read_sanctuaries_footprints_arcgis_service.ipynb

read_sanctuaries_footprints_arcgis_service.ipynb

{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "provenance": [],
      "authorship_tag": "ABX9TyODOpBstB0M05sVZueMl2MS",
      "include_colab_link": true
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/gist/MathewBiddle/a7267347edc4caf90a3347ba99850d0c/read_sanctuaries_footprints_arcgis_service.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import geopandas as gpd\n",
        "\n",
        "url = 'https://services2.arcgis.com/C8EMgrsFcRFL6LrL/ArcGIS/rest/services/NOAA_National_Marine_Sanctuaries_(2023)_/FeatureServer/0/query?f=json&outfields=*&where=1%3D1'\n",
        "\n",
        "test = gpd.read_file(url)\n",
        "\n",
        "earth = gpd.read_file(gpd.datasets.get_path(\"naturalearth_lowres\"))\n",
        "\n",
        "# transform geometry\n",
        "test = test.to_crs(earth.crs)\n",
        "\n",
        "# plot\n",
        "base2 = earth.plot(figsize=(20,18))\n",
        "\n",
        "test.plot(ax=base2, color='red', )"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 912
        },
        "id": "nLggghjFhAUx",
        "outputId": "825876f0-9e56-4f1a-abe3-ae5a837db8b1"
      },
      "execution_count": 2,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-2-1b2d4b66795d>:7: 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",
            "  earth = gpd.read_file(gpd.datasets.get_path(\"naturalearth_lowres\"))\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: >"
            ]
          },
          "metadata": {},
          "execution_count": 2
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 2000x1800 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "test"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "epJzhP2NmpOV",
        "outputId": "bbd04a99-a2da-42ad-f04e-680543ddd893"
      },
      "execution_count": 3,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "    FID  OBJECTID Site_ID                                          Site_Name  \\\n",
              "0   281       281    NMS4             Florida Keys National Marine Sanctuary   \n",
              "1   315       315    NMS3        National Marine Sanctuary of American Samoa   \n",
              "2   318       318    NMS7              Gray's Reef National Marine Sanctuary   \n",
              "3   328       328    NMS1          Channel Islands National Marine Sanctuary   \n",
              "4   329       329   NMS10           NOAA's Monitor National Marine Sanctuary   \n",
              "5   330       330   NMS11             Monterey Bay National Marine Sanctuary   \n",
              "6   331       331   NMS13            Olympic Coast National Marine Sanctuary   \n",
              "7   332       332    NMS6  Gerry E. Studds/Stellwagen Bank National Marin...   \n",
              "8   333       333    NMS9  Hawaiian Islands Humpback Whale National Marin...   \n",
              "9   547       547   NMS14  Thunder Bay National Marine Sanctuary and Unde...   \n",
              "10  549       549    NMS2             Cordell Bank National Marine Sanctuary   \n",
              "11  550       550    NMS8       Greater Farallones National Marine Sanctuary   \n",
              "12  973       973   NMS15      Mallows Bay-Potomac National Marine Sanctuary   \n",
              "13  977       977    NMS5      Flower Garden Banks National Marine Sanctuary   \n",
              "14  978       978   NMS16  Wisconsin-Shipwreck Coast National Marine Sanc...   \n",
              "\n",
              "   Gov_Level   State               Prot_Lvl  \\\n",
              "0    Federal      FL  Zoned w/No Take Areas   \n",
              "1    Federal     ASM  Zoned w/No Take Areas   \n",
              "2    Federal      GA  Zoned w/No Take Areas   \n",
              "3    Federal      CA  Zoned w/No Take Areas   \n",
              "4    Federal      NC   Uniform Multiple Use   \n",
              "5    Federal      CA     Zoned Multiple Use   \n",
              "6    Federal      WA     Zoned Multiple Use   \n",
              "7    Federal      MA   Uniform Multiple Use   \n",
              "8    Federal      HI   Uniform Multiple Use   \n",
              "9    Federal      MI     Zoned Multiple Use   \n",
              "10   Federal      CA     Zoned Multiple Use   \n",
              "11   Federal      CA     Zoned Multiple Use   \n",
              "12   Federal      MD   Uniform Multiple Use   \n",
              "13   Federal  TX, LA     Zoned Multiple Use   \n",
              "14   Federal      WI   Uniform Multiple Use   \n",
              "\n",
              "                                            Mgmt_Agen  \\\n",
              "0              NOAA National Marine Sanctuary Program   \n",
              "1   NOAA National Marine Sanctuary Program & Ameri...   \n",
              "2              NOAA National Marine Sanctuary Program   \n",
              "3              NOAA National Marine Sanctuary Program   \n",
              "4              NOAA National Marine Sanctuary Program   \n",
              "5              NOAA National Marine Sanctuary Program   \n",
              "6              NOAA National Marine Sanctuary Program   \n",
              "7              NOAA National Marine Sanctuary Program   \n",
              "8              NOAA National Marine Sanctuary Program   \n",
              "9              NOAA National Marine Sanctuary Program   \n",
              "10             NOAA National Marine Sanctuary Program   \n",
              "11             NOAA National Marine Sanctuary Program   \n",
              "12             NOAA National Marine Sanctuary Program   \n",
              "13             NOAA National Marine Sanctuary Program   \n",
              "14             NOAA National Marine Sanctuary Program   \n",
              "\n",
              "                                       Mgmt_Plan         Pri_Con_Fo  ...  \\\n",
              "0                  Site-Specific Management Plan   Natural Heritage  ...   \n",
              "1                  Site-Specific Management Plan   Natural Heritage  ...   \n",
              "2                  Site-Specific Management Plan   Natural Heritage  ...   \n",
              "3                  Site-Specific Management Plan   Natural Heritage  ...   \n",
              "4                  Site-Specific Management Plan   Natural Heritage  ...   \n",
              "5                  Site-Specific Management Plan   Natural Heritage  ...   \n",
              "6                  Site-Specific Management Plan   Natural Heritage  ...   \n",
              "7                  Site-Specific Management Plan   Natural Heritage  ...   \n",
              "8                  Site-Specific Management Plan   Natural Heritage  ...   \n",
              "9                  Site-Specific Management Plan  Cultural Heritage  ...   \n",
              "10                 Site-Specific Management Plan   Natural Heritage  ...   \n",
              "11  Non-MPA Programmatic Habitat Management Plan   Natural Heritage  ...   \n",
              "12                           MPA Management Plan  Cultural Heritage  ...   \n",
              "13                 Site-Specific Management Plan   Natural Heritage  ...   \n",
              "14                 Site-Specific Management Plan  Cultural Heritage  ...   \n",
              "\n",
              "   MarPercent       AreaNT   Longitude   Latitude VxCount  SHAPE_Leng  \\\n",
              "0         100  1222.346469  -81.717467  24.693315   39690   32.946354   \n",
              "1         100     0.006851 -168.165495 -14.527123    2833    8.253789   \n",
              "2         100    21.374000  -80.874675  31.391905       7    0.302773   \n",
              "3         100   807.101193 -119.837293  33.945118    7883    6.907226   \n",
              "4         100     0.000000  -75.409588  35.006568      49    0.052323   \n",
              "5         100     0.000000 -122.350496  36.542007    7278   10.602189   \n",
              "6         100     0.000000 -124.882834  47.822006    2027    5.482345   \n",
              "7         100     0.000000  -70.321246  42.404405      29    2.042709   \n",
              "8         100     0.000000 -157.095891  20.907777   18278   10.473276   \n",
              "9         100     0.000000  -83.156902  45.179495  105387    8.836263   \n",
              "10        100     0.000000 -123.545091  38.077245      20    2.495081   \n",
              "11        100     0.000000 -123.477343  38.308687   26792    8.145409   \n",
              "12        100     0.000000  -77.290809  38.440169     799    0.355524   \n",
              "13        100     0.000000  -93.326916  27.865784     265    3.218238   \n",
              "14        100     0.000000  -87.581185  43.781336    2815    2.893003   \n",
              "\n",
              "      SHAPE_Area   Shape__Area  Shape__Length  \\\n",
              "0   1.199400e+10  1.199400e+10   3.827872e+06   \n",
              "1   3.770411e+10  3.770411e+10   9.327464e+05   \n",
              "2   7.879795e+07  7.879795e+07   3.593139e+04   \n",
              "3   5.541770e+09  5.541770e+09   8.145536e+05   \n",
              "4   3.291316e+06  3.291316e+06   6.483832e+03   \n",
              "5   2.452208e+10  2.452208e+10   1.322203e+06   \n",
              "6   1.832267e+10  1.832267e+10   7.402021e+05   \n",
              "7   4.022032e+09  4.022032e+09   2.754548e+05   \n",
              "8   4.075662e+09  4.075662e+09   1.200783e+06   \n",
              "9   2.227295e+10  2.227295e+10   1.130399e+06   \n",
              "10  5.382148e+09  5.382148e+09   3.060881e+05   \n",
              "11  1.389988e+10  1.389988e+10   1.011672e+06   \n",
              "12  7.517453e+07  7.517453e+07   4.529937e+04   \n",
              "13  5.342232e+08  5.342232e+08   3.792215e+05   \n",
              "14  4.788970e+09  4.788970e+09   4.064083e+05   \n",
              "\n",
              "                                             geometry  \n",
              "0   MULTIPOLYGON (((-83.08333 24.30000, -83.15000 ...  \n",
              "1   MULTIPOLYGON (((-170.76554 -14.36159, -170.765...  \n",
              "2   POLYGON ((-80.82815 31.36274, -80.92120 31.362...  \n",
              "3   MULTIPOLYGON (((-118.91492 33.52444, -118.9071...  \n",
              "4   POLYGON ((-75.40959 35.01490, -75.40850 35.014...  \n",
              "5   MULTIPOLYGON (((-122.50000 35.50000, -123.0000...  \n",
              "6   POLYGON ((-125.68166 48.25000, -125.50081 48.3...  \n",
              "7   POLYGON ((-70.21664 42.76672, -70.03506 42.093...  \n",
              "8   MULTIPOLYGON (((-155.85478 20.29997, -155.8501...  \n",
              "9   POLYGON ((-83.48397 45.77194, -82.52064 45.335...  \n",
              "10  POLYGON ((-123.99988 38.29989, -123.20005 38.2...  \n",
              "11  POLYGON ((-123.72746 38.95759, -123.72779 38.9...  \n",
              "12  POLYGON ((-77.25723 38.39794, -77.31009 38.397...  \n",
              "13  MULTIPOLYGON (((-92.89654 27.81615, -92.90885 ...  \n",
              "14  POLYGON ((-87.56312 43.31519, -87.88779 43.315...  \n",
              "\n",
              "[15 rows x 38 columns]"
            ],
            "text/html": [
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              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>FID</th>\n",
              "      <th>OBJECTID</th>\n",
              "      <th>Site_ID</th>\n",
              "      <th>Site_Name</th>\n",
              "      <th>Gov_Level</th>\n",
              "      <th>State</th>\n",
              "      <th>Prot_Lvl</th>\n",
              "      <th>Mgmt_Agen</th>\n",
              "      <th>Mgmt_Plan</th>\n",
              "      <th>Pri_Con_Fo</th>\n",
              "      <th>...</th>\n",
              "      <th>MarPercent</th>\n",
              "      <th>AreaNT</th>\n",
              "      <th>Longitude</th>\n",
              "      <th>Latitude</th>\n",
              "      <th>VxCount</th>\n",
              "      <th>SHAPE_Leng</th>\n",
              "      <th>SHAPE_Area</th>\n",
              "      <th>Shape__Area</th>\n",
              "      <th>Shape__Length</th>\n",
              "      <th>geometry</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>281</td>\n",
              "      <td>281</td>\n",
              "      <td>NMS4</td>\n",
              "      <td>Florida Keys National Marine Sanctuary</td>\n",
              "      <td>Federal</td>\n",
              "      <td>FL</td>\n",
              "      <td>Zoned w/No Take Areas</td>\n",
              "      <td>NOAA National Marine Sanctuary Program</td>\n",
              "      <td>Site-Specific Management Plan</td>\n",
              "      <td>Natural Heritage</td>\n",
              "      <td>...</td>\n",
              "      <td>100</td>\n",
              "      <td>1222.346469</td>\n",
              "      <td>-81.717467</td>\n",
              "      <td>24.693315</td>\n",
              "      <td>39690</td>\n",
              "      <td>32.946354</td>\n",
              "      <td>1.199400e+10</td>\n",
              "      <td>1.199400e+10</td>\n",
              "      <td>3.827872e+06</td>\n",
              "      <td>MULTIPOLYGON (((-83.08333 24.30000, -83.15000 ...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>315</td>\n",
              "      <td>315</td>\n",
              "      <td>NMS3</td>\n",
              "      <td>National Marine Sanctuary of American Samoa</td>\n",
              "      <td>Federal</td>\n",
              "      <td>ASM</td>\n",
              "      <td>Zoned w/No Take Areas</td>\n",
              "      <td>NOAA National Marine Sanctuary Program &amp; Ameri...</td>\n",
              "      <td>Site-Specific Management Plan</td>\n",
              "      <td>Natural Heritage</td>\n",
              "      <td>...</td>\n",
              "      <td>100</td>\n",
              "      <td>0.006851</td>\n",
              "      <td>-168.165495</td>\n",
              "      <td>-14.527123</td>\n",
              "      <td>2833</td>\n",
              "      <td>8.253789</td>\n",
              "      <td>3.770411e+10</td>\n",
              "      <td>3.770411e+10</td>\n",
              "      <td>9.327464e+05</td>\n",
              "      <td>MULTIPOLYGON (((-170.76554 -14.36159, -170.765...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>318</td>\n",
              "      <td>318</td>\n",
              "      <td>NMS7</td>\n",
              "      <td>Gray's Reef National Marine Sanctuary</td>\n",
              "      <td>Federal</td>\n",
              "      <td>GA</td>\n",
              "      <td>Zoned w/No Take Areas</td>\n",
              "      <td>NOAA National Marine Sanctuary Program</td>\n",
              "      <td>Site-Specific Management Plan</td>\n",
              "      <td>Natural Heritage</td>\n",
              "      <td>...</td>\n",
              "      <td>100</td>\n",
              "      <td>21.374000</td>\n",
              "      <td>-80.874675</td>\n",
              "      <td>31.391905</td>\n",
              "      <td>7</td>\n",
              "      <td>0.302773</td>\n",
              "      <td>7.879795e+07</td>\n",
              "      <td>7.879795e+07</td>\n",
              "      <td>3.593139e+04</td>\n",
              "      <td>POLYGON ((-80.82815 31.36274, -80.92120 31.362...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>328</td>\n",
              "      <td>328</td>\n",
              "      <td>NMS1</td>\n",
              "      <td>Channel Islands National Marine Sanctuary</td>\n",
              "      <td>Federal</td>\n",
              "      <td>CA</td>\n",
              "      <td>Zoned w/No Take Areas</td>\n",
              "      <td>NOAA National Marine Sanctuary Program</td>\n",
              "      <td>Site-Specific Management Plan</td>\n",
              "      <td>Natural Heritage</td>\n",
              "      <td>...</td>\n",
              "      <td>100</td>\n",
              "      <td>807.101193</td>\n",
              "      <td>-119.837293</td>\n",
              "      <td>33.945118</td>\n",
              "      <td>7883</td>\n",
              "      <td>6.907226</td>\n",
              "      <td>5.541770e+09</td>\n",
              "      <td>5.541770e+09</td>\n",
              "      <td>8.145536e+05</td>\n",
              "      <td>MULTIPOLYGON (((-118.91492 33.52444, -118.9071...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>329</td>\n",
              "      <td>329</td>\n",
              "      <td>NMS10</td>\n",
              "      <td>NOAA's Monitor National Marine Sanctuary</td>\n",
              "      <td>Federal</td>\n",
              "      <td>NC</td>\n",
              "      <td>Uniform Multiple Use</td>\n",
              "      <td>NOAA National Marine Sanctuary Program</td>\n",
              "      <td>Site-Specific Management Plan</td>\n",
              "      <td>Natural Heritage</td>\n",
              "      <td>...</td>\n",
              "      <td>100</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>-75.409588</td>\n",
              "      <td>35.006568</td>\n",
              "      <td>49</td>\n",
              "      <td>0.052323</td>\n",
              "      <td>3.291316e+06</td>\n",
              "      <td>3.291316e+06</td>\n",
              "      <td>6.483832e+03</td>\n",
              "      <td>POLYGON ((-75.40959 35.01490, -75.40850 35.014...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>330</td>\n",
              "      <td>330</td>\n",
              "      <td>NMS11</td>\n",
              "      <td>Monterey Bay National Marine Sanctuary</td>\n",
              "      <td>Federal</td>\n",
              "      <td>CA</td>\n",
              "      <td>Zoned Multiple Use</td>\n",
              "      <td>NOAA National Marine Sanctuary Program</td>\n",
              "      <td>Site-Specific Management Plan</td>\n",
              "      <td>Natural Heritage</td>\n",
              "      <td>...</td>\n",
              "      <td>100</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>-122.350496</td>\n",
              "      <td>36.542007</td>\n",
              "      <td>7278</td>\n",
              "      <td>10.602189</td>\n",
              "      <td>2.452208e+10</td>\n",
              "      <td>2.452208e+10</td>\n",
              "      <td>1.322203e+06</td>\n",
              "      <td>MULTIPOLYGON (((-122.50000 35.50000, -123.0000...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>331</td>\n",
              "      <td>331</td>\n",
              "      <td>NMS13</td>\n",
              "      <td>Olympic Coast National Marine Sanctuary</td>\n",
              "      <td>Federal</td>\n",
              "      <td>WA</td>\n",
              "      <td>Zoned Multiple Use</td>\n",
              "      <td>NOAA National Marine Sanctuary Program</td>\n",
              "      <td>Site-Specific Management Plan</td>\n",
              "      <td>Natural Heritage</td>\n",
              "      <td>...</td>\n",
              "      <td>100</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>-124.882834</td>\n",
              "      <td>47.822006</td>\n",
              "      <td>2027</td>\n",
              "      <td>5.482345</td>\n",
              "      <td>1.832267e+10</td>\n",
              "      <td>1.832267e+10</td>\n",
              "      <td>7.402021e+05</td>\n",
              "      <td>POLYGON ((-125.68166 48.25000, -125.50081 48.3...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>332</td>\n",
              "      <td>332</td>\n",
              "      <td>NMS6</td>\n",
              "      <td>Gerry E. Studds/Stellwagen Bank National Marin...</td>\n",
              "      <td>Federal</td>\n",
              "      <td>MA</td>\n",
              "      <td>Uniform Multiple Use</td>\n",
              "      <td>NOAA National Marine Sanctuary Program</td>\n",
              "      <td>Site-Specific Management Plan</td>\n",
              "      <td>Natural Heritage</td>\n",
              "      <td>...</td>\n",
              "      <td>100</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>-70.321246</td>\n",
              "      <td>42.404405</td>\n",
              "      <td>29</td>\n",
              "      <td>2.042709</td>\n",
              "      <td>4.022032e+09</td>\n",
              "      <td>4.022032e+09</td>\n",
              "      <td>2.754548e+05</td>\n",
              "      <td>POLYGON ((-70.21664 42.76672, -70.03506 42.093...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>333</td>\n",
              "      <td>333</td>\n",
              "      <td>NMS9</td>\n",
              "      <td>Hawaiian Islands Humpback Whale National Marin...</td>\n",
              "      <td>Federal</td>\n",
              "      <td>HI</td>\n",
              "      <td>Uniform Multiple Use</td>\n",
              "      <td>NOAA National Marine Sanctuary Program</td>\n",
              "      <td>Site-Specific Management Plan</td>\n",
              "      <td>Natural Heritage</td>\n",
              "      <td>...</td>\n",
              "      <td>100</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>-157.095891</td>\n",
              "      <td>20.907777</td>\n",
              "      <td>18278</td>\n",
              "      <td>10.473276</td>\n",
              "      <td>4.075662e+09</td>\n",
              "      <td>4.075662e+09</td>\n",
              "      <td>1.200783e+06</td>\n",
              "      <td>MULTIPOLYGON (((-155.85478 20.29997, -155.8501...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9</th>\n",
              "      <td>547</td>\n",
              "      <td>547</td>\n",
              "      <td>NMS14</td>\n",
              "      <td>Thunder Bay National Marine Sanctuary and Unde...</td>\n",
              "      <td>Federal</td>\n",
              "      <td>MI</td>\n",
              "      <td>Zoned Multiple Use</td>\n",
              "      <td>NOAA National Marine Sanctuary Program</td>\n",
              "      <td>Site-Specific Management Plan</td>\n",
              "      <td>Cultural Heritage</td>\n",
              "      <td>...</td>\n",
              "      <td>100</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>-83.156902</td>\n",
              "      <td>45.179495</td>\n",
              "      <td>105387</td>\n",
              "      <td>8.836263</td>\n",
              "      <td>2.227295e+10</td>\n",
              "      <td>2.227295e+10</td>\n",
              "      <td>1.130399e+06</td>\n",
              "      <td>POLYGON ((-83.48397 45.77194, -82.52064 45.335...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10</th>\n",
              "      <td>549</td>\n",
              "      <td>549</td>\n",
              "      <td>NMS2</td>\n",
              "      <td>Cordell Bank National Marine Sanctuary</td>\n",
              "      <td>Federal</td>\n",
              "      <td>CA</td>\n",
              "      <td>Zoned Multiple Use</td>\n",
              "      <td>NOAA National Marine Sanctuary Program</td>\n",
              "      <td>Site-Specific Management Plan</td>\n",
              "      <td>Natural Heritage</td>\n",
              "      <td>...</td>\n",
              "      <td>100</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>-123.545091</td>\n",
              "      <td>38.077245</td>\n",
              "      <td>20</td>\n",
              "      <td>2.495081</td>\n",
              "      <td>5.382148e+09</td>\n",
              "      <td>5.382148e+09</td>\n",
              "      <td>3.060881e+05</td>\n",
              "      <td>POLYGON ((-123.99988 38.29989, -123.20005 38.2...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>11</th>\n",
              "      <td>550</td>\n",
              "      <td>550</td>\n",
              "      <td>NMS8</td>\n",
              "      <td>Greater Farallones National Marine Sanctuary</td>\n",
              "      <td>Federal</td>\n",
              "      <td>CA</td>\n",
              "      <td>Zoned Multiple Use</td>\n",
              "      <td>NOAA National Marine Sanctuary Program</td>\n",
              "      <td>Non-MPA Programmatic Habitat Management Plan</td>\n",
              "      <td>Natural Heritage</td>\n",
              "      <td>...</td>\n",
              "      <td>100</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>-123.477343</td>\n",
              "      <td>38.308687</td>\n",
              "      <td>26792</td>\n",
              "      <td>8.145409</td>\n",
              "      <td>1.389988e+10</td>\n",
              "      <td>1.389988e+10</td>\n",
              "      <td>1.011672e+06</td>\n",
              "      <td>POLYGON ((-123.72746 38.95759, -123.72779 38.9...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>12</th>\n",
              "      <td>973</td>\n",
              "      <td>973</td>\n",
              "      <td>NMS15</td>\n",
              "      <td>Mallows Bay-Potomac National Marine Sanctuary</td>\n",
              "      <td>Federal</td>\n",
              "      <td>MD</td>\n",
              "      <td>Uniform Multiple Use</td>\n",
              "      <td>NOAA National Marine Sanctuary Program</td>\n",
              "      <td>MPA Management Plan</td>\n",
              "      <td>Cultural Heritage</td>\n",
              "      <td>...</td>\n",
              "      <td>100</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>-77.290809</td>\n",
              "      <td>38.440169</td>\n",
              "      <td>799</td>\n",
              "      <td>0.355524</td>\n",
              "      <td>7.517453e+07</td>\n",
              "      <td>7.517453e+07</td>\n",
              "      <td>4.529937e+04</td>\n",
              "      <td>POLYGON ((-77.25723 38.39794, -77.31009 38.397...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>13</th>\n",
              "      <td>977</td>\n",
              "      <td>977</td>\n",
              "      <td>NMS5</td>\n",
              "      <td>Flower Garden Banks National Marine Sanctuary</td>\n",
              "      <td>Federal</td>\n",
              "      <td>TX, LA</td>\n",
              "      <td>Zoned Multiple Use</td>\n",
              "      <td>NOAA National Marine Sanctuary Program</td>\n",
              "      <td>Site-Specific Management Plan</td>\n",
              "      <td>Natural Heritage</td>\n",
              "      <td>...</td>\n",
              "      <td>100</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>-93.326916</td>\n",
              "      <td>27.865784</td>\n",
              "      <td>265</td>\n",
              "      <td>3.218238</td>\n",
              "      <td>5.342232e+08</td>\n",
              "      <td>5.342232e+08</td>\n",
              "      <td>3.792215e+05</td>\n",
              "      <td>MULTIPOLYGON (((-92.89654 27.81615, -92.90885 ...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>14</th>\n",
              "      <td>978</td>\n",
              "      <td>978</td>\n",
              "      <td>NMS16</td>\n",
              "      <td>Wisconsin-Shipwreck Coast National Marine Sanc...</td>\n",
              "      <td>Federal</td>\n",
              "      <td>WI</td>\n",
              "      <td>Uniform Multiple Use</td>\n",
              "      <td>NOAA National Marine Sanctuary Program</td>\n",
              "      <td>Site-Specific Management Plan</td>\n",
              "      <td>Cultural Heritage</td>\n",
              "      <td>...</td>\n",
              "      <td>100</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>-87.581185</td>\n",
              "      <td>43.781336</td>\n",
              "      <td>2815</td>\n",
              "      <td>2.893003</td>\n",
              "      <td>4.788970e+09</td>\n",
              "      <td>4.788970e+09</td>\n",
              "      <td>4.064083e+05</td>\n",
              "      <td>POLYGON ((-87.56312 43.31519, -87.88779 43.315...</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>15 rows × 38 columns</p>\n",
              "</div>\n",
              "    <div class=\"colab-df-buttons\">\n",
              "\n",
              "  <div class=\"colab-df-container\">\n",
              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-9c4889e2-f0d1-4552-b338-c76a1d7183e5')\"\n",
              "            title=\"Convert this dataframe to an interactive table.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n",
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              "  </svg>\n",
              "    </button>\n",
              "\n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    .colab-df-buttons div {\n",
              "      margin-bottom: 4px;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-9c4889e2-f0d1-4552-b338-c76a1d7183e5 button.colab-df-convert');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      async function convertToInteractive(key) {\n",
              "        const element = document.querySelector('#df-9c4889e2-f0d1-4552-b338-c76a1d7183e5');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
              "        const docLink = document.createElement('div');\n",
              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
              "      }\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "\n",
              "<div id=\"df-28d1d531-4f0a-464e-843b-1495aef5ad0e\">\n",
              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-28d1d531-4f0a-464e-843b-1495aef5ad0e')\"\n",
              "            title=\"Suggest charts\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "     width=\"24px\">\n",
              "    <g>\n",
              "        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
              "    </g>\n",
              "</svg>\n",
              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
              "      --hover-fill-color: #174EA6;\n",
              "      --disabled-fill-color: #AAA;\n",
              "      --disabled-bg-color: #DDD;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-28d1d531-4f0a-464e-843b-1495aef5ad0e button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 3
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "MdD3f1h-noD9"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}

NERRS polygons at https://services2.arcgis.com/C8EMgrsFcRFL6LrL/arcgis/rest/services/NOAA_National_Estuarine_Research_Reserves_/FeatureServer

The whole MPA Inventory is here.
https://services2.arcgis.com/C8EMgrsFcRFL6LrL/arcgis/rest/services/NOAA_MPA_Inventory/FeatureServer