{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Crime Analysis: Boston Police"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "> * 👟 Ready To Run!\n",
    "* 🔬 Data Science\n",
    "* 🚀 Data Exploration and Cleaning\n",
    "\n",
    "In this DataScience Notebook we will be exploring crime incidents in Boston, MA utilizing an open data portal. The amount of open data available for anlaysis is increasing as more and more public data is being made accessible through open data initiatives. '[Analyze Boston](https://data.boston.gov/)' is the City of Boston's open data hub and provides access to facts, figures, and maps for the city. The goal of Analyze Boston is to create the \"default technology platform to support the publication of the City's public information, in the form of data, and to make this information easy to find, access, and use by a broad audience\" - [Analyze Boston About](https://data.boston.gov/about). \n",
    "\n",
    "Getting data from an API allows you to connect to live data, in contrast to a static dataset such as a spread sheet or shapefile that has been downloaded. By using an API you also have the ability to query and subset data to get the data needed for the analysis. In a world where data keeps getting bigger this lets you focus on relevant data, instead of downloading entire datasets which might contain gigabytes of data not pertinent to your analysis. \n",
    "\n",
    "Using the Analyze Boston API we will aquire crime incidents and police precints for this analysis. The first stage of the analysis is to familiarize ourselves with and clean the data. Through an exploratory data analysis we being to build a picture of crime incidents in Boston. We use summary statistics and charting to get an idea of the overall patterns revealed in the data. The next step is to geo-enable the data and look at spatial trends. In the analysis we will use several of the tools from the arcpy Spatial Statistics and Space Time Pattern Mining toolboxes. Tools include: optimized hot spot analysis, create space time cube, emerging hot spot analysis and time series clustering.\n",
    "\n",
    "Since the data from the API is live we can also create a script to pull the latest data and use it to generate an automated report. Using the python data science notebook schedule option this report can be automatically generated and used by decision makers. The report is made using a combination of maps, plot and combined into a html document.\n",
    "\n",
    "**Outline of Steps**\n",
    "\n",
    " 1. Connect to [Analyze Boston](https://data.boston.gov/) Open Data portal and API to get police precincts and crime incidents\n",
    " 2. Clean the data and convert to a spatial format\n",
    " 3. Perform an exploratory data analysis of the data\n",
    " 4. Perform a spatial analysis of the data\n",
    "    * Hotspot Analysis\n",
    "    * Space Time Cube\n",
    "    * Time Series Clustering\n",
    " 5. Create a small script to generate a weekly report from live data\n",
    " 6. Generate a html report for weekly scheduling"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "toc": true
   },
   "source": [
    "<h1>**Table of Contents**<span class=\"tocSkip\"></span></h1>\n",
    "<div class=\"toc\"><ul class=\"toc-item\"><li><span><a href=\"#Spatio-temporal-anlaysis-of-crime-in-Boston\" data-toc-modified-id=\"Spatio-temporal-anlaysis-of-crime-in-Boston-1\">Spatio temporal anlaysis of crime in Boston</a></span><ul class=\"toc-item\"><li><span><a href=\"#Getting-set-up\" data-toc-modified-id=\"Getting-set-up-1.1\">Getting set up</a></span><ul class=\"toc-item\"><li><span><a href=\"#Import-Python-libraries\" data-toc-modified-id=\"Import-Python-libraries-1.1.1\">Import Python libraries</a></span></li></ul></li></ul></li><li><span><a href=\"#1.-Get-data-using-Analyze-Boston-API\" data-toc-modified-id=\"1.-Get-data-using-Analyze-Boston-API-2\">1. Get data using Analyze Boston API</a></span><ul class=\"toc-item\"><li><span><a href=\"#Connect-to-the-Police-Precincts-Feature-Layer\" data-toc-modified-id=\"Connect-to-the-Police-Precincts-Feature-Layer-2.1\">Connect to the Police Precincts Feature Layer</a></span></li><li><span><a href=\"#Connect-to-the-Crime-Incident-Reports-Dataset\" data-toc-modified-id=\"Connect-to-the-Crime-Incident-Reports-Dataset-2.2\">Connect to the Crime Incident Reports Dataset</a></span><ul class=\"toc-item\"><li><ul class=\"toc-item\"><li><span><a href=\"#Key-Steps:\" data-toc-modified-id=\"Key-Steps:-2.2.0.1\">Key Steps:</a></span></li></ul></li><li><span><a href=\"#Make-a-request-to-the-API\" data-toc-modified-id=\"Make-a-request-to-the-API-2.2.1\">Make a request to the API</a></span></li><li><span><a href=\"#Explore-the-json-format-data-from-API\" data-toc-modified-id=\"Explore-the-json-format-data-from-API-2.2.2\">Explore the json format data from API</a></span></li></ul></li><li><span><a href=\"#Create-a-SeDF-from-crime-records-JSON\" data-toc-modified-id=\"Create-a-SeDF-from-crime-records-JSON-2.3\">Create a SeDF from crime records JSON</a></span><ul class=\"toc-item\"><li><span><a href=\"#Clean-the-data\" data-toc-modified-id=\"Clean-the-data-2.3.1\">Clean the data</a></span><ul class=\"toc-item\"><li><span><a href=\"#Create-timestamp-field\" data-toc-modified-id=\"Create-timestamp-field-2.3.1.1\">Create timestamp field</a></span></li><li><span><a href=\"#Add-an-OBJECTID-field\" data-toc-modified-id=\"Add-an-OBJECTID-field-2.3.1.2\">Add an OBJECTID field</a></span></li><li><span><a href=\"#Examine-the-coordinates\" data-toc-modified-id=\"Examine-the-coordinates-2.3.1.3\">Examine the coordinates</a></span></li></ul></li><li><span><a href=\"#Create-spatial-version-of-crime-data\" data-toc-modified-id=\"Create-spatial-version-of-crime-data-2.3.2\">Create spatial version of crime data</a></span></li><li><span><a href=\"#Publish-the-cleaned-dataset-into-a-web-layer\" data-toc-modified-id=\"Publish-the-cleaned-dataset-into-a-web-layer-2.3.3\">Publish the cleaned dataset into a web layer</a></span></li></ul></li></ul></li><li><span><a href=\"#2.-Perform-an-exploratory-data-analysis-of-the-data\" data-toc-modified-id=\"2.-Perform-an-exploratory-data-analysis-of-the-data-3\">2. Perform an exploratory data analysis of the data</a></span><ul class=\"toc-item\"><li><span><a href=\"#What-Categories-of-Assault-are-in-the-Data?\" data-toc-modified-id=\"What-Categories-of-Assault-are-in-the-Data?-3.1\">What Categories of Assault are in the Data?</a></span></li><li><span><a href=\"#How-do-the-assaults-change-by-month-over-the-year?\" data-toc-modified-id=\"How-do-the-assaults-change-by-month-over-the-year?-3.2\">How do the assaults change by month over the year?</a></span></li><li><span><a href=\"#How-do-incidents-vary-by-day-of-week-?\" data-toc-modified-id=\"How-do-incidents-vary-by-day-of-week-?-3.3\">How do incidents vary by day of week ?</a></span></li><li><span><a href=\"#How-do-incidents-vary-by-hour-of-day?\" data-toc-modified-id=\"How-do-incidents-vary-by-hour-of-day?-3.4\">How do incidents vary by hour of day?</a></span></li></ul></li><li><span><a href=\"#3.-Perform-a-Spatial-Analysis-of-the-Data\" data-toc-modified-id=\"3.-Perform-a-Spatial-Analysis-of-the-Data-4\">3. Perform a Spatial Analysis of the Data</a></span><ul class=\"toc-item\"><li><span><a href=\"#Hot-Spot-Analysis\" data-toc-modified-id=\"Hot-Spot-Analysis-4.1\">Hot Spot Analysis</a></span></li><li><span><a href=\"#Create-a-Space-Time-Cube\" data-toc-modified-id=\"Create-a-Space-Time-Cube-4.2\">Create a Space Time Cube</a></span></li><li><span><a href=\"#Emerging-Hot-Spot-Analysis\" data-toc-modified-id=\"Emerging-Hot-Spot-Analysis-4.3\">Emerging Hot Spot Analysis</a></span></li><li><span><a href=\"#Visualize-Space-Time-Cube-in-3D\" data-toc-modified-id=\"Visualize-Space-Time-Cube-in-3D-4.4\">Visualize Space Time Cube in 3D</a></span></li><li><span><a href=\"#Time-Series-Clustering\" data-toc-modified-id=\"Time-Series-Clustering-4.5\">Time Series Clustering</a></span><ul class=\"toc-item\"><li><span><a href=\"#Examine-the-Time-Series-Trends\" data-toc-modified-id=\"Examine-the-Time-Series-Trends-4.5.1\">Examine the Time Series Trends</a></span></li></ul></li><li><span><a href=\"#Create-a-HTML-report-of-the-analysis\" data-toc-modified-id=\"Create-a-HTML-report-of-the-analysis-4.6\">Create a HTML report of the analysis</a></span><ul class=\"toc-item\"><li><span><a href=\"#Create-a-map-showing-the-top-5-precincts-this-week\" data-toc-modified-id=\"Create-a-map-showing-the-top-5-precincts-this-week-4.6.1\">Create a map showing the top 5 precincts this week</a></span></li></ul></li></ul></li><li><span><a href=\"#Conclusion\" data-toc-modified-id=\"Conclusion-5\">Conclusion</a></span></li></ul></div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "First, import all necessary libraries"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "import arcgis\n",
    "from arcgis import GIS\n",
    "import sys\n",
    "import json"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Libraries for using Spatial Enabled Data Frame"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "from arcgis.features import GeoAccessor, GeoSeriesAccessor, SpatialDataFrame"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Import Arcpy and validate its version"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'10.7.0'"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import arcpy\n",
    "arcpy.env.overwriteOutput = True\n",
    "arcpy.GetInstallInfo()['Version']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "agol_gis = GIS(set_active=False)\n",
    "gis = GIS(\"home\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 1. Get data using Analyze Boston API"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this section we will connect to the Analyze Boston public API. From the API we will get a polygon feature class containing police precincts. The police precincts are hosted as an ArcGIS Feature Service and are well integrated with the python API. We will be using this polygon feature to aggregate the crimes and perform our analysis. By using the police precincts any analysis results we find will be relative to the scale and area of the police admisitrative boundaries. We will also be getting crime data from the [Crime Incident Reports](https://data.boston.gov/dataset/crime-incident-reports-august-2015-to-date-source-new-system) API. The crime incident reports data is provided by Boston Police Department (BPD) and documents the initial details of events which BPD officers respond to. We will aquire the incident type, location, time for incidents in the system. The API allows you to query specific incident types and in this analysis we will look at assaults which in the year 2017. The data is returned from the API as a JSON and can be used to create a pandas dataframe."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Connect to the Police Precincts Feature Layer\n",
    "\n",
    "In this section we connect to the police precinct feature web layer hosted by Analyze Boston."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "\n",
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>OBJECTID</th>\n",
       "      <th>PRECINCT</th>\n",
       "      <th>Plan_Dist</th>\n",
       "      <th>SHAPE</th>\n",
       "      <th>Shape__Area</th>\n",
       "      <th>Shape__Length</th>\n",
       "      <th>WARD_PRECINCT</th>\n",
       "    </tr>\n",
       "  </thead>\n",
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       "    <tr>\n",
       "      <th>0</th>\n",
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       "      <td>7.562361e+06</td>\n",
       "      <td>13647.035344</td>\n",
       "      <td>0113</td>\n",
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       "      <td>2.045208e+06</td>\n",
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       "      <td>4.427769e+06</td>\n",
       "      <td>9601.063623</td>\n",
       "      <td>0105</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>03</td>\n",
       "      <td>None</td>\n",
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       "      <td>1.546242e+06</td>\n",
       "      <td>5352.433202</td>\n",
       "      <td>0203</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
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       "      <td>{\"rings\": [[[774156.5998687, 2964357.69992466]...</td>\n",
       "      <td>1.603861e+06</td>\n",
       "      <td>7036.361667</td>\n",
       "      <td>0205</td>\n",
       "    </tr>\n",
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       "</table>\n",
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      ],
      "text/plain": [
       "   OBJECTID PRECINCT Plan_Dist  \\\n",
       "0         1       13      None   \n",
       "1         2       02      None   \n",
       "2         3       05      None   \n",
       "3         4       03      None   \n",
       "4         5       05      None   \n",
       "\n",
       "                                               SHAPE   Shape__Area  \\\n",
       "0  {\"rings\": [[[787723.729257345, 2965812.6409820...  7.562361e+06   \n",
       "1  {\"rings\": [[[782820.000068769, 2960295.0999848...  2.045208e+06   \n",
       "2  {\"rings\": [[[783942.499781817, 2960316.2000169...  4.427769e+06   \n",
       "3  {\"rings\": [[[775776.888126209, 2961852.5792183...  1.546242e+06   \n",
       "4  {\"rings\": [[[774156.5998687, 2964357.69992466]...  1.603861e+06   \n",
       "\n",
       "   Shape__Length WARD_PRECINCT  \n",
       "0   13647.035344          0113  \n",
       "1    5709.044851          0102  \n",
       "2    9601.063623          0105  \n",
       "3    5352.433202          0203  \n",
       "4    7036.361667          0205  "
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create a spatailly enabled data frame (sedf) by connecting to the \n",
    "# URL for the precincts feature service\n",
    "prec_item = agol_gis.content.get('2bc185ec9b0b478d8c2f7e720d116863')\n",
    "precincts_flayer = prec_item.layers[0]\n",
    "precincts_sedf = pd.DataFrame.spatial.from_layer(precincts_flayer)\n",
    "\n",
    "# plot the first few rows\n",
    "precincts_sedf.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Check the spatial reference of the precincts feature server. Below are some tips on how to do this:\n",
    "\n",
    " 1. [Introduction to Spatial Reference](https://developers.arcgis.com/documentation/core-concepts/spatial-references/)\n",
    " 2. To plot a sedf, we need to make it have the same spatial refernece as the map. Otherwise, it won't be shown on the map.\n",
    " 3. ArcGIS Online uses the WGS_1984_Web_Mercator_Auxiliary_Sphere (WKID 3857) projection. However, the precincts web layer uses 102100 (3857). They are the same thing."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{'wkid': 102686}\n",
      "{'wkid': 102100}\n"
     ]
    }
   ],
   "source": [
    "print(precincts_sedf.spatial.sr)\n",
    "# WKID 102686 is for the NAD 1983 StatePlane Massachusetts Mainland FIPS 2001 Feet projection\n",
    "# WKID Lookup: http://resources.esri.com/help/9.3/arcgisserver/apis/rest/pcs.html\n",
    "\n",
    "# Reproject to web mercator to match our web map\n",
    "precincts_sedf.spatial.project(spatial_reference = {'wkid': 3857})\n",
    "# Check the spatial reference of the precincts feature server again\n",
    "print(precincts_sedf.spatial.sr)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 133,
   "metadata": {},
   "outputs": [
    {
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      },
      "text/plain": [
       "MapView(layout=Layout(height='400px', width='100%'), ready=True, zoom=9.0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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\"></img></div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Create a map to take a look at the precincts feature service\n",
    "precincts_map = gis.map(\"Boston\")\n",
    "precincts_map"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Plot on map\n",
    "precincts_sedf.spatial.plot(precincts_map, \n",
    "                            symbol_type = \"simple\",\n",
    "                            cmap = [90,180,172,225],\n",
    "                            outline_color = [225,225,225,255],\n",
    "                            line_width = 0.5)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To know more about Visualizing Spatial Data through sedf, see https://developers.arcgis.com/python/guide/visualizing-data-with-the-spatially-enabled-dataframe/"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "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>OBJECTID</th>\n",
       "      <th>PRECINCT</th>\n",
       "      <th>Plan_Dist</th>\n",
       "      <th>SHAPE</th>\n",
       "      <th>Shape__Area</th>\n",
       "      <th>Shape__Length</th>\n",
       "      <th>WARD_PRECINCT</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>13</td>\n",
       "      <td>None</td>\n",
       "      <td>{\"rings\": [[[-7905136.25975774, 5218873.046087...</td>\n",
       "      <td>7.562361e+06</td>\n",
       "      <td>13647.035344</td>\n",
       "      <td>0113</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>02</td>\n",
       "      <td>None</td>\n",
       "      <td>{\"rings\": [[[-7907169.264020915, 5216602.89280...</td>\n",
       "      <td>2.045208e+06</td>\n",
       "      <td>5709.044851</td>\n",
       "      <td>0102</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>05</td>\n",
       "      <td>None</td>\n",
       "      <td>{\"rings\": [[[-7906706.816058001, 5216609.05518...</td>\n",
       "      <td>4.427769e+06</td>\n",
       "      <td>9601.063623</td>\n",
       "      <td>0105</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>03</td>\n",
       "      <td>None</td>\n",
       "      <td>{\"rings\": [[[-7910067.262196271, 5217262.41730...</td>\n",
       "      <td>1.546242e+06</td>\n",
       "      <td>5352.433202</td>\n",
       "      <td>0203</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>05</td>\n",
       "      <td>None</td>\n",
       "      <td>{\"rings\": [[[-7910729.483535311, 5218301.74986...</td>\n",
       "      <td>1.603861e+06</td>\n",
       "      <td>7036.361667</td>\n",
       "      <td>0205</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   OBJECTID PRECINCT Plan_Dist  \\\n",
       "0         1       13      None   \n",
       "1         2       02      None   \n",
       "2         3       05      None   \n",
       "3         4       03      None   \n",
       "4         5       05      None   \n",
       "\n",
       "                                               SHAPE   Shape__Area  \\\n",
       "0  {\"rings\": [[[-7905136.25975774, 5218873.046087...  7.562361e+06   \n",
       "1  {\"rings\": [[[-7907169.264020915, 5216602.89280...  2.045208e+06   \n",
       "2  {\"rings\": [[[-7906706.816058001, 5216609.05518...  4.427769e+06   \n",
       "3  {\"rings\": [[[-7910067.262196271, 5217262.41730...  1.546242e+06   \n",
       "4  {\"rings\": [[[-7910729.483535311, 5218301.74986...  1.603861e+06   \n",
       "\n",
       "   Shape__Length WARD_PRECINCT  \n",
       "0   13647.035344          0113  \n",
       "1    5709.044851          0102  \n",
       "2    9601.063623          0105  \n",
       "3    5352.433202          0203  \n",
       "4    7036.361667          0205  "
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Take a look at the data of the precincts in a tabular format\n",
    "precincts_sedf.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "OBJECTID            int64\n",
       "PRECINCT           object\n",
       "Plan_Dist          object\n",
       "SHAPE            geometry\n",
       "Shape__Area       float64\n",
       "Shape__Length     float64\n",
       "WARD_PRECINCT      object\n",
       "dtype: object"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# use the `dtypes` property to find the data type of these columns\n",
    "precincts_sedf.dtypes"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We will need a unique ID to identify each of the precincts in our analysis. Below we use Pandas `DataFrame`'s query capabilities to understand how many unique precincts exist in our study area."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The length of the data frame is 255.\n",
      "There are 24 unique precincts.\n",
      "There are 255 unique ward precincts.\n"
     ]
    }
   ],
   "source": [
    "print(\"The length of the data frame is {}.\".format(len(precincts_sedf)))\n",
    "print(\"There are {} unique precincts.\".format(len(precincts_sedf['PRECINCT'].unique())))\n",
    "print(\"There are {} unique ward precincts.\".format(len(precincts_sedf['WARD_PRECINCT'].unique())))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "There are the same number of unique values in the WARD_PRECINCT column as there are features, and we will use this field for aggregation and reporting.\n",
    "\n",
    "The WARD_PRECINCT data came in 0 padded (i.e., 0113) it is an object in our dataframe instead of an integer. We will leave the WARD_PRECINCT column as strings to avoid making changes to the input data. Since some of the tools we will use require a unique integer ID field a new field will be added. This field and the WARD_PRECINCT values will also be used create a lookup table to link the ID Field to the string WARD_PRECINCT field."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "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>OBJECTID</th>\n",
       "      <th>WARD_PRECINCT</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>0113</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>0102</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>0105</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>0203</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>0205</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>6</td>\n",
       "      <td>0204</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>7</td>\n",
       "      <td>0206</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>8</td>\n",
       "      <td>0303</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>9</td>\n",
       "      <td>0304</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>10</td>\n",
       "      <td>0307</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>11</td>\n",
       "      <td>0402</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    OBJECTID WARD_PRECINCT\n",
       "0          1          0113\n",
       "1          2          0102\n",
       "2          3          0105\n",
       "3          4          0203\n",
       "4          5          0205\n",
       "5          6          0204\n",
       "6          7          0206\n",
       "7          8          0303\n",
       "8          9          0304\n",
       "9         10          0307\n",
       "10        11          0402"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "precincts_sedf.loc[:10,(\"OBJECTID\", \"WARD_PRECINCT\")]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Add unique ID column which will be used for analysis\n",
    "precincts_sedf['PrecinctWardID'] = pd.to_numeric(precincts_sedf['OBJECTID'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "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>PRECINCTWARD_INDEX</th>\n",
       "      <th>PRECINCTWARD_ID</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>0113</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>0102</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>0105</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>0203</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>0205</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>6</td>\n",
       "      <td>0204</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>7</td>\n",
       "      <td>0206</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>8</td>\n",
       "      <td>0303</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>9</td>\n",
       "      <td>0304</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>10</td>\n",
       "      <td>0307</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   PRECINCTWARD_INDEX PRECINCTWARD_ID\n",
       "0                   1            0113\n",
       "1                   2            0102\n",
       "2                   3            0105\n",
       "3                   4            0203\n",
       "4                   5            0205\n",
       "5                   6            0204\n",
       "6                   7            0206\n",
       "7                   8            0303\n",
       "8                   9            0304\n",
       "9                  10            0307"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create lookup table for PrecinctWardID to WARD_PRECINCT\n",
    "\n",
    "precinct_lookup_table = {}\n",
    "precinct_lookup_table_index = []\n",
    "precinct_lookup_table_id = []\n",
    "\n",
    "# Loop through each precinct_ward and generate the lookup table\n",
    "for idx, cur_precinct in enumerate(list(precincts_sedf['WARD_PRECINCT'])):\n",
    "    precinct_lookup_table[idx] = cur_precinct\n",
    "    precinct_lookup_table_index.append(idx)\n",
    "    precinct_lookup_table_id.append(cur_precinct)\n",
    "\n",
    "# Use the lookuptable to create a lookup data frame for pandas dataframe merge\n",
    "precinct_lookup_df = pd.DataFrame({'PRECINCTWARD_INDEX':precinct_lookup_table_index,\n",
    "                                  'PRECINCTWARD_ID': precinct_lookup_table_id})\n",
    "\n",
    "# Since we will be using OBJECTID as the join and it is 1 index, we increment our 0 index \n",
    "precinct_lookup_df['PRECINCTWARD_INDEX'] = precinct_lookup_df['PRECINCTWARD_INDEX'] + 1\n",
    "precinct_lookup_df.head(10)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now the `precinct_lookup_df` can link between the string `PRECINCTWARD_ID` and our `PRECINCTWARD_INDEX` fields."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Connect to the Crime Incident Reports Dataset"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We will now use the  [Crime Incident Reports](https://data.boston.gov/dataset/crime-incident-reports-august-2015-to-date-source-new-system) API to access the crime incident data. We start by reviewing the API website. There are links to the Crime Incident Reports as well as detailed files which explain the incident types. Going to the Crime Incident Reports (csv) link gives more details about accessing the API, the data that is available and the columns in the dataset. \n",
    "\n",
    "The resource URL provides us with the specific access key for the Crime Incident Reports API. Since Analyze Boston hosts many datasets we need to use this to access the data we are interested in. The API reference URL provided is:\n",
    "\n",
    "https://data.boston.gov/dataset/6220d948-eae2-4e4b-8723-2dc8e67722a3/resource/12cb3883-56f5-47de-afa5-3b1cf61b257b/download/crime.csv\n",
    "\n",
    "From this URL we can identify the resource ID as the portion after /resoruce/, i.e., **12cb3883-56f5-47de-afa5-3b1cf61b257b**.\n",
    "\n",
    "Clicking on the DATA API Button loads several examples of querying the Crime Incident Reports API. The examples can be used as a starting place to build a query for the data you are interested in.\n",
    "\n",
    "We need to connect to the data API through a http request and will use the python library [urllib](https://docs.python.org/3/library/urllib.html). If you are new to urllib this video [video](https://www.youtube.com/watch?v=LosIGgon_KM) has a quick overview.\n",
    "\n",
    "#### Key Steps:\n",
    "\n",
    "1) Build a query to get the data we are interested in\n",
    "\n",
    "2) Use urllib to encode the query string. \n",
    "  * One reason we do this is that you cannot pass spaces and other special characters to a url, by encoding it we have a string with url friendly parameters.\n",
    "\n",
    "3) Use urllib to send the request to the server and return the response. \n",
    "  * Urllib has all the functionality to confirm if a request was successful or not and handle the passing of the data.\n",
    "  \n",
    "4) Receive the response from the server and parse the response string as a json to begin processing."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Make a request to the API"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Import the required libraries from urllib\n",
    "from urllib import request\n",
    "from urllib import parse"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "# The url of the Analzye Boston datastore API\n",
    "url = \"https://data.boston.gov/api/3/action/datastore_search_sql\""
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We will now build the query for the API. If you are not familiar with SQL you can move on without worrying about the nitty gritty of the query.\n",
    "\n",
    "The Crime Incident Reports can be accessed using the identifier `12cb3883-56f5-47de-afa5-3b1cf61b257b`. To select crimes of the assault type we are using the column `OFFENSE_CODE_GROUP` (you can see the columns from the [API URL](https://data.boston.gov/dataset/crime-incident-reports-august-2015-to-date-source-new-system)). We are going to query this column for the values `Aggravated Assault` or `Simple Assault`. Using a `SQL` `AND` statement we also add in a filter for the year `2017`. You can change the query values to analyze any crime types over any period that you are interested in. This is one of the great features of connecting to a live data API, we can change our analysis without having to have downloaded all of the data at once.\n",
    "\n",
    "We create a dictionary with a key `sql`, this key is used by the API to accept SQL query paremeters. The query string is then encoded for sending in a http request."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "This is the query string, spaces and special characters have been replaced\n",
      "\n",
      "sql=SELECT+%2A+from+%2212cb3883-56f5-47de-afa5-3b1cf61b257b%22+WHERE+%0A++++%28%22OFFENSE_CODE_GROUP%22+%3D+%27Aggravated+Assault%27+OR+%22OFFENSE_CODE_GROUP%22+%3D+%27Simple+Assault%27%29+%0A++++AND+%22YEAR%22%3D%272017%27\n"
     ]
    }
   ],
   "source": [
    "# Build SQL query string\n",
    "params = {\n",
    "    'sql': \"\"\"SELECT * from \"12cb3883-56f5-47de-afa5-3b1cf61b257b\" WHERE \n",
    "    (\"OFFENSE_CODE_GROUP\" = 'Aggravated Assault' OR \"OFFENSE_CODE_GROUP\" = 'Simple Assault') \n",
    "    AND \"YEAR\"='2017'\"\"\"\n",
    "}\n",
    "query_string = parse.urlencode(params)\n",
    "\n",
    "print(\"This is the query string, spaces and special characters have been replaced\\n\\n{}\".format(query_string))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "https://data.boston.gov/api/3/action/datastore_search_sql?sql=SELECT+%2A+from+%2212cb3883-56f5-47de-afa5-3b1cf61b257b%22+WHERE+%0A++++%28%22OFFENSE_CODE_GROUP%22+%3D+%27Aggravated+Assault%27+OR+%22OFFENSE_CODE_GROUP%22+%3D+%27Simple+Assault%27%29+%0A++++AND+%22YEAR%22%3D%272017%27\n"
     ]
    }
   ],
   "source": [
    "# Concatinate the url and the query string with a question mark\n",
    "full_url = url + \"?\" + query_string\n",
    "print(full_url)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we send the request to the server. If we get a response code of **200** the request was a success. If it did not work try again as the server sometimes errors when responding. If it does not work after several tries confirm that the server is loaded and that the Crime Incident Reports datasource item id has not changed\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Response Code 200 -- it was a success\n"
     ]
    }
   ],
   "source": [
    "# Request data from server\n",
    "try:\n",
    "    resp = request.urlopen(full_url)\n",
    "    if resp.code==200:\n",
    "        print(\"Response Code {} -- it was a success\".format(resp.code))\n",
    "    else:\n",
    "        print(\"Response Code {} -- something went wrong, try the request again\".format(resp.code))\n",
    "except Exception as e:\n",
    "    print(str(e))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "b'{\"help\": \"https://data.boston.gov/api/3/action/help_show?name=datastore_search_sql\", \"success\": true, \"result\": {\"records\": [{\"STREET\": \"RIVER ST\", \"OFFENSE_DESCRIPTION\": \"ASSAULT - AGGRAVATED - BATTERY\", \"SHOOTING\": null, \"DISTRICT\": \"B3\", \"OFFENSE_CODE\": \"00413\", \"REPORTING_AREA\": \"426\", \"_full_text\": \"\\'-07\\':12 \\'-09\\':11 \\'-71.09301057\\':25,27 \\'00\\':14,15 \\'00413\\':2 \\'15\\':13,19 \\'2017\\':10,16 \\'42.268024\\':24 \\'42.26802400\\':26 \\'426\\':9 \\'9\\':17 \\'aggravated\\':3,6 \\'assault\\':4,5 \\'b3\\':8 \\'battery\\':7 \\'i182055984\\':'"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Use the response.peek() method to see what the returned data looks like\n",
    "resp.peek()[:500]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Explore the json format data from API"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The response includes the url that was used for the search, a key to record if it was a success and the records from the data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Use the .read().decode() message to read all of the data from the response into a string\n",
    "json_string = resp.read().decode()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'{\"help\": \"https://data.boston.gov/api/3/action/help_show?name=datastore_search_sql\", \"success\": true, \"result\": {\"records\": [{\"STREET\": \"RIVER ST\", \"OFFENSE_DESCRIPTION\": \"ASSAULT - AGGRAVATED - BATTERY\", \"SHOOTING\": null, \"DISTRICT\": \"B3\", \"OFFENSE_CODE\": \"00413\", \"REPORTING_AREA\": \"426\", \"_full_text\": \"\\'-07\\':12 \\'-09\\':11 \\'-71.09301057\\':25,27 \\'00\\':14,15 \\'00413\\':2 \\'15\\':13,19 \\'2017\\':10,16 \\'42.268024\\':24 \\'42.26802400\\':26 \\'426\\':9 \\'9\\':17 \\'aggravated\\':3,6 \\'assault\\':4,5 \\'b3\\':8 \\'battery\\':7 \\'i182055984\\':1 \\'one\\':21 \\'part\\':20 \\'river\\':22 \\'st\\':23 \\'thursday\\':18\", \"OCCURRED_ON_DATE\": \"2017-09-07 15:00:00\", \"DAY_OF_WEEK\": \"Thursday\", \"MONTH\": \"9\", \"HOUR\": \"15\", \"Long\": \"-71.09301057\", \"YEAR\": \"2017\", \"Lat\": \"42.268024\", \"INCIDENT_NUMBER\": \"I182055984\", \"_id\": 63361, \"OFFENSE_CODE_GROUP\": \"Aggravated Assault\", \"UCR_PART\": \"Part One\", \"Location\": \"(42.26802400, -71.09301057)\"}, {\"STREET\": \"PRINCE ST\", \"OFFENSE_DESCRIPTION\": \"ASSAULT SIMPLE - BATTERY\", \"SHOOTING\": null, \"DISTRICT\": \"A1\", \"OFFENSE_CODE\": '"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# You can change the length to check more records\n",
    "json_string[:1000]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "dict_keys(['help', 'success', 'result'])"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Load the json from the response string\n",
    "json_dict = json.loads(json_string)\n",
    "\n",
    "# Look at the keys in the resposne dictionary\n",
    "json_dict.keys()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "dict_keys(['records', 'fields', 'sql'])"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Look at keys for the 'result' dictionary\n",
    "json_dict['result'].keys()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'STREET': 'RIVER ST',\n",
       " 'OFFENSE_DESCRIPTION': 'ASSAULT - AGGRAVATED - BATTERY',\n",
       " 'SHOOTING': None,\n",
       " 'DISTRICT': 'B3',\n",
       " 'OFFENSE_CODE': '00413',\n",
       " 'REPORTING_AREA': '426',\n",
       " '_full_text': \"'-07':12 '-09':11 '-71.09301057':25,27 '00':14,15 '00413':2 '15':13,19 '2017':10,16 '42.268024':24 '42.26802400':26 '426':9 '9':17 'aggravated':3,6 'assault':4,5 'b3':8 'battery':7 'i182055984':1 'one':21 'part':20 'river':22 'st':23 'thursday':18\",\n",
       " 'OCCURRED_ON_DATE': '2017-09-07 15:00:00',\n",
       " 'DAY_OF_WEEK': 'Thursday',\n",
       " 'MONTH': '9',\n",
       " 'HOUR': '15',\n",
       " 'Long': '-71.09301057',\n",
       " 'YEAR': '2017',\n",
       " 'Lat': '42.268024',\n",
       " 'INCIDENT_NUMBER': 'I182055984',\n",
       " '_id': 63361,\n",
       " 'OFFENSE_CODE_GROUP': 'Aggravated Assault',\n",
       " 'UCR_PART': 'Part One',\n",
       " 'Location': '(42.26802400, -71.09301057)'}"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Look at a single result record\n",
    "json_dict['result']['records'][0]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The data looks good, we have the columns we expect and can see that our query was successful. Our record is in the offence group code 'ASSAULT - AGGRAVATED - BATTERY' and the year is 2017.\n",
    "\n",
    "<blockquote><b>Note:</b> Since this is a live dataset that you are querying, your results may differ</blockquote>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Create a SeDF from crime records JSON"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The Spatially Enabled DataFrame (SeDF) inserts a custom namespace called spatial into the popular Pandas DataFrame structure to give it spatial abilities. Once you have two fields for latitude and longitude respectively, you can convert a Pandas DataFrame to a SeDF. Besides, you can also create SeDF from many other sources, including GeoJSON, feature classes, shapefiles, feature layers, and feature services, etc.\n",
    "\n",
    "SeDF is based on data structures inherently suited to data analysis, with natural operations for the filtering and inspecting of subsets of values which are fundamental to statistical and geographic manipulations. For more information about SeDF, please refer to: https://developers.arcgis.com/python/guide/introduction-to-the-spatially-enabled-dataframe/"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "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>DAY_OF_WEEK</th>\n",
       "      <th>DISTRICT</th>\n",
       "      <th>HOUR</th>\n",
       "      <th>INCIDENT_NUMBER</th>\n",
       "      <th>Lat</th>\n",
       "      <th>Location</th>\n",
       "      <th>Long</th>\n",
       "      <th>MONTH</th>\n",
       "      <th>OCCURRED_ON_DATE</th>\n",
       "      <th>OFFENSE_CODE</th>\n",
       "      <th>OFFENSE_CODE_GROUP</th>\n",
       "      <th>OFFENSE_DESCRIPTION</th>\n",
       "      <th>REPORTING_AREA</th>\n",
       "      <th>SHOOTING</th>\n",
       "      <th>STREET</th>\n",
       "      <th>UCR_PART</th>\n",
       "      <th>YEAR</th>\n",
       "      <th>_full_text</th>\n",
       "      <th>_id</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Thursday</td>\n",
       "      <td>B3</td>\n",
       "      <td>15</td>\n",
       "      <td>I182055984</td>\n",
       "      <td>42.268024</td>\n",
       "      <td>(42.26802400, -71.09301057)</td>\n",
       "      <td>-71.09301057</td>\n",
       "      <td>9</td>\n",
       "      <td>2017-09-07 15:00:00</td>\n",
       "      <td>00413</td>\n",
       "      <td>Aggravated Assault</td>\n",
       "      <td>ASSAULT - AGGRAVATED - BATTERY</td>\n",
       "      <td>426</td>\n",
       "      <td>None</td>\n",
       "      <td>RIVER ST</td>\n",
       "      <td>Part One</td>\n",
       "      <td>2017</td>\n",
       "      <td>'-07':12 '-09':11 '-71.09301057':25,27 '00':14...</td>\n",
       "      <td>63361</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Sunday</td>\n",
       "      <td>A1</td>\n",
       "      <td>2</td>\n",
       "      <td>I182048754</td>\n",
       "      <td>42.36475392</td>\n",
       "      <td>(42.36475392, -71.05469547)</td>\n",
       "      <td>-71.05469547</td>\n",
       "      <td>5</td>\n",
       "      <td>2017-05-21 02:00:00</td>\n",
       "      <td>00802</td>\n",
       "      <td>Simple Assault</td>\n",
       "      <td>ASSAULT SIMPLE - BATTERY</td>\n",
       "      <td>84</td>\n",
       "      <td>None</td>\n",
       "      <td>PRINCE ST</td>\n",
       "      <td>Part Two</td>\n",
       "      <td>2017</td>\n",
       "      <td>'-05':11 '-21':12 '-71.05469547':25,27 '00':14...</td>\n",
       "      <td>70308</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Friday</td>\n",
       "      <td>C6</td>\n",
       "      <td>12</td>\n",
       "      <td>I182044336</td>\n",
       "      <td>42.33326722</td>\n",
       "      <td>(42.33326722, -71.05048119)</td>\n",
       "      <td>-71.05048119</td>\n",
       "      <td>9</td>\n",
       "      <td>2017-09-01 12:00:00</td>\n",
       "      <td>00802</td>\n",
       "      <td>Simple Assault</td>\n",
       "      <td>ASSAULT SIMPLE - BATTERY</td>\n",
       "      <td>216</td>\n",
       "      <td>None</td>\n",
       "      <td>DORCHESTER ST</td>\n",
       "      <td>Part Two</td>\n",
       "      <td>2017</td>\n",
       "      <td>'-01':12 '-09':11 '-71.05048119':25,27 '00':14...</td>\n",
       "      <td>74505</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Friday</td>\n",
       "      <td>None</td>\n",
       "      <td>9</td>\n",
       "      <td>I182034981</td>\n",
       "      <td>-1</td>\n",
       "      <td>(-1.00000000, -1.00000000)</td>\n",
       "      <td>-1</td>\n",
       "      <td>9</td>\n",
       "      <td>2017-09-01 09:00:00</td>\n",
       "      <td>00802</td>\n",
       "      <td>Simple Assault</td>\n",
       "      <td>ASSAULT SIMPLE - BATTERY</td>\n",
       "      <td></td>\n",
       "      <td>None</td>\n",
       "      <td>GOODALE</td>\n",
       "      <td>Part Two</td>\n",
       "      <td>2017</td>\n",
       "      <td>'-01':10 '-09':9 '-1':21,22 '-1.00000000':23,2...</td>\n",
       "      <td>83381</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Thursday</td>\n",
       "      <td>D4</td>\n",
       "      <td>23</td>\n",
       "      <td>I182031535</td>\n",
       "      <td>42.34717363</td>\n",
       "      <td>(42.34717363, -71.09644390)</td>\n",
       "      <td>-71.0964439</td>\n",
       "      <td>12</td>\n",
       "      <td>2017-12-21 23:30:00</td>\n",
       "      <td>00413</td>\n",
       "      <td>Aggravated Assault</td>\n",
       "      <td>ASSAULT - AGGRAVATED - BATTERY</td>\n",
       "      <td>624</td>\n",
       "      <td>None</td>\n",
       "      <td>LANSDOWNE ST</td>\n",
       "      <td>Part One</td>\n",
       "      <td>2017</td>\n",
       "      <td>'-12':11 '-21':12 '-71.0964439':25 '-71.096443...</td>\n",
       "      <td>86636</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  DAY_OF_WEEK DISTRICT HOUR INCIDENT_NUMBER          Lat  \\\n",
       "0    Thursday       B3   15      I182055984    42.268024   \n",
       "1      Sunday       A1    2      I182048754  42.36475392   \n",
       "2      Friday       C6   12      I182044336  42.33326722   \n",
       "3      Friday     None    9      I182034981           -1   \n",
       "4    Thursday       D4   23      I182031535  42.34717363   \n",
       "\n",
       "                      Location          Long MONTH     OCCURRED_ON_DATE  \\\n",
       "0  (42.26802400, -71.09301057)  -71.09301057     9  2017-09-07 15:00:00   \n",
       "1  (42.36475392, -71.05469547)  -71.05469547     5  2017-05-21 02:00:00   \n",
       "2  (42.33326722, -71.05048119)  -71.05048119     9  2017-09-01 12:00:00   \n",
       "3   (-1.00000000, -1.00000000)            -1     9  2017-09-01 09:00:00   \n",
       "4  (42.34717363, -71.09644390)   -71.0964439    12  2017-12-21 23:30:00   \n",
       "\n",
       "  OFFENSE_CODE  OFFENSE_CODE_GROUP             OFFENSE_DESCRIPTION  \\\n",
       "0        00413  Aggravated Assault  ASSAULT - AGGRAVATED - BATTERY   \n",
       "1        00802      Simple Assault        ASSAULT SIMPLE - BATTERY   \n",
       "2        00802      Simple Assault        ASSAULT SIMPLE - BATTERY   \n",
       "3        00802      Simple Assault        ASSAULT SIMPLE - BATTERY   \n",
       "4        00413  Aggravated Assault  ASSAULT - AGGRAVATED - BATTERY   \n",
       "\n",
       "  REPORTING_AREA SHOOTING         STREET  UCR_PART  YEAR  \\\n",
       "0            426     None       RIVER ST  Part One  2017   \n",
       "1             84     None      PRINCE ST  Part Two  2017   \n",
       "2            216     None  DORCHESTER ST  Part Two  2017   \n",
       "3                    None        GOODALE  Part Two  2017   \n",
       "4            624     None   LANSDOWNE ST  Part One  2017   \n",
       "\n",
       "                                          _full_text    _id  \n",
       "0  '-07':12 '-09':11 '-71.09301057':25,27 '00':14...  63361  \n",
       "1  '-05':11 '-21':12 '-71.05469547':25,27 '00':14...  70308  \n",
       "2  '-01':12 '-09':11 '-71.05048119':25,27 '00':14...  74505  \n",
       "3  '-01':10 '-09':9 '-1':21,22 '-1.00000000':23,2...  83381  \n",
       "4  '-12':11 '-21':12 '-71.0964439':25 '-71.096443...  86636  "
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Now that we can access the records from the API response we can load them into a Pandas DataFrame\n",
    "crime_df = pd.DataFrame(json_dict['result']['records'])\n",
    "crime_df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "There are 7351 records in the dataset originally from the API.\n"
     ]
    }
   ],
   "source": [
    "original_number_of_records = len(crime_df)\n",
    "print(\"There are {} records in the dataset originally from the API.\".format(original_number_of_records))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "DAY_OF_WEEK            object\n",
       "DISTRICT               object\n",
       "HOUR                   object\n",
       "INCIDENT_NUMBER        object\n",
       "Lat                    object\n",
       "Location               object\n",
       "Long                   object\n",
       "MONTH                  object\n",
       "OCCURRED_ON_DATE       object\n",
       "OFFENSE_CODE           object\n",
       "OFFENSE_CODE_GROUP     object\n",
       "OFFENSE_DESCRIPTION    object\n",
       "REPORTING_AREA         object\n",
       "SHOOTING               object\n",
       "STREET                 object\n",
       "UCR_PART               object\n",
       "YEAR                   object\n",
       "_full_text             object\n",
       "_id                     int64\n",
       "dtype: object"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Look at the column types for each of the fields in our dataframe\n",
    "crime_df.dtypes"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The columns and data have been loaded into a dataframe and match the columns we saw on the Crime Incident Reports website.\n",
    "We can look at the unique values in the OFFENSE_CODE_GROUP and YEAR columns to confirm our query worked as expected."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The unique OFFENSE_CODE_GROUP values: \n",
      "['Aggravated Assault' 'Simple Assault']\n",
      "\n",
      "The unique YEAR values: \n",
      "['2017']\n"
     ]
    }
   ],
   "source": [
    "print(\"The unique OFFENSE_CODE_GROUP values: \\n{}\\n\".format(crime_df['OFFENSE_CODE_GROUP'].unique()))\n",
    "print(\"The unique YEAR values: \\n{}\".format(crime_df['YEAR'].unique()))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The API returned the data we expected."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Clean the data\n",
    "\n",
    "We will now take a look at the data and do some data cleaning: change data format, add timestamp field, and remove data with no or invalid location information.\n",
    "\n",
    "We want to use the coordinates from the Lat and Long columns to create points. If there are crime incidents without location coordinates we will drop them. We will assess how many records we lose due to a lack of coordinates. Depending on the analysis requirements, dropping crime incidents without coordinates may not be acceptable."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "DAY_OF_WEEK             object\n",
       "DISTRICT                object\n",
       "HOUR                     int64\n",
       "INCIDENT_NUMBER         object\n",
       "Lat                    float64\n",
       "Location                object\n",
       "Long                   float64\n",
       "MONTH                    int64\n",
       "OCCURRED_ON_DATE        object\n",
       "OFFENSE_CODE            object\n",
       "OFFENSE_CODE_GROUP      object\n",
       "OFFENSE_DESCRIPTION     object\n",
       "REPORTING_AREA          object\n",
       "SHOOTING                object\n",
       "STREET                  object\n",
       "UCR_PART                object\n",
       "YEAR                     int64\n",
       "_full_text              object\n",
       "_id                      int64\n",
       "dtype: object"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Most fields are objects in the dataframe, we will convert the following fields to numeric values:\n",
    "# Lat and Long need to be numeric for creating SeDF\n",
    "# HOUR, MONTH, YEAR are for analysis purpose\n",
    "numeric_fields = ['Lat', 'Long', 'HOUR', 'MONTH', 'YEAR']\n",
    "for field in numeric_fields:\n",
    "    crime_df[field] = pd.to_numeric(crime_df[field])\n",
    "\n",
    "crime_df.dtypes"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The `OCCURRED_ON_DATE` field is also an object whereas we require Timestamp object to work with temporal events. We can use python libraries to create datetime objects for this column. Lets start by taking a look at the format."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "\n",
       "    .dataframe tbody tr th {\n",
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       "    }\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>HOUR</th>\n",
       "      <th>MONTH</th>\n",
       "      <th>YEAR</th>\n",
       "      <th>OCCURRED_ON_DATE</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>15</td>\n",
       "      <td>9</td>\n",
       "      <td>2017</td>\n",
       "      <td>2017-09-07 15:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>5</td>\n",
       "      <td>2017</td>\n",
       "      <td>2017-05-21 02:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>12</td>\n",
       "      <td>9</td>\n",
       "      <td>2017</td>\n",
       "      <td>2017-09-01 12:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>9</td>\n",
       "      <td>9</td>\n",
       "      <td>2017</td>\n",
       "      <td>2017-09-01 09:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>23</td>\n",
       "      <td>12</td>\n",
       "      <td>2017</td>\n",
       "      <td>2017-12-21 23:30:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>23</td>\n",
       "      <td>12</td>\n",
       "      <td>2017</td>\n",
       "      <td>2017-12-21 23:30:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>14</td>\n",
       "      <td>12</td>\n",
       "      <td>2017</td>\n",
       "      <td>2017-12-14 14:30:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>2</td>\n",
       "      <td>10</td>\n",
       "      <td>2017</td>\n",
       "      <td>2017-10-09 02:40:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>19</td>\n",
       "      <td>12</td>\n",
       "      <td>2017</td>\n",
       "      <td>2017-12-15 19:30:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>20</td>\n",
       "      <td>10</td>\n",
       "      <td>2017</td>\n",
       "      <td>2017-10-21 20:30:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>4</td>\n",
       "      <td>10</td>\n",
       "      <td>2017</td>\n",
       "      <td>2017-10-05 04:00:00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    HOUR  MONTH  YEAR     OCCURRED_ON_DATE\n",
       "0     15      9  2017  2017-09-07 15:00:00\n",
       "1      2      5  2017  2017-05-21 02:00:00\n",
       "2     12      9  2017  2017-09-01 12:00:00\n",
       "3      9      9  2017  2017-09-01 09:00:00\n",
       "4     23     12  2017  2017-12-21 23:30:00\n",
       "5     23     12  2017  2017-12-21 23:30:00\n",
       "6     14     12  2017  2017-12-14 14:30:00\n",
       "7      2     10  2017  2017-10-09 02:40:00\n",
       "8     19     12  2017  2017-12-15 19:30:00\n",
       "9     20     10  2017  2017-10-21 20:30:00\n",
       "10     4     10  2017  2017-10-05 04:00:00"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Look at the temporal information in the dataframe\n",
    "crime_df.loc[:10, ('HOUR', 'MONTH', 'YEAR', 'OCCURRED_ON_DATE')]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Create timestamp field\n",
    "The dates from the API are in format `2017-03-08T21:34:00` (YYYY-MM-DDTHH:MM:SS). \n",
    "\n",
    "For spatial-temporal analysis with arcpy, we need to process this format of date into a `Timestamp` object as a new field in the DataFrame."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [],
   "source": [
    "import datetime as dt\n",
    "\n",
    "def process_date(input_date):\n",
    "    '''Function to process date in YYYY-MM-DDTHH:MM:SS format'''\n",
    "    try:\n",
    "        mydate = dt.datetime.strptime(input_date, '%Y-%m-%dT%H:%M:%S')\n",
    "    except ValueError: \n",
    "        mydate = dt.datetime.strptime(input_date, '%Y-%m-%d %H:%M:%S')\n",
    "    except:\n",
    "        mydate = dt.datetime.strptime('1700', '%Y')\n",
    "    return mydate"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>OCCURRED_ON_DATE</th>\n",
       "      <th>DateTime</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2017-09-07 15:00:00</td>\n",
       "      <td>2017-09-07 15:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2017-05-21 02:00:00</td>\n",
       "      <td>2017-05-21 02:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2017-09-01 12:00:00</td>\n",
       "      <td>2017-09-01 12:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2017-09-01 09:00:00</td>\n",
       "      <td>2017-09-01 09:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2017-12-21 23:30:00</td>\n",
       "      <td>2017-12-21 23:30:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>2017-12-21 23:30:00</td>\n",
       "      <td>2017-12-21 23:30:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>2017-12-14 14:30:00</td>\n",
       "      <td>2017-12-14 14:30:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>2017-10-09 02:40:00</td>\n",
       "      <td>2017-10-09 02:40:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>2017-12-15 19:30:00</td>\n",
       "      <td>2017-12-15 19:30:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>2017-10-21 20:30:00</td>\n",
       "      <td>2017-10-21 20:30:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>2017-10-05 04:00:00</td>\n",
       "      <td>2017-10-05 04:00:00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       OCCURRED_ON_DATE            DateTime\n",
       "0   2017-09-07 15:00:00 2017-09-07 15:00:00\n",
       "1   2017-05-21 02:00:00 2017-05-21 02:00:00\n",
       "2   2017-09-01 12:00:00 2017-09-01 12:00:00\n",
       "3   2017-09-01 09:00:00 2017-09-01 09:00:00\n",
       "4   2017-12-21 23:30:00 2017-12-21 23:30:00\n",
       "5   2017-12-21 23:30:00 2017-12-21 23:30:00\n",
       "6   2017-12-14 14:30:00 2017-12-14 14:30:00\n",
       "7   2017-10-09 02:40:00 2017-10-09 02:40:00\n",
       "8   2017-12-15 19:30:00 2017-12-15 19:30:00\n",
       "9   2017-10-21 20:30:00 2017-10-21 20:30:00\n",
       "10  2017-10-05 04:00:00 2017-10-05 04:00:00"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Calculate the new time column\n",
    "crime_df['DateTime'] = crime_df.apply((lambda x: process_date(x['OCCURRED_ON_DATE'])), axis=1)\n",
    "crime_df.loc[:10, ('OCCURRED_ON_DATE', 'DateTime')]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas._libs.tslibs.timestamps.Timestamp'>\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "DAY_OF_WEEK                    object\n",
       "DISTRICT                       object\n",
       "HOUR                            int64\n",
       "INCIDENT_NUMBER                object\n",
       "Lat                           float64\n",
       "Location                       object\n",
       "Long                          float64\n",
       "MONTH                           int64\n",
       "OCCURRED_ON_DATE               object\n",
       "OFFENSE_CODE                   object\n",
       "OFFENSE_CODE_GROUP             object\n",
       "OFFENSE_DESCRIPTION            object\n",
       "REPORTING_AREA                 object\n",
       "SHOOTING                       object\n",
       "STREET                         object\n",
       "UCR_PART                       object\n",
       "YEAR                            int64\n",
       "_full_text                     object\n",
       "_id                             int64\n",
       "DateTime               datetime64[ns]\n",
       "dtype: object"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Confirm that the new field is the correct Timestamp object we expect\n",
    "print(type(crime_df.iloc[0]['DateTime']))\n",
    "crime_df.dtypes"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Add an OBJECTID field"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [
    {
     "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>DAY_OF_WEEK</th>\n",
       "      <th>DISTRICT</th>\n",
       "      <th>HOUR</th>\n",
       "      <th>INCIDENT_NUMBER</th>\n",
       "      <th>Lat</th>\n",
       "      <th>Location</th>\n",
       "      <th>Long</th>\n",
       "      <th>MONTH</th>\n",
       "      <th>OCCURRED_ON_DATE</th>\n",
       "      <th>OFFENSE_CODE</th>\n",
       "      <th>...</th>\n",
       "      <th>OFFENSE_DESCRIPTION</th>\n",
       "      <th>REPORTING_AREA</th>\n",
       "      <th>SHOOTING</th>\n",
       "      <th>STREET</th>\n",
       "      <th>UCR_PART</th>\n",
       "      <th>YEAR</th>\n",
       "      <th>_full_text</th>\n",
       "      <th>_id</th>\n",
       "      <th>DateTime</th>\n",
       "      <th>OBJECTID</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>7348</th>\n",
       "      <td>Wednesday</td>\n",
       "      <td>B2</td>\n",
       "      <td>21</td>\n",
       "      <td>I152019928-00</td>\n",
       "      <td>42.342528</td>\n",
       "      <td>(42.34252789, -71.07678918)</td>\n",
       "      <td>-71.076789</td>\n",
       "      <td>3</td>\n",
       "      <td>2017-03-08 21:34:00</td>\n",
       "      <td>0423</td>\n",
       "      <td>...</td>\n",
       "      <td>ASSAULT &amp; BATTERY D/W - OTHER ON POLICE OFFICER</td>\n",
       "      <td>153</td>\n",
       "      <td>None</td>\n",
       "      <td>PEMBROKE ST</td>\n",
       "      <td>Part One</td>\n",
       "      <td>2017</td>\n",
       "      <td>'-00':2 '-03':16 '-08':17 '-71.07678918':30,32...</td>\n",
       "      <td>369440</td>\n",
       "      <td>2017-03-08 21:34:00</td>\n",
       "      <td>7349</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7349</th>\n",
       "      <td>Wednesday</td>\n",
       "      <td>B2</td>\n",
       "      <td>21</td>\n",
       "      <td>I152019928-00</td>\n",
       "      <td>42.342528</td>\n",
       "      <td>(42.34252789, -71.07678918)</td>\n",
       "      <td>-71.076789</td>\n",
       "      <td>3</td>\n",
       "      <td>2017-03-08 21:34:00</td>\n",
       "      <td>0803</td>\n",
       "      <td>...</td>\n",
       "      <td>A&amp;B ON POLICE OFFICER</td>\n",
       "      <td>153</td>\n",
       "      <td>None</td>\n",
       "      <td>PEMBROKE ST</td>\n",
       "      <td>Part Two</td>\n",
       "      <td>2017</td>\n",
       "      <td>'-00':2 '-03':14 '-08':15 '-71.07678918':28,30...</td>\n",
       "      <td>369441</td>\n",
       "      <td>2017-03-08 21:34:00</td>\n",
       "      <td>7350</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7350</th>\n",
       "      <td>Wednesday</td>\n",
       "      <td>B2</td>\n",
       "      <td>21</td>\n",
       "      <td>I152019928-00</td>\n",
       "      <td>42.342528</td>\n",
       "      <td>(42.34252789, -71.07678918)</td>\n",
       "      <td>-71.076789</td>\n",
       "      <td>3</td>\n",
       "      <td>2017-03-08 21:34:00</td>\n",
       "      <td>0803</td>\n",
       "      <td>...</td>\n",
       "      <td>A&amp;B ON POLICE OFFICER</td>\n",
       "      <td>153</td>\n",
       "      <td>None</td>\n",
       "      <td>PEMBROKE ST</td>\n",
       "      <td>Part Two</td>\n",
       "      <td>2017</td>\n",
       "      <td>'-00':2 '-03':14 '-08':15 '-71.07678918':28,30...</td>\n",
       "      <td>369442</td>\n",
       "      <td>2017-03-08 21:34:00</td>\n",
       "      <td>7351</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>3 rows × 21 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     DAY_OF_WEEK DISTRICT  HOUR INCIDENT_NUMBER        Lat  \\\n",
       "7348   Wednesday       B2    21   I152019928-00  42.342528   \n",
       "7349   Wednesday       B2    21   I152019928-00  42.342528   \n",
       "7350   Wednesday       B2    21   I152019928-00  42.342528   \n",
       "\n",
       "                         Location       Long  MONTH     OCCURRED_ON_DATE  \\\n",
       "7348  (42.34252789, -71.07678918) -71.076789      3  2017-03-08 21:34:00   \n",
       "7349  (42.34252789, -71.07678918) -71.076789      3  2017-03-08 21:34:00   \n",
       "7350  (42.34252789, -71.07678918) -71.076789      3  2017-03-08 21:34:00   \n",
       "\n",
       "     OFFENSE_CODE   ...                                 OFFENSE_DESCRIPTION  \\\n",
       "7348         0423   ...     ASSAULT & BATTERY D/W - OTHER ON POLICE OFFICER   \n",
       "7349         0803   ...                               A&B ON POLICE OFFICER   \n",
       "7350         0803   ...                               A&B ON POLICE OFFICER   \n",
       "\n",
       "     REPORTING_AREA SHOOTING       STREET  UCR_PART  YEAR  \\\n",
       "7348            153     None  PEMBROKE ST  Part One  2017   \n",
       "7349            153     None  PEMBROKE ST  Part Two  2017   \n",
       "7350            153     None  PEMBROKE ST  Part Two  2017   \n",
       "\n",
       "                                             _full_text     _id  \\\n",
       "7348  '-00':2 '-03':16 '-08':17 '-71.07678918':30,32...  369440   \n",
       "7349  '-00':2 '-03':14 '-08':15 '-71.07678918':28,30...  369441   \n",
       "7350  '-00':2 '-03':14 '-08':15 '-71.07678918':28,30...  369442   \n",
       "\n",
       "                DateTime OBJECTID  \n",
       "7348 2017-03-08 21:34:00     7349  \n",
       "7349 2017-03-08 21:34:00     7350  \n",
       "7350 2017-03-08 21:34:00     7351  \n",
       "\n",
       "[3 rows x 21 columns]"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "crime_df['OBJECTID'] = list(range(1, len(crime_df) + 1))\n",
    "crime_df.tail(3)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Examine the coordinates\n",
    "\n",
    "If any of the coordinates are missing we will not be able to create a point for the incident. We will use the dataframe to interrogate the coordinates column and look for missing or odd values."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\n",
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       "    }\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>OBJECTID</th>\n",
       "      <th>Lat</th>\n",
       "      <th>Long</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>42.268024</td>\n",
       "      <td>-71.093011</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>42.364754</td>\n",
       "      <td>-71.054695</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>42.333267</td>\n",
       "      <td>-71.050481</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>-1.000000</td>\n",
       "      <td>-1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>42.347174</td>\n",
       "      <td>-71.096444</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>6</td>\n",
       "      <td>42.347174</td>\n",
       "      <td>-71.096444</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>7</td>\n",
       "      <td>42.330398</td>\n",
       "      <td>-71.051270</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>8</td>\n",
       "      <td>42.243807</td>\n",
       "      <td>-71.143743</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>9</td>\n",
       "      <td>42.338027</td>\n",
       "      <td>-71.054929</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>10</td>\n",
       "      <td>42.366435</td>\n",
       "      <td>-71.061354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>11</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>12</td>\n",
       "      <td>42.278298</td>\n",
       "      <td>-71.138591</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>13</td>\n",
       "      <td>42.321675</td>\n",
       "      <td>-71.091954</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>14</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>15</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    OBJECTID        Lat       Long\n",
       "0          1  42.268024 -71.093011\n",
       "1          2  42.364754 -71.054695\n",
       "2          3  42.333267 -71.050481\n",
       "3          4  -1.000000  -1.000000\n",
       "4          5  42.347174 -71.096444\n",
       "5          6  42.347174 -71.096444\n",
       "6          7  42.330398 -71.051270\n",
       "7          8  42.243807 -71.143743\n",
       "8          9  42.338027 -71.054929\n",
       "9         10  42.366435 -71.061354\n",
       "10        11        NaN        NaN\n",
       "11        12  42.278298 -71.138591\n",
       "12        13  42.321675 -71.091954\n",
       "13        14        NaN        NaN\n",
       "14        15        NaN        NaN"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Check if there are any invalid Lat and Long that can't be plot on to map\n",
    "crime_df.loc[:, ('OBJECTID', 'Lat', 'Long')].head(15)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "There are NaNs, and for Boston a (long,lat) of (-1.0, -1.0) is an invalid coordinate. We will need to filter this out of the data set we use to create points."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can now use a query on the data frame to remove null and -1 values. A property of NaN values is that they do not return true when compared to themselves, so we can use that in our query. We also filter out -1 values. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\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>OBJECTID</th>\n",
       "      <th>Lat</th>\n",
       "      <th>Long</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
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       "      <th>0</th>\n",
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       "      <th>1</th>\n",
       "      <td>2</td>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>42.333267</td>\n",
       "      <td>-71.050481</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>42.347174</td>\n",
       "      <td>-71.096444</td>\n",
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       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>6</td>\n",
       "      <td>42.347174</td>\n",
       "      <td>-71.096444</td>\n",
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       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>7</td>\n",
       "      <td>42.330398</td>\n",
       "      <td>-71.051270</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>8</td>\n",
       "      <td>42.243807</td>\n",
       "      <td>-71.143743</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>9</td>\n",
       "      <td>42.338027</td>\n",
       "      <td>-71.054929</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>10</td>\n",
       "      <td>42.366435</td>\n",
       "      <td>-71.061354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>12</td>\n",
       "      <td>42.278298</td>\n",
       "      <td>-71.138591</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>13</td>\n",
       "      <td>42.321675</td>\n",
       "      <td>-71.091954</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>17</td>\n",
       "      <td>42.333112</td>\n",
       "      <td>-71.072764</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>18</td>\n",
       "      <td>42.336063</td>\n",
       "      <td>-71.107828</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>19</td>\n",
       "      <td>42.366054</td>\n",
       "      <td>-71.033262</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>20</td>\n",
       "      <td>42.332547</td>\n",
       "      <td>-71.072124</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    OBJECTID        Lat       Long\n",
       "0          1  42.268024 -71.093011\n",
       "1          2  42.364754 -71.054695\n",
       "2          3  42.333267 -71.050481\n",
       "4          5  42.347174 -71.096444\n",
       "5          6  42.347174 -71.096444\n",
       "6          7  42.330398 -71.051270\n",
       "7          8  42.243807 -71.143743\n",
       "8          9  42.338027 -71.054929\n",
       "9         10  42.366435 -71.061354\n",
       "11        12  42.278298 -71.138591\n",
       "12        13  42.321675 -71.091954\n",
       "16        17  42.333112 -71.072764\n",
       "17        18  42.336063 -71.107828\n",
       "18        19  42.366054 -71.033262\n",
       "19        20  42.332547 -71.072124"
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Remove locations with no coordinates\n",
    "crime_clean_df = crime_df.query('(Long == Long) and (Long != -1)').copy()\n",
    "# Print out the first 15 records to check if invalid entries have been removed correctly\n",
    "crime_clean_df.loc[:, ('OBJECTID', 'Lat', 'Long')].head(15)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [],
   "source": [
    "cleaned_number_of_records = len(crime_clean_df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "From the API we recieved 7351 records. After cleaning 6849 records remained. This works out to 3.54% of data dropped during cleaning.\n"
     ]
    }
   ],
   "source": [
    "percent_records_dropped = (original_number_of_records - cleaned_number_of_records)/(cleaned_number_of_records+original_number_of_records) * 100\n",
    "print(\"From the API we recieved {} records. After cleaning {} \"\\\n",
    "      \"records remained. This works out to {:.2f}% of data dropped during cleaning.\".format(original_number_of_records, cleaned_number_of_records,\n",
    "                                                                                       percent_records_dropped))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Create spatial version of crime data\n",
    "\n",
    "The longitude and latitude (x, y) coordinates in the data can be used to create points for the location of each crime incident. The spatially enabled dataframe has a method [from_xy](https://esri.github.io/arcgis-python-api/apidoc/html/arcgis.features.toc.html?highlight=from_xy#arcgis.features.SpatialDataFrame.from_xy) to create points from a dataframe."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [
    {
     "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>DAY_OF_WEEK</th>\n",
       "      <th>DISTRICT</th>\n",
       "      <th>HOUR</th>\n",
       "      <th>INCIDENT_NUMBER</th>\n",
       "      <th>Lat</th>\n",
       "      <th>Location</th>\n",
       "      <th>Long</th>\n",
       "      <th>MONTH</th>\n",
       "      <th>OCCURRED_ON_DATE</th>\n",
       "      <th>OFFENSE_CODE</th>\n",
       "      <th>...</th>\n",
       "      <th>REPORTING_AREA</th>\n",
       "      <th>SHOOTING</th>\n",
       "      <th>STREET</th>\n",
       "      <th>UCR_PART</th>\n",
       "      <th>YEAR</th>\n",
       "      <th>_full_text</th>\n",
       "      <th>_id</th>\n",
       "      <th>DateTime</th>\n",
       "      <th>OBJECTID</th>\n",
       "      <th>SHAPE</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Thursday</td>\n",
       "      <td>B3</td>\n",
       "      <td>15</td>\n",
       "      <td>I182055984</td>\n",
       "      <td>42.268024</td>\n",
       "      <td>(42.26802400, -71.09301057)</td>\n",
       "      <td>-71.093011</td>\n",
       "      <td>9</td>\n",
       "      <td>2017-09-07 15:00:00</td>\n",
       "      <td>00413</td>\n",
       "      <td>...</td>\n",
       "      <td>426</td>\n",
       "      <td>None</td>\n",
       "      <td>RIVER ST</td>\n",
       "      <td>Part One</td>\n",
       "      <td>2017</td>\n",
       "      <td>'-07':12 '-09':11 '-71.09301057':25,27 '00':14...</td>\n",
       "      <td>63361</td>\n",
       "      <td>2017-09-07 15:00:00</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"x\": -71.09301057, \"y\": 42.268024, \"spatialRe...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Sunday</td>\n",
       "      <td>A1</td>\n",
       "      <td>2</td>\n",
       "      <td>I182048754</td>\n",
       "      <td>42.364754</td>\n",
       "      <td>(42.36475392, -71.05469547)</td>\n",
       "      <td>-71.054695</td>\n",
       "      <td>5</td>\n",
       "      <td>2017-05-21 02:00:00</td>\n",
       "      <td>00802</td>\n",
       "      <td>...</td>\n",
       "      <td>84</td>\n",
       "      <td>None</td>\n",
       "      <td>PRINCE ST</td>\n",
       "      <td>Part Two</td>\n",
       "      <td>2017</td>\n",
       "      <td>'-05':11 '-21':12 '-71.05469547':25,27 '00':14...</td>\n",
       "      <td>70308</td>\n",
       "      <td>2017-05-21 02:00:00</td>\n",
       "      <td>2</td>\n",
       "      <td>{\"x\": -71.05469547, \"y\": 42.36475392, \"spatial...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Friday</td>\n",
       "      <td>C6</td>\n",
       "      <td>12</td>\n",
       "      <td>I182044336</td>\n",
       "      <td>42.333267</td>\n",
       "      <td>(42.33326722, -71.05048119)</td>\n",
       "      <td>-71.050481</td>\n",
       "      <td>9</td>\n",
       "      <td>2017-09-01 12:00:00</td>\n",
       "      <td>00802</td>\n",
       "      <td>...</td>\n",
       "      <td>216</td>\n",
       "      <td>None</td>\n",
       "      <td>DORCHESTER ST</td>\n",
       "      <td>Part Two</td>\n",
       "      <td>2017</td>\n",
       "      <td>'-01':12 '-09':11 '-71.05048119':25,27 '00':14...</td>\n",
       "      <td>74505</td>\n",
       "      <td>2017-09-01 12:00:00</td>\n",
       "      <td>3</td>\n",
       "      <td>{\"x\": -71.05048119, \"y\": 42.33326722, \"spatial...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Thursday</td>\n",
       "      <td>D4</td>\n",
       "      <td>23</td>\n",
       "      <td>I182031535</td>\n",
       "      <td>42.347174</td>\n",
       "      <td>(42.34717363, -71.09644390)</td>\n",
       "      <td>-71.096444</td>\n",
       "      <td>12</td>\n",
       "      <td>2017-12-21 23:30:00</td>\n",
       "      <td>00413</td>\n",
       "      <td>...</td>\n",
       "      <td>624</td>\n",
       "      <td>None</td>\n",
       "      <td>LANSDOWNE ST</td>\n",
       "      <td>Part One</td>\n",
       "      <td>2017</td>\n",
       "      <td>'-12':11 '-21':12 '-71.0964439':25 '-71.096443...</td>\n",
       "      <td>86636</td>\n",
       "      <td>2017-12-21 23:30:00</td>\n",
       "      <td>5</td>\n",
       "      <td>{\"x\": -71.0964439, \"y\": 42.34717363, \"spatialR...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>Thursday</td>\n",
       "      <td>D4</td>\n",
       "      <td>23</td>\n",
       "      <td>I182031535</td>\n",
       "      <td>42.347174</td>\n",
       "      <td>(42.34717363, -71.09644390)</td>\n",
       "      <td>-71.096444</td>\n",
       "      <td>12</td>\n",
       "      <td>2017-12-21 23:30:00</td>\n",
       "      <td>00802</td>\n",
       "      <td>...</td>\n",
       "      <td>624</td>\n",
       "      <td>None</td>\n",
       "      <td>LANSDOWNE ST</td>\n",
       "      <td>Part Two</td>\n",
       "      <td>2017</td>\n",
       "      <td>'-12':11 '-21':12 '-71.0964439':25 '-71.096443...</td>\n",
       "      <td>86637</td>\n",
       "      <td>2017-12-21 23:30:00</td>\n",
       "      <td>6</td>\n",
       "      <td>{\"x\": -71.0964439, \"y\": 42.34717363, \"spatialR...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 22 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "  DAY_OF_WEEK DISTRICT  HOUR INCIDENT_NUMBER        Lat  \\\n",
       "0    Thursday       B3    15      I182055984  42.268024   \n",
       "1      Sunday       A1     2      I182048754  42.364754   \n",
       "2      Friday       C6    12      I182044336  42.333267   \n",
       "4    Thursday       D4    23      I182031535  42.347174   \n",
       "5    Thursday       D4    23      I182031535  42.347174   \n",
       "\n",
       "                      Location       Long  MONTH     OCCURRED_ON_DATE  \\\n",
       "0  (42.26802400, -71.09301057) -71.093011      9  2017-09-07 15:00:00   \n",
       "1  (42.36475392, -71.05469547) -71.054695      5  2017-05-21 02:00:00   \n",
       "2  (42.33326722, -71.05048119) -71.050481      9  2017-09-01 12:00:00   \n",
       "4  (42.34717363, -71.09644390) -71.096444     12  2017-12-21 23:30:00   \n",
       "5  (42.34717363, -71.09644390) -71.096444     12  2017-12-21 23:30:00   \n",
       "\n",
       "  OFFENSE_CODE                        ...                          \\\n",
       "0        00413                        ...                           \n",
       "1        00802                        ...                           \n",
       "2        00802                        ...                           \n",
       "4        00413                        ...                           \n",
       "5        00802                        ...                           \n",
       "\n",
       "  REPORTING_AREA SHOOTING         STREET  UCR_PART  YEAR  \\\n",
       "0            426     None       RIVER ST  Part One  2017   \n",
       "1             84     None      PRINCE ST  Part Two  2017   \n",
       "2            216     None  DORCHESTER ST  Part Two  2017   \n",
       "4            624     None   LANSDOWNE ST  Part One  2017   \n",
       "5            624     None   LANSDOWNE ST  Part Two  2017   \n",
       "\n",
       "                                          _full_text    _id  \\\n",
       "0  '-07':12 '-09':11 '-71.09301057':25,27 '00':14...  63361   \n",
       "1  '-05':11 '-21':12 '-71.05469547':25,27 '00':14...  70308   \n",
       "2  '-01':12 '-09':11 '-71.05048119':25,27 '00':14...  74505   \n",
       "4  '-12':11 '-21':12 '-71.0964439':25 '-71.096443...  86636   \n",
       "5  '-12':11 '-21':12 '-71.0964439':25 '-71.096443...  86637   \n",
       "\n",
       "             DateTime  OBJECTID  \\\n",
       "0 2017-09-07 15:00:00         1   \n",
       "1 2017-05-21 02:00:00         2   \n",
       "2 2017-09-01 12:00:00         3   \n",
       "4 2017-12-21 23:30:00         5   \n",
       "5 2017-12-21 23:30:00         6   \n",
       "\n",
       "                                               SHAPE  \n",
       "0  {\"x\": -71.09301057, \"y\": 42.268024, \"spatialRe...  \n",
       "1  {\"x\": -71.05469547, \"y\": 42.36475392, \"spatial...  \n",
       "2  {\"x\": -71.05048119, \"y\": 42.33326722, \"spatial...  \n",
       "4  {\"x\": -71.0964439, \"y\": 42.34717363, \"spatialR...  \n",
       "5  {\"x\": -71.0964439, \"y\": 42.34717363, \"spatialR...  \n",
       "\n",
       "[5 rows x 22 columns]"
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create spatially enabled data frame with x, y coordinates\n",
    "crime_sedf = pd.DataFrame.spatial.from_xy(crime_clean_df, 'Long', 'Lat')\n",
    "# Check the fields in SeDF, you can notice one new field: SHAPE\n",
    "crime_sedf.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "DAY_OF_WEEK                    object\n",
       "DISTRICT                       object\n",
       "HOUR                            int64\n",
       "INCIDENT_NUMBER                object\n",
       "Lat                           float64\n",
       "Location                       object\n",
       "Long                          float64\n",
       "MONTH                           int64\n",
       "OCCURRED_ON_DATE               object\n",
       "OFFENSE_CODE                   object\n",
       "OFFENSE_CODE_GROUP             object\n",
       "OFFENSE_DESCRIPTION            object\n",
       "REPORTING_AREA                 object\n",
       "SHOOTING                       object\n",
       "STREET                         object\n",
       "UCR_PART                       object\n",
       "YEAR                            int64\n",
       "_full_text                     object\n",
       "_id                             int64\n",
       "DateTime               datetime64[ns]\n",
       "OBJECTID                        int64\n",
       "SHAPE                        geometry\n",
       "dtype: object"
      ]
     },
     "execution_count": 44,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# We can see a new field SHAPE is added as the last column in the dataframe, and it's type is geometry\n",
    "crime_sedf.dtypes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'wkid': 4326}"
      ]
     },
     "execution_count": 45,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "crime_sedf.spatial.sr"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "`4326` is the most common spatial reference for storing a referencing data across the entire world. It serves as the default for both the PostGIS spatial database and the GeoJSON standard. It is also used by default in most web mapping libraries. Because of its use in GPS, 4326 is generally assumed to be the spatial reference when talking about \"latitude\" or \"longitude\".\n",
    "\n",
    "When the dataframe has WKID = 4326, we don't need to convert it to WKID = 3857 before plotting to the map."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {},
   "outputs": [],
   "source": [
    "# set it to the same as the map we are going to plot, if you have trouble plotting it.\n",
    "# crime_sedf.spatial.sr = {'latestWkid': 3857, 'wkid': 102100}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we can look at the police precincts and crime incident data in a map"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 135,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "6c4f250ed55946a6b2b026756e504c60",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "MapView(jupyter_target='notebook', layout=Layout(height='400px', width='100%'), ready=True, zoom=10.0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<div class=\"map-static-img-preview-e3c6e75e-b88f-4e9b-aea0-7ff4d2b3bd7f\"><img 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\"></img></div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "my_map = gis.map(\"Boston\")\n",
    "my_map"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Add precint polygons\n",
    "precincts_sedf.spatial.plot(my_map, \n",
    "                            symbol_type = \"simple\",\n",
    "                            cmap = [90,180,172,225],\n",
    "                            outline_color = [225,225,225,255],\n",
    "                            line_width = 0.5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 49,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Add crime points\n",
    "# limit number of points to 1000 to speed it up\n",
    "crime_sedf.copy().loc[:1000].spatial.plot(my_map, \n",
    "                                          marker_size=3, \n",
    "                                          cmap = [45,0,75, 225],\n",
    "                                          line_width = 0)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Publish the cleaned dataset into a web layer\n",
    "Now that you have downloaded and cleaned the crime data, you can publish that into a web layer into your GIS for analysis later."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "metadata": {},
   "outputs": [],
   "source": [
    "crime_points_layer = crime_sedf.spatial.to_featurelayer(title='Boston crime cleaned 2017', \n",
    "                                   tags=['boston','crime','police','2017'])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 2. Perform an exploratory data analysis of the data"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this exploratory data analysis we will look into the data and learn more about the story it is telling us. Since crimes occur in time we are particularily interested in temporal patterns. Temporal patterns could be used to adjust patrols and anticipate times with the most incidents. In order to aggregate our data by time easily we create a copy of the crime dataframe and set its index to use the DateTime field."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "6849"
      ]
     },
     "execution_count": 51,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(crime_sedf)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Craete a copy of the cleaned crime sedf\n",
    "crime_df_time_index = crime_sedf.copy()\n",
    "\n",
    "# Switch the index to use the DateTime column so we can aggregate by time periods\n",
    "crime_df_time_index.index=crime_df_time_index['DateTime']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Imports for plotting in Bokeh\n",
    "\n",
    "import numpy as np\n",
    "from bokeh.io import output_notebook, output_file, show\n",
    "from bokeh.plotting import figure\n",
    "from bokeh.models import Legend, Range1d\n",
    "from bokeh.embed import file_html\n",
    "from bokeh.resources import CDN"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "    <div class=\"bk-root\">\n",
       "        <a href=\"https://bokeh.pydata.org\" target=\"_blank\" class=\"bk-logo bk-logo-small bk-logo-notebook\"></a>\n",
       "        <span id=\"3fa988c7-a464-4d1c-b335-d4d083e325f8\">Loading BokehJS ...</span>\n",
       "    </div>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "(function(root) {\n",
       "  function now() {\n",
       "    return new Date();\n",
       "  }\n",
       "\n",
       "  var force = true;\n",
       "\n",
       "  if (typeof (root._bokeh_onload_callbacks) === \"undefined\" || force === true) {\n",
       "    root._bokeh_onload_callbacks = [];\n",
       "    root._bokeh_is_loading = undefined;\n",
       "  }\n",
       "\n",
       "  var JS_MIME_TYPE = 'application/javascript';\n",
       "  var HTML_MIME_TYPE = 'text/html';\n",
       "  var EXEC_MIME_TYPE = 'application/vnd.bokehjs_exec.v0+json';\n",
       "  var CLASS_NAME = 'output_bokeh rendered_html';\n",
       "\n",
       "  /**\n",
       "   * Render data to the DOM node\n",
       "   */\n",
       "  function render(props, node) {\n",
       "    var script = document.createElement(\"script\");\n",
       "    node.appendChild(script);\n",
       "  }\n",
       "\n",
       "  /**\n",
       "   * Handle when an output is cleared or removed\n",
       "   */\n",
       "  function handleClearOutput(event, handle) {\n",
       "    var cell = handle.cell;\n",
       "\n",
       "    var id = cell.output_area._bokeh_element_id;\n",
       "    var server_id = cell.output_area._bokeh_server_id;\n",
       "    // Clean up Bokeh references\n",
       "    if (id != null && id in Bokeh.index) {\n",
       "      Bokeh.index[id].model.document.clear();\n",
       "      delete Bokeh.index[id];\n",
       "    }\n",
       "\n",
       "    if (server_id !== undefined) {\n",
       "      // Clean up Bokeh references\n",
       "      var cmd = \"from bokeh.io.state import curstate; print(curstate().uuid_to_server['\" + server_id + \"'].get_sessions()[0].document.roots[0]._id)\";\n",
       "      cell.notebook.kernel.execute(cmd, {\n",
       "        iopub: {\n",
       "          output: function(msg) {\n",
       "            var id = msg.content.text.trim();\n",
       "            if (id in Bokeh.index) {\n",
       "              Bokeh.index[id].model.document.clear();\n",
       "              delete Bokeh.index[id];\n",
       "            }\n",
       "          }\n",
       "        }\n",
       "      });\n",
       "      // Destroy server and session\n",
       "      var cmd = \"import bokeh.io.notebook as ion; ion.destroy_server('\" + server_id + \"')\";\n",
       "      cell.notebook.kernel.execute(cmd);\n",
       "    }\n",
       "  }\n",
       "\n",
       "  /**\n",
       "   * Handle when a new output is added\n",
       "   */\n",
       "  function handleAddOutput(event, handle) {\n",
       "    var output_area = handle.output_area;\n",
       "    var output = handle.output;\n",
       "\n",
       "    // limit handleAddOutput to display_data with EXEC_MIME_TYPE content only\n",
       "    if ((output.output_type != \"display_data\") || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n",
       "      return\n",
       "    }\n",
       "\n",
       "    var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n",
       "\n",
       "    if (output.metadata[EXEC_MIME_TYPE][\"id\"] !== undefined) {\n",
       "      toinsert[toinsert.length - 1].firstChild.textContent = output.data[JS_MIME_TYPE];\n",
       "      // store reference to embed id on output_area\n",
       "      output_area._bokeh_element_id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n",
       "    }\n",
       "    if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n",
       "      var bk_div = document.createElement(\"div\");\n",
       "      bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n",
       "      var script_attrs = bk_div.children[0].attributes;\n",
       "      for (var i = 0; i < script_attrs.length; i++) {\n",
       "        toinsert[toinsert.length - 1].firstChild.setAttribute(script_attrs[i].name, script_attrs[i].value);\n",
       "      }\n",
       "      // store reference to server id on output_area\n",
       "      output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n",
       "    }\n",
       "  }\n",
       "\n",
       "  function register_renderer(events, OutputArea) {\n",
       "\n",
       "    function append_mime(data, metadata, element) {\n",
       "      // create a DOM node to render to\n",
       "      var toinsert = this.create_output_subarea(\n",
       "        metadata,\n",
       "        CLASS_NAME,\n",
       "        EXEC_MIME_TYPE\n",
       "      );\n",
       "      this.keyboard_manager.register_events(toinsert);\n",
       "      // Render to node\n",
       "      var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n",
       "      render(props, toinsert[toinsert.length - 1]);\n",
       "      element.append(toinsert);\n",
       "      return toinsert\n",
       "    }\n",
       "\n",
       "    /* Handle when an output is cleared or removed */\n",
       "    events.on('clear_output.CodeCell', handleClearOutput);\n",
       "    events.on('delete.Cell', handleClearOutput);\n",
       "\n",
       "    /* Handle when a new output is added */\n",
       "    events.on('output_added.OutputArea', handleAddOutput);\n",
       "\n",
       "    /**\n",
       "     * Register the mime type and append_mime function with output_area\n",
       "     */\n",
       "    OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n",
       "      /* Is output safe? */\n",
       "      safe: true,\n",
       "      /* Index of renderer in `output_area.display_order` */\n",
       "      index: 0\n",
       "    });\n",
       "  }\n",
       "\n",
       "  // register the mime type if in Jupyter Notebook environment and previously unregistered\n",
       "  if (root.Jupyter !== undefined) {\n",
       "    var events = require('base/js/events');\n",
       "    var OutputArea = require('notebook/js/outputarea').OutputArea;\n",
       "\n",
       "    if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n",
       "      register_renderer(events, OutputArea);\n",
       "    }\n",
       "  }\n",
       "\n",
       "  \n",
       "  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n",
       "    root._bokeh_timeout = Date.now() + 5000;\n",
       "    root._bokeh_failed_load = false;\n",
       "  }\n",
       "\n",
       "  var NB_LOAD_WARNING = {'data': {'text/html':\n",
       "     \"<div style='background-color: #fdd'>\\n\"+\n",
       "     \"<p>\\n\"+\n",
       "     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n",
       "     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n",
       "     \"</p>\\n\"+\n",
       "     \"<ul>\\n\"+\n",
       "     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n",
       "     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n",
       "     \"</ul>\\n\"+\n",
       "     \"<code>\\n\"+\n",
       "     \"from bokeh.resources import INLINE\\n\"+\n",
       "     \"output_notebook(resources=INLINE)\\n\"+\n",
       "     \"</code>\\n\"+\n",
       "     \"</div>\"}};\n",
       "\n",
       "  function display_loaded() {\n",
       "    var el = document.getElementById(\"3fa988c7-a464-4d1c-b335-d4d083e325f8\");\n",
       "    if (el != null) {\n",
       "      el.textContent = \"BokehJS is loading...\";\n",
       "    }\n",
       "    if (root.Bokeh !== undefined) {\n",
       "      if (el != null) {\n",
       "        el.textContent = \"BokehJS \" + root.Bokeh.version + \" successfully loaded.\";\n",
       "      }\n",
       "    } else if (Date.now() < root._bokeh_timeout) {\n",
       "      setTimeout(display_loaded, 100)\n",
       "    }\n",
       "  }\n",
       "\n",
       "\n",
       "  function run_callbacks() {\n",
       "    try {\n",
       "      root._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n",
       "    }\n",
       "    finally {\n",
       "      delete root._bokeh_onload_callbacks\n",
       "    }\n",
       "    console.info(\"Bokeh: all callbacks have finished\");\n",
       "  }\n",
       "\n",
       "  function load_libs(js_urls, callback) {\n",
       "    root._bokeh_onload_callbacks.push(callback);\n",
       "    if (root._bokeh_is_loading > 0) {\n",
       "      console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
       "      return null;\n",
       "    }\n",
       "    if (js_urls == null || js_urls.length === 0) {\n",
       "      run_callbacks();\n",
       "      return null;\n",
       "    }\n",
       "    console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
       "    root._bokeh_is_loading = js_urls.length;\n",
       "    for (var i = 0; i < js_urls.length; i++) {\n",
       "      var url = js_urls[i];\n",
       "      var s = document.createElement('script');\n",
       "      s.src = url;\n",
       "      s.async = false;\n",
       "      s.onreadystatechange = s.onload = function() {\n",
       "        root._bokeh_is_loading--;\n",
       "        if (root._bokeh_is_loading === 0) {\n",
       "          console.log(\"Bokeh: all BokehJS libraries loaded\");\n",
       "          run_callbacks()\n",
       "        }\n",
       "      };\n",
       "      s.onerror = function() {\n",
       "        console.warn(\"failed to load library \" + url);\n",
       "      };\n",
       "      console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
       "      document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
       "    }\n",
       "  };var element = document.getElementById(\"3fa988c7-a464-4d1c-b335-d4d083e325f8\");\n",
       "  if (element == null) {\n",
       "    console.log(\"Bokeh: ERROR: autoload.js configured with elementid '3fa988c7-a464-4d1c-b335-d4d083e325f8' but no matching script tag was found. \")\n",
       "    return false;\n",
       "  }\n",
       "\n",
       "  var js_urls = [\"https://cdn.pydata.org/bokeh/release/bokeh-0.13.0.min.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-widgets-0.13.0.min.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-tables-0.13.0.min.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-gl-0.13.0.min.js\"];\n",
       "\n",
       "  var inline_js = [\n",
       "    function(Bokeh) {\n",
       "      Bokeh.set_log_level(\"info\");\n",
       "    },\n",
       "    \n",
       "    function(Bokeh) {\n",
       "      \n",
       "    },\n",
       "    function(Bokeh) {\n",
       "      console.log(\"Bokeh: injecting CSS: https://cdn.pydata.org/bokeh/release/bokeh-0.13.0.min.css\");\n",
       "      Bokeh.embed.inject_css(\"https://cdn.pydata.org/bokeh/release/bokeh-0.13.0.min.css\");\n",
       "      console.log(\"Bokeh: injecting CSS: https://cdn.pydata.org/bokeh/release/bokeh-widgets-0.13.0.min.css\");\n",
       "      Bokeh.embed.inject_css(\"https://cdn.pydata.org/bokeh/release/bokeh-widgets-0.13.0.min.css\");\n",
       "      console.log(\"Bokeh: injecting CSS: https://cdn.pydata.org/bokeh/release/bokeh-tables-0.13.0.min.css\");\n",
       "      Bokeh.embed.inject_css(\"https://cdn.pydata.org/bokeh/release/bokeh-tables-0.13.0.min.css\");\n",
       "    }\n",
       "  ];\n",
       "\n",
       "  function run_inline_js() {\n",
       "    \n",
       "    if ((root.Bokeh !== undefined) || (force === true)) {\n",
       "      for (var i = 0; i < inline_js.length; i++) {\n",
       "        inline_js[i].call(root, root.Bokeh);\n",
       "      }if (force === true) {\n",
       "        display_loaded();\n",
       "      }} else if (Date.now() < root._bokeh_timeout) {\n",
       "      setTimeout(run_inline_js, 100);\n",
       "    } else if (!root._bokeh_failed_load) {\n",
       "      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
       "      root._bokeh_failed_load = true;\n",
       "    } else if (force !== true) {\n",
       "      var cell = $(document.getElementById(\"3fa988c7-a464-4d1c-b335-d4d083e325f8\")).parents('.cell').data().cell;\n",
       "      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n",
       "    }\n",
       "\n",
       "  }\n",
       "\n",
       "  if (root._bokeh_is_loading === 0) {\n",
       "    console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
       "    run_inline_js();\n",
       "  } else {\n",
       "    load_libs(js_urls, function() {\n",
       "      console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n",
       "      run_inline_js();\n",
       "    });\n",
       "  }\n",
       "}(window));"
      ],
      "application/vnd.bokehjs_load.v0+json": "\n(function(root) {\n  function now() {\n    return new Date();\n  }\n\n  var force = true;\n\n  if (typeof (root._bokeh_onload_callbacks) === \"undefined\" || force === true) {\n    root._bokeh_onload_callbacks = [];\n    root._bokeh_is_loading = undefined;\n  }\n\n  \n\n  \n  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n    root._bokeh_timeout = Date.now() + 5000;\n    root._bokeh_failed_load = false;\n  }\n\n  var NB_LOAD_WARNING = {'data': {'text/html':\n     \"<div style='background-color: #fdd'>\\n\"+\n     \"<p>\\n\"+\n     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n     \"</p>\\n\"+\n     \"<ul>\\n\"+\n     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n     \"</ul>\\n\"+\n     \"<code>\\n\"+\n     \"from bokeh.resources import INLINE\\n\"+\n     \"output_notebook(resources=INLINE)\\n\"+\n     \"</code>\\n\"+\n     \"</div>\"}};\n\n  function display_loaded() {\n    var el = document.getElementById(\"3fa988c7-a464-4d1c-b335-d4d083e325f8\");\n    if (el != null) {\n      el.textContent = \"BokehJS is loading...\";\n    }\n    if (root.Bokeh !== undefined) {\n      if (el != null) {\n        el.textContent = \"BokehJS \" + root.Bokeh.version + \" successfully loaded.\";\n      }\n    } else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(display_loaded, 100)\n    }\n  }\n\n\n  function run_callbacks() {\n    try {\n      root._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n    }\n    finally {\n      delete root._bokeh_onload_callbacks\n    }\n    console.info(\"Bokeh: all callbacks have finished\");\n  }\n\n  function load_libs(js_urls, callback) {\n    root._bokeh_onload_callbacks.push(callback);\n    if (root._bokeh_is_loading > 0) {\n      console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n      return null;\n    }\n    if (js_urls == null || js_urls.length === 0) {\n      run_callbacks();\n      return null;\n    }\n    console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n    root._bokeh_is_loading = js_urls.length;\n    for (var i = 0; i < js_urls.length; i++) {\n      var url = js_urls[i];\n      var s = document.createElement('script');\n      s.src = url;\n      s.async = false;\n      s.onreadystatechange = s.onload = function() {\n        root._bokeh_is_loading--;\n        if (root._bokeh_is_loading === 0) {\n          console.log(\"Bokeh: all BokehJS libraries loaded\");\n          run_callbacks()\n        }\n      };\n      s.onerror = function() {\n        console.warn(\"failed to load library \" + url);\n      };\n      console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n      document.getElementsByTagName(\"head\")[0].appendChild(s);\n    }\n  };var element = document.getElementById(\"3fa988c7-a464-4d1c-b335-d4d083e325f8\");\n  if (element == null) {\n    console.log(\"Bokeh: ERROR: autoload.js configured with elementid '3fa988c7-a464-4d1c-b335-d4d083e325f8' but no matching script tag was found. \")\n    return false;\n  }\n\n  var js_urls = [\"https://cdn.pydata.org/bokeh/release/bokeh-0.13.0.min.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-widgets-0.13.0.min.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-tables-0.13.0.min.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-gl-0.13.0.min.js\"];\n\n  var inline_js = [\n    function(Bokeh) {\n      Bokeh.set_log_level(\"info\");\n    },\n    \n    function(Bokeh) {\n      \n    },\n    function(Bokeh) {\n      console.log(\"Bokeh: injecting CSS: https://cdn.pydata.org/bokeh/release/bokeh-0.13.0.min.css\");\n      Bokeh.embed.inject_css(\"https://cdn.pydata.org/bokeh/release/bokeh-0.13.0.min.css\");\n      console.log(\"Bokeh: injecting CSS: https://cdn.pydata.org/bokeh/release/bokeh-widgets-0.13.0.min.css\");\n      Bokeh.embed.inject_css(\"https://cdn.pydata.org/bokeh/release/bokeh-widgets-0.13.0.min.css\");\n      console.log(\"Bokeh: injecting CSS: https://cdn.pydata.org/bokeh/release/bokeh-tables-0.13.0.min.css\");\n      Bokeh.embed.inject_css(\"https://cdn.pydata.org/bokeh/release/bokeh-tables-0.13.0.min.css\");\n    }\n  ];\n\n  function run_inline_js() {\n    \n    if ((root.Bokeh !== undefined) || (force === true)) {\n      for (var i = 0; i < inline_js.length; i++) {\n        inline_js[i].call(root, root.Bokeh);\n      }if (force === true) {\n        display_loaded();\n      }} else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(run_inline_js, 100);\n    } else if (!root._bokeh_failed_load) {\n      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n      root._bokeh_failed_load = true;\n    } else if (force !== true) {\n      var cell = $(document.getElementById(\"3fa988c7-a464-4d1c-b335-d4d083e325f8\")).parents('.cell').data().cell;\n      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n    }\n\n  }\n\n  if (root._bokeh_is_loading === 0) {\n    console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n    run_inline_js();\n  } else {\n    load_libs(js_urls, function() {\n      console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n      run_inline_js();\n    });\n  }\n}(window));"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Set bokeh to output plots in the notebook\n",
    "output_notebook()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## What Categories of Assault are in the Data?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The OFFENSE_DESCRIPTION field has more details about the type of crime incident. Grouping the data by this column and counting the number of incidents will let us examine which offense descriptions are the most common."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['ASSAULT - AGGRAVATED - BATTERY', 'ASSAULT SIMPLE - BATTERY', 'STALKING', 'ASSAULT - AGGRAVATED',\n",
       "       'ASSAULT - SIMPLE', 'ASSAULT & BATTERY D/W - OTHER ON POLICE OFFICER', 'A&B ON POLICE OFFICER'], dtype=object)"
      ]
     },
     "execution_count": 55,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "crime_df_time_index['OFFENSE_DESCRIPTION'].unique()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "OFFENSE_DESCRIPTION\n",
       "ASSAULT SIMPLE - BATTERY                           4321\n",
       "ASSAULT - AGGRAVATED - BATTERY                     1464\n",
       "ASSAULT - AGGRAVATED                                814\n",
       "ASSAULT - SIMPLE                                    227\n",
       "STALKING                                             20\n",
       "A&B ON POLICE OFFICER                                 2\n",
       "ASSAULT & BATTERY D/W - OTHER ON POLICE OFFICER       1\n",
       "Name: OBJECTID, dtype: int64"
      ]
     },
     "execution_count": 56,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Group by offense categories\n",
    "from math import pi\n",
    "group = crime_df_time_index.groupby('OFFENSE_DESCRIPTION').count()['OBJECTID'].sort_values(ascending=False)\n",
    "group"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "metadata": {},
   "outputs": [
    {
     "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>count</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>ASSAULT SIMPLE - BATTERY</th>\n",
       "      <td>4321</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ASSAULT - AGGRAVATED - BATTERY</th>\n",
       "      <td>1464</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ASSAULT - AGGRAVATED</th>\n",
       "      <td>814</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ASSAULT - SIMPLE</th>\n",
       "      <td>227</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>STALKING</th>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>A&amp;B ON POLICE OFFICER</th>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ASSAULT &amp; BATTERY D/W - OTHER ON POLICE OFFICER</th>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                 count\n",
       "ASSAULT SIMPLE - BATTERY                          4321\n",
       "ASSAULT - AGGRAVATED - BATTERY                    1464\n",
       "ASSAULT - AGGRAVATED                               814\n",
       "ASSAULT - SIMPLE                                   227\n",
       "STALKING                                            20\n",
       "A&B ON POLICE OFFICER                                2\n",
       "ASSAULT & BATTERY D/W - OTHER ON POLICE OFFICER      1"
      ]
     },
     "execution_count": 57,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create a pandas dataframe for offense counts\n",
    "offense_categories = pd.Series(group.index.values)\n",
    "count = list(group.values)\n",
    "offense_count_df = pd.DataFrame({\"count\": count}, index = offense_categories)\n",
    "offense_count_df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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IYtQzgXcCbrV9G4Ck84D9ge+OOI6IFc4H//zyoX7+cf+651A/P0ZPtkf3H5MOAvax/apm/0hgZ9t/MfCaY4Fjm92nAjcPMaQNgbuG+PnDlvjrSvz1dDl2GH78T7Q9Z7oXjfoJQBMcWyID2T4DOGMkwUjzbe84iv/WMCT+uhJ/PV2OHdoT/6g7gRcAmw/szwXuHHEMERHB6BPAN4GtJW0paTXgUOCiEccQERGMuAnI9kOS/gL4H2Bl4GzbN44yhnFG0tQ0RIm/rsRfT5djh5bEP9JO4IiIaI/MBI6I6KkkgIiInkoCiIjoqV4kAEnPrh3DspB0QO0YlgdJa0ua1/ysVTue6DZJT6wdw7KQtEbtGHqRAIAzJX1Q0uNqB7KUjpX0ua7+wUtaTdKZwE+Ac4GPAgsknSFp1brRTU/Sxwe2/3Hcuf8efUSzI+lxkrYe2D9Y0lHNz+NrxjYTkv5Q0kGSNmr2t5P0MeArlUObEUmPl7SDpFWa/Q0lnQjcWjm03iSAZwE/BOZLOqx2MLNlex/gw8D/SHqzpHWbL/XjOpLU3gKsBcy1vZ3tbYEnAmsCf1c1spl52sD2PuPObTzKQJbSe4FdB/bfBTwbeB7wjioRzZCkk4GzgQOBz0l6G/AF4OvA1lO9tw0k/SWl1tm/A1+XdASlvM16wM41Y4OeDQNtKo9eTSk/sYhSmsK2168a2AxJeiblrudeloz/CVUDm4akbwN/aPs3446vDXzV9jPrRDYzkr5l+1njtyfabyNJ1wLPcvNll3St7XnN9lds71Y1wClI+i4l9vslrUepHLCd7VsqhzYjTfzPs32XpC2A7wN72L6qamCNUdcCqkbS0ZS7zbdRSlIvqhvRzDWzpt8MHAYcbfvTlUOatfEX/+bYvZK6cAfy2Cb5rgSs0Wyr+anejjsDq3jJO70jB7bXHXUws/Q72/cD2P6FpJu7cvFv3G/7LgDbP5L0/bZc/KEnCUDSl4CfAbvb7mLtoeuBiyl3QvfVDmYpLGru9qctBthSC4EPNdt3DWyPnWu7RZI2tv0zANvfAZC0Ge2/EXqSpMFyMVsM7tt+UYWYZmOupFMG9jca3Ld9QoWYHtGLJiBJ+9i+ZJJza9j+3ahjmg1Jz7T97UnOzbW9YNQxzYakBSxushpjOtKENRVJf2D7mtpxTEXSy4DXAW8Erm0OP4vSN/AB2x+tFdt0JO0+1XnbXxxVLEtD0jFTnbd91qhimUgvEgCUnnhgE+A7TU2iDYHjgWNsb1Y3uuk1Q1k3A77StCc+A/gbYE/bc+tG11+S7uhCApO0D/C3wDOaQ98B3m271aOYJD3O9q8nOfcE23eMOqblRZJc+QLci1FAbe+Jn46kdwH/CRwBXCLpLcAVlKahp9SMbSYGR15J2mXcudeMPqLlaqJmrdaxfYnt59neoPnZve0X/8aVYxuSLht3rvV9YZK+OLB9zrjT1Z8ce9EHALwGeGpbe+JnYH9ge9u/k7Q+ZSTE9raHuVra8vT/gLGx9B+iND+MeTVw+sgjWn5a/wgt6a1TnLbtd44smNkbTLDjR+t1IfkODtPebty56vH3JQG0uid+Bu4f66ewfY+k73Xo4g9L/qGP/6Ov/iWYjqQLmfhCL2CDEYezNH47wbE1gWMo8bc5AXiS7Yn222iqGKvH35cE0Oqe+BnYStKnmm1RRkKM7WO77aUiuv4l/pelPNcKtt83tt2Mxnod8ArgPOB9k72vJTaSdALl735sm2Z/2jVvW2BdSftRmtvXkTQ2aknAOvXCaoLoQydw23vipyNpr6nO2x7fNtoqku4Dvkf5o39qs02z/xTba9aKbaaasf9PAm7s2Dh0AJqmwxMo/UjnAu+3/Yu6UU2vmfk7Kdttn8k85Qgr20dOdX7YepEAptKGnvjpSFrT9kSP8UjazPZPRh3TbEh60lTnbf9gVLEsDUl/S2ku+RalhMKJts+uG9XMNeUUDqCsQvXBiSblRT/1IgFI+qLt3Zvtc2y/fOBcF6byD5YiuNT23hOdaytJ/21739pxLC1JNwI72f6tpDnA5213psKspEXA74GHWLLJbWweRmvrSUn6J+A22/867vgbgI1t/02dyGZG0uuAe8ffMKgsjSvbp9WJrOhLH0Cre+JnYDDG8e2eXYi/CwXTpvL7sScw2wsldWr4tO1OxTvOC4FtJzj+fuAGylyYNnsVsOMEx88EvgEkAYxAq3viZ6DrnaiDnV+PYvuiyc61xPhO+Cd1qRO+af+flO17RhXLUrDtR5WrsL1IUhdufrD9+wmO3d+G+PuSAFrdEz8DG0k6nsUjIY5vjndlJMQ6wEFMXguo7QngwHH7rR/5M841LC69MZ6BrUYbzqzcJ2nr8R3vKusbtLqEyxhJc2wvHHdsI1rw9N6XPoBW98RPR9KU47Rt//2oYlkaXein6CtJ67f5CUDSvpRmkn9g8czZHSnVcV9v+/O1YpsJSS8HXgu8gTKIAOAPKHWY/s32hyuFBvTnCeATtj9TO4hlcKftLs+WrX6nsywkfWuq821PbpLOtP2qCY7PBS5h4jb2VrD935JeTJlN/pfN4RuBAycrkNgmts+RdBfwTyyuw3QjcJLti+tFVvTlCaDTd6ArQPzb275+guM7A4fbfl2FsGZM0neAB4GPAZ+jjKh5RAeGsZ4LrAwcNdaerrI40ueAd9g+p2J4UVFfngCiosGLv6RtgcOBQyg1jT5ZK66Zsr1tE/dhlKJ811OSwf9O1EHZQi8H/g04X9KhlAKI5wN/bvtzNQObjqSLmWKgQ9vXA5D0z0wdf9YDGLaBmaiPOkUZZdDqu2tJDwETlcTtxJKWkrYCDqVc+H9Dufi8oQtllCci6RDKqnLvsX1y7XhmStL7KYX4ngi81PbXKoc0rawHMFx9SQA3AlMNQ2z7I/y1TDyWGADbD48wnFlrJiJ9GXi17e83x26z3ebRJ0uQtDHlqeUgShK7APjkZLXq20TSaSweBXQ4pTPyprHzto+f5K3Vpeb/cPWlCej3bb/IT6ftF/lpHEJ5AriseaQ/nw51DDd16NcF/ovSnLJw4NykC5a0yPxJtqH980g+TVM+XNInbY8fktt217A4/lNtv75yPEvoSwLowsLdU/nU9C9pL9v/BfxXU4nyAMoQvo2bO9MLbV9eNcDpPZVyoTyOMqRvjJrjrW7Ksn3uZOckvXeUsSyFwRuFzjwxDhiM/3nVophEl6eIz8b9tQNYRi+pHcDyYPte2+fa3gfYnNIv8/a6UU3P9lzbmzc/Txj42byr/RgDXlo7gGlMNQu+C1odc1/6ALo+jLLr8X+asiLYRWML23SJpPH1o5Zg+4ZRxbK8Sfqx7c1rxzEZSQ9TFrQR5Un+vrFTtLyQHUxbCr36AJS+JICMAqpI0oGUPoDdgS9QksElth+qGtgMSfryFKdtu3WP9oOmqAUk4Hrbc0cZT5+0vRR6XxJARgG1gKQ1gRdTksGOwMXAx21fUTWwFZykHzJ5LSBsbznaiGZO0gG2P9Vsr+cOLGIzSNKzbX+zdhyT6UsCuNb2vNpxLK2uxz+RZoWtjwDb2V65djxTkfQHwALb/9fsH0HpzL6dsjjML2vGtyIbtxZG55pCx8X/Fdu71Y5pUF86gSed8NIs8NF2k44CktSZxCBpQ0mvkfRF4LPA5ZRZqW13BmUxFSTtRinkdQFlcMEZFeNaapKeJOktTZmLNtMk210xGHPrlj7txTBQ268Z3G+GI76EMilme2CTGnHNlO0lqoFKegqLZ9beD+xQI66ZkvQKShmFZ1LGdb8V+FKbJ8iMs4rtu5vtQ4EzbJ9PKa3wqBpHbSVpE8qcjMMpCyO9i/L/S5ut0dzkrASs3mw/clG1PWWhvhZYqbnerDSwPRh/1TkkvWgCApD0GMrqQodT7jrHxqRf2YU29KZy46GUL+zKlGGUO9u+tWpgM9CU4/44cGlXOn4HNXfJ29t+WNJNlBo6Xxw7Z7u11TQBJL2a8nczl/LkcgHwmTa3/Y+RNFX/kG3vObJgloKkBcAiJlmLofYw4l4kgKYa4p6UJofzgP8Fvt+FLwCApC8BG1Fm0J5n+yZJP+xK/BOR9ETKRekw29vXjmcqkt4K/DFlBvCTgXkuK1I9Cfio7edUDXAakh4ArgbeaHt+c6xTpThiOHrRBERZgOEu4FrgOtsPSupS5ruXUsBrHcqTC7R8gslEmlWQXkp5CnsWcDKltEKr2T5R0uWUpsJLBiqArgq0to7OgE2Bg4FTJD2e8gSwat2QZq75uzmOUk/fwHeBD9r+edXAZkjSqpSn98H4z7f9QNXA6MkTADwy6uQwygXox5RFMLaxfVfVwGaoGct9EOV3eAKwPrBXB9pAB/sAtgI+weJCap19gumqcU2Jj6WU4vjbulFNTtKulNLb51Dq6ohy83A0cITtq+pFNz1JT6MMd/4GS8a/E/Ai2zdN8fah600CGCRpF8pd6AHAbW2fyDOepE0pX+JDgcfbfmLlkKYk6UHgq5Ql/K5tjqUJYkQk7TJR6WdJTwUOtf2OCmHNiKSvAa8Z+7sZOL4DZUnFVo8ik/QF4H22Lxl3/PnAX9veq05kTRx9TABjJK0E7GH7stqxLC1JW9m+rXYcU2ke4Q+h3HWuS+nLeFWbSxCsSLo4fn6MpO/afvpsz7WFpO/Zftpsz41KL+YBSHqMpCMkvaDZP6GpT3MypV+g1SRt0IzZfq2kx0o6TdJ1klq/mhaA7Z/bPq3pLN2XsqTiPZK+LenEyuEtFUn71I6hJyRpvQkOrk83rl8rS1pt/MFmVGL1CZC9eAKQdB6l7e2xzc8tlIlIuwFPd/uXlbsEuAFYC3gupU304mb7pbb3qBjeUpO0DWUU0FtrxzJbXbqrlvRL4EuTnW/z37+kY4FXA39FWcgGyqCO9wBn2/63WrHNhKS3UeJ9re0FzbG5wGmUOkxvrxheb0YBbeuyrusqwE8G2t0+K6kLlRw3sb2PJAF32H5Xc/w7kv6sZmDLaGPg2bWDWEpdmpW6EHhf7SCWhu0zJN0JvJMlR9H8g+2LqwY3A7bfIen1wNeb64+BhymtD++vGhz9SQAPANh+SNJPxp3rwsSkh6HMGpG0cNy51i9KrrKu6+mU4YifpsxAPZdS3vcfKoa2LF47/Uta4zdu+dq5U7H9WcoTeyfZPhU4tWnKku17asc0pi8JYK6kUyh3bWPbNPub1QtrxraS9ClKvGPbNPtdGEp5KmW8/NWUPoBvAO+wfcqU72ox21fXjmEWfiFpY9s/A5B0FHAgpZjd29t0QVqRtbGSaV/6AI6Z6rzts0YVy9KQNOVQsbaPYhpfzVTSbcCTOlQLqNMkfQv4Y9v3SHoeZTb8X1JqSG1j+6CqAUY1vXgCaPsFfjptv8DPwDqSxnc07le6NMD2RaMPaeYkbWZ7fNNhl6w0cJd/CKWY3SeBT0q6rmJcUVkXhlFF911FKUUw9jO434W7z9Z3Nk5jlaYDEmAvSk2sR85ViGfGJJ06sP26cefOGXlAsyTpjQPbB4w7985Hv2O0etEEFLEsxjdhdY2ktwAvoNTDegLwrGZAwZOBc23vWjXAKWiKBWG6MBS37fG3OvvH5CRt2KE6RpsCTxzrOJV0PGVOA5Tqpq2eyQxsNjBw4FFsnzDKYGbL9kmSLqMUs7t0oO9lJUpfQJutSAvCjI+/+u/T2wQg6Ru2d6odxzK4lFJUqgtOppR/GPMXwFmUSXknAi+rEdQs/A64sXYQy2KiWkC2v18jlllaqRk+udLA9tiFs/pM2hnwJNsT7Y9cbxMAHSqHO4nqdw+zsM24jt7f2n4PgKQvV4ppNu7u+kCCDluHxVU0YfFsYGjBBXQGtpd0DyX+tZttmv21Jn/baPQ5AVwy/Uta7ezaAczC6uP29x7Y3nCUgSylSVeMk7Sp7TtHGUyf2N6idgzL6FF1gNqkt6OAbL+5dgzLwvZptWOYhd80HY4A2F4Ij6xt/NtqUc2Q7anKVTyqaSWWH0nPl/SokWKSDpf0JzVimqUdKHMwHh78AfahrMtcVW8TQIzU2yl1l46QtE3z8zLK8Mq31Q1tmXWpKa6L3gFMVMbickr/UdudTCk+Od4twHtHHMuj9LkJKEbE9uebGkx/A/x1c/hG4BDbXZ80zisiAAAgAElEQVSI1IV26C577NgT4yDbP5O0Zo2AZmnORKPcbH9f0pwaAQ3qRQKQtKbtCZsaujTLU9LalEXJAW6x/Zua8cyG7espq7B1jqTTmPhCL8oCNzE8q0taxfYSRRubdXbXqBTTbEwV42NHFsUk+tIE9MhIE0mXjjvX+lmeklaTdCbwE0oVzY8CCySd0XwRWk3Sc5omn7H98yRd2vz8UcXQZmo+ZSTK+J/5tH8cfdd9Cvj3wbv9Zvtfm3Ntd7mkRy25KemtwJWjD2dJvXgCYMl22vGPXV1ow30LZcjYXNu/BpC0DvAh4O9ofzv6icDrB/a3BY4B1qQ0C11ZIaYZs31u7Rh67O8oJcNvl3Q75fu6OWUeyd/XDGyG3gicLen7LF59cAfg28ArqkXV6EUpiLZPx56OpG8Dfzi+yadpEvqq7WfWiWxmJH1zcCSNpM/Y3r/ZvqrNpQgAJF3Moyf03AVcYfs/6kTVL5LWYHHz5622f1czntlqRrw9o9m9sS2T8PryBLBRU35AA9s0+9U7YmZiovZ+2/dK6kIGX6KdfOzi33j8iGNZGhON1lgfeJmkbW2/adQB9cX4AmqNrQcqyba6GUjS4FDPHzT/rj523HbVFQn7kgA+zOIL/eA2wDkjj2b2FjV3+xM1V3UhAdwsaR/bS0y+k7Qv0Io7oalMtpqWpIsofQFJAMOz3xTnTPv7AT44xTkDzxtVIBPpRQKwPWlboaS/GGUsS2kDyrDJwQTgZr8LCeAEyjyAL7Lkwt67M/UXvNVsPzx2JxrDYXvSdnJJB44ylqVh+7mTnZO04yhjmTCGPvQBTEXSHbafUDuOFV3ThnskA+2gwEe70JYraf0JDq8HHAU82fYRIw4p6P53tw3x9+IJYBqtv4WTdJjtjzfbuwxWdpT0Gtun14tuZpoL/RmDxyTtLOlw26+b5G1tcQ2Ln7hotu+mjF56TaWYogPf3WlUjz8JoBtNKP8P+Hiz/SGWLAP9aqD1CWCMpG2Bw4BDgTuBT9aNaHq2t5zsXBfmYazAuvDdnUr1+HuRACT9gkffwdHsr10lqNlp9aIS05G0FeWCfzjwG8raAKtO1T7aZioN/3tQfp/96MZIpk5qhkBPNgu79f+7S7qQyePfYMThPEovEgDdKDk8lVYvKjEDt1JmYx8wNv5ZUudm0EramXLRfwllGOhxlKezGJ4X1g5gGf3LUp4biV50Akt6DKWp5MnADZR1UCet8d42ku4Dvke5a3hqs02z/xTbrS6KJelgyhPATpTSG+cD50zVtNImkk4CXgrcQWmKuxCY35X4VwSStqQMIDBwUweWEV2CpNWArSjx/9D2A5VDAvqTAD5OuVh+mVKH+1bbb6gb1cxJetJU523/YKrzbdHMZTiA0gewO3AmcKHty6sGNg1JC4GbgVOBz9q+X9JttreqHNoKT9LjKH8nOwLXUb7H21M65o8ZK43SVpJWBt4JHEup5bUSZW3mM4C3ji9yN2p9SQDfHiuX0HTafb3t5R8GSfpv2/vWjmN5krQhcAilJHTVyTDTab7Ee1MS157AFcAfA5vX/gKv6CSdA/wIONH2ouaYKHWAnmz7qHrRTU/SeylN0K+z/avm2LrA+4Bf174R7UsC6Fz9n0GSrrU9r3YcAZJWp7RLHw7sClxmu5NlrrtA0i22t57tubaQdAvw1LHkNXB8FUpTVtX4+9IJPLYwMyy5OLMA255ook+brCPpRZOdHLfgegyR7fuBTwCfGGjSiuFp/Si3aXj8xb85+FAb6nj1JQG0emHmGVgHOIjJawElAQyRpP2AG2zf3uy/FTgQuB1o+yS2rruq+d/7nR5orpD093RjPeabmsmOHxs8KOkwSr9SVX1pAnrcVOc70JHUqSarmZioOFxbSboB2MX2fZJeCJxC6Q+YBxxs+/lVA1yBNd/dsyiTH6+j3PDMo9TWP2asXb2tJM0FPgP8gsUzyp9NqZD7Yts/rhhebxLAIuCnwNjQzyWKqtWuxzGdFbEPoEtJTdL1trdvts8Gbrb9nma/M79HlzUj4Z5O+e7e2JWRb2Mk7U0ZxipKHaxL3YKLb1+agE4HdgO+CHzc9tWV45mtl090cGxiUgdq6UykS227krQWcB+wF6Ucx5jV64TUD5I2Av6WMofn28C72v7EPmjcHKRvU+a/tGYOUi/WBLZ9HOWx8WLg1ZKulfSPkp5YObQZaRZUB0otnSb2H1AWKvlhvciWyWtrBzALp1KaH+ZTRm7MB5A0j/JkGcPzEeC3wGmUZVE/UDecWTuHcvN5C/Bi4OSq0YzTiyagQU2b4qHAPwJvsf1vlUOa1iS1dN7Q9qarFYmkzYCNgOsHxqNvDKxm+46qwa3AJF1ne4eB/U41ubV9DlIvmoCaWvT7USYebQZ8Gni27a7cPa8QtXS6qnlS/KXtnzT7e1Du5m6nBfVcVnCStB6LmwxXHty3fc+k72yHB8c2bD/YtgWEevEEIOleynqcH6fU0Vnil277OPoVoJbOZmMXzy6S9HXgJbbvlLQD8L/Au4DtgAdtv6pqgCswST8CFjHJEOi2l+OQ9DAwNlJprPrwr2nJHKS+JID/YPKqmW77dPIxHa6l06nH9vEk3WB7u2b7vcAi238taSXgurFzEeM1ZUQmVbtDuBdNQLZfVjuG5cH2vcC5wLkDtXTeDrQ6AdCtET8TGYx/T+DNALYXte2RPtql9gV+On15Ajh+qvO2Wz2yQNKnKc1XF3VhDd3xJP0c+I/Jzts+YYThzJqk91MqOP4UeBGlBPeDkjYBLrZdfXHviKXRiycAYE7tAJbRRyl9AKdJ+gIlGVzSoUqUv6NMfumq11OetjYBdrM91rG3MWWMekQn9eIJYEUhaU3K6JNDKfXRL6ZMbLuiamDT6HofwGQk7QYc1swzieicXiQASa8EvmT71qaW+L+xuJjXKwYnWnWFpGdSJslsZ3vKjqbaJH3T9rMnObep7TtHHdPSakYBHU5ZIeyHwCdtZyjokDQj+AbX8KbZX4UyB6PVrRhNOejBi6wG9m37qaOParFW/4+3HJ1AaUaB8ij/bEpdkXmUGYatXpBkTNPxOzYkdAtKWeJX14xpJia7+De+BrR6Qpukp1D+Nz8MuJsyDFe296gaWA/YXntwvxkJ91rgzyhLc7bdbuP2V6KM5Pt/QPUbz74kgIcG2m33o6wJ/H/AJZL+sWJcMyLpFZSLzzMpk9jeSnmiWREe37owjOZ7lIl4+9m+FUBSZ5YUXRE0q2i9HjgK+BhlIufddaOaXnOdGVvF7HDgTZT+sBfZvqFmbNCfBGBJjwd+SSnm9a6Bc2vUCWlW9qTUo7m0Qx2/M9WFJHYg5QngCkmXAOfRjcTVec1T7xspT+5nA/PaXgJ6ULPy19HAXwFfBw6yXX0dgDF96QPYn8UVHC+1/Yrm+HOBN9t+QbXgllJTnuAwSifk9rXjmYqk05j4Qi/gaNtTrtfQFgOd8GNrA59LmYh3adXAVmCSfgssBD4M3Dv+vO1TRh7ULEi6gzKT+Z+ZoHBj7SoEvUgAAJJWA9axvXDg2NqU/w06UV62KY37Usqj5LMolQU/ZfvaqoFNQ9LRU523fe6oYlleJK1P6Y85xPaeteNZUUl6O1M8Jdp+x+iimb22VyHoTQLosoE+gK0oHb8XUEafdKIWUES0U1/6ALruDOCrlOUHrwVow4LSMyXpYpa8CzJwF3CF7UlnCEcASNqXUn7j6ZS/ne8C77H9+aqBzZCkbSh9AM9gcfzvtX1T1cDoSQLoejVKSgnrQ4APNqMhzgdWrRvSrLx3gmPrAy+TtK3tN406oOgGSa+mDPn8a8qCPFAmQb5b0lzbZ1QLbgaaNaTfD7wH+CCl3+sPgIsknWD74qrx9aEJaEWaiTrY+UsZU3yh7bfWjWrpNJUSrxlc8CNikKTvUspv3DPu+AbAV2xvUyeymZF0HWUdj9vGHd+K8t2tOoCjF0tCsgIN2bN9u+13N384L60dz7Joe6XEaAVNtOhLF+YANFYdf/EHaI5Vf4rvRRMQsJmkSYeLtb0a5RQ2psxqbrVmxMx461Em9XS5SFwM368lbT++XIuk7ZlgWGgLPdw0VS0YPChpc6D6DVBfEkCnq1FK2h04HdiUMhP4XZQx6GsA/1AxtJm6htL5NVjL5W7gSuA1lWKKbngjpb38wyz+O3o2ZXJVF9b5eDtwmaR3smT8b2l+qkofQAdIupZSO+RqYF/gLOAdbZ8EMxOSVh0o0xHxKM0s/uMoo2hEuZn7oO2fVQ1shiQ9i8WjgAR8B3if7WuqBkZ/EkCnq1FKutb2vIH924AndbUWUFMXZQ/KhLb9bD++ckgRvdSLJqCuV6ME1pH0onHH9htbjrD2dPKZkrQz5aL/Esow0OMoTzYRUUEvngCmIunHtjevHcdUJH10itPVp5NPR9JJlBFLd1BWM7sQmJ+ZzBF1JQFId9hu+xNAp0laCNxMqWj6Wdv3S7rN9laVQ4uoRtIatdf47kUT0DTVKNcdcTizJmlT4Im2r272jwfWak6fN9E445bZGNibMnntVElXAGtIWmUFLG8dy1FTDvo44BeUctAnA88FfgC8cWx9hjZrOrE3Ab5j+6HmdzoeOIYyy7+avkwEm08ZgjX+Zz7wlxXjmqmTWXJh+7+gjCF+DHBilYhmwfbDtv+7aap6MvAZyoimn0j6WN3oouU+Rvk73xr4BnAbcBDwWeDMinHNiKS/pNT++Xfg65KOoDwNrwfsXDM2SBNQJ4wfxjo4KkjSl20/t150S68px31AF8tBx2hIut729s3IsdsHm2slXdf2MiJNKYvn2b5L0hbA94E9bF9VNbBGX5qAul6NcvVx+3sPbG84ykCWhqT9gBts397sv5WyytbtwOtqxhat9zCUkQ6S7hp3blGFeGbrftt3Adj+kaTvt+XiDz1JAHS/GuVvJD15rL1zbFGbZrHy31aNbGZOAnaBR6ojvozSHzAP+Ffg+fVCi5bbStJFlP66sW2a/S6MIps7rgzNRoP7tcvQ9LoJqCvVKCW9ADgFeCfwrebwHwB/D5xg+3O1YpuJscf4Zvts4Gbb72n2Oz1LO4arKYMyKdtfHFUsS0PSMVOdt33WqGKZSF+eACZk++GxyVRtZvvzkn4C/A2lLjqU6fCH2L6uXmQzJklrAfcBe7F4fWZ4dPNWxCOmusA3JaFbbaoLvFpw8elFAlgRqlE21RAPrx3HUjoVuA74NXCT7fkAkuYBP60ZWHSLpB8AnwP+AziHskpYa0n6ou3dm+1zbL984PQ1lLW9q+lFAqDj1SglPQfYaqzDWtJ5lD4MgH+0fWWt2GbC9tmS/gfYCBgs6/tT4BV1ooousv0kSW+gDCPuwt/O4wa2txt3Lk8AozBVyQFJ1RdlmIETgdcP7G9LmUSyJqVZ6MoKMc1Ys4rZL8eW5ZS0B/Biyiigf6kZW7SbpEuBVw+MINsF+HPKMpEvBD5SMbyZmKqTtXoHbF8mgi1BxZ6SzgQWTPuG+tax/Z2B/R/Y/rrty1nyDqOtLqAkKyTtAPwXpS7Q9izZHxAx3kYDF/8/pcwG3s/2mXRjFNC6kvaTtD9NUcfmZ39gndrB9eIJYEyHq1EuUa7C9v4Du10opbzGQMntlwFn236fpJUofQMRk/m9pKOBzSnlE+bZ/omkx9HcVLTcVSxeuvWrwMED5746+nCW1IsEMEE1yhMp1Si7MgP1Zkn72L5k8KCkfSkzC9tusK1zT+DNALYXtWAgRLTbEcCbgAeA9wDnSvoSsD8dKAVh+8jaMUylF/MAul6Nspnw9Vngiyw5D2B3yuPw92rFNhOS3k8phvVT4EXAU2w/KGkT4GLbO1YNMDqjGTn2x8C1tv+3djzTaQo3Tsr2B0YVy0T60gewMWU26ouAW5v6+mtI6sQTkO3vU9rLvwk8rfn5BrBd2y/+jdcDnwJ+BOw2sATkxsDf1goqusf2tbZPBn4n6YO145mBOQM/bxq3P2eK941EL54ABklanTJ64HBgV+Ay250cXz/Wp2G7k/V0JO0GHGb7uNqxRPs1AwgOpzTn/hD4lO3T6kY1c+OXdm2DTtwBL0+27wc+AXxirBpl5ZBmRdK2lDo6hwJ3Ap+sG9HsTPAl7lT8MVpN8+ehlL/5u4HzKTeue1QNbOm07m67Fwmg69UoJW1F+RIcDvyG8iVYtStloFewL3GM1veAL1P6um4FaCaCxXLQiyYgSTcAu9i+r6lGeQqLq1EebLvV1SglLaJ8CV7d9AfQsU7ssfiPGfgSdyb+qEfSSyg3D88BLgHOA87synrSkq5l8Z3/0ygJDcrIONcuhNiLJwDK/9D3NdsHAGfZvga4RtJrK8Y1U4dQvgSXNWsbnE8LppHPwoGU+K+QNPYl7lL8UYntC4ELJa1JmT3+BuDxkk4HLrR9adUAp3dQ7QCm0qcngOdQqlH+EDhwoCDZd223uqDUmIE+i8MoQ0DPpHwJLq8a2AwNfIkPo8wHOJdufImjRZrijgdTquHuWTueqUj6b9v71o5jMn1JAK+kDDf8NfBz2/s0x+cB77W9V834lkazsPQhlC/B82rHM1td+hJHLK02jvwZ1IsEACBpM5pqlLYXNcc2BlazfUfV4CJihSTpNpYs5LgE2xdNdm4UetEHkGqUEVHJOpR+gIn6vAxUTQC9eAKQ9HXgJbbvbMah/y/wLkp97gdtv6pqgBGxQmr7kqe9eAJgBaxGOVFxuIhonVaPdutLLaDx1Sgvg1KNsk44y8U/1g4gIqb1cgBJT5C0j6TnS3pC5Zge0ZcngMslXUCpRrkecDlAU43ygZqBLYNW31lEBAC3SfoYpe7Y9ZTv7TMlXQ0ca/vemsH1pQ9AlCGTmwAXDHQGzwPmdHEcuqQ/tH117TgiYnKSzgZ+Arzd9sPNsZWAtwNPGLdI/Mj1IgFMJtUoI2KYJN1ie+vZnhuVvjQBPSLVKCOiJao34/aiE1jSUyS9VdJNlHH/P6apRmm79fMAmklsEdE9X5P0qEWPJL0J+HqFeJaMow9NQF2vRtn2scQRMTFJ6wIfBp4BjFUGfRbwXeDltn9ZMbzeNAF1vRpll2KNiEZzgX9JsybGMyjf5bfZvrluZEUvngDGdLUapaSfA/8x2XnbJ4wwnIhYQfQqAQzqUjVKSbcDJ0523vZZIwwnIlYQvU0AXZI+gIgYhl6MAloBPDzZCUmbjjKQiFg2zfokrZAngI6TdIft1tQWiYiptemJPk8A3ZcRQhHd0prvbBJA9+URLqJbXlw7gDF9mQfQaZJOY+ILvYB1RxxORCwD27fXjmFMEkA3zF/KcxERk0oncERET+UJoAMkXcySTUAG7gKusD3pDOGIqEvSNcBXgK8CV9leUDmkJeQJoAMk7T7B4fUp6xvfYvtNIw4pImagKT//nIGfVYCrKAnhq7avqRheEkCXSVoZuMb2DrVjiYjpSXo8pQTN64Etba9cM540AXWY7YfLapcR0UbNcrTbU+7+dwWeAvwfcA5QfUnXJIAOaArXjbcecBRw44jDiYiZ+zVwM3A6ZV3gWyrHs4Q0AXWApB9SOn7HbvcN3A1cCbzT9q8rhRYRU5B0JPCHwDzgfuAblDv/q23/X83YIAmg8yStavvB2nFExNQkrQXsQmkOOhJYyfaTasaUJqAOatoV96Asbr8f8Pi6EUXEZCStDuzE4n6AnSn9AFfVjAvyBNApknamXPRfQhkGehxwke1fVA0sIiYk6ZvAkyjrAX+VctG/2vavqgbWSALoAEknAS8F7gA+DlwIzLe9ZdXAImJKknYCvmX7odqxTCQJoAMkLaSMJDgV+Kzt+yXdZnuryqFFxBQknQn8AWW03iXA/9heWDeqxZIAOqCZ8LU3ixezvwL4Y2Dztt5ZRMRikrYF9gWeD6wOXE5JCF+zvahaXEkA3dJ0KL2Q0hewK3CZ7cPrRhURMyVpTWAvSkLYuebqYEkAHSZpbeAA2+fWjiUiJidpG+Bpze5Ntr9XM54xGQbaAZL2A24YW0hC0luBA4HbgdfVjC0iJifpccCngCcD36ZM5txW0veBA23fWzW+PAG0n6QbgF1s3yfphcAplP6AecDBtp9fNcCImJCkUykz9//K9sPNsVWA9wCr2K56A5cE0AGSrre9fbN9NnCz7fc0+9+q2YYYEZOT9F1gu/GDNSStBlxve5s6kRVZFL4bJGktSStROo8uGzi3eqWYImJ6D0w0Us/2A8DvK8SzhPQBdMOpwHWUyoI32Z4PIGke8NOagUXElFaX9EwWF3IcI+AxFeJZMog0AXWDpM2AjSiPjYuaYxsDq9m+o2pwETEhSV+e6rzt544qlokkAXSApCcCvxyrHyJpD+DFlFFA/9I8TkZEzEr6ALrhAmBNeGSN0f+i1AXaHvhQxbgiosPSB9ANa9i+s9l+GXC27fc1ncLXVYwrIjosTwDdMNiBtCfNKKCaNUQiYnrNTVprtTq4eMTlki6Q9H7KWsCXA0jaBEj7f0R7fbMpCd1K6QTugGYFsEOATYALbP+kOT4PmGP70prxRcTEJD0HOI2yFvCbbf+yckhLSALoMEm7AYfZPq52LBExsaYZ6DhK3a7PAo803do+oVZckE7gzmlGAR1OWSHsh8An60YUEdNYB3gmcA9lYZjW9N0lAXSApKcAh1IKwN0NnE95etujamARMSVJrwLeDPwz8OdtG7iRBNAN3wO+DOxn+1YASW+oG1JEzMCfALvZbmXJlowC6oYDgZ8BV0j6d0l78ejaIhHRMrYPmejiL+nJkk6vEdOgJIAOsH2h7UMoKwpdCbwBeLyk0yXtXTW4iJiUpG0lfV7SdZLeLmmOpPOBLwG3VY8vo4C6SdL6wMHAIbb3rB1PRDyapK8BZwJXA/sAr6eUcnmL7d/VjA2SACIihkb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      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Create a simple bar chart for offense categories\n",
    "p = offense_count_df.plot.bar(y = \"count\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "  <div class=\"bk-root\" id=\"514211b2-52bf-4191-8656-e376b62b7f9a\"></div>\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "(function(root) {\n",
       "  function embed_document(root) {\n",
       "    \n",
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   "source": [
    "# Create an interactive bar chart with bokeh library\n",
    "p = figure(plot_width=600, plot_height=400, title=\"Assaults by Categor\", \n",
    "           x_range=group.index.values, y_range=(0, int(max(group.values) * 1.1)))\n",
    "p.vbar(x = group.index, top=group.values, width=0.9)\n",
    "# pad the plot\n",
    "p.min_border_left = 180\n",
    "\n",
    "p.xaxis.major_label_orientation = pi/6\n",
    "show(p)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "From this chart we can see the different offense descriptions and the number of incidents in the year 2017."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## How do the assaults change by month over the year?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The crime incidents have a temporal component. They may show trends that change month by month over the year. We can use a pandas grouper with the month frequency to count the number of crimes per month. This is then used to create a plot showing the yearly trend of crime incidents."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "DateTime\n",
       "2017-05-31    620\n",
       "2017-08-31    616\n",
       "2017-06-30    610\n",
       "2017-09-30    607\n",
       "2017-10-31    604\n",
       "2017-07-31    604\n",
       "2017-11-30    562\n",
       "2017-12-31    561\n",
       "2017-04-30    556\n",
       "2017-01-31    531\n",
       "2017-03-31    510\n",
       "2017-02-28    468\n",
       "Name: OBJECTID, dtype: int64"
      ]
     },
     "execution_count": 60,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Group by month and count the number of incidents\n",
    "group = crime_df_time_index.groupby(pd.Grouper(freq='M')).count()['OBJECTID']\n",
    "group.sort_values(ascending=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Feb had the lowest number of crime incidents and they peak in May.\n"
     ]
    }
   ],
   "source": [
    "# look at the trend over the course of the year.\n",
    "import calendar\n",
    "month_frequency = pd.DatetimeIndex(group.sort_values(ascending=False).index.values)\n",
    "print(\"{} had the lowest number of crime incidents and they peak in {}.\".format(calendar.month_abbr[month_frequency.month[-1]], calendar.month_abbr[month_frequency.month[0]]))"
   ]
  },
  {
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   "execution_count": 62,
   "metadata": {},
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       "id": "5c446844-1865-4fce-b72a-a2f5b0507e48"
      }
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     "output_type": "display_data"
    }
   ],
   "source": [
    "# Create the plot\n",
    "p = figure(plot_width=600, plot_height=400, title=\"Assaults by Month\", x_axis_type='datetime')\n",
    "p.line(group.index, group, line_width=2)\n",
    "p.circle(group.index, group, alpha=0.5, size=8)\n",
    "show(p)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## How do incidents vary by day of week ?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Another way to look at the crime incidents is by day of week. Are there any trends between weekends or weekdays?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "DAY_OF_WEEK\n",
       "Sunday       1126\n",
       "Saturday     1073\n",
       "Friday        976\n",
       "Thursday      942\n",
       "Wednesday     939\n",
       "Tuesday       921\n",
       "Monday        872\n",
       "Name: OBJECTID, dtype: int64"
      ]
     },
     "execution_count": 63,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Group by the day of the week\n",
    "group = crime_df_time_index.groupby('DAY_OF_WEEK').count()['OBJECTID']\n",
    "group.sort_values(ascending=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Sunday and Saturday have more crime incidents than other weekdays during this time period.\n"
     ]
    }
   ],
   "source": [
    "weekdays_frequency = group.sort_values(ascending=False).index.values\n",
    "print(\"{} and {} have more crime incidents than other weekdays during this time period.\".format(weekdays_frequency[0], weekdays_frequency[1]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "metadata": {},
   "outputs": [
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   "source": [
    "# Set up labels for the days of the week\n",
    "weekdays = ['Monday', 'Tuesday', 'Wednesday', 'Thursday', 'Friday', 'Saturday', 'Sunday']\n",
    "\n",
    "p = figure(x_range = weekdays, plot_height = 250, title = \"Assaults by Day of Week\",\n",
    "           toolbar_location = None, tools = \"\")\n",
    "p.vbar(x = group.index, top = group.values.tolist(), width = 0.6, alpha = 0.7)\n",
    "\n",
    "show(p)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## How do incidents vary by hour of day?\n",
    "\n",
    "Are there trends by time of day? Is there a time of day that is most dangerous? Ignoring day of week we will aggregate all the incidents by the hour which they occured. This will let us see the number of incidents over a 24 hour period."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "\n",
       "\n",
       "\n",
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       "\n",
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       "id": "0d4fce12-09ed-4cb8-85a8-576b951e2551"
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     },
     "output_type": "display_data"
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   ],
   "source": [
    "# Group by the hour of day and plot\n",
    "group = crime_df_time_index.groupby('HOUR').count()['OBJECTID']\n",
    "\n",
    "# Create the plot\n",
    "p = figure(plot_width=800, plot_height=250, title=\"Assaults Aggregated by Hour\")\n",
    "p.line(group.index, group, line_width=2)\n",
    "p.circle(group.index, group, alpha=0.5, size = 6)\n",
    "show(p)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this exploratory data analysis we explored the different categories and number of crime incidents. We used the temporal data to look at the trend over the course of the year, February had the lowest number of incidents and they peak in May. We also looked at the number of incidents by day of week and saw that weekends generally have more incidents than weekdays. Aggregating the assaults by the hour of day showed that the early morning from 3am - 7am have the lowest number of incidents while the late afternoon and evenings have the most incidents. All of this information can be used to allocate police resources to times when they are most needed."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 3. Perform a Spatial Analysis of the Data"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Up to now the focus of our analysis has been looking at temporal trends in the crime incident data. In addition to a temporal component each incident also has a geographic location. This is where arcpy library jumped in. We will now be taking a look at crime incident trends by location. We will be using the police precints as our aggregation layer as these would be the divisions that the police operate in. Some of the questions we will investigate include:\n",
    "\n",
    "1) Where do the most crimes occur?\n",
    "\n",
    "2) Are there any spatio-temporal patterns in the crime incidents? And,\n",
    "\n",
    "3) Are there areas which share similar temporal trends in incidents?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Hot Spot Analysis\n",
    "\n",
    "The [Optimized Hot Spot Analysis ](http://pro.arcgis.com/en/pro-app/tool-reference/spatial-statistics/optimized-hot-spot-analysis.htm) tool will aggregate the crime incidents points into the police precinct polygons and create a map of statistically significant hot and cold spots using the Getis-Ord Gi* statistic. It evaluates the characteristics of the input feature class to produce optimal results.\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'/arcgis/home/BostonCrimeAnalysis.gdb'"
      ]
     },
     "execution_count": 67,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create an output geodatabase, this is where we will save our outputs\n",
    "outputSpace = r\"/arcgis/home\"\n",
    "outputGDB = \"BostonCrimeAnalysis.gdb\"\n",
    "arcpy.management.CreateFileGDB(outputSpace, outputGDB, \"CURRENT\")\n",
    "\n",
    "# reference path to output gdb\n",
    "analysis_gdb = os.path.join(outputSpace, outputGDB)\n",
    "\n",
    "# Set workspace for default output location\n",
    "arcpy.env.workspace = analysis_gdb\n",
    "arcpy.env.workspace"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 68,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'/arcgis/home/BostonCrimeAnalysis.gdb/precincts_feature'"
      ]
     },
     "execution_count": 68,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Set up paths for output feature classes\n",
    "crime_points = os.path.join(analysis_gdb, 'assault_points')\n",
    "precincts_feature = os.path.join(analysis_gdb, 'precincts_feature')\n",
    "\n",
    "# Write the spatially enabled data frames to feature classes for geoprocessing\n",
    "crime_sedf.spatial.to_featureclass(crime_points)\n",
    "precincts_sedf.spatial.to_featureclass(precincts_feature)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "/arcgis/home/BostonCrimeAnalysis.gdb/assault_points\n",
      "/arcgis/home/BostonCrimeAnalysis.gdb/precincts_feature\n"
     ]
    }
   ],
   "source": [
    "# Files in gdb is not readable directly\n",
    "# But we can list the full path of files contained in the gdb in the following way\n",
    "datasets = arcpy.ListDatasets(feature_type='feature')\n",
    "datasets = [''] + datasets if datasets is not None else []\n",
    "\n",
    "for ds in datasets:\n",
    "    for fc in arcpy.ListFeatureClasses(feature_dataset=ds):\n",
    "        path = os.path.join(arcpy.env.workspace, ds, fc)\n",
    "        print(path)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Run optimized hotspot anlaysis aggregating the crime incidents into the police precinct polygons\n",
    "hotspot_result = \"hotspot_result\"\n",
    "aggregation_method = \"COUNT_INCIDENTS_WITHIN_AGGREGATION_POLYGONS\"\n",
    "hotspot_result = arcpy.stats.OptimizedHotSpotAnalysis(Input_Features=crime_points, \n",
    "                                                      Output_Features=hotspot_result, \n",
    "                                                      Incident_Data_Aggregation_Method=aggregation_method, \n",
    "                                                      Polygons_For_Aggregating_Incidents_Into_Counts=precincts_feature, \n",
    "                                                      )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 71,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Start Time: Friday, March 15, 2019 5:46:10 PM\n",
      "Running script OptimizedHotSpotAnalysis...\n",
      "WARNING 001605: Distances for Geographic Coordinates (degrees, minutes, seconds) are analyzed using Chordal Distances in meters.\n",
      "\n",
      "************************** Initial Data Assessment ***************************\n",
      "Making sure there are enough incidents for analysis....\n",
      "    - There are 6840 valid input features.\n",
      "\n",
      "Evaluating the aggregation polygons....\n",
      "    - There are 255 valid input aggregation polygons.\n",
      "\n",
      "Looking for locational outliers....\n",
      "    - There were 2 outlier locations; these will not be used to compute the optimal fixed distance band.\n",
      "\n",
      "**************************** Incident Aggregation ****************************\n",
      "Counting the number of incidents in each polygon....\n",
      "    - Analysis is performed on all aggregation polygons.\n",
      "\n",
      "Evaluating incident counts and number of polygons....\n",
      "    - The aggregation process resulted in 255 weighted polygons.\n",
      "    - Incident Count Properties:\n",
      "        Min:         0.0000\n",
      "        Max:       372.0000\n",
      "        Mean:       26.8275\n",
      "        Std. Dev.:  34.4724\n",
      "***************************** Scale of Analysis ******************************\n",
      "Looking for an optimal scale of analysis by assessing the intensity of clustering at increasing distances....\n",
      "    - The optimal fixed distance band is based on peak clustering found at 2282.7579 Meters\n",
      "\n",
      "***************************** Hot Spot Analysis ******************************\n",
      "Finding statistically significant clusters of high and low incident counts....\n",
      "    - There are 99 output features statistically significant based on an FDR correction for multiple testing and spatial dependence.\n",
      "\n",
      "    - 2.4% of features had less than 8 neighbors based on the distance band of 2282.7579 Meters\n",
      "*********************************** Output ***********************************\n",
      "Creating output feature class: /arcgis/home/BostonCrimeAnalysis.gdb\\hotspot_result\n",
      "    - Red output features represent hot spots where high incident counts cluster.\n",
      "    - Blue output features represent cold spots where low incident counts cluster.\n",
      "\n",
      "\n",
      "\n",
      "Completed script Optimized Hot Spot Analysis...\n",
      "Succeeded at Friday, March 15, 2019 5:46:16 PM (Elapsed Time: 6.28 seconds)\n"
     ]
    }
   ],
   "source": [
    "# Print out message by running the tool\n",
    "print(hotspot_result.getMessages())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 72,
   "metadata": {},
   "outputs": [
    {
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       "   OBJECTID  SOURCE_ID  Join_Count  GiZScore  GiPValue  NNeighbors  Gi_Bin  \\\n",
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     },
     "execution_count": 72,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create a SeDF to check the output\n",
    "hotspot_sedf = pd.DataFrame.spatial.from_featureclass(hotspot_result)\n",
    "hotspot_sedf.head(10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 73,
   "metadata": {},
   "outputs": [
    {
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       "      <th>GiPValue</th>\n",
       "      <th>NNeighbors</th>\n",
       "      <th>Gi_Bin</th>\n",
       "      <th>SHAPE</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>145</th>\n",
       "      <td>146</td>\n",
       "      <td>146</td>\n",
       "      <td>9</td>\n",
       "      <td>-2.479539</td>\n",
       "      <td>0.013155</td>\n",
       "      <td>25</td>\n",
       "      <td>-2</td>\n",
       "      <td>{\"rings\": [[[-71.13403509199998, 42.2809428210...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>88</th>\n",
       "      <td>89</td>\n",
       "      <td>89</td>\n",
       "      <td>10</td>\n",
       "      <td>-2.106421</td>\n",
       "      <td>0.035168</td>\n",
       "      <td>22</td>\n",
       "      <td>-1</td>\n",
       "      <td>{\"rings\": [[[-71.15379160799995, 42.3408491590...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>23</td>\n",
       "      <td>-0.681359</td>\n",
       "      <td>0.495645</td>\n",
       "      <td>6</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-71.01304725199998, 42.3853109380...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>18</td>\n",
       "      <td>18</td>\n",
       "      <td>26</td>\n",
       "      <td>2.406736</td>\n",
       "      <td>0.016096</td>\n",
       "      <td>44</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"rings\": [[[-71.09559790299994, 42.3376813040...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>8</td>\n",
       "      <td>8</td>\n",
       "      <td>24</td>\n",
       "      <td>3.232371</td>\n",
       "      <td>0.001228</td>\n",
       "      <td>26</td>\n",
       "      <td>2</td>\n",
       "      <td>{\"rings\": [[[-71.05724029099997, 42.3634811770...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>10</td>\n",
       "      <td>10</td>\n",
       "      <td>62</td>\n",
       "      <td>4.862007</td>\n",
       "      <td>0.000001</td>\n",
       "      <td>41</td>\n",
       "      <td>3</td>\n",
       "      <td>{\"rings\": [[[-71.06704979399996, 42.3443456650...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     OBJECTID  SOURCE_ID  Join_Count  GiZScore  GiPValue  NNeighbors  Gi_Bin  \\\n",
       "145       146        146           9 -2.479539  0.013155          25      -2   \n",
       "88         89         89          10 -2.106421  0.035168          22      -1   \n",
       "0           1          1          23 -0.681359  0.495645           6       0   \n",
       "17         18         18          26  2.406736  0.016096          44       1   \n",
       "7           8          8          24  3.232371  0.001228          26       2   \n",
       "9          10         10          62  4.862007  0.000001          41       3   \n",
       "\n",
       "                                                 SHAPE  \n",
       "145  {\"rings\": [[[-71.13403509199998, 42.2809428210...  \n",
       "88   {\"rings\": [[[-71.15379160799995, 42.3408491590...  \n",
       "0    {\"rings\": [[[-71.01304725199998, 42.3853109380...  \n",
       "17   {\"rings\": [[[-71.09559790299994, 42.3376813040...  \n",
       "7    {\"rings\": [[[-71.05724029099997, 42.3634811770...  \n",
       "9    {\"rings\": [[[-71.06704979399996, 42.3443456650...  "
      ]
     },
     "execution_count": 73,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Show only the first rows for each unique value of Gi_Bin\n",
    "hotspot_sedf.drop_duplicates(subset=\"Gi_Bin\", keep='first', inplace=False).sort_values(by=[\"Gi_Bin\"])\n",
    "\n",
    "# Tips for understanding the Gi_Bin field:\n",
    "# -3 : Cold Spot - 99% Confidence\n",
    "# -2 : Cold Spot - 95% Confidence\n",
    "# -1 : Cold Spot - 90% Confidence\n",
    "#  0 : Not Significant\n",
    "#  1 : Hot Spot  - 90% Confidence\n",
    "#  2 : Hot Spot  - 95% Confidence\n",
    "#  3 : Hot Spot  - 99% Confidence"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 74,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create a map based on Gi_Bin field to look at the results\n",
    "# First, we need to create a variable using Gi_Bin field value for symbology, fill-in colors are exactly the same as layer file in ArcGIS Pro\n",
    "outline_render = {\"type\":\"esriSLS\",\n",
    "                  \"color\":[255,255,255,100],\n",
    "                  \"width\":0.7,\n",
    "                  \"style\":\"esriSLSSolid\"}\n",
    "\n",
    "optimized_hot_spots_layer = [\n",
    "    {\"label\":\"Cold Spot - 99% Confidence\",\n",
    "     \"symbol\":{\"type\":\"esriSFS\",\n",
    "               \"color\":[69,117,181,255],\n",
    "               \"outline\":outline_render,\n",
    "               \"style\":\"esriSFSSolid\"},\n",
    "     \"value\":\"-3\"},\n",
    "    {\"label\":\"Cold Spot - 95% Confidence\",\n",
    "     \"symbol\":{\"type\":\"esriSFS\",\n",
    "               \"color\":[132,158,186,255],\n",
    "               \"outline\":outline_render,\n",
    "               \"style\":\"esriSFSSolid\"},\n",
    "     \"value\":\"-2\"},\n",
    "    {\"label\":\"Cold Spot - 90% Confidence\",\n",
    "     \"symbol\":{\"type\":\"esriSFS\",\n",
    "               \"color\":[192,204,190,255],\n",
    "               \"outline\":outline_render,\n",
    "               \"style\":\"esriSFSSolid\"},\n",
    "     \"value\":\"-1\"},\n",
    "    {\"label\":\"Not Significant\",\n",
    "     \"symbol\":{\"type\":\"esriSFS\",\n",
    "               \"color\":[156,156,156,255],\n",
    "               \"outline\":outline_render,\n",
    "               \"style\":\"esriSFSSolid\"},\n",
    "     \"value\":\"0\"},\n",
    "    {\"label\":\"Hot Spot - 90% Confidence\",\n",
    "     \"symbol\":{\"type\":\"esriSFS\",\n",
    "               \"color\":[250,185,132,255],\n",
    "               \"outline\":outline_render,\n",
    "               \"style\":\"esriSFSSolid\"},\n",
    "     \"value\":\"1\"},\n",
    "    {\"label\":\"Hot Spot - 95% Confidence\",\n",
    "     \"symbol\":{\"type\":\"esriSFS\",\n",
    "               \"color\":[237,117,81,255],\n",
    "               \"outline\":outline_render,\n",
    "               \"style\":\"esriSFSSolid\"},\n",
    "     \"value\":\"2\"},\n",
    "    {\"label\":\"Hot Spot - 99% Confidence\",\n",
    "     \"symbol\":{\"type\":\"esriSFS\",\n",
    "               \"color\":[214,47,39,255],\n",
    "               \"outline\":outline_render,\n",
    "               \"style\":\"esriSFSSolid\"},\n",
    "     \"value\":\"3\"}\n",
    "]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "0649d26106c84d159e33b4abd46d20d1",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "MapView(layout=Layout(height='400px', width='100%'))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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\"></img></div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Second, create an arcade expression variable using the field of Gi_Bin\n",
    "# For more about Arcade Expression:https://developers.arcgis.com/javascript/latest/guide/arcade/index.html#visualization\n",
    "arcade = \"$feature.Gi_Bin\";\n",
    "\n",
    "# Finally, we can visualize on map with the unique values of Gi_Bin\n",
    "hotspot_map = gis.map(\"Boston\")\n",
    "hotspot_sedf.spatial.plot(hotspot_map, \n",
    "                          col='Gi_Bin', \n",
    "                          renderer_type='u-a',  # 'u-a' stands for uniqe value with arcade expression\n",
    "                          unique_values=optimized_hot_spots_layer,\n",
    "                          arcade_expression=arcade)\n",
    "hotspot_map"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The column JOIN_COUNT in the hotspot results is the number of crime incidents aggregated into that police precinct. The hotspot analysis results also has a field for the SOURCE_ID, which is a link to the object ID of the input. We want to report our results based on the police precinct rather than the ObjectID. Using the lookup table we created earlier we can use pandas to merge the two dataframes to add the PRECINCT_WARD value back to the hotspot results table. We can aggregate and report the number of crime incidents based on "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 76,
   "metadata": {},
   "outputs": [
    {
     "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>OBJECTID</th>\n",
       "      <th>SOURCE_ID</th>\n",
       "      <th>Join_Count</th>\n",
       "      <th>GiZScore</th>\n",
       "      <th>GiPValue</th>\n",
       "      <th>NNeighbors</th>\n",
       "      <th>Gi_Bin</th>\n",
       "      <th>SHAPE</th>\n",
       "      <th>PRECINCTWARD_INDEX</th>\n",
       "      <th>PRECINCTWARD_ID</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>23</td>\n",
       "      <td>-0.681359</td>\n",
       "      <td>0.495645</td>\n",
       "      <td>6</td>\n",
       "      <td>0</td>\n",
       "      <td>{'rings': [[[-71.01304725199998, 42.3853109380...</td>\n",
       "      <td>1</td>\n",
       "      <td>0113</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>8</td>\n",
       "      <td>-0.719513</td>\n",
       "      <td>0.471825</td>\n",
       "      <td>16</td>\n",
       "      <td>0</td>\n",
       "      <td>{'rings': [[[-71.03131003999994, 42.3702461870...</td>\n",
       "      <td>2</td>\n",
       "      <td>0102</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>20</td>\n",
       "      <td>-0.596487</td>\n",
       "      <td>0.550850</td>\n",
       "      <td>15</td>\n",
       "      <td>0</td>\n",
       "      <td>{'rings': [[[-71.02715579999995, 42.3702870860...</td>\n",
       "      <td>3</td>\n",
       "      <td>0105</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>4</td>\n",
       "      <td>1</td>\n",
       "      <td>1.445135</td>\n",
       "      <td>0.148420</td>\n",
       "      <td>22</td>\n",
       "      <td>0</td>\n",
       "      <td>{'rings': [[[-71.05734319999993, 42.3746231680...</td>\n",
       "      <td>4</td>\n",
       "      <td>0203</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>-0.824181</td>\n",
       "      <td>0.409837</td>\n",
       "      <td>16</td>\n",
       "      <td>0</td>\n",
       "      <td>{'rings': [[[-71.06329203599995, 42.3815201530...</td>\n",
       "      <td>5</td>\n",
       "      <td>0205</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   OBJECTID  SOURCE_ID  Join_Count  GiZScore  GiPValue  NNeighbors  Gi_Bin  \\\n",
       "0         1          1          23 -0.681359  0.495645           6       0   \n",
       "1         2          2           8 -0.719513  0.471825          16       0   \n",
       "2         3          3          20 -0.596487  0.550850          15       0   \n",
       "3         4          4           1  1.445135  0.148420          22       0   \n",
       "4         5          5           1 -0.824181  0.409837          16       0   \n",
       "\n",
       "                                               SHAPE  PRECINCTWARD_INDEX  \\\n",
       "0  {'rings': [[[-71.01304725199998, 42.3853109380...                   1   \n",
       "1  {'rings': [[[-71.03131003999994, 42.3702461870...                   2   \n",
       "2  {'rings': [[[-71.02715579999995, 42.3702870860...                   3   \n",
       "3  {'rings': [[[-71.05734319999993, 42.3746231680...                   4   \n",
       "4  {'rings': [[[-71.06329203599995, 42.3815201530...                   5   \n",
       "\n",
       "  PRECINCTWARD_ID  \n",
       "0            0113  \n",
       "1            0102  \n",
       "2            0105  \n",
       "3            0203  \n",
       "4            0205  "
      ]
     },
     "execution_count": 76,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Add the PRECINCT_WARD column to the hotspot results\n",
    "hotspot_sedf_precincts = pd.DataFrame.merge(hotspot_sedf, precinct_lookup_df, \n",
    "                                            left_on='SOURCE_ID', right_on='PRECINCTWARD_INDEX')\n",
    "hotspot_sedf_precincts.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now that the PRECINCT_WARD value and the number of crimes are in the same dataframe we can determine which precinct has the highest number of incidents. After sorting by the number of incidents we look at the top 10 precincts for number of incidents."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "metadata": {},
   "outputs": [
    {
     "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>PRECINCTWARD_ID</th>\n",
       "      <th>Join_Count</th>\n",
       "      <th>SOURCE_ID</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>191</th>\n",
       "      <td>0306</td>\n",
       "      <td>372</td>\n",
       "      <td>192</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>216</th>\n",
       "      <td>0308</td>\n",
       "      <td>245</td>\n",
       "      <td>217</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>234</th>\n",
       "      <td>0802</td>\n",
       "      <td>161</td>\n",
       "      <td>235</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>0402</td>\n",
       "      <td>129</td>\n",
       "      <td>11</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34</th>\n",
       "      <td>0905</td>\n",
       "      <td>125</td>\n",
       "      <td>35</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>65</th>\n",
       "      <td>1401</td>\n",
       "      <td>106</td>\n",
       "      <td>66</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>0501</td>\n",
       "      <td>96</td>\n",
       "      <td>21</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>32</th>\n",
       "      <td>0803</td>\n",
       "      <td>87</td>\n",
       "      <td>33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37</th>\n",
       "      <td>0904</td>\n",
       "      <td>82</td>\n",
       "      <td>38</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>176</th>\n",
       "      <td>1804</td>\n",
       "      <td>80</td>\n",
       "      <td>177</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    PRECINCTWARD_ID  Join_Count  SOURCE_ID\n",
       "191            0306         372        192\n",
       "216            0308         245        217\n",
       "234            0802         161        235\n",
       "10             0402         129         11\n",
       "34             0905         125         35\n",
       "65             1401         106         66\n",
       "20             0501          96         21\n",
       "32             0803          87         33\n",
       "37             0904          82         38\n",
       "176            1804          80        177"
      ]
     },
     "execution_count": 77,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Look at the top 10 worst precints for assaults\n",
    "ten_worst = hotspot_sedf_precincts.sort_values('Join_Count', ascending=False)[:10][['PRECINCTWARD_ID', 'Join_Count', 'SOURCE_ID']].copy()\n",
    "ten_worst[:10]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[372, 245, 161, 129, 125, 106, 96, 87, 82, 80]"
      ]
     },
     "execution_count": 78,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create a list of the PRECINCTWARD_ID\n",
    "PRECINCTWARD_ID = [str(cur_val) for cur_val in ten_worst['PRECINCTWARD_ID'].tolist()]\n",
    "assault_count = ten_worst['Join_Count'].tolist()\n",
    "assault_count"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "With the precincts with the top 10 number of incidents we can make a plot to compare the number of incidents."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "metadata": {},
   "outputs": [
    {
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   "source": [
    "p = figure( plot_height=250, title=\"Top 10 Precincts by Total Assaults for 2017\",\n",
    "           toolbar_location=None, tools=\"\")\n",
    "\n",
    "x_axis_values = np.arange(10)\n",
    "p.vbar(x=x_axis_values, top=assault_count, width=0.9)\n",
    "\n",
    "# Way to custom label the chart with dates\n",
    "label_dict = {}\n",
    "for idx, cur_label in enumerate(x_axis_values):\n",
    "    label_dict[idx] = PRECINCTWARD_ID[idx]\n",
    "p.xaxis.major_label_overrides = label_dict\n",
    "\n",
    "p.xaxis[0].ticker.desired_num_ticks = 10\n",
    "\n",
    "\n",
    "show(p)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Using the IDs of the top 10 precincts we can also filter the results to show these on the map. Now we have used the spatial data to determine the locations with the most incidents and displayed them on a map."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 80,
   "metadata": {},
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    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 80,
     "metadata": {},
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   ],
   "source": [
    "# Outline the top 10 precincts on the previous map\n",
    "hotspot_top10_sedf = hotspot_sedf[hotspot_sedf['Join_Count'] > min(assault_count)]\n",
    "hotspot_top10_sedf.spatial.plot(hotspot_map, cmap = [0,0,0,0], \n",
    "                                line_width=1, outline_color = [0,0,0,255])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Create a Space Time Cube\n",
    "\n",
    "The [Create Space Time Cube by Aggregating Points](http://pro.arcgis.com/en/pro-app/tool-reference/space-time-pattern-mining/create-space-time-cube.htm) tool aggregates incident points into space-time bins. Within each bin, the points are counted, and specified attributes are aggregated. This will enable us to look at the crime indicent trends in both space and time."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Start Time: Friday, March 15, 2019 5:46:20 PM\n",
      "Running script CreateSpaceTimeCube...\n",
      "WARNING 001605: Distances for Geographic Coordinates (degrees, minutes, seconds) are analyzed using Chordal Distances in meters.\n",
      "WARNING 110109: 9 of 6849 Input Features could not be aggregated into the Defined Polygon Locations.\n",
      "WARNING 110110: Features that could not be aggregated (only includes first 30): OBJECTID = 753, 1139, 3778, 3887, 4510, 4915, 5012, 5378, 6549.\n",
      "WARNING 110067: Your spatial reference is not compatible with CF Conventions.  You may experience difficulties using the resulting space-time cube with other NetCDF tools and software.\n",
      "WARNING 110067: Your spatial reference is not compatible with CF Conventions.  You may experience difficulties using the resulting space-time cube with other NetCDF tools and software.\n",
      "\n",
      "---------- Space Time Cube Characteristics -----------\n",
      "Input feature time extent          2017-01-01 00:01:00\n",
      "                                to 2017-12-31 22:20:00\n",
      "                                                      \n",
      "Number of time steps                                12\n",
      "Time step interval                             1 month\n",
      "Time step alignment                                End\n",
      "                                                      \n",
      "First time step temporal bias                    0.23%\n",
      "First time step interval                         after\n",
      "                                   2016-12-31 22:20:00\n",
      "                                       to on or before\n",
      "                                   2017-01-31 22:20:00\n",
      "                                                      \n",
      "Last time step temporal bias                     0.00%\n",
      "Last time step interval                          after\n",
      "                                   2017-11-30 22:20:00\n",
      "                                       to on or before\n",
      "                                   2017-12-31 22:20:00\n",
      "                                                      \n",
      "Cube extent across space       (coordinates in meters)\n",
      "Min X                                    -7925023.6542\n",
      "Min Y                                     5195136.7472\n",
      "Max X                                    -7898611.5535\n",
      "Max Y                                     5220625.6613\n",
      "\n",
      "Locations                  255\n",
      "Total observations        3060\n",
      "\n",
      "------------- Overall Data Trend - COUNT -------------\n",
      "Trend direction                        Not Significant\n",
      "Trend statistic                                 0.8248\n",
      "Trend p-value                                   0.4095\n",
      "\n",
      "Completed script Create Space Time Cube By Aggregating Points...\n",
      "Succeeded at Friday, March 15, 2019 5:46:22 PM (Elapsed Time: 1.76 seconds)\n"
     ]
    }
   ],
   "source": [
    "# Create output path for spacetime netcdf cube\n",
    "crime_nc = os.path.join(outputSpace, \"crime_cube.nc\")\n",
    "\n",
    "# Create space time cube\n",
    "space_time_cube_result = arcpy.stpm.CreateSpaceTimeCube(crime_points, crime_nc,\n",
    "                               \"DateTime\", None, \"1 Months\", \"END_TIME\", None, None, None,\n",
    "                               \"DEFINED_LOCATIONS\", precincts_feature, \"PrecinctWardID\")\n",
    "print(space_time_cube_result.getMessages())"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Emerging Hot Spot Analysis\n",
    "The [Emerging Hot Spot Analysis Tool](http://pro.arcgis.com/en/pro-app/tool-reference/space-time-pattern-mining/emerginghotspots.htm) identifies trends in the clustering of point counts in a space-time cube. The results include categorizing the temporal trend for each precinct into include new, consecutive, intensifying, persistent, diminishing, sporadic, oscillating, and historical hot and cold spots. This will help us determine locations where crime incidents are on the rise or decreasing and can help with planning enforcement efforts or rating the effecitveness of current programs."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Start Time: Friday, March 15, 2019 5:46:22 PM\n",
      "Running script EmergingHotSpotAnalysis...\n",
      "WARNING 110020: The default Neighborhood Distance is 1969.46141 meters.\n",
      "\n",
      "----------- Input Space Time Cube Details -----------\n",
      "Time step interval                             1 month\n",
      "                                                      \n",
      "Shape Type                                     Polygon\n",
      "                                                      \n",
      "First time step temporal bias                    0.23%\n",
      "First time step interval                         after\n",
      "                                   2016-12-31 22:20:00\n",
      "                                       to on or before\n",
      "                                   2017-01-31 22:20:00\n",
      "                                                      \n",
      "Last time step temporal bias                     0.00%\n",
      "Last time step interval                          after\n",
      "                                   2017-11-30 22:20:00\n",
      "                                       to on or before\n",
      "                                   2017-12-31 22:20:00\n",
      "                                                      \n",
      "Number of time steps                                12\n",
      "Number of locations analyzed                       255\n",
      "Number of space time bins analyzed                3060\n",
      "-----------------------------------------------------\n",
      "\n",
      "\n",
      "---------------- Analysis Details ---------------\n",
      "Neighborhood distance            1969.46141 meters\n",
      "Neighborhood time step intervals                 1\n",
      "(spanning 1 month)                                \n",
      "-------------------------------------------------\n",
      "\n",
      "\n",
      "--------- Summary of Results ---------\n",
      "                      HOT          COLD\n",
      "New                     0             0\n",
      "Consecutive             9             0\n",
      "Intensifying           15             0\n",
      "Persistent              0            10\n",
      "Diminishing             0             0\n",
      "Sporadic               10             6\n",
      "Oscillating             0             0\n",
      "Historical              1             0\n",
      "--------------------------------------\n",
      "All locations with hot or cold spot trends: 51 of 255\n",
      "\n",
      "Category Definitions                                                                                             \n",
      "-----------------------------------------------------------------------------------------------------------------\n",
      "                                                                                                                 \n",
      "Last time step is hot:                                                                                           \n",
      "- New: the most recent time step interval is hot for the first time                                              \n",
      "- Consecutive: a single uninterrupted run of hot time step intervals, comprised of less than 90% of all intervals\n",
      "- Intensifying: at least 90% of the time step intervals are hot, and becoming hotter over time                   \n",
      "- Persistent: at least 90% of the time step intervals are hot, with no trend up or down                          \n",
      "- Diminishing: at least 90% of the time step intervals are hot, and becoming less hot over time                  \n",
      "- Sporadic: some of the time step intervals are hot                                                              \n",
      "- Oscillating: some of the time step intervals are hot, some are cold                                            \n",
      "                                                                                                                 \n",
      "Last time step is not hot:                                                                                       \n",
      "- Historical: at least 90% of the time step intervals are hot, but the most recent time step interval is not     \n",
      "-----------------------------------------------------------------------------------------------------------------\n",
      "                                                                                                                 \n",
      "Last time step is cold:                                                                                          \n",
      "- New: the most recent time step interval is cold for the first time                                             \n",
      "- Consecutive: a single uninterrupted run of cold time step intervals, comprised of less than 90% of all         \n",
      "- Intensifying: at least 90% of the time step intervals are cold, and becoming colder over time                  \n",
      "- Persistent: at least 90% of the time step intervals are cold, with no trend up or down                         \n",
      "- Diminishing: at least 90% of the time step intervals are cold, and becoming less cold over time intervals      \n",
      "- Sporadic: some of the time step intervals are cold                                                             \n",
      "- Oscillating: some of the time step intervals are cold, some are hot                                            \n",
      "                                                                                                                 \n",
      "Last time step is not cold:                                                                                      \n",
      "- Historical: at least 90% of the time step intervals are cold, but the most recent time step interval is not    \n",
      "-----------------------------------------------------------------------------------------------------------------\n",
      "\n",
      "Completed script Emerging Hot Spot Analysis...\n",
      "Succeeded at Friday, March 15, 2019 5:46:24 PM (Elapsed Time: 1.14 seconds)\n"
     ]
    }
   ],
   "source": [
    "# Create output path for emerging hot spot analysis\n",
    "crime_ehsa = os.path.join(analysis_gdb, 'assault_ehsa')\n",
    "\n",
    "# Run the Emerging Hot Spot Analysis tool\n",
    "ehsa_result = arcpy.stpm.EmergingHotSpotAnalysis(crime_nc, \"COUNT\", crime_ehsa)\n",
    "print(ehsa_result.getMessages())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Start Time: Friday, March 15, 2019 5:46:24 PM\n",
      "Running script EmergingHotSpotAnalysis...\n",
      "WARNING 110020: The default Neighborhood Distance is 1969.46141 meters.\n",
      "\n",
      "----------- Input Space Time Cube Details -----------\n",
      "Time step interval                             1 month\n",
      "                                                      \n",
      "Shape Type                                     Polygon\n",
      "                                                      \n",
      "First time step temporal bias                    0.23%\n",
      "First time step interval                         after\n",
      "                                   2016-12-31 22:20:00\n",
      "                                       to on or before\n",
      "                                   2017-01-31 22:20:00\n",
      "                                                      \n",
      "Last time step temporal bias                     0.00%\n",
      "Last time step interval                          after\n",
      "                                   2017-11-30 22:20:00\n",
      "                                       to on or before\n",
      "                                   2017-12-31 22:20:00\n",
      "                                                      \n",
      "Number of time steps                                12\n",
      "Number of locations analyzed                       255\n",
      "Number of space time bins analyzed                3060\n",
      "-----------------------------------------------------\n",
      "\n",
      "\n",
      "---------------- Analysis Details ---------------\n",
      "Neighborhood distance            1969.46141 meters\n",
      "Neighborhood time step intervals                 1\n",
      "(spanning 1 month)                                \n",
      "-------------------------------------------------\n",
      "\n",
      "\n",
      "--------- Summary of Results ---------\n",
      "                      HOT          COLD\n",
      "New                     0             0\n",
      "Consecutive             9             0\n",
      "Intensifying           15             0\n",
      "Persistent              0            10\n",
      "Diminishing             0             0\n",
      "Sporadic               10             6\n",
      "Oscillating             0             0\n",
      "Historical              1             0\n",
      "--------------------------------------\n",
      "All locations with hot or cold spot trends: 51 of 255\n",
      "\n",
      "Category Definitions                                                                                             \n",
      "-----------------------------------------------------------------------------------------------------------------\n",
      "                                                                                                                 \n",
      "Last time step is hot:                                                                                           \n",
      "- New: the most recent time step interval is hot for the first time                                              \n",
      "- Consecutive: a single uninterrupted run of hot time step intervals, comprised of less than 90% of all intervals\n",
      "- Intensifying: at least 90% of the time step intervals are hot, and becoming hotter over time                   \n",
      "- Persistent: at least 90% of the time step intervals are hot, with no trend up or down                          \n",
      "- Diminishing: at least 90% of the time step intervals are hot, and becoming less hot over time                  \n",
      "- Sporadic: some of the time step intervals are hot                                                              \n",
      "- Oscillating: some of the time step intervals are hot, some are cold                                            \n",
      "                                                                                                                 \n",
      "Last time step is not hot:                                                                                       \n",
      "- Historical: at least 90% of the time step intervals are hot, but the most recent time step interval is not     \n",
      "-----------------------------------------------------------------------------------------------------------------\n",
      "                                                                                                                 \n",
      "Last time step is cold:                                                                                          \n",
      "- New: the most recent time step interval is cold for the first time                                             \n",
      "- Consecutive: a single uninterrupted run of cold time step intervals, comprised of less than 90% of all         \n",
      "- Intensifying: at least 90% of the time step intervals are cold, and becoming colder over time                  \n",
      "- Persistent: at least 90% of the time step intervals are cold, with no trend up or down                         \n",
      "- Diminishing: at least 90% of the time step intervals are cold, and becoming less cold over time intervals      \n",
      "- Sporadic: some of the time step intervals are cold                                                             \n",
      "- Oscillating: some of the time step intervals are cold, some are hot                                            \n",
      "                                                                                                                 \n",
      "Last time step is not cold:                                                                                      \n",
      "- Historical: at least 90% of the time step intervals are cold, but the most recent time step interval is not    \n",
      "-----------------------------------------------------------------------------------------------------------------\n",
      "\n",
      "Completed script Emerging Hot Spot Analysis...\n",
      "Succeeded at Friday, March 15, 2019 5:46:25 PM (Elapsed Time: 1.30 seconds)\n"
     ]
    }
   ],
   "source": [
    "# Create output path for emerging hot spot analysis\n",
    "crime_ehsa = os.path.join(analysis_gdb, 'assault_ehsa')\n",
    "\n",
    "# Run the Emerging Hot Spot Analysis tool\n",
    "ehsa_result = arcpy.stpm.EmergingHotSpotAnalysis(crime_nc, \"COUNT\", crime_ehsa)\n",
    "print(ehsa_result.getMessages())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>OBJECTID</th>\n",
       "      <th>LOCATION</th>\n",
       "      <th>PRECINCTWARDID</th>\n",
       "      <th>CATEGORY</th>\n",
       "      <th>PATTERN</th>\n",
       "      <th>PERC_HOT</th>\n",
       "      <th>PERC_COLD</th>\n",
       "      <th>TREND_Z</th>\n",
       "      <th>TREND_P</th>\n",
       "      <th>TREND_BIN</th>\n",
       "      <th>SUM_VALUE</th>\n",
       "      <th>MIN_VALUE</th>\n",
       "      <th>MAX_VALUE</th>\n",
       "      <th>MEAN_VALUE</th>\n",
       "      <th>STD_VALUE</th>\n",
       "      <th>MED_VALUE</th>\n",
       "      <th>SHAPE</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>No Pattern Detected</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-1.668115</td>\n",
       "      <td>0.095293</td>\n",
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       "      <td>23.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>4.0</td>\n",
       "      <td>1.916667</td>\n",
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       "      <td>1.5</td>\n",
       "      <td>{\"rings\": [[[-7905136.2598, 5218873.046099998]...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>No Pattern Detected</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-1.237218</td>\n",
       "      <td>0.216006</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.666667</td>\n",
       "      <td>0.849837</td>\n",
       "      <td>0.5</td>\n",
       "      <td>{\"rings\": [[[-7907169.264, 5216602.892800003],...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>No Pattern Detected</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-1.099749</td>\n",
       "      <td>0.271441</td>\n",
       "      <td>0.0</td>\n",
       "      <td>20.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>4.0</td>\n",
       "      <td>1.666667</td>\n",
       "      <td>1.178511</td>\n",
       "      <td>2.0</td>\n",
       "      <td>{\"rings\": [[[-7906706.8160999995, 5216609.0552...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>3</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>No Pattern Detected</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.273610</td>\n",
       "      <td>0.022989</td>\n",
       "      <td>2.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.083333</td>\n",
       "      <td>0.276385</td>\n",
       "      <td>0.0</td>\n",
       "      <td>{\"rings\": [[[-7910067.2622, 5217262.417300001]...</td>\n",
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       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>5</td>\n",
       "      <td>0</td>\n",
       "      <td>No Pattern Detected</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.417029</td>\n",
       "      <td>0.676657</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.083333</td>\n",
       "      <td>0.276385</td>\n",
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      "text/plain": [
       "   OBJECTID  LOCATION  PRECINCTWARDID  CATEGORY              PATTERN  \\\n",
       "0         1         0               1         0  No Pattern Detected   \n",
       "1         2         1               2         0  No Pattern Detected   \n",
       "2         3         2               3         0  No Pattern Detected   \n",
       "3         4         3               4         0  No Pattern Detected   \n",
       "4         5         4               5         0  No Pattern Detected   \n",
       "\n",
       "   PERC_HOT  PERC_COLD   TREND_Z   TREND_P  TREND_BIN  SUM_VALUE  MIN_VALUE  \\\n",
       "0       0.0        0.0 -1.668115  0.095293       -1.0       23.0        0.0   \n",
       "1       0.0        0.0 -1.237218  0.216006        0.0        8.0        0.0   \n",
       "2       0.0        0.0 -1.099749  0.271441        0.0       20.0        0.0   \n",
       "3       0.0        0.0  2.273610  0.022989        2.0        1.0        0.0   \n",
       "4       0.0        0.0  0.417029  0.676657        0.0        1.0        0.0   \n",
       "\n",
       "   MAX_VALUE  MEAN_VALUE  STD_VALUE  MED_VALUE  \\\n",
       "0        4.0    1.916667   1.187317        1.5   \n",
       "1        3.0    0.666667   0.849837        0.5   \n",
       "2        4.0    1.666667   1.178511        2.0   \n",
       "3        1.0    0.083333   0.276385        0.0   \n",
       "4        1.0    0.083333   0.276385        0.0   \n",
       "\n",
       "                                               SHAPE  \n",
       "0  {\"rings\": [[[-7905136.2598, 5218873.046099998]...  \n",
       "1  {\"rings\": [[[-7907169.264, 5216602.892800003],...  \n",
       "2  {\"rings\": [[[-7906706.8160999995, 5216609.0552...  \n",
       "3  {\"rings\": [[[-7910067.2622, 5217262.417300001]...  \n",
       "4  {\"rings\": [[[-7910729.4835, 5218301.749899998]...  "
      ]
     },
     "execution_count": 84,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Look at the results table\n",
    "ehsa_sedf = pd.DataFrame.spatial.from_featureclass(crime_ehsa)\n",
    "\n",
    "ehsa_sedf.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The `PATTERN` column indicates the type of pattern detected by the emerging hot spot analysis. We can use this as a group by to get the counts by category."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 85,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PATTERN\n",
       "No Pattern Detected      204\n",
       "Intensifying Hot Spot     15\n",
       "Sporadic Hot Spot         10\n",
       "Persistent Cold Spot      10\n",
       "Consecutive Hot Spot       9\n",
       "Sporadic Cold Spot         6\n",
       "Historical Hot Spot        1\n",
       "Name: OBJECTID, dtype: int64"
      ]
     },
     "execution_count": 85,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Group on the pattern column and count the number of precincts\n",
    "group = ehsa_sedf.groupby('PATTERN').count()['OBJECTID'].sort_values(ascending=False)\n",
    "group"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Check how much percentage of precincts for which we can detect some pattern through time by running Emerging Hot Spot Analysis tool"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "We can detect pattern for 51 locations out of 255 precincts, that is 20% locations.\n"
     ]
    }
   ],
   "source": [
    "num_total = len(ehsa_sedf)\n",
    "num_with_pattern = len(ehsa_sedf.loc[ehsa_sedf['PATTERN'] != \"No Pattern Detected\"])\n",
    "print(\"We can detect pattern for {} locations out of {} precincts, that is {}% locations.\". format(num_with_pattern, num_total, round(num_with_pattern/num_total*100)))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "metadata": {},
   "outputs": [
    {
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     },
     "output_type": "display_data"
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   ],
   "source": [
    "# Visualize on bar chart \n",
    "p = figure(plot_height=250, title=\"Precincts by Emerging Hotspot Result Pattern\",\n",
    "           toolbar_location=None, tools=\"\")\n",
    "\n",
    "x_axis_values = np.arange(len(group.index)) # How many unique patterns are contained in the result\n",
    "p.vbar(x=x_axis_values, top=group.values, width=0.8)\n",
    "\n",
    "\n",
    "# Way to custom label the chart with dates\n",
    "label_dict = {}\n",
    "for idx, cur_label in enumerate(x_axis_values):\n",
    "    label_dict[idx] = group.index[idx]\n",
    "p.xaxis.major_label_overrides = label_dict\n",
    "\n",
    "p.xaxis[0].ticker.desired_num_ticks = 10\n",
    "p.xaxis.major_label_orientation = pi/8\n",
    "\n",
    "# pad the plot\n",
    "p.min_border_left = 80\n",
    "\n",
    "show(p)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This plot shows again that the majority of the precinct wards do not show a distinct pattern. Precincts which are intensifying hot spots could be targets for intervention programs. The persistent cold spots reveal areas where crime incidents are low, these areas could be investigated for factors which lead to decreased incidents."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
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       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
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       "    }\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>PRECINCTWARD_INDEX</th>\n",
       "      <th>PRECINCTWARD_ID</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>0113</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>0102</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>0105</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>0203</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>0205</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   PRECINCTWARD_INDEX PRECINCTWARD_ID\n",
       "0                   1            0113\n",
       "1                   2            0102\n",
       "2                   3            0105\n",
       "3                   4            0203\n",
       "4                   5            0205"
      ]
     },
     "execution_count": 88,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "precinct_lookup_df.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can merge the results to the lookup table to identify the preicncts which are the intensifying hot spot pattern and the persistent cold spot pattern."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Precints showing Intensifying Hot Spot Pattern:\n",
      "['0303', '0307', '0504', '0503', '0902', '0803', '0903', '0807', '0306', '0302', '0308', '0801', '0511', '0505', '0301']\n",
      "Precints showing Persistent Cold Spot Pattern:\n",
      "['1908', '2007', '2019', '2012', '2014', '2018', '1909', '2208', '2011', '2008']\n"
     ]
    }
   ],
   "source": [
    "intensifying_hotspot_df = ehsa_sedf[ehsa_sedf['PATTERN'] == \"Intensifying Hot Spot\"]\n",
    "intensifying_precincts = list(pd.DataFrame.merge(intensifying_hotspot_df, precinct_lookup_df, \n",
    "                        left_on='PRECINCTWARDID', right_on='PRECINCTWARD_INDEX')['PRECINCTWARD_ID'])\n",
    "\n",
    "presistent_cold_df = ehsa_sedf[ehsa_sedf['PATTERN'] == \"Persistent Cold Spot\"]\n",
    "persistent_cold_precincts = list(pd.DataFrame.merge(presistent_cold_df, precinct_lookup_df, \n",
    "                        left_on='PRECINCTWARDID', right_on='PRECINCTWARD_INDEX')['PRECINCTWARD_ID'])\n",
    "\n",
    "print(\"Precints showing Intensifying Hot Spot Pattern:\\n{}\".format(intensifying_precincts))\n",
    "print(\"Precints showing Persistent Cold Spot Pattern:\\n{}\".format(persistent_cold_precincts))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Visualize Space Time Cube in 3D\n",
    "\n",
    "The [Visualize Space Time Cube in 3D\n",
    "](http://pro.arcgis.com/en/pro-app/tool-reference/space-time-pattern-mining/visualizecube3d.htm) tool creates a feature class with a point for each location and each time slice. This allows you to visualize the crime incident counts over time in a 3D scene.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Start Time: Friday, March 15, 2019 5:46:26 PM\n",
      "Running script VisualizeSpaceTimeCube3D...\n",
      "WARNING 110044: The time it takes to render the cube in three dimensions may vary considerably based on the number of features and the graphics card associated with your CPU.\n",
      "Completed script Visualize Space Time Cube in 3D...\n",
      "Succeeded at Friday, March 15, 2019 5:46:27 PM (Elapsed Time: 1.10 seconds)\n"
     ]
    }
   ],
   "source": [
    "# Create output path for Visualize Space Time Cube in 3D\n",
    "crime_viz3d = os.path.join(analysis_gdb, 'assault_viz3d')\n",
    "# Run Visualize Space Time Cube in 3D\n",
    "viz3d_results = arcpy.stpm.VisualizeSpaceTimeCube3D(crime_nc, \"COUNT\", \"VALUE\", crime_viz3d)\n",
    "\n",
    "print(viz3d_results.getMessages())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 91,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Result '/arcgis/home/BostonCrimeAnalysis.gdb/assault_viz3d_wgs'>"
      ]
     },
     "execution_count": 91,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wgs_sr = arcpy.Describe('/arcgis/home/BostonCrimeAnalysis.gdb/hotspot_result').spatialReference\n",
    "crime_viz3d_wgs = os.path.join(analysis_gdb, 'assault_viz3d_wgs')\n",
    "arcpy.management.Project(crime_viz3d, crime_viz3d_wgs, wgs_sr)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 92,
   "metadata": {},
   "outputs": [
    {
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       "   OBJECTID  TIME_STEP          START_DATE            END_DATE   TIME_EXAG  \\\n",
       "0         1          0 2016-12-31 22:20:01 2017-01-31 22:20:00    0.000000   \n",
       "1         2          1 2017-01-31 22:20:01 2017-02-28 22:20:00   52.824201   \n",
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       "4         5          4 2017-04-30 22:20:01 2017-05-31 22:20:00  211.296806   \n",
       "\n",
       "   ELEMENT  LOCATION  PRECINCTWARDID  VALUE  \\\n",
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     "execution_count": 92,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create a spatially enabled dataframe with the results\n",
    "crime_viz3d_sedf = SpatialDataFrame.from_featureclass(crime_viz3d_wgs)\n",
    "crime_viz3d_sedf.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 138,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "2d075276a9d345f5aff82ef74c380594",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "MapView(jupyter_target='notebook', layout=Layout(height='400px', width='100%'), mode='3D', ready=True, tilt=49…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<div class=\"map-static-img-preview-fd18d71d-7d23-4d04-9960-89e3f1803818\"><img 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\"></img></div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Create a map in 3D mode to visualize the results\n",
    "viz3d_map = gis.map(\"Boston\", zoomlevel=13, mode='3D')\n",
    "viz3d_map.basemap='dark-gray-vector'\n",
    "viz3d_map"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 94,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 94,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Change 3D scene angle\n",
    "viz3d_map.tilt = 50\n",
    "# Add data\n",
    "# TODO: Figure out how to intepret the VALUE field and how the layer file works for this tool\n",
    "crime_viz3d_sedf.spatial.plot(viz3d_map, col=\"VALUE\", cmap=\"Reds\", \n",
    "                              renderer_type='c', alpha=0.75, \n",
    "                              method='esriClassifyNaturalBreaks', line_width=0.25)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Time Series Clustering\n",
    "\n",
    "The [Time Series Clustering](http://pro.arcgis.com/en/pro-app/tool-reference/space-time-pattern-mining/time-series-clustering.htm) tool partitions a collection of time series, stored in a space-time cube, based on the similarity of time series characteristics. Time series can be clustered so they have similar values in time or similar behaviors or profiles across time (increase or decrease at the same points in time).\n",
    "\n",
    "By clustering on the incident time series areas with similar temporal patterns can be identified. As an example if some precincts had the most activity in the morning hours and others had the most activity in the evenings it would create two distinct clusters. By understanding the temporal patterns police efforts can be timed to maximize their efficiency. There are two modes for time series clustering: VALUE and PROFILE. By using VALUE, locations that have time series with similar values of the Analysis Variable at the same points in time will be clustered together. By using PROFILE, time series that have similar behaviors, fluctuations, and complexity will be clustered together. Clustering is based on the common form or shape of each location's time series. We will examine using the value mode in this analysis to find clusters with similar number of incidents."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 95,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Start Time: Friday, March 15, 2019 5:46:33 PM\n",
      "Running script TimeSeriesClustering...\n",
      "\n",
      "The estimated optimal number of clusters is 3 based on the spectral gap heuristic.\n",
      "\n",
      "----------- Input Space Time Cube Details -----------\n",
      "Time step interval                             1 month\n",
      "                                                      \n",
      "Shape Type                                     Polygon\n",
      "                                                      \n",
      "First time step temporal bias                    0.23%\n",
      "First time step interval                         after\n",
      "                                   2016-12-31 22:20:00\n",
      "                                       to on or before\n",
      "                                   2017-01-31 22:20:00\n",
      "                                                      \n",
      "Last time step temporal bias                     0.00%\n",
      "Last time step interval                          after\n",
      "                                   2017-11-30 22:20:00\n",
      "                                       to on or before\n",
      "                                   2017-12-31 22:20:00\n",
      "                                                      \n",
      "Number of time steps                                12\n",
      "Number of locations analyzed                       255\n",
      "Number of space time bins analyzed                3060\n",
      "-----------------------------------------------------\n",
      "\n",
      "\n",
      "\n",
      "------ Trend Statistics for Average Time-Series ------\n",
      "Cluster ID     Direction           Statistic     p-value\n",
      "1              Not Significant        1.0286      0.3037\n",
      "2              Not Significant        1.5122      0.1305\n",
      "3              Not Significant        1.0286      0.3037\n",
      "------------------------------------------------------\n",
      "\n",
      "Completed script Time Series Clustering...\n",
      "Succeeded at Friday, March 15, 2019 5:46:34 PM (Elapsed Time: 0.97 seconds)\n"
     ]
    }
   ],
   "source": [
    "# Create output path for Time Series Clustering results\n",
    "time_series_clustering = os.path.join(analysis_gdb, 'assault_time_series_clustering')\n",
    "\n",
    "# Run time series clustering based on VALUE\n",
    "time_series_clustering_results = arcpy.stpm.TimeSeriesClustering(crime_nc, \"COUNT\", time_series_clustering, \"VALUE\")\n",
    "\n",
    "print(time_series_clustering_results.getMessages())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 96,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ERROR 110191: The spectral gap decomposition returned an invalid number of clusters in your data (0) which means there are no meaningful clusters.\n",
      "Failed to execute (TimeSeriesClustering).\n",
      "\n"
     ]
    }
   ],
   "source": [
    "# Apart from use VALUE similarity, we can also run time series clustering based on PROFILE(cosine) similarity\n",
    "time_series_clustering_profile = os.path.join(analysis_gdb, 'assault_time_series_clustering_profile')\n",
    "try:\n",
    "    time_series_clustering_profile_results = arcpy.stpm.TimeSeriesClustering(crime_nc, \"COUNT\", time_series_clustering_profile, \"PROFILE\") # change 2\n",
    "except Exception:\n",
    "    e = sys.exc_info()[1]\n",
    "    print(e.args[0])\n",
    "    \n",
    "# it shows that there is no significant time series clusters based on profile similarity"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 97,
   "metadata": {},
   "outputs": [
    {
     "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>OBJECTID</th>\n",
       "      <th>LOCATION</th>\n",
       "      <th>PRECINCTWARDID</th>\n",
       "      <th>CLUSTER_ID</th>\n",
       "      <th>CENTER_REP</th>\n",
       "      <th>SHAPE</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7905136.2598, 5218873.046099998]...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7907169.264, 5216602.892800003],...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7906706.8160999995, 5216609.0552...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>3</td>\n",
       "      <td>4</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7910067.2622, 5217262.417300001]...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7910729.4835, 5218301.749899998]...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   OBJECTID  LOCATION  PRECINCTWARDID  CLUSTER_ID  CENTER_REP  \\\n",
       "0         1         0               1           1           0   \n",
       "1         2         1               2           1           0   \n",
       "2         3         2               3           1           0   \n",
       "3         4         3               4           1           0   \n",
       "4         5         4               5           1           0   \n",
       "\n",
       "                                               SHAPE  \n",
       "0  {\"rings\": [[[-7905136.2598, 5218873.046099998]...  \n",
       "1  {\"rings\": [[[-7907169.264, 5216602.892800003],...  \n",
       "2  {\"rings\": [[[-7906706.8160999995, 5216609.0552...  \n",
       "3  {\"rings\": [[[-7910067.2622, 5217262.417300001]...  \n",
       "4  {\"rings\": [[[-7910729.4835, 5218301.749899998]...  "
      ]
     },
     "execution_count": 97,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Load time series clustering results to a dataframe\n",
    "time_series_clustering_sedf = pd.DataFrame.spatial.from_featureclass(time_series_clustering)\n",
    "time_series_clustering_sedf.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Each of the precincts has been given a cluster ID to identifiy clusters with similar time series. Using a groupby on the CLUSTER_ID field lets us count how many precincts are in each cluster. We can also use the CLUSTER_ID to map out locations with similar time series trends."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 98,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "CLUSTER_ID\n",
       "1    219\n",
       "2      2\n",
       "3     34\n",
       "Name: OBJECTID, dtype: int64"
      ]
     },
     "execution_count": 98,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Look at the number of precincts in each cluster\n",
    "time_series_clustering_sedf.groupby('CLUSTER_ID').count()['OBJECTID']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 99,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x28.8 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Visualize the Time Series Clusters\n",
    "# Now we can try a different rendering technique: create a layer file based on an existing color map from MATPLOTLIB\n",
    "# Tips 1: color map is a collection of string values that can be given to generate a series of related colors from a defined set.\n",
    "# Tips 2: matplotlib color map can be viewed here: https://matplotlib.org/tutorials/colors/colormaps.html\n",
    "\n",
    "# Here we will use quantitative colormaps: often miscellaneous colors and are good for representing information which does not have ordering or relationships.\n",
    "# In this case we use \"Set3\", you can try other color maps as well\n",
    "chosen_colormap = \"Set3\"\n",
    "# cmaps['Qualitative'] = ['Pastel1', 'Pastel2', 'Paired', 'Accent',\n",
    "#                         'Dark2', 'Set1', 'Set2', 'Set3',\n",
    "#                         'tab10', 'tab20', 'tab20b', 'tab20c']\n",
    "\n",
    "# Check the color with arcgis.mapping library\n",
    "from arcgis.mapping import display_colormaps\n",
    "display_colormaps([chosen_colormap])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 100,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "3"
      ]
     },
     "execution_count": 100,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# so there are 12 different colors in this colormap, change this if you use other colormap\n",
    "num_of_color_available = 12\n",
    "\n",
    "# define how many distinct color we need, basically, it's the number of clusters identified by running the analysis, if it's less than number of color available\n",
    "# otherwise, it will be the number of color available\n",
    "num_of_clusters = len(time_series_clustering_sedf[\"CLUSTER_ID\"].unique())\n",
    "num_of_color = min(num_of_color_available, num_of_clusters)\n",
    "num_of_color"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 101,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[141., 211., 199., 255.],\n",
       "       [179., 222., 105., 255.],\n",
       "       [255., 237., 111., 255.]])"
      ]
     },
     "execution_count": 101,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# get a list of [R,G,B,Opacity] from the chosen colormap\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "# change Set3 to the color map of your choice if necessary\n",
    "color_list = plt.cm.Set3(np.linspace(0, 1, num_of_color)) * 255\n",
    "color_list"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 102,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[{'label': 'cluster 1',\n",
       "  'symbol': {'type': 'esriSFS',\n",
       "   'color': [141.0, 211.0, 199.0, 255.0],\n",
       "   'outline': {'type': 'esriSLS',\n",
       "    'color': [0, 0, 0, 150],\n",
       "    'width': 0.7,\n",
       "    'style': 'esriSLSSolid'},\n",
       "   'style': 'esriSFSSolid'},\n",
       "  'value': 1},\n",
       " {'label': 'cluster 2',\n",
       "  'symbol': {'type': 'esriSFS',\n",
       "   'color': [179.0, 222.0, 105.0, 255.0],\n",
       "   'outline': {'type': 'esriSLS',\n",
       "    'color': [0, 0, 0, 150],\n",
       "    'width': 0.7,\n",
       "    'style': 'esriSLSSolid'},\n",
       "   'style': 'esriSFSSolid'},\n",
       "  'value': 2},\n",
       " {'label': 'cluster 3',\n",
       "  'symbol': {'type': 'esriSFS',\n",
       "   'color': [255.0, 237.0, 111.0, 255.0],\n",
       "   'outline': {'type': 'esriSLS',\n",
       "    'color': [0, 0, 0, 150],\n",
       "    'width': 0.7,\n",
       "    'style': 'esriSLSSolid'},\n",
       "   'style': 'esriSFSSolid'},\n",
       "  'value': 0}]"
      ]
     },
     "execution_count": 102,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create a \"layer file\" thing based on the chosen colormap\n",
    "# Tip: It is a good cartographic practice to not have too many unique values in your legend.\n",
    "\n",
    "outline_render = {\"type\":\"esriSLS\",\n",
    "                  \"color\":[0,0,0,150],\n",
    "                  \"width\":0.7,\n",
    "                  \"style\":\"esriSLSSolid\"}\n",
    "\n",
    "time_series_cluster_layer = []\n",
    "\n",
    "for i in range(0, num_of_color):\n",
    "    label = \"cluster \" + str(i+1)\n",
    "    symbol = {\"type\":\"esriSFS\",\n",
    "               \"color\":color_list[i].tolist(),\n",
    "               \"outline\":outline_render,\n",
    "               \"style\":\"esriSFSSolid\"}\n",
    "    value = (i + 1) % num_of_color # this is for handeling the scenario where number of cluster is larger than the number of color available in the colormap\n",
    "    symbology = {\"label\":label, \"symbol\":symbol, \"value\":value}\n",
    "    time_series_cluster_layer.append(symbology)\n",
    "\n",
    "# check the symbology\n",
    "time_series_cluster_layer"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 103,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Second, create an arcade expression variable using the CLUSTER_ID\n",
    "# This will help us handel the scenario where number of clusters is larger than the number of color available in the colormap\n",
    "arcade = \"$feature.CLUSTER_ID % \" + str(num_of_color);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 140,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "19b2a539fbe54e4f8649a277a615acde",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "MapView(jupyter_target='notebook', layout=Layout(height='400px', width='100%'), ready=True, zoom=10.0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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\"></img></div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Finally, Plot the precincts using unique value renderer on CLUSTER_ID\n",
    "time_series_cluster_map = gis.map(\"Boston\")\n",
    "time_series_cluster_map.basemap ='dark-gray' # Let's try another basemap\n",
    "time_series_cluster_map"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 105,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 105,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# remove existing layers if you have try this for several times\n",
    "time_series_cluster_map.remove_layers()\n",
    "\n",
    "# do the plot with arcade expression and layer info\n",
    "time_series_clustering_sedf.spatial.plot(time_series_cluster_map, \n",
    "                          col = \"CLUSTER_ID\",\n",
    "                          renderer_type='u-a',  # 'u-a' stands for uniqe value with arcade expression\n",
    "                          unique_values=time_series_cluster_layer,\n",
    "                          arcade_expression=arcade)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Examine the Time Series Trends\n",
    "\n",
    "We have examined the locations of the time series clusters. Now we will take a look at what the actual temporal patterns are throughout the year for each of the clusters. We will groupby using the cluster ID and then calculate the minimum, maximum and mean value for the time series and use the values in a plot.\n",
    "\n",
    "We will merge the time series clusteirng results using CLUSTER_ID with the aggregated point count data so we can look at the results\n",
    "from each of the clusters"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 106,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "There are 3 time series clusters for each month.\n"
     ]
    },
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>START_DATE</th>\n",
       "      <th>CLUSTER_ID</th>\n",
       "      <th>VALUE</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2016-12-31 22:20:01</td>\n",
       "      <td>1</td>\n",
       "      <td>8.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2016-12-31 22:20:01</td>\n",
       "      <td>2</td>\n",
       "      <td>25.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2016-12-31 22:20:01</td>\n",
       "      <td>3</td>\n",
       "      <td>13.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2017-01-31 22:20:01</td>\n",
       "      <td>1</td>\n",
       "      <td>7.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2017-01-31 22:20:01</td>\n",
       "      <td>2</td>\n",
       "      <td>30.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>2017-01-31 22:20:01</td>\n",
       "      <td>3</td>\n",
       "      <td>16.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "           START_DATE  CLUSTER_ID  VALUE\n",
       "0 2016-12-31 22:20:01           1    8.0\n",
       "1 2016-12-31 22:20:01           2   25.0\n",
       "2 2016-12-31 22:20:01           3   13.0\n",
       "3 2017-01-31 22:20:01           1    7.0\n",
       "4 2017-01-31 22:20:01           2   30.0\n",
       "5 2017-01-31 22:20:01           3   16.0"
      ]
     },
     "execution_count": 106,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Join the cluster ID to each location in the visualize 3D results.\n",
    "join_df = crime_viz3d_sedf.merge(time_series_clustering_sedf, on='LOCATION')\n",
    "\n",
    "# Group by the start date and the cluster ID so we can get the number of crimes for each month for each cluster\n",
    "gdf = join_df.groupby(['START_DATE', 'CLUSTER_ID'])\n",
    "\n",
    "# Get the number of cluster ids\n",
    "num_clusters = gdf['VALUE'].max().reset_index()['CLUSTER_ID'].unique()\n",
    "print(\"There are {} time series clusters for each month.\".format(max(num_clusters)))\n",
    "\n",
    "# Calculate summary statistics for each cluster\n",
    "max_values = gdf['VALUE'].max().reset_index()\n",
    "max_values.head(6)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 107,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>START_DATE</th>\n",
       "      <th>CLUSTER_ID</th>\n",
       "      <th>VALUE</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
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       "      <th>0</th>\n",
       "      <td>2016-12-31 22:20:01</td>\n",
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       "      <td>0.0</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2016-12-31 22:20:01</td>\n",
       "      <td>2</td>\n",
       "      <td>16.0</td>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2016-12-31 22:20:01</td>\n",
       "      <td>3</td>\n",
       "      <td>1.0</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2017-01-31 22:20:01</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2017-01-31 22:20:01</td>\n",
       "      <td>2</td>\n",
       "      <td>11.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>2017-01-31 22:20:01</td>\n",
       "      <td>3</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "           START_DATE  CLUSTER_ID  VALUE\n",
       "0 2016-12-31 22:20:01           1    0.0\n",
       "1 2016-12-31 22:20:01           2   16.0\n",
       "2 2016-12-31 22:20:01           3    1.0\n",
       "3 2017-01-31 22:20:01           1    0.0\n",
       "4 2017-01-31 22:20:01           2   11.0\n",
       "5 2017-01-31 22:20:01           3    0.0"
      ]
     },
     "execution_count": 107,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "min_values = gdf['VALUE'].min().reset_index()\n",
    "min_values.head(6)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 108,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
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       "\n",
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       "        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>START_DATE</th>\n",
       "      <th>CLUSTER_ID</th>\n",
       "      <th>VALUE</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2016-12-31 22:20:01</td>\n",
       "      <td>1</td>\n",
       "      <td>1.410959</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2016-12-31 22:20:01</td>\n",
       "      <td>2</td>\n",
       "      <td>20.500000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2016-12-31 22:20:01</td>\n",
       "      <td>3</td>\n",
       "      <td>5.235294</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2017-01-31 22:20:01</td>\n",
       "      <td>1</td>\n",
       "      <td>1.232877</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2017-01-31 22:20:01</td>\n",
       "      <td>2</td>\n",
       "      <td>20.500000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>2017-01-31 22:20:01</td>\n",
       "      <td>3</td>\n",
       "      <td>4.647059</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "           START_DATE  CLUSTER_ID      VALUE\n",
       "0 2016-12-31 22:20:01           1   1.410959\n",
       "1 2016-12-31 22:20:01           2  20.500000\n",
       "2 2016-12-31 22:20:01           3   5.235294\n",
       "3 2017-01-31 22:20:01           1   1.232877\n",
       "4 2017-01-31 22:20:01           2  20.500000\n",
       "5 2017-01-31 22:20:01           3   4.647059"
      ]
     },
     "execution_count": 108,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mean_values = gdf['VALUE'].mean().reset_index()\n",
    "mean_values.head(6)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this plot we will be using both a line plot as well as a [patch](https://bokeh.pydata.org/en/latest/docs/reference/models/glyphs/patches.html).  \n",
    "Basically patch will be the range for each month, and the line will be the mean for each month."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 109,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Working on cluster 1\n",
      "Working on cluster 2\n",
      "Working on cluster 3\n",
      "\n",
      "\n",
      "patch_x : [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 11, 10, 9, 8, 7, 6, 5, 4, 3, 2, 1, 0, 0]\n",
      "patch_y : [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 7.0, 7.0, 8.0, 9.0, 7.0, 9.0, 8.0, 8.0, 8.0, 7.0, 7.0, 8.0, 0.0]\n",
      "mean_x : [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11]\n",
      "mean_y : [1.41, 1.23, 1.27, 1.49, 1.53, 1.63, 1.47, 1.58, 1.59, 1.56, 1.39, 1.46]\n",
      "\n",
      "\n",
      "patch_x : [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 11, 10, 9, 8, 7, 6, 5, 4, 3, 2, 1, 0, 0]\n",
      "patch_y : [16.0, 11.0, 19.0, 18.0, 21.0, 12.0, 26.0, 30.0, 19.0, 27.0, 27.0, 10.0, 34.0, 37.0, 29.0, 32.0, 37.0, 40.0, 27.0, 32.0, 25.0, 33.0, 30.0, 25.0, 16.0]\n",
      "mean_x : [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11]\n",
      "mean_y : [20.5, 20.5, 26.0, 21.5, 26.5, 19.5, 33.0, 33.5, 25.5, 28.0, 32.0, 22.0]\n",
      "\n",
      "\n",
      "patch_x : [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 11, 10, 9, 8, 7, 6, 5, 4, 3, 2, 1, 0, 0]\n",
      "patch_y : [1.0, 0.0, 0.0, 0.0, 2.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 0.0, 18.0, 12.0, 15.0, 24.0, 15.0, 16.0, 14.0, 14.0, 17.0, 14.0, 16.0, 13.0, 1.0]\n",
      "mean_x : [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11]\n",
      "mean_y : [5.24, 4.65, 5.21, 5.44, 6.71, 6.24, 6.38, 5.97, 6.06, 6.12, 5.62, 5.85]\n"
     ]
    }
   ],
   "source": [
    "plot_data_list = []\n",
    "\n",
    "for cur_cluster in num_clusters:\n",
    "    print(\"Working on cluster {}\".format(cur_cluster))\n",
    "    cur_min_values = min_values.query(\"CLUSTER_ID == {}\".format(cur_cluster))['VALUE'].tolist()\n",
    "    cur_max_values = max_values.query(\"CLUSTER_ID == {}\".format(cur_cluster))['VALUE'].tolist()\n",
    "    cur_mean_values = mean_values.query(\"CLUSTER_ID == {}\".format(cur_cluster))['VALUE'].tolist()\n",
    "    \n",
    "    time_series_length = len(cur_max_values)\n",
    "    patch_x = list(range(0, time_series_length, 1)) + list(range(time_series_length-1, -1, -1))\n",
    "    patch_y = cur_min_values + cur_max_values[::-1]\n",
    "    # Repeat the first point on the patch\n",
    "    patch_x.append(patch_x[0])\n",
    "    patch_y.append(patch_y[0])\n",
    "    \n",
    "    mean_x = list(range(0, time_series_length, 1))\n",
    "    mean_y = [round(num,2) for num in cur_mean_values] # round to 2 decimal points\n",
    "    \n",
    "    plot_data_list.append({'patch_x': patch_x,\n",
    "                      'patch_y': patch_y,\n",
    "                      'mean_x': mean_x,\n",
    "                      'mean_y': mean_y})\n",
    "\n",
    "# Check the result\n",
    "for plot_data in plot_data_list:\n",
    "    print(\"\\n\")\n",
    "    for key in plot_data.keys():\n",
    "        print(key, \":\", plot_data[key])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 110,
   "metadata": {
    "scrolled": false
   },
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       "  var render_items = [{\"docid\":\"b5978f79-b83f-421f-9104-30421d76e45b\",\"roots\":{\"3d79f332-2f3a-420e-a7d6-d35ae88d0623\":\"b3d8abea-0652-493a-89a6-5f82340f5181\"}}];\n",
       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
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       "      attempts++;\n",
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       "        console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\")\n",
       "        clearInterval(timer);\n",
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       "    }, 10, root)\n",
       "  }\n",
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      "application/vnd.bokehjs_exec.v0+json": ""
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      "application/vnd.bokehjs_exec.v0+json": {
       "id": "3d79f332-2f3a-420e-a7d6-d35ae88d0623"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Establish plotting colors\n",
    "plotting_colors = ['#78AAFF', '#FF6455', '#7DDC55', '#FFB400', '#C864E1', '#BEA064', '#FABEC8', \n",
    "          '#AFAFAF', '#005AE6', '#E60000', '#37A000', '#960096', '#B4FF00', '#822800', \n",
    "          '#3C6E82', '#FF00C3', '#00E6AA', '#FFE600', '#002378', '#D78787', '#282828', \n",
    "          '#73E1E1', '#006400', '#E1C3FF', '#966432', '#FFC88C', '#D2FFBE', '#CDE1FF', \n",
    "          '#FFFF87', '#F0F0F0', ]\n",
    "\n",
    "p = figure(plot_height=350, plot_width=800)\n",
    "\n",
    "for idx, cur_plot in enumerate(plot_data_list):\n",
    "    p.patch(cur_plot['patch_x'], cur_plot['patch_y'], alpha=0.1, color=plotting_colors[idx], line_dash='dashed', line_width=4)\n",
    "    p.line(cur_plot['mean_x'], cur_plot['mean_y'], color=plotting_colors[idx], line_width=2, legend=\"Cluster \"+str(idx+1))\n",
    "\n",
    "p.xaxis.axis_label = \"Time Step - Monthly\"\n",
    "p.yaxis.axis_label = \"Incident Count\"\n",
    "\n",
    "show(p)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Examining this plot shows the yearly trends of crime incidents for the detected time series clusters. You may ask why there is no patch for Cluster 3."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 111,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "CLUSTER_ID\n",
       "1    219\n",
       "2      2\n",
       "3     34\n",
       "Name: OBJECTID, dtype: int64"
      ]
     },
     "execution_count": 111,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# You can see why by looking back at the number of precincts in each cluster\n",
    "time_series_clustering_sedf.groupby('CLUSTER_ID').count()['OBJECTID']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 112,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th>OBJECTID</th>\n",
       "      <th>LOCATION</th>\n",
       "      <th>PRECINCTWARDID</th>\n",
       "      <th>CLUSTER_ID</th>\n",
       "      <th>CENTER_REP</th>\n",
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       "      <th>9</th>\n",
       "      <td>10</td>\n",
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       "      <td>{\"rings\": [[[-7912403.7838, 5212884.236900002]...</td>\n",
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       "      <th>19</th>\n",
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       "      <td>19</td>\n",
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       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7911199.420600001, 5213942.52629...</td>\n",
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       "    <tr>\n",
       "      <th>20</th>\n",
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       "      <td>20</td>\n",
       "      <td>21</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7911461.109200001, 5212850.60589...</td>\n",
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       "    <tr>\n",
       "      <th>32</th>\n",
       "      <td>33</td>\n",
       "      <td>32</td>\n",
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       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7912035.4394000005, 5211065.0521...</td>\n",
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       "    <tr>\n",
       "      <th>33</th>\n",
       "      <td>34</td>\n",
       "      <td>33</td>\n",
       "      <td>34</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7912547.265699999, 5209658.84839...</td>\n",
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       "    <tr>\n",
       "      <th>34</th>\n",
       "      <td>35</td>\n",
       "      <td>34</td>\n",
       "      <td>35</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7913664.168400001, 5209543.5814]...</td>\n",
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       "    <tr>\n",
       "      <th>37</th>\n",
       "      <td>38</td>\n",
       "      <td>37</td>\n",
       "      <td>38</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7914198.358100001, 5210753.58269...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>38</th>\n",
       "      <td>39</td>\n",
       "      <td>38</td>\n",
       "      <td>39</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7912459.356799999, 5211303.44799...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>39</th>\n",
       "      <td>40</td>\n",
       "      <td>39</td>\n",
       "      <td>40</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7912441.8813000005, 5210562.7053...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>47</th>\n",
       "      <td>48</td>\n",
       "      <td>47</td>\n",
       "      <td>48</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7915333.1019, 5209158.668099999]...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50</th>\n",
       "      <td>51</td>\n",
       "      <td>50</td>\n",
       "      <td>51</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7914773.013800001, 5207598.33309...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>57</th>\n",
       "      <td>58</td>\n",
       "      <td>57</td>\n",
       "      <td>58</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7912090.3564, 5209123.319499999]...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>65</th>\n",
       "      <td>66</td>\n",
       "      <td>65</td>\n",
       "      <td>66</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7911827.9991, 5207304.5988000035...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>68</th>\n",
       "      <td>69</td>\n",
       "      <td>68</td>\n",
       "      <td>69</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7912559.333799999, 5207091.92440...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>70</th>\n",
       "      <td>71</td>\n",
       "      <td>70</td>\n",
       "      <td>71</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7911781.941500001, 5207429.40269...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>71</th>\n",
       "      <td>72</td>\n",
       "      <td>71</td>\n",
       "      <td>72</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7911560.8835, 5207111.8825], [-7...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>72</th>\n",
       "      <td>73</td>\n",
       "      <td>72</td>\n",
       "      <td>73</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7910591.9153, 5207015.1994], [-7...</td>\n",
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       "    <tr>\n",
       "      <th>82</th>\n",
       "      <td>83</td>\n",
       "      <td>82</td>\n",
       "      <td>83</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7918073.421700001, 5213950.58259...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>101</th>\n",
       "      <td>102</td>\n",
       "      <td>101</td>\n",
       "      <td>102</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7919886.9054000005, 5212861.9746...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>107</th>\n",
       "      <td>108</td>\n",
       "      <td>107</td>\n",
       "      <td>108</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7912681.528100001, 5208056.77040...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>112</th>\n",
       "      <td>113</td>\n",
       "      <td>112</td>\n",
       "      <td>113</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7912684.676200001, 5204943.2086]...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>118</th>\n",
       "      <td>119</td>\n",
       "      <td>118</td>\n",
       "      <td>119</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7913213.440400001, 5203171.58649...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>120</th>\n",
       "      <td>121</td>\n",
       "      <td>120</td>\n",
       "      <td>121</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7910519.7347, 5205432.348899998]...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>127</th>\n",
       "      <td>128</td>\n",
       "      <td>127</td>\n",
       "      <td>128</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7911441.6557, 5204517.7623], [-7...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>137</th>\n",
       "      <td>138</td>\n",
       "      <td>137</td>\n",
       "      <td>138</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7912168.573799999, 5203452.15510...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>140</th>\n",
       "      <td>141</td>\n",
       "      <td>140</td>\n",
       "      <td>141</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7913997.262499999, 5202488.48200...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>167</th>\n",
       "      <td>168</td>\n",
       "      <td>167</td>\n",
       "      <td>168</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7911559.3039, 5205670.5825999975...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>176</th>\n",
       "      <td>177</td>\n",
       "      <td>176</td>\n",
       "      <td>177</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7913632.4454, 5201862.5898], [-7...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>182</th>\n",
       "      <td>183</td>\n",
       "      <td>182</td>\n",
       "      <td>183</td>\n",
       "      <td>3</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"rings\": [[[-7914421.7546, 5205004.1008], [-7...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>218</th>\n",
       "      <td>219</td>\n",
       "      <td>218</td>\n",
       "      <td>219</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7910051.1163, 5212888.992899999]...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>219</th>\n",
       "      <td>220</td>\n",
       "      <td>219</td>\n",
       "      <td>220</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7910972.248199999, 5216386.0242]...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>234</th>\n",
       "      <td>235</td>\n",
       "      <td>234</td>\n",
       "      <td>235</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7911753.532199999, 5211990.42490...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>251</th>\n",
       "      <td>252</td>\n",
       "      <td>251</td>\n",
       "      <td>252</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>{\"rings\": [[[-7914645.84, 5212175.049699999], ...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     OBJECTID  LOCATION  PRECINCTWARDID  CLUSTER_ID  CENTER_REP  \\\n",
       "9          10         9              10           3           0   \n",
       "10         11        10              11           3           0   \n",
       "19         20        19              20           3           0   \n",
       "20         21        20              21           3           0   \n",
       "32         33        32              33           3           0   \n",
       "33         34        33              34           3           0   \n",
       "34         35        34              35           3           0   \n",
       "37         38        37              38           3           0   \n",
       "38         39        38              39           3           0   \n",
       "39         40        39              40           3           0   \n",
       "47         48        47              48           3           0   \n",
       "50         51        50              51           3           0   \n",
       "57         58        57              58           3           0   \n",
       "65         66        65              66           3           0   \n",
       "68         69        68              69           3           0   \n",
       "70         71        70              71           3           0   \n",
       "71         72        71              72           3           0   \n",
       "72         73        72              73           3           0   \n",
       "82         83        82              83           3           0   \n",
       "101       102       101             102           3           0   \n",
       "107       108       107             108           3           0   \n",
       "112       113       112             113           3           0   \n",
       "118       119       118             119           3           0   \n",
       "120       121       120             121           3           0   \n",
       "127       128       127             128           3           0   \n",
       "137       138       137             138           3           0   \n",
       "140       141       140             141           3           0   \n",
       "167       168       167             168           3           0   \n",
       "176       177       176             177           3           0   \n",
       "182       183       182             183           3           1   \n",
       "218       219       218             219           3           0   \n",
       "219       220       219             220           3           0   \n",
       "234       235       234             235           3           0   \n",
       "251       252       251             252           3           0   \n",
       "\n",
       "                                                 SHAPE  \n",
       "9    {\"rings\": [[[-7911147.7952, 5212701.136299998]...  \n",
       "10   {\"rings\": [[[-7912403.7838, 5212884.236900002]...  \n",
       "19   {\"rings\": [[[-7911199.420600001, 5213942.52629...  \n",
       "20   {\"rings\": [[[-7911461.109200001, 5212850.60589...  \n",
       "32   {\"rings\": [[[-7912035.4394000005, 5211065.0521...  \n",
       "33   {\"rings\": [[[-7912547.265699999, 5209658.84839...  \n",
       "34   {\"rings\": [[[-7913664.168400001, 5209543.5814]...  \n",
       "37   {\"rings\": [[[-7914198.358100001, 5210753.58269...  \n",
       "38   {\"rings\": [[[-7912459.356799999, 5211303.44799...  \n",
       "39   {\"rings\": [[[-7912441.8813000005, 5210562.7053...  \n",
       "47   {\"rings\": [[[-7915333.1019, 5209158.668099999]...  \n",
       "50   {\"rings\": [[[-7914773.013800001, 5207598.33309...  \n",
       "57   {\"rings\": [[[-7912090.3564, 5209123.319499999]...  \n",
       "65   {\"rings\": [[[-7911827.9991, 5207304.5988000035...  \n",
       "68   {\"rings\": [[[-7912559.333799999, 5207091.92440...  \n",
       "70   {\"rings\": [[[-7911781.941500001, 5207429.40269...  \n",
       "71   {\"rings\": [[[-7911560.8835, 5207111.8825], [-7...  \n",
       "72   {\"rings\": [[[-7910591.9153, 5207015.1994], [-7...  \n",
       "82   {\"rings\": [[[-7918073.421700001, 5213950.58259...  \n",
       "101  {\"rings\": [[[-7919886.9054000005, 5212861.9746...  \n",
       "107  {\"rings\": [[[-7912681.528100001, 5208056.77040...  \n",
       "112  {\"rings\": [[[-7912684.676200001, 5204943.2086]...  \n",
       "118  {\"rings\": [[[-7913213.440400001, 5203171.58649...  \n",
       "120  {\"rings\": [[[-7910519.7347, 5205432.348899998]...  \n",
       "127  {\"rings\": [[[-7911441.6557, 5204517.7623], [-7...  \n",
       "137  {\"rings\": [[[-7912168.573799999, 5203452.15510...  \n",
       "140  {\"rings\": [[[-7913997.262499999, 5202488.48200...  \n",
       "167  {\"rings\": [[[-7911559.3039, 5205670.5825999975...  \n",
       "176  {\"rings\": [[[-7913632.4454, 5201862.5898], [-7...  \n",
       "182  {\"rings\": [[[-7914421.7546, 5205004.1008], [-7...  \n",
       "218  {\"rings\": [[[-7910051.1163, 5212888.992899999]...  \n",
       "219  {\"rings\": [[[-7910972.248199999, 5216386.0242]...  \n",
       "234  {\"rings\": [[[-7911753.532199999, 5211990.42490...  \n",
       "251  {\"rings\": [[[-7914645.84, 5212175.049699999], ...  "
      ]
     },
     "execution_count": 112,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Let's see which ward precinct experienced this extremely high occurance of crime incidents throughout year 2017\n",
    "time_series_clustering_sedf.loc[time_series_clustering_sedf['CLUSTER_ID'] == 3]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "You can go back to the map above to see that's South Boston.\n",
    "\n",
    "And if you combine the count table and the chart, you can see that the majority of the ward precincts fell into Cluster 2 with very low crime incident rate, so Boston is a very safe city."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Create a HTML report of the analysis\n",
    "This analysis follows similar patterns as above so if you are looking for detailed information about a step try looking through the code above."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 113,
   "metadata": {},
   "outputs": [],
   "source": [
    "from scipy.stats import linregress # used to calculate slope"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 114,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Get the current date and time\n",
    "cur_date = dt.datetime.now()\n",
    "\n",
    "# Check the current week of the year\n",
    "cur_week = cur_date.isocalendar()[1]\n",
    "\n",
    "# Create a query string for the most recent crime incidents\n",
    "# If the current week is less than 13 we will need to query the last two years to get a complete data set\n",
    "if cur_week < 13:\n",
    "    params = {\n",
    "    'sql': \"\"\"SELECT * from \"12cb3883-56f5-47de-afa5-3b1cf61b257b\" WHERE (\"OFFENSE_CODE_GROUP\" = 'Aggravated Assault' OR \"OFFENSE_CODE_GROUP\" = 'Simple Assault') AND (\"YEAR\"='{}'OR \"YEAR\" = '{}')\"\"\".format(cur_date.year, cur_date.year-1)\n",
    "    }\n",
    "else:\n",
    "    params = {\n",
    "    'sql': \"\"\"SELECT * from \"12cb3883-56f5-47de-afa5-3b1cf61b257b\" WHERE (\"OFFENSE_CODE_GROUP\" = 'Aggravated Assault' OR \"OFFENSE_CODE_GROUP\" = 'Simple Assault') AND \"YEAR\"='{}'\"\"\".format(cur_date.year)\n",
    "    }"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 115,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Status Code: 200\n"
     ]
    }
   ],
   "source": [
    "# Build the query string and send response to server\n",
    "query_string = parse.urlencode(params)\n",
    "full_url = url + \"?\" + query_string\n",
    "\n",
    "try:\n",
    "    resp = request.urlopen(full_url)\n",
    "    print(\"Status Code: {}\".format(resp.code))\n",
    "except Exception as e:\n",
    "    print(str(e))\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 116,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Clean the data from the API\n",
    "\n",
    "json_dict = json.loads(resp.read().decode())\n",
    "\n",
    "cur_crime_df = pd.DataFrame(json_dict['result']['records'])\n",
    "\n",
    "# Convert lat and long to numeric\n",
    "cur_crime_df['Long'] = pd.to_numeric(cur_crime_df['Long'])\n",
    "cur_crime_df['Lat'] = pd.to_numeric(cur_crime_df['Lat'])\n",
    "\n",
    "# convert hour of day to numeric\n",
    "cur_crime_df['HOUR'] = pd.to_numeric(cur_crime_df['HOUR'])\n",
    "\n",
    "cur_crime_df['DateTime'] = cur_crime_df.apply((lambda x: process_date(x['OCCURRED_ON_DATE'])), axis=1)\n",
    "\n",
    "# Remove locations without coordinates\n",
    "cur_crime_df_coords = cur_crime_df.query('(Long == Long) and (Long != -1)').copy()\n",
    "\n",
    "cur_crime_sedf = pd.DataFrame.spatial.from_xy(cur_crime_df_coords, 'Long', 'Lat')\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we have the most recent crime incident data available from the Crime Incident Reports API. The plan is to report the crimes for the past four weeks. We check the returned data for the most recent event and grab the previous four weeks from that date.\n",
    "\n",
    "Again we will use the Space Time Cube to aggregate the crime incidents into space and time bins. To create a space time cube a minimum of 10 time periods are required. We filter the data and keep only the 12 weeks before the most recent event."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 117,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The most recent date in the data set is: 2019-03-14 19:44:00\n"
     ]
    }
   ],
   "source": [
    "# Check the most recent date from the data\n",
    "most_recent_event = max(cur_crime_sedf['DateTime'])\n",
    "print(\"The most recent date in the data set is: {}\".format(most_recent_event))\n",
    "\n",
    "# Filter the data for the last 12 weeks\n",
    "analysis_period = \"84day\" # (12 weeks)\n",
    "most_recent_event - pd.to_timedelta(analysis_period)\n",
    "\n",
    "cur_crime_sedf = cur_crime_sedf[cur_crime_sedf['DateTime'] > most_recent_event - pd.to_timedelta(analysis_period)].copy()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 118,
   "metadata": {},
   "outputs": [],
   "source": [
    "# We can repeat the space time cube operation to aggregate into districts"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 119,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'/arcgis/home/BostonCrimeAnalysis.gdb/cur_assault_points'"
      ]
     },
     "execution_count": 119,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Set up output paths for the analysis\n",
    "cur_crime_points = os.path.join(analysis_gdb, 'cur_assault_points')\n",
    "precincts_feature = os.path.join(analysis_gdb, 'precincts_feature')\n",
    "cur_hotspot_result = os.path.join(analysis_gdb, 'cur_hotspot_result')\n",
    "cur_crime_viz3d = os.path.join(analysis_gdb, 'cur_assault_viz3d')\n",
    "cur_crime_nc = os.path.join(outputSpace, \"cur_crime_cube.nc\")\n",
    "\n",
    "# Write the current crime points to a feature class for analysis\n",
    "cur_crime_sedf.spatial.to_featureclass(cur_crime_points)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 120,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Aggregate into space time cube\n",
    "arcpy.stpm.CreateSpaceTimeCube(cur_crime_points, cur_crime_nc,\n",
    "                               \"DateTime\", None, \"1 Weeks\", \"END_TIME\", None, None, None,\n",
    "                               \"DEFINED_LOCATIONS\", precincts_feature, \"PrecinctWardID\")\n",
    "                               \n",
    "viz3d_results = arcpy.stpm.VisualizeSpaceTimeCube3D(cur_crime_nc, \"COUNT\", \"VALUE\", cur_crime_viz3d)\n",
    "\n",
    "# Load results to a data frame\n",
    "cur_crime_viz3d_sedf = pd.DataFrame.spatial.from_featureclass(cur_crime_viz3d)                              "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 121,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Get the last four weeks of data for this analysis\n",
    "last_four_weeks = list(cur_crime_viz3d_sedf['START_DATE'].unique())[-4:]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 122,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Collect the top 5 precincts for crime incidents for the last four weeks\n",
    "\n",
    "count_list = []\n",
    "precinct_list = []\n",
    "date_list = []\n",
    "\n",
    "for cur_week in last_four_weeks:\n",
    "    # Loop through the last four weeks and determine if any of the current week top precints\n",
    "    # were in the previous week\n",
    "    query_df = cur_crime_viz3d_sedf[cur_crime_viz3d_sedf['START_DATE'] == cur_week]\n",
    "    cur_crime_by_precinct = query_df.groupby('PRECINCTWARDID')['VALUE'].sum().sort_values(ascending=False)\n",
    "    count_list = count_list + list(cur_crime_by_precinct[:5].values)\n",
    "    precinct_list = precinct_list + list(cur_crime_by_precinct.index[:5])\n",
    "    date_list = date_list + [cur_week] * 5\n",
    "    \n",
    "cur_crime_dict = {\"PRECINCT\": precinct_list,\n",
    "             \"COUNT\": count_list,\n",
    "                 \"DATE\":date_list}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 123,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create a data frame with the crime count by precinct for the last four weeks\n",
    "crime_weeks_df = pd.DataFrame(cur_crime_dict)\n",
    "# Pull the most recent date from the data\n",
    "most_recent_date = max(crime_weeks_df['DATE'].unique())\n",
    "# Format the date for display\n",
    "time_string = pd.to_datetime(str(most_recent_date)) .strftime('%Y.%m.%d')\n",
    "# Create a subset data frame with the most recent week\n",
    "recent_week_df = crime_weeks_df[crime_weeks_df['DATE']==most_recent_date]\n",
    "# Create a subset data frame with the previous 3 weeks\n",
    "previous_week_df = crime_weeks_df[crime_weeks_df['DATE']!=most_recent_date]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 124,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Precinct 113 is new in the top 5. Action required\n",
      "Precinct 217 has been in the top 5 for crimes for the past 3 week(s)\n",
      "Precinct 107 is new in the top 5. Action required\n",
      "Precinct 74 is new in the top 5. Action required\n",
      "Precinct 33 has been in the top 5 for crimes for the past 1 week(s)\n",
      "Crime incidents are on the decrease. Send our regards to the Police Chief\n",
      "\n"
     ]
    }
   ],
   "source": [
    "report_string = \"\"\n",
    "\n",
    "for cur_precinct in recent_week_df['PRECINCT']:\n",
    "    \"\"\"Loop thorugh each precinct in the top 5 for the most recent week and compare to\n",
    "    the previous 3 weeks to determine if it is new in the top 5 or a repeat\"\"\"\n",
    "    \n",
    "    # Group the previous 3 weeks by precint\n",
    "    previous_week_precincts = previous_week_df.groupby('PRECINCT').count()\n",
    "    \n",
    "    # Check if the current precinct was in the top 5 previously\n",
    "    if cur_precinct in previous_week_precincts.index:\n",
    "        \n",
    "        cur_index = list(previous_week_precincts.index).index(cur_precinct)\n",
    "        # Count how many times this precinct has been in the top 5 in the last 4 weeks\n",
    "        cur_number_of_times = int(previous_week_precincts.iloc[cur_index]['COUNT'])\n",
    "        cur_string = \"Precinct {} has been in the top 5 for crimes for the past {} week(s)\\n\".format(cur_precinct, cur_number_of_times)\n",
    "    \n",
    "    else:\n",
    "        cur_string = \"Precinct {} is new in the top 5. Action required\\n\".format(cur_precinct)\n",
    "        \n",
    "    report_string = report_string + cur_string\n",
    "\n",
    "# Determine the crime incident trend for the past 4 weeks\n",
    "total_crimes_by_week = crime_weeks_df.groupby('DATE')['COUNT'].sum().values        \n",
    "crime_slope = linregress([0, 1, 2, 3], total_crimes_by_week).slope\n",
    "\n",
    "if crime_slope < 0:\n",
    "    cur_string = \"Crime incidents are on the decrease. Send our regards to the Police Chief\\n\"\n",
    "else:\n",
    "    cur_string = \"Crimes incidents are on the rise. Set a meeting with the Police Chief\\n\"\n",
    "    \n",
    "report_string = report_string + cur_string\n",
    "print(report_string)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 125,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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     "output_type": "display_data"
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   ],
   "source": [
    "# Plot crimes for the last 4 weeks\n",
    "# With this method I am having trouble getting the dates to line up, so I created the bar chart below as an alternative\n",
    "\n",
    "group = crime_weeks_df.groupby('DATE')['COUNT'].sum()\n",
    "\n",
    "calc_y_max = int(max(group.values) + max(group.values)*0.2)\n",
    "\n",
    "p = figure(plot_width=600, plot_height=250, title=\"Four Week Assault Summary Report [{}]\".format(time_string),\n",
    "           x_axis_type='datetime', y_range=(0, calc_y_max))\n",
    "p.line(group.index, group, line_width=2)\n",
    "p.circle(group.index, group, alpha=0.5)\n",
    "\n",
    "p.yaxis[0].ticker.desired_num_ticks = 5\n",
    "p.xaxis[0].ticker.desired_num_ticks = 4\n",
    "\n",
    "show(p)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 126,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
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       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
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       "    \n",
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[2019.03.07]\"},\"id\":\"560ea054-b720-4474-82af-643a11bec40f\",\"type\":\"Title\"},{\"attributes\":{},\"id\":\"f7e61a78-2cc4-4b4c-949d-768fe89336f1\",\"type\":\"BasicTicker\"},{\"attributes\":{\"callback\":null,\"data\":{\"top\":{\"__ndarray__\":\"AAAAAAAANkAAAAAAAAA7QAAAAAAAADhAAAAAAAAAM0A=\",\"dtype\":\"float64\",\"shape\":[4]},\"x\":[0,1,2,3]},\"selected\":{\"id\":\"0f9c09dd-8a1f-4902-b3f9-35d39bf17d62\",\"type\":\"Selection\"},\"selection_policy\":{\"id\":\"25bf8c28-f370-419f-9a08-a26d9f6e1d8f\",\"type\":\"UnionRenderers\"}},\"id\":\"cdb145ae-4c98-45ab-b39d-bd2409341757\",\"type\":\"ColumnDataSource\"},{\"attributes\":{\"desired_num_ticks\":5},\"id\":\"1ed7aafd-6661-402a-aa96-b81121109dcd\",\"type\":\"BasicTicker\"},{\"attributes\":{\"fill_color\":{\"value\":\"#1f77b4\"},\"line_color\":{\"value\":\"#1f77b4\"},\"top\":{\"field\":\"top\"},\"width\":{\"value\":0.8},\"x\":{\"field\":\"x\"}},\"id\":\"c1e5a42e-fe15-4c43-bb0c-d622ff61cede\",\"type\":\"VBar\"},{\"attributes\":{\"below\":[{\"id\":\"592d4523-acbb-46d7-9e2c-75a7e2f2cb88\",\"type\":\"LinearAxis\"}],\"left\":[{\"id\":\"33507240-02ef-48c2-bd5b-75716497815b\",\"type\":\"LinearAxis\"}],\"plot_height\":250,\"renderers\":[{\"id\":\"592d4523-acbb-46d7-9e2c-75a7e2f2cb88\",\"type\":\"LinearAxis\"},{\"id\":\"814844a8-855a-4b01-b13d-091b9a18bc1e\",\"type\":\"Grid\"},{\"id\":\"33507240-02ef-48c2-bd5b-75716497815b\",\"type\":\"LinearAxis\"},{\"id\":\"0d68640d-657b-4385-8c78-7101ff728047\",\"type\":\"Grid\"},{\"id\":\"848e7cc9-ba01-46b4-be4c-c768aa70ad31\",\"type\":\"GlyphRenderer\"}],\"title\":{\"id\":\"560ea054-b720-4474-82af-643a11bec40f\",\"type\":\"Title\"},\"toolbar\":{\"id\":\"3aeb00d6-322b-4fc4-902e-d2c801c8d322\",\"type\":\"Toolbar\"},\"toolbar_location\":null,\"x_range\":{\"id\":\"16f940e1-cdf5-40fe-aac5-1bd6ceffb276\",\"type\":\"DataRange1d\"},\"x_scale\":{\"id\":\"5ca5b454-ffca-4f92-93ae-6d087779ef51\",\"type\":\"LinearScale\"},\"y_range\":{\"id\":\"edc5af48-5ea1-4aeb-8ef3-792d080c5973\",\"type\":\"DataRange1d\"},\"y_scale\":{\"id\":\"766c4d5d-f4ef-4607-ace0-0999dc2f56e6\",\"type\":\"LinearScale\"}},\"id\":\"5eaa331a-b32d-4ce6-b99f-02750f8aa00b\",\"subtype\":\"Figure\",\"type\":\"Plot\"},{\"attributes\":{\"formatter\":{\"id\":\"c208ced7-c155-44cc-9f94-0a96b898ba00\",\"type\":\"BasicTickFormatter\"},\"plot\":{\"id\":\"5eaa331a-b32d-4ce6-b99f-02750f8aa00b\",\"subtype\":\"Figure\",\"type\":\"Plot\"},\"ticker\":{\"id\":\"1ed7aafd-6661-402a-aa96-b81121109dcd\",\"type\":\"BasicTicker\"}},\"id\":\"33507240-02ef-48c2-bd5b-75716497815b\",\"type\":\"LinearAxis\"},{\"attributes\":{\"plot\":{\"id\":\"5eaa331a-b32d-4ce6-b99f-02750f8aa00b\",\"subtype\":\"Figure\",\"type\":\"Plot\"},\"ticker\":{\"id\":\"f7e61a78-2cc4-4b4c-949d-768fe89336f1\",\"type\":\"BasicTicker\"}},\"id\":\"814844a8-855a-4b01-b13d-091b9a18bc1e\",\"type\":\"Grid\"},{\"attributes\":{},\"id\":\"766c4d5d-f4ef-4607-ace0-0999dc2f56e6\",\"type\":\"LinearScale\"},{\"attributes\":{},\"id\":\"59bfe6c6-f692-4287-9827-34ec45733455\",\"type\":\"BasicTickFormatter\"},{\"attributes\":{},\"id\":\"c208ced7-c155-44cc-9f94-0a96b898ba00\",\"type\":\"BasicTickFormatter\"},{\"attributes\":{\"formatter\":{\"id\":\"59bfe6c6-f692-4287-9827-34ec45733455\",\"type\":\"BasicTickFormatter\"},\"major_label_overrides\":{\"0\":\"2019.02.14\",\"1\":\"2019.02.21\",\"2\":\"2019.02.28\",\"3\":\"2019.03.07\"},\"plot\":{\"id\":\"5eaa331a-b32d-4ce6-b99f-02750f8aa00b\",\"subtype\":\"Figure\",\"type\":\"Plot\"},\"ticker\":{\"id\":\"f7e61a78-2cc4-4b4c-949d-768fe89336f1\",\"type\":\"BasicTicker\"}},\"id\":\"592d4523-acbb-46d7-9e2c-75a7e2f2cb88\",\"type\":\"LinearAxis\"},{\"attributes\":{\"dimension\":1,\"plot\":{\"id\":\"5eaa331a-b32d-4ce6-b99f-02750f8aa00b\",\"subtype\":\"Figure\",\"type\":\"Plot\"},\"ticker\":{\"id\":\"1ed7aafd-6661-402a-aa96-b81121109dcd\",\"type\":\"BasicTicker\"}},\"id\":\"0d68640d-657b-4385-8c78-7101ff728047\",\"type\":\"Grid\"},{\"attributes\":{},\"id\":\"25bf8c28-f370-419f-9a08-a26d9f6e1d8f\",\"type\":\"UnionRenderers\"},{\"attributes\":{\"data_source\":{\"id\":\"cdb145ae-4c98-45ab-b39d-bd2409341757\",\"type\":\"ColumnDataSource\"},\"glyph\":{\"id\":\"c1e5a42e-fe15-4c43-bb0c-d622ff61cede\",\"type\":\"VBar\"},\"hover_glyph\":null,\"muted_glyph\":null,\"nonselection_glyph\":{\"id\":\"5d46be82-81ab-47c0-930d-777b01a24eed\",\"type\":\"VBar\"},\"selection_glyph\":null,\"view\":{\"id\":\"87ade4c7-8c35-4ab7-b250-d7542693cbce\",\"type\":\"CDSView\"}},\"id\":\"848e7cc9-ba01-46b4-be4c-c768aa70ad31\",\"type\":\"GlyphRenderer\"},{\"attributes\":{\"source\":{\"id\":\"cdb145ae-4c98-45ab-b39d-bd2409341757\",\"type\":\"ColumnDataSource\"}},\"id\":\"87ade4c7-8c35-4ab7-b250-d7542693cbce\",\"type\":\"CDSView\"},{\"attributes\":{\"callback\":null},\"id\":\"edc5af48-5ea1-4aeb-8ef3-792d080c5973\",\"type\":\"DataRange1d\"},{\"attributes\":{\"active_drag\":\"auto\",\"active_inspect\":\"auto\",\"active_multi\":null,\"active_scroll\":\"auto\",\"active_tap\":\"auto\"},\"id\":\"3aeb00d6-322b-4fc4-902e-d2c801c8d322\",\"type\":\"Toolbar\"},{\"attributes\":{\"callback\":null},\"id\":\"16f940e1-cdf5-40fe-aac5-1bd6ceffb276\",\"type\":\"DataRange1d\"}],\"root_ids\":[\"5eaa331a-b32d-4ce6-b99f-02750f8aa00b\"]},\"title\":\"Bokeh Application\",\"version\":\"0.13.0\"}};\n",
       "  var render_items = [{\"docid\":\"dc61eda5-2a97-4a81-831b-487d3fe23ce6\",\"roots\":{\"5eaa331a-b32d-4ce6-b99f-02750f8aa00b\":\"83ee749c-8ca0-4b2b-b027-5a5e71faf189\"}}];\n",
       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "\n",
       "  }\n",
       "  if (root.Bokeh !== undefined) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    var attempts = 0;\n",
       "    var timer = setInterval(function(root) {\n",
       "      if (root.Bokeh !== undefined) {\n",
       "        embed_document(root);\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "      attempts++;\n",
       "      if (attempts > 100) {\n",
       "        console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\")\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "    }, 10, root)\n",
       "  }\n",
       "})(window);"
      ],
      "application/vnd.bokehjs_exec.v0+json": ""
     },
     "metadata": {
      "application/vnd.bokehjs_exec.v0+json": {
       "id": "5eaa331a-b32d-4ce6-b99f-02750f8aa00b"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "p = figure(plot_height=250, title=\"Four Week Assault Summary Report [{}]\".format(time_string),\n",
    "           toolbar_location=None, tools=\"\")\n",
    "p.vbar(x=[0, 1, 2, 3], top=group, width=0.8)\n",
    "\n",
    "# Way to custom label the chart with dates\n",
    "label_dict = {}\n",
    "for idx, cur_label in enumerate(group.index):\n",
    "    label_dict[idx] = cur_label.strftime('%Y.%m.%d') \n",
    "p.xaxis.major_label_overrides = label_dict\n",
    "\n",
    "p.yaxis[0].ticker.desired_num_ticks = 5\n",
    "\n",
    "# Write the chart for use in the report\n",
    "html = file_html(p, CDN, \"my plot\")\n",
    "output_html = os.path.join(outputSpace, \"ReportChart.html\")\n",
    "with open(output_html, 'w') as f:\n",
    "    f.write(html)\n",
    "\n",
    "show(p)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Create a map showing the top 5 precincts this week\n",
    "\n",
    "Create a map showing precincts in Boston and the top five precincts from this week."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 142,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "823adb48d5ad4a38bbf22807133c310d",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "MapView(jupyter_target='notebook', layout=Layout(height='400px', width='100%'), ready=True, zoom=10.0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<div class=\"map-static-img-preview-51f8fbdc-01bc-4ff4-a884-0f8659a36d70\"><img 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IgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIPpAiIscEREBERAREQEREBERAREQEREBERAREQEREBZdR9eJxdMySR5PqRg9h+0sREHJY5uq9zt2iV5fGT3JBO43/iuP5nc+Z963kufy87y7lADGv8AZAHhstnfz2389vBAREQEREBZNa5Yp79J4DJN2y15P1MoPv8AmsZEEl18U71zTsxSA/qYbPLVf8h0zsPcN1o/Izhpjqxw0YydiK/qSn5u8z8du6jkQaklxJcXOcTuXOPM4n3k+ZWiIgpbtG1n60k1nYtyWJGYsUqlB0e7aJHZ0gP7QEo/vldTvudzzHfu7bbf47LREBERAWfj7HQmA5ebnPLsrTxE0DmOGepxpTO2sZcyJ0xgNVmbETSz0m19RYDGaipRl0kcbuoytlazJRy8rZWSBrntAe6mQNDpot3Fjuf1SguY8PDb4e74Ito225SeYj1Sff8AFbh2AHuQb43yxPL2OcwlvK4/0UjfyuUDl8fadcx+bwVGpYt46CzDcxht/ox1iOfol74p+md3AwRHp7Dm2/Xj2VZWwQGjNadkKsdmO5FVixTobLr1pkkc732GPbEYGxxGGNjxJKyQutRcjJAJHR4zXFp54/bB2CCPpZGtmMdFdx7ya9pjmw7Dpz1XtHrxTQ/ge07hzfwkEeShW1LFiDrh8bnkchDezgGjzV34Z6cznErOY/SOkMKLesM9rSfTNPAQzxVZbt61ddXqASyvbGw2Q+rNzSOa0embkgd1GNERj5mMa9jh1dojzCTfvvuOx3QVDpv6RlA9Xm5Dv81x+CkbsswLoxEyKJ7jIA6HpuAO5A5vPt5qO/h9DuEBRWak6WLuSbe01sPf4u2UqoTPdqLXOa98PpTHThniyJp9d3/Mgla8fSrwRf1cLY/4NA/0U3TyT4QY5fWjDdox0vAgbDuqzFlcdO7aG7C5xPg+XZ4PxHvUgCCAQQ4EbgtO4PxCCYkysu3LHEyNw7F3gSfeuv8AVtq1YirYSq+OO9qWeWlLa/8AdohHK+xN9I+Vn1VpVOLn5PWRDY4o62laJExkG8lye/E0Rtb8h2/vUFpo1IcfVr0qrQyGtAytC0fhaxoa0D6ALI7jsfEeKHuSSSSfEnxKIMaWhTn36tWCQu7uJj3cSfElYkeDxcUvWjqRMkB3/W84/wCXy+XkpREDt5DYeQA2A+iIiAsCxi6FouMtSCRzju6Ro6TwT3JLves9EEDHB+i8lTggdYNS8xzTDJP1Y4yzzaPd7lPDuPHf4gbAqFzrS2rFaB9elZZaJ/ZB5VMghwBHgRuEGqIsmnVlvWYKsDWunsSdOI/0Ze0+Lv7Lf8kE1gatSGK3nMhFHNUxmxrVJPDJ2z+rh+g9dQ1+7byNmzctTOnsWH8xlf5DfflZ8PcprUFuKJ9fDUHONDCtLDI3tFbsn1ZrTfg9wMQ+AVaALQAexA2O3gg13377Eb99j4j4FERAREQEREBERAREQEREBERARFh5C9WxtGzdsFpjghMr2k95fW5Gtb+9tyf8TmQQ+ZjOSyOOwczpo8faqz5DIiEbusxwOghbXePyvdZEm3/B2/pFdcbJG2SStM1rKt1nSma32GkdogPgOyquKx0sDpsjk3OnzF6NotSDt6Czbdtas3+jDPZMn4+XfzU2A5u2xDHMdzDYer9EE5UoQcksVyP72G50nv6mxBbuD/iElq03tfHXbHJZbECNju7bZcVkm7SZci7uiYIMjH5ue0AQv+rQCoiN8kL2PZ3LT62/jyoJXHUi7qSWIS1rOUNPxCsO23b3dlGtycL49mkiVzms5X+y4dttlJnbc7AAb9gPAINFFZSu+ZscjfZr7vP1UqtHDmG3ggqdCobcrdzysZ3Mnv2/CrWGMjHK1pja0bn4LjigZEHsHtSSGU7ee53/ANVrYhM8QjDuQF2zjt5+aDGkyMYldFFHJJM7lG/vas7ffuRyk9y0+Lfgq/G5uMne2WISBxPTkZ2dtv2WfDkGvhkm5JCa7z7HtcpPbf6IJFFX5ctM4ubAxvIXAet7W3lv8VONlbyx87wJHsBA38yEHIS4Nc4N3c1vZn51i6kmtQy4myGmu+bT0MZa/wAHNaZVk7b7NJJ3d4/4qQzcteW5XpuLZDUxdKMtkj7AugZY2/6kEVXnbPA2Rp79mvI8CfNcxGxIHgOwWxsccXsRtZy9toxyrfvv379+/fx+qAozJtgEHVkZzHflY78pWZZbM+Isrv5HlQLnWmxOjsT80RlMEw9xB2b/AJIKnnnObjLDdyZJHsa87bnbnCumFaGRTtHg1jWj6dlTs/E+KKuyUOEVbJQemvA3iEXOd9/3lf8AH144oI5I3BwmjbIS32DzAHcfBBnuc1oLnO5Ghvc7Laxwc1rmndrmhzT7wfBQ9+86GQwt7MDNiR8QlO7Wr1WB79nsk6e2/v7IJpbGyMcS1r43OBILW+0D8VuG2w2O427H3qMvVnEusV3cszW+uepsdkHNcuNqAM5XdSR3Kwn9V396y4y4xsLuUOLAXBvs77d9vgqfI+Z7Y5JXyOaX7MeDuGkK01J2zwMkJ5pNgx58yfP/ABQTOMqi3eqQvd04HXYoZXf1hkljY0f9a4r0hmvXJSOUy2pJC38vM9x2/wAVqXyVmwNjd9/1G2G/tuGxY3/lUllanpA/TVIc9K68m1v+sozE8z2y/sEkhvw2QVexSrTb7xhsju/VZ7QPvXNFEyGFsLCXcoHO4+Lj/wCd17f0XwM4R6nucBNAW6fE+prTjbwqn1/a4gUdVY25ovQ0o1DqvDRPtaeOJFiShXj04yxasnKRuYyeVwbswNd530hwV4na60xDq7TWmW3cVcity4iCfOY7GZ7VH6Pg9JvjCYqewy7lDWjBdKMdDOY+VwcAQQHvGx1afE7eHki7LwHCHX2qNI5fW+BxeMyWDweMt5zJQQ6rxDNTR0KBYL+QiwbrQyU1St1Gma1DXfDENy97Q1xHbfFr7MGsdHT3czpLD2cronH8LdK8SbNi9qrDXNW+h5jTODyWWyYw0ckd84ytksjcqC2KphibWDZJ3Oa95bHj+vpvA08raztTD4+vl7reWxkIavJPOfFxe7zcSSSfMlRWfq43ITMbexWPuy0i2WvPbrR27Fc+TmO8W/AeS9KYj7P3FvOYCpqLGaXgnr5LBWNUYjCyamxFTW+exlUSOnyOO05JablbdVjYpXGxWrSRlsbnBxAJVs+z19lfVHG7iDwpZlKEtDhzrnXtbTWRyEOqMPgNVZWlFZhZl7OBoXJDZvehxSPfLNVq2YoOm8ybBjwA+eOt+G9PL4/IanwkUuN1Vjmm1SyGJkbVs2JW+ts5v6txI335fWJXU3D7i3XwN7M5DWVDUOc1HYrsqV78LmSX6tesA+SqGOfG6LlJ6z3k7v5iSvohJwj16ZqeLs6YEM17hp/2w144svRmxrtPNxM+bdkWXhN6OA2rBNu0yCTrRmDk9I+5Xi/hDgMPYh1prjLYz/Ysjk7hxlvJv6xfTc+R033X4X9+7v8AxVdWImfI49S8fcJkdHZc4L03H6ksk0qNR8EsckYcdjajnYXRjlb6rGOcdpObufFeQiS4lxcXlx3LyQS8nz7du/wXfmnOGmO4jalylzC1L+n9AwfcYy+xnpJuSRMaAOb8XUeHHb8G67G4j09KaZ0HnMBi9P479FUrEFWC8zIxnN1svyiZpayaJzpOSEwSPLOoJA6Vg5NldE1iflHkWxatW+hJZsz2DWgbUrmeT0gQRsaGtjYfwBoAAHkAsbw7dxt+Y8x+pTbbtttt225ubb6+fzRSAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiD6QbEdidyOxPvRYlC03IVo52sdGXOcySOUbGMt8Wn5eH0WWDuNxtse428FjgiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg9gfae0lJm9RwcVsPqvhTntGycKeG2NdBhON+jr+tPSKOhNJ4K9WOm48k/MNlgu1bMMjTTJjEL5HNEbS9ehftUcUeH9/RnEjBaIr4rU3CzU2Qwk3BivN9pnSuqKfDGpUuVp4v5v8Pa+FizGCsOoC5jrkduYN3syOmmuvbHI/5dIqRGh9cM1xLwdbVvFbIZji9w3zf2UtS6Vu0eCXCbH61xlx2mnWY2N0fDV0ayZ97D5HFzvqSXshYr1+YULZdYkErRJt4lfap1XJlftA5fTPFvDvyOO+3fHFwlymFzVGa9S0bO7Wk+WfgJY3FwxV6TDabfdkrH0ay6y0zc5tvMvycpQGadoLN2tPMfirYAAAG+yBsPkqj23xL1PoNmN+0fh9L6i0n+ir/wDKCUM1o3H4PMU3UslpyjFxShivY6OJ/LLj4WWcY0TwgwtFmt6w52b9j6/482te62+2vi83r/RGqdJQcWK+d4FYDU2XozcOZLVPi3haUVrDxdQQuZbw9rLT35qZBuVprU87pAHSD5vIg+luW43Y3Rf2r/stcWsxxrz9Opl+JD6vEPQeL4x0+OOkOCWOky+OEop6gwzpIosJkq89hpxlghtGPEuD+cTdSTm4Ta4/mzoLLS5PiTU1Jx5pcZnZPifq2v8AbJ0poR/EHExYbDNxUE+qMpRylTUGNZPFlRNjK9obelM6sM4c1lb5e270NUOLnbuYOZ8fU22HvVa03IL8GtcpVj9Fq5DJRz1TGfRmW/QmQQWLcg/GXObNG8+bIIEHvb7WPFp2s9P8J9G8Pr+IwXDx3Da7ns1w30PqSPM4HBXrnETXV2ljL80AjFltCoaT6jLMTOSK91o4YhZId4TkxuRiHM+nOWHuZBF6qwnOcRtICSPFhG23w2W6GaeA80D5ofd05Ol/ig2kbEjv2O3cbH6rRSozF4gNkmZYYAAW3Io7Lfd4nx+ZT9IVZO0+LpyHbcSVDJWd/Adh8h2QQM1KrZ3E9SCYnweYtyPmsE4Ki3d0DrNR5O5dWscnf4Dy+StO+IeTv+k6xJ7sa2Oy0/LcMP8AFxPxPinUxkO5ghtWpPI2+WCBvzjYST/E/MoKzFiM248uOyFiwAdhFZpem7/N/koSzhtR4XUFTN3KT4KlyI4jNWKVOR0Ia1ss1OWSPwBa8mMv/wCKr1PetTjpukLIm+r0K7Sys0DwAB7geWx7rFEkjWObDK+AvBa2SOy6uGjkP9IPvG+t+VBoQQSD2I7EAkjf69/4oo3TOcy0uPFPLWhfyWJsPpZSG80X5BsTM0vkf672dIs5HP8AWI2J77qyel1pBtPjoB27vrGSs9x95ALwD8A0D4DwQRqzYqYMXXsWG1Ypjy128nWllI9otHxXKLGPh+8hoyPkB9Rtq0XsY738hi3d8+26w555rMvWne2SQDl35eSJg9zW7DYDyGwQZPQxz/YyL2eY9IqyAD6Dt/BDSid+ryNCT3bumgJ+fPGW/wACQsDt5EEeRHgQiDP9ADdupepRR7dzHYbMT8dmAH+ICcuNi7Olt3HDsBCw1YT+8S8n5loPwHgsBEGVPaHo8zKlOnC8RukikljN+YEe7n5mn5hjR+yPBYeKzmTs4+CWS3MeaEwzQuAirvcw7HeAADxB7AAfALjszQ1oJZ7D+SKFu8jv6sn2R+8o3CwyMrPsOZ0nX7L7Aj/q2ucXBv032QWoilc3HbH2j4bDajZPnt+Qn8vl4KbpsOncbNkJg2LK5IvpY1rn9R9SuNxbtNd5+rs3f4rCw2MgkhnzGUc+HDUti4+eQl/DUi/t+05bLOafdszOtQRSUntEFem4+jw0429mNif+AtAA3/HsggR4DsR28He0PmtVnT1Yww2aj5Zqxds4uG1mifyv+B8Fg+PchrT5hvsj4D4ICIiAiIgIiICIiAiIgIiICIiAq9nw2xJgscf1d3OwGx/YqsnyH/3wRKwqu5KWN+c07XjkL5oLct21FEN560IqWo+Y/sufLD/FBYQSQC72iNz81qhBBIIAIOxA8B8EQc1exJVl6sLnNLRyyN/opQ78Lll2a0U0Bu02gMB2u1T+upO8nt/YcfD4bKOWRVtGnL1QNxtyTN/MxyDhjeWPY88rnMdzkNPqg+OwVrq3obIHrhjz35H/AKw+fqqvXqgiMclc71bID6oYNnP8zH+54fRYo37Oa/lIdztcfEg+aC7fx/e9r6oqxFeuSPjjbYLWyO5CVZWtLGtY53MWNDS78xHbdBuREQRuQpussa+L9cw/xCgHtsVnuY7eNzx32/G33q2yzRRcpkfyO5Ts38yqD3B75COwklL/AJbndBtZtzM28Oqzb+KlrNl8N503RkDBtCXP9l23bcLfBimlscz5nkO2dyjwbv32UlNSinEbZHSFrGhoZ1duYDw7IMhwbM1pPrBzQQPd8Fuyprx5DH2msHJfxMFWGVntCSvG2q9v0MZWyONsTQxoIa0BrWk7loHYBStKCO/EMYTy2RY9Lxco8TPICx1b5zgFvzbEgjd9++xG/fY+IRakEEg7bg7Hbw3WiAsmnj3XpTE2OJrf1liSSPcRsH4pD7vy/RYymZ3Po4urUb6kuQf+kJZPzRs7QD/mM6DAvT4ipWtspYqrd5hyPt5R5vekjw3bG31Gg+PK/uN9ioKjZkfXNebCYupjpXlkFrCSPo5Sn+XqV3B0LmAbfq3MO3gB4KSI5gdx6u+w+A8ltY0NB5Pnv7kFRzuK1NQkEsMdDIY55/2PLOsSyV7JPi10W55Ht827nY9tyqtbfmKld1qXIVo2xuDWwR0zIbDj+HnPdvyPgu5alwxNmrzRx2adsBl6nZbzxWGjwJZ5Fv4X/JV3VWkH5GhPPpyvNdgghFp0UW1vK0XBwcWvgd6538C9nY+IQbNPzyT0GdVnTlMbZJI99+m4gFzfpvsprbdri7wDeUH+0mExWWtY6nOMRbpyTMHpIsVXU+V4aC4bydux3UwMPJH3s3sZV7dxLdbbmb8A2MvI+XKPkEFLvVoKtSRo8S4dDzHN+P8A1XHgml2RaSzdpYXO+iuM2PwbwI7WTnsjf1fQ8Y5x5vnI6IePyXNBFgMZ1mwQ27T3gPDJRDDIHDx6juZ3bf8Ao+Y7eG58UHHBjr2R57EUHLVBJNqZ/RrxD4lS8Aq0K8UMOfrtsOtNt25YIJpGckY6ZiDmR8hB6uwLj33Vft5CxflEk7jyhvLDFG0RwV2j2WMA7BrRsAB5ALF227HuR2KD0FxJ48ai1Rojhjw10rqviNgNCaS4Wv0hqvRbdTWsRorP5KbVOqcxNYGMr2ehYY6nlcVA6SxEx5dVczk5I2Od2lo37TmJ05w34TYivezOjtfcFKOTxul8tguAXDrih+mGW8xkM7UnZnM2G5HDzRWMlPE/0VtqJzIo5WxtlMpk8VonsPZ3Dnj7wo0Dwdn0hX05qynq7J8Ctd8LtRx4bQ+mblLVOX1Jjs5TxGdu6mnssyzY68V+hTfjYoxAxlZ9hjnvc6GTXWPHbhFZyWqNf6To8VbHEPU32cMfwBOE1BjcTS0Tjpv5lY/RuUzDMhHkZbJhFaK2a9AUwXT8k77MfN0I/FkkjY2h7vAu5FisyFUyGHmLHh3KC/2Tt2TXnY9r4jjzwsx2tuGHHOxi+JDuLnDHQ+B0zW0ZQx2Lfw6z13S2Hr4PDW3Zp99lqlVlio0Z7dCLHTB8npIZM0TczO0uEOq+Fmgqn2G+JPGC5qzTuf4ZvtRaUwWDioXMRrXT1TV2ayjdQWp5LUbsYWZG1majmyQyen/oyMdSu3eYfOMdwDuDuPEeB+K908GMrjbuhtLaO47ZvgfqL7PfSyNtk2X4k4HHcbeCvpElmS1Npyi20zO9WWzHFZ/Roq2qVt0jCY2mSSZoV3U2oslpD7G2g9L6rwV7BcVde4+bh9pe9e5qGascKzax+qnz9JzOoK9nL2HRVLBIZYrWLjI94muLvKWuOEzOGM8PC/NtxF+pBovA35YMXLNNQNHUGn8XqKnG50kcbuqytlKrZQGlrZWyBrntAe73jwUucNdJfZ/1VYv8QNMCzxH+zjxBk1XpzOcVcJp+Chqinj827TOJGjHQ+nX7vPTxt2pl7EpjZJabWrlsv3c1xxvEHhx/OfjhZwes6VHiJe4d8GKOi9WaZ+0BgeAuSZSxfDvC0dVY3HaxyFG5SrWWXWY2KxTLoJpfQJ4hK0wywT0+uh8d83rLR+h9PWcbjMpgKl7D1nUsfp6C3EbcU3T5oIuk0FzSXOc7mLAe3d58V4ss66ydnSVfRk9HCOx9fIfpE5N1WWfISzuldM6d0nV9YgvLXu82cq+yGqftRU9B4f7VWs+D2Q0vwX4hZr7UXCDMHCaf1vg9T5SwzGYDWFLVGoKFyjBWr2a125JA/IWqVWKnIdQTV3tfBaLZ932iNc6Q41VftQcPW6s0TmdLcLft14W59mvC6bu42xQwGiJ8Xrj9IjSkcDjthbQxum+r6F/sbpZqspHVn55JI+XyPiC3G5EPMQxuQ60MfVfCakossY4b7u7n1fqViEFpLSNi07EbFu23lse4X1SMcZEgdGxwfHyTBzOoZ2OHg9v5SPJdA8SNIcMdLsj1blNLz2GPstxxx2FsehUZppuaSOV7OoN9jGD4K+tu6dDxUi3yOY6R7o2dJjnlzI/HpgncN8T4eHiVsVwIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiD6M1q0VaBteBvJHH27+LwPP/Vc/yGw8h7k3B7gEA9wD4hFjgiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIMmpBNZlMUD/vAOcD5f+itNfnMTDJ3k5R1D73bDf8AxVcxthsNjd47OHL3Vna6OUOMb+YNJBb7vf8A+fgg3Ig8Bt4eSIK9qPGSZXH26UT54TYpy0+tVO1+uZmCPeH873c+7G++JyhdEZOWlfj03lYa1WcVBDj5aTujj8hAyMRumrx/0ZYZOVzf6P2/NXtUnKV4rOsNK0mxxRuhsyagnsSe22OrGRM0fCVs7YvlJKgPGz3jkbHs4jpsbyMZ38APIDw2W1auc57nPeSXvJc4u9ok9zutEBERAREQFiXrkWOp271lzRBUj67i9nWDyz1i3b5OYFlrEv0ochVlpWBJ0rMZhe6N/SmiPNztLT/BBGYDGS1YW3sjJPPmMjXgdlH2JOaJjmO6jq8bPJsfXmaB5BoU6N9hudzt3O226r2OfcqZObE2rkmThnquyFGzLGG2a/K7kMdh59QtHV2aR65238VYu3l4eXcn/Pv/AB7oCIiAiIgIix7VmOpXlnkduyNuxj/M4+ygjLe2QyUFAnarTaLN5+3iT3jb/kr3g8LJk3WLVqb0HFY5omyN13s1ie4jZ+0/w+qhNG6dt5aUM5mVn2N8jlb8v+746I+u6V/7QBLGqxZ/N1LMUeGwrDWwVJ3NXZL+svSeD5p/i8+sPmgxM1mP0lNXgrxiniKAMeOpvHq14h6rpJP+I4gF3xJUH3/Fvv57+O6E7nfZw377P9sfP4ogya1iStL1QOdu3Tmj97D/APyK5rVOKNgnrEPoud6rmd3QOP8ARfu+H0WAuevZkrSF0ZGz28srD+qlH5XIODv577+e/iilDUhutMlEGOaNvPJjnO5Gs8y6OTzb7me7ZRZBBIdvuDsd28h3+I8vkgIiICIiAiIgIiICIiAiIgi8vkZKEEUVWFtrIX7DaWMr8vL1JXt6jpJXfgbG2KZzj+OOFq1xWOZj4Hesy3etu6mQuOZ03XZvFvM3yiA3LB5DZYF94dqHBQb/AKujfyf/AMptet//ALSsZGxI9x2Qadj3BJB8CfEoiICIiCRoTROa+jacxtW0f17/AAqyD2ZfofUWJNDNWmfDLEIZYSd2N8Nj7lwqXYf0jVEDTtk6rB6N5elRN7cv7oCDZjI2On5nx80YHqu/KVZFEUbNZgr1Yxu525kd+Q+YUv8ALuPI+9AREQY89ds7S2Qbk9mu/KPJR7MOwHmlme4b+oI/HY+CmFzwU7lt3LWqzWjvt93Fvy/D4oMZjBGxkY32Y0MHN47Abd1uUx+hbEY/22zSxvvbbths3/ymF7ifgWg/ALX0fDQ79XJz2iOzhSx7oyT8DI9o+vKPkPABDJu5m0gPTcHh0cjPaBb7/wCCljYwsJ3ixtq08HtJfuNY3/ljDCPlzH5nxT9KtafucXiIjt2JqutE/MyEg/Pc/MoOTI8t+qzMRAiwD6Ploj4tlHaOf+8HrfvKF227bbbdtvcp+DMPeyWCeljXQS13STtgqtpF3Rd1m94+/wDRrhGSqw/7vh6EMvj1Z+a7ID72iTsgxKNCa7I4sZtBG5r7U7/1FZjfHrfB34fmt2Ssst5CWWHYxNcytW7/ANFG3lZ/0gLZayN68BHbsPkiYN46/II44yPAtaOwHwHYLC7nuTuT4keBQaDwG3ht2WqIgLUOc1x5S9ruXcPj8W9loqlqZ0zZ8SJrdqpiJZXQ3ZqT+jZie47QAn8rpOb+KDKwdqw+1nqliea6+pl3WI5pJNt2Sx7iP9wED6LnM78dNPDMJJmPPUieDvsCd27fTZZuPxlPGVvRKrXMic/qlz3czpXHxcT5knvutmUrGxGwsaDJG/2Ge07mKDdbyRrwQ9ICKzdYXCZ/62vHtuC3+0P81CQ3rjRHGyXfnf7DvE/NSOToy8sLy5gMNGJskbvFhaxoIPy2P8FBguBDw7kcO7dh2QXKPn5B1QA7b1h7j5rSWXowumDQ8N8lG1MrGI42zdQPaC3n/Nt2JWbDPFaj2aWE8vrNPi9vxQYcWWryH71phPiC4dlJskjeAWSB/MObt4BRtjGQycprjouLt3tHg4FZFalDVcZI9zIW8rnSey0IOLI2BCwRvi6omO23U5fBV4OY6Tn/AFTHSB3Lvvy7nfbdZWTeJbLmju2NjWAjwIA2XPQxxn+9sbthHdjfzlBYW7co5Tu3Ycp948loJGE7F3cHlPntstGNEbA0DYNHYe4DyVTtyOfblcQGFz3RtLPE8pIQW/5dx5H3qv6ow02otPZbCQ3v0c/JVHURbFfruh5jzbPH5XLNxZkNUmYyneTdhk8CN+yg9eOz380s7Fpqob2ZtVhTpQRzckzWznoSPa/8PSEk0u3l00Hz81NpTJ6X1Ha01ZZHYuV7MYgNPaaC41/aMsiZ6zXOGx5T3G+y9x8ItG/zN0nThsMlblsvJHlci2auYJYpZIxG2s7fvzRAFp377tXX+hOB0FM47UerLt+TUlaxHlG1obXMzHyQyxSxiWb8TiGbFvv3Xo/YjsfEdj25f8PJXWmJiIgaN2IBb7JHq99+3kuueLTsQ3QWZbnrVypjHvrGSTG8n6UnIssc1kPU7c/NFsP2F2R2bu47Na13Uk6j+lCxrW+04r5+cUNX5vWGrLeLF2O5jcflH43CUqX3dGR/VcwOdH+J52BMnme6Vru2/sOrRDK8WHsryvhhAfPKyJpijB9kHl9XsPd27dlx9/MgnzIGwK9Caw0M7h3wrghuTA5zU2dqPyzGxcrqrIIbkrIS/wAy3m5d/PZee+/nvv57ncqWs7jYIiKoIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIPpAiIscEREBERAREQEREBERAREQEREBERAREQEREBERAREQERaOcAHAkglu7nv9lrQggNQ6nwml6jbmdvtpV53GOFnT60s7h5NCzMLmK2exlbMY/m9FuxyTV+dvK77s8p3Hkfgut9f4m9r/GSY3DY+tIyhk2Pjzl6z+j4hI1pE5b92eaJjNmOdv3cN9/u1wcItOat09TycWoZrFWoyYjGYiezzCvJGTJJKzsOmHFxI7etukeYiR3HsG9h4DsETYN7AEAdgC3kI/d8vkiAiIgIiICIiAiIgIiIC5oJ5K8jZIiGuB9dv5h71wqXxttsQFdwZs93Nzvk2Dd/ggzK9s84lsOMXV7wtfLsHNPcbfTZSu4PcbbHuNjuP4quWrcYtF3TjcInloeDuHbEjf8A1XPLdc+xXds9jOl1GsbLs0kgHsgkJchVjfyul5XMJa4dPfuOxH+Cx7VaC7TyN0lskb8Y+rG7me2Volf0Hcr4+7ez5fkq9I8ySPkcCHSPLyCdyCTupHHetBlYtty/Hl38JYUFFFTP4mV8eGbRy+Om3dDSy+VmqW6Dj7UbbJjlM7JPbERj3YNhzP8AYbtZpxuQkNrUNia5ZkPq1KWQt1sTVYP1YEDJAyQgbDquA5ttyBurQTuSfed0QdaZ2hJhMnh7WHqS4+hUkF3NWqVLrNsxNmc6z1RFKBzFr5AZJGPJMxcWvMfUj7Ka5jmtdGeZjgHMdttzA9wUcznY9rTsXRczX/lcS6NQemHhuCx1QCQnFs/Rcwl8ZJKMprOez4ExkhBOomxHZ25I7Hfx3+KICIofPzvq4a9LDalpWJYvRatiOqy/LHYmd0KwbXk7P5nyR+qO3fmQY1Hp2NQ5+yH87Klanhn/ALD2ia3IPo2zArCd9zv3PmfeorB0hj8bVhla5lhzBYyL3SNmmlsPaHTOc9vquJeXEkdiTuFKjw7b7eW/j9UBERAREQFCWyb+Tq46PZ0cD2XbgP4yPUjb/kpSzIyvBNZkPK1ke7m/mO3qKZ0FTZUgu6rycXWZWcMh6P8A+/WJG/7FB+65xd9EFhy84wWNg0zUeGWLTG3dSSM8XyvAdFW/uweX91Uz+I+B8QuSaaWxNLPYk6088rpppf617iXOd9SSfquNAREQEREAHlLXNLxyO5mvZ+FylCBlGuJEbcmG7xF3s3g32h/bHn8VFox3K5rmnYxu5mv/ACuQanxPZw7+D/aHz+K0UjdHpEEWQaOWSUiG5t+GVvsSfvjv9VHnbc7DYb9h7kGiIiAiIgIiICIiAiKvS5x7bVqGvh8pehqTmo+1TDLEbLAiEwaYhIJBsHH1nAN+CDfIzq6opnx6GnrMBHv9ItVP/wDgp7ffv7+6rEUtq7natytj79OD0N9DJSZBleCoQ480DWgkveefdvM0+jkSy791Z9we7d9j3G4LTt8QUBERARFvja6RzWN8Xu5EGxZPLYquglbvGTtKyVnsOB2Ia5STcMA5rXybhjt3nbz/ACqVNaHpGHkJY5xfyv8AZG/kg46rKttnp8bALBdvYa32YH/if8nHc/VZm+/fbbfvt7lA87sTebJGQ6vY9SSIH9Y0/h/d8Pop5zow49M80fRZNC7zLXjdp/gR/FATu7YAbuc7lDPzf+q5IoJ55Wx16s1iUn1zDH13RD8zx+Bv7SkoX1cUyWR00GQynVLGMhd6TUogEjff+lcPf+HZByNirYmJr7cDLGQmaH16kj+aCg0jdsszv2gfVZ5b7LFs5bI229OS5Y6TRyiBr/RoAB5GL3DbwWFJI+aSSWSQyySvMkkpdzmRzjuXb+e5O+/xWxA+W23lsOUfQeSIiAiIgyqf64/+DL/+RKsZ3ifmues7lmYfcCPnuuF7eR72fkcW/wADsg2oiIIfIWZBM2q32JGgD5qRqMljrwsk/WsBZ8dgNljW6DJ95GHpTuc3d3vDVntGzWgnmIABd+b4oA22G3ht2VUzDxmMlS09C8PrseL2Wcz2oY2dxB/eO9ZcuoX2JJ8Ljq9uzUbkbpZYfVk6LntaD23UtjcXRxUZipwCMuG0kr3c89g+b3nzcfEn3lBI7k9zvue538VuZ7bf7Q/zW35eHksmsAHPlPsws7fMoI3L132ev32EUjncvm4blVAjYkbbbdtvcrvK7ljnlHtcnMfn5qkucXuc8+LyXH690GiyakxhnYebkj/GVjLUAk7BBcY7Ec+5gkDwOzh7yts0QkJlEssb2N5B0/1Y3/MofHQ2YZ4n9HeKw0/ee7ZT48B59vH3oIp2IZyEmaRshG+5G7CfMj4Lezmx1STqyxv9Y9P4nyUmuCeBtiN0Tn8o9vfwQRUWWc4fet5Hu9USeQUTZDurKCecvcHNf5u7+KmZ6Ehighrtj5YgXGwfE7jwWyvjrEE0TndORjQA4/l28kGZTiutDDLNEYukORrfaaNuwKkEPifD6eCICLY57Wh7nFrWxt5pCX9GJg/M4ry1xV44S1pbmm9HTOikgfJUyWe27QFrix8dQe8kHeTz8VWImfYdi8WtbYTF6fyGEh1XHidQWzHFG3Hxi9k6Y60Yma5rJA6APh6nrEAu3Xn7hFNw6w+dfnc5qKSO1j64/RNfL4r0eKN7h97YY9vVeXNO7d3FhPmB4Lo6SSSaSSaZ75JZXmSV8r+pI9zju4ud5kknc+a2KSK/LoekeOfEHTWraGAxunMmLwq5Ca3kgKk1cNdHGIofvHxkHZksnrAndebu/n4+fcO/xAH+QRFdWO2NAiIqgiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg+kCIixwREQEREBERAREQEREBERAREQEREBERAREQEREBERAUBlXvt3aGEiknhjuQ2Ll2aKX0aUQVuhzshd+CRz54u/44zL71PqvXN2amwcj2Od1cffxkT4e9hkkvoVlm/wCzy1f49JBOQQQ1oIa1eNkVevE2CCKP9XGxgDWtb8AAAPkuVN9+45dj39X2fp8EQEREBERAREQEREBERAREQEREBERAUpjx062Usu25BU9BZ/4lghrf+hsqxqVSe3K5kQcGsHNPN/RQs97lkXrEHLBSqObJSrOJdM32LL/N4/tHv9UEZuD3Hge4RPpt8PciAqNfbJR1HWGnqFl9yaeG9qNteWNtAQyuMLJZ4OoAZyBK+N8QEhbFu/vuryqvUnazUmXisONa3cggjxYc7kitwwRyudPDJ5vjfNYDme+EoLOBsABtsBsOUgt+hBI/gStUJBJIaGA9wwN5A34beW3uRAVazr47s+NwcMoNmxfgu2yzxpwV3mfrfR0cMf8AfLW7noXzWsZi4ruQycUHUf6B0nMrNc6xA0iaUiMFksFjnY15cCCOQeCyNO4l+HxNStOK36SewWMrarQ9MW7D2gzSPdsNy55c4nYePh5IJwkkkkFpJ3LT4t+CJtt27du3Y7hEBERARFua0uIDOdznvbG4MPd5d7LUEZbp2srew2FhrzzsyWQEErGf0gA5+m79k+2r1qG5WgiqaexszJKmK+8lux/q7l13aSZvwjPM0LLmLdJ0pazXbamyNcNtTR/rdPV5Bvyxf/ESA/8ALuurZcfPj+pYxkjY4gC+xjpXdSpIB3LmO/Cfh5IJ7YN9Vo2A7Ae4IsalZ9MrV7TG8npLeZzOfqFh2B5ebz29/msgdwD7wg1REQEREBERBn0ZY2vfWn5W1bbOWTf9Wx49lzlulxF+EBwhdPEe4nrHqxOHkSPj4/VRy5GSSxHeKR8R8eZj+iT9UGwgtJBGxB2I25dj8vJaKRZlckwFvpU0rPdM82AP+f1f4dlr+k5HDZ9WhJ5buqCJx+JI7H6dkEaikvSaUwIsUTCfKWhMYmj+0x4cHfRzB8B4Linjx0ULp48hGOkOaSO1GyoIy72WscZHRcztx3c9vyCDCXFPPDUifYnmhhYwtBknf0mjm+Kh5m6huSvYYDp2sY9g+4K9/IWnO9h8HRn6LQ5vcOMjn9+7d1tq6YxEM1aYstXbFYtbFNlLsuShiPJs+XoSSuia9/clzWNdufZHgAnmvZI0PieyWN4D45GO52SNPcOB8wR3BTcNDnOc0BjHSNcX9GOED2y4qmNsYvAZy3DK5uLpXcZBPRqwtlLMpYM1g2fR4/ZdKwdF7+l6+9g8/fdczaE+obVe5lsfBVxMNSxFUxOQlNiS713QFtuxBsYmFghlYGOD5GiaUEMI7BkOu2863pYcSV8fM/pyZmY8kcjW9ntpx9nOL/EyTcjHb7s6wIYJulUqY6COtUrtrQN3d0oo+V0hP45H9t3HxJ8zusoBrQGsZ02NGzWcnT5APAcu522925295WqDQAgAE7kDYnffdaoiAiIgzKMDbFkRubztA5nD3LLlqmK6fRo+dkbg9x8eTm77KIWbXNiOOaxHNyiAAlnv3QWs+J38fNZVWjcvEsqwSWOU8xMbepG3+0/8Py8lEYvH2MiBlshakp42vKWiRkfWmtuB/VQxfj9znfhU9dyMtpja8bfRaEZ2ipNk60DgOwc5/wCJ+wG58zug1nwDnxvivXMZUdtzdKW6Lc0fxDWF7ht7i0fIeCip7WPw0FKuxk2XfDHJIyxMfQaZcXeAc13O8e5rjGfe1p7DkJcA9wa4uaO0bvad81XXQ2slO8v3gERLRv5bdv8A+SDKyWYzVtjY55HVKNhoLcfRaaVRvu5mRudv/euLveSdyoE9SICNxfG146g5Rs1+/fcfDurfFEGRRsJ5iyMNLt/aIAG64pqkU8rHyR92DYFBGYuOxzxzAltbct5ZPBxU6dmtL3EMa0+tsO2/mtGsEYLWDbfsB/otssRljfGXchLdt9u6DCfk4BKIo93tcdnPd3aPks5j43g9Mh4b7W3h8VU56j624fyHcnkJHcjyKzcRLI2YxDbllHrefggsXY9wNgfAe5EJ3JPvO6IAIDg4H1m+CypvvYmWPd91YG3fceCi7ln0WHqFvM4nZoH8Fi4/KjrdGwZTHcd03Qu9mPb2CP8ABBKEEHZ3tDsfmixprDI5J2F7ZJ4S6Lpv9txaSPV/go+HKbdUWgWkEANd7TfgfigmUWjXtka17fZeA9vyPcLVBVtQc9W3hs0+PrU8TLMy9D74rLBEX/uuG6s0cjJo2TRydVkrBIyX+sDhuHfXff6rSWNs0TopG8zJGOjf38ndv9VV8LJJishLpyw7eDlNjCSHxlh8Xw/uHt9EFsWURy14mf17iff4LF7nufE+KyJ/CH/wW/5BBjdnbj6EKLs4uOYukheY3lxLg/2XknupVaBwJI77j3oK7FiJ3ueXuETGjYPHYSOHksV9O5C956MmzNiNvBW1EHDA8yRMc4EO5BzA+I7Bcw7gH3oiAiIgIuueIPEzB8P6kbrokyGWnZ6Rj8NWl9Gsyta7kfI534Gt7nf8f1VRP2hNCNNKNrMvLJZJbOIKQdBjXkNjHdxa8gk+LGvHuJVYiZ9h3otDykHccjWes4+9AWOAdGXFjhuwvaWPIPhuCAQfgQD8AuseK2s4NJ6WyPQyNejqDIU3sw0TxJ1nu54o3kbdt2t3k7eb4lSPMxA87caOJmUyWo7mnsLlLlHDYgGtZdTl9GkuTtcWTOfL5ticHM5fgugD4ntt38Pd8FpsR2PcjsT3/wBe/wDFFkRGo0CIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiD6QItTsCQDuAex960WOCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIidjsS4ggEvc8eq1rfcgKtZOL0LNYnNc5fG8HAXYnHaJkc/3kJhP5+t0+Y+/v/RrC6k2fyttkGTyUOAgpRx2DSrPx5kma+cTNhuODHH1Q3mDHEeOxKkocFJFajmt5K9kY6ZkOPp2RG6OvJLGIw0SCMSOAYJW8z3uceruXOO5QWA+J7g9/EDYH5ItSQSSCCCdwQdwf8T/mtEBERAREQEREBERAREQEREBERBu9b1eVvO57uUBSjMfBWaJ8pLyEjmioV389mUeIc534Wn3eS3UGMpV5MrYZztZ91j4vEyyHs4/ulRcsj5XvfI7ne95e935yTuSgy7N980ba9djKtJp3FeF/Uaf2nu8z8fNYH1B+I8D8kRAREQFXclyRZ7T08p3ZMLmKib+SaWBtlk37rKssf96rEonK4+e8ypLStCjk6Fv0zG2HQ+kxh7R03Mkb+NrmSzdvwboJY9ye23w9yrOQdZzF2bDQGOHG1JK9nOWHySdS0CS40owO3rMiaZQP6OVo3+85osmlmWCO7FmRUxVrFxiW/va2xprO9m3DJ5RH7zc/gdEGLj0/HZ6ORyU8csD8zkn5eKoYug+qxghhriVn4XOjhbYLfIvPuQSNHF47Gh0dGjXpvnJ60latG18rh7TpHnu5x7kk9ySVIDw7d/j27/wTYDs0ggdgR4Ee9EBERAREQFb6DY9M06+cuMjky11hnwFKb9VXaBym/Z+DQdo/osbEUatWo/UOVaySlDJ0cfUl7fpKcHwd/wACM+1+0FC37tnJW7F6297p5hyyk+wwA+qwfAeCDGlklmkklmfJJNK8ySyS/rXucSXF3xJJJ+KiczKIcZbcPbLBCO353KUO5J3Gx37geAKg8uerLjKm/L17wkc380UA6jj/AMxQSdWIwVa0DvahrsiPza0D/RZCfMbHzHuRAREQEREBERAREQERQd/JWDPJi8PDHNkWRiSezZYWUcWyTvzyBpBkcd/Vhj2L/afyd5HBOKv6lDxjjKI3y1qtyvkrkUTeewYa80Uj3sHm1ro+Zw/H0TH+JcMU2cxLpK9urc1FCWtdXyNKKpDYjP4mzRmRjC2H227Rufs4difVl23bWTy1e3j6WMvUIrULqkuXyoZBXqtna0PeIwDIXx8pPrMDeZ8Xr+aC60Z4MjUirsljeyWP0vG2Ync8Tg8cwga7zEoPOD8VhlrmktcOVzTyub+UjxC4q8LKsFevExsEVaNscDImtZ0OQBoaA0lo2A22BI7diQpUTQ2wG3OeKbb1bkEPUif/AOKzyPvf790Eciy56UtdgmcGy13O2barn0uPf3F34fLt5LE227e7t2O4QERckcUkrgyON8rj4CPxQcaLOkxltkbpDCXsYNpIhNDI+IjxJa31gR7j396we3kSR5Eggn+PdAREQFM4eu25J6G88sdyzBUldtvyCWUt2/e5VFRxuke1jfaPgpug1kDZK7w9s7zJK8jwPIG8n+SC15aYvuzRbBlWlI6nWq/1Mcbixg+gA/go3t5HceR96mczyyWK9wN6cmRpMuSA9+nL1DHNJ++6An6qG7Ds0bAeA9wQEREBEQ83fl9rbt7/AIINpexpDXScrj4M/Mtyr9sXZLEUJYHFjurXez2m+blPMJLWk7kloJJ8fqgxblYWYj/WNGzPMLExVWSF0kkn3bm7sA8Q/btupdED5oXNAdufVa3nd/qi2TRiSORjfEx90EBkLle1CI29WNzH7gO9h/xHwUX6x22HK5rucH3o5hjc5h8WOLD9DstA3mcxvw5fD8z0EllAXS1ZXHd0+Phae/iQxu6jRzEs5fac7kCkcmf9vkj/AKlzKX/ym8n/AOlRrHOaGcvdzTzNO/ggt1OF0VcRyv5ne0G7eCylH0LzbDeSQ8s+23L+YKQ+m3w9yAoXOYx+QqCStJ0cnRd6VjJvyyN7ln7zd/4qaUXkbroWdJscnftzjwQaYfKRZahDaaOjOXmG1F/VPb2e36EEKanINeCTfccjmD/mXVFyWTGW3XmuPoWQeyDJnza78Fj90+quxb+Vo4rE0Z8hNHXZIXMY0+Z6bQgzneJ+aw7sUz2Nkq9p2Hu3b2gsiOWOeOOeIh0UzBLG4eDmuG4P8CFvQYXpE0EMbp4Q6R7uUiE+uCfHdc8dmF+7RuHg7Oid7TD7z8VvfFHJyh7dw2TmaB4tdy+0oGxI+vVaGDlltAB9nrdTrDb8vlv7vign2u5ubvzcp2J9/wAVuHcA+9VjHvkdZghLpHs3LjEBsG/HZY2stb4HQ+NffytgGZ7HNx+NjfzX8i/yMcfk0fiegkcnqbDYbJYrFZK8ylazZlFDqeExgjEjh/iqBxX4nN0HRx8eNghu5jN83oYsP3qU4W93ySx/iDj3b8wvF2sNW5LWmcs5rJvHNK0QV6kZ2gqQB/qQNf5uJ2dv57brM13fu3szTiu2J7kuP05jKEcsx5nODcdBI8k+8zTP7qStI8TIgc9nsjqTL3c5l5XSX70zbE7wzpwwtYOVsbW+QHgB5AKI227HuR2Kbh3dvge4+SKQWrS+s9QaRyseYxFoGyyr+j5WXIhbikrb85iDneu0B0MI2Z2G3ZNaavymts7YzeUYxkr67IYKcW/SqQt9iJu/fZ8vM4b91VUQD4+PN+17/iiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIPpAfE7kE+ZA2B+SIQQSCC0g7EHxHwKLGr7QCIiqCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAobUViSrgsxNC/ksDGT+ju8em90bmRj955Z/FTJ8CPU9kN2k8OxdIuv651DlsbKyQQ5GhqOr6RWsyiKj+g2OdK2T2fWeGRBr4nHuXuO6C8VK8dSrWqws6UVauyvFH/AFbWNDWt+gACyFtYzpMZHvzdNoZzEkk7DbfutyAiIgIiICIiAiIgIiICIiAiIgKYip1qtdl7Ic7utsa1GJ3I6bYdnvP4Gnx3/EsbHVhbvQVw3cSvDZGfmDW8/wDouG9aN6xPNuS2R3LE3+qjB9UfQbD6IFu5NclEkgbG0N5I4Y28jImjsGtHkAOwHwWMnY9wdx5H3hEBERAREQEREGHZxuOvyVZrtClenpPMlKW1VjmnrOPtFkh7tAWZ28juPI7g7j6dv4IiAiIgIiIC56lR9+zWpQtBnuWG02fsGU8sbv4teuBWfS33N21lvU5MJQnvjqeHXMQgr/8AXMxBpqi7DYyAx1J/JjMO39HUR8/18v77gT9VWfHvty7+Xu+Cfw/d8PoiAoR+82cBHs46iZR3/pZDu3/pKmy7lB/xUNi2iWfMWXe1LcdVb/dRhv8AogmTtudvDfsiePc+J8UQEREBERARFg38pjcZEJslkKGPhJ5Q+/bjps39+8nZBnLCu5PH41sT71utU6ri2Bth/RFjb2u/7P8Aoo/JZhrKdduIlrXshlINsV0pW26lgvIHX5m9jDEybqyEdi17dlk4/D1sdKbXUtXMlJGGTZC3YmtW5e3clr/VjafHkHZu+w8EEHa1LWyElClpy/TtSXLzqkttteXKQRs9GkkeC3njHtxRDx/plOYfHux1aZtqxHduWbst65fiqGnFZfK8v5mtLnEBsRbAAXHYM8T4qU227Dl2Hb1Tu36fBEDw7e747oiICIiDngsWIHmSvIYXFvI5zPYePc5ZHprH9p6NWb3vY3pTD5O81gIgz+rj/aFGw54PYSWxLCP7TWRNcPq4n4nxXHJesvaWRFtaE9jBUhMbHfBxJ3PzPdYiIN8ckkMjJI5HxPHcPYd3NWf6ZHaPJfjLnjs27Czp2x8Xt/ED47+ajUQZdim+vtIH9WvYG0VqFnTY/bwDm+R227eSxO/n4+e3huueG1NBuGOAjJ9aKRnWik+YWR6VVkH32Pibv50pjWJ+jy9o+QaB8Agw2Fwc1zfGN3Op+tlBPNBXfDtJLM2JrvfzHxUWIKE52gtSV3nwitxCRo+HWAA+oA+SldPVJItS4SOVrtjk4ZYnxv6jHESN2LXeYPv+KC2Zp5bdFaMAMo1mUW8ntfdARv3/AL4PURsB2G+w7DfxW6R7pHve/fne8vdv47k7lbUBERAREQYlq3FWa1xO8vN+r/M3/wAlK96C12a2RpI7h49VvwC4LtI25Y3GbkYwbFnvWdFFHCwMjHKA3lcfft4lByEbEj3dlxTSthjdI7wAXL2HYHcDwPvUTl5Htrtib7Mz9j9EGRRsTz9WV/8Au5cWxfxOyztiOx8R2Kjsd/uUXyf/APcVmzvcObZj3uDXACPx89kFYycfStzO/rAHfx7/AOq46Ra27TfJ7DbcTXHz3LjyrHJcSS4Frid3B3tA+YK07gl3lu1zPm1BmWYZn5CzEWbyekvaT8eY7rgmrWIXOD2SM5SRu7u3sfJW9sURdFb5N5rdOJ8p8RzFoLv8St72h4c1zOZp7uG3h70FSoydG1G4t5yABt/aVuI2JG22x229y4IqteB3NDHyuPcnx7rnJ3JJ8T3KAo69SmtuYWzEMAHZ3shSKIIf9BVZ4H1JnOl6/qkx/wBL28P3f9FGU6lCtmziLULp5MXjY62Ls3T1YLNVpPUDR5Fs87uf/h8qtYI5g8Ate3sD71W7dmrldR0se+A+l4welRZCrN0Zmyys6basjPxCQDm+O6CPxVxuAuy6cuve+FpNnGyyjlljgcdyxw8iDsD8lJZC815bHWeAWnmd81T8zYniy1XKvqT2AK8kMjaMOzq4DiN3fshZcOToTQNnbPE1pDt2vG0g5fJoQT8mSnfX6Abyvd2dL+ce5YElh1eCRrnvZFGx0jmeR8ey62m4mYplvIUadeTIX6EfVipwyAWLn5tgfU7fD1/qo/G5zMa3u1nxVMngMG2CSDIQ2GHeV7nbTWZpD3DY4mtbFv35w5BMRt4mYyjby+lK8GoHZa6bVSDN2Y2txsBke9oiBkiIa0GEAdR3Yex5Lx7qfMZvO5u9ez1iSfJtldVcDKDDXEbi0xQ9yORu3K3uewHdd38TuM8mQry6U0VNPVxMDBUtZuva++yDI/U5IH/gYQO5/GDv5rzke5J7Dfya3lH0Hl8lJSJidjXZr38vqgloa4S99muc/sSrHrBz3arz7ZOXlgzc1Fob7IjhleyLb6NCrW4afEHZ7ZXAn2CD6rl6Gq5Phy/h+3Vuc0rFlNUGRumbEUc1ivWvWoWB8dkOjkBZIYeVzzsOckqQeeRvsN/Hbv8ANarfI4Pe97Y2RBzy4RRc3TiBO/K3mJdsPAcxJ7d+62ICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIPpAe5J223Ph7kWPau06XQfctVqgnsthgfZl9HZO7l9hkvm79lbLouehWxRdDDeFZ0lR1lkksUbwDs1wHbdx8fmscYGosxDgMHlMxOWbUKcltscj+iLj2saxke/wC2ejD++qrw+1nkNZVb9i9ibGMfD0zUkY2WOnfhkdOzaKcdnuEkE/M0ee6qWDsXuKVLI4TVFb0IYOWXH5A4sOiifd60bq08DR95zR9Gwx0TvVdtzeC7W07p+hprEU8LivSHVqzHwxSzyCZ8hlPO5znjs4nueYdigmzsSSNiPIgFoPyB7j6otTtudvDfstEBERAREQEREBERAREQERbHvbEySV55WQtdM5w/oy1hLR+8gibOYLLn6PpUbWTtMe2KwarvRqdASN52mWzI5kW537sb1HD8qwX5LU0ET7dnB499eIh0sWPzFm9kGtd3JbGKkYJ/4YPbwWRp6IvoPylnq+k5uRuTuc3s1g+BrIoR/ZhhYPorAd9zv2O/ce5BRJruZihsakfPfqUG5WEx4rJVa1WKDHvkp15LFjYOkj5QLUwa9zHN5NiAQVeWvbI1sjHB7HgPY9r+o14PcEO3O+/v3O/vK3DYOA/Ns4fIudG//Mqo0LjdPGLB5DnjqwiGLD5VtV7aHJI8w1680xDmxvDm8gMjmBzpYuQDcBBbUTx79+/v5gfrzEu/5iT7yUABLg71WcoaT7+7n/6IKvmrtO1PUwbLAnsWL0MWRo05upcFdzy8mZvlHv5fl6qszGMjYyOJrGRxtDI2RjaNjQNgGj3AeCgdLlr8RFa3JN+3Nk3l/s8liw+WP/BwU+NyATtuR328EGqIiAiIgIiICIiAiIgIiICIiAiKVrQ1q9eO9dbJP1XuZRpt8bDh7Rf+y1BvobU6lrJSDcugfWqxjxsEnZ3/AC/6KHI5Tyk7kdt/esmxamtyc0j4+Vjdo2RfqmAeAb8B5fBY2+/c+J7lAREQEREBERAREQEREBERAREQasa572tja97y8RsjZ4uc7YK1ZgNw+LZp6OVzrVrkuZ2SPvyPIDoIX/GBvrH5rlwEUeJozapuMbK6rMauBrP/AFc9oNMhef8Ahwhxkd+25VKSSSaSSaZ7pJZXmSWR/tyOcd3OPxJJKDYTuSTsNzvsPBERBw2pfRq885/oYHWf4DkUfhojDi6xB7OhdY7f8Q83+q2Z5zm42SJnqyWXtpxt/OHvD3KXYxsbGxsGzGNDGj3ADYIN57Ej3FaIiAiLEv5CpjazrNx8jYeYRxtgjknnlefwiKPu76+KDLRVwZfMSGSxFpmwaZcWQCW9HXzEjW9jI2s/cRNI7hplEh32MYO4T03P5Np/RtKHEVXDlNvNQvdkGD3w02OaWj3GWRrf2X+Ya53IO5P0PRmmGWusjAbS7z0K8kxiktOk/ogxome380jHLPoYTDY3mNDF0acj27PkhqxsdIPdzHx+Z8Vux2Njxkcjg59m7YmZav3ZWMjtXZWN5W+q1rWhoHcBrWgeQA7KR2A7AhwHYOb7LviEEdVxOMoS2rGPxePpWbrue1NUqQ15ZnE7udLIz1i4ncknuSSpH/z2Jd/j5oiAiIgIiICIiAiIgIiICIiAiIgKXxWTmx1irI9rZ4ILLZ2wzezEQepzj/lUSN/V39jm7+/6K0ejRyU442CPd8TJYnnxaQQUE5dgEV7IQRSekup3ZWWWxN55GDqODXcnkz3P93dYXfzLSfMtdztPxB8x8Vl5GvJWzli4HgGWpUdK9ncmQ1qpcf47rQW5dgZGwyEjc9WtE4/Mk9z8ygxUW+fIxQbdaOszcbtLao228vh/Bb456dpu7XdN225dB68ZPvc3y+Xkg4UWrTVe5zI79Qva4tc1z+RwI8Rt5fJcxgeGlzSJmt8XQO60Y2/MEHAifw+g5R/BEBcFqJ01eWNo7ubzfwXOtCGlpafWaT6w/wBEEXipGugew+1E7md83KV8Fwsgii5uhGGhx5nO+ayI2GT7to9Yes+T3BBET451i11eflZI5rWtH4iGrnrVgKsUNiJjy0PI38faUqRVBI6lg7dt2s3afl94P8guVtdhHUbNzM5mktEXrj59z3+p+aDjnAbK1oAaA2IBo8Gjpjssdc1p4NmQDcgOIBI2PY9uy4UBFte9scb3udyBrg3c+e63kAEgHmAOwd7x70Gi4p+p6PL09ufY8vJ7S5UQVA5Cag19myZXRRxuE4k8A0eI/wCZZOlKM/INQXy70vI2/wBIQR7feE7fd7/scp7fBZ2RqRZKzQx0x54XS/pK3W2/XV4fUcP35ZIov31NOdzkEjZo8B+UIK/q/TUuo8WGY3KX8LYgfzR2MZN0ponFvg9n4oneXwXiTWNTiVpe62pkfT3Vo4hFBfx9MPpWg7sHOez1mvcNiQe+5Xvxj3sO8Liwnu4v7B7fcuK/Qq2HxTOhe2aaMAxtk2a0Ae0PgqxOh5f4J6Jhu4nJz6nwtuvkJrzp6OQtulZetRuZA/cNPgyOaNkvOfFr5T4dVVLjHq2LEyScOtMTuq4yv62obTLBks3ZZfX9HfKe7wyLlHIfb26f4V6X1nnqWhtK5jOhrZpoYOjSjkO75rMw/wBmjHwLiX/LqL5z27Vi9btXbUrp7Vyw+1Znd7U0kji97z8SST9VWI7r7GPvv3ADQe4aO4HwCIimBeq+DGi8RrDh1qLH5mF5guak5IZonmGetNBWrOZZrF/q87Gz8rtu2+68qL0dw94sYLQGhW470e1k8/byli/HSjPo9WuHNhiZI+Xz/UD1VSZmPaBbcl9mzBuBGK1Vfot39QZSpBebIfcZGPjI/iqJlPs7avpMM1HI4XJV43dQxNsTUrDg1vkx7XNP0c4ftHxXVWf11qfU1xlvMZe3OIbXplWqJujTx7ubmjEcfmW7gD5L1Xwr4ut1VWbgNQRytzNTHSWbWZc6KCleig+7LnbyA9XtvJ2HfdWWm0fUeL7FeapYnq2GdOxWmdXnjBBEb2OLXN7ADsQR4BcK7Q4rN0Z/OV79HXJLomDrGYmgcHY19pxLuauQSCTuSSCfFdXA7gH1TuN92eyfl8FfHmBqiIqgiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg+jk8MFqKWGzHFJXmb97HP8AqnNHmfi13s/ILqPG8SG087qbAZs1Y6GmKU1r9MukLJ5mwujayKSB/qmXmmAc8di7cruAEnuTzE9yfefevJ/EPT1LO8T6uFwQjZZycEb8y6uer6PMHTmaV497Y9pCP21DSI9pHZnB3En9FX9VTW7LrOqLktmSjIQa1PpT2QXkjtzu89u267kOwJ23237b+Kp2jNFY3RVGWnQfJcltyGS7anHL1+/YMHub5fJWuxYgrwyTWZY468beezYsfq42eYPxc72fmrZ8zscyLAoXTfgFp1WxTjed4vTel1p2nuHer63cEHv379+6z/BAREQEREBERAREQEREBRGbtzUsbPNBWitvksRUGRSP6MQdZkjg53H9nqf4KXVb1U//ALmmqbwsGXt1sJNJL7IZbsxV5OT9vpTv/e6SCUxNaWnisZTsPjknq4+GtNJE7mie9kbWuLT5gkEgqQT95z/23+274n4lEBcFivWt1561yGOzVmYW2YJf93lZ/SRv/aLeV7fkudEEFpmSY4v0aeR8s+PyFjFukl/WyNr2ZImOd8TAxhPxK25yaUjEUIpX1zlswynPMx/RIjjgmtTx7/tRVpG/3y4LvNh8s7KtbYZjchWFfM+jU33nQSxjlgsujj7t9WSUPf8Akigd/RrXG1p8vYqZzKsljjZY9Kw2ILHRspRvb6O2azzd32XMkk5Iz3jbNsfBBP168dSCCrC0shrQtrxMc7ncxrGhrQT57ADuuZaDuASQ47d3Dwd8VqgIiICIiAiIgIiICIiAiIgIiINQd+Ue47KTyx5pqkX9XjoYt/8AxI2vXHToPnHpEm0FJjuZ9qX/AHdhb4sH7Tv9Vh5G7C+ae24MghaGODHe0xjNo4wfkNkHHvzd/f3RPqD8R4FEBERARYGSyWPw9KxkMrbr0qdYB1izNL0Idj7LQfxu/Z96g4Nc6NtQxzx6pwYZJGJGCXJV6soBG4DozICw9+7SAR4eSC1O3DXOJa1vLvISPu2Nb+Jy4orENiMTQywTwOPqyReG/vC6o1zq+rkcBmKWl8vUsPgx8l3K5OjYD4cZAGBhjDgSDPYf0omuBI5ZN/6NeTaGZzGJL3YvJ38e+Vw5v0fekpsJb47sHZ3gr617o2PoeexI332Pj70XkzT/ABh1pJaw+KkGPyRluw1OtYrObdusMha5rntkDS4/qyXjclnfuvWe23bt27dttvpsSP4EhWzEx7giIqAiIgLTtuGj2ucAfvf+q1TwPN4lobJ3/ZcEFu1W5sA0/io/1OPwsEjovMzWSJLDv4GFVAHcAnzG6tGt5448hWvzO6MdzC0rxlf4O3rsh5f8FSKlbJZ9vPT3x2Ne7kF2RvPLZAPrCNnkD5P9xQa2Mlj624sW4o3NJHTLurL29w8vksdmSsWgBjsXeuAjcSuj9EhcPIl3nv71bWacx1eqIqEELZWASuszR9e1KfjL5E+fxUpj2uZXMTozC8PLnAu5i8+Z380FNiwGXyLq02RFOtWhcZYakD+e0HeO73ebfipGanYh3fKxoDjzczPYdv5hXA9yT7yoHUGSGHoy35pmxVI9onh0e8hc/wBlsR/M7/VBXLFypUYJLluvUifK31rc8cDCA349/wCKwKGcxuTsGCrLLN1WbwEVJRHdjA2kdVkd6kzQ6XclvYDw7KGu08rqH0VzsfDhoaluPI0Z710vyzJGtDXMdC0hmxZ1Rs95PvYPBTeQxJvHHGtesYqSjK51exWgidytkZ0SwMdG9o2D9tg0AeQHggk+Ykl5DXEDuI39TnPv5h4/PzVcxDGZSzdzlmOOXlyE+MxrXt5jQhrSOpzF0flvNHY53/l6CxqedsR4S5fmecnJDkXY7FvYWxXMs8yRRwtka1rWwydSV0bXhoHIzqADm2UzhaMuMoRVpJBLYktzXp3Qt5arLFmw+5OIx5N5pHbD3bIJQb7DcEHbuC7nI+vn81qtAAAADuANgfetUBERAREQEREBERAREQEREBERAREQEREBckXO+VkbfEkBny3bzLjU9paJ0+o8I1n4MnDOf7mRs/8A+2gt2cdz5fJgfq2WX14fg2N7mt/wAUX4rc95ke+Q+Mji8/U7ragw7jLMkZZCWcjxyPY/wb+0sGvC/HQWOePqgtHrRy7RO+JHxU0tr2ucx23tOY5jf8ggpznCSV7g1sbpXgAN8BufJWSjVnqTOkZMO45ncnc7lVp8b4pBG/1Xs9YO8N1L0chJJM2vN63VaGtf+UNG3+iCzdaOUffsBPiJY3dOT5ln4j8fNadBriTDYY4+UczOhMfPssf67/H3og3OY5nZwIIOzgTzFp92/n81tXMyxIxpY5xkj225HnsB7lv6TJdjX5Q4jcxu9r5NQYyyI/1M30WwxyNf0+nIJN9tj4grfMXR9CJwPNG0ucD2O58f80GOtzXOjc17B3DlsA2AHuGy1QZlwNfJG8eM0YdJ89tz/isMnckjwPcLgyAvz4rI1cXJDFkvR5P0TJZZ1oILPSbJG2Uf1Uj+T98rpujxnxM3omLyVK/V1EzJR4fMY6ajMPQXuljhmlfIyJzGtDnO9p7fjsg7S1J6V/N7Oeg8np36Js+hc/h1el93/wBfIpgc2w59ufb19vDfz2VTl1fg7lGrJh8vSyEuVyQwWNlpzC3H6VKOr67huG9Jn3rwPCONqtUYDWMaCXBrAA5x5nOAHiSg3rQkDcl2zWt5nP8AHl3WqgM/k3VKwpU9psvkXirQqt7l5d2L/wB1p/wQcWGlbkM/l8i/d2Pq1Dp6BzvZsOLvSJf+WQxqzyx9OV0b3B/YvY4eDx5H/wA+9cGOx9TCUq2PY2ad1Zv3sjO8b5NtnOd8zufqud7nyEnYbhvqtHg33BBsHcA+9ZM4Loazxt60LmeP5Xbf6KnSawwMGdx2nJLjJc1lbHSgpUnjITwGMbPMsbPWjA2O5PcK1PmheTHG9srah6UjmuL2ueOziCe57g9z3QeXftM5NzaOl8SGc0VmzYytlx/CIGCs3/C1KvI5BBIPcg7E+9e8+LnDC5xCjwk2MvU6V/FieFzLvU6c0Uojc4M27c3qrwZ4/wDk/wCvdS09gREV4IiIC3xyviLnRPkjcByvkHgQ78K2IgbbdhvsOw38UREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQe5Nf1M3Zo4Y4C+Mfk4s7BAL5/wBzY2y2eBxm/wCFvJF+8sbR3DnHaUtzZd1y/ls5fqur3rl2SMV5XynqSPG/4nOJPf3ry/W4haidfoy5m7bz9HHyxzw4m1ZkqV7L43h8L5mwktd05WR8peSTt3JXuCCR0sEMrju6SJsjiDuCSAT/AJqG1dDl7eW+3luQT9duyrOfjjkt6bhnYJK0uoCyaCSTaF7vQbUrZCP2TDC7+5VmVKzUDdS3cXQqx3fQsTlnuzWUiljq0I2Ctajnrs3Ikmc8WhE9sBHLyTcz2+wrRl5DUE1lor6XdXymTdM1z5hWmlw8TI5XdZk9hhDGOGxDeZ5227sHgpnGXzkaFa46HoGZsjzCZOs37l3TLo3gAOb27OAG48h4KQDGtGzGiPlPJFGWCZkBLe2wAA2Hu2HyUdia1ilTjgvTi1MJpJ3Sx1+gZGPneWM3/YBA+iCS227bk7dtz4n5og327kuPm4ncuPv3RAREQEREBFqSQ0vI5WDsT5HbzVZOXyl2xeq4ehByVsg2h+lLV3qVwRHBI+YQ/mi65Zt8EFjkmigYJJpWMja7Yc8vYE/BaEs5S/qAM/O47xu+IPuKga2mseZzcyrK2YyEzmyC/epx9SBsbeTp1QYz0xH7Z7nm5ltGksC4uBxv3JDSMa+aUYeMt8XCkZBXYfoHD3BBOMtVJJOnHaruc1vMQ2T1gfcVVtT3qWSxeY0/UdJfyGQpPxroadaa6KckzHBrrUzPUgawP6jeb2ubupeXT2AsR9KXCYiaLm5unLjop43A+71D2+p+ZUjWp06UDatKrBTqs2DKtSqK0EOw2HYAbbe4AeCDIDS0cpGxb6pAAAG3wHb+CJ9QfiDuD8kQEREBERAWTHXfLGZj+pj8v2gsZZVW26q92zC/mH6uTu0dvaQbparGVWWXScsrzvyfmB/9Vh9vLw8lITulvvY9jWvLYwNo/ksOSOSF3LJGWOce3U8EHGifPb6eCICIiAiIgIiICIiApWtDDXqm/cjknEj+ShTZ7VlzfaL/ANlqivMnf2i1v/n+Clcs/aavD/R1MfFDtt+JzBYP/wByDDtW5rjg6ZzHMYdooo/1bG+Qb8B4D5KmazpTZPAS4usSyTKX6lAu/q2PswmY/uRMfL+4pzIS3K1Z01GtFaniPWfBLL6O+RkbfX6cnm7bf1V1BpXW8mvNdxVWU5cZjMFirVqrVnm6lqaw90NTrWG+QjbYlY0fBB3aTuSeXl3O/L+X4IhIJJHge47bIgIiIOq+M1WWxoa5LFI9kdG9Wt3GjwMXN09/+eWI/wB0vGexHYjYjsQfEL3hrh+m5dNZCtqfJSY7D2J4KtmeF0ks8TjNHIABGyQ+t0vDb6LxzrH+aTcvHHpD0x+JjqwssTXQ5sskocRK4Ata4bgQH1mg9+4HgpKT9BDx5bIw421h4rEkeOt2Y7tutCeg22Y28reaXzLfy/BRp33O/c79zttutBvsN999u+/iu1eHXDS3rCV1/IelUdPx80TbcHT69yQduSHfv6v4t1fMxHuKNptuTdqDDNwsbZMschCaXVZ1uaTnOxcPytb/AIBe+cdHejpVBlJ4bOREQFmWoOWBz+Uc5YPJpO+w92yoGleFemtK3Y8jXNvIZGHf0a1dkANIH2uXbyPlt712X28hsPIb77KK0907Gg8BsSe3ifErVEVoIiICIiCY1hj/ANLY/RmRjmDZ4MQaUL5GdaHmr2ns5SPhy7KJxmp3xGKtnIzWszSckFlrObHyDy5XfgPw8lZ65OR0reqFwNnAWRlqvP8ArGVpz0bHL/YkEcn7yqViGKVj454mvhIIdHL4xfNBfAQQCDuD3B5ubf6+fzW3maPP/BdV4rOMwt70SK06bCuc6u4PgMksU7mmSOKqB68gJiAIPqN+SsNDTcGTqty2dE/6eyEYsi5HYfWyGEa8B7K9WaEgt6W4YQHlruT12DuEFz527Bx2aNnGQl/SjY1v4nFUma3Bn89gX42qcxQxFqzYu3JIyMNVe2PpxtilHea0JOZrWx92sll51lu03buTVY85lo8xh6AfJBRnxkdezdf02+tbMb3Mn2HV2ayFjW+RAVraxsbWxsY2NjGhjI2M6bIwOwaG7nYDw237IKnbrtrzCJkhexzedgcQTse43I7b/LssVSeUh6dkOZ4Tjmd28x3KjD3JPvQRzcRim5D9KR0a0eR6jZTbji6cnO1vSbO53mWsllbupAAAABpaANg0nct+C1RAREQEREBERAREQEREBERAREQEREBERAREQSWPfE6SKvJCyUl5cHP7hqvGGggrR5m5FBF14cY6ON48ALEsULv8JJl1zFK6GRr2juPjtsuxsQ8zYnMXCfu5MdFTH/jusRSD/pilQRvY9wQQfAjwKJ80QEREGPNVinLTIzcxu5gVylkZc0nxb2Zut6ICIiAiIg522J+mY+d7o9uXlB8AO2y4Plvt5b+KIgIiINQdjut4ghsCfkhhZbmbs4xxdMWmhnT5Hu8zyeJ+K409YcpaOVzXcwPvQdEZXh5S0Pk8DqLSNTImnU1NDPmdPtByVXpyRWK8tuP+mZ0YbEo9X7tobuO0S+kfG37MNv7PXDfQV/ibqmrieNutJ4s5b4MQRR28jo7Az1p3V7uUuxyubFafLHCw1SwAdd7Q9z4Jms9KfYb4aYOnpfUnGfWOEgzcOrHXeFWn8FbdyV8piZIo49W2hJ3LRZhm/Q4c5jmltrJtG5j2W/jh/Jz8f+L+osrxB4N/ab01xdEmncRjtPaA4r58YrjBXbRpUKEGFkv26kNG3Nj6scobe6kTLUeNsTO2lc7nyZ4nIjBHI7fknfn+Hk49Y9Av6iy+mrcqtOTiis2raYjum0eK1mfEzWJrMxHnzH02+N2o32fRpZYppIjDaHXLJelIWl39EfN3xVv0/iqNeOLIQus2bN2NrnXck7mvNaQCyPfzI3APxC7W4jfYG+33w/v03577O2W1Jlac77NrTOF17pPU+dgbzkxSHF43IT3gZG8r27wAnm2Ia9r2N6gzOZ15o3WWJ4Q6j4Va2p8fM5boY/H8IaWCtW9ZzXssIjiMfDEYxMZrTZ6v3LW7l1jYDyWPMTHvD02Lk8fPa1cOStprMxMRMTqYnUxOvaYnxMT7SuNj2m8w5ZeT7wN35g7buH/Hfx+O6oOssteoYHUElR4pWa+GsWKdpsuwh6UUpa4D9p7nH6r11xY+x59rngJjdFWeMn2etb6as8QNXt0DpTGaTtYzi7azGWkjMtSl09O2si+KS0IrPosdjpSTmnOGM3jcB3d9n7+T11NxX03pnjxx4sycNOA+G1xp3I1dB6m0tkJtX/aGpSSRZWzi67YpIn43H3MfXmey/K7eZ7o28rGyGdl1KXyWilI3MoOd1Hg9N4l+dzstaYqxMzaZiI1Hv5lO/Zj/AJJTRtb7Ouk+Ome1fr7V2tuNnDbB6y0zrbQeGx2d4f8ADD9MVJL0ta/UisvuW5Gvnr0bDZxRdDPVt8nWIYx3qrhv9jbgHRpae4QW9AWuI2fyt+LFah4hR28nhta3L08rG2JMLUFmKtWggI5YYrsT3ObG507mdRzIvoxrPT+hdGQ6X45ZXjJV+zppXUOhsdl8xjrORfprK6abYfTx0UGJc+eGCDDWJZa8FKSxZZG0GOJjHFoiby6z4y5fTOlslgsJkJNdZ7Pu/QtvjHldJYzCOx7RDJFYiw0sEZuOsTxzckt29MZi1jnMiY53UG+wcTi7jFFYtkmNTE7jU/WfrE68+0/xD516/wCsvV1q5eo5OTl43T65e+lqVxZO+sRFq44tXstWLxany5MdorMx8S+p8/nv4sfYU4/cKaOo8/YwmE1hpLTrbeRm1BoLVuL1M9+JqT3oznJKVaxJZhpFtaQumlYBEXNbIWuIC+C3ETSp0dq/LYWFkwpxytu4l8h5hYrSbujbv+y8lfp3+1T9pHR+kdOcTuAWhf0vqDWmXba0PrzW1a/b0njtHPx2ex7rWNr1pIOpkBYjxmQrTuD4oTHfZyvmb1Iz8hNSaXw+o6k7buJxd+/BWlbjLWQqxzSQvLDts892/VabNGHFmmvHt3V+/s7x6Z5nXOf0mnL9Q8auDk2mf6dZ32x9Nz9/vH0fM0eA77/H3osq9SsY67cx9sRttULUlKy2EgxNkieWPDdu227Ttt5LFSJ3G2/EREBERAREQEREBERAREQEREBERB2ZwrxWlL+fu3tcVza0lp/BT5rOV+tNW9Ia6aKhXZ1IfvTyz3IH8rPV7esr3nOGWA0ppDUWNssl1Xr+fV+M05jr9O/0cVjnTuvTCo0NlZFYsT16rHWeZjo6/wCkarO8onXRlTNZOhjcxiKlnpUM7BFWylboQy+lxwymzF67/XbtNGz2foueHUWYrUKWKr3+jjcfmjqOmzpNb0rpEDDZ6wZ1TysggbsXuaz22s53OCLe2d7iXZt3hbg6kNYt1s18kfEOrw+zd7J4JmNwFed0dh1qxWtusuM7a72wxyNMUDCJ2bSAFYFHhrUt6sz+l35LU1Wzg8X6fJSs6TgZrLMyM6TZYqGMdkDBY5IpBY5o7Ti6JkrwCobI8UNZZeWi7J3cdcho5SfN1aE+lsSccbVxno9uaWsazY3yODd3SOY7cknc7rEr8QtV18xfz7LmOfm70cTDkv5u4qzcp9CL0eH9HOlg5KToogGM9EMY5IIuVrRGABHd9VrpcMcdZxc1m5qG7j8tJorIa8x2Mj07HeqNxtYOFQ5CyLZMRtSNEbBG2cgyxB5GxK2x8PcZBqzSWi7OZyNrVuZzOKpZfCwYWAYTFR3+k58RyXpTpHSwieN05ZB02uLgHkRgqs/9o2sXYOXTv6XgZi58MzTczYsNWF2emyc2oajr3R9JewTHmY0ygMAHfzWh4kawfexmU/SVb9K4iFkVTLtwmPOSd04BWiNuz0uaxyRbMEk75j5tc090I7t+V61BoTD6i1VgbGkssHYfiHxEyOn6Tf5stxFDDRssY57pasTLEhfSiGU2BPTJFJ/qt8BX8Dw6q5pmnJbGoXUItTZjLUcQ2XFsEl+LF14JW9HrThrZrks0cEUJcxhlY4Oma/1VVqOstR4qTTT6OTfXdo+WabBxmtHy0DYkfLY6u7HdYP5z2lc5p39o+KkXcR9VSSYuWxLh7TcJUmx+MqWtI4e3SoQ2H9WVlaq+q6uxxeecOLRyduSQ7AorPd9Ft0pwjn1LPmrDrmpcbhMRqOPSpt2NGibJssvD5Zn36IusjpxVIwPSnz2DykxcvV23OW7QGinxcMsNDn8lY1FrLUU9We1TxUOQpWaL8mcPWMTn3Ax0YnqXJGktDp22ZC9oZE1snXMWudUQtzjZMhVvx6iyT8vlI8xh8fqOrNdeXGS9G2eKYRSbucDLG2N2535gt0Gt9TVbGlLUFyJlrQ4201NHiqUlvHtM0liNj5Azewxs0kj2R2ZHNa9zg1qEb+q4T6N0jmrfEPK6ZzmcdgNNXDZxWMrYFmTzslN/XebbmOvj/Y6bo4Y5rkcs0m00E0kEZeWjqLt+EbN8gdtwPoSP4E/NWmlrPO42tmK1F2Hq/p2Sc37FXTuNju8k7eSxHUtCA2asUkYkh6MRjj5JJGtaBIAqqAGgNb3aBs09+48vEk/4oq1REQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERB601fpTTGn7ums7Jp2lYxsFluEzrK9UgOZPGyOK26E+Jjc0MLz49bdd2dh2AAA8A0coA+A8kcOYAOG427brQDYADyGyxxE528/HYm/cjHPOyF0dSN3s2p3tbHBAz9p7yxn765sZRGLx9ajG/qvggLpZ5P19qYn76Z/7T3buPxKjJSzJairMYerW0/Vmnm8qsVyXodIH9pkZlefjYVkI5SRty7duU+Lfgg1O252O437H3rREQEREBERAWh2Pbt6zNn8njsS4f8A6FqqxqNhyXo2nHRSNizUbvS7bZHwtrwRyRc4YY+/XcR6p/L3/o0GNh6FXN4+vmslJPflysBvxMmuOFeKtORJBGYmlrDytc0eu157dyfFWqKGvVhbBBAyvBB7EULWtaN/AAAAADyAAHwHguHH0K2No16FQctejCyGIAuds1rQ1o3PfwA8e/vWZsB2HgOwQD4nfcHzB8QiIgIiICIiAiIgIiICIiCXxXW6jt27wkdj8Vty7pDPGHR8oDNgff2UfHO+Pk5XyNax/M5o8HKff6Nk4Wvc4te1/bfxCCCNZ5h67fWbvsXbeyuD67/H3qxWK0cNKaOq6OR4IdNv47earp8TsNh5AeAQEREBERAREQEREADxA/EB9PWUpmz/AN4yt/LFG3+EDAooEnYk+qO57flepnPMHpcU48LlOO4PPYFohH+SCHXSOrtNZHS+pIeIWl64fBGHHVOMhHSksxyyF1iwR5nkIdv+E9KT8S7yiYZHBsbed7vBZrcVYkEheGsDmu2ZN7Er2/d8o/d3V1Z7Z2K5icvj85Rr5LE22Watsc0EsDuUx7jdzJI/wkb7FvkRt5KSGwGw8PLYbDZeeOI/DK1pCS1qTRNnKVJWyBt+rQnEYrQSsmc+aGR3rkB0cTC1nYeI/VrpmnrLXOmd6cGXyeN6TWubTvxusNqsIG3IyTwBHgPIKvZMxuB7tVd1ZqBmmNP5LOSt6goVzJWh/rZnDkhj+svTeuncLxvos05ZfnIpX6hoxhkEdeB7Y80SNmOD2giFzfF4aCHHfbn/AFbaHrHifJqnR2Ow88QdlprLr+YMMRq0Pu5bDa0DWncvLh0Xb790ik/Udc2s9lr1KxjrVnr1rOafnJpP6+1LEIy/69yu5eC2mdMZuPKX8jFXyeSphtcYq/TZNQpRy/eiQRydpnOEW/7K6Vw9Grk8xQo2shFjali41k+RtO9Hr1Wk/rJP2j7DfmveOC07hdN1GU8FRhoQloLyI9p5u3tPf5uPmfMlXWnVe0QuQ4c6Gycsc1rTlIOjhMMLaRfjedpGwIbB6juX9r3KbweHj0/i4sTXnM9SjG41XmOJjoYy7ZkZe31zyt2G7u581M9vLfby3O5RRB4eW3w332REQEREBERAREQTunb9bH5es+8QMfad+jshvLtHNBZb6PJzf2eow/3Kp+dq24MjlMfe5qOMxFmWG/OB05boiLmODHeccgawg+4qOIdcyssOUMoigkbPRpxu5I7LIzv1C/z2IB5FbtXxfzzqabzVcSy4W5FNjdUz1miq+1exknoxgex3rubK0j2Ox9H2H6xBXdIYWOwMdlMo+d9wVRPTx7if0bhutHKXRwxN9R0g6/K6R/ckEnxXYFq2KXRa2HmadmAdQADy8u38Oygar3QTNk9byLuTfk5fhv32+fdc80rb1vdhLmuPK1sncRjycgm3XoIuRssgY6QBwZ4hu/l9P9FlghwDmndrhuD7wVU7PPG8QF0T21uwcwes/wAt/wDz71IQZVjIhHJEAWNDGuYPWIHbcoMvImo+J7ZHx9WMjlDZdnDfbx+KgbFd0MrWhshEjAQd9wd/PdS8FSO3G2YtIc+w+QvPclrnEhp/ipaONsTeRg5WDs1vuA8B/kgp3Ska3nLPUiHff4rfDUsTRmWFgcxruTZnd3bsp/IulDYIo+T72QD7zw9VZ7Q7phsm3cDfl7N+iCsmhKCAJGB3IHP55dnRgjfYj4eH0WC4AOcA4OAcQHA7h3xVsdUjJe7flY8Drt37O5fZKgchXfDK6Qv9WZ5kDPyhxJ2+iDAREQEREBERAREQEREBERAREQEREBERBnUqTrIc/qdNjTsD/WH8qvr4n0cNRoWRyvukZGww/wDs8JAhhi/eaJJf/wASuv6FZlu5UrOB5ZZ2wyF/svDnh/KFf81N1MtkSzYNbYfVhY3whjjeWtb9AAEEb3/F7X4vn5ony7jyPvWOSZXkNcWMYeV595HigyEW3kIGzJCSPZL/AGdvJA47lrtuYdiR4E+aDciLaXN37+I89t9kG5E+SICvOieG+seITss7S+MrTUdP1WXdQZ3M5uhpPSun4pXObC7IZe/NBSrdUseIxPMwyGN4aHcp2oy9YaZ0bqHi39mnF6L4Y4+zqfWOh+NOX1nrfh5gK5yer9SY/J4XB0cFmKlFg69uLHS0c7XkZXZKa5zEcjg1spcA86as0lmNFZh2DzjsLJdFSG9HPp7U+M1jhrUNhgkhlr5HH2J6kzXNPjFK4Agg7EEKtL3h9nTgvq/T2V1tltX6KlblNHZPTNLUPDzUHBnD8SNVw0czNdmkv3sfmHxw4jGQx48svZR7DPWFyuG9LqGVvvP7O3CrhfjuLtzQ7+GnDAYkfaX4yabqW9Y8OcbqjUGdwem9V8ONN43BY3IXopJWwQx567aMsRc9r8bM1rmc8+91Kze0Vj3ljcvlYuFx78rP+ivv/wBv/f7eXxA0dpDUWv8AVenNEaSx/wCltUaszNfT+n8Z6XBQ/SFy3K2GvD15nshZzve0c8j2tG+5cB3VZa5r2texzXse0OY9p5muB7gg+YK+yvCTg3qzWnFH7A3ETE6I4T4nM6h1jlOLOXbwxZi9L4uPRuOk4d5rHVp6rHsM1/EHVeQoS9Rr780dASyunDesfI/E/TuUx3C3TEvFXhPofhbxBk4818Hw/wARpzSNLR0+a0gMbffk944GMOVx9a1HgmVcxYE77Hps+1udu+1Jiazq0aSYs+DkV78F4tH3iYn/ALPF0FSSxBestlpRR46uyzO23kq9GeZr54a7W14pHtfYk552ExQB7wxskhaGRyPbK4rSWoc9hNYagxFBtnE6GxFfOauuOuQVhi6dvKUMLWl5JHtfKX3MnRh5IQ94M/MWhjXub7k4uP05mdXfyguLr6C4c6VwnCbIS6Z4eVdL6CxWLl0rFBxj0thLNqGeKBk7pp4JbrOZ8julDbkrwmKAiIdmcWdK57SPDX7a2HpcNdG6X4M0NL6VqcDdZYbTFHH5HWuAHErRXoV6LPRMZYzjblcVLduxYfZNWw+OIOr9R0clErB+x59pHM8RM3w1+zNrnFadsyx6bvaR4T6zx8jsDqCOWnBkshhcBeg5/QrRs2Q6jDK2OCcutwmSWd22/wCkLg5j+H9fT2N4dXLvCuDG4bR1XL64t4zU+Mzt7JXa0ktfIYzP1CyQWKjbN65M251I2xm7Vii3MYkf+c7R2lMtpStHqPR3Cjh9Nwq059jLL8VtFcZ5tB4nIZ+LX1Dh/dzNnJwakkhNr9L43PQ3IYsUZpG1Iscyw2u10TLDPpNWyHHvRtO9qTDcIOIGI17geCendTVTgNIaH4c6ToazzWHbk7EdzN5bUrcrYEWSb6JNi6kDYq9Qvimq3TYrWX5+HlzOH8tltOon5frr+/0+nhzfrfo3Dj67/wAS9IwYovetoz92q98b3uPl1M23MXmbV3EVjfvMd6/aBdVp5rhtrHOYnFavtcS9JjKZitpDN4rKYHK5Zt2dlmOC1Zx9zKCOJs1SvGK95lfaEMiZtGSfBctnh3qL+XC1zFqOvwFzereDf2Fmu4PYvP6qjr4XSuscZlKGUkY6Kwyu+nlMZTu5+aOnAzqNp1GW+aqBI+t9MKXEj7XOV478NtB577LGmtU6OyeFtYnI8Y+MHGjG6JyHpWLvQ5LL3sVpbHULTrNOO7i8eK0j4GGQmpL1hUcyzL8g/wCT74m8JuNH2yv5QzXvG7gI3gf9vfh9rTK62wmV0hftas/7PNO0qJ0NqStDDERiZbuMdJ6ZeyUk4dmZ8/JPVji6QDl81cs4sVa+0z53MxO51Go+kfTxCHpPRuR0jD1Xq+fkRPfhrEVrTFXLimuLd/iWr+q8zMWiL3tFYn3mJ3P2zx+A4ev0bk30LMWjdd6z4gQvwmn9CcWr2NqavyeNluuZT/nBbg3lmecvahsPrGSESQVmMcyYtYer9cam0xV01W0dxXwuoNS5zVOk8dxA0Fw/w92DROP0ea8GRazHz53M2GzOyd0skgms2j0pJGwB0jWtaYu0cyMJmbfDjWGJfk9SWdK6Jt5vE/aD1JkKeP0TdfHWELMTlunG18fVnsvY+aX0e9UsTPeHSuZJIPm9xUvYLJcQtV5DTWYzefwlzKOnoZjUVuXIZa6C1vO59iX72VgfztjkmAkdE2Mva1xc0bni4J5Fpra0x9d/WJ3qIifp7RPnVveJ8OJ+qet4+g8XFkx4MV67inZqK0yY7Vi97WpWIi/dNr1maTbDEzS9Jm8RMfIX7Q3Hnjd/KJcduDf8n9X4TZ77LmFp18RBx5xusLoyuucDV0/Yz2asXLV90tSvcxdHT9/F3YKk9eKWa1j4C17vuN6BrLh3nf5K6fI65+zt9rnR2u87lRDpzWX2a+I2hosrkdTWLD5qtaezjcdbu0YZaXpUthj7VvH3YXxcrBK2R0bvsjpabh5oDWuuPtEW9MTRcRKHA6bSusdX1806pSz+mtMT1NSVqN2k2LnmsPbhK+JbM2ZnNWmihLHcjCPyu8cdW6gbmMDra3WGXf8Azvl1fnL8nrB1zmdKHS/l6j5bJa/4rU8rBl4uScead3nzvf0+k+/18+/trw7n6H63071b0+vJ6Rj+FwMdIpbF2V7ZzWjuyVtNq7tGOJrq1Z1ebzNpmY1HeuDzes9S0ZNTcRLdzIa61Lk7updV374jN69kb92W1Ymc2MCOIPklkdyMAa3m2AAClOUbEN22DHMHKeZuzvcfNdQYHjjoLLUJLF27+grVeMOmxmTLnWGkD1hDK31ZQO4G3rkfErrXPfaOmgyj2afwkF/BgGCtbyUU8Fu6Sdi9rHes1nN3DXdwOxWv7bfZ0d0Dr6m6lrfVlSfbf+cFiQ8h78liaSWPf6OCp+5Pc77nud/FXPiFavX9VXsllGQsyOQx9DJWWVf1LX2MfTleO/fsXlU09iR27Hy8PopY8QNERFUEREBERAREQEREBERAREQEREBERAREQWDTOnbOp8nLjoL2PxcdbF28zkMnknywUcdVpV32Zp5zFC6V+zWtja1rH95ou5U5kuG+qKeXrYbFVJdXSXcLW1BUm0fjr2RhmpWomTMe6EQMsN5g9p5ZWN232LR4DO4c6oxWlRqyW3mtUacyeWwUWLw+e0rRhydnF73qlmzIWvt1izdlQR80cpO00vOzxC7Hk4paCyuQuSagpatiqz6twueyb6FWlayWuK2Jx7K0oyrnW44myyzslubNdJCJrb93833ryyZneodAWsRlacd99zFXqYxt8YvIutUJK0WLskzN9Hm5gGRTEwzDpgB56MoPdcFyldxl2xj79Kzjr9GV8FmlfgdWtV3NcWvjlid6zHtILXNPcEEFeg9OaoGMxHEHX2ocTNINQ6uran0MzJQtLMrmoJsm6KSNu5bK2qMjYmc3cxmSKKJx5nLztPYntzTW7U0tmzZldYsWJ5TPPPI8lz3vee7nOJJLj3JO6L/5cQ8O2wHkB4BERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQfSBQ2SyViGxBi6NP0q/erSTxGexHXqwxMfFFJI7cGR5a+WINbAJP1o5gzymVAvaXapryPIeYMDN6Fv4VHGaL0h/7zegflFKscZuKxseMoxU4nvnmDzZnuOYI5r07+88rmgkBz3FziATsXeJUj28twPIHxCHxOwI7+B8QiAiIgIiICItryGgudtytDg3k9rYMMjkGBkspj8XFHJdnbAZX9Ouws6r7T/yRxf0rt/+VR2IqWrD35fKttx3ZZ7EePozu6bcXVkldHEwN8pZmta+QfmJTAxNuN/nFNySWMvGH1HE9VtOkRzVoom+Tywsnf8AF5Vi8e/Y/Ico/ggb7992nfvu07tPy+CIiAiIgIiICIiAiIgIiICIiAiIg3te+Pctf6rm8p+C2AbADx27IiAiIgIiICIiAiLeY39Pqu/Uk8o+aDYpy070nDYyU+1WsSY+Yb/hcd2f6KDUnSeX1MnVb+sdV9Og2/PXdzD/AKHTII1j3sc17X8hHj7lI0bE8lqKMyPewuc87eHfuo3YDs3wHYfJcsUskMkckTuRzXbbjz3QTWWrSShs0e/qD1t/ENXn/izoeLUWKsZ6q9wyOExskkcMcW8VqON/VPWP7LXS8q9DWrLmVJQ2TeeJrRIffv4qAdKHh7ZY2StbFybc3T7EebPxfPzVYnU7HzaPid+bffvzjZ/1+Ks+j9L39W5qvjasLjXDg7JWWjpQ0a343PPm5x9krt7jVpXT+HrUc5QrilkshlBHZhjf0q8zenN1JDX/ADmQxkv8yVdOB80c2mHQQ2oJLFe2K9qo2n6ParPfI58b57P9K1ze7X/0fsqTv8b0JbD8KNP4KrnKtNz7s2Vxj8XVs5SLrz1Or1ASZPIuL4j/AHS7PaGhrQ1oa0ABrWnma0eQBWoIcAQCAe4BbykfTy+SKIEREBERAREQEREBQ2Qz+NoSNqmR1q8ZGxGhR/2y5GXxzSte6H8I5IpfWUjatV6cZnsStiaRytH9LKfyhV/HYCW5mbOSygjwOAzoiFew6WEZPLztYGvqbP8AX5ZIoGyep/VIN+D0u/W9y7mslHdrYuGYV8BXfKKYiYwbT3uZkgd2I8xv90u1dO1MNgce/Dy32zYm8W9SN7DabBOyZ0gtNmJJ3bzStcSSfFQU2RZJWr0qVcUcdXDelXYSXSBo2bz7999tt9/NZZgsXooSG1o4+5Ab7TQe/dBlahx9rH3XVpIYS55AjsRnmjmZv6r4j5tI7g+4hY8cU8UE0TajnuALnSSf+0j8v7v+iuOGhOQoNwk0jZblaMzYeax4P2HrU3fA+0z4bKIex8T3RyBzZI3FkjX+2HA7EH47oKxHBA+v6SH9N7XlojjPVjPwc1ZMNCOweu94bGPVcwM6LS7z2KlzDCX87oY3uB35zFvt9VvDQOYtAaSSdwNt0G2CEQR9OM7Njdznvze18fNcngnfz7nzRBxywRT7dVvOW9m+5aGSGENje5kRDdmsPi4LlUVkK9qd8TIDzAbuI92/dBly3K8OwfMBvt2j9pRl6epMwOjkL3x+APj3WO3GuNaw+cdORmz2tH4lGd/Px80DYjsfEdiiIgIiICIiAiIgIiICLcPw/wBr/wDgtHeJ+aDRERAREQEREE7phoOo8Bzbd8vWcfL2ZfU/0WdRiP3k73dSew89X9h2+7h/HdViOR8UkcrC4SskbIx+33R5TuGlWzIzB9c5uq1wgyZ6dxrPYoXh7bG/CY8zx80Gya0GPZG08z3O7D/Rc0TSNmkbF0r5D8CSSVDMjszyViHMjnFZz2udHuS0ncEqdaHBoDiHOAAc4DYOPmUGo7gH3rQgEbFaog28jfd/igaACPIrIZBM/Ytjk5D4yOHSaPk7zC16MUf62Vr3eTIXbvd8z70GLsW7frPDsR4La+zBHzc8rGFjeY7nY+/uszqxt/VQNY7zMp6v8R5fJd9/Zl4NZD7Q/G3RnDE6gq6Xwd6aTMat1HajEUGExFFrJLDmvcQxklqWStjopJHCNkt+NzyGNcqxE2mKx7o8uXHgxWz5p1SsTMzPtERG5n/SHU79BcRIsPpXPzcO9eRYTXkr4dDZh+jr02N1m9krIXR4qRsR9IeXyxtAj3LjI3bfcLu7GfYu+1BmpbNe/wAENVaSgrwdZuQ4psrcMcLZcXBjYIbOVkhimnILndOIudyse7YAL9TEOqn/AKT0ho7i5hNQ6UzGR0/qLiVl8voaYaCz2i8diXZCOhjo21Gsbchgr6fuOYZWPeRbrmKTYO5+TVPCy/qnQWiqbtTa71foq3msNxL1pxJ4nZttWHTeKnx9qeWniYnvldI9lOeae2YJXsa+nCN3EkRbKvT6VtEZ76iftHiff2n2+nj6z9Icn5H4k87k8bLfonCi+SseIvaYtW0xS0VyY4iLV1W8d1qzatdW7rV7Zh8mOEn8nTwi01T4Y8KeLektJcQuKuuYKXETW2oKuo8pj6fDZt6Krka+ngKFtlazBRp0zPbla1xtsyc7YZoW9GZvtXWmm+DmqeF97W+lOF0uhqPDUxcMuHGWxOJxmFwGWZl8tczuXoNw1OkyDHwffS2ZRDK7qTeiGZ000j5Het28Im5Piro/idBR1li8rrbISWZ5tK0qGu+HcWJsxNpR2JZ7nRfBVuUJpGuhMU5gYXEcoDGCUfwyr8Pbep8Kc7gszj+KtzVFzVuF1FqDK8OdIafxzIopsjawdMVJKcjqcVmq91+bfZlVrIWN5XvZnYb8XB2fCj54iN/fcTM23Pt7f2/0eB6xj9W+oI5kdUy64mTJkiInzStMmOlePNKT/Ui0WtuYrXu7pjdu3vrb5W8PdP4GnrLQ5qYTEVW4ievgcea+Nhgbi8aZqxlpQ8rR06xbVgLoW7R7V49x6jdvzsUoIWQQSsghjkkrs53RxNY4+qOxIHkv1v6h4XcAcrhNUWNM1eNuXxWSw0eg83Q0rOytk4o9S4XK1shkcVLLSZfZHUiinLZZoGOdLNCWljCCvz/an+wD9oXTly9SwVXRfEGCnR9Ix9rTOscfh8vn+SDndBWwWTnrZQWS5r4m1egTI8ARGQOY50PVrW5WSt8NJ7YjU+PaftOvbUa/9h6H8H6cf0z0/lcHrfNxxny5IvSJv4tTXbFqWtqLRa/d4rufa3taN+KelFyhnTj5A/qhvIOUO5ufm29/N62/v7rAvSYnGQy5HIOx9OFn3klu21sPKQQ7fm23OxAO/vC7W1V9mL7bNMOq4n7LnGHHzPrxzMuZHhtkslLHHPG2WN0dSCPkDix7HbukcRv3ZvuFcuCf8kl9pzjHxE0nj+MslThliMzi5tQZfKcQs5jsprTT9aGlLfigoaEissvG5cjjZ0IZ4oCGzsc5w7Ndpox3t4rWZ/0dsz9S6dxaxfkZ6ViZ1G7RG5neojz5mdTqI8zrwj/s3cddN694y8HOBOnNBcOMVieMuttM8CuJnFjCR5mjrXUeB1Bnsdi8vQjt2cjLj4nWKkhjns0qkEvJIG856jub9SF77LLc9qSLihrrHaJ4wag4e6Rgwmk8Lf0RmuIfRyD9LmzgIq+QycMstprZXY+xPPNM7nlmc6d4keQfLnDPha/gBpXFcG+E2utX8VeJmlvsmaZ1BwGwtvT+pK2nNNZbK53iNm5tSZalAJNL46wLtnBRVbN+zNbdHpi5CwtMjHz+lPtC8ZcpkOPWg7lNuSyRGlKmotNZzTOo4cVgdFadzcl+rjcpCyevbbk8rd9GtO5aZqMjjp1C+eJ5gc9m59OkcTNy88e0aiPG7WmYitI39b2mKxO48zH8PMdV6Db1z1Hp3A6de3b3xe1+69cWPD2d+Tk5OyZ3XBi3kmk1tNqxMTWK2749McDvtH4zWWkzFksh+kOI+UzNPFZzSWT1TFpmGTqPihdkNOGSVjg2WrXL5KNWRo9LiAbDAyczO/J//KMcTtR/YW/lmMv9oiix2tKGscVgOI+pdBHKWdMHN4m7i4MLk9P5F9V72k9fEyWYvSRNE5zack0MwDmO+wOXo6VpWLT8TdoZTTWkstLjOJ+uodWy2LGjLFDP3sJla8OkqmKs5O02F2PnEU7ZWi1M6OKu2Z7iG+S/trfYU4G/ab4x5nWefxWsNJ8QsZwz0/rzWj9LahxVHN6+tam15qzTeL0szFQ4B1RliraixuJdnrduT0WjQx0Ule2yKe6L683gc60X4XdXJqJvjtGr45tETEWiJmPpMRNZmJ7Z1adbR+mulerfT+PJwPWnwr4dTTBycV+/FyopeaZLVm0VtExNsc3rkitv6tPkxzMxOLxG/luvsa664NZvWD9DcYcJxkGOi0vpjgfpTKNxmhMzUrZLPHFSZyy+FtOrXiZjcZZnhoCd0E+oqTII7xhvWI/U+rsw7UGTo5+fTtHSORz+lsJnc9pbGEOx2n8pcw9GzlakJDIxyRXJbTBtHGPV7MZ7I+Iesf5K3SfD7ihw9qcSa3Gnhvw61Vw04l6q1dpnK5jT2vdc6Qv8P9IHU7J6+bp1ocflMZd9Lxo5RWpTCWG3We6GUNlb7vxP8oJwA1Xwu4LcUNfV9Y8PaHFHWWpuFl3X2oTW1LFRzemG4Oy69qCPH06wfWu1dRUnG5j6EL6z6srZadjmdabtumc+uHNrkXnt1qPtG5j3/wCn/sPDfip+Hdus9EjN6U4mOeRF4yX14veta3iIpM+J83m3buO6fMbs9XNfi7GL1Fgc9p/Fao0/qrDfoLOYXMS3a9W5X9Kq3OXqVLEE7d5KkQPLIA5jnscHNcQfIn2ifsC8KPtM6P0vpjhvmNB/Zb1FpXO5DM5rJzU83mdHa+xtmtTBrXiZblwWqL6Dn1IogY5hkLDNmSBnU9cFkJgx96pcoZbE5ehFl8Jm8NfiyeFz1KdvNBcpW4y6KaGVvdskZLTsR4ggePPtnfygmjPsnfay0Rw1wOg6euuA0XBinq7iNgemzF8Wc1m8ths5Jjse7MTmWGjVE8unMg50ELphHvySSNIids+qfkZx1yZqTbu9rV1uI/mf7e7kv4UV9ez1XP0zoPKri/Ld174M/fFbTPyzE0iN7i0REzM1mvj39nzo4n/ySGe4ecGuJfEbHcfNE661dw+07a143R+F0plcXjcxhsRUnuZpzsjchhLbkNeMzwwiJ0crKthplZIYWSfLLB28pqqzpLQtzINfhG56CvTLo4YX1WWJ2RyBszWcwB6kvi9x97PJfan7aP8AKXcJMxwpscOPsrWNUZu/xW0dLiOJus9c6WGBs6GxeShmq5LT+MrOc9li5PFI6GxfaTFHFK9sBc95lj+D7S9jmvHqPic2Qvif0ZInt9lzSvPcqnHjLrizM0iPefv/AG/7PqH0fk9WZukzl9ZY8dOXN7arj9q0iIiN6taO6Zi0+LT4mPadxHYPEnS7NIalZhw+SZzcbXsEzSGZ0hcd+Rr+VvMGb7b8o328B4Lr0eA8fDz8fqu89P5/DcRo8VpjiFPM3M1P9i09qKGZlOeVrgCYJyCGvIHYOex5Pid99pYbiVw2r6MZTv467NaxV636F0LcTW36RcOf1ntAaQR1e7QAfIKCs6+Wfd6p1Mi0BJAJABI3IB3A+S1VwIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIPpAoFv8A/VM7YXEulwMPprx41SJ7HopHxcPTD84olPKu0HC3qDM22DmgrVYMQHlvUEssZnfOzb8YY2aEbfgAl9yxxYv3Q39keDfgid/MknzJdzk/Hfz+aICIiAjtwA71WjYuG/6tgb7Tnf4ooTM3bETIaFGGSbI5IS16XO7kr1iyMSSWJpPMMDo2tYg4Tnm2puhhac+X5B69xrn43Fx/s9c9nEfli/eWPatZfIirjoqeRw1t9/lyF2KOvZirQBnU3bL95EBJzREcjObY/q3e0p+lUioUqlGD9RSqx1Id28h5I2Bje3l2A7LKQYtGnBjqNPH1uYVqFWOnX5yXP5ImBjNye++zR4rKREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBS1FsdivLULN5dzIw7+KiVO4yHYMtM8Ok+J/8AzbFBCPaWOcwjYscWke4g7LKZIaM1a1C/mLY/SHDzfsOR7VlX6T4ny23GNzRPzgHxA3U1UDHQRksLerI6ctd7LuY79v4oIG5S6bGXa7JBSlIAYIt+iT+H6eCysdUgkidK4dWRruRrT2Me3nspdrZLEzKTI3CCy4VpAPZf1G8vb/wuXqfvLjqwRwM3i3DXtDjv8e6DGuCCvUnJbzSOAaXfmPvVZ+fY+Y9ymcxIDJXi+88C8beHvUKPAePh5+KDyrxty2YnydbD5LDQ1aFOd9nDZOuZJrF6N8QMgZL4BwPtR+TumF37oKaKbR2mhHJWmdDh6scnowLWsIgjBDge4O481J6h05iNT4847NVvSKfOJWOY7lsV3D+pk/CXfi+ZWTicNjMJRZj8TSgpVWbF0MDdy9wAHM+T8RPiXeZ7qu/GhJHxPh9PBE/gfiDuD9UVAREQEREBFuAduA1oLj4MZ7TlM1sbFH05MpI6AybOiqRybWZQdiOb9nZBDAO5g1jQ8nyWdFi8jMC5lWbkHcyOa6KAfNz/AFfqOynMhaNSqBQijpNLvCqOnIfm7zVeju2OqZZ3z2Oceu2WXc7fFBtuYzHV/R7lx7L2Qx5fPWpV3gVubueV8g7O/sjsqjczP6dzGnJJ+Qzwi3YfjY28jMO5kDInStHkGmUw7f8AxauWQu4zDVmZeeQxQOaYoacbOaazI72Gg+fdUOjgZnMmzTuvR1BenmtyTu6kkkDZJS+KtI0dgGMcGkfBBc42gy7SeqwHYt8eZWaO1WijjYHbAMADfMdh2VGxtm07IGhdjrwSsZ6a23G8tovaz1QAD3DtvJXDqV6EPOzp2JXHla5p3cPmgmIpeUxyRDZwb1mu8js7cKaz+zsk6yfW9Nq1rsh8d3yRte7/ABcVWaj7EkZllJHP7MXT3LQXeKseoT/3gWk821KmObbbm2px90EOTuST5ndFi2bbKzd3Hmd4gLjpXPS2vd0+XZ3igzkRRd/JsqvZXY9huSgOMHnyDwcglFjidxn6bGFvIN5XO8CPevP+qOMEOB17TxNi2Y8JXx8jM06OPeOtNOxssBd/YEYf/wDiF2jFlY8myHKU52zVrMDZIpYpOXqseA5rgPLcEFV1Me4sst2F8s8O4fXFVzth4b8yrbyC5xaNmlxLR7hv2Wh7kk9yT3JO5WioCyqVf0icMG/ZrnLFWXRldHI5sTC6SYdKF35T+JBsnh6BaOaN5I8WjZzPgfktsMTpn8jXsa4+Bk8CpyfFmVsThMY3MhETg8+q8tGx2/gt9Ok+rNEepzRlpNgDsP2dv8EEY7E2W994nfKXYH5Lidj7TGF3RHI3x5DurX38/HzRBW6FBtqN8kjpWlrywA+W3ZcF2COF3RjJMg7z7+bfw/6K1bcoJ+O5UBlTCXM5N47Gw5h+ce9BD9z3PifH5p23Dfenfm9bYDfw8wp6jThkEE4bKwsJJ6vsP+I+BQYtLHTvlbK5nTjbtt+2PeuDJACzKB2AGwHuVhuv6VaRwIb4DmHgzm77KBloWOdrYwJg5gk6nu37oI9FIU6hsWHwvdycrfX+Y8f8VjWoBBM6Mndg9ZjiPEeSDgRc9WCa5I2GpXmszvHqxQx9Zzt/gpc6X1ACQ7HTRuHYse6Jj2H3FpG4I9xQQKKwjTVyEB2Rs43GMPf/AGrJNkmd8oYy8/QtHyHghg0zVIE1/LZN/g8Y+o3HV2nz9eXm3HxLG/2R4IK8rRhGSTYfUUfLzRn0Hl/8Tru5f+jqqMmmwokIgoZIwAeobGUhMnw2IiA/h2UlhstQp2Ojy3qNW8PR7d0XRNZrA9hOwAAcsLvWd2/oygk4qbYWtlnc2JoaGRs6e8pAHbl+my5d6rPBtl48t39A/UrZYrWaU01e40tnjO8pb+pkafYLfgfL4bLjIIJBGxHYj3FBzdaAHdtZu57kyzcxP18/mtfSpd/u2ww/GAdN3/N5/NcCINznyP7vkc/fv6x5j/HzW1EQF3n9m/ivW4NcW9O6szHpkmj7zJdLcQqlCIWLt3A5B0Yv9CIkB89Yx179dhc0Gxj4NyBuujFruSN9uYB+7R487mt9lVra1bRas6mEPI4+Hl8e/F5NYtjvE1tE+01tGpif2mJ1L9dmF408E8Foeho2zf1/rHGWcU6lg9dV9Hafny1nSeWhZYNLC5N1wyR1bsc8zhLI172w3SxjYHMHL6Xgq8NMrpXQHDzSOqpdL1dKZDS+usTQzDf502IqeduMu0sXqetGImmO3fyNOEwQTzFgNKw8BgDx8k/s8tj4UcBuEGlpdN4ji3Jm9DUOJdDUGvKVq9+hamoqVTJvweIbTsxFtHHXZ8lDzTPlebD7I+5aGxN99cHeMHD3irrTKaG15ovQ+k8Rrx2MuOuWjksjbzmYoS06lPHtnZKxsFVtT0iOpAeSOu5jCXzPcep6O+K9+NXkxW0f5p1MT58edfxufb/y+W8PVODwfUvK9M/mMN4i08fFF6ZqT2R3ax2y/T+pXFWbRMRMV3WfFYXyvw60vktVVeNkvF7ilIzSevbGnrtDV2kMpqSHARU8iIMniLM+3NDRlhtWIw57GRiK09srGOZOxvyL+0P/ACqY0Pg9W8EPs46J0Th7EGQyOMu8WNMZixkNKMN2KzTyEOHoyB8duNrHVunkZ5XV55aUcsdINZDKaL/KMfyjlni5m81w14GagEXDbM6ZfpzW1zG3sjDz3W5i+23DipozXrvr26UVf0ix0pxaZl7kQmdERv8AF4eA7k9vF3tH5rTZ+Xky17NzqP49o9o8a3/M/wD73D036M4HSsludlxV+Lbc+Iv5m3b3XmMlrzW1uyvy11ERHnfiKzmU1LqPO5qXU2Zz+cy+obLmSz5/I5Kxey8pjY2OIvtPeZd2Ma1jfW9VrQBsAAvZ32PvtG8YMf8AaC4F6JzOvuIGtNA6j4p4nA5vh5lNRXNRafyNa7Oym+R9GUzMFesXx2bLYWsfLBUkaZIt+ozwsvr7/JgcFDxD0nxr1dpAYiXinjszV0Vj25OGWtlzi5cTcysuMwVp0ZhM+TbWybrLY3tkbFhY45HMjtASw4MfxM1ad3b+/wBm/wDUfNjp3Q+TzPy855rXxjrETN7TMVrWN795mPpM/aJnxP294gaV4eag4Z57NXtCagzuV4UX461DA2dX4vB56HTctTG18fdGQp15v0hS9Gpslhsy9TYNvM6zuhzP9C6Z4Radkp6bv527Sde0XlsRksfWyl/G2rmgbOBwRYKRyFGvHPlWQSvidJHalhcYqkbjy8pEnQf2b9PcX8Ppa5hNY8PsRJhNQ6GyuB01kdSxMdqGjjDFZsvrT4SJnpuSovv5GsOm50ckHpcwa8NlDDv07Y1vq+rwO1rxF1fksJnHwZPA4TQMt2xpnF6puYrKOtY2zYx1SOLpshLI2SwtaXzux+KjY7ntt5dzmi/nDTJHbWZ8xO/eN6iPp5rO/afPnceZ4P0nPwtYeq8ngW+NmpSZpfHXFETTJWndktNazfdc+L4eotW0UmcdaZNVrEs+zbxlv5ivr25x2y2itA6kxuM0nktKcA9B6e09qnM4WG7bbg68VmxgZcjXia/NyTFrrQNNl+3I3pvdNK7xNrTSOY4cNx+ieH3FLEYPHadsPr46jwygw+r6GjYIntZBTp28xjrr4RHF0CJKcofzgtfKZY3le7dYfai0Bma+taW2stKVck24NQ2MHVOl+I2cydT9HUqMsU/3leKOaKPoWGSNieGYhhLXc4riuyZTIa41RjuJmnuF2I15p3NWTVw2pdGRsoa34fxWIK8OZxuVpROZBYuV47dg1ZrAaTI+Ow2RzCIh5rn4L+pem8njdH5lMeamWsTeIretMuK1ck48lYvTc/8ANXurbXnX+WekdM6xx/w59SdJ5nqDp+fk8XJxr2rivfLjy5eJy8eTj/mcF7Ys0xSIrHwbzhy4u/cRasazV8C3NOZjS7q+n8/q/WePr6SdiMjj9Cz4bEY6/lMni7dfKYnI5nMNx7MxZdBZgrZMusXXtsTw1uaF8UkhbYtA4/iHqnV+LfpjiFa0TW0rpm3Lk8qMVhxQxeLglnuOmyFx+OmyE8EFm26WGiZXVnWZ2H0dz3kn6Jv4G8KNScRdT5LJnIcRMnhM7ldF5vTWGLMVp7AsgxNI4CJz6x56tehTidjzPI7mfejJOzYJSq9k9AwYe3Pp/THC+tpe1LpfHa7n4XvzUl+lxA1B1rD242xm5nNFiniTXryuxMBaZbU7m92M6jdv0Dh4+ldNjhcrPfk8i3zXy5IpWbWmIjxWsVitYr4rERqI/VPmZeA/EDm9f9Verf8AiLp3HxdM6Zh7sHH4nEvnyduOL/EnvzWnJbJmvl1bLeck5bZK/wBGm6Y6vAHEbTXFeaTiRo3iPrjL6o1JqXRuU4UZfV1i1p6C/T09mYp/0jRxcFOpBjY4rxtMsvs+hmzI6GoXy7V4mR/G3+Vj+y9jeFvA37Odzgbp3DY7hTb11n8rqLQuiLs2To6I1JmsZiI961Sy+bKg2YdOWI7LnSy0muxtZ1cQmeXrfolyH2f8jqTAcNM7Z+zBwJuayzubylXW2V4icHdMYW3lL1jIS2aclyaxDCXOsfplrhHGOvJPRd2e7qMd5O+1/wDaZ4efY44a6Hy4y2q3aQ0nXw3DKfDfZ/q4fC4G/qDNx6j1Vbnp16lutjhXrsjnqyTM2fJNASWnu45uXFW+PV+ysV95ruZ8TrzH2mda/lkdA65zum9Wi3BnncvLniOzDyLUxUmbY65J7bTMVm9KRPf8uo7LRMxNoi35p/sdfbw139k90nDHiXp3M604H5WR+Tfoy22TG6o4fWrDiX5XTE04DYzK9p69GTatZIJPSmDZ2eZvtWccan2kOPmveMmP0zZ0fjtVHF08Zp27lm5y9j6uHw2OwlY2LTYYWvlkjxscsnJG1rXyuaNwAT92PtWcTfs1fbO/k7ddfaLz0uTwustKa2vcMeDWs+LrYW8Q4M1jRpzO3dOY6SlbndcrZehk5mt6rnsoS15ZuSJkk8o/NCd9zv479/V5P8PL5LX5LaiMVb91I8x/+T5j/wBl17onH43JzZOu5+B+W594jHlidTM9vmI76/JkjUxq9d/8szE1msERFE9I03c0j1nMIe2QkSdGRhB9RzT/AAXaVrXrtRaHs6Y1BvLk8fJBcwuS6fWFoxPMT4rDfe2CV4EnntuurkQCdyT379/WPM76nzREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREH0g8CR3BOw3fH1mu2DpN9v2VW9Ju6mn6Njw9PEt7rGTds3plh1jrhnkJefm28uZSuUvMxmOv5F7Wv9ApSXnRH9W5sIMnK757c6wtOQQ1dPYOrBYbcjrYmtB6Wz2LQZCxokHwcBzfVY4nD4nsB38ANgET5IgIiIOGzbrUoJLttzY6tZvpEz5T1Y2Nb6hDh5FzvZCgcZSmv2WZvIGzHN3Zi6E7+VuNil+7bLIPxSSNA5n/ANEZyzyXHm3vyVmtg6rBzwWKucyV2b/d6MFe0yaJo/amlrOj+TZVaSNiQd9wdjze19UGnby328ubx+qIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgKfw/P0p+ffpbjl+agFI4xv+0xydQtPrN5PJyCznfc7+O/dFoPAeXbw9y1QZUZMEbZY/18nMyIfDvzKKt2RUiY8N5x2aB8PBSbv93q/+M/8AzUfYhdPD0muYCW833ngggrt6GzE2P0faQHfnP4VGfXf4+9SDsba6oaIhykblzfB3xCwXs6b3xnxjcWH6HZBtRTNGqJqkrnRxh7nFrJD4geSjLMDq73xOIeYmtcdu47oOFE+m3w9yzKlOa253LtHDGN5Z5f8Ad2D4ftIMNZlajbtgmGu90bfanezaBnzk8lk+k46nuKdcXJWnb0nIP3G47bsj/ED4/VY1jIW7QDZ5nObt6sYZ04mD3Nb5AeAHkgzDDiceALMj8ja/91rP5KkR8+af8fy81wnKEHaHHYxjAdu9HmO3xP8Aqo35dh5D3IgkjlZ294o6VYn+lgoxCcfKQ92rWpDNbtNfP1Jeq7qmWZwc5/nzEjsSfHdRg7Hf/wAlWbG2evFyblskTQwN/M0dggzbEDbTBGQAwHmO3goS5Qq1I7Fuey2vRhaHvfLG/p8v42Hp93lzvZb491YNtu2223bb3KjagistzeOsZeN9vSXNC0QROLIcff6h6Mt1gBMkLj0TGYxvFPyPe125kiDKw+Hhyb2agzFWWe7PYkmw9S4wsjxNTmMEEcdZ/aOeZjWuk/pA6Y791ZpIIvR5Ig1paWdjIwv3LR7z3Ph4nuslxJLpCSTtuS4BpPzA7D6dlDvybGtnD28j2bsZ+3v2B+qChXHuizlGxZ+7rvDqcMkfaEzyeu1pHyU5zgbeADHh/q+z9FwXasd2u+vIwAneTbf2Hj2SsTFW5J3fo+1zNyUDADEfbsNaNuo34O23+qDsKGy10LJpQYS5/q8/sv5fMfNWnNlszMNka5Bju4iFvW8g+A9ORv8AEH+C66Ektl9Ko+F0bIxsQ72n7Dbv8eytl3KNh0rYipQNu3tN3oZm0IH9GWOG24xtdIfd1eZBXbVowR2KvRkcx52je72W9+2ywIMzisVHO29kK0UhIDooiJZd/MEM9YHx7HuoCZ2YygDcjbZUqu7+gY53SiePISTfiOx2LVywUadNgbBXji3dsCyH1tkEha1fUcY/0bBkLhHMX+jUCTIG+Xfv4e/uvNuubGt87mDna7ctjKnpXPQr0adl8uKq15HxyTTSjtzHbmkjHZzYoY/wr0d/j9NlruTyt3eN28zHR+JcS6Pf93/RXVntnY8NxZ/AfofJYrLQZTNPtXJMpDkyWQXm23xiJ03Vd6x3YIHva7v90d16I4UWaWP0Zi60uRlkZYkmsxvnhEVKEOdvNHXI7bh5IJHuVYPD12ncdqqK3hIdVXMvHI7DZmFnVuU5HMBYDF0z0THIXy+lbnfk237qz8McxhzpqlpXImpSzOHmfj72Eyf3FsFk7n8zY9hud5vcq2mJ1odhS5Z9h/RxMUdqcEiSxvvWj9/0WRirU84sMtcgsVLfSLoPZIAI3HwPksyKOKKNscMbYmhu3LG3k5ht7vL5LgwtQWclqJzO8kPoxhafEbQy8wP+KsGWNgAASRt2J8SsqqJeoXQP5Z4xzRMMW/MPxLG+m3w9yy6r5myDpQdZ27eZvT3DB+bdBMwXLkrWyR1wY9+Vxf2ef7Kkx4DcFp27td7Q+BWu+/fx3777bb/REBERAUBLQsT3JS5/KHEmOZ3gAT2b/Dsp9EFYOOmgPPPJGxrXjb1ur1AD48vxVmG2w5fZ27bDlG3y8lG5St1YWyM/WRnmd8lj460zlkZI/pkhvLK+T1T+zsgmHxskDQ9vPG13MBv+LzW2w4thle0crg08rfcuXse4228tjuFqyJ8kjY4o3vmf3axjOs530/0QRWKiJikmk257Eh8vis+/i6UTYrmYtGu17BJBRhLZslcaQCC0O7MaQRs6TtsfU8lKWZI9PRxz22Ry5eQEY/H9PdtQ/ilsM9/mIvxe0uvbFme1Zlt2ZzZmmc575i7nJLiSTzee5O+/xQTFrOTmE08ZH+h8bt60NSVzb1j4z2P1j9/Eh3qklQW5d3JBJ7kgAA/w7fw7LQdgBvvsPH3rAnylKvJ0XSdeyTs2rWZ1rJPhsB70EgjjygFx2G3bdYkNfP3+1fHtx0J79fJy8kwH/g+Z+ClItJRy8r8vkrl/Y7+jwPFKl8ixnrEfPugg58tSgeIuqZpydhBWZ1pAfcR71JUczgo3l1y1LXsxBo9FuV+iGOPj3+CttTH0ce0x06dWq3bYCGExvcPAese5+Z7rfLWqT/r4Y5N2GJ5kO8pB/CEEuzIY/L02xRWq0uTxVP0h8XV72aUh3ZOPhH2a7/h8qwe/mHtPm2Q7yN+Dvj71hYPDYXCW4pYqz67GNlgnma/mn6U9eWB7S78rGSPHJ5ERBc0tDUoZIKsWAyE+zeWc52OJ134CHZnI8+JZzHlJ23O26DnRVp+dv467HTz+CsYgyyejtlfZFhokB5S3sSNgfME/MqzEbEj3HbuNig0REQERYOSyEONpWLU7tmRgCOP+vkPstQd24z7TnG3h/pXR2ntP8VdVaW0zw8yjs1pHF4LItxcFO069ZyYEjY2j0tvpVy1L0LhmiBsygM5XuafSetft/wCrda6Cox6T0ZS4Za/1RSkPEDWGKear6pkkmYYdOVw4/oyO1CYpJpg4ztfK+GB0MTXOm+cNLF3MnNBmNQOjke1jZ62Ni/3Wp1AHDqftjfY/EFWz/H5eCkplyUi0UtMRMan94a3l9G6Vz82HPzONS98NpvSbViZrafe0fvPv/MRPvETDbbtttt2293wRFqOcuayOOWWV55GQ14zNYle88sMbGDu50hIAA3JJCjbJte/kikfsXBsZdytG7nEeQC/Vd/Jr1LHCbQfDrgLqjSdPTGtZ9BZjWOeoT4R9DXWS1Fmcg7LTUZrbpY5KduPACOhG4Pg6b4BzlxbGweItAfYM4H6KwulOH32kNGaxxHETO6XxesruqqOWyDRSzEsplixLalbZ36LYHT0LD60Ult9qlzxytaAB9sMJb0vRyw1br3TOlcnr+zq9+nLOe05w0zWgb2Du5amK7clmLdmZtmGvI2BzG3W1xG2a1JJCS5lh42WDjWxUnJmrM91fl195+v8Av535cn9RerOJ1fk4+l9H5Fazg5EfmO/5Y7Kbi1Y8927b7qWis1nt3+naY0lxFw+KzdXE61sa8wWn8Bw8rZdmvNQalx+WwGWbnL9DG0poclTr8koqm3CyLK9Rkj2zWnWhtEHLorUmsOM9PiLriLVGb0zV4M19NU85ZizkVvWegrunLcrMfg5K1qAS3jZtSmKUTQSRyvsVpJXbth5R3PqK3puXGZz7MeoJZHsixePOk9J4TUOPu6ov4zEZfG26FSSxaZUgZdv1X+rSeXyxR0HyufM6Vpd4u4rcSte6vyWS0v6TBawkdm/C6lpt8uWxuYqOzFjJwQyWCwC5Vx00grVJeRsTI6vNExnO/m896r9XdP8ARnTq9U5mC2Wcl4x0pSIm1pt80TXfiLTEW15mZmIikWnw3X4c/hX6k/GXr1vSfR+qY+NXiYr8nLny2tSmP4c/Cvi5Hw47rYqd+CLTEV+W17ZppHzRQuL9fG1eJWsotOSQ2sFJqCSzjLX84W6mZkadlomZaF7t1TO17JgCXPZ1eQvkLXufeOEeZ4fVI87rTWXDPG2YOF0VLJs1Dh81kK2RzeTmuRQ42vYpzWJKksj3NsWXFkcTHMoSczTueb1DwO0/wmvadoaO1FpHFzaq0/pbH42vqDMUo8hkM3PqzH5HVRhqxiGaN0lPG1n+jvnjLnSc8IDA772xa80nw1wr8bpx+Qw+BxHHPOQYy9p6XCCxBloK+IqYTA2cTkadSatWMdlz8nBM+KISutSMe2MRytHnfQ3pPl9B67yeq3mscfNS/wAOlKZMeStMuWuatclZtbzWm6xERXtncTHvL3f44fiL07176D6b0fjXtfqHDzYfzOTNl4vJ408jjcW/CvfBeMWPxflTW97bvObHFb451qk1fCV+FWn4tL/aGp5PAY7CV81DBDqqLVN2lq+5as4ypJlGamxtcSPtZE3G3ZBSpFkUsFh75JGRhrn+c+P38pb9k77Pud4AN1Txo1JwmxWY03qSBulKunrmqtYYzHjH0dPYjM5fHUjbZYbFarWJK89xu03oVhkbZX1pgu9M3wz0ppyhqHR2p4LXD/T+c03qbUreFrcg/VeYmi0zUdbxGqca9kz61W9NXgMViOxYEdkQytafW2i+IH24PsYcCftY44ZbQt3WujuM+kuH0GkOHmste6ngZoTMCvm7OWNTL4mpRlfUEzMnloWWoZ5enJLXMjXRtc5vUMmG+bHOXjxNrR99THZqY/eJne/bf7R7vnHo3Vem9J6rj6b6mti4vGyREz2Tal/zVb4b+ZiK3x4ppFZn4kUmPa9pjtme/uM38t/9lDhtwowWZ4W5/B/aM1hBkY+J+l9Kak0he4dZ+5mo8sMQz000sfDUxjqleDI3eS36RPZjmruaWskjB+GOuf5XTUvGDIa30hxi+zXwY1Z9nDWtRlD/ALDtOuu6Qyumn1DbdQyuL1WX2bcWVhfZY912SB7HdJzY60Ec08cnza408DeJ32etc2eHXFbTX82dTQ0WZapDHkqmZxWYoTSSx171G7WkkgnrymCTkkjcQeRwOxBA6k8e+wG/kPALV2vedxM6/b2/s7r07oXR+LWmfjY4vPvW9tXtETFddt53bWq187mZ1uZmfL2n9rD7QXCTifpTgDwp+zvoXWfDPgvwb0jksgNLa91BV1Tqa1rHUuQNzU2Vly0DIxbgfBTwVGs+SGB7YMSzmiaSd/FY2AGw2G3Yb77fVeifswfZh4n/AGteKdHhVwyr46G1+j5M9q3VOdlNXSmg8LXljbbzGZnAPTrwCVgbsC+R8sUcbXySMa72f9o7+Sx1R9nbg7xA4u5D7Q/BXWM/DfHYPPZ7h5h5cnR18Kmo8t+h8VaFC1VikbFLLHO5sjw0ObUk2JOwNkVmK7iPDZzzOLXkxwpvHxZju7fr27iO7X0jcxG58b8POn2f/sD/AGlPtN6HdxF4Tab0pkdK/wA87OgIbuoeI2C0dYt5WpVx9yetDXu2opZOWLK0Xc7WlpM2wO4O3lbWOlMzoPV2qtD6jhr19Q6M1He0pnq9S5FkasF3HWpadpkViJzo5WNlhkDZI3OY4AFpIIK+w/8AIvca4dFcT+L/AA11lxHw+mOHWY4a/wDaXjdNay1HXwOl7Ge0znMBft5CpNYBZBdi0/BqQvfFs+WvA8ObL0o2t+RXEmvoipxF19V4ZXsjk+G9bWuVr8PslmGOjy2QwbL07cTPaa6ONwmkqiu54dGwhznbsb7IutFe2Jj387/t/ux+Pn5tuo8jjcisfCrFJpaKzG+7ui0TMzMWms1341qLV3CqUKF/K3qeNxVO1kcpkLkWPxuOx9V1/JZGeZ4jiggiaC5z3uc1rWtBJJAA3X1++0T9hbgd9l77DeidbcZrWttGfbM4gYClfwPD+7qWC5ip7FnUTbNqtZwgoievHS01NWks2JLPLDkp2Vj655F60/kb+CNbSXDDLfaRpzZanxF4pamznBrC3rc8lLTum9M4ZmnsrkclHEPVsST3JoiLEocypJp8SRATtbLD8aPtn8eLP2kPtJcSuJEOVsZLSLs8dJ8NWvFyCtT0tiN6WCbHWsudLA6etEy3PGQzezdsvLGOe4K+2Psx1vb/ADb1/ETrf/XcR/Etdg6r/inW+R0zid1acSafEv4iLXvXujFG4ncVrat7zGvM0iJ/U8tbk9zzbnueY7u3+PxRAdxuRyk9y33fBFE9EIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIPanE7KSVcXi8a+hctYzN5eKll56VeScxVGuDp2np9+pIA+Nv/DbKuyIXM6UTo2dGMxtMcfI5nTaQNm8rvWGw7bHuPNRArZyffr3q9Rh7ubUqdVzt/wBv8KfoSs/Y27N28T+Gazsz6fBY4z58lj6+5s268bgdum09V5+Y9/wUJ/O7DPknZF+krba7uS1LTwd+7WgO+wa58cZjG3h6xKm6+Oo1mhterXY5u727M5383IfE+Z+Kr2igP0NM4gB7s9kTKNtgHG/MXdvmglauexd2y2nHPNHafzejw26MuKlvEb8xrdWFheB5mNxB8QSFz5HI/o+GHkhktWrVhtTH1YHEOsTPHV5myHu1rWRSl2/9StmbxrcrjLFICEzuDbNWSeLnbXmjduyXf8OzRyc6i5GZrI3sTNNj4cWMTkH3ZZ33/wBI9UGvLGWMj933vZ/mO6CRxdGWE2bmR6Tshe2Fw15OrBBGO8UTHebWjYA+YAKl9ye58T3KbAdgNgOwG++yICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgKwYp0HIQyHaX/wBosfD8LVHUKbbD95XckIPtfnd+VWWOOOBvLHF0xtseT2wg5O57kbE+I9y1a3mexo8C7utPlvt5b+K5IncsjH+bXcv8UG+w4GUsH9F93/Dt/ouBcs7OnK9vvedu3xK4vBAUHmISDHMD2Ldj8FOLhmgE8UkbvZlGzPmEEPXnMOPe9r9jC88o6W+wKhpJHSu55dubfcHw3+OyypLNevTmr2w2FsHPNLZ6u0bQ3fu4fRRFC/WyVSC7UPNXtH7qV0XI2w3xa+N3m0jYg+4oJGCN88sMMbd3yv5T+yPJylMpOyDbGVjzVqnqWPMXJh2efod1yYpoo15sxI0sLGurUWE7mxM7cD/laVBHx8eb9r3/ABQPrv8AHx3+KIiAiIgKx4zkMYkiaxjgAx+/jIR2JVeHLv6zuRm3rFT9CrXA9Jhn6rttiz3dkEv/AAHy8FWdXN3wkkxLWw1b1K9dbJ4Orw3Y5LX/ANBhVmWDkZaLKV45F1UUWU5XXhdbzV21+UdcTR/iiczn/f2Qa37Aghfs8NdJ2DG+yfkqp3/ENj5j3FQuELnNykjIJ6uKmyBkwNeR21qrTdXrknp/hY6QzbN8h2U0exI2A2PgBsAgLAvVH2GRywPdBdqv61G039cx3i5h/Zd/kVnogi253N3d4YYJKVpzeS9bn/3amfB/S/tHfZW3RVWCtfmxzQ+duoKkuLtzv9uaaYEwuPxMzWH6qGVgxb3wVZLcPqWK7+vFJ+YROaXN/wCooIF7HRvex42exxY8e4g7FbVYtXVzU1LnI9uXmvSWT/eN5v8AVV367/H3oCLGnu1K01SvNPHXsZCwKdPrdoJpeXmAH7XL/isncO9Zo5Wu7tHuB8AgoesNc19HXMRWuY3IXoMwyeJrsaOazE8GBrQI/wAXN1V13BoPJ691Vd1TrHGSYfCy8sFLEPk9EyszWD7mSVsfrh7W8vMP1gO4b6q7F4lR0jo3L2Lbum/Htbbxs7P19K4HA1nQ/F0nJzKW0ddyOT0tgr+UMTsjfxUU08jfasdQh0Tz8S1wP1VYmYjugVPh7qirNPlNG2rolvabydjE499mfns5CsyVzYZCfMwsa1m/vC7V0mDNaz07QSJb0dZzj35eRu3iunq3DXDYDUmS1q+2+5EHyXauKlr9GOvYlc7d8k34hu71G/Jd46fifj8RRgbG+e3K30qweXla2SQczw8eR3J3CoJFuLrBpDuo57u4eD2butadJlZ8zwZSNgzd/snyWO29chlZFYgiY2R3INvBTrWOfu1jXPI7bRx77INh2BO3hv2W9jS9wYwSF58GR+LlIw4e25jbFiP0GnvzPt3D0o3Dx2Yz8TlyS5NlRprYh0taL2ZLYftctbeJ6v4Wnx6flvsg2DE2mAPtmLHRuAc11ydsT5Ae4IYPvHfu+9a74ettv6Vk5B2PO30CoCPcCHTPHx5mE+4FRTnOc5znEuc4lznE7kk+JWiCW/ScQ7R4vENjHbkNad5d+86XmPzdufehs4af9fjpq0h79THWnMib/cycw+nO35BRKIM61jMfdhLamabXcR+pyFJ9Vr/3mukafmBt7lXH6YycTiY5cVYjaGvEsGYrsjaPEcwc9rh8i0H3gKTe3na5m7xu322eLVVJNq1sh205aS9vV7b+fdBeaUdKjuL1lmUvubzx0Kez6MII3DpJgSHbeYBIXPLmsm+N8cdp8FdreYV6DRSgI27DkZ6xG23j3VbqXRLXfYsNijax3IAPBoHZZUM8Nlr3wvG+3J28D5D/ACQRFy228DCGyGzzl0RO4JO/r7g9/H391XLD7rb1TE1IoY7VwOdDauu6daIRfeu2Z+J3rePmp+A+i27PVrvme1/Mx7ItyA49u6xdUQNggrZhoLJMdkILE/MNnCEgMfv+8g44NJRvDXZbJ3MiAB9xA8U6R+DmM9Yj591O1cNjqRa+jWiqBg2IqwmNp2/M49z8z3UkHB4Dgdw4cwPv3WqATuSfed/HdERAREQFqDsd1oiDF1mxmQ0jLkBv6dgZYWlzj+qiLmiCYf2HczPn0lzQyCWKKUbbSRtkHL7PcA9v4qQourdfpXoorGPtRmnkK0p+7fBJ2ka79o+o9qqdrT2pMPanx8Wo3ubRe6Brchi47D3hpLQXSnuCdu+/mgsCKAwuTmsG5RyT4GXsfcFOV0OwFljxzMeNu3rePb3qf337+/ug45Yo5mBjw/YO5mvZ4tK64yBtM1Ez9KtlfHzGPT8kke9TnB2dufz+/wCK7LWDkaNbJVJalxjZIHM5z/WtcPZcP7Pb+CDIgEwhYJ/1gGztxt38/wDFc3zVr4V8GuNHEDSetNUaZ0PntVaP0BRfbvarowtjZZZBs6aCox5D7tiCEPszw1GyPihhkke1rRuahFIJWB7TuCN9z5g+CalZXJS9rVraJmvifPtOonU/bxMT/ExLkXuz7DnCOlqDUmW43anqw3cBwnzVbH6Owt+m6SpqLVNqtPaq2i4kNdFhI2V77m+tvat4wOaY3SLw5gNK6y17qjBaF0Vg5tTal1jlYcDp/B04HT3rlmc7M2AHqsY0Okkkds2OON73ENa4j9AGB4Yu4TcPtDcNsVjbxwfDzTcWJyGdGPsQUc/mLUjrudyfUexvMyzkLVpsDnta8VIqcbh92Fsul8WvJ5URf9NfM/v9o/1cz/Fj1bl9Lelsn5G0xy8+6UmPesa+e/8A9a+In6WtWdvdPCFmjjwy0bxm1/Pmb1zgjra5Fj6eFqj0vJUX5XTk0Xpd0sLT6Fd1BbtMrvcJJxZla14a13J6B0RmcTTnxvBHK8ade2tZYrL4jW+D1HJp2enJncbbqMz2arm650vXovry2HFmTYwxzN9bqtY2NnWv2arOH0DpGPh/quDFU9W8YKj9dYjF5wH0bKY6q6tHh683PWnayezJHk7FaNsUrpGxBpDXzQEdkcX+NGlPSaVvP0NR6ay2fzWS4cae1K/T8umda6Qx7WMiymepPFiSV0DrnoYiifFBMYRaY3dwJdn8juy8i2KKzMTMzExr+Y1Ex7RPdvz5jf7Q5X0GeL07oHG6plz48eStMdctJ+JEzuIreL3rkp23tjjjdndWYxXis6+a15h6GSi1Bei446i0NR0VW15pzI0eJ+rcvdtVsXpHTtfI2cXVbQcxrZhnrcUdSqx0J3HoMb2Qt9Icxve2dwdPRGV07Di8xmcHR0XDlsm/N6EwmMyWMwOmZXOysuKymN6TnRMlGNZUqWa7JZpZKsztw+aRrvm5xr1ZmNJ4uxwWn1HkNV6kimp2OLOtrWp7Wf8A05cqdexSwdV75DtRxrrsheyQczrnUcWRGPZ1V+zQ3UVnjNonG4HNX8NXt5eK3qT0TNzYOvfxmPP6Ruw2XxvbzxmKq89N/qlwbvsO4lv0/wCJh/MTbVY3MR7xrXifPtqNxHjUxrcb21nE9d04PWKdApxpycjLbHXJki0UtXNN4+JXWOtYt3ZK0tfVotXJ8SKZLV7Jj3k3iLpeTURxuneJGFxmv85pHIas01V1rpGPG5DG3dQYd9jR+LgyzHOrtlxMWUtRME5mjfBl+gxj3Nb0rhw21PUvatw+P1zqqzYn0lXg4V083ndWxZPDa41bi68VzJCLCyVWFk1Se5NFFkWzMlkNWBvO/qDm8z6kscLYuL+hNca24mNpcT9M3cXe4lWcTpmXK6JzeTwk/oclKn0HdWGy4UIY3SdJtQgGVnIHNjN60txm4L6+w+q9Ka20Rin4fF5au/hzo7HyWalfKUqRuw0eSs+Tpsy8kVoV5JY5f9pfNCHmOKJ0jPK8v1P6W498fHy83HF7zekbtWJ78du3JWJntjdJ8TEz9fPnTtHQvw8/Ffn25PUcXSMs4uP8PPERTNetuPnx1yce+WlZzWx/GpG++lfNq/L3V7+7sjX87tFcN9d6k4jV9SS5D+a9DSmR0TBr9utcpiKWWqfzbfkWWrONIqSSwCeYzQuENm3FJHI9zivn5LkPs44TR2W1ZktLcRLGEwGTfUzep8jmLNbEaZqNoWb0eW1BJRxtqLGUXijZifbkc+CCUxdaSKKTqs9PcS8O+nwx1FmfRdUZPVeq+DGI4a8LbPFa6cnQzeoMjPqDWWNjzd/eDmgFiphqkj43D0cyFjnlrHSj89H8qxqr7WOi/sr8GMNpzSPFPhRo/iJoc6z+15FprS9rAaFs2LrsfjNO4nI5Nss7ooGzy5mOTFvtAufPH6VXY98UTN9PJji4rUpNu+ZiYmPFdRrx77+/7+fd43h+mLeq+s8fkcuME8KlLVyY79tuRW1viTGSN44pHdPZ9IrPbOqamYZX8tHrf7Ptv7Pmg9C28dNguOLtX4XWnDWm3VVDidlcjpNtDI1rL5ssyGF9HDWY71Wap0pJ47slOPpRdNjp2fmOrxtkkhbLL02SzAS2C1rXRNdyR8wDpI4wADvs8/MrNyeWyuYsRWcxkshlbNahWxNexkrsl+evVpV46lOsx73EiKCCGGGKMHljjiY1oDWgCPWBkv8AEyTkmNb/AJ/8zMu1dD6VXonSsPSqZZyRjiYi1orWZ3Mz7UrWsRG9RERHiIfsOxfBvgn/ACWvBDjBq3TOjM1exmBxNXM6x4r8Q42OznHG9QfWoYHB4d0daSPH4XIZ6r6SIYPSCGSmWad7K7Q38kGvtfay4pay1HxC4haiymq9aatyb8vqHUGYk57+QnfsN3NADY2Ma1kccMYbHFHGyNjGMY1o7j1RrT7SvEjhVgMZrTi/xK4hcNNMS46npHh7qLiVm9b4PDtxlWzUxrKWJfYsVqwpQXrsEEbWw9CO3OxrYw97T0fHpTONZz36E2JpBzTNbzkTcVFE38zGSfrHbd+WP1lXJk+J2xFYiIj2j+8z+8/7MfonRcnSp5Gfl8m3I5Ga3da9oiNVjxTHWseIpSN6j3mbWmZ3Kur0B9m77NPFX7VHEMcOOFOLxlvKwY5+ey+Tz2fqaawGAx0D4Y7Fu5YsSMaQ108LWMZzPc6Roa099qhlGcMcXi6Bx8+Q1Lm4NnXGOknxGNtPIH6/mDJmxg78jIXEuG3OT3VIyeoMrk4m1Z5216UZ2hxFGE08ZEB7J6EZPcD8chLveSVG3s714936MPt5faN4D/ZR4DTfYW4NZHNZ3W2J+zrjOGFfVGKo0JNM4ivlsq6zquxl3zXp56uRzdW3nLnozIyYItTVWtMfKC382u5PcggnuQ4bOHzT+P1PMf4+aK617313T7eI/aPs1/Tel8TpWK+Pi1+bJacl7ed3yW13Xn951HiNREREREREQIiK1sRFzV677MgiY6ux/K6Qma0ytDyjv2kk7F37HvXaejOFN3WGPiyzM1jqtF0pik5IZLlsFvYgtIZHv7+Rxb7iR3VJmI9x1Mi7u1XoPQWkqBF7VGWtZtpbtTpMrT2CD5muRuxvzlG3v81s0PrjSGDtx46bSkboHObBVzYigvZ6SVzwOZ3MXuYwnvswuA32DZPbNfcdKPY4crX+ruOow+8HwT59z5n3rsXizDYh1/nXygPFjozQHYt543QNLWbEkjkBA7k+C66+R3HkfegIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIPpAiIscVfWduepp+w+vM6vLPdrUeszxiFiaKBw/ebIf4rPw5wtWrXxmHdC2vTbyxwnvLygbNc747Abrg1OxzcS+6z0YPxMhy4NvtVe2FjxM15/N0nP5T7+kf6Na5qOoKzbLoTFdLwKhgb0rUc7tuQOP5QCgnh4DY7jbsR4FarhrtlZXgZOeadkLWzO35uZ4aA47+ffdcyAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIga5xYBu9z3cjRv4LJfVsRyNjdD6zvDyQYy3GN5LSGSEEAjbwK3ywyRTGNzQHtDTt7ubZWeCsIYWNLntkILXlnY7OCDExcLAXSuZI1/Lyhz/D3KX227eO3bt4KLFJ1Vrn1JpuZrNjFIeqJdvPZZdV80kHPNGI5t/WAHKNvl5fJBkoniiDKc0WImuB9aFoZN/ZA2b/kFi9/Px81zVyWysI9pwLT/AGVuc6uzcCGWUDs5zpdmt28dkGOi5utVHKTFsfFjX2fVcPJRF/K2a0vSgZWj3HPzRVzJI0eQLn+qT8R2KCpavdaNipicfhstk7Go2S1HyU6RfQotbGGTy2ZW+pF93K0tL+7vPxUnjcNBh6VOpkrokGOqx12V43CW7aMbAzmkA7Rh225aOw32XX/EO1mpNW8KxHbvejWbl190xyPgqyN6Fchr429j26vh29yuQ32G4aDt3DQWtHyB8kGddvyXntBj6UUbAyGrC7mYxg7N5vfsNlhDwH+ngiICIiAiIgKUxLN7Dne5ii0QXV0sbWl7ntY1vj1PA7Lr7VtyPJ2sZgabGTemFlzJ3BJEK9GnFYje9s3ntM+Hpt38myLNmsSx0bccMPWkMRkrxB/T2eB7W/l/Z/H9VX9NwelRS5I2H5PK2T0spI6L0Z9Z0Xrms2L+g6RnLQ3z5dkE/uD3DS0HuGuILm/Akdv4IuboTAsDopS4gEF1bpuPx5fL5eS5o6dhz2gs9Uu5HAxd4z+ZBiBpILh4N8e3isynW600DDu0P3cD7wO633WyRPbUYwFsPZr2DYzE/iPz8fqpWm6WvA301rIo4wOm4+1ufegyZjFBXD5W87W+H3aYe1FezFGq+Ham6UTTeX3TDzTdv7EL1hXrdV8Zg6jy8DcGD9Wf7S3aVcwahxLN9/SbBo77f1zeT/8AWg4tTWHWtR5iZw2AykleMe4Me4Af4KBG5AJ8T4qTzZ3zWXI8DlLB/wDqvUYghc5gcXqKi/H5eD0iuJBPC6I8s1GUd2SxyfhdvsVQ7OcyPDq9Uiz9y1mtK5Sw2Cpmr83pGQxk4G769o/0rHmIuH5V2w2J7oppW+zFtv238Vufj8dk8fcpZAtYySIBzmyPhexvN2EZZ33d+Lf3oPJ3FXW9nL5epgcNepZbBsbDa6VB3Wjy0ocC2OST8RB8Wr0jpu1kb2Fo2cxiW4S86J0M2Nb67arGnZrg3+jDtvY/D4eSnp9M6cw8dT9FYPC0nR+qJ6tKOKd+3YF0o+8eTt3c/wBYnue62n8x8dnOf3JGzfj4/wAVdM7iIEfLH6fl8Tiu4jMzsnbG/N91EeXx/tLtWlQfbkeC6OCCD17FyU/7PXHmH/tO78qoek8ZJNatalyxNDDz2G1obNrtLahYNuWnH/SkkDf8qv1zJNuRRwVGdDHwASVYGd5Zi72pJf2j4n4lWjLkykVbaHEwxVoWgEXJ4orWUnPv5j3aD47eW64X5zMygB2Uvdx7DbMjWs+AA7dvcOyieZo7Dtt2228Fjy2q9c7SygF3cD3BBmzTySO61qZ8ridutNMST+ySe62DbbtsB5bHcKCtWI7U0VZsj3wEB55PEOPv+qmIIujEIw9zxvzDqH9X8Pog5UTffvuDv33HgUQcM1iOuwSSu5Wl3LuYt/8AFR1jLRx7NrNMpd+J42aFLENLS1zeZrvELENGm48xgZuPf3P1QKdsWWd9hI0bPA8N/NYOVhiYwTtZ96Ts49XbcfJcssFmvLz0TyRPGz43+y33uCj74sN6HWkExJPKweHwcPn4/VBKY6OB1bnFeNm/qgnuX/E/NLFR8Ugnq9OLZvK6D3bduZQ0V+xECGOY/drWev4eQVkYepH95yjnjDZBH5HbuP4oKnI6R05c4l0glO7m/rCd+/L8D5KwPqsv46zT5Jf9rrurymx1OoZJRsNtu3i1ckWPqwuEjAWkHuZJdh81y3JTDWnmiAa9gDmuB3Dg7vvugiNM3BaxUEEw2s4//YbsLuxJiHJzHf4t37qwLrJk9ijqAyMfszLx+sR4Gwzv/lurPDkrAd68hkje/fmf3Ddzv2QWZFxxSMmbzRkPG27gPDv4rc9/LG947BjS4D3IOGzK6CPqN8Wua159zXLI3B7t9k92/LyVXtZB1l8RA6YiI2f1fHfz2VhrjlhZ63P92PPffsg50Tx77bb+XuRBpvykbHZwe2SN/wCVzVaLs0eeqNusaRl6UIZkI2e3diaAGyRfEDu5VhcsE81aZtmB0kU8Xqskb4knwY/9lzf8EHWmQLMbmWWq8rJ6WXutitD8VWc+w5nwcD2+av8AFBFXY6OPcNDtzzdz4+aj9Y6cZkMdYy+BY1kDnCaei13JJiJWv3c5jvKN535ZPwAhqqj9X3IXOitUporwO8VSGDlFtv4nAeQHig7B7AE+APfdetPs9/ZJz3FK5i9d8S4ctpHgnE116B5sx4/VHFB0c0kJx+DiJMsVZ8kMrZ8o9nSjYxwiMsxYxUv7JnBiL7QGp5cpqGvlafCTRTorev8ALVnmlJlZJOZ1PTtCb8Ny+Y5Od7ATXrxWJj3Yxr/sbbtG5LEW16tKrVqw43G4zHwCrjcRUrRMgq06sQ3EcMEUcccbBvs1gG58VtumdN/OWnJl8Y4/vP2/3cc/FX8TI9HcevSuk6t1DJEz58xirPiLTH1tM/orPjxMz41Fu8NQ4mhe0XojXnChsGm8Jw9wuJ0dkOH2mK9qjW4T2q1eyytNj2CMMZTuDGS3TK2R722LEole57uY/Pbjb9hvP8aGZrit9nnS1Glm6eRqu4taSgfX0/o3HOyEkjRqSlK8tr1IHGKeW7T7CLpyT12mPqQwfR7g7VyugaE3GTUFjL4vh/FM/TrMRXD428WLEscokwnK4GJ1QtZKbM8gc2NrCIw6blDfTtL+YNxuL4Maf4Z5Z/Cni9jqGs9LZ7C5C5Qz8eQLLBr0dQ5BgtQ2GMsQxRvEbjHSEhc5jpI3Fmz52HFbF+W7dxX2mNfLEfqj6bmI+n1+vmHJfQ/W+scHqn/Ef5iKZeRWfjYb98xnveJrgy+IvNK5Mn6rajtnc1j4WSIr80OFvAjH/ZP0voyLQWrJNQ694kaci1hqHiPgqM+Dydd/pd/EHBYaVzW3I6MMtC24vPTkuOtc0kbQ2ONn0G4bYriTjtH6y4hcU9daizWKxWhsjddw11RqV+cxlxlzGTPw8+oK09g9GvdnHQrQhrbUswY6Pka1z12hp3hmKnE7h/rnFaS11Ux2lcPV0hpDh3ltLfo7IaMG9uObLZbJOLKsjInWrmVJildM+e0xvNGGEt247QetMLa09p6TXeleIEvEXiZNqvVeQsZBuPwWu8FbxVA3KVSiWOblBLB95E6mHx0fRmdMsMjuSL4nHpgjj4YiPrMz7+87jevHj679/b2bXJwOv9Q63k9Q9ZvkyXtbsrWkzGKsxTHWluzu3atslpmMXbuKVmc3bNoeXb2mK/FngtmOK383cxhtUcLsPjdJ5XJ46FlrTWu4ahxuPqzcjpOvDaqUTvZMbHQ8kETy6Pn5GyP/AG98ML9XR2otVcNM5qziBo/BYDSGOr3tSQVNJUqWBIsC3CRXdI6W3O0iavZimaI55AydvgvYNXRumKWF1Lr3hhhszqqfg1BneHOhtEV6LxpDOz3pRQnt+hytD7cUTbG120ZnOtTVLO3IyOvv5y1LwHp6szWl+IOuc1Dwzw2dxuOwetcNmMZW0lmK+egxzabYsXHytozR5Can6R1WOa2FtiV8rIwxwE2Pk8fLMxm3FYmdeZiY9vl1HnX137ee1o+oen+u9Mpiz9Iml+RkpT4szTHbFk7bWiOR33j4cWraZrNdWtNafmLTu0zHUHESjBxnGY4taG00/F5ua/Pe4haGx7n5CzVE1iToZykA0PnrzE9K09rB0rMbnloZM3l7p4WcLMzwsr8Qbza+rJeKuC4fi9kDhsLVvaf0OLbxcgx88kkzZ7Ni9Dj5qcr6EcjYI7s3r7sc5td0TxJ4z/8AbbpnhxprEZTTWMxGoa2Cj4YVhA2zjcTSaz06q+9KGyHrVoZZ55hIxs0juqPCPl7CzPDXX+f4S614c5PUOo83xBwHEm5xC0Fi8/P0r2RwWGu/oa3kX5K0YxFC+TNTW2ull5XCDnjGz5HKHqNeRl4V+BTJGPvrqs/qmsW8RM/eK+/vqY+sxE7n9I4+lYev09W5OHm5WbBktOWsVjBXJkxRFr1x6mbVyZu6IrqvfW2+3FS+Sk4vImlNGaj1jbyz8XJTjrY2uLubyGVycOGxOHg7gy2bU7msZzOBZsT6ziN9+5b7c4afZrwtPMaxk0tqLBcQNTafr406UyOpNNZXEcOKluSelPbsnJV5uW3ZhY6ZscED3Na6SLqOBLxF19pvh7lPs+YyrqvitqXG6foaoblNG6p0HFg5tR5XP4t1WeuIq+SrAsqz3P8AaXwl0kDSIWPdJI3qxs9G0DpbOaoytvT+oNZ6n1TRsO4y5/BZ7D2Zc5LipYKuqMNpTEW5XOq1/RrZwMklWI7yDfaQNY6NvDvQf4acPidNwdS9V8Ks9RpPbG5i2OK4prTFPZS045nsrWe+3dk7rbtbeor96fjP/wDI3qHUvU3M9Nfhj1i8dCzxXJas92Hlzl5lMmfk1+JlpTlY6/Fy3iMFK1wxjw6x4ZiN5OpeK+l9d6807wqw/F3iPoLTksk1nNazydDLYq9Pl8dVe5un8tQqQxRWLD3syWQrRw13yRvL4Xhoklc1fFz+U/0lxY4f/Zay2Myf6Ljk4mcZNO4y+LN6DM5vi5hmxZuewzT3ty32svjA5Ob0cCXo02yE9NsrT9yNF2ctp/QVLEUteV+BOL0BqylDqGlf1PieLWq4cfmLFKvFJk45Yeli3x24asjWxCGGNtmaR8HNES/oDiNxR4iaT4z5DV9duRy1Wxw+gtaBvx2m3YIaEun7GKxepaMnobGQPD7dyxI2GCAB9u7WJayWTm7hFM/Iw34eOaxHn9v80TGtePMT9JtGoiPD4j/O9F9PdZ4PrLqVc98tZpE7nunVsNsVrWi0xkmKXrbzbDhtbLa9om8eI/GTJh8PqXEuo5XDQPhbN6PcoWKvostaeI8srQG+uOVwcPW7jbuumdRcF5MtqmnV03WhweCmpRuu5Ke46zHHMHz+rGz9YHO+67O9UL399rrCmn9s3jlR0kyiNKWtSv1RqJkE4yMFLU1+hjb+axkVgOdyCDJWslF0i5xi9C6ZJLCV5Z4p5vJ6K0uzKUKrrdizabRllkHPSptIldzSTR/egu/CXer3XnfNZ0+oMOWufDTPWJiLRE6mNTG435j6T94dk4PS+IwWna2mK1aCXExUzSninhHLb6hJklft23c7dx27d184dRVY6WoM7SijjiiqZm1VjihG0UbY53sDWj3ADYfALtbU3HjWGcqtx+NLMFUNboWJ4nNu5G/uNpOZ7gXgO7n1GAd+z/NdI7799yd++5JJPz3JP8ST8SpK1mJ3KUREV4IidvPbblG/L7+Yez+1y/4oCL0Raq8Fn43T1BxDLuYqxQ/pGjdMt3FPdG3mnv8ALIGgteeTpvG4PYrpbU+Dm0znslhpDLK+hYBjsTwim+dh3DXtYNw7cbHsdu/iqRO/oIBWHCat1JpuKxBhMtYoQWt+tAxrXQuJ8XNjPqB3f2x6/me6rw7AeP1HKfqPJFUcs881qeazZlknsWJXT2J5nF8sz3kue5xPckkkknvuVZdE1G3tXaarOPquzcEp/cfF/wDwVVXNXsWKliO1VlfXnhe2SGVj+iQ5vffdJjcaHpTjtpl89ehqyk089Mx4zIe9sckhdXn+bX7x/OaJeZAQQCAACNwB4Be6NN5ClrrREPpk7bYyGMbj8xJK7nLJ2RBtpxPn3G+68Y6hwVzTWYv4S8A2anYbA6RvhPFJu6Nw+Y2P1UdJ+ghkTffv7+6KQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQfSBFuZC9+7o2yPDfaA8Ec0t8Rt8PMfNY4reqWOOJcACITkqLrhb/UC5V6/V/Y5Ofn/wCFzrXFwx3Z7eQmMliWK2+Gs8+xDGHENA+AAC4tSWYGnDUppembeVjncz80dcund/1xxD++WZgS2Sg+Vh3ZLcklY73guJH+BQTXy7jyPvREQEREBERAREQERbgHPIaxvPt4hntIOZkLpY92APIP6tntN/aXDIwtd33LgdiT4k+asOLhDIS+SMslke6Ik+PLuQo3I1o60rWsk5t2jZqCOREQEREBERAREQEREBERAREQEREAFzC0j2mu52/FW6KzG6GCWSRjZHtaC0+LiQPFVFEFtfThkmdYc3mc9rWgO9kcvuWSHRkkNcCdzuweDPgqcLNloDWyyBrRsAJCAAPBSWLmLrJZKZHulZ277jsgsKJvv32I377HxCICIiDmq/71F/4jP83LEsydKOSTkfJykjkj8XbrnDtiw/kdzBcthvr9T+taJf8Am7/6oKtNFK+JtpnUi6R5AJJNpItu3K0fDw+ijXyPlcTK973EhjpJTvsPirUasR65cZHNnAa5o8OyxG4qASmQ7vbzbtjk8GjfsEHW3EW4GzcPalKUCYa4qxtkHg5oq3WOb/8AVVmHLt6vZv4R7h5Kk8ZnDH0dG5CKg59bG61qZG1Zb+op9IkN6vwdzer9FdiACQAWgdg13tD4FAREQEREBERAREQFEYezJX1PmjAA2Flag6Ysj3Jmc6dzt/3IoFhyTXszYsV6knoWJqyuqXLrJHwZG7Kxxa+Ks8/ds5SCDO31m7cviprG46njWMr12yMiMvVknmldPLI4ncudI71nEnclzu5O5PigvfOGwNeA9wDQQ1g2c8f+f81W5rcgsyyQkwCRoa6N3j6vjv8AFT3O21FJHXm3c1mxPgseLGwtiBsN3kOxJI8T70HIy/GysyaZsheWgGMeDj5v+vitDkK0se+/MXHkLSe8fN23UJda5lhzCzptaSIx484Hgf8AJYfzGx8x7kGRbZDHPNGxxfHHszn/ADOHYn6qT04/k1FgSfEZiuPfvvOzdQi3xSOilikYOUxv53u945moJPPt5c7mm/ly1lv8JnqKZtzevz9Pz6ftfVW3UeNtXdWZmOjXmsvs3H5DlhiLyxszOoHPLfUa3Z3tv7+9Y4wlCo4fpjNVYyH8rqeNP6WnaR4tdIwiMEeHrPPh7A8EGFEK76dmKmyUy7B0hk8NisWlisjf5/QqM9gMcWyyBjxUhA7cz5D92348yvNabEY5n/duObKZAHC1lHemyHfvuImckbffyuY7bwWy1ft2+UTzOe1o2ZG2MRQsb5BrQAAB4AAAADwCCGOOxkVWGTKZWN5qOLTDiSLMrvIsMu4rA+XZ5P7A8FB5XUkOJpj+buLhpXXyiCneuuGQykrz2BaXt6LS1vkyNpH5lNT02ztcyxIGRdQvbyt6TgT8f9VRMnWb/OGlXEnUr16T77QTzHncej3P7qCUlsXbLmSX709602MMfZuS875Nhsdm7nbf3bn5lasnkYAI5JIgB6o5+Xl2+C49ye58T3PzRBytlka/qhx5t93bncyE+f1W+xakscnO3kDRt6ntBY63NY57gxvrOd4AeIQaMcY3CQPLXN8CfEqx4206xC5sh3lhcXF3vaVD+gSNgmmk3iMLhyh/g7cqcowitX6kpjBceYv/ACtPcIJDt5eHki2te145mEOYe7XDwcD4FbkBYtqd9eLqRxdUB27nebfespYt921Oc/ABBGnLc8JLuVkvMQ9n9KWOP4f4qImLOps103RDdomyj2T5BcSIMupDHNOI5ufu3baPxVpiiirsEcLC1gby8x8TsPP/AM+aqVe1LVc5zNvXHLspCPKzh0QmYOQbiQt7Hb8CCRyEvRr7thMrHHlLnn1W/JQbb8oaWbRvZydNu34ABsB9PBZVjIMsQzRSxlsjQC0nx+qid9+/v7oI3LVZLNJxhIE9eQTwPHg6Rvfl/wCVcUuZqQ41l+WUNFlgbFG1/PbnlcPVjgb+OXc7AfgYsjIZAY6JknTfZsTWGwUqlf1rVqVzdhyfka1p3c7/AIJVG0wHfzrzzLeOmqWKdGD9HNl5pPReaxZ67qco7va5nQ9ePu4d3+JQXnSN/L3buTxuWljhfUqVsj/3aOlDSNnrf7O8/wBJ0ej7Xn191eLdyKs1zCOeV7fVh5eXp/HbyXV9OzfrZ3KVcX1JsVbsE5x1lkcUNOd1VjA2tM0hziWQQNc0tlZ992fEPUVn8e4AA8gGtaB9GgNHyaAPcEGrnF7nOd3c5xcT7ye65zcsmAVg/wC7B3HwCx1MV8YLFYSmXZ0uzWj3bIJLHPeYIQ9gHiGO948is4eA38fNV2rYdTsvgnd9xuWBvxB9pT0UscoJjl6gHYnw3+KDkRPHw8PJEGVUtz1JmT13t5mgxuae8dhp9uN3+IVe1HjYKtmpbqxsho5GIW6sYHeo4Pc2xGz4NeSB8lLrG1ZYgoacwly9NFUZDZt2mz2bPQZBCHQhpH9qSKdB9ivsS604R6+4b8NeBWh8/hOHeusFjchkNQaR1dNbrxaqvwVZslnNTw5ZsD68wkq03SvgmeyetFSbDHHKyJsjvczOH/DhjWsn466RE7ByzejaQ1LZrtePaEcnoDS9u++zuUbjY7DwX5nuDHE/UHDbWuJ4kcO7eMnzGmPSqsTLsYyWKvRW6Vijdp2ItwZIbFO7ZgeA5ruWYlrmuDXD6y/Y3+0LrP7QnGixwl4nZrQ+Fx+tdHXJNH5CDR2L0vh9G5LDvr5m5aktVoI5ul+h6Gea8WZZBJIK+7gWtc3ecDqfw6U42WZiN6iYiPb99xO3APxC/Cqeoc3l+pelUpkvatsl65r5Zm16x+nH23pFYmseO60xE6rEVr7feLD6r4cQ4zh/iMRxK0MdLaE0jgruqcbmsTNldGZKlC6y7JWataVo9Hz887cjCYXwtmsV81C7kMkPMysapy9HJ5zMfZk4f4fVGgNFxw09U4XUXDyO9nn5IWcPWF6bNxdV0lvHTCy5nWrTCMlkTyyzzNI6p4c6px2Ry+P4SaRwslrgpk4bbOI2U1HhmjNa2bThmytzJl9djpYJ6kFbnoU4HyOY6CMvMhkcBwaT17xK4Z8JMxf1fqTUIxWttLu07wu0zbLp8xS/UOrZqrblDn0KdUVW+jsjI67m80LGdMWY838tNLzNfNvGomfrM+LaiPNo1MzE7iIn3jzDn0eosPK4eOM0RXDEWjLfHSZiK46Vi+GtrZN1w5O/FWuTHNbWyV8Vv8lrem9QZ7h/w91/rTiXoV9vinqmhwuxenNWaLbn4c/evRm1j8Ybt3IxGV7J6oxLYr0DY5RJ6ZWc7Zk0pZUeH50po7UmirOJ4eU+G/FXL6Ml1fe023VLzey1Nl0z0cPjI7g2hvZqbaIxOdJJBQrmPlL5S5vQ+C0/mPs16OwnFzLufR4p60bbxXDnS1uCVg0/QfVMd7N328pY+ZjbMEcNOUt5TabI9shY+KPE4Ya1gk0XrHUvFrL5nVGndKZ3Hz6TpRWpzrpmpL9ibIxOxubJMtCGVmLuutSc535udjHT8hKeLHwrTSZtWNV3ud2/y61E6mIn7/xvUeUepJ/xLDTnYacfkzF83w5rSa4e6YzTktktWcuPJlx181rExWO23ZN8uqdqDSGtdR0uI+pncR7+R0vrbhNBgdMa/wBUsn05DjnO1fjaTsBlS1obDZldVsQ2XgGKR1ySWR7mySPPkTT/AAx1NmteycPLtZ+n87S9MkzEeUrTSSYqLH1ZrtuQwxMfLKWwwSOYyFrjLuwN3DgV6U4gNZqTQXHHi9py7Sz2K4i5TTBv1qDasOZ0WySxbsW62WpwfqQy1QpQssPH+09Rkm7nPc5ZfCzWlHL8K7VzPakw+muIdbLs4V6V4s5KpL+mND1b9ZktCKzcZ6wgsV4dQ1W3O8lMRRkuZHyuZPiy5cWG1qa94j2/TPbHvr31vU+I9vEedNH1Lp3S+q9V4vG5M2rqlsvdOTcZqRmy90Vm1vlnJFe7HM3tFYtNcmSYr31mdBan4U5jV2nNOVctxBv8UNP6NzeicFxHgx9bTk2Wc3D5CnQqQVJrIkNgC1MypPOa83NXpQPaeYuZ6ciZFo2bR/CqHiBovVXDmrHY0UNIHHvtaszFzHVasdus6eC27rMbkn13W6Ura4ZWvWmP5q8T5G+N38N2cVde56jqDFam0Xxb0/PDmNbv0dixqrTurDK1k36Qp9EtbRuW+tDNzSS+iO53y88PrNXrlnDfQrM3xJ1zd1FpbP0dcw47E5XUEOq6eCnt4V1PB4rKZSOxWayOL0i7PlrFhzCzqz4+CENImlBwOXOGLV3efb28T5mfGp9vrMxrX19t+PeelY6rkwZpx8amq5dRki18f9Otf6tcuLc5JmJw0x5oyRbc2rMzaKR3wVmXAarZdyerMTw34i5vWzpMlE3h3BktSYjiBb0zBYkx8VaZ9iODE5RuOs3Guql9iSVoLjykCJ/XOV+07ZzOh+I2pM9wvs4nS1vVVHRmT0xVzL8dkNQ5O917l+PIZZtSN3Rjo4OKjLW6TpXRWxG+QRlgZ09w4s660lw31nhdNRaWv5DAa+gz0+PyVqtYwXEjCuqX6eQljZO9jL1OvLj6csU9YtdGLNh7XgkFtu4kfaBl1bhNOXtLQ8BszmGaWl4vZ/RtV9LUWoNOek5OliBqaGkyx6NeqXH3qAr3HwTyxdaVr5OdkjzdOPDXPGK0xbzER82pj2nUR9NxqP214+kIa9R6vyeiZOrcemXBrDbJkiON8St4nupNrZLV+acd5yZLROoyRabXia9+W1O0RraDVPDPipWxvBzh0bGmrOD1fLTrYXMP0/eiZYtYuRtl/wCkt2WI/wBKNlh9YNMUVzcEtaRU+IHGfixpvgLxcz2Gzdbg3Y4ScDtRau4b6S0vpvk07nZpKmbDrsk9uWdll0F+zBIKll00MhZIGwbh/N4v/lPuLWY05wk0rwypXWcBNTWuIkDtVcB9D6sk0+3Xul8xhslWyWS1JjIi2a3Wr5PT1YVHWXPh5MxJHtL0o3t+F79Y69GPl0P/AD01hJpN1stGkJNU3ptISv8ASTdJ/RfV9GG85Nj2P1p5/a7rD5fOjuyYK0jU+077teIifvH3jx5jz5e39G+gMt+J0zrmfm3i1I+anwfgxkrXLe8RaP6eSK77bRFvkvFa2tjmJmJ5ZZ5Llq9krs9q7kczdly2WyV6R9zIZO3Ye6aexamcS6SWSR73ve4kuc5xJ3KgNS4CnqfAZTAXnsirZGm+q+Vw2bW3PO14H7Dtpv3FMxsjjjjjhaGRMYGRMaOVrGgbNAHwGy3rUO3vmjqzRuodG35aebx1mvGJ3x1shLEH07zA4hr45z6gLgAQweuN9vFVU/Jw+DwQ4fA799/n3X1Rs1q12CWtcrwXK0zeSavYg68Lx+0F5k4r8F8LDiMhqfSUEWLmxcEuTyGLa6SSjbrxtEshjHhGWlnZo8NtlJW8eIkeSUWpGxIG/Y7dyXH6k91opAU9htO5DO1M3ZoOryNwWLdlLlaSbpW5oA/lea7Pxcp9pQkcbpZGMY0vc93JGyOPrSynw5QF6L4L8PNYQanrZ/IYyXFYMY+xFbZkm9M5aKxEIxWbB7iB1Of/AIKpM6jY85A+y4OBAPPHJG3lcD8lzT2LFqQz27Etl3RZA+WxL1DGxgAjY1vkAAAB8Ap/WVfH1NW6lq4pjY6FbNWq9GNnsxtZPI3YfAAAKsnbc8vhv2+SrE7jYnrFbAjBV7dfKXXZ82Sy5ip6HLC1m/qubZ93ub7lBHsTuQTv3IGwP0V50nw+1JqyaB1WpJVxkry2XK2h0abQPyH8Z/ZUXqPTGT05kcpTfBYt1cVaNR2UirSMoyExiaEukHsPLCCYx7J7JuJ9hWh4H1+X9jf2lySVpY+m17RtYjbKwMm6rtttx6vl8lxbAdh4DsOxH+B7qQxuUyOGtsv4m5ZoXI2Ass1p+g/1ndPlefyoO3uEGvINPS3MRmrTKmJuOF2nbsR7Q0rTfVJdJ+Hcbn+6XYnFHS+O1ngm6l03YpZK/i4Hh01Kz6RWyFVrjzx/F8ZGx+IUdqLC6lweiotUwawzcmZr0q82Tq2bZv4a22aWF3JHWf6uzd9g4dtgqPwpjyOpdZvy969Kw4mg6zN6NEGPsl73MMD4h2LXtaZNh/VKy0anuHS3j39b94bO+o96LuLWunsDqGC9q7QkvpdGGQyahxEEfSuUC8lwsRM8muJ3I8t106N9u5BPmW+yfkr4ncbBEexw5Wv9XcdRh94Pgnz7nzPvQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERB9SqtJtQTOc5hDt3OMg7MaD4KgZnL5DLWOng6l2OvLZ9CGck6ba8DopnNmkrwktmJYQWRvDXsMnMQSFLUaepMnVZkL2or+ElmLZ4MdQoUmUsfuXNbHK6eOV8kgYeVz2lnMQTsN9lx1GR0cdQxkRfYhoRNr1bD2Nje8taGOc5rQACdt9gABv2WOKpZw+OxZx9utWD7UmRi9IvSOE92YPeSSZQAA0779MAbb7bBW0BrQGsADGjZgA5QAPDYeSjstXmsU3w1WGSdkrJa7Ofo8xb3d3W+hefdZKZIjWlqSFkjHu5ml2+x2Pn3Higz0T+H7vh9EQEREBERAREQFuD3MIe13I4bcpW1EE/SusMHK90ksxfuGu9nffvssK/O2aQiSMMsQOLdx7io1EDbbt7uyIiAiIgIiICLlfXcyFkrzy9d2zW+TgPBbpoXxBjnDYSNDx8Nxug4EQ+J296ICIiAiIgIiIC2MkZIXhjopCwlr+X24yDsQVvXRFtmS4c6vdn8lmGWNMaxzdiHKQei8hxhe2Z1Uc3n2LTv59FXVjunQ73337+O/ff3qRxX++R/I/6LgpdOwJ3OaHN9CMjHDwJJ33U5jK7Y64lc7mdZ9rtv0yPEfRWj0xwLw2E1lguOWgb2JxtzUmV4RXtZ8Psk/GxW89Ryuk5ItQ2K1KYtMjBcxVLNwSRxd5C6I7OLG7exP+xDhvlb32b9Pw6bxePl4I61r6V+09aGNibY1DXm0tU4l35r8nbqGrFS1rieefchmLhb+rYGj528NOIOd4U680vxD0zHjbWa0nlGZOnTzVaS5hcm0B0c1W7CySN8leeJ8kMrGSMc6OV4D2kgjsLG/aS4nYyP7Q3JLp+1Y+00Lx4jWLuOsz+iSZC1dnszYkekgwSdLJZGmwymYNr3ZW8pJDgGuO0bpHUunLnGriXqafhhpfXvEnKaf0fprQWgYNYZJ9qFtLJ5JkGON3H162NxsObxcRlbKXfftZHA7kcBdeLH2asNwa0XV1HqriYcpm9SaqyWnOH+m9JaOdlWavgrYbTOfx+VNqe5XdXq2aepqhkBhfPBI6FjYZ+pI6DqnR/F2/pbR1jh/k9FcP8AiHo86iOrsVg9e0Mq6HTmTfWhp2LlCxjMhRtMNiCtTjmhkmfBKKVfmiJjBTiZxt13xcxunsbrWTB2W6b1FntSUrWLxJxU3Pnq2naT6YiZJ0I6dOtpnGwVYIo2mNgeHPk9XlDuSn9l7EZfimOAmA4iZfOcaMNkbdDXWHxvDmS7ojAOw9K5f1BWx+VivPvZG5QZRnhFePHRtsTt6UUziWl1jsfY1yzdScOsZJlteYLEa90zqbMYTE664STaI4y5O1pd1ea9isfpKxf5Ldqyy/RkptjvhthssoJifE+NdYWPtOawu6uo8QHaE4UO4jOkeNU68k0/lZ83xCjtY+xi8pDmqTskcU9uSrWrEV19ajBLOJ5CZA57nHr+TX+moNRRZWvwM4JVcbVxc1CTSNOnqyHBWZJ5I5fSprRz7sp1ozE0R9K7HG0cw6ZDnAh3BozhfwZdpr7UNnWGa4pVrfCzSOHvaVms8Lq+O1NjJrmq9MYixJdxEmfhjjtNfk5cfJUlnlijZZmstlfJBFDLa8f9iPXF3RNPPzjXVHO3OFcPGUPm4T5A8J4sPNUjyopu1j1hB+lRj3mz6IK5hEjDXNts3qLpyz9onWmV1fxT1fqfBaJ1a7i/pWlozV+ms5RyjdMvo4s4R2IEBr5CK+2Wk/TuJkjndcdK99YumfNzyc0NlOMt3O4jTdbP8OuFed1XpXTuO0niOJmQw2Yj11Dj8SyKDGwO6OUjx0jqteGGrFYmpPnZDDE3qkxscAhftLcJdHaC1fxC4M4bXGQ1/Y0tmMvoTVOddpNmmMVWu0bUtZrKR9NsSykHtN1GRCKZkkbHWGNbO/ydoTNNy+nccZbTbmQoVo6GWc79cLUTGsPN8d2nf4r0PxD1RneIutta8QMmaFXOa91pmNb5yniYJK2Lr2c1kbOSsRVo5JJJGxMfae1gfI93K0buce58OM1rLw41/qvT2TgmnwlzMSXwK0X+2Up7fSnbJ/Zc124+aurHdOh6NHgNvDbstVDYDO1NRYutmKMViOraEksMdntZmZG7kZJ/ZI2PyKmiNiQNtgdvV8PorRoiIgIiICgNS6hpaYxU+WviSZrD0oqkXaxeeW+pXZ+yR1XuU+tSGvaWvG4ILiz8zSwxu/1QeH6vEjW9e5JYx2TnbG21Pk24yCH0jHkOldYmaY/IAPmHN7l2vpbijqLVetMJQrVadHGmvL+lKu3pMchbGD6U934ADDysHluF3rjMLicPSgpY6lVr1arNounX37kbOc8+Zf4n5rSnhsNjZ7dmhjaNCxkNvTJa1TpSS7eAJ96vi0R7QLrjpgDyOjZC09qzHO3JP4t/ipYubufAd/AeAVJDnAMPNyvaeflPiPmsxt23LKHR7dZ7QxnJ7Wzez/8AVWDTISdS1P3LgwAbP7NG3bssP6AfAeAWfZdV5muMMgkewPL+rsXE7HdRFqf0atYsnfeKEyxg9yCByIOO3fq02tdYmaxzncsLWHqzSn8oHkpmpRe6CC/mpH4ula5Za9GJzP0/eiGxLtnAxwRuOxDngucD6rHe2uDSODo1KR1Lla3WbVYJAyUbvyNuQAw14vg0Hmk/4Yat1izZu2JrNmWSezYc50kju7R3JJCCe1lNLehxxr2LtHD5HF17MkFeQwNtS14m1XMtTAmSZzTX2DXkuaR37rrwY+/QIdRtPtRMdzOpZGUuY/4MmPfm+J7rsmGP9K6StdyJ9NWvSmO/LTtHlmP7r4ep++qmfE9uXv4e74IOD+cmWkaKtDCClYjYDLJfl9KqQ7+Lmnzd8VxOl1JtznULSXeqWNxcTGt+Ace5HxKzEQRMmOsyB0kuXyLrku7hN6WGVtx4t6I8R8AuGnBkzkDYviJzYsb6E2VknM6QPnLw7k8t/Hby3U4iAe5J9/vGxREQFvaSx7Dy8/K7n29y2IgybFl9h5c48rQTyt/KN/BGW5mRuYJC6JzeQh49VYyIJSvYcyOFtZgklbA5nTEe4bsduYLPt2LcVKOUjp2HvAc7blJ952UAxzo3B4dyuHsnbdck1qxY2EsnOGjYDb3IJD9JSNqkc+9gPIB948FHy27FgbSyFzfIeW3kFjogeCIiAiIgKPyt9mKx1zIuZ1fRYRKGh/Ra9xdyNO/ubv631UguC1Yr1a809yWOvWij3kkmPKxu48JPzh34W/FBFYzGv54cnfuDI5F0fUhmZ97jsfzjdwotH3PKdz67vXI2J7rW1tHmcY8fq7NSShN63P2J5m9/Py7rA09UiE+QytPHMxVLJNayrSbH6GLIHjbsQxdurY8hJ3EELN+6kM0AyOjaZ7FPJQz+zybgPLPDyQRo05bryPdj9Q5SlWs358jdqPjrurtFh7pJTFLyCRh53HaRz3NZ7PJ5LmdNdwUlU5HI+nYiYipPdu12VZsa4erEbL2ta0xSdgS1rR1JotgPBWUbbDbw27LR8ccjJWSxxviczpyskG8UrXDwMf4kCPJ4mpdqVsnlKuOmuExQMsWo45LhPq8oce536viVd42CJvTY1rGbbcgcHhvwDh2PzHiupp9MYuDGZShhcfi8LJfrPY6xTpipI2QlobK/k7vb6vJse7Fh0snqyTUN/KOqZNjoKNOCzh3XHCldd1LAsGnK+QQMlA6PTmbtuzZs20hJiDsS/ULZ5XMMbWP2eGt9pxPfupShF0oDzxmGR59c/nA81QLGbtB7hWwWekt7bQR2MUKLInO85ZnhkJazf2WOJ7eJ8Vx/oWe2IJctmM/auuaXS+hZ29jacLz3c2GGCYM5ASQ0Oa/Ybbk+KC0ZfV0GLt1adbFX8vdsxSWIq1GSGF7Ya8kXU7zvjb7U0Q7Hb75Qs+Rj1Ndw+OfQytTHVppbeagyFZtdkz2QiKvXdICGTOEkrpGmJ7oQ6nF6zjsVhUMOKVmS5ZyN2/OKxo0pr8jJpaMMjuZzA5g3J5ul3m9cmGLm77qx145Xv6jI/wBWeaSPt6gHiO3b4dkEtpzR2Ktme/fv6mZjMS+QRh2rci10jmsFh8bwJfXaGOYOSz6u4i5Vrk6mBv5WfVV6pFZttYIoLEzHXH0II2eoyBgJdDytADmxneXbnf5qdmlEOkPUHKb9prQPc21bkcB/DEBUqB7HtkrvBkr2T0XwRv6U3rN9oFBFcOrT7FXPSmCyyKTUty/XtzMfzZCGcufBNDI/s6IV3RxNdF6pbXHL22Xrj7O3HBvADiVU1hd03V1JpzKYqTRut6QY5uo6mEvWqkuQlwlnqx9C+Y6pYx0jjFIyWWGZro5XheMKmGy+hH27eHr+m4O1LVsXa4ZLbzTGsPTnc0CM80jI5QWbbh7YImfhVzyufxEOC/SZtxOozMbZrmImQ2diGuia0gbO5u22wVa2mtotX3hDyePg5fHvxeTWLY7xNbRPtMTGpif5h+sPQXHTIaE4N8ENccGdcU83gNbZ3UOuqkzsQ9lLJ1WT4rECrfqWGCWCzDPictWmETmyRtllEc5ZIJH2ziJxl1ZgtS6e1NjshjtUaL19ofE6tpcPtSwW8rozTliu91KetWoSPb0PQ8jibfQdXcB0gwF8jXP5vza/Zm+1dkOCmZj0vrLCZqbhZrK2yfKYGaWu+3QuiNkTchiXmQCG+yJjOaF+zLMcYil5S2OSL6zcUPtv/Z14d4rghYxNSv8AaD1BpuhYxua01h8nZ05pmliHZK9l8fZv2pajg+285YtdjW7geiyR2HwucAd/g5/DtjjLyY/qRuJ8R829zEx/E6j9v4fOPqD8OvWPH6pbpPpvLb/D7Vx2wTN7aw2xxTHel9zMatSbWmNTGTUeO6NPe2F0le4mcKv07xaymqMe7SOSznE/DNgfTtaj17h8j6HJmf0dSnlY6GOC1WFj0vlNci/YLY5HNIPXGC4xaWqi7ov+YGH0zwr1PE6jqqpjWu1JrG0fR54qWRfkbZPNYoTz+lRMgZXjJa5nKA9xUlwj4m4zU3DLMfatz0Oqdc6G41adm0FhdO5+vBpa9k558nlaGQp2ns9IirMxT9NWHRGiXAF9EsMTXOa3l1bwezGtpOHmo+HeldPVMZrDSkNnU0+l82LWiNJ5MS5CeeG7Zlmk9BdDj4aU9iOd46cjpQO/qrYYcmG8T8Sf6c/pmJ1WJ1udb1O4nzuY8T7a9o5x1fg9Y4GSmPgY5jqGKO3NS1fiZ8lIt8Gs2tWtqxS9Y7Jx0v8ANj/X3xq9+7dAcOsjpPSeB0s/JVM9oLihkdXZTOa003RtZjFT4Oppt8FCRzI4XyNuCdt6xFS5TKJqIZsXcwEZwL0jwl1vXdwkqZW/ruzgs7NxWs2Jsa/ROmdVyVqAoV8M+Z8sll8Ylm6olfDC9sbrYbGS4ldr8GsNo7Darpado8Tq8eouD3DeLC8VMNldPyO0dYgqajyGTzTorb5IXMmxVi03kugBsZdBI3qtNiNvxv8At25fLP0Q7Wf2cNb8Q+F+iOGNNuI1Jp2nqy3pbL6rx2Ys06zstcnpzDrzsyNiKu+tI8x+jzVXxsY6Kfmwc+bLXHltWLTManf6Y8zOpnxvepjWvp58ae66D0TpfJ6j0ricu2HHTJ8SkUtb41pmuPF34cfbfsivxK5JtOWJmLz2xF4vufYnG/7T2Iq8H+JPE7UsEOicpgtXOuw6ewOR/QF/jGL1abG43AWb4aJ57NBkxZPJG31qFq5NJDzxmR3w24s/bG1jxBq6EOi6WY4P5XS0eTflslobXV6o3UhybsFLYjMY6ckdVk+BrTMqyyTtDuTdxMbSfP2veLPEnij+gv8AtC1rm9XfzYxn6Hwc2amY41ItxzlwY1oknk5GdWzLzTSmNnUkfyt267AAAAAAA2AHgFqOTyrZ90pHbj/5d7j/APv7fb2dt9LejuP0KleX1C8cjqHzd2ea9szE/StdzFYmNd3brvtu1t2nayau1bqfXmocnqzWObvai1BmJ/Schl8m/r2Z3bkhjGjZkcbd9mRRBsbGgNY1rQAp7hdxY4i8E9aUOIvCzVNzSGssZRuYmplYaFLLV562QgfXu1bWPuQzU7ML2vJ6dmKRrZI4pGhskcb29fIsR7Ltr29mvHtr6aZev9aa54oazyWrNf6s1HrfU2SsSWclqHUuTkymQkM1ia3IxnMeWKMzWJ5BDCGRMMzuVjQdljywQvbHaaxj5omCB73dnAtAEW/x5QFsXNWkjc58cn3kcw6ch/IW9mhFzh7eXh5beCLVzS1zmu9ppLXfMeK0QFDZTHfpSvkKUk0kVW9jZ6dhsW/WAlilh5m8/q/h8uymUQeXNQ/ZtqufSOlc2+EMcIsjDm2te0tGwdLE+MEknxDOQbb+2fFQWa+zbmIAx2B1BTyTSfXhyNSajt+0080nb6L0TqDO1dPS2bl2WanXEJcJTBLPXlbzRc/KB+Lm9y8+Y/7RGXo5C+cthYctgG2ZIqtupE6lkmgPIiExkLx4Bu/qj5BXxNp8QO4eGnCzE6JpwW7UMV/U80fNkL53lbUBA+7rNIB2B3BeQNwN9guxnZmjJDkPQLdPJ2sc1wfVpXorUkUsQeHMLW+sCCCNj37LrXDakocX9L5OLFWMjp3IQvbUvyxlwtVHSN6jOi+KRm7SYu5B7j+jHgPKGu9HZbhxk8UXakq3s3cinuzy46zNHfx7ucgPkJ7kSAkknvsZVSsd06FAyVyXIZG/fnjdDNeuy3Jongh8TpXue5pHvBcR9FhLc5xklcd3OfI4vc57zI9xJ3Jc49ydz4r0DpLgpj8zpfF6nzOpZsGcjHK805MdFIWbWHQQysJkBIexoIOw33Uu4rGpFCwWrdf43T0FHBXjHif0k7EVxDWhsW4rFneXoN5/XYJAebmb5GVdrY/TGvbug58VDPirjNRRm9bkzMkzstUkkP3zN2hzJXEQwAl7mlp8QFb7OltM19G09PUcx+kMhhcrHn8FPXxcVCeaasAGMsmKMh45i5rXSEk9bmJJj3V00vTlx2JNN9SSs2O1O+CKeUSPkEkhsue0AARgzPeeUAcvh5Kz4n7Dxlc4f6zp3WUZtOZJ08ztmOrsNqu7v49ZhLNvi4n5lQWYwuU0/c9AzNGWhaY3nbBZIcXA/iYR22+XZfQewZWw2HwMM04jd0IjLyOL+Q8m7vPvt3814F1Z+nxnL385o7keR6rppo7jpnyxte4lrYi71TEAdmkdtttldW3dOh3rwmps1XozUOn8nkstLALcVOOGGz6M+jA5vMwwSeYMnNuxZ2ouDlQ1cNjtJwspSssTPyWobt373puYN2SRee3i3/wV1vwf1BmcdqSHCY6CtarZiXbJwzRbuiZAyaQPbt+yZSvYh8T3B7+IGwKttaYnUDrXRnDLG6NyU2RpZG/bfZxzcZLFbdH0ZXOkMkhafHYuij2jPhvsrHY0lpGau6OfT2FfBJKXcz8bFA8OeepzE+877qzKCtNjv5SGnKGvqUKzrFiM/q3Oe7dvN/FRis3dOYfUVipe/mth7sOOj9FoS25TC6djRy8rmM9QxtA9Tm8gF1tqPgi/ITuuafmpYiSWQukxdqR0lDZx35o3xRnlPftGCeXw8l6La0Ma1jWtY1gDWsZ7DQOwA+AWqrEzHsPDOqOHeqdJRT2r1RtjHwBgGWoyvfAebb1Xs2Eo8fB4DVRSA0lo2AB2AAAA+W3b+HZfRyaGGzFJWsQR2oZm8ssE7OrA9vxC6l1Pwa05lqk4wdeLA5OS0JBYY6SSnJ235BCOzQPJw8lJF4+o8eorrqXQWqNLiezksfNJj6zuR+Sqk26bg4+pu7xaNtu3xVKLXDcEteWlrAG928x8dvgr/cEV4uaMyOP09Yyl3E5mR0kUNmO3FU5cRSryNDud0v8ASucSDy/hVId4nc7nfufeg0REQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREH0vuXn2QGsb0YNtjEe5afd9FFvkjiG8r2Qjx3e/oj+KiG4mxMGm1lL8vMN3NrvMMY94JPf+KxbuPxePjBFYWrVk9GETP65ld+Y/wBkrHGVayc8snQxLYbb44C+WYzc0EI5u7QfzO961xDbRlyMlirLU9KstkjikO4D9t3j+O6y8VjmY+uItw6aTaSxM0crecjd7dvnupA+J28PJAHcDbsPIe5ERAREQEREBERAREQEREBERAREQFzQRulnij/rXet/ZHguFZFZ8jZGvj9tgc0d/wA3ZBZLFSKbo8knI2Bw5WfmA7Bc5rsMr5dt5HxdMH8jdu38FjwTsgghZI/aSNrRJv8AmI7/AOO63XZ2w1nSNle1xcWtMfiggLvJHKI2bEQN5HH4+CwdgOw8B2C1c4uc5xJcXEuLne0d/MrRAREQEREBERAVc1TpbG6uxT8XkQSep6ZTk6u3o07G9Jk23wDuRWNEEXpK4x2Ew80cYY04qOoazJfWgLGNa9h+RBH0XY0BhfE3oDljIHKGndwHuPxXWVKplsNct2Me7GXsdPZfejxVuOalZrvmcX2WstM6jPWeXT8ro2+37StmEzcWUt3azsdbxGSqRRTWa1iSGWOdkxnbE+J0ckkZaXQzkF/TkII3a07gBZzsCdt9t+2/ii2EgNLwNmgcwBf0iNw4bbk/i5PefFUnFY8arxOMz+XtW3OyNGHJY2nQvWMVVxLZ42ysbH0nNMkzA8B875C4OBDeRnqILyiqcORy+JNmjdx2ZzJhnLsflKleuZb9cxN5Xy8r2tjdDJzMPK1ocQdmgdlYKNi1Zqzzy0HY985AoVsg0SWi0f0s0IJ5Gkd2tB7dh5IJaDljjksP7ho6bPmeyxe47O9oe18/NYDbz4clVxl62JDkWufizJXiggZPD97LDGT35pInNkZv+OKdSDmGIhkoLHEbDuDt/Dsg2hwJI77j3rVQl59inbFqHcxuZ03c/gVnUJ5p4nSS9LbflZyeO3kgzV5a4iYjD0+NOlMjn61R2n8xVjkuzXrLKFKSSu2Zj+eWTseVog9Ue5epiNiR7jso7IYrGZQV48pjcdk2V3mWMX6jLjoeY77tEnZXVntnY8o5LTWt8TrK9k9Asq3sDmmxWcXlI5obGPiqTSOmlghI7CMzTuDYh2cNnLvTD5CXK4utfmgZVsTQmS7WjlE7K88JEcrA8dnBrg4B3ntuqhxj0lqjIYGODSU8TsZC6FtjTsNSGkGlsxkZNDOOw+9cwujHYeCqmm9J650/nsZWqXqdbSHShtZKmyWGzAJI6jGTxNjdGXh0r9387Dt37FJncQO7Tvud/HfutE8PHc/2nFzvqSAT8yAitBERAREQEREBb2vdHsWO5D72e0tiIN8k0kzw+QklrBG0nxIA23KwbGOnzM2PwkLun6fZDLtj/wB1qxnnsWP7loaf3lL0KFzJ2hUpwmWVw537+UY9p7/2WhclzLVat+xp7CGGerDAJM3lz+vyTyPVqsH4KZPr9P8ApTs7zQZWZyEdqSCnUaIcVjt6dCJntND+88377t3fVQgO4B79xv38UG+w3Jcdu7j4uPvWqC2aOnaMwKDjvBmcfPhpme8TAn/72xKqOY6NzmPHK9jixzfcR2IXPUsyU7UFyBu81OeOaFn5nxkSx/8AU56sesqteLLDJVzvRz9Vmchb/VCcBsrfo7sgqiJ38zufM+9EBERAREQEREBERAREQEREBERAREQF17akyeU1RNjJZIa8OMdHk8ZjrTg2nlWNbyi1zs9Z7opeYch7w9Hn812EqjCPSda5CaT124rTsUEA3/3R075pJnfvNigQShkz7XHnixTu/gx8rHfw8R8li3G5i5VnryUapjmYOXp2SOUscPW79/LzVlcNnEeGx22WiDJpNh9E6dyTkssYD1OTnDjsNxv5/NctOp6W93O7kja31Tt5rBWfj5I47EZcOZzgWsc/waUHNapVqwAfPJzkb9o9xusB8gEfRjaWjfmdKRsX/DZSmRbZbGDKeo3fcuEuwb7+yhe3l4eXfdBvZIYy4juHjlc3yatnbyGw8h7kRAXNDPJAeaNxAceWQ/mH5Vwog7Cxz6WY09NQkLKskB9GHVP3MH3zpa0j/wDhc080UvwuNVPs4y7SP34kjkjeWyCX9bE4HYh3xBGxWuNycuOmbJEzrMcenPC72p4z7dd/wlHWDP7IVvtwtytEUo3Rvind0dO5Wy4MgmY71/QbpPZj4xsxhPtFvrfd8qCFx9k2GGMnmMHfm29rfzUezSmAbfdkG42F1uW56U+QnrT9V+7nPhfL3hJJJd0+zt+3ZTEFRtRvIYZIZttrDJmlkrXj2g4HuCDvuD5hZCCJzNF2UxluoDG2RzW2IJXxdRglgcJod2+TOrGzt7lATS5rB3cZkMtlxbq3rb8Xkoa0EVDE41z4g+tM1793sIliji3bK3n9L/Vt8FdVxTRsnilhljEsUjOSWN/6mVvm0oPsd9kLV9nU32XtJ4OXLWLkHDLiTqrR1fGPtyy08THefjdTNkiiceWP0iTO2dy3YuNU7+yF7p4OU9RtzuWgORz+mtHXdIWslr+1j6xis53AU3V7tmlULuXmfbeyrWa5rgP9rAc4se9jvmx/Jg5bTekdAfaHbd0Dp/UtLH670PNicRnJ7TMVQmyNDWTLs/JWlie8vhxNaJge7lZsHFri1u33k0L9oXBf9jmc1LqAwyY/h1rTC4fSnC5tkyW6+MrV45sHSgykjOrKZreONm097njpYMsEDGSMYvT8TPm/wylaY9+db8ffxr38+frqN/V8nes+hdIn8T+byeZz4xW7a5u3VvauGJvF7bp8s1rbcY5veazqK+/b13pRsvC7iXxC4n8dcRp+hp/X4zNHIaOhyNfUmpco7OWXuvVcYyGdskPoZdNBbsSOY1obPAN5H+p83ftwY/F8G+E/FTQep9T4GXM61x+JqcPo8dcbfn1pTjzmEzgyteOIvMVN1Oq5wsTFjDK8RMc+Rr2twPtj/afx3BXiNqzFaEwV/WGsdT5R+stKcR9dMqX9Hy4zJTzWYsjBjvW9Otc/WryenNjiisUrLX1JT6sfxr1hrPVvEDUWS1brbUeb1VqXLva69mdQZCXJZKZsbGxwxF7yS2OKNjI44m7MjZG1jWta0AYPN58dtsOLzuIi3iYiNe0RE+dx5iZn3/0h7v0N+HnInkcbrnVoimPDktmwRF65L3+LG7Wy3pWKTS/yWpWn6dT53a0zWTuCQQ4EHuHnd4+fxRcE7zFBM4/gZufqFG0LrmshbYmjiia3lY0+LgB2Wmd2TK4nywxHaSVjC4difFcUNyvO8xwyBxa3fbyUBlZd7Lx5xsbv5bboJ+zZijgc4ycx23icPxErGxUksjJpZty50u49/Yqtbbdvd2WZHfsRQthYdmB+5f8Am/ZQXadj3PNketDIOZzvyOPc/wCJWKPAd9/j71E0MjZfbA63SZybGHzd2U/MxjuWRvZk4AP9oeKDGRD4nfx80QFU9V6QxeqdO5PT80LK8V5z7kb4AImQWnEuE27PWLnuO79++5O6tixrr3tqyOj9sEbeSDzTpNmr+D8FfB5PAYzPNzWUdXrQ6bY6zqHIcrSTae4MDXQxGSJgEjmFgl7mTbvQI9Aat4u5rMayrvoYuhfzEkJdbuNluVm1x04omtja0vLWAN35Rvt4DwXritcDZbBt7vkfE6Lkf3a0v/CP7TT/AIpg4NO4eB1HC42vhakshldHXi6fVeTuS93md/EqsTMewqui+EWk9Fn0mvXGXynZrr+TYySOIjxMELvWae3Ynv4bqR1lUnElDIk9apXn6Jp2CCJy47b7jt6vwV/35u/bv37HcKLzONiy+NsUpBu57S1rme01zd5Gf5KgrLGRxgBkbWFo2BYfV7e74Ld4qOxVp12lC6Yk2WvMM5PiXs7P3+oKkfFAXVPFfRc+q8NFbx0TZ8xhC6WjXdH12ZBr/wBZWc38x35mj6f0i7WRVidTsdB8HtAZHBS2NSZqCSnPLUNahUtDlycA32Mj/wC14n5rvzbbt27dvV8PoiJM7t3Aq3Bbjo5XJR2d6wuTR+iSy+xMdvW2+CnLlgVK1iy2PqmBgJHzUJ6Lfy7GSXbMcFGdrJoateDq842BAe/8J28VQWMFpG7NuU928vs7eWyLaxjY2MjYOVkbQxrd+blAGwG63ICIiDBymLqZnH3MZfr+kU7kYZZYX9FrwBs0sP5mrxLxB0fJo7PTY+PrTY2zGbGLsWTyCVjg1jmvd5lhIBPnsV7oWG9tHItkhmZVuMruMUsUrOty9ywjb4CWVXVntnYrNPA0p9FYvBakihvVK+HqwXoGSSxskMEcBYQ7wIPL4heGrssFi5bnqwivWmsyS164cXCCNzyWM3Pc8oIG/wAF9DxXiFf0RsUTa5r+iMrlvJGY9uUxgeQA7beS8PcRNOR6Z1Zk8fVa9tCZ7L2NjP6sRSjmbE34RyEtHyVae4pCJ8jv8feilBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERB9G5pI68L5X+oyJvOSDvt+x/oorGxyXLD8vONg9vJjmDt6Mw+Dv3ht/Fcc/wD3tddW23oUng23bf7xI07Bn7u3+Cnu3kdx5H3rHD5dh5D3IiICIiAiIgIiICIiAiIgIiICIiAiIgLeHbNc33rYiAub0iQxSRF7y3ZoDR4ALhRAPif9fFERAREQEREBERAREQFC3hdwUOf1Zj7cUj4cW2W1iJqXpjrsdLncYmv2PLu18rvA/rvB/wCpfNISXRPg3a6Owx0crZO8cwPk78hb4Nd8AguzHCRjHOLHNkYS57xyiVrxuBtudvH3n6qmMdb0lJf/ANiks4CxdfapnFB0tzDOkjDpInVm+tOHzF8v+zuc9vpPrQuO7lu0ZYmazLYixPLbiwWSZDQfem6911V9StPFHPJ+JrHOmDXee26t8oBjezZk7y3YCVBj4fMY/JU5rlUzxmO27Hww3a76MglbEJGOEb/WPaeL2/W9/dZpdzkv335jzb7cu+/fwVIZPPHqqrjYZAKONwvXylZkfNy2rck87Cyfy+5Y3qs8mdEK6OeyNwaZOVx8GtGwd8UGJkcXjMtWNTKY+pkarnB7IL1dk8bXD8Q6nZQ+OB03ejwszYmadzOTEWBkhkED8BZnaQao5ezY5pQ/ovb7Dpiwd+krI13Pzcvi0nf4Kp51z7s+Np+i9YNz+PZIx7eZuxuwP6gZ5dP9dz/8NBN5RwdEYTL0nPG4bty823w8lHUcia8bYpG85592v/LzFSeSi9NjjkrtDwHOk5g7nDmnuDzefbzVeiEbXh85fyN9mNniQguA8B59vH3rVb8bWnyETXY+rNOxjAHOa3qMh7eDn/hI8CPJSEmMfE5ouXsVTc4DlbNlIgT8w31v49/egpWQrTdZ0hPWb7QH9WN+w+iifmNvh7lcLmKbJYfzaj0/GOXw68j9h7t2Rlx+ZJPxUa3EY8OIk1Rhezdj04L8++3/AOGP+ZQQKKe/R+Di9aTULJmt7GOni7HXd/Z6jYx/it5yeLpxiPFYtr5geYZLLh12wf7NbmETPf6wk2/MfEhXkU9/OfN/+9xN/ZbVhDW/AcsPL/Dt7k/nNlndnuoyDwJlwtGzzfxi3P17oIFZlahfth3otK1aAPc168s5H0H+ilf5yXu3LUwLJB/TN09QgsH479LzWHYzeWsuBnyV52x2bG2d8MTO/YNY0BoA8AGjYDw7IMOxTs1Dy2609Y/kmr9Bx+e/dY3h5bfDffZTNfUWdrNMcGYyLY3dnQ+muMPyMcnZy5f5x3pd/Sq+KvFnYOu4eo6UfIsjLv4ndBCxskke2KON73uHqsjZ1ifop6LBiq0Ws9I/GVdg6GsBzZG75jat+BpHhL7juuJ+osmYzHWdWxbHdz+iqMOLMn7LpmbOcfe0gH3hQjnve5z5C4yPcXvLyS8knck/HdBM3cy6SF1ChCzG4trmvNQS9czcrfbsy/0xO24b+ElUvDOLmW8gebmt2nyRc3tckTixu/x2AWRlp21sfcl8OaAQM/tPdt/qualAKlWvB+KCNvV8/WIAP+KDL25e3u7Ih23O3hv2RAVsyh62kdNTnxrT36M2/wCUSQzM/wDuCqau1YC3omxUd29GyUmQB9wa6nHv/CWU/wBygpJGxIPkdkQkkknsSdyPciAiIgIiICIiAiIgIiICIiAiIgIiINkkkcUb5ZpGRxRsdJLI/wAGhv8A6Kn4Rz8tnrOpK0L6uLnotxUMx/XZLpymYWW/8NoPKPgtl/l1HqCTAySOGExEDLuajru5JLlhwBZVkk82tj5JeT/4hXRkYhYyJoaGxNEbQxvIwBo2Gw8h28EG7cnuQAT3IHgPgiIgLXx5e3sHm7LREGVzPmisSP6snSO7C72Wg+AHwCxdtux8uysMEbIMa8yvj5ZWc7N/EFw3Ve/gfiPAoCIiAiIgLPo5Gzj3SPru3hmAbcqujE0FwD2etEfUdy/hcPXbt71gLQbl+w9lxax2/wDBB2zVNHUdSM15RBmY4f8Ad5ZXPr22NHZjZj3c5oG2x79lAFrmEseCHNPK4FvIQR2O48vkuKu0wNiEThEWAOjczu4vaB4/VS0duLMNMmUbJjcgHFgyFWMSV7Hf2poHesXO8S9nYkkhBGopO3irVWJtgFtymTs29QaZoB7g/fuz4g9x4KMPifDx8juEHo37On2gb3AvM5itcxI1HoDWklI640/C9tbLO/R/pbaWQx9lw2it1Rfu9MP3ilbZkjkbs5r4/r5gRjNa4PT+reH2Vg1ppDVj3x6fz2MZ0Wvmia11ilehcd6dysHNNivOQYmkSBz4nMlf+cDVGbt1IDDjHtbbuTMxFHnj3ayeaVzHyO+EQaZn/wDCjcrJojXOvuH+ndX6Z0vrfU+Nw3EHHR4zXGOizVl1LUEcbg71onepHvu9m8fKTFNLEXGOR7HbHg9SzcLdYjdZ+k/f7w5p68/DHo3ri2PlZLTh5ddR8SsRM2pvzW0eN6jfbPvWfvHh7S+2pxo03xA1fo7ROhrtPU2K4WYu3ib+p6sDhFmshcuutW4sfbc89WhWLY2Q8rGNM0t6Voc2cOPirIXXwtjZE0NlewF7mnmawEeAPwUfjrEML3mRh6h7unOxO3u3XDesNtTtdF7LBs35eSwcmS2XJbLf3mdy950vpvF6P03B0rhRMYcNK0rudzqsajc/WfvP3bZrck8EUTzzcryeb3/FYg7gH3p49z4nxW+J/LIx3ud4KxnsrHumjssMTNy/1Xb+YUtlKsJa6fnMMjfU5j+M7+yuSCSnGJLTTG2UtPO1vtOPnv8AXdQt2y+zICRs0N9UeYHkgwvDsRsR4j3IiIOeu4xzRvDuRod3PvV4Lmvx7JS/YtkkkLtvFpbAQf4f5qq0MXLab13SCpX5uV87z948e5quMM8VGCKvTY+RsW/NJOeq1+/nt8UERXtxWS/pncNcQD7xuskeA81lemzEbExtYDt0Y4dopB4d1tmYPu5WNa1k7di1o2a1w8h8N0GOiHfc7+O/dEGPYr15mgSxAuILgW+J28yoypj4ZoesCWPkk3Zv4wAHtv8A2lKytke0sYA0n23e9q5GNDGMYO4a0NH0GyA3flbuOU8o3b+U+5aODnMcxrtnE9n/AJfgt6IOtJmHH6ktQOcWtvw+muP9a9nql31PdTUVaWY/dt3De0g/IB+JY2TwVu3nuvFdfUdai6fNHB1jyt8P8FxYp110OWgMrZ2VMnJUOQf/ALM5/TZycp93h4IMl7Wte9rXc7WuLWv/ADAHsfqtqy67WCyIp2xlsjXNeebmDD+Eb+fzSWhbga4vaAxg5S4H2tu26DERaAOcWtZ+Lz+a5ZIJIeUyM5eYczT790HBI0PjdG72HMcD7/WUThXctefHP/8A7fO6t/dvJdH/AIbKZ8PHx81CTD0PN15tuWPKQ+jyO98sY2j/AOkIJvcnufE9z80T67/H3ogIiIInM25KdVssH3fNaZDLN/Ugt25lz4+lBTiD4pjOZz1X23+zYLu5I+fj9VjZN8lt8OHpvHpd1+1kMZ1nR1x7RI+atkGAfWrVq7bBe2vGyAvI5S7kaG77eXhvsgiz4nsB8B4D4LoTjjpU3cfV1RUi6lnGbY+7F/XV5fWYf3ZOYf3q9IWMVYYCYndVu/cM9oKKkqwzNnrXWEQSROqzxlnOSH7j2PL+35qsTqdj5v8Ab8Ludvk/848j9UXa2u+GOa0/nrUeDxmRyuEkebNCxj6MuR6DdiXwybdmtjHq8/7K6oG2w2AA27AEkD+KnidxsaoiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIPovUrRUazK8J3ZEATJ/XuPi76+KydiOxGxHYj3FB4Dfx80WOCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiLNx9eOxOY5Wvc0etsPNBjNwLLcsuVxty7jcv6Eyn6bCQ6rP05DPDDNXLJGSMZIXP5gOdrXSjbeRbojqe3OyzluhgMRThhNyKhNFfnzM/Meo0ve1oihDeXb1RI5nU3APZW2OJsLWxwsLeY9mn8XuXJkavpEdes54iZX2mk/aLu5agrmOrR1BkMlZAdPctOuTvLTHNJIYxCC1viI2RNZXAPgIwuKzcfaMTnhrZGOL2uj81M3oG9ElkhhYxmzI3eyRt2AWFhsTdvvkmr0ZbjajOYNgg6pkcfNz/wtb/kg3479IH7x9KxPHYHtuj3awD8QUdNLJBkHze3JDOJ283Zsha9zOVg/NyqafhMj1hPZyeErWt+YGfOwl8Y8g1jfWG3uPceay2QV45C7L5vBXIQ3nEcMFi9ecfH1JGNG395I1qCDo+kXKOMr4aN8tW3zV6roHc8n3czgYHu/C+PblkHkWlSHSxODjabbIMxlt9pqUZMuJoEeHNt687mnsWn1G7e5Yk2pWST5XAYeCTG1WUY8mCyRguZKJ754bvaJzuzHtqOlAc71L0PrHxUKSSSTy7k7nlJLfpv32+fdBL3M/l7wEU1yUV43bxVIHirTj93LEO3KPIDtsuOKw6yyb00xzdFnPG8DlDSfh5KLRBoPAfLy8FqiICIiAiIgIiICIiAiIgjMvWktVNofbrvFhrfKUN7vasqnZiuwR2YR02StG8H9U4eLfp4fRZKgHc2KyIcP9yyUhJ/+Gsk7h37wJP1QT5JJ3Pie5+aLU7bnl9nf1fl5LRAVz0dJHO/K4Z/tZPHTmh//AJccErW//TllVMWTStSUbda9Dv16dhtuPn8N4jzR7fVz0GNsW+qfFvY/RFYtVVI6uankh29CyTY8vS28OlZb1Xf4vCrg32G/jt3QaoiICIiAiIgIiICIiAiIgIiIChM1mosRHWY2nayWRvyGOjjqUTHWbPL2JcX9mtbt7QU2qRnr1XEalwuSyThSxgxVugcrJ3ho2JXwSRtMn9F1BF+9ugiq1i8dT1bdLDZjD3Mo4Qalq3oWXcPajjjm6Vlk8Ug3ew9Fu4A3PddmePf1tj+bcu+u5J3+ZJW1sjJWtljLDHI0SRmP9WWnuOX4bHstyAiIgIiIOOxYgqV5bNyVkNSpE+1Ylkl2EDGNaZDt+01zP4rlO+53Icd+7mndp+IVe1S+P+b+UrO6/PkKhw0Bh/3iSxce2Cs2P9nnnZzKchMjoYnStYyV0bTKyP8AVscQOYN+AO+yDkREQEREBb4zyvY/l5uR3MAtiIJeXKSdeN7PYDAXx+/sFlx5HljMzwCJpyxjGd3NG/YFV1atcWuBL3hvuYO6C71MjZilL6FuatJXPLYaBzMnafGOSP8AE3yUnahjzET/ANFsbTy5bzjHsa2vWvbDd7qhd2Gx33jk7DwZ5Kq4x8AinfH1SGAud1PNRljIzyGRwncxjd5Y2QP6TiW94+/8EFTy7JZNS4XHyvIfRjv5eXdpYRPHG2r4HuPVyE3Y91Pk7kkeBO4XHiMmdVNlyebZHHlMdPYwsOZgqcvogEpIhmd/SOPR2dY/AQQsuxUmquHVhc0HvHIH9SN48i13mD5HzQcTXSCOZjduWTbfv4bLYh8SiAiIgLefFv8AY/0K5IalqwQIIZ5ifKOPf/FSbNP5STZ0kHozAO5sybf4IIVZ9OoLDnSyno1qzepYm/KAPVb+9/qs1+KhqAS2rPV2HqxUYes0/wBqTyUfbtmdjYYohBWYe0DDzFxH45D7z5/FBKVL81q6QG9OBsW0MH9S38LfoNh9FMKo1I55pQ2s4MlZ6ziPAj4K1RdTpt6p3dv4+RQciyqzuoJaz/1bm9RvzCxfmuau9sUrHO9kAtP73/qg4d9+/v7rRx5Rv4rnkgczctYXReIez2Gjy5lWsnacJulFI4MiZs9jezXbjvsgngdwD7xutVg40bUoh37Ejv4+SzkBERA8O/uJd/ytVU0q1s+Pul+21vL2ZPV9rvK491ZbMvo9aex/URPs+H9Uwu//AFKiaWmko4yl6uzHwvcR+fcoLDLjHRsa+ASSPc/mad+7N/JTEDJzByW2sBb6oB9p+3bc/ErljlErWvA252h4Hu3G63oKzO6KrcL44S5+5Ia6XZo7+QXDbtut8odFHG4DZ2x37+fdb8pC8WJJHMDY5gGtdt4keawDvud/Hfugbbdu3bt28FE5qu6alJLF/vNV7L8J3/FF6o/6QpZaeqebcEscORzH+y5BxVrEVqtDai9ZsrGu2/tAH/Vcx8TsNh5D3KuyB2GndIN3Yi1IBYH46EhPb9wk9vgpqxbirQmaaWNsRHMHR+08+OzPgg53Oa0EucQ1reYvf7LVCyXrGRe+tjRtG31LN+TvG0DsRH+0uIR28uWyWS+ljebdkH/tFkHwLv2SP81PRRMgaIoGtZG0cjGs9loHYAfDYIMvBV8VjIX7MeLH6x9qX9bM493c3xJ33U1XykdiXkMfK4nsVXO47HxHipDGNjNprnScoA9Vn5nILQ4O2exp5HObsJPcomzj5JmwNbJHIY3l75Jva3ce5b/ipc77nfsd+/zWiCNqY4VpJBJIyZsjeUxvi7O+q88cdeGzLmPj1Rp/HxQ2qHfMwU4v19fxdZf8WO9Ur0ytCA5vrMa8EOjbuzrRvDvba4fxVYnU7Hyo3J7kEE9yCNiEXtjilwx4fsw9vUc7JdMSV7DHWL+GpS2DYa87kOrAgbnf2t2fN/n5y4iaSwGAraZy+l8l+ksJn8ZJI2eX1rAmhIjka9pAMbt5SCwgcp3Gw2U2/b9x1oiEAEgDYA7Ab77fVFUEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERB9IERFjgiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiLUblzWtD/a5W8n43O8kGiyqdiWvIOkfVcd3N/MpiPAisxkuav18O1zQ+OoWOyWTlBG4d0GhzGtPju9zD7wPBc0L9K1HGQvzOXkadomGGDHVi7+2XSOI+LBt7kEth2S5Ow1jK8jPUL5X8vSEQZ4ucfy/FcV7O4unM5lSpFlrAeXS27z3sxbXb+s2FscgLu++x8wtuSykkuGMctOOiLsvLRowNJJa3+kfIQC4kbEuIG/jsFSGNe5zGxgSPkfyt5DuSgtZ1Plbb44KtPEVHvdzMbWxUc0jgPaJfJGZWlvwJPbxKwczmbeQkbHLfsWYYGdLnklL4nlvYlrNgQD4gEDZYcpFGJ1aMOfcf2sSxfrYh5sj+I8HfIqOA2Gw22HYcvh9ED5/5bIiINIwxlqtbcxxNWcSRhv66QFvJNCf2ZYy9v76ibefwuKtT4/I5nG1bVKcwyNvWY6jpmscX9blPtNkjcxzN/EOCl1H6p5rmFqOc17KlbIV6eorMXZ9egXFzZN/yucBWlP8AV2Wn+jQZ7SC0EEuBG4cSCXfHt2WqrAyN3JSSVtOyY6KrVjaZ8vaqvv1WyEDpQ14I3NMrg3s4F7eX4bLLrX8lBdr47LxV2vtxk1MnjeaOlec0eswQOe90EzfFpLnExwy7uPiQnETffvs0b99mjZo+XwRAREQEREBERAREQEREBcNmCG1A+vL+qlbs4fkcPZd/kuZEENj7jo2yY+86OO1TDWuJ8bEY2Eb/AKgA/VTJO5J7dzv28Fh2aNO7t6VXZLy9g4/hUV+irFGybGGNaJj2dN9ez1em4/m7dtj8EFhRV+efOVIZZpxh3QwxkubH1eq/d34VNsmD4Wzv5GMkhbOepvtHzAO279+2/mgvtpseZ0TUubNdc0zbNG21/wCsmqzd4A3+zJuqOfE9y47+0fF3xKm9HZaDIy6iwNQT2HZLAWBC+OtzV3W6wFmu1p/NvG5U39OVwSH1snEAdg2WrJu34HZBLooT+cGO8HussA/PVl2WyTUNPdraolssLmtsPZCYY4+b2Q4nv/FBPIm5Pc7bnudjuEQEREBERAREQEWNat16cXXszdGLfla7x5yPwqN/Ss0/ahjrdgnwlkHSrN+vu+KCbRQnLnZ/Ukkx9Nju7jA0zzjf3c/q/wAOyfoRsnazkclZ38Y3ziOB3zaOw+Q8EElYvVabC6xYhiO3ZhPVmd8mqHmuW8pDLBToEwzxOhkt3h6JEWuG3NG38RI77+az4MTjq72vhqxdRv43nd7f7J81JfPf6+P1QVHTksuLpVtP5ds8NmGSfH07M8Rgq3oQ6foNbK31C5tcRnlf3+57q3u35jvvvv35gGu+oHYfTsq3n47jX4vIU6br7cVdfds1BY9Hke0VLUZe38/L1fZ+CkMdlqGVhfPTtwzmNjXW4g/7+uXAEMfH+Fw32LfIghBJoncdnePn227ogIix7NhlWvNPKeSKJriXHtzgsPb/AJkEBYP6ZzcNCF8jqODkbcvugdyCe49u8FZz/MsZ99ye90SswO4B7dxv2byD+Hl8lD6eifBhcfI+LpyWKxyFoe6ax95J/wBTipnbbt7uyAiIgIiICIiAiIg3iR7Y5o27Bs22/wBFXsxemc4YbFu/72uRdUzRx9aPFQ83IZ3M/E8j1I4vCWQuHg2VSd67FjqNq9OG9GpXdPKSfupAx25a76OYprROKZhcTJqfLwxvyM0zZGV5fHIZORnMGSf8KAEgf8JrEGdcx1bTGCxelqsPLPExuTyXLIZZYzyiOGtK/wA3BksspPmbBUdBcu1wI61mZjXO7sB6sJ+YXDYsS2ppbE0jpZZ5XTySv9uVzyXFx+JJJ+q2RmMSMdJz8gd63J4oJN+TyUUhaZQxxHYthiDfpv38/NcYzGV773p2bdtxIGj6Dw/gpN0NSzE+WNjJHxwAMcP1jdh5/FVkeA38du6CT/S2R8X2HSD3yMjm5vjsf9VyR5q7F3aK/Nv6r2Y+KJzfmfNRgbI5pc1nM0e078q0DS8hoaHuPs8ntDdBN2MllX1Yrr7LGsnldC0sb0ZiWnxBHZcmKfNKJ5p5Z5JHENPWPMSfifNY0kE4wvK+OUdG+54Dz6o3jDv/ANpStOBleuxgGzngSuHxI3QZM3KGSlzd2tbs5jvZdt7lSnEOc5zWhrS4lrR4NHkFcLRPo8ruXn3bynyVTdA+JrDLHyB7Q6M+4EdkEliXRCVzXM3mI3G/mPJWHYDsOwHYBR1ENFZksrIg2NpAfD7ZA8z8VFz5GV7z0HydN0fId/H6oLHzNHn/AILd4qBxDZHSmRz+YQM6YB8Rv2U9tt293ZBubLJCDJG6Rjw1223gqy+6y1IRdqNnkaNjPXJrSge8hvquPvL+581Y3DmG3guIV4R36MAkkDhzmLck+8oOarBXkqweiyO/Vt5Y7DRDLtsOwI7fw7Le+NzCQ4EEHlcCdyCPLfz+ax4WdKFrHbczQGgAbN7DbsswWJCAHtZLG0AFsngB7kHAizBDDZANd4hlbsBBJ+I+5nw9y4ZYZqwc6aORjWt5nn47d0FY1PP08NkmMfyyGs5rmjvzBzGqvUWdOlTZ4clWNm3yYAt+rMgLOLniiZs0yR7u83euO65gOUBvuGyCw4pj2MMbmSBsg6gcDtvv3Ux/E/Px+qqle9PBGIx60XPu4Kdq3Y7b3NZHylo590EPaFiSxNA1j5GxPdKI2fhDiSHf4rWvE19afrPLfRidmu8XOPjurC72STs3dhJLPE/NV6t0y90bJWmTZzuaStzbnv6u/n80EYPAb+Pmi1O4J5gA7f1gBygHzAHktEGyRkckb4nt545RyvCia+Fr15RLJLLZEB/2GvL2jr7+O3wH+imUQNgOw22HYbeH0REQEBcwtI9prudvxREFnqX2TxF0j2RyxjZ4k8Hj3rNjkbLHzw7cm/L6u/Lt8PgqX6u53333HP7uVSE1nksNfVkf04o2NdGPA7AILRtt293ZFsjf1Y2SEEGRgeQfEbjdb0HTfGLH6lzlDB6bxEtWjjNQZH0LKZC0N2M5R1IGSD/iPhdG0e9sQ/pF0DxK4Y4rQemcBPFqCabMWLnLZoTv569l3L601VnkY3dNhf8ABewtU6doarwlnCZJj5Kll7OsyN/RLix4kb3+i8pfaFs4iWzpetiL1WduJr3MVPBBdity4wxOhkMcrW+sHeIIPfcHdVr7wPObQA1oA5QAAG83Py/Dm8/n5rVPkA0eTQC0D4beSKcEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERB9K6lG7edyUaNq2/fYtgryzv3+Q7KT/AJtZln+8VoqDR2ecldgx4B89xLINj8CPoq/kM1q2R7jJefkceXE/oyMjHtqN37Miij+6LWjsAe2wCj62UqWXGNr3QWmHlfTsARSt28SCOx+nZY4uH6DrM72c/gq437tjsS5En6wsIPzaSPcSO63DTs08ckmIv4/MbNLhVoSOr5CQN9veKdsby1vf2SVX+3l3HkSeYn6+a3McWOjcxzo5GydSIiXaRjgfaaEGjgWuc0hzS0kFrhs4beRG57/U/MrRWRt+pm2lmWLauSP6jNtaQyyfy3Q0E7HyfGCT4vY7u9RF/HWsbKyO1H03SMEkEsbxJXsRnu17HDsWkdwQSCCO6DCREQEREBERAREQEREBERAREQEREBERAREQEREBFuZFLM9kUTHTOlPLHEGdaUu/ZCnDhIqYDszkIaUw8cfXjORvgefM1ocyN3va9zCDuCB5BAqXp4PIXIfSunFWoc2xyGRmZjqQPuY9/tn4R+sswZDCUGj9GYuW3bA9S/mZOpE0+9lRhMYd57uJ8fEqJu372SlE12zLPI0coZJIHRRNHYNDB2AHgAOwQSvo2n6Tj6VkbeTka3YwYus6Ks4jxDpZy14/da75lG6hfVY2PC06eJY0n/aWRi9mHA+RsOAe0f2AB7gFXe3lsR5EDYFEG6SSSV75ZnuklkeZJXveZHPcTu4lx7kkk9z3K5YLEld/UY0F5byjnj3ez9pv+i4EQTpmjdiWTWYpLk0ORfGXyScsW80Yl9YeX6pYDshZ5XxRFleJxIMNOLkjd83efz81z0h1qOUr+6vHc/8AlymP/wDdUVvv39/dA+Y2+G++yIiAiIgLkgnfBM2Rm/q+qWv8JWn22/5rjRBlWqsdSflqwivWnHplSKP8PV9cj/qUXcx9LIMbDcrMsxxzNtxiQOd0SxvJu3b7xj/2m+fgpys+OaH0Od3K4nejN/UP/E36rAkY6OSSNw5XRvLHN/KQdiEFTbDldPusGvBPncHyB7Kps+k5ik78UTXSua2w0+1tK9sg8mSn7sTtC/XyNWO3RsGzFK4xtk539eN49tk0bgHNeDuHNcAQdwQD2WYoOxhXm3LexuSu4iS29kt9taNlite6TeQHpyMkAePN23ignBycvb1WGNzvDYM5R7Wy69w7dRsfn8hj7ta/C/LSurtyxnhjtsY3q/cTGQGGNod0SdumH1uoOzgpyXT09kBt/P5q1ES1tmETw0qdtrezRN0YQ4E+bowC/fd4G5VjjijhjjhijbDFEwRRxMaGMia0bBoAAAAAA2AHgggXalp1QXX8fmqJgi61mOzhrD4oGsdueaaJhiGzneO5HbxPirABsAOcSbDbqDwf8fAePj4BRedqPyGEy9GHmMl3GT1g0BkUjd43M2aZO3rc/wDio+tlcrFep1sjiKmPqXWyMoyvvtuX+tBGJuWeBscbWgMjl5XCVw9zUFlRCNiQAQB2AceZw+Z2H+QRAREQEREBERAREQYWSgdbo2K7B94+EmL3btcoyDGWrMcIzFguiia1jaNf9U8gAc0nx96sCIOfGzuxNipapCOGSlKOi1v6hju2zT/ab/mrdqHFQ3641ThhzY687myEEJ9fGWHetKP7HMXAfAKlKfwGdmwtgnpi1Qtfc3qTv1M7D4kftNQQB3JJPLufHl9n6fBReYi6+MvM90Lpe37DWq+ahxVKMQZnDyekYPIyObAJf/YJQd31Zf7R9Zqqj29Rr2et63N7Xtez5/FBxVZevVrTf11dkv8AzNB/1WQofBu3xVZv9UJIf+V3Kpjbbt7uyAiIgIsW7cgoQGxYI5d+RrWD1pXH2WlRrK2Xuta63Ybj4Xjn9Fqs+/cD32dJ5H3/ABQTLpomuDHTRscfBhl2J+i3+PcbfQ7hRDcFixG6N1Yl0h3dLI/q2CfM83mfj5rhbp3FgActk7Dbc2pWk/MDsEG7PnloCb/3a1Ha/wCUhimgeYA+8bqIZgcVG5j202EsPO2R08szub4j37qYHYbdht5AEAfx7/xQEREBERAVfzdaaN1fMUI3Pv4+SISxwxNc/JVHSH0qB7B944iPqSRcvjLCzt+GWwLAv5KhjImTZK/WoxSP5IX2bHo7J3fkYfxu8uVBvo5GnkYnzUbcNmJriySWMvD43g7FkkbvWa4HsWu7g7g91mfPb6DYKsUy29qEZCpTtwxfoiSjYmsUPQ4L73SROjEjP6ZoZ1Q38rZpB/SKzA7gHdx3G+73c7z8z5n4oNVXtRu5qVemPXs38tSgqx+94sslDv7pkMsv92rCoHPsnZDVyVSEz28VfhtNYyIlskAkjjtxu29bfpSyP7feb9Ll9VBOjuB8lquGvPBaggs1Zm2K1iFs9edoAbOx7Q5jxt22IIPbt3XMgIiICIiAij8tfbisVk8m+AzjH0JL7a7+7bAY2T7r+8cwN/fUXDis7DGw/wA5557LmB1o5GnWsUnO23d0eSNk3jvtzyvH7KCyIqxQluUMzaxt/IWLsdqpDkMRPaZFG10rTO21ExsMLGgQjouAe4nafuT4qzsY5zmxxNe93O2KONm25cdh5Ej+CCOFCfUeocNp2AV2wRsk1NlrVl3JFUrUJIiwud+AmUsLT+IRSe9WvO5GLI2I69Nr48Rj2DH4yJ7eVoiPczSDykkIDnD3krHcKOnZs9pqk178zk3VM3qq3IPuD1ohDXx8fwjbS55f+JOVG+Pf1/7z2/r8UDcnu7fmPd3N7W/nusmkGOswse0vBJ7P8PosZckUronh7ezh4ILjHEyNvK1ga0+LR4FQt3HEzh8TmxskJ7SeAce+yxGZKwZg+R+7N93N93wWfZtMmjhsxgiSKbYh/s7EoMutUhpM3mc3m5XC0G+y8D2SPmsOvYrOtRdGJkbNj6Q6TwP5VxZG61z/AEdnscu8+43b+zsobv57b+e3ggvcZifDOxxje5m1vt4er93/APurZ9APgPAKBwDwbklc+1apvgH8TIP/AMpToJcA4+JG5QHDmG3gozJVpZ2RGHvJC4b7DxBUoiCJo0rFeUl8j2xta5pZHJsXA7qGs13QzOjHMd3HkBO7gN+wJVuc5rWlxdyNHtHdV+eWO1fiLJCwRnYSO8H7fhQZuLqvhY/qDYzndo92yky8BvUd7I7u/wBVr/D6eH0XHKGuik527jl9j8yDUyxgNLnxsD2h0bPMgjcb/RRByBZalZJz8kcnTj5fDcnYbfBRMs0hcQZHsbG4tjYJdgxo7AbfBKxa61E6QvO7992nckn3oLhsR2d7Q7O38d0Q7bnl35d+3N47fFEBczJ5mtLBKXRnt0t+rEfm1cKIKzqHFU7r8e2OeHH2p8vC8QPG1a0Wl3Zr/wChcf8AqUe9j43uZI3kexxY9h8WEHYj6LXVDjJk9O1tuVgksTSH4hgLVKNecrG1kojZkYogWud+ovMAGzJP2m+DUEQt7XOaS1rtmuLTJ8uy2ua5jnMc2RjmEtcyb9awjsQ74jz+K0QTByckEnShDJYQ3laD47DsFgus/fmwyKON7uzovMnxLliog3PcXOc47EucXEjwJJW1EQEREBERAREQaBvM7w5e/Y7+Kl8dDEZSyePqPkG0Z94b4KIb3cfD1iGf5BWJ8tSBsNaZgcGAva78rkEs0AAADlAGwb+X4LEmu14Ts54cQdi1p7gjxCh5crK5nJF6rCO7vf8AFRZJcS4nck7k+9BcopY7Eccrd+Uuc0g+19V4G4zaUuYDWWZveiSRYnOWnZCjeP8Aukr5WdSVn9rruevbdPIdFoilA6LI3BvJ7W5cup/tEPhGi6vO9jXzZqNrGO9o7N81dWdSPEh2JJA5QT2afED3LRP4fTwRTAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIPpAsS3SqXWhlmBso2+7dt0pYz+ZpWWixxAitlcdsak/6Rrt7Grbd0bEYH5Jvxf2Vl1svWsObDMXUro9X0e03pOk9/KVJrHsVatxhZZgimjHYNf8ArGO/M1BkfQD4A8wH181M0cxJXhNG/CMjiN+Y05CSa7nf0kUg9eJ3z9R3yVOxL3QSZCoZXPbTnYYup/RxuGzR9Bssue/SgG0luuzl7EmTbbbsgsmRxja7WXqb32cTZ7VrTnCOWs/8UMpHZj2+y4js4gqIJ3JI27nfs3kH0Hl8lw4/V9GgZoRHLl6dlrY8hj4Ye1sHwcx/5o/638O3Ks7IUsj0f0hgMdPmsM9oc6ZsnodjHuPfp3oz99CW77czfUcR27bIMdFBk5+fYNGOqNPdznPksT/TyP0Woxt+UH0nMWS09+WBkdMt+HMe5+Z7oJtFC4Z7/R78Mkr52wX54WPncHu2b6o3cOxPbufNTbvad4H1j3Hgg0REQEREBERAREQEREBERARFk1Klq9YZWp13WLEn6pkbOu9w/EXj8DW/mQYylsdh7eQa6yHQ08fD2sZG3J0KtbbxDz+Mu78rfks98WIwLjHZbDm8jGT1omPIxNVw8A+QEPkcD2IJYwkeLx4xeQyt7KOabk3PG3tHTjjbDXrt8gxgADWgbAAAAADsEEk/K18ax1XTzZoH8jo7eXnjEd2009i1rj6kDD5AeuQfeq2PAePh577/AOPf+Pda9vLw8kQEREBERARFzVq01udsEGznv77+HRaPaKCSofc0crbf+rNX9Hj5yHmUP4KUyVmIiOjTO9Sr7Mm/6+Twe76ncqLO252Gw37D3ICIiAiIgIiIClYy3IxRxOaW3q0fJDJv/vkbRs2P90bD6KKWrXOaQWuAc13MHs9pqDTZw7ObyuHZzfynzCKUE9a6BHbLYLQG0N8M5a8vubZb7/c/z8Vg2IZas3SlaGvaOoC1/VEjXeBDvPf3+aDhRNgOwGwHYD3BEBR2RxzMlFCwSy1bNWx6dSuRM60lSdjemyVo/KGyyxu/8YqRRBAYrLvnmOJyTW1s5BH68HLy1rbQNjPWP44H+0+P8Djt5Kf3B7gkg9wT4lYV/G1MlFDHaY4mu8yV7EcprWq7nHfdjh67NvIn1HfJQ00uWwfRms2nZfEB3Su2XVujnKcZ/wDaeZnqStY71X83s90FmRbI3sljZLG6N8cjA9j4ZBLC8EbgscOxBHgR2IW9AREQEREBERAREQEREE3iMwcd6TXsQem4q8wR38cZNg/bwlZ+0PFZljT4sxy3NPTDL0xHzzVWnbKUGkb+vD57eBk89t1WFyQzTVpo5oZnQyRu54pIX9FzT8SgrMIyOMdcgONfaimuyWI7MdmNsga55cAQfPYjssl2Xnj5jLiL7GhvO6TcO5W+Pj4H6Ls2rkKWpiyhnenVy05c2hqGGv1ZJHjfaG43+kDj4P8ALxVKzNWxQblaVqNsM9eOWvI1svWaxzGBrgH/AIgCD63n4oOOvO23BHYjDhHLG2Vgf7YDgCAfj3Ws88NaN09g8sTW7vP9Yfwj/JV6hmI4qNSCOpetTMgYw9GtzNJDQDsfPwWQ2C3k7Akv1zVp13NkipTv5DZd22Mw8uX8IQS+Jw82Vc3MZI9CNw/7sq/1LTsRJ++Nj9VM5CGCIRsieBKxoa6JntEAbc3+qlq16s+EB0hDo2hoEp3lft5j5qByLg6xI4b7OYHDm9ruPNBiHxOxJHkT4lEXKytNJE6Zjfu2OIcfH5oOJFIOrSzVo54Yg/wa7k9r6rDlgsRDnfHNHu4s9fwQcaJtt2PcjsUQEREBVLTbYbNrPX5n0rN+PPWaBd1PSLmPhi5mxwyn8DSAJmj1Ng/2JvbNrO3rb+qS3mcfeB/6KCwLWPGWvNZt+k81PYc7f2mRGKjGf4VQgn+/nvv57nmP1Pmi0G+w38du61QE7DYFpJIIe159VzXe5EQVhom024SPmFjTzrUk8gfGLFzDdVxc8gnsYeY7AH2ABzHphrorJHIyWNksckc0cjBIyaGQyxSgjcOa49yCDuCfEFb/ABHKQ3l2cHk/q3g/hcqvi5GYq/kMJZYa8dm3JcwQe0yUrFd8Nd0zI5B627ZjYAgH3h23b6qC0ItT4nYkjfsS4PJ+o7H5jso6/k61B0EMgnnt2QTSo0w99+6R7QijZ3DW/ifJ6vmgkFqSQ0vI5WDsT5HbzVdYdT2DG8sw9OGyTyx8slm9jgPBznNIglJ82AxtaewLwO+g01VnAdlrN3Nv5upy3Zw6i0k7kCCPkj5e/YOY7sgxyJdRz3om2nV8NTyDKLY2w9Y5R8H3s8b3/hgLyY3fFkqtX0cPg87vHzPvWyKOKKOOKGOOGGJgjihhjEUMTWjZrWNAAAAAAAAAA8At6CE1BUkuYuya9Z9m/TjdkMayCf0OdtljJGwETfh/EOX8XWVmxGXGCww1RaxGSvZMWP0ZpbETwAWctbY3mfPICQ1leMElziRHz9Lme13qKRw+JbdE125KKeJpbSXLjm87nkeEMY/HM7wYPwsXBmMp+k7nVjijqVIG+i42o13PBTib6reY+by0Dc+Z3QVbF1r8b7uSytiOzlMpbFyzLAC+BjGjZrI5SAXPG+z3EAkgnzUmBsANgNhts07gfJa7AdmgtaOzQfEDyCICIiApBhP6PLSN2G4wF35eyj1ktkYazqzva5+q36ndBpYkEjw0N5Gxt5Af6zbtv9fH6rGHgO23bw9y1+aIMinY9GuV7IdythkEjj/9NXAuHPLGDuIZXRg+/Ykf6KkDm9XlHK5ruZp96nZ7b4bFaw0jkt0IXzFntEsY2uf8WIJnmYZDG52ziOcD3ea1/wAVB457Z79iRu/K7dw38didwpwdwD70GPaZK+GRkH6xze/xGyrArSCCaceEDgx3z8CrcRu0t8j4rFfTBrSQB3IJHmTc+biST/mgiMbK+MuYJIwC4gRP/Wv7/hWRdvWWczGMLI3t5XRSfg+Kx62NsMtNbK31WHcP37u+K2zyPhyM3YyGTts/sA3fsgi9tuxIcR25h4O+K52RxMLZLI3ZtvGxntOKl7FEkS2WAE9JoaweDOw7KCIIJDhs4HZw9x80E3BlAZYoumY4HARtB8QR27qbe5sXtOaweAL+4Kp9b/eIv7YViyrZDVm5Wbt3G53Qb33YGOZGHNe953HTWZ499iN/I+IVRos57cB8OWbfbb8rf/5KXdmqrCBY3hh2c58rvZHL7kFczTutqejF/wC7Yhz/AP5szo/9FyN3BaWuAc0c7XN9pvZRotRZXMXcpB1HU/RWY6nKf1cpcOYuHwPj9Vng7gH3jdBKNvV7LWx5CuZS1vKy9Vd07cQA2HOz8Q/zWkmNeWOnpTNyEA7nox/7VCD5vi/CP2lGrfG+SORssb3xvZ4PZ4hBs2I7HYkdjs7nH8fP5opX9IQ2fVyNczO/DdrO6dwftPZ+IfHzT0KpL3p5OqXHv0rcZpvPwBf6v8OyCKRZ1nHXakbZZon+juOzbETg+En3Fw7H5jxWD9APgPAICIiAiIgIiINQSDuFoe5J96IgLQloa8veWhp5Tz+yxgbzud/mtVQdQcP6GZORsVcpmsJkskWNu3qGVlYbUQ8YXQu9Us23Gw7e5BXbvFwMn6+N0pnsjho5w9+oAW0KLY2npuma9zRGWtPqgvkbuPFZfFRtbLcObmRtQmF1b0TI0GmRkxoyukhaG87HOY7dk8o5muc0+TiO67DxWMqYbGVMTWbvVoVm1YWyRiVswDQwl48NyB3HxVSyfDfAZSzFzTZKviuZ0lzAUMlJUwuQeTvzvrj9W4HuXD21WJ1Ox4kkr2YmQySwSxRWN/RDLD047e3i0O8w3yPwXD8ttvLbuPovTfGvTog0vpt9GptjtPyPx8ghJLKcM7IGtc7f8zq8PivMhJcSSNiTuR7ipqz3RsERFUEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREH//2Q==\"></img></div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "current_crime_map = gis.map(\"Boston\")\n",
    "current_crime_map.basemap ='dark-gray'\n",
    "current_crime_map"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 128,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 128,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Subset the last weeks area to show on the map\n",
    "cur_week_precincts = list(recent_week_df['PRECINCT'])\n",
    "cur_week_precincts\n",
    "\n",
    "precincts_sedf.spatial.plot(current_crime_map,\n",
    "                            symbol_type = \"simple\",\n",
    "                            cmap = [90,180,172,225],\n",
    "                            outline_color = [225,225,225,200],\n",
    "                            line_width = 0.5)\n",
    "\n",
    "# Select the top 5 precincts\n",
    "top5 = precincts_sedf[precincts_sedf['PrecinctWardID'].isin(cur_week_precincts)].copy()\n",
    "top5.spatial.plot(current_crime_map, \n",
    "                  cmap = [0,0,0,0], \n",
    "                  line_width=1.2, \n",
    "                  outline_color = [237,117,81,255])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 129,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 129,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Write the map to html for use in report\n",
    "current_crime_map.export_to_html('ReportMap.html')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 130,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create a html version of the report string\n",
    "report_html_string = \"\"\n",
    "\n",
    "# Add html line breaks to the text being written\n",
    "for cur_line in report_string.splitlines():\n",
    "    report_html_string = report_html_string + cur_line + \"<br>\\n\""
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The html report template is written in html as a string below. The text is added to the report as html strings. The map and chart which have been saved as html files are embedded in iframes within the report. It is all combined and styled into the single document which can easily be shared.\n",
    "\n",
    "**Note**: This notebook uses a local reference for the embedded map and chart. So you will need to have all 3 files in the same location for it to load."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 131,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Build a html report\n",
    "\n",
    "html_report = \"\"\"<!doctype html>\n",
    "\n",
    "<html lang=\"en\">\n",
    "<head>\n",
    "  <meta charset=\"utf-8\">\n",
    "\n",
    "  <title>Crime Analysis Report</title>\n",
    "  <meta name=\"description\" content=\"Crime Analysis Report\">\n",
    "  <meta name=\"author\" content=\"SitePoint\">\n",
    "\n",
    "  <link rel=\"stylesheet\" href=\"css/styles.css?v=1.0\">\n",
    "  <link rel=\"stylesheet\" href=\"https://stackpath.bootstrapcdn.com/bootstrap/4.1.3/css/bootstrap.min.css\" integrity=\"sha384-MCw98/SFnGE8fJT3GXwEOngsV7Zt27NXFoaoApmYm81iuXoPkFOJwJ8ERdknLPMO\" crossorigin=\"anonymous\">\n",
    "</head>\n",
    "\n",
    "<body>\n",
    "  <script src=\"js/scripts.js\"></script>\n",
    "<div>\n",
    "\n",
    "<h1> Crime Analysis Report for {}</h1>\n",
    "\n",
    "{}\n",
    "\n",
    "<br><br>\n",
    "\n",
    "</div>\n",
    "\n",
    "  \n",
    " <div>\n",
    "<iframe src=\"ReportMap.html\" name=\"frame1\" scrolling=\"auto\" frameborder=\"no\" align=\"center\" height = \"400px\" width = \"800px\">\n",
    "</iframe>\n",
    "</div>\n",
    "\n",
    "<div>\n",
    "<iframe src=\"ReportChart.html\" name=\"frame2\" scrolling=\"auto\" frameborder=\"no\" align=\"center\" height = \"400px\" width = \"800px\">\n",
    "</iframe>\n",
    "</div>\n",
    "\n",
    " </body>\n",
    "</html>\n",
    "\"\"\".format(time_string, report_html_string)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 132,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Write the html report\n",
    "f = open( 'CrimeReport_{}.html'.format(time_string), 'w' )\n",
    "f.write(html_report)\n",
    "f.close()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Conclusion\n",
    "This notebook comprehensively examined data from the calendar year 2017. We downloaded live data from 'Analyze Boston' portal, cleaned and prepared it for analysis. We explored both the spatial and non-spatial attributes to answer questions such prominent categories of assault, incident variability by week, by day. For the spatial analysis, we used powerful tools such as hotspot analysis, emerging hotspot analysis and time series clustering. Our analysis shows that the majority of the ward precincts fell into Cluster 2 with very low crime incident rate, so Boston is a very safe city.\n",
    "\n",
    "The Analyze Boston Crime Incident Reporting is updated frequently (while creating this notebook it was usually 2 days behind). This means that we can use the API to get the current crime incident situation in Boston. By using the most recent data available in the API we can determine if crimes are currently on the up or down trend. The top precincts for crime incidents can also be identified and we can determine which top precincts have consistently  high crime incidents or new precincts with the highest number of incidents."
   ]
  }
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