diff --git a/.gitignore b/.gitignore new file mode 100644 index 00000000..68bc17f9 --- /dev/null +++ b/.gitignore @@ -0,0 +1,160 @@ +# Byte-compiled / optimized / DLL files +__pycache__/ +*.py[cod] +*$py.class + +# C extensions +*.so + +# Distribution / packaging +.Python +build/ +develop-eggs/ +dist/ +downloads/ +eggs/ +.eggs/ +lib/ +lib64/ +parts/ +sdist/ +var/ +wheels/ +share/python-wheels/ +*.egg-info/ +.installed.cfg +*.egg +MANIFEST + +# PyInstaller +# Usually these files are written by a python script from a template +# before PyInstaller builds the exe, so as to inject date/other infos into it. +*.manifest +*.spec + +# Installer logs +pip-log.txt +pip-delete-this-directory.txt + +# Unit test / coverage reports +htmlcov/ +.tox/ +.nox/ +.coverage +.coverage.* +.cache +nosetests.xml +coverage.xml +*.cover +*.py,cover +.hypothesis/ +.pytest_cache/ +cover/ + +# Translations +*.mo +*.pot + +# Django stuff: +*.log +local_settings.py +db.sqlite3 +db.sqlite3-journal + +# Flask stuff: +instance/ +.webassets-cache + +# Scrapy stuff: +.scrapy + +# Sphinx documentation +docs/_build/ + +# PyBuilder +.pybuilder/ +target/ + +# Jupyter Notebook +.ipynb_checkpoints + +# IPython +profile_default/ +ipython_config.py + +# pyenv +# For a library or package, you might want to ignore these files since the code is +# intended to run in multiple environments; otherwise, check them in: +# .python-version + +# pipenv +# According to pypa/pipenv#598, it is recommended to include Pipfile.lock in version control. +# However, in case of collaboration, if having platform-specific dependencies or dependencies +# having no cross-platform support, pipenv may install dependencies that don't work, or not +# install all needed dependencies. +#Pipfile.lock + +# poetry +# Similar to Pipfile.lock, it is generally recommended to include poetry.lock in version control. +# This is especially recommended for binary packages to ensure reproducibility, and is more +# commonly ignored for libraries. +# https://python-poetry.org/docs/basic-usage/#commit-your-poetrylock-file-to-version-control +#poetry.lock + +# pdm +# Similar to Pipfile.lock, it is generally recommended to include pdm.lock in version control. +#pdm.lock +# pdm stores project-wide configurations in .pdm.toml, but it is recommended to not include it +# in version control. +# https://pdm.fming.dev/#use-with-ide +.pdm.toml + +# PEP 582; used by e.g. github.com/David-OConnor/pyflow and github.com/pdm-project/pdm +__pypackages__/ + +# Celery stuff +celerybeat-schedule +celerybeat.pid + +# SageMath parsed files +*.sage.py + +# Environments +.env +.venv +env/ +venv/ +ENV/ +env.bak/ +venv.bak/ + +# Spyder project settings +.spyderproject +.spyproject + +# Rope project settings +.ropeproject + +# mkdocs documentation +/site + +# mypy +.mypy_cache/ +.dmypy.json +dmypy.json + +# Pyre type checker +.pyre/ + +# pytype static type analyzer +.pytype/ + +# Cython debug symbols +cython_debug/ + +# PyCharm +# JetBrains specific template is maintained in a separate JetBrains.gitignore that can +# be found at https://github.com/github/gitignore/blob/main/Global/JetBrains.gitignore +# and can be added to the global gitignore or merged into this file. For a more nuclear +# option (not recommended) you can uncomment the following to ignore the entire idea folder. +#.idea/ diff --git a/Capstone Project Executive Summary.pdf b/Capstone Project Executive Summary.pdf new file mode 100644 index 00000000..d3a24d3b Binary files /dev/null and b/Capstone Project Executive Summary.pdf differ diff --git a/My_Capstone Project-Copy1.ipynb b/My_Capstone Project-Copy1.ipynb new file mode 100644 index 00000000..f8c7c3d8 --- /dev/null +++ b/My_Capstone Project-Copy1.ipynb @@ -0,0 +1,18991 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "59bf768b", + "metadata": {}, + "source": [ + "# Import libraries" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "77550c18", + "metadata": {}, + "outputs": [], + "source": [ + "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", + "import matplotlib.dates as mdates\n", + "%matplotlib inline\n", + "plt.style.use('fivethirtyeight') \n", + "import warnings\n", + "warnings.filterwarnings('ignore')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "412f6880", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "5cf2ea25", + "metadata": {}, + "source": [ + "# Data collection" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "1bebe64b", + "metadata": {}, + "outputs": [], + "source": [ + "Comfirmed_url = 'https://raw.githubusercontent.com/CSSEGISandData/COVID-19/master/csse_covid_19_data/csse_covid_19_time_series/time_series_covid19_confirmed_global.csv'" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "567d3be3", + "metadata": {}, + "outputs": [], + "source": [ + "comfirmed_csv = 'comfirmed_cases.csv'" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "b3ae0fc8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "('comfirmed_cases.csv', )" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "urllib.request.urlretrieve(Comfirmed_url, 'comfirmed_cases.csv')" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "4306954f", + "metadata": {}, + "outputs": [], + "source": [ + "df_CovidconfirmdG = pd.read_csv(comfirmed_csv)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "ae56e727", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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289 rows × 1144 columns

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Province/StateCountry/RegionLatLong1/22/201/23/201/24/201/25/201/26/201/27/20...2/28/233/1/233/2/233/3/233/4/233/5/233/6/233/7/233/8/233/9/23
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2NaNAlgeria28.0339001.659600000000...0000000000
3NaNAndorra42.5063001.521800000000...0000000000
4NaNAngola-11.20270017.873900000000...0000000000
..................................................................
269NaNWest Bank and Gaza31.95220035.233200000000...0000000000
270NaNWinter Olympics 202239.904200116.407400000000...0000000000
271NaNYemen15.55272748.516388000000...0000000000
272NaNZambia-13.13389727.849332000000...0000000000
273NaNZimbabwe-19.01543829.154857000000...0000000000
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274 rows × 1147 columns

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269West Bank and Gaza000000000...31228931232000000000
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274 rows × 570 columns

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284West Bank and Gaza000000000...5708570857085708570857085708570857085708
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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
5BenueNorth Central63760000.50.70.50.70.40.40.30.50.91
6KogiNorth Central49700000.10.30.20.50.50.40.30.60.87
7BauchiNorth East72700000.80.10.20.80.80.20.80.80.85
8GombeNorth East36920001.00.40.40.90.90.30.80.70.83
9BornoNorth East66510000.90.30.11.01.00.10.70.90.89
10AdamawaNorth East46720000.80.50.60.90.70.30.70.60.94
11YobeNorth East37230001.00.60.31.00.50.00.91.00.87
12TarabaNorth East33870000.80.60.80.90.50.00.70.90.86
13KanoNorth West147260000.60.20.10.30.40.80.80.50.87
14KadunaNorth West92270000.70.10.90.80.90.40.60.40.86
15KatsinaNorth West87130000.70.10.10.30.20.60.90.80.85
16JigawaNorth West64350000.90.40.00.70.60.50.90.80.92
17SokotoNorth West56120000.90.30.20.40.70.31.01.00.89
18KebbiNorth West49680000.80.20.30.40.90.10.90.90.85
19ZamfaraNorth West49740000.90.20.10.70.80.21.00.90.87
20ImoSouth East60180000.41.00.90.00.40.90.40.01.12
21AbiaSouth East41900000.20.90.60.10.30.90.20.01.14
22EnuguSouth East48010000.20.90.40.00.30.70.40.11.14
23Akwa IbomSouth East60930000.70.80.70.60.80.80.50.11.01
24AnambraSouth East60500000.60.91.00.60.21.00.00.11.08
25EdoSouth South47050000.10.90.80.10.10.50.40.31.09
26RiversSouth South77630000.40.50.90.60.60.90.10.11.00
27DeltaSouth South63030000.40.60.70.21.00.60.50.41.08
28EbonyiSouth South31920000.61.00.00.60.10.70.30.61.00
29BayelsaSouth South26060000.50.80.60.10.90.50.20.71.00
30Cross riverSouth South42720000.50.40.70.80.10.40.40.60.98
31LagosSouth West139920000.00.11.00.30.11.00.10.40.93
32OyoSouth West87370000.20.70.80.20.80.60.20.31.06
33OgunSouth West58780000.30.60.70.50.60.60.00.21.07
34OndoSouth West51850000.10.80.50.10.30.60.30.31.04
35OsunSouth West52520000.00.70.40.40.00.80.10.21.06
36EkitiSouth West35930000.30.80.30.50.20.80.10.41.03
\n", + "
" + ], + "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", + "5 Benue North Central 6376000 0.5 0.7 \n", + "6 Kogi North Central 4970000 0.1 0.3 \n", + "7 Bauchi North East 7270000 0.8 0.1 \n", + "8 Gombe North East 3692000 1.0 0.4 \n", + "9 Borno North East 6651000 0.9 0.3 \n", + "10 Adamawa North East 4672000 0.8 0.5 \n", + "11 Yobe North East 3723000 1.0 0.6 \n", + "12 Taraba North East 3387000 0.8 0.6 \n", + "13 Kano North West 14726000 0.6 0.2 \n", + "14 Kaduna North West 9227000 0.7 0.1 \n", + "15 Katsina North West 8713000 0.7 0.1 \n", + "16 Jigawa North West 6435000 0.9 0.4 \n", + "17 Sokoto North West 5612000 0.9 0.3 \n", + "18 Kebbi North West 4968000 0.8 0.2 \n", + "19 Zamfara North West 4974000 0.9 0.2 \n", + "20 Imo South East 6018000 0.4 1.0 \n", + "21 Abia South East 4190000 0.2 0.9 \n", + "22 Enugu South East 4801000 0.2 0.9 \n", + "23 Akwa Ibom South East 6093000 0.7 0.8 \n", + "24 Anambra South East 6050000 0.6 0.9 \n", + "25 Edo South South 4705000 0.1 0.9 \n", + "26 Rivers South South 7763000 0.4 0.5 \n", + "27 Delta South South 6303000 0.4 0.6 \n", + "28 Ebonyi South South 3192000 0.6 1.0 \n", + "29 Bayelsa South South 2606000 0.5 0.8 \n", + "30 Cross river South South 4272000 0.5 0.4 \n", + "31 Lagos South West 13992000 0.0 0.1 \n", + "32 Oyo South West 8737000 0.2 0.7 \n", + "33 Ogun South West 5878000 0.3 0.6 \n", + "34 Ondo South West 5185000 0.1 0.8 \n", + "35 Osun South West 5252000 0.0 0.7 \n", + "36 Ekiti South West 3593000 0.3 0.8 \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", + "5 0.5 0.7 0.4 0.4 \n", + "6 0.2 0.5 0.5 0.4 \n", + "7 0.2 0.8 0.8 0.2 \n", + "8 0.4 0.9 0.9 0.3 \n", + "9 0.1 1.0 1.0 0.1 \n", + "10 0.6 0.9 0.7 0.3 \n", + "11 0.3 1.0 0.5 0.0 \n", + "12 0.8 0.9 0.5 0.0 \n", + "13 0.1 0.3 0.4 0.8 \n", + "14 0.9 0.8 0.9 0.4 \n", + "15 0.1 0.3 0.2 0.6 \n", + "16 0.0 0.7 0.6 0.5 \n", + "17 0.2 0.4 0.7 0.3 \n", + "18 0.3 0.4 0.9 0.1 \n", + "19 0.1 0.7 0.8 0.2 \n", + "20 0.9 0.0 0.4 0.9 \n", + "21 0.6 0.1 0.3 0.9 \n", + "22 0.4 0.0 0.3 0.7 \n", + "23 0.7 0.6 0.8 0.8 \n", + "24 1.0 0.6 0.2 1.0 \n", + "25 0.8 0.1 0.1 0.5 \n", + "26 0.9 0.6 0.6 0.9 \n", + "27 0.7 0.2 1.0 0.6 \n", + "28 0.0 0.6 0.1 0.7 \n", + "29 0.6 0.1 0.9 0.5 \n", + "30 0.7 0.8 0.1 0.4 \n", + "31 1.0 0.3 0.1 1.0 \n", + "32 0.8 0.2 0.8 0.6 \n", + "33 0.7 0.5 0.6 0.6 \n", + "34 0.5 0.1 0.3 0.6 \n", + "35 0.4 0.4 0.0 0.8 \n", + "36 0.3 0.5 0.2 0.8 \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 \n", + "5 0.3 0.5 0.91 \n", + "6 0.3 0.6 0.87 \n", + "7 0.8 0.8 0.85 \n", + "8 0.8 0.7 0.83 \n", + "9 0.7 0.9 0.89 \n", + "10 0.7 0.6 0.94 \n", + "11 0.9 1.0 0.87 \n", + "12 0.7 0.9 0.86 \n", + "13 0.8 0.5 0.87 \n", + "14 0.6 0.4 0.86 \n", + "15 0.9 0.8 0.85 \n", + "16 0.9 0.8 0.92 \n", + "17 1.0 1.0 0.89 \n", + "18 0.9 0.9 0.85 \n", + "19 1.0 0.9 0.87 \n", + "20 0.4 0.0 1.12 \n", + "21 0.2 0.0 1.14 \n", + "22 0.4 0.1 1.14 \n", + "23 0.5 0.1 1.01 \n", + "24 0.0 0.1 1.08 \n", + "25 0.4 0.3 1.09 \n", + "26 0.1 0.1 1.00 \n", + "27 0.5 0.4 1.08 \n", + "28 0.3 0.6 1.00 \n", + "29 0.2 0.7 1.00 \n", + "30 0.4 0.6 0.98 \n", + "31 0.1 0.4 0.93 \n", + "32 0.2 0.3 1.06 \n", + "33 0.0 0.2 1.07 \n", + "34 0.3 0.3 1.04 \n", + "35 0.1 0.2 1.06 \n", + "36 0.1 0.4 1.03 " + ] + }, + "execution_count": 41, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_Covidexternal" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "dd20a8a7", + "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": [ + "df_Covidexternal.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "8f9e37e7", + "metadata": {}, + "outputs": [], + "source": [ + "#Delete column with o value \n", + "df_Covidexternal = df_Covidexternal.loc[:, (df_Covidexternal != 0).any(axis=0)]" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "9a82cbc1", + "metadata": {}, + "outputs": [], + "source": [ + "df_Covidexternal = df_Covidexternal.dropna(axis=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "e75e62f8", + "metadata": {}, + "outputs": [], + "source": [ + "df_Covidexternal[['states', 'region']] = df_Covidexternal[['states', 'region']].astype(\"string\")" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "f9658ab0", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "df_Covidexternal[['Age', 'Health System', 'Acute IHR', 'Overall CCVI Index']] = df_Covidexternal[['Age', 'Health System', 'Acute IHR', 'Overall CCVI Index']].replace(',', '', regex=True).astype(int)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "0ddafc10", + "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 string \n", + " 1 region 37 non-null string \n", + " 2 Population 37 non-null int64 \n", + " 3 Overall CCVI Index 37 non-null int32 \n", + " 4 Age 37 non-null int32 \n", + " 5 Epidemiological 37 non-null float64\n", + " 6 Fragility 37 non-null float64\n", + " 7 Health System 37 non-null int32 \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 int32 \n", + "dtypes: float64(5), int32(4), int64(1), string(2)\n", + "memory usage: 3.0 KB\n" + ] + } + ], + "source": [ + "df_Covidexternal.info()" + ] + }, + { + "cell_type": "markdown", + "id": "b183cfee", + "metadata": {}, + "source": [ + "# Load CovidNigeria cases" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "51cc4bf8", + "metadata": {}, + "outputs": [], + "source": [ + "covid_url = 'https://raw.githubusercontent.com/Ustacky-dev/Nigeria-COVID-19-Data-Analysis-Using-Python/main/covidnig.csv'" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "2ffeec79", + "metadata": {}, + "outputs": [], + "source": [ + "covid_csv = 'covid_cases.csv'" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "7962b3d1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "('covid_cases.csv', )" + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "urllib.request.urlretrieve(covid_url, 'covid_cases.csv')" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "9f2326ca", + "metadata": {}, + "outputs": [], + "source": [ + "dfCovidNig= pd.read_csv(covid_csv)" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "fc0e883b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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States AffectedNo. of Cases (Lab Confirmed)No. of Cases (on admission)No. DischargedNo. of Deaths
0Lagos26,7082,43524,037236
1FCT9,6272,8406,69493
2Kaduna4,5045793,87748
3Plateau4,2622803,94834
4Oyo3,7883683,37446
5Rivers3,2792322,98760
6Edo2,768522,603113
7Ogun2,3821742,17533
8Kano2,0321981,77856
9Delta1,843571,73749
10Ondo1,793621,69041
11Katsina1,4052141,16724
12Enugu1,376341,32121
13Kwara1,2961711,09431
14Gombe1,16418395031
15Ebonyi1,091241,03730
16Abia9802594510
17Osun9792093722
18Bauchi89710877514
19Borno7783770536
20Imo7346166112
21Nasarawa60026232513
22Benue5154446011
23Bayelsa4975542121
24Ekiti405243756
25Akwa Ibom395443429
26Jigawa3865731811
27Niger3816930012
28Adamawa3559623821
29Anambra299627419
30Sokoto2284017117
31Taraba203191777
32Yobe164331238
33Kebbi14351308
34Cross River9318111
35Zamfara791735
36Kogi5032
\n", + "
" + ], + "text/plain": [ + " States Affected No. of Cases (Lab Confirmed) No. of Cases (on admission) \\\n", + "0 Lagos 26,708 2,435 \n", + "1 FCT 9,627 2,840 \n", + "2 Kaduna 4,504 579 \n", + "3 Plateau 4,262 280 \n", + "4 Oyo 3,788 368 \n", + "5 Rivers 3,279 232 \n", + "6 Edo 2,768 52 \n", + "7 Ogun 2,382 174 \n", + "8 Kano 2,032 198 \n", + "9 Delta 1,843 57 \n", + "10 Ondo 1,793 62 \n", + "11 Katsina 1,405 214 \n", + "12 Enugu 1,376 34 \n", + "13 Kwara 1,296 171 \n", + "14 Gombe 1,164 183 \n", + "15 Ebonyi 1,091 24 \n", + "16 Abia 980 25 \n", + "17 Osun 979 20 \n", + "18 Bauchi 897 108 \n", + "19 Borno 778 37 \n", + "20 Imo 734 61 \n", + "21 Nasarawa 600 262 \n", + "22 Benue 515 44 \n", + "23 Bayelsa 497 55 \n", + "24 Ekiti 405 24 \n", + "25 Akwa Ibom 395 44 \n", + "26 Jigawa 386 57 \n", + "27 Niger 381 69 \n", + "28 Adamawa 355 96 \n", + "29 Anambra 299 6 \n", + "30 Sokoto 228 40 \n", + "31 Taraba 203 19 \n", + "32 Yobe 164 33 \n", + "33 Kebbi 143 5 \n", + "34 Cross River 93 1 \n", + "35 Zamfara 79 1 \n", + "36 Kogi 5 0 \n", + "\n", + " No. Discharged No. of Deaths \n", + "0 24,037 236 \n", + "1 6,694 93 \n", + "2 3,877 48 \n", + "3 3,948 34 \n", + "4 3,374 46 \n", + "5 2,987 60 \n", + "6 2,603 113 \n", + "7 2,175 33 \n", + "8 1,778 56 \n", + "9 1,737 49 \n", + "10 1,690 41 \n", + "11 1,167 24 \n", + "12 1,321 21 \n", + "13 1,094 31 \n", + "14 950 31 \n", + "15 1,037 30 \n", + "16 945 10 \n", + "17 937 22 \n", + "18 775 14 \n", + "19 705 36 \n", + "20 661 12 \n", + "21 325 13 \n", + "22 460 11 \n", + "23 421 21 \n", + "24 375 6 \n", + "25 342 9 \n", + "26 318 11 \n", + "27 300 12 \n", + "28 238 21 \n", + "29 274 19 \n", + "30 171 17 \n", + "31 177 7 \n", + "32 123 8 \n", + "33 130 8 \n", + "34 81 11 \n", + "35 73 5 \n", + "36 3 2 " + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfCovidNig" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "c5ab5fe2", + "metadata": {}, + "outputs": [], + "source": [ + "#Delete column with o value \n", + "dfCovidNig = dfCovidNig.loc[:, (dfCovidNig != 0).any(axis=0)]" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "17d12c49", + "metadata": {}, + "outputs": [], + "source": [ + "#drop null value: NA\n", + "dfCovidNig = dfCovidNig.dropna(axis=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "aa5c0ca8", + "metadata": {}, + "outputs": [], + "source": [ + "#convert to string\n", + "dfCovidNig[['States Affected']] = dfCovidNig[['States Affected']].astype(\"string\")" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "06507d68", + "metadata": {}, + "outputs": [], + "source": [ + "dfCovidNig[['No. of Cases (Lab Confirmed)', 'No. of Cases (on admission)', 'No. Discharged']] = dfCovidNig[['No. of Cases (Lab Confirmed)', 'No. of Cases (on admission)', 'No. Discharged']].replace(',', '', regex=True).astype(int)\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "a89881e3", + "metadata": { + "collapsed": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 37 entries, 0 to 36\n", + "Data columns (total 5 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 States Affected 37 non-null string\n", + " 1 No. of Cases (Lab Confirmed) 37 non-null int32 \n", + " 2 No. of Cases (on admission) 37 non-null int32 \n", + " 3 No. Discharged 37 non-null int32 \n", + " 4 No. of Deaths 37 non-null int64 \n", + "dtypes: int32(3), int64(1), string(1)\n", + "memory usage: 1.1 KB\n" + ] + } + ], + "source": [ + "dfCovidNig.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "a97037a8", + "metadata": { + "collapsed": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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States AffectedNo. of Cases (Lab Confirmed)No. of Cases (on admission)No. DischargedNo. of Deaths
0Lagos26708243524037236
1FCT96272840669493
2Kaduna4504579387748
3Plateau4262280394834
4Oyo3788368337446
5Rivers3279232298760
6Edo2768522603113
7Ogun2382174217533
8Kano2032198177856
9Delta184357173749
10Ondo179362169041
11Katsina1405214116724
12Enugu137634132121
13Kwara1296171109431
14Gombe116418395031
15Ebonyi109124103730
16Abia9802594510
17Osun9792093722
18Bauchi89710877514
19Borno7783770536
20Imo7346166112
21Nasarawa60026232513
22Benue5154446011
23Bayelsa4975542121
24Ekiti405243756
25Akwa Ibom395443429
26Jigawa3865731811
27Niger3816930012
28Adamawa3559623821
29Anambra299627419
30Sokoto2284017117
31Taraba203191777
32Yobe164331238
33Kebbi14351308
34Cross River9318111
35Zamfara791735
36Kogi5032
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" + ], + "text/plain": [ + " States Affected No. of Cases (Lab Confirmed) No. of Cases (on admission) \\\n", + "0 Lagos 26708 2435 \n", + "1 FCT 9627 2840 \n", + "2 Kaduna 4504 579 \n", + "3 Plateau 4262 280 \n", + "4 Oyo 3788 368 \n", + "5 Rivers 3279 232 \n", + "6 Edo 2768 52 \n", + "7 Ogun 2382 174 \n", + "8 Kano 2032 198 \n", + "9 Delta 1843 57 \n", + "10 Ondo 1793 62 \n", + "11 Katsina 1405 214 \n", + "12 Enugu 1376 34 \n", + "13 Kwara 1296 171 \n", + "14 Gombe 1164 183 \n", + "15 Ebonyi 1091 24 \n", + "16 Abia 980 25 \n", + "17 Osun 979 20 \n", + "18 Bauchi 897 108 \n", + "19 Borno 778 37 \n", + "20 Imo 734 61 \n", + "21 Nasarawa 600 262 \n", + "22 Benue 515 44 \n", + "23 Bayelsa 497 55 \n", + "24 Ekiti 405 24 \n", + "25 Akwa Ibom 395 44 \n", + "26 Jigawa 386 57 \n", + "27 Niger 381 69 \n", + "28 Adamawa 355 96 \n", + "29 Anambra 299 6 \n", + "30 Sokoto 228 40 \n", + "31 Taraba 203 19 \n", + "32 Yobe 164 33 \n", + "33 Kebbi 143 5 \n", + "34 Cross River 93 1 \n", + "35 Zamfara 79 1 \n", + "36 Kogi 5 0 \n", + "\n", + " No. Discharged No. of Deaths \n", + "0 24037 236 \n", + "1 6694 93 \n", + "2 3877 48 \n", + "3 3948 34 \n", + "4 3374 46 \n", + "5 2987 60 \n", + "6 2603 113 \n", + "7 2175 33 \n", + "8 1778 56 \n", + "9 1737 49 \n", + "10 1690 41 \n", + "11 1167 24 \n", + "12 1321 21 \n", + "13 1094 31 \n", + "14 950 31 \n", + "15 1037 30 \n", + "16 945 10 \n", + "17 937 22 \n", + "18 775 14 \n", + "19 705 36 \n", + "20 661 12 \n", + "21 325 13 \n", + "22 460 11 \n", + "23 421 21 \n", + "24 375 6 \n", + "25 342 9 \n", + "26 318 11 \n", + "27 300 12 \n", + "28 238 21 \n", + "29 274 19 \n", + "30 171 17 \n", + "31 177 7 \n", + "32 123 8 \n", + "33 130 8 \n", + "34 81 11 \n", + "35 73 5 \n", + "36 3 2 " + ] + }, + "execution_count": 58, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfCovidNig" + ] + }, + { + "cell_type": "markdown", + "id": "a528f7b7", + "metadata": {}, + "source": [ + "# Load Budget data" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "0768ff6d", + "metadata": {}, + "outputs": [], + "source": [ + "budget_url = 'https://raw.githubusercontent.com/Ustacky-dev/Nigeria-COVID-19-Data-Analysis-Using-Python/main/Budget%20data.csv'" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "47156bd4", + "metadata": {}, + "outputs": [], + "source": [ + "budget_csv = 'budget_cases.csv'" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "703ee4f6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "('budget_cases.csv', )" + ] + }, + "execution_count": 61, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "urllib.request.urlretrieve(budget_url, 'budget_cases.csv')" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "7f82b3f9", + "metadata": {}, + "outputs": [], + "source": [ + "dfBudget = pd.read_csv(budget_csv)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "e2a627e4", + "metadata": { + "collapsed": true + }, + "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
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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" + ] + }, + "execution_count": 63, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfBudget" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "e8f55fa5", + "metadata": {}, + "outputs": [], + "source": [ + "dfBudget[['states']] = dfBudget[['states']].astype(\"string\")" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "5bc901fc", + "metadata": { + "collapsed": true + }, + "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 string \n", + " 1 Initial_budget (Bn) 37 non-null float64\n", + " 2 Revised_budget (Bn) 37 non-null float64\n", + "dtypes: float64(2), string(1)\n", + "memory usage: 1020.0 bytes\n" + ] + } + ], + "source": [ + "dfBudget.info()" + ] + }, + { + "cell_type": "markdown", + "id": "01776d36", + "metadata": {}, + "source": [ + "# Load RealGDP data" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "0f9b342a", + "metadata": {}, + "outputs": [], + "source": [ + "realgdp_url = 'https://raw.githubusercontent.com/Ustacky-dev/Nigeria-COVID-19-Data-Analysis-Using-Python/main/RealGDP.csv'" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "2f496008", + "metadata": {}, + "outputs": [], + "source": [ + "Realgdp_csv = 'Realgdp_cases.csv'" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "51d63fbe", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "('Realgdp_cases.csv', )" + ] + }, + "execution_count": 68, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "urllib.request.urlretrieve(realgdp_url, 'Realgdp_cases.csv')" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "bb208222", + "metadata": {}, + "outputs": [], + "source": [ + "dfRealgdp = pd.read_csv(Realgdp_csv)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "18261d23", + "metadata": { + "collapsed": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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Angola0000000000...105255105277105277105277105277105277105277105277105288105288
..................................................................
West Bank and Gaza0000000000...703228703228703228703228703228703228703228703228703228703228
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Yemen0000000000...11945119451194511945119451194511945119451194511945
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201 rows × 1143 columns

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..................................................................
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" + ], + "text/plain": [ + " Country/Region 1/22/20 1/23/20 1/24/20 1/25/20 1/26/20 1/27/20 \\\n", + "191 Nigeria 0 0 0 0 0 0 \n", + "\n", + " 1/28/20 1/29/20 1/30/20 ... 8/3/21 8/4/21 9/13/22 9/14/22 \\\n", + "191 0 0 0 ... 165122 165208 0 0 \n", + "\n", + " 9/15/22 9/16/22 9/17/22 9/18/22 9/19/22 9/20/22 \n", + "191 0 0 0 0 0 0 \n", + "\n", + "[1 rows x 570 columns]" + ] + }, + "execution_count": 97, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Finding the values contained in the \"Nigeria\" group\n", + "RecoveredCase.get_group('Nigeria')" + ] + }, + { + "cell_type": "code", + "execution_count": 98, + "id": "e7798490", + "metadata": {}, + "outputs": [], + "source": [ + "dfRecoveredCase= RecoveredCase.get_group('Nigeria')" + ] + }, + { + "cell_type": "markdown", + "id": "cf54b04a", + "metadata": {}, + "source": [ + "# National Covid19 Recovered cases" + ] + }, + { + "cell_type": "code", + "execution_count": 99, + "id": "a226f850", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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1 rows × 570 columns

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Cases
Date
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" + ], + "text/plain": [ + " Cases\n", + "Date \n", + "3/18/20 1\n", + "3/19/20 1\n", + "3/20/20 1\n", + "3/21/20 1\n", + "3/22/20 2\n", + "... ...\n", + "7/31/21 164994\n", + "8/1/21 165005\n", + "8/2/21 165037\n", + "8/3/21 165122\n", + "8/4/21 165208\n", + "\n", + "[505 rows x 1 columns]" + ] + }, + "execution_count": 107, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfRecoveredCase_transposed" + ] + }, + { + "cell_type": "code", + "execution_count": 108, + "id": "b0e5290f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['Cases'], dtype='object')" + ] + }, + "execution_count": 108, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfRecoveredCase_transposed.columns" + ] + }, + { + "cell_type": "code", + "execution_count": 109, + "id": "0cf9f5b7", + "metadata": {}, + "outputs": [], + "source": [ + "dfRecoveredCase_transposed.reset_index(drop=False, inplace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 110, + "id": "bf9d3f4a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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03/18/201
13/19/201
23/20/201
33/21/201
43/22/202
.........
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" + ], + "text/plain": [ + " Date Cases\n", + "0 3/18/20 1\n", + "1 3/19/20 1\n", + "2 3/20/20 1\n", + "3 3/21/20 1\n", + "4 3/22/20 2\n", + ".. ... ...\n", + "500 7/31/21 164994\n", + "501 8/1/21 165005\n", + "502 8/2/21 165037\n", + "503 8/3/21 165122\n", + "504 8/4/21 165208\n", + "\n", + "[505 rows x 2 columns]" + ] + }, + "execution_count": 110, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfRecoveredCase_transposed" + ] + }, + { + "cell_type": "markdown", + "id": "a47f2420", + "metadata": {}, + "source": [ + "# Deaths Cases" + ] + }, + { + "cell_type": "code", + "execution_count": 111, + "id": "816beb3e", + "metadata": {}, + "outputs": [], + "source": [ + "# applying groupby() function to\n", + "# group the data on 'Country/Region value.\n", + "DeathCase = df_CoviddeathG.groupby('Country/Region')" + ] + }, + { + "cell_type": "markdown", + "id": "c4ded2a4", + "metadata": {}, + "source": [ + "# World Covid19 Death cases" + ] + }, + { + "cell_type": "code", + "execution_count": 112, + "id": "ef1de005", + "metadata": { + "collapsed": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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1/22/201/23/201/24/201/25/201/26/201/27/201/28/201/29/201/30/201/31/20...2/28/233/1/233/2/233/3/233/4/233/5/233/6/233/7/233/8/233/9/23
Country/Region
Afghanistan0000000000...7896789678967896789678967896789678967896
Albania0000000000...3598359835983598359835983598359835983598
Algeria0000000000...6881688168816881688168816881688168816881
Andorra0000000000...165165165165165165165165165165
Angola0000000000...1933193319331933193319331933193319331933
..................................................................
West Bank and Gaza0000000000...5708570857085708570857085708570857085708
Winter Olympics 20220000000000...0000000000
Yemen0000000000...2159215921592159215921592159215921592159
Zambia0000000000...4057405740574057405740574057405740574057
Zimbabwe0000000000...5663566856685668566856685668566856715671
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201 rows × 1143 columns

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" + ], + "text/plain": [ + " 1/22/20 1/23/20 1/24/20 1/25/20 1/26/20 1/27/20 \\\n", + "Country/Region \n", + "Afghanistan 0 0 0 0 0 0 \n", + "Albania 0 0 0 0 0 0 \n", + "Algeria 0 0 0 0 0 0 \n", + "Andorra 0 0 0 0 0 0 \n", + "Angola 0 0 0 0 0 0 \n", + "... ... ... ... ... ... ... \n", + "West Bank and Gaza 0 0 0 0 0 0 \n", + "Winter Olympics 2022 0 0 0 0 0 0 \n", + "Yemen 0 0 0 0 0 0 \n", + "Zambia 0 0 0 0 0 0 \n", + "Zimbabwe 0 0 0 0 0 0 \n", + "\n", + " 1/28/20 1/29/20 1/30/20 1/31/20 ... 2/28/23 \\\n", + "Country/Region ... \n", + "Afghanistan 0 0 0 0 ... 7896 \n", + "Albania 0 0 0 0 ... 3598 \n", + "Algeria 0 0 0 0 ... 6881 \n", + "Andorra 0 0 0 0 ... 165 \n", + "Angola 0 0 0 0 ... 1933 \n", + "... ... ... ... ... ... ... \n", + "West Bank and Gaza 0 0 0 0 ... 5708 \n", + "Winter Olympics 2022 0 0 0 0 ... 0 \n", + "Yemen 0 0 0 0 ... 2159 \n", + "Zambia 0 0 0 0 ... 4057 \n", + "Zimbabwe 0 0 0 0 ... 5663 \n", + "\n", + " 3/1/23 3/2/23 3/3/23 3/4/23 3/5/23 3/6/23 3/7/23 \\\n", + "Country/Region \n", + "Afghanistan 7896 7896 7896 7896 7896 7896 7896 \n", + "Albania 3598 3598 3598 3598 3598 3598 3598 \n", + "Algeria 6881 6881 6881 6881 6881 6881 6881 \n", + "Andorra 165 165 165 165 165 165 165 \n", + "Angola 1933 1933 1933 1933 1933 1933 1933 \n", + "... ... ... ... ... ... ... ... \n", + "West Bank and Gaza 5708 5708 5708 5708 5708 5708 5708 \n", + "Winter Olympics 2022 0 0 0 0 0 0 0 \n", + "Yemen 2159 2159 2159 2159 2159 2159 2159 \n", + "Zambia 4057 4057 4057 4057 4057 4057 4057 \n", + "Zimbabwe 5668 5668 5668 5668 5668 5668 5668 \n", + "\n", + " 3/8/23 3/9/23 \n", + "Country/Region \n", + "Afghanistan 7896 7896 \n", + "Albania 3598 3598 \n", + "Algeria 6881 6881 \n", + "Andorra 165 165 \n", + "Angola 1933 1933 \n", + "... ... ... \n", + "West Bank and Gaza 5708 5708 \n", + "Winter Olympics 2022 0 0 \n", + "Yemen 2159 2159 \n", + "Zambia 4057 4057 \n", + "Zimbabwe 5671 5671 \n", + "\n", + "[201 rows x 1143 columns]" + ] + }, + "execution_count": 112, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# print the first entries in all the groups formed.\n", + "DeathCase.first()" + ] + }, + { + "cell_type": "code", + "execution_count": 113, + "id": "b767b40a", + "metadata": { + "collapsed": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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206Nigeria000000000...3155315531553155315531553155315531553155
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1 rows × 1144 columns

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" + ], + "text/plain": [ + " Country/Region 1/22/20 1/23/20 1/24/20 1/25/20 1/26/20 1/27/20 \\\n", + "206 Nigeria 0 0 0 0 0 0 \n", + "\n", + " 1/28/20 1/29/20 1/30/20 ... 2/28/23 3/1/23 3/2/23 3/3/23 3/4/23 \\\n", + "206 0 0 0 ... 3155 3155 3155 3155 3155 \n", + "\n", + " 3/5/23 3/6/23 3/7/23 3/8/23 3/9/23 \n", + "206 3155 3155 3155 3155 3155 \n", + "\n", + "[1 rows x 1144 columns]" + ] + }, + "execution_count": 113, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Finding the values contained in the \"Nigeria\" group\n", + "DeathCase.get_group('Nigeria')" + ] + }, + { + "cell_type": "code", + "execution_count": 114, + "id": "68f17d5f", + "metadata": {}, + "outputs": [], + "source": [ + "dfDeathCase = DeathCase.get_group('Nigeria')" + ] + }, + { + "cell_type": "markdown", + "id": "54581ad2", + "metadata": {}, + "source": [ + "# NAtional Covid19 Death cases" + ] + }, + { + "cell_type": "code", + "execution_count": 115, + "id": "34e74f65", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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1 rows × 1144 columns

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Cases
Date
3/23/201
3/24/201
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......
3/5/233155
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DateCases
03/23/201
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.........
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" + ], + "text/plain": [ + " Date Cases\n", + "0 3/23/20 1\n", + "1 3/24/20 1\n", + "2 3/25/20 1\n", + "3 3/26/20 1\n", + "4 3/27/20 1\n", + "... ... ...\n", + "1077 3/5/23 3155\n", + "1078 3/6/23 3155\n", + "1079 3/7/23 3155\n", + "1080 3/8/23 3155\n", + "1081 3/9/23 3155\n", + "\n", + "[1082 rows x 2 columns]" + ] + }, + "execution_count": 124, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfDeathCase_transposed" + ] + }, + { + "cell_type": "markdown", + "id": "6df197cf", + "metadata": {}, + "source": [ + "# External" + ] + }, + { + "cell_type": "code", + "execution_count": 125, + "id": "e674c155", + "metadata": {}, + "outputs": [], + "source": [ + "# applying groupby() function to\n", + "# group the data on states value.\n", + "Covid_ext = df_Covidexternal.groupby('states')" + ] + }, + { + "cell_type": "code", + "execution_count": 126, + "id": "d38220b0", + "metadata": { + "collapsed": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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regionPopulationOverall CCVI IndexAgeEpidemiologicalFragilityHealth SystemPopulation DensitySocio-EconomicTransport AvailabilityAcute IHR
states
AbiaSouth East4190000000.60.100.90.20.01
AdamawaNorth East4672000000.60.900.30.70.60
Akwa IbomSouth East6093000000.70.600.80.50.11
AnambraSouth East6050000001.00.601.00.00.11
BauchiNorth East7270000000.20.800.20.80.80
BayelsaSouth South2606000000.60.100.50.20.71
BenueNorth Central6376000000.50.700.40.30.50
BornoNorth East6651000000.11.010.10.70.90
Cross riverSouth South4272000000.70.800.40.40.60
DeltaSouth South6303000000.70.210.60.50.41
EbonyiSouth South3192000010.00.600.70.30.61
EdoSouth South4705000000.80.100.50.40.31
EkitiSouth West3593000000.30.500.80.10.41
EnuguSouth East4801000000.40.000.70.40.11
FCTNorth Central4865000000.90.400.90.60.20
GombeNorth East3692000100.40.900.30.80.70
ImoSouth East6018000010.90.000.90.40.01
JigawaNorth West6435000000.00.700.50.90.80
KadunaNorth West9227000000.90.800.40.60.40
KanoNorth West14726000000.10.300.80.80.50
KatsinaNorth West8713000000.10.300.60.90.80
KebbiNorth West4968000000.30.400.10.90.90
KogiNorth Central4970000000.20.500.40.30.60
KwaraNorth Central3524000000.30.200.20.60.70
LagosSouth West13992000001.00.301.00.10.40
NassarawaNorth Central2783000000.50.900.10.60.50
NigerNorth Central6260000000.60.300.10.80.80
OgunSouth West5878000000.70.500.60.00.21
OndoSouth West5185000000.50.100.60.30.31
OsunSouth West5252000000.40.400.80.10.21
OyoSouth West8737000000.80.200.60.20.31
PlateauNorth Central4766000000.40.800.30.50.30
RiversSouth South7763000000.90.600.90.10.11
SokotoNorth West5612000000.20.400.31.01.00
TarabaNorth East3387000000.80.900.00.70.90
YobeNorth East3723000100.31.000.00.91.00
ZamfaraNorth West4974000000.10.700.21.00.90
\n", + "
" + ], + "text/plain": [ + " region Population Overall CCVI Index Age \\\n", + "states \n", + "Abia South East 4190000 0 0 \n", + "Adamawa North East 4672000 0 0 \n", + "Akwa Ibom South East 6093000 0 0 \n", + "Anambra South East 6050000 0 0 \n", + "Bauchi North East 7270000 0 0 \n", + "Bayelsa South South 2606000 0 0 \n", + "Benue North Central 6376000 0 0 \n", + "Borno North East 6651000 0 0 \n", + "Cross river South South 4272000 0 0 \n", + "Delta South South 6303000 0 0 \n", + "Ebonyi South South 3192000 0 1 \n", + "Edo South South 4705000 0 0 \n", + "Ekiti South West 3593000 0 0 \n", + "Enugu South East 4801000 0 0 \n", + "FCT North Central 4865000 0 0 \n", + "Gombe North East 3692000 1 0 \n", + "Imo South East 6018000 0 1 \n", + "Jigawa North West 6435000 0 0 \n", + "Kaduna North West 9227000 0 0 \n", + "Kano North West 14726000 0 0 \n", + "Katsina North West 8713000 0 0 \n", + "Kebbi North West 4968000 0 0 \n", + "Kogi North Central 4970000 0 0 \n", + "Kwara North Central 3524000 0 0 \n", + "Lagos South West 13992000 0 0 \n", + "Nassarawa North Central 2783000 0 0 \n", + "Niger North Central 6260000 0 0 \n", + "Ogun South West 5878000 0 0 \n", + "Ondo South West 5185000 0 0 \n", + "Osun South West 5252000 0 0 \n", + "Oyo South West 8737000 0 0 \n", + "Plateau North Central 4766000 0 0 \n", + "Rivers South South 7763000 0 0 \n", + "Sokoto North West 5612000 0 0 \n", + "Taraba North East 3387000 0 0 \n", + "Yobe North East 3723000 1 0 \n", + "Zamfara North West 4974000 0 0 \n", + "\n", + " Epidemiological Fragility Health System Population Density \\\n", + "states \n", + "Abia 0.6 0.1 0 0.9 \n", + "Adamawa 0.6 0.9 0 0.3 \n", + "Akwa Ibom 0.7 0.6 0 0.8 \n", + "Anambra 1.0 0.6 0 1.0 \n", + "Bauchi 0.2 0.8 0 0.2 \n", + "Bayelsa 0.6 0.1 0 0.5 \n", + "Benue 0.5 0.7 0 0.4 \n", + "Borno 0.1 1.0 1 0.1 \n", + "Cross river 0.7 0.8 0 0.4 \n", + "Delta 0.7 0.2 1 0.6 \n", + "Ebonyi 0.0 0.6 0 0.7 \n", + "Edo 0.8 0.1 0 0.5 \n", + "Ekiti 0.3 0.5 0 0.8 \n", + "Enugu 0.4 0.0 0 0.7 \n", + "FCT 0.9 0.4 0 0.9 \n", + "Gombe 0.4 0.9 0 0.3 \n", + "Imo 0.9 0.0 0 0.9 \n", + "Jigawa 0.0 0.7 0 0.5 \n", + "Kaduna 0.9 0.8 0 0.4 \n", + "Kano 0.1 0.3 0 0.8 \n", + "Katsina 0.1 0.3 0 0.6 \n", + "Kebbi 0.3 0.4 0 0.1 \n", + "Kogi 0.2 0.5 0 0.4 \n", + "Kwara 0.3 0.2 0 0.2 \n", + "Lagos 1.0 0.3 0 1.0 \n", + "Nassarawa 0.5 0.9 0 0.1 \n", + "Niger 0.6 0.3 0 0.1 \n", + "Ogun 0.7 0.5 0 0.6 \n", + "Ondo 0.5 0.1 0 0.6 \n", + "Osun 0.4 0.4 0 0.8 \n", + "Oyo 0.8 0.2 0 0.6 \n", + "Plateau 0.4 0.8 0 0.3 \n", + "Rivers 0.9 0.6 0 0.9 \n", + "Sokoto 0.2 0.4 0 0.3 \n", + "Taraba 0.8 0.9 0 0.0 \n", + "Yobe 0.3 1.0 0 0.0 \n", + "Zamfara 0.1 0.7 0 0.2 \n", + "\n", + " Socio-Economic Transport Availability Acute IHR \n", + "states \n", + "Abia 0.2 0.0 1 \n", + "Adamawa 0.7 0.6 0 \n", + "Akwa Ibom 0.5 0.1 1 \n", + "Anambra 0.0 0.1 1 \n", + "Bauchi 0.8 0.8 0 \n", + "Bayelsa 0.2 0.7 1 \n", + "Benue 0.3 0.5 0 \n", + "Borno 0.7 0.9 0 \n", + "Cross river 0.4 0.6 0 \n", + "Delta 0.5 0.4 1 \n", + "Ebonyi 0.3 0.6 1 \n", + "Edo 0.4 0.3 1 \n", + "Ekiti 0.1 0.4 1 \n", + "Enugu 0.4 0.1 1 \n", + "FCT 0.6 0.2 0 \n", + "Gombe 0.8 0.7 0 \n", + "Imo 0.4 0.0 1 \n", + "Jigawa 0.9 0.8 0 \n", + "Kaduna 0.6 0.4 0 \n", + "Kano 0.8 0.5 0 \n", + "Katsina 0.9 0.8 0 \n", + "Kebbi 0.9 0.9 0 \n", + "Kogi 0.3 0.6 0 \n", + "Kwara 0.6 0.7 0 \n", + "Lagos 0.1 0.4 0 \n", + "Nassarawa 0.6 0.5 0 \n", + "Niger 0.8 0.8 0 \n", + "Ogun 0.0 0.2 1 \n", + "Ondo 0.3 0.3 1 \n", + "Osun 0.1 0.2 1 \n", + "Oyo 0.2 0.3 1 \n", + "Plateau 0.5 0.3 0 \n", + "Rivers 0.1 0.1 1 \n", + "Sokoto 1.0 1.0 0 \n", + "Taraba 0.7 0.9 0 \n", + "Yobe 0.9 1.0 0 \n", + "Zamfara 1.0 0.9 0 " + ] + }, + "execution_count": 126, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# print the first entries in all the groups formed.\n", + "Covid_ext.first()" + ] + }, + { + "cell_type": "markdown", + "id": "2a4926dc", + "metadata": {}, + "source": [ + "# Budget" + ] + }, + { + "cell_type": "code", + "execution_count": 127, + "id": "830cf810", + "metadata": {}, + "outputs": [], + "source": [ + "# applying groupby() function to\n", + "# group the data on states value.\n", + "Covid_budget = dfBudget.groupby('states')" + ] + }, + { + "cell_type": "code", + "execution_count": 128, + "id": "1f69cbf5", + "metadata": { + "collapsed": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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Initial_budget (Bn)Revised_budget (Bn)
states
Abia136.60102.70
Adamawa183.30139.31
Akwa-Ibom597.73366.00
Anambra137.10112.80
Bauchi167.20128.00
Bayelsa242.18183.15
Benue189.00119.00
Borno146.80108.80
Cross River1100.00147.10
Delta395.50282.30
Ebonyi178.40131.80
Edo179.20128.80
Ekiti124.5091.10
Enugu169.56146.40
FCT278.78199.00
Gombe130.83107.40
Imo197.60108.30
Jigawa152.92124.00
Kaduna259.25223.60
Kano200.00138.00
Katsina244.00213.00
Kebbi138.0099.60
Kogi176.00102.00
Kwara160.00120.00
Lagos1680.00920.50
Nasarawa108.4062.96
Niger155.0098.00
Ogun449.90280.00
Ondo187.80151.40
Osun119.6082.20
Oyo213.00174.00
Plateau177.30122.00
Rivers530.80300.40
Sokoto202.40153.00
Taraba215.00150.50
Yobe108.0086.00
Zamfara188.50127.30
\n", + "
" + ], + "text/plain": [ + " Initial_budget (Bn) Revised_budget (Bn)\n", + "states \n", + "Abia 136.60 102.70\n", + "Adamawa 183.30 139.31\n", + "Akwa-Ibom 597.73 366.00\n", + "Anambra 137.10 112.80\n", + "Bauchi 167.20 128.00\n", + "Bayelsa 242.18 183.15\n", + "Benue 189.00 119.00\n", + "Borno 146.80 108.80\n", + "Cross River 1100.00 147.10\n", + "Delta 395.50 282.30\n", + "Ebonyi 178.40 131.80\n", + "Edo 179.20 128.80\n", + "Ekiti 124.50 91.10\n", + "Enugu 169.56 146.40\n", + "FCT 278.78 199.00\n", + "Gombe 130.83 107.40\n", + "Imo 197.60 108.30\n", + "Jigawa 152.92 124.00\n", + "Kaduna 259.25 223.60\n", + "Kano 200.00 138.00\n", + "Katsina 244.00 213.00\n", + "Kebbi 138.00 99.60\n", + "Kogi 176.00 102.00\n", + "Kwara 160.00 120.00\n", + "Lagos 1680.00 920.50\n", + "Nasarawa 108.40 62.96\n", + "Niger 155.00 98.00\n", + "Ogun 449.90 280.00\n", + "Ondo 187.80 151.40\n", + "Osun 119.60 82.20\n", + "Oyo 213.00 174.00\n", + "Plateau 177.30 122.00\n", + "Rivers 530.80 300.40\n", + "Sokoto 202.40 153.00\n", + "Taraba 215.00 150.50\n", + "Yobe 108.00 86.00\n", + "Zamfara 188.50 127.30" + ] + }, + "execution_count": 128, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Covid_budget.first()" + ] + }, + { + "cell_type": "markdown", + "id": "6752242a", + "metadata": {}, + "source": [ + "\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", + "# CovidNig" + ] + }, + { + "cell_type": "code", + "execution_count": 129, + "id": "37096212", + "metadata": {}, + "outputs": [], + "source": [ + "# applying groupby() function to\n", + "# group the data on states value.\n", + "Covid_Nig = dfCovidNig.groupby('States Affected')" + ] + }, + { + "cell_type": "code", + "execution_count": 130, + "id": "333c80a8", + "metadata": { + "collapsed": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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No. of Cases (Lab Confirmed)No. of Cases (on admission)No. DischargedNo. of Deaths
States Affected
Abia9802594510
Adamawa3559623821
Akwa Ibom395443429
Anambra299627419
Bauchi89710877514
Bayelsa4975542121
Benue5154446011
Borno7783770536
Cross River9318111
Delta184357173749
Ebonyi109124103730
Edo2768522603113
Ekiti405243756
Enugu137634132121
FCT96272840669493
Gombe116418395031
Imo7346166112
Jigawa3865731811
Kaduna4504579387748
Kano2032198177856
Katsina1405214116724
Kebbi14351308
Kogi5032
Kwara1296171109431
Lagos26708243524037236
Nasarawa60026232513
Niger3816930012
Ogun2382174217533
Ondo179362169041
Osun9792093722
Oyo3788368337446
Plateau4262280394834
Rivers3279232298760
Sokoto2284017117
Taraba203191777
Yobe164331238
Zamfara791735
\n", + "
" + ], + "text/plain": [ + " No. of Cases (Lab Confirmed) No. of Cases (on admission) \\\n", + "States Affected \n", + "Abia 980 25 \n", + "Adamawa 355 96 \n", + "Akwa Ibom 395 44 \n", + "Anambra 299 6 \n", + "Bauchi 897 108 \n", + "Bayelsa 497 55 \n", + "Benue 515 44 \n", + "Borno 778 37 \n", + "Cross River 93 1 \n", + "Delta 1843 57 \n", + "Ebonyi 1091 24 \n", + "Edo 2768 52 \n", + "Ekiti 405 24 \n", + "Enugu 1376 34 \n", + "FCT 9627 2840 \n", + "Gombe 1164 183 \n", + "Imo 734 61 \n", + "Jigawa 386 57 \n", + "Kaduna 4504 579 \n", + "Kano 2032 198 \n", + "Katsina 1405 214 \n", + "Kebbi 143 5 \n", + "Kogi 5 0 \n", + "Kwara 1296 171 \n", + "Lagos 26708 2435 \n", + "Nasarawa 600 262 \n", + "Niger 381 69 \n", + "Ogun 2382 174 \n", + "Ondo 1793 62 \n", + "Osun 979 20 \n", + "Oyo 3788 368 \n", + "Plateau 4262 280 \n", + "Rivers 3279 232 \n", + "Sokoto 228 40 \n", + "Taraba 203 19 \n", + "Yobe 164 33 \n", + "Zamfara 79 1 \n", + "\n", + " No. Discharged No. of Deaths \n", + "States Affected \n", + "Abia 945 10 \n", + "Adamawa 238 21 \n", + "Akwa Ibom 342 9 \n", + "Anambra 274 19 \n", + "Bauchi 775 14 \n", + "Bayelsa 421 21 \n", + "Benue 460 11 \n", + "Borno 705 36 \n", + "Cross River 81 11 \n", + "Delta 1737 49 \n", + "Ebonyi 1037 30 \n", + "Edo 2603 113 \n", + "Ekiti 375 6 \n", + "Enugu 1321 21 \n", + "FCT 6694 93 \n", + "Gombe 950 31 \n", + "Imo 661 12 \n", + "Jigawa 318 11 \n", + "Kaduna 3877 48 \n", + "Kano 1778 56 \n", + "Katsina 1167 24 \n", + "Kebbi 130 8 \n", + "Kogi 3 2 \n", + "Kwara 1094 31 \n", + "Lagos 24037 236 \n", + "Nasarawa 325 13 \n", + "Niger 300 12 \n", + "Ogun 2175 33 \n", + "Ondo 1690 41 \n", + "Osun 937 22 \n", + "Oyo 3374 46 \n", + "Plateau 3948 34 \n", + "Rivers 2987 60 \n", + "Sokoto 171 17 \n", + "Taraba 177 7 \n", + "Yobe 123 8 \n", + "Zamfara 73 5 " + ] + }, + "execution_count": 130, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Covid_Nig.first()" + ] + }, + { + "cell_type": "markdown", + "id": "c3d56fc1", + "metadata": {}, + "source": [ + "# Top 10 states for Covid_confirmed cases" + ] + }, + { + "cell_type": "code", + "execution_count": 131, + "id": "596a27c1", + "metadata": {}, + "outputs": [], + "source": [ + "top_10_confirmd = dfCovidNig.nlargest(10, 'No. of Cases (Lab Confirmed)')" + ] + }, + { + "cell_type": "code", + "execution_count": 132, + "id": "9def4c72", + "metadata": { + "collapsed": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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States AffectedNo. of Cases (Lab Confirmed)No. of Cases (on admission)No. DischargedNo. of Deaths
0Lagos26708243524037236
1FCT96272840669493
2Kaduna4504579387748
3Plateau4262280394834
4Oyo3788368337446
5Rivers3279232298760
6Edo2768522603113
7Ogun2382174217533
8Kano2032198177856
9Delta184357173749
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" + ], + "text/plain": [ + " States Affected No. of Cases (Lab Confirmed) No. of Cases (on admission) \\\n", + "0 Lagos 26708 2435 \n", + "1 FCT 9627 2840 \n", + "2 Kaduna 4504 579 \n", + "3 Plateau 4262 280 \n", + "4 Oyo 3788 368 \n", + "5 Rivers 3279 232 \n", + "6 Edo 2768 52 \n", + "7 Ogun 2382 174 \n", + "8 Kano 2032 198 \n", + "9 Delta 1843 57 \n", + "\n", + " No. Discharged No. of Deaths \n", + "0 24037 236 \n", + "1 6694 93 \n", + "2 3877 48 \n", + "3 3948 34 \n", + "4 3374 46 \n", + "5 2987 60 \n", + "6 2603 113 \n", + "7 2175 33 \n", + "8 1778 56 \n", + "9 1737 49 " + ] + }, + "execution_count": 132, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "top_10_confirmd " + ] + }, + { + "cell_type": "code", + "execution_count": 133, + "id": "a9ab1ee4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['States Affected', 'No. of Cases (Lab Confirmed)',\n", + " 'No. of Cases (on admission)', 'No. Discharged', 'No. of Deaths'],\n", + " dtype='object')" + ] + }, + "execution_count": 133, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "top_10_confirmd.columns" + ] + }, + { + "cell_type": "code", + "execution_count": 134, + "id": "54b5bbfa", + "metadata": { + "collapsed": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'top_10_confirmed cases')" + ] + }, + "execution_count": 134, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.catplot(kind = 'bar', data = top_10_confirmd, x = 'States Affected', y = 'No. of Cases (Lab Confirmed)', aspect = 4)\n", + "plt.title('top_10_confirmed cases')" + ] + }, + { + "cell_type": "markdown", + "id": "86466286", + "metadata": {}, + "source": [ + "# Top 10 Discharged Covid cases." + ] + }, + { + "cell_type": "code", + "execution_count": 135, + "id": "797cb4e0", + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "top_10_Discharged = dfCovidNig.nlargest(10, 'No. Discharged')" + ] + }, + { + "cell_type": "code", + "execution_count": 136, + "id": "7af5b22a", + "metadata": { + "collapsed": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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States AffectedNo. of Cases (Lab Confirmed)No. of Cases (on admission)No. DischargedNo. of Deaths
0Lagos26708243524037236
1FCT96272840669493
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2Kaduna4504579387748
4Oyo3788368337446
5Rivers3279232298760
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9Delta184357173749
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" + ], + "text/plain": [ + " States Affected No. of Cases (Lab Confirmed) No. of Cases (on admission) \\\n", + "0 Lagos 26708 2435 \n", + "1 FCT 9627 2840 \n", + "3 Plateau 4262 280 \n", + "2 Kaduna 4504 579 \n", + "4 Oyo 3788 368 \n", + "5 Rivers 3279 232 \n", + "6 Edo 2768 52 \n", + "7 Ogun 2382 174 \n", + "8 Kano 2032 198 \n", + "9 Delta 1843 57 \n", + "\n", + " No. Discharged No. of Deaths \n", + "0 24037 236 \n", + "1 6694 93 \n", + "3 3948 34 \n", + "2 3877 48 \n", + "4 3374 46 \n", + "5 2987 60 \n", + "6 2603 113 \n", + "7 2175 33 \n", + "8 1778 56 \n", + "9 1737 49 " + ] + }, + "execution_count": 136, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "top_10_Discharged" + ] + }, + { + "cell_type": "code", + "execution_count": 137, + "id": "377f6362", + "metadata": { + "collapsed": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'top_10_Discharged cases')" + ] + }, + "execution_count": 137, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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States AffectedNo. of Cases (Lab Confirmed)No. of Cases (on admission)No. DischargedNo. of Deaths
0Lagos26708243524037236
6Edo2768522603113
1FCT96272840669493
5Rivers3279232298760
8Kano2032198177856
9Delta184357173749
2Kaduna4504579387748
4Oyo3788368337446
10Ondo179362169041
19Borno7783770536
\n", + "
" + ], + "text/plain": [ + " States Affected No. of Cases (Lab Confirmed) No. of Cases (on admission) \\\n", + "0 Lagos 26708 2435 \n", + "6 Edo 2768 52 \n", + "1 FCT 9627 2840 \n", + "5 Rivers 3279 232 \n", + "8 Kano 2032 198 \n", + "9 Delta 1843 57 \n", + "2 Kaduna 4504 579 \n", + "4 Oyo 3788 368 \n", + "10 Ondo 1793 62 \n", + "19 Borno 778 37 \n", + "\n", + " No. Discharged No. of Deaths \n", + "0 24037 236 \n", + "6 2603 113 \n", + "1 6694 93 \n", + "5 2987 60 \n", + "8 1778 56 \n", + "9 1737 49 \n", + "2 3877 48 \n", + "4 3374 46 \n", + "10 1690 41 \n", + "19 705 36 " + ] + }, + "execution_count": 139, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "top_10_Death" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "543378b0", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 140, + "id": "c74b7dfd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'top_10_Death cases')" + ] + }, + "execution_count": 140, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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DateCases
02/28/201
12/29/201
23/1/201
33/2/201
43/3/201
.........
11013/5/23266598
11023/6/23266598
11033/7/23266598
11043/8/23266598
11053/9/23266598
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" + ], + "text/plain": [ + " Date Cases\n", + "0 2/28/20 1\n", + "1 2/29/20 1\n", + "2 3/1/20 1\n", + "3 3/2/20 1\n", + "4 3/3/20 1\n", + "... ... ...\n", + "1101 3/5/23 266598\n", + "1102 3/6/23 266598\n", + "1103 3/7/23 266598\n", + "1104 3/8/23 266598\n", + "1105 3/9/23 266598\n", + "\n", + "[1106 rows x 2 columns]" + ] + }, + "execution_count": 141, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "NGConfirmdCase_transposed" + ] + }, + { + "cell_type": "code", + "execution_count": 142, + "id": "c290f35a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ], + "text/plain": [ + " Date Cases\n", + "0 3/23/20 1\n", + "1 3/24/20 1\n", + "2 3/25/20 1\n", + "3 3/26/20 1\n", + "4 3/27/20 1\n", + "... ... ...\n", + "1077 3/5/23 3155\n", + "1078 3/6/23 3155\n", + "1079 3/7/23 3155\n", + "1080 3/8/23 3155\n", + "1081 3/9/23 3155\n", + "\n", + "[1082 rows x 2 columns]" + ] + }, + "execution_count": 145, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfDeathCase_transposed" + ] + }, + { + "cell_type": "code", + "execution_count": 146, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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1106 rows × 2 columns

\n", + "
" + ], + "text/plain": [ + " Date Cases\n", + "0 NaT NaN\n", + "1 1 days 0\n", + "2 1 days 0\n", + "3 1 days 0\n", + "4 1 days 0\n", + "... ... ...\n", + "1101 1 days 0\n", + "1102 1 days 0\n", + "1103 1 days 0\n", + "1104 1 days 0\n", + "1105 1 days 0\n", + "\n", + "[1106 rows x 2 columns]" + ] + }, + "execution_count": 157, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfConfirmdCaseDiff" + ] + }, + { + "cell_type": "code", + "execution_count": 158, + "id": "73df7da1", + "metadata": {}, + "outputs": [], + "source": [ + "NGConfirmdCase_transposed[['Cases']] = NGConfirmdCase_transposed[['Cases']].astype(int)" + ] + }, + { + "cell_type": "code", + "execution_count": 159, + "id": "815fbf3f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Date datetime64[ns]\n", + "Cases int32\n", + "dtype: object" + ] + }, + "execution_count": 159, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "NGConfirmdCase_transposed.dtypes" + ] + }, + { + "cell_type": "code", + "execution_count": 160, + "id": "30193f56", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 160, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "# Convert the \"Date\" column to datetime format\n", + "NGConfirmdCase_transposed['Date'] = pd.to_datetime(NGConfirmdCase_transposed['Date'])\n", + "\n", + "# Set the size of the plot\n", + "plt.figure(figsize=(18, 6))\n", + "\n", + "# Create the line plot\n", + "sns.lineplot(x=\"Date\", y=NGConfirmdCase_transposed['Cases'].diff(), data=NGConfirmdCase_transposed)\n", + "\n", + "# Set labels and title\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Cases\")\n", + "plt.title(\"Daily Infection rate\")\n", + "\n", + "# Rotate the x-axis labels by 90 degrees for better visibility\n", + "plt.xticks(rotation=90)\n", + "\n", + "# Set the desired starting point for the date locator (e.g., '2023-03-01')\n", + "start_date = '2023-03-01'\n", + "\n", + "# Convert the start_date to a matplotlib date format\n", + "start_date = mdates.datestr2num(start_date)\n", + "\n", + "# Calculate the number of days since the start_date for all data points\n", + "days_since_start = NGConfirmdCase_transposed['Date'].apply(lambda date: mdates.date2num(date) - start_date)\n", + "\n", + "# Create the major tick positions based on the number of days\n", + "major_tick_positions = days_since_start.tolist()\n", + "\n", + "# Set the major tick positions and format the major ticks with the desired date format\n", + "date_formatter = mdates.DateFormatter('%Y-%m-%d') # Format as desired, e.g., '%Y-%m-%d'\n", + "plt.gca().xaxis.set_major_locator(mdates.DayLocator(interval=28)) # Display major ticks every 7 days\n", + "plt.gca().xaxis.set_major_formatter(date_formatter)\n", + "\n", + "# Find the highest daily infection rate and its date\n", + "max_daily_infections = NGConfirmdCase_transposed['Cases'].diff().max()\n", + "max_daily_infections_date = NGConfirmdCase_transposed.loc[NGConfirmdCase_transposed['Cases'].diff().idxmax(), 'Date']\n", + "# Add a vertical line to highlight the date with the highest daily infection rate\n", + "plt.axvline(x=max_daily_infections_date, color='red', linestyle='--', label=f'Highest Daily Infection Rate: {max_daily_infections:.0f}\\n\\nDate {max_daily_infections_date.strftime(\"%Y-%m-%d\")}')\n", + "plt.legend()" + ] + }, + { + "cell_type": "code", + "execution_count": 161, + "id": "e20154a7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "6158.0" + ] + }, + "execution_count": 161, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "max_daily_infections" + ] + }, + { + "cell_type": "code", + "execution_count": 162, + "id": "2ab49f90", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Timestamp('2021-12-22 00:00:00')" + ] + }, + "execution_count": 162, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "max_daily_infections_date" + ] + }, + { + "cell_type": "markdown", + "id": "7ce585dd", + "metadata": {}, + "source": [ + "# Relationship between Covid!9 and External data\n", + "Comfirm case Vs CCVI Index" + ] + }, + { + "cell_type": "code", + "execution_count": 195, + "id": "455faf9b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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statesregionPopulationOverall CCVI IndexAgeEpidemiologicalFragilityHealth SystemPopulation DensitySocio-EconomicTransport AvailabilityAcute IHR
0FCTNorth Central4865000000.90.400.90.60.20
1PlateauNorth Central4766000000.40.800.30.50.30
2KwaraNorth Central3524000000.30.200.20.60.70
3NassarawaNorth Central2783000000.50.900.10.60.50
4NigerNorth Central6260000000.60.300.10.80.80
5BenueNorth Central6376000000.50.700.40.30.50
6KogiNorth Central4970000000.20.500.40.30.60
7BauchiNorth East7270000000.20.800.20.80.80
8GombeNorth East3692000100.40.900.30.80.70
9BornoNorth East6651000000.11.010.10.70.90
10AdamawaNorth East4672000000.60.900.30.70.60
11YobeNorth East3723000100.31.000.00.91.00
12TarabaNorth East3387000000.80.900.00.70.90
13KanoNorth West14726000000.10.300.80.80.50
14KadunaNorth West9227000000.90.800.40.60.40
15KatsinaNorth West8713000000.10.300.60.90.80
16JigawaNorth West6435000000.00.700.50.90.80
17SokotoNorth West5612000000.20.400.31.01.00
18KebbiNorth West4968000000.30.400.10.90.90
19ZamfaraNorth West4974000000.10.700.21.00.90
20ImoSouth East6018000010.90.000.90.40.01
21AbiaSouth East4190000000.60.100.90.20.01
22EnuguSouth East4801000000.40.000.70.40.11
23Akwa IbomSouth East6093000000.70.600.80.50.11
24AnambraSouth East6050000001.00.601.00.00.11
25EdoSouth South4705000000.80.100.50.40.31
26RiversSouth South7763000000.90.600.90.10.11
27DeltaSouth South6303000000.70.210.60.50.41
28EbonyiSouth South3192000010.00.600.70.30.61
29BayelsaSouth South2606000000.60.100.50.20.71
30Cross riverSouth South4272000000.70.800.40.40.60
31LagosSouth West13992000001.00.301.00.10.40
32OyoSouth West8737000000.80.200.60.20.31
33OgunSouth West5878000000.70.500.60.00.21
34OndoSouth West5185000000.50.100.60.30.31
35OsunSouth West5252000000.40.400.80.10.21
36EkitiSouth West3593000000.30.500.80.10.41
\n", + "
" + ], + "text/plain": [ + " states region Population Overall CCVI Index Age \\\n", + "0 FCT North Central 4865000 0 0 \n", + "1 Plateau North Central 4766000 0 0 \n", + "2 Kwara North Central 3524000 0 0 \n", + "3 Nassarawa North Central 2783000 0 0 \n", + "4 Niger North Central 6260000 0 0 \n", + "5 Benue North Central 6376000 0 0 \n", + "6 Kogi North Central 4970000 0 0 \n", + "7 Bauchi North East 7270000 0 0 \n", + "8 Gombe North East 3692000 1 0 \n", + "9 Borno North East 6651000 0 0 \n", + "10 Adamawa North East 4672000 0 0 \n", + "11 Yobe North East 3723000 1 0 \n", + "12 Taraba North East 3387000 0 0 \n", + "13 Kano North West 14726000 0 0 \n", + "14 Kaduna North West 9227000 0 0 \n", + "15 Katsina North West 8713000 0 0 \n", + "16 Jigawa North West 6435000 0 0 \n", + "17 Sokoto North West 5612000 0 0 \n", + "18 Kebbi North West 4968000 0 0 \n", + "19 Zamfara North West 4974000 0 0 \n", + "20 Imo South East 6018000 0 1 \n", + "21 Abia South East 4190000 0 0 \n", + "22 Enugu South East 4801000 0 0 \n", + "23 Akwa Ibom South East 6093000 0 0 \n", + "24 Anambra South East 6050000 0 0 \n", + "25 Edo South South 4705000 0 0 \n", + "26 Rivers South South 7763000 0 0 \n", + "27 Delta South South 6303000 0 0 \n", + "28 Ebonyi South South 3192000 0 1 \n", + "29 Bayelsa South South 2606000 0 0 \n", + "30 Cross river South South 4272000 0 0 \n", + "31 Lagos South West 13992000 0 0 \n", + "32 Oyo South West 8737000 0 0 \n", + "33 Ogun South West 5878000 0 0 \n", + "34 Ondo South West 5185000 0 0 \n", + "35 Osun South West 5252000 0 0 \n", + "36 Ekiti South West 3593000 0 0 \n", + "\n", + " Epidemiological Fragility Health System Population Density \\\n", + "0 0.9 0.4 0 0.9 \n", + "1 0.4 0.8 0 0.3 \n", + "2 0.3 0.2 0 0.2 \n", + "3 0.5 0.9 0 0.1 \n", + "4 0.6 0.3 0 0.1 \n", + "5 0.5 0.7 0 0.4 \n", + "6 0.2 0.5 0 0.4 \n", + "7 0.2 0.8 0 0.2 \n", + "8 0.4 0.9 0 0.3 \n", + "9 0.1 1.0 1 0.1 \n", + "10 0.6 0.9 0 0.3 \n", + "11 0.3 1.0 0 0.0 \n", + "12 0.8 0.9 0 0.0 \n", + "13 0.1 0.3 0 0.8 \n", + "14 0.9 0.8 0 0.4 \n", + "15 0.1 0.3 0 0.6 \n", + "16 0.0 0.7 0 0.5 \n", + "17 0.2 0.4 0 0.3 \n", + "18 0.3 0.4 0 0.1 \n", + "19 0.1 0.7 0 0.2 \n", + "20 0.9 0.0 0 0.9 \n", + "21 0.6 0.1 0 0.9 \n", + "22 0.4 0.0 0 0.7 \n", + "23 0.7 0.6 0 0.8 \n", + "24 1.0 0.6 0 1.0 \n", + "25 0.8 0.1 0 0.5 \n", + "26 0.9 0.6 0 0.9 \n", + "27 0.7 0.2 1 0.6 \n", + "28 0.0 0.6 0 0.7 \n", + "29 0.6 0.1 0 0.5 \n", + "30 0.7 0.8 0 0.4 \n", + "31 1.0 0.3 0 1.0 \n", + "32 0.8 0.2 0 0.6 \n", + "33 0.7 0.5 0 0.6 \n", + "34 0.5 0.1 0 0.6 \n", + "35 0.4 0.4 0 0.8 \n", + "36 0.3 0.5 0 0.8 \n", + "\n", + " Socio-Economic Transport Availability Acute IHR \n", + "0 0.6 0.2 0 \n", + "1 0.5 0.3 0 \n", + "2 0.6 0.7 0 \n", + "3 0.6 0.5 0 \n", + "4 0.8 0.8 0 \n", + "5 0.3 0.5 0 \n", + "6 0.3 0.6 0 \n", + "7 0.8 0.8 0 \n", + "8 0.8 0.7 0 \n", + "9 0.7 0.9 0 \n", + "10 0.7 0.6 0 \n", + "11 0.9 1.0 0 \n", + "12 0.7 0.9 0 \n", + "13 0.8 0.5 0 \n", + "14 0.6 0.4 0 \n", + "15 0.9 0.8 0 \n", + "16 0.9 0.8 0 \n", + "17 1.0 1.0 0 \n", + "18 0.9 0.9 0 \n", + "19 1.0 0.9 0 \n", + "20 0.4 0.0 1 \n", + "21 0.2 0.0 1 \n", + "22 0.4 0.1 1 \n", + "23 0.5 0.1 1 \n", + "24 0.0 0.1 1 \n", + "25 0.4 0.3 1 \n", + "26 0.1 0.1 1 \n", + "27 0.5 0.4 1 \n", + "28 0.3 0.6 1 \n", + "29 0.2 0.7 1 \n", + "30 0.4 0.6 0 \n", + "31 0.1 0.4 0 \n", + "32 0.2 0.3 1 \n", + "33 0.0 0.2 1 \n", + "34 0.3 0.3 1 \n", + "35 0.1 0.2 1 \n", + "36 0.1 0.4 1 " + ] + }, + "execution_count": 195, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_Covidexternal" + ] + }, + { + "cell_type": "code", + "execution_count": 196, + "id": "cab35937", + "metadata": { + "collapsed": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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statesNo. of Cases (Lab Confirmed)No. of Cases (on admission)No. DischargedNo. of Deaths
0Lagos26708243524037236
1FCT96272840669493
2Kaduna4504579387748
3Plateau4262280394834
4Oyo3788368337446
5Rivers3279232298760
6Edo2768522603113
7Ogun2382174217533
8Kano2032198177856
9Delta184357173749
10Ondo179362169041
11Katsina1405214116724
12Enugu137634132121
13Kwara1296171109431
14Gombe116418395031
15Ebonyi109124103730
16Abia9802594510
17Osun9792093722
18Bauchi89710877514
19Borno7783770536
20Imo7346166112
21Nasarawa60026232513
22Benue5154446011
23Bayelsa4975542121
24Ekiti405243756
25Akwa Ibom395443429
26Jigawa3865731811
27Niger3816930012
28Adamawa3559623821
29Anambra299627419
30Sokoto2284017117
31Taraba203191777
32Yobe164331238
33Kebbi14351308
34Cross River9318111
35Zamfara791735
36Kogi5032
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" + ], + "text/plain": [ + " states No. of Cases (Lab Confirmed) No. of Cases (on admission) \\\n", + "0 Lagos 26708 2435 \n", + "1 FCT 9627 2840 \n", + "2 Kaduna 4504 579 \n", + "3 Plateau 4262 280 \n", + "4 Oyo 3788 368 \n", + "5 Rivers 3279 232 \n", + "6 Edo 2768 52 \n", + "7 Ogun 2382 174 \n", + "8 Kano 2032 198 \n", + "9 Delta 1843 57 \n", + "10 Ondo 1793 62 \n", + "11 Katsina 1405 214 \n", + "12 Enugu 1376 34 \n", + "13 Kwara 1296 171 \n", + "14 Gombe 1164 183 \n", + "15 Ebonyi 1091 24 \n", + "16 Abia 980 25 \n", + "17 Osun 979 20 \n", + "18 Bauchi 897 108 \n", + "19 Borno 778 37 \n", + "20 Imo 734 61 \n", + "21 Nasarawa 600 262 \n", + "22 Benue 515 44 \n", + "23 Bayelsa 497 55 \n", + "24 Ekiti 405 24 \n", + "25 Akwa Ibom 395 44 \n", + "26 Jigawa 386 57 \n", + "27 Niger 381 69 \n", + "28 Adamawa 355 96 \n", + "29 Anambra 299 6 \n", + "30 Sokoto 228 40 \n", + "31 Taraba 203 19 \n", + "32 Yobe 164 33 \n", + "33 Kebbi 143 5 \n", + "34 Cross River 93 1 \n", + "35 Zamfara 79 1 \n", + "36 Kogi 5 0 \n", + "\n", + " No. Discharged No. of Deaths \n", + "0 24037 236 \n", + "1 6694 93 \n", + "2 3877 48 \n", + "3 3948 34 \n", + "4 3374 46 \n", + "5 2987 60 \n", + "6 2603 113 \n", + "7 2175 33 \n", + "8 1778 56 \n", + "9 1737 49 \n", + "10 1690 41 \n", + "11 1167 24 \n", + "12 1321 21 \n", + "13 1094 31 \n", + "14 950 31 \n", + "15 1037 30 \n", + "16 945 10 \n", + "17 937 22 \n", + "18 775 14 \n", + "19 705 36 \n", + "20 661 12 \n", + "21 325 13 \n", + "22 460 11 \n", + "23 421 21 \n", + "24 375 6 \n", + "25 342 9 \n", + "26 318 11 \n", + "27 300 12 \n", + "28 238 21 \n", + "29 274 19 \n", + "30 171 17 \n", + "31 177 7 \n", + "32 123 8 \n", + "33 130 8 \n", + "34 81 11 \n", + "35 73 5 \n", + "36 3 2 " + ] + }, + "execution_count": 196, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfCovidNig" + ] + }, + { + "cell_type": "code", + "execution_count": 199, + "id": "6dc47494", + "metadata": {}, + "outputs": [], + "source": [ + "dfCovidNig['states'] = dfCovidNig['states'].str.strip().str.upper()\n", + "df_Covidexternal['states'] = df_Covidexternal['states'].str.strip().str.upper()\n", + "\n", + "# Merge data frames\n", + "merged_data = pd.merge(dfCovidNig, df_Covidexternal, on='states', how='outer')" + ] + }, + { + "cell_type": "code", + "execution_count": 200, + "id": "b3504a43", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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statesNo. of Cases (Lab Confirmed)No. of Cases (on admission)No. DischargedNo. of Deaths
0LAGOS26708243524037236
1FCT96272840669493
2KADUNA4504579387748
3PLATEAU4262280394834
4OYO3788368337446
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" + ], + "text/plain": [ + " states No. of Cases (Lab Confirmed) No. of Cases (on admission) \\\n", + "0 LAGOS 26708 2435 \n", + "1 FCT 9627 2840 \n", + "2 KADUNA 4504 579 \n", + "3 PLATEAU 4262 280 \n", + "4 OYO 3788 368 \n", + "\n", + " No. Discharged No. of Deaths \n", + "0 24037 236 \n", + "1 6694 93 \n", + "2 3877 48 \n", + "3 3948 34 \n", + "4 3374 46 " + ] + }, + "execution_count": 200, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfCovidNig.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 201, + "id": "807fa5be", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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statesNo. of Cases (Lab Confirmed)No. of Cases (on admission)No. DischargedNo. of DeathsregionPopulationOverall CCVI IndexAgeEpidemiologicalFragilityHealth SystemPopulation DensitySocio-EconomicTransport AvailabilityAcute IHR
0LAGOS26708.02435.024037.0236.0South West13992000.00.00.01.00.30.01.00.10.40.0
1FCT9627.02840.06694.093.0North Central4865000.00.00.00.90.40.00.90.60.20.0
2KADUNA4504.0579.03877.048.0North West9227000.00.00.00.90.80.00.40.60.40.0
3PLATEAU4262.0280.03948.034.0North Central4766000.00.00.00.40.80.00.30.50.30.0
4OYO3788.0368.03374.046.0South West8737000.00.00.00.80.20.00.60.20.31.0
5RIVERS3279.0232.02987.060.0South South7763000.00.00.00.90.60.00.90.10.11.0
6EDO2768.052.02603.0113.0South South4705000.00.00.00.80.10.00.50.40.31.0
7OGUN2382.0174.02175.033.0South West5878000.00.00.00.70.50.00.60.00.21.0
8KANO2032.0198.01778.056.0North West14726000.00.00.00.10.30.00.80.80.50.0
9DELTA1843.057.01737.049.0South South6303000.00.00.00.70.21.00.60.50.41.0
10ONDO1793.062.01690.041.0South West5185000.00.00.00.50.10.00.60.30.31.0
11KATSINA1405.0214.01167.024.0North West8713000.00.00.00.10.30.00.60.90.80.0
12ENUGU1376.034.01321.021.0South East4801000.00.00.00.40.00.00.70.40.11.0
13KWARA1296.0171.01094.031.0North Central3524000.00.00.00.30.20.00.20.60.70.0
14GOMBE1164.0183.0950.031.0North East3692000.01.00.00.40.90.00.30.80.70.0
15EBONYI1091.024.01037.030.0South South3192000.00.01.00.00.60.00.70.30.61.0
16ABIA980.025.0945.010.0South East4190000.00.00.00.60.10.00.90.20.01.0
17OSUN979.020.0937.022.0South West5252000.00.00.00.40.40.00.80.10.21.0
18BAUCHI897.0108.0775.014.0North East7270000.00.00.00.20.80.00.20.80.80.0
19BORNO778.037.0705.036.0North East6651000.00.00.00.11.01.00.10.70.90.0
20IMO734.061.0661.012.0South East6018000.00.01.00.90.00.00.90.40.01.0
21NASARAWA600.0262.0325.013.0<NA>NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
22BENUE515.044.0460.011.0North Central6376000.00.00.00.50.70.00.40.30.50.0
23BAYELSA497.055.0421.021.0South South2606000.00.00.00.60.10.00.50.20.71.0
24EKITI405.024.0375.06.0South West3593000.00.00.00.30.50.00.80.10.41.0
25AKWA IBOM395.044.0342.09.0South East6093000.00.00.00.70.60.00.80.50.11.0
26JIGAWA386.057.0318.011.0North West6435000.00.00.00.00.70.00.50.90.80.0
27NIGER381.069.0300.012.0North Central6260000.00.00.00.60.30.00.10.80.80.0
28ADAMAWA355.096.0238.021.0North East4672000.00.00.00.60.90.00.30.70.60.0
29ANAMBRA299.06.0274.019.0South East6050000.00.00.01.00.60.01.00.00.11.0
30SOKOTO228.040.0171.017.0North West5612000.00.00.00.20.40.00.31.01.00.0
31TARABA203.019.0177.07.0North East3387000.00.00.00.80.90.00.00.70.90.0
32YOBE164.033.0123.08.0North East3723000.01.00.00.31.00.00.00.91.00.0
33KEBBI143.05.0130.08.0North West4968000.00.00.00.30.40.00.10.90.90.0
34CROSS RIVER93.01.081.011.0South South4272000.00.00.00.70.80.00.40.40.60.0
35ZAMFARA79.01.073.05.0North West4974000.00.00.00.10.70.00.21.00.90.0
36KOGI5.00.03.02.0North Central4970000.00.00.00.20.50.00.40.30.60.0
37NASSARAWANaNNaNNaNNaNNorth Central2783000.00.00.00.50.90.00.10.60.50.0
\n", + "
" + ], + "text/plain": [ + " states No. of Cases (Lab Confirmed) No. of Cases (on admission) \\\n", + "0 LAGOS 26708.0 2435.0 \n", + "1 FCT 9627.0 2840.0 \n", + "2 KADUNA 4504.0 579.0 \n", + "3 PLATEAU 4262.0 280.0 \n", + "4 OYO 3788.0 368.0 \n", + "5 RIVERS 3279.0 232.0 \n", + "6 EDO 2768.0 52.0 \n", + "7 OGUN 2382.0 174.0 \n", + "8 KANO 2032.0 198.0 \n", + "9 DELTA 1843.0 57.0 \n", + "10 ONDO 1793.0 62.0 \n", + "11 KATSINA 1405.0 214.0 \n", + "12 ENUGU 1376.0 34.0 \n", + "13 KWARA 1296.0 171.0 \n", + "14 GOMBE 1164.0 183.0 \n", + "15 EBONYI 1091.0 24.0 \n", + "16 ABIA 980.0 25.0 \n", + "17 OSUN 979.0 20.0 \n", + "18 BAUCHI 897.0 108.0 \n", + "19 BORNO 778.0 37.0 \n", + "20 IMO 734.0 61.0 \n", + "21 NASARAWA 600.0 262.0 \n", + "22 BENUE 515.0 44.0 \n", + "23 BAYELSA 497.0 55.0 \n", + "24 EKITI 405.0 24.0 \n", + "25 AKWA IBOM 395.0 44.0 \n", + "26 JIGAWA 386.0 57.0 \n", + "27 NIGER 381.0 69.0 \n", + "28 ADAMAWA 355.0 96.0 \n", + "29 ANAMBRA 299.0 6.0 \n", + "30 SOKOTO 228.0 40.0 \n", + "31 TARABA 203.0 19.0 \n", + "32 YOBE 164.0 33.0 \n", + "33 KEBBI 143.0 5.0 \n", + "34 CROSS RIVER 93.0 1.0 \n", + "35 ZAMFARA 79.0 1.0 \n", + "36 KOGI 5.0 0.0 \n", + "37 NASSARAWA NaN NaN \n", + "\n", + " No. Discharged No. of Deaths region Population \\\n", + "0 24037.0 236.0 South West 13992000.0 \n", + "1 6694.0 93.0 North Central 4865000.0 \n", + "2 3877.0 48.0 North West 9227000.0 \n", + "3 3948.0 34.0 North Central 4766000.0 \n", + "4 3374.0 46.0 South West 8737000.0 \n", + "5 2987.0 60.0 South South 7763000.0 \n", + "6 2603.0 113.0 South South 4705000.0 \n", + "7 2175.0 33.0 South West 5878000.0 \n", + "8 1778.0 56.0 North West 14726000.0 \n", + "9 1737.0 49.0 South South 6303000.0 \n", + "10 1690.0 41.0 South West 5185000.0 \n", + "11 1167.0 24.0 North West 8713000.0 \n", + "12 1321.0 21.0 South East 4801000.0 \n", + "13 1094.0 31.0 North Central 3524000.0 \n", + "14 950.0 31.0 North East 3692000.0 \n", + "15 1037.0 30.0 South South 3192000.0 \n", + "16 945.0 10.0 South East 4190000.0 \n", + "17 937.0 22.0 South West 5252000.0 \n", + "18 775.0 14.0 North East 7270000.0 \n", + "19 705.0 36.0 North East 6651000.0 \n", + "20 661.0 12.0 South East 6018000.0 \n", + "21 325.0 13.0 NaN \n", + "22 460.0 11.0 North Central 6376000.0 \n", + "23 421.0 21.0 South South 2606000.0 \n", + "24 375.0 6.0 South West 3593000.0 \n", + "25 342.0 9.0 South East 6093000.0 \n", + "26 318.0 11.0 North West 6435000.0 \n", + "27 300.0 12.0 North Central 6260000.0 \n", + "28 238.0 21.0 North East 4672000.0 \n", + "29 274.0 19.0 South East 6050000.0 \n", + "30 171.0 17.0 North West 5612000.0 \n", + "31 177.0 7.0 North East 3387000.0 \n", + "32 123.0 8.0 North East 3723000.0 \n", + "33 130.0 8.0 North West 4968000.0 \n", + "34 81.0 11.0 South South 4272000.0 \n", + "35 73.0 5.0 North West 4974000.0 \n", + "36 3.0 2.0 North Central 4970000.0 \n", + "37 NaN NaN North Central 2783000.0 \n", + "\n", + " Overall CCVI Index Age Epidemiological Fragility Health System \\\n", + "0 0.0 0.0 1.0 0.3 0.0 \n", + "1 0.0 0.0 0.9 0.4 0.0 \n", + "2 0.0 0.0 0.9 0.8 0.0 \n", + "3 0.0 0.0 0.4 0.8 0.0 \n", + "4 0.0 0.0 0.8 0.2 0.0 \n", + "5 0.0 0.0 0.9 0.6 0.0 \n", + "6 0.0 0.0 0.8 0.1 0.0 \n", + "7 0.0 0.0 0.7 0.5 0.0 \n", + "8 0.0 0.0 0.1 0.3 0.0 \n", + "9 0.0 0.0 0.7 0.2 1.0 \n", + "10 0.0 0.0 0.5 0.1 0.0 \n", + "11 0.0 0.0 0.1 0.3 0.0 \n", + "12 0.0 0.0 0.4 0.0 0.0 \n", + "13 0.0 0.0 0.3 0.2 0.0 \n", + "14 1.0 0.0 0.4 0.9 0.0 \n", + "15 0.0 1.0 0.0 0.6 0.0 \n", + "16 0.0 0.0 0.6 0.1 0.0 \n", + "17 0.0 0.0 0.4 0.4 0.0 \n", + "18 0.0 0.0 0.2 0.8 0.0 \n", + "19 0.0 0.0 0.1 1.0 1.0 \n", + "20 0.0 1.0 0.9 0.0 0.0 \n", + "21 NaN NaN NaN NaN NaN \n", + "22 0.0 0.0 0.5 0.7 0.0 \n", + "23 0.0 0.0 0.6 0.1 0.0 \n", + "24 0.0 0.0 0.3 0.5 0.0 \n", + "25 0.0 0.0 0.7 0.6 0.0 \n", + "26 0.0 0.0 0.0 0.7 0.0 \n", + "27 0.0 0.0 0.6 0.3 0.0 \n", + "28 0.0 0.0 0.6 0.9 0.0 \n", + "29 0.0 0.0 1.0 0.6 0.0 \n", + "30 0.0 0.0 0.2 0.4 0.0 \n", + "31 0.0 0.0 0.8 0.9 0.0 \n", + "32 1.0 0.0 0.3 1.0 0.0 \n", + "33 0.0 0.0 0.3 0.4 0.0 \n", + "34 0.0 0.0 0.7 0.8 0.0 \n", + "35 0.0 0.0 0.1 0.7 0.0 \n", + "36 0.0 0.0 0.2 0.5 0.0 \n", + "37 0.0 0.0 0.5 0.9 0.0 \n", + "\n", + " Population Density Socio-Economic Transport Availability Acute IHR \n", + "0 1.0 0.1 0.4 0.0 \n", + "1 0.9 0.6 0.2 0.0 \n", + "2 0.4 0.6 0.4 0.0 \n", + "3 0.3 0.5 0.3 0.0 \n", + "4 0.6 0.2 0.3 1.0 \n", + "5 0.9 0.1 0.1 1.0 \n", + "6 0.5 0.4 0.3 1.0 \n", + "7 0.6 0.0 0.2 1.0 \n", + "8 0.8 0.8 0.5 0.0 \n", + "9 0.6 0.5 0.4 1.0 \n", + "10 0.6 0.3 0.3 1.0 \n", + "11 0.6 0.9 0.8 0.0 \n", + "12 0.7 0.4 0.1 1.0 \n", + "13 0.2 0.6 0.7 0.0 \n", + "14 0.3 0.8 0.7 0.0 \n", + "15 0.7 0.3 0.6 1.0 \n", + "16 0.9 0.2 0.0 1.0 \n", + "17 0.8 0.1 0.2 1.0 \n", + "18 0.2 0.8 0.8 0.0 \n", + "19 0.1 0.7 0.9 0.0 \n", + "20 0.9 0.4 0.0 1.0 \n", + "21 NaN NaN NaN NaN \n", + "22 0.4 0.3 0.5 0.0 \n", + "23 0.5 0.2 0.7 1.0 \n", + "24 0.8 0.1 0.4 1.0 \n", + "25 0.8 0.5 0.1 1.0 \n", + "26 0.5 0.9 0.8 0.0 \n", + "27 0.1 0.8 0.8 0.0 \n", + "28 0.3 0.7 0.6 0.0 \n", + "29 1.0 0.0 0.1 1.0 \n", + "30 0.3 1.0 1.0 0.0 \n", + "31 0.0 0.7 0.9 0.0 \n", + "32 0.0 0.9 1.0 0.0 \n", + "33 0.1 0.9 0.9 0.0 \n", + "34 0.4 0.4 0.6 0.0 \n", + "35 0.2 1.0 0.9 0.0 \n", + "36 0.4 0.3 0.6 0.0 \n", + "37 0.1 0.6 0.5 0.0 " + ] + }, + "execution_count": 201, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "merged_data" + ] + }, + { + "cell_type": "code", + "execution_count": 203, + "id": "9a5fa355", + "metadata": {}, + "outputs": [], + "source": [ + "merged_data = merged_data.dropna()" + ] + }, + { + "cell_type": "code", + "execution_count": 204, + "id": "e72bd16e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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statesNo. of Cases (Lab Confirmed)No. of Cases (on admission)No. DischargedNo. of DeathsregionPopulationOverall CCVI IndexAgeEpidemiologicalFragilityHealth SystemPopulation DensitySocio-EconomicTransport AvailabilityAcute IHR
0LAGOS26708.02435.024037.0236.0South West13992000.00.00.01.00.30.01.00.10.40.0
1FCT9627.02840.06694.093.0North Central4865000.00.00.00.90.40.00.90.60.20.0
2KADUNA4504.0579.03877.048.0North West9227000.00.00.00.90.80.00.40.60.40.0
3PLATEAU4262.0280.03948.034.0North Central4766000.00.00.00.40.80.00.30.50.30.0
4OYO3788.0368.03374.046.0South West8737000.00.00.00.80.20.00.60.20.31.0
5RIVERS3279.0232.02987.060.0South South7763000.00.00.00.90.60.00.90.10.11.0
6EDO2768.052.02603.0113.0South South4705000.00.00.00.80.10.00.50.40.31.0
7OGUN2382.0174.02175.033.0South West5878000.00.00.00.70.50.00.60.00.21.0
8KANO2032.0198.01778.056.0North West14726000.00.00.00.10.30.00.80.80.50.0
9DELTA1843.057.01737.049.0South South6303000.00.00.00.70.21.00.60.50.41.0
10ONDO1793.062.01690.041.0South West5185000.00.00.00.50.10.00.60.30.31.0
11KATSINA1405.0214.01167.024.0North West8713000.00.00.00.10.30.00.60.90.80.0
12ENUGU1376.034.01321.021.0South East4801000.00.00.00.40.00.00.70.40.11.0
13KWARA1296.0171.01094.031.0North Central3524000.00.00.00.30.20.00.20.60.70.0
14GOMBE1164.0183.0950.031.0North East3692000.01.00.00.40.90.00.30.80.70.0
15EBONYI1091.024.01037.030.0South South3192000.00.01.00.00.60.00.70.30.61.0
16ABIA980.025.0945.010.0South East4190000.00.00.00.60.10.00.90.20.01.0
17OSUN979.020.0937.022.0South West5252000.00.00.00.40.40.00.80.10.21.0
18BAUCHI897.0108.0775.014.0North East7270000.00.00.00.20.80.00.20.80.80.0
19BORNO778.037.0705.036.0North East6651000.00.00.00.11.01.00.10.70.90.0
20IMO734.061.0661.012.0South East6018000.00.01.00.90.00.00.90.40.01.0
22BENUE515.044.0460.011.0North Central6376000.00.00.00.50.70.00.40.30.50.0
23BAYELSA497.055.0421.021.0South South2606000.00.00.00.60.10.00.50.20.71.0
24EKITI405.024.0375.06.0South West3593000.00.00.00.30.50.00.80.10.41.0
25AKWA IBOM395.044.0342.09.0South East6093000.00.00.00.70.60.00.80.50.11.0
26JIGAWA386.057.0318.011.0North West6435000.00.00.00.00.70.00.50.90.80.0
27NIGER381.069.0300.012.0North Central6260000.00.00.00.60.30.00.10.80.80.0
28ADAMAWA355.096.0238.021.0North East4672000.00.00.00.60.90.00.30.70.60.0
29ANAMBRA299.06.0274.019.0South East6050000.00.00.01.00.60.01.00.00.11.0
30SOKOTO228.040.0171.017.0North West5612000.00.00.00.20.40.00.31.01.00.0
31TARABA203.019.0177.07.0North East3387000.00.00.00.80.90.00.00.70.90.0
32YOBE164.033.0123.08.0North East3723000.01.00.00.31.00.00.00.91.00.0
33KEBBI143.05.0130.08.0North West4968000.00.00.00.30.40.00.10.90.90.0
34CROSS RIVER93.01.081.011.0South South4272000.00.00.00.70.80.00.40.40.60.0
35ZAMFARA79.01.073.05.0North West4974000.00.00.00.10.70.00.21.00.90.0
36KOGI5.00.03.02.0North Central4970000.00.00.00.20.50.00.40.30.60.0
\n", + "
" + ], + "text/plain": [ + " states No. of Cases (Lab Confirmed) No. of Cases (on admission) \\\n", + "0 LAGOS 26708.0 2435.0 \n", + "1 FCT 9627.0 2840.0 \n", + "2 KADUNA 4504.0 579.0 \n", + "3 PLATEAU 4262.0 280.0 \n", + "4 OYO 3788.0 368.0 \n", + "5 RIVERS 3279.0 232.0 \n", + "6 EDO 2768.0 52.0 \n", + "7 OGUN 2382.0 174.0 \n", + "8 KANO 2032.0 198.0 \n", + "9 DELTA 1843.0 57.0 \n", + "10 ONDO 1793.0 62.0 \n", + "11 KATSINA 1405.0 214.0 \n", + "12 ENUGU 1376.0 34.0 \n", + "13 KWARA 1296.0 171.0 \n", + "14 GOMBE 1164.0 183.0 \n", + "15 EBONYI 1091.0 24.0 \n", + "16 ABIA 980.0 25.0 \n", + "17 OSUN 979.0 20.0 \n", + "18 BAUCHI 897.0 108.0 \n", + "19 BORNO 778.0 37.0 \n", + "20 IMO 734.0 61.0 \n", + "22 BENUE 515.0 44.0 \n", + "23 BAYELSA 497.0 55.0 \n", + "24 EKITI 405.0 24.0 \n", + "25 AKWA IBOM 395.0 44.0 \n", + "26 JIGAWA 386.0 57.0 \n", + "27 NIGER 381.0 69.0 \n", + "28 ADAMAWA 355.0 96.0 \n", + "29 ANAMBRA 299.0 6.0 \n", + "30 SOKOTO 228.0 40.0 \n", + "31 TARABA 203.0 19.0 \n", + "32 YOBE 164.0 33.0 \n", + "33 KEBBI 143.0 5.0 \n", + "34 CROSS RIVER 93.0 1.0 \n", + "35 ZAMFARA 79.0 1.0 \n", + "36 KOGI 5.0 0.0 \n", + "\n", + " No. Discharged No. of Deaths region Population \\\n", + "0 24037.0 236.0 South West 13992000.0 \n", + "1 6694.0 93.0 North Central 4865000.0 \n", + "2 3877.0 48.0 North West 9227000.0 \n", + "3 3948.0 34.0 North Central 4766000.0 \n", + "4 3374.0 46.0 South West 8737000.0 \n", + "5 2987.0 60.0 South South 7763000.0 \n", + "6 2603.0 113.0 South South 4705000.0 \n", + "7 2175.0 33.0 South West 5878000.0 \n", + "8 1778.0 56.0 North West 14726000.0 \n", + "9 1737.0 49.0 South South 6303000.0 \n", + "10 1690.0 41.0 South West 5185000.0 \n", + "11 1167.0 24.0 North West 8713000.0 \n", + "12 1321.0 21.0 South East 4801000.0 \n", + "13 1094.0 31.0 North Central 3524000.0 \n", + "14 950.0 31.0 North East 3692000.0 \n", + "15 1037.0 30.0 South South 3192000.0 \n", + "16 945.0 10.0 South East 4190000.0 \n", + "17 937.0 22.0 South West 5252000.0 \n", + "18 775.0 14.0 North East 7270000.0 \n", + "19 705.0 36.0 North East 6651000.0 \n", + "20 661.0 12.0 South East 6018000.0 \n", + "22 460.0 11.0 North Central 6376000.0 \n", + "23 421.0 21.0 South South 2606000.0 \n", + "24 375.0 6.0 South West 3593000.0 \n", + "25 342.0 9.0 South East 6093000.0 \n", + "26 318.0 11.0 North West 6435000.0 \n", + "27 300.0 12.0 North Central 6260000.0 \n", + "28 238.0 21.0 North East 4672000.0 \n", + "29 274.0 19.0 South East 6050000.0 \n", + "30 171.0 17.0 North West 5612000.0 \n", + "31 177.0 7.0 North East 3387000.0 \n", + "32 123.0 8.0 North East 3723000.0 \n", + "33 130.0 8.0 North West 4968000.0 \n", + "34 81.0 11.0 South South 4272000.0 \n", + "35 73.0 5.0 North West 4974000.0 \n", + "36 3.0 2.0 North Central 4970000.0 \n", + "\n", + " Overall CCVI Index Age Epidemiological Fragility Health System \\\n", + "0 0.0 0.0 1.0 0.3 0.0 \n", + "1 0.0 0.0 0.9 0.4 0.0 \n", + "2 0.0 0.0 0.9 0.8 0.0 \n", + "3 0.0 0.0 0.4 0.8 0.0 \n", + "4 0.0 0.0 0.8 0.2 0.0 \n", + "5 0.0 0.0 0.9 0.6 0.0 \n", + "6 0.0 0.0 0.8 0.1 0.0 \n", + "7 0.0 0.0 0.7 0.5 0.0 \n", + "8 0.0 0.0 0.1 0.3 0.0 \n", + "9 0.0 0.0 0.7 0.2 1.0 \n", + "10 0.0 0.0 0.5 0.1 0.0 \n", + "11 0.0 0.0 0.1 0.3 0.0 \n", + "12 0.0 0.0 0.4 0.0 0.0 \n", + "13 0.0 0.0 0.3 0.2 0.0 \n", + "14 1.0 0.0 0.4 0.9 0.0 \n", + "15 0.0 1.0 0.0 0.6 0.0 \n", + "16 0.0 0.0 0.6 0.1 0.0 \n", + "17 0.0 0.0 0.4 0.4 0.0 \n", + "18 0.0 0.0 0.2 0.8 0.0 \n", + "19 0.0 0.0 0.1 1.0 1.0 \n", + "20 0.0 1.0 0.9 0.0 0.0 \n", + "22 0.0 0.0 0.5 0.7 0.0 \n", + "23 0.0 0.0 0.6 0.1 0.0 \n", + "24 0.0 0.0 0.3 0.5 0.0 \n", + "25 0.0 0.0 0.7 0.6 0.0 \n", + "26 0.0 0.0 0.0 0.7 0.0 \n", + "27 0.0 0.0 0.6 0.3 0.0 \n", + "28 0.0 0.0 0.6 0.9 0.0 \n", + "29 0.0 0.0 1.0 0.6 0.0 \n", + "30 0.0 0.0 0.2 0.4 0.0 \n", + "31 0.0 0.0 0.8 0.9 0.0 \n", + "32 1.0 0.0 0.3 1.0 0.0 \n", + "33 0.0 0.0 0.3 0.4 0.0 \n", + "34 0.0 0.0 0.7 0.8 0.0 \n", + "35 0.0 0.0 0.1 0.7 0.0 \n", + "36 0.0 0.0 0.2 0.5 0.0 \n", + "\n", + " Population Density Socio-Economic Transport Availability Acute IHR \n", + "0 1.0 0.1 0.4 0.0 \n", + "1 0.9 0.6 0.2 0.0 \n", + "2 0.4 0.6 0.4 0.0 \n", + "3 0.3 0.5 0.3 0.0 \n", + "4 0.6 0.2 0.3 1.0 \n", + "5 0.9 0.1 0.1 1.0 \n", + "6 0.5 0.4 0.3 1.0 \n", + "7 0.6 0.0 0.2 1.0 \n", + "8 0.8 0.8 0.5 0.0 \n", + "9 0.6 0.5 0.4 1.0 \n", + "10 0.6 0.3 0.3 1.0 \n", + "11 0.6 0.9 0.8 0.0 \n", + "12 0.7 0.4 0.1 1.0 \n", + "13 0.2 0.6 0.7 0.0 \n", + "14 0.3 0.8 0.7 0.0 \n", + "15 0.7 0.3 0.6 1.0 \n", + "16 0.9 0.2 0.0 1.0 \n", + "17 0.8 0.1 0.2 1.0 \n", + "18 0.2 0.8 0.8 0.0 \n", + "19 0.1 0.7 0.9 0.0 \n", + "20 0.9 0.4 0.0 1.0 \n", + "22 0.4 0.3 0.5 0.0 \n", + "23 0.5 0.2 0.7 1.0 \n", + "24 0.8 0.1 0.4 1.0 \n", + "25 0.8 0.5 0.1 1.0 \n", + "26 0.5 0.9 0.8 0.0 \n", + "27 0.1 0.8 0.8 0.0 \n", + "28 0.3 0.7 0.6 0.0 \n", + "29 1.0 0.0 0.1 1.0 \n", + "30 0.3 1.0 1.0 0.0 \n", + "31 0.0 0.7 0.9 0.0 \n", + "32 0.0 0.9 1.0 0.0 \n", + "33 0.1 0.9 0.9 0.0 \n", + "34 0.4 0.4 0.6 0.0 \n", + "35 0.2 1.0 0.9 0.0 \n", + "36 0.4 0.3 0.6 0.0 " + ] + }, + "execution_count": 204, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "merged_data" + ] + }, + { + "cell_type": "code", + "execution_count": 169, + "id": "49f95e06", + "metadata": {}, + "outputs": [], + "source": [ + "top_10_mergedConfirmd= merged_data.nlargest(10, 'No. of Cases (Lab Confirmed)')" + ] + }, + { + "cell_type": "code", + "execution_count": 170, + "id": "1407ff1f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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statesNo. of Cases (Lab Confirmed)No. of Cases (on admission)No. DischargedNo. of DeathsregionPopulationOverall CCVI IndexAgeEpidemiologicalFragilityHealth SystemPopulation DensitySocio-EconomicTransport AvailabilityAcute IHR
0Lagos26708243524037236South West13992000001.00.301.00.10.40
1FCT96272840669493North Central4865000000.90.400.90.60.20
2Kaduna4504579387748North West9227000000.90.800.40.60.40
3Plateau4262280394834North Central4766000000.40.800.30.50.30
4Oyo3788368337446South West8737000000.80.200.60.20.31
5Rivers3279232298760South South7763000000.90.600.90.10.11
6Edo2768522603113South South4705000000.80.100.50.40.31
7Ogun2382174217533South West5878000000.70.500.60.00.21
8Kano2032198177856North West14726000000.10.300.80.80.50
9Delta184357173749South South6303000000.70.210.60.50.41
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" + ], + "text/plain": [ + " states No. of Cases (Lab Confirmed) No. of Cases (on admission) \\\n", + "0 Lagos 26708 2435 \n", + "1 FCT 9627 2840 \n", + "2 Kaduna 4504 579 \n", + "3 Plateau 4262 280 \n", + "4 Oyo 3788 368 \n", + "5 Rivers 3279 232 \n", + "6 Edo 2768 52 \n", + "7 Ogun 2382 174 \n", + "8 Kano 2032 198 \n", + "9 Delta 1843 57 \n", + "\n", + " No. Discharged No. of Deaths region Population \\\n", + "0 24037 236 South West 13992000 \n", + "1 6694 93 North Central 4865000 \n", + "2 3877 48 North West 9227000 \n", + "3 3948 34 North Central 4766000 \n", + "4 3374 46 South West 8737000 \n", + "5 2987 60 South South 7763000 \n", + "6 2603 113 South South 4705000 \n", + "7 2175 33 South West 5878000 \n", + "8 1778 56 North West 14726000 \n", + "9 1737 49 South South 6303000 \n", + "\n", + " Overall CCVI Index Age Epidemiological Fragility Health System \\\n", + "0 0 0 1.0 0.3 0 \n", + "1 0 0 0.9 0.4 0 \n", + "2 0 0 0.9 0.8 0 \n", + "3 0 0 0.4 0.8 0 \n", + "4 0 0 0.8 0.2 0 \n", + "5 0 0 0.9 0.6 0 \n", + "6 0 0 0.8 0.1 0 \n", + "7 0 0 0.7 0.5 0 \n", + "8 0 0 0.1 0.3 0 \n", + "9 0 0 0.7 0.2 1 \n", + "\n", + " Population Density Socio-Economic Transport Availability Acute IHR \n", + "0 1.0 0.1 0.4 0 \n", + "1 0.9 0.6 0.2 0 \n", + "2 0.4 0.6 0.4 0 \n", + "3 0.3 0.5 0.3 0 \n", + "4 0.6 0.2 0.3 1 \n", + "5 0.9 0.1 0.1 1 \n", + "6 0.5 0.4 0.3 1 \n", + "7 0.6 0.0 0.2 1 \n", + "8 0.8 0.8 0.5 0 \n", + "9 0.6 0.5 0.4 1 " + ] + }, + "execution_count": 170, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "top_10_mergedConfirmd" + ] + }, + { + "cell_type": "code", + "execution_count": 171, + "id": "2f4f19d6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 171, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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statesNo. of Cases (Lab Confirmed)No. of Cases (on admission)No. DischargedNo. of DeathsregionPopulationOverall CCVI IndexAgeEpidemiologicalFragilityHealth SystemPopulation DensitySocio-EconomicTransport AvailabilityAcute IHR
33Kogi5032North Central4970000000.20.500.40.30.60
32Kebbi14351308North West4968000000.30.400.10.90.90
31Yobe164331238North East3723000100.31.000.00.91.00
30Taraba203191777North East3387000000.80.900.00.70.90
29Sokoto2284017117North West5612000000.20.400.31.01.00
28Anambra299627419South East6050000001.00.601.00.00.11
27Adamawa3559623821North East4672000000.60.900.30.70.60
26Niger3816930012North Central6260000000.60.300.10.80.80
25Jigawa3865731811North West6435000000.00.700.50.90.80
24Akwa Ibom395443429South East6093000000.70.600.80.50.11
\n", + "
" + ], + "text/plain": [ + " states No. of Cases (Lab Confirmed) No. of Cases (on admission) \\\n", + "33 Kogi 5 0 \n", + "32 Kebbi 143 5 \n", + "31 Yobe 164 33 \n", + "30 Taraba 203 19 \n", + "29 Sokoto 228 40 \n", + "28 Anambra 299 6 \n", + "27 Adamawa 355 96 \n", + "26 Niger 381 69 \n", + "25 Jigawa 386 57 \n", + "24 Akwa Ibom 395 44 \n", + "\n", + " No. Discharged No. of Deaths region Population \\\n", + "33 3 2 North Central 4970000 \n", + "32 130 8 North West 4968000 \n", + "31 123 8 North East 3723000 \n", + "30 177 7 North East 3387000 \n", + "29 171 17 North West 5612000 \n", + "28 274 19 South East 6050000 \n", + "27 238 21 North East 4672000 \n", + "26 300 12 North Central 6260000 \n", + "25 318 11 North West 6435000 \n", + "24 342 9 South East 6093000 \n", + "\n", + " Overall CCVI Index Age Epidemiological Fragility Health System \\\n", + "33 0 0 0.2 0.5 0 \n", + "32 0 0 0.3 0.4 0 \n", + "31 1 0 0.3 1.0 0 \n", + "30 0 0 0.8 0.9 0 \n", + "29 0 0 0.2 0.4 0 \n", + "28 0 0 1.0 0.6 0 \n", + "27 0 0 0.6 0.9 0 \n", + "26 0 0 0.6 0.3 0 \n", + "25 0 0 0.0 0.7 0 \n", + "24 0 0 0.7 0.6 0 \n", + "\n", + " Population Density Socio-Economic Transport Availability Acute IHR \n", + "33 0.4 0.3 0.6 0 \n", + "32 0.1 0.9 0.9 0 \n", + "31 0.0 0.9 1.0 0 \n", + "30 0.0 0.7 0.9 0 \n", + "29 0.3 1.0 1.0 0 \n", + "28 1.0 0.0 0.1 1 \n", + "27 0.3 0.7 0.6 0 \n", + "26 0.1 0.8 0.8 0 \n", + "25 0.5 0.9 0.8 0 \n", + "24 0.8 0.5 0.1 1 " + ] + }, + "execution_count": 173, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "merged_data_least_10" + ] + }, + { + "cell_type": "code", + "execution_count": 174, + "id": "26cd4a33", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 174, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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statesNo. of Cases (Lab Confirmed)No. of Cases (on admission)No. DischargedNo. of DeathsregionPopulationOverall CCVI IndexAgeEpidemiologicalFragilityHealth SystemPopulation DensitySocio-EconomicTransport AvailabilityAcute IHR
0Lagos26708243524037236South West13992000001.00.301.00.10.40
1FCT96272840669493North Central4865000000.90.400.90.60.20
2Kaduna4504579387748North West9227000000.90.800.40.60.40
3Plateau4262280394834North Central4766000000.40.800.30.50.30
4Oyo3788368337446South West8737000000.80.200.60.20.31
\n", + "
" + ], + "text/plain": [ + " states No. of Cases (Lab Confirmed) No. of Cases (on admission) \\\n", + "0 Lagos 26708 2435 \n", + "1 FCT 9627 2840 \n", + "2 Kaduna 4504 579 \n", + "3 Plateau 4262 280 \n", + "4 Oyo 3788 368 \n", + "\n", + " No. Discharged No. of Deaths region Population \\\n", + "0 24037 236 South West 13992000 \n", + "1 6694 93 North Central 4865000 \n", + "2 3877 48 North West 9227000 \n", + "3 3948 34 North Central 4766000 \n", + "4 3374 46 South West 8737000 \n", + "\n", + " Overall CCVI Index Age Epidemiological Fragility Health System \\\n", + "0 0 0 1.0 0.3 0 \n", + "1 0 0 0.9 0.4 0 \n", + "2 0 0 0.9 0.8 0 \n", + "3 0 0 0.4 0.8 0 \n", + "4 0 0 0.8 0.2 0 \n", + "\n", + " Population Density Socio-Economic Transport Availability Acute IHR \n", + "0 1.0 0.1 0.4 0 \n", + "1 0.9 0.6 0.2 0 \n", + "2 0.4 0.6 0.4 0 \n", + "3 0.3 0.5 0.3 0 \n", + "4 0.6 0.2 0.3 1 " + ] + }, + "execution_count": 175, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "merged_data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 176, + "id": "6e88ba99", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Regression Plot: Population Density vs. No. of Cases (Lab Confirmed)')" + ] + }, + "execution_count": 176, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#Use the merged_data to plot your regression plot and convert the cases column to log.\n", + "sns.regplot(x = merged_data['Population Density'], y = np.log(merged_data['No. of Cases (Lab Confirmed)']))\n", + "# Add labels and title\n", + "plt.xlabel('Population Density')\n", + "plt.ylabel('No. of Cases (Lab Confirmed)')\n", + "plt.title('Regression Plot: Population Density vs. No. of Cases (Lab Confirmed)')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 177, + "id": "7ffdc32e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "([,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ],\n", + " [Text(0.9352388413294948, 0.5790753920420592, 'South West'),\n", + " Text(-0.10149524065232231, 1.0953075897321845, 'North Central'),\n", + " Text(-1.025719479700726, 0.3973657621920542, 'North West'),\n", + " Text(-0.8129097375184972, -0.741065286359851, 'North East'),\n", + " Text(0.20212460954188927, -1.0812703834922786, 'South South'),\n", + " Text(0.9846797028519302, -0.490312025950246, 'South East')],\n", + " [Text(0.5101302770888152, 0.315859304750214, '17.6%'),\n", + " Text(-0.055361040355812165, 0.5974405034902824, '17.6%'),\n", + " Text(-0.5594833525640323, 0.21674496119566591, '17.6%'),\n", + " Text(-0.4434053113737257, -0.4042174289235551, '17.6%'),\n", + " Text(0.11024978702284868, -0.5897838455412427, '14.7%'),\n", + " Text(0.5370980197374164, -0.26744292324558866, '14.7%')])" + ] + }, + "execution_count": 177, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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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
5201916434552.6516931434.8918494114.1719530000.00
6202016740000.0015890000.0017820000.000.00
\n", + "
" + ], + "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": 178, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfRealgdp" + ] + }, + { + "cell_type": "code", + "execution_count": 179, + "id": "7294b37b", + "metadata": {}, + "outputs": [], + "source": [ + "pre_covid_gdp = dfRealgdp[(dfRealgdp['Year'] >= 2014) & (dfRealgdp['Year'] <= 2019)].sum().sum()" + ] + }, + { + "cell_type": "code", + "execution_count": 180, + "id": "37143fa9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "413801074.72" + ] + }, + "execution_count": 180, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pre_covid_gdp" + ] + }, + { + "cell_type": "code", + "execution_count": 181, + "id": "a3b30137", + "metadata": {}, + "outputs": [], + "source": [ + "q2_2020_gdp = dfRealgdp[dfRealgdp['Year'] == 2020]['Q2'].iloc[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 182, + "id": "56a29596", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "15890000.0" + ] + }, + "execution_count": 182, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "q2_2020_gdp" + ] + }, + { + "cell_type": "code", + "execution_count": 183, + "id": "11b80273", + "metadata": {}, + "outputs": [], + "source": [ + "percentage_change = ((pre_covid_gdp - q2_2020_gdp)/pre_covid_gdp)*100" + ] + }, + { + "cell_type": "code", + "execution_count": 184, + "id": "e4af1fa4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "96.15999064024857" + ] + }, + "execution_count": 184, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "percentage_change" + ] + }, + { + "cell_type": "code", + "execution_count": 185, + "id": "1ba5bae2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['Year', 'Q1', 'Q2', 'Q3', 'Q4'], dtype='object')" + ] + }, + "execution_count": 185, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfRealgdp.columns" + ] + }, + { + "cell_type": "code", + "execution_count": 206, + "id": "afd1d112", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 206, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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cHGz5mf3qW+cuXboks9ms8PBwTZw4UUYj99Q4E0ETXNaqVas0depUpaenEzSh3PLy8nTy5EnFxcWpbt26aty4sSTprbfeUvXq1dW/f39+mEapmEwmbd68Wb/++quOHTumy5cvKzs7Wz4+PqpevbqaNWumrl27WtZAAUpi5MiRGjJkiFq3bu3sUnCd2r9/v+Lj41WvXj3Ld+GxY8f0ySef6PDhw/L29ta9996rJ554Qr6+vk6uFu4iJydHX331lbZs2aLExET5+fnpb3/7mwYMGGBZv+nQoUOKi4vTfffdx89cKLXY2FitWrVKe/fuVVJSklJTU2U2m+Xn56eaNWuqefPm6tKli1q2bOnsUiGCJri406dP65dfftE999zD33oAAAAAAODiCJoAAAAAAIDLys7O1qFDh2Q0GtWoUSN5enoWOu7cuXM6evQoT8M4WeG/OwAAAAAAAE4WExOjf//730pNTZUkBQYGavjw4Xr00UcLjN21a5deffVV7dy509Fl4hqskAUAAAAAAFzODz/8oNdff13+/v565JFHdP/99ysjI0Pvv/++Jk2apNzcXGeXiEJwRxOcKjIystTHGAwGzZ492w7V4HpCb8Fe6C3YE/0Fe6G3YC/0FuxpwYIFqlWrlhYuXGh501x8fLwmTJigDRs2SJImT57szBJRCIImOJW/v79++OEHGQwGmc0lWy7MYDDYuSpcD+gt2Au9BXuiv2Av9Bbshd6CPR08eFBDhw61hEySVLt2bc2ePVvPPPOMNmzYoKCgII0dO9aJVeKvWAwcTjd9+nQtWrRIkZGRGjZsmLPLwXWE3oK90FuwJ/oL9kJvwV7oLdhL27ZtNXr0aPXt27fAvpSUFA0bNkynTp3S888/r379+mnt2rWs0eQCWKMJTjdq1Ch16NBBH3/8sQ4dOuTscnAdobdgL/QW7In+gr3QW7AXegv2Urt2bW3fvr3QfZUrV9a//vUvBQYGatq0afr2228dXB2KQtAEl/DSSy/Jx8dHM2bMcHYpuM7QW7AXegv2RH/BXugt2Au9BXvo0aOHfvjhB0VFRWnPnj3Kzs7Ot79u3bqaOnWqvL299corr+g///mPkyrFtXh0Di7jp59+0rFjx/TQQw/J05Plw2A79Bbshd6CPdFfsBd6C/ZCb8HWcnNz9dZbb2nlypUyGAz67LPP1LBhwwLjfv/9d73wwgu6ePGiDAYDj845GUETAAAAAABwWXv27NHOnTv12GOPyd/fv9AxycnJmjVrlrZt26a1a9c6uEJci6AJAAAAAAAANsH9jHAZ+/btU2xsrBISEpSRkSGj0ajAwEAFBwerZcuWaty4sbNLhJuit2Av9Bbsif6CvdBbsBd6C/ZEf7kPgiY43W+//aYpU6bo2LFjMpsLv8HOYDCocePG+uc//6mWLVs6uEK4K3oL9kJvwZ7oL9gLvQV7obdgT/SX++HROTjVnj17NHLkSFWsWFERERFq3ry5goOD5ePjI7PZLJPJpKSkJMXGxmrlypVKTU3V7Nmz1bRpU2eXDhdHb8Fe6C3YE/0Fe6G3YC/0FuyJ/nJPBE1wqmeeeUaJiYmaO3euKleubHVsSkqKhg8frho1avDaVBSL3oK90FuwJ/oL9kJvwV7oLdgT/eWejM4uADe2ffv26eGHHy72oiFJlStX1sMPP6z9+/fbvzC4PXoL9kJvwZ7oL9gLvQV7obdgT/SXeyJoglNVqFBBGRkZJR6fnZ2tvLw8O1aE6wW9BXuht2BP9Bfshd6CvdBbsCf6yz0RNMGpmjdvrmXLlun06dPFjk1ISNDnn3+uv/3tbw6oDO6O3oK90FuwJ/oL9kJvwV7oLdgT/eWeWKMJTnX06FGNGDFC2dnZat++vWVxNz8/P0myLO62d+9ebdq0SUajUXPmzFGjRo2cXDlcHb0Fe6G3YE/0F+yF3oK90FuwJ/rLPRE0wemOHz+u999/Xzt37pR05dWU1zKbzTIajWrVqpVGjx6tsLAwZ5QJN0RvwV7oLdgT/QV7obdgL/QW7In+cj8ETXAZ58+f1969e5WYmKi0tDSZzWb5+fmpZs2aatq0qYKCgpxdItwUvQV7obdgT/QX7IXegr3QW7An+st9EDTB6Uwmk5YsWaLffvtNRqNRd9xxh/r06SNfX98CY3/88Ud9/PHHmjNnjhMqhbuht2Av9Bbsif6CvdBbsBd6C/ZEf7kfT2cXgBtbamqqIiMjdeTIEcu2H374QUuXLtU777yjW265Jd/4CxcuaM+ePY4uE26I3oK90FuwJ/oL9kJvwV7oLdgT/eWeeOscnGrOnDk6duyYxo4dq++++05Lly5Vjx49dObMGY0cOZKLBMqM3oK90FuwJ/oL9kJvwV7oLdgT/eWeCJrgVFu2bFH37t316KOPKiAgQHXr1tXLL7+sl19+WSaTSWPHjs2XXgMlRW/BXugt2BP9BXuht2Av9Bbsif5yTwRNcKrk5GS1aNGiwPbw/2/v/kKrrv84jj93tunc5oauP0jako0cA+eGcigFC1IiyTGUxAoVZ3lh0TQlklxboBXkPxRv6mKa5IVKeuNF0wuN1lHSqehwo3+4nLZJOnSoW2dnvwt/jd9+Tiv6fjdnz8fNLj6f8/2+z+HFOLz4fr/nxRdZvXo1169fZ/ny5Vy+fHkQptNQZrYUFrOlMJkvhcVsKSxmS2EyX0OTRZMGVWZmJq2trf2ulZaWsmTJEtra2li+fDkdHR0DPJ2GMrOlsJgthcl8KSxmS2ExWwqT+RqaLJo0qEpKStizZw/nz5/vd33p0qW88MIL/PDDD1RUVNhU6y8zWwqL2VKYzJfCYrYUFrOlMJmvoSmpvb29Z7CH0L/Xjz/+SHl5OYlEguLiYt59910ee+yxPnvi8Tjvvfcehw8fJhKJ0NPTw9GjRwdpYg0VZkthMVsKk/lSWMyWwmK2FCbzNTR5RZMGVV5eHp9//jnFxcWcOnWKpKSkO/akpKTw0UcfsXDhwn7Xpf6YLYXFbClM5kthMVsKi9lSmMzX0OQVTbpvdHV1kZqaes9/DhcvXiQWizF37twBnExDndlSWMyWwmS+FBazpbCYLYXJfA0dFk2SJEmSJEkKhLfOSZIkSZIkKRAWTZIkSZIkSQqERZMkSZIkSZICYdEkSZIkSZKkQFg0SZIkBezDDz8kGo3yzDPPcOHChT/d/+mnnxKNRnnuuee4dOnSAEwoSZIUDosmSZKkgK1YsYJx48Zx8+ZNPvjgAxKJxF33NjQ0UFNTA8Dq1asZM2bMQI0pSZIUOIsmSZKkgI0YMYLq6mqSk5M5ffo0O3fu7HffrVu3qKqqoru7m9LSUmbMmDHAk0qSJAXLokmSJCkEEydOZPHixcDtW+O+//77O/Zs2bKF5uZmcnNzWbly5UCPKEmSFLik9vb2nsEeQpIk6UEUj8d5/fXXaWhoID8/nx07dpCamgpALBajoqKC1NRUampqePLJJwHo7Oxk7969fPXVVzQ3N5NIJHj88cd5/vnnmTdvHsOHD7/jPOfPn2f37t0cP36c1tZWfv/9d7Kzs5k4cSKvvPIKkyZN6rM/Go0yevRotm3bxrp162hqaiIrK4tly5Yxe/bs8D8YSZL0wLJokiRJClFzczMLFizg5s2bLF26lNdee42Ojg7mz59PW1sbK1as4OWXXwagvb2dt956i8bGRkaOHElhYSHDhg3j1KlTXL9+ncLCQrZu3crIkSN7j3/s2DFWrVpFZ2cn48ePJzc3l87OTpqamrhy5QrJycls3LiRp59+uvc10WiUjIwMMjIyiEQiFBQUcO7cOTZv3kxeXt6Af0aSJOnBYdEkSZIUsi+//JKPP/6YYcOGsWvXLr744gv27dvH1KlT2bRpE0lJScDth4jX1dXx7LPPsmbNGrKysgDo6OigsrKSuro6Zs6cybp16wDo7u6mrKyM1tZW3njjDRYtWtR7zlu3blFZWcmRI0eYOnUqmzdv7l2LRqMATJgwgc8++4y0tDQSiQSRiE9VkCRJ/4zfJiRJkkI2Z84cpk2bRldXF++88w779+8nJyeH999/v7dkampqoq6ujpycHKqrq3tLJoDMzEyqq6vJyMjg0KFD/PLLLwBcvXqVKVOmMH36dF599dU+50xLS6O0tBSAlpaWfud66aWXSEtLA7BkkiRJgfAbhSRJ0gBYs2YNo0aN4qeffgKgqqqK0aNH964fO3YMuP0Q8fT09Dten52dTVFRET09PRw/fhyAhx56iKqqKtavX09KSkrv3qtXr3LixAlisRgAXV1d/c40YcKEYN6cJEnSf6X8+RZJkiT9Uzk5OZSVlVFTU0NRURFPPfVUn/Vff/0VgMOHD/fe2nY3f+z9Q319PQcOHKCxsZGWlhZu3LgB0Hu11N1kZ2f/3bchSZJ0TxZNkiRJAyQ5ObnP3//V3d0NQH5+Pvn5+fc8zhNPPAFAT08PlZWV1NbWApCbm8u0adPIzc2loKCASCTC22+/fdfj/FkRJUmS9HdZNEmSJN0HHnnkEQAmT57MypUr/9Jramtrqa2tJTMzkw0bNlBSUtJn/euvvw58TkmSpHvxGU2SJEn3gcmTJwPwzTffEI/H71iPx+OUl5dTXl5OfX09ACdPngRu/4rc/5dMAN9++y0AiUQirLElSZL6sGiSJEm6DxQXFzNp0iRaWlqoqqri2rVrvWvxeJxPPvmEs2fPcuHCBQoLCwEYNWoUAGfOnOHKlSu9+xOJBHv37mX//v3A3R8GLkmSFDRvnZMkSbpPrF27ljfffJODBw8Si8UoKCggPT2dhoYGfvvtN9LT01m/fj1paWkAlJWVsWfPHi5fvszcuXMpKSkhEonQ2NhIW1sb48eP5+eff+batWvE4/E+v0wnSZIUBq9okiRJuk88+uijbN++nWXLljF27FgaGhr47rvvyMrKYt68eezatYuioqI++3fs2MGsWbPIysri6NGj1NfX8/DDD1NRUcHOnTvJy8uju7ubWCw2iO9MkiT9WyS1t7f3DPYQkiRJkiRJGvq8okmSJEmSJEmBsGiSJEmSJElSICyaJEmSJEmSFAiLJkmSJEmSJAXCokmSJEmSJEmBsGiSJEmSJElSICyaJEmSJEmSFAiLJkmSJEmSJAXCokmSJEmSJEmBsGiSJEmSJElSICyaJEmSJEmSFAiLJkmSJEmSJAXiP2anCr8lCf0gAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the bar chart for Initial and Revised Budgets\n", + "dfRealgdp.plot(x='Year', y= ['Q1', 'Q2', 'Q3', 'Q4'], kind='bar', figsize=(12, 6), width=0.7)\n", + "plt.xlabel('Year')\n", + "plt.ylabel('Values')\n", + "plt.title('Realgdp')\n", + "plt.legend(['Q1', 'Q2', 'Q3', 'Q4'])\n", + "plt.tight_layout()\n", + "plt.axhline(y=dfRealgdp.loc[dfRealgdp['Year'] == 2020, 'Q2'].values[0], color='blue', linestyle='--')" + ] + }, + { + "cell_type": "markdown", + "id": "ce37c2e1", + "metadata": {}, + "source": [ + "# Real GDP Observation: \n", + "The Real GDP value of the country Pre-COVID-19 has either been on the rise for all quarters or same until 2020 especially in the 2nd quarter (Q2) where the Gdp dropped below what it has ever been since 2014 thereby resulting to the backwardness of the country's economy." + ] + }, + { + "cell_type": "markdown", + "id": "ada9c07f", + "metadata": {}, + "source": [ + "# Budget Analysis" + ] + }, + { + "cell_type": "code", + "execution_count": 187, + "id": "3a65e340", + "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": 187, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfBudget" + ] + }, + { + "cell_type": "code", + "execution_count": 188, + "id": "2a31bcf6", + "metadata": {}, + "outputs": [], + "source": [ + "Highest_initial = dfBudget.loc[dfBudget['Initial_budget (Bn)'].idxmax(), 'states']\n", + "Lowest_initial = dfBudget.loc[dfBudget['Initial_budget (Bn)'].idxmin(), 'states']\n", + "Highest_revised = dfBudget.loc[dfBudget['Revised_budget (Bn)'].idxmax(), 'states']\n", + "Lowest_revised = dfBudget.loc[dfBudget['Revised_budget (Bn)'].idxmin(), 'states']\n", + "df_modified = dfBudget.copy()\n", + "df_modified['Budget_Diff'] = dfBudget['Initial_budget (Bn)'] - dfBudget['Revised_budget (Bn)']\n", + "df_modified['dfBudget_Percentage_Change'] = ((dfBudget['Initial_budget (Bn)'] - dfBudget['Revised_budget (Bn)']) / dfBudget['Initial_budget (Bn)']) * 100" + ] + }, + { + "cell_type": "code", + "execution_count": 189, + "id": "a8d88dd6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'Lagos'" + ] + }, + "execution_count": 189, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Highest_initial" + ] + }, + { + "cell_type": "code", + "execution_count": 190, + "id": "db783810", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'Lagos'" + ] + }, + "execution_count": 190, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Highest_revised" + ] + }, + { + "cell_type": "code", + "execution_count": 191, + "id": "f3855005", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'Yobe'" + ] + }, + "execution_count": 191, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Lowest_initial" + ] + }, + { + "cell_type": "code", + "execution_count": 192, + "id": "e4dff866", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'Nasarawa'" + ] + }, + "execution_count": 192, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Lowest_revised" + ] + }, + { + "cell_type": "code", + "execution_count": 193, + "id": "23650d74", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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statesInitial_budget (Bn)Revised_budget (Bn)Budget_DiffdfBudget_Percentage_Change
0Abia136.60102.7033.9024.816984
1Adamawa183.30139.3143.9923.998909
2Akwa-Ibom597.73366.00231.7338.768340
3Anambra137.10112.8024.3017.724289
4Bauchi167.20128.0039.2023.444976
5Bayelsa242.18183.1559.0324.374432
6Benue189.00119.0070.0037.037037
7Borno146.80108.8038.0025.885559
8Cross River1100.00147.10952.9086.627273
9Delta395.50282.30113.2028.621997
10Ebonyi178.40131.8046.6026.121076
11Edo179.20128.8050.4028.125000
12Ekiti124.5091.1033.4026.827309
13Enugu169.56146.4023.1613.658882
14Gombe130.83107.4023.4317.908737
15Imo197.60108.3089.3045.192308
16Jigawa152.92124.0028.9218.911849
17Kaduna259.25223.6035.6513.751205
18Kano200.00138.0062.0031.000000
19Katsina244.00213.0031.0012.704918
20Kebbi138.0099.6038.4027.826087
21Kogi176.00102.0074.0042.045455
22Kwara160.00120.0040.0025.000000
23Lagos1680.00920.50759.5045.208333
24Nasarawa108.4062.9645.4441.918819
25Niger155.0098.0057.0036.774194
26Ogun449.90280.00169.9037.763948
27Ondo187.80151.4036.4019.382322
28Osun119.6082.2037.4031.270903
29Oyo213.00174.0039.0018.309859
30Plateau177.30122.0055.3031.190073
31Rivers530.80300.40230.4043.406179
32Sokoto202.40153.0049.4024.407115
33Taraba215.00150.5064.5030.000000
34Yobe108.0086.0022.0020.370370
35Zamfara188.50127.3061.2032.466844
36FCT278.78199.0079.7828.617548
\n", + "
" + ], + "text/plain": [ + " states Initial_budget (Bn) Revised_budget (Bn) Budget_Diff \\\n", + "0 Abia 136.60 102.70 33.90 \n", + "1 Adamawa 183.30 139.31 43.99 \n", + "2 Akwa-Ibom 597.73 366.00 231.73 \n", + "3 Anambra 137.10 112.80 24.30 \n", + "4 Bauchi 167.20 128.00 39.20 \n", + "5 Bayelsa 242.18 183.15 59.03 \n", + "6 Benue 189.00 119.00 70.00 \n", + "7 Borno 146.80 108.80 38.00 \n", + "8 Cross River 1100.00 147.10 952.90 \n", + "9 Delta 395.50 282.30 113.20 \n", + "10 Ebonyi 178.40 131.80 46.60 \n", + "11 Edo 179.20 128.80 50.40 \n", + "12 Ekiti 124.50 91.10 33.40 \n", + "13 Enugu 169.56 146.40 23.16 \n", + "14 Gombe 130.83 107.40 23.43 \n", + "15 Imo 197.60 108.30 89.30 \n", + "16 Jigawa 152.92 124.00 28.92 \n", + "17 Kaduna 259.25 223.60 35.65 \n", + "18 Kano 200.00 138.00 62.00 \n", + "19 Katsina 244.00 213.00 31.00 \n", + "20 Kebbi 138.00 99.60 38.40 \n", + "21 Kogi 176.00 102.00 74.00 \n", + "22 Kwara 160.00 120.00 40.00 \n", + "23 Lagos 1680.00 920.50 759.50 \n", + "24 Nasarawa 108.40 62.96 45.44 \n", + "25 Niger 155.00 98.00 57.00 \n", + "26 Ogun 449.90 280.00 169.90 \n", + "27 Ondo 187.80 151.40 36.40 \n", + "28 Osun 119.60 82.20 37.40 \n", + "29 Oyo 213.00 174.00 39.00 \n", + "30 Plateau 177.30 122.00 55.30 \n", + "31 Rivers 530.80 300.40 230.40 \n", + "32 Sokoto 202.40 153.00 49.40 \n", + "33 Taraba 215.00 150.50 64.50 \n", + "34 Yobe 108.00 86.00 22.00 \n", + "35 Zamfara 188.50 127.30 61.20 \n", + "36 FCT 278.78 199.00 79.78 \n", + "\n", + " dfBudget_Percentage_Change \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": 193, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_modified" + ] + }, + { + "cell_type": "code", + "execution_count": 194, + "id": "14850bf8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the bar chart for Initial and Revised Budgets\n", + "df_modified.plot(x='states', y=['Initial_budget (Bn)', 'Revised_budget (Bn)', 'Budget_Diff', 'dfBudget_Percentage_Change'], kind='bar', width=1, figsize=(18, 12))\n", + "plt.xlabel(' States')\n", + "plt.ylabel('Budget (Bn)')\n", + "plt.title('Budget Analysis')\n", + "plt.xticks(rotation=90)\n", + "plt.legend(['Initial_budget (Bn)', 'Revised_budget (Bn)', 'Budget_Diff', 'dfBudget_Percentage_Change'])\n", + "plt.tight_layout()" + ] + } + ], + "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": "3.11.3" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/README.md b/README.md index 643a0e99..73fdd85e 100644 --- a/README.md +++ b/README.md @@ -1,2 +1,76 @@ # Nigeria-COVID-19-Data-Analysis-Using-Python -Data Scientist Microdegree Capstone Project + +## Data Scientist: Micro degree Capstone Project + +### Project description: + + Coronavirus disease (COVID-19) is an infectious disease caused by a newly discovered coronavirus, and it has affected major parts of the world. 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. + +### Project Steps + +#### Data collection: + + After importing all required libraries, dataset were collected from The Johns Hopkins University Center for Systems Science and Engineering (JHU CSSE) repository using the Urlib.request since the NCDC COVID-19 official website could not be accessed. These dataset include: + # Global Daily Confirmed Cases + # Global Daily Recovered Cases + # Global Daily Death Cases + # covid_external.csv + # Budget data.csv + # RealGDP.csv + +#### Data cleaning and preparation: + +Data were cleaned by dropping columns with a null value and zero value, removing commas from numerical values. + +Data were also converted to appropriate datatypes. + +Nigeria data was extracted from the world COVID-19 record for analysis. + +The dataframe was transposed to give it a better presentation + +Pandas DataFrame for Daily Confirmed, Recovered and deaths Cases were gotten. + +#### Data analysis + +A bar plot that shows the Top 10 states in terms of Confirmed Covid (Laboratory test ) cases, discharged, and death cases were generated. + +A line plot for the total daily confirmed, recovered, and death cases in Nigeria were each generated. + +The daily infection rate was determined to show the derivate of the total cases on a bar plot + +The daily confirmed, recovered, and death cases datasets were combined and viewed on a bar chart. + +The daily infection rate was determined and plotted on a line graph. + +The maximum infection rate for a day was calculated signifying the number of new cases and the date found was identified. + +The relationship between the external dataset and the NCDC COVID-19 dataset was determined based on the top 10 confirmed cases versus the overall community vulnerability index as well as the least 10 cases by merging the two datasets on a common column (states) and plotting their result on the same axis of a line plot. + +A regression plot between two variables (Confirmed Cases and Population Density) was generated to visualize their linear relationships. + +A pie chart was generated to visualize the proportion/percentage of confirmed cases per region within the country. + +The percentage difference between the pre-covid_19 and the covid_19 Q2 was determined. + +The state with the highest and lowest initial and revised budget was determined, also the percentage difference between the initial budget and the revised budget was determined. All these were added on to the original dataset and plotted on a bar plot. + +#### Insight + +The global covid_19 dataset consists of 289 rows and 1144 valid columns while Nigeria's data consist of 1 row and 506 valid columns. + +Lagos has the most confirmed cases in Nigeria with 26708 cases while Delta state has the least cases with 1843 cases. + +Lagos has the most discharged cases in Nigeria with 24037 cases while Delta state has the least cases with 1737 cases. + +Lagos has the most death cases in Nigeria (236 cases) while Delta state has the least cases (36 cases). + +It was observed that there were very few death cases in Nigeria. + +Maximum daily infection was observed to be 6158.0 and the date it occurred was observed to be 2021-12-22. + +The top 10 and least 10 confirmed cases versus the overall community vulnerability index merge show that the Overall CCVI Index in these states is very low, which means that the impact of the virus on these communities after the virus arrives is low. + +Analysis of the real GDP data shows that the GDP dropped from 413801074.72 Pre-Covid_19 to 15890000.0 during Q2 2020, a %change of 96%. A visualization was also presented. + +Lagos state has the highest initial and revised budget, Yobe state has the lowest initial budget while Nasarawa state has the lowest revised budget. diff --git a/RealGDP.csv b/Realgdp_cases.csv similarity index 98% rename from RealGDP.csv rename to Realgdp_cases.csv index b7406ee6..e8d780eb 100644 --- a/RealGDP.csv +++ b/Realgdp_cases.csv @@ -1,8 +1,8 @@ -Year,Q1,Q2,Q3,Q4 -2014,15438679.5,16084622.31,17479127.58,18150356.45 -2015,16050601.38,16463341.91,17976234.59,18533752.07 -2016,15943714.54,16218542.41,17555441.69,18213537.29 -2017,15797965.83,16334719.27,17760228.17,18598067.07 -2018,16096654.19,16580508.07,18081342.1,19041437.59 -2019,16434552.65,16931434.89,18494114.17,19530000 +Year,Q1,Q2,Q3,Q4 +2014,15438679.5,16084622.31,17479127.58,18150356.45 +2015,16050601.38,16463341.91,17976234.59,18533752.07 +2016,15943714.54,16218542.41,17555441.69,18213537.29 +2017,15797965.83,16334719.27,17760228.17,18598067.07 +2018,16096654.19,16580508.07,18081342.1,19041437.59 +2019,16434552.65,16931434.89,18494114.17,19530000 2020,16740000,15890000,17820000,0 \ No newline at end of file diff --git a/Budget data.csv b/budget_cases.csv similarity index 94% rename from Budget data.csv rename to budget_cases.csv index b19641bf..8cd642c9 100644 --- a/Budget data.csv +++ b/budget_cases.csv @@ -1,38 +1,38 @@ -states,Initial_budget (Bn),Revised_budget (Bn) -Abia,136.6,102.7 -Adamawa,183.3,139.31 -Akwa-Ibom,597.73,366 -Anambra,137.1,112.8 -Bauchi,167.2,128 -Bayelsa,242.18,183.15 -Benue,189,119 -Borno,146.8,108.8 -Cross River,1100,147.1 -Delta,395.5,282.3 -Ebonyi,178.4,131.8 -Edo,179.2,128.8 -Ekiti,124.5,91.1 -Enugu,169.56,146.4 -Gombe,130.83,107.4 -Imo,197.6,108.3 -Jigawa,152.92,124 -Kaduna,259.25,223.6 -Kano,200,138 -Katsina,244,213 -Kebbi,138,99.6 -Kogi,176,102 -Kwara,160,120 -Lagos,1680,920.5 -Nasarawa,108.4,62.96 -Niger,155,98 -Ogun,449.9,280 -Ondo,187.8,151.4 -Osun,119.6,82.2 -Oyo,213,174 -Plateau,177.3,122 -Rivers,530.8,300.4 -Sokoto,202.4,153 -Taraba,215,150.5 -Yobe,108,86 -Zamfara,188.5,127.3 +states,Initial_budget (Bn),Revised_budget (Bn) +Abia,136.6,102.7 +Adamawa,183.3,139.31 +Akwa-Ibom,597.73,366 +Anambra,137.1,112.8 +Bauchi,167.2,128 +Bayelsa,242.18,183.15 +Benue,189,119 +Borno,146.8,108.8 +Cross River,1100,147.1 +Delta,395.5,282.3 +Ebonyi,178.4,131.8 +Edo,179.2,128.8 +Ekiti,124.5,91.1 +Enugu,169.56,146.4 +Gombe,130.83,107.4 +Imo,197.6,108.3 +Jigawa,152.92,124 +Kaduna,259.25,223.6 +Kano,200,138 +Katsina,244,213 +Kebbi,138,99.6 +Kogi,176,102 +Kwara,160,120 +Lagos,1680,920.5 +Nasarawa,108.4,62.96 +Niger,155,98 +Ogun,449.9,280 +Ondo,187.8,151.4 +Osun,119.6,82.2 +Oyo,213,174 +Plateau,177.3,122 +Rivers,530.8,300.4 +Sokoto,202.4,153 +Taraba,215,150.5 +Yobe,108,86 +Zamfara,188.5,127.3 FCT,278.78,199 \ No newline at end of file diff --git a/comfirmed_cases.csv b/comfirmed_cases.csv new file mode 100644 index 00000000..7c16e250 --- /dev/null +++ b/comfirmed_cases.csv @@ -0,0 +1,290 @@ 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Territory,Australia,-35.4735,149.0124,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,2,2,3,4,6,9,19,32,39,39,53,62,71,77,78,80,84,87,91,93,96,96,96,99,100,103,103,103,102,103,103,103,103,103,103,104,104,104,104,105,106,106,106,106,106,106,106,106,106,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,111,112,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,113,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,115,115,115,115,115,115,115,115,115,116,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,120,120,120,120,122,122,122,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,124,129,131,133,152,169,191,207,219,226,245,261,291,300,314,335,361,374,386,398,421,433,451,483,498,509,528,548,563,587,602,617,630,652,665,680,710,725,742,749,765,782,798,817,849,874,893,906,928,959,1011,1063,1101,1129,1162,1190,1231,1271,1296,1326,1358,1386,1437,1483,1518,1538,1571,1588,1612,1636,1664,1677,1701,1710,1719,1731,1741,1749,1759,1768,1775,1780,1788,1803,1816,1822,1840,1853,1866,1884,1893,1902,1917,1928,1943,1953,1965,1971,1996,2013,2027,2042,2053,2072,2087,2095,2103,2110,2117,2124,2130,2134,2142,2146,2153,2159,2165,2167,2175,2179,2179,2196,2197,2200,2204,2210,2222,2242,2260,2278,2291,2307,2365,2450,2552,2694,2765,2942,3186,3311,3559,3564,4010,4919,5323,5323,7054,8021,9553,9429,12300,13248,13248,15834,17378,19908,21174,22396,23761,23761,27618,28510,28472,29240,30634,31366,31941,33071,33933,34418,34976,35520,36031,36474,37023,37426,37875,38143,38432,38698,38698,39613,40113,40538,40946,41380,41755,42163,42720,43246,43768,44100,44651,45086,45662,46591,47247,48187,48670,49088,49541,50214,51244,51916,52944,53607,54149,54683,55321,56474,57278,58021,58687,59305,59881,60654,61857,63148,64219,65341,66267,67243,68257,69571,70659,71683,72571,73344,74017,75421,76537,77714,78696,79515,80229,80964,81821,81821,82970,85177,86102,86887,87634,88543,89510,90567,90567,92330,92330,93713,94486,95625,96854,97825,98760,99485,99485,100927,101899,101899,103220,103220,104941,105739,106705,107769,108830,109879,110846,111599,112407,113368,114564,115688,116905,117882,118728,119548,120638,121713,122718,123655,124477,125220,125828,126633,127556,128440,129263,130085,130664,130664,131938,132735,133582,134286,134286,134286,134286,136860,137664,138407,138919,139894,140519,140519,141660,142629,143656,144597,145457,146264,147096,147942,148996,150123,151113,152199,153012,153939,155047,156472,157678,158826,160133,161158,162259,163404,164870,166162,167863,168983,169928,171071,172245,173590,174957,176165,176165,178225,179112,180333,181294,182701,183592,184636,185348,186138,187087,188191,189191,190198,190917,191473,191457,192138,192994,193557,194215,194705,195115,195621,196098,196642,197094,197561,197883,198193,198480,198866,199292,199673,199919,199919,200357,200570,200828,201089,201338,201579,201789,201956,202107,202308,202543,202737,202895,202895,203199,203320,203476,203613,203786,203786,203680,203680,203680,203680,203680,203680,204471,204397,204397,204397,204397,204397,204397,205128,205128,205128,205128,205128,205128,205128,205752,205752,205752,205752,205752,205752,205752,205752,206285,206285,206285,206285,206285,206285,206938,206938,206938,206938,206938,206938,206938,207667,207667,207667,207667,207667,207667,207667,208495,208495,208495,208495,208495,208495,208495,209414,209414,209414,209414,209414,209414,209414,210609,210609,210609,210609,210609,210609,210609,212092,212092,212092,212092,212092,212092,212092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+New South Wales,Australia,-33.8688,151.2093,0,0,0,0,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,6,6,13,22,22,26,28,38,48,55,65,65,92,112,134,171,210,267,307,353,436,669,669,818,1029,1219,1405,1617,1791,2032,2032,2182,2298,2389,2493,2580,2637,2686,2734,2773,2822,2857,2857,2863,2870,2886,2897,2926,2936,2957,2963,2969,2971,2976,2982,2994,3002,3004,3016,3016,3025,3030,3035,3033,3035,3042,3044,3047,3051,3053,3053,3053,3059,3063,3071,3074,3075,3076,3078,3081,3082,3084,3086,3087,3090,3092,3089,3090,3092,3092,3095,3098,3104,3104,3106,3110,3110,3109,3112,3114,3117,3117,3115,3119,3128,3131,3134,3135,3137,3143,3144,3149,3151,3150,3159,3162,3168,3174,3177,3184,3189,3203,3211,3211,3405,3419,3429,3433,3440,3453,3467,3474,3478,3492,3505,3517,3527,3535,3550,3568,3588,3599,3614,3633,3640,3654,3668,3685,3699,3718,3736,3756,3773,3784,3797,3809,3820,3832,3842,3851,3861,3875,3897,3915,3927,3936,3945,3950,3957,3959,3966,3971,3972,3981,3985,3988,3991,3997,4006,4019,4033,4040,4050,4063,4079,4091,4099,4104,4114,4118,4126,4135,4142,4152,4157,4166,4170,4177,4185,4190,4196,4198,4200,4204,4206,4212,4213,4217,4218,4218,4218,4220,4224,4227,4231,4232,4234,4235,4246,4249,4261,4271,4273,4278,4284,4295,4310,4321,4326,4333,4338,4342,4347,4357,4363,4370,4375,4382,4386,4398,4406,4411,4417,4421,4425,4432,4435,4443,4445,4454,4459,4462,4469,4469,4469,4469,4469,4469,4486,4498,4502,4509,4514,4517,4527,4538,4542,4548,4552,4552,4556,4564,4568,4577,4582,4588,4597,4603,4605,4610,4614,4620,4622,4624,4633,4639,4642,4645,4650,4657,4666,4682,4712,4748,4771,4789,4805,4823,4832,4847,4858,4872,4881,4906,4923,4928,4947,4958,4965,4973,4978,4984,4995,5001,5007,5018,5034,5041,5043,5045,5057,5066,5074,5076,5079,5084,5083,5084,5087,5090,5091,5093,5096,5099,5101,5104,5110,5112,5114,5117,5117,5119,5120,5123,5125,5129,5132,5134,5136,5138,5138,5139,5143,5143,5145,5146,5149,5150,5154,5155,5162,5166,5172,5177,5180,5183,5189,5193,5205,5207,5209,5210,5215,5220,5226,5234,5234,5237,5240,5242,5249,5251,5256,5259,5261,5266,5270,5273,5277,5278,5281,5281,5283,5288,5291,5296,5296,5299,5300,5303,5310,5316,5318,5320,5324,5330,5339,5344,5347,5356,5363,5370,5376,5384,5387,5395,5402,5418,5419,5420,5428,5440,5449,5464,5477,5481,5484,5489,5496,5506,5516,5521,5527,5533,5538,5542,5546,5551,5552,5555,5558,5560,5563,5565,5567,5567,5568,5570,5572,5574,5576,5576,5579,5580,5585,5587,5587,5588,5590,5590,5590,5595,5600,5605,5607,5610,5611,5612,5613,5619,5623,5626,5629,5631,5637,5642,5649,5655,5666,5684,5695,5725,5756,5778,5798,5826,5854,5886,5926,5942,5979,5997,6025,6064,6109,6161,6243,6359,6452,6551,6618,6716,6833,6942,7042,7121,7233,7357,7492,7651,7792,7943,8118,8294,8531,8703,8915,9153,9360,9562,9795,10063,10354,10662,10917,11201,11558,11902,12245,12629,13092,13503,13978,14416,15043,15717,16353,17173,17995,18800,19545,20466,21471,22346,23372,24585,25857,27026,28111,29390,30807,32323,33792,35064,36267,37724,39108,40616,42219,43436,44674,45782,47007,48341,49611,50919,51986,52922,53898,54919,55962,56988,57983,58931,59709,60561,61420,62353,63212,64014,64668,65279,65876,66456,67024,67669,68246,68712,69205,69552,69993,70391,70781,71099,71399,71658,71923,72202,72560,72899,73212,73500,73785,74057,74362,74634,74887,75112,75278,75407,75578,75766,76073,76314,76580,76824,76988,77207,77417,77671,77951,78200,78393,78556,78766,78994,79254,79468,79646,79821,79997,80163,80408,80681,80938,81170,81355,81499,81674,81916,82180,82514,82837,83118,83321,83572,83967,84384,84895,85447,85924,86453,87248,88595,90333,92532,95000,97558,100040,103073,106810,112496,118074,124322,130701,137011,143042,154191,166373,187504,210051,228307,249064,272160,307214,342133,380550,425593,455529,475731,501389,536025,628289,690758,738891,773447,802690,832520,864817,895004,919876,939615,960099,975564,994277,1015495,1033364,1083622,1103219,1121481,1139787,1086483,1098290,1110567,1121265,1129418,1137311,1144748,1154133,1164346,1174476,1183196,1191283,1197969,1197772,1212157,1222461,1232370,1241579,1249104,1254643,1259503,1268170,1277082,1285301,1292781,1299750,1305734,1311556,1320379,1330995,1342280,1351710,1361680,1370440,1379425,1392422,1405566,1421796,1435768,1448586,1461656,1470546,1481203,1511588,1531630,1551598,1570591,1587348,1602275,1623168,1647233,1671995,1695597,1715381,1732801,1749000,1770374,1795558,1817625,1843078,1863375,1880117,1895689,1914764,1938880,1961044,1981387,1998901,2014552,2028020,2043185,2061416,2079216,2094537,2108012,2117659,2128733,2139530,2154919,2172295,2187511,2200063,2211139,2219043,2228872,2241017,2254742,2266604,2278053,2287281,2294900,2304435,2316269,2334360,2345156,2356642,2365484,2373235,2383412,2395359,2407720,2419692,2430624,2439636,2447877,2458811,2471023,2481957,2492007,2501574,2510058,2517185,2525905,2534852,2545751,2554405,2561865,2568373,2574203,2581518,2589877,2597439,2604827,2611404,2616540,2620999,2627377,2635180,2643350,2650858,2657087,2662465,2667026,2672176,2679407,2688494,2696819,2704914,2711234,2717292,2725064,2734519,2743680,2752776,2761005,2768461,2775310,2783915,2794932,2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Brunswick,Canada,46.5653,-66.4619,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,2,6,8,11,11,11,17,17,17,18,18,33,45,51,66,68,70,81,91,91,91,98,103,105,105,108,112,112,114,116,116,117,117,117,117,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,119,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,121,121,121,121,121,122,123,126,128,129,132,132,133,135,136,136,136,137,146,147,151,153,154,157,157,160,163,164,164,164,164,164,164,165,165,165,165,165,165,165,165,165,165,165,165,165,165,165,165,166,166,166,166,166,167,168,168,168,168,169,170,170,170,170,170,170,170,170,170,170,170,170,170,170,170,170,174,176,176,176,176,176,177,178,180,180,184,186,186,186,186,186,188,188,189,189,190,190,190,191,191,191,191,191,192,192,192,192,192,192,192,192,193,193,193,193,194,194,194,194,194,194,194,196,196,197,199,200,200,200,200,200,200,200,200,201,201,203,205,222,225,238,258,272,278,284,292,292,297,297,310,313,313,319,322,324,326,328,331,334,337,341,342,343,344,344,344,347,349,350,353,354,355,355,355,356,358,364,367,375,379,388,392,401,424,430,445,450,453,465,477,481,495,501,508,514,520,528,530,534,536,541,542,546,554,555,557,558,559,567,573,573,578,574,578,580,585,587,588,590,592,593,595,596,599,601,611,618,635,662,693,717,735,765,779,800,817,836,859,884,911,947,973,1004,1025,1057,1087,1104,1124,1151,1161,1175,1202,1218,1230,1256,1264,1288,1302,1318,1325,1337,1344,1346,1361,1375,1377,1382,1398,1400,1401,1404,1407,1411,1417,1420,1424,1424,1424,1426,1427,1428,1430,1430,1431,1435,1438,1443,1447,1453,1455,1460,1460,1460,1462,1465,1465,1470,1471,1476,1477,1484,1486,1489,1490,1498,1505,1517,1546,1559,1571,1577,1588,1601,1613,1623,1632,1641,1652,1662,1665,1679,1686,1694,1713,1722,1732,1736,1752,1760,1767,1778,1788,1797,1797,1804,1823,1839,1847,1851,1858,1882,1890,1900,1915,1933,1939,1954,1958,1969,1980,1988,1996,2002,2013,2015,2024,2040,2045,2052,2063,2073,2083,2091,2098,2113,2115,2129,2144,2153,2163,2172,2181,2191,2200,2212,2215,2227,2243,2253,2262,2265,2266,2267,2280,2283,2284,2291,2298,2299,2302,2305,2309,2311,2316,2318,2318,2319,2320,2322,2323,2324,2325,2326,2329,2332,2332,2336,2336,2337,2338,2336,2336,2336,2336,2336,2336,2336,2336,2336,2343,2345,2345,2346,2346,2346,2346,2347,2350,2350,2350,2351,2352,2354,2358,2365,2365,2383,2383,2394,2396,2409,2414,2414,2434,2439,2447,2460,2471,2490,2490,2490,2530,2543,2559,2582,2614,2614,2614,2672,2687,2697,2705,2721,2721,2721,2760,2763,2774,2784,2798,2798,2798,2798,2852,2868,2885,2909,2909,2909,3031,3066,3129,3180,3237,3237,3237,3436,3501,3577,3629,3707,3768,3850,3936,4004,4088,4187,4272,4412,4505,4580,4670,4741,4857,4987,5087,5160,5258,5367,5449,5582,5669,5735,5793,5846,5896,5965,6032,6072,6112,6163,6185,6206,6263,6332,6380,6413,6445,6476,6516,6576,6615,6666,6716,6769,6813,6865,6934,7004,7069,7129,7194,7234,7268,7350,7422,7512,7579,7669,7731,7806,7893,7988,8087,8172,8217,8263,8318,8411,8506,8603,8680,8798,8869,8938,9049,9223,9366,9492,9604,9704,9813,9973,10150,10313,10446,10554,10672,10828,11065,11322,11587,11587,11587,12226,12532,13018,13590,14272,14272,14272,16820,17566,18345,19017,19857,20278,20479,20699,20890,21249,21553,21979,22388,22768,23173,23503,24001,24489,25003,25465,25465,26391,26741,26741,27649,28045,28442,28716,28885,29113,29494,29905,30306,30602,30756,31017,31276,31597,31948,32307,32610,32876,33066,33342,33647,33968,34222,34222,34222,34222,35370,35670,36035,36417,36417,36417,37482,37769,38155,38546,38937,38937,38937,40070,40312,40654,41109,41512,41512,41512,41512,42320,42320,42320,42320,42320,42320,42320,45101,45101,45101,45101,45101,45101,45101,48197,48197,48197,48197,51854,51854,51854,51854,51854,51854,51854,55812,55812,55812,55812,55812,55812,55812,58768,58768,58768,58768,58768,58768,58768,58768,58768,58768,58768,60756,60756,60756,60756,60756,60756,60756,62148,62148,62148,62148,62148,62148,62148,63486,63486,63486,63486,63486,63486,63486,64490,64490,64490,64490,64490,64490,64490,65258,65258,65258,65258,65258,65258,65258,65812,65812,65812,65812,65812,65812,65812,66345,66345,66345,66816,66816,66816,66816,66816,66816,66816,67241,67241,67241,67241,67241,67241,67241,67725,67725,67725,67725,67725,67725,67725,68493,68493,68493,68493,68493,68493,68493,68493,68493,68493,68493,68493,68493,69537,69537,69537,69537,69537,69537,69537,70541,70541,70541,70541,70541,70541,70541,71479,71479,71479,71479,71479,71479,71479,72226,72226,72226,72226,72226,72226,72226,72968,72968,72968,72968,72968,72968,72968,73643,73643,73643,73643,73643,73643,73643,74440,74440,74440,74440,74440,74440,74440,75152,75152,75152,75152,75152,75152,75152,75741,75741,75741,75741,75741,75741,75741,76316,76316,76316,76316,76316,76316,76316,76902,76902,76902,76902,76902,76902,76902,76902,76902,76902,77460,77460,77460,77460,78056,78056,78056,78056,78056,78056,78056,78687,78687,78687,78687,78687,78687,78687,78687,78687,78687,79434,79434,79434,79434,80126,80126,80126,80126,80126,80126,80126,80126,80126,80126,80715,80715,80715,80715,80715,8071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+Newfoundland and Labrador,Canada,53.1355,-57.6604,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,3,3,3,4,6,9,24,35,35,82,102,120,135,148,152,175,183,183,195,217,226,228,232,236,239,241,242,244,244,247,252,256,256,256,256,256,256,256,256,257,258,258,258,258,258,259,259,259,259,259,259,260,260,260,260,260,260,260,260,260,260,260,260,260,260,260,260,260,260,260,260,260,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,261,262,262,262,262,262,262,262,262,262,262,262,263,264,264,265,265,266,266,266,266,266,266,266,266,266,266,266,266,267,267,267,268,268,268,268,268,268,268,268,268,268,268,268,268,268,268,268,268,268,269,269,269,269,269,269,269,269,270,270,270,270,270,270,270,271,271,271,271,271,271,272,272,272,272,272,272,272,272,272,273,273,273,274,275,275,276,277,277,277,277,277,279,282,282,283,283,283,284,287,287,287,287,287,287,288,288,289,290,291,291,291,291,291,291,291,291,291,292,294,294,296,297,297,297,298,298,299,301,303,303,305,307,308,311,316,319,321,323,324,327,331,333,337,338,339,340,340,343,347,351,351,352,353,354,355,358,358,359,359,364,367,372,380,382,382,383,384,384,384,384,387,389,390,390,390,390,390,390,391,392,392,392,392,392,393,393,393,393,394,395,395,396,396,396,396,397,398,398,398,398,398,400,404,408,408,408,408,408,410,411,412,415,416,427,457,510,610,660,686,697,704,711,755,803,863,901,926,939,954,962,972,976,980,987,989,994,997,1002,1003,1005,1006,1009,1010,1010,1011,1012,1012,1012,1012,1013,1013,1014,1014,1014,1014,1014,1014,1015,1015,1015,1015,1016,1016,1018,1019,1020,1020,1020,1020,1020,1020,1021,1022,1025,1029,1029,1030,1031,1034,1036,1039,1042,1043,1046,1048,1049,1052,1053,1056,1058,1062,1062,1066,1068,1076,1081,1099,1104,1108,1114,1120,1127,1133,1138,1141,1156,1166,1173,1179,1184,1193,1203,1209,1212,1216,1226,1230,1253,1258,1269,1273,1279,1293,1302,1309,1311,1317,1334,1340,1342,1347,1352,1354,1357,1360,1365,1368,1374,1375,1379,1381,1382,1383,1383,1383,1383,1383,1384,1384,1384,1384,1384,1384,1385,1385,1386,1386,1387,1387,1387,1400,1400,1400,1400,1402,1402,1402,1402,1407,1410,1433,1433,1433,1433,1437,1437,1437,1437,1437,1437,1437,1437,1437,1437,1437,1437,1437,1437,1440,1440,1441,1441,1443,1443,1443,1443,1443,1443,1443,1447,1447,1447,1450,1450,1456,1456,1458,1458,1458,1460,1460,1462,1462,1469,1469,1469,1478,1478,1486,1486,1491,1491,1491,1506,1511,1520,1520,1532,1532,1532,1541,1541,1551,1551,1555,1555,1555,1570,1586,1609,1609,1654,1668,1692,1717,1731,1747,1747,1788,1797,1805,1819,1824,1833,1840,1848,1848,1848,1848,1869,1873,1877,1881,1881,1881,1889,1889,1898,1898,1928,1928,1928,1964,1964,1984,1984,1992,1992,1992,1994,1994,1995,1995,2003,2003,2003,2012,2012,2019,2019,2025,2025,2025,2027,2027,2031,2031,2035,2035,2035,2038,2038,2042,2042,2048,2048,2048,2057,2057,2059,2059,2064,2064,2064,2071,2071,2076,2076,2078,2078,2078,2093,2093,2106,2106,2152,2175,2213,2240,2267,2327,2427,2512,2512,2512,2869,3063,3375,3724,4155,4597,5063,5582,6075,6554,7057,7537,7949,8316,9451,10201,10931,11617,12092,12406,12790,13032,13327,13838,14198,14522,14805,15166,15515,15811,16115,16493,16758,16966,17176,17359,17538,17786,17984,18242,18464,18574,18740,18950,19200,19443,19710,19954,20191,20365,20578,20757,21073,21307,21613,21737,21974,22220,22468,22755,23147,23443,23699,24026,24392,24781,25278,25728,26197,26529,26972,27507,28103,28783,29365,30100,30627,31070,31553,31553,32113,32113,32113,32113,33385,34607,34607,35293,35293,35293,35293,36254,37411,37411,38331,38331,38630,38630,39019,39693,39693,40336,40336,40336,40336,40336,40336,41587,42038,42038,42038,42038,42038,42761,42761,43129,43129,43129,43129,43401,43713,43713,43920,43920,43920,43920,44148,44345,44345,44529,44529,44529,44529,44741,44892,44892,45037,45037,45037,45037,45145,45145,45145,45409,45409,45409,45409,45409,45409,45409,45775,45775,45775,45775,45775,45775,46109,46183,46183,46183,46183,46183,46183,46183,46647,46647,46891,46891,46891,46891,46891,46891,46891,47353,47353,47353,47353,47353,47353,47353,47773,47773,47773,47773,47773,47773,47773,48179,48179,48179,48179,48179,48179,48179,48179,48179,48179,48179,48179,48179,48593,48593,48593,48593,48593,48593,48593,48954,48954,48954,48954,48954,48954,48954,49412,49412,49412,49412,49412,49412,49412,49748,49748,49748,49748,49748,49748,49748,50091,50091,50091,50091,50091,50091,50091,50430,50430,50430,50430,50430,50430,50430,50810,50810,50810,50810,50810,50810,50810,51111,51111,51111,51111,51111,51111,51111,51329,51329,51329,51329,51329,51329,51329,51446,51446,51446,51446,51446,51446,51446,51580,51580,51580,51580,51580,51580,51580,51580,51580,51580,51743,51743,51743,51743,51955,51955,51955,51955,51955,51955,51955,52111,52111,52111,52111,52111,52111,52111,52335,52335,52335,52335,52335,52335,52335,52552,52552,52552,52552,52552,52552,52552,52552,52552,52552,52802,52802,52802,52802,52802,52802,52802,52802,52973,52973,52973,52973,52973,52973,53150,53150,53150,53150,53150,53150,53150,53299,53299,53299,53299,53299,53299,53299,53465,53465,53465,53465,53465,53465,53465,53635,53635,53635,53635,53635,53635,53635,53785,53785,53785,53785,53914,53914,53914,53914,53914,53914,53914,53914,53914,53914,53914,53914,53914,53914,53914,53914,53914,54113,54113,54113,54113,54113,54113,54113,54113,54113,54113,54113,54113,54113,54113,54332,54332,54332,54332,54332,54332,54332,54332,54332,54332,54332,54332,54332,54332,54473,54473,54473,54473,54473,54473,54473,54473,54473,54473,54473,54473,54473,54473,54583,54583,54583,54583,54583,54583,54583,54583,54583,54583,54583,54583,54583,54583,54757,54757,54757,54757 +Northwest Territories,Canada,64.8255,-124.8457,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,2,2,4,4,4,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,8,8,9,9,9,9,9,9,10,10,10,10,10,10,10,10,10,10,10,10,10,11,11,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,20,21,21,21,22,22,23,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,25,25,28,28,30,30,31,31,31,31,31,31,31,31,31,31,31,31,32,32,32,32,32,32,32,33,34,38,38,38,38,38,38,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,43,43,43,43,43,43,43,43,43,43,43,43,43,43,43,43,45,46,48,48,48,51,51,51,51,51,51,52,59,71,85,98,99,99,99,102,112,114,115,121,121,121,121,125,126,126,127,127,127,127,127,127,127,127,127,127,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,128,129,129,129,130,130,130,130,131,131,131,131,131,133,146,202,259,259,300,329,329,329,351,358,377,395,400,400,400,452,461,475,486,499,499,499,499,522,540,563,591,591,591,647,679,695,720,749,749,749,807,834,852,882,918,918,918,970,1019,1059,1059,1143,1143,1143,1240,1305,1360,1411,1456,1456,1456,1456,1537,1580,1617,1638,1638,1638,1694,1712,1746,1763,1786,1786,1786,1826,1843,1860,1863,1863,1863,1871,1880,1886,1886,1886,1886,1886,1886,1925,1951,1951,1951,2001,2001,2021,2028,2029,2032,2032,2036,2036,2044,2055,2057,2059,2059,2059,2059,2059,2060,2063,2068,2068,2069,2069,2069,2069,2069,2069,2070,2070,2070,2071,2071,2076,2082,2082,2082,2082,2082,2083,2090,2090,2090,2090,2090,2090,2090,2090,2187,2229,2229,2229,2229,2419,2495,2652,2801,2801,2801,3107,3322,3467,3587,3741,3741,3741,4055,4234,4372,4508,4680,4680,4680,4962,5120,5295,5446,5614,5614,5614,5865,6073,6221,6363,6550,6550,6550,6846,6919,7029,7126,7343,7343,7343,7678,7776,7907,7987,8085,8085,8085,8302,8424,8495,8594,8682,8682,8682,8797,8924,9007,9080,9122,9122,9122,9231,9325,9400,9466,9514,9514,9514,9590,9666,9737,9790,9843,9843,9843,9942,10005,10106,10235,10333,10333,10333,10547,10679,10779,10877,10951,10951,10951,11004,11004,11004,11004,11004,11004,11004,11136,11136,11136,11136,11136,11136,11136,11136,11217,11217,11217,11217,11217,11217,11286,11286,11286,11286,11286,11286,11286,11373,11373,11373,11373,11373,11373,11373,11426,11426,11426,11426,11426,11426,11426,11426,11426,11426,11426,11426,11426,11426,11436,11436,11436,11436,11436,11436,11436,11457,11457,11457,11457,11457,11478,11478,11478,11478,11478,11478,11478,11495,11495,11495,11495,11495,11495,11495,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11499,11506,11506,11506,11506,11506,11506,11506,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511,11511 +Nova Scotia,Canada,44.682,-63.7443,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,5,7,12,14,15,21,28,41,51,68,73,90,110,122,127,147,173,193,207,236,262,293,310,342,373,407,428,445,474,517,549,579,606,649,675,721,737,772,827,850,865,873,900,915,935,947,959,963,971,985,991,998,1007,1008,1011,1018,1019,1020,1024,1026,1034,1037,1040,1043,1044,1045,1046,1048,1049,1050,1051,1052,1053,1055,1055,1056,1056,1057,1057,1058,1058,1058,1058,1059,1059,1060,1061,1061,1061,1061,1061,1061,1061,1061,1061,1061,1061,1061,1061,1061,1061,1061,1061,1061,1061,1061,1062,1062,1064,1064,1064,1064,1065,1065,1066,1066,1066,1066,1066,1066,1066,1067,1067,1067,1067,1067,1067,1067,1067,1067,1067,1067,1067,1067,1067,1067,1067,1069,1069,1071,1071,1071,1071,1071,1071,1071,1071,1071,1071,1071,1071,1072,1074,1074,1075,1075,1076,1077,1077,1078,1080,1080,1080,1081,1081,1083,1083,1083,1085,1085,1085,1085,1085,1085,1085,1086,1086,1086,1086,1086,1086,1086,1086,1086,1086,1086,1086,1086,1086,1086,1087,1087,1087,1087,1087,1087,1087,1087,1088,1088,1089,1089,1089,1089,1089,1089,1089,1089,1092,1092,1092,1092,1092,1092,1093,1095,1097,1097,1097,1097,1097,1097,1100,1100,1101,1102,1102,1102,1104,1109,1111,1113,1114,1118,1119,1121,1125,1128,1129,1132,1134,1134,1136,1142,1144,1146,1151,1154,1155,1160,1168,1179,1190,1227,1243,1257,1266,1280,1290,1305,1315,1332,1343,1358,1364,1368,1376,1383,1389,1393,1402,1409,1415,1420,1426,1430,1436,1442,1443,1445,1447,1454,1458,1465,1465,1465,1465,1478,1480,1483,1486,1497,1499,1501,1505,1508,1520,1523,1525,1528,1528,1533,1534,1542,1548,1550,1554,1557,1557,1561,1564,1565,1570,1570,1571,1571,1572,1576,1576,1577,1580,1580,1581,1582,1583,1584,1584,1584,1585,1586,1587,1588,1590,1590,1592,1593,1594,1597,1600,1602,1604,1608,1609,1610,1613,1616,1624,1634,1638,1641,1642,1643,1646,1649,1651,1657,1659,1659,1664,1665,1665,1665,1669,1670,1670,1672,1674,1677,1680,1682,1688,1690,1691,1696,1699,1704,1709,1711,1711,1714,1716,1719,1728,1732,1739,1741,1747,1749,1754,1756,1763,1768,1775,1781,1783,1786,1792,1800,1807,1822,1831,1856,1894,1938,1990,2053,2119,2215,2290,2360,2427,2575,2708,2854,3007,3182,3364,3591,3754,3917,4034,4152,4297,4407,4524,4610,4736,4827,4917,5000,5065,5149,5213,5286,5335,5387,5424,5457,5497,5530,5550,5567,5579,5593,5618,5633,5651,5663,5680,5694,5707,5721,5726,5736,5742,5749,5751,5759,5773,5784,5789,5791,5791,5793,5793,5798,5814,5825,5828,5831,5832,5836,5840,5842,5850,5853,5854,5861,5862,5864,5865,5866,5869,5869,5870,5870,5870,5870,5870,5873,5873,5873,5880,5880,5882,5882,5882,5883,5885,5885,5886,5887,5887,5887,5887,5893,5895,5899,5900,5900,5900,5907,5908,5911,5918,5919,5919,5919,5928,5929,5938,5946,5956,5956,5956,5973,5982,5989,5990,5999,5999,5999,6030,6031,6038,6042,6047,6054,6065,6072,6076,6090,6107,6117,6149,6178,6188,6254,6260,6294,6312,6312,6312,6367,6392,6411,6452,6486,6486,6486,6569,6598,6638,6638,6715,6715,6715,6800,6839,6864,6893,6918,6945,6961,6977,7011,7033,7059,7077,7114,7133,7155,7161,7166,7185,7208,7208,7208,7265,7272,7298,7328,7354,7354,7354,7413,7424,7462,7512,7550,7550,7550,7661,7717,7746,7746,7815,7815,7815,7913,7944,7963,7985,8012,8012,8012,8072,8100,8119,8141,8169,8169,8169,8227,8288,8322,8362,8381,8381,8381,8427,8448,8481,8532,8655,8784,8895,9009,9136,9314,9601,9995,10421,10897,11382,11904,12441,13130,13741,14310,14888,15469,16030,16616,17127,17745,18454,19638,20658,21678,21678,22520,23265,23265,23265,25925,26741,27357,28194,28736,28736,28736,30950,31445,31860,32387,33083,33083,33083,34689,35051,35543,35889,36255,36255,36255,37803,38059,38333,38728,39129,39129,39129,40454,40767,40986,41351,41716,41716,41716,42657,42815,43041,43264,43506,43506,43506,44240,44240,44351,44551,44738,44738,44738,44908,45795,46012,46374,46795,46795,46795,47089,47089,47089,47089,48471,48471,48471,48471,48471,48471,48471,48471,48471,48471,51359,51359,51359,51359,54812,54812,54812,54812,54812,54812,54812,59000,59000,59000,59000,59000,59000,59000,59000,65991,65991,65991,65991,65991,72903,72903,72903,72903,72903,72903,72903,72903,80411,80411,80411,80411,80411,80411,80411,85847,85847,85847,85847,85847,85847,85847,89262,89262,89262,89262,89262,89262,89262,92380,92380,92380,92380,92380,92380,92380,94893,94893,94893,94893,94893,94893,94893,96477,96477,96477,96477,96477,96477,96477,98040,98040,98040,98040,98040,98040,98040,99514,101990,101990,101990,101990,101990,101990,101990,103561,103561,103561,103561,103561,103561,103561,105032,105032,105032,105032,105032,105032,105032,106707,106707,106707,106707,106707,106707,106707,106707,106707,106707,106707,106707,106707,108125,108125,108125,108125,108125,108125,108125,111769,111769,111769,111769,111769,111769,111769,113669,113669,113669,113669,113669,113669,113669,115417,115417,115417,115417,115417,115417,115417,117142,117142,117142,117142,117142,117142,117142,118671,118671,118671,118671,118671,118671,118671,120055,120055,120055,120055,120055,120055,120055,121380,121380,121380,121380,121380,121380,121380,122458,122458,122458,122458,122458,122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Princess,0.0,0.0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,61,61,64,135,135,175,175,218,285,355,454,542,621,634,634,634,691,691,691,705,705,705,705,705,705,706,706,706,706,706,706,706,706,706,706,706,706,706,706,706,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712,712 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Salvador,13.7942,-88.8965,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,3,3,3,5,9,13,13,19,24,30,32,32,41,46,56,62,69,78,93,103,117,118,125,137,149,159,164,177,190,201,218,225,237,250,274,274,298,323,345,377,395,424,446,490,555,587,633,695,742,784,889,958,998,1037,1112,1210,1265,1338,1413,1498,1571,1640,1725,1819,1915,1983,2042,2109,2194,2278,2395,2517,2582,2653,2705,2781,2849,2934,3015,3104,3191,3274,3373,3481,3603,3720,3826,3941,4066,4200,4329,4475,4626,4808,4973,5150,5336,5517,5727,5934,6173,6438,6736,7000,7267,7507,7777,8027,8307,8566,8844,9142,9391,9674,9978,10303,10645,10957,11207,11508,11846,12207,12582,12975,13377,13792,14221,14630,15035,15446,15841,16230,16632,17050,17448,17843,18262,18701,19126,19544,19978,20423,20872,21269,21644,21993,22314,22619,22912,23193,23462,23717,23964,24200,24420,24622,24811,24986,25140,25284,25415,25537,25635,25729,25820,25904,26000,26099,26206,26308,26413,26511,26602,26688,26773,26851,26928,27009,27088,27163,27249,27346,27428,27553,27798,27954,28201,28415,28630,28722,28630,28809,28981,29077,29175,29269,29358,29450,29539,29634,29737,29842,29951,30070,30196,30335,30480,30766,31061,31265,31456,31666,31826,31975,32120,32262,32421,32585,32752,32925,33090,33264,33445,33631,33826,34015,34214,34404,34577,34782,34966,35145,35326,35509,35684,35862,36030,36195,36358,36516,36669,36819,36965,37109,37250,37404,37562,37719,37884,38058,38228,38405,38586,38758,38941,39130,39327,39515,39718,39930,40131,40345,40551,40741,40946,41163,41394,41631,41880,42132,42397,42641,42914,43195,43477,43772,44058,44328,44619,44892,44892,45157,45415,45684,45960,46242,46515,46803,46803,47087,47355,47645,47948,48255,48574,48905,49224,49539,49859,50157,50467,50784,51107,51437,51772,52094,52388,52672,52949,53218,53479,53738,53989,54241,54488,54723,54966,55195,55416,55623,55821,56025,56237,56442,56653,56859,57046,57229,57428,57638,57839,58023,58200,58374,58546,58728,58903,59071,59235,59396,59555,59712,59866,60021,60181,60337,60491,60640,60800,60952,61101,61251,61398,61539,61677,61814,61947,62086,62229,62377,62531,62691,62853,63017,63188,63344,63490,63631,63766,63900,64039,64168,64298,64431,64573,64726,64875,65030,65180,65337,65491,65491,65491,65491,65491,65491,66489,66489,66816,66956,67099,67249,67404,67557,67557,67851,68007,68161,68318,68468,68468,68468,68922,68922,69198,69198,69198,69198,69727,69727,69997,69997,70255,70255,70380,70380,70380,70915,70915,70915,71330,71479,71479,71479,71479,71479,72220,72220,72220,72220,72821,72821,72821,73246,73246,73246,73702,73702,73702,74141,74141,74141,74141,74141,74983,74983,75351,75351,75351,75351,75351,76297,76495,76495,76697,76697,77100,77484,77484,77484,77484,77484,77484,78572,78766,78766,78766,78766,78766,79790,79790,80235,80235,80235,80932,80932,80932,81644,81644,82130,82363,82605,82852,82852,82852,82852,82852,84144,84144,84691,84691,84691,84691,85779,86059,86059,86620,86620,86620,87498,87498,87498,88371,88371,88371,88371,88371,88371,90129,90129,90129,90129,90129,90129,90129,92135,92416,92686,92686,92686,92686,92686,94060,94060,94060,94060,94060,94060,94060,96067,96067,96067,96067,96067,96067,96067,96067,98122,98122,98122,98122,99701,99701,99701,99701,99701,99701,99701,102024,102024,102024,102024,102024,102024,102024,104348,104348,104348,104348,104348,104348,104348,104348,104348,107335,107664,107664,107664,107664,107664,107664,107664,109881,110188,110188,110188,110188,110188,110188,110188,112290,112290,112290,112290,113422,113422,113422,113422,113422,113422,113422,113422,113422,113422,113422,116258,116258,116258,116258,117350,117350,117544,117722,117884,118041,118041,118041,118041,118041,118041,118041,118041,118041,118041,118041,118041,118919,119803,119803,119803,119803,119803,119803,119803,119803,119803,119803,119803,119803,119803,119803,121127,121200,121267,121267,121384,121437,121484,121530,121530,121623,121623,121661,121741,121741,121741,121741,121741,121741,121945,121945,121945,121945,122063,122063,122063,122063,122234,122234,122469,122628,122628,123025,123025,123577,123577,123577,123577,123577,123577,123577,127012,127012,127012,127012,127012,127012,127012,127012,133262,134155,135109,135109,135109,135109,135109,135109,135109,135109,135109,135109,135109,135109,135109,135109,147786,147786,147786,147786,147786,147786,147786,147786,147786,147786,147786,147786,147786,147786,156364,156364,156364,156364,156364,156364,156364,156364,156364,156364,156364,156364,156364,156364,156364,156364,156364,160305,160942,161052,161052,161052,161052,161052,161052,161052,161052,161052,161052,161052,161052,161052,161052,161052,161570,161570,161570,161570,161570,161570,161945,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162089,162755,162755,162755,162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+,Equatorial Guinea,1.6508,10.2679,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,4,6,6,6,6,9,9,9,12,12,12,12,12,12,15,15,16,16,16,16,16,18,18,18,18,21,21,41,51,51,79,79,79,79,83,84,84,214,258,258,258,315,315,315,315,315,315,315,315,439,439,439,439,439,439,439,522,583,594,594,594,719,825,890,903,960,960,960,1043,1043,1043,1043,1306,1306,1306,1306,1306,1306,1306,1306,1306,1306,1306,1306,1306,1306,1306,1306,1306,1306,1664,1664,1664,1664,1664,1664,1664,1664,1664,2001,2001,2001,2001,2001,2001,2001,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,3071,4821,4821,4821,4821,4821,4821,4821,4821,4821,4821,4821,4821,4821,4821,4821,4821,4821,4821,4821,4892,4892,4926,4926,4926,4926,4926,4928,4928,4941,4941,4941,4941,4965,4965,4965,4972,4972,4972,4985,4985,4990,4990,4996,4996,4996,5000,5000,5000,5002,5002,5002,5002,5002,5018,5018,5018,5018,5028,5028,5028,5030,5030,5045,5045,5045,5045,5045,5052,5052,5062,5063,5063,5063,5066,5066,5068,5068,5068,5070,5070,5070,5074,5074,5074,5074,5079,5079,5079,5083,5083,5083,5083,5088,5088,5089,5089,5089,5092,5092,5092,5092,5092,5102,5102,5104,5104,5104,5104,5104,5121,5121,5121,5121,5130,5130,5137,5137,5137,5146,5146,5153,5153,5153,5156,5156,5159,5159,5159,5159,5166,5166,5183,5183,5183,5185,5185,5185,5195,5195,5214,5214,5214,5214,5231,5231,5236,5236,5236,5236,5248,5248,5248,5264,5277,5277,5277,5277,5279,5279,5286,5286,5289,5289,5289,5296,5296,5316,5316,5316,5356,5356,5365,5365,5365,5365,5401,5401,5401,5454,5454,5492,5492,5516,5516,5516,5534,5534,5534,5534,5578,5578,5578,5614,5614,5658,5663,5663,5694,5694,5694,5694,5694,5747,5747,5798,5798,5798,5852,5852,5852,5957,6005,6005,6095,6095,6210,6210,6210,6329,6329,6371,6371,6371,6456,6456,6562,6562,6562,6603,6603,6666,6666,6736,6736,6780,6780,6851,6851,6851,6902,6902,6914,6914,6914,7008,7008,7008,7008,7059,7059,7059,7059,7059,7219,7219,7219,7219,7259,7259,7259,7259,7259,7259,7505,7505,7505,7559,7559,7559,7559,7559,7559,7694,7694,7694,7694,7694,7694,7694,7694,7694,7694,7694,7694,7694,7694,7694,7694,7694,7694,7694,7694,7694,8436,8436,8436,8436,8476,8476,8476,8476,8476,8529,8529,8529,8572,8572,8572,8572,8626,8626,8626,8640,8640,8640,8640,8650,8650,8662,8662,8662,8680,8698,8698,8698,8708,8708,8708,8712,8712,8723,8723,8723,8734,8734,8742,8742,8759,8759,8759,8775,8775,8790,8790,8790,8790,8815,8815,8828,8828,8828,8828,8828,8828,8848,8848,8848,8863,8863,8863,8863,8880,8880,8880,8880,8880,8880,8911,8911,8928,8928,8940,8940,8951,8951,8951,8951,8951,8951,8972,8972,8972,8972,9010,9010,9049,9049,9049,9049,9096,9173,9173,9173,9173,9326,9326,9477,9477,9477,9760,9760,9760,9939,9939,9939,10284,10284,10498,10498,10498,10498,10792,11063,11063,11063,11063,11063,11544,11544,11806,11806,11806,11806,11806,11806,12214,12362,12362,12362,12362,12532,12532,12532,12657,12657,12657,12657,12786,12786,12840,12840,12840,12840,12840,13020,13020,13097,13097,13097,13166,13166,13166,13236,13236,13236,13304,13368,13368,13368,13377,13377,13407,13407,13407,13407,13459,13459,13459,13485,13485,13485,13485,13485,13519,13519,13519,13525,13538,13538,13538,13547,13547,13547,13579,13579,13579,13579,13592,13592,13599,13599,13599,13599,13599,13599,13599,13599,13612,13612,13612,13612,13612,13617,13617,13618,13618,13618,13618,13618,13618,13623,13623,13630,13630,13630,13637,13637,13710,13710,13710,13710,13710,13710,13876,13876,14401,14401,14401,14871,14871,14871,14871,15319,15319,15319,15492,15492,15558,15558,15558,15690,15690,15732,15732,15774,15774,15802,15802,15802,15802,15828,15828,15828,15845,15845,15845,15850,15850,15850,15853,15853,15859,15859,15859,15869,15869,15870,15870,15870,15870,15874,15874,15874,15877,15877,15877,15877,15884,15884,15885,15885,15885,15889,15889,15894,15894,15894,15894,15894,15895,15895,15898,15898,15898,15899,15899,15899,15899,15899,15902,15999,15999,15999,15999,15999,16000,16000,16000,16000,16000,16000,16000,16000,16000,16001,16001,16001,16001,16001,15904,15904,15906,15906,15906,15906,15906,15906,15907,15907,15907,15907,15907,15907,15907,15907,15907,15907,15907,15907,15907,15907,15908,15908,15910,15910,15910,15910,15910,15910,15910,15910,15910,15910,15910,15910,15910,15910,15910,15910,15910,15910,15910,15910,15910,15914,15915,15915,15915,15921,15921,15923,15923,15923,15924,15924,15924,15927,15931,15933,15937,15937,15937,15945,15945,15945,15945,15951,15951,15951,15951,15955,15962,15962,15995,15995,15995,15995,16034,16034,16034,16087,16087,16087,16114,16191,16191,16191,16383,16383,16383,16467,16504,16504,16504,16584,16584,16584,16621,16621,16654,16654,16654,16654,16654,16704,16704,16708,16708,16723,16723,16723,16741,16741,16741,16741,16771,16776,16776,16785,16789,16789,16795,16892,16892,16892,16898,16898,16914,16914,16917,16917,16917,16920,16937,16938,16938,16945,16945,16945,16946,16950,16956,16956,16957,16957,16957,16957,16962,16964,16964,16965,16965,16965,16965,16970,16990,16991,16991,16991,16991,16991,16994,17006,17006,17009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Barthelemy,France,17.9,-62.8333,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,3,3,3,3,3,1,1,1,1,1,1,1,3,3,3,3,3,3,3,3,3,3,3,3,5,5,5,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,7,7,7,7,8,8,8,8,9,9,9,9,9,9,9,13,13,13,13,13,13,13,13,13,16,16,16,16,16,16,16,16,17,17,17,18,18,18,18,18,18,18,18,18,18,18,18,21,21,21,21,21,23,23,23,23,23,23,23,23,45,45,45,48,48,48,48,48,48,62,62,62,62,62,62,62,62,65,65,65,65,65,67,72,72,72,72,72,72,77,77,77,83,83,83,83,83,89,89,89,89,89,90,90,90,90,90,90,90,90,109,109,109,109,109,109,127,127,127,127,127,127,127,127,127,127,127,127,152,152,152,152,152,152,152,164,164,164,164,164,164,164,172,172,172,172,172,182,182,182,182,182,182,182,189,189,189,189,189,190,190,190,190,191,191,191,191,191,191,191,224,224,224,224,224,224,224,281,281,281,281,376,376,376,376,376,376,376,376,379,379,379,379,379,379,379,379,379,425,425,425,425,425,475,475,475,475,475,475,475,475,475,533,533,533,533,612,612,612,612,612,612,612,671,671,671,671,671,671,671,671,725,725,725,725,725,725,725,776,776,776,776,776,776,776,857,857,857,857,857,857,910,910,910,910,910,910,910,928,928,928,928,928,928,928,928,954,954,954,954,954,954,954,976,976,976,976,976,976,976,988,988,988,988,988,988,994,994,994,994,994,994,994,994,1010,1010,1010,1010,1010,1010,1010,1016,1016,1016,1016,1016,1016,1016,1023,1023,1023,1023,1023,1023,1023,1029,1029,1029,1029,1029,1029,1029,1032,1032,1032,1032,1032,1032,1032,1040,1040,1040,1040,1040,1040,1040,1043,1043,1043,1043,1043,1043,1043,1046,1046,1046,1046,1046,1046,1046,1052,1052,1052,1052,1052,1052,1057,1057,1057,1057,1057,1057,1057,1065,1065,1065,1065,1065,1065,1065,1221,1335,1335,1335,1335,1335,1335,1389,1399,1399,1453,1453,1453,1453,1453,1479,1479,1532,1532,1532,1532,1553,1553,1553,1553,1553,1553,1553,1592,1592,1592,1592,1592,1592,1592,1592,1592,1593,1593,1607,1607,1607,1607,1607,1607,1613,1613,1613,1613,1613,1613,1624,1624,1624,1624,1624,1624,1624,1624,1624,1634,1634,1634,1634,1634,1634,1634,1649,1649,1649,1649,1649,1649,1649,1658,1658,1658,1658,1658,1658,1659,1659,1659,1659,1659,1659,1659,1659,1659,1659,1659,1659,1659,1659,1659,1659,1660,1660,1660,1660,1660,1661,1661,1661,1661,1661,1661,1661,1661,1661,1661,1661,1661,1661,1666,1666,1666,1666,1666,1666,1666,1666,1672,1672,1672,1672,1672,1672,1674,1674,1674,1674,1674,1674,1674,1683,1683,1683,1683,1683,1683,1683,1683,1692,1692,1692,1692,1692,1692,1725,1726,1726,1895,1895,1895,1895,1895,1955,1955,2363,2363,2363,2363,2363,2390,2390,2927,2927,2927,2927,2952,2952,2952,3282,3282,3282,3282,3282,3282,3282,3435,3435,3435,3435,3435,3435,3435,3435,3435,3435,3435,3435,3435,3435,3687,3687,3687,3687,3687,3687,3687,3735,3735,3735,3735,3735,3735,3735,3758,3758,3758,3758,3758,3758,3758,3780,3780,3780,3780,3780,3780,3780,3780,3780,3780,3780,3780,3780,3780,3780,3780,3780,3780,3805,3805,3805,3805,3805,3805,3805,3883,3883,3883,4150,4150,4150,4150,4150,4150,4150,4313,4313,4313,4313,4313,4313,4313,4432,4432,4432,4432,4432,4432,4432,4432,4432,4432,4432,4443,4443,4443,4544,4544,4544,4544,4544,4544,4544,4575,4575,4575,4575,4575,4575,4575,4611,4611,4611,4611,4611,4611,4611,4611,4611,4611,4611,4630,4630,4630,4630,4630,4630,4630,4630,4630,4630,4630,4630,4630,4630,4630,4630,4630,4630,4630,4630,4630,4630,4646,4646,4646,4646,4646,4646,4646,4671,4671,4671,4671,4671,4671,4671,4697,4697,4697,4697,4697,4697,4697,4740,4740,4740,4740,4740,4740,4740,4845,4845,4845,4845,4845,4845,4845,4954,4954,4954,4954,4954,4954,4954,5055,5055,5055,5055,5055,5055,5055,5138,5138,5138,5138,5138,5138,5138,5138,5138,5138,5138,5138,5138,5177,5208,5208,5208,5208,5208,5208,5208,5208,5208,5208,5208,5208,5208,5208,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5263,5285,5285,5285,5285,5285,5285,5285,5285,5285,5285,5285,5285,5285,5285,5302,5302,5302,5302,5302,5302,5302,5302,5302,5302,5302,5302,5302,5302,5323,5323,5323,5323,5323,5323,5323,5323,5323,5323,5323,5323,5323,5323,5323,5323,5323,5323,5323,5323,5323,5336,5336,5336,5336,5336,5336,5336,5336,5336,5336,5336,5336,5336,5336,5348,5348,5348,5348,5348,5348,5348,5348,5348,5348,5348,5348,5348,5382,5382,5382,5382,5382,5382,5382,5382,5382,5382,5382,5382,5382,5382,5382,5382,5382,5382,5382,5382,5382,5382,5402,5402,5402,5402,5402,5402,5402,5418,5418,5418,5418,5418,5418,5418,5418,5418,5418,5418,5418,5418,5418,5420,5420,5420,5420,5420,5420,5420,5420,5420,5420,5420,5420,5420,5420,5431,5431,5431,5431,5431,5431,5431,5431,5431,5431,5431,5431,5431,5431,5431,5439,5439,5439,5439,5439,5439,5439,5439,5439,5439,5439,5439,5439,5439,5441,5441 +Saint Pierre and Miquelon,France,46.8852,-56.3159,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,6,9,9,9,10,10,11,11,11,11,11,11,11,11,11,11,11,12,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,14,14,14,14,14,14,14,14,14,14,14,14,14,15,15,15,15,15,15,15,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,23,23,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,28,28,28,28,28,28,28,28,28,28,28,28,28,28,28,28,28,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,33,33,33,33,34,34,34,44,50,54,59,61,61,61,67,70,84,85,86,86,86,88,91,91,91,94,94,94,95,96,96,96,96,96,96,96,96,96,96,98,98,98,98,98,98,100,100,100,100,100,100,113,113,113,113,113,113,268,316,354,385,415,415,494,524,553,598,630,652,681,696,774,774,813,839,856,875,891,934,946,953,964,976,976,985,997,1002,1009,1020,1030,1033,1033,1040,1042,1047,1047,1047,1058,1063,1063,1063,1070,1070,1070,1070,1070,1087,1087,1087,1102,1102,1102,1125,1125,1220,1256,1316,1316,1316,1316,1554,1554,1693,1693,1693,1693,1693,1781,1781,1930,1930,1930,1930,1930,1930,1957,1957,2236,2236,2236,2236,2236,2236,2236,2418,2509,2509,2509,2509,2537,2537,2537,2537,2537,2537,2537,2537,2537,2641,2641,2641,2641,2641,2641,2641,2701,2701,2701,2701,2701,2701,2727,2727,2727,2727,2727,2739,2739,2739,2739,2739,2739,2739,2739,2739,2739,2748,2748,2748,2748,2748,2748,2748,2748,2748,2748,2748,2748,2748,2748,2748,2748,2748,2748,2762,2765,2765,2765,2765,2765,2765,2765,2765,2765,2767,2767,2767,2767,2767,2767,2767,2767,2767,2767,2767,2767,2779,2779,2779,2779,2779,2779,2779,2779,2779,2857,2857,2857,2857,2857,2970,2970,2970,2970,2970,2970,2970,2970,2970,3026,3026,3026,3026,3026,3026,3083,3083,3083,3083,3083,3083,3083,3112,3112,3112,3112,3112,3112,3112,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3131,3166,3166,3166,3166,3166,3166,3166,3188,3188,3188,3188,3188,3188,3188,3188,3188,3188,3188,3188,3188,3188,3188,3188,3188,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3231,3233,3233,3233,3233,3233,3233,3233,3248,3248,3248,3248,3248,3248,3250,3250,3282,3282,3282,3282,3282,3282,3282,3306,3306,3306,3306,3306,3306,3306,3306,3306,3306,3306,3306,3306,3306,3306,3349,3349,3349,3349,3349,3349,3349,3349,3349,3349,3349,3349,3349,3349,3349,3349,3349,3349,3349,3349,3368,3368,3368,3368,3368,3368,3368,3411,3411,3411,3411,3411,3411,3411,3411,3411,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452,3452 +St Martin,France,18.0708,-63.0501,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,2,2,2,2,2,2,2,2,2,3,4,4,4,8,5,8,8,11,11,12,12,12,18,18,21,22,22,24,29,31,31,31,32,32,33,33,33,35,35,35,35,37,37,37,37,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,39,39,39,39,39,39,39,39,39,39,39,39,39,39,39,39,40,40,40,40,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,42,42,42,42,42,42,42,42,42,42,42,42,42,43,43,43,43,43,44,44,44,44,44,44,44,44,44,44,44,44,44,46,46,46,46,46,46,46,46,49,49,49,49,53,53,53,53,53,53,53,53,53,53,53,78,78,84,84,92,92,109,109,109,121,121,121,121,176,176,176,176,198,198,198,213,213,213,213,213,239,239,239,239,239,239,239,256,256,256,256,256,330,330,330,330,330,330,330,330,367,367,367,383,383,383,383,383,383,412,412,412,412,412,412,412,412,466,466,466,466,466,501,531,531,531,531,531,531,538,538,538,542,542,542,566,566,591,591,591,591,591,604,604,604,604,604,604,604,604,655,655,655,655,655,655,690,690,690,690,690,690,690,690,690,690,690,690,744,744,744,744,744,744,744,838,838,838,838,838,838,838,899,899,899,899,899,948,948,948,948,948,948,948,986,986,986,986,986,995,995,995,995,1002,1002,1002,1002,1002,1002,1002,1046,1046,1046,1046,1046,1046,1046,1117,1117,1117,1117,1191,1191,1191,1191,1191,1191,1191,1191,1289,1289,1289,1289,1289,1289,1289,1289,1289,1377,1377,1377,1377,1377,1456,1456,1456,1456,1456,1456,1456,1456,1456,1519,1519,1519,1519,1554,1554,1554,1554,1554,1554,1554,1581,1581,1581,1581,1581,1581,1581,1581,1612,1612,1612,1612,1612,1612,1612,1633,1633,1633,1633,1633,1633,1633,1657,1657,1657,1657,1657,1657,1687,1687,1687,1687,1687,1687,1687,1703,1703,1703,1703,1703,1703,1703,1703,1710,1710,1710,1710,1710,1710,1710,1728,1728,1728,1728,1728,1728,1728,1749,1749,1749,1749,1749,1749,1777,1777,1777,1777,1777,1777,1777,1777,1839,1839,1839,1839,1839,1839,1839,1895,1895,1895,1895,1895,1895,1895,2009,2009,2009,2009,2009,2009,2009,2113,2113,2113,2113,2113,2113,2113,2228,2228,2228,2228,2228,2228,2228,2314,2314,2314,2314,2314,2314,2314,2367,2367,2367,2367,2367,2367,2367,2420,2420,2420,2420,2420,2420,2420,2472,2472,2472,2472,2472,2472,2523,2523,2523,2523,2523,2523,2523,2579,2579,2579,2579,2579,2579,2579,2641,2641,2641,2707,2707,2707,2707,2755,2755,2755,2872,2872,2872,2872,2872,2943,2943,3092,3092,3092,3092,3147,3147,3147,3147,3147,3147,3147,3356,3356,3356,3356,3356,3356,3356,3356,3356,3363,3363,3544,3544,3544,3544,3544,3544,3659,3659,3659,3659,3659,3659,3740,3740,3740,3740,3740,3740,3740,3740,3740,3795,3795,3795,3795,3795,3795,3819,3819,3819,3819,3819,3819,3819,3819,3878,3878,3878,3878,3878,3878,3888,3888,3888,3888,3888,3888,3888,3920,3920,3920,3920,3920,3920,3920,3920,3920,3941,3941,3941,3941,3941,3975,3975,3975,3975,3975,3975,3993,3993,3993,3993,3993,3993,3993,4013,4013,4013,4013,4013,4013,4013,4013,4031,4031,4031,4031,4031,4031,4040,4040,4040,4040,4040,4040,4040,4059,4059,4059,4059,4059,4059,4059,4059,4075,4075,4075,4075,4075,4075,4118,4118,4118,4250,4250,4250,4250,4250,4250,4250,5148,5148,5148,5148,5148,5351,5351,7713,7713,7713,7713,7713,7713,7713,9143,9143,9143,9143,9143,9143,9143,9439,9439,9439,9439,9439,9439,9439,9439,9439,9439,9439,9439,9439,9439,9774,9774,9774,9774,9774,9774,9774,9827,9827,9827,9827,9827,9827,9827,9877,9877,9877,9877,9877,9877,9877,9912,9912,9912,9912,9912,9912,9912,9912,9912,9912,9912,9912,9912,9912,9912,9912,9912,9912,9939,9939,9939,9939,9939,9939,9939,9988,9988,9988,10107,10107,10107,10107,10107,10107,10107,10176,10176,10176,10176,10176,10176,10176,10279,10279,10279,10279,10279,10279,10279,10279,10279,10279,10279,10316,10316,10316,10462,10462,10462,10462,10462,10462,10462,10537,10537,10537,10537,10537,10537,10537,10602,10602,10602,10602,10602,10602,10602,10602,10602,10602,10602,10668,10668,10668,10668,10668,10668,10668,10668,10668,10688,10688,10688,10688,10688,10688,10726,10726,10726,10726,10726,10726,10726,10800,10800,10800,10800,10800,10800,10800,10875,10875,10875,10875,10875,10875,10875,10952,10952,10952,10952,10952,10952,10952,11061,11061,11061,11061,11061,11061,11061,11224,11224,11224,11224,11224,11224,11224,11410,11410,11410,11410,11410,11410,11410,11535,11535,11535,11535,11535,11535,11535,11667,11667,11667,11667,11667,11667,11667,11667,11667,11667,11667,11667,11667,11774,11857,11857,11857,11857,11857,11857,11857,11857,11857,11857,11857,11857,11857,11857,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11941,11978,11978,11978,11978,11978,11978,11978,11978,11978,11978,11978,11978,11978,11978,11992,11992,11992,11992,11992,11992,11992,11992,11992,11992,11992,11992,11992,11992,12026,12026,12026,12026,12026,12026,12026,12026,12026,12026,12026,12026,12026,12026,12026,12026,12026,12026,12026,12026,12026,12034,12034,12034,12034,12034,12034,12034,12034,12034,12034,12034,12034,12034,12034,12058,12058,12058,12058,12058,12058,12058,12058,12058,12058,12058,12058,12058,12104,12104,12104,12104,12104,12104,12104,12104,12104,1210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+"Bonaire, Sint Eustatius and Saba",Netherlands,12.1784,-68.2385,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,2,2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,5,5,5,5,5,5,5,5,5,5,5,5,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,9,9,10,10,10,10,10,10,10,11,11,11,11,11,11,11,11,11,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,14,15,15,15,16,16,18,18,18,18,18,21,21,25,25,25,25,25,25,28,32,36,36,36,36,54,69,69,85,85,85,88,106,121,121,121,124,124,124,141,141,141,148,148,148,148,148,150,150,150,150,150,150,150,150,150,150,150,150,150,150,150,153,153,153,153,153,153,153,153,154,154,154,154,154,154,155,155,155,155,155,157,157,157,158,158,158,161,161,161,161,161,161,162,162,162,162,164,164,164,164,164,169,172,172,172,175,175,175,177,177,177,177,179,179,179,179,182,182,182,182,182,182,182,186,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,196,1556,1558,1559,1559,1560,1560,1567,1573,1577,1580,1581,1582,1583,1583,1590,1591,1594,1597,1599,1604,1605,1606,1607,1608,1609,1609,1610,1610,1610,1612,1612,1612,1613,1614,1615,1615,1615,1615,1616,1616,1616,1616,1617,1618,1619,1619,1619,1623,1627,1629,1629,1630,1632,1633,1634,1634,1635,1636,1639,1640,1640,1646,1649,1650,1651,1651,1651,1652,1652,1652,1654,1656,1658,1659,1660,1661,1661,1661,1664,1668,1672,1672,1683,1683,1690,1691,1692,1693,1693,1697,1703,1705,1707,1707,1710,1710,1710,1710,1713,1715,1720,1724,1725,1729,1737,1738,1741,1741,1754,1756,1756,1759,1765,1767,1768,1774,1776,1779,1780,1783,1785,1786,1787,1791,1791,1793,1800,1808,1819,1837,1850,1863,1885,1895,1908,1928,1932,1932,1945,1949,1956,1962,1969,1972,1974,1980,1988,1998,2003,2010,2019,2045,2068,2083,2096,2116,2126,2141,2157,2168,2184,2204,2217,2217,2235,2257,2274,2290,2306,2312,2325,2335,2341,2353,2365,2373,2379,2383,2388,2390,2402,2407,2411,2417,2432,2435,2444,2455,2455,2468,2485,2494,2501,2511,2522,2546,2584,2597,2616,2628,2633,2633,2643,2660,2679,2698,2714,2714,2763,2802,2825,2858,2869,2889,2905,2938,2970,2997,3026,3026,3040,3057,3073,3073,3109,3119,3129,3138,3138,3156,3162,3175,3179,3193,3204,3213,3218,3236,3245,3254,3272,3277,3288,3304,3336,3368,3406,3429,3488,3531,3664,3918,4081,4296,4395,4395,4651,4755,4908,5064,5325,5438,5561,5649,5716,5824,5946,6180,6280,6419,6507,6570,6685,6829,6876,6922,6957,7001,7077,7103,7123,7155,7184,7209,7237,7271,7314,7347,7367,7393,7406,7424,7444,7455,7472,7489,7508,7514,7528,7542,7552,7566,7572,7572,7572,7582,7593,7599,7610,7616,7616,7616,7622,7633,7633,7633,7633,7633,7633,7653,7739,7739,7739,7739,7739,7739,8039,8039,8039,8039,8039,8136,8150,8189,8475,8515,8540,8574,8574,8574,8851,8860,8883,8883,8992,8992,8992,9000,9341,9346,9349,9349,9349,9349,9384,9561,9591,9591,9592,9592,9592,9711,9713,9745,9745,9745,9745,9745,9745,9801,9834,9834,9834,9834,9834,9902,9902,9943,9943,9943,9943,9943,9986,9986,10018,10018,10018,10018,10018,10044,10044,10076,10076,10076,10076,10076,10091,10091,10123,10123,10123,10123,10123,10170,10170,10194,10194,10194,10194,10194,10219,10219,10249,10249,10249,10249,10249,10249,10288,10320,10320,10320,10320,10320,10320,10373,10405,10405,10405,10405,10405,10405,10478,10478,10515,10523,10523,10523,10523,10523,10555,10567,10567,10567,10567,10567,10567,10738,10738,10738,10738,10738,10738,10738,10834,10834,10834,10834,10834,10834,10834,10897,10897,10897,10897,10897,10897,10897,10999,10999,10999,10999,10999,10999,10999,11091,11091,11091,11091,11091,11091,11091,11173,11173,11173,11173,11173,11173,11173,11230,11230,11230,11230,11230,11230,11230,11279,11279,11279,11279,11279,11279,11279,11282,11306,11306,11306,11306,11306,11306,11323,11323,11323,11323,11323,11323,11323,11345,11345,11345,11345,11345,11345,11345,11366,11366,11366,11366,11366,11366,11366,11395,11395,11395,11395,11395,11395,11395,11427,11427,11427,11427,11427,11427,11427,11450,11450,11450,11450,11450,11450,11450,11467,11467,11467,11467,11467,11467,11467,11467,11490,11490,11490,11490,11490,11490,11516,11516,11516,11516,11516,11516,11516,11544,11544,11544,11544,11544,11544,11544,11555,11555,11555,11555,11555,11555,11555,11596,11596,11596,11596,11596,11596,11596,11661,11661,11661,11661,11661,11661,11661,11716,11716,11716,11716,11716,11716,11716,11716,11716,11716,11716,11716,11716,11716,11716,11764,11764,11764,11764,11764,11764,11764,11776,11776,11776,11776,11776,11776,11779,11779,11779,11779,11779,11779,11779,11783,11783,11783,11783,11783,11783,11783,11794,11794,11794,11794,11794,11794,11794,11794,11797,11797,11797,11797,11797,11797,11797,11797,11797,11797,11797,11797,11797,11797,11797,11797,11797,11797,11797,11797,11804,11804,11804,11804,11804,11804,11804,11804,11804 +Curacao,Netherlands,12.1696,-68.99,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,3,3,3,3,3,3,4,6,6,6,8,8,8,11,11,11,11,11,11,11,13,13,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,17,17,18,18,18,18,18,19,19,19,20,21,21,21,21,21,21,21,22,22,22,22,22,22,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,25,25,25,25,25,25,26,26,28,28,28,28,28,28,28,29,29,29,29,29,29,29,29,29,29,29,29,29,31,31,31,31,32,32,32,32,32,33,34,36,36,36,36,37,39,39,47,49,53,55,62,62,67,68,71,75,78,78,88,92,102,107,116,131,135,145,157,161,169,192,210,228,247,268,282,291,301,315,329,337,360,364,370,392,399,411,429,452,462,476,505,532,549,571,583,585,619,645,673,698,715,744,751,759,785,804,818,837,858,873,884,907,944,958,970,987,995,1000,1021,1030,1053,1077,1097,1102,1131,1182,1215,1261,1307,1340,1374,1415,1482,1561,1620,1682,1749,1773,1827,1929,2046,2157,2258,2364,2379,2503,2658,2740,2890,3011,3136,3174,3246,3325,3404,3501,3576,3624,3661,3699,3767,3823,3881,3920,3947,3974,4006,4051,4099,4138,4140,4144,4151,4179,4230,4260,4289,4294,4317,4323,4342,4378,4405,4422,4445,4458,4464,4469,4488,4498,4505,4514,4514,4523,4527,4535,4537,4543,4543,4548,4548,4558,4567,4574,4579,4582,4585,4585,4591,4595,4597,4600,4605,4613,4613,4620,4628,4633,4643,4643,4650,4652,4655,4658,4666,4675,4681,4681,4694,4696,4705,4708,4717,4727,4730,4731,4736,4740,4751,4769,4790,4807,4813,4830,4862,4915,4960,5051,5110,5138,5238,5380,5520,5676,5839,5997,6041,6174,6424,6648,7057,7335,7558,7740,7898,8404,8834,9171,9635,9890,10066,10185,10185,10632,10909,11180,11355,11385,11430,11581,11674,11769,11837,11882,11903,11903,11983,12022,12058,12087,12119,12129,12146,12146,12181,12195,12207,12210,12213,12217,12218,12222,12228,12234,12235,12236,12236,12236,12244,12246,12249,12254,12256,12257,12262,12266,12268,12271,12271,12271,12271,12271,12271,12271,12271,12272,12272,12273,12273,12276,12277,12278,12279,12280,12281,12287,12291,12293,12293,12295,12296,12296,12304,12308,12314,12317,12318,12319,12321,12322,12327,12327,12330,12330,12332,12339,12342,12343,12345,12349,12349,12349,12350,12354,12364,12371,12380,12389,12395,12418,12453,12537,12605,12699,12775,12804,12883,12962,13038,13135,13217,13252,13300,13378,13447,13493,13567,13625,13669,13692,13757,13835,13907,13988,14055,14122,14137,14210,14333,14396,14446,14530,14570,14602,14686,14751,14802,14889,14889,14937,14974,15045,15086,15134,15170,15216,15248,15263,15299,15338,15379,15413,15452,15470,15483,15506,15550,15596,15642,15696,15713,15741,15814,15867,15925,15975,16031,16056,16086,16150,16216,16254,16303,16339,16373,16383,16428,16465,16500,16556,16592,16609,16618,16650,16684,16704,16742,16777,16787,16804,16837,16866,16885,16899,16921,16934,16936,16955,16972,16984,16998,17002,17011,17012,17027,17047,17053,17062,17072,17084,17091,17100,17111,17123,17134,17146,17156,17162,17162,17176,17187,17197,17216,17225,17234,17248,17259,17270,17282,17303,17321,17335,17348,17362,17374,17384,17390,17397,17401,17401,17426,17440,17455,17470,17485,17487,17502,17517,17540,17560,17572,17589,17598,17618,17657,17693,17720,17747,17770,17807,17901,18082,18299,18622,18884,19049,19247,19645,20199,20710,21325,22141,22551,22962,23692,24748,25988,26952,27915,28663,29069,29758,30864,30864,32892,32892,32892,33942,34368,34368,35307,35617,35878,36013,36092,36323,36594,36722,36875,36967,37085,37128,37281,37426,37526,37638,37747,37809,37854,37966,38073,38172,38267,38336,38380,38394,38465,38530,38608,38657,38695,38717,38737,38778,38828,38867,38896,38915,38933,38944,38960,39016,39082,39133,39133,39133,39133,39185,39185,39185,39459,39459,39459,39459,39459,39560,39560,39853,39853,39853,39853,39853,39853,39853,40217,40217,40217,40217,40217,40346,40346,40671,40671,40671,40671,40671,40802,40802,41153,41153,41153,41153,41153,41306,41306,41306,41652,41652,41652,41652,41729,41729,41729,41966,41966,41966,41966,42035,42035,42241,42241,42241,42241,42241,42330,42330,42330,42567,42567,42567,42567,42674,42674,43017,43017,43017,43017,43017,43149,43149,43522,43522,43522,43522,43522,43622,43622,43864,43864,43864,43864,43864,43953,43953,43953,44127,44127,44127,44127,44127,44127,44127,44127,44127,44127,44127,44314,44314,44314,44314,44314,44314,44314,44440,44440,44440,44440,44440,44440,44440,44545,44545,44545,44545,44545,44545,44545,44662,44662,44662,44662,44662,44662,44782,44782,44782,44782,44782,44782,44932,44932,44932,44932,44932,44932,44932,45063,45063,45063,45063,45063,45063,45063,45063,45127,45127,45127,45127,45127,45127,45127,45127,45209,45209,45209,45209,45209,45209,45209,45243,45243,45243,45243,45243,45243,45243,45277,45277,45277,45277,45277,45277,45277,45302,45302,45302,45302,45302,45302,45302,45318,45318,45318,45318,45318,45318,45318,45345,45345,45345,45345,45345,45345,45345,45357,45357,45357,45357,45357,45357,45357,45368,45368,45368,45368,45368,45368,45368,45390,45390,45390,45390,45390,45390,45390,45406,45406,45406,4540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+Sint 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+,Saint Kitts and Nevis,17.357822,-62.782998,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,2,2,2,2,2,7,8,8,9,9,9,10,10,11,11,11,12,12,12,12,14,14,14,14,14,14,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,16,16,16,16,16,16,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,20,20,22,22,22,22,22,22,22,22,22,22,22,25,25,25,25,25,26,27,27,27,28,28,28,28,30,30,30,30,30,30,30,30,30,32,32,32,32,32,32,33,33,33,33,33,33,34,34,34,34,34,34,34,34,34,34,35,35,35,35,35,35,35,35,37,37,37,37,37,37,38,39,39,39,40,40,40,40,40,40,40,40,40,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,42,42,43,43,43,43,43,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,44,45,45,45,45,45,45,45,45,45,45,45,45,45,45,45,45,45,45,45,46,46,46,50,60,60,60,64,68,68,68,68,73,73,75,78,83,83,83,83,83,83,83,155,155,155,209,244,279,304,330,341,350,377,396,425,425,428,429,439,443,446,457,476,490,492,492,515,517,519,520,525,530,538,540,544,544,548,550,550,554,557,557,560,563,564,565,573,578,582,582,589,593,594,594,600,600,600,603,611,614,620,620,630,630,636,642,655,655,681,708,742,773,792,823,823,883,929,955,995,1024,1053,1053,1091,1121,1148,1148,1148,1148,1230,1279,1310,1352,1352,1439,1464,1476,1510,1556,1589,1589,1632,1632,1680,1680,1718,1762,1762,1800,1835,1872,1891,1891,1918,1965,1994,1994,2037,2073,2246,2294,2320,2361,2361,2412,2435,2466,2511,2525,2546,2550,2556,2574,2589,2591,2619,2623,2625,2637,2637,2657,2664,2668,2669,2669,2675,2686,2696,2701,2708,2708,2717,2717,2717,2730,2735,2736,2745,2749,2749,2753,2756,2764,2764,2764,2766,2767,2774,2774,2774,2777,2779,2782,2782,2786,2786,2787,2789,2789,2790,2790,2791,2791,2792,2795,2796,2796,2796,2796,2797,2798,2801,2801,2801,2808,2809,2815,2815,2822,2836,2843,2848,2877,2918,2918,2999,3043,3193,3252,3333,3489,3666,3904,4056,4145,4216,4339,4484,4645,4645,4882,4933,4968,5026,5065,5141,5190,5230,5254,5254,5254,5331,5368,5393,5419,5422,5422,5446,5453,5467,5469,5475,5475,5484,5488,5492,5495,5497,5498,5499,5505,5508,5511,5511,5518,5523,5523,5523,5523,5524,5525,5526,5530,5530,5530,5530,5530,5531,5533,5536,5536,5536,5537,5537,5538,5538,5540,5540,5541,5541,5541,5544,5544,5544,5548,5548,5548,5548,5548,5548,5548,5548,5549,5549,5549,5549,5549,5549,5549,5549,5550,5551,5551,5552,5553,5553,5554,5554,5554,5555,5555,5557,5559,5559,5561,5561,5561,5561,5561,5561,5562,5562,5562,5562,5562,5562,5566,5566,5566,5570,5570,5583,5587,5587,5591,5595,5596,5600,5602,5605,5605,5610,5622,5626,5643,5654,5669,5669,5671,5688,5697,5701,5707,5707,5719,5719,5729,5746,5757,5782,5798,5805,5809,5811,5821,5824,5824,5824,5851,5852,5873,5873,5890,5899,5899,5910,5913,5913,5924,5941,5941,5941,5941,5965,5992,6022,6065,6102,6157,6157,6157,6193,6228,6254,6266,6293,6293,6308,6332,6332,6355,6367,6367,6377,6383,6399,6399,6413,6422,6422,6422,6430,6435,6442,6453,6453,6453,6462,6462,6464,6467,6470,6470,6477,6477,6477,6477,6485,6485,6485,6485,6492,6492,6493,6493,6493,6495,6495,6495,6495,6499,6501,6507,6508,6509,6509,6509,6511,6512,6515,6517,6517,6517,6517,6524,6524,6524,6524,6524,6524,6532,6532,6536,6541,6541,6541,6541,6541,6541,6543,6543,6543,6543,6543,6543,6543,6543,6544,6544,6544,6544,6544,6545,6545,6545,6545,6545,6545,6545,6546,6546,6546,6547,6547,6547,6547,6547,6547,6548,6548,6548,6548,6548,6548,6548,6548,6548,6548,6548,6548,6548,6548,6549,6549,6549,6549,6549,6549,6549,6551,6552,6552,6552,6552,6552,6552,6552,6552,6552,6552,6552,6552,6554,6556,6556,6556,6556,6556,6556,6556,6556,6556,6556,6556,6556,6559,6559,6559,6559,6559,6559,6559,6559,6559,6559,6560,6560,6560,6560,6560,6560,6560,6562,6562,6562,6562,6562,6562,6562,6562,6562,6562,6562,6562,6562,6571,6571,6571,6571,6571,6573,6574,6578,6578,6578,6578,6581,6581,6584,6585,6585,6585,6585,6585,6586,6588,6590,6591,6591,6591,6592,6592,6592,6592,6592,6592,6592,6592,6592,6592,6592,6592,6593,6593,6594,6595,6596,6596,6596,6596,6596,6596,6596,6596,6596,6596,6596,6596,6596,6596,6596,6596,6597,6597,6597,6597,6597,6597,6597 +,Saint Lucia,13.9094,-60.9789,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,2,2,2,2,2,2,2,2,3,3,3,3,3,3,9,9,13,13,13,13,14,14,14,14,14,14,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,17,17,17,17,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,22,22,22,22,22,22,22,22,22,22,22,22,22,23,23,23,23,23,23,23,24,24,24,24,24,24,24,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,26,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,27,28,28,29,29,29,29,31,31,32,33,33,36,36,38,42,48,52,54,63,65,67,76,78,78,84,84,97,105,106,110,123,131,141,148,148,148,156,160,162,171,178,183,203,203,204,220,223,226,235,238,246,252,257,259,259,261,262,262,265,265,270,270,270,270,274,274,275,278,278,278,279,280,282,287,287,303,305,305,305,305,305,331,331,340,353,353,353,353,360,380,382,383,395,438,438,462,490,502,543,576,611,611,621,656,713,718,755,770,810,886,921,969,1029,1195,1195,1195,1411,1470,1479,1556,1556,1813,1813,2027,2027,2027,2415,2487,2487,2519,2519,2549,2576,2620,2620,2860,3078,3135,3142,3149,3149,3356,3356,3390,3390,3779,3803,3814,3814,3843,3866,3871,3902,3941,3966,3989,3989,4031,4053,4069,4083,4097,4113,4113,4121,4132,4149,4161,4172,4191,4191,4191,4202,4228,4238,4245,4265,4273,4273,4273,4297,4304,4312,4329,4347,4348,4355,4355,4355,4355,4398,4401,4401,4419,4419,4444,4455,4455,4463,4486,4502,4508,4508,4534,4552,4560,4560,4560,4573,4585,4607,4607,4654,4654,4690,4700,4725,4725,4788,4818,4818,4818,4871,4906,4923,4935,4935,4945,4945,4968,4980,5002,5035,5035,5053,5067,5072,5072,5102,5108,5108,5133,5138,5148,5156,5160,5168,5179,5179,5180,5186,5188,5188,5206,5211,5216,5218,5227,5238,5238,5262,5269,5278,5284,5292,5296,5302,5302,5302,5326,5326,5352,5363,5374,5380,5399,5399,5416,5430,5439,5455,5462,5470,5480,5481,5484,5496,5496,5516,5516,5520,5529,5529,5537,5567,5581,5610,5610,5632,5652,5671,5688,5713,5779,5837,5913,5949,5982,6112,6194,6287,6366,6475,6475,6578,6857,6955,6955,7111,7232,7232,7536,7713,7713,8050,8111,8155,8219,8322,8542,8887,9025,9149,9191,9258,9327,9403,9403,9527,9823,9823,9971,10082,10217,10344,10399,10520,10605,10624,10727,10852,10961,11053,11144,11231,11320,11459,11459,11573,11636,11693,11693,11709,11727,11833,11942,11970,11970,12017,12054,12095,12129,12129,12206,12228,12234,12280,12313,12331,12385,12411,12426,12433,12465,12486,12517,12536,12559,12559,12573,12586,12610,12645,12673,12688,12688,12748,12748,12757,12785,12808,12827,12835,12837,12844,12851,12872,12894,12894,12904,12909,12909,12927,12927,12954,12954,12977,12989,13000,13017,13017,13027,13027,13034,13048,13052,13067,13067,13086,13086,13086,13098,13105,13115,13127,13136,13136,13149,13166,13177,13209,13225,13248,13275,13302,13319,13357,13410,13473,13570,13640,13732,13816,13881,13974,14232,14414,14654,14874,15101,15372,15937,16505,16969,16969,17250,17531,17666,17871,18322,18746,19468,19680,19755,19967,20192,20417,20417,20798,20909,20942,20942,21081,21399,21399,21513,21513,21535,21768,21831,21873,21932,21932,22048,22121,22177,22269,22426,22468,22468,22468,22545,22568,22594,22627,22649,22649,22667,22694,22712,22729,22733,22733,22733,22779,22795,22808,22811,22822,22833,22833,22847,22853,22856,22862,22870,22878,22878,22884,22891,22892,22905,22907,22919,22919,22929,22941,22947,22953,22953,22959,22959,22964,22965,22977,22991,22998,23010,23029,23037,23045,23045,23045,23050,23050,23094,23094,23094,23111,23161,23161,23201,23239,23239,23285,23285,23285,23361,23394,23394,23394,23459,23482,23538,23612,23635,23635,23723,23778,23798,23978,23978,24164,24164,24267,24396,24514,24655,24780,24873,24873,24957,25054,25132,25315,25315,25538,25538,25593,25593,25593,25777,25877,25999,26092,26092,26206,26234,26250,26316,26453,26453,26538,26584,26629,26688,26704,26704,26722,26722,26763,26780,26816,26816,26885,26911,26937,26970,26984,27022,27022,27049,27094,27094,27094,27133,27133,27204,27252,27252,27252,27337,27337,27408,27408,27464,27464,27464,27464,27533,27533,27559,27654,27654,27654,27755,27755,27755,27843,27843,27966,27966,27966,27966,27966,28062,28161,28161,28161,28161,28233,28233,28233,28341,28341,28341,28341,28341,28379,28461,28542,28542,28542,28621,28621,28621,28621,28689,28689,28689,28689,28775,28775,28775,28832,28894,28894,28894,28894,28894,28894,28894,28894,28894,28894,28894,28959,28959,28959,28959,28959,28959,28959,28959,28959,28959,28959,29408,29408,29408,29408,29408,29408,29408,29408,29408,29517,29517,29517,29517,29550,29550,29550,29550,29550,29550,29550,29550,29550,29550,29550,29550,29550,29550,29550,29550,29550,29636,29636,29639,29639,29639,29639,29639,29654,29654,29654,29654,29654,29654,29654,29654,29654,29654,29676,29676,29676,29676,29676,29676,29692,29692,29692,29692,29692,29692,29692,29692,29692,29692,29692,29692,29711,29711,29711,29711,29711,29711,29711,29723,29723,2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+,Saint Vincent and the Grenadines,12.9843,-61.2872,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,3,7,7,7,8,8,12,12,12,12,12,12,12,12,12,12,12,12,12,13,13,14,14,14,15,15,16,16,16,16,16,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,18,18,18,18,18,18,18,18,25,26,26,26,26,26,26,26,26,26,27,27,27,27,27,27,27,27,27,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,35,35,35,35,35,35,38,44,50,50,52,52,52,52,52,52,52,52,52,54,54,55,55,55,56,56,56,56,57,57,57,57,57,57,57,57,58,58,58,58,58,58,58,58,58,58,60,60,60,60,60,61,61,61,61,61,61,62,62,62,62,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,65,67,67,67,68,68,68,73,73,73,73,74,74,74,74,74,75,75,75,75,76,76,76,76,76,76,77,77,78,78,78,78,83,83,84,84,84,84,84,84,84,84,85,85,85,85,85,85,87,87,87,87,87,87,90,91,94,94,98,98,98,100,100,100,100,104,104,107,108,108,108,109,109,109,113,115,121,121,122,124,124,133,149,149,149,225,249,249,284,284,340,450,450,478,494,602,602,690,690,720,738,746,746,827,827,896,896,901,901,1059,1059,1067,1170,1202,1269,1283,1283,1340,1370,1370,1418,1418,1453,1457,1462,1462,1494,1498,1503,1503,1511,1519,1519,1519,1556,1556,1628,1628,1645,1645,1645,1645,1663,1663,1663,1670,1674,1674,1680,1680,1680,1681,1681,1684,1692,1696,1696,1696,1696,1703,1715,1721,1723,1738,1739,1739,1748,1750,1754,1755,1758,1764,1765,1766,1774,1789,1790,1792,1806,1806,1812,1818,1819,1819,1819,1819,1819,1827,1827,1827,1830,1830,1839,1844,1850,1855,1864,1864,1882,1882,1882,1882,1889,1895,1912,1912,1922,1922,1926,1928,1932,1932,1937,1937,1940,1949,1954,1962,1973,1973,1978,1989,2006,2006,2014,2027,2027,2035,2044,2044,2044,2065,2068,2076,2076,2092,2092,2132,2132,2147,2156,2156,2158,2172,2178,2183,2192,2195,2196,2207,2207,2216,2216,2218,2219,2219,2225,2225,2227,2229,2229,2233,2238,2240,2240,2240,2241,2241,2242,2245,2245,2249,2258,2258,2260,2260,2263,2263,2266,2271,2271,2271,2271,2271,2280,2288,2288,2291,2291,2291,2297,2297,2298,2298,2298,2298,2299,2299,2301,2306,2307,2308,2308,2314,2314,2320,2320,2320,2320,2320,2320,2320,2321,2321,2321,2326,2331,2331,2336,2336,2348,2355,2358,2361,2371,2379,2385,2389,2391,2421,2446,2446,2487,2521,2559,2613,2613,2728,2791,2830,2848,2964,3071,3158,3247,3338,3359,3369,3423,3508,3563,3563,3676,3776,3838,3866,3965,3965,3965,4096,4096,4096,4096,4096,4096,4418,4623,4627,4637,4729,4786,4814,4814,4850,4860,4860,4905,4941,4951,4951,4995,4995,5012,5050,5073,5092,5092,5092,5123,5123,5167,5204,5257,5270,5270,5326,5326,5326,5359,5378,5391,5391,5414,5414,5446,5469,5500,5500,5500,5525,5525,5562,5579,5579,5579,5623,5623,5645,5645,5645,5692,5692,5722,5722,5723,5723,5723,5758,5758,5758,5758,5784,5810,5810,5828,5828,5828,5828,5843,5850,5850,5850,5850,5952,5991,5991,6039,6247,6247,6247,6247,6247,6562,6562,6575,6581,6581,6581,6599,6604,6604,6615,6615,6615,6615,6660,6662,9385,9447,9447,9447,9447,7903,7929,7939,7939,8035,8035,8035,8114,8134,8144,8144,8144,8144,8144,8246,8248,8248,8278,8278,8278,8278,8278,8297,8301,8303,8305,8305,8305,8309,8311,8311,8313,8316,8316,8316,8320,8321,8321,8321,8323,8323,8323,8323,8323,8326,8326,8326,8326,8326,8329,8330,8330,8330,8332,8332,8332,8333,8335,8335,8335,8335,8335,8335,8335,8338,8338,8339,8339,8339,8339,8342,8344,8344,8348,8348,8348,8348,8348,8352,8355,8378,8383,8383,8383,8394,8404,8406,8413,8419,8419,8419,8419,8425,8425,8428,8439,8439,8439,8450,8472,8479,8484,8494,8494,8494,8500,8527,8527,8570,8591,8591,8591,8591,8626,8641,8657,8670,8670,8670,8670,8670,8717,8741,8762,8762,8762,8762,8807,8807,8807,8883,8883,8883,8883,8916,8929,8936,8956,8956,8956,8956,8995,9000,9008,9026,9026,9026,9026,9038,9045,9051,9058,9058,9058,9058,9060,9075,9076,9083,9083,9083,9083,9127,9162,9183,9183,9183,9183,9183,9240,9240,9267,9282,9282,9282,9282,9321,9330,9330,9354,9354,9354,9354,9370,9370,9378,9390,9390,9390,9390,9396,9396,9396,9404,9404,9404,9404,9405,9405,9412,9412,9412,9412,9412,9414,9415,9415,9420,9420,9420,9420,9428,9428,9429,9430,9430,9430,9430,9430,9430,9430,9430,9430,9430,9446,9446,9446,9446,9446,9446,9446,9446,9448,9448,9448,9448,9448,9448,9448,9448,9448,9448,9448,9448,9448,9448,9448,9448,9448,9448,9448,9448,9448,9448,9448,9448,9450,9450,9450,9450,9450,9452,9452,9452,9452,9452,9452,9452,9457,9457,9457,9457,9457,9457,9457,9459,9459,9459,9459,9459,9459,9459,9459,9459,9459,9459,9459,9459,9462,9462,9462,9462,9462,9462,9462,9462,9462,9462,9462,9462,9462,9462,9468,9474,9474,9474,9474,9474,9474,9474,9474,9474,9482,9482,9482,9500,9500,9500,9500,9500,9500,9500,9500,9521,9521,9521,9521,9521,9521,9521,9521,9521,9538,9538,9538,9538,9538,9538,9538,9552,9552,9552,9552,9552,9552,9563,9563,9563,9563,9563,9563,9563,9572,9572,9572,9572,9572,9572,9581,9581,9581,9581,9581,9581,9581,9585,9585,9585,9585,9585,9585,9585,9587,9587,9587,9587,9587,9587,9587,9589,9589,9589,9589,9589,9589,9589,9589,9589,9589,9589,9589,9589,9589,9589,9589,9589,9589,9589,9589,9589,9589,9589,9589 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+,Sao Tome and Principe,0.1864,6.6131,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,8,8,14,16,16,16,23,174,174,187,208,208,208,208,208,220,235,235,235,235,246,251,251,251,251,251,251,299,441,443,458,463,479,483,484,484,484,485,499,499,513,513,514,611,632,639,659,661,662,671,683,688,693,698,698,702,707,710,711,712,713,713,713,714,715,717,719,719,720,721,724,724,726,727,727,729,732,732,737,740,741,743,746,746,746,747,749,860,862,863,865,867,868,870,871,874,874,874,875,878,878,878,878,878,878,881,882,883,885,885,885,885,885,885,888,891,892,892,892,892,892,894,895,895,896,896,896,896,897,897,898,898,898,898,898,901,906,906,906,906,907,907,907,908,908,908,908,908,908,910,911,911,911,911,911,911,911,911,913,913,913,914,914,921,922,922,929,929,929,929,929,932,932,933,933,933,935,935,938,940,940,941,941,943,944,945,945,949,949,954,958,958,960,962,962,962,962,962,963,963,964,965,965,967,967,974,974,979,979,981,981,982,985,985,989,989,991,996,997,997,999,999,999,1002,1005,1005,1009,1009,1009,1009,1010,1010,1010,1011,1011,1012,1012,1012,1012,1012,1012,1014,1014,1014,1014,1014,1014,1014,1022,1024,1024,1024,1024,1025,1035,1054,1066,1066,1066,1090,1105,1119,1125,1130,1142,1142,1151,1170,1171,1182,1188,1188,1189,1210,1221,1232,1245,1256,1257,1259,1283,1287,1298,1346,1351,1351,1355,1385,1430,1431,1478,1482,1482,1482,1520,1535,1548,1578,1578,1610,1628,1655,1672,1719,1745,1786,1786,1828,1840,1881,1898,1923,1944,1950,1961,1977,2010,2035,2057,2078,2078,2084,2085,2107,2114,2123,2142,2145,2157,2159,2174,2177,2196,2210,2212,2215,2221,2223,2232,2236,2240,2240,2244,2248,2255,2255,2261,2263,2266,2267,2268,2269,2271,2272,2275,2275,2275,2283,2288,2292,2292,2297,2298,2299,2299,2301,2301,2302,2302,2310,2310,2311,2314,2317,2317,2318,2318,2318,2320,2320,2320,2324,2327,2327,2330,2332,2333,2334,2335,2338,2338,2338,2338,2338,2338,2344,2345,2345,2345,2345,2347,2349,2353,2353,2353,2353,2353,2354,2355,2356,2357,2358,2358,2358,2358,2358,2360,2362,2362,2362,2363,2363,2364,2365,2365,2365,2365,2366,2366,2369,2369,2376,2376,2377,2383,2386,2386,2387,2392,2392,2392,2392,2395,2400,2406,2410,2410,2410,2410,2417,2417,2420,2424,2424,2424,2424,2432,2432,2446,2454,2454,2454,2457,2463,2465,2468,2470,2470,2475,2476,2478,2480,2482,2488,2488,2489,2492,2496,2502,2517,2524,2524,2524,2546,2555,2570,2579,2590,2590,2593,2608,2627,2634,2657,2683,2683,2692,2697,2709,2738,2787,2814,2816,2825,2877,2893,2984,3025,3040,3043,3097,3115,3192,3217,3295,3338,3344,3349,3408,3453,3459,3504,3531,3535,3536,3564,3584,3600,3613,3626,3628,3629,3639,3649,3659,3670,3675,3677,3677,3685,3687,3689,3691,3697,3697,3697,3705,3705,3705,3710,3712,3714,3714,3715,3715,3718,3720,3721,3729,3729,3730,3730,3730,3730,3730,3731,3731,3731,3731,3731,3731,3731,3731,3731,3731,3731,3731,3731,3731,3731,3731,3731,3731,3732,3732,3732,3733,3733,3733,3733,3733,3733,3733,3733,3733,3733,3733,3735,3735,3735,3735,3735,3736,3737,3741,3744,3755,3758,3759,3790,3819,3877,3897,3903,3912,3945,4010,4034,4151,4416,4735,4892,4916,5052,5235,5404,5458,5495,5525,5569,5634,5651,5785,5798,5816,5832,5836,5849,5856,5867,5873,5883,5885,5890,5899,5903,5907,5908,5911,5912,5912,5912,5913,5916,5919,5920,5920,5920,5920,5922,5922,5924,5925,5926,5930,5930,5932,5932,5933,5933,5934,5934,5934,5934,5934,5939,5939,5939,5939,5939,5939,5939,5939,5939,5939,5936,5937,5938,5938,5938,5940,5941,5941,5943,5943,5943,5944,5945,5945,5945,5945,5945,5945,5945,5945,5945,5948,5948,5948,5948,5948,5948,5948,5948,5948,5948,5948,5948,5948,5948,5953,5953,5953,5953,5953,5953,5953,5957,5957,5957,5957,5957,5957,5957,5964,5964,5964,5964,5964,5964,5964,5970,5970,5970,5970,5970,5970,5970,5973,5973,5973,5973,5973,5973,5973,5982,5982,5982,5982,5982,5982,5982,5991,5991,5991,5991,5991,5991,5991,6003,6003,6003,6003,6003,6003,6003,6010,6010,6010,6010,6010,6010,6010,6023,6023,6023,6023,6023,6023,6023,6043,6043,6043,6043,6043,6043,6043,6064,6064,6064,6064,6064,6064,6064,6064,6079,6079,6079,6079,6079,6079,6087,6087,6087,6087,6087,6087,6087,6087,6100,6100,6100,6100,6100,6100,6115,6115,6115,6115,6115,6115,6115,6115,6120,6120,6120,6120,6120,6120,6123,6123,6123,6123,6123,6123,6123,6136,6136,6136,6136,6136,6136,6136,6153,6153,6153,6153,6153,6153,6153,6177,6177,6177,6177,6177,6177,6177,6193,6193,6193,6193,6193,6193,6193,6193,6209,6209,6209,6209,6209,6209,6230,6230,6230,6230,6230,6230,6230,6230,6230,6236,6236,6236,6236,6236,6252,6252,6252,6252,6252,6252,6252,6252,6263,6263,6263,6263,6263,6263,6263,6263,6266,6266,6266,6266,6266,6266,6270,6270,6270,6270,6270,6270,6270,6275,6275,6275,6275,6275,6275,6275,6275,6275,6275,6275,6275,6275,6275,6278,6278,6278,6278,6278,6278,6278,6278,6278,6278,6278,6278,6278,6278,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6279,6280,6280,6280,6280,6280,6280,6280,6280,6280,6280,6280,6280,6280,6280,6280,6280,6280,6280,6280,6280,6280,6281,6281,6281,6281,6281,6281,6281,6281,6281,6281,6281,6281,6281,6281,6281,6281,6281 +,Saudi Arabia,23.885942,45.079162,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,5,5,5,11,15,20,21,45,86,103,103,118,171,171,274,344,392,511,562,767,900,1012,1104,1203,1299,1453,1563,1720,1885,2039,2179,2402,2605,2795,2932,3287,3651,4033,4462,4934,5369,5862,6380,7142,8274,9362,10484,11631,12772,13930,15102,16299,17522,18811,20077,21402,22753,24097,25459,27011,28656,30251,31938,33731,35432,37136,39048,41014,42925,44830,46869,49176,52016,54752,57345,59854,62545,65077,67719,70161,72560,74795,76726,78541,80185,81766,83384,85261,87142,89011,91182,93157,95748,98869,101914,105283,108571,112288,116021,119942,123308,127541,132048,136315,141234,145991,150292,154233,157612,161005,164144,167267,170639,174577,178504,182493,186436,190823,194225,197608,201801,205929,209509,213716,217108,220144,223327,226486,229480,232259,235111,237803,240474,243238,245851,248416,250920,253349,255825,258156,260394,262772,264973,266941,268934,270831,272590,274219,275905,277478,278835,280093,281456,282824,284226,285793,287262,288690,289947,291468,293037,294519,295902,297315,298542,299914,301323,302686,303973,305186,306370,307479,308654,309768,310836,311855,312924,313911,314821,315772,316670,317486,318319,319141,319932,320688,321456,322237,323012,323720,324407,325050,325651,326258,326930,327551,328144,328720,329271,329754,330246,330798,331359,331857,332329,332790,333193,333648,334187,334605,335097,335578,335997,336387,336766,337243,337711,338132,338539,338944,339267,339615,340089,340590,341062,341495,341854,342202,342583,342968,343373,343774,344157,344552,344875,345232,345631,346047,346482,346880,347282,347656,348037,348510,348936,349386,349822,350229,350592,350984,351455,351849,352160,352601,352950,353255,353556,353918,354208,354527,354813,355034,355258,355489,355741,356067,356389,356691,356911,357128,357360,357623,357872,358102,358336,358526,358713,358922,359115,359274,359415,359583,359749,359888,360013,360155,360335,360516,360690,360848,361010,361178,361359,361536,361725,361903,362066,362220,362339,362488,362601,362741,362878,362979,363061,363155,363259,363377,363485,363582,363692,363809,363949,364096,364271,364440,364613,364753,364929,365099,365325,365563,365775,365988,366185,366371,366584,366807,367023,367276,367543,367813,368074,368329,368639,368945,369248,369575,369961,370278,370634,370987,371356,371720,372073,372410,372732,373046,373368,373702,374029,374366,374691,375006,375333,375668,376021,376377,376723,377061,377383,377700,378002,378333,378708,379092,379474,379831,380182,380572,380958,381348,381708,382059,382407,382752,383106,383499,383880,384271,384653,385020,385424,385834,386300,386782,387292,387794,388325,388866,389422,390007,390597,391325,392009,392682,393377,394169,394952,395854,396758,397636,398435,399277,400228,401157,402142,403106,404054,404970,405940,407010,408038,409093,410191,411263,412216,413174,414219,415281,416307,417363,418411,419348,420301,421300,422316,423406,424445,425442,426384,427370,428369,429389,430505,431432,432269,433094,433980,435027,436239,437569,438705,439847,440914,442071,443460,444780,445963,447178,448284,449191,450436,451687,452956,454217,455418,456562,457546,458707,459968,461242,461242,463703,464780,465797,466906,468175,469414,470723,471959,473112,474191,475403,476882,478135,479390,480702,482003,483221,484539,486106,487592,489126,490464,491612,492785,494032,495309,496516,497773,498906,500083,501195,502439,503734,504960,506125,507423,508521,509576,510869,512142,513284,514446,515693,516949,518143,519395,520774,522108,522108,522108,525730,526814,526814,526814,526814,526814,531935,531935,531935,531935,531935,531935,531935,537374,537374,537374,539129,539129,539129,540244,540244,541201,541201,541994,541994,541994,541994,543318,543318,543318,543318,543318,543318,543318,543318,543318,545243,545243,545505,545505,545727,545829,545829,545829,545829,545829,545829,546336,546411,546411,546411,546612,546681,546735,546735,546735,546882,546926,546985,547035,547035,547134,547134,547134,547134,547134,547357,547402,547449,547497,547532,547591,547649,547704,547761,547797,547845,547890,547931,547969,548018,548065,548111,548162,548205,548252,548303,548368,548423,548474,548530,548571,548617,548666,548711,548760,548805,548848,548890,548930,548973,549022,549060,549103,549148,549192,549222,549260,549297,549339,549377,549412,549443,549479,549518,549556,549590,549618,549642,549671,549695,549720,549752,549786,549810,549848,549877,549912,549955,549997,550043,550088,550136,550189,550240,550304,550369,550457,550542,550622,550738,550842,550988,551210,551462,551749,552081,552406,552795,553319,553921,554665,555417,556236,557082,558106,559852,562437,565482,568650,572225,575293,578753,583531,588183,593545,599044,604672,609953,615430,620935,626808,632736,638327,643211,647819,652354,657192,661733,666259,670997,675471,679384,683053,687264,691125,695217,699069,702624,705637,708897,712644,715974,719136,722002,724525,726251,728387,730614,732596,734389,735958,737334,738331,739344,740396,741237,741864,742541,743205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+,South Africa,-30.5595,22.9375,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,3,3,7,13,17,24,38,51,62,62,116,150,202,240,274,402,554,709,927,1170,1187,1280,1326,1353,1380,1462,1505,1585,1655,1686,1749,1845,1934,2003,2028,2173,2272,2415,2506,2605,2783,3034,3158,3300,3465,3635,3953,4220,4361,4546,4793,4996,5350,5647,5951,6336,6783,7220,7572,7808,8232,8895,9420,10015,10652,11350,12074,12739,13524,14355,15515,16433,17200,18003,19137,20125,21343,22583,23615,24264,25937,27403,29240,30967,32683,34357,35812,37525,40792,43434,45973,48285,50879,52991,55421,58568,61927,65736,70038,73533,76334,80412,83890,87715,92681,97302,101590,106108,111796,118375,124590,131800,138134,144264,151209,159333,168061,177124,187977,196750,205721,215855,224665,238339,250687,264184,276242,287796,298292,311049,324221,337594,350879,364328,373628,381798,394948,408052,421996,434200,445433,452529,459761,471123,482169,493183,503290,511485,516862,521318,529877,538184,545476,553188,559859,563598,566109,568919,572865,579140,583653,587345,589886,592144,596060,599940,603338,607045,609773,611450,613017,615701,618286,620132,622551,625056,627041,628259,630595,633015,635078,636884,638517,639362,640441,642431,644438,646398,648214,649793,650749,651521,653444,655572,657627,659656,661211,661936,663282,665188,667049,668529,669498,670766,671669,672572,674339,676084,677833,679716,681289,682215,683242,685155,686891,688352,690896,692471,693359,694537,696414,698184,700203,702131,703793,705254,706304,708359,710515,712412,714246,715868,716759,717851,719714,721770,723682,725452,726823,727595,728836,730548,732414,734175,735906,737278,738525,740254,742394,744732,746945,749182,751024,752269,754256,757144,759658,762763,765409,767679,769759,772252,775502,778571,781941,785139,787702,790004,792299,796472,800872,805804,810449,814565,817878,821889,828598,836764,845083,852965,860964,866127,873679,883687,892813,901538,912477,921922,930711,940212,954258,968563,983359,994911,1004413,1011871,1021451,1039161,1057161,1073887,1088889,1100748,1113349,1127759,1149591,1170590,1192570,1214176,1231597,1246643,1259748,1278303,1296806,1311686,1325659,1337926,1346936,1356716,1369426,1380807,1392568,1404839,1412986,1417537,1423578,1430648,1437798,1443939,1449236,1453761,1456309,1458958,1463016,1466767,1470516,1473700,1476135,1477511,1479253,1482412,1484900,1487681,1490063,1491807,1492909,1494119,1496439,1498766,1500677,1502367,1503796,1504588,1505586,1507448,1509124,1510778,1512225,1513393,1513959,1514815,1516262,1517666,1518979,1520206,1521068,1521706,1522697,1524174,1525648,1526873,1528414,1529420,1530033,1530966,1532497,1533961,1535423,1536801,1537852,1538451,1538961,1540009,1541563,1543079,1544466,1545431,1545979,1546735,1548157,1549451,1550724,1551501,1551964,1552416,1552853,1553609,1554975,1556242,1557527,1558458,1559113,1559960,1561559,1562931,1564355,1565680,1566769,1567513,1568366,1569935,1571348,1572985,1574370,1575471,1576320,1577200,1578450,1579536,1581210,1582842,1584064,1584961,1586148,1588221,1590370,1592626,1592626,1596595,1597724,1599272,1602031,1605252,1608393,1611143,1613728,1615485,1617840,1621362,1625003,1628335,1632571,1635465,1637848,1637848,1645555,1649977,1654551,1659070,1659070,1665617,1669231,1675013,1680373,1686041,1691491,1696564,1699849,1704058,1712939,1722086,1730106,1739425,1747082,1752630,1761066,1774312,1786079,1796589,1810164,1823319,1832479,1843572,1861065,1877143,1895905,1913861,1928897,1941119,1954466,1973972,1995556,2019826,2046311,2062896,2075409,2090909,2112336,2135246,2157687,2179297,2195599,2206781,2219316,2236805,2253240,2269179,2283880,2295095,2302304,2311232,2327472,2342330,2356049,2368105,2377823,2383490,2391223,2408525,2422151,2435036,2447454,2456184,2461758,2470746,2484009,2497655,2511178,2523488,2533466,2540222,2546762,2554240,2568511,2582427,2595447,2605586,2613569,2624254,2638981,2652652,2666964,2680225,2690973,2698605,2708951,2722202,2734973,2747018,2757191,2764931,2770575,2777659,2787203,2796405,2805604,2814014,2819945,2824063,2829834,2836773,2843042,2848925,2854234,2858195,2860835,2864534,2869201,2873415,2877063,2880349,2882630,2884134,2886331,2889298,2892081,2894342,2895976,2896943,2897521,2898888,2898888,2902672,2904307,2905613,2906422,2906851,2907619,2908768,2909757,2910681,2911497,2912145,2912346,2912938,2913880,2914827,2915560,2916179,2916593,2916803,2917255,2917846,2918366,2918883,2919332,2919632,2919778,2920109,2920581,2921114,2921589,2921886,2922116,2922222,2922391,2922735,2923054,2923393,2923751,2923956,2924072,2924317,2924622,2924978,2925371,2925677,2925939,2926075,2926348,2926914,2927499,2928288,2929175,2929862,2930174,2948760,2950035,2952500,2955328,2958548,2961406,2963679,2968052,2976613,2988148,3004203,3020569,3031694,3038075,3051222,3071064,3093452,3112469,3129622,3167497,3180785,3204642,3231031,3255816,3276529,3292609,3308074,3316585,3332008,3353106,3374262,3393109,3407937,3413540,3417318,3424534,3433554,3446532,3458286,3468079,3472436,3475512,3483590,3494696,3504554,3513813,3521572,352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+,South 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Kingdom,49.2138,-2.1358,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,12,15,16,16,18,32,48,57,59,59,59,77,77,114,119,151,151,166,166,166,179,194,194,209,213,213,215,219,230,241,245,246,251,251,272,274,276,277,279,280,286,286,286,287,288,289,289,289,289,289,289,292,292,293,293,293,293,293,298,299,299,302,302,302,302,302,303,303,304,304,304,304,304,304,304,305,305,305,307,307,309,309,309,309,309,309,309,312,312,314,314,314,314,314,314,314,316,316,316,316,316,316,316,316,316,316,316,316,321,321,321,321,321,321,325,325,325,325,327,327,327,327,327,327,327,327,328,328,328,330,331,331,331,331,332,332,335,335,336,337,337,339,339,339,341,343,346,348,348,350,351,352,354,354,356,356,356,359,361,363,364,366,366,366,368,369,372,372,372,372,373,373,376,377,378,379,381,382,384,387,389,389,391,393,393,395,397,397,397,402,403,404,407,411,417,417,421,423,427,433,438,441,443,452,462,465,480,485,486,488,488,498,505,510,516,521,527,534,540,545,556,560,565,567,573,580,584,593,606,618,633,648,656,659,671,688,702,719,732,746,757,766,773,784,798,811,819,826,835,840,873,898,928,956,986,1013,1048,1114,1174,1242,1265,1367,1394,1463,1520,1562,1639,1698,1786,1847,1907,2015,2115,2239,2276,2392,2445,2501,2567,2616,2639,2655,2682,2701,2712,2739,2762,2783,2799,2827,2854,2880,2897,2911,2920,2964,2982,2996,3005,3022,3033,3044,3051,3056,3065,3077,3090,3096,3113,3116,3122,3125,3130,3135,3140,3142,3150,3150,3157,3159,3169,3169,3171,3173,3174,3180,3186,3188,3190,3196,3198,3201,3202,3204,3206,3209,3211,3211,3211,3211,3211,3211,3212,3213,3215,3215,3216,3216,3218,3218,3219,3219,3219,3220,3220,3220,3220,3220,3221,3221,3221,3222,3222,3222,3222,3222,3222,3223,3223,3223,3223,3223,3224,3225,3225,3226,3227,3227,3227,3227,3228,3228,3228,3228,3228,3228,3228,3229,3230,3230,3230,3230,3230,3230,3231,3231,3231,3231,3231,3231,3231,3232,3232,3232,3232,3232,3232,3232,3232,3232,3232,3232,3232,3233,3233,3233,3234,3234,3234,3234,3235,3235,3235,3235,3235,3236,3236,3238,3240,3241,3241,3241,3241,3241,3241,3241,3241,3241,3241,3241,3241,3242,3245,3251,3255,3259,3267,3273,3275,3284,3285,3293,3294,3298,3300,3301,3307,3310,3320,3339,3364,3390,3415,3438,3454,3493,3545,3613,3681,3758,3804,3890,3963,4072,4211,4384,4543,4678,4805,5035,5239,5519,5727,6147,6328,6566,6868,7100,7329,7507,7649,7762,7860,7983,8094,8179,8256,8309,8382,8427,8481,8542,8572,8602,8629,8662,8674,8705,8742,8769,8818,8854,8887,8915,8953,8990,9017,9051,9074,9110,9148,9171,9207,9222,9246,9259,9276,9288,9313,9348,9378,9409,9438,9463,9497,9536,9563,9593,9614,9640,9664,9683,9709,9726,9741,9768,9779,9801,9816,9840,9864,9885,9911,9930,9944,9967,9989,10007,10036,10050,10051,10061,10074,10105,10128,10146,10176,10198,10225,10248,10277,10312,10339,10374,10409,10437,10466,10507,10535,10576,10614,10647,10688,10752,10794,10843,10896,10958,11027,11081,11158,11215,11255,11324,11381,11448,11504,11560,11660,11745,11825,11968,12103,12185,12272,12390,12498,12567,12692,12833,12953,13040,13231,13377,13519,13654,13746,13854,13948,14102,14237,14367,14516,14647,14757,14841,14973,15089,15223,15341,15439,15533,15615,15731,15849,15998,16116,16226,16342,16486,16631,16798,17006,17222,17412,17484,17605,18067,18589,19002,19428,19751,20254,20677,21054,21558,22210,22873,23338,23789,24217,24666,24993,25327,25618,25908,26164,26406,26731,27045,27344,27622,27899,28109,28396,28796,29187,29542,29887,30235,30490,30789,31202,31558,31883,32148,32364,32612,32852,33173,33445,33726,33970,34203,34367,34557,34785,35072,35301,35301,35301,35506,35983,36233,36420,36704,36704,36704,36881,37499,37851,38159,38480,38480,38480,38796,39490,39802,40111,40460,40460,40460,40807,41635,42018,42361,42675,42675,42675,42995,43796,44199,44492,44859,44859,44859,45146,45770,46108,46356,46596,46596,46596,46779,47156,47367,47561,47746,47746,47746,47881,48162,48305,48529,48529,48529,48529,48529,48644,49103,49228,49322,49322,49322,49408,49575,49656,49717,49778,49778,49778,49810,49810,49810,49810,50033,50033,50033,50033,50033,50033,50033,50033,50033,50033,50233,50233,50233,50233,50439,50439,50439,50439,50439,50439,50439,50611,50611,50611,50611,50611,50611,50740,50740,50740,50740,50740,50740,50740,50740,51132,51132,51132,51132,51132,51132,51132,51132,51132,51132,51792,51792,51792,51792,51792,51792,51792,51792,51792,52576,52576,53889,53889,53889,53889,53889,53889,53889,55473,55473,55473,55473,55473,55473,55473,56803,56803,56803,56803,56803,56803,56803,57541,57541,57541,57541,57541,57541,57541,58003,58003,58003,58003,58003,58003,58003,58331,58331,58331,58331,58331,58331,58331,58536,58536,58536,58536,58536,58536,58536,58536,58536,58536,58733,58733,58733,58733,58890,58890,58890,58890,58890,58890,58890,58890,58890,58890,58890,58890,59163,59163,59163,59163,59163,59270,59270,59270,59270,59555,59555,59555,59555,59555,59555,59555,59874,59874,59874,59874,59874,59874,59874,59874,59874,59874,59874,59874,60252,60252,60646,60646,60646,60646,60646,60646,60646,61048,61048,61048,61048,61048,61048,61048,61389,61389,61389,61389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diff --git a/covidnig.csv b/covid_cases.csv similarity index 96% rename from covidnig.csv rename to covid_cases.csv index 892fd23f..b04fb216 100644 --- a/covidnig.csv +++ b/covid_cases.csv @@ -1,38 +1,38 @@ -States Affected,No. of Cases (Lab Confirmed),No. of Cases (on admission),No. Discharged,No. of Deaths -Lagos,"26,708","2,435","24,037",236 -FCT,"9,627","2,840","6,694",93 -Kaduna,"4,504",579,"3,877",48 -Plateau,"4,262",280,"3,948",34 -Oyo,"3,788",368,"3,374",46 -Rivers,"3,279",232 ,"2,987",60 -Edo,"2,768",52,"2,603",113 -Ogun,"2,382",174,"2,175",33 -Kano,"2,032",198,"1,778",56 -Delta,"1,843",57,"1,737",49 -Ondo,"1,793",62,"1,690",41 -Katsina,"1,405",214,"1,167",24 -Enugu,"1,376",34,"1,321",21 -Kwara,"1,296",171,"1,094",31 -Gombe,"1,164",183,950,31 -Ebonyi,"1,091",24,"1,037",30 -Abia,980,25,945,10 -Osun,979 ,20,937,22 -Bauchi,897,108,775,14 -Borno,778,37,705,36 -Imo,734,61,661,12 -Nasarawa,600,262,325,13 -Benue,515,44,460,11 -Bayelsa,497,55,421,21 -Ekiti,405,24,375,6 -Akwa Ibom,395,44,342,9 -Jigawa,386,57,318,11 -Niger,381,69,300,12 -Adamawa,355,96,238,21 -Anambra,299,6,274,19 -Sokoto,228,40,171,17 -Taraba,203,19,177,7 -Yobe,164,33,123,8 -Kebbi,143,5,130,8 -Cross River,93,1,81,11 -Zamfara ,79,1,73,5 -Kogi,5,0,3,2 +States Affected,No. of Cases (Lab Confirmed),No. of Cases (on admission),No. Discharged,No. of Deaths +Lagos,"26,708","2,435","24,037",236 +FCT,"9,627","2,840","6,694",93 +Kaduna,"4,504",579,"3,877",48 +Plateau,"4,262",280,"3,948",34 +Oyo,"3,788",368,"3,374",46 +Rivers,"3,279",232 ,"2,987",60 +Edo,"2,768",52,"2,603",113 +Ogun,"2,382",174,"2,175",33 +Kano,"2,032",198,"1,778",56 +Delta,"1,843",57,"1,737",49 +Ondo,"1,793",62,"1,690",41 +Katsina,"1,405",214,"1,167",24 +Enugu,"1,376",34,"1,321",21 +Kwara,"1,296",171,"1,094",31 +Gombe,"1,164",183,950,31 +Ebonyi,"1,091",24,"1,037",30 +Abia,980,25,945,10 +Osun,979 ,20,937,22 +Bauchi,897,108,775,14 +Borno,778,37,705,36 +Imo,734,61,661,12 +Nasarawa,600,262,325,13 +Benue,515,44,460,11 +Bayelsa,497,55,421,21 +Ekiti,405,24,375,6 +Akwa Ibom,395,44,342,9 +Jigawa,386,57,318,11 +Niger,381,69,300,12 +Adamawa,355,96,238,21 +Anambra,299,6,274,19 +Sokoto,228,40,171,17 +Taraba,203,19,177,7 +Yobe,164,33,123,8 +Kebbi,143,5,130,8 +Cross River,93,1,81,11 +Zamfara ,79,1,73,5 +Kogi,5,0,3,2 diff --git a/covidproject.ipynb b/covidproject.ipynb index 01d1faf8..f759f3fc 100644 --- a/covidproject.ipynb +++ b/covidproject.ipynb @@ -1,34 +1,12 @@ { - "metadata": { - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.3-final" - }, - "orig_nbformat": 2, - "kernelspec": { - "name": "python3", - "display_name": "Python 3", - "language": "python" - } - }, - "nbformat": 4, - "nbformat_minor": 2, "cells": [ { + "cell_type": "markdown", + "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" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { "cell_type": "code", @@ -38,12 +16,12 @@ "source": [] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "### A - NCDC Website scrap\n", "Website - https://covid19.ncdc.gov.ng/" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { "cell_type": "code", @@ -69,43 +47,43 @@ ] }, { - "source": [ - "# Save the data to a DataFrame object.\n" - ], "cell_type": "code", - "metadata": {}, "execution_count": 7, - "outputs": [] + "metadata": {}, + "outputs": [], + "source": [ + "# Save the data to a DataFrame object.\n" + ] }, { + "cell_type": "markdown", + "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", "* Global Daily Confirmed Cases - Click [Here](https://github.com/CSSEGISandData/COVID-19/blob/master/csse_covid_19_data/csse_covid_19_time_series/time_series_covid19_confirmed_global.csv)\n", "* Global Daily Recovered Cases - Click [Here](https://github.com/CSSEGISandData/COVID-19/blob/master/csse_covid_19_data/csse_covid_19_time_series/time_series_covid19_recovered_global.csv)\n", "* Global Daily Death Cases - Click [Here](https://github.com/CSSEGISandData/COVID-19/blob/master/csse_covid_19_data/csse_covid_19_time_series/time_series_covid19_deaths_global.csv)" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], "source": [ "#[Write Your Code Here]\n", "\n" - ], - "cell_type": "code", - "metadata": {}, - "execution_count": 8, - "outputs": [] + ] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "### C - External Data \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": "markdown", - "metadata": {} + ] }, { "cell_type": "code", @@ -117,12 +95,12 @@ ] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "### Task 2 - View the data\n", "Obtain basic information about the data using the `head()` and `info()` method." - ], - "cell_type": "markdown", - "metadata": {} + ] }, { "cell_type": "code", @@ -134,6 +112,8 @@ ] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "### Task 3 - Data Cleaning and Preparation\n", "From the information obtained above, you will need to fix the data format. \n", @@ -143,16 +123,14 @@ "* 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", - "metadata": {} + ] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "TODO A - Clean the scraped data" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { "cell_type": "code", @@ -171,83 +149,85 @@ "source": [] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "TODO B - Get a Pandas DataFrame for Daily Confirmed Cases in Nigeria. Columns are Date and Cases" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "TODO C - Get a Pandas DataFrame for Daily Recovered Cases in Nigeria. Columns are Date and Cases" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "TODO D - Get a Pandas DataFrame for Daily Death Cases in Nigeria. Columns are Date and Cases" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "### Task 4 - Analysis\n", "Here you will perform some analyses on the datasets. You are welcome to communicate findings in charts and summary. \n", "
\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", - "metadata": {} + ] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "TODO A - Generate a plot that shows the Top 10 states in terms of Confirmed Covid cases by Laboratory test" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { + "cell_type": "markdown", + "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": "markdown", - "metadata": {} + ] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "TODO D - Plot the top 10 Death cases" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "TODO E - Generate a line plot for the total daily confirmed, recovered and death cases in Nigeria" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "TODO F - \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": "markdown", - "metadata": {} + ] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "TODO G - \n", "* Calculate maximum infection rate for a day (Number of new cases)\n", "* Find the date" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "TODO H - Determine the relationship between the external dataset and the NCDC COVID-19 dataset. \n", "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", @@ -256,31 +236,31 @@ "* 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](https://pandas.pydata.org/pandas-docs/stable/reference/api/pandas.DataFrame.nlargest.html) function. This [tutorial](https://cmdlinetips.com/2019/03/how-to-select-top-n-rows-with-the-largest-values-in-a-columns-in-pandas/) can help out ** \n", "* Plot both variable on the same axis. Check out this [tutorial](http://kitchingroup.cheme.cmu.edu/blog/2013/09/13/Plotting-two-datasets-with-very-different-scales/)" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "TODO I - Determine the relationship between the external dataset and the NCDC COVID-19 dataset. \n", "* Here you will generate a regression plot between two variables to visualize the linear relationships - Confirmed Cases and Population Density.\n", "Hint: Check out Seaborn [Regression Plot](https://seaborn.pydata.org/generated/seaborn.regplot.html).\n", "* Provide a summary of your observation" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "TODO J - \n", "* Provide more analyses by extending TODO G & H. Meaning, determine relationships between more features.\n", "* Provide a detailed summary of your findings. \n", "* Note that you can have as many as possible." - ], - "cell_type": "markdown", - "metadata": {} + ] }, { + "cell_type": "markdown", + "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", @@ -292,28 +272,47 @@ "* 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" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { - "source": [], "cell_type": "markdown", - "metadata": {} + "metadata": {}, + "source": [] }, { + "cell_type": "markdown", + "metadata": {}, "source": [ "### Note: Do not limit your analysis to the provided TODOs. Perform more analyses e.g \n", "* Check for more external dataset\n", "* Ask more questions & find the right answers by exploring the data" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { - "source": [], "cell_type": "markdown", - "metadata": {} + "metadata": {}, + "source": [] } - ] -} \ No newline at end of file + ], + "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": "3.10.9" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/death_cases.csv b/death_cases.csv new file mode 100644 index 00000000..b07e2294 --- /dev/null +++ b/death_cases.csv @@ -0,0 +1,290 @@ 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+Australian Capital Territory,Australia,-35.4735,149.0124,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,4,4,5,6,8,6,6,8,8,9,9,9,9,9,9,9,9,10,11,11,11,11,11,11,11,11,11,11,11,11,11,11,11,11,11,13,13,13,13,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,14,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,15,16,16,16,16,18,19,19,20,20,22,22,22,24,25,25,25,26,26,26,26,26,26,26,27,28,28,29,29,31,31,31,31,31,31,31,31,32,31,32,32,33,33,33,33,33,33,33,34,34,34,34,34,34,34,34,34,34,34,37,37,37,37,38,38,38,38,38,38,38,38,38,38,39,39,39,39,39,39,41,42,42,42,42,43,43,43,44,45,45,46,46,46,47,47,47,47,47,47,47,48,49,50,50,50,50,50,50,50,50,51,52,53,54,54,55,55,55,55,56,58,58,58,58,58,58,58,59,60,60,60,60,60,61,61,61,61,62,62,62,64,64,64,64,64,64,64,66,67,67,68,68,68,68,68,68,68,74,74,74,75,78,78,78,78,78,78,78,78,78,79,80,80,80,80,81,81,81,81,82,82,84,83,84,84,84,84,84,84,84,84,85,86,89,89,89,89,89,90,90,92,92,92,96,97,100,100,101,101,102,106,107,108,109,110,110,110,114,116,116,117,117,117,117,117,124,121,121,123,123,123,123,123,124,125,125,125,125,125,125,125,125,125,125,125,125,125,125,125,125,125,125,125,125,125,125,125,125,125,125,125,125,126,126,126,126,126,126,126,126,126,126,126,126,126,126,126,126,126,126,126,126,126,127,127,127,127,127,127,127,127,127,127,127,127,127,127,128,128,128,128,128,128,128,128,128,128,128,128,128,128,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,130,130,130,130,130,130,135,135,135,135,135,135,135,136,136,136,136,136,136,136,138,138,138,138,138,138,138,138,138,138,138,138,138,138,142,142,142,142,142,142,142,148,148,148,148,148,148,148,148,148,148,148,148,148,148,152,152,152,152,152,152,152,152,157,157,157,157,157,157,157,157,157,157,157,157,157,157,224,224,224,224,224,224,224,224,224,224,224,224,224,228,228,228,228,228,228,228,228 +New South Wales,Australia,-33.8688,151.2093,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,2,2,2,2,2,2,2,2,2,4,5,5,6,6,6,6,7,7,7,7,8,8,8,8,9,10,12,12,16,18,21,21,21,22,23,24,25,25,25,25,26,26,26,26,26,26,31,33,33,34,34,39,40,41,41,42,42,43,44,44,44,44,44,44,44,45,45,45,45,45,46,46,47,47,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,48,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,50,50,50,50,50,50,50,50,50,50,50,50,51,51,51,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,54,55,55,56,56,56,56,57,58,58,59,59,59,60,60,62,62,66,65,67,67,68,68,69,69,71,76,77,83,82,83,87,89,91,93,97,102,110,111,114,115,119,122,125,128,128,130,133,135,137,143,147,150,154,161,173,177,180,185,193,201,207,216,224,231,238,240,252,264,276,282,295,299,309,314,320,331,342,351,363,370,385,391,406,416,426,432,439,449,457,468,479,485,493,498,502,508,512,514,524,529,533,540,541,546,548,552,556,557,560,562,564,567,568,572,576,580,584,587,590,591,598,602,605,606,608,608,609,610,612,612,615,618,618,620,621,623,625,625,625,625,625,625,628,628,628,628,629,630,630,632,633,634,634,637,639,639,640,641,641,642,643,643,643,645,647,648,649,649,649,652,653,656,657,663,668,669,673,675,684,689,700,709,725,743,754,775,797,826,846,866,883,919,951,976,1022,1052,1096,1110,1139,1168,1196,1231,1315,1366,1393,1422,1449,1487,1518,1536,1564,1578,1596,1616,1640,1659,1691,1713,1713,1743,1770,1784,1799,1811,1832,1839,1853,1859,1871,1877,1888,1895,1901,1910,1915,1924,1926,1936,1941,1946,1951,1960,1964,1971,1975,1982,1983,1989,1994,1999,2005,2017,2021,2025,2029,2034,2042,2049,2055,2056,2057,2066,2081,2098,2100,2444,2455,2461,2473,2487,2503,2511,2521,2529,2532,2543,2551,2572,2588,2606,2612,2616,2624,2639,2655,2668,2684,2692,2696,2714,2724,2743,2749,2769,2774,2779,2802,2823,2844,2851,2870,2876,2879,2896,2907,2930,2943,2962,2966,2970,2986,3000,3022,3032,3045,3052,3057,3071,3082,3112,3121,3146,3150,3151,3170,3179,3202,3213,3231,3236,3239,3247,3257,3278,3289,3311,3316,3319,3322,3336,3353,3361,3385,3392,3397,3404,3430,3456,3470,3490,3497,3508,3547,3558,3581,3590,3610,3612,3613,3627,3637,3659,3666,3699,3707,3715,3735,3750,3785,3799,3836,3848,3853,3879,3899,3924,3939,3980,3994,4001,4031,4051,4085,4107,4153,4158,4165,4212,4251,4284,4313,4343,4358,4362,4387,4417,4446,4481,4516,4525,4531,4555,4581,4624,4646,4680,4696,4700,4731,4745,4774,4796,4816,4821,4825,4862,4884,4907,4928,4946,4952,4954,4980,5001,5026,5046,5046,5046,5046,5046,5046,5046,5163,5163,5163,5163,5163,5163,5163,5232,5232,5232,5232,5232,5232,5232,5314,5314,5314,5314,5314,5314,5314,5355,5355,5355,5355,5355,5355,5355,5392,5392,5392,5392,5392,5392,5392,5414,5414,5414,5414,5414,5414,5414,5430,5430,5430,5430,5430,5430,5430,5454,5454,5454,5454,5454,5454,5454,5476,5476,5476,5476,5476,5476,5476,5515,5515,5515,5515,5515,5515,5515,5540,5540,5540,5540,5540,5540,5540,5572,5572,5572,5572,5572,5572,5572,5620,5620,5620,5620,5620,5620,5620,5694,5694,5694,5694,5694,5694,5694,5772,5772,5772,5772,5772,5772,5772,5804,5804,5804,5804,5804,5804,5804,5881,5881,5881,5881,5881,5881,5881,5993,5993,5993,5993,5993,5993,5993,6124,6124,6124,6124,6124,6124,6124,6218,6218,6218,6218,6218,6218,6218,6304,6304,6304,6304,6304,6304,6304,6366,6366,6366,6366,6366,6366,6366,6417,6417,6417,6417,6417,6417,6417,6464,6464,6464,6464,6464,6464,6464,6493,6493,6493,6493,6493,6493,6493,6529 +Northern Territory,Australia,-12.4634,130.8456,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,3,2,2,2,2,2,3,2,4,4,4,5,5,5,5,7,7,10,10,10,11,13,13,14,14,15,16,16,16,19,21,22,22,22,24,26,27,28,29,29,30,30,31,33,31,31,31,31,31,31,31,31,31,31,32,32,33,33,33,33,33,33,33,34,35,36,36,36,36,36,36,36,36,36,36,36,36,36,36,36,36,37,37,38,37,39,39,40,40,40,40,42,43,43,43,43,43,43,43,44,45,45,45,45,45,46,46,46,46,46,46,46,46,47,47,47,47,47,47,47,49,49,49,49,49,49,51,51,51,51,51,51,51,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,52,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,53,54,54,54,54,54,54,54,54,54,54,54,55,55,55,55,55,55,55,56,56,56,56,56,57,57,57,58,59,59,59,59,59,59,60,63,62,62,62,62,62,62,68,68,68,68,68,68,68,70,70,70,70,70,70,70,70,70,70,70,70,70,70,70,70,70,70,70,70,70,71,71,71,71,71,71,71,71,73,73,73,73,73,73,73,73,73,73,73,73,73,73,73,73,73,73,73,73,74,74,74,74,74,74,74,74,75,75,75,75,75,75,77,77,77,77,77,77,77,79,79,79,79,79,79,79,79,79,79,79,79,79,79,79,79,79,79,79,79,79,81,81,81,81,81,81,81,83,83,83,83,83,83,83,84,84,84,84,84,84,84,84,84,84,84,84,84,84,84,84,84,84,84,84,84,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,87,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,91 +Queensland,Australia,-27.4698,153.0251,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,2,2,2,2,4,4,4,4,4,4,4,4,4,5,5,5,5,5,5,5,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,7,7,7,7,7,7,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,8,8,8,10,10,11,11,17,20,20,29,29,52,63,72,85,85,105,105,129,138,153,153,183,196,199,209,225,234,247,268,277,296,308,332,340,354,367,371,377,387,399,438,446,456,458,463,468,505,513,520,528,529,530,540,564,570,577,589,591,592,597,610,615,623,629,632,634,644,652,662,673,683,683,685,694,700,706,709,717,718,718,727,732,737,740,746,746,747,755,756,763,772,774,775,775,781,791,795,797,798,798,802,802,808,823,828,835,838,840,841,850,857,863,863,868,868,868,876,887,898,903,905,905,908,918,921,933,938,940,940,952,959,961,970,979,979,980,998,1008,1027,1027,1037,1039,1040,1051,1057,1057,1073,1084,1084,1085,1087,1101,1110,1111,1118,1119,1120,1126,1139,1152,1163,1171,1171,1171,1175,1181,1186,1192,1197,1199,1199,1199,1238,1248,1254,1270,1270,1270,1281,1285,1302,1315,1323,1323,1323,1338,1350,1368,1388,1410,1410,1409,1427,1442,1452,1462,1470,1470,1470,1491,1510,1537,1554,1567,1567,1567,1590,1596,1627,1635,1653,1653,1653,1677,1712,1723,1741,1757,1757,1757,1774,1791,1811,1825,1845,1845,1845,1871,1900,1900,1919,1937,1937,1937,1955,1969,1985,1986,1986,1986,1988,2003,2027,2027,2048,2048,2048,2054,2054,2054,2054,2054,2125,2125,2125,2125,2125,2125,2162,2162,2162,2162,2162,2162,2162,2239,2239,2239,2239,2239,2239,2239,2229,2215,2215,2215,2215,2215,2215,2215,2236,2236,2236,2236,2236,2236,2236,2256,2256,2256,2256,2256,2256,2274,2274,2274,2274,2274,2274,2274,2288,2288,2288,2288,2288,2288,2288,2303,2303,2303,2303,2303,2303,2303,2317,2317,2317,2317,2317,2317,2317,2317,2331,2331,2331,2331,2331,2331,2331,2346,2346,2346,2346,2346,2346,2361,2361,2361,2361,2361,2361,2361,2394,2394,2394,2394,2394,2394,2394,2405,2405,2405,2405,2405,2405,2405,2405,2405,2405,2405,2405,2405,2405,2449,2449,2449,2449,2449,2449,2449,2526,2526,2526,2526,2526,2526,2526,2526,2574,2574,2574,2574,2574,2574,2643,2643,2643,2643,2643,2643,2643,2677,2677,2677,2677,2677,2677,2677,2710,2710,2710,2710,2710,2710,2710,2734,2734,2734,2734,2734,2734,2734,2760,2760,2760,2760,2760,2760,2760,2783,2783,2783,2783,2783,2783,2783,2783 +South Australia,Australia,-34.9285,138.6007,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,2,3,3,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,6,8,8,8,8,10,8,15,16,19,26,30,30,36,42,42,42,50,47,58,67,67,69,74,74,87,100,110,111,117,120,121,122,125,125,127,133,137,139,139,148,148,151,154,154,158,164,164,164,166,166,169,169,169,174,174,174,177,179,179,186,188,188,190,190,212,212,219,219,221,222,222,225,225,225,228,231,231,234,238,238,242,246,246,253,256,256,257,259,259,261,263,264,268,270,273,279,280,281,281,287,289,290,297,298,298,298,301,303,306,310,310,314,325,332,332,339,342,346,348,351,354,354,370,371,371,371,375,378,386,393,393,396,401,403,405,411,415,419,424,426,426,440,441,442,443,443,443,443,443,444,446,451,455,455,458,463,463,463,465,475,475,476,476,485,490,496,496,496,503,514,518,520,524,525,525,531,530,530,530,533,533,539,540,540,545,546,546,546,552,552,556,558,559,559,568,569,571,574,596,603,610,613,614,614,632,636,653,661,665,674,679,679,688,691,699,712,712,719,723,723,732,745,745,753,754,754,759,771,773,778,779,777,786,786,776,774,777,777,778,779,779,782,778,787,787,787,788,796,796,798,860,860,860,860,860,860,860,907,907,907,907,907,907,929,929,929,929,929,929,929,946,946,946,946,946,946,946,1027,1027,1027,1027,1027,1027,1027,1027,1027,1027,1027,1027,1027,1027,1029,1029,1029,1029,1029,1029,1029,1029,1029,1029,1029,1029,1029,1029,1029,1061,1061,1061,1061,1061,1061,1061,1061,1058,1058,1058,1058,1058,1060,1060,1060,1060,1060,1060,1060,1060,1067,1067,1067,1067,1067,1067,1078,1078,1078,1078,1078,1078,1078,1109,1109,1109,1109,1109,1109,1109,1126,1126,1126,1126,1126,1126,1126,1144,1144,1144,1144,1144,1144,1144,1155,1155,1155,1155,1155,1155,1155,1170,1170,1170,1170,1170,1170,1170,1203,1203,1203,1203,1203,1203,1203,1224,1224,1224,1224,1224,1224,1224,1235,1235,1235,1235,1235,1235,1235,1244,1244,1244,1244,1244,1244,1244,1333,1333,1333,1333,1333,1333,1333,1333,1322,1322,1322,1322,1322,1322,1322,1322,1322,1322,1322,1322,1322,1322,1322,1322,1322,1322,1322,1322,1365 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Brunswick,Canada,46.5653,-66.4619,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,3,3,3,4,4,4,4,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,8,8,8,8,8,8,8,8,8,8,8,8,8,8,8,8,8,8,8,8,9,9,9,9,9,9,9,9,9,9,9,9,11,12,12,12,12,12,12,13,13,13,13,13,13,14,14,16,16,17,18,18,18,18,18,18,18,20,20,20,21,21,22,22,22,22,23,24,24,24,24,24,25,26,26,26,26,26,26,27,27,28,28,28,28,28,28,28,29,29,29,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,31,31,32,33,33,33,33,33,33,33,33,33,33,33,34,34,34,35,35,35,36,36,36,36,36,37,38,38,39,40,40,41,41,41,41,41,41,41,41,41,41,42,43,43,43,43,43,43,43,43,43,43,43,43,43,43,43,44,44,44,44,44,44,44,44,44,45,45,45,45,45,45,45,45,45,45,45,45,45,45,45,45,45,45,45,45,45,45,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,46,47,47,47,47,47,47,47,47,48,48,48,48,48,48,48,49,49,52,53,54,54,56,57,59,60,64,66,68,69,70,70,72,72,74,75,75,80,82,84,87,90,91,94,99,101,106,107,108,111,111,112,114,114,116,117,117,118,119,120,121,121,121,121,121,121,121,121,121,122,122,122,122,122,122,122,122,122,123,123,123,123,123,123,124,125,128,130,132,132,133,136,136,136,138,139,140,140,142,144,144,144,146,148,148,148,148,149,151,152,152,152,156,156,157,159,160,160,160,162,165,168,169,170,171,172,172,173,174,178,182,183,187,189,192,196,199,201,207,207,212,215,215,224,228,228,233,238,243,247,251,252,258,259,263,269,275,278,282,286,290,292,293,296,297,298,298,298,298,300,300,300,301,301,301,304,306,306,308,309,309,309,311,312,313,316,317,317,317,317,320,320,320,320,320,320,320,336,336,336,336,336,336,336,349,349,349,349,358,358,358,358,358,358,358,368,368,368,368,368,368,368,378,378,378,378,378,378,378,378,378,378,378,384,384,384,384,384,384,384,399,399,399,399,399,399,399,406,406,406,406,406,406,406,411,411,411,411,411,411,411,416,416,416,416,416,416,416,419,419,419,419,419,419,419,421,421,421,422,422,422,422,422,422,422,422,422,422,422,422,422,422,425,425,425,425,425,425,425,429,429,429,429,429,429,429,429,429,429,429,429,429,433,433,433,433,433,433,433,438,438,438,438,438,438,438,443,443,443,443,443,443,443,447,447,447,447,447,447,447,451,451,451,451,451,451,451,456,456,456,456,456,456,456,462,462,462,462,462,462,462,466,466,466,466,466,466,466,472,472,472,472,472,472,472,476,476,476,476,476,476,476,480,480,480,480,480,480,480,480,480,480,485,485,485,485,490,490,490,490,490,490,490,493,493,493,493,493,493,493,493,493,493,576,576,576,576,585,585,585,585,585,585,585,585,585,585,592,592,592,592,592,592,592,592,599,599,599,599,599,599,603,603,603,603,603,603,603,609,609,609,609,609,609,609,615,615,615,615,615,615,615,621,621,621,621,621,621,621,628,628,628,628,635,635,635,635,635,635,635,635,635,635,635,635,635,635,635,635,635,740,740,740,740,740,740,740,749,749,749,749,749,749,749,762,762,762,762,762,762,762,773,773,773,773,773,773,773,781,781,781,781,781,781,781,812,812,812,812,812,812,812,822,822,822,822,822,822,822,825,825,825,825,825,825,825,834,834,834,834 +Newfoundland and Labrador,Canada,53.1355,-57.6604,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,2,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,8,8,8,8,10,10,10,10,10,10,10,11,11,11,11,13,13,13,13,13,13,15,15,15,15,15,15,15,15,15,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,17,17,17,17,17,17,17,17,17,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,19,19,19,20,20,20,20,21,21,21,23,23,23,23,24,25,26,26,28,28,30,30,30,30,31,31,34,38,38,38,38,40,40,44,45,46,46,46,46,48,50,50,52,52,52,56,57,60,61,61,61,61,63,63,64,64,64,64,64,66,66,66,66,66,66,66,68,68,72,72,76,76,76,76,78,78,82,82,82,82,85,87,87,92,92,92,92,101,103,103,110,110,110,110,116,118,118,122,122,122,122,122,122,130,137,137,137,137,137,142,142,152,152,152,152,157,157,157,162,162,162,162,164,165,165,168,168,168,168,168,169,169,176,176,176,176,176,176,176,177,177,177,177,177,177,177,182,182,182,182,182,182,182,184,184,184,184,184,184,184,187,187,187,187,187,187,187,187,187,190,190,190,190,190,190,190,192,192,192,192,192,192,192,193,193,193,193,193,193,193,193,193,193,193,193,193,194,194,194,194,194,194,194,200,200,200,200,200,200,200,203,203,203,203,203,203,203,207,207,207,207,207,207,207,212,212,212,212,212,212,212,219,219,219,219,219,219,219,223,223,223,223,223,223,223,227,227,227,227,227,227,227,231,231,231,231,231,231,231,235,235,235,235,235,235,235,236,236,236,236,236,236,236,236,236,236,239,239,239,239,243,243,243,243,243,243,243,246,246,246,246,246,246,246,250,250,250,250,250,250,250,254,254,254,254,254,254,254,254,254,254,257,257,257,257,257,257,257,257,262,262,262,262,262,262,268,268,268,268,268,268,268,271,271,271,271,271,271,271,275,275,275,275,275,275,275,278,278,278,278,278,278,278,282,282,282,282,288,288,288,288,288,288,288,288,288,288,288,288,288,288,288,288,288,295,295,295,295,295,295,295,295,295,295,295,295,295,295,296,296,296,296,296,296,296,296,296,296,296,296,296,296,304,304,304,304,304,304,304,304,304,304,304,304,304,304,311,311,311,311,311,311,311,311,311,311,311,311,311,311,318,318,318,318 +Northwest Territories,Canada,64.8255,-124.8457,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,6,6,6,6,6,6,6,6,6,6,6,6,6,6,7,9,9,9,9,9,9,9,9,9,9,9,9,9,10,10,10,11,11,11,11,11,11,11,11,11,11,11,11,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,13,13,13,13,14,14,14,14,15,15,15,15,15,15,15,15,15,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,18,18,18,18,19,19,19,19,19,19,19,19,19,19,19,19,19,19,19,20,20,20,20,20,20,20,20,20,20,20,20,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22,22 +Nova 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+,Congo (Brazzaville),-0.228,15.8277,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,2,2,2,5,5,5,5,5,5,5,5,5,5,5,5,6,6,6,6,6,6,6,6,6,6,6,8,8,9,9,9,9,10,10,10,10,10,10,10,11,11,11,15,15,15,15,15,15,15,16,16,16,16,16,16,19,19,19,19,20,20,20,20,20,20,22,22,22,24,24,24,24,24,24,27,27,27,27,27,27,27,37,37,37,37,37,37,37,37,37,41,41,44,44,44,44,44,47,47,47,47,47,47,47,47,48,49,49,49,50,50,50,50,51,51,51,54,54,54,54,54,54,54,58,58,58,58,58,58,58,58,60,60,60,60,60,76,76,76,77,77,77,77,77,78,78,78,78,78,78,78,78,78,102,102,102,102,102,102,114,114,83,88,88,88,88,88,88,88,89,89,89,89,89,89,89,89,89,89,89,89,89,89,89,89,89,89,89,89,89,90,90,90,90,90,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,93,93,93,93,93,93,93,93,94,94,94,94,94,94,94,94,94,94,94,94,99,99,99,99,99,100,100,100,100,100,100,100,100,100,100,100,100,107,107,107,107,107,108,108,108,108,108,108,108,108,108,108,108,108,112,112,112,114,114,114,114,114,114,117,117,117,117,117,117,117,117,117,117,117,117,117,117,122,122,122,122,122,122,122,122,123,123,123,123,123,123,123,123,123,127,127,127,128,128,128,128,128,128,128,128,131,131,131,131,131,131,131,131,131,131,131,131,131,131,134,134,134,134,134,134,135,135,135,135,135,135,135,135,135,135,135,135,135,137,137,137,137,137,137,137,137,139,139,139,139,139,139,139,139,139,139,139,144,144,144,144,144,144,144,144,147,147,147,147,148,148,148,148,148,148,148,148,148,148,148,148,150,150,150,150,150,150,153,153,153,153,153,153,153,153,154,154,155,155,155,157,157,157,157,157,160,160,160,160,160,161,161,161,161,161,164,164,164,165,165,165,165,165,165,166,166,166,166,167,167,167,167,167,167,167,167,167,167,172,172,172,172,174,176,176,176,176,176,176,177,177,177,177,178,178,178,178,178,178,178,178,178,178,179,179,179,179,179,179,179,179,179,179,179,179,179,179,179,179,179,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,191,191,191,191,191,191,193,193,193,193,197,197,197,199,199,199,206,206,206,206,206,219,219,219,222,222,222,231,231,231,239,239,239,239,249,249,249,258,258,258,258,278,278,278,297,297,297,297,309,309,309,309,309,309,309,319,331,331,331,339,339,339,339,349,349,349,349,349,349,354,354,354,354,354,354,354,354,359,359,359,359,359,359,359,359,359,365,365,365,365,365,367,367,367,367,367,367,367,367,367,367,367,367,367,369,369,369,369,370,370,370,370,370,370,370,371,371,371,371,371,371,371,371,371,371,371,371,371,371,371,371,371,371,371,371,371,371,371,371,375,375,375,375,375,375,375,375,375,375,375,375,375,375,377,377,377,378,378,378,378,378,378,378,378,378,378,378,378,378,378,378,378,378,378,378,378,378,378,383,383,383,384,384,384,384,384,384,384,384,384,384,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,385,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,386,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388,388 +,Congo 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+,Costa Rica,9.7489,-83.7534,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,4,4,4,4,5,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,7,7,7,8,8,9,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,11,11,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,14,15,15,16,17,18,18,18,19,23,23,25,25,26,28,30,34,37,40,42,47,54,62,66,68,71,80,87,98,104,115,125,133,140,150,154,162,171,181,191,200,218,228,235,244,255,263,272,281,291,294,304,314,321,333,340,348,355,362,376,386,397,407,418,418,436,443,453,460,469,478,478,510,531,543,567,583,590,590,621,633,649,666,686,706,706,745,760,781,795,812,828,828,861,880,904,917,930,950,950,987,1004,1024,1040,1055,1076,1076,1108,1124,1134,1159,1168,1183,1183,1204,1222,1236,1251,1265,1282,1282,1312,1329,1340,1357,1371,1385,1385,1404,1419,1431,1444,1453,1464,1464,1491,1502,1513,1527,1537,1546,1546,1566,1578,1588,1599,1608,1608,1608,1641,1662,1674,1679,1690,1690,1690,1726,1731,1739,1757,1773,1773,1773,1825,1846,1864,1882,1895,1895,1895,1936,1956,1967,1980,1996,1996,1996,2037,2051,2065,2086,2086,2086,2086,2144,2156,2171,2185,2185,2185,2185,2229,2248,2267,2286,2305,2305,2305,2353,2367,2384,2401,2416,2416,2416,2458,2477,2492,2506,2518,2518,2518,2558,2567,2584,2599,2604,2604,2604,2634,2641,2650,2662,2672,2672,2672,2692,2698,2701,2710,2714,2714,2714,2730,2737,2745,2756,2763,2763,2763,2782,2785,2793,2796,2800,2800,2800,2812,2820,2824,2829,2833,2833,2833,2833,2848,2848,2848,2862,2862,2862,2862,2886,2886,2886,2896,2896,2896,2896,2908,2908,2908,2931,2931,2931,2931,2957,2957,2957,2957,2957,2957,2957,3000,3000,3000,3018,3018,3018,3018,3044,3044,3065,3071,3071,3071,3099,3104,3115,3125,3136,3143,3143,3168,3186,3202,3217,3231,3231,3231,3290,3310,3326,3341,3365,3365,3365,3430,3456,3482,3514,3547,3547,3547,3625,3673,3696,3736,3765,3765,3765,3849,3877,3908,3929,3962,3962,3962,4041,4074,4098,4124,4153,4153,4153,4228,4251,4278,4298,4322,4322,4322,4388,4407,4437,4459,4473,4473,4473,4530,4546,4567,4581,4602,4602,4602,4648,4661,4667,4674,4686,4686,4686,4726,4740,4753,4760,4773,4773,4773,4773,4829,4842,4857,4874,4874,4874,4906,4915,4925,4933,4941,4941,4941,4941,4987,4997,5013,5030,5030,5030,5030,5070,5087,5108,5124,5124,5124,5162,5169,5185,5199,5211,5211,5211,5255,5269,5284,5296,5312,5312,5312,5361,5378,5394,5417,5431,5431,5431,5492,5506,5523,5540,5568,5568,5568,5642,5673,5702,5721,5754,5754,5754,5754,5851,5889,5919,5949,5949,5949,6056,6098,6128,6168,6189,6189,6189,6277,6316,6349,6386,6413,6413,6413,6494,6522,6553,6584,6612,6612,6612,6698,6718,6744,6771,6797,6797,6797,6857,6880,6895,6895,6946,6946,6946,6983,6997,7008,7021,7029,7029,7029,7078,7093,7111,7124,7134,7134,7134,7164,7176,7176,7190,7197,7197,7197,7223,7231,7241,7248,7251,7251,7251,7264,7271,7280,7284,7287,7287,7287,7287,7299,7305,7309,7312,7312,7312,7318,7324,7324,7328,7332,7332,7332,7332,7333,7336,7336,7340,7340,7340,7340,7343,7343,7343,7343,7343,7343,7343,7353,7353,7353,7353,7353,7353,7353,7366,7369,7370,7372,7372,7372,7382,7386,7394,7401,7406,7406,7406,7421,7425,7434,7441,7451,7451,7451,7451,7492,7505,7521,7533,7533,7533,7575,7593,7605,7621,7641,7641,7641,7694,7712,7730,7752,7772,7772,7772,7806,7829,7847,7874,7894,7894,7894,7936,7954,7969,7984,7999,7999,7999,8037,8047,8057,8073,8082,8082,8082,8121,8136,8142,8149,8160,8160,8160,8186,8192,8202,8215,8226,8226,8226,8244,8256,8261,8263,8266,8266,8266,8266,8266,8298,8300,8308,8308,8308,8308,8327,8327,8327,8327,8327,8327,8327,8357,8357,8357,8357,8357,8357,8357,8357,8383,8383,8383,8383,8383,8383,8383,8405,8405,8405,8405,8405,8405,8405,8421,8421,8421,8421,8421,8421,8444,8444,8444,8444,8444,8444,8444,8444,8472,8472,8472,8472,8472,8472,8495,8495,8495,8495,8495,8495,8495,8495,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8525,8670,8670,8670,8690,8690,8690,8690,8720,8720,8720,8740,8740,8740,8754,8754,8754,8754,8774,8774,8774,8780,8780,8780,8780,8800,8800,8800,8808,8808,8808,8808,8828,8828,8836,8836,8836,8836,8836,8856,8856,8856,8867,8867,8867,8867,8887,8887,8887,8887,8893,8893,8893,8913,8913,8913,8913,8913,8913,8913,8933,8933,8933,8933,8933,8933,8933,8970,8970,8970,8970,8970,8970,8970,8970,8966,8966,8966,8966,8966,8966,8974,8974,8974,8974,8974,8974,8974,8982,8982,8982,8982,8982,8982,8982,8990,8990,8990,8990,8990,8990,8990,8999,8999,8999,9009,9009,9009,9009,9009,9009,9009,9019,9019,9019,9019,9019,9019,9019,9031,9031,9031,9031,9031,9031,9031,9031,9031,9031,9031,9038,9038,9038,9046,9046,9046,9046,9046,9046,9046,9046,9046,9046,9046,9051,9051,9051,9051,9051,9051,9051,9059,9059,9059,9072,9072,9072,9072,9072,9072,9072,9072,9072,9072,9072,9085,9085,9085,9104,9104,9104,9104,9104,9104,9104,9104,9104,9104,9104,9104,9123,9123,9123,9123,9123,9123,9142,9142,9142,9142,9142,9142,9142,9158,9158,915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+,Cote 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Princess,0.0,0.0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,2,2,2,3,3,3,4,4,6,6,6,6,6,6,6,6,6,6,6,6,7,7,7,7,7,7,7,7,7,7,8,8,8,10,10,10,10,10,10,10,10,11,11,11,11,11,11,11,11,11,11,11,11,11,12,12,12,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13,13 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Salvador,13.7942,-88.8965,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,2,2,3,3,4,4,5,6,6,6,6,6,6,6,6,7,7,7,7,7,7,8,8,8,8,8,8,9,10,10,11,11,13,14,15,15,16,17,17,18,20,20,23,25,26,30,30,30,31,33,33,33,35,35,36,39,39,42,46,46,46,49,51,52,53,53,53,56,60,64,68,68,72,74,74,76,79,82,86,93,98,107,113,119,126,133,143,152,164,174,182,191,202,210,217,223,229,235,243,249,254,260,267,278,286,298,309,324,335,344,352,363,372,379,390,400,408,417,430,439,448,459,467,477,486,498,513,520,536,549,563,570,577,584,595,603,612,618,625,633,640,646,654,661,669,678,687,694,702,708,713,717,724,731,739,744,752,759,764,765,770,774,777,782,785,788,792,796,801,804,808,811,812,814,819,823,826,826,826,831,839,843,848,853,857,863,865,869,873,877,881,887,890,894,899,904,908,912,917,922,926,929,933,936,940,944,949,953,957,962,967,971,975,979,983,987,992,997,1002,1006,1010,1014,1020,1024,1028,1033,1039,1044,1047,1052,1056,1061,1064,1070,1075,1081,1086,1086,1098,1102,1107,1111,1114,1120,1129,1134,1142,1153,1159,1164,1168,1174,1180,1186,1193,1200,1205,1212,1219,1227,1234,1242,1250,1257,1265,1274,1283,1289,1297,1305,1313,1313,1327,1327,1327,1327,1358,1364,1373,1382,1390,1398,1408,1419,1428,1437,1447,1459,1469,1479,1487,1498,1509,1521,1530,1540,1551,1561,1572,1583,1589,1599,1604,1614,1623,1632,1638,1646,1653,1662,1673,1681,1692,1701,1709,1719,1727,1734,1742,1750,1758,1767,1776,1785,1792,1799,1807,1815,1823,1832,1841,1847,1854,1861,1869,1878,1887,1894,1894,1907,1915,1923,1929,1935,1940,1945,1950,1954,1958,1962,1962,1971,1975,1979,1983,1986,1990,1990,1996,1998,2000,2003,2006,2006,2006,2017,2021,2025,2030,2030,2037,2040,2044,2048,2051,2054,2057,2060,2064,2068,2072,2075,2078,2082,2086,2089,2093,2098,2103,2106,2111,2117,2120,2124,2124,2132,2134,2137,2141,2143,2146,2150,2154,2158,2164,2168,2173,2178,2182,2187,2191,2195,2199,2202,2206,2211,2216,2220,2224,2229,2233,2237,2241,2245,2249,2252,2255,2260,2260,2266,2270,2274,2279,2279,2284,2288,2292,2295,2299,2305,2310,2315,2321,2327,2332,2336,2341,2346,2351,2356,2361,2367,2371,2376,2381,2387,2393,2397,2403,2409,2414,2420,2428,2433,2439,2445,2451,2457,2464,2470,2477,2484,2492,2499,2508,2519,2529,2538,2547,2558,2567,2577,2587,2599,2613,2629,2641,2651,2663,2672,2681,2691,2703,2717,2730,2742,2749,2759,2769,2781,2789,2794,2804,2812,2817,2824,2831,2840,2846,2855,2863,2872,2880,2890,2898,2909,2918,2926,2934,2944,2952,2961,2969,2977,2986,2995,3005,3013,3022,3032,3043,3056,3066,3078,3090,3102,3114,3125,3138,3152,3164,3174,3185,3197,3211,3222,3234,3245,3262,3277,3293,3312,3327,3345,3357,3368,3381,3392,3405,3420,3435,3447,3460,3477,3490,3505,3520,3532,3544,3554,3564,3575,3586,3596,3604,3613,3622,3629,3638,3647,3654,3664,3670,3675,3682,3690,3695,3704,3709,3715,3721,3728,3731,3735,3738,3741,3746,3751,3753,3756,3759,3762,3764,3764,3769,3771,3774,3776,3778,3779,3781,3781,3783,3786,3789,3790,3791,3792,3793,3795,3797,3800,3800,3802,3803,3805,3807,3809,3810,3812,3815,3817,3818,3818,3820,3820,3821,3823,3824,3824,3825,3826,3826,3826,3826,3826,3827,3827,3827,3827,3828,3829,3832,3832,3834,3834,3837,3840,3843,3847,3851,3855,3857,3862,3866,3871,3877,3884,3891,3899,3908,3914,3921,3927,3933,3942,3952,3960,3967,3975,3982,3989,3994,4002,4011,4019,4027,4032,4032,4041,4044,4048,4054,4058,4062,4062,4068,4071,4074,4077,4081,4083,4086,4088,4091,4092,4093,4094,4095,4095,4100,4101,4102,4104,4105,4107,4109,4109,4113,4113,4114,4115,4115,4116,4116,4117,4118,4118,4119,4119,4119,4120,4120,4121,4121,4121,4121,4121,4122,4122,4124,4124,4124,4125,4125,4125,4125,4126,4126,4127,4127,4127,4127,4128,4128,4128,4128,4128,4128,4128,4128,4128,4128,4128,4128,4128,4128,4128,4129,4129,4129,4129,4129,4129,4130,4130,4130,4130,4130,4130,4130,4131,4131,4131,4131,4131,4131,4131,4132,4132,4132,4132,4132,4132,4133,4133,4133,4134,4134,4134,4135,4135,4135,4135,4135,4135,4136,4137,4137,4137,4138,4139,4139,4139,4139,4139,4141,4141,4142,4144,4146,4146,4149,4150,4152,4152,4153,4155,4156,4160,4163,4164,4165,4167,4171,4174,4174,4177,4178,4181,4184,4184,4184,4184,4189,4190,4192,4194,4194,4194,4194,4199,4201,4204,4206,4208,4210,4213,4214,4216,4216,4216,4217,4217,4217,4217,4217,4217,4218,4218,4219,4219,4219,4220,4220,4221,4221,4221,4221,4222,4223,4223,4224,4224,4224,4224,4224,4224,4226,4226,4227,4227,4227,4228,4228,4228,4228,4228,4228,4228,4228,4228,4229,4229,4229,4229,4229,4229,4229,4229,4229,4229,4229,4229,4229,4229,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230,4230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+,Equatorial Guinea,1.6508,10.2679,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,3,3,4,4,4,4,4,4,4,6,7,7,7,7,7,7,7,10,11,11,11,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,51,51,51,51,51,51,51,51,51,51,51,51,51,51,51,51,51,51,51,51,51,51,51,51,51,51,51,51,51,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,83,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,85,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,86,87,87,87,87,87,87,87,87,87,87,88,88,89,89,89,91,91,91,91,91,91,92,92,93,93,93,96,96,96,96,96,98,98,98,98,98,100,100,100,100,100,100,101,101,102,102,102,102,102,102,102,102,103,103,103,103,104,104,104,104,104,106,106,106,106,106,106,106,106,106,106,106,106,106,107,107,107,107,107,107,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,113,113,113,113,113,113,113,113,113,118,118,118,118,118,118,118,118,118,118,118,118,118,118,120,120,120,120,120,120,120,120,120,120,120,120,120,120,121,121,121,121,121,122,122,122,122,122,122,122,122,122,122,122,122,122,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,124,124,126,126,126,128,128,128,129,129,129,129,129,131,131,131,131,136,137,137,137,137,137,140,140,142,142,142,142,142,142,146,147,147,147,147,150,150,150,154,154,154,154,155,155,156,156,156,156,156,161,161,163,163,163,163,163,163,163,163,163,166,167,167,167,167,167,168,168,168,168,168,168,168,168,168,168,168,168,169,169,169,170,170,170,170,170,170,170,173,173,173,173,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,175,177,177,177,177,177,177,177,178,178,178,178,178,179,179,179,179,179,181,181,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,182,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183,183 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Miquelon,France,46.8852,-56.3159,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2 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+"Bonaire, Sint Eustatius and 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+Sint 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+,North Macedonia,41.6086,21.7453,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,2,2,3,3,3,4,6,7,9,11,11,12,17,18,23,26,29,30,32,34,34,38,44,45,46,49,49,51,54,55,56,56,57,59,61,65,71,73,77,81,82,84,85,86,88,89,90,91,91,91,92,95,95,97,98,101,104,106,110,111,112,113,113,113,116,119,121,126,131,133,140,141,145,147,149,151,153,156,157,164,169,171,179,188,193,201,210,216,222,233,238,247,251,259,265,268,277,286,298,302,306,321,328,334,341,346,351,359,362,368,376,382,385,389,393,401,406,414,422,432,432,442,445,451,460,460,466,471,476,480,486,493,497,500,505,511,517,519,523,527,528,529,530,532,535,539,544,547,549,551,554,557,563,564,568,573,578,585,590,596,600,603,604,606,606,609,614,617,623,631,634,637,642,646,648,652,661,668,675,683,689,693,700,705,710,712,721,722,725,729,737,739,743,749,753,756,760,768,772,775,781,785,792,797,800,809,815,821,824,834,846,850,862,874,883,897,919,934,949,963,977,982,994,1004,1025,1049,1071,1084,1096,1110,1136,1156,1186,1212,1238,1263,1281,1305,1345,1376,1397,1423,1462,1487,1511,1546,1561,1600,1630,1658,1699,1731,1763,1792,1825,1847,1877,1901,1924,1949,1977,2023,2051,2077,2096,2121,2147,2169,2194,2225,2254,2274,2292,2314,2340,2354,2375,2401,2427,2445,2456,2473,2488,2503,2510,2522,2530,2550,2559,2571,2581,2592,2614,2622,2635,2647,2657,2672,2682,2696,2702,2715,2726,2739,2754,2768,2779,2785,2791,2812,2821,2831,2841,2848,2855,2866,2873,2893,2900,2908,2916,2924,2946,2955,2959,2966,2971,2976,2989,2998,3003,3010,3018,3037,3047,3063,3076,3085,3098,3111,3119,3126,3137,3144,3151,3156,3165,3176,3185,3195,3206,3228,3244,3265,3280,3300,3319,3340,3364,3388,3403,3424,3448,3473,3503,3528,3545,3574,3607,3642,3675,3716,3749,3781,3810,3860,3905,3940,3977,4022,4073,4108,4150,4182,4228,4262,4289,4322,4357,4388,4419,4443,4478,4509,4556,4595,4628,4650,4677,4714,4742,4772,4818,4855,4891,4936,4961,4992,5016,5042,5067,5079,5093,5109,5135,5151,5168,5184,5197,5211,5230,5232,5249,5265,5280,5296,5311,5329,5342,5356,5369,5387,5398,5408,5413,5423,5429,5435,5442,5448,5455,5458,5462,5467,5468,5470,5471,5471,5472,5472,5472,5472,5474,5475,5475,5477,5477,5478,5481,5484,5484,5484,5484,5484,5484,5485,5486,5486,5486,5486,5486,5486,5486,5487,5487,5487,5487,5487,5487,5487,5487,5487,5487,5487,5487,5488,5489,5489,5489,5489,5491,5491,5491,5491,5493,5493,5493,5494,5494,5497,5501,5502,5503,5507,5509,5513,5521,5527,5532,5542,5552,5560,5574,5589,5608,5632,5654,5668,5695,5727,5755,5782,5818,5842,5869,5901,5938,5964,5987,6013,6045,6065,6097,6129,6153,6184,6214,6236,6259,6277,6307,6339,6367,6396,6437,6460,6472,6489,6511,6539,6557,6577,6594,6607,6630,6646,6668,6683,6683,6704,6719,6740,6758,6783,6799,6817,6831,6849,6855,6875,6888,6901,6922,6940,6964,6978,6998,7012,7019,7036,7051,7062,7072,7087,7098,7108,7121,7132,7145,7159,7178,7194,7204,7217,7232,7242,7255,7276,7294,7307,7320,7328,7337,7354,7367,7390,7406,7418,7436,7449,7464,7474,7492,7511,7528,7547,7569,7581,7592,7609,7616,7631,7641,7658,7674,7688,7695,7710,7723,7732,7740,7754,7768,7778,7794,7801,7815,7825,7838,7853,7868,7879,7894,7904,7907,7917,7935,7953,7960,7969,7975,7981,7996,8000,8002,8012,8023,8032,8042,8055,8062,8070,8083,8092,8100,8115,8139,8153,8166,8177,8198,8218,8240,8266,8285,8312,8338,8362,8383,8409,8444,8470,8494,8533,8549,8578,8599,8624,8658,8686,8705,8736,8747,8768,8793,8829,8851,8869,8891,8898,8915,8937,8958,8968,8981,8994,9001,9010,9027,9036,9050,9065,9075,9079,9086,9097,9104,9117,9123,9137,9146,9150,9155,9159,9162,9164,9172,9180,9184,9187,9188,9191,9197,9203,9206,9208,9214,9220,9221,9226,9226,9228,9231,9231,9234,9236,9240,9244,9251,9252,9256,9256,9260,9261,9261,9261,9262,9263,9265,9266,9271,9271,9271,9276,9277,9278,9278,9280,9280,9280,9280,9282,9283,9284,9284,9284,9284,9287,9287,9287,9287,9289,9289,9289,9291,9293,9293,9296,9296,9296,9297,9297,9297,9300,9300,9300,9300,9300,9303,9303,9306,9307,9309,9309,9309,9309,9311,9313,9313,9316,9316,9316,9316,9316,9318,9320,9322,9322,9322,9322,9322,9322,9322,9322,9322,9322,9322,9322,9323,9325,9327,9327,9327,9327,9327,9327,9329,9331,9331,9331,9335,9337,9337,9337,9339,9339,9339,9339,9343,9345,9349,9353,9353,9353,9359,9361,9361,9368,9370,9370,9370,9373,9377,9381,9387,9388,9388,9388,9398,9398,9400,9410,9414,9414,9414,9424,9426,9429,9437,9440,9440,9440,9450,9455,9461,9468,9473,9473,9473,9477,9481,9489,9490,9495,9495,9495,9499,9499,9502,9503,9506,9506,9506,9512,9515,9516,9520,9521,9521,9521,9524,9524,9524,9526,9527,9527,9527,9531,9531,9535,9534,9534,9534,9534,9537,9539,9542,9542,9544,9544,9544,9548,9548,9551,9551,9551,9551,9551,9553,9554,9556,9559,9559,9559,9559,9559,9561,9561,9564,9564,9564,9564,9564,9564,9564,9564,9564,9564,9564,9564,9564,9564,9564,9564,9564,9564,9564,9564,9564,9567,9567,9567,9567,9567,9567,9568,9568,9568,9568,9568,9568,9568,9568,9570,9570,9570,9570,9591,9591,9591,9591,9591,9591,9591,9591,9599,9599,9599,9599,9599,9599,9599,9599,9608,9608,9608,9608,9608,9608,9614,9614,9614,9614,9614,9614,9614,9614,9614,9614,9614,9614,9614,9614,9623,9623,9623,9623,9623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Guinea,-6.314993,143.95555,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,0,0,0,0,0,0,0,1,2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,4,4,4,4,4,4,4,4,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,6,6,6,6,6,6,6,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,8,8,8,8,8,8,8,8,8,8,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,9,10,10,10,10,10,10,10,10,11,12,12,12,12,14,14,14,14,16,16,16,16,16,16,21,21,21,21,26,26,26,31,36,36,36,36,37,39,39,39,39,45,49,56,60,60,60,60,61,67,67,68,68,68,68,68,69,69,71,82,82,82,89,91,91,91,99,99,102,102,105,105,107,107,107,115,115,115,121,121,121,121,121,121,121,130,130,133,136,136,136,136,136,141,154,154,154,154,156,156,159,162,162,162,162,162,162,162,162,162,164,164,164,164,164,164,164,164,165,165,165,165,167,167,173,173,173,173,173,173,173,173,173,173,173,173,173,173,173,173,173,173,177,177,177,177,179,179,179,179,179,179,179,179,187,191,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,192,194,194,196,196,196,204,204,204,204,204,204,212,212,217,217,225,225,227,227,227,229,229,234,234,234,234,234,237,243,245,245,245,245,252,262,266,266,266,266,309,312,312,325,329,329,335,335,335,335,345,367,367,370,370,385,392,392,406,406,407,407,413,415,415,430,430,436,436,436,436,436,484,484,486,529,529,542,542,542,542,545,545,546,546,550,550,550,550,550,573,573,573,573,573,586,586,587,587,587,589,589,589,589,589,589,589,589,589,589,590,590,590,590,590,590,590,590,590,590,591,591,591,591,591,595,595,595,596,596,596,596,596,596,596,596,596,596,597,597,597,597,597,597,597,597,597,597,597,597,597,597,597,597,597,610,610,610,610,610,610,628,628,628,628,636,636,636,636,638,638,638,638,638,638,638,638,638,638,638,639,639,639,639,639,639,639,639,639,639,639,639,639,639,639,639,639,639,640,640,640,640,640,640,640,640,640,640,643,643,643,643,643,643,643,643,649,649,649,649,649,649,649,649,649,649,649,649,649,649,649,649,649,650,650,650,650,650,650,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,651,657,658,658,658,658,658,658,658,658,658,658,658,658,658,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,662,663,663,663,663,663,663,663,663,663,663,663,663,663,663,663,663,663,663,663,663,663,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,664,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,668,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,669,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670,670 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Grenadines,12.9843,-61.2872,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,3,3,3,4,4,4,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,8,8,8,8,8,8,8,8,8,8,8,8,8,8,8,9,9,9,9,9,9,9,9,9,9,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,10,11,11,11,11,11,11,11,11,11,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,12,13,13,13,13,14,14,14,16,17,17,17,17,17,18,19,19,21,26,26,28,33,33,33,33,33,33,38,38,38,38,38,38,47,53,53,54,56,56,60,60,60,63,63,64,65,66,66,68,68,69,69,69,69,69,69,69,69,69,71,71,71,71,72,72,72,73,73,73,73,73,73,74,74,74,74,74,74,74,74,74,74,74,76,76,76,76,76,77,77,77,77,77,77,77,77,77,77,77,79,79,79,81,81,81,81,81,81,81,81,81,83,83,83,83,84,84,84,84,84,85,85,85,85,85,85,87,88,88,90,90,90,90,92,92,92,92,93,93,93,94,94,95,95,95,99,99,99,99,101,101,101,102,102,103,103,103,103,104,104,104,105,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,106,107,107,108,108,108,108,108,108,108,108,108,108,108,108,109,109,109,110,110,110,110,111,111,111,111,111,111,111,111,112,112,112,112,114,114,114,114,114,114,114,114,114,114,114,114,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,118,118,118,118,118,118,118,118,118,119,119,119,119,119,119,119,120,120,120,120,120,120,121,121,121,121,121,121,121,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123,123 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Marino,43.9424,12.4578,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,2,2,2,5,5,5,5,9,11,14,14,20,20,20,21,21,21,21,22,22,25,26,28,28,30,32,32,32,32,34,34,34,34,35,35,36,36,36,38,38,39,39,39,40,40,40,40,40,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,42,43,43,43,43,43,44,44,44,44,44,44,45,45,46,46,46,46,47,48,48,48,48,49,49,50,51,51,52,54,54,54,55,55,55,55,56,56,56,57,57,57,57,59,59,59,59,61,61,62,62,62,64,64,64,64,64,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,67,67,67,68,68,68,69,69,69,69,71,71,72,72,72,72,72,72,72,72,72,72,72,72,73,73,73,73,74,74,74,74,75,75,76,76,76,77,77,77,77,77,77,77,77,77,77,78,79,79,79,79,80,82,84,84,84,84,84,84,84,84,84,84,85,85,85,85,85,85,85,85,86,86,86,86,86,86,88,88,88,88,89,89,89,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,91,91,91,91,91,91,91,91,91,91,91,91,91,91,91,91,91,91,91,91,91,91,91,91,91,91,91,91,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,92,93,93,93,93,93,93,93,93,93,93,93,93,93,93,93,93,93,94,94,94,94,94,94,94,94,94,94,94,95,95,95,96,96,97,97,98,98,98,98,98,99,99,100,100,100,102,102,103,103,103,103,103,103,103,103,103,103,103,103,103,103,105,106,107,107,107,108,108,109,109,109,109,109,109,109,109,109,109,109,109,109,109,109,110,110,110,110,110,110,110,110,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,112,113,113,113,113,113,113,113,113,113,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,116,116,116,116,116,116,116,117,117,117,117,117,117,117,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,118,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,119,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122,122 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+,South 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+,South Sudan,6.877,31.307,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,4,4,4,4,4,4,4,6,8,8,8,8,10,10,10,10,10,10,10,10,10,10,10,14,19,19,19,24,24,27,27,27,30,31,32,34,34,34,35,36,36,36,36,36,36,36,38,38,38,38,38,38,38,38,38,38,38,38,38,41,41,41,41,43,43,43,45,45,45,45,45,45,45,46,46,46,46,46,46,46,46,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,48,48,48,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,49,50,50,50,50,50,50,53,54,54,55,55,55,55,55,55,55,55,55,55,55,55,56,56,56,56,56,56,58,58,58,59,59,59,59,59,59,59,59,59,59,59,59,59,59,59,59,59,59,59,59,60,60,60,60,61,61,61,61,61,61,61,61,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,64,66,66,66,66,66,69,71,71,72,74,74,77,79,79,83,83,85,86,87,87,87,87,90,93,93,94,95,97,100,100,102,102,102,102,102,103,104,104,104,104,106,106,106,106,106,106,106,106,107,108,108,108,108,108,108,109,112,112,112,113,113,113,113,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,116,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,117,118,118,118,118,119,119,119,119,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,121,121,121,121,121,121,121,121,121,128,128,128,128,128,128,128,130,130,130,130,130,130,130,130,130,130,130,130,130,130,130,130,130,130,130,130,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,133,135,135,135,135,135,135,135,135,135,135,135,135,136,136,136,136,136,136,136,136,136,136,136,136,136,136,136,136,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,137,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138 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Kingdom,49.448196,-2.58949,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,2,3,4,4,6,6,8,9,9,9,10,11,11,13,13,13,13,13,13,14,14,15,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,17,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,18,20,20,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,21,22,22,22,22,22,22,22,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,23,24,24,24,24,24,24,25,25,26,26,28,28,28,28,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,36,36,36,36,36,36,36,36,43,43,43,43,43,43,43,43,43,43,43,43,43,43,43,43,43,43,43,43,43,45,45,45,45,45,45,45,46,46,46,46,46,46,46,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,47,48,48,48,48,48,48,49,49,49,49,49,49,49,49,50,50,50,50,50,50,50,54,54,54,54,54,54,54,54,54,54,54,54,54,54,60,60,60,60,60,60,60,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,62,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,63,64,64,64,64,64,64,64,64,64,64,64,64,64,64,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,65,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,69,69,69,69,69,69,69,69,62,62,62,62,62,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66,66 +Isle of Man,United Kingdom,54.2361,-4.5481,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,2,2,2,2,4,4,4,6,6,9,9,15,16,18,18,18,20,21,21,21,22,22,22,23,23,23,23,23,23,23,23,23,23,23,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,24,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,25,26,26,26,26,26,26,26,26,26,26,26,26,26,26,27,27,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,29,30,30,30,33,33,33,33,33,33,36,36,36,37,37,37,37,37,37,37,37,37,37,37,37,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,38,51,51,51,51,51,51,51,51,52,52,52,52,52,52,54,54,54,54,54,54,54,54,56,56,56,56,56,56,57,57,57,57,57,57,57,57,57,57,57,57,57,57,60,60,60,60,60,60,61,64,64,64,64,64,64,64,64,66,66,66,66,66,66,66,66,66,66,66,66,66,66,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,67,68,68,68,68,68,68,68,70,70,70,70,70,70,70,70,70,70,70,70,70,70,70,71,71,71,71,71,71,73,73,73,73,73,73,73,77,77,77,77,77,77,77,77,79,79,79,79,79,79,79,80,80,80,80,80,80,80,80,80,80,80,80,80,81,81,81,81,81,81,81,81,81,81,81,81,81,81,81,82,82,82,82,82,82,84,84,84,84,84,84,84,87,87,87,87,87,87,87,87,87,87,87,87,87,93,93,98,98,98,98,98,98,98,102,102,102,102,102,102,102,104,104,104,104,104,104,104,104,105,105,105,105,105,105,105,105,105,105,105,105,105,106,106,106,106,106,106,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,107,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,108,110,110,110,110,110,110,110,110,110,110,110,110,110,110,111,111,111,111,111,111,111,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,115,115,115,115,115,115,115,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116,116 +Jersey,United Kingdom,49.2138,-2.1358,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,2,2,2,2,2,2,3,3,3,3,3,3,4,4,4,4,4,6,7,10,11,12,12,14,14,18,19,19,19,19,19,20,20,22,23,24,24,24,24,25,25,25,25,26,26,27,27,27,27,27,27,27,28,29,29,29,29,29,29,29,29,29,29,29,29,29,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,30,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,31,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,32,33,36,36,36,38,39,40,41,41,41,41,41,41,42,44,44,44,44,47,51,53,56,57,57,57,59,59,60,60,62,62,62,62,62,62,62,63,63,63,63,63,64,65,66,66,66,66,67,67,67,67,67,67,67,67,67,67,67,67,67,68,68,68,68,68,68,68,68,68,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,69,70,71,72,73,73,73,73,73,73,73,74,74,74,74,74,74,75,75,75,75,75,76,76,76,77,77,77,77,77,77,77,77,77,77,77,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,78,79,79,79,79,79,79,79,79,79,79,79,79,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,80,81,81,81,81,81,81,81,82,82,84,84,84,84,84,84,84,84,85,87,87,87,87,88,89,89,89,89,89,89,89,89,89,89,89,89,89,89,89,89,90,90,90,90,90,92,92,92,92,92,92,94,94,94,96,96,96,96,99,99,99,100,100,100,101,103,103,104,104,104,104,104,106,106,106,106,106,108,108,108,108,108,108,109,109,110,111,112,112,112,112,112,113,113,113,113,113,114,115,115,115,115,115,115,116,116,116,116,116,116,116,116,116,118,118,118,118,118,119,120,120,120,120,120,120,120,120,120,121,121,121,121,121,121,121,121,121,121,121,121,122,122,123,123,123,123,123,124,124,124,126,126,126,126,126,126,126,127,127,127,127,127,127,127,127,127,127,127,127,127,127,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,129,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,131,132,132,132,133,133,133,133,133,133,133,135,135,135,135,135,135,135,135,135,135,135,135,135,135,135,135,135,135,135,135,135,136,136,136,136,136,136,136,136,136,136,136,136,136,136,136,136,136,137,137,137,137,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,138,139,139,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,141,142,142,142,142,142,142,142,142,142,142,142,142,142,142,142,142,142,142,142,142,142,142,142,142,142,142,142,142,144,144,144,144,144,144,144,146,146,146,146,146,146,146,146,146,146,146,146,146,146,150,150,150,150,150,150,150,154,154,154,154,154,154,154,155,155,155,155,155,155,155,155,157,157,157,157,157,157,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161,161 +Montserrat,United 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+Pitcairn Islands,United 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diff --git a/covid_external.csv b/external_cases.csv similarity index 98% rename from covid_external.csv rename to external_cases.csv index a8dbb41f..c20cce6b 100644 --- a/covid_external.csv +++ b/external_cases.csv @@ -1,38 +1,38 @@ -states,region,Population,Overall CCVI Index,Age,Epidemiological,Fragility,Health System,Population Density,Socio-Economic, Transport Availability,Acute IHR -FCT,North Central,4865000,0.3,0,0.9,0.4,0.6,0.9,0.6,0.2,0.79 -Plateau,North Central,4766000,0.4,0.5,0.4,0.8,0.3,0.3,0.5,0.3,0.93 -Kwara,North Central,3524000,0.3,0.4,0.3,0.2,0.4,0.2,0.6,0.7,0.93 -Nassarawa,North Central,2783000,0.1,0.3,0.5,0.9,0,0.1,0.6,0.5,0.85 -Niger,North Central,6260000,0.6,0,0.6,0.3,0.7,0.1,0.8,0.8,0.84 -Benue,North Central,6376000,0.5,0.7,0.5,0.7,0.4,0.4,0.3,0.5,0.91 -Kogi,North Central,4970000,0.1,0.3,0.2,0.5,0.5,0.4,0.3,0.6,0.87 -Bauchi,North East,7270000,0.8,0.1,0.2,0.8,0.8,0.2,0.8,0.8,0.85 -Gombe,North East,3692000,1,0.4,0.4,0.9,0.9,0.3,0.8,0.7,0.83 -Borno,North East,6651000,0.9,0.3,0.1,1,1,0.1,0.7,0.9,0.89 -Adamawa,North East,4672000,0.8,0.5,0.6,0.9,0.7,0.3,0.7,0.6,0.94 -Yobe,North East,3723000,1,0.6,0.3,1,0.5,0,0.9,1,0.87 -Taraba,North East,3387000,0.8,0.6,0.8,0.9,0.5,0,0.7,0.9,0.86 -Kano,North West,14726000,0.6,0.2,0.1,0.3,0.4,0.8,0.8,0.5,0.87 -Kaduna,North West,9227000,0.7,0.1,0.9,0.8,0.9,0.4,0.6,0.4,0.86 -Katsina,North West,8713000,0.7,0.1,0.1,0.3,0.2,0.6,0.9,0.8,0.85 -Jigawa,North West,6435000,0.9,0.4,0,0.7,0.6,0.5,0.9,0.8,0.92 -Sokoto,North West,5612000,0.9,0.3,0.2,0.4,0.7,0.3,1,1,0.89 -Kebbi,North West,4968000,0.8,0.2,0.3,0.4,0.9,0.1,0.9,0.9,0.85 -Zamfara,North West,4974000,0.9,0.2,0.1,0.7,0.8,0.2,1,0.9,0.87 -Imo,South East,6018000,0.4,1,0.9,0,0.4,0.9,0.4,0,1.12 -Abia,South East,4190000,0.2,0.9,0.6,0.1,0.3,0.9,0.2,0,1.14 -Enugu,South East,4801000,0.2,0.9,0.4,0,0.3,0.7,0.4,0.1,1.14 -Akwa Ibom,South East,6093000,0.7,0.8,0.7,0.6,0.8,0.8,0.5,0.1,1.01 -Anambra,South East,6050000,0.6,0.9,1,0.6,0.2,1,0,0.1,1.08 -Edo,South South,4705000,0.1,0.9,0.8,0.1,0.1,0.5,0.4,0.3,1.09 -Rivers,South South,7763000,0.4,0.5,0.9,0.6,0.6,0.9,0.1,0.1,1 -Delta,South South,6303000,0.4,0.6,0.7,0.2,1,0.6,0.5,0.4,1.08 -Ebonyi,South South,3192000,0.6,1,0,0.6,0.1,0.7,0.3,0.6,1 -Bayelsa,South South,2606000,0.5,0.8,0.6,0.1,0.9,0.5,0.2,0.7,1 -Cross river,South South,4272000,0.5,0.4,0.7,0.8,0.1,0.4,0.4,0.6,0.98 -Lagos,South West,13992000,0,0.1,1,0.3,0.1,1,0.1,0.4,0.93 -Oyo,South West,8737000,0.2,0.7,0.8,0.2,0.8,0.6,0.2,0.3,1.06 -Ogun,South West,5878000,0.3,0.6,0.7,0.5,0.6,0.6,0,0.2,1.07 -Ondo,South West,5185000,0.1,0.8,0.5,0.1,0.3,0.6,0.3,0.3,1.04 -Osun,South West,5252000,0,0.7,0.4,0.4,0,0.8,0.1,0.2,1.06 +states,region,Population,Overall CCVI Index,Age,Epidemiological,Fragility,Health System,Population Density,Socio-Economic, Transport Availability,Acute IHR +FCT,North Central,4865000,0.3,0,0.9,0.4,0.6,0.9,0.6,0.2,0.79 +Plateau,North Central,4766000,0.4,0.5,0.4,0.8,0.3,0.3,0.5,0.3,0.93 +Kwara,North Central,3524000,0.3,0.4,0.3,0.2,0.4,0.2,0.6,0.7,0.93 +Nassarawa,North Central,2783000,0.1,0.3,0.5,0.9,0,0.1,0.6,0.5,0.85 +Niger,North Central,6260000,0.6,0,0.6,0.3,0.7,0.1,0.8,0.8,0.84 +Benue,North Central,6376000,0.5,0.7,0.5,0.7,0.4,0.4,0.3,0.5,0.91 +Kogi,North Central,4970000,0.1,0.3,0.2,0.5,0.5,0.4,0.3,0.6,0.87 +Bauchi,North East,7270000,0.8,0.1,0.2,0.8,0.8,0.2,0.8,0.8,0.85 +Gombe,North East,3692000,1,0.4,0.4,0.9,0.9,0.3,0.8,0.7,0.83 +Borno,North East,6651000,0.9,0.3,0.1,1,1,0.1,0.7,0.9,0.89 +Adamawa,North East,4672000,0.8,0.5,0.6,0.9,0.7,0.3,0.7,0.6,0.94 +Yobe,North East,3723000,1,0.6,0.3,1,0.5,0,0.9,1,0.87 +Taraba,North East,3387000,0.8,0.6,0.8,0.9,0.5,0,0.7,0.9,0.86 +Kano,North West,14726000,0.6,0.2,0.1,0.3,0.4,0.8,0.8,0.5,0.87 +Kaduna,North West,9227000,0.7,0.1,0.9,0.8,0.9,0.4,0.6,0.4,0.86 +Katsina,North West,8713000,0.7,0.1,0.1,0.3,0.2,0.6,0.9,0.8,0.85 +Jigawa,North West,6435000,0.9,0.4,0,0.7,0.6,0.5,0.9,0.8,0.92 +Sokoto,North West,5612000,0.9,0.3,0.2,0.4,0.7,0.3,1,1,0.89 +Kebbi,North West,4968000,0.8,0.2,0.3,0.4,0.9,0.1,0.9,0.9,0.85 +Zamfara,North West,4974000,0.9,0.2,0.1,0.7,0.8,0.2,1,0.9,0.87 +Imo,South East,6018000,0.4,1,0.9,0,0.4,0.9,0.4,0,1.12 +Abia,South East,4190000,0.2,0.9,0.6,0.1,0.3,0.9,0.2,0,1.14 +Enugu,South East,4801000,0.2,0.9,0.4,0,0.3,0.7,0.4,0.1,1.14 +Akwa Ibom,South East,6093000,0.7,0.8,0.7,0.6,0.8,0.8,0.5,0.1,1.01 +Anambra,South East,6050000,0.6,0.9,1,0.6,0.2,1,0,0.1,1.08 +Edo,South South,4705000,0.1,0.9,0.8,0.1,0.1,0.5,0.4,0.3,1.09 +Rivers,South South,7763000,0.4,0.5,0.9,0.6,0.6,0.9,0.1,0.1,1 +Delta,South South,6303000,0.4,0.6,0.7,0.2,1,0.6,0.5,0.4,1.08 +Ebonyi,South South,3192000,0.6,1,0,0.6,0.1,0.7,0.3,0.6,1 +Bayelsa,South South,2606000,0.5,0.8,0.6,0.1,0.9,0.5,0.2,0.7,1 +Cross river,South South,4272000,0.5,0.4,0.7,0.8,0.1,0.4,0.4,0.6,0.98 +Lagos,South West,13992000,0,0.1,1,0.3,0.1,1,0.1,0.4,0.93 +Oyo,South West,8737000,0.2,0.7,0.8,0.2,0.8,0.6,0.2,0.3,1.06 +Ogun,South West,5878000,0.3,0.6,0.7,0.5,0.6,0.6,0,0.2,1.07 +Ondo,South West,5185000,0.1,0.8,0.5,0.1,0.3,0.6,0.3,0.3,1.04 +Osun,South West,5252000,0,0.7,0.4,0.4,0,0.8,0.1,0.2,1.06 Ekiti,South West,3593000,0.3,0.8,0.3,0.5,0.2,0.8,0.1,0.4,1.03 \ No newline at end of file diff --git a/recovered_cases.csv b/recovered_cases.csv new file mode 100644 index 00000000..d20ea9a8 --- /dev/null +++ b/recovered_cases.csv @@ -0,0 +1,275 @@ 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Territory,Australia,-35.4735,149.0124,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,2,2,2,3,8,11,18,18,28,40,40,40,47,59,59,59,59,72,72,82,81,88,88,91,92,93,93,97,98,99,100,101,101,103,103,103,103,103,103,103,103,103,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,104,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,105,107,107,107,109,109,109,109,109,109,109,109,109,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,110,111,111,111,111,111,111,111,111,111,111,111,111,111,111,111,111,111,111,111,111,111,111,111,111,111,111,111,112,112,112,112,112,112,112,112,112,113,113,113,113,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,114,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,115,116,116,116,116,117,117,117,119,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,120,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,121,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 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