Coordinate_final.ipynb

{
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   "cell_type": "code",
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   "id": "286ed660-24c8-45f7-8b13-7fd3ae8cd181",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
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     ]
    }
   ],
   "source": [
    "pip install geopandas"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "f65ec104-984c-461c-b59e-08a6d13aa646",
   "metadata": {},
   "outputs": [],
   "source": [
    "import geopandas as gpd\n",
    "import pandas as pd\n",
    "from shapely.geometry import Point\n",
    "import random\n",
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "14d545da-d06d-4fad-8fb8-c82ad3490926",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\89751\\AppData\\Local\\Temp\\ipykernel_7208\\3147074011.py:3: FutureWarning: The geopandas.dataset module is deprecated and will be removed in GeoPandas 1.0. You can get the original 'naturalearth_lowres' data from https://www.naturalearthdata.com/downloads/110m-cultural-vectors/.\n",
      "  world = gpd.read_file(gpd.datasets.get_path('naturalearth_lowres'))\n",
      "C:\\Users\\89751\\AppData\\Local\\Temp\\ipykernel_7208\\3147074011.py:66: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n",
      "  df1 = pd.concat([df1, temp_df], ignore_index=True)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    Short name   Latitude   Longitude\n",
      "0          RUS  68.592138   28.958542\n",
      "1          RUS  57.832187  158.433644\n",
      "2          RUS  62.061663  135.290469\n",
      "3          RUS  66.117619  179.072720\n",
      "4          RUS  59.798295  113.551864\n",
      "..         ...        ...         ...\n",
      "775        USA  33.789719 -103.501729\n",
      "776        USA  45.455224 -103.458605\n",
      "777        USA  29.668566  -81.776017\n",
      "778        USA  35.043735  -95.559811\n",
      "779        USA  35.778761  -97.813579\n",
      "\n",
      "[780 rows x 3 columns]\n"
     ]
    }
   ],
   "source": [
    "def generate_region_points(num_points):\n",
    "    # Load world shapefile (use a detailed shapefile if needed)\n",
    "    world = gpd.read_file(gpd.datasets.get_path('naturalearth_lowres'))\n",
    "\n",
    "    # Define regions and their respective countries\n",
    "    regions = {\n",
    "        \"RUS\": [\"Russia\", \"Azerbaijan\", \"Armenia\", \"Georgia\"],\n",
    "        \"CHN\": [\"China\", \"Taiwan\", \"Mongolia\", \"Hong Kong\", \"Macau\"],\n",
    "        \"RSAF\": [\"Guinea\", \"Sierra Leone\", \"Uganda\", \"Mauritania\", \"Tanzania\", \"Malawi\", \"Angola\", \"Botswana\", \"Mozambique\", \"Namibia\", \"Lesotho\", \"Zambia\", \"Zimbabwe\", \"Eswatini\"],\n",
    "                 \"MEX\": [\"Mexico\"],\n",
    "        \"INDO\": [\"Indonesia\", \"Papua New Guinea\", \"Timor-Leste\"],\n",
    "        \"JAP\": [\"Japan\"],\n",
    "        \"RSAM\": [\"Guyana\", \"Chile\", \"Venezuela\", \"Colombia\", \"Ecuador\", \"Argentina\", \"Peru\", \"Uruguay\", \"Paraguay\", \"Suriname\", \"Bolivia\", \"French Guiana\"],\n",
    "        \"WAF\": [\"Burkina Faso\", \"Nigeria\", \"Guinea\", \"Cabo Verde\", \"Chad\", \"Cote d'Ivoire\", \"Guinea-Bissau\", \"Central African Republic\", \"Mauritania\", \"Senegal\", \"Liberia\", \"Benin\", \"DR Congo\", \"Congo Republic\", \"Cameroon\", \"Gabon\", \"Ghana\", \"Mali\", \"Niger\", \"Equatorial Guinea\", \"Gambia\", \"Sierra Leone\", \"Togo\", \"St. Helena\", \"Sao Tome and Principe\"],\n",
    "        \"UKR\": [\"Moldova\", \"Ukraine\", \"Belarus\"],\n",
    "        \"INDIA\": [\"India\"],\n",
    "        \"ME\": [\"Iran\", \"United Arab Emirates\", \"Yemen\", \"Saudi Arabia\", \"Iraq\", \"Oman\", \"Syria\", \"Jordan\", \"Bahrain\", \"Kuwait\", \"Qatar\", \"Israel\", \"Lebanon\"],\n",
    "        \"WEU\": [\"Italy\", \"Norway\", \"France\", \"Spain\", \"Malta\", \"Sweden\", \"Finland\", \"Ireland\", \"Switzerland\", \"Germany\", \"Portugal\", \"Netherlands\", \"Denmark\", \"Liechtenstein\", \"Belgium\", \"Iceland\", \"Faroe Islands\", \"Austria\", \"San Marino\", \"Andorra\", \"Luxembourg\", \"Gibraltar\", \"Monaco\", \"Vatican\", \"United Kingdom\"],\n",
    "        \"NAF\": [\"Algeria\", \"Egypt\", \"Tunisia\", \"Libya\", \"Morocco\", \"Western Sahara\"],\n",
    "        \"KOR\": [\"South Korea\", \"North Korea\"],\n",
    "        \"EAF\": [\"Uganda\", \"Seychelles\", \"Madagascar\", \"Sudan\", \"Burundi\", \"Mauritius\", \"Ethiopia\", \"Somalia\", \"South Sudan\", \"Kenya\", \"Eritrea\", \"Djibouti\", \"Rwanda\", \"Comoros\", \"Reunion\"],\n",
    "        \"STAN\": [\"Kazakhstan\", \"Uzbekistan\", \"Kyrgyz Republic\", \"Tajikistan\", \"Turkmenistan\"],\n",
    "        \"CEU\": [\"Slovenia\", \"Latvia\", \"North Macedonia\", \"Croatia\", \"Hungary\", \"Romania\", \"Kosovo\", \"Bulgaria\", \"Serbia\", \"Montenegro\", \"Bosnia and Herzegovina\", \"Estonia\", \"Poland\", \"Czechia\", \"Albania\", \"Lithuania\", \"Slovakia\", \"Cyprus\"],\n",
    "        \"RCAM\": [\"Cuba\", \"Bahamas\", \"Dominican Republic\", \"Panama\", \"Honduras\", \"Guatemala\", \"Nicaragua\", \"Bermuda\", \"El Salvador\", \"Trinidad and Tobago\", \"Anguilla\", \"Belize\", \"Haiti\", \"Jamaica\", \"St. Kitts and Nevis\", \"Turks and Caicos Islands\", \"Barbados\", \"Costa Rica\", \"St. Lucia\", \"Dominica\", \"St. Vincent and the Grenadines\", \"Grenada\", \"Guadeloupe\", \"British Virgin Islands\", \"Puerto Rico\", \"Cayman Islands\", \"Montserrat\", \"United States Virgin Islands\", \"Aruba\", \"Curacao\", \"Martinique\", \"Sint Maarten\"],\n",
    "        \"CAN\": [\"Canada\"],\n",
    "        \"RSAS\": [\"Maldives\", \"Afghanistan\", \"Sri Lanka\", \"Bangladesh\", \"Bhutan\", \"Nepal\"],\n",
    "        \"SAF\": [\"South Africa\"],\n",
    "        \"BRA\": [\"Brazil\", \"BR-North-eastern grid\", \"BR-Northern grid\", \"BR-South-eastern/Mid-western grid\", \"BR-Southern grid\", \"BR-TO\", \"BR-BA\", \"BR-PI\", \"BR-AP\", \"BR-RS\", \"BR-PR\", \"BR-MG\", \"BR-SE\", \"BR-PA\", \"BR-PB\", \"BR-CE\", \"BR-AM\", \"BR-RO\", \"BR-RJ\", \"BR-DF\", \"BR-AC\", \"BR-SP\", \"BR-SC\", \"BR-MA\", \"BR-MS\", \"BR-MT\", \"BR-PE\", \"BR-ES\", \"BR-RR\", \"BR-RN\", \"BR-GO\", \"BR-AL\"],\n",
    "        \"TUR\": [\"Turkey\"],\n",
    "        \"OCE\": [\"Australia\", \"French Polynesia\", \"Solomon Islands\", \"Fiji\", \"New Zealand\", \"Kiribati\", \"Vanuatu\", \"Marshall Islands\", \"Micronesia, Fed. Sts.\", \"Palau\", \"Samoa\", \"Nauru\", \"Cook Islands\", \"Northern Mariana Islands\", \"New Caledonia\", \"Tonga\", \"Tuvalu\", \"American Samoa\", \"Tokelau\", \"Niue\"],\n",
    "        #Due to no USA data found, we ignore here\n",
    "        #\"USA\": [\"USA\"],\n",
    "        \"SEAS\": [\"Laos\", \"Fiji\", \"Solomon Islands\", \"Afghanistan\", \"Philippines\", \"Thailand\", \"Vietnam\", \"Myanmar\", \"Malaysia\", \"Cambodia\", \"Singapore\", \"Brunei Darussalam\"]\n",
    "        }\n",
    "\n",
    "    def generate_random_points(poly, num_points):\n",
    "        min_x, min_y, max_x, max_y = poly.bounds\n",
    "        points = []\n",
    "        count = 0\n",
    "        while len(points) < num_points:\n",
    "            random_point = Point(random.uniform(min_x, max_x), random.uniform(min_y, max_y))\n",
    "            if random_point.within(poly):  # Ensuring the point is within the polygon\n",
    "                points.append(random_point)\n",
    "            count += 1\n",
    "            if count > 10000:  # To avoid infinite loops for small or complex polygons\n",
    "                break\n",
    "        return points\n",
    "\n",
    "    # Prepare DataFrame to store data\n",
    "    columns = ['Short name', 'Latitude', 'Longitude']\n",
    "    df1 = pd.DataFrame(columns=columns)\n",
    "\n",
    "    # Generate points for each region\n",
    "    for region, countries in regions.items():\n",
    "        region_gdf = world[world['name'].isin(countries)]\n",
    "        if not region_gdf.empty:\n",
    "            region_poly = region_gdf.unary_union  # Merge all geometries into a single polygon\n",
    "            if region_poly:  # Check if the unary union is not None\n",
    "                points = generate_random_points(region_poly, num_points)\n",
    "                # Collect data for each point\n",
    "                temp_df = pd.DataFrame({\n",
    "                    'Short name': [region] * len(points),\n",
    "                    'Latitude': [point.y for point in points],\n",
    "                    'Longitude': [point.x for point in points]\n",
    "                })\n",
    "                df1 = pd.concat([df1, temp_df], ignore_index=True)\n",
    "            else:\n",
    "                print(f\"No valid geometry for region: {region}\")\n",
    "        else:\n",
    "            print(f\"No data found for region: {region}\")\n",
    "\n",
    "    # Additional US coordinate data points\n",
    "    additional_data = {\n",
    "        \"Latitude\": [45.807829, 41.136239, 36.670570, 42.587507, 42.770469, 32.869369, 36.434490, 33.545211, 38.138087,\n",
    "                     41.528551, 38.162916, 38.439424, 45.609783, 46.068791, 36.497370, 32.482742, 37.853306, 34.759171,\n",
    "                     37.716315, 31.927429, 41.477802, 45.082500, 39.504504, 32.359355, 38.458387, 33.789719, 45.455224,\n",
    "                     29.668566, 35.043735, 35.778761],\n",
    "        \"Longitude\": [-109.893191, -118.513366, -81.997825, -123.159697, -114.265284, -95.018497, -116.607157,\n",
    "                      -116.346676, -114.529919, -113.225229, -75.897152, -101.659194, -107.540372, -110.384427,\n",
    "                      -108.999016, -91.253774, -92.476445, -111.948201, -101.312317, -86.267520, -98.734401, -68.996042,\n",
    "                      -84.194565, -86.756630, -115.105711, -103.501729, -103.458605, -81.776017, -95.559811, -97.813579],\n",
    "        \"Short name\": [\"USA\"] * 30\n",
    "    }\n",
    "    df2 = pd.DataFrame(additional_data)\n",
    "\n",
    "    # Combining the dataframes\n",
    "    combined_df = pd.concat([df1, df2], ignore_index=True)\n",
    "    return combined_df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "d85653c5-359f-4754-b877-bf49e7828a32",
   "metadata": {},
   "outputs": [],
   "source": [
    "def check_coordinate_land_or_sea (df):\n",
    "    # Load the world shapefile\n",
    "    world = gpd.read_file(gpd.datasets.get_path('naturalearth_lowres'))\n",
    "\n",
    "    # Convert DataFrame to GeoDataFrame with appropriate geometry column from latitude and longitude\n",
    "    gdf = gpd.GeoDataFrame(df, geometry=gpd.points_from_xy(df['Longitude'], df['Latitude']))\n",
    "\n",
    "    # Filter the world GeoDataFrame to include only land polygons\n",
    "    land_polygons = world[world['continent'].notnull()]\n",
    "\n",
    "    # Function to check if each point is on land\n",
    "    def check_land(point, land_polygons):\n",
    "        return any(land.contains(point) for land in land_polygons.geometry)\n",
    "\n",
    "    # Identify points that are on land using the check_land function\n",
    "    gdf['Location Type'] = gdf['geometry'].apply(lambda x: 'Land' if check_land(x, land_polygons) else 'Sea')\n",
    "\n",
    "    return gdf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "c5a1d278-5bc6-4be6-bede-ebc9b941a284",
   "metadata": {},
   "outputs": [],
   "source": [
    "def df_to_csv(df, file_name):\n",
    "    df.to_csv(file_name, index=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "0aeb93f0-1754-4ea0-983f-36f97a1ba777",
   "metadata": {},
   "outputs": [],
   "source": [
    "def csv_to_df(file_name):\n",
    "    return pd.read_csv(file_name)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "id": "8c84bf43-7af2-450c-a0b7-1055224de6a4",
   "metadata": {},
   "outputs": [],
   "source": [
    "def generate_figure (file_name):\n",
    "\n",
    "    # Prepare the figure\n",
    "    fig_width = 16\n",
    "    fig_height = 8  # Increased height for global view\n",
    "    fig = plt.figure(figsize=(fig_width, fig_height))\n",
    "    ax = plt.axes(projection=ccrs.PlateCarree())\n",
    "    ax.set_global()  # Set the view to global\n",
    "    \n",
    "    # Create a color map for the regions\n",
    "    unique_regions = mileposts['Short name'].unique()\n",
    "    colors = plt.cm.get_cmap('tab20', len(unique_regions))\n",
    "    region_color = {region: colors(i) for i, region in enumerate(unique_regions)}\n",
    "    \n",
    "    # Plot each region with a different color\n",
    "    for region, color in region_color.items():\n",
    "        region_data = mileposts[mileposts['Short name'] == region]\n",
    "        ax.scatter(region_data['Longitude'], region_data['Latitude'], color=color, s=25, marker='s', label=region)\n",
    "    \n",
    "    ax.coastlines()\n",
    "    \n",
    "    # Add a legend\n",
    "    ax.legend(title='Region', loc='upper left')\n",
    "    \n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "9006df24-fe5c-4074-8641-e18e6d6ffa4b",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\89751\\AppData\\Local\\Temp\\ipykernel_7208\\3147074011.py:3: FutureWarning: The geopandas.dataset module is deprecated and will be removed in GeoPandas 1.0. You can get the original 'naturalearth_lowres' data from https://www.naturalearthdata.com/downloads/110m-cultural-vectors/.\n",
      "  world = gpd.read_file(gpd.datasets.get_path('naturalearth_lowres'))\n",
      "C:\\Users\\89751\\AppData\\Local\\Temp\\ipykernel_7208\\3147074011.py:66: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n",
      "  df1 = pd.concat([df1, temp_df], ignore_index=True)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    Short name   Latitude   Longitude\n",
      "0          RUS  68.971603  161.160886\n",
      "1          RUS  70.576647  135.408792\n",
      "2          RUS  65.330545  144.224968\n",
      "3          RUS  64.206571   78.760017\n",
      "4          RUS  56.580304   62.499175\n",
      "..         ...        ...         ...\n",
      "775        USA  33.789719 -103.501729\n",
      "776        USA  45.455224 -103.458605\n",
      "777        USA  29.668566  -81.776017\n",
      "778        USA  35.043735  -95.559811\n",
      "779        USA  35.778761  -97.813579\n",
      "\n",
      "[780 rows x 3 columns]\n"
     ]
    }
   ],
   "source": [
    "df = generate_region_points(num_points=30)\n",
    "print(df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "ef1fe88b-bc52-4059-9136-cb52c411d537",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\89751\\AppData\\Local\\Temp\\ipykernel_7208\\2565261692.py:3: FutureWarning: The geopandas.dataset module is deprecated and will be removed in GeoPandas 1.0. You can get the original 'naturalearth_lowres' data from https://www.naturalearthdata.com/downloads/110m-cultural-vectors/.\n",
      "  world = gpd.read_file(gpd.datasets.get_path('naturalearth_lowres'))\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Short name</th>\n",
       "      <th>Latitude</th>\n",
       "      <th>Longitude</th>\n",
       "      <th>geometry</th>\n",
       "      <th>Location Type</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>RUS</td>\n",
       "      <td>68.971603</td>\n",
       "      <td>161.160886</td>\n",
       "      <td>POINT (161.16089 68.97160)</td>\n",
       "      <td>Land</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>RUS</td>\n",
       "      <td>70.576647</td>\n",
       "      <td>135.408792</td>\n",
       "      <td>POINT (135.40879 70.57665)</td>\n",
       "      <td>Land</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>RUS</td>\n",
       "      <td>65.330545</td>\n",
       "      <td>144.224968</td>\n",
       "      <td>POINT (144.22497 65.33055)</td>\n",
       "      <td>Land</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>RUS</td>\n",
       "      <td>64.206571</td>\n",
       "      <td>78.760017</td>\n",
       "      <td>POINT (78.76002 64.20657)</td>\n",
       "      <td>Land</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>RUS</td>\n",
       "      <td>56.580304</td>\n",
       "      <td>62.499175</td>\n",
       "      <td>POINT (62.49918 56.58030)</td>\n",
       "      <td>Land</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>775</th>\n",
       "      <td>USA</td>\n",
       "      <td>33.789719</td>\n",
       "      <td>-103.501729</td>\n",
       "      <td>POINT (-103.50173 33.78972)</td>\n",
       "      <td>Land</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>776</th>\n",
       "      <td>USA</td>\n",
       "      <td>45.455224</td>\n",
       "      <td>-103.458605</td>\n",
       "      <td>POINT (-103.45861 45.45522)</td>\n",
       "      <td>Land</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>777</th>\n",
       "      <td>USA</td>\n",
       "      <td>29.668566</td>\n",
       "      <td>-81.776017</td>\n",
       "      <td>POINT (-81.77602 29.66857)</td>\n",
       "      <td>Land</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>778</th>\n",
       "      <td>USA</td>\n",
       "      <td>35.043735</td>\n",
       "      <td>-95.559811</td>\n",
       "      <td>POINT (-95.55981 35.04373)</td>\n",
       "      <td>Land</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>779</th>\n",
       "      <td>USA</td>\n",
       "      <td>35.778761</td>\n",
       "      <td>-97.813579</td>\n",
       "      <td>POINT (-97.81358 35.77876)</td>\n",
       "      <td>Land</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>780 rows × 5 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "    Short name   Latitude   Longitude                     geometry  \\\n",
       "0          RUS  68.971603  161.160886   POINT (161.16089 68.97160)   \n",
       "1          RUS  70.576647  135.408792   POINT (135.40879 70.57665)   \n",
       "2          RUS  65.330545  144.224968   POINT (144.22497 65.33055)   \n",
       "3          RUS  64.206571   78.760017    POINT (78.76002 64.20657)   \n",
       "4          RUS  56.580304   62.499175    POINT (62.49918 56.58030)   \n",
       "..         ...        ...         ...                          ...   \n",
       "775        USA  33.789719 -103.501729  POINT (-103.50173 33.78972)   \n",
       "776        USA  45.455224 -103.458605  POINT (-103.45861 45.45522)   \n",
       "777        USA  29.668566  -81.776017   POINT (-81.77602 29.66857)   \n",
       "778        USA  35.043735  -95.559811   POINT (-95.55981 35.04373)   \n",
       "779        USA  35.778761  -97.813579   POINT (-97.81358 35.77876)   \n",
       "\n",
       "    Location Type  \n",
       "0            Land  \n",
       "1            Land  \n",
       "2            Land  \n",
       "3            Land  \n",
       "4            Land  \n",
       "..            ...  \n",
       "775          Land  \n",
       "776          Land  \n",
       "777          Land  \n",
       "778          Land  \n",
       "779          Land  \n",
       "\n",
       "[780 rows x 5 columns]"
      ]
     },
     "execution_count": 50,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "check_coordinate_land_or_sea (df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "d44974f0-8aeb-47a9-be8d-387f0d4c0019",
   "metadata": {},
   "outputs": [],
   "source": [
    "file_name = '/test1.csv'\n",
    "df_to_csv(df, file_name)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "d9312f3e-04ae-4edd-a5a2-89bf59990e1e",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\89751\\AppData\\Local\\Temp\\ipykernel_7208\\867683418.py:12: MatplotlibDeprecationWarning: The get_cmap function was deprecated in Matplotlib 3.7 and will be removed two minor releases later. Use ``matplotlib.colormaps[name]`` or ``matplotlib.colormaps.get_cmap(obj)`` instead.\n",
      "  colors = plt.cm.get_cmap('tab20', len(unique_regions))\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1600x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df = pd.read_csv('/test1.csv')\n",
    "generate_figure (df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "b37600c6-af28-4403-b805-30e68668e6fc",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}