08_Graph_Optimization_Problems_TSP.ipynb

{
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  "metadata": {
    "colab": {
      "name": "08_Graph_Optimization_Problems-TSP.ipynb",
      "version": "0.3.2",
      "provenance": [],
      "include_colab_link": true
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/bwsi-hadr/08-graph-optimization-tsp-aachen97/blob/master/08_Graph_Optimization_Problems_TSP.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "f0F8I8wnm5gX",
        "colab_type": "code",
        "outputId": "4789c503-2b4a-4f8e-e202-fa7f10079772",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        }
      },
      "source": [
        "import networkx as nx\n",
        "try:\n",
        "  import osmnx as ox\n",
        "except:\n",
        "  # osmnx depends on the system package libspatialindex\n",
        "  !apt install libspatialindex-dev\n",
        "  !pip install osmnx\n",
        "  import osmnx as ox\n",
        "\n",
        "try: \n",
        "  import geopandas as gpd\n",
        "except: \n",
        "  !pip install geopandas \n",
        "  import geopandas as gpd\n",
        "  \n",
        "try:\n",
        "  import contextily as ctx \n",
        "except:\n",
        "  # install dependencies for contextily\n",
        "  !apt install libproj-dev proj-data proj-bin\n",
        "  !apt install libgeos-dev\n",
        "  !pip install cython\n",
        "  !pip install cartopy\n",
        "  # install contextily\n",
        "  !pip install contextily==1.0rc1 --no-use-pep517 --no-cache-dir\n",
        "  import contextily as ctx\n",
        "  \n",
        "import fiona\n",
        "from shapely.geometry import Point, LineString, Polygon\n",
        "  \n",
        "import gdal\n",
        "import pandas as pd\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "import pathlib"
      ],
      "execution_count": 2,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Reading package lists... Done\n",
            "Building dependency tree       \n",
            "Reading state information... Done\n",
            "The following package was automatically installed and is no longer required:\n",
            "  libnvidia-common-410\n",
            "Use 'apt autoremove' to remove it.\n",
            "The following additional packages will be installed:\n",
            "  libspatialindex-c4v5 libspatialindex4v5\n",
            "The following NEW packages will be installed:\n",
            "  libspatialindex-c4v5 libspatialindex-dev libspatialindex4v5\n",
            "0 upgraded, 3 newly installed, 0 to remove and 7 not upgraded.\n",
            "Need to get 555 kB of archives.\n",
            "After this operation, 3,308 kB of additional disk space will be used.\n",
            "Get:1 http://archive.ubuntu.com/ubuntu bionic/universe amd64 libspatialindex4v5 amd64 1.8.5-5 [219 kB]\n",
            "Get:2 http://archive.ubuntu.com/ubuntu bionic/universe amd64 libspatialindex-c4v5 amd64 1.8.5-5 [51.7 kB]\n",
            "Get:3 http://archive.ubuntu.com/ubuntu bionic/universe amd64 libspatialindex-dev amd64 1.8.5-5 [285 kB]\n",
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            "(Reading database ... 131331 files and directories currently installed.)\n",
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            "Setting up libspatialindex4v5:amd64 (1.8.5-5) ...\n",
            "Setting up libspatialindex-c4v5:amd64 (1.8.5-5) ...\n",
            "Processing triggers for libc-bin (2.27-3ubuntu1) ...\n",
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            "Collecting osmnx\n",
            "\u001b[?25l  Downloading https://files.pythonhosted.org/packages/69/77/98cbee7f94abe2c60013fd8751f2b2d6054d48078c61f9774cff0b341f43/osmnx-0.10-py2.py3-none-any.whl (70kB)\n",
            "\u001b[K     |████████████████████████████████| 71kB 2.7MB/s \n",
            "\u001b[?25hCollecting Rtree>=0.8.3 (from osmnx)\n",
            "  Downloading https://files.pythonhosted.org/packages/33/0d/0bcb0fdd759570e85697189f675fa462131e5636482f2832288bbe4bb6f7/Rtree-0.8.3-py3-none-any.whl\n",
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            "\u001b[?25l  Downloading https://files.pythonhosted.org/packages/21/80/da2a33c9201cd4ce693f4aa6189efc9ef1a48bec1c3b02c3ce9908b07fec/geopandas-0.5.1-py2.py3-none-any.whl (893kB)\n",
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            "\u001b[?25hRequirement already satisfied: matplotlib>=2.2 in /usr/local/lib/python3.6/dist-packages (from osmnx) (3.0.3)\n",
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            "Collecting click-plugins>=1.0 (from fiona->geopandas>=0.5->osmnx)\n",
            "  Downloading https://files.pythonhosted.org/packages/e9/da/824b92d9942f4e472702488857914bdd50f73021efea15b4cad9aca8ecef/click_plugins-1.1.1-py2.py3-none-any.whl\n",
            "Requirement already satisfied: attrs>=17 in /usr/local/lib/python3.6/dist-packages (from fiona->geopandas>=0.5->osmnx) (19.1.0)\n",
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            "  Downloading https://files.pythonhosted.org/packages/e4/be/30a58b4b0733850280d01f8bd132591b4668ed5c7046761098d665ac2174/cligj-0.5.0-py3-none-any.whl\n",
            "Requirement already satisfied: six>=1.7 in /usr/local/lib/python3.6/dist-packages (from fiona->geopandas>=0.5->osmnx) (1.12.0)\n",
            "Collecting munch (from fiona->geopandas>=0.5->osmnx)\n",
            "  Downloading https://files.pythonhosted.org/packages/68/f4/260ec98ea840757a0da09e0ed8135333d59b8dfebe9752a365b04857660a/munch-2.3.2.tar.gz\n",
            "Building wheels for collected packages: munch\n",
            "  Building wheel for munch (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
            "  Stored in directory: /root/.cache/pip/wheels/db/bf/bc/06a3e1bfe0ab27d2e720ceb3cff3159398d92644c0cec2c125\n",
            "Successfully built munch\n",
            "Installing collected packages: Rtree, click-plugins, cligj, munch, fiona, pyproj, geopandas, osmnx\n",
            "Successfully installed Rtree-0.8.3 click-plugins-1.1.1 cligj-0.5.0 fiona-1.8.6 geopandas-0.5.1 munch-2.3.2 osmnx-0.10 pyproj-2.2.1\n",
            "Reading package lists... Done\n",
            "Building dependency tree       \n",
            "Reading state information... Done\n",
            "proj-data is already the newest version (4.9.3-2).\n",
            "proj-data set to manually installed.\n",
            "The following package was automatically installed and is no longer required:\n",
            "  libnvidia-common-410\n",
            "Use 'apt autoremove' to remove it.\n",
            "The following NEW packages will be installed:\n",
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            "0 upgraded, 2 newly installed, 0 to remove and 7 not upgraded.\n",
            "Need to get 232 kB of archives.\n",
            "After this operation, 1,220 kB of additional disk space will be used.\n",
            "Get:1 http://archive.ubuntu.com/ubuntu bionic/universe amd64 libproj-dev amd64 4.9.3-2 [199 kB]\n",
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            "Preparing to unpack .../libproj-dev_4.9.3-2_amd64.deb ...\n",
            "Unpacking libproj-dev:amd64 (4.9.3-2) ...\n",
            "Selecting previously unselected package proj-bin.\n",
            "Preparing to unpack .../proj-bin_4.9.3-2_amd64.deb ...\n",
            "Unpacking proj-bin (4.9.3-2) ...\n",
            "Setting up libproj-dev:amd64 (4.9.3-2) ...\n",
            "Setting up proj-bin (4.9.3-2) ...\n",
            "Processing triggers for man-db (2.8.3-2ubuntu0.1) ...\n",
            "Reading package lists... Done\n",
            "Building dependency tree       \n",
            "Reading state information... Done\n",
            "The following package was automatically installed and is no longer required:\n",
            "  libnvidia-common-410\n",
            "Use 'apt autoremove' to remove it.\n",
            "Suggested packages:\n",
            "  libgdal-doc\n",
            "The following NEW packages will be installed:\n",
            "  libgeos-dev\n",
            "0 upgraded, 1 newly installed, 0 to remove and 7 not upgraded.\n",
            "Need to get 73.1 kB of archives.\n",
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            "Setting up libgeos-dev (3.6.2-1build2) ...\n",
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            "Requirement already satisfied: cython in /usr/local/lib/python3.6/dist-packages (0.29.12)\n",
            "Collecting cartopy\n",
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            "  Getting requirements to build wheel ... \u001b[?25l\u001b[?25hdone\n",
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            "Collecting contextily==1.0rc1\n",
            "  Downloading https://files.pythonhosted.org/packages/1c/1c/534e6000b49003d0dc5261298e46853e405d5e27bae8232d1f3d4745b3de/contextily-1.0rc1-py3-none-any.whl\n",
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            "Requirement already satisfied: shapely>=1.5.6 in /usr/local/lib/python3.6/dist-packages (from cartopy->contextily==1.0rc1) (1.6.4.post2)\n",
            "Requirement already satisfied: pyshp>=1.1.4 in /usr/local/lib/python3.6/dist-packages (from cartopy->contextily==1.0rc1) (2.1.0)\n",
            "Requirement already satisfied: pyparsing>=2.1.6 in /usr/local/lib/python3.6/dist-packages (from snuggs>=1.4.1->rasterio->contextily==1.0rc1) (2.4.0)\n",
            "Installing collected packages: affine, snuggs, rasterio, mercantile, contextily\n",
            "Successfully installed affine-2.2.2 contextily-1.0rc1 mercantile-1.1.1 rasterio-1.0.24 snuggs-1.4.6\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "M3ViLfABnRgS",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        ""
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ejhrKBqPng9F",
        "colab_type": "text"
      },
      "source": [
        "# Traveling Salesman Problem\n",
        "The canonical Traveling Salesman Problem is stated as:\n",
        ">  \"Given a list of cities and the distances between each pair of cities, what is the shortest possible route that visits each city and returns to the origin city?\"\n",
        "\n",
        "This is generalizable to finding the shortest [Hamiltonian cycle](http://mathworld.wolfram.com/HamiltonianCycle.html) on a fully connected graph (i.e. all nodes can be reached from all other nodes).\n",
        "\n",
        "This problem is [NP-hard](https://en.wikipedia.org/wiki/P_versus_NP_problem), meaning it is not possible for an algorithm to solve all instances of the problem quickly (i.e. in polynomial time). However, there are many approximate and heuristic approaches which can give reasonable solutions in shorter time."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "C6JmtPFto13K",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "place_name = 'Cambridge, MA, United States'\n",
        "place_roads = ox.graph_from_place(place_name)\n"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "k5W0RTsawXlE",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "place_roads_nodes, place_roads_edges = ox.graph_to_gdfs(place_roads)"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Hnp2qXbMss49",
        "colab_type": "code",
        "outputId": "569f5172-89cb-42e4-80f2-183d87bcd0d2",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 373
        }
      },
      "source": [
        "fig = plt.figure(figsize=[10,10])\n",
        "ax = fig.add_subplot(1,1,1)\n",
        "place_roads_edges.plot(ax=ax, color=[0.8, 0.8, 0.8], alpha=0.5)"
      ],
      "execution_count": 5,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fd7b5634eb8>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 5
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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yuYwoilAqlfaEmGEYqFQqcF0XwO0054sXL+B5nrzHfr+PTCaDTCaDer2OSqUirU3uwkwm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8FgcNLdWSgU5H1N9Wq322E2m4mHiySc+V8cSZZKJeRyOei6jna7je12K6Sb6uDxh5sgCCKbtfyA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\nBHoAAAAASUVORK5CYII=\n",
            "text/plain": [
              "<Figure size 720x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "IoiI3SS1pIIs",
        "colab_type": "text"
      },
      "source": [
        "Let's say you wanted to do a ice cream crawl: you want to visit every ice cream shop in a city. What is the shortest route that you would take that takes you to every ice cream shop in a city and brings you back to your starting point?"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "tAQK62C7pB7V",
        "colab_type": "code",
        "outputId": "ad2227e7-7490-4bf1-b859-2685891deeb6",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        }
      },
      "source": [
        "place_ice_cream = ox.pois_from_place(place_name, amenities=['bar'])\n",
        "place_ice_cream"
      ],
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "execute_result",
          "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>addr:city</th>\n",
              "      <th>addr:housenumber</th>\n",
              "      <th>addr:postcode</th>\n",
              "      <th>addr:state</th>\n",
              "      <th>addr:street</th>\n",
              "      <th>amenity</th>\n",
              "      <th>drink:wine</th>\n",
              "      <th>ele</th>\n",
              "      <th>element_type</th>\n",
              "      <th>geometry</th>\n",
              "      <th>name</th>\n",
              "      <th>opening_hours</th>\n",
              "      <th>osmid</th>\n",
              "      <th>outdoor_seating</th>\n",
              "      <th>phone</th>\n",
              "      <th>smoking</th>\n",
              "      <th>url</th>\n",
              "      <th>website</th>\n",
              "      <th>wheelchair</th>\n",
              "      <th>building</th>\n",
              "      <th>gay</th>\n",
              "      <th>lgbtq</th>\n",
              "      <th>nodes</th>\n",
              "      <th>postal_code</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>981484250</th>\n",
              "      <td>Cambridge</td>\n",
              "      <td>738</td>\n",
              "      <td>02139</td>\n",
              "      <td>NaN</td>\n",
              "      <td>Massachusetts Avenue</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.1052914 42.366126)</td>\n",
              "      <td>Cantab Lounge</td>\n",
              "      <td>NaN</td>\n",
              "      <td>981484250</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>http://www.cantab-lounge.com/</td>\n",
              "      <td>NaN</td>\n",
              "      <td>limited</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1907895917</th>\n",
              "      <td>Cambridge</td>\n",
              "      <td>90</td>\n",
              "      <td>02142</td>\n",
              "      <td>MA</td>\n",
              "      <td>Broadway</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.08732929999999 42.363702)</td>\n",
              "      <td>Mead Hall</td>\n",
              "      <td>Mo-Sa 11:30-01:00, Su 15:00-24:00</td>\n",
              "      <td>1907895917</td>\n",
              "      <td>no</td>\n",
              "      <td>+1 617 714 4372</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>https://themeadhall.com/</td>\n",
              "      <td>no</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2130009488</th>\n",
              "      <td>NaN</td>\n",
              "      <td>567</td>\n",
              "      <td>02139</td>\n",
              "      <td>NaN</td>\n",
              "      <td>Massachusetts Avenue</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.10245930000001 42.3648573)</td>\n",
              "      <td>Brick &amp; Mortar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2130009488</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>https://www.brickandmortarbar.com/</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2700809528</th>\n",
              "      <td>Boston</td>\n",
              "      <td>149</td>\n",
              "      <td>02114</td>\n",
              "      <td>NaN</td>\n",
              "      <td>Charles Street</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.0706857 42.360447)</td>\n",
              "      <td>Beacon Hill Pub</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2700809528</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2707976359</th>\n",
              "      <td>Cambridge</td>\n",
              "      <td>795</td>\n",
              "      <td>02139</td>\n",
              "      <td>NaN</td>\n",
              "      <td>Main Street</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.09712740000001 42.3633583)</td>\n",
              "      <td>Cuchi Cuchi</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2707976359</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>https://cuchicuchi.cc/</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2966948876</th>\n",
              "      <td>Somerville</td>\n",
              "      <td>3</td>\n",
              "      <td>02143</td>\n",
              "      <td>NaN</td>\n",
              "      <td>Beacon Street</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.1015002 42.3744435)</td>\n",
              "      <td>Parlor Sports</td>\n",
              "      <td>Mo-Fr 18:00-01:00; Sa-Su 00:00-01:00</td>\n",
              "      <td>2966948876</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>no</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3067171278</th>\n",
              "      <td>Somerville</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>Sanborn Court</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.0943561 42.3799556)</td>\n",
              "      <td>Backbar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>3067171278</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>https://backbarunion.com/</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3445709783</th>\n",
              "      <td>Allston</td>\n",
              "      <td>116</td>\n",
              "      <td>02134</td>\n",
              "      <td>MA</td>\n",
              "      <td>Brighton Avenue</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.1307542 42.3526314)</td>\n",
              "      <td>The White Horse</td>\n",
              "      <td>11:30-2:00</td>\n",
              "      <td>3445709783</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3772735572</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.0862671 42.3890185)</td>\n",
              "      <td>Casey's</td>\n",
              "      <td>NaN</td>\n",
              "      <td>3772735572</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4267278518</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.12289440000001 42.372203)</td>\n",
              "      <td>Regattabar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>4267278518</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4267278519</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.1226705 42.3723595)</td>\n",
              "      <td>Noir</td>\n",
              "      <td>NaN</td>\n",
              "      <td>4267278519</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4727380455</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.1343705 42.3530954)</td>\n",
              "      <td>The Silohuette</td>\n",
              "      <td>NaN</td>\n",
              "      <td>4727380455</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4727380457</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.1326048 42.3532482)</td>\n",
              "      <td>Tavern In The Square</td>\n",
              "      <td>NaN</td>\n",
              "      <td>4727380457</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4727567597</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.13244349999999 42.3548626)</td>\n",
              "      <td>The Draft</td>\n",
              "      <td>NaN</td>\n",
              "      <td>4727567597</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4727567598</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.1323668 42.3535452)</td>\n",
              "      <td>Common Ground</td>\n",
              "      <td>NaN</td>\n",
              "      <td>4727567598</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4727567600</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.1328125 42.355133)</td>\n",
              "      <td>O'Brien's Pub</td>\n",
              "      <td>NaN</td>\n",
              "      <td>4727567600</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4728945204</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.1326152 42.352891)</td>\n",
              "      <td>Brighton Music Hall</td>\n",
              "      <td>NaN</td>\n",
              "      <td>4728945204</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4987429681</th>\n",
              "      <td>NaN</td>\n",
              "      <td>635</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>Cambridge Street</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.08689529999999 42.3720617)</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>4987429681</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5060771733</th>\n",
              "      <td>NaN</td>\n",
              "      <td>461</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>Artisan Way</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.078384 42.395141)</td>\n",
              "      <td>Muse Paintbar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>5060771733</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5287449771</th>\n",
              "      <td>Cambridge</td>\n",
              "      <td>58</td>\n",
              "      <td>02138</td>\n",
              "      <td>MA</td>\n",
              "      <td>John F. Kennedy Street</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>-1</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.1206794 42.3717699)</td>\n",
              "      <td>Shays Pub and Wine Bar</td>\n",
              "      <td>11:00-1:00</td>\n",
              "      <td>5287449771</td>\n",
              "      <td>yes</td>\n",
              "      <td>NaN</td>\n",
              "      <td>outside</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6101491953</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.1198364 42.3827376)</td>\n",
              "      <td>Temple Bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>6101491953</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6101530120</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>bar</td>\n",
              "      <td>yes</td>\n",
              "      <td>NaN</td>\n",
              "      <td>node</td>\n",
              "      <td>POINT (-71.0980988 42.3810298)</td>\n",
              "      <td>Rebel Rebel</td>\n",
              "      <td>NaN</td>\n",
              "      <td>6101530120</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>29803141</th>\n",
              "      <td>Cambridge</td>\n",
              "      <td>180</td>\n",
              "      <td>NaN</td>\n",
              "      <td>Massachusetts</td>\n",
              "      <td>Massachusetts Avenue</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>way</td>\n",
              "      <td>POLYGON ((-71.0965157 42.3606827, -71.09668000...</td>\n",
              "      <td>Paradise</td>\n",
              "      <td>NaN</td>\n",
              "      <td>29803141</td>\n",
              "      <td>NaN</td>\n",
              "      <td>617 868-3000</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>http://paradisecambridge.com/</td>\n",
              "      <td>NaN</td>\n",
              "      <td>yes</td>\n",
              "      <td>yes</td>\n",
              "      <td>primary</td>\n",
              "      <td>[328287083, 328300565, 328311823, 328326591, 3...</td>\n",
              "      <td>02238</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>29820776</th>\n",
              "      <td>NaN</td>\n",
              "      <td>8</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>Lincoln Street</td>\n",
              "      <td>bar</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>way</td>\n",
              "      <td>POLYGON ((-71.146879 42.3588348, -71.1470487 4...</td>\n",
              "      <td>Lincoln Bar &amp; Grill</td>\n",
              "      <td>NaN</td>\n",
              "      <td>29820776</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>yes</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>[327540836, 328616389, 328604318, 327533621, 3...</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ],
            "text/plain": [
              "             addr:city  ... postal_code\n",
              "981484250    Cambridge  ...         NaN\n",
              "1907895917   Cambridge  ...         NaN\n",
              "2130009488         NaN  ...         NaN\n",
              "2700809528      Boston  ...         NaN\n",
              "2707976359   Cambridge  ...         NaN\n",
              "2966948876  Somerville  ...         NaN\n",
              "3067171278  Somerville  ...         NaN\n",
              "3445709783     Allston  ...         NaN\n",
              "3772735572         NaN  ...         NaN\n",
              "4267278518         NaN  ...         NaN\n",
              "4267278519         NaN  ...         NaN\n",
              "4727380455         NaN  ...         NaN\n",
              "4727380457         NaN  ...         NaN\n",
              "4727567597         NaN  ...         NaN\n",
              "4727567598         NaN  ...         NaN\n",
              "4727567600         NaN  ...         NaN\n",
              "4728945204         NaN  ...         NaN\n",
              "4987429681         NaN  ...         NaN\n",
              "5060771733         NaN  ...         NaN\n",
              "5287449771   Cambridge  ...         NaN\n",
              "6101491953         NaN  ...         NaN\n",
              "6101530120         NaN  ...         NaN\n",
              "29803141     Cambridge  ...       02238\n",
              "29820776           NaN  ...         NaN\n",
              "\n",
              "[24 rows x 24 columns]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "rQ-xYO_FGizj",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "place_ice_cream['geometry'] = place_ice_cream.centroid  "
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "DSEkty3Lr0AX",
        "colab_type": "code",
        "outputId": "14881c38-beeb-40c2-f84c-49c9209af828",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 102
        }
      },
      "source": [
        "ice_cream_nodes = ox.get_nearest_nodes(place_roads, place_ice_cream.geometry.x, place_ice_cream.geometry.y)\n",
        "ice_cream_nodes"
      ],
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([  61327348, 6264380257,   61327180, 3024196130,   61327113,\n",
              "         61325478,   61321641, 3687653201,   61325597,   61329191,\n",
              "         61329191,   61324660, 2691916176, 2691916176, 2691916176,\n",
              "         61324660, 3687653201,   61323047, 5493351702,   61325553,\n",
              "         61327517,   61324864, 5458830470,   61326119])"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 8
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "7vjZXdo4wwx0",
        "colab_type": "text"
      },
      "source": [
        "## Exercise\n",
        "Plot the locations of the ice cream shops on the map of the roads"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "_21h-6T0JGp9",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "cambridge_bounds = Polygon.from_bounds(*place_roads_edges.total_bounds)"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "kcru8USoKh-i",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "cambridge_bounds = cambridge_bounds.buffer(.001)"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "L_gWIcq8JR0Y",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 54
        },
        "outputId": "989a5317-1377-4f1d-ffdb-9ac800b36291"
      },
      "source": [
        "print(cambridge_bounds)"
      ],
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "POLYGON ((-71.15834 42.3521829, -71.15843801714033 42.35218771527333, -71.158535090322 42.3522021147196, -71.15863028467724 42.35222595966427, -71.15872268343236 42.35225902046749, -71.15881139673682 42.35230097873565, -71.15889557023301 42.3523514303877, -71.15897439328415 42.35240988954664, -71.15904710678119 42.35247579321882, -71.15911301045335 42.35254850671583, -71.1591714696123 42.35262732976698, -71.15922192126435 42.35271150326317, -71.1592638795325 42.35280021656764, -71.15929694033572 42.35289261532274, -71.1593207852804 42.35298780967798, -71.15933518472667 42.35308488285967, -71.15934 42.3531829, -71.15934 42.4034663, -71.15933518472667 42.40356431714033, -71.1593207852804 42.40366139032201, -71.15929694033572 42.40375658467725, -71.1592638795325 42.40384898343236, -71.15922192126435 42.40393769673683, -71.1591714696123 42.40402187023302, -71.15911301045335 42.40410069328416, -71.15904710678119 42.40417340678118, -71.15897439328415 42.40423931045336, -71.15889557023301 42.4042977696123, -71.15881139673682 42.40434822126435, -71.15872268343236 42.40439017953251, -71.15863028467724 42.40442324033573, -71.158535090322 42.4044470852804, -71.15843801714033 42.40446148472667, -71.15834 42.4044663, -71.0661175 42.4044663, -71.06601948285967 42.40446148472667, -71.065922409678 42.4044470852804, -71.06582721532276 42.40442324033573, -71.06573481656764 42.40439017953251, -71.06564610326318 42.40434822126435, -71.06556192976699 42.4042977696123, -71.06548310671585 42.40423931045336, -71.06541039321881 42.40417340678118, -71.06534448954665 42.40410069328416, -71.0652860303877 42.40402187023302, -71.06523557873565 42.40393769673683, -71.0651936204675 42.40384898343236, -71.06516055966428 42.40375658467725, -71.0651367147196 42.40366139032201, -71.06512231527333 42.40356431714033, -71.0651175 42.4034663, -71.0651175 42.3531829, -71.06512231527333 42.35308488285967, -71.0651367147196 42.35298780967798, -71.06516055966428 42.35289261532274, -71.0651936204675 42.35280021656764, -71.06523557873565 42.35271150326317, -71.0652860303877 42.35262732976698, -71.06534448954665 42.35254850671583, -71.06541039321881 42.35247579321882, -71.06548310671585 42.35240988954664, -71.06556192976699 42.3523514303877, -71.06564610326318 42.35230097873565, -71.06573481656764 42.35225902046749, -71.06582721532276 42.35222595966427, -71.065922409678 42.3522021147196, -71.06601948285967 42.35218771527333, -71.0661175 42.3521829, -71.15834 42.3521829))\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "jbWiyxbTJduz",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "place_roads = ox.graph_from_polygon(cambridge_bounds)\n"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "2kZ30YnXKHXj",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "place_roads_nodes,place_roads_edges = ox.graph_to_gdfs(place_roads)"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "0ZyjtAUvKaX2",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 378
        },
        "outputId": "1b8c5da9-33c3-470c-8782-2d36f8e25e59"
      },
      "source": [
        "fig = plt.figure(figsize=[10,10])\n",
        "ax = fig.add_subplot(1,1,1)\n",
        "place_roads_edges.plot(ax=ax, color=[0.8, 0.8, 0.8], alpha=0.25)\n",
        "place_ice_cream.plot(ax=ax, color=['red'], alpha=1, zorder = 10)"
      ],
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7fd7b53b9ef0>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 14
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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xnqU/iYGBrs1m07pqu92u9vu9ATf+nwRRkoF7kg6YJjRQJCYAC17bH9vjNVYf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u7BJElUq9XiPuMnWS+8BmJ72GbYd+4xPws4Yc+mmVv8hLParCf/WZpguP9owFhzlBRJgHmm\nAHW/ByRoTMVnnM2jR4/Ch3jJHoE79zN97SQzdPJmMhnt7e3FvLNSqXRpo8pNGYmQi/ep3ODX2Ask\nKHQPX8WKEbPw395VPR6PX0hrdttsCcYuMDYeCwzn55uPTjXXzQB4+BMghG7GO8YymUxkv5RD6N4q\nFArRosuUZOZopY2jVChDQPuur68/czgz7AT6E44doS38uh02CGOZp8M1EPjIRvms6K5oe0bPMh6P\nIwNPGxo0MkYXqHsmCzXNM6K92TM03gdnKc0YGWhtdB6ZTEZ3796VpLk5ZWg1uG/o9HZ3d+M5OxDH\ngVIqAMDDSlar1RBvE5zQ1yRJosPDw2BJkiQJcTDsFGwmzCqzua5j3G86HaVZ1yEl0HSn6IuYa4z4\ngtUaDodzox88o+V7F5mXf3mu1WpVxWIxBkX6CREI+wGaAGbAC5+f8iOMLmddMs+L4A6rlMvlYm9z\nvwg2aGN4vpKCsfJhmJQuYXgcePFZCVaI8Z1RA0g5OKGM6Wfzwej7eA1KojDVu7u72tvbC+YWbVSa\nKWVvrq2tSZ/9rPTZzwZwODs70/nR0TPMqaTo5ONzcd9ZK0zZ5+ggf94wSdns9IggH5JMctTv9+d0\nS4BHZ3hdCsC/qUIAlh0MUSLFZwLccrmc6vV6nBPJ/vGGIUbKHB0dxWBa4oqk2GewqDx7TzCdNfaE\nYlFDE+uQQeBra2s3ftbkReaJPp8RJpS4yWejqater0fjFWuTtc0zOD09Va/Xi85yP2fWf27Rffkk\n2RKMXWAsbjazZ1XSbHbOVQJBNp1rLWBfoF1heXxaMu/B7wDcGL2Ao8FBSYqMWpqNWEgftwHrQPBr\nNBqhh9re3r7WpmXOEJkJAxrRxdEOT/ciTgIAJc3O5wSgra+vz5WJuE+SoixRKpXm2vwZsuj6AILo\nIk0RZUGcNSVNSXr8+LGSJIlM1cGKpAhaZOreeejvRTD0bko/3w7Qu7m5qVKpFI6d7jQYHpofYHfo\n/POz3fwambOUPsD8IiMQEUDoKsNpAjRuwonz/IvFoobDYRypRRB2MEY5yveBG/uN9QKLTEBkOKgD\nYvYRTRkABLJ02A4Ok2YgKdk7Ix04sgo9IhrQRTPDkBBwUP3R0dEcw5QOIGgkW61WlO6cLSRxIeHh\n99MDYwH9/D6aJZhBWBdm3NGpNx6PVSwW4ygg9jbzxhjBw/5g7Mzm5mYAGsAdQ2Ld58FWkdBKs72V\n1uvxmVmnTOGXFPPSFq0NPgf6S0rTm5ub0Y3phkbt5OQk2JmdnZ05sIYOlgn9MNrce2nW4AVgZY/e\nu3cvRsoA4vHRHD9FcxfMEaCMz+5jldJgDMNXsgY5Io8k+eMAYlwvjBUSCPaZ6xS5TnwW/4cf9ZiJ\n32UNcY9gKqUZqQEY/KTaEoxdYrA5OHQWCYAGp+NZVHrhO70saeHIAzYyHXjMoXHRrJer2JSIhsmE\nAIdkDr64veONjY1z3dnZuRYQo6GAM/PQ5MAocA1+HBBZOMMjyV4JCJRLCHiSQldFAwSBwnVzsEU4\nf4KZg2W/bspGPEtKOj40kbLCzs5OvIZrEtD9oBEsl8tzwAsHkWYeYBDIkvl5nsvm5mbo5mBE0Qzi\nyJhKDvuV1tfBbnS73WcGCC8y1g2flfvwKiwtsuZgeozEwnWPF+nG+D7MIjPmcMR08JFNo+X0chbD\nljGcPnuDYOHaT9he9r2zOd7x5sJ7vsdehanmZ33umDQ7MYFJ9dJs3hfDWmEynb0maeS+9Xo9nZ2d\nhWZLmp08ATAAhB4eHkbJlGYRgiigp1qthkaWhLDb7UYDC8kh1YRCobBwFMp4PJ1dyIwzSo2+7ryp\npNlsRnClI3URaw+b5WMfKMtOJpPQngH6uV7KiekzS/160fCxTwANMOLuV1lHPBOatQAR0mwWFmud\nmW/MVUvLXWDRXbsnzWIG78l9Iokhwfs4D8OG1WO8C4kl7D4yGJJ/Bubu7+/PsaVeUWg0GuEPj46O\ngiHD9/OZIUy8dPlxgdCbsiUYu8AoTW1tbc1paaSZWLzb7UZ2iJiU73upIV2mSZvrkCi7LTLffBxU\n7YHfBcn8yYZmI9N1iaOhTRyWaFGgl6Ybg1MAyHYAKWtrawHEeF9a5Gn3Jphw+CtBjcaF8/Pz0Ij4\nJmIoZdqpwLptbm7OlZ3403+e2WPMKULD5lqZnZ0dtVqtCIIAMxgrOs9cjAxL5vdoMpnE86NERCkU\ngTUMUbvdVq/Xi/KSNwhI0wAKc8h69C4unDfrMpPJhLO66uzQdLnrVRps6WXGGnZgsshckzkej2Nk\nxP3793VychJNEgAKyoEAe9Y8RonK5+DBJI3H4zgqqtfrxXrjmSCuZw8uEt4z+mBjYyNmTBEs092N\n7AeSFO/gBhihIUMWAAhCFF8qldTpdHR2dqaDg4MAgJzt50CItVytVrW1tRXMMACCtQWAZl4WiU2z\n2Zw71YFk66IZe7BWgB+0b/59use5jusMJ+33+3FP8vl86FLH4+lxTuwL9pe/987OjiqVio6Oji5c\nF4ACfMb29vbCGYGSorQKEMOnk/ABkgB/gFFiBiVljPcARLpvdv0eCQZAji5y9My8xqs0nhGNGewJ\nSsjSzG8RPwCladKCe0hpkp8lMQd0s1ecUWTPLLLbDNKWYOwC29nZCR3PIkM8S7s2rBWORFK0MEsK\nxgixatq54Hx8zhBO3pmXVqsVmV6lUglBOKACqpgvSgPQvAAGDuSlPAor55kjXzADw+EwgonPOkMH\nxLW7eJXyHJoWyiD9fl+VSiW0boiafaMQFNIHpAPu0JUAmigJEIz5HRfiE5RxUIPBIAId4ATKH+eJ\nE4bBcUCH4RgI9rwGP09ruzQ7Gy6TyQRA85KaG//mdfg/yjZuBPlOp3NpdxLP7ePKmimPI0T3WXEY\npUXW+mXMWJJMu3HpeIQJxsGz1gDB6FR4RgBDAPFoNJoDLJJiXQEw/HBvaSYoZuAy5T80QABDrpN9\nRNICQARI8dkJ1KxDSqIkciR9Pm4EvQ2axHx+epg4h9CjWwP8w5BRwnNWnRL1oqYCmnsYUXB8fBzH\nFNHlKV088BMwRgnVtaKDwSDOzvRrYebZojN3+R0A4dbWVgAfScGseXkRYEvFw5tkfNRJrVaLCgDM\nPYltPp+f04letE4nk2kHNFUHWHJPrJyhR7+7trY2V93gvlIShxnFLzlzig+C4aU8vahpwWPTZV/X\nNe47umdmfaGHppudWMR1sobS99O1rLweJWCevyerVKrcarVa3D8+68eloXteW4KxS+wyATFzUsh+\nyRZ58GQ90qym790jbAp3ft65xCbzQ17pSmGD++K9aOYMm7Lb7QaLxQgHAr2XBtJNCHRaekciToHP\nR9bIZ2UyPWyQXzPZi1Pr/JxniAh2XdDJNTILCVDijCMaDDY8ZzD6tUszUAa7eHBwEA0SXh71crGD\nXdYAbKKXsKQZS4Yzw0lwRh2ZIwNFYTYuMkpnrK+04F1SlIjSZay0uWD9VZqXhwkI0szJAqbJ5PkM\nXGManJN0eFcwgAOgz/qAFQAA5vP5SA74O0GDZ+5sGMDW2UqAue9bQE56wj8ZO/tgOBzGIFNmlsGe\nA97a7XZ0b8JyIOrHF7BuyuVyfA9Gq9lsho4tl5sefTQcDkNkTqIwGo1i1AHzyAAtAASfXebvz7qB\npUO/RpC9TEPrDK6X5JrN5tznpEnJ189wOIznBKMIcPZEk8YgBu7Ctnp5F0AGKIS1cTAmKdgWQLyv\nu+vqMqkoeAc4wB2mfnV1NbodAWcc1eR6Yp4FoJCYQjWBEioAHyDph7ovAmEO0EiW/H6kAdxVX2iA\n8cNUSVg7PFPutQ+c9pjmp13gXx0cevJMl3naPHY4o/2qO0tfxJZg7CXNS1UwJi7uxzGSeQEA0pom\n13uhN6AcQ0ZHoOBwVzbcIn2Zsz9c50WTlxf9H2wT70spDaAoKdg7ny7vdDxiW0ALQRmg6qUoAquk\nYAhwwO74mFjPOAEAEl+cdECww8HgGLnPUOj+3p5944DSZRQmuzszCCsKeIWZYz1wf3q9nrrdrtbX\n1/XWW2/NTYlH3OsdZP4cALmj0SiGh/q6uSiTZcCqOyrA2EXlpJswmAjKVgR6afoMu91uBCkYEA8G\nnj0TiFx3iNh6dXU1RN6UER38kQAhxoeJ7HQ6AeAkxdpjVA0AhU5bZ72dCSNY+Lwojg3iHgOy/Ygl\nGCf2OoEim83OseIwhgSRNOMJeOMz0YFbLpdjdA4smgfX7e3tODIsSZI5Vtm7LnltnhmWzWZ19+7d\neE3m6J2dnaler6tarc7p4aT5YbowOQRuSos0IdBEg46t0+moXq/HvWOfAbDRgAHU3M94IxbCcdcN\npv0niQD6TNaCNxxcB4yRYLvfpDnEXw/AwFBn5r3RZcgaJpZ4AuiaRZ7d9va2arWaMplp164nlqw1\nGDcAsbNH6Rjm4C1dNk0DOU+wkWhQeWAsiesvSSQ4xcCbhhiiC6MI+PfrRC+dFv/DfLo/RTZyW20J\nxm7AnHJmIaXBkC9YwJnXvXEaHHTr4y6g0yeTSWR8i4yNAUDi7/7v6xpdMYgtcQQETy+7ueEUpNn5\njgAl7oukubKGpOhUw/H3er0o6WKAoZWVlWDYcC6UX8imJUWALpVKsQkRT2ezWe3v78d5ckzJvuqe\n4PzSIA2Hnp78zvcODw8jmFNaIwtEnwKjQ0bJF/eyUqmEI3bRNlnnoiG06Faq1eoc0JQUupmb1lHw\nPCiFpg9N5z07nU6MciiXy/H5CZr1ej1ANPeefUbgITN2/RtDOF0XhYYLwJYkSYBn1jblOh8sStnL\n5365JozPxqR4zm4k6MJ4bW5uamNjQ1tbW8Es897SFNww24uhsZTnvQuN+8E1cBg5II5BtJ1OR61W\naw7oEWRXVlaiBEewBTByXQB4WAf2F8Apre1EN9rpdJT5F/9C+d/9XSWPHmny5ptKfuu3pHfeiWv3\nQZ++PliHzjBKs7OAYYF4dnQbU8YFPCJLwH9ks1k9ePAgmn14xuhBYTeRYdClTmldUjBpMFxXscr4\nb2c/GQLNZ+X9/LWKxaI6nY7u378fw35ZH8QQfA1lcWIDA7thAxn1cpk5CHWw5gDVwRtxzRNRjKYw\nGlb4/Pzpco+VlZUAijRScPqLg2QYWADqkydPYq3i95wMgbjgPnHP+HnAePq+3wa7XVfzCba0jict\ntMQIDl5uQhfGXCTGVRBgXDMFDS/pmQV+EwZzRzZIxu/t1zhAL8PRJYgzoxWczeolCknBYGEACdfz\npB0JIlwyLNdnIfSEVSFglUqloMy3trZ0cnKiw8PDcIpkXGRulxklK3+e3DPAkQcHgChHgPB5GA3i\nM3NwOuh6KGXl8/m5zD79vuhMKB2lj8yqVCpqNptqt9shICcAMRNqOBze2FBIEoYnT56oWCwG8Ekb\nTQY4WteSwKxyhAvPFhDbbrdD6I2Q2kE7ZW/uH4M0OeNVmpagvL2e5wB49bIyonNnIbys5p2y2ex0\ngDA6pXw+r06nE8+GAJDL5YLJobQOiGMszPHxcegqHfBRek2S6XgXLx/u7+9rMBioVqvF3gWA5PN5\n3blzJzSaR0dHsc4Gg0GUUGGX2u12PDuYNR+tkraNjQ2t/dEfKXnvvdnh4ffva/y3/pZOjo/V+cEf\nDEDnwAQDlGOwRIBqgDigGjaZfQ0g8a5zysWAPwAgzNODBw9CAjAYDKJ0zlgSEtlqtaqVlRXVarUA\nRmlD9wsz66VT3ts/K+w6mlx8Lj6UZ+yVAvwf4BefC8hmztpFyXLarsvyuQHKJM0BN+IGiQ0sGVUR\nEnIqRtxfadasBBuOT0S4T0ImKRJyPjeWJkUYd0EsTjPat82WYOwGjaBPNrGo481Fmzh56HYobWl2\niHMavbs+6qYM0AArhTaJhQwN7BuQoMUGYzQFYJHSijTr4vFNcJGGgZJTeqo8jBaBy/VbODy/R2TB\nadDnYthWqxUnD7DpYSHSlDnPlM3sr8csN9hOHxxKZu0aP4THrVZrrrtsa2srdCGU1i4CSP1+P0Ae\nQmGuB4YBoF6pVNRqtdRut1WpVEIzQ9nvJs9x4zlJmhv7wv+jF2E/sN58XdORurGxoXK5PCfKlmbN\nDJSqFgWdRfo7Xt9LjV4GhWlh38Fg0Rzj50R6+dBnIdEIwPv5+XswOwBvmFu/T6wfgjPzvRCa0zkG\ne4o4fzgcqlqtBkAH/J2ensbRTXfu3AlgOhqNIpGBBaSklG704f6yXgCJizpkM//gH0ip5pLM6any\nX/uakh/6oThR5CLjemBY8JXcM084hsOhGo1GJEOUJ7n3rVYrWLydnZ1gv8bjaUcezUVefiyXy5G0\nAJTZizBa6ZI/zxLWVFLoF9vtdiTa/hkBLpwm4KCBNZZuwHIwjB8CRJLAjMfjGMVxk2y3mwM4j0WM\nrkAP536ScSvEhiRJVPrjP9buN76hlYMDnd+5o9oXv6jhj/1YJAydTiea6AqFgrrdrnZ2duKwdVhx\n3//4EfZQupx7m20Jxm7ImFLtWg9fCL7ZMDYSACyTyQTYeFUUKqCKzcsXTspLQFyTNBu8SrbNzxEI\n0HdMJhNtbW0FUHB27DqGw0+SJDo8obql+UN6R6ORWq1WNBPATGYymRg7guYul8tFCWMymU74BvwC\nlk9OTmIILkAIxwh9vyjwI8R10T4aG0CWgyrKvAwgTXfjZTKZ6PJLBz1YDfQ5sKYAgfF4rMPDwyiJ\n8frFYlG9Xi9E3mhiEAS/zHojm5Xmz4tjkCpAxxMTslf+LBQKURYDSFer1YVg1McB8JqL2Le0cY3e\nxUfJhMSBe+xgNpvNzrHFJFCAGppjYD59XAUZOaAPJhCgPxqN1Gg0AmDBpOZyOd27d0/n5+c6Pj7W\n4eFhiPorlUqUVlkf6BEBlNvb25E0MbID6QFMYKlUiiNzWP/oLmGUPRlxDdpoNJ1hle5ynNy/r0VP\nYuXgIMZypJlMXh9dIGBye3s7OmGRFvhICZ5Pq9WavvfTjtqdnR1NJhPV6/VIGgE0PAN8HVpFdJgO\nNHhu9Xpd3W439hfAz5tqSAyKxWIkI/v7+5HgUlUAgHkTDZ8JIM14inQCIs0SYT+ajZ9ln3+cs8Xc\n2EP4KGQt6JulGWGx8u1va/fXfk2ZpwIe6lQAACAASURBVPcq//ix7n71q+qsryv38z8f65s4g94O\nyQDxlfjJfqaZx/0BTNxtt2t74CRJspK+I+nhZDL54SRJviXp05LOJf0rST87mUzOU7/ztqT/RlJG\n0oqk/3wymfzTp9/LS/ovJP0lSWNJ700mkz986U/0mqxSqcTRQM9DgQISvGX3Zc1bomG8Lhp74YHM\nxZh0RKbF1MViMXQtXiJKU8BkJ64FS1PKOBG/XuhpMkPAIuUiSj68NyAER8lng42o1+vRsUT3G2BL\nmpahcMRk1sxcA4SlDyeG1QSo+ZFXlCoQiNMBxnPBeUwmk7m5apRWcNo+pw1dDSwIgYB7lslkIsgj\n1gYMcmQMnXiwAdvb2/GMGDp5nWGxbnStoUkDSKDb4Jgtyi4+NwtNB/fbh5vC2MBYpA1HjH7xOkBM\nmnUBevmTMhaaHhoLAP10aRWLxUieGGfhwmPvwk3rygBeAIuTkxNtbGxoe3s7Gh0AId5dx/UmSRJn\nkALOKANTAqN0zxR62FpADSwfIxoYWMw6Z84arwkQYD2zrrhPaLhg3Sihrt+7p+yDB8/c++Hdu3E/\nuXbWZvoMTEARe4NGHRpeJD0jjGdP84xgm1wbVigUVKlUgqHd3NxUrVaLe1OtVkPk7cno6uqqjo6O\n5rozWYd8dsqTVAYAW8ViUY8fP9aHH34YpWhE5/gTrhmACDBHouCl4rS5zOV1a6A8zgComZtJAgBj\nN/7GNwKIYZnTUxV/+7eln/955fN57e3tSZp9bnyCyz3YM/guADal3VfFDr4Ke56n959K+n8lUdP4\nlqQff/r3P5D0M5L+q9TvPJb0700mk7MkSQqS/jRJkv9uMpk8kvSepKPJZPJvJ0mSkVR90Q9xGyyt\nCXBhpIv5CUQElJdZLCx8F5ADvqTZ5vCyEOada2lQBPgCgBG40vOhcAIIKP2gXpyRpND3pA0tBoaz\n3dnZmQOm9Xo9hL1oiTgihXIu9xQWA/qfNv5CoRB6CrqZYGDI7gGAONONjY1w3j5vyUuw3Af+Hwoe\nJ45I10s/BFnPdgkeBCMACVk54JcJ/QRCz0Zhyt54443Q2yAGRzPD8yGDXFtbi3t6nSYGft9HCyRJ\nosePH8c9pdwLSEUzIilK2c4KMkRT0txavQqMLWJYrjLOrmw2mxHAXPdFyXsymajdbgeDCMMFi0bJ\nS1L8vJep07qyfD4fARfGttlsqlAoBAgAGDi4hMmh/In4nDK1T6anacABMcwpoCWXm44WODo6Cl9E\nc4HvOUAnz43yrf8Mx3Qx2mZ1dVX61V/V5he/qOSpL5Ck8fq6+l/5ivb29uJYMnSMrjPFf8Eudbvd\nOKtSUjwT9indsNvb22o0GsF8cV9IEAFMgDuYG8buAARhNAESAGvWJEEfzVtaeE8nb7lc1vn5uY6O\njuL+IXanMxcNFXuevchz+CSBCIykANbf9xUgttFoaHd3V8kCwC5J2UePYt/BrJH4QHQ4C++VG2k2\nzonn/Co7xm/argXGkiT5lKQfkvS+pC9J0mQy+R/t+/9K0qfSvzeZTDwCr2rKkGE/JenfefpzY0n1\n57z2W20vC7TShs6ALNJZBTQ30LG+CL1MAlhhsSIExRl6kAMIwERxFA+Mho/f4H3I+ryswHX7WX6S\nQuTNWZtQ/WxoDCDEbDRpBgZoUU/rFg4PD/XkyZNwyJQ7Tk9P4+ghAMh4PA4NwsrKSuinKEdIs6OD\n0JJwDTgIQAgs0cbGRhyfQlDjfkOx8x445SRJAuy5zorPB6PBv6HsDw4ONB6Ptbu7OyfCR+tCp9LW\n1lY4e5oEADN0iSFqvoihJWBx3/h8/B2wDntSKBTitAhGcngQ6/f7c4OVYQxJDC4CYzBN3Pc0IHMw\nveh3K5WKDg8P4zgWps8jBpcU7BVAGjYM0D0ejyMocx0XjaVgbVCOZYQBndGUEu/duxf3lwOU2Rus\nQZKj1dXV+Nmzs7MAHCQNNNzAovoQW+4zejCeB+9DuZL15mNJ/B6zDmB6CoWC8u++K21uSu+9J92/\nr8mbb2r49a+r/JM/GXtAmg5kpbQHGHFAu7a2FmVX9gM/gz/AB8JOcz1ce6lUmjssHgOknZycaHt7\nW6enp3HKAoCRMylZ13fv3g3GkAHVvi9YI/grkq5CoaBisRj6VOQWPEPKdhdN9P8kGT4MxlCaHVtX\nLBbnNVtvvindv//Ma4zeeCMSmY2NjUi4iR3oNqVZ6ZY5nNJswLTv/dsq2E/bdZmxfyzpP5P0TJ9s\nkiQrkn5CU+bsGUuS5E1J/4Okf0vSlyeTyaMkSaiH/EaSJH9J0v8n6Rcmk8nhgt9/V9K7kvTWW29d\n83K/f4zWX84d9DkuOHtvtSYD5gy8wWCg7e3tEDQTHCSFY19k/C5Mhh9ODOuyyCi5AupgxHgdjHlC\nlAKZzpy+Hg7yJSj6QE7YQJ+2D1vk+hJKlmg3yIBxltyXWq02pxMj8MIYubN0RkWalU0AU8fHxzFO\nwkeUAGLp9uRZemMAZRME34ievYTGM6JrCqDor818L+/qymSmHZaNRkPNZjNYyHK5rGazqVarFSVM\nX4OAX2dgKQMQ1Mfj6bgKHwNBA8POzs6cqJ7Sa3qdA8C8YSRt3EeA3v7+/lzJkfudnnPln8VLgOjo\nSDYoGzKvizIS4Ifrh3WC6QLIeFOGN4HQoIImE0BwfHwcZ/Ah+GcGGywoh1NzPFMmk4kAR0dtv9+P\nQ7wBKOzVWq0WAJXfcz0YTDNJCK+Tvn+U+GCAF2pc33ln+iUpkZS350u3Y7lcVqVSmSvPUlqq1+sR\nfNFhoSes1+sBGrPZ6UkerVYryv/sy+FwGMebuZyA6ywWi2o0GppMpieZwHQ+fvw4PvP+/v4zDBhs\nFtpTGHgHYLBw+FofCE6iQrf5Jx2AuSF5YAiyNBsHVC6X51j38W/+ppKf/VllrNljvL6u4/feC60r\nlRmqMd484/6U/+P90r72ujKG121XgrEkSX5Y03Liv34KnNL2X0r6XyaTyf+66Pcnk8lHkv5ikiRv\nSPpvkyT5l5JGmjJp/9tkMvlSkiRfkvQ7moK69O9/U9I3JenTn/707Vfh3ZDRTUL7O1kjgk+yAbQK\nMCGS5gTStNzjPCgn8Hos5rRToOwHU7KyshKdhwRJBmbybzJG/k2WIj077Z0xBZVKRePx9Aw5BzeS\n5sYuoIvyAYyuEZEUwQQxONoWdHBk1mT1DhAAMAQWF976/XetGKzF6emp6vW6VldXtbe3NwciCCa8\nDjN7/Fn6vYfSp6zhGrhcLqd2u61arRYC6v39/RjLwGfgOl24TwClbAB72Wq1tLW1NdcVS/cXQcef\nOfeebHdzczM+Q6fTiXUDe+SfA0DhOhcHKgB4B2IXOVNnjRgSipAbto4vRPeS4rxBmFYmpAM2SQjK\n5fJcS3w2m1W9Xo/Bk2n20E/SQB7AyAhJwbilJ+oz7JT7DpPMaA40fpQp6cClZIiOk3vMkGX238bG\nRrBMMLew0zDMMEoXjZzgHjNyh1LUdcCEA3nWJR2OkkJHR4lYmo454Gf5LI1GI/Rc+D0f+UBX3fb2\nts7Pz6OBqN/vR7c4LKyXriixeueig7Z0UoKkgHJrGoDR5dvpdOZE+js7OwEqX7e261UYftB9HL5r\nZWUlSufSNPksv/OO2p2Oih98oNzjx9Kbb6r19/6e9GM/Fg0Og8EgnjWxhqoMoFyagkCfQeYjctJj\niG6zXWdV/PuSfiRJkh+UtCaplCTJ708mkx9PkuSrknYl/exVL/KUEftTSf+hpD+UdCLpj55++9uS\nfvpFPsD3kyGWBfTQHQiVTUbAZGPE9QwVTLfIIwjl58kWcHwAMZzPeDyOlmRE7N6pCAMFO7XIqfC+\ni/7u5jPE6AxKj1iglEamREbswIcMigDIOIT0+62trenevXsaj8dxnl36MPFcLjf3u+PxOCZZA/zS\nWjEf8cEZdBcBWxoR/MgbaTa4FmZHmgYk2B+oekqlOLY0K7NIj8b64SxBwCpND71eT48ePYogsbm5\nGc8als/vMR1rMCc+eBbWR5rpFflsaHTS9wZA4kNs0/dukXlTBGwauiwvJTvbBjCnU5D7BgDhPEdY\nJx8XQjmR+wlTxu8C3NLHG9GM4SUv1wzBiiKoJ5BT7kRDRcckgMBHBHgTR6fTCQCG8T47OztqNBo6\nPDycW+PocNJ6pTRjxprwppSLLA3CFmnOpNn5s3xWjiAioA8Gg2gSQPvowdpH3VAV8FEilLYokTI8\nlPdEM0cDUKFQ0O7ubsyko3SfZsBck3YRAGNGXJpV/340Suve4CAp1lP6qKLBYKD+j/yIan/lr8yV\nNAtPnytxAx8C2OK13M9wVjNMJaVR1scn5d5fCcYmk8mvSPoVSXrKjP3SUyD2M5L+Y0l/+anm6xl7\nqjVrTCaT0yRJtiT9B5K+MZlMJkmS/PeadlL+z5L+sqT/5wY+zyfGCOA+p4aFxGR0wNLOzk4czTEY\nDHR4eKjJZBKZPaJSN1iC7e3tuXMgC4WCzs/PQ6slKZwTpcThcKjx7/++tn7jN5R7/FjDu3d19Iu/\nqOPPfEZ7e3sLu+4YXwA1jFNa1KbN/0tTkEZpJy0gJgggyIXRy+fz0YklzUARAACWYZEQFlDnTA8g\nL71xucatra05vRqBEJaI+WPpQAMrgwMHwBK4uU9psMzvosUhEMAocdRMr9fTwcGB1tfXg61x/Q/3\n0NcUr+vdRzx7gKgfRr+6uhrBD+DkZxj6ewEGWdsARMAEQcm/D/uYyWTiPpBoXJbVOssJazsajbS7\nuxslKj4f4wAQUANgYVnoctve3tbm5mZoudCNAegYF8FgVoIDzRBeak5sfhglKv7toy4AsZS1YKhG\no1GUeNkHMIDFYjE61gDHzqRxogSDNOkC9CYi2Ef253A4jIO10RAiZ6C0RvnvMrsuCJMU5dUnT6YH\nqPucNEbiwBYy7obECGYVFhwgjei/VCoFS9lqtSIhcd0R+3B3d1fr6+tqNpuxJ0mEOMQaJtMZMAYn\nO/tfLpdjj3xSQMBNmMtnuA+MfHFJADYcDsPfuN/j56XZTE7YceILQBh5C9paaXbyDb9D9/wngY18\nmSv8p5I+lPS/P73JfzSZTH49SZJPS/q5yWTyM5L+XUm/myTJRFP5wO9MJpP/6+nv/7Kk/zpJkn8s\nqSbpP3mJa3mldlXdmQ3s5RUCPvQ3wZR/e7AkELPwWLgwHzhqJjtL81P9GajnHZJklmi9yAJh2Vic\nMGcnJydRshv+s3+m0i/9UtTzVx490t2vflUHSaLm5z4XjtBZOMBQLjc7S6zRaERAS5sf9g0j5wZT\nxdl46OaYku3gk/vLZ0TXw32itEiHFFo4b4IgyPA6mcxstpm/F5oUDKYKDQsAjc/GfaFjEPYDR4VD\nYcgpwZvsjvZwxME4eQBRq9WK30c3BcCBGeUUh7W1tdAoIXynvO1MTaFQiNImZalKpTI3TgTA5CDK\nhfcA1kKh8IwGzRmMzc3NmKhP6R2Qc1knFA4WXRxgzPcWo0BYM6urqzo7Owu2k3Xke9u1XL1eL9it\n/f39uXUMwFhbW4vyMGwyLE2pVIrnyRrzURcwOhyjRLceawiWjZly6+vroc1jvdGFB8PDiAnOivQu\nM1gFZpPBwrNWWPPMYUM4DZDK5XJqNBrq9/vPJGSw+rzfZSAMY5wG4IbuRmZtsaZYB/jhSqWysJyK\n/ACwxVoFOMG+3717V/n89ESGWq2mbrcbAZ57ljwdJ0Kiwr1dxICh9fvzBsDcIAYYGYJfRy6yqOsZ\nPRnjQNhfMNwY9xT/7r7EO/uJn7BwfkrMokPEb5s9FxibTCZ/IulPnv594e9OJpPvaDrmQpPJ5H+S\n9Bcv+LkPJf1Hz/P+r8Mmk0noNBC0Erx8rgob2LNOAioaJEmxQNE78B4wAbAL0nxW74sTB8fICLJR\nB0cscgIy78PiZKQBgZVM/ezsTNvvvz8nrJSmM2D2/sk/0f3PfS7Kh2krl8va2toKgMCmXOSQaVem\n1JMebOosgKTI3DOZ+cNf+fnxeKydnZ0YaOrsFQwMpTaORuJ+EwicyaIcAsDh+fCM475kZhPT2+32\nXOACMHDskM8uYqwGWiDKKjRAEHAJ3AApgCT3cHd3N4T3rFO+5+38GKJu2vcBDfV6Xe12O5hTH3tA\nhxS6Q9Y0TAlCbu4ba5zRIJdlpZRzvOTGerwMjMHAwQ5SyuCZsW8AGQDC4XAYJUc/g9GNkpZrDdEH\n+QwsnrVPw6dD0JlbQBXr0Lsund0djUaq1WqSpg0PsHSAisFgoHq9HjPbFnU5uk4MhiybnZ5SkGZs\nisWiVlZWdPB0ICsMBqX+9GvncrnQ7mCAMBgumk0uA2EYQ4fPz8+DJeNZAGz9WThY9PvLM+CorIOD\ng2jG4JoBZV6KZa+hL2P9FgqFAHPdbjf8L/9H1/WfdwDmhjSC5hTi0VUMtzSNS71eLxpu8CfOvBOz\niK+Yn2SD3/ikCPbTdvu5u9dsgC2cu5ed+JOfccE7QYsNDMshKdrhEfn6cD8cIs7H5xn5YElKDJub\nm3PiU2ebhsOharVaBDg0Z9lsNg4KlmY6FhzS/uPHC+9F9uFD7e/vPwNIPPvAMaErolsxbeiEJpPJ\nMz9DmYPvAz742XSW5Vo2SQFeXPNDedfZCWkmHPfsG4BGyZZnHvfBxoA4QIPJc5aT77kGi+YDnBWA\ni2YMrp3DignclNdgTgnQCMUZpkmXH2DXhyICvjiUl25LACKlMQ/2MFn+uqwX1y5yP1m/HL10ldHV\n6jOd0rq3tAFQAKgAHEAur4mg2EEPpXuYL5/VJWlu5Mqbb74ZnYCAvUVrkIDh5yZSvmadAFiRJcCi\nJcnsoG5OLADYjcfTUSmlUinKpzDJJB7cD4wS5mAwO5s1rVti1pazPAQ1Ps9Fz4r3SM+aA6BeB4hJ\n0uHhYbw/e71arcacKvSq0qy7lqSk0+loZ2cnWHGXYmQymTgknHIyr8k9h2mmY4+ubvYxyZH79a2t\nrT+XJcjrGuV6yAdK+DwfN2KSg2ASFW+4kWYdrPhLv/f4CKQc6C8/ibYEY1cYwQTxJ8EKTQOlDxYb\ns6RgBwjMBDGCBh1ptHhfxh4wINO1OQAG/s61khUDIPkTwIYWiCCFFotrPTk50fiCKdqTT33qGSfN\nZ0N3wmtfZ3goASm98WDF0IL5RkuXM9nMl4lkufc4WoKld/DxGfhKAzQvO3vnl6Q5MOzaHO7V6upq\nDOkkiKJnAFzBBPFvABDgUZquLYIEr0/GuL6+Hi3+6UOHAfBO92ez2WAEuH6ApYNMWBVnVyVFeZ2u\nSwIbHUzeTHIdYy5Zq9WK+XGX/T7Aly66JEkiOLPG6UTMZDIxYBUQRTmSbkLWLL+XzWbn9mW1Wp0b\no+CDP12TR0nbS5c+uoRg5XojuoVh8CjVUarnNIYkmR6tBWvbaDQCiJZKpSjrdbvdYHgA0L5fms1m\nyAT43e3t7dAn9no9tVqthUfrpEGYawFbrZb6/f7CkSL++3w+xlzgM1indOgeHBwEu1kqlYJ18UPu\nnYkGeNLEQemXygFrnlIqgB2WHn0qpyqsrKyEnizNxC1t3ryzkXsJseBNRuxZyr+MZUIHCWHgjD6+\nRdKctph4J80aiD7JtgRjVxiC6fF4rIODg3Aa6Lc8+LKQAA/STB9DQPfAzv9Ls64R/u0lRQDA0dHR\nM4EeI3Cx8NOvA9ggk/CMnTJKiNO//nVl/87fkUx7pY0NZT74YE4PwFdaM5c87cZkCnga8GQymdAo\npYPF8fGxMplMzOjCkTK4Mg1aASZXHT6MU4fpgZn0TsX0tXppkr+nAZoDM2eHAH783urqaoz+8KGF\nMFsEakrHvD+ODSYWwAN75kwFoy+Yfk3wpjuN0jpAATaMz8MaYr1x7xg1kGbDuB8IrMlsfWTF85hr\nPq7DrqCPorzJsFK6RrkHACRYJ4B+JjOb1dXtdlWv1zUcDmMqvn8G7gddj8w485Klz+LzWWuAMhhZ\nL+WSAA0Gg9BB8bt08TH2Ba0XQQjROgmL62by+XwI49HgXAbC/J5SNvLBwBeBMN+PPtzU2QkAGOuP\n/1tfX9fu7q4ODg7i/wHNlAG5BsrqGAAOEO9sLUkerAwJgjPmi7ogSWx4/0Vz1pa22KhO0PCCn/O5\nk5JC0iEpEjaqH1QPiCUuU3AGdhFxgTYNXbADwk+CeF9agrFrGQ6UjkY0IjgQZ4ew9EHb0vwZW77g\nOp3O3Pe9Js77M68lzd74v10zdtHPcb0OPAhmnU5nqkf5m39TWl2NKdp66y3p/feld96JIxQWlZAA\nKLCGDtjSWQusEEAJ5u/4+HiuwQBWCw2SG6W5yzJxSXNDFx2IoQNCC+TPBvACUANY8T4O0GBYKO0t\nMoIrpwzQuQqI8bIXDsrBPs9uc3Mz5i8R5LyTicGLXAezfVzjuGh9wQTivPi8NCH475Fg0KyB3ov/\nW/S8r2NcnzNxl5kP3EX8zXPm7EfvhEQnBiCj3MTn4e/sBe8gZI3iAzY3N9VqtQJIeUnWS4f4iuPj\n4xhmytqhm4ymCo6uIkFhzAxdk6xXQHi1Wo0jiTiUniG1fBZkCl5yK5fLcR7rRfcVINNsNsNX8L1F\nSZE0W38MK+Z9uR5KtbAngKBisRgzzACNrh/inpKw7O/vBwNIswqlR0aWcDYswNXHUNBx6mxLqVRS\noVD4czGG4qYNZtxn7eEbWSckmAB9hlDDdMKQkVR6hcBjDUkRYMsrP4Brj6MrKysL9Y+30W7/Fd4S\ny2Qy2tnZiTZp5jE5W7HIvNWWf0uzYyIoV5LVpkGVpIWA66L/e1FjhhEzvXyK9nXtMsEm94D7gWOU\nNFdOpUx5eHgYTCPBFvDm4u0kSZ4pXbrx+9KMfYQRosRDuTbN0PX7/bhOL8G5WNWflYMcZ7L4zDBf\nvK7rnABUDhr5HUqYMKkEStYSQA/nxxR6ghFjHngGgCYofwdRODUYBS+B85l5boAwhpB6owrv9zxr\nksz6IpCQNhik8Xisvb296PbD2TOqgWtgCHCj0YiyCfsYfdXm5mZ0IzYajbiHAG2AMmUWSlwcO4XW\nz0traCBZi5THMKQF6Jso53D/9vf3Y70DVBhgCiMHiK1UKlHCRKsDgKtUKjEW5arnQNcmLGv66KSL\nDO0fpVKCLFIInm0ul1O/39fjx4/nSv7ZbDaGB5O0ANikmTaNz8tsq42NjQBart9cArBXb1SCyuVy\nyB5cV8t+gTHn+QHIqBDwrFk3vV4v9jeJCH9P+xVAG6/He5OELsHY95nBznCW2WUgIG0ETpii4+Pj\n0IzQ4edljldhBFrXBEnzDNN1xbcXGaDOuwnTJcpFBlDwkRMAVTpPu91u/DzBjZlPzlzxnpKCuZhM\nJnG+JiUQ5lFxH3AQsGFobgDNsA/p4AFodPAFcPR7kMvlouOLUg6OCcDpDR+eFQLi3NF5mRKABsin\nTEC5hgDlQFKaNTfgRH1EirNkMEY8E5yqjzih+88By2UdkWnLZrPPtacI8v1+X/V6fW6kBqAVEIvu\nhHM6GW3w6NEj5XK5GDYK+wWo8vMXAaa8lutDnzx5Ege6ZzKZuC7uL8NlGd8BgGM0BaJzSqatVivA\ngrfvj0YjtdtttVqtYNYo1TOSo9PpREmcRpqdnZ0rQZikOWApSZVK5VogDONzMBIFOQdr14E2pUY3\nABuzE7e2tnR4eBjjSQaDQbB9ngCQWAFOAZJoxqQlAHtVxniUVqsVGk2vxvgYEGmqvyyXy5HwsleQ\nGVAydu0Yz4rYwsBpjy+YS0jG42lX+ifh7M8lGHtOwyH4aIDrGD/Hn1D6HMWC/qFYLD7DLBHcASzp\ncqb/Hwt00QBSDmwmQHH9tM8/TyBcZOg1FhkAwL+8ns/GvShguA6Az4CTTXfq8HpoTQA6u7u7cXQQ\nJTjeE7aM58pZoGdnZ3HoN+NNYIdczI/DITBSokoHMah51/MAQNG0uJ2cnISTIsPb2dmZK5/x/nwu\nzjMEJDHt35sQ/D75F2U0Z1xhBWHHfI5T+p4DGHgu6e6nmzKYItcFAfy83EhmTBmlWq0GK0U5zQem\n8tlyuengSkrJADPfO969i0CfpADWnPtIpyIl2OFwNocP/Ri/68kAzw3WjPV7dnamo6OjCFj5fF5/\n9md/Nsd6StPzFTmK6TJj7wLCLjog/DqW7qj00rz07EwyaQrkt7a2VKlUnllblGK5V/i6drstaRbk\nAbkAUe77EoDdvFGCpqGIcjxss5uPcKIKAICmpMn30en5WCb2AD7OWWquBa1t2r9lMpmobLws0fCq\nbQnGntMymdlogG63+8zwQzJhyjVkvotsbW1Nd+7cUbPZ1OHhYXQZ7ezszIl76eB83uukDIWmqdls\nhpaDuWgEjGKxGAd3w4o8r5Hl+pmV6a5OZoJ5tuJCd/6OwNyZGe6ZpGc2/CL9AN10/A5ndHJ/KFXB\nKDBHS5oyTRxbxM9K84MHuUewQJRLLmMApWm5bDAYxLRwnhVMDs4HMJjNZgNA0JXpHWAuIuf+bW5u\nRskTIOdNHF4C508H955Z8n1K6d4A4NpDrpvOQp/Af9OMb7fbVafTCXaMz0MZFpDLOgdMwpowbR3G\niOsGvMH6ASJOT0/VbDYj8HgH8GAwiNLa3bt34zl5aYX7RuLUarViXpY0605lHAYs3Xg8DsYBXRyA\nBODEWpemQOfOnTvRlXnVsMvBYBDJoKQbP76HxAX2t9VqqVarzQHaYrGo/f39Z5JbX7sEffensCc+\n0kdSlM2XAOzVGV3F7D/GtZCsSLN1yQkvDr6pEgDEKpVKJEzsg1wuF7MlSTBoNPN97eYyEvwSI4KW\nYOz70EDmaEGY9+PnuLkdHx/H8My0URbhtZIkiRlHZNh0+KTZtfTfpdlcNAAhDht9FVkymTvOnxq9\n6zwABg6ULgNqBGH//iKGrtPpxABGSdEMwbUCbNis6MjG47F+4Ad+4Blamvvg70W2tLa2pmq1+ozg\nkwDp4IJgeXR0FLOJuC84HhgsewNyNwAAIABJREFUf3+ACqWSqwxA7+VKZpoxwgPWh8nf3g3JcTF8\nDwcI40KZCUfFM3O2yzs/00wrP+dC/kVsLV+uE2PMCxPv/RiimwJkZOV0Xq6ursaU+t3d3RikiyNm\nNAwdkCQhCPS5RwjL/UB6Or5o4OHzIrbnKJ4kmU6GZw1Wq9WY6C7NdGHj8XR8Al2gNKdkMtOD1rku\nmIF2u63RaBRjJlZXV2Nt8KwIPPwejOxlCZWDMETuNwVcKNvSSeqNM8xJg8mErfSZgDBnNB2QVPE6\nsNC+j2GtKQUvAdjNGTEFiQTNKPl8Xm+//bYkqV6vx/gQ4oprfNGD4oecwSJ5JiF17Rj7OC1foRqA\nb+P/2QNudDVz/fit26Yju11X8wkymAccK5mln5cmaU4MjCbGh45KU7Zne3tbnU5H5XI5MncWzmg0\nmssKL1tEMCQ+f4Vp1p1OR/V6PQItoIADrgFKiIRhX/xwbCzNaCVJspCi5h50u90IdhyZkR7OhyNG\nd8QMKwTX+XxejUZD0sVlT4ASGijuA/dsUXbkHZ/cbwAQwQQdAyVRAiDvzX1GK3OVpcuVXB/H72Sz\n2aDs/agfNDeAeIT3PluMAJXuRluk3bus+cM7Yh1wAdb4/D5SAdDD0U25XC66pUql0o04QD4Lmjs0\nJzAkzqQy/gItXLvdVqVS0fb2doA6Z9dY0zxLjsQZjUahNfOyYbPZ1MrKivb29uaeO8B+e3s7Zpdx\nSgInJ0iK2WWI+rkm7hndYM7ejcfjmJ7PM83n89ra2opS60XGMVEw4jcFwtIATHp2+LLLIWAI7969\nG0dKcSwbbBhrkiBNskICuQRgr9aGw6Ha7fZcR+zKykokA7lcTrVabS6Rh4hgVhyMrWvHpFnlhs5d\nEh8fTeOHjvvMRGfPIBmu6qh3H0ACtOiM5ddpSzD2AkZwJks9OTmJo3jSgZiM+PDwMLJhnJJ3tMGI\ncM7e2tqatra2IsPAgQLkvAR5HXDGSAR0JmymtC6EgF8sFgMsOVgh4AEWcfw+b8tb2RFPc66kj79I\nG0GF36PDbG1tTfv7+/E+6QwpbYBDb5q4bKMS0C66j2mgxhcOgzLl6emp7t+/P6fbSWus0kCh3+/r\nwYMHEXh8AC9sIb/H6/gEfUYZtFqtuXlyfv+91HsRGLvIXKdIecz/TLPA3H8aIbing8FAjUYjAM3L\nGIlDr9fTnTt3QtBLMG82m9rb24vPWywWI8gDxDglg3uMpgTtFyUzOvAAG/w/YvtsNhvvubW1FSUb\nmFTXePmwXgB/sViMUSToyfL5vI6OjkL/x2ucnp7GEWgw5VtbW3OMO8kQz4XnnAZhm5ubLz1JnvXv\nySgAzCf5e6L6qU99KhhDukNZLyQRft2saZITmL8lAHu1RumdNcu9B1AxIy5JEtXr9ZAtsD9KpdLc\n4GdYLPaMNGM2J5NJVJWohKBzJcnD32BJkgTzzt/xxVQ5APXD4TDOHy2VSqERvW22BGMXGE4kHfxd\nQCrNGKKLjgHxTAEnDqAh+3ahOAs2fTQJ4ImzAxE/cg0Ify8DZ4AvnxZOC7sfDM2RJP4ZHawMBtND\nXTlT0nUbDly83EN9n1lHOPB01yWvz2aBabpM2O8gifILlHSn07lWF9llli6BLroGGD0/AxPnwHyl\ni36XYIUjY6QEAcjLkJLiWQPumYEF6HKQ/rLBykubF5Vg0zPl6DjmGQAwEPAiwn3RsmUmk4kRFO12\nW9VqNZguBptms9lgfAkEaABx7lwXJWafmI9eczQaBfBJr4F8fnq2KBPreR+E+gQj1r0HtH6/H637\nfmA587dWV1eDEaNJI5OZDkNmXt2ia+K1YQphkCiv3wQIGw5nxy3xPByAsf75nmsZB4NBrA38K6wG\nTTVu/B5l2uuOPVnai9vx8bFqtVok/lQx6GRdW1vTzs5O6Fj9eC+elyctgC1kFrC7mJchqTilKwz+\nmj4yw7vueQ/YeUnR6MS+5sSF22hLMHaBcQ4cD44F4POcACmdTiccK4AFpoQyFAc09/v9ueneUMGS\nwtEsAnaIst0ZETwQxsJEkCngiL3biNKnpGiNZ7I29C8dfGn2zcES1+lAbVF5BKBSq9WCEcxms6Gl\ncXoZNqvX6wVIPDk5UaFQmGMl3NJAEeCKRmBtbU21Wi0Crws7/e8vE5wIONVqde5zU2Il4OI4nG3i\ngNvRaBTPjD8dgKXvqYtkCfIvA3BexiirAtZ8mCPfA6g4m/gyIJkMt9lsBiBjrQNo0BKxB0ul0pye\nkmBDMEBbQiMHLKQzwr5WBoOB2u12OHrvanWWLZfLaWtrK7R83KuTk5NIVCh/NptNnZycBIPY6XR0\ncHCg0Wikt99+O5h2Ejgv75yensaRbbwuzBKA7yaYJBKGNAMGg5/JZOIoKQAY53qSqHFPfPyBd+zC\nKFPmXDJgr97wvSSzMMd8j1FMrkd0WQkJF+AfyQR+j9dCluESF8afsJ55H3w+sYF17ieowKh5KZSE\nnqSrUqloMpmoVqvFYfa3zZZg7AKDweFw7kXOgCDKiIp2ux2gy7spWbylUinKDD6hn5beixgtyhFp\nw+FTtqBkVavV4loQQRKs0WGlB1YipIWpwdHTgUhgo/MQQHqVOVja2tqKjQprUiqVgs3yo2N6vV50\no52fn4cIm3sJ68BGZWP7TC1JcRTQ8fFxHOtDwIR9Y5Pj9P0LwObg+zoG8JA0d7wPjACfczweRwkZ\nMH3VexDcYHuu6ph7HcY1OXBnT1BKIGl4UfM9xfpgmvuTJ090cHAgaQrc2MeUj2FtYbI8o+eAaths\npt83Go1gg0ejkRqNRgBLZ95Go1Fo+GjcAayfnp6q3W4rk5meQ4ketFarRTctLMT9+/cjw0cXhyaO\ngMREczRsMPfr6+vBfN9UOY+9w17xYE1C4v6PZNQBGL4IjanPzoMBXwKwj8/wfbBb/X4/mHz0WLC4\nsLM0VEiKEjxVF3w7VZtsNjtX5YHVJ1klaQa0jcfjYEjp/ifJ8wHrJLNoDfH5NL74OAwE/nzOwWCg\ne/fu3TqGbAnGLjAvB/LQeLjSbPYS5kMiccppgEWw9f9DK/GiLAGBnYwZkAGoIug548W1ILSWFC32\nadGtl1MBRU+ePInZW9e1RffDDeHxYDCY0xXAdHDv+btrCQBkAFM2PACw3W6rXC5re3s7ACbBg2wQ\nXRlZWrvdntPEYYA+Z0n5N11ElJwAIpTBCEzeBQRQu04XJkZ57LYPMuT6WGMIsSlFkb2+zGeAfer3\n+9rZ2Ql2xddJv9/XwcGBtra2YugqJzqg5QKMMerEWSRv26csXKvVJCnYS4aj4isQ/1P+59w8RPME\nL/7tbBb6l16vp9XVVe3t7alUKgW7JM1A/aNHjyTNjgvicwBMFzXUPI+RcHrp0ceceDMQmtBms6la\nrRaJggMw9h9+dGVlJQDuEoB9PAYowa/7SJByuTzX1Z3L5eb8I2uYUz181A8kA6VALyOy75k24JpA\naV7qwdr2pgGvzuB3M5lMsGnui2HR+DdJN0PbKd/fNluCsQuMEt/p6ak2NjZC0Dgej0Nk7WcW4vTO\nzs6Col9k6f8nYL8oQwBrxfujM8rlcnFe4u7urnK5XJRJMplMdMnQiEC3ZroUCHikPMpU8edZzLlc\n7tKBsrlcTru7u3H0CmUQmCMYKmhnABiByTsG/e+AUnQ/koL+RizN/a9UKnMNC5TYtra25pyKZ1dp\nIAHoqFarcR2UslwL5h21L1JWRFf4STDukR/YDBglq36Zz4LOkdLk+fm5CoWCCoVCHPyNxokgQycj\n+xdQdnx8HGuD54oEAOaY5ADdS7/fDwbK90Q+n4/zMOmYpOvLy3uSImngNImPPvoo5tzt7+/H3qGD\nkuSLUiWBytcT8od05/Z1jJKjPzP2H/7O1zcgEeaCWW+wc3STAsAAw0sA9vEY/ozkHHPGnySUZMb9\npcsp2M/eYc36Qge8uroavvL4+HgObPd6vRi2jI93sM/64f99j3Kd3rRSqVT08OHDYNv6/X4k2zTZ\n4G9v+zpbgrFLbGNjI0ALGZ4Lsj3w0411enqqVqsV4mG+76VLaTYhHjBFVvw8GiZnxfj5fD6vnZ2d\n0J+cn5/r8PAwyi+e4aytrUW9H8bMywmLwJnPILuuIdomk/aOKdfOnZ2dqVqtanV1VUdHR5Ftkfmw\nGb0sme7MwRkQ+KDL0dWgzeIaer1esAiYt2Mz68uNblKcFoCPFm0AAMEH7QOfx7O1Pw/Gfkkf1yQp\n5gq9qNaNez4ajaJMR4mC45kA051OJ0oaOGgX8QMUT05OooQP4HHgnctNT0HwDmFKNel9S4c1QzJh\n09kPbpT5KJ2+8cYboW1BPwmT4AOG19fX50bYENyYfM8Q5svMARhsvaSYGedz4mB5AWDcc7rVVldX\n1el0YtgmydQSgH28hkYZbRVNJPg6bx6SZjGJ/SJpTu/MGqMZhOfo8Ws8HqtWq+nNN98Mhhc5AGVp\nGo48eZY01zwjzU6pAdzxO3Q4szdg49i/lOpJxgGixPDbakswdolR6mKwK52QlB54+H4UEZPsO53O\nnH4Fc4AmaW7+UdqgYn1UgWuwGDa5qBSRyUwPNm82myFaljQ3aHU4nB62C3h78uTJ3LEjGMMZycqf\np7TEvXAjIDsgIdAAEPkeLBifgftAt1mlUgmQxUal7EQQhMKmA43XxkEx7ZznQtOApDg7Lc0u4EiY\nZZb55/9cm3//7yvz8KFGb7yh4698RePPfz6E47wnpTAA5kUGOH3ZMtNtMcCxpLlDzgFTL1M2cJHu\n5uZmTOenBOZM1nA41OHhYcy9K5VKUZKkhEHpkjLhG2+88UxpBdHw3t5ejNRwjZj/LJPwma/lXZt+\nticM371794J5d/PyDYnA/v6+VlZWYoaZM/eMlLmoC9EF0Q7ASNSYE4W8AX1bGoABpgeDQdwHnvcS\ngH185npfADPJDkAGPy/NwJez9j5CAu0jjBnGmvWKhTTbF4xqgm1m2C/+Ej9O3GRoOl3I2Ww2YgDX\nBUNWKpVCx0yiIClYuLW1tWCYPcHAzy/B2CfYcO441FarpdPTUxUKhbk6tWfF/X4/zjbEES2aQQZ4\ngGlKjwjwY2lca8PvAhI5sy7t7FzngfN0kbiXG9kcuVwu2CmYN0oRBCqCyCLmLG1OGUvTDc4RFx6c\nYCPoZCuVStrc3IxjY1wPICkYAVg+fz8PnIwlIICg5xqPxzEx2jcoTArZo3frOTNSrVaVzU6nUfe/\n+U0Vv/QlZZ+WTXMPH6r05S+rVC7r+DOfidIoAJSymAO8fr8vSfG+DAtOX98n2RyQUe5GyP2iYIy5\nU37UCgNm6Rb2rmNE5c6mbWxsxBgJ15MB8rzz03UvyAEYWopG7PT0NJoyAJ4wzdJsIrh3QxKkeD1n\nDAigtO5z1I+XXra2tuJzwcgikG42m7p7927s+asAmLPV4/H0FIB2ux1azjQAI+DCWANwr5qBuLSX\nM56lNwRh6Ep9nBBJCc+OGAPrJCnWJd+jEuFjJbzZApDE6Rb4rcPDw9CS5XK58OEkEfwfMhmaVoiZ\nlUolTtmA8aXawFpnpAxnZHKwPJ2frsNlBuBttuVOucJWV1cj6DLzCYDl4MDN29wLhcLcOXNsIC+P\nMM7gKnOgBuXc7/d1dHSk9fX1Z0Af+heAzvr6egAB3jPdosxUa0lzQn5vTmi323G+HK/hr8fG9oyE\na+r1eqGRQUAPuN3e3laz2YwSkzTr4OL+MN+M3/PzNGERYcrofoPp8wYC9DAEbO5Bt9sNNi6TyUS3\nXqfTmetozWQywRjs/OZvKnkKxLDk5ET6G39Da7/3ezr97Gc1HA4jo1xbm56ZSLZINusdfJQGyPb8\nueNgvQuJRgAvc3u36W0xPj+t7MweY8jj89rGxoby+bxqtdocwCiXy/GsWcew1oyPYG0BoBh0THJE\ndzKAA3Dl3dBYPp+PIHF8fBwjLyjnSLMObcT7ZO1M5YfRcvmDH7HmEok00wVrcHR0FFobkqbj42Md\nHR0pSZLYL+zZRQCMo9lYl+PxdHYcJyhwP9IaMHzQkgF7deaaVU/QeQY8c3+erFmkKshuXCdGsupj\ndlwCgi4S8EVizpFalK0B5PisUqmkfD4ffp8yej4/PX/16Ogo5pdxvdVqVevr6+p0OnPXIE2TOPYz\nlQ9OsKBjGk0qEh729OnpqQ4ODrS6urpwOsHrtiUYu8IIjLSOp4/wSRvCWUf/h4eHQblibBrp6ino\nfi1eTycjp/RG9uwzyRCyF4vFyGzJjNFLIayUFLSvs0tkyGQvzACDWYMyJvjx2Ri/QDACQPkcNUDR\nZDJRo9HQeDwONouMh2dAJiUphNFu0NuVSiUAD1Q7r+PgEhaCayObomzM6wAcKFt5I0Q+n1f2aUfb\nMzYaKfe3/7byo5HOvvCFYMfILOlI4v6icXCgBdPnZWMM50YGCes2fetRlMJoFaekyufN5XLP3Yxx\nE0ZpHbaKTt/LmjwuM8BNo9HQ5ubmpVP+19bWtLe3p06nE51YgDJONSiVSiqVSvF8ASAcJs96hfX1\nbi8HQK5fc+aOAApwIQHyru3T01N1u90oh3KQNoeVLypfw5ixTkkI0TjCtBcKhWDKpBkAoxkCETfJ\nnJ8wgQ+jUWgJwF69MSgXNldS6Ap97UnzpUr/eUmheQag4WN4PaodyGFYy8624utd/8jvM/sPv1Kv\n1yUp9IZ075MkOgmBb2RvMcfOS6crK7NDwolTk8kkwFan01Gr1QoAVywWVSgUImnnntxWW4Kxaxhj\nK2ApLrLBYKBWq6VMZjb0sNfrqdFozDFEZKY45RdlLijpcdAuov1utxvdZWQ5dLRh/X4/QBGbhIAE\nKGDoJQJMdFeSovRIpg/LRcbG3DDEvGRlk8lk7sgWBKYwOM7MUf4gK4OOp/xCSYRyLEwErAPXChOJ\nRgyW0oE1JR7+j+GHCL37/b5qtVqUhVdWVuJYHb31lvThh4sf0smJ8l/7mgY/+qNz2qh8fnpEFSM9\ncHCcvcn9gTHydZOe8QYgo2w7mUzmOgu9m82H4OIAb+KIouc1RPQ8U84rfdGgzkR+bw64yHK5nLa3\nt1UsFuOwdkohlPX6/X5oTJiTREloe3tbuVxOjUZD7XY7WGqCGEEOQTvBic8K+PaAypp0Joxg6gy1\nJ4bui5zFcn0cjAnzlwC/ft9JWihLEcy8jElgXAKwj8+QhwAgXNDu4IuqRrpUibbYf84TPRhgn78H\nQEJwj+aX68AfkdgSQ0g6YJIlhcaYwaxIEzhGcDAYqFwuz51ZW6/X54T9+CmYO2IGbNtgMFClUtHK\nyooODg4ieQF0pmU6fszfbbMlGLuGMUoAShY2aDAYRI2aTPbJkydzoy2KxaKSJAng5E7MO6ue17zr\ny4XRo9FIlUpFGxsbOjo6Cto3TUvDkPR6PXW73eiSBFRBTdMthi7HaXG6R32oH2wcAmlYBahsSTF5\nnM8AUGVTEpgIKn7sxmg0CkobZpDZTGxiSsCI+2FimNXUbrdDO4exaXk+DJ7l2r2Jg9ehg1bvv6/J\nu+9OS5MLLPnooxhIC+jhmtHi4eQAW2kdYtrSYltmwHH9NFoA0gnq6EMY18JzfB3GyBOaXV4muFOm\nQLxP2fEyzVI+n4/THWB9WMdMs/cuQFr8afOXFEEIhlqajQMgwYEVf/LkSQyShjkHPFIq9cn/2WxW\n9Xp9bsQLjC9MNmUngg0lIp739vb2nHau3W7r5OREjx8/DrBFEuRNLABFRNU+EHlpN2uLgDoxhcYP\nn3sH+AL40JiETyAxYA0CxByQjcdj7e/vR2nTm6SazWasXRh2Gs3wgT6IlY51aRYX2Cvtdlv1ej2A\nG+VvAF169uT6+rq63a4ODg6i+kDJFE0lc+wkhVyI+8V6hv2j+gEA5f13d3dv3VpegrFr2sbGRpQp\nCF4+gBGdBtlAp9MJBF4oFGL4JP/PQmAzFQqF5+qcwxl7aYdyzebmZtTv8/l8nFXHrCRJEaTp4qQc\n4XNnstnpGZJsBqelGYor6Zlg7qxVWrtAtuIHDFNSaTQakaEh7EagTWCE6cEBMIZCmongeS5+fzgm\nhs+GdghNA+wU2iCm9hPUCEwEJfQS+XxevR/8QWX+0T9S6e/+XSV2j7DJm2/Ge3rAAxitrKyoUqks\ndA7uQHGOOBYvQQI86O6F6m+329F6Tikb3dYi7dPzWLPZjBI4hsO8rqO7SZaFKfeU3BqNxqXDhtE+\n5XK5EPCzRgHP0uyYLtgEAgMaG98z7BsCAswnzwsgRvA7PT0NBhe21Ev47DtKkwBpNHIw22trazE/\njUC5u7sbgXtReckberhuykdpLdnSbs6cQYLRx2CpWGskbawX9Hzu91yPigbSZyxKM5YMBtlPcOh0\nOiEBwX/ASOHzkGngxzHWC+/luk18EHpGYgnrHWlBqVSKPUG1AL9LYg6rJimSk3K5rHK5rM3NTQ2H\nw5AFkaSytyApaMZhH962wa9LMHZNA8XzcFmUCMPpIJIUpQ8WDItM0hwzAyuEw5xMJsECXWawHumR\nC1DGCNHJjMl4vBxKgEY8XalUJM1GXlCyJNtmrpF3hMHMucPmd9OOPJfLzX02HEuz2Yz38AwMmnlv\nb2+u85NN7XPbtre3w7Gh8/KRCXz5UVTowEajUQg/x+NxlCKdGdje3g66/uDgIIaK4hQGg4H0+c9r\nbX1d+V/4hTmGbLK+rie/9mtB3VMOwzkC0gGBDrh8bArmpTCYr7RIn1IAIxz29vbi/gIA+/3+XBnX\nO6W4tssCMQElPX6BkRKsp6vM587dhNGlu76+HiNomJ7vhwSPx+Mo48MmAJroKFtdXY0gkS6VMEyZ\nEgzBjPtLEKQpA4aJwEXn5fHxsba2tiIpwCgtMwMQoCbN9nmSJNrb23sGAK+urs6xGwAwGlNc2wYj\nli5RLe3m7LKuRxLoRZ3pw+FQjUYj/DDPExbMATSzHL3E581mgG4qBYwwQtfrwnv8Hu9Dp6w0TXT5\nGfYKVQJnZ9FAss96vd4zXcKASioPjKVwRouZYvgJ2GESKPczJIXE5uPj45DssG9hta+SMrwOW4Kx\n5zAm8uOot7a2IrOXZt1POGXO9oIhYuo74xIKhYIqlYry+by63W5opNicFzlFyopkwou+T4mv0WiE\n43VnT0CgvFKv1+d+jg0AMPHhgNlsNs4C9GAMY5WeIeaGlgzgwZwzSpYnJycBFHO5XOhZ0DbgADAy\nScqlbNRcbnZqAGUXxlowjBCBNAzE+fl5HCEDS0L5CDaEchbBEeB5dnamJ5/73DRQf+1ryjx8qPG9\nexr9+q8r89f/ujZSXY6+pk5OTlSv16N07Fkp5UrvGAVEX3Tws2fBOEaeD06JGXU0dHjJ3EtwXK+X\nT7lX6AoxnN5tGGdA2RItlXctwjBxvb7WCEjeKQjbTQcZXWLsFT9ChtleDAsul8tRksTQfKFx5Drc\n2Ht0ZBPM0Q5SKmeOFGw8e4jrJIABwGDOCbZL4PVqzEti6a5HwMxVY4EA9SQNXjUA2CB/QU6CiJ7R\nJ5THe73eXMLAekPW4r4E/+LXjGSl1+up2WxGIukgDvE+n5+YQZVje3s7tJf4iWKxGEzugwcP4vtI\nQDgBwhNPWDBOx0kzXCT+xNF6vR4+G4as3W7rzp07N/jEX95ev9f8BBjlDDbWxsZGiHjT35emAXZv\nb0/n59PDcr00ScDleBQ2JMPsOEj4IhoV6pUF5TV/vs8ihQEiGEmz4IJma3d3N4AG1DmMgneIUS5h\nc7t2jgBNoL9oorpnYmSHaIUI9syDgdnypgjX82AMpqR1mvsAVZ/P56NLU1KM/5AUTJEfTVQul+O+\nM16C8idshJdsofwJ1k9++IeVf/JExQ8+UPbhQ2W//nUpn5feeWfh2uJzMT/nOiU+gPJlZc1cLhcl\naYxrp4xWLBZjOruLY71zi2dAWzvG8+l2uwFi+J3bRP/DIlH+4IQMmlF4buPxWJVKJcrFx8fHajQa\n6nQ6EWSYMUapnXIe+wPmjaYTdGZ0XfKFFojRGZR60ob+cnNzU/V6fW4eGyz90dFRlM296w3fguib\n4HwbgPL3u9GpDhMJ8CKhvMjYu878o93l2cNW4X94piRanBnMMV7sYYATTFyxWIwYxPrBR/J/3nkJ\nQANkMSrGiQgvYQLQ0JAdHR3p8ePHIY8BbJG8836StLe3p5OTk7hWfpa91m634/P2+/1n/ByWyWRU\nrVa1srKiWq0W5VzA8G2z5c68xGC6qM9z/Ei6lRjdFQ7YHSbjFhiVACDLZDLqdDpqNpsh+IeVAegs\nuh7mrKCzYro914RWDME+2ZQ007bxmWC2AC3M72o0GvE99Gb+swQIqGpm3zCQclHpCscCY8HGb7fb\nc8c0pUuE4/E4Dq1lQjplSHQKTkUj7ARMogXjdYfDoY6OjmLoKmcCSprT4WCVSiVKiDgVDo6GAQRo\nr3z728r84i8qaTZnH/7DD6V3353+fQEg85lmaJMoKXGPcFKuhaCD0meJAXJ9LMdF6xpGBfNShWvO\nYL9oCuE++4wzHDT6qxcJ+GhdpFnX2E2yNpQvKYPQEcvsvfF4NkZkZ2cn1nGj0YiGE5gKWDSE0z5r\nj33EnlhkvV4vfMVlmj3vbPRyJa9Nh7cP52SdcozNRXq5pb0aQyKSLotf9vOMXaBBiedJksoe9BEP\nJJUuvO90Ovre974XFQBpxmoRl1jDiOhPTk7mYpN3pnMtsPPVajVYV5JXn+bv8QH9GK+DGJ/qAteG\n//NZmNVqVdVqVcPhUKVSKWQ/SZIE+UBpHqLhsn3ESThohu/cuXMr98Ttu6JbZP1+P8p3OGefFyTN\nNFIEq7RRmkQjgqgf9ojp1kx4pyaeNoIVAIMMw4+/oHS4u7sbFDXaI8AO+gKyZZguNhVlwFKpFKDJ\ntQ4+IoHyoVPPizIOmCTa4rkOHAsdYbArPrCS39/Y2Fh4f2F00iABfQQdSu12e06ALWlOHErg73a7\nwXQAUAqFgpI/+ANNvvJVVTXOAAASs0lEQVQV7X/0kYZ376r15S+r+aM/OgNz3/qW9HM/Jy3qqDw5\n0fhXfkVnn/vcXBmQv8M09vv9cBKwqlDtaW0VTs9fT5odqeMA1/UWzkqmQbMLfh0EeIngsuCC1u9F\nQBSAmmeFfsRLHzdhJEPoJAkE6Pb8Hufzee3v70fHMbqWXC4Xe4v9h8E68lwAazwDdIA07kiaA7/S\nLGnyEzhqtVqIrX398EyYLZg+jmlpH69RHbkIiOFf8bk8a0mh2wS0eHWiUCgEoMJnu/Ae/SulaT97\nVVI0i2D4VDpzAYD4DGQeJBi8BiODaEyBWMDXktCgneS9isViyGu8A5LPvb6+HmdWwuzzxX6CHCkW\ni2o2m3P618tKvvh99gsJ1W2z23dFt8h8sQFIKOFRowf1MzCSbNZnQgFcmKXEQlhdXVWlUlG73Y6Z\nVhcZi921XwA3NCNsNjYD14BoEdE6QYWsCVBCCYdgwZR9KOJCoRCbHmrbzxmsVCoRxN0WNSWw6cvl\ncgAxtDre5o1+zDtNCYBk/TgPN7JNOnikWYk2k8lEg4V3H3JP0VPx79U//EMVvvjFmLK/8uiRdr7y\nFdUmE41++qenDvArX7lwtIUkJQ8ehKNMf/kpAz6CBJrePxtZIB260owxo52czlifMO8lcrJbd4Dc\nZzR0lBu5t1c5L9bci3RnwtTxWev1eoyJOTk5icONbxpg8HqU9NGZpH+GcSZ0WXLNJEH86Ro0X1Ne\n/uE5tdvtYIz9OaabbPgdL0vDQJAIETSXAOz1Gv7k+Pg4GBySWR86mvYDPu6G+EEZfGdnJ7qgj4+P\nnzlwnv1ZLpcjAfOmKwzfx/pMd9aenZ0FoQAAosTpTFa5XJ6rGJE00FjgSZ/fF2nG8JdKJUmKWMLv\ncHxTWj+JT0FrjJ+klAk4Te9dYmKr1Qom/Pz8XI1GQ3t7e7cOkN2uq7lltrq6GiI/FjGLzrNdAiMs\nDRmzG+U2MlhAAUMf0z+fNgdci0YS9Pv9KEtS7iFr9k4dzsJjSjgAEoZqZWVFW1tbczoyMnjXeXl2\n48P8rmvdbjeaB6CcvWMMITTBj83GZ6B05HoBsj8XR0Pn+7UxY4nzC/0ZwU5lMpnQJlR+4zeeOe4o\nc3qq6u/8jhp/7a9N9V7371/+gd9888LRJUmSBChy1m5REwRZYzpoLwLB/pm4DzRZkDDAnEoKsWyh\nUIh1DDhmfbFu0w6X17ioceMy899dW1uLhhecNHrMixpWbsIcrC6ydFOKN0n453AxPkDbZxxx9Bcs\nmTPS3h3He7CnXVfJXlmCr9dr3nRExQBAdHJyoq2trQDlzhhTcvQ1DgOFNAOd04cffhhzuzAACT6Y\n2MM5jV7yk2Ysu5ce8S+MgqF7kTglzfSsJOusYde1SYp4kpZZcM1eOqe6AwlAMgKIrVarz4Akmrho\nXEDS4yDRB7JzDzgGj8QWGQ6A+LbZEoxd01zHRCZymZElEdAYaYDoGaNuf1kg4LgYWCuCJZsbYLK9\nvR26Hs/a2TRkQtVqNV4DgTYTknO5XMwkYyhmLpcLcCRpbiMCIBgBcF1DDM+cJpyAz9Gi8+vs7Eyd\nTifYQ5wMc9sovaItQyfH77tB6XvwA9j4uAhmd00mkwuPO8o9fjwbAJrNSgtmjEnT8RbH772n0dNr\nXfn2t5X/2teUPHggvfmmxl/9qsZ/9a9eef9wcs+T0cEupsXbXvb1gEGmDINDCdnnGmEAB5+79SLi\nfRIRrs+ZzkqlolqtFrpMb7C4bXYVg0jX5aKf8ZLN0m6nAUY4JcHnaeFPAC2TyST8KEDCT2nwUSLS\nrIMR5ms4HIYemITfj8zyEUSSIsn3sQ4AQ64Npt1BHP6f7nLAEAAJ8OWvQ4LPNVMCxLwi5E0LjC46\nOTmZ6+alOsFgbvYAemyvjNDlyVxOmqso6+LDeCZo0KhI+cDk22ZLMPacBshiE/B/i8xr74t+HxrY\nJ7MvMoZ3Uhtn2CYlSjY9mQFBgTMkPYPLZDKRoUNds7E2NzdVLBaD2SNIUmfPZrNRivSyLcetPI+l\nwadnb9lsdi7bYsyEb2LAG2U7NjTDOwGjDlq5/7Ryc//dwSFYhe4fDoca3r2rlQWALHnrrch+LwRi\nkvrf+IYGn/+8NBxq5dvf1uqXvjRj2u7fV/4XfkHZ3/ot9X7iJ4J5wml79uyO97qWz+e1vb095+Do\nII3PYXq09Guvr6/HSQaUXHC8rptiAO6LivcdgKGzRM+FDoWu2P39/ed+j9tiF92fJQi7nQawYZAw\nxvrER8HqIwFgb8DKANDQBsM4+zw4fga/vLW1FXpWRPmwQYArtLEAHRfgU3b3wb5IUJyNrlQqarVa\nAZRcq7io9EjSxXt69cH9Np+JhBBf1Gg01Hza5EQ3PuAUlg6SAoaRGNrr9dTv94MYIBkH9BKLvFnM\nYw2l1duY0C3B2HPa6upqCBGva05Fp2emdDqdEGdeZLTUk5149w1A7CJmiiA3Go1UKBRClI9+AZCD\njgzdEZQurBmsVbPZjMUPI+bdOy9qnkGRYbLRpanu7Pj4WAcHBwEk2HhstkajEV2ClH4BW9w72r3p\nojs9PVW1Wg2mjswSKr3Vaun4vfdU/vKX5zVhGxvS++/H9erttxeeTzm6d0+5n/xJbT5l0DIffLCw\n5Fn5h/9QDz/zmegw4v56tyQdSe4c/Sst8sccAPj4lecxAgqHm0szZiyfz0egIlNOlzEvM+Z8xf3I\nZEJnyF4DgN9GJ7q07x+DOQcIoDkFnNDR5wOS2Xd0N+MPKX2TTB4dHenw8DAYKR9DQpkwPXT1wYMH\n6na76na7MRiYQazMmXNW1Y9zAyC6bGbRnDNiSr1e12AwiISb9/LGKK4XyQNaz2q1Gtox5Cwk1dwr\n7Pj4WPV6PQAc9w92izIvMbZUKkWzAkk2n4f39PEejDXK5XIxv5P7Q+PBbbQlGHtOKxaLEcguAiDe\nTcVCPjk5ian4vjAZNHpZkKG23+1252resChOX19k6EwIevw8rwfY8+yPBZ3JZGJUgs8jG41GMfzy\nJszvJ8NWi8ViZGAARUBY+jPn8/mY4STNmh7853ByOCUyWe7N5ubmM0L2wk/9lJJyWXrvPen+/enB\n4O+/Pz+q4v33pyMsUtP3W7/0S1q3ziJ99NHCz75ycBCdUjBFiGlZQ2hNGDzL8GGyXrqGeGYeLPgT\nJ/aioAaRLc4ZwI4zpLQiaQ4o+sBYEgTXoly0hnxwL89/aUu7KYO5Yb6jNyThw9kraK0Y6+MzryTN\nHZydZkABBvh7xqqkJ+SnrVKpqNvtqt/vz816pNmDxN59Yq/XU71enwNllEQXvQf+vdFozJVcqTYA\nFnkNQFS/39fR0VH4Z4gGmK2L4qMfjUSSfXZ2FvpfQC0+7uHDh+E/8WWUHc/Pz2NKv4+VInn150gS\nzmzF22aJ13pvu33605+efOc733ndl/FCxnBQLx26Ruk6LMJ4PI6OGma9FAqFuTLUyxrB1c9Oo4us\nVCo9I1h+VR0pzAODJUKwetnJBEyadnGzAwBnkPzzSvNlIrIt6PVrdwh+61vSe+9pcv++xvfu6eyr\nX9X5F74wry/8C39hIYOmt9/W+LvfDUAMY+cgxfUpLgz30jcBw50qnxcHNZlM5sTFnsW/qHnzioM1\n//si414zjuWq91iW85Z2UzYej/W9731vrvNYUjRJsPcooeF/HGhw3uxVw5qHw6GazWY0DgG+rlrP\n4/FY3/3ud9XpdObKgc6ipX2wd/Ret9FjOBzqu9/9rnq93txIGT+Td9H74HMu88uLrF6vazwea3t7\nWw8fPtRkMpnzs1Q2Hj58GOVWngmAj+dD0uxyGfwNfskT2o+bXU+S5F9PJpNPX/lzSzD2yTM0YN6F\n86oMCpsuzJc5WPp5zY/FuO5GZ+Ndlpl9HEbp7Zlr+Na3nmHQtLEhffObc0yb6zWua4C0iwAbXzgy\nH60h6ZU/W58F5yBteSj10l6XHRwcRDkNbayzy4sSuI/bzs/P1Wq1Aoi9Kn/P7DKYtpuqeFxk6JA5\nBpBY5sJ+msoAwa/br7+ILcHY0pZ2W+0pg3ZhyXNpS1va0pb2fWHXBWNLzdjSlvZx2zvvLMHX0pa2\ntKUtLWxZF1ja0pa2tKUtbWlLe422BGNLW9rSlra0pS1taa/RlmBsaUtb2tKWtrSlLe012hKMLW1p\nS1va0pa2tKW9RluCsaUtbWlLW9rSlra012jXBmNJkmSTJPk/kyT546f//laSJH+WJMmfJknye0mS\nPDOUJEmSt5Mk+T+SJPk3SZL830mS/Jx970+e/v6/efr1/7d3vzF2VHUYx79PrKlVjEBZKmXRGgER\nKCG6Sow2mooSI6AgKoTWhqQxJL4gMQRLkIi+MEBEeUGMIomagOIbjBjBlVYNYJqQLra0gE2LLba0\n9o8majEUlccXczZeYLd32z234733+SQnOzPnzplz8sud/eXM3JkT6wwpIiIion8czszYNcDTHev3\nAGcAi4F5wMop9tkNvM/2ucB5wCpJCzvqr7R9bil7D6/rEREREf1vRsmYpFHg48Bdk9tsP+ACeAwY\nfeV+tl+0fbCszp3p8SIiIiKGxUyTo9uB64BXvWCuXJ5cDvxyqh0lnSLpCWAHcIvtXR3V3y+XKG9U\nv73jICIiIqKCrsmYpAuBvbYnpvnIt4GHbT8yVaXtHbbPAU4FVkhaUKqutL0YWFLK8mmO/3lJ6ySt\n27dvX7fuRkRERPSVmcyMvR+4WNJ24F5gqaS7ASR9BRgBvtitkTIjtokm8cL2c+XvP4AfAe+dZr87\nbY/ZHhsZGZlBdyMiIiL6R9dkzPb1tkdtLwIuB35te5mklcAFwBW2X3X5Epp7zSTNK8vHAR8ANkua\nI+mEsv21wIU0iVpERETEUJnNi8K/AzwLrC23e91n+2uSxoCrba8E3gncJsmAgG/Y3ijpDcB4ScRe\nA6wGvtftgBMTE/slPTuLPndzArC/h+1HPYlV/0is+kdi1T8Sq/7w1pl8SM2PIQNA0jrbY233I7pL\nrPpHYtU/Eqv+kVgNljxqIiIiIqJFScYiIiIiWpRk7OXubLsDMWOJVf9IrPpHYtU/EqsBknvGIiIi\nIlqUmbGIiIiIFg18MibpJ+WVS+slbZe0vmyfL+k3kg5IuuMQ+39a0pOSXiqP7eisO0fS2lK/UdLr\nej2eQdbLWJX6t5Q2ru3lOIZBr2Il6SOSJsr3aULS0qMxnkHW43Pg9ZK2Stos6YJej2UYVIjX8ZIe\nkrSl/D2ubH+TpJ9L2lDiedXRGlN0N5vnjPUF25+dXJZ0G/C3svoCcCNwdinT2QRcCny3c6OkOcDd\nwHLbGyTNB/5VsetDp1ex6vBN4MHZ9zR6GKv9wEW2d0k6GxgHTq7V72HUw3PgmTQPAj8LWAislnS6\n7f/U6/3wqRCvVcAa2zdLWlXWvwR8AXjK9kWSRmgewH6P7Rd7MY44PAOfjE1S82TazwBLAWw/Dzwq\n6dRD7Wf76bL/K6s+Cjxhe0P53F9q93lY9SBWSPoksA14vnZ/h1ntWNn+fcfqk8A8SXNtH6zZ72HU\ng+/VJ4B7S2y2SdpK81q7tZW7PpSONF40cflQWf4h8FuaZMzAG0u7xwB/Bf5dveNxRAb+MmWHJcAe\n21sqtXc6YEnjkh6XdF2ldqNyrCQdQ3My+mqN9uJlan+vOn0KeDyJWDW1Y3UysKNjfSeZxazpSOO1\nwPbusvxnYEFZvoPmrTi7gI3ANdO9yjCOvoGYGZO0GnjzFFU32P5ZWb4C+HHFw86hedfme4B/Amsk\nTdheU/EYA6elWN0EfMv2galmzWJqLcVq8thnAbfQzEBHF23GKg7f0YqXbat5HSE075JeTzPT9nbg\nIUmP2P77bI4RdQxEMmb7/EPVl/u7LgXeXfGwO4GHbe8vx3gAeBeQZOwQWorVecBlkm4FjgVekvSC\n7Wlvgo3WYoWkUeCnwOdsP1Oz7UHVUqyeA07pWB8t26KLHsdrj6STbO+WdBKwt2y/CrjZzfOstkra\nBpwBPHYEx4jKhuUy5fnAH2zvrNjmOLBY0uvLF+eDwFMV2x9W1WNle4ntRbYXAbcDX08iVkX1WEk6\nFvgFsMr272q1Gz05B94PXC5prqS3AaeRf+y1zCZe9wMryvIKYHKm7U/AhwEkLQDeAfxxlv2MWmwP\nfAF+AFw9xfbtNDcxHqCZ6TqzbL8LGCvLl5S6g8AeYLxj/2U0NxlvAm5te5yDUHoVq452bgKubXuc\ng1B6ESvgyzQ/sljfUU5se6z9Xnp4DrwBeAbYDHys7XEOSpllvObTXKHZAqwGji/bFwK/orlfbBOw\nrO1xpvyv5An8ERERES0alsuUEREREf+XkoxFREREtCjJWERERESLkoxFREREtCjJWERERESLkoxF\nREREtCjJWERERESLkoxFREREtOi/gguFApjyTsMAAAAASUVORK5CYII=\n",
            "text/plain": [
              "<Figure size 720x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "qF1NSIerw-j4",
        "colab_type": "text"
      },
      "source": [
        "## Compute shortest path matrix"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "q2c8QobPsq8e",
        "colab_type": "code",
        "outputId": "b0dcd99b-389b-4e4f-c462-bbdeed2cae90",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        }
      },
      "source": [
        "shortest_path_matrix = np.zeros([len(ice_cream_nodes),len(ice_cream_nodes)])\n",
        "for idx_i, orig in enumerate(ice_cream_nodes):\n",
        "  for idx_j, dest in enumerate(ice_cream_nodes):\n",
        "    shortest_path_matrix[idx_i, idx_j] = nx.shortest_path_length(place_roads, orig, dest, weight='length')\n",
        "shortest_path_matrix"
      ],
      "execution_count": 15,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[   0.   , 1719.656,  298.542, 2737.911,  774.51 , 1238.493,\n",
              "        1524.361, 1628.649, 1820.878, 1838.965, 1838.965, 4350.963,\n",
              "        1734.45 , 1734.45 , 1734.45 , 4350.963, 1628.649, 2081.345,\n",
              "        3096.296, 1922.225, 2428.114, 1263.754, 1027.027, 4188.517],\n",
              "       [1714.042,    0.   , 1415.5  , 1140.868,  937.117, 1881.401,\n",
              "        1741.774, 2910.736, 1801.708, 3553.007, 3553.007, 6065.005,\n",
              "        3025.541, 3025.541, 3025.541, 6065.005, 2910.736, 1271.893,\n",
              "        1721.81 , 3636.267, 3897.446, 1837.626,  928.002, 5837.27 ],\n",
              "       [ 298.542, 1421.114,    0.   , 2439.369,  475.968, 1309.57 ,\n",
              "        1526.402, 1600.911, 1781.25 , 2137.507, 2137.507, 4649.505,\n",
              "        1706.712, 1706.712, 1706.712, 4649.505, 1600.911, 2030.648,\n",
              "        3020.311, 2220.767, 2726.656, 1265.795,  728.485, 4421.77 ],\n",
              "       [2734.254, 1154.199, 2435.712,    0.   , 1957.329, 2808.412,\n",
              "        2480.76 , 3788.693, 2267.274, 4521.955, 4521.955, 7031.538,\n",
              "        3903.498, 3903.498, 3903.498, 7031.538, 3788.693, 1691.6  ,\n",
              "        1504.998, 4605.215, 4824.457, 2753.093, 1948.214, 6857.482],\n",
              "       [ 776.925,  945.146,  478.383, 1963.401,    0.   , 1534.18 ,\n",
              "        1394.553, 2074.174, 1614.608, 2615.89 , 2615.89 , 5127.888,\n",
              "        2185.095, 2185.095, 2185.095, 5127.888, 2074.174, 1554.68 ,\n",
              "        2544.343, 2699.15 , 3205.039, 1490.405,  403.36 , 4900.153],\n",
              "       [1033.141, 1675.389, 1310.749, 2501.098, 1534.18 ,    0.   ,\n",
              "         692.96 , 2653.283,  989.477, 2080.694, 2080.694, 4541.954,\n",
              "        2759.084, 2759.084, 2759.084, 4541.954, 2653.283, 1249.944,\n",
              "        2264.895, 2163.954, 2028.335,  432.353, 1805.02 , 4394.062],\n",
              "       [1592.634, 1494.984, 1484.788, 2233.089, 1394.553,  769.422,\n",
              "           0.   , 2946.577,  528.693, 2724.851, 2724.851, 5186.111,\n",
              "        3052.378, 3052.378, 3052.378, 5186.111, 2946.577,  789.16 ,\n",
              "        1804.111, 2808.111, 2797.757,  580.971, 1665.393, 5038.219],\n",
              "       [1621.259, 2876.952, 1610.44 , 3774.893, 2086.408, 2633.466,\n",
              "        2850.298,    0.   , 3146.815, 2338.613, 2338.613, 4827.64 ,\n",
              "         167.24 ,  167.24 ,  167.24 , 4827.64 ,    0.   , 3407.282,\n",
              "        4422.233, 2236.112, 3315.788, 2589.691, 1940.921, 4269.613],\n",
              "       [1812.689, 1524.174, 1704.843, 2262.279, 1439.51 ,  989.477,\n",
              "         528.693, 3166.632,    0.   , 2944.906, 2944.906, 5406.166,\n",
              "        3272.433, 3272.433, 3272.433, 5406.166, 3166.632,  691.678,\n",
              "        1706.629, 3028.166, 3017.812,  801.026, 1710.35 , 5258.274],\n",
              "       [1644.094, 3363.75 , 1942.636, 4382.005, 2418.604, 2143.004,\n",
              "        2679.695, 2315.644, 2976.212,    0.   ,    0.   , 2646.729,\n",
              "        2148.404, 2148.404, 2148.404, 2646.729, 2315.644, 3236.679,\n",
              "        4251.63 ,  206.956, 1347.074, 2419.088, 2671.121, 2498.837],\n",
              "       [1644.094, 3363.75 , 1942.636, 4382.005, 2418.604, 2143.004,\n",
              "        2679.695, 2315.644, 2976.212,    0.   ,    0.   , 2646.729,\n",
              "        2148.404, 2148.404, 2148.404, 2646.729, 2315.644, 3236.679,\n",
              "        4251.63 ,  206.956, 1347.074, 2419.088, 2671.121, 2498.837],\n",
              "       [4157.579, 5877.235, 4456.121, 6895.49 , 4932.089, 4622.909,\n",
              "        5159.6  , 4835.495, 5456.117, 2647.952, 2647.952,    0.   ,\n",
              "        4668.255, 4668.255, 4668.255,    0.   , 4835.495, 5716.584,\n",
              "        6731.535, 2851.508, 3472.71 , 4898.993, 5184.606, 1556.464],\n",
              "       [1633.551, 2991.757, 1631.442, 3889.698, 2107.41 , 2645.758,\n",
              "        2862.59 ,  167.24 , 3159.107, 2171.373, 2171.373, 4660.4  ,\n",
              "           0.   ,    0.   ,    0.   , 4660.4  ,  167.24 , 3419.574,\n",
              "        4434.525, 2068.872, 3148.548, 2601.983, 2055.726, 4102.373],\n",
              "       [1633.551, 2991.757, 1631.442, 3889.698, 2107.41 , 2645.758,\n",
              "        2862.59 ,  167.24 , 3159.107, 2171.373, 2171.373, 4660.4  ,\n",
              "           0.   ,    0.   ,    0.   , 4660.4  ,  167.24 , 3419.574,\n",
              "        4434.525, 2068.872, 3148.548, 2601.983, 2055.726, 4102.373],\n",
              "       [1633.551, 2991.757, 1631.442, 3889.698, 2107.41 , 2645.758,\n",
              "        2862.59 ,  167.24 , 3159.107, 2171.373, 2171.373, 4660.4  ,\n",
              "           0.   ,    0.   ,    0.   , 4660.4  ,  167.24 , 3419.574,\n",
              "        4434.525, 2068.872, 3148.548, 2601.983, 2055.726, 4102.373],\n",
              "       [4157.579, 5877.235, 4456.121, 6895.49 , 4932.089, 4622.909,\n",
              "        5159.6  , 4835.495, 5456.117, 2647.952, 2647.952,    0.   ,\n",
              "        4668.255, 4668.255, 4668.255,    0.   , 4835.495, 5716.584,\n",
              "        6731.535, 2851.508, 3472.71 , 4898.993, 5184.606, 1556.464],\n",
              "       [1621.259, 2876.952, 1610.44 , 3774.893, 2086.408, 2633.466,\n",
              "        2850.298,    0.   , 3146.815, 2338.613, 2338.613, 4827.64 ,\n",
              "         167.24 ,  167.24 ,  167.24 , 4827.64 ,    0.   , 3407.282,\n",
              "        4422.233, 2236.112, 3315.788, 2589.691, 1940.921, 4269.613],\n",
              "       [2073.156, 1034.988, 1965.31 , 1634.494, 1554.68 , 1249.944,\n",
              "         789.16 , 3427.099,  575.674, 3205.373, 3205.373, 5666.633,\n",
              "        3532.9  , 3532.9  , 3532.9  , 5666.633, 3427.099,    0.   ,\n",
              "        1014.951, 3288.633, 3278.279, 1061.493, 1605.169, 5518.741],\n",
              "       [2887.775, 1669.725, 2779.929, 1625.84 , 2369.299, 2064.563,\n",
              "        1603.779, 4241.718, 1216.563, 4019.992, 4019.992, 6481.252,\n",
              "        4347.519, 4347.519, 4347.519, 6481.252, 4241.718,  849.581,\n",
              "           0.   , 4103.252, 4092.898, 1876.112, 2419.788, 6333.36 ],\n",
              "       [1520.355, 3240.011, 1818.897, 4258.266, 2294.865, 2019.265,\n",
              "        2555.956, 2108.688, 2852.473,  284.545,  284.545, 2931.274,\n",
              "        1941.448, 1941.448, 1941.448, 2931.274, 2108.688, 3112.94 ,\n",
              "        4127.891,    0.   , 1316.459, 2295.349, 2547.382, 2766.459],\n",
              "       [2720.491, 3617.046, 3019.033, 4442.755, 3475.837, 1941.657,\n",
              "        2634.617, 3514.321, 2931.134, 1644.362, 1644.362, 3657.386,\n",
              "        3347.081, 3347.081, 3347.081, 3657.386, 3514.321, 3191.601,\n",
              "        4088.986, 1727.622,    0.   , 2374.01 , 3746.677, 3689.058],\n",
              "       [1255.565, 1631.614, 1266.974, 2457.323, 1490.405,  432.353,\n",
              "         504.509, 2609.508,  801.026, 2387.782, 2387.782, 4849.042,\n",
              "        2715.309, 2715.309, 2715.309, 4849.042, 2609.508, 1061.493,\n",
              "        2076.444, 2471.042, 2460.688,    0.   , 1761.245, 4701.15 ],\n",
              "       [1027.027,  936.031,  728.485, 1954.286,  403.36 , 1805.02 ,\n",
              "        1665.393, 2037.11 , 1885.448, 2865.992, 2865.992, 5377.99 ,\n",
              "        2151.915, 2151.915, 2151.915, 5377.99 , 2037.11 , 1605.169,\n",
              "        2535.228, 2949.252, 3455.141, 1761.245,    0.   , 5150.255],\n",
              "       [4090.951, 5746.013, 4324.899, 6764.268, 4800.867, 4556.281,\n",
              "        5092.972, 4249.554, 5389.489, 2569.196, 2569.196, 1551.259,\n",
              "        4082.314, 4082.314, 4082.314, 1551.259, 4249.554, 5649.956,\n",
              "        6664.907, 2620.361, 3483.655, 4832.365, 5053.384,    0.   ]])"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 15
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Dx6x4175wv90",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "ice_cream_graph = nx.from_numpy_matrix(shortest_path_matrix, create_using=nx.MultiDiGraph)"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "QXZedXvnzGX3",
        "colab_type": "code",
        "outputId": "c2a906cc-8b20-4638-d609-08cc3b6948c3",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 34
        }
      },
      "source": [
        "# new graph indexes from 0\n",
        "ice_cream_graph.nodes"
      ],
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "NodeView((0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23))"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 17
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "rUufs51xteVN",
        "colab_type": "code",
        "outputId": "a1365156-854b-426f-a12e-bfb5eadc416f",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 34
        }
      },
      "source": [
        "# rename node labels using original labels\n",
        "ice_cream_graph = nx.relabel_nodes(ice_cream_graph,{k:v for k, v in zip(ice_cream_graph.nodes, ice_cream_nodes)})\n",
        "ice_cream_graph.nodes"
      ],
      "execution_count": 18,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "NodeView((61327348, 6264380257, 61327180, 3024196130, 61327113, 61325478, 61321641, 3687653201, 61325597, 61329191, 61324660, 2691916176, 61323047, 5493351702, 61325553, 61327517, 61324864, 5458830470, 61326119))"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 18
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "hK9FazHGRrzk",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 319
        },
        "outputId": "cdfde7fc-612b-4fdf-f219-2ab8d1318ca6"
      },
      "source": [
        "nx.draw_kamada_kawai(ice_cream_graph)"
      ],
      "execution_count": 19,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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fHx07dsTKlSsfuo0ZM2Zg5syZAABnZ2ekpqbCZrNBVVXYbDa8//77GDJkSL7b27JlC/r1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\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "IkkkXc4YzRX4",
        "colab_type": "text"
      },
      "source": [
        "## Exercise\n",
        "Find the best TSP path you can"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "s5iJS8jbyBFu",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 442
        },
        "outputId": "575657b7-ed63-4862-d19f-724d581cbe48"
      },
      "source": [
        "totaldistance = 0\n",
        "nodeslist = []\n",
        "nodeslist.append(0)\n",
        "for node in shortest_path_matrix:\n",
        "  count = 0\n",
        "  value = 0\n",
        "  for short in node:\n",
        "    if count == 0:\n",
        "      min = short\n",
        "    if short == 0:\n",
        "      continue \n",
        "    elif short < min and count not in nodeslist and short != 0:\n",
        "      value = count\n",
        "      min = short   \n",
        "    count+=1\n",
        "  print(value)\n",
        "  totaldistance+=min\n",
        "  if value not in nodeslist:\n",
        "    nodeslist.append(value)\n",
        "  node = node[value:]\n",
        "nodeslist\n"
      ],
      "execution_count": 41,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "1\n",
            "21\n",
            "0\n",
            "17\n",
            "2\n",
            "20\n",
            "7\n",
            "11\n",
            "6\n",
            "18\n",
            "0\n",
            "9\n",
            "13\n",
            "0\n",
            "0\n",
            "10\n",
            "12\n",
            "8\n",
            "3\n",
            "19\n",
            "5\n",
            "0\n",
            "4\n",
            "15\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[0, 1, 21, 17, 2, 20, 7, 11, 6, 18, 9, 13, 10, 12, 8, 3, 19, 5, 4, 15]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 41
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "RQF831yRV4KU",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        ""
      ],
      "execution_count": 0,
      "outputs": []
    }
  ]
}