{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "25b08f7c-66c5-4288-a181-26b93152cccd",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": "slide"
    },
    "tags": []
   },
   "source": [
    "# <center> <a href=\"https://datatopics.worldbank.org/world-development-indicators/\">Working with World Development Indicators (WDI)</a></center>\n",
    "\n",
    "<center><a href=\"https://data.worldbank.org/indicator\"> <img src=\"https://raw.githubusercontent.com/SMU-Econ-Growth/EconGrowthUG-Notebooks/main/pics/logo-wb-header-en.svg\" alt=\"WDI\" width=1000/></a>  </center>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bcfd2043",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    },
    "tags": []
   },
   "source": [
    "* World Development Indicators (WDI) is the World Bank’s premier compilation of cross-country comparable data on development."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0978f16f",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    },
    "tags": []
   },
   "source": [
    "* Widely used for analysis"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "76fb59ab",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    },
    "tags": []
   },
   "source": [
    "* Free and easy to access"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ae68b7e7",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    },
    "tags": []
   },
   "source": [
    "* Lot's of variables are available, from multiple sources that have been collected by the WB. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8c31f0e0-64d7-4b55-a649-edd4cd2bf45f",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    },
    "tags": []
   },
   "source": [
    "* If you check [their website](https://data.worldbank.org/) you can see more information on them, also identify and search the variables you may want to focus on. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6e662ed9-f55b-410a-95d1-8b839acfde30",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "# Setup"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5bfdfab3-6e93-4e74-a24c-65206af6a0ab",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "# Import Modules and set Paths"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "d815c5b7-8853-46e5-8186-e932db00ce9c",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [],
   "source": [
    "# Basic Packages\n",
    "from __future__ import division\n",
    "import os\n",
    "from datetime import datetime\n",
    "\n",
    "# Web & file access\n",
    "import requests\n",
    "import io\n",
    "\n",
    "# Import display options for showing websites\n",
    "from IPython.display import IFrame, HTML"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "fb591c9a-0e62-41cb-b5db-91ad6c68b96f",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Using matplotlib backend: <object object at 0x11bf54910>\n",
      "%pylab is deprecated, use %matplotlib inline and import the required libraries.\n",
      "Populating the interactive namespace from numpy and matplotlib\n"
     ]
    }
   ],
   "source": [
    "# Plotting\n",
    "import matplotlib as mpl\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.ticker as mtick\n",
    "\n",
    "%pylab --no-import-all\n",
    "%matplotlib inline\n",
    "\n",
    "import seaborn as sns\n",
    "sns.set(rc={'figure.figsize':(11.7,8.27)})\n",
    "sns.set_context(\"talk\")\n",
    "\n",
    "import plotly.express as px\n",
    "import plotly.graph_objects as go\n",
    "\n",
    "from plotnine import ggplot, geom_point, aes, stat_smooth, facet_wrap\n",
    "# Next line can import all of plotnine, but may overwrite things? Better import each function/object you need\n",
    "#from plotnine import *"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "e6c4dca1",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": "subslide"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Data\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "from pandas_datareader import data, wb\n",
    "\n",
    "# GIS & maps\n",
    "import geopandas as gpd\n",
    "gp = gpd\n",
    "import georasters as gr\n",
    "import geoplot as gplt\n",
    "import geoplot.crs as gcrs\n",
    "import mapclassify as mc\n",
    "import textwrap"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "b1a41738",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": "subslide"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Data Munging\n",
    "from itertools import product, combinations\n",
    "import difflib\n",
    "import pycountry\n",
    "import geocoder\n",
    "from geonamescache.mappers import country\n",
    "mapper = country(from_key='name', to_key='iso3')\n",
    "mapper2 = country(from_key='iso3', to_key='iso')\n",
    "mapper3 = country(from_key='iso3', to_key='name')\n",
    "\n",
    "# Regressions & Stats\n",
    "from scipy.stats import norm\n",
    "import statsmodels.formula.api as smf\n",
    "from stargazer.stargazer import Stargazer, LineLocation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "76b21c74-b121-43b0-89b0-49d5ed31426b",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": "subslide"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Paths\n",
    "pathout = './data/'\n",
    "\n",
    "if not os.path.exists(pathout):\n",
    "    os.mkdir(pathout)\n",
    "    \n",
    "pathgraphs = './graphs/'\n",
    "if not os.path.exists(pathgraphs):\n",
    "    os.mkdir(pathgraphs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "e93a913f-27d4-43f4-80bf-30e32d60c775",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": "subslide"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2020"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "currentYear = datetime.now().year\n",
    "year = min(2020, currentYear-2)\n",
    "year"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "97987796-ce47-4c36-b74f-2640ea2cd410",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": "slide"
    },
    "tags": []
   },
   "source": [
    "# Getting WDI data from the World Bank"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "09d375da",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "* [Head over to the WDI Indicator website](https://data.worldbank.org/indicator) "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "41a29846",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "* Search for the variable you are interested in\n",
    "\n",
    "    (e.g., **GDP per capita, PPP (constant 2017 international $)**)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "339859d7-19b7-4f20-82a2-eed78babf2f8",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "* The link will become [https://data.worldbank.org/indicator/NY.GDP.PCAP.PP.KD](https://data.worldbank.org/indicator/NY.GDP.PCAP.PP.KD)\n",
    "\n",
    "    (if feasible it will display a figure)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "a7b0ad52-039e-42da-987b-5b2306e2532b",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"500\"\n",
       "            height=\"300\"\n",
       "            src=\"https://data.worldbank.org/share/widget?indicators=NY.GDP.PCAP.PP.KD\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "            \n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.IFrame at 0x334511810>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "url = 'https://data.worldbank.org/share/widget?indicators=NY.GDP.PCAP.PP.KD'\n",
    "IFrame(url, width=500, height=300)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b21773a4",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "# Downloading the data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3c267fcd",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "* Suboptimal: Download from the website \n",
    "\n",
    "    (Not best approach, since you need to do it for every variable every time data is updated)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "adbee1aa-5808-43f0-aa48-1cb61faf6121",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "* Using API: Let's instead use the wonderful [pandas-data-reader package](https://pandas-datareader.readthedocs.io/en/latest/index.html)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b4147d80-aa86-4388-9bfb-788588b7b73f",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "# <font size=\"30\">WDI with</font>\n",
    "# <center> <a href=\"https://pandas-datareader.readthedocs.io/en/latest/index.html\"><img src=\"https://pandas-datareader.readthedocs.io/en/latest/_static/pandas-datareader-plain.svg\" alt=\"pandas-data-reader\" width=700/></a></center>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "8223144e-4b70-4b8b-b562-393fa6a44a4a",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"800\"\n",
       "            height=\"400\"\n",
       "            src=\"https://pandas-datareader.readthedocs.io/en/latest/remote_data.html#remote-data-wb\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "            \n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.IFrame at 0x333e1a010>"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "url = 'https://pandas-datareader.readthedocs.io/en/latest/remote_data.html#remote-data-wb'\n",
    "IFrame(url, width=800, height=400)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b4417f82",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## Steps"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "04ba9553",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "1. Import **pandas-data-reader**\n",
    "```python\n",
    "from pandas_datareader import data, wb\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "76c2abf3",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "2. Download basic country/aggregates information\n",
    "```python\n",
    "wbcountries = wb.get_countries()\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0fe68b48-525c-46e9-80c1-2264a94c50bc",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "3. Clean up\n",
    "```python\n",
    "# If you want to keep aggregate data for regions or world comment out next line\n",
    "wbcountries = wbcountries.loc[wbcountries.region.isin(['Aggregates'])==False].reset_index(drop=True)\n",
    "wbcountries['name'] = wbcountries.name.str.strip()\n",
    "wbcountries['incomeLevel'] = wbcountries['incomeLevel'].str.title()\n",
    "wbcountries.loc[wbcountries.iso3c=='VEN', 'incomeLevel'] = 'Upper Middle Income'\n",
    "```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "3a86e98b-d339-47da-ae6e-df1f58993b33",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "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>iso3c</th>\n",
       "      <th>iso2c</th>\n",
       "      <th>name</th>\n",
       "      <th>region</th>\n",
       "      <th>adminregion</th>\n",
       "      <th>incomeLevel</th>\n",
       "      <th>lendingType</th>\n",
       "      <th>capitalCity</th>\n",
       "      <th>longitude</th>\n",
       "      <th>latitude</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>ABW</td>\n",
       "      <td>AW</td>\n",
       "      <td>Aruba</td>\n",
       "      <td>Latin America &amp; Caribbean</td>\n",
       "      <td></td>\n",
       "      <td>High Income</td>\n",
       "      <td>Not classified</td>\n",
       "      <td>Oranjestad</td>\n",
       "      <td>-70.0167</td>\n",
       "      <td>12.51670</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>AFG</td>\n",
       "      <td>AF</td>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>South Asia</td>\n",
       "      <td>South Asia</td>\n",
       "      <td>Low Income</td>\n",
       "      <td>IDA</td>\n",
       "      <td>Kabul</td>\n",
       "      <td>69.1761</td>\n",
       "      <td>34.52280</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>AGO</td>\n",
       "      <td>AO</td>\n",
       "      <td>Angola</td>\n",
       "      <td>Sub-Saharan Africa</td>\n",
       "      <td>Sub-Saharan Africa (excluding high income)</td>\n",
       "      <td>Lower Middle Income</td>\n",
       "      <td>IBRD</td>\n",
       "      <td>Luanda</td>\n",
       "      <td>13.2420</td>\n",
       "      <td>-8.81155</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>ALB</td>\n",
       "      <td>AL</td>\n",
       "      <td>Albania</td>\n",
       "      <td>Europe &amp; Central Asia</td>\n",
       "      <td>Europe &amp; Central Asia (excluding high income)</td>\n",
       "      <td>Upper Middle Income</td>\n",
       "      <td>IBRD</td>\n",
       "      <td>Tirane</td>\n",
       "      <td>19.8172</td>\n",
       "      <td>41.33170</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>AND</td>\n",
       "      <td>AD</td>\n",
       "      <td>Andorra</td>\n",
       "      <td>Europe &amp; Central Asia</td>\n",
       "      <td></td>\n",
       "      <td>High Income</td>\n",
       "      <td>Not classified</td>\n",
       "      <td>Andorra la Vella</td>\n",
       "      <td>1.5218</td>\n",
       "      <td>42.50750</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  iso3c iso2c         name                      region                                    adminregion          incomeLevel     lendingType       capitalCity  longitude  latitude\n",
       "0   ABW    AW        Aruba  Latin America & Caribbean                                                          High Income  Not classified        Oranjestad   -70.0167  12.51670\n",
       "1   AFG    AF  Afghanistan                  South Asia                                     South Asia           Low Income             IDA             Kabul    69.1761  34.52280\n",
       "2   AGO    AO       Angola         Sub-Saharan Africa      Sub-Saharan Africa (excluding high income)  Lower Middle Income            IBRD            Luanda    13.2420  -8.81155\n",
       "3   ALB    AL      Albania       Europe & Central Asia  Europe & Central Asia (excluding high income)  Upper Middle Income            IBRD            Tirane    19.8172  41.33170\n",
       "4   AND    AD      Andorra       Europe & Central Asia                                                         High Income  Not classified  Andorra la Vella     1.5218  42.50750"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wbcountries = wb.get_countries()\n",
    "wbcountries = wbcountries.loc[wbcountries.region.isin(['Aggregates'])==False].reset_index(drop=True)\n",
    "wbcountries['name'] = wbcountries.name.str.strip()\n",
    "wbcountries['incomeLevel'] = wbcountries['incomeLevel'].str.title()\n",
    "wbcountries.loc[wbcountries.iso3c=='VEN', 'incomeLevel'] = 'Upper Middle Income'\n",
    "wbcountries.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0bbce7b4",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "4. Get Indicators of interest"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "58c95eef",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "* Few and varied indicators of interest: \n",
    "    \n",
    "    Search for the variable on the WDI Indicator website (as explained above)\n",
    "        \n",
    "    (e.g., [https://data.worldbank.org/indicator/NY.GDP.PCAP.PP.KD](https://data.worldbank.org/indicator/NY.GDP.PCAP.PP.KD))\n",
    "        \n",
    "    Add the indicator's name into a list of indicators in **Python**\n",
    "\n",
    "    (i.e., everything that comes after **https://data.worldbank.org/indicator/**. E.g., `NY.GDP.PCAP.PP.KD`)\n",
    "        "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "46c21027-f0c8-4adc-bcfc-96a828f1cb8a",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "```python\n",
    "wdi_indicators = ['NY.GDP.PCAP.PP.KD', 'NY.GDP.PCAP.KD', 'SL.GDP.PCAP.EM.KD', 'SP.POP.GROW', 'SP.POP.TOTL', 'SP.DYN.WFRT', 'SP.DYN.TFRT.IN']\n",
    "```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "5270a003-9629-44f3-a21f-884cdab818d8",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [],
   "source": [
    "wdi_indicators = ['NY.GDP.PCAP.PP.KD', 'NY.GDP.PCAP.KD', 'SL.GDP.PCAP.EM.KD', 'SP.POP.GROW', 'SP.POP.TOTL', 'SP.DYN.WFRT', 'SP.DYN.TFRT.IN']"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e1dc8bd5",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "* Many related indicators or mass search\n",
    "\n",
    "    (e.g., search for all variables containing the word *population*)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cdf467a9-8147-4199-bdd8-2b2e2bf20485",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "```python\n",
    "popvars = wb.search(string='population')\n",
    "```\n",
    "    \n",
    "This returns a dataframe, where the column `id` has the IDs for the indicators"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "49f94a42-ee99-43a4-806a-5bc5a40f204b",
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    {
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       "      <th></th>\n",
       "      <th>id</th>\n",
       "      <th>name</th>\n",
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       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>1.1_ACCESS.ELECTRICITY.TOT</td>\n",
       "      <td>Access to electricity (% of total population)</td>\n",
       "      <td></td>\n",
       "      <td>Sustainable Energy for All</td>\n",
       "      <td>Access to electricity is the percentage of pop...</td>\n",
       "      <td>b'World Bank Global Electrification Database 2...</td>\n",
       "      <td></td>\n",
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       "    <tr>\n",
       "      <th>39</th>\n",
       "      <td>1.2_ACCESS.ELECTRICITY.RURAL</td>\n",
       "      <td>Access to electricity (% of rural population)</td>\n",
       "      <td></td>\n",
       "      <td>Sustainable Energy for All</td>\n",
       "      <td>Access to electricity is the percentage of rur...</td>\n",
       "      <td>b'World Bank Global Electrification Database 2...</td>\n",
       "      <td></td>\n",
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       "    <tr>\n",
       "      <th>40</th>\n",
       "      <td>1.3_ACCESS.ELECTRICITY.URBAN</td>\n",
       "      <td>Access to electricity (% of urban population)</td>\n",
       "      <td></td>\n",
       "      <td>Sustainable Energy for All</td>\n",
       "      <td>Access to electricity is the percentage of tot...</td>\n",
       "      <td>b'World Bank Global Electrification Database 2...</td>\n",
       "      <td></td>\n",
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       "    <tr>\n",
       "      <th>161</th>\n",
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       "      <td>Access to Clean Fuels and Technologies for coo...</td>\n",
       "      <td></td>\n",
       "      <td>Sustainable Energy for All</td>\n",
       "      <td></td>\n",
       "      <td>b''</td>\n",
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       "    <tr>\n",
       "      <th>1152</th>\n",
       "      <td>BAR.NOED.1519.FE.ZS</td>\n",
       "      <td>Barro-Lee: Percentage of female population age...</td>\n",
       "      <td></td>\n",
       "      <td>Education Statistics</td>\n",
       "      <td>Percentage of female population age 15-19 with...</td>\n",
       "      <td>b'Robert J. Barro and Jong-Wha Lee: http://www...</td>\n",
       "      <td>Education</td>\n",
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      ],
      "text/plain": [
       "                                id                                               name unit                      source                                         sourceNote  \\\n",
       "24      1.1_ACCESS.ELECTRICITY.TOT      Access to electricity (% of total population)       Sustainable Energy for All  Access to electricity is the percentage of pop...   \n",
       "39    1.2_ACCESS.ELECTRICITY.RURAL      Access to electricity (% of rural population)       Sustainable Energy for All  Access to electricity is the percentage of rur...   \n",
       "40    1.3_ACCESS.ELECTRICITY.URBAN      Access to electricity (% of urban population)       Sustainable Energy for All  Access to electricity is the percentage of tot...   \n",
       "161             2.1_ACCESS.CFT.TOT  Access to Clean Fuels and Technologies for coo...       Sustainable Energy for All                                                      \n",
       "1152           BAR.NOED.1519.FE.ZS  Barro-Lee: Percentage of female population age...             Education Statistics  Percentage of female population age 15-19 with...   \n",
       "\n",
       "                                     sourceOrganization      topics  \n",
       "24    b'World Bank Global Electrification Database 2...              \n",
       "39    b'World Bank Global Electrification Database 2...              \n",
       "40    b'World Bank Global Electrification Database 2...              \n",
       "161                                                 b''              \n",
       "1152  b'Robert J. Barro and Jong-Wha Lee: http://www...  Education   "
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "popvars = wb.search(string='population')\n",
    "popvars.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bca7ce21",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "5. Download data for selected indicators, years, and countries\n",
    "\n",
    "```python\n",
    "wdi = wb.download(indicator=wdi_indicators,\n",
    "                  country=list_of_countries_ISO_A2_codes, \n",
    "                  start=start_year, \n",
    "                  end=end_year)\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d2a17a82-4e6c-4775-b2aa-d03139f176c0",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "6. Clean up and process data\n",
    "```python\n",
    "wdi = wdi.reset_index()\n",
    "wdi['year'] = wdi.year.astype(int)\n",
    "```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "905891e0-c611-42ef-b567-c086a68ffce1",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/ozak/miniforge3/envs/GeoPython311env/lib/python3.11/site-packages/pandas_datareader/wb.py:592: UserWarning: Non-standard ISO country codes: JG, XK\n",
      "/var/folders/2r/7vb_23y1427bffj2wbz7mxfc0000gq/T/ipykernel_75927/2657352372.py:1: FutureWarning: errors='ignore' is deprecated and will raise in a future version. Use to_numeric without passing `errors` and catch exceptions explicitly instead\n"
     ]
    },
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>country</th>\n",
       "      <th>year</th>\n",
       "      <th>NY.GDP.PCAP.PP.KD</th>\n",
       "      <th>NY.GDP.PCAP.KD</th>\n",
       "      <th>SL.GDP.PCAP.EM.KD</th>\n",
       "      <th>SP.POP.GROW</th>\n",
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       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>1960</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>Afghanistan</td>\n",
       "      <td>1961</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.925952</td>\n",
       "      <td>8790140.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>7.284</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>15.989141</td>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>1962</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.014879</td>\n",
       "      <td>8969047.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>7.292</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>16.009290</td>\n",
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       "      <th>3</th>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>1963</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <th>4</th>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>1964</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2.139651</td>\n",
       "      <td>9355514.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>7.304</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>16.051476</td>\n",
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       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       country  year  NY.GDP.PCAP.PP.KD  NY.GDP.PCAP.KD  SL.GDP.PCAP.EM.KD  SP.POP.GROW  SP.POP.TOTL  SP.DYN.WFRT  SP.DYN.TFRT.IN  gdp_pc  ln_gdp_pc     ln_pop\n",
       "0  Afghanistan  1960                NaN             NaN                NaN          NaN    8622466.0          NaN           7.282     NaN        NaN  15.969882\n",
       "1  Afghanistan  1961                NaN             NaN                NaN     1.925952    8790140.0          NaN           7.284     NaN        NaN  15.989141\n",
       "2  Afghanistan  1962                NaN             NaN                NaN     2.014879    8969047.0          NaN           7.292     NaN        NaN  16.009290\n",
       "3  Afghanistan  1963                NaN             NaN                NaN     2.078997    9157465.0          NaN           7.302     NaN        NaN  16.030080\n",
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      ]
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     "execution_count": 12,
     "metadata": {},
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   ],
   "source": [
    "wdi = wb.download(indicator=wdi_indicators, country=wbcountries.iso2c.values, start=1950, end=year)\n",
    "wdi = wdi.reset_index()\n",
    "wdi['year'] = wdi.year.astype(int)\n",
    "wdi['gdp_pc'] = wdi['NY.GDP.PCAP.PP.KD']\n",
    "wdi['ln_gdp_pc'] = wdi['NY.GDP.PCAP.PP.KD'].apply(np.log)\n",
    "wdi['ln_pop'] = wdi['SP.POP.TOTL'].apply(np.log)\n",
    "wdi.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "665232bf-c982-48eb-b4ab-a29181849eaf",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "7. Add other WB data from the ``wbcountries`` dataframe\n",
    "```python\n",
    "wdi = wbcountries.merge(wdi, left_on='name', right_on='country')\n",
    "```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "75a002d3-a1a1-4024-8f12-1e50563c0c60",
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      ],
      "text/plain": [
       "  iso3c iso2c   name                      region adminregion  incomeLevel     lendingType capitalCity  longitude  latitude  ... NY.GDP.PCAP.PP.KD  NY.GDP.PCAP.KD  \\\n",
       "0   ABW    AW  Aruba  Latin America & Caribbean               High Income  Not classified  Oranjestad   -70.0167   12.5167  ...               NaN             NaN   \n",
       "1   ABW    AW  Aruba  Latin America & Caribbean               High Income  Not classified  Oranjestad   -70.0167   12.5167  ...               NaN             NaN   \n",
       "2   ABW    AW  Aruba  Latin America & Caribbean               High Income  Not classified  Oranjestad   -70.0167   12.5167  ...               NaN             NaN   \n",
       "3   ABW    AW  Aruba  Latin America & Caribbean               High Income  Not classified  Oranjestad   -70.0167   12.5167  ...               NaN             NaN   \n",
       "4   ABW    AW  Aruba  Latin America & Caribbean               High Income  Not classified  Oranjestad   -70.0167   12.5167  ...               NaN             NaN   \n",
       "\n",
       "   SL.GDP.PCAP.EM.KD  SP.POP.GROW  SP.POP.TOTL  SP.DYN.WFRT  SP.DYN.TFRT.IN  gdp_pc  ln_gdp_pc     ln_pop  \n",
       "0                NaN          NaN      54608.0          NaN           4.820     NaN        NaN  10.907936  \n",
       "1                NaN     2.179059      55811.0          NaN           4.655     NaN        NaN  10.929726  \n",
       "2                NaN     1.548572      56682.0          NaN           4.471     NaN        NaN  10.945212  \n",
       "3                NaN     1.389337      57475.0          NaN           4.271     NaN        NaN  10.959105  \n",
       "4                NaN     1.215721      58178.0          NaN           4.059     NaN        NaN  10.971263  \n",
       "\n",
       "[5 rows x 22 columns]"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wdi = wbcountries.merge(wdi, left_on='name', right_on='country')\n",
    "wdi.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f4bd7519-0f6f-4513-90ff-f9331bbcf710",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    },
    "tags": []
   },
   "source": [
    "# Regression Analysis with \n",
    "<center><a href=\"statsmodels\"><img src=\"https://www.statsmodels.org/stable/_images/statsmodels-logo-v2-horizontal.svg\" alt=\"statsmodels\" width=700/></a></center>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "1e352a12-fb4f-46ed-a1d9-7d5a010c5854",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"800\"\n",
       "            height=\"400\"\n",
       "            src=\"https://www.statsmodels.org/stable/index.html\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "            \n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.IFrame at 0x3348ee110>"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "url = 'https://www.statsmodels.org/stable/index.html'\n",
    "IFrame(url, width=800, height=400)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a77e87ae-f99b-4309-b44d-4bc612afacf4",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    },
    "tags": []
   },
   "source": [
    "## Linear Regressions using OLS "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "183a0ce1",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    },
    "tags": []
   },
   "source": [
    "It is very easy to run a regression in **statsmodels**. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "585ec4ed",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    },
    "tags": []
   },
   "source": [
    "We only need"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d8ce5bd1",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    },
    "tags": []
   },
   "source": [
    "* Data in a **pandas** dataframe"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1a3df664",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    },
    "tags": []
   },
   "source": [
    "* An equation we want to estimate"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "700c11ae",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    },
    "tags": []
   },
   "source": [
    "Equations are strings of the form \n",
    "```python\n",
    "'dependent_variable ~ indep_var_1 + function(indep_var2) + C(indep_var3)'\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2624c930-d2cb-4ccb-83a9-606b1f28a0cb",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    },
    "tags": []
   },
   "source": [
    "where:\n",
    "* `dependent_variable` is the outcome variable of interest\n",
    "* `indep_var_1` is the first independent variable        \n",
    "* `function(indep_var2)` is a function of another independent variable (if needed)      \n",
    "* `C(indep_var3)` defines fixed-effects/dummies based on categories given in indep_var3"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0e19da63-b572-4354-b47a-ca95e9aabf91",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## Simple Regression of Log[GDP pc] and Latitude"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "7ee494da",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "dffig = wdi.loc[wdi.year==year]\\\n",
    "            .dropna(subset=['ln_gdp_pc', 'latitude', 'ln_pop'])\\\n",
    "            .sort_values(by='region').reset_index()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "7e942004",
   "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>index</th>\n",
       "      <th>iso3c</th>\n",
       "      <th>iso2c</th>\n",
       "      <th>name</th>\n",
       "      <th>region</th>\n",
       "      <th>adminregion</th>\n",
       "      <th>incomeLevel</th>\n",
       "      <th>lendingType</th>\n",
       "      <th>capitalCity</th>\n",
       "      <th>longitude</th>\n",
       "      <th>...</th>\n",
       "      <th>NY.GDP.PCAP.PP.KD</th>\n",
       "      <th>NY.GDP.PCAP.KD</th>\n",
       "      <th>SL.GDP.PCAP.EM.KD</th>\n",
       "      <th>SP.POP.GROW</th>\n",
       "      <th>SP.POP.TOTL</th>\n",
       "      <th>SP.DYN.WFRT</th>\n",
       "      <th>SP.DYN.TFRT.IN</th>\n",
       "      <th>gdp_pc</th>\n",
       "      <th>ln_gdp_pc</th>\n",
       "      <th>ln_pop</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>6465</td>\n",
       "      <td>KOR</td>\n",
       "      <td>KR</td>\n",
       "      <td>Korea, Rep.</td>\n",
       "      <td>East Asia &amp; Pacific</td>\n",
       "      <td></td>\n",
       "      <td>High Income</td>\n",
       "      <td>Not classified</td>\n",
       "      <td>Seoul</td>\n",
       "      <td>126.957</td>\n",
       "      <td>...</td>\n",
       "      <td>46506.933042</td>\n",
       "      <td>31378.157934</td>\n",
       "      <td>87748.031714</td>\n",
       "      <td>0.137869</td>\n",
       "      <td>5.183624e+07</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0.837</td>\n",
       "      <td>46506.933042</td>\n",
       "      <td>10.747357</td>\n",
       "      <td>17.763600</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1768</td>\n",
       "      <td>BRN</td>\n",
       "      <td>BN</td>\n",
       "      <td>Brunei Darussalam</td>\n",
       "      <td>East Asia &amp; Pacific</td>\n",
       "      <td></td>\n",
       "      <td>High Income</td>\n",
       "      <td>Not classified</td>\n",
       "      <td>Bandar Seri Begawan</td>\n",
       "      <td>114.946</td>\n",
       "      <td>...</td>\n",
       "      <td>81313.022621</td>\n",
       "      <td>30401.843825</td>\n",
       "      <td>178424.860250</td>\n",
       "      <td>0.835902</td>\n",
       "      <td>4.417250e+05</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.796</td>\n",
       "      <td>81313.022621</td>\n",
       "      <td>11.306061</td>\n",
       "      <td>12.998443</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2256</td>\n",
       "      <td>CHN</td>\n",
       "      <td>CN</td>\n",
       "      <td>China</td>\n",
       "      <td>East Asia &amp; Pacific</td>\n",
       "      <td>East Asia &amp; Pacific (excluding high income)</td>\n",
       "      <td>Upper Middle Income</td>\n",
       "      <td>IBRD</td>\n",
       "      <td>Beijing</td>\n",
       "      <td>116.286</td>\n",
       "      <td>...</td>\n",
       "      <td>18833.784703</td>\n",
       "      <td>10358.169997</td>\n",
       "      <td>36631.751911</td>\n",
       "      <td>0.238041</td>\n",
       "      <td>1.411100e+09</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.281</td>\n",
       "      <td>18833.784703</td>\n",
       "      <td>9.843408</td>\n",
       "      <td>21.067635</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>10491</td>\n",
       "      <td>SLB</td>\n",
       "      <td>SB</td>\n",
       "      <td>Solomon Islands</td>\n",
       "      <td>East Asia &amp; Pacific</td>\n",
       "      <td>East Asia &amp; Pacific (excluding high income)</td>\n",
       "      <td>Lower Middle Income</td>\n",
       "      <td>IDA</td>\n",
       "      <td>Honiara</td>\n",
       "      <td>159.949</td>\n",
       "      <td>...</td>\n",
       "      <td>2710.117383</td>\n",
       "      <td>2079.540306</td>\n",
       "      <td>5438.055013</td>\n",
       "      <td>2.371388</td>\n",
       "      <td>6.911910e+05</td>\n",
       "      <td>NaN</td>\n",
       "      <td>4.038</td>\n",
       "      <td>2710.117383</td>\n",
       "      <td>7.904747</td>\n",
       "      <td>13.446171</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>10430</td>\n",
       "      <td>SGP</td>\n",
       "      <td>SG</td>\n",
       "      <td>Singapore</td>\n",
       "      <td>East Asia &amp; Pacific</td>\n",
       "      <td></td>\n",
       "      <td>High Income</td>\n",
       "      <td>Not classified</td>\n",
       "      <td>Singapore</td>\n",
       "      <td>103.850</td>\n",
       "      <td>...</td>\n",
       "      <td>115304.149459</td>\n",
       "      <td>59144.353919</td>\n",
       "      <td>194663.633706</td>\n",
       "      <td>-0.311905</td>\n",
       "      <td>5.685807e+06</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.100</td>\n",
       "      <td>115304.149459</td>\n",
       "      <td>11.655329</td>\n",
       "      <td>15.553484</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 23 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "   index iso3c iso2c               name               region                                  adminregion          incomeLevel     lendingType          capitalCity  longitude  \\\n",
       "0   6465   KOR    KR        Korea, Rep.  East Asia & Pacific                                                       High Income  Not classified                Seoul    126.957   \n",
       "1   1768   BRN    BN  Brunei Darussalam  East Asia & Pacific                                                       High Income  Not classified  Bandar Seri Begawan    114.946   \n",
       "2   2256   CHN    CN              China  East Asia & Pacific  East Asia & Pacific (excluding high income)  Upper Middle Income            IBRD              Beijing    116.286   \n",
       "3  10491   SLB    SB    Solomon Islands  East Asia & Pacific  East Asia & Pacific (excluding high income)  Lower Middle Income             IDA              Honiara    159.949   \n",
       "4  10430   SGP    SG          Singapore  East Asia & Pacific                                                       High Income  Not classified            Singapore    103.850   \n",
       "\n",
       "   ...  NY.GDP.PCAP.PP.KD NY.GDP.PCAP.KD  SL.GDP.PCAP.EM.KD  SP.POP.GROW   SP.POP.TOTL  SP.DYN.WFRT  SP.DYN.TFRT.IN         gdp_pc  ln_gdp_pc     ln_pop  \n",
       "0  ...       46506.933042   31378.157934       87748.031714     0.137869  5.183624e+07          NaN           0.837   46506.933042  10.747357  17.763600  \n",
       "1  ...       81313.022621   30401.843825      178424.860250     0.835902  4.417250e+05          NaN           1.796   81313.022621  11.306061  12.998443  \n",
       "2  ...       18833.784703   10358.169997       36631.751911     0.238041  1.411100e+09          NaN           1.281   18833.784703   9.843408  21.067635  \n",
       "3  ...        2710.117383    2079.540306        5438.055013     2.371388  6.911910e+05          NaN           4.038    2710.117383   7.904747  13.446171  \n",
       "4  ...      115304.149459   59144.353919      194663.633706    -0.311905  5.685807e+06          NaN           1.100  115304.149459  11.655329  15.553484  \n",
       "\n",
       "[5 rows x 23 columns]"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dffig.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "a8125599",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "mod = smf.ols(formula='ln_gdp_pc ~ latitude', data=dffig, missing='drop').fit()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "434f8e11-52ee-4444-b3d0-342fcdc3f782",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "        <td>Model:</td>               <td>OLS</td>         <td>Adj. R-squared:</td>     <td>0.242</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <td>Dependent Variable:</td>     <td>ln_gdp_pc</td>           <td>AIC:</td>         <td>556.6191</td>\n",
       "</tr>\n",
       "<tr>\n",
       "         <td>Date:</td>        <td>2024-11-18 17:38</td>        <td>BIC:</td>         <td>563.1651</td>\n",
       "</tr>\n",
       "<tr>\n",
       "   <td>No. Observations:</td>         <td>195</td>         <td>Log-Likelihood:</td>    <td>-276.31</td>\n",
       "</tr>\n",
       "<tr>\n",
       "       <td>Df Model:</td>              <td>1</td>           <td>F-statistic:</td>       <td>63.07</td> \n",
       "</tr>\n",
       "<tr>\n",
       "     <td>Df Residuals:</td>           <td>193</td>       <td>Prob (F-statistic):</td> <td>1.60e-13</td>\n",
       "</tr>\n",
       "<tr>\n",
       "      <td>R-squared:</td>            <td>0.246</td>            <td>Scale:</td>         <td>1.0064</td> \n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "      <td></td>       <th>Coef.</th> <th>Std.Err.</th>    <th>t</th>     <th>P>|t|</th> <th>[0.025</th> <th>0.975]</th>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Intercept</th> <td>9.0945</td>  <td>0.0912</td>  <td>99.7529</td> <td>0.0000</td> <td>8.9147</td> <td>9.2743</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>latitude</th>  <td>0.0235</td>  <td>0.0030</td>  <td>7.9419</td>  <td>0.0000</td> <td>0.0176</td> <td>0.0293</td>\n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "     <td>Omnibus:</td>     <td>0.488</td>  <td>Durbin-Watson:</td>   <td>1.487</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <td>Prob(Omnibus):</td>  <td>0.783</td> <td>Jarque-Bera (JB):</td> <td>0.620</td>\n",
       "</tr>\n",
       "<tr>\n",
       "       <td>Skew:</td>     <td>-0.020</td>     <td>Prob(JB):</td>     <td>0.733</td>\n",
       "</tr>\n",
       "<tr>\n",
       "     <td>Kurtosis:</td>    <td>2.727</td>  <td>Condition No.:</td>    <td>39</td>  \n",
       "</tr>\n",
       "</table><br/>\n",
       "Notes:<br/>\n",
       "[1] Standard Errors assume that the covariance matrix of the errors is correctly specified."
      ],
      "text/latex": [
       "\\begin{table}\n",
       "\\caption{Results: Ordinary least squares}\n",
       "\\label{}\n",
       "\\begin{center}\n",
       "\\begin{tabular}{llll}\n",
       "\\hline\n",
       "Model:              & OLS              & Adj. R-squared:     & 0.242     \\\\\n",
       "Dependent Variable: & ln\\_gdp\\_pc      & AIC:                & 556.6191  \\\\\n",
       "Date:               & 2024-11-18 17:38 & BIC:                & 563.1651  \\\\\n",
       "No. Observations:   & 195              & Log-Likelihood:     & -276.31   \\\\\n",
       "Df Model:           & 1                & F-statistic:        & 63.07     \\\\\n",
       "Df Residuals:       & 193              & Prob (F-statistic): & 1.60e-13  \\\\\n",
       "R-squared:          & 0.246            & Scale:              & 1.0064    \\\\\n",
       "\\hline\n",
       "\\end{tabular}\n",
       "\\end{center}\n",
       "\n",
       "\\begin{center}\n",
       "\\begin{tabular}{lrrrrrr}\n",
       "\\hline\n",
       "          &  Coef. & Std.Err. &       t & P$> |$t$|$ & [0.025 & 0.975]  \\\\\n",
       "\\hline\n",
       "Intercept & 9.0945 &   0.0912 & 99.7529 &      0.0000 & 8.9147 & 9.2743  \\\\\n",
       "latitude  & 0.0235 &   0.0030 &  7.9419 &      0.0000 & 0.0176 & 0.0293  \\\\\n",
       "\\hline\n",
       "\\end{tabular}\n",
       "\\end{center}\n",
       "\n",
       "\\begin{center}\n",
       "\\begin{tabular}{llll}\n",
       "\\hline\n",
       "Omnibus:       & 0.488  & Durbin-Watson:    & 1.487  \\\\\n",
       "Prob(Omnibus): & 0.783  & Jarque-Bera (JB): & 0.620  \\\\\n",
       "Skew:          & -0.020 & Prob(JB):         & 0.733  \\\\\n",
       "Kurtosis:      & 2.727  & Condition No.:    & 39     \\\\\n",
       "\\hline\n",
       "\\end{tabular}\n",
       "\\end{center}\n",
       "\\end{table}\n",
       "\\bigskip\n",
       "Notes: \\newline \n",
       "[1] Standard Errors assume that the covariance matrix of the errors is correctly specified."
      ],
      "text/plain": [
       "<class 'statsmodels.iolib.summary2.Summary'>\n",
       "\"\"\"\n",
       "                 Results: Ordinary least squares\n",
       "=================================================================\n",
       "Model:              OLS              Adj. R-squared:     0.242   \n",
       "Dependent Variable: ln_gdp_pc        AIC:                556.6191\n",
       "Date:               2024-11-18 17:38 BIC:                563.1651\n",
       "No. Observations:   195              Log-Likelihood:     -276.31 \n",
       "Df Model:           1                F-statistic:        63.07   \n",
       "Df Residuals:       193              Prob (F-statistic): 1.60e-13\n",
       "R-squared:          0.246            Scale:              1.0064  \n",
       "-------------------------------------------------------------------\n",
       "             Coef.    Std.Err.      t      P>|t|    [0.025   0.975]\n",
       "-------------------------------------------------------------------\n",
       "Intercept    9.0945     0.0912   99.7529   0.0000   8.9147   9.2743\n",
       "latitude     0.0235     0.0030    7.9419   0.0000   0.0176   0.0293\n",
       "-----------------------------------------------------------------\n",
       "Omnibus:               0.488        Durbin-Watson:          1.487\n",
       "Prob(Omnibus):         0.783        Jarque-Bera (JB):       0.620\n",
       "Skew:                  -0.020       Prob(JB):               0.733\n",
       "Kurtosis:              2.727        Condition No.:          39   \n",
       "=================================================================\n",
       "Notes:\n",
       "[1] Standard Errors assume that the covariance matrix of the\n",
       "errors is correctly specified.\n",
       "\"\"\""
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mod.summary2()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7900a805-4934-48bc-aa82-66b28335baca",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## Plot Data and OLS Regression Predictions"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "7ca61585-a7c6-4de5-90e1-163f73f86418",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x3331b9710>"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "pred_ols = mod.get_prediction()\n",
    "iv_l = pred_ols.summary_frame()[\"mean_ci_lower\"]\n",
    "iv_u = pred_ols.summary_frame()[\"mean_ci_upper\"]\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(8, 6))\n",
    "ax.plot(dffig.latitude, dffig.ln_gdp_pc, \"o\", label=\"data\")\n",
    "ax.plot(dffig.latitude, mod.fittedvalues, \"r--.\", label=\"OLS\")\n",
    "ax.plot(dffig.latitude, iv_u, \"r--\")\n",
    "ax.plot(dffig.latitude, iv_l, \"r--\")\n",
    "ax.legend(loc=\"best\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "f52f18e8",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fig"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ad9cd8b3-df60-4e05-9677-d401ca8034c5",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## Simple Regression of Log[GDP pc] and Latitude accounting for WB region dummies"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "e2ec49ae",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "mod2 = smf.ols(formula='ln_gdp_pc ~ latitude + C(region)', data=dffig, missing='drop').fit()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "55041015-72bd-42df-9846-aaeb28b0dc41",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "        <td>Model:</td>               <td>OLS</td>         <td>Adj. R-squared:</td>     <td>0.493</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <td>Dependent Variable:</td>     <td>ln_gdp_pc</td>           <td>AIC:</td>         <td>484.1432</td>\n",
       "</tr>\n",
       "<tr>\n",
       "         <td>Date:</td>        <td>2024-11-18 17:44</td>        <td>BIC:</td>         <td>510.3272</td>\n",
       "</tr>\n",
       "<tr>\n",
       "   <td>No. Observations:</td>         <td>195</td>         <td>Log-Likelihood:</td>    <td>-234.07</td>\n",
       "</tr>\n",
       "<tr>\n",
       "       <td>Df Model:</td>              <td>7</td>           <td>F-statistic:</td>       <td>27.95</td> \n",
       "</tr>\n",
       "<tr>\n",
       "     <td>Df Residuals:</td>           <td>187</td>       <td>Prob (F-statistic):</td> <td>4.31e-26</td>\n",
       "</tr>\n",
       "<tr>\n",
       "      <td>R-squared:</td>            <td>0.511</td>            <td>Scale:</td>         <td>0.67351</td>\n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "                     <td></td>                      <th>Coef.</th>  <th>Std.Err.</th>    <th>t</th>     <th>P>|t|</th> <th>[0.025</th>  <th>0.975]</th> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Intercept</th>                               <td>9.4870</td>   <td>0.1489</td>  <td>63.7351</td> <td>0.0000</td> <td>9.1934</td>  <td>9.7806</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.Europe & Central Asia]</th>      <td>0.8632</td>   <td>0.2643</td>  <td>3.2657</td>  <td>0.0013</td> <td>0.3418</td>  <td>1.3847</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.Latin America & Caribbean ]</th> <td>0.2495</td>   <td>0.2012</td>  <td>1.2398</td>  <td>0.2166</td> <td>-0.1475</td> <td>0.6465</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.Middle East & North Africa]</th> <td>0.3391</td>   <td>0.2629</td>  <td>1.2900</td>  <td>0.1986</td> <td>-0.1795</td> <td>0.8577</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.North America]</th>              <td>1.5737</td>   <td>0.5176</td>  <td>3.0406</td>  <td>0.0027</td> <td>0.5527</td>  <td>2.5948</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.South Asia]</th>                 <td>-0.6289</td>  <td>0.3348</td>  <td>-1.8786</td> <td>0.0619</td> <td>-1.2893</td> <td>0.0315</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.Sub-Saharan Africa ]</th>        <td>-1.2226</td>  <td>0.1926</td>  <td>-6.3473</td> <td>0.0000</td> <td>-1.6025</td> <td>-0.8426</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>latitude</th>                                <td>0.0018</td>   <td>0.0043</td>  <td>0.4146</td>  <td>0.6789</td> <td>-0.0067</td> <td>0.0103</td> \n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "     <td>Omnibus:</td>    <td>0.401</td>  <td>Durbin-Watson:</td>   <td>1.984</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <td>Prob(Omnibus):</td> <td>0.818</td> <td>Jarque-Bera (JB):</td> <td>0.375</td>\n",
       "</tr>\n",
       "<tr>\n",
       "       <td>Skew:</td>     <td>0.106</td>     <td>Prob(JB):</td>     <td>0.829</td>\n",
       "</tr>\n",
       "<tr>\n",
       "     <td>Kurtosis:</td>   <td>2.960</td>  <td>Condition No.:</td>    <td>295</td> \n",
       "</tr>\n",
       "</table><br/>\n",
       "Notes:<br/>\n",
       "[1] Standard Errors assume that the covariance matrix of the errors is correctly specified."
      ],
      "text/latex": [
       "\\begin{table}\n",
       "\\caption{Results: Ordinary least squares}\n",
       "\\label{}\n",
       "\\begin{center}\n",
       "\\begin{tabular}{llll}\n",
       "\\hline\n",
       "Model:              & OLS              & Adj. R-squared:     & 0.493     \\\\\n",
       "Dependent Variable: & ln\\_gdp\\_pc      & AIC:                & 484.1432  \\\\\n",
       "Date:               & 2024-11-18 17:44 & BIC:                & 510.3272  \\\\\n",
       "No. Observations:   & 195              & Log-Likelihood:     & -234.07   \\\\\n",
       "Df Model:           & 7                & F-statistic:        & 27.95     \\\\\n",
       "Df Residuals:       & 187              & Prob (F-statistic): & 4.31e-26  \\\\\n",
       "R-squared:          & 0.511            & Scale:              & 0.67351   \\\\\n",
       "\\hline\n",
       "\\end{tabular}\n",
       "\\end{center}\n",
       "\n",
       "\\begin{center}\n",
       "\\begin{tabular}{lrrrrrr}\n",
       "\\hline\n",
       "                                         &   Coef. & Std.Err. &       t & P$> |$t$|$ &  [0.025 &  0.975]  \\\\\n",
       "\\hline\n",
       "Intercept                                &  9.4870 &   0.1489 & 63.7351 &      0.0000 &  9.1934 &  9.7806  \\\\\n",
       "C(region)[T.Europe \\& Central Asia]      &  0.8632 &   0.2643 &  3.2657 &      0.0013 &  0.3418 &  1.3847  \\\\\n",
       "C(region)[T.Latin America \\& Caribbean ] &  0.2495 &   0.2012 &  1.2398 &      0.2166 & -0.1475 &  0.6465  \\\\\n",
       "C(region)[T.Middle East \\& North Africa] &  0.3391 &   0.2629 &  1.2900 &      0.1986 & -0.1795 &  0.8577  \\\\\n",
       "C(region)[T.North America]               &  1.5737 &   0.5176 &  3.0406 &      0.0027 &  0.5527 &  2.5948  \\\\\n",
       "C(region)[T.South Asia]                  & -0.6289 &   0.3348 & -1.8786 &      0.0619 & -1.2893 &  0.0315  \\\\\n",
       "C(region)[T.Sub-Saharan Africa ]         & -1.2226 &   0.1926 & -6.3473 &      0.0000 & -1.6025 & -0.8426  \\\\\n",
       "latitude                                 &  0.0018 &   0.0043 &  0.4146 &      0.6789 & -0.0067 &  0.0103  \\\\\n",
       "\\hline\n",
       "\\end{tabular}\n",
       "\\end{center}\n",
       "\n",
       "\\begin{center}\n",
       "\\begin{tabular}{llll}\n",
       "\\hline\n",
       "Omnibus:       & 0.401 & Durbin-Watson:    & 1.984  \\\\\n",
       "Prob(Omnibus): & 0.818 & Jarque-Bera (JB): & 0.375  \\\\\n",
       "Skew:          & 0.106 & Prob(JB):         & 0.829  \\\\\n",
       "Kurtosis:      & 2.960 & Condition No.:    & 295    \\\\\n",
       "\\hline\n",
       "\\end{tabular}\n",
       "\\end{center}\n",
       "\\end{table}\n",
       "\\bigskip\n",
       "Notes: \\newline \n",
       "[1] Standard Errors assume that the covariance matrix of the errors is correctly specified."
      ],
      "text/plain": [
       "<class 'statsmodels.iolib.summary2.Summary'>\n",
       "\"\"\"\n",
       "                            Results: Ordinary least squares\n",
       "=======================================================================================\n",
       "Model:                      OLS                     Adj. R-squared:            0.493   \n",
       "Dependent Variable:         ln_gdp_pc               AIC:                       484.1432\n",
       "Date:                       2024-11-18 17:44        BIC:                       510.3272\n",
       "No. Observations:           195                     Log-Likelihood:            -234.07 \n",
       "Df Model:                   7                       F-statistic:               27.95   \n",
       "Df Residuals:               187                     Prob (F-statistic):        4.31e-26\n",
       "R-squared:                  0.511                   Scale:                     0.67351 \n",
       "---------------------------------------------------------------------------------------\n",
       "                                         Coef.  Std.Err.    t    P>|t|   [0.025  0.975]\n",
       "---------------------------------------------------------------------------------------\n",
       "Intercept                                9.4870   0.1489 63.7351 0.0000  9.1934  9.7806\n",
       "C(region)[T.Europe & Central Asia]       0.8632   0.2643  3.2657 0.0013  0.3418  1.3847\n",
       "C(region)[T.Latin America & Caribbean ]  0.2495   0.2012  1.2398 0.2166 -0.1475  0.6465\n",
       "C(region)[T.Middle East & North Africa]  0.3391   0.2629  1.2900 0.1986 -0.1795  0.8577\n",
       "C(region)[T.North America]               1.5737   0.5176  3.0406 0.0027  0.5527  2.5948\n",
       "C(region)[T.South Asia]                 -0.6289   0.3348 -1.8786 0.0619 -1.2893  0.0315\n",
       "C(region)[T.Sub-Saharan Africa ]        -1.2226   0.1926 -6.3473 0.0000 -1.6025 -0.8426\n",
       "latitude                                 0.0018   0.0043  0.4146 0.6789 -0.0067  0.0103\n",
       "---------------------------------------------------------------------------------------\n",
       "Omnibus:                      0.401               Durbin-Watson:                  1.984\n",
       "Prob(Omnibus):                0.818               Jarque-Bera (JB):               0.375\n",
       "Skew:                         0.106               Prob(JB):                       0.829\n",
       "Kurtosis:                     2.960               Condition No.:                  295  \n",
       "=======================================================================================\n",
       "Notes:\n",
       "[1] Standard Errors assume that the covariance matrix of the errors is correctly\n",
       "specified.\n",
       "\"\"\""
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mod2.summary2()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "03c3566a",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## Simple Regression of Log[GDP pc] and absolute latitude, accounting for WB region dummies"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "9f5e0ea1",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "mod3 = smf.ols(formula='ln_gdp_pc ~ np.abs(latitude) + C(region)', data=dffig, missing='drop').fit()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "f507e051",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "        <td>Model:</td>               <td>OLS</td>         <td>Adj. R-squared:</td>     <td>0.517</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <td>Dependent Variable:</td>     <td>ln_gdp_pc</td>           <td>AIC:</td>         <td>474.8622</td>\n",
       "</tr>\n",
       "<tr>\n",
       "         <td>Date:</td>        <td>2024-11-18 17:47</td>        <td>BIC:</td>         <td>501.0462</td>\n",
       "</tr>\n",
       "<tr>\n",
       "   <td>No. Observations:</td>         <td>195</td>         <td>Log-Likelihood:</td>    <td>-229.43</td>\n",
       "</tr>\n",
       "<tr>\n",
       "       <td>Df Model:</td>              <td>7</td>           <td>F-statistic:</td>       <td>30.61</td> \n",
       "</tr>\n",
       "<tr>\n",
       "     <td>Df Residuals:</td>           <td>187</td>       <td>Prob (F-statistic):</td> <td>5.60e-28</td>\n",
       "</tr>\n",
       "<tr>\n",
       "      <td>R-squared:</td>            <td>0.534</td>            <td>Scale:</td>         <td>0.64221</td>\n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "                     <td></td>                      <th>Coef.</th>  <th>Std.Err.</th>    <th>t</th>     <th>P>|t|</th> <th>[0.025</th>  <th>0.975]</th> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Intercept</th>                               <td>9.1480</td>   <td>0.1836</td>  <td>49.8209</td> <td>0.0000</td> <td>8.7858</td>  <td>9.5102</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.Europe & Central Asia]</th>      <td>0.3067</td>   <td>0.2763</td>  <td>1.1098</td>  <td>0.2685</td> <td>-0.2384</td> <td>0.8518</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.Latin America & Caribbean ]</th> <td>0.2718</td>   <td>0.1965</td>  <td>1.3838</td>  <td>0.1681</td> <td>-0.1157</td> <td>0.6594</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.Middle East & North Africa]</th> <td>0.1195</td>   <td>0.2491</td>  <td>0.4795</td>  <td>0.6321</td> <td>-0.3720</td> <td>0.6109</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.North America]</th>              <td>1.1909</td>   <td>0.5059</td>  <td>2.3538</td>  <td>0.0196</td> <td>0.1928</td>  <td>2.1890</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.South Asia]</th>                 <td>-0.7163</td>  <td>0.3202</td>  <td>-2.2370</td> <td>0.0265</td> <td>-1.3480</td> <td>-0.0846</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.Sub-Saharan Africa ]</th>        <td>-1.1126</td>  <td>0.1904</td>  <td>-5.8433</td> <td>0.0000</td> <td>-1.4882</td> <td>-0.7370</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>np.abs(latitude)</th>                        <td>0.0204</td>   <td>0.0067</td>  <td>3.0489</td>  <td>0.0026</td> <td>0.0072</td>  <td>0.0335</td> \n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "     <td>Omnibus:</td>    <td>2.799</td>  <td>Durbin-Watson:</td>   <td>1.974</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <td>Prob(Omnibus):</td> <td>0.247</td> <td>Jarque-Bera (JB):</td> <td>2.382</td>\n",
       "</tr>\n",
       "<tr>\n",
       "       <td>Skew:</td>     <td>0.235</td>     <td>Prob(JB):</td>     <td>0.304</td>\n",
       "</tr>\n",
       "<tr>\n",
       "     <td>Kurtosis:</td>   <td>3.270</td>  <td>Condition No.:</td>    <td>291</td> \n",
       "</tr>\n",
       "</table><br/>\n",
       "Notes:<br/>\n",
       "[1] Standard Errors assume that the covariance matrix of the errors is correctly specified."
      ],
      "text/latex": [
       "\\begin{table}\n",
       "\\caption{Results: Ordinary least squares}\n",
       "\\label{}\n",
       "\\begin{center}\n",
       "\\begin{tabular}{llll}\n",
       "\\hline\n",
       "Model:              & OLS              & Adj. R-squared:     & 0.517     \\\\\n",
       "Dependent Variable: & ln\\_gdp\\_pc      & AIC:                & 474.8622  \\\\\n",
       "Date:               & 2024-11-18 17:47 & BIC:                & 501.0462  \\\\\n",
       "No. Observations:   & 195              & Log-Likelihood:     & -229.43   \\\\\n",
       "Df Model:           & 7                & F-statistic:        & 30.61     \\\\\n",
       "Df Residuals:       & 187              & Prob (F-statistic): & 5.60e-28  \\\\\n",
       "R-squared:          & 0.534            & Scale:              & 0.64221   \\\\\n",
       "\\hline\n",
       "\\end{tabular}\n",
       "\\end{center}\n",
       "\n",
       "\\begin{center}\n",
       "\\begin{tabular}{lrrrrrr}\n",
       "\\hline\n",
       "                                         &   Coef. & Std.Err. &       t & P$> |$t$|$ &  [0.025 &  0.975]  \\\\\n",
       "\\hline\n",
       "Intercept                                &  9.1480 &   0.1836 & 49.8209 &      0.0000 &  8.7858 &  9.5102  \\\\\n",
       "C(region)[T.Europe \\& Central Asia]      &  0.3067 &   0.2763 &  1.1098 &      0.2685 & -0.2384 &  0.8518  \\\\\n",
       "C(region)[T.Latin America \\& Caribbean ] &  0.2718 &   0.1965 &  1.3838 &      0.1681 & -0.1157 &  0.6594  \\\\\n",
       "C(region)[T.Middle East \\& North Africa] &  0.1195 &   0.2491 &  0.4795 &      0.6321 & -0.3720 &  0.6109  \\\\\n",
       "C(region)[T.North America]               &  1.1909 &   0.5059 &  2.3538 &      0.0196 &  0.1928 &  2.1890  \\\\\n",
       "C(region)[T.South Asia]                  & -0.7163 &   0.3202 & -2.2370 &      0.0265 & -1.3480 & -0.0846  \\\\\n",
       "C(region)[T.Sub-Saharan Africa ]         & -1.1126 &   0.1904 & -5.8433 &      0.0000 & -1.4882 & -0.7370  \\\\\n",
       "np.abs(latitude)                         &  0.0204 &   0.0067 &  3.0489 &      0.0026 &  0.0072 &  0.0335  \\\\\n",
       "\\hline\n",
       "\\end{tabular}\n",
       "\\end{center}\n",
       "\n",
       "\\begin{center}\n",
       "\\begin{tabular}{llll}\n",
       "\\hline\n",
       "Omnibus:       & 2.799 & Durbin-Watson:    & 1.974  \\\\\n",
       "Prob(Omnibus): & 0.247 & Jarque-Bera (JB): & 2.382  \\\\\n",
       "Skew:          & 0.235 & Prob(JB):         & 0.304  \\\\\n",
       "Kurtosis:      & 3.270 & Condition No.:    & 291    \\\\\n",
       "\\hline\n",
       "\\end{tabular}\n",
       "\\end{center}\n",
       "\\end{table}\n",
       "\\bigskip\n",
       "Notes: \\newline \n",
       "[1] Standard Errors assume that the covariance matrix of the errors is correctly specified."
      ],
      "text/plain": [
       "<class 'statsmodels.iolib.summary2.Summary'>\n",
       "\"\"\"\n",
       "                            Results: Ordinary least squares\n",
       "=======================================================================================\n",
       "Model:                      OLS                     Adj. R-squared:            0.517   \n",
       "Dependent Variable:         ln_gdp_pc               AIC:                       474.8622\n",
       "Date:                       2024-11-18 17:47        BIC:                       501.0462\n",
       "No. Observations:           195                     Log-Likelihood:            -229.43 \n",
       "Df Model:                   7                       F-statistic:               30.61   \n",
       "Df Residuals:               187                     Prob (F-statistic):        5.60e-28\n",
       "R-squared:                  0.534                   Scale:                     0.64221 \n",
       "---------------------------------------------------------------------------------------\n",
       "                                         Coef.  Std.Err.    t    P>|t|   [0.025  0.975]\n",
       "---------------------------------------------------------------------------------------\n",
       "Intercept                                9.1480   0.1836 49.8209 0.0000  8.7858  9.5102\n",
       "C(region)[T.Europe & Central Asia]       0.3067   0.2763  1.1098 0.2685 -0.2384  0.8518\n",
       "C(region)[T.Latin America & Caribbean ]  0.2718   0.1965  1.3838 0.1681 -0.1157  0.6594\n",
       "C(region)[T.Middle East & North Africa]  0.1195   0.2491  0.4795 0.6321 -0.3720  0.6109\n",
       "C(region)[T.North America]               1.1909   0.5059  2.3538 0.0196  0.1928  2.1890\n",
       "C(region)[T.South Asia]                 -0.7163   0.3202 -2.2370 0.0265 -1.3480 -0.0846\n",
       "C(region)[T.Sub-Saharan Africa ]        -1.1126   0.1904 -5.8433 0.0000 -1.4882 -0.7370\n",
       "np.abs(latitude)                         0.0204   0.0067  3.0489 0.0026  0.0072  0.0335\n",
       "---------------------------------------------------------------------------------------\n",
       "Omnibus:                      2.799               Durbin-Watson:                  1.974\n",
       "Prob(Omnibus):                0.247               Jarque-Bera (JB):               2.382\n",
       "Skew:                         0.235               Prob(JB):                       0.304\n",
       "Kurtosis:                     3.270               Condition No.:                  291  \n",
       "=======================================================================================\n",
       "Notes:\n",
       "[1] Standard Errors assume that the covariance matrix of the errors is correctly\n",
       "specified.\n",
       "\"\"\""
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mod3.summary2()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c4392069",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## Simple Regression of Log[GDP pc] and Log[absolute latitude] accounting for WB region dummies"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "a787ee6e",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "mod4 = smf.ols(formula='ln_gdp_pc ~ np.log(np.abs(latitude)) + C(region)', data=dffig, missing='drop').fit()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "a6b55ec1",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "        <td>Model:</td>               <td>OLS</td>         <td>Adj. R-squared:</td>     <td>0.494</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <td>Dependent Variable:</td>     <td>ln_gdp_pc</td>           <td>AIC:</td>         <td>483.8448</td>\n",
       "</tr>\n",
       "<tr>\n",
       "         <td>Date:</td>        <td>2024-11-18 17:49</td>        <td>BIC:</td>         <td>510.0288</td>\n",
       "</tr>\n",
       "<tr>\n",
       "   <td>No. Observations:</td>         <td>195</td>         <td>Log-Likelihood:</td>    <td>-233.92</td>\n",
       "</tr>\n",
       "<tr>\n",
       "       <td>Df Model:</td>              <td>7</td>           <td>F-statistic:</td>       <td>28.03</td> \n",
       "</tr>\n",
       "<tr>\n",
       "     <td>Df Residuals:</td>           <td>187</td>       <td>Prob (F-statistic):</td> <td>3.75e-26</td>\n",
       "</tr>\n",
       "<tr>\n",
       "      <td>R-squared:</td>            <td>0.512</td>            <td>Scale:</td>         <td>0.67248</td>\n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "                     <td></td>                      <th>Coef.</th>  <th>Std.Err.</th>    <th>t</th>     <th>P>|t|</th> <th>[0.025</th>  <th>0.975]</th> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Intercept</th>                               <td>9.3736</td>   <td>0.2327</td>  <td>40.2789</td> <td>0.0000</td> <td>8.9145</td>  <td>9.8327</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.Europe & Central Asia]</th>      <td>0.8699</td>   <td>0.2137</td>  <td>4.0707</td>  <td>0.0001</td> <td>0.4483</td>  <td>1.2914</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.Latin America & Caribbean ]</th> <td>0.2449</td>   <td>0.2013</td>  <td>1.2167</td>  <td>0.2252</td> <td>-0.1522</td> <td>0.6420</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.Middle East & North Africa]</th> <td>0.3377</td>   <td>0.2487</td>  <td>1.3579</td>  <td>0.1761</td> <td>-0.1529</td> <td>0.8283</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.North America]</th>              <td>1.5743</td>   <td>0.5038</td>  <td>3.1248</td>  <td>0.0021</td> <td>0.5804</td>  <td>2.5682</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.South Asia]</th>                 <td>-0.6211</td>  <td>0.3272</td>  <td>-1.8979</td> <td>0.0592</td> <td>-1.2666</td> <td>0.0245</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>C(region)[T.Sub-Saharan Africa ]</th>        <td>-1.2120</td>  <td>0.1932</td>  <td>-6.2720</td> <td>0.0000</td> <td>-1.5932</td> <td>-0.8308</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>np.log(np.abs(latitude))</th>                <td>0.0500</td>   <td>0.0738</td>  <td>0.6772</td>  <td>0.4991</td> <td>-0.0956</td> <td>0.1956</td> \n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "     <td>Omnibus:</td>    <td>0.484</td>  <td>Durbin-Watson:</td>   <td>1.982</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <td>Prob(Omnibus):</td> <td>0.785</td> <td>Jarque-Bera (JB):</td> <td>0.395</td>\n",
       "</tr>\n",
       "<tr>\n",
       "       <td>Skew:</td>     <td>0.110</td>     <td>Prob(JB):</td>     <td>0.821</td>\n",
       "</tr>\n",
       "<tr>\n",
       "     <td>Kurtosis:</td>   <td>3.003</td>  <td>Condition No.:</td>    <td>29</td>  \n",
       "</tr>\n",
       "</table><br/>\n",
       "Notes:<br/>\n",
       "[1] Standard Errors assume that the covariance matrix of the errors is correctly specified."
      ],
      "text/latex": [
       "\\begin{table}\n",
       "\\caption{Results: Ordinary least squares}\n",
       "\\label{}\n",
       "\\begin{center}\n",
       "\\begin{tabular}{llll}\n",
       "\\hline\n",
       "Model:              & OLS              & Adj. R-squared:     & 0.494     \\\\\n",
       "Dependent Variable: & ln\\_gdp\\_pc      & AIC:                & 483.8448  \\\\\n",
       "Date:               & 2024-11-18 17:49 & BIC:                & 510.0288  \\\\\n",
       "No. Observations:   & 195              & Log-Likelihood:     & -233.92   \\\\\n",
       "Df Model:           & 7                & F-statistic:        & 28.03     \\\\\n",
       "Df Residuals:       & 187              & Prob (F-statistic): & 3.75e-26  \\\\\n",
       "R-squared:          & 0.512            & Scale:              & 0.67248   \\\\\n",
       "\\hline\n",
       "\\end{tabular}\n",
       "\\end{center}\n",
       "\n",
       "\\begin{center}\n",
       "\\begin{tabular}{lrrrrrr}\n",
       "\\hline\n",
       "                                         &   Coef. & Std.Err. &       t & P$> |$t$|$ &  [0.025 &  0.975]  \\\\\n",
       "\\hline\n",
       "Intercept                                &  9.3736 &   0.2327 & 40.2789 &      0.0000 &  8.9145 &  9.8327  \\\\\n",
       "C(region)[T.Europe \\& Central Asia]      &  0.8699 &   0.2137 &  4.0707 &      0.0001 &  0.4483 &  1.2914  \\\\\n",
       "C(region)[T.Latin America \\& Caribbean ] &  0.2449 &   0.2013 &  1.2167 &      0.2252 & -0.1522 &  0.6420  \\\\\n",
       "C(region)[T.Middle East \\& North Africa] &  0.3377 &   0.2487 &  1.3579 &      0.1761 & -0.1529 &  0.8283  \\\\\n",
       "C(region)[T.North America]               &  1.5743 &   0.5038 &  3.1248 &      0.0021 &  0.5804 &  2.5682  \\\\\n",
       "C(region)[T.South Asia]                  & -0.6211 &   0.3272 & -1.8979 &      0.0592 & -1.2666 &  0.0245  \\\\\n",
       "C(region)[T.Sub-Saharan Africa ]         & -1.2120 &   0.1932 & -6.2720 &      0.0000 & -1.5932 & -0.8308  \\\\\n",
       "np.log(np.abs(latitude))                 &  0.0500 &   0.0738 &  0.6772 &      0.4991 & -0.0956 &  0.1956  \\\\\n",
       "\\hline\n",
       "\\end{tabular}\n",
       "\\end{center}\n",
       "\n",
       "\\begin{center}\n",
       "\\begin{tabular}{llll}\n",
       "\\hline\n",
       "Omnibus:       & 0.484 & Durbin-Watson:    & 1.982  \\\\\n",
       "Prob(Omnibus): & 0.785 & Jarque-Bera (JB): & 0.395  \\\\\n",
       "Skew:          & 0.110 & Prob(JB):         & 0.821  \\\\\n",
       "Kurtosis:      & 3.003 & Condition No.:    & 29     \\\\\n",
       "\\hline\n",
       "\\end{tabular}\n",
       "\\end{center}\n",
       "\\end{table}\n",
       "\\bigskip\n",
       "Notes: \\newline \n",
       "[1] Standard Errors assume that the covariance matrix of the errors is correctly specified."
      ],
      "text/plain": [
       "<class 'statsmodels.iolib.summary2.Summary'>\n",
       "\"\"\"\n",
       "                            Results: Ordinary least squares\n",
       "=======================================================================================\n",
       "Model:                      OLS                     Adj. R-squared:            0.494   \n",
       "Dependent Variable:         ln_gdp_pc               AIC:                       483.8448\n",
       "Date:                       2024-11-18 17:49        BIC:                       510.0288\n",
       "No. Observations:           195                     Log-Likelihood:            -233.92 \n",
       "Df Model:                   7                       F-statistic:               28.03   \n",
       "Df Residuals:               187                     Prob (F-statistic):        3.75e-26\n",
       "R-squared:                  0.512                   Scale:                     0.67248 \n",
       "---------------------------------------------------------------------------------------\n",
       "                                         Coef.  Std.Err.    t    P>|t|   [0.025  0.975]\n",
       "---------------------------------------------------------------------------------------\n",
       "Intercept                                9.3736   0.2327 40.2789 0.0000  8.9145  9.8327\n",
       "C(region)[T.Europe & Central Asia]       0.8699   0.2137  4.0707 0.0001  0.4483  1.2914\n",
       "C(region)[T.Latin America & Caribbean ]  0.2449   0.2013  1.2167 0.2252 -0.1522  0.6420\n",
       "C(region)[T.Middle East & North Africa]  0.3377   0.2487  1.3579 0.1761 -0.1529  0.8283\n",
       "C(region)[T.North America]               1.5743   0.5038  3.1248 0.0021  0.5804  2.5682\n",
       "C(region)[T.South Asia]                 -0.6211   0.3272 -1.8979 0.0592 -1.2666  0.0245\n",
       "C(region)[T.Sub-Saharan Africa ]        -1.2120   0.1932 -6.2720 0.0000 -1.5932 -0.8308\n",
       "np.log(np.abs(latitude))                 0.0500   0.0738  0.6772 0.4991 -0.0956  0.1956\n",
       "---------------------------------------------------------------------------------------\n",
       "Omnibus:                      0.484               Durbin-Watson:                  1.982\n",
       "Prob(Omnibus):                0.785               Jarque-Bera (JB):               0.395\n",
       "Skew:                         0.110               Prob(JB):                       0.821\n",
       "Kurtosis:                     3.003               Condition No.:                  29   \n",
       "=======================================================================================\n",
       "Notes:\n",
       "[1] Standard Errors assume that the covariance matrix of the errors is correctly\n",
       "specified.\n",
       "\"\"\""
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mod4.summary2()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "de264560-cbad-4275-b992-9d10fdd5aabb",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    },
    "tags": []
   },
   "source": [
    "# Producing a nice table with **stargazer**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "0fd809ab-78b3-417e-9382-4f259c884013",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"800\"\n",
       "            height=\"400\"\n",
       "            src=\"https://nbviewer.org/github/mwburke/stargazer/blob/master/examples.ipynb\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "            \n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.IFrame at 0x33495b210>"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "url = 'https://nbviewer.org/github/mwburke/stargazer/blob/master/examples.ipynb'\n",
    "IFrame(url, width=800, height=400)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f4d915ef-9f02-49f4-9c49-3d93b4921820",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    },
    "tags": []
   },
   "source": [
    "## Add the estimated models to **Stargazer**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "87a30eaa-3253-45b0-bada-f2084c530214",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "stargazer = Stargazer([mod, mod2, mod3, mod4])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "f1978944",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [],
   "source": [
    "stargazer.significant_digits(2)\n",
    "stargazer.show_degrees_of_freedom(False)\n",
    "#stargazer.dep_var_name = ''\n",
    "stargazer.dependent_variable = ' Log[GDP per capita (' + str(year) + ')]'\n",
    "stargazer.custom_columns(['Latitude', 'Abs(Latitude)', 'Log[Abs(Latitude)]'], [2, 1, 1])\n",
    "#stargazer.show_model_numbers(False)\n",
    "stargazer.rename_covariates({'latitude':'Latitude', \n",
    "                             'np.abs(latitude)':'Absolute Latitude',\n",
    "                             'np.log(np.abs(latitude))':'Log[Absolute Latitude]',})\n",
    "stargazer.add_line('WB Region FE', ['No', 'Yes', 'Yes', 'Yes'], LineLocation.FOOTER_TOP)\n",
    "stargazer.covariate_order(['latitude', 'np.abs(latitude)', 'np.log(np.abs(latitude))'])\n",
    "stargazer.cov_spacing = 2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "c0deb126-02a6-4e2d-a6e8-4feab90b2c45",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table style=\"text-align:center\"><tr><td colspan=\"5\" style=\"border-bottom: 1px solid black\"></td></tr>\n",
       "<tr><td style=\"text-align:left\"></td><td colspan=\"4\"><em>Dependent variable:  Log[GDP per capita (2020)]</em></td></tr><tr><td style=\"text-align:left\"></td><tr><td></td><td colspan=\"2\">Latitude</td><td colspan=\"1\">Abs(Latitude)</td><td colspan=\"1\">Log[Abs(Latitude)]</td></tr><tr><td style=\"text-align:left\"></td><td>(1)</td><td>(2)</td><td>(3)</td><td>(4)</td></tr>\n",
       "<tr><td colspan=\"5\" style=\"border-bottom: 1px solid black\"></td></tr>\n",
       "\n",
       "<tr><td style=\"text-align:left\">Latitude</td><td>0.02<sup>***</sup></td><td>0.00<sup></sup></td><td></td><td></td></tr>\n",
       "<tr><td style=\"text-align:left;padding-bottom:2em\"></td><td style=\"padding-bottom:2em\">(0.00)</td><td style=\"padding-bottom:2em\">(0.00)</td><td style=\"padding-bottom:2em\"></td><td style=\"padding-bottom:2em\"></td></tr>\n",
       "<tr><td style=\"text-align:left\">Absolute Latitude</td><td></td><td></td><td>0.02<sup>***</sup></td><td></td></tr>\n",
       "<tr><td style=\"text-align:left;padding-bottom:2em\"></td><td style=\"padding-bottom:2em\"></td><td style=\"padding-bottom:2em\"></td><td style=\"padding-bottom:2em\">(0.01)</td><td style=\"padding-bottom:2em\"></td></tr>\n",
       "<tr><td style=\"text-align:left\">Log[Absolute Latitude]</td><td></td><td></td><td></td><td>0.05<sup></sup></td></tr>\n",
       "<tr><td style=\"text-align:left;padding-bottom:2em\"></td><td style=\"padding-bottom:2em\"></td><td style=\"padding-bottom:2em\"></td><td style=\"padding-bottom:2em\"></td><td style=\"padding-bottom:2em\">(0.07)</td></tr>\n",
       "\n",
       "<td colspan=\"5\" style=\"border-bottom: 1px solid black\"></td></tr>\n",
       "<tr><td style=\"text-align: left\">WB Region FE</td><td>No</td><td>Yes</td><td>Yes</td><td>Yes</td></tr><tr><td style=\"text-align: left\">WB Region FE</td><td>No</td><td>Yes</td><td>Yes</td><td>Yes</td></tr><tr><td style=\"text-align: left\">Observations</td><td>195</td><td>195</td><td>195</td><td>195</td></tr><tr><td style=\"text-align: left\">R<sup>2</sup></td><td>0.25</td><td>0.51</td><td>0.53</td><td>0.51</td></tr><tr><td style=\"text-align: left\">Adjusted R<sup>2</sup></td><td>0.24</td><td>0.49</td><td>0.52</td><td>0.49</td></tr><tr><td style=\"text-align: left\">Residual Std. Error</td><td>1.00</td><td>0.82</td><td>0.80</td><td>0.82</td></tr><tr><td style=\"text-align: left\">F Statistic</td><td>63.07<sup>***</sup></td><td>27.95<sup>***</sup></td><td>30.61<sup>***</sup></td><td>28.03<sup>***</sup></td></tr>\n",
       "<tr><td colspan=\"5\" style=\"border-bottom: 1px solid black\"></td></tr><tr><td style=\"text-align: left\">Note:</td><td colspan=\"4\" style=\"text-align: right\"><sup>*</sup>p&lt;0.1; <sup>**</sup>p&lt;0.05; <sup>***</sup>p&lt;0.01</td></tr></table>"
      ],
      "text/plain": [
       "<stargazer.stargazer.Stargazer at 0x33494c550>"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stargazer"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fbfa0737-5c81-4b33-ae9b-eb18d4e919e3",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    },
    "tags": []
   },
   "source": [
    "## To show the table\n",
    "```python\n",
    "HTML(stargazer.render_html())\n",
    "```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "6b3f1d01-ec83-488f-a2b0-7ed9f96053e9",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table style=\"text-align:center\"><tr><td colspan=\"5\" style=\"border-bottom: 1px solid black\"></td></tr>\n",
       "<tr><td style=\"text-align:left\"></td><td colspan=\"4\"><em>Dependent variable:  Log[GDP per capita (2020)]</em></td></tr><tr><td style=\"text-align:left\"></td><tr><td></td><td colspan=\"2\">Latitude</td><td colspan=\"1\">Abs(Latitude)</td><td colspan=\"1\">Log[Abs(Latitude)]</td></tr><tr><td style=\"text-align:left\"></td><td>(1)</td><td>(2)</td><td>(3)</td><td>(4)</td></tr>\n",
       "<tr><td colspan=\"5\" style=\"border-bottom: 1px solid black\"></td></tr>\n",
       "\n",
       "<tr><td style=\"text-align:left\">Latitude</td><td>0.02<sup>***</sup></td><td>0.00<sup></sup></td><td></td><td></td></tr>\n",
       "<tr><td style=\"text-align:left;padding-bottom:2em\"></td><td style=\"padding-bottom:2em\">(0.00)</td><td style=\"padding-bottom:2em\">(0.00)</td><td style=\"padding-bottom:2em\"></td><td style=\"padding-bottom:2em\"></td></tr>\n",
       "<tr><td style=\"text-align:left\">Absolute Latitude</td><td></td><td></td><td>0.02<sup>***</sup></td><td></td></tr>\n",
       "<tr><td style=\"text-align:left;padding-bottom:2em\"></td><td style=\"padding-bottom:2em\"></td><td style=\"padding-bottom:2em\"></td><td style=\"padding-bottom:2em\">(0.01)</td><td style=\"padding-bottom:2em\"></td></tr>\n",
       "<tr><td style=\"text-align:left\">Log[Absolute Latitude]</td><td></td><td></td><td></td><td>0.07<sup></sup></td></tr>\n",
       "<tr><td style=\"text-align:left;padding-bottom:2em\"></td><td style=\"padding-bottom:2em\"></td><td style=\"padding-bottom:2em\"></td><td style=\"padding-bottom:2em\"></td><td style=\"padding-bottom:2em\">(0.07)</td></tr>\n",
       "\n",
       "<td colspan=\"5\" style=\"border-bottom: 1px solid black\"></td></tr>\n",
       "<tr><td style=\"text-align: left\">WB Region FE</td><td>No</td><td>Yes</td><td>Yes</td><td>Yes</td></tr><tr><td style=\"text-align: left\">Observations</td><td>191</td><td>191</td><td>191</td><td>191</td></tr><tr><td style=\"text-align: left\">R<sup>2</sup></td><td>0.24</td><td>0.52</td><td>0.54</td><td>0.52</td></tr><tr><td style=\"text-align: left\">Adjusted R<sup>2</sup></td><td>0.23</td><td>0.50</td><td>0.52</td><td>0.50</td></tr><tr><td style=\"text-align: left\">Residual Std. Error</td><td>1.01</td><td>0.81</td><td>0.79</td><td>0.81</td></tr><tr><td style=\"text-align: left\">F Statistic</td><td>58.08<sup>***</sup></td><td>28.06<sup>***</sup></td><td>30.93<sup>***</sup></td><td>28.31<sup>***</sup></td></tr>\n",
       "<tr><td colspan=\"5\" style=\"border-bottom: 1px solid black\"></td></tr><tr><td style=\"text-align: left\">Note:</td><td colspan=\"4\" style=\"text-align: right\"><sup>*</sup>p&lt;0.1; <sup>**</sup>p&lt;0.05; <sup>***</sup>p&lt;0.01</td></tr></table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "HTML(stargazer.render_html())"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8231f4e4-3d28-434f-8fa1-5a818f68f3ab",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## To export the table to another file"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "59fc39b5-affc-4524-90a3-372b894f85a4",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "file_name = \"table.html\" #Include directory path if needed\n",
    "html_file = open(pathgraphs + file_name, \"w\" ) #This will overwrite an existing file\n",
    "html_file.write( stargazer.render_html() )\n",
    "html_file.close()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "932e38a5-bcdf-4a90-b829-5528232e0746",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"500\"\n",
       "            height=\"300\"\n",
       "            src=\"https://smu-econ-growth.github.io/EconGrowthUG-Slides-Working-with-WDI/table.html\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "            \n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.IFrame at 0x33494d4d0>"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "url = pathgraphs + 'table.html'\n",
    "url = 'https://smu-econ-growth.github.io/EconGrowthUG-Slides-Working-with-WDI/table.html'\n",
    "IFrame(url, width=500, height=300)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "66bda88c-c7c9-4b07-b6e5-c139fdc11bb0",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "# Plotting WDI data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "de3f6834-6dc2-443f-b1a1-ba3cb46bbd5b",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## Many options\n",
    "* Since the data is a **pandas** dataframe, we could just use its functions as [we did previously](./Intro-Data-Analysis-Pandas.ipynb)\n",
    "* Use the **[seaborn](https://seaborn.pydata.org/index.html)** package\n",
    "* Use the **[plotly](https://plotly.com/python/)** package\n",
    "* Use the **[plotnine](https://plotnine.readthedocs.io/en/stable/)** package"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f8772daa-1d61-41de-940a-0a201d21e5ef",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "# Plots with \n",
    "<center><a href=\"https://seaborn.pydata.org/index.html#\"><img src=\"https://raw.githubusercontent.com/SMU-Econ-Growth/EconGrowthUG-Notebooks/main/pics/logo-wide-lightbg.svg\" alt=\"seaborn\" width=700/></a></center>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "9f483801-dcc7-44be-b200-8bff1140d1ff",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"800\"\n",
       "            height=\"400\"\n",
       "            src=\"https://seaborn.pydata.org/examples/index.html\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "            \n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.IFrame at 0x334926410>"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "url = 'https://seaborn.pydata.org/examples/index.html'\n",
    "IFrame(url, width=800, height=400)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cccfceaf-dba6-4ec2-a147-0ea70e4cecde",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "Let's create a [Scatterplot with varying point sizes and hues](https://seaborn.pydata.org/examples/scatter_bubbles.html) that plots the latitude and Log[GDP per capita] of each country and uses its log-population and the WB region in the last available year as the size and hue."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1b12daa7-87b8-4d6d-8c50-7c0eb97b3e6f",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    },
    "tags": []
   },
   "source": [
    "## Using [`relplot`](https://seaborn.pydata.org/generated/seaborn.relplot.html#seaborn.relplot)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "b12debd2-4056-4e50-acc2-e24feb9355c5",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.FacetGrid at 0x155db1110>"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1561.88x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.set(rc={'figure.figsize':(11.7,8.27)})\n",
    "sns.set_context(\"talk\")\n",
    "\n",
    "g = sns.relplot(x=\"latitude\", \n",
    "                y=\"ln_gdp_pc\", \n",
    "                data=dffig,\n",
    "                hue=\"region\",\n",
    "                hue_order = dffig.region.drop_duplicates().sort_values(),\n",
    "                style=\"region\",\n",
    "                style_order = dffig.region.drop_duplicates().sort_values(),\n",
    "                size=\"ln_pop\",\n",
    "                sizes=(10, 400), \n",
    "                alpha=.5, \n",
    "                height=6,\n",
    "                aspect=2,\n",
    "                palette=\"muted\",\n",
    "               )\n",
    "g.set_axis_labels('Latitude', 'Log[GDP per capita (' + str(year) + ')]')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "6a38d4e8",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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3280vfvELMjMzeeeddygrKwPgww8/ZOvWrUyZMoXbbrstEqwDXHDBBZx77rm9GsuLL75Ia2srJ554Itdff33UfqZMmcLdd98NhKr/u/J4PPz85z+PasNz8sknM3LkSGzbZtOmTb0agxBi6JAzZCGEEEIIIfYDRddQtE5funagh7RfOTSVhspWGne14pCgXhzCTNPCZyg93qFmWfae9SSgF2J/mTRpUtS/v/jiC5qbm8nPz2fs2LEx63u9XubMmYNt2yxbtgwItagBOOWUU1AUJWab008/vVdj+eyzzwA444wz4i4/6aST8Hg8lJeXU1lZGbVs4sSJJCXFTjyfk5MDQEdHR6/GIIQYOqTdjRBCCCGEEINMcbtJnzs37uOHwwSxDk2lvrKVnZtrIoFGRl4yQdM6wCMTQghxOElNTY36dzj8rqqqoqioqNttw+uG/zt8+PC463Wuxu9OdXV1t+vruk5+fj6lpaVUV1dHPV/X4+i8DYBpmr0agxBi6JCQXgghhBBCiEHms3VwJccuOMwCesu0AZudm2oBCeqFEELsX51bysDeyduzs7OZG+diemfhSvtgMBi1bVe9vTvGskJ//+JV43fdl9PpjHq8u22EEAcnCemFEEIIIYQQgyI2oA8xDUuCeiGEEAdceHLV1NRUHnzwwV5tk5+fDxDTgiasqqqqV/vJzc1l27ZtlJeXM3PmzJjlhmFE9pWVldWrfQohDl7SDFIIIYQQQggx4BIF9GHhoL5BetQfNtyahUPvufpT01Q8uomqSqWoEGJwTZ06FY/Hw/bt29m2bVvMctu2ufrqq7nkkktYvnw5AMcddxwAixcvjrvPt99+u1fPPWfOHAD+85//xF3+zjvv4PP5GDNmDLm5ub3apxDi4CVnw0IIIYQQQuwjt2Lg8rfG/XIrxoEe3n6nqgpBn0FdRVPcgD7MNCzqKpoJ+k25df8Q59ZM2LUBR1M5zm6Cek1TcQXqsXasxmW1S1AvhBhUHo+HSy+9FMMwuP322ykvL48sM02T3/72t3z66aeUlpYyefJkABYsWMDo0aNZu3YtDz/8cFR7m//+97+88sorvXruiy++mOTkZN577z0ee+yxqP2sX7+ee++9F4Cvf/3rA3GoQoghTtrdCCGEEEIIsY9sn4/GpUuxjeiJ2hRdC00YG68f/SHMsmw0t8aoidmUrd+Nry0Ydz1PspORE7PRXBqmtLw5ZLk1E6o2Eti5AUV34hoHpI0iYERfwAkH9MGtyzFbG9EDPlyFM/GrXizrMJjAQQhxQHz3u99l06ZNLFmyhDPOOIMpU6aQmZnJ+vXrqaysxO1284c//AGv1wuE+sM/+OCDXH311SxcuJA33niDSZMmsXPnTtatW0dhYSFlZWU4HI5un3fYsGE89NBD3HbbbTz44IMsWrSISZMmUV9fz8qVKzFNk0suuYRLL710f7wMQogDTCrphRBCCCGEGAC2YWKbXb66hPaHE9O0caY4KJycizspNqjwJDspmJKLM8khAf0hrHNAj21jB/34S1ahd6mo7xrQAxh1lZhlq6SiXggxqJxOJ4899hj33HMPU6ZMYdOmTXz44Yc4nU4uuugi/vGPf8RMKjt9+nReffVVzjzzTFpaWnj33Xdpa2vjRz/6EbfddhsAyck9X6A/8cQTee2117jgggsIBoMsXryY0tJS5s2bx6OPPsrPf/7zwThkIcQQpNi9nXZadCsYNGlsbD/Qwxh02dkpANTUtBzgkQgxcOR9LQ5F8r4Wh6qh+t52+Vtp+HgJttmlkl7TyDjhePyHWSV9Z5qmEGgJRlXUS0Afbai+r/dV14C+M8XhwjVuJkbaKExbiQnoO9OzhqNJRf1B51B9Xw8F4ddWHBh1dXU0NDQwfPjwSHV9Z48//ji/+c1vuP766/ne9753AEYohDgYSSW9EEIIIYQQYtB0raiXgP7wEOpBHz+gB6Iq6rsL6CFcUV+My25Hpi4QQhxomzdv5owzzuDCCy+ktbU1allJSQlPPfUUiqKwYMGCAzRCIcTBSHrSCyGEEEIIIQZV56AeVZGA/jBgKTqaJwVFd2AHA3HXsYN+/FtXojicWB2tcdcBQFFQvSnYqgP78O0gNWS5dBvVDODDTXc36jt10E0fPsUjd0SIg9qcOXOYOXMmq1atYt68ecyYMYPk5GSqq6tZs2YNpmly2223MW3atAM9VCHEQURCeiGEEEIIIfaB0ovSXkVRug2vDgehoN655/8loD/UBQwbZ0YBzrEQKC1OHNQbAWwj/jIAFAXnyCLIn4TPlI+vQ41Lt1Grt2C2NeIePQ2f4on7u86pg95UjlFdhrvgKHx6qgT14qClaRpPPfUUr7zyCm+88QYbN26kqamJzMxMFixYwKWXXsqxxx57oIcphDjIyFmOEEIIIYQ44BS3id/qSLjcpXqwfdp+HFEst2Jg+3xxl9ntbXGDKdu2sdvbcCbYp+J247MPn1PywymcVxTQFBVbObyOu7NAsHdBfUIS0A9p4YDev/1zsEywbdwF02OC+nBA7y8pxg76sY3luMfNlqBeHNRcLheXX345l19++YEeihDiECFnOkIIIYQQ4oDzWx0sr/0MM04vC03RmD1sDk4O7OSrts9H49Kl2EbsGG3bBitOEGtZNKwsjlttr+ga6XPnwmE8qeyhSlFAtRV2b2sgNduLJ82FYUhQ36egXgL6IS0moAeMmh0AkaAewDbNqIAewGyugxIJ6oUQQojOZOJYIYQQQggxJJi2mfBrqLANE9uM/Yob0IdZVtxt4oX94uAXDuirSuvZVdbA9s+r6Wjyo+uH70evQNDGzCjAOXYGip7ovpJoEtAPXfEC+jCjZgfm9jW46cA2Tczq0qiAPsxsriNYshy30YyqymzAQgghxOF7piiEEEKIIUHTVBRVI2Cr+C2VgK2CqqFpcpoihDi4dA7oa3Y0AeDvCEpQD5iWguJORdEdPa+sqKjeNCylF+uK/UrXVbTW3QR2bogJ6MPCQb1ZtYXgtjUxAX2Y2VyHWbkRl2IM5pCFEEKIg4KUJQghhBDigNB1lQ4DdjcYbNvlo7ktiGnZaKpCapKDwjw3WSk6bt3GNOVWeCHE0BYvoA8LB/UFU3IOy9Y3mqbiCtQTLFmO5WvreQPbwl+6Gtc4FdJGETDkb8BQYRgWWlIuzpGT4lbSR9ar2UGwbXe3+9JSs9CGT9wzL4d8j4UQQhzeJKQXQgghxH6naSo1LRZrSlpoaA7GfDRv7TCprPWRmeJg2thkctK0wy7UEkIcPLoL6MMO16A+EtBvXY7Z2tjr7eygH3/JKlzjkKB+iPGbCq7sCbig26C+O1pqFg7pSS+EEEJEHNT3W5aVlXHUUUfxi1/8YkDWE0IIIcTg0/VQQL9sQxP1cQL6zupbgizb2ER1k4mmSc9aceApuoaixX6hdnNarapxt1F0bf8NXAya3gT0YYdb65v+BvRh4aBebyrHqcvfgKHEbypY2RNwFUwBtW+/yySgF0IIIWIdtJX0tbW13HDDDXR0dAzIekIIIYTYPzqCsKakhXZf7yrvOvwWq0taOGFKOk5VPswfyjQlftCT6PH9TXG7SZ87N+4yu72NhpXFsRPIqioZR89A8SYl3Kd0eTh49SWgDztcKur7FNArKtjxXwepqB+6+lNRLwG9EEIIEd9BGdJv2LCBW2+9le3btw/IekIIIYTYPzRNpbLOoKEl2KftGlsNqpuCFGY7DtlA63DnUj3MHjan2+UHOs7x2Tq4kmMeVxQF557/dh2joigo3iQC7hRsO84RHOiDEv3Wn4A+rGtQfyhyKkHMXVu7D+gVBefIIhRPKoFtq7GDgbir2UE/wcrNOLzpBNUEP0vigPCbCp7cCTjaGglWd/+5W3E4cRZOx+9Mw5K/5UIIIUSUgyqkb2pq4tFHH+WZZ54hEAgwcuRIdu7c2e/1hBBCCLF/GbZC2a7+3d22fVcHI7IcSMODQ5Pt03ASG4BHlg/w86mqgqKo+E0bwwztXwF0DVyagm1bva7y7E1gKKHioWVfAvqwzkF9eroXRTm0frv5LR3X8Elo/g7Mhl2xK+wJ6MmfhKk6cCoKgdLiuEG96knGUTCVgJ6KbUq4O5Q4dVAaKzDifY+7sIMBglVbcRQkYSoe+b0ohBBCdHJQNUJ85plnePzxx8nMzOTPf/4z55577j6tJ4QQQoj9K2DYNLX1rYo+rKnNIGAM8IDEYUdVFWxFo7bF4rMtrXy0ron/Fdfz7so6/ldcz0frmvhsSyu1LRa2oqGqh1ZwKvbdQAT0YeGgvmFX6yEXWFqWjV9LRh8zEy0jL3php4DeZ+oEgjZmRgHOsTNQHM6oVVVPMs7xswh4cjEO44BeVRXcut2r30ku3UbfD/O4OHXQm3biL1mFHfT3ahujZgfm9jW46TjkLkwJIYQQ++KgqqTPy8vjzjvv5LLLLsPtdrN+/fp9Wk8IIYQQ+5dlg2n2L4gyLRvT4iArMRBDiaarNLbZfF7Wwu56H10L5YPY+AIWDS1Bynd3kJvpZkphEulJKqa0ZhAMbEAf5u8IsmNDDQC6Wz2kWnqFg3rXmJnAqlBFfZeAPiwQtHFmFOAcS6SifigG9G7NABt8Vs8fpV26hWqb+CwH+3INRlUVXFYbduUWXHkT8KtJCe/0cWsG7NqMMzUHPNkY/fyb25P+BPRhRs0OANwF0/FJRb0QUWzblgtYQhymDqqQ/sILLxzQ9YQQQgixf6kKe6oA+/6BXFUUpKhZ9Jema+ysC7J6azM+v0Vqso7boaKqCqZl0+4zae3YO+mhZUNVnY/G1gBHjU9lZJYD0+jdZMfi0DQYAX1YwGewY0MNOWPTD7nJZDsH9YqyGjUpNSagD+sc1BuVW3AUTht6AX3VRrAs3MOP7Daod+kWyu7NWP523COn4MPZr6A+HNCbZcUYdZVoHS24xsyMG9SHxreBwM5NqO4dOMfPGpSgfl8C+jAJ6sX+tmzZMq666qper3/eeefxq1/9ahBHFK2yspJf//rXXHbZZcyZk3iOnnjq6+uZN28ewWCQ+fPn8+c//3nAxlVUVATAp59+SmZm5oDtN5633nqLxx9/nE2bNpGWlsasWbO4/fbbGTlyZJ/3NX/+fCoqKmIeVxQFp9NJZmYmU6dO5cILL2TevHkDMfxeu+uuu3jttde44447+OY3vxl5fPfu3fzyl79k6dKltLW1kZmZyfPPP89JJ50E7J/vgTiwDqqQfihzODSys1MO9DD2m8PpWMXhQ97X4lA01N7XLe0G2Zke6lv63rcmI1knLdVFqldOX0Tf39ulVe1s3eUnb5iXJI9Gh8+ksc3ECNo4dJURuW4cmkJzu0lDaxCrUya4scJHktfBuOGJnzNQ4yMpxYNtRgf5iqbhdumkDrGfRdF3RtBk5+Y62up8eJMGfrLXgM+gdkczhZNzyDgk3y/JWN5jwOlGdXro7gjtlInYWTkoKcNIGiIVpVagA6N8E2b9NkBFcztIGj0F1eWNWdcO+jF2foFRsxVsC9XlwFs4DdWdeN6NhM/b2kCwdB1aRx1Orwt89aiVa/GOm4WanBE9vh0bMevL0D1OIIBSsZbUcTNRh40c0Mpco2Y7war1eByAI/7PgpKciZo6DHNXCV5vgp+Xtt1otZvxjpkR93UUYjB4vd5I6NmdGTNm7IfR7HXjjTfyxRdfcOmll/Z529dff51gMIjL5eL999+noqKCESNGDMIoB88zzzzDfffdh8vl4rjjjqOiooI333yTTz75hL///e/9CuoBjjvuOLKysiL/tm2bYDDItm3bePvtt3n77be5+eabuemmmwbqUPrtBz/4AcuWLSM7O5v58+djmibDhw8/0MMS+5F8yhVCCCHEfpPi1RmV46a+pbXP247MloBe9E99c5BtuzrIz3RRWetn3bY2qhsDUVWtmgr5WS7G5nsozHVTUevHHwytEAjafLG9nYxkB5mpjrjPoXq9pCaofFO9Ej4dCnSHxrDhKbQ1dtDW1L/q4e6omsKwEakkpbkHfN+9YVsmtr8d1bM3PreDfmzLQnV5BuQ5OofK3VE0DSU1e0CecyCEAvr1mJWbQXeiZo4IBfE71qOPnhwVMEcC+p0bwbZA1VCwMWvKIXtUn4L6UEC/Eqtxd/TjTdUES1bg2BPUhwL6zzGrttD5F5vtayVYsgoHoGYOXFCvpgxDyxqBuWsb8e6MU5IzcYyfhepJRdFdGDu/ACv2TiTFnYQ6bDSKc2DeX2L/MC2bHdU+yqv9BAwLp64yKsfF6Bw32kFwy2NGRgYPPvjggR5GDMvq/x1DixYtQlVVvvGNb/DII4/w4osvcvvttw/IuN58800A0tLSBmR/8bS3t/PQQw+hKAp/+9vfmDZtGpZl8Z3vfIf333+fp59+mh//+Mf92ve3v/1tjjnmmLjLnnvuOX7xi1/w8MMPs2DBAiZOnLgvh9Fr3/ve97juuuuiLh4AFBcXA/CXv/yFyZMnRx7fH98DMTTIJ90BEgyaNDa2H+hhDLpw1VpNTcsBHokQA0fe1+JQNJTf1+leFcUyolqL9CTJrZGZpA7J4xH7V1/f27pDpbQqgK7AJ583UF7tS7huaYXBtoo2JhUkM3GUh21V7fgCoQ/NbW1+vvAqTC5wYwQTfZBOEK62W9Au791Dgaoq5IxNZ8f6GloaOgZsv8mpboaPz8Kb4aK+oW3A9ttbTl1BbyrHqK9AGzUNv+rFoZoouzeDEYTh8dvTDCZFAYeuEkj487ZXeJLUwei/Hm5xE9i5EUV34crIJbhjA2pKJrY7Df/m1TB8En5bx6mFWtwEduwJpTUdV94ojN07QNmBbpqYKfn47J5b33gUX6jFTe3O+Cu0l6P5DRwF07BqtxPYuYm4O233o/qW4pwwB78rq9/zwnSmKODKKsL2BQlWltA5qNdSs3CMmE5b0ENWqgt9RBF+fxD/9s+jgnrVk4xzxDQ61EyM2r5fuD/cHag7JXfW+Fi6oTnytzFsR7WPlc4W5k5KY2T2wN9pJBJbsWIFpaWlzJw5k0suuYRHH32URYsWcfPNN+N0OnveQQ/GjRs3AKPsXlVVFR0dHaSlpTFt2jQAVFVl3rx5vP/++9TV1Q3K815++eUsWrSIDRs28NZbb+23kD4nJ4ecnJyYxwOBAAD5+flRj++P74EYGmTqNSGEEELsV0kOmDo2Bafeu2orh64wdWwyg9BdQhwGfEEwLFi+qbnbgD7MBr7Y3sqmig4K8rx0LjzdWeOjIzB4YxVDn2XZqE6N0ZOzSckYmOpfTVcZPj6L3IJ0ggeg97pDV9Cbd+IvKcao3oFZtgq32RIJmwMVm6BqI25t/83JoCjgVvzotVt6fF5dV3G278bZtgtHL/+u9FZMQJ87CrNyE0b5FwQ2LUPxNYHph8oNeBR/nIC+ELt+J8HSYoIlxRg71qG1VOFWev5FYmkutLRs0BJfHDHrqwhsXJI4oN9DSxmG7UxOONlsbymKgls3UVUVv+1AGTEFx/BxQOh111KzcIybjU9PRVXACvhQHC6s7Am4CqaAqgEMyQmBRc921vj4YG1jTEAf5gtYfLC2gZ01A3+n0VDxwQcfcNNNNzFv3jymTJnCjBkzOOOMM/j1r39NQ0NDzPoff/wx119/PV/5yleYMmUKJ5xwAjfffDPLly+PrLNs2TKKiorYuHEjAFdddRVFRUUsW7asV2N6+eWXATjjjDPIz89n7ty5NDQ0RKqv41m7di233HILCxYsYMqUKcydO5drr72Wd999N2bdoqIiioqKqK+vj3q8oqKC++67jzPPPJMZM2ZEju+WW26JVIT31siRI0lKSqKpqSnquFevXg3A0Ucf3af99cXo0aMBYi4E9Of4qqqq+NWvfsWpp57K9OnT+fKXv8wNN9zA2rVro9a76667KCoq4oknngDgyiuvjPT+Bzj22GMpKiri1VdfBRJ/D3w+H48//jjnn38+M2fOZO7cuVx66aW8+eabMs/HQUpCeiGEEELsV6ZpMSJL5+iiNLxurdt1vS6NmUeEJ+2UD/Kib1RVwTChpKqjz6HBF9taafNbZKTsbW/T1GbQ6rP2TH4sDlcDGdRrusrII4aRW5COph+Yj2aWDbiSUd2hli1GXSWBTUsiYbOiO1C8qVjK/qmkDwf01o61+EqKofKLhEG9rqs423YR2LqCQMlKHK0DG9TbigqajuL07A3od4aCNMxgVFBvbFmaIKBfHWp7Y1sES4uxa7ajdf+nDwC/oWANG4ercGq3Qb3V0dptQO/IHYM6elqvqve7oygKbjqgfA2uQENMUK+nDYsK6J0dNRjb12D5WglYSiSo15LSJKA/CJmWzdINzT2+h2wblm5owtzHC0JD0YMPPsi3vvUt3nvvPQoKCpg/fz4TJ05k27ZtPPHEE1x55ZWRSmiAf/3rX1x77bV8+OGH5OfnM3/+fHJzc3n77be58sorIyH6sGHDOOussyKtTI477jjOOusshg0b1uOYWlpaeOutt3A6nZx55pkAXHDBBUColUs8y5cv57LLLuOtt94iLS2N+fPnM3bsWD7++GNuvPHGSHDcnTVr1nD22WfzzDPPYFkWxx9/PHPnzsU0Td566y2uuOIKPvvssx73E+Zyufj2t78NwB133EF5eTkPPfQQ//znP5k9ezYXXXRRr/fVF7Zts2XLFoCoHv79Ob5Vq1Zx7rnn8te//hXDMDjxxBPJzc1l8eLFXHzxxXEvgISFv+dhp556KmeddVbkAkI89fX1XHTRRfzmN79h586dHHPMMUyePJl169bx3e9+d79OeiwGjrS7EUIIIcR+ZxkWo7J00pMzqKj1s7PaR3O7EQq/VIUUr87IbDcjh7lIdiMBvegXVVVo8Vlsq+p7WxIbKK3sYNJoD/XNwcjjja0G2SnOfa5IFQe3zkF9f1vfhAP6jPzkAxbQA5imjd+ZgWvcLNi6HLO1AautGQBFd+IcOwMzo4BAcPDf850D+uDuMgACFZtwAu7hR+Iz96bbnQN6yxdqERQoWYlz3NGQnEfQ2Pfx+g0Vd14R3qQUAhs/2RvQh+0J6p1Fx6C606CpJn5AD6CEevIHGnah7dyEuxcthPyGgmvYOFyAv2wdmH2bdH2gA3pz2yqMugq05npc42fjd2bgtxy4RkxBM/34tJRIQB/YugJVCWCbBu7sifgsJ87sCTjTcvE7M/ZrQO/QVUzLTvh72+FQMQxrn16jQ92Oal/CCvqufAGLHdU+xuQdOnMNbNy4kccff5zU1FRefPHFqPYjW7Zs4ZJLLmHLli188sknfPnLXwbg97//PbZt8/jjj3PCCSdE1n/ppZe4++67WbhwIaeffjrjxo3jwQcf5JxzzqGpqanbHupd/fOf/8Tn83HGGWeQnp4OwMknn0xGRgZr165l3bp1TJ06NWqbP/7xjwSDQX7xi19w8cUXRx7/6KOPuPbaa/njH//IVVddhcMRfw4egJ///Oe0trZy++23861vfSvyeEdHB9/97nd57733+Nvf/sacBHP1xHPdddexatUq3nvvPb761a9iWRaXX345d9xxR7dj6S/Lsli4cCGlpaU4HA5OP/30yLK+Hp/P5+MHP/gBjY2N3Hjjjdx0002oaujv+ptvvsn3vvc97rzzTpYsWYLbHdsa8Tvf+Q4Ab7zxBgA/+9nPyMzM7Hb899xzD5s2bWLevHn8v//3/0hODs13UlJSwmWXXcZTTz3FqaeeysyZM/fhVRL7m4T0QgghhDggDMPCq8PEES4Kc90EDDsS0jt1BbduY5pWXzMJISI0TaW2yU9dU7DnleMor+lgypgkPC6VDn8onGjtMAds8kVxcNuXoL5zQH8gWtx0ZZoWlisVNS0bs3VvywbVk4ySPAxjP3S6iRfQA2DbMUF9vIAewPK1DWhQrygKiuHDqC3HaqkNDbJrktspqHfmFqJoWvyAPiULUrIxLQUzcjyDF9QPVkAPhN4jW5dHgnqf6UBRnWidAnqrowW8LqzqMix/EPfIqfgsJ0FHOtZ+fM87HQp64w4c3nR8WkpMUO/WLNT6MvS04fjYt9fqUFZe3be70cqr/UM2pK+oqIhqLZLIpk2bIv/f2NjIqaeeyowZM2L6g0+YMIG5c+fy7rvvsnPn3jkkqqurgdj+4hdeeCE+n4/8/Hxs296nc4pFixZF9hnmdDojFd3PP/88999/f9Q24XHl5eVFPf6lL32Je+65h+TkZEzTTBiMd3R0MHHiRPLy8rjmmmuilnk8Hi644ALee++9qNeiJ4FAgKeeeooVK1YAYBgGo0eP5rvf/W7cULsvHnnkkcjrBKHq+dbWVtavX09NTQ2apvHTn/6UUaNG9fv4/ve//7Fz506mT5/OLbfcErXN6aefzttvv01FRQUlJSVRE8L2V21tLf/9739xu9385je/iQT0EOpf/53vfIe///3vkbkKxMFDQnpxSNF1FctWCBg24TmRFAWcGjg0BcMw5cRLCCGGENsOhfU6oOvh/CP0i9qQcF7sI1VVqG0K0t8//YGgTWuHicupRUJ6ITrrT1A/1AJ6AJduwe7NBKtKoh43W+pRyopxFc7Er3oH7Q6ShAF9WKeg3jP8SJS26piAPqxzUG8n5SWcTNapg2YH8VmOhJ8PnDpQtQ2jejtqclZo/001iYP6I47BDrQnDuhtde/xVG7B7U3FkTmGYA+T40aCetvGX7q623UB9OzRgxbQh3UN6hXs6IC+k2BVKQ4IBfX2vk9k2VtOh4LWsB1/aTFqUgbusTOjgnq3ZkH1Jnw7NuDIrQuNT4L6uAJ9vKOxr+vvT16vl5NOOqlP28ydO5e5c+dGPWZZFhUVFaxfvz4S2HZud3PMMcfwwQcfcNVVV3H22Wczb948jj76aJxOJ1//+tf3+TjWrl3Lhg0bGDVqVMzYLrzwQv7617/y73//mzvuuIOMjIyocZWUlPC9732Pc845h3nz5jFnzhy8Xm+v2sp4PB5++ctfxjze2NjI5s2b+eijjwAIBntXINHa2soNN9zAsmXLKCgo4Kc//SkPPPAAO3bs4LbbbuPRRx9F0zTeffddUlNTmTp1Kh5P7y8AffLJJ1H/VhQFj8dDfn4+8+bN49JLL42626A/x7d06VKAhO+r3/3ud70eb28sXboUy7KYNWtW5A6Kzq6++mquvvrqAX1OsX9ISC8OCZqu0ea32V0boKreT7vPxL/nZFfXVLxujaxUB6OyXSS7VbAkrBdCiKFIfjeLgTQQ76egYaN16kSS4tFkMi4RpS9B/VAM6B0OFa2+DF+4B73DiXPkJIzacsyWeoy6ShSHC9foGXTQi2bq/aAoCkrQh9XWmHilPUG97m/DaqmPG9CHWQEfdkczanIO4UlNO3PqoNWXYbV2H8wGDJvk3EKUhnKM3dtCYTvdBPUblkDny4LxAvrQAeMccQRW+sgeA/rIJraJHex58msAO+gHy0BRXf3+faUohAL6stiAPqxzUI8ZjBvQh3UO6jv2Q1AfDugDpcXYwQBm424oXYV77Ez8egoOTKjeRGD7F6H5AjpfSJCgPoazjy25+rr+/pSRkcGDDz7Y5+0CgQBvvvkmb731FqWlpVRWVkZC+XA1fOeft3vuuYdbb72V4uJinnzySZ588kk8Hg9z587lzDPP5PTTT4+0ROmPV155BQhVfl911VUxyx0OB36/n1deeYXrrrsu8vjtt99OVVUV7733Hs899xzPPfccDoeDWbNmcdppp3HeeefhdPb8M7pu3ToWLVrE+vXrKS8vp6mpKeFr0Z177rmHZcuWMXv2bB555BGSk5MZO3YsV1xxBR9//DH3338/d9xxB3feeSetra28+OKLzJgxo1f7BnjmmWd63T6ov8e3e/duIPauicGyv59P7D8HdUh/8803c/PNNw/YeuLgo6oKQVtla4WPkop22nzx7sW1aGk32F3vZ2tFOyOz3Uwc5SXJGbq1VwghhBCHJsuy8bo1FOh3Nb1DV2jfk4spQHqKLv3oRYzeBPVDMaAHMAwbPTUPPWsEZuNunGOPwsosxJGWCyUrsE0DLWcMAcUBDM64LSvcF382lCzHbG2Mv6JtY9SUd78zVcNVMAVr2HgCRuKAPrBtNbYRxGHZuEdPixvMulSDYHUZamouSnsLdkstWnImtr8du6M13gCj/qU4PSjJWRi2tneZouAcORHyJ0X12O+OWzOgagOBnZt6XhlCgfS2VbjGzMSvJvX/d5aioGjd94I2WxuwNy8Fy+z2wgmKgqI6sBn88Nahh1rc+PcE9JGx7gnqXWOOwmqoiAT0YcGqUhyKGrqQ0EMbosPNqBwXO6p7d5EovP6hpK6ujiuvvJKSkhJcLhdTpkzhmGOOYcKECcyYMYNnnnmGf/zjH1Hb5Obm8uKLL7J27VoWL17MJ598wvr163nvvfd47733ePnll3niiSf61W+9vb2df/3rX0Co9UltbW3CdV944QW++c1vRi4IJCcn88gjj7BlyxbeffddPvnkE1avXs2nn37Kp59+yt/+9jeee+45UlNTE+7zgQce4MknnwRg7NixnHDCCYwdO5YpU6ZgmiY33HBDr46joaGBf/zjHyiKwq9+9atI25bJkyfz4IMPctNNN/Hss8+ybds2WltbGTlyJEcddVSv9r0v+np8xp7bf/dXO0TTNPfr84n9R/7yiIOWpqm0+GF1STO76nrXIy8QtCitbKe2KcD0cSnkpWsyGaEQQghxiDJNi/xMJ26nSkcvJ7zrzOVQSfFo1DeFzjPSUhwku1QsS84dRKzugvqhGtBDqBrQp3hwF0xHz67HSB1BIGChhSeTtQwCnmyMQT5nNk0Lvyuz56C+O+GAPnsCfrPngB4guHtbqIK6S1DfORhXdCeuvPHgTcas2Aj+bsLoTuxAB3ZrHVq4kn5fA/o+lHeb9VVA/4N62wYfLtyjp+GA+G2I9rDaQxMNo+noyRkYTbVE31Gg4Bx+BAw/Ep8ViiB0XR2095RpgcOTjupJwQzWRS9r3I29cQmWrz0qoAdQHE7U5CxMxUH/L+0emkbnuFnpbOnV5LFup8ronH3rIz7UPPTQQ5SUlHDsscfy+9//nrS0tKjlzc3NCbedNm0a06ZN47vf/S6tra288847kerxd955J2rC0t7697//TVtbGzNmzODFF1+Mu05bWxsnnHACFRUVfPDBB3zlK1+JWj5hwgQmTJjAd77zHXw+Hx999BE///nP2bx5My+++GLUhKmdrVixgieffJKUlBQeeeQRZs2aFbX87bff7vVx7NixA9u2SU9PZ+TIkVHLTjrpJH74wx9y33338fHHHwNwww03DHow3Z/jy8nJAaCqqiruPtetW8fWrVuZNm1azJwG/ZGdnd3t89XW1vLuu+8yfvz4mPGLoW3o3oMkRDdUVaHVD59taOp1QN9Zc5vBik1N7Go00TT5MRBCCCEORaZpkZOuU5jn7df2o3LcGKYVCSVGZbtx973grVfcioHL3xrz5VZkcoaDSeegPiUj1DN3KAf0YbZt48NDIGUkgWAonDRNC58jHb+7dwG9pqk49rHFRTiod4ybjZac3reN+xHQhwV3b8PasRa3EkBVlZhg3DZCc1tow0ajeFIg0EavciIbrJY6aKlBU+39FtCHmfVVGNtW4bLaUNW+B1u2DT7bhTp6Go7cwu5X1nRceYU4vEk4c0axt81QbEDv0m2cLRWh4xsElmXj01ND76PUrNjlHa1xA3rnmBmYGQUE9nHC4UORpirMnZTW4/teUWDupDS0frzfhrJVq1YBoV7fXQP61tZWiouLASIX8Xfu3Mm5557L2WefHbVucnIy5513HqeccgoAlZWVkWV9CZ/DE6Gec845CddJSkriq1/9KgB/+9vfgFAF/kUXXcSXvvSlqP75brebk08+mYsvvhhIHP7C3tfiuOOOixsAf/jhhwC9KmgIT17b2NjIxo0bY5ZfeeWVHHHEEZF/hyd3HUz9Ob7Zs2cD8MEHH8Td52OPPcZdd93Fp59+OiBjnDVrFoqisHLlSlpbY+/qeuutt/jpT3/KM888MyDPJ/YfSSfFQclEZd22VupbejcZSTwdfos1W1toC8htQkIIIcShyq3ZTCrw4nX1rZe2osDYfA8NzaFzjaxUB4W5rkGr/LR9PhqXLqXh4yWRr8alS7F9vW8vIIaGzkF92jDvkA/ow2zbjnl/W5bdq/aQmqZitBvUV7ai72MBTL+C+n0I6MMiQb3dFh2MKyquvEJo3k3Hqv+iZY1Gzz8Cgu29D+pbG3BmDUcfXjTgAb2WmgVa4hvkOwf1/fnM06ugfk9Ab9fvxL/uPVTTtyeoV9Hyx8cE9GptKf7Nn0HVhgMW1HcmAX3vjMx2ceK0DNzO+D/jbqfKidMyGJl9aLW6ASITr7777rtRvcjr6+u59dZbaWxsBMDvDxUQjhgxgubmZjZt2sRTTz0Vta/du3dHwtpp06ZFHne5Qq9bd1X5AJs3b2bNmjU4HA5OO+20btf92te+BsCSJUsoKyvD6/XidDqprq7mt7/9baRtCoQuNixevDhmXF2FX4vi4mLq6vbeqWJZFs8++2ykV374tehObm4uCxYsAOBHP/oRNTU1kWUNDQ18//vfZ/PmzbjdoTszbrzxRtasWdPjfvdFf47vtNNOIycnhxUrVvDEE09E7e+tt97i7bffJjk5mTPOOGNAxjhq1ChOOukk2tvb+dGPfoSv07liaWkpDz/8MEDkoos4eEi7G3HQ0XWVrbv8VNTs+4fW5naDjeXtzBiXBGa8fvZCCCGEOJiZpsWE4W4qx6WwcnMTwV4GMFPGJON1qeysDuJxqUwdm4JbH9zTBdswseV85JAQCeqPzEFzqEM+oN8X4YB++/rddLQGsC2bzBEpGPtwzKZpYXizcORPwNyyvMf19dQslOxCAlb8ENpCRXcnozjcCUN62BPUtzVgtjVFB/RtdQS2LAfTILBjPa4JR2P5WrF62ZJHzy4AbwZG5WbceUWRwLo7im1hGcFuA3pH7hi0UVPQG3biL1sHZoLA2wigWCaK3r8JtbttfdMpoA+Wrgbbwr/xU1wTj0MfNxNt2CiamkO/1yIBfdna0Gu5cxNOwJ0/Cd8g9IC3LBu/Iw332KPxb1ySsGe+c/RkrMyCyF0kIrGR2S7Oy8pmR7WP8mo/AcPCqauMynExOsd9UFTQh8Pf3ghPMHvNNdewatUqFi1axMqVK5kwYQKNjY0UFxcTCASYMGECW7ZsifSGVxSFX/7yl1x77bXcf//9vPTSS4wfP5729nZWrlxJR0cH55xzDnPmzIk8V0FBAatXr+bnP/85b7zxBt/4xjfiTpD68ssvA/DlL3+Z9PT0bsc/a9YsCgsLKSsr44UXXuCHP/whP/vZz7jkkkt46qmneOedd5g0aRLBYJDi4mKam5sjE9smctppp/HnP/+ZiooKTj311EhV9/r169m9ezcTJkxg69at1NfXY5ommtb9hcl77rmH8vJy1q9fz2mnncb06dOBUNsZn8/H5MmT+fOf/8x9993HW2+9xRVXXMGTTz4ZqV4faP05Po/Hw+9//3u+9a1v8etf/5pFixZxxBFHUFlZybp169B1nfvvvz9yAWAg/OIXv6CsrIy33nqLFStWMHPmTFpbW1mxYgXBYJCrr76a448/fsCeT+wfEtKLg47PUNhW1TFgXQJ3VncwfriHFJfS6xnIhRBCCHFwsG1wqhYnTE7FxqZ4SwuBYOLwUAEmj0lm/HAP2yrbSXJrzJiQSk7q4PVPFocmy7JRNA6bgL6tOVRVWLE5FFLtS1Cv6yp6SxWB8i96tb7RVINauQnX8CPjVqobhgXeHJzjZxHYugKroyXhvjr3wu8a0KM7cYw+Equ5BquteW/grYDi8mL7O+Km4EbtTtSsEeBOg8oNuIdP6jGo99lO3COnhELxqpKY5Y7cMaijp9Fhu3AOG4cL4gb1WmoWjnGz8DtSscz+f9axbTA0D45howjWlINlxg3oAQj68W/5DEdmHoruAMyYgD6808EO6h0YmA2VWP7YyZzDjLoKHGl5qFqKTAzeC5qqMCbPw5g8z4EeSr+0t7fzxhtv9GrdcEi/YMECnn76aR555BE2bdrEBx98QF5eHl/60pe48sorSU9P59xzz+W9997j7rvvRlVV5s6dy3PPPccTTzzBqlWr+N///ofX62XKlClccMEFMa1qbr/9durr61m5ciUfffQRxx57bExIHwgEImPv2konkfPPP5+HHnqIV199ldtuu43x48fz0ksv8Ze//IXly5fzwQcf4HQ6GTduHGeddRaXXnppt5PZJicn89JLL/HHP/6RJUuWsGTJEtLT0xkxYgRXX301V1xxBRdeeCEbN27k008/5YQTTuh2fJmZmbzwwgs89dRT/Pe//2X58uU4HA4mTZrE2WefzUUXXYSu6/z2t79l2LBhVFZWxr14MVD6e3wzZ87ktdde49FHH+Wjjz7if//7H0lJSZx88slcf/31TJ06dUDHmZWVxUsvvRR53T788ENUVWXatGlcccUV/ZrrQBx4it2LVPLyyy8fnCdXlEhvrINdMGjS2Nh+oIcx6LKzUwCoqUl8YjuYNE1hV6PFx+saBnQqn4mjk5g2xoPRzYd2ceg60O9rIQaDvK/Foaq/721VVQjaKiVVftaUtlJa2Y7RKbByaAojsl2MHe4l1aOxs7qDrDQnR472kuJRejXRvFsxum1Po7jd+Oz4IZTL30rDx0uiKukVTSPjhOPxu5L7cKTiYHQw/s6OF9CHqarCiCOG9Suo13UVZ9uuUJieoPI5LkXBOaIo1FolQUsZXVdxtlf3GNSHuYaPw27aTXDrilAgPWEW+FsJlH2OHe5HrICakoWSMgy7rRGrqTp+ubrmwFl0DGrueKzUfDosZ28OCbcSwNr5eVRQHw7offbeiW5DIXhJVFC/N6BPw9yHgB5A1xScHTV7XztVw5U/Jjag78SRmolr5lcxsiZgVZdEB/RdDtQ5sgjyE3/v+sOtWbB7E4EdX8QdX2daei6OsTPxHSRBffh3hhCHG8uyUFXp3C0OTb26VL1y5UoUZeCrjKUPuOgrVVXZ3eAb0IAeoK45SNDwIu9IIYQQ4tBkWTYaJlNGuxiX76a6yaCyzk+7z0RVICNFR1MUAoaJbVsce2Q6qV4VFatXAT3s7StvG7EtaxRdI33uXIgTuPd0TjwY5+FC7IvuAnoI/bz1p6K+3wE9hKqyK/ZUZQ9ART2Af1dZaDLUI45B1VTwtcQN6EnJxrBVtORMVIgf1JtBjMpNuDJHYGsO6MVLEmoz07mivhRHbmFMQA/gNxRcnSrqtaS0wQvoAUXVUFQVs60xYQBudzThX/VftDG7CTTUJm7HY9tY7c1oZgBF8fSrJU9XfQnoAczG3VC6CvdBFNQLcTiSgF4cynp9P1l+fj7nn3/+gD3x3//+d3bt2jVg+xOHh6Bp09w+8JMLtftMgpaNU1J6IYQQ4pAWCJhowKhMlcKcZAzTxjDBtGwsy0bXwKkrWKaFZZm9ydGi9NRXPlG1vd3eFhPE27aN3d5GvHrb7qryhRhMPQX0YX0N6vcpoA8b6KDeMvHX7CR5wkysXZvxbV8fN6A37VBoZFpKwqBeTclAScqkvewLXKi4sifgN3r+8NE5qHd5UiCrICagD4sE9YqKkjJs0AJ6ANsIEKipwDl6GmBj7toWf/wdTfg3LEHLHIGpueNecNQzh6MVzsCverEHIBx3OlTUum34yjfEBPSKw4lz5JEYdeWYzXVRy8zG3ajl63GNmUkHidt9CCGEEIOhTyH9TTfdNGBP/Mknn0hIL/rMtCA4CP1gg4aFZQEDd3elEEIIIYYww7AiPeYV9pwUq4AN3cwruW+UxNX2tm2D1eUcx7JoWFkcU2nfXVV+XyS6YCAXAKKpqoKqKqE7Ggi9X2w7dFHncKu27W1AH9bboF7TFFy+Ovwlq7oP6B0uPOOOIlBVgtlUG3+dcFCvabjyJmErGkHDigq1DcPC4c1ATcnsPqTXdFw5ozAqNmK11qEkZ2A3h563a0AfFi+oV1MyUFJzMGwNbBN/2ee4oM9BvSOnKOZYuvIbCs6scRgW+9SDHhIH9GGWr41AbQXO0aGJHhMG9QEfVn1F3KBezxyONmYGfjVpwH6egoaFljYcfVgNRvX2yOOKw4lzzAyszEIc6XlQsjwqqFc9yWh5Ywngole3OgghhBAD6ICdfcstu2JIkdZLQgghhNhPeqq2j2JZA97mLzKOOBcMBuoCwMFOURQ0TaU9aNPcYtLQYtDYGsS2QxXfmck66Sk6KW4Vt0MhGOzl9/Mg1teAPqw3Qb1p2piuVPSsEQQqNsXv6e5wkVQ0BzvQgWf8LDq2rkgY1GveVNSM4aBYUFeGmj4SP47Ibt2agV25AaNmR8y2qqrsuV5m4xw2Atrq8W/8FDUpDS09J7SSbUcC+sj6CjhGHIEd8GFUb48E9ZiBvQF95EUx8W9fj9vhxpFe2KsiJNum20mvOwsY+/5bQ1UVnMEmgtuKu72QYfnbsTQHzoknEKCHoL5xF1rmcIw9VeqDEdDDnosaigv3nosHRvX2SEBvZhQQCFqoeirucbMjQb3qSQ7dXeHJ6feEx0IIIcS+6FVIv3jxYlwu14A+8cKFC/H7e39yJwaHoigoSuhE5mC4cKJrCk7HwPcgc+oKmrQ2E0IIIcRhpk8XDA4Tmq7S4oNtO9qprPPTEqfVYhmhGo+MFAejczyMznHi0sA8RMO9/gb0Yb0J6n2mhnv4kTghNqjfE9CbTbvx7dyKa/j4hEG9lpSGY8IccKdg7fyCQMVmHHmNuEZOwY8Dl2pA1QYCO2MvBmiKhdLWiOpJxcCB0VSLK3sEWs5ozN1loXXSc7BQMCx17/reNNRRUyBvIqptoigKwd1laMmZKLaNYcd+0HAMG4WdmjtkA2HLsjGdKei5YzA71iWe8HX4EZBzBJZq45r4Jfy2HXmtomgaanI6luoEy0bLzB+UgD6sc1CvqBpqanYooN9zAcOybHx7gnq1/HO0/PF7Avqh/5lYCCHEoalXIf2IESMSLrNtm88//5zy8nLq6+tpamrC7XaTlZXF2LFjOfLII9H12KcZNmxY/0ct9omuqwRMCBjgD1qYVij8djlUnLqCQ7Ujt38PNboK6ckOquoG9gJPklvHoSF3NQohhBCiX3qa/DWy3iCPQ+wbRdPYXh3gi+2ttHZ0f/HCtqG+OUh9c5CdtU6mjklmWIqGGWfi4IPZvgb0Yf0O6qMC+i1g2/grtgDEBPWxAX1oH8GqEhyKStKoSRiVmxIG9LTUYLbUofjb0NPzMXzt+GsqcBUeBRAJn5W0HDTVhuZazNZ6XCOK0PLH02o6AB336GmhiV53lxHvp96ROwZ19FR8tmtAJkkdLF0no40K6sMB/fAj8Vk6ig1JmaNwDD8iNqTXNLSMPCx3eiSQ19NysBxerODgvQCRoH7UNEzVGXOHQSSoH3M0AcUlAb0QQogDql/tbkzT5O233+bNN99k2bJltLQkvv3N7XZz/PHHc84557BgwYJef4ARA0/XVdoDULYrQHm1j5Z2A19gby9Wj0sjJUmnMM9NbroTl2bt80RDA800LXIznGzaAQNZcJGd4URXYYhemxBCCCHEEJGojzvEn/w1ssy2sdvb0ZwOHFjYdpye9KqKQZeKW1WN25Ne9J6iRF9ESVi1q2lsLO9gw/bWPp9n1jYG+HR9IzMmpDIyy3HIBPUDFdCH9Tmo311GUtHsqIA+JDaoxwjGDegBUFVULKytSzEbdoEd/TMVDuitljqwwW5vwYKEQb2m2GjuZILtTTjGzcJ2p+IvWY27cDo+vPhsV5egfq+DJaAPixvUdwnoAZyajVW7HaOuIlQx39oY2oGqoaVlRwX0AIEdX+DUdJxZYwnEKdIfKLYNHbYj4YdHy7JpxwmD1lhMCCGE6J0+hfSmabJo0SIeeeQRdu/eHfkQomkaeXl5pKam4vF4aG5upqGhgcbGRjo6Onj33XdZvHgxBQUFfOc73+Gss85CVaW3yP6kaRqVDQbry1ppaImdDc0G2v0m7X6T3fV+stND1UBZKSrmEEquLcsmzauRmeqktikwIPt0O1VGDnMesrcnCyGEEGLgJJr4FRJM/hpmWTSsKiZt/Dg8Y8fGbmsEaS8phc7nyKpKxtEzULxJMesrbvc+ZUo9Fc4oinJQtEJMRFUVUFT8ho0/aNPhD022qWngdWo4NHA5FGzLwrJsNF1jU4WvXwF9mC9gsWpzM45JaeSla0P2ztS+UIDaiuYBCejDLMumensjSWlunMmOuOfg4aA+edgIjLryLgF9WHRQb1gWuJJjA3rAOWwkSkcj/i8+Rk1OR0vNiUz42jmgV9wpOMZMxyjfgNVSFzeoV7Axy7+AlCzcR34Jy5mEf1cZWCbYFu4xMxIG9QdbQB/WOagPbP8cR+7YqIDepduotaX4ytaCaaOn5YYuNwbb0dLzCDhSYi6O2WaQwLa1OGHQg3ohhBDiYNDrkH7VqlX89Kc/ZevWrWiaxgknnMCXvvQljj76aCZMmIDT6YzZxu/3s2bNGlauXMkHH3zA6tWrueuuu3jssce4//77mTp16oAejIhP1TRKqwOsLWkm2MtJhGoaA3yyvpGjj0hleKY+pIJ6l24zYaSXhpYAA5GrF+Z5SXYpWEPsrgEhhBBCDE397uNumDRt3hq3Mj5l9KjYxxUFxZtEwJ0SG5j38rSlr5X/oYr/NmLP7PeMye3GZ/frZtz9QlUVDFulrsVg2652GlqCtPtMbNvm6EInTsNPqwKapuB2aiSnJ6O7XdQ2G2zc0bbPd2r6gxafb2slbUoaTjX+/KcHE8u2yR2TTtBv0LC7dUD26XBqjCwahivFidHDHQdGfUWCgD5sb1CvDT8CI05AD2A0R/eWVwEtdc8ksJ0CeufE47FUHWfRsQQ2fRoV1Jv+doK15TiHT0SxDPThRVhJWfh3bAwF9IBRVwEQN6gH5aAM6MMiQb3Ti5WcExPQ+8vWRtrhGLaGnpaLZvlRvGlYHbFFYiBBvRBCCNFZr86w/9//+3889thjpKamcvPNN3PhhReSnZ3d43Yul4s5c+YwZ84cvvOd71BSUsKLL77I66+/zqWXXsr111/PzTffvM8HIRLTdZWK+iBrtjb3uceeL2CxaksznskZpHuVQZnQpz8MwyI/w0FBnpfSyvZ92ldmqoMJI9zYiarehBBCCCEGkmX1uQB+Xyra+1z5b1k0rCyOW2mv6Brpc+eCK7nf4xlMmq7R0GaxvqyF3fW+qMBd1xSchp/dH32KGQwlgZpDJ2/esRgpGWyt6BiwftT1LUFKqnxMGe3pMYTuD01TUBV6XXyjaSqKYmP0cv3OLMtG1RRGTgzNJ7avQb3DqTH6yBySh3l7fG1sRcV2eEHV4k9aundN/BVb0JprMVsb4gb6lq9tb8saRQV/O4qqYDVHB/RGMIBRvwMtdVhMUK+l5WLX7Cboa8E17RSMjlZ8nQL6MKOuAlQVd8EMOmwXPkJBPXDQBvRhfkNBTx0V+d7FC+jDDFvDmZQBgOJwYgfj3wUtQb0QQggR0queM08++STXXHMN7777LjfccEOvAvp4xo0bx49//GPefvttLr74Yh599NF+7Uf0XlsAPi9r7feHjg6/FdreHlpzCSi2xeQCL/lZ7n7vI9WrM3NCKm794K9yEkIIIYRIJFz53/Wru9Y88daPF/R35VYMXP7WuF9uZfDSN4dDp3R3gI/XNVBV54upiFdVBaeuYAYNLMPEMkzMoIGmKtQ1B1m5uYVWnx1qkzMAdlb7aA8M/Ammpqm4Ag04mnbg1Hseq66ruHw1OFsqcfRi/Xgsy4Y9QX1Gbv8v0PQloIdQIGwNG4urcBpoPdWW2Zgt9d2e1Fu+Nvx1u3BPnY86YhKmraI4PSje9E4B/S4AzOZaAq3NOIuORU3JCvWor92BojvQR0zCV1mCb/uGmIAeCPVgT8nC0kL3o9g2dFguOqyDO6APC3/vFEVBC7RiVJd1exFFTc/FPekEtIy8hOvYZhCjugw92Cpz2AkhhDhs9aqS/t///jejR48esCfNyMjg//7v/7jqqqsGbJ8ilq6rbK3w09S6bx+Idtf7qWnyMDxj6NzabNs2Lg1mHZHM52Uq23e3J/ycGU9OhpPpY1NI9yK96IUQQgghBkiiyv3BrML3OGzaG6qoafDiC8Se12mqwqR8nUx3O7UejeaWvWNzOVTKdwVo95tU1PoYPsxNinvf7yBtbjeobzEYkakP2LlmKKCvJ7h1BZa/HddYIH00gQQV8rqu4uyoIbB1BbYRxDUeSBne6wr8zva1or6vAX1YqMXK2D2TlsZWa/dI1dCS0kIBvqrhyBtLIGUEqjsDpWQFts+DZ/KJBBprMVsbUT0pWB0twJ6gHiIV9YruxDF+DoGGasy2poTP5yqcipU9Hr9xaIfNtm0TcKbhHDMDe+tyrPbmmHXU9FwcY4+mPejEMWYmsCo0cW/X9ZLScIyZgV9PxZbPZkIIIQ5TvUpdBzKg76ygoGBQ9itC/AbsrInfg7QvbGDbLh95GSn7PqgBZFk2ThVmjEsiJ8PBlp2hvqPdVaikeHUK8zyMyXPj0ixM6UMvhBBCiCFC0XWUTje6Krp2AEfTf/3u2d8PXoeNr3wDO9ZvYsyEo7CGZVNZF4hUxKvhgL69lGBQI9PRgeVx0tphRpa3tgcjVeZ1zQG8Lje6CuY+BvU1TUFGDXMwEC9F54DebG0AwF9anDCo7xzQh8NT/9aVBySo729AH9bvoF7VcOUVoCpguJNQU7JC4XkQVDUJ97hZ0NFMMG0EujMF3ZMEpkGgUcNsbQQ6BfUTjwVFk4C+C8OwwDMM5/jZBLoE9XrmcBxjj0ZNzsCoacHSknHFCerVpDSc42fjd2VJ8ZQQQojD2tApjRYDzm9AS/vA3Fbc3BbE34+T+cFm2zbYJgXDHOSlp9HQalJVH6C5zcBvWGDb6LpKikcnJ91JdpqOx6lgGuaAfGASQgghxOEnUXget8d7Z6oav5WDqoDDQdqxczE1R/Rzud29niT2cOPWTIzKzWxfswZfRxBzwwrGHTmbIybl4m9pR1Eg3aviDNbiV2zM9g781RVkZeYBHtr8Nlqgg9l5GtOH7f2eOvUgepKXlWX+fZpItrndIDgABSHxAnoAO+iPG9THC+gB7EDHfg/q9zWgD+tzUL8noKe5Gn/5BjwzT8XMm4Dfv/c4fGoSakoylmHhcadgl6/GqN6Oc9wsAhAd1FsmtmVgtbckfr7DLKAPixfU65nD0cbMQE3OiKxnWTb+LkG9BPRCCCHEXn0O6VtbW/nf//7HZ599RllZGQ0NDXR0dKCqKm63m8zMTAoLC5k5cyYLFiwgOXloTix1qFNVhXa/2a+T73g6/BbBITyJj2FYaEBumkpeugfDAsMCbFBVcGoKtm1jmlaf75IVQgghhAhT3O5Q25Y47PY2GlYWxw/qVZWMo2egeJMS7ttyu/HbXU7PB+BUrs8XFRJcTBhKlf1uzUSt3szujZ/T3hEEINjRQcumVRTOOJayFavRCdISqKejvg4be2+v/doKsoaNQMFD9dKVbK/qiArTHU6dCV+dh6ppWEb/g0PTtLGsXk4ClkCigD6sa1BvocQN6CPr78egfqAC+rC9Qb2Nv2Q1CX84OgX0ga0r0dKG4a/YiuZMwZlRQCBoR44DwGW1EdxWjNXSjKpqBEtWxAb1cV77qOc7TAP6sM5BvVldijriSPxqEl2TgM5Bver8Ai1vvAT0QoiDim3bMneGGDS9DulN0+SPf/wjTz31FB0dHaGT+gSWL1/OokWLuO+++7jqqqu48cYbUdV9OT0VfaUo9Huy2HhMy8Y6CGY6CrWv2VNFBKCE/mlIMC+EEEKIAeCz9bh91RVFwbnnv/HOmBRFQfEmEXCnJD6PHoRTrT5fVOjhYsJQqOx3OlTU2lLat2+gqTUQtSzY4SPYVEeK3Yzd0UJ7XW0ooO/EDAYJ1FeROWwkfkUP3WHZJawOBC1Q9vGmY4XIuWh/qKqCK9hIsGRltyFxVFDv8iYM6CPrdwrq7ZQRoYC1j3oK6gc6oA9TbBPb105vA3osE9sIQtBHoLQY51giQb2qKrisNsxtxRj1laHtXamoviaCWz7DOWFOVFCfiHP0kYd1QB8WDuodo1Px246E8zpEgvrCGfhtpwT0Yr9ZtmxZn+ZFPO+88/jVr341iCM6eBmGwRNPPMHf//53qqqqyM/PZ8GCBdx4440kJSUuRuiNFStW8Nprr7FmzRqqqqoIBoPk5eUxa9YsLr/8ciZPnjxAR9F3K1eu5L777uPVV18d1OdZuHAhDz/8MJdffjl33313n7a98cYbeffdd3E4HLz//vsMGzZsQMZ011138dprr3HHHXfwzW9+c0D2KWL16szTsiyuv/56lixZgm3bFBQUMHPmTEaMGEF6ejoulwsAv99PQ0MDFRUVFBcXs337dv70pz+xfv16Hn74YXRduuvsL7YNujZwJ4qaqqDK1UIhhBBCiLi6K2Dpz3oDpa8XFXq8mNDN8HtTWaYoyj6/BkHDRs8YgZJZg2/HppjllmnQUb0TKxCIszUoqoozLYsW04lq2zg0lWCXINkw7X2eu8jt1NA1sLopFtF1NeHzWJaNrXtQkzNDE58qKnpaNkZzLVjR47WDfvwlK1E0B5a/vcexqd5U8KTu0wS58YJ6RVVwOVVGTOw+oHfpYNhKn15jt2ZA5QYClZvjrxAnoAewWupRATU1JxLUuzIKUINdAnr2XAQI+LCaa2HzMpxHHNNjUG+11KMN86Monn6/txUF3EoAU3US6OH94rQ68CueIRluG4aFgU5PV6Ysy6bD0oGhdwzi0Of1ejnppJN6XG/GjBn7YTQHp+9+97u8/fbbZGdnM2/ePNasWcMTTzzB8uXLeeGFF/qV/TU0NPDjH/+YxYsXAzB+/Hhmz56NaZps3bqVv//977z66qtcd9113H777QN9SD1qbW3lsssu2+/P2xc1NTW8//77uFwu/H4/L7/8MjfccMOBHpbog1795Lzwwgt8/PHHZGdn8+tf/5pjjz22Vzv/5JNPuPPOO/nggw949tln+cY3vrFPgxW9Z1k2XpeGQ1cGpOWNx6XikGssQgghhBCHhJ7CxO6WuxUD2+eLv117W9xtbdvGbm/D2c1zKm536KJCD2zbJqB5CORNI3VUgKbybb0ev6KqeIbl0aKmUd9ikp6s4nKqtPvNmO0NE3S1/xcVMpJ1VBLHkA5dwdFaie1Jh5jGICE+24F75BQcioJqG6hYaN5C/LvKYoN6IxiqGu+Blp6LY9zR+NTkfQrpITqoVxSFjvpGRo1NJS3HRXsgfkDv1kyU3VtxZeTjd6T1KqiPBPQVm0LVSHHoqVmothXqWd/ltYkJ6gsMjPpKzPqqyDqaYkFLLVZLLQBm426U3SU48oq6DemNugpQwF04E18/gnpFATd+rPJ1aMmZOLPGxg3qw3MNmBUbcY08UtrEiAMiuH0tAI6Cab16fCjKyMjgwQcfPNDDOGgtXbqUt99+m7y8PP75z3+SlpZGU1MTZ555JmvXruX9999nwYIFfdpne3s7l112GaWlpcycOZOf/OQnURXzlmXxxhtv8JOf/IRHH30Uj8ez38Nnq7s5h4aI1157DcMwuPbaa3n00Ud56aWX+Na3vjUgBdPf+973uO6668jKyhqAkYpEevWdevXVV1EUhb/85S8ceeSRvd75cccdxyOPPMIFF1zA66+/LiH9fubSIcWrU9/c88l6T1KTHLh0qaQXQgghhDjc2T4fjUuXYsepkk7Y596yaFhZnLDaXtG1UFueOFX/cddXFLbUqSTnTyUNYoJ61eGICccVwJ2RHQnoAUwbUlOcNPv2rq07dGzAH7RwuJVEmXC3NFUhOz1xyw+HruBo3om/ZBVaWjaWdw6qNy1mPdsGHw6SRk/B3rYC3+fv4xw7A1de/KC+x3ENYEAfZlk2ukOlcEIKbbs68LaXYFXU4M4rwmdGz2Pg1kyo2oh/50a0up24xs/uMajvTUAPYDTVoLoKcEyYTWDTMjCi76ToHNT7t66MWhYV0O95Ci1nNHreBPy1O3t8DYzaitBY+xjUhwN6c8cajOrtKNpOnBAT1HedDNjytYVeOwnqxX4U3L4WY/u6yL/DgXyix8Whadu20N/badOmkZYW+ruVlpbGzJkz+e9//0ttbW2f93nPPfdQWlrKjBkz+Otf/4rb7Y5arqoq55xzDrZtc+edd/KnP/2J8847j/z8/H0/oEOEbdu88sorQKhV09q1a/nkk0/43//+xymnnLLP+8/JySEnJ2ef9yO616tG8du2bWP8+PF9CujDJk+ezPjx4ykrK+vztmLfuHQYme3uecUeKMCYPDfqgW5AKoQQQgghhgTbMEOTsHb5ihvQh4Unbo331Y++5W0dJp9XQiB/KmkjC0Ljsi0sVWXYiSeSs2DB3q+TT2bkmefSqmdEAnpFVcmaM5Mxp57IuK9+mdEnz2P0yfMY/uXj8KkugvtQNTcszUGaV40bhHcO6O2AD6OmnGBpMVZ7U9yLGE7NwtxdQrB2J6o7icCW5dBSgyuvENTeT+Y7GAE9gKYpOP2N2Ds+w9uxFaOunED5Bti1KRTK7xEO6AM7N4JtYbbUE9y6HFewCS1Bm87eBvQA2DaB6u3YzhScRceAHnvfhtVSD83VoVA+PP4EAb1jzEz8tZVYHfEnxu3KqK3ALFuFm45etn6KDugBbDNIYNtatLpSnHvK6boG9ABmW1PotfPXoWkHZu63A/W84sDoGsQb29cR3L424eOHmmXLllFUVMSZZ54Zd/ldd91FUVERTzzxROSxV199laKiIv70pz/x+OOPc+yxxzJ9+nQuuOACAnvasdm2zauvvspll13G0UcfzdSpUzn11FN54IEHqK+vj3me+fPnU1RUhM/nY+HChcyfP59p06Zx6qmn8rvf/Y6Wlpa446uvr+eBBx7g1FNPZerUqcyePZtrrrmGDz74oM+vxRFHHAHAZ599FhljIBBg/fr1KIrS5zZBNTU1/POf/wTgRz/6UUxA39nZZ5/NnDlzWLBgAXV1dVHLAoEAzzzzDBdccAEzZszgqKOO4vzzz+fZZ58lGIwuXN25cydFRUVcffXVNDY2cu+99/KVr3yFKVOm8OUvf5l777036vVfuHAhs2fPjvy7qKiIoqKiqH+ffPLJfP7555x77rmR/Xz44YeRdT744ANuuukm5s2bx5QpU5gxYwZnnHEGv/71r2lo6GZy8l5aunQp27dvZ/LkyRQWFnLeeecB8Le//S3hNi0tLTz44IOcc845zJw5kxkzZnDuuefy8MMP09oa/bcv3nscQq/7888/z1VXXcXcuXOZPHkys2bN4uKLL+bZZ5/FNAduXprDQa8q6W3b3qdbO4LBoPSjPwAMw2JUtosduztobO3/zKm5mS6y03Sp0hBCCCGEEEOCooQmVjVMG7+l43F7AbAti/L1a1GU6ADR4XFTOONYTHtveKqoCobDw+YWJ9UdKqu27J1s1bLayMlw9WtsmqowfoQXhwpd52TtGtBHnq++giDgzpscVYnt0i2U3Vvw71gPlo2emoMKBLYsxzlhdq8r6gczoHcFmgiWLA/1zQ+zLQLlG3AC7rw9QUangD7MbKmHrcvjVtS7NbP3Ab2qoWfmYzTsIlC9HWdOAc6iY7qtqNdS91QEDkBAH9bbivp4AX1YOKh3Au5h41Dba+JOBmy2Ne197fZzRb1Lt9E7agh6hhFI0FrVpduY9RWoaXn7bVxi/+oczovE3njjDbZt28YxxxyDoiikp6fjdDoJBALcfPPNvP/++zidTmbNmkVycjKrV6/mySef5F//+hdPPPFEJBTv7Hvf+x6LFy/mqKOOYvLkySxfvpw///nPLF68mKeffprMzMzIups3b+aaa66hpqaG3Nxcjj/+eNrb2/nss89YsmQJ3/72t/nud7/b6+M5+uijmTdvHh9++CHf//73uf/++/nJT35CeXk5119/fVR43Rv//ve/MQyDwsJCpk3r/i4MVVV59tlnYx5vbW3l2muvpbi4mJSUFI466ihcLhcrVqzg3nvvZfHixTz66KM4ndEXbxsbG7nooovYvXs3Rx11FEVFRSxdupRnn32WpUuX8uqrr+J0OikqKuK0007jP//5DwBnnXVWzBiam5u57rrrSE5O5sQTT2T9+vVMmTIFgAcffJDHHnsMXdeZOXMmRx11FDU1NaxZs4atW7fy4YcfRp6rv8JV9F/72tcAOOWUU7jnnntYtmwZW7duZfz48VHr+/1+rrjiCjZu3EhOTg7HHHMMtm2zatUqFi5cyOLFi3n55ZdxOBwJnzMQCPCNb3yDFStWkJqaylFHHYXb7aasrIzVq1ezevVqNm3axL333tvv4zrc9Co5P+KII1i7di3FxcV9viq2ZMkSysrKZNKNAyTJCZMLk1m2oQmjH5NfeVwqUwqT0RWbATyfF0IIIYQ4JCl6/MrmRI8faF3HNVTH2ZVlQZpXJ3W4TkbzZupL9k4ga1sWdpdmN8EOH8GmOtL1diyvi+b2vaH2zmofhfledlQ7qarzRx536mq/Wt0U5nnIy3DETJqaKKCPHFN9BaY/iLvgKPyqB4dqouzeQmDH+kgIb9gqemoOimn0OqjXktJxjJ054AE9gBMDs2pTdEAfFg7q97yIXQP6MLOlHrVyE87CmXSw9/1nKyqqyxO6W8DspuBI1XAVToXscWi12/CXre0+qFcUFN2BoipYzTW9C+hVDUf2aIyGqrjfu86M2gpQVNyFM+iw41/o0TQVpaUes6Eq7vJwUO/wtxOoq4gJ6MPM9ma0hkr0/HRM9k9rUpduo1ZvwV+1FWfhNEgbFRPUu3QbtaaEYEMZ+ugpON153U6IK4a+cAubnoJ5vWCqtLvporS0lJ/97GdceumlwN7e5gsXLuT999+nsLCQxx9/nFGjRgGh4PP+++/n+eef58Ybb+Tf//53THj74YcfsnDhwkgbk9bWVr7zne/w2Wef8Zvf/Ib7778fAMMwuPnmm6mpqeHaa6/ltttui4SuW7du5Zvf/CaPPPII06dPZ/78+b0+pgceeICvfe1rLFmyhPnz5+PxePjpT3/ar4lVS0pKgH2bqPe+++6juLiYE044gd/85jeRixTNzc3ccsstfPrppzz00EPcddddUdtt2LCBiRMn8uabbzJixAgAysvL+drXvsaWLVt49913Of300znllFOYO3duJKSPN6dBY2MjRx99NE8//TQOhwPLslBVlY0bN/L444+TmprKiy++yLhx4yLbbNmyhUsuuYQtW7bwySef8OUvf7lfx9/Y2Mjbb7+N2+2OXEBwu92cffbZ/O1vf+P555/n7rvvjtrmv//9Lxs3bmTOnDk8+eSTkfdFU1MTl112GV988QXvvPMOp59+esLnfemll1ixYgVTpkzhmWeeISkpKbLs9ddf58477+S1117jzjvvJCUlpV/Hdrjp1T1ql156KbZtc/3117No0SL8fn+P2xiGwd///nduueUWFEXh4osv3ufBir4zDIvhGQ6mj0/F0cee8m6nyswJqWQkKwN+Qi+EEEIIcahR3G7S584l44TjY77S585F6eYW7gMh3niH4jjjsSyLMdkKGS2bqd+yATtO+BuzjWngr6kiQ28j1bs3DDZMm+oGP7OOSCU9OVTDpKkKTr3vk8bmZrqYVJAUE5iHAvqKhAF9ZCw15ZjbV+O22mICegjdPYDhh6APLHNv65vc0YmP29+O3VaPPgjdSfy2jjZiElpagj61tkWg/AsC5V/EDegBtPQctBFH4rei68f8hoI1bFwogNcS1JbtCeit7PF0GCrWsLG4CqeBqhGo3g7uNJzjj967vqKgpedgJ2Vh2iqK0wNqaN9qWjaOsUfHDehdhVNRx8zCNW4mirOHnw9VQ0vJwlITV0QahoWRMhzn2Bkojvjr2WaQQPmGhAE9ioJj+ATILcJv7OeAfvvnWL42/CXF6E3lODt9zgwH9P7t67D97QS3rUFvLI+07xEHL0fBNPSCqQmXHywBfUVFRaRdSXdfA8Xr9XLRRRdF/q2qKoFAINKG5De/+U0koAdwOp383//9H0VFRezYsSMSDHd25ZVXRvUZT05O5sEHH0TXdf75z3/S3Bz6vfHOO+9Eima///3vR1VFjx8/PhJaP/bYY70+ntraWv7f//t/7N69Gwhlf8cdd1y/Anogsp9hw4b1a/vq6mr+8Y9/kJSUFBXQA6SmpvLAAw/gcDh44YUXYlq4APzwhz+MBPQAo0aN4qSTTgJg48aNfRrLFVdcEXmNVTX0R7exsZFTTz2VG2+8MSqgB5gwYQJz584FQi14+uv1118nEAhwyimnkJqaGnk8/L57/fXXY469uroagKysrKj3RVpaGj//+c+57777emx5rus6X/nKV/jBD34QFdADnHvuuaSmpmIYBlVV8S9Ii1i9+lN57rnnsm7dOp577jnuvvtu7rnnHo488khGjRpFZmYmLpcLRVHw+/00Njayc+dO1q9fj8/nw7Ztzj77bM4999xBPhSRiGmajM1x4nWl8/m2Vhpaep5INifDyZTCZLJSVMyu9+kKIYQQQogYPlvvfuLTIVbzkHC8vRhnoor7hBPHAqhqtxPH9oVTCaLVbqRl26ZeBfSR8akKgYYaMrN1dPfeD7L1zUEcmsIJU9P5bEMzrT4z1Ce9DyH9yGw308cl49asmJfAshVwelAdLsyeKrFryrE7WjDbW2ICejXYjlVfiR0MVYYruhPFnYQZTHx+bxsBAqWrcY4FZ3pBwvYk/WFZNj4tBfe4o6FkJWZTdZ+219JzcIydhU+LX+XvNxRcw8bhAvxl66Ir6jsF9OGQOrT+WFxAsGoLiq5jNIYCoKiA3gKwwZWKlglmfRV2Rwt2RwtacvrekL7zcwTBkToK1zgSX2yJM6ZEAoaNM70A51gIlBZHvqe9siegV4ZPxmftn/S7c0Affl/aQR/+kmJc44C0UShYkYA+9L3SwPDjLy3GNRZIHyUV9eKA83q9kRB2fzjiiCPQtOi/cWvXrqW9vZ3Ro0fHbfGiqipnnHEGmzZtYunSpZxzzjlRy+P1xs/NzWXq1KkUFxezfPlyTjrpJD799FMAjj322Lh/f+fNm4eqqqxZs4aOjg48Hk+3x7Jlyxauu+46qqqqOO644zjttNP42c9+xltvvcWf/vQnbrjhhsgEpkceeSQTJ06MOfauwq2x+9u7fPny5ZimyaRJk6IC+rDc3FwmTpzIunXrWL16NSeccELU8pkzZ8ZsE54gtb29vU9jmThxYsxjc+fOjQTxYZZlUVFRwfr16yPhfHiegv4It7q58MILox4vKipi+vTprFmzhn/84x9cfvnlkWXHHHMMAP/5z39obW3l5JNP5oQTTmDEiBHMmjWLWbNm9fi8l156aeQOkbBAIEBZWRlr1qyJ3DWyL8d2uOn1X/T/+7//Y/Lkyfz5z3+mvLw80l+o6w9652qT/Px8brjhhpg3itj/TNMkP10jbXIalfUByqt9tLQb+AKhHxoF8Lg0UpJ0xuR5yEl34NIsCeiFEEIIIUSUcAV+PHZ7Gw0ri2ODelUl4+gZKN6kuNuF99ubCwROh4pau4Ng1WaS3AqBLvm0qjvIPGIqwZZ6msrLQuPqNKEsgOZwkpWWTbXhwbJCYevuhgCmBSdMTaOh1aShyY+/59oWvG6NI0YmUZjrQlesuGGzaVr4XVm4xs+GrctD/cS7YbY2Rh9TVEAfuqtZcXpwTjoO09YI1nZfgWcH/UMuqO8poA+LG9R3E4b7DQV39ji8Hi++z9/D3FUaJ6DfO/bOQX1gwxKck46H7JEE66piniNoWJAoqO9DQB/Wr6D+AAT0DoeKVl+Kr1NAH9Y5qLcDvk4Bfed1/Pi3rcZ1hAsrKQ9DPmMelLpOEttVeNlQr6bPyMiI265ksHSubA4LVzGPHDky4Xbh6vrwup0VFhbG3Wb48OEUFxdHqtPDFcx/+tOf+NOf/tTtOKurqykoKEi4PBAIcNNNN1FVVcU3vvEN7rzzThRFwTRNfvazn/GHP/yB8ePHk52dzU9+8hOSk5P55JNPegzps7OzgVCFfn9UVlYCsGLFih7vgOha0e3xeOL2gQ9fOOjr3JxpaWlxHw8EArz55pu89dZblJaWUllZGQmuw5lqX+/cCysuLmbLli1AqIVSV+H3z/PPPx8V0k+bNo27776b3/zmN3z00Ud89NFHQOi9tWDBAi655JKoOzwSaWho4OWXX+bTTz9l+/bt7Nq1K/K67euxHY769Ff9/PPP59xzz2XFihWsXr2a7du3U1dXh8/nQ9M0vF4vGRkZjB07lunTp0sf+iHGMCycKozPczI620nAAH/QwrRA1xRcDgWXrqCrNoZhIpMwCyGEEEKIrhJV4CuKgnPPf7t+HFMUBcWbRMCdkvjDWi8/wwUNCy1jJHprPRn+MprbDMw9Ia+qO8icOJ1djgJSkkeShkJT+baoCWU1h0560QwqmjyUVvmi5l2qbQoANsdPyaDd72X7Lh81TQHafSb+YHRxi9ejMWKYi+GZLpJdoaCiuw6RfQ3qw/Y1oA/bf0H9Csymmm7X19KyexXQh3UO6gM7NuAcNTFhGK6qCkqwjeCuEvC1gqajpWbFBPSdxx4T1B95AvqRx2Ek5UY9h65rGGacoD5OQK8ooGlazNwEXUUF9SWrsI3urwzt74AewDBs9NQ89My8yOS4ndlBH74ty0MX5+Le2aKgZ4/G8mRKQH+Q6imgDztYgvqB1l0VeLjtSWfhv4OJ7i7rvE68EDlR8B3epmvIPHPmzKiWLvF0N0EowPvvv09ZWRkFBQX84Ac/iIz90ksvZceOHTz55JPccccdkRYpp5xyCi5XzxOwT5s2jRdffJHVq1f3uC7AW2+9xe7duzn++OMZN25c5JgLCgp6nHg2Ly96IuvuXv/+iLe/uro6rrzySkpKSnC5XEyZMoVjjjmGCRMmMGPGDJ555hn+8Y9/9Ps5X3755cj/f/bZZwnX27p1K0uXLo2q6r/88ss588wz+d///sdHH33EsmXLKCsr4/HHH+fpp5/m4Ycf7rZP/sqVK/nWt75Fa2sr6enpTJkyhVNOOYWioiJmz57NVVddFbmIInqnz3/ZVVVlzpw5zJkzZzDGI/YDw7BQAbcGHl1B2XMnr21bYIGcNwkhhBBCRHMrBrYvfpsSxe0OBdeHud5USg1ENZVtgw8n7lHTSFYgs2MrNY2BSEBfqY9ma6Ufl0NlyvCppEEkqFcdGmkTplNu51NaFYi5LqCqMH5EEi7NQnfBUWO9+AwPQRMCRqiNjaaGilscGji10Ll1b4tb+hrUD1RAH3ntBjmotxwe1KT0HkN6NTkDy+HB6sPzR4J6TypmUnbCgN5ltWFuK8aor0LzZqDpTmxnUtyAvvPYw0G91bgbs3ILjsyR2IpK+OqRU1fQm8uxkzLxmZ5IUB8oW4sjf3xMQO9WAijNNaipI3ps8WKhoDuTQr33uw3pFVR3Mpaqw378zGbbNj7Fg7sw1BYiXlCfeHJfBceI/X9hQQy+cH/63oT3B7tw0J4ojG9q6t1F17Dc3FwgNElpIjt27ADi92rftWtX3Gr6cOuU4cOHA3vbtsyfP5/rrruuT2PsqqysDAi1UOl6keCOO+6goqKCt956i5UrV6LrOt/61rd6td/58+ejaRo7duxg/fr1TJ48udv1f/e731FaWso111zDnXfeGanELygo2K93SPTWQw89RElJCcceeyy///3vY6rtw/MH9Edrayv//e9/gdDFi0R3WNx111289tprPP/88zGtd9LS0jjvvPM477zzgNBkugsXLmTx4sU88MADCUN627b54Q9/SGtrK9/85je5/fbbY94X+3Jsh6tBmD5IHExs28aybLn9RAghhBCiG7bPR+PSpTR8vCTqq3Hp0oThvRg8tg0+24k6chq54yeQlurZG9BXBULLAxafV0Igfyppo8agORxkTJzJTmUEpbtiA3qAccOTGJ7pwDAsbDt0d6mOhUezSHcrZCUppLnBpVqotoVhWPSlEE9R9gb1jvGz0ZLi3xofWldBM3xYDb0L6LW0bPTcQkK1/t28dnuCer25Ar2PcwF0x62ZULmRYFVJj+sGK7dC1cbQNn3gNxQCSXm9COhDlXumBZYzOSagVz0poEYfu2XZWK5UtKwRWE4vHSXFaA3bceqhSYS1hjL8W5Zj7liLmw4M0yaYOgrXEcfEDeitHWvxb1mOVr+t20lTdV3F2VFDoGQFtr+jh1fAJlC2DrWudL9PxGrbNj48aIUz0Yd1X5G7l4KWN04C+kNA10ljw5PEJnr8UOP1egGor6+PyU6CwSCff/55n/Y3ZcoUvF4vO3bsiLutZVm8+eabADGhKoSq2rsKzw3p9Xoj/cTDxbUffPBB3HF8/vnnnHrqqXz729/GMLq/mhgO/levXo3f749apigKP/7xjyPV+BkZGaSkpHS7v7CMjAwuuOACAO69995u+5c/99xzlJaW4nA4IhPVzp49G0VRWLNmDQ0NDTHbdHR0cN5553H55ZdTUtLz36dE+lt1v2rVKgCuvvrqmIC+tbWV4uJioO+tdQDeeOMN2tvbmT59esKAHuBrX/saAIsXL2bXrl1A6GLHiSeeyBtvvBG17qRJk/jRj34ExLYH6qyuro7t27cDcNNNN8UE9CtXroxMVit5Y+/1KaRfsmQJ11xzDbNnz2bGjBlcfPHFvPDCCz3+MF922WU9zgoshBBCCCHEUGYbJrbZ5auHVhZi8ISDekfBVArnHEt72rhIQB/WOajPmnpMwoBeAcaP9DK5wItix/+exituUVUFj92OS+/5A6hTV/DYbei6imlaBNxZOMYdjeKMP1GfbdtYmgPFkxLJ3Z1Fc7EUZ2xAn54bCv1HH4Ujf1yPY9FSh2EnZWB2V17eB27NhKqNBHZuTNDupAvbIlC+AXZt6nNQn6hdiqIoKIE2rPboitau7XS0tBycE4/HVTgtVLneZV1D82JaYBtB7LZGHIqB1lBGoHQ1thHAqN4eFdT7XFlxA/rg7m3YRpBA6ZqEQX0koN+6Aqu9dxWHthkksG0t2oEO6rN6Duq1vHHoBVMloD9EhAP5rkF8oscPJWPGjMHpdNLY2Mirr74aeTwYDHLvvfdSV1fXp/253e5IyPyDH/wgUgEPof7l99xzD5s3b2bkyJHMnz8/Zvs//vGPrFu39w6GpqYmvv/972OaJpdffjlutxuA008/nfz8fJYvX85vf/tbgp0mGa+uruaHP/whZWVlZGdnR1rkJHLSSSeRk5NDdXU1P/vZz6LC9C1btvDtb3+bYDCI2+2mpqaGa6+9ttd95r///e+Tn5/PqlWruPrqqyM91sMMw+D555/nl7/8JQA333xzpF/6yJEjOeWUUyKvQX19fdRr+X//93988cUX1NXVMXbs2F6NJ57OrXv6cudERkYGAO+++27U+UN9fT233norjY2NADEXPnpj0aJFADETC3c1e/ZsCgoKMAyDF198EQjNebBr1y4efvhhamqi734Lt9+ZOnVqzL7CkpOTIxdl3nnnnahlGzZs4I477oj8uz/Hdrjq9V/Lxx57jIceeijqTbVmzRrWrl3Lyy+/zB/+8IduJxWQKydCCCGEEEKIgWTb0GE5cWQWkh+wKAoolFS0EezURiUU1KtkpOSyq84fE9B7XCqTCpIpyHGh2ia9/diiqgpuoxlj2yq0rJG4ho1NOGGoU1fQm8oJVm7BWTgNPNloGFjNtaEqeT1+L2DTVtGSh6ECVnMtZn0l2ohJKA43djB0B4eWnotj3NH41GRs28Y9cgoOIFi1Ne4+9awRaGNm4MM7IJ/R+hzQh+0J6p2AO68In7lvVf2maRHw5uIcPysUevvaYtbR0nJwjAv1wndkJ+PCxr/986hWLbZtRyZn1UYeidVQGQnow4zqUPWge/Q0fFboIkvXgD6yPzMU1DsBZ+aYSOub/gT0Ufvctja0z6yxPbbTGUi2bWPpLtSULKiL0/YmTFFRUzJQHC6gfb+NTwyuRCH8wRTONzQ08P3vf79X64bbp3i9Xq688kqeeOIJfvSjH/HKK6+QlZXF6tWraW5u5swzz+Rf//pXn8Zx6623smnTJj766CNOO+00Zs+eTXJyMsXFxVRXV5OTk8PChQvxeGIv5CYlJXHxxRczZ84ckpKSWL58OU1NTRx33HHcfPPNkfVcLhd/+MMfuO6663j00Ud5/fXXOfLIIzEMg+XLl+P3+5k2bRp33nlnj+P1eDw8/PDDXHfddbz66qssWbKEyZMn09DQwOrVq7Ftm/PPP5/bbruNr3/962zYsIHzzz+ff/7zn6Snp3e779TUVF588UWuv/56Vq5cyZlnnskRRxwRCZbXrVtHbW0tmqZx8803c/3110dt/4tf/IIdO3bw8ccfs2DBAqZMmUJSUhJr1qyhrq6OjIwMFi5cuE896J1OJ/n5+VRVVXHFFVcwZswY7r//fpKSkrrd7pprrmHVqlUsWrSIlStXMmHCBBobGykuLiYQCDBhwgS2bNnS54lzv/jiC9avX4/D4eC0007rcf3zzjuP3/3udyxatIgbbriBc889l//85z989NFHnHzyycycOZPk5GS2bt1KSUkJycnJkYr6eNxuN1dccQV//etfueOOO3jhhRfIycmhoqKCzz//HI/Hw8iRI9m5c2fMRQCRWK9C+hUrVkQC+rPOOosFCxZg2zb/+c9/ePvtt9mwYQMXXXQRTz75JJMmTRrsMQshhBBCCCGGKCVOC5V4jw0U24ZAwMChwJQCD3kZTkoqO9jd4CewZ7JXX8Ciqi66ksvr1sjLdDFuuId0r4JpmL2duzYS0AdLlmM212G01OOCuEF9OKD3lxRjB33YJSvwTDoOs64S3471PQbbnYN6o3ITKAqu4RPx796BmpQWCejDFeM+HAmD+kEJ6Hdt6jagV1ND/ZSt5jgBhG1h7VyPQwV3zkR8ZuIbvTVNxYUfP66EdwAYhgVJeXGD+s4BvWXZ+C0FV/Z4XBAd1O8J6PVRk7EaqvZM5hrbfqFzUB/QPDhtf0xAHznMLkG9afcioFcU9IxczJZ67GDs80cF9ZljCJgDOwFiIi7dRq0pwV/+Rfcr2hbBsrWgqDhceVEXzoQ4kNrb22NafCTSucf5D37wA0aNGsXLL7/M+vXrcbvdzJkzh1tuuYWVK1f2OaR3Op385S9/4dVXX+Xvf/87q1evxrIsRowYwfnnn8/Xv/51MjMz427761//mvfee49//etfNDc3M2bMGG6++WYuvfTSmIr4adOm8c9//pMnnniCDz74gE8++QSv18sRRxzB2WefzUUXXRSpvO/J9OnTee211/jLX/7Cxx9/zEcffURycjJf/vKXueyyy5g3bx4Af/vb37jtttuYN29ejwF9WF5eHosWLeIf//hHJGfctm0bqqqSn5/PSSedxOWXX05RUVHMtunp6bz44os899xzvPnmm5G7DIYPH84555zD1VdfHZkHYF88+OCD3HPPPZSUlFBdXU15eTkTJ07sdpsFCxbw9NNP88gjj7Bp0yY++OAD8vLy+NKXvsSVV15Jeno65557Lu+99x5333133ImG4wlPGHvCCSckfJ90dt555/GHP/yB2tpa3nrrLc466ywefvhhnnrqKf773/+yatUqDMMgNzeXSy65hG9961s9TjZ8xx13MG7cOF544QW2bNnC1q1byc/P56KLLuKb3/wm77//Pvfffz+LFy/m9NNP79VxHe4UuxdnZ7fccgvvvPMON954IzfddFPUso8//pjbb7+dpqYm0tPTee655xg3LvoWy8suu4zi4mI2bNgwsKMfQoJBk8bGQ79CIDs71FespqblAI9EiIEj72txKJL3tTjQFLeJ3+qpv3I0l+rB9nUf5h6o97bL30rDx0uwu0wap2gaGSccj9+VvF/HM1QNhQl2NU3BQqXNZ1HXYlDfEqStI1Qhr6qQ4tXJSnWQkayT5FSwbSumJUp3ugb0e59Yx1U4DatTUN81oEdRceUVoPhbMeoqsDQXlmXj9YZuo29vT3xLuKZY0FqL1VyLPmIi+tijsdOH41OSYsYfquoOYu38PBLUD3RAHz6+zq1gYsacnoNj7NEABEtWYjZVRy3XFRM6WnAdeTxG3mQ6/HvH5dRDU7YGjT0Bvb8Os2Ij2sgj8Tv3turRNRVNMaMujui6irNtVySo7xrQdxYKnbeGgnrL3BPQT8FurMK/dWXc44o6hpwC9BETMSs3xw3oO1M0B65xMzAzx6D5GkPvoZb6OCvuqeQfcSR2UxWB0uK4Qb3icOEaN5Ng2qj9EoJHAvrt67qZKHYvr9cFDhdW/uT9NsbDRfhvoTi8zJ8/n4qKCl555ZVuW5EMBZZl9TpwFkKE9Oosubi4GK/Xy7e//e2YZSeccAJPP/003/jGN2hoaOC6667jpZdeisywLIQQQgghDj9+q4PltZ9hJujv3ZWmaMweNgcnQy/s7s3t0YqiSHtHCIXwiS5Y7KeXxzRtwCTJCSnZDsbmOjBMBRsbRVHQ1VDvcdO0MPs4pUDCgB7ANPCXrY1U1NuocQN62hvwb/4MRVVRM0eAw9u74+pUUW/W7Qz1BM8YFbc9j21HV9TbwQ60woEN6AECho0zoxDnWGKC+nBA79NCYaJ73NHQKagPBfTN6KOOJNjWhlJbhjOjgIARCui1+jIUTUfLGI3aXkdw63LMtiYsfzuucbPwOzNQAGf7buy2Blw54/EboUCoc0W9sasUffTUuAE9hCajDVfU2/4OGH4kHaaO25uBmpQec2GhK6N6O1ZLHVZHa4+vl5qUCkmZBE0bw5mGa9xs6BrU7wnoleGT6bB0HOkFe17f6KA+HNAbQzSgjwj68ZcW4xoLSFAvxGFDAnoh+q5XPzUNDQ0UFBQknEhi4sSJPProo3i9Xqqqqrj++utpbz/0q8qFEEIIIURipm326WsocCsGLn9r1JfT14Ld3hY33LRtG7u9DaevJWY7l78Vt7Ifm0WLKLYd6lMeDFrYlgmWhW2aBINmvydMdVvtGGWrYwP6sD1BvVpbmjCgD2z+DEwDOxjAaqhCNePfeRB397YKycNQM/Lx1e7CKFuNm464F5JCE+s6UEdOQSucOeABfVjAsDEzCnGOPQpFdwLRAb1lhSbc9WkpOMYdjZ6eExXQm7ZGYHeoGl9r2I7XFQroA9vWECgtxlG39f+zd9/xUdT5H8dfU7akd5IQSIAEovQAAcR6Yq+nnp4NC+pZ7jzr6alYTu88e/95h72cFcVeEQsKSC8KCCShpRDS++5O+/2x7JJNdpNNSIDA9/l45KHszsx+d3ay2X3PZz5fzMotGE3eifqMhmq0wqU4zUYcLeV4Cpbg3vIrUvlGHOqu11XXTTxRaahDxoUM6H3cuoSZkgMZw3GZ6s7xRmPLnoAS16/TfRBOQK/EJmHLzselxu48SWThtsdhy85HidnZqqBVQO8yVW8rJ93CiM/CPiQPyebdv60Des8eCL1tNhmlZksHAb2ELT0bNal/0PUtjwt30UpsTeUoigjuBEEQBCGYsCrpo6Ki2LGj4wqCUaNG8fjjj3PNNdewbt06rr/+ev773/+Ks2eCIAiCIAhCn2G5XNT+/DOWHnjSwLIsMIMEu6ZJzbIVQUNSSVWInzw5dGW50OfotkiUflkYjcH7hAPeoH7TKm/PmZ2Bpi0pHUl34d4Z0AMgSchRcViKI2B1SbVjGzAMo2KbP5gO2LwlAzJYFnrFViTVhnPgGFqCTLxqWdBi2ZAkW69e6dG6ot6oLEYdNMYf0PuYpoVbjSEqOw9tTS1S8gAMS0GrLPaOVfdg1Vegao24SgrA0JA9LbiWfYotewK25Ay0Su9EpZKsIO0oQNtehKXpYFl4tq7BDjhShwZU1OvYCecyDm+7nF1fj31BvTN7AhQu7bSiviNtA3ofX1DvyM6HoqXIMUn+gL41j25h31lRr21bhz1zxB4L6H3jVGNSUeP7oVeVtrlXwpYxFCljBLKpgyShV7adUFZCTc7AjEzADPY+KgiCIAhCeJX0w4YNo6qqivnz53e43JFHHsltt92GZVn8+OOP3HrrreKyX0EQBEEQBKFPsXQDywj8CRrQ++ys0G73o+8bVwcIPcejWRgJgVXNQZnGrjBeVjDczeCMQUkd7L1NklDi+2FFJdG6qF9S7d5t9x+JLScfJSquw/HIkTEoKVlokq3D5brylUyWw5+AVJK8P7Crol5tVUHflh0NT2UJcr/BAQE9gD1lILLeQsuyL5AaKlCMZszqEsyGGjzr5qPIYEvOQI1LwRYVjfuX7zHKNqCYbu9JMtPAs3VNu4r63dHVivpgQgX0Pv6K+pz8oAG9j6+i3jFs0h4N6GHnCRY5EmXQuDbV8jsD+v4jcBkqLiK8yyRnBC7TPxtpwEjcpq1Lx6IgCIG+/fZb1q9fv8/3oxcEoXvCCulPOeUULMvi1ltv5Ztvvulw2QsvvJCLL74Yy7L49NNPufjii6mvDzFjvSAIgiAIgiAIQh8SdlAPoKg40wfjiE9Ba6hFHTgCJWNY0IAeX0CfPBC5uRo9MrnDoF6OjMGek48nIsXbg70HKIqMU6/HqXTepkmWJZxWM07JHRDUN1vOkK1lDElFskfg2r41IKBXE9OQJQPPbwuwXE0YNWWYlcVYHu9Eupa7eVdQHxWFZ90CzKYaJHsElqzuKgzbGdTLFYXYe2iO4t0J6jsL6H0Mw6JFjg0Z0Pt4dIsWW0JYAb2iSEQoWqftZZyKHta+ah/Utwrod47bsqw2Qb2EkjZYBPSCIAiCEIawQvqzzz6bCRMmUFlZybXXXkteXh4fffRRyOVvu+02zjvvPCzLYsmSJRQUFPTYgAVBEARBEARBEPamsIJ6RcWZNgizuhht42Ls0XFojfU4RxyJkjm6XUBvyxqNlDwQs3QD7o2LUBu2hwzqeyugd3hq0AoWQ9m6DoN6WZZwmE3om5Zjbl0dENR3xKODkTgIe9ZIf/96ALOlCckRhRyTtPMGE0vXAta13M141vyI+9d5mE01yDGJENtvZ/ufVmNzRiJFJ2KG91U3LL5WPfZBo5HszrDWkWx27IPG4LHHdRjQ+4R7BXo421IUCYdWh7lpKQ53Vcig3qnoULIWpaqoy0G9Y/CooJX/AUH9wOGoWaNFQC8IgiAIYQjrk4ssyzz//PP84Q9/QFEUWlpaiIyM7HCdu+++m1tuuSXkZLOCIAiCIAiCsC+SVAVJCfyho3mWZLnd8pKiIKnte4QL+4/WQT1Km+88rQP6ohUY1aVoBYtxpmehxw6ArDzUJG9LEGlnQC+nZGKWbsCzdQ1mUx2ewqVBg/reDeiXYDRU4yleHzKobx3QG9VlaOWbuxfUDx7jD+rNlgbcVdux5UxAScoIua6lubBcjaED+l7YN+Bt6WO3XOjbC7E84U30a2ketLICbEZz0DkreosvoNcKlqBVFKMVLAka1DsVHatkDZ6SDXg2re5yUG+kHhSy8t8X1KtZo5AdUSKgFwRBEIQwhJ2gR0RE8M9//pObbrqJZcuWMWbMmE7XmT59Osceeywvv/wyS5Ys2a2BCoIgCIIgCEJvk5xO72SvbVjNTdQsW9G+N70skzA+DykyKuT2wpizUuirLJAkGQlp18vcJqD3JZRGTRlawTJsI+NosSViG5wHsoKSkI6ckomxM6DH9M5lYLY04ilcij17AnpMmrdn+bY1qAMO7r2AvrFm5/Oy8BSvxw440w/GZXi/NrYN6H208s3YAGfmaFw4Og1lPTrYEwdhBzybVmHpHszmBtyAI2eCd39VtZ181GtvBPROyYO5dTVa+aYuratXbAXAmTUGlxTR6/O1tQ7ojYZqAO/kwwVLcOTk43YkYRimP6DXSjYCFpah4dm0GjtgTxqCp5NuR6Zp4elkF1uWhSSLE5WCIAiCEK4ul7knJCRwzDHHhL38wIEDueuuu7r6MIIgCIIgCIKwx7ksFRzRAbdJkoR953/bRmySJCFFRuFxxgQP4ERAv9+yqxJq3TbchSuwjJ2tWUIE9ABYoG39FYCIkUd7g/pBeUg2G0bpBvTidf6A3qdtUK9m5+ORI3o3oPePNzCo17BhN9oH9D67E9S7i1aAoXca1PelgN5nTwX1stw+oPdpHdRbjhjMVgG9T1eDekEQBEEQetZu9aIxDIO6ujpaWlqQZRmHw0FCQsIevZxPEARBEARBEHpTOKFab1fICvuWgIBe29n+pKOA3sc0A4J6zRaLVboBvbKgXUDvX6VVUO+JTO2xENof6hYubR/Q+7QK6h3JWWhbVgcN6H208s3YJBln5mhaDFunYzAsGTUyFlm1YxreVHhXUJ+PpWuYdTu8C0sg2Z2Ykhxw8ktyRGDP3jcDep89EdQrMtBch9nSGPR+o6kOq2AxcmQ8esU2gp1BtAwNs6EaJWEA0MmkyIIgCIIg9Kguh/QLFy7ks88+Y/HixZSUlGC2ueRXlmUGDhxIXl4eZ555Jvn5+T02WEEQBEEQhP2d5DRwmy0dLuOQI7Bcoo2AIOwpsiwhSRKGYQYP6AHFGY0kgVFeSIeXUPiDegs5NRtXSSGqs+OvZWZLI2Z1CWpUIjo987tvmhamLQIlrp83pA8VHO8M6uXK4pABsI+k2pFjUzAkO51dRqIoMg53FVrBUkx3c8B9ss0Jhhawf7HAqClHQYKIuF2dpwwDtBZk9mJALyshT7L47G5Qb1dBtnR/66G2NN1Cis/EPsTCU7QCDA0FA1NS/JPNmk31mE31IR9D7ZeFPHAULksE9IIgCIKwp4Ud0peXl/v70UPoaiHDMNi8eTObN2/mww8/ZMKECTz++OMkJyf3zIgFQRAEQRD2Y26zhSWVizGs4IGPIinkJ0/ETnTQ+wVB6FmKIuHw1IHhxoxOQ67Z0i6gBzCaajEcThxD83Gv/xnT1dx+DgMf00TbugalvhIlMoHOvpbZUgcjZQzHZfTsyTmXoeLsf7C3N3zJ+g6D+pABvSRj7zcQ09WCkjoYIyELjx58Ow4V9J2tarwB/RJvK5ZW1LgUbFHReNYtwGpuEyibBkbNdu9pip1BvaV7cBcux5ENxA3okTYtqiojVZei7QzWO6LEJmHPHIln2zoMX9V/CHplMWpcMrakoSH3UTB2FZSqIixXE87+oY8Dj25hT8jCkQ164WKsqjLk6ASwRfmD+lDUflkomWPCalUkCIIgCELPCyukb2ho4LzzzqO0tJTo6GhOPPFExo0bR0ZGBvHx8TidTizLwu12U1NTQ0lJCStWrOCLL75gyZIlnHvuubz77rskJib29vMRBEEQBEHo8wzLCBnS9yWKFH6g2JVlBWFP8QX0WuESLNMgctgEPOWb2gX04K22N8s3ojmiiRh7HNqW1WjbN2EZIX6XTROzsQbZEQk4Qo7BljoYOXM0LsveK+Fp2EF9MJKMI20QkrseW0YOWvwgPO7gz9epGEjlG3EmpIMs4+kkoDebQrTgCRbUa+4eDeo1zUSJz8Q+sAXP1rVgBT/ZosQmYcvOx+OIx5YdBYVLQwf1koR9wEGYiYPwdKEtjy+g92xajWXq3jkCOgjqdRPs8WnY+g3Cvb0Iq7oUObF/h0G9COgFQRAEYe8LK6SfOXMmpaWl5Ofn8/TTTxMfH9/pOmeeeSY333wz11xzDcuXL+c///kPd9xxx+6OVxAEQRCEfYgkSd42EDL4vvsrkrd41DRN8WX/AOaQI8hPntjldfblQ0ZS24diwW4T9g+tA3rfRJyuLWtxDhiKqXvQW03OKcsSsrseo64Se04WuuJEzc4HJLTtRUGDekm1IcenYcrOkGPo7YDep1tB/c6AnuZq9MpidE1HtUWjOJIwjMAQ2qkYUPYbnpLfsFUUoqYMAgLnMWsX0EuE7pizB4J6lyHjTM317pMgQb0voHepsZiagaFE48yeEDyolyTsAw6G9IO6dDVEQEC/c3JiT8n6kEG9LEs4zSbcG5ei2BzYDzoE9y/fY3YQ1CuJ6ShZY3v9GBOEA41lWWK+RkEQukQOZ6E5c+bgcDh48sknwwrofeLi4njqqaew2+18++233R2jIAiCIAj7GEWRQVZocMOmHR6WbmxmwdpGFqxtZGlBM5srNBo9EpKioCjiC8qByHIp2D3RXfrZl/vsS04n8ZMnk3DYoQE/8ZMnIzlDh6xC3xQsoAfQq8twlRTgHDQCNcZ7lXBgQD8eyxmHq2gV7qrtqNkTsKUNQVICj21JtSEnZmDaojBDJKN7KqD3cRkq9D8Ye0autyl7R1oF9EZlMaYjBr2hFq1gCQ53lfdvxE7+gL54HYqlYZRswLPuJ+wJyShR8QAoMYkBAb0ck4iS2N/b670VOToBOT7V+w/TwKyvQNFd/iDMF9SrtcXYujz7WrB9IkNqLvbM4SDtek4BAb2v37tp4VKisWVPQInr12pf9VxAD3jnCChZD6Vrvft2J19ArxUuxWioQrbbMZtqwTKxNI83qNeakOXA19ZyNSF5mpDlsKIBQeizZs+eTW5uLtOmTevVx6muruaee+7h448/Drj973//O7m5ubz44ou9+vi+MYwcOZLc3FyuvvrqXn+83jRt2jRyc3P58ssv9/ZQAui6zsyZMznuuOMYNWoUxx13HA899BBNTU27ve2lS5dyxx13cMoppzB+/HhGjx7Ncccdx+23386aNWt6YPSd8/2+XHnllf7bFi1aRG5uLqecckrY23n66afJzc3l3nvv7Y1h7nfC+uhSVlbG0KFDu9WuJikpiZycHNavX9/ldQVBEARB2LdIEiArlNXqFJa2UFHrRjfap0eFgF2V6JfgILt/BClxKpZhiCo9oc9yWSo4QswDII7r/UqogN5Hry7DBTgHjcC9dQ1W5ZaAgN5TvhksC72mHABH9gQAf0X9vhjQ+2jYcKRkIVd1MEmsL6BvqkTb9htyQpo/qDaa6qBgCY6cfDzOJFRL8wf0WBaGpKLEpmBWl6BtXIx96EQ83o3i+0WSYxIhth+mJKPgnSwW00COScJ+0BSQZbSCpRi125Hj+mGoEVid9FvvjCx7rwrTg7ShaVtRr8Qk4Bg6kWY5pl1Vui+o91fU11f0bEDvszOo91XUa6g4jF0BvTNtEGZ1MVrRil2r+IL6NhX1ZnM9np2vmTvIVRCCIHTNXXfdxZw5cxg9evReG8OHH36Ipmk4HA6+//57SkpKyMjI2Gvj2R/dcMMNfP3116SkpHDEEUewatUqXnzxRZYsWcJbb72Fqnb9THFNTQ133HEHc+fOBSAnJ4f8/HwMw6CgoID333+f2bNnc8UVV3DTTTf19FMS9gFhHTURERFUVVV16wEsy6K8vJyYmJhurS8IgiAI+xJVlVEtCVeoHsP7MVmWcBsS67Y0sam0BaOTUMSjWxRXuCivcZOdEUVuRgQ22ex08rq9QXIauM2Wbq3rkCP26QpwQRC6RpUtrJoSjMYQPdHZFdQ70nNwVxW3C+j9y9VWoMYkIicPRHG3eCuc41I7DOglmx2l3yA8shOrC73Ld5csS9iNJrQtq0MH9IA9ZQCSux73hiVgGViqihKdjLFzQlhfUG8fMg6zttwf0IP3u6GhOFESM7xBfdEK7NkTcG3fjCYrOMcdj7u0AL2l2ZvZR8SjAJauYx82CU9DLZbuwTF0EnLFJnS3J+BvimRz4BgyDj1+AFqY7W5kWcJhNiE11SPFpKMFmdDVF9Q7FRUlPgXT04waGY0nyMvTOqhXa0qwUrK7FNDbVBm1pgh3qIDep1VQ70jJQtu0sn1A3+YY8wX1StIALCUCa+f9ZlOdCOoFoYeYISYMv/HGG7niiitISkrq9THMmjULWZa59NJL+e9//8vbb7/dZ0PdBx98kJaWFlJTU/f2UPx+/vlnvv76a9LS0vj444+Ji4ujrq6OU045hdWrV/P9999zzDHHdGmbzc3NnH/++RQVFTFu3DhmzJjBiBEj/Pebpsknn3zCjBkzeO6554iIiOCaa67p6afmd+yxxzJmzBiioqJ67TGE9sIK6fPy8vjhhx948803Of/887v0AC+88AKVlZX87ne/69YABUEQBGFfohoWZo0LNdkZtOJufyXLEi26xNINDZRXu7u0rqZb/LalkcYWnbycaOwS/mBgX+E2W1hSubjLk7UqkkJ+8kTshKiwFgShz3Fr4Ow3FLuu4SndELI/u15dhuVuwT44D0PztAvokWQc6YORdBeemh1YzjhkmxNTdoQM6MEbpGqbV2HPnoBlT9gjgakvqNY3LceoLutwWb2xBkdSGkpCGkZVCWZ9JTK0C+rN3xZi6e72QbEvqE/JQk0egOFxY+kaUlQcRr9hqBEJmAVLMV1NmCbIiQNxZh6Me/tWjPoqJJsDYvuhJg/CKFgC9d5istYBfbj96Fs/b7OxFkf2OIjNCBrUu02ZqNTBaMW/oZUVYh88BnvioKCP5Qvq1X65eIJsqyOGaWGLSkKOisWo76RQbmdQL1duw9TcHQb0PpIzGkuxt/s7LIJ6Qehd/fr1o1+/fp0vuJuWLl3qD3rPPfdcnnvuOWbNmsW1116L3W7v9cfvaf3799/bQ2hn06ZNAIwePZq4uDjA2+573LhxfPnll1RWVnZ5m/fddx9FRUXk5eXx8ssv42zTSlGWZU4//XQsy+LWW2/l2Wef5YwzziA9PX33n1AQMTExoth6Lwir8dwVV1yBJEncd9993HzzzSxcuBCPxxNyeV3XWb58ObfeeiuPPfYYsixz+eWX99igBUEQBGFvUFUZo9ZN07Y6VM++FTL3Ns2SWVHQ2OWAvrXiHS5+KWrCkvbNvreGZXTrpzcoktLhjyAIvctlqtB/OPb+wzrsz2401eLavjlkQC9j4tmxBUP3XkWkSx0H9P7tNlSjFS7F4akJ6O/eG7oS0AOYzQ24q8qx5UxAScoAC8z6SmisRJF2BbuW5goZFFuygjpkAsqgcRjNDdjSs5EGjKRFk/BEpmHPmYDsjEKOjEHNzkdLGIySPBA5MgZH9ji0qDSalVhs2fkosUm7HdAb1WVYnhbchcux1ZdgUwNfc0kCp+RGK1qBZ9s6LN2DZ9NKlOrN2EOUvZmm1eWA3reeS9313DplWZiuJmyJaeBuRCtaGXK/24dNwjHuJAwl+DwaZlMdRvFaHFb3riwT9n+flX7c4c/+qLq6mscff5wzzzyTCRMmMGLECA455BCuuOIKfvjhB/9yxcXF5Obm+luV3HbbbeTm5jJ79mwgeE96X7/ujz76iKVLl3LZZZeRn5/PmDFjOOuss5g1a1aXx/vuu+8CcPLJJ5Oens7kyZOpqanh888/D7q8r/f4s88+y6+//sqVV15Jfn4+eXl5nHfeeSxcuBCAwsJCrr32WiZOnEh+fj7Tpk1jxYoVQbdZXFzMXXfdxdFHH83IkSOZPHky11xzTdDlffvgww8/5MEHH2TChAnk5eVx1VVXAR33pP/888+55JJLmDx5Mnl5eZx22mk899xzNDc3t1t2+fLl3HTTTRx99NGMHj2aMWPGcOyxx3LPPfdQVtb5377Whg0bBsDixYuprva2xfN4PKxZswZJksjLy+vS9ioqKvxzGNx+++3tAvrWTjvtNCZOnMgxxxzTruNJSUkJ//rXvzjllFPIy8tj5MiRHHbYYfz1r39tt+99x+sll1zCTz/9xPHHH8/IkSM55phjWLduXdCe9K1t3bqVv/71r/5j5fzzzw95jPksWLCA8847jzFjxjBp0iT+8pe/8MsvvwRd1rIsPvjgAy644AJ/X/5TTjmF//u//wv6+gJs3LiRGTNmcPzxxzN27FhGjRrF7373O2655RYKCgoClvX117/jjjsoKyvj73//O4cddhgjR47kuOOO44knngj5OL0prEr68ePH88gjj3Drrbfy2Wef8dlnnyFJEikpKSQmJuJwOADvQVlbW8uOHTswDAPLslBVlRkzZjB+/PhefSKCIAiC0NtUw6KptAGjWUOrbEbtH3VAVNMrikJRmZvSStdub2treQv94u1k9bNhHAD7rjsccgT5yRM7XWZfOU3UWaugA7EdUFfaJx2I+6evcJkqzv7Dvb3IO6iot7Q2Jy+DBPStlg778Y2GaihciiN7Au5eqqjvakDvYzbX4wYcOd5++6Eq6oNSVBxZozCSs3FbCo6cfExbBG5TxbJAN0zYGdQjK3giUtDdJvbEQTgi49Ccif7w26XG4szOh5Y69LjuB/Q+vqDekY2/ot4X0JtbV6OVb961rK7h2bQSO4SsqO8uX1DvzM6HwiWdV9QDenU5StogbINGo21aRdtjzZ47CfWgI/EokdglG56iFVh6YOGdHBmLknEwHjkCQrTsEIQDydatW7ngggvYsWMHGRkZ5OfnY1kW69atY968ecybN4+HHnqI008/ncjISE499VSWLFnC9u3bycvLY8CAAWRmZnb6ON988w3ffPMNqamp5Ofns2PHDn755RdmzJhBZWVl2JO/NjQ08NVXX2G32/2Te/7hD39gwYIFvPHGG/z+978Pue7SpUt59tlnSUlJYdKkSRQUFLB8+XIuv/xy7rvvPu677z7i4+PJz8+nsLCQxYsXM23aNN577z0OOugg/3YWLVrENddcQ2NjI5mZmRx11FFUVlby7bff8t1333HPPffwxz/+sd3jz5w5k61bt3LooYdSX1/P4MGDQ47VsixuvvlmPv30U2w2GxMmTCAyMpLly5fz6KOP8u233/Lqq6/6s8o333zTP3Hp2LFjGTlyJDU1NaxatYq33nqLb775hk8++YSEhISw9vP48eM54ogjmDdvHjfffDP//ve/mTFjBtu2bePKK68kNzc3rO34fPbZZ+i6zqBBgzqdy0CWZV5//fV2t69atYrp06fT2NhIdnY2hx56KC6XizVr1vDVV18xd+5cXn75ZSZODPyOsXXrVv785z+TmZnJ4YcfTlFRETk5Oaxbty7kGKqqqjjnnHPQNI1JkybR1NTEkiVLWLZsGb/88gu33npru3UWLFjAW2+9RVpaGkceeSTbtm1jzpw5fPfddzzxxBMce+yx/mUNw+C6665jzpw5OJ1ORo0aRXx8PMuXL+epp57i66+/5pVXXgl4vebOnct1112HpmkMHz6cI444goaGBlavXs1HH33EnDlzeP/99xkyZEi753/GGWeg6zpjxowBvMfwf/7zH1atWsXLL7/c4evR08KeyeCkk07i4IMPZubMmXzxxRe43W7Ky8spLy8PunxkZCRTp07lqquuIjs7u8cGLAiCIAh7g6rKGFUutHpvGOPa3khMciT6vlkU3qOaPBYbipt6ZFumBeu3NZGaEI8tdHHqAc1yKZ22z9lXAnrouFXQgdoOKNz2SQfq/ulLwg3q/ToM6LuuN4N6SQo/oJdUO0psoncyXF8f8+4E9TsDejMlG7cuASYuNRazzQTk3qA+FQvJvw89Ouj2RMxW1em+MFuJi0MLc193dmKidVAvxQ5AMVvaBfT+ZfehoN4yNNzbN+NIG4QNAoJ6X0DfRASmZmFPyMI+hICgXo6MxZ6Tjyci+YAoQBCEcDz88MPs2LGD8847j7vvvhtp55VVuq5z77338s477/Daa69x+umnk5iYyCOPPMI111zD9u3bOeecczjzzDPDepyvv/6a6dOnc+ONN2Kz2QB45ZVX+Pe//80LL7zA5Zdf7r+9Ix9//DEul4uTTz6Z+Ph4wNtbPCEhgdWrV/PLL78watSooOvOnz+fM888k3/+858oioKu61x66aUsXryY2267jdNPP51//vOf2O12DMPgT3/6Ez/99BPvvfceM2bMAKC2tpa//vWvNDY2MmPGDC688EL/Plu6dClXXXUV9957L6NGjWL48OEBj19UVMRzzz3HkUceCYTu7Q/w9ttv8+mnnzJgwABefPFFBg0aBEBjYyOXXXYZK1as4OWXX+aqq66iqqqKBx54AFVVeeWVV5gwYYJ/O+Xl5Zx77rmUlpby+eefc8EFF3S6j30efPBBzjrrLObPn8/RRx9NREQEd999d5dbhIP3KgWgyxX4rf3jH/+gsbGRm266iT/96U/+21taWrjhhhv47rvv+N///tcupC8pKeHkk0/m0UcfRZIkTNNEljv+gltdXc3BBx/Miy++6J9jYeXKlVx22WW89NJLHHHEERxyyCEB62zatIkzzjiDe++919926Y033uDee+/l9ttvZ8KECf7Q/T//+Q9z5sxh+PDhPP300wwYMAAAl8vFjBkz+OSTT7jrrrt4+umnAdA0jbvuugtN03jsscc4+eST/Y9bV1fH9OnT+fXXX5k1a1a7EwiLFy9mypQpPProoyQmJgKwevVqzj//fBYsWMCqVav84f2e0KVoYfDgwTzwwAMsWbKEt99+mwcffJBbb72Vv/71r9xwww3ccccdPPLII3zwwQf8/PPPPPzwwyKgFwRBEPYLqmHhKm3w/9to2VlNr+7fKb3NplBa5abZ1XNtXeqadCrq9P1+3x1I9nQ7oL5gb7ZLEnqWy1SRMoajJnbS91WScaRmIRsetB1bwwvow2j/1XutbyyQFCS14x7FkmrHPiQPJecQ7Bm5Ae1/zOZ6PDWV2HImIEXEAhKSrBDqa6Y9PRurX87OgH7nNkJMJq4bVruTEsGWNU0r7IAewC4bWGW/dXhiwhfUq3VbQgb0/mV1Dc/WX7E1V/Z4a6Kutr7xBfVycha2wWNAkgID+p27yaNbGAlZ2IfkIal2EdALQgipqakcdthh3HDDDf6wGUBVVX8YW1xcvNuPk5GRwS233BIQxJ9//vnY7XYaGxvDfgxfe5yzzz7bf5vdbvdX0L/55psh13U4HMyYMQNF8V7dp6qqP+x0Op3MmDHDH64qisIJJ5wA7OrPDvDee+9RW1vLySefzLRp0wL22YQJE7jqqqvQdZ2XXnqp3eMPGTLEH9ADHQbFvkryu+++2x/QA0RHR3P77beTmZlJRUUF4G0lc+yxx3LJJZcEBPTgfX19FdxdeR0rKyt5/PHH/UXLuq4zZcqUbgX0gH87ycnJ3Vq/paWFgw46iKlTpzJ9+vSA+yIiIvjDH/4AhH6OF198sf+16iyg97n33nsDJkEeO3as/4qP1157rd3ySUlJ3HnnnQHzIlxwwQUceeSR1NfX89FHHwHeDi2vvvoqAI8++qg/oAfvcXjvvfeSmJjInDlz2Lx5M+Ct7D/00EM588wzAwJ68M4VcNpppwHeExKhnosvoAfvXAPjxo0D4Lfffgtrf/SUsCvpW7Pb7YwdO5axY8f28HAEQRAEYd/Ttore50CopvfoUFrV/T70oWzd4WJAkpiMSBCEfZ9NlZDqyzHqqztcTomOR1ZkPL8tQYqIRbZFddh/3pY6GCUhHfemFUDHwajRUI28vQB71lha6Jn2SJYFLsmJM9NbIabv2NJuGV9AbyRk4dEtnP0P9l5VULLeuwFZQY1NwKwpw3I3ocT3w4pMwgjxtPWa7diTBqLsxYlJPaaCM20YSmM9Rn1FyOUsTwuu9Ys6v3pCUbFnHIQemdQrbdwCKuo3LsJorOlw+dYV9c7EdOQBowICeh+P7q2od2QDjmgR0AtCEL4K8dYaGxspKCjw96PvaL7GcOXl5QUE2uDN3RISEigvL6elpfMWeqtXr2bdunUMHDiQyZMnB9x39tln8/LLL/PZZ59xyy23BG3rMnToUKKiogJu84WwAwcOJDY2NuA+X6V+6+fv618/ZcqUoGM86qijePjhh/n555/b3XfwwQd38gy9duzYQWFhIRERERx66KHt7h8zZgxz5szx//uggw7i0UcfbbdceXk5a9eu9Yew4b6OGzdu5IorrqCsrIwpU6Zw4okncs899/DVV1/x7LPPcs0112BZFu+99x7Dhw/noIMO8p/4CEVVvdGsYXSveCMiIoL777+/3e21tbVs2LCBH3/8EfBWnAfTul1ROIYMGRK0Lc8xxxzDww8/zOLFi9vdd+yxx7Y7vnzr/PDDD/z8889ccsklrF27lvr6etLT09u1pgFv15aJEyfy5ZdfsmjRIgYNGkRaWhoPPfRQu2Wrqqr47bffWLZsGRD8NU5JSWHgwIHtbvdN8hzO715P6nJIr2kahYWFGIZBVlYW0dGdX57722+/0dDQQH5+frcGKQiCIAh7k68XfVv+avr9uDe9Zlg0tfR8tW+zS8ejW6ii5Y0gCPswmyphqy/GXbjcOxFqB4yGaoyIKGyDxqAVLkOOBkIE9bbUwciZo9EVJ45sBUp/AU/oL4JKYjpyxsG4TZWebHhlWVbIoL5tQA/gMtRdQX1ZAY7UTKjfgadgGUpccocBPXgnJtUKluDIyce9l4J607RwKTE4cyZAwdIOg/pwAvrA9j29SFZADu/ruz+oHzoeTbZjhmjD49EtrPgsTEsS88QIQghFRUW89dZbrF69mq1bt/onCm0bqu+OtgG4T1fC2/feew/whooXXXRRu/ttNhtut5v33nuPK664ot39vtC9Nd9zDBbqB3v+vglY77jjDu64446QY62oqEDTtIArB0Ltg7Z8Vef9+vXrNPz2MU2Tb7/9lk8++YTCwkKKi4v94avveVhhTOru8Xj4y1/+QllZGZdeeim33norkiRhGAb33HMPTz31FDk5OaSkpDBjxgyio6NZsGBBp+NMSUkBvBX6u+OXX35h1qxZrFmzhm3btlFXV9fpc3Q6nf7e/eEKFmoD9O/fH/CeyGpsbAzIi0Otk57uvUpxx44dAJSWlgLeY6mz3v6+ZX0WLlzI7Nmz2bBhA9u2baOpyduutaPnHxcXF3Tbu3vipLvCDukNw+Cpp57i9ddf9x/MqqpyzDHHcOONN4bc4eC9dGDlypWsXbt290csCIIgCHtQqCp6n/25ml6SwGNYtHh6/sNJi9tEN0EV82UKgrCPCgjoPeFNnO3ZsQ17v4HYsseHDOp9Ab3LsmNpJlZMOtFDVLSiFdDc/m+NkpiOOngcbjkqZGuY3REsqA8W0Pv4gvrImASMbb+GHdD7GE110JeC+lD2UEAvyxJOswmtsGvjtAwN1/pF2DNycfYfjssI/gdX0y32rZlOBGHf8dprr3H//fdjWZZ/4tghQ4YwfPhw0tPT/W1EdtfuBv7Nzc18+umngDfo7Sjsfeutt7jsssvatTXxhZK7w9dH/rDDDut0ElZd1wNC+nDbrPhC03D3mcvlYvr06SxbtgxVVRk+fDgnnXQSOTk5jB49mh9//JH//ve/YW3r+++/Z/PmzWRlZfG3v/3NP4bzzjuPrVu38tJLL3HLLbf4++0fd9xxYQXgo0eP5u2332blypVhjeOrr76ivLycQw891N9i/MEHH/S3ERoyZAiHHXYYQ4YMYeTIkRiGwTXXXBN0W+Hu99bCeU6t29p0tI4vOPcdC75/p6SktLsipC1fpb1pmtxwww18+eWXSJJEbm4uxx57LNnZ2YwcOZLNmzfzj3/8I+g2evJkW08I+7fw2muv5bvvvgs486BpGl9++SXz5s3jgQceCJiNt61wzkoJgiAIwr4mVBW9z/5eTW9ZtLtEvieYltVpgaLQdyhS8PAn1O2CsK/rTkDv01FQHxDQ73wP1HQLJSULAGnNz1juXRX1vR3Q+7QO6iVZRo7tFzSg30XCaq5BL9/UpYDep88H9XsjoK8t7/oGLAtPyXrs0GFQLwhCeyUlJTzwwAMoisLjjz/OcccdF3D/mjVr9tLI2vvss89oamoiLy+Pt99+O+gyTU1NHHbYYZSUlPDDDz/wu9/9rsfHkZKSwqZNmzjrrLM46aSTenz7vscAb+V1qElO33rrLVJSUjjqqKN46aWXWLZsGQcddBD//e9//ZXbPl9++WXYj+3rgZ6bm9uuOv6WW26hpKSEr776yn9CoPUErh05+uijURSFrVu3smbNGkaMGNHh8k888QRFRUVMnz6dW2+9laVLl/LSSy8RExPDf//733a997/++uuwn2M4fFcztLVt2zbA2yapbUgfah1fn3zf6+J7fWNjY3nkkUfCGs8nn3zCl19+SXp6Os8//zxDhw4NuH/9+vVhbWdfENYpkw8//JBvv/2WyMhI7rvvPhYuXMiCBQu48847iY+Pp6mpieuuu47Zs2f39ngFQRAEYY9RVRmj1h2yit7Htb0R1bN/Js6yJNHD8+D5t7uPFS4I3eSQI8hPnsjklEPa/eQnT8QhR+ztIQpCl4Qd0MsKalwKwd7MPDu2YSp2bNnjsRqrkbUmHOlD2gX0PpIko6Rk4ciegOTw/s7sTkAvy+G9wbZezrIsXDiRB47pMKC3qxJSRSEtW9dDdFLwgF5RsQ8cjhKTGHQb4A3qtU0rcOj1e62SzRfU23ImIMeGOWGfJPeNgN5nZ1BP6VqcipisWtg9J/c/rcOf/cmqVaswDIODDjqoXUAPMG/ePGBX9bjP3ng/800Ye/rpp4dcJioqyj/Z6//+979eGcekSZMAb8V5MN988w0nn3wyt99+e7cfIyMjg4yMDJqbm1m0aFG7+zdu3Mg999zDnXfeiaIoLF++HIBzzjmnXUCv6zoLFiwA2r+OwfjauaxcuRK3O/D7oSRJ3HHHHf6K8ISEBGJiwpt/KyEhwX9Vxj//+c8O++O/8cYbFBUVYbPZ/BPV+p7jlClT2gX0EPpY7a61a9cGvVrjiy++AAhaAf/jjz8GLd5uu86oUaOIiIhgy5YtAZMS+1iWxSWXXMK5557LkiVLgF3P/8QTT2wX0PseG3ru+femsL52z549G0mS+Pe//83ZZ59NQkICiYmJXHDBBXz00UcMHz4c0zS58847+eqrr3p7zIIgCIKwR6iGhauDKnoffzW9un/1vLEssCkQ4ej5yrsIp8J+trsOWJZLwe6JDvljuUTlptC3SJaFZRgdX0YkK9gzR6AOm4K9/7COg/phE7H1z0EeOCpoQO9/XElGi0nHkT0BNSWz2wG9UzWJ8FRj62TSD1WRidBqcCq7GpZblkWLaeuggh50E6SE/iixyRiWFDSgd2SNhIwR2HImosQmBd+QoqKmZGHYovfqVdeWZWEpNmS7M7wVZBnJEYHZQxP4Bn+IHgrofURQLwhd5mvXUlhY2C4s/Pzzz/nPf/4DtJ+M0tfWo76+fg+MEjZs2MCqVauw2WyceOKJHS571llnATB//nx/VXhPOuecc4iKiuKjjz7if//7X8B7e2FhIffddx8FBQVkZmbu1uNcfPHFgLe1tq8PPkBDQwP33HOPfyySJPlfx++++w5d3/X3rqmpidtvv53CwkKAdqF7MFOnTqVfv37s2LGDe+65J+C137hxI1dddRWapuF0OqmoqODyyy8Pu8/8zTffTHp6OsuXL+eSSy5h48aNAffrus6bb77pnyD22muv9bcd9z3HFStWUFVV5V/HNE1ef/11/3wF4TzHcGiaxi233OLv+Q7efvDPP/88iqIwffr0duv89ttvPPHEEwHHxMyZM1m8eDGpqamcdpr3JF9ERATnnXceuq5z0003+avzwdvq6NFHH2XhwoUUFRX5rzjwPf/58+cHTPTq8Xh45JFHmD9/fo8+/94UVrub9evXk5iYGPTsYb9+/Xjttde4+OKLWbNmDX/7299ITk5m/PjxPT5YQegNktPAbXZvxmaHHCHCB0HYT6mqjNWgoUbbUaNsna9gmqiaRW/PG7en2VSJKKdKYw9PHhsdoWJXwdxPsoLu/C0Rf0MEYd/kMcCekIV9CHiKVmDpbSradgb0VupQWgwZR//h3olUSze0m2hUq6skYvhhWI5omnW10zZfmm5BTDpqVCJuHN0K6CnfgLt8M/bBYyEmfWfP8UCqImNvKcdduBw1qT/O9INxGeF1QvW3icmeAIVLMepatYnZGdCbKTm4NVBssTiy86FwCUZ9VeByg0ZjJmfjDjGp6Z4gSeCU3JhbV6NXFoe3kqHjLlyBI1uC2Iyg+3d3dCegl+zOztsyidY3ggB4g8xDDz005P1paWm8//77TJw4kVGjRvHLL79w+umnk5+fT0REBOvXr2fr1q1kZGRQU1NDc3MzVVVVJCV5T0hmZXnblz3zzDMsW7aM008/nWOOOabXns+7774LwFFHHRV08tfWJkyYwKBBg9i8eTNvvfUWt912W4+OpV+/fjz22GNcd9113Hfffbz88svk5ubS0NDAsmXLMAyD3/3ud1x22WW79TjTpk1jxYoVfPHFF5xwwgnk5+ejqiorVqygtraWcePGcfXVVwNw0UUX8cUXX/Djjz9y3HHHMWLECJqbm1m+fDnNzc0MGzaMDRs2hBWmR0RE8Mwzz3DFFVcwe/Zs5s+fz4gRI6ipqWHlypVYlsWZZ57J9ddfz8UXX8y6des488wz+fjjjzt9bWJjY3n77be58sorWbZsGaeccgrDhg0jKysLXdf55ZdfqKysRFEUrr32Wq688kr/uieeeCL/+c9/KCkp4fjjj2fChAlIksSaNWsoLy9n6NChFBQUUF1djWEYYU+4G8qwYcNYuXIlxxxzDBMmTKCmpoalS5cCcOeddzJy5Mh26+Tl5fHf//6Xr776itzcXAoKCigoKCAmJoannnqKyMhI/7I33HAD69evZ/78+Zx88smMHDmSxMRE1qxZQ2lpKU6nM2Cdc845hzfeeIP169czdepUxo4di67rrFq1itra2i69xntbWJ/EmpqaGDZsWMj7o6OjeeGFFzj33HPZsmULf/7zn3nnnXf8b06CsC9zmy0sqVyMYXUtKVIkhfzkidiJ7nxhQRD6HNO0kGLtqLH2zhfeyQDQ9pPUeSebbDGgn5Pymp6rPJCArH4O9rXzGd3pn65IChJd/1si/obs/8I5nkTP/n2XR7eCB/WtAnr3zhnDXZaKM0hQLzkicGSPx21PQNPCD3I13ULDTlcn8/QF9J4ta8Ay8RQuw549vl1Q7wvoPQVLMVsa8bQ0eIPb3Q3qWwf0O89YG4aFu21Qvw8G9Fr55i6ta3lacBcux5FNjwf1qixBbTlGfXhhgi09B7XfIDybVgSeCAnGstCrinEkZaA4kjC6MpGAIOwnNE3rMKzzVcIrisIrr7zCc889x9dff83SpUuJiooiPT2dP//5z0yfPp1bbrmFuXPn8s033/DHP/4RgMsuu4zNmzczb9485s2bx5AhQ3otpPd4PHzyyScA/krkzpx55pk89thjzJ49m+uvv77Hx3TUUUfx4Ycf8uKLL7JgwQLmzZtHbGwsY8eO5eyzz+bUU0/d7UlqZVnm8ccf58gjj+Tdd99l2bJlaJpGVlYW06dP59JLL/X3RB81ahSzZs3i6aef5pdffuGHH34gJSWFcePGcc455zBp0iQOOeQQFi1aRGNjI9HRHX82HzNmDB988AEzZ87kp59+4scffyQ6OpqjjjqK888/nyOOOALwthS6/vrrOeKIIzoN6H3S0tKYNWsWH330EV9//TXr1q1j06ZNyLJMeno6U6dO5YILLiA3NzdgvejoaN555x3+7//+j/nz5zN//nzi4+PJyMjgkksu4cILL+Tss8/mt99+Y+HChRx22GFd3+mtDB48mIcffpiHH36Yn376CUmSOOSQQ7jyyitDTvZ6yimncOmllzJz5ky+/fZboqOjOf300wOuCPCx2+08//zzvP/++3z44YesX78eTdNIT0/nnHPO4bLLLmPQoEH+5fv378/777/PU089xfLly/nxxx9JTk5m2LBhnHbaaZxxxhkceuih/qtiBg8evFvPvzdJVhjXFh522GG0tLSwbNmyDpfbsmULf/zjH6mrq2PgwIG8/fbbJCYmcv7557NixQrWrVvXYwPf12iaQW1t894eRq9LSfH21Kqo6Lz9Q1/hsTfyc8XCboX0k1MOwe4RAUtftz8e14LQk8e125SZt7qWhuaeSVMSYmwcNjIOm7Tv9AXc3auq3GZLl/6WiL8h3dcX3rO7cjyJKyr2bXZVQqnZ4g3qTaNdQN+aU9ahdC2e0g1IdieO7PFoMf3DCnB397huG9D7yI5I7Nnj0XYG9W0Dej9Jwj4gF7oQ1MPOqm+jAW3TCtSEtICAvjVFkXBo9eiblqMkDejTAX3AduwROLLHofVwUO9QLeSKAtybf+nwkjNbeg7ygJF4JAcOrQ6t7RULbciOSOw5E9Ci03r8CoBg+sL7dV/l27eCIOy7Qk1sKwihhHW0jB49mubmZl577bUOl8vKyuKZZ57BZrOxbds2pk+fzo4dO3pkoK1t3ryZsWPHcu+994ZcZsGCBVx66aUccsgh5OXlcdZZZzFr1qy92u9QEARBEPqiSDvkZkYR5jyEHVJkieFZUUSE0UFoT+qsr7rouS50RVeOJ3H87Ns8uoWRkIV9SF6HAT2Ay1Sh/3DsAw7qUkC/u0IF9ACmuxlP4TJsDWU47ErwgB68rVCK10PZuoAe9Z3xT7w6ZHzIgB52VdSr2fn7TUAPuyrqbfUlnc4B0BVuXcJMycExaBTIwd8jfAG9y7JhGCYuNRZbdn7IOQD2dEAvCIJwoBMBvdBVYR0x559/PpZl8dBDD3H//fezatUqmpuDV41PmDCBBx54AEmSWL9+PWeeeSYlJSU9NuDKykquueaagMkA2nrrrbe49NJLWbJkCcOHD2fSpEkUFhYyY8aM3ZpFWugbJKeBx94Y1o9mb8SUdQzFg6SKD6uCIAjBGLrJwGQ7makRu72t7IxI0hJs6Pq+U0UvCILQEV9Qb/ULHdD7eIP6g/dYQK8oEkpLLfr2onYBvY8vqJfL1wUP6H0sC618M3JzNYoSfrBgmhYtUmTIgN7HMHzLhb3pXuGQTazS3zoP6BUVe+YIlNjkDhezPC14ilZgb6ns0n7rTEdBfeuA3leDZppWyKBeBPSCIAiCsO8L61rGww47jEsvvZSXX36Z119/nddff5177rnH33OrrZNOOgnLsrj11lupqqrCsiwkafcrC9atW8d1113Hli1bQi6zadMm7rvvPqKjo3n99dcZPnw4AKWlpVx88cXMnj2bI488khNOOGG3xyPsm7rSF1iRFDLjBlDWXEq/iFQUwu89LQiCcCCRLZPRQ6IwLNhW3r22MNn9IxmeGbH/zBYrCMIBw6NbhFnfhEtX6Go/+e4yDAtPRBL2IXm4C5ZheYK/P5vuZtxFqzrclmRz4Bg8Fj0qFaOLJ1LDvVh5X7ioWUPFkZyJXFuO2VQXfCFFxZE1CqtfDrbkTChYilFfEXxZSULtNwjDGY9h9OwJaLcu4UjJwQH+1jfBAnofX1DvbDUHgAjoBUEQBKFvCPtU/6233spDDz3EsGHDsCyLtLS0Dpc/+eSTeeONN8jMzNztQdbV1fHwww9zzjnnsGXLFgYMGBBy2RdeeAHDMLjsssv8AT14JxK46667/MsI+zfDMsL+sSwLcw99kRIEQeirLMvCJlmMz4lmxOBo7F24rN9plxmTE8voIVEomPtESCMIgrC/0HQLLaY/jpzxSPbuXfEk2Rw4huShx2fuPCGx/zIME7cjCXtOPnJUXPsFdgb0Zko2Lg1vO5+cCSixKe2XlSTsAw6G9INwGb3Tuqp1Rb2tf+iA3qd1Rb0tqb8I6AVBEAShj+jSlMqnnXYap512GnV1df4ZrzsyZswYvvjiC/9M2N312muv8cILL5CWlsbdd9/NmjVreOaZZ4Iu+9133wFw3HHHtbtvypQpxMTE8Msvv1BeXk5qamq3xyQIgiAIBxrLspAxOHigk9QEO0WlLZTXuGlxB68cjHQqpCc6GJIeQXyUjKEb4pSoIAhCL9B0C2L648ihw4r6YA6kgN7HF9Q7cvLxFCzZVVHfKqD3te/x9d135kwIrKjfAwG9j6+iXjb1DgN6H39F/ZAJaLJTBPSCIAiC0Ad0KaT3iYsLUnEQgizLnHDCCbvVXiYtLY1bb72V888/H6fTyZo1a4IuV1lZSVVVFTabjSFDhrS7X1EUhgwZwqpVq1i/fr0I6QVBEAShG0zdJDFSInFoNM2eKBpaDKobdFrcBhLecD4hRiXaqRBll7AsE0MXLW4EQRB6U3eC+gMxoPdpF9S7mtoF9D7tgvqGyj0W0Pt4xxT+rOumadGMA8wD63UVBEEQhL4qrJD+k08+4dRTT+3xB//ggw8444wzOl3u7LPPDmt7O3bsACA5OTnkLMr9+vULWFYQhAObXRUzrgtCd5imBRg4FYiMlUmPd+KbfsayLEzTwjRNDJHNC4Ig7DGabiHHDcDev87bw7wTttTBmIlZeDwH5mTerYN6q6kaM2lIyAlwWwf1ak0pVkr2HgvoBUEQBEHY/4UV0t9yyy288cYb3HLLLYwbN263H3ThwoU89NBDrF+/PqyQPlzNzc0AOJ3OkMv42vT4lu0pNptCSkpMj25zX7YvP9cqt5vIKAdmGBPHypKCqirYbN7/Rjo7b+PUel2n00ZS3L67L4TOeaqa0Zs8qFH2ffq4FoTuEsf1ntGVvz0g/ob0BHFsC/uj3T2uLcvCqCpGry9BiQzjc23jdmzudKJTspCkA7lwIQrL6I+khPP1OBorKQVJURHvQuER79eCIAiC0LmwPok999xzFBcXc8EFFzB9+nS++uordF3v0gM1Njby5ptvcsYZZzB9+nRqamp6fAJXX/W8JHU+mZ0lZq0ThAOe6TFwlzSgVfbsSTtBEARBEIQ9zR/QFy3DcjWFt5KnBa1oBUbFFizrwKym9wkvoO/6soIgCIIgCOEI69PF4Ycfzueff84jjzzCe++9x8KFC4mKimLKlCmMGzeOYcOGkZmZSWxsLE6nk4aGBmpqati+fTsrVqxg2bJlrFy5ErfbjSzLnHXWWdx6663ExPTsGfWoqCgAXC5XyGXcbjcAkZGRPfrYmmZQW7v/B32+KoiKioa9PJLQPHaN5iY3RhjVjIqkoKsGmmagqwZNO4+PcCiSgitSo6J+390XQmiyLGFrMagvqSPGFYUtOZKa5vBff0HY1/WF9+v9iWbX0FssjJ1FAKZlYnUwTa4iWeJvSDeJY1vYH+3uca0qMvaWcjwFSzFbGru2crMbec0i7Nk6Wky6mGS0l8iyhNNsxFAjcOsd18rZVQlVa8Bji0XX++7JE/F+3XvE1QmCIAj7n7BLAGJjY7n33nuZNm0azzzzDHPnzuXrr79mzpw5na5rWRaqqvL73/+eq6++mszMzN0adCi+iWArKyuxLCtoRb2vF72vN72wf5JUC8P0hLGggimZWJKBJZmYiscfqaiSDStET0qh77NJEu7SBizDwmjS0CqbUWNtffqLkCAIPU9yGrjNzidfRLEYmzLG/0+H7EDrZLJchxzRQYwvCIIQnt0K6Hcy3c14Cpdhzx4PIqjvcbIs4dTr0TctR45Pw5E6NGRQb1cllJotaNsLsA8aAxEp4vOpIAiCIBwAunyd3tChQ3nyyScpLy/nq6++YsGCBSxZsoSmpvaXVEZGRpKXl8fhhx/OySefTEpKSo8MOpT4+HhSU1MpLy9ny5YtDBo0KOB+wzAoKioCIDc3t1fHIuxduqVR2lyC2Un8oUoqqZGpNGgNxNpjqXPVY2IhI9E/MgMF+x4asbAnybIEzTruql1Xv3jKm1Ai4+haIy9BEPZ3brOFJZWLw7o6y0eRFPKTJ2L3RHe4nIjABEHYXbIs4XBX4S5c1mFAL9kc2FIHoe3YiuUJfuLRH9QPm4QZ0Q/DEMFwT/AF9FrhEoz6Kqivwg5Bg3pfQO8pWoGle7AKlmDPyRdBvSAIgiAcALrdTC81NZWLLrqIiy66CMuyqKmpobq6mrq6OhwOBykpKf7K9j3pyCOP5N133+Xrr7/mT3/6U8B98+fPp6GhgYMOOoi0tLQ9PjZhzzKxOu2taWGCBTZZRUZFlhQky0SSZBRJQZGUkOt2dJ+wb2tdRe9jNGnINS7UlAjxJUgQhACGZXQppBcEQdhTTNPCsMegJvTH07IBgsy7JdkcOIbkYSZm4ohNwV2wLGRQrySmYTljMU3xWagntAvoAUwDz9Y17YL6tgE9gNncgEcE9YIgCIJwQOiRGW8kSSIxMZHExMSe2NxuueCCC3j//feZOXMmEydOZOzYsQCUlpZy3333AXDllVfuxREK+xIT7wfdw/odSZoznUat0d8qKcXRD9ns+FdEtCroe4JV0fu4yhqITHCKanpBEARBEPoMl6ni7D8cO+ApDQzqfQG9Hp+Jx2Nhi+mPI4egQb0tfQjygFG4LHtA1q+qcljhsKLImKaFFeREwYEoaEDv0yaot1DaBfT+RUVQLwiCIAgHhP1uWvqDDjqI66+/nkcffZTzzz+fiRMn4nQ6WbRoEc3NzZx99tmcdNJJe3uYQi9TJBVVUr2V8p1YUbUch+wgOjmWrfXFGJaBIimkJffHJloV7HeCVdH7aA0eTFFNLwiCsMeE3fO/laqdk7x77Bqw84S5S1zdJhzYggX1AQH9zh7zmm5BkKA+VEDvVHTkxkqU6DTcHVQx2FQJW1M5ljMGlxQhgnrAiQtj6+r2Ab1Pq6BetjvxFK1sF9D7F21uQNu8CnvORAw5RuxfQRAOeKHmoRTEvunL9ruQHuBPf/oT2dnZvPLKK6xevRpJksjOzua8887jjDPO2NvDE3qZQ45gYtIkBkcP7tIHWEmS0E3N38defPTd/3RURe8jqukFQRD2nO70/I+McgDQ3OTe1f+fjk+qC8KBwGWqRGSMwGFz4CndgGPw2ICA3se0JDRfUF+4DDUxPWRAT9k63NuLsGeNwpE0JGhQb1MlbA1luAuXosSm4MwaI4J6QJOd2NJyMBprMd0hPnuaBp4tv4Akgxn6fVBS7ahpOei2GCwxqa8gdMuiRYu46KKL/P/+9NNPGTp0aIfrXHHFFcybNw+Af//735x55pkAzJ49m9tuu42jjjqKmTNnhvX406ZNY/HixTz55JOccMIJYa3jm0tx4cKF/s4V3dlOV7TdT50544wzeOCBB3p8HKGUlpby0EMP+Ytyu2Lbtm08/vjjzJ8/H4/HQ05ODn/605849thjuzyOp59+mmeeeYbo6Gg++eQT+vfvH3LZv//973zwwQfccsstXHbZZV1+rHBZlsWHH37ITz/9xKOPPuq/3feaDh06lE8//bRHH/OMM85g7dq1JCYm8sMPP2C3h57X0bIsnn/+eWbNmkVZWRlRUVFceeWVTJ8+vcPHOProoykpKeG9995j1KhRPTr+fU2fDOmvvfZarr322g6XmTp1KlOnTt1DIxL2JZZLQbGrbK0r7tKXfssyO51oVujbOqqi9xHV9IIgCOEJpwo+nCr3rvb8N3cuK+YJEIRAsiyB6UFNSEWO74fmSGwX0DtUE7W5Ai2ynzeoH6piRcSFDOg9xevBsvBsWu1tzdImqG8d0FvuFvSKrd71RVDvvWohOg17zgQ8BUtDB/WWBR28n0mqHfuQPIyErHavpyAI3ffZZ59x/fXXh7y/urqaBQsW7LkB7WMiIyPDytTy8vL2wGh2+fOf/8zatWs577zzurTetm3bOPvss6mpqWHUqFEkJCQwf/58/vKXv3DHHXd06cREa42Njfz973/n1Vdf3evV699++y1///vfu3zyort+/fVX1q5di8PhoLq6mi+++ILTTz895PIfffQRjz76KIqicMghhxAVFcVBBx20R8baV/TJkF4QOmMhJvoTAoVTRe8jqukFQRA611kVvKhyF4Q9R5YlHFYzxqYV6O5mHEPzMSyJ1teGOlQTqXwjrrKN2LNGYyRk4Y5MxTTNDgN6AMvQ2gX1bQN6HxHU7xJ2UB+CCOiFfVXFBx8E/DulD3UsiI2Npb6+ni+++KLDkP6LL75A13XsdjseT2ArqmOPPZYxY8YQFRXVy6PdexISEnjkkUf29jDa6e7E5s888ww1NTVccMEF3HXXXQB8/vnn3HDDDTzzzDNceOGFyLLcrW0vWrSIV199lUsuuaRb6/eUPf339t133wXgsssu49lnn+XNN9/sMKRfvnw5AOeffz4zZswI+3FeeeUVNE1jwIABuzfgPqB7R6AgCEIfE04VvY+/ml4Vb5GCsC+TnAYee2OXfiTn/nnyVpK8kzb6fvZUJY/vhHioH0EQel9AQF9VgtFYg3vjEhyeGhTF+1nGF9B7tq7BcrfgKVqBUrMFRbI6Deh9fEG9XFWE00bQgN5Hr9iKsWUVTlr2emXh3qbpFtrOoF52RIa9ngjoBaF3pKamMmbMGDZv3syvv/4acrlPP/2UyMhI8vPz290XExNDdnY2aWlpvTlUoQdt2rQJgMMOO8x/2+9+9zsA6uvr252ICVd6ejoAjz32GIWFhbs5yr6jubmZzz77DIfDwWWXXUZWVhYrV65kzZo1Idfx7WPfPgtXZmYm2dnZOByO3RpzXyAq6QVB2O91pYreR1TTC8K+r6v9zPe3ym5ZlkCScGng1i0aW3R0w0KRJaIjFBw2GadNQsbECOMEpSAIe0frDFuSpC7PqdQ6oPcxGmugYAmOnHxMRyzsDOh9fc8t3YOnaAX2IWDfGQLLsoSsNaPVlLcL6H18Qb3aUo+7sjhoQO8fQ30FqqseJSoS/QAPmVtX1Ls3LMLS3B2vICvYh4wVAb0g9JJTTjmFVatW8dlnnzFy5Mh295eWlrJixQpOO+00Ghsb293fUU/677//npdffpl169ZhGAYTJ07kpptuCjkWwzB48803ef/999m8eTPR0dEcd9xxXHfddV1+XnPnzuXNN9/k119/pbm5mfT0dKZOncqf/vQnEhISury97vrhhx+YNWsWq1evprq6GpvNRv/+/TnyyCO54oor2o3lp59+4vXXX2fDhg1UVFQQHx9PXl4eF110kf8kSdte+b7/f+2115g0aVKnYxo2bBirVq3i66+/5uijjwZg5cqVAIwcORKn09mt53r00UdTUVHB119/zd/+9jfeffddVDX8qHXbtm08//zz/PTTT+zYsYOoqChGjhzJBRdc4B+nj++4u+6667Db7bz44os0NzczdOhQVFVlxYoVACxevJjc3FwmTpzI66+/HrCN0tJSnn76aX788Ufq6upIT0/npJNO4uqrr+5SCP7555/T2NjI8ccfT3R0NGeccQZPPPEE//vf//j3v/8ddNw+Dz30EA899JB/fL6e/S+++CKffvopX375JaqqcvLJJ/OPf/wjZE96wzCYNWsWH374of8ESWZmJmeffTZnnXUWNpstYBxdPS73BhHSC4Kw3+tKFb2P6E0vCH3DgVixLUkSliRT1WSwqayZyjoPzS4D02q9DEQ4FBJjbAxOjyA5VkXBxDQPnLCns5754fTLF4TeoqoyhinhNiw0DZrKXViWha5Z2G0ydgXsqoRldvx7qyoSUl0VRt2Odvd5g/rFyHH90MoK201MaukejKpi1LhUPDgwTQu3LR5H9ngoWIrRVBv0MS1DQyvZ2OHzkxwROLLHo0Wlis9RO0mApbmxOpgg1s8ysTwuJMydawqC0JNOPPFEHnjgAb788ktuueWWdlf8fPrpp1iWxamnnspbb70V9nafe+45Hn30UWRZZsKECcTFxbFkyRLOOecc4uLi2i1vGAbXXHMN33//PZGRkUyePBlN05g1axZLlizp0nP65z//yeuvv46qqowaNYp+/frx66+/8tJLL/HVV1/xyiuvkJmZ2aVtdscjjzzC888/j6qqjBs3jrFjx1JRUcGqVasoKChg3rx5zJ492z/B6KeffsrNN9+MJEnk5eUxatQoSkpK+Prrr5kzZw6PPfYYJ510EsnJyZx66qnMmzePuro6pkyZQlJSEsnJyWGN68orr+Szzz7jgw8+YNKkSaSnp3PjjTcSHR3N3XffvVvP+R//+AfLly9nzZo1PPvss/z1r38Naz1fT/zm5mYyMzM5+uijqaqqYuHChfz0009MmzYtaFuYTz75hE2bNjFp0iQkSSI+Pp7c3FxsNhuLFy8mKSmJKVOmkJ2dHbBeZWUlZ511FpqmMWHCBFpaWli6dCn/+c9/+OWXX3jxxRfDfs7vvfcegH8y5TPPPJOnn36azz//nFtvvZX4+Hj/spmZmZx66qmsXLmSbdu2MWLECIYMGdJufP/6178oLS3l0EMPpaysrMOJnd1uN1dccQWLFi0iMjKSCRMmoCgKixcv5u6772bBggU88cQT/hZGXT0u95Y9FtK7XK5un5kSBEHoru5U0fuIanpBEPY1iiLT6IbftjWytbwFI0T2ZVnQ7DJodhmUVLpIT3IyYlAU8ZEyxgESmHV0pcX+dlWF0HeoqkyzB0oqNLbucNHUYtDsNnA4vV8Km5rcOGwyUU6FhBgbWWlO4iJkVNkKekWMpptIcQOwD9bxbFqJpWsB9xuNtRiNtUHHosSnomSNwYUTX+96wzBxO5Jw5EzoMKjviD+gj+nvrSAXsKsSSs0WPEUrwAjjk6Vl4dm6xjsHQOow3LoI6oW9q20P+s7u39d71KekpDBx4kQWLlzI8uXLGT9+fMD9n3zyCcnJyUyZMiXskH7dunU8/vjjOJ1Onn/+ef/knY2NjVxzzTUsWrSo3TpvvPEG33//PYMGDeK1114jNTUVgMLCQi699NKwn8+HH37I66+/TkZGBs8++6x/Mk7DMHjsscd44YUXuP7663n//fd7tQXZb7/9xgsvvEBsbCxvv/12QAi7ceNGzj33XDZu3MiCBQs46qijAHjyySexLIsXXnghoBXNO++8w1133cXTTz/NSSedRHZ2No888ginn346dXV1XHXVVWFV0PsMHDiQ+++/n+uvv5477rgD0zQZMWIE//rXv3Z78tLExETuvfderrnmGmbOnMlRRx3F6NGjO1ynurqav/71rzQ3N3PjjTdyxRVX+APlX3/9lSuvvJLXX3+d3Nxczj777IB1i4qKuOeee/yT55qmiSzLDB06lMWLF/v3VVs1NTVMnjyZZ555hpiYGACWLVvGhRdeyE8//cS6des4+OCDO32+GzduZMWKFaSmpnL44YcD3jZSRxxxBN999x3vv/8+l112mX/5CRMmMGHCBP7+97+zbds2Tj755ID7fbZt28Z7773nfz06mn/g6aefZtGiRYwcOZKZM2f6T9bs2LGDCy+8kK+++orPPvuMU089tVvH5d6yWyG9ZVnMmzePDRs24HK52u1AwzBoaWmhvLycRYsWBX1TEgRB6E3dqaL3EdX0giDsSxRVZkedwYqNDdQ3h3/60LKgtNJFTYOHsTmxDEi0YRgHxtUHB+KVFsK+SZYldEumYLubgpJm6psCf4dbX2Du1kzcmkl1g8aW8haS4+wMz4oiKVoJ+rvr0cGeOAg7BA3qg1HiU1GHjMetRLer1N+doF4E9O21DugtvQs9j01DBPWC0ItOPvlkFi5cyOeffx4Q0m/cuJENGzZw0UUXoSjhX3H31ltvYZoml1xyiT+gB4iOjuaRRx7h6KOPRtMC35/feOMNAO6++25/QA+QnZ3N7bffHnbLm+effx7wVnS3DpwVReGmm25i3rx5rFmzhoULFzJlypSwtllSUkJubm6ny61fv97//7W1tRx//PHk5eW1q5IeOnQokydP5ptvvqG4uNh/+44d3ivB2vYpP/vss3G5XKSnp2NZ1m6fXFi0aJF/P/n+lv7lL3/Z7YDeZ+rUqZx55pnMnj2bW265hQ8//LDDQuW3336bxsZGjjzySK688sqA+0aOHMldd93FX//6V2bOnNkupI+MjOScc87x/7srE97ed999/oAeYPz48YwbN46lS5eGHdL7Jow988wzA35HzjnnHL777jveeustLr300i5PxDt58uSA1yPU+pqm8c477wDe1jmtr6bo168fN954I08++SQlJd42gN05LveWbof0brebyy+/nKVLl3a6bE/8QgmCIHSVv4q+OnS7g86IanpBEPYFiiJTWW+yZH09za7uhc4tbpNl6+sgN44BSeo+UVEv4a1qD8ayTExEyCf0faoqU9tssWZzA6WVri4d1bphsb3aTU2DxrCBUWSnO1Ew2rWM70pQ31FA79OdoF4E9O11O6D3EUG9IPSa448/nn/84x98+eWX3H777f6w8ZNPPgHg1FNP7dL2fEWpbfuIgzc4zMvLY/Hixf7bysvL2bx5MxEREUyePLndOkcffTQ2m61dsN9WRUUFBQUFqKoatLJclmUOP/xwNmzYwM8//xx2SB8ZGcnUqVPDWtZn8uTJ7Z6LaZqUlJSwZs0afwjaepLWSZMm8cMPP3DRRRdx2mmnccQRRzB+/HjsdjsXX3xxlx4/lFdffZUHHngARVG49tpr2bx5M5988gk333wz77zzDjk5OWzcuJFNmzYxevTobk8IfMcdd7Bo0SI2bdrEww8/zJ133hlyWd+xcPLJJwe9f+rUqURERLBt2zZKS0vp37+//75hw4Z16QSST0pKStCWR74TJPX19Z1uw+Px8PHHHyNJEn/4wx8C7jvyyCNJTU1l27ZtzJs3r8tV6eGcIADvlQb19fUMGjSoXegOcMIJJ3DCCSf4/92d43Jv6XZI/+abb/p7ZA0cOJC4uDh+/fVXBgwYQEpKCuXl5ZSWlvr7Sl1//fU9NWZBEISwKIqMJJvEjU7tcDmHw/tWaHMHj+Ily1vBaoTqKyEIwn4tVIjcU8t3RpKgRYNVhQ3dDuh9PLrF6sIGYiPjiXFIu92jvqPnqkoqNlXBQ/sJ13xMWSczbkDQiTJlSaGwplAE9UKfpqoyVY0WS9bXtaue7wq3ZvJLUQMtboORg6JQpOBBfURiJkpNGXpliGowWcGWkYtmj8XUOn4/MQwTIzIZNW0wRuGKTseoJmVgxqajaeJ3FroQ0CsqkqyEnkxWBPWC0CtiY2M54ogjmDt3LosXL+aQQw7Bsiw+/fRTBg0a1Gm7krbKy8sBQga8AwcObBfSg7dNSLCKYbvdTlpaGtu2bevwccvKygDQdT1gUs1gSktLO7y/tYSEhKAtUzrj8Xj4/PPP+eqrrygqKqK0tNQffvqKd1t/7rvvvvu47rrrWLFiBS+99BIvvfSS/8TFKaecwkknndTliuzWfv75Z+6//34iIyN58cUXGTduHB6Ph+3bt7NkyRKuuuoqZs2axeuvv84777zDH//4R+69995uPVZ0dDQPPPAAF110EW+88QZTp04NeVLEdwXBgAEDgt6vqirp6ekUFRWxY8eOgJA+Nja2W+MLtZ5vottwrrT9+uuvqa2txW63B0wG6+M7qfTGG290OaQP93n5fnda75POdPW43Fu6HdJ/9dVXSJLETTfdxOWXX47H4yE/P5/hw4fz1FNPAd5JEG688UY2bNgQ8sAThN6yOyFJTwcswt6haQa6vfMvMjFJkQDUVzaEWMLqVrscQRD6PoccQX7yxM4XDLJeT71rSLJMwbYWqhs6b2ERjiaXwbqtzUwYGg10P/TvbN9IgGbpLKlcErLljKF4KGkuwbICT4LaZBtTUg5DkmQQ7WqEPkqWJepadj+gb62gpBlJkhg1KLLd74ZDNbHKN6JXl4XegGmgbfkFW44T057QYQGCTZVQ6kpwF/8W1tj08i3YI+NwJA0hRN3DAUUx3Zi1ZR0G9JJqxz4kD8nmwFOwFNMdYg4l08Cs3Y6aNABJimp3gkYQelvbHvN9rQd9KKeccgpz587ls88+45BDDmH58uWUlJRw7bXXdnlbnXWP8AWh4S4PhFUt7Ws7HRUVFbSKv7WRI0d2ur3dUVVVxbRp0ygsLMThcDBy5EgmTZrE0KFDycvL47XXXuOjjz4KWCc1NZW3336b1atXM3fuXBYsWMCaNWv47rvv+O6773j33Xd58cUXsdls3RrTK6+8AsBll13GuHHjAO8JkGeeeYY//vGPbN68mWuuuYbffvP+rTvllFO6vwOAiRMncskll/Dyyy9z2223+a/MaMv3unV0HPhC47aTmXb3pMXunOzw8bW68Xg8ASed2vrxxx/ZunVrlyYrDnd8vpMJ4XZs6c5xubd0O6TftGkTMTEx/sks7HY7ubm5Ae1vDj30UO68805uvvlmXn31VW6//fbdH7EghKG7oUrbbYjPv31fV77EiC88giC0ZbmUbk0u2mMBvQRNHthS3v22XcGUVrqoy4gkIbL71fTh7BuPvbHDvvCGZaBberuQnh66cCnUSXdxMl7YEwxk1mxu6LGA3qewtInEWJWsZJt/zhyHaiKVb8SzdQ2YnVTIN9ZAwRIcOfm4QwT1NlXC1lCGu3Aplju89x/L0PBsWu2t+BZBPS7LgTNzDKppBr2ywRfQGwlZWIA9Z0LIoF6JTUIdPA6XHI21m1dACYKwy+9+9zsiIyOZM2cO99xzD5999hkAp512Wpe3lZaWRlFREcXFxQH95X181b+tlwdvJbyu6+1CfMuyqKio6PRxU1JS/Ms//PDDe7XV9GOPPUZhYSGHHHIITz75JHFxcQH3d9ROZfTo0YwePZobbriBxsZG5syZw3333ceiRYuYM2cOJ510UrfGtGXLFgCGDx8ecHt8fDzPP/8855xzDsuXLwcgPz8/YD6B7rrxxhv56aef2LhxI/fee2+71xa8Jyc2bdrEtm3b/CcPWtN13X+VRFJS0m6PqSds2bKFxYsX43A4WLBgAdHRwb8HTJs2jcWLF/PWW29x66239vg4fMe8b/+05Xa7ee+99xg4cCBHHHHEbh2Xe1q3T6M0NTUxYMCAgDN7OTk51NTU+C/bADjxxBOJi4tjwYIFuzdSQegCy6Vg90Tv1o/lEl/gBUEQhL1LVRVKKt20uHu23ZZuWGwub0HqgYqafZXvhP3klEPa/eQnT8QhR+ztIQr7MUWV2VrhoaTS1ePbNk1Yu7kJtyERoRo4bVbogF5RcfTPRk0IDIyMxhq0giU4PDUoSuD7QHcCeh9fUC9XFeHodjnY/sGyLFxEoAzKQ00OvKq8dUDv0S003UKLTsOeMwHZERmwrBKbhC07H5cau9stygRBCBQREcHUqVOpra1l/vz5fPnll4wdO7ZL1b8+hx56KODtOtFWQ0NDu6rjlJQUcnNzcbvdfP/99+3W+fnnn2lqaur0cTMyMsjIyKC5uZmff/456DJ/+9vfOPvss/niiy/CeCbd5wu7L7nkknZBaGNjIytWeFun+arIi4uL+f3vf9/upEh0dDRnnHEGxx13HBDYpqerJyF8LVF8cwa0lpmZyeWXX+7/98CBA7u07VDsdjsPPvggNpuNTz75JGge6jsZEOo1mTNnDi6Xi8GDBwc96bM3zJo1C8uymDp1asiAHuCss84C4P3338fl6vnPQaNGjcLpdLJp0ya2bt3a7v6FCxdy77338sQTTwBdPy73pm5/M4uKimo3gYXvgC4sLPTfpigKAwYM6FLvK0EQBEEQBAE0w2JHTe9MYlRdr+Hejyd37OyEvTgZv3c5JR2HuzHoj1Pq+yXYLg0KS5p67So9VZEw63cgl6zG3lyBtr0waEAfMWgksuHGFhERNKjXt67GYe6q3N6dgN5HBPW7BAvq2wb0PsGCehHQC0Lv87U3efDBB6mqquryhLE+F154IQ6HgzfffJNvvvnGf7vb7ea2226jubn9VTLTp08HvH3Zi4qK/LeXlZVxzz33hP3Yl112GQAzZszwt23xeeONN/j4449Zu3Ztl/vsd1VCQgIA33zzTUB/7+rqaq677jpqa2sB7z4B7wmG+vp61q9f729L41NeXs7ChQsBAsbtcDiA8KufzzvvPMC7H7777jv/7aZp8t577/HMM8+gKAo2m43Zs2fz2GOP9Uhv8hEjRnD11Vf7n0tbf/zjH4mOjua7777j+eefD3jMNWvW8M9//hOgS5Pn+vZNXV3d7gw9KF3X+fDDDwE4/fTTO1z2+OOPJzo6mrq6upDtfnZHREQEf/zjH7Esi7///e/+4wq8vf4feOABAM4991yg68fl3tTtj02ZmZls3LiRhoYGYmJi/LdZlsX69es55JBD/Ms2NjbuE2ckBEEQBEHYv4TTtkSWvRU3Mn0vlNUMbw/53tDkMtAMUPvebhH2A5bLRe3PP2Ppgce3pCrET54Mjq63mdpXKIrM9hqd2sbeOdmQEGNjRFIT1auXYXO2EOluJmLQCFqKVmN5dlasKSoRg0aBqw5PZSmy6caWPhRIRa/xhgWyIxI1bSiaEgG6hSxL2N01uDev6jCglxwR2AcchL59E0ZTbdBlLEPDs/kXHPYI1JgMf1ueA5FlWbikCJyD8pBkGTk+vV1A76PpFuwM6o3tBSiZo0VAL+yT+moP+mAOPfRQ4uPjKSwsRFXVbrdVGTRoEPfeey933HEHf/7zn8nLy6Nfv34sX76curo6RowYwZo1awLW+f3vf8+yZct49913Of3005k8eTKKovDzzz+TkpJCcnIylZWVnT72+eefzy+//MIHH3zAWWedxfDhw0lLS2Pjxo1s2rQJWZZ54IEHyMjICPv51NTUcPPNN4e1rG+C2enTp7N8+XJmzZrFsmXLGDp0KLW1taxYsQKPx8PQoUPZuHGj/zlJksT999/P5Zdfzr///W/eeecdcnJyaG5uZtmyZbS0tHD66acHtKDJyspi5cqV/OMf/+CTTz7h0ksvJS8vL+TYjjnmGK688kpmzpzJ1VdfzfDhw+nfvz9r166lpKSEyMhInnrqKUzT5Prrr2fmzJnU1dXxj3/8I+x9FcpVV13FDz/8wKpVq9rdl5yczGOPPcb111/PI488wqxZszj44IOprq5m2bJlGIbBueee6z/JEI6srCwkSWL9+vVcfPHF5Obm9ljb8e+++46KigoSExM57LDDOlw2IiKCE088kVmzZvHmm29y9tln98gYWrvxxhtZu3YtS5Ys4ZhjjmHChAnous6yZctobm7m+OOP9z9uV4/LvanblfRTpkzB5XJxxx13+M/S+CaheP/99/1nIJYtW8aWLVtIT0/vgeEKgiAIgiB4ddTOZHLKIRzSbwoTU6YwMnYSB0VOZFRcPg45kr3YqrPLDBPcWu+EWx7NRNOtvdq7FEBGQpLkID8SiqS0+5F3/vj+LfRdlm5gGW1+9L4/UbAFbC3v+cu7YVdA79qwhNqKKlweC3dlGWZVMRFDRiPZnQEBvatsM4ZhYkg29LKN/op62RGJPXs8Wky6NxgGTNNCd8RhS88GJXgtl+SIwJE9HrNfLracCShR8cEHKknY0oZgRvc7oAN6H19FvZzVvoK+LV9FvTJkggjoBWEPsNlsHH/88YA3sE9MTOz2tn7/+9/zv//9j9/97nds2rSJH3/8kcGDB/P6669z8MEHB13nvvvu46GHHmL48OEsXbqUFStWMHXqVP73v/8RGRkZdJ22JEnigQce4Mknn2TSpEls2bKF77//Hl3XOeWUU3jvvfe6fIVAc3Mzn3zySVg/PscccwyvvvoqU6ZMoa6ujh9++IHy8nIOP/xwXnnlFR5++GHAG/j6CnknT57MG2+8wfHHH09DQwPffvstq1evZuTIkTz44IM8+OCDAeO66aabOPzww2lqauLHH39sd+VAMDfeeCMzZ87k0EMPpbi4mB9++AFFUZg2bRpffPEFxxxzDMcddxz/+c9/yMrK4sILL+zSvgpFURQefPBBIiKCt1g88sgj+eCDD/jDH/6ApmnMnTuXoqIijjjiCJ577rkunyjIzMzkzjvvJCMjg2XLljF37tweuSoAdk0Ye/LJJwftsd+Wr+XN2rVr/e1mepLT6eSll17i9ttvJzMzk59//pnFixczePBg7rnnHp544gn/d5zuHJd7i2R18xWrqKjg5JNPpqGhAYfDweLFi7Hb7UybNo2lS5cyZMgQsrOz+emnn2hpaeG8887jrrvu6unx7zM0zaC2tv3lS/ublBTvVRMVFQ17eSSC0HPEcS3sj/al41pVZQzD3KOTM0sSuHSZZRvrqazT/LdlpUYwanAUUicTK+4rWgyZb5ZV+UO0nnb0uEQSIqQe+wDflsfeyM8VC0NOHCupFrqltbtdkRQOST4UxVTbTcLrdNoAcLm86znkCNG6pg9yuBup+Wk+ltGmkl5RSDjsUNx9uJJeR2be6touVdJHRXkvUW9qCn2pdeuAvqW2BoB+8Q5S4lRM08SZ0h85aQCWrkGLN6C3Wn3ZlGVQLA0142Ck5EG4HYlB31scqoVcWYh78y9g7HoOvoBei+mPplsoiozDXYVWsDSwol6SsGfkQv/huAzxu3kg25c+i+xvfPtWEISeZZom8n48Z5Owb+v2kZeSksJzzz3HgAEDcDgc2O12AG6++WYcDgeFhYXMmTOH5uZmEhISuOaaa3ps0IIgCIIg9A2yLKG6TFRlzwY1iiJTtN3F9moPumGhG96J+QpLm6ms11GUvlFOL0ugyL0z1l3b3ntVmpYuoRj2oD+yqWIL0ks+yZFMkiNZ9JYX9lmaDs290KYqLU5CrSulpa7Wf1uLx/CfZHNVlGJUbsVqqmkX0IN3wllDsoG7CcsZHfLkn1uXMJOzcQwa5a+obxvQAxiGiduRFFhRLwJ6QRAEoQ8TAb2wN+3WVD5jx47lq6++Cri8ZMyYMbz//vu89tprFBcXM2TIEKZPn05ycvJuD1YQBEEQhL7FJkl4yhuwp0Wjq+yxanrNhKr69hOuWhZU1nnonxCJYez71fSqLBHpVHB5ev7SywiHgsPWe1X0ghBKOC2WJKlnjk2npGO5QreekZxOXFbPzW4qSaCbVoftTLqrYLuGIyOHhMEeajZtBMvCMC1MC3x71F25vcNtyAn9sbLG4TLsgLcPvSRJGEbge4xbl3AkZ+MAtLICHIPHosX2R2vzXuQL6h05E6BwGUp8qgjoBUEQBEEQumG3P5HKsszw4cMDbsvOzm7XO6mqqoqkpKTdfThBEARBEPoIWZagSaOlrAEkCTUzFq0L/aYlp4HbDD15YWttW54oEjjtwUOiKKfaZ4JpuwrRESrV9e1bwuyuqAgFmyztzUJ6YT/XUUBuNTcF/T20LAuruQl7iG12NVQPNUEt9NYktRK9dZ2OplusKTEYkTGcBPAG9TsfM5xfZDWpP8qgcbikSEzTG9A7jQbQWvBEpKKHCOqdMcmgKKiuOvQgPdL9Qf3QiZi2KBHQC4IgCIIgdEO3Q/qpU6cyevRoHn/88U6XPffccyktLWXevHndfThBEARBEPoYmyThLmvEMixcOxqJTY3qUjW922xhSeXikP3MfRRJIT95InZ2BW0SFkPSIyivdgdMvJoQYyMtwdZ3JjK0LLJSnWzb0dLjVyEMTHFiUyz08NtmC0KXdBSQW5bl7b/SlmlSs2xF0Gr77obqvglqd4dT0ZEsC5dl6/B30aZCgtlCQrRKTRd60oerbVDvKduEJFmdZvS+gN4tBwb0WuFSLHcz9px8iGwf1BuWjIqFe+18JJsdZ3Z+0MlMDcPEpcZhGuKsnyAIgiAIQnd0u9lSSUkJO3bs6HQ5wzCoqKigpqamuw8lCIIgCEIf46uid1d5J1U33Qae8qYu96Y3LCOsn3brGRYpsQqTh8cxsF8ESXE2cgZEMumgWCJsPfIU9wjDMEmMVkmM6dlBR0copCbY+87JCqHP8gXkbX+CBvQ+phl0nWBh/57gVHQoXYdZ/CtOSSNUtx67KqHWbMUsWsKYNA9xUT3XRqc1X1DfmDScxCE5dDZthZKQFjKgN+oqMF1NeAqWYG8uR1V2fT1UFQl7yw7c6xdhtjRg1FehFS7Bqdd73+PbaBvcC4IgCIIgCOEL65NjQUEBd999d7vbN2zYwAUXXBByPcuyKC8vp7S0lP79+3d/lIIgCIIg9Cmtq+h9ulNNvzsM3aBfrEJybDSGYWFTJSzTbNd7eV/nUC0Oyoxi0bo69B6oUpWAYQOjiHYgqugFoRO+gN5Tsh4sCxvgHDASF4EV9XZVQq3dirtoBaamYVY2MTJzPL/ucFDXFPoXrSvz09lUCYdNZnCKwpYqE8sCh00J+n4qSRKyZGKYkrdRviRhWbQL6H38Qf3OinqwsLfswFOwDLOlwb+cUV8FhUtCVtQLgiAIgiAI3RNWSJ+Tk4PT6WT+/Pn+2yRJoqGhgWXLloX1QBdeeGH3RigIgrAf60rP7Y607cctCG3ZFBkJ8OyBgLptFb2Pv5q+i73pd4cvkJcBo48G0rpukp5gY3B6JBuLm3Z7ewP6RZDVz4G+h14DRer6e1N31hH2Tyqm/2ySZCkohobD0whWz0/62lbbgB68k6i2DepbB/SW5kaRJaTmWrSCJYzMyQ8Z1NtUiRH9FZBgc42E1sFJuLholbH9TZwOBU/xerJyhtKybQNW/RYsJXA9SZJQDBdWcy1qdDJ6dRmSvIKIQXlgWmiFywICep+AoF6iXUDv4w3ql+LMycelxIigXhAEQRAEoQeE/an2zjvv5NNPP/X/+5lnnqF///6ceeaZIdeRJImoqCgOPvhgJk2atHsjFQRB2A+F23O7I8H6cQtCa5IkobgNMC1kp9LrgUqwKnqfPV1Nv7+wTIPhmZFousnm7d0/sZeW6GD0kCgUTPbE9QQOOYL85IndXlccIgK6jqu4GMs0kVSVyPIdNGzZBhK9MOnrLsECep/WQb2h2lFrdgX04G37EhelUrO9CkIE9b6APqb6NyxMhqWNYsOO4H1r4qJV8tI8xJatQI1NJCIhFmnzz0i1FTginVitfpl9Ab1ZXYLlcSEZOmpcGnplMZIEjkGjMWMSMOqCty01XU24Ny5CQsJ0NwddBkCOiMZSbH1mEm5BEARBEIR9Xdgh/aBBg/jLX/7i//czzzxDenp6wG2CIAit2RQZS0L0PO5EqJ7agtBTbIqEZ1sTlm5iy47H04vRZ6gqeh/LY6LvaMCeGY9bE8d9uCwLVMlkTHY0TodCYUkTmh7+66jIkJUWyfDMSJyqtccqXy2X0u0TiCL62z9IavCrIkJOHAsgy/6JYyVL8f9bUlUsywp7Ethgk8+GWq512Gy3ychV23CVFeJtENX+aPQF9WpMIu5Nq/wBvX8bqkR0hEpdVSUJkWvJzRjH4iLvfa0D+upN6wFIURWG9RvOimYp4HfbF9DHlCzGXbIedchInO5q6jf/QoQNVGd/dMkblrcN6AGspjpMQI1LQ6soBrxBPYCneH3Q/WG5Wzr8/bOlDkLOHI3LcoiTrYIgCIIgCD2k29eHzp07F4fD0ZNjEQRhPyJJEorLAFVCD+87siAIvUCSJGSXgauiCcu0cPSP7tVq+o6q6AEkTGoLt5GSGoWkyCLg6QLLslAlg5FZEaQl2NiwrZnKei3gtTRNi9YvrSxBYqydoQMi6Z9oA9MUrSmEPUZyOr3V7kFYzU3ULFvRPqiXZRLG5yFFRgGgGBqR5Tt2heiKsiuQxvS3vgnFam4KWe1tWRZWcxP2tuN2g+RIxJmVh6U14S5eR0C5+k5aWQHadinoZUESFslxNkxnDFJ6LgWV3tt9AX183W9YVYWoMuiGRe3mAuKBERm5rCkx0HSLuGiVQwbqRJWtoKm8CGf/ISgt1TSuW0BU6kBkRcWoKUNJSMOUHSgySKoTKT0Hfesa/7jaBfWyin3QKCxdQ9teFHrnBSECekEQBEEQhN7R7ZA+IyOjJ8chCEIfoioyFnQ4+aJNlnGX1SNHqKjpUaKaXhD2El8VvenxVp66Sxt7rZq+syp6WZbQWhqo2V5K1NYUnMPScHt6p5peVeX95n0n2NwVMQkS4xLAo6s0u0003UQ3LCTDSeFmHbtNITZKpX+SnfhoFYdi7bEe9ILg47LUoO1oJEnCvvO/bd+JJElCiozC44zBsiwcnkYatmzzV8/7K/AVBQyDuuXLMN2ekGPosGLfNKlZtiJoxb0E2GwSsaNyvROvhnrL7OAEQGR8PGkZ4/lps43qei0goLdXbMDmqcYek8COBm/QX7u5gOgBBiMyhlNcK5OX5iZ2+yLsEVHYD86jvmQbjqQU1JgkqC5GSskEScKs2Y6aNgRb2mCISsSor0FSbGibVgYE9ZaioiZnoSRm4CYSZeAobBB2UC8CekEQBEEQhN4TVkh/yy23IEkSf/vb30hOTvbf1hWSJPHggw92fYSCIOxTJAlUzQQJjBAV8t7KXR13ZROSTSEmOUJU0wvCXuKrovdxVTX3WjV9qCp6SbXQLQ0saKjdgW56qNxYxMDMeDSnBytI+iUBpqxjKB4My0CVbFhhvpEoikxLbSkR8enoXWgJs6/qaO4KSZKQZWlnBimTnzyR/jHxqAqo8s7KetPwzbspCPuEcPqY+5exwDKMkC1uLD30fWExzaD5uwVoKEiR8djShqCVbuzSZpWoONQhE7BHpNAvoZmqeo2cNBtJzRtRKjYg1ZXS1FiPM1ajX0w/alzeivqaTRtJAMb3H0xEyTIsuw2jYjNWcx2xg8bRWFZM7MjD0DcswKzYipI6GMsZg5qSiVayAckZgxSfjpyc5Q3gdwb1kiMSOaE/ypDxaDED0HQTSbLjzByNqrnQq0o7fj4JaciZY3BZdhHQC4IgCIIg9IKwQvqPP/4YSZK46qqr/CG977bOPmT7lhEhvSD0fZLTAAzc21zetH6gHY+htVvOKTloKW5EM13gBr0mCrVf9H5T1SoIfYWpm3i276qiB7B0s1eq6TuqotctjWp3FXaXwY66UiwsGrbXE12USk22RUF9Qbt1FEkhM24AO1w7MEyd9Mj+KFLbphS7lm3N8DSwffN6BuRGIttj94tAKeTcFRb4ZoBVJAUZC1UywQTxliv0deH0lJcUBUkJfA/osHq+CyzAQEHOGI7NMtHKCsNaT4mKw5aTj9uRhKHpHDQgAlmG+kaduLR0PKUraGysB8BVX4MTSI5Lo7JZQtMstNJC7K5tyNFxmDWlNG5cjF02sWERn52PUV2CPXcKesl6pMhY7AOHo5VuRCvbCIaJLTsPOXGgP6jXSzegpA5BGTrZH9ADKLKE1FKL2Vzf+b5oaUBqqUOJTEXv4EpKQRAEQRAEoXvCCul///vfI0kSMTEx7W4TBOHA4TFdNNXXUru5DEmWiInuxzrPxoDgyKE4OEjOpmprMbqmISGjbrcTlxApqukFYQ8zGtwBVfQ+vVFN31EvekWScVoqNTVlWDsTZQsoW7+RrAHjqXEkUuGqCDhlYFkmEjKHJE9BkiRSHP2QzdAfWxxyBBagqhIV2zZRVbYNR2Q0/YeOZ3/p8uK/IiHkAgoo+8EZCeGAo2Liu9xDshQUQ/P3mg/VU96yLMyWFqIH9G9/v6JQv7Gwx4J6t2UnYsBIrJZG9NryDpeXVDu2IXl4nEkYvjNlpsHBAyMxmutp2lSCfeAo7M2NeGp2AN6gPlKWSI5JpU5WSYwwsEXHIdWV4Vq/CCwLU5YxS9djSBJq9gRMScGZfwpmYw1a8W/egH7nPtQKV2AD5MSBKBkHoyRlYMWlBwT0qiJhb9mBp2AZZktjp/vBdDXhKViCPScf+mhQ77vyqKN2ja0piuw9zsQ8HoIg9DJfYasgCAe2sEL6Bx54IKzbBEHYv9llG/UVLlzN3t7I0VUa8cnx7GjZ4V8myZaIu7gRj8fbH1aWTPRmD1pli+hNLwh7kKmbuLc3BlTR+/R0NX2oKnpZlsA0cDXWU1NRTEtLQ8D9DdWV1KzfRtrgGKKdTirNWuo93mVMLAprCpEkGUVSSEvuj83Tvre1/znhvcBHa66lfKu3Mr+ieBNJ6YNQI5PDaq+xr9MtjdLmEoI35wC7ZMMMVm0vCPs6XcdVXIxlmkiqSmT5Dn8f+pBV8aZJ3ZKluIqLA/rCSzYbCUccEbTffXfZFAlqyzGaajtd1tI9GJXF2AbEY0g2/9Bslgd71Xqs+k24bXFEDZ8Caxf4g3p3fS0OIDE6AUdSBlJdGe4Ni1FlCVWRkWUACb10PVJ0AvYRv8NwNaGXBAb03kGYaIUrcNgcyP0PRZeGoKOGCOgD35c70peDekmScNKC1FyPFpWK1kkrNFWVsbdUgmrHpcSIoF4Q9gOLFi3ioosuAuD//u//OOaYY0IuO3v2bG677TaOOuooZs6c2avjWrZsGf/617+YPXt2wO25ubkALFy4kMTExB57vPvvv59XX30VgA8++IDhw4f32Lb3JN/rOXToUD799NO9PRxB6BHy3h6AIAh9gySBzSXRsL3Gf1tDWTWpVrK/1YRDcZCsx1NfXtNufdf2Rm8ve0EQep0kSRgNbrSqlpDLuKqakVt0b5C+m9pW0UuShCxZaC311GzfQvX2be0Cep+Kwk3oVY2Ur1lFSpODLOcAItUIwBvU+9q8hBOPKDJUbN2Iq9lbFaq5XZRvWY8i7z/BtYmFZZlBf0KF94Kwr5JUZVe7Gln2/r+qYlnWrj70HVXDmyaWrgf+aB1cbdINigRq3TbcRSuwNHdY62hlBZjFv+KUNHyFkR5TQeqXgz0uiWizDtVdT3Le4SSk98dpV7CpEmZzHUZNGTZVRjVcOG0SdpvkDegt78lIJTkTgJYVX+H+5Tu0resIOumEBJI9AhOVFl3xh9LdDeh9/EF9czmq0je+SvoCemPzCjwbl2BrKMOmhv7b5wvoPQVL0AqX4jQaeuRvpSAI+44777yTqqqqvT0MGhsbOf/881mzZs0eeTyPx8NHH32Ew+EA4I033tgjjysIQnjCqqTvzOrVq5k7dy6bNm2ioaGBxMREhg4dyvHHH8/gwYN74iEEQdjLVEVBK6vH0+Ly3+ZqaiGmSicpOYkdLTvoZ0/BU9yEHuQLstGsiWp6QdhDbIqEe3sjVgcnxnqqmj5YFb2MQXN9FfXVFZiGgSWF3r6nqQWj0o1NtfHLsm84KHcyWQMy2GhsQbfCn+1UliVcjZVUlG4OuL2qbBspA7JxxKbts5WQktPAbQY/oeKbQFdSLX/veUHobU5Jx3K5Qt4vOZ24rN37GiE5ncRPngyAYmhElu/YdcWLooR99Ysky1itg3xJQpIkf5/6TvvTy3LIFgOqTUHyNOHavCrsgN5HKyvABjgHjMSFDdO0cKmxOLMnoBUuxayvxMAiZsQhOH5bgNXsLXAwDQ22rsI+ZCyGLKFtXr3zeYGSNAA5aQBa9XasTlrUqAMORopPxzCNnZNLW8iyhMNTi6doRYcBvdovEyQZvXxz0PtNVxOeouU4hk3CtCXss++tEBjQ65XFALgLl+LIngAx6e0q6lsH9P5e/YVLcWZPEBX1gtCGaZiUFdWQPiQBuY+ctPOprq7mzjvv5Nlnn92r4zB7oC1bV8yZM4fa2lqmTZvGRx99xKeffsott9xCXFzcHh1HTxg9ejSff/45dnvwOasEoS/arU/X5eXlzJgxg59++gkg4MO0JEk8+eSTnHHGGdx+++1ER4e+RF0QhH2bJIHiMWgob/+FrqGsmtSkfjSqjSTr8VSWF4fcjmt7IzHJEaI3vSD0IkmSkF1Gh1X0Pj3Rm94mSehVLciOXR8pJCSiI9JwxMfSVFeN29NIhGZBiJMBnvoWhgwfTfKAIRixDrZ6tncpoAfviYHyzb+huQODRUPXKCtax+AxiYCtq09vj3CbLSypXBx0YlhFUsiKG4huaYi3TmFPsVwuan/+GSvIhA6SqnjDdcfufbZ3Wap/Gw5Po7+9DXRh4ldVxTlgQOD4FAV7aj/iMzL8Pe1rlq0Ivj1ZJmF8HlJkVLu7FAkkTxOWqxbLE/qERUc6CuopXIpleLCQsCQJX6G2aYHZ0oi7cCWOIWO929myGskRhWR3YjY3YLnbT9Ddmpo5AiUth5bNa1BituMYnIdbjsI0LXRHDEpKJkbLWjDbv7621EHImaMBCUmS0bYXtX8ASUZNycSwx2AGmYdkXxEsoAew3C1Bg/qgAT1g1FWIoF4Q2jANk43LS6mraKaxtoWh4/r3maA+Pj4el8vF3Llzef/99znrrLP29pD2mHfffReAo48+GpfLxaxZs5g9ezaXXnrpXh5Z10VERJCdnb23hyEIParbIX1jYyPTp0+nqKgISZLIz88nNzeXyMhIGhsbWbduHcuXL+eDDz5g+/btvPDCC8hy33jTFgQhkLeKvgHD1b5C3ldNP6T/IDxFwavofUQ1vbCvkGXJ34LAmwXtP1+4bYqEZ1sTUhjtpXqiml6SJNT+MUT3j2l3nyxDvJmFu6WO8qqtuFztKz8djkhi41OQoyIoNVrY3hz6RF8wiiJj6c1Ul3jb6gRTU1FKzLYNJKYPRnFE75PvP762PsFYoo2NsBdYuuEPzXv/wdjV3qYLdGRQAyvoJEXBUGy47dFIkoQdQvanlyQJKTIKjzMmoNjIpkoo9cW4Nq/0BvRW8PcMOSoWOSI2IABuSysrwCZJOAaMxGWo/qA+YtgkpOqteNb+iFlXgWxTAtazXI24i1biyB6LZHOilxdg7NiCFJOEEh2P0Vgb9MSDL6B3l2/F0tzo1aUA/qDercs4UodhBzxbA4N6X0DvsrxtEJwDR2GDwKBekrFnDofUYbiMwDHvS0IF9D5tg3oLKWhA7yOCekHYpXVAD1BX0czG5aV9JqhPSUnhnHPO4V//+hf3338/kydPJiMjI+z1GxsbeeWVV/jqq6/YsmULiqKQnZ3NaaedxrnnnhtQ2V1cXMzUqVM55JBDuPzyy7nvvvsoKSkhLS2NYcOGMXfuXP+yvh7069evD3g8l8vFU089xaeffkppaSnx8fEcfvjhXHfddaSlpYU97m3btrFo0SKSkpKYNGkSDoeDWbNm8eabb3LJJZcEvars6KOPZvv27axcuZIXX3yRDz/8kNLSUhISEjjhhBO48cYbsdvtvPbaa7z77rsUFxeTlpbG8ccfz5///GecTmfA9izL4sMPP+S98L4a/wABAABJREFU997jt99+Q9M0MjMzOfHEE7n00kuJjIwMWD43N5fMzEwef/xxZsyYQUFBAcnJydx77704HI6QPenLysp49dVX+e6779i+fTsJCQkMHz6cq666itGjR7d7Pd98802+/fZbioqKaGpqIioqitzcXP7whz9w+umnh72PBWF3dTukf/XVVyksLGTw4ME888wzQc9g/fbbb/zlL39h4cKFvP/++5x99tm7NVhBEPY8XxV9c3noy6qbt9eRmTKUwsq1nW5PVNMLe4MkecNcjw4eA1paTNw7Q2y7KhPhkLEr4FDBMEz66hyjvip6V0UTEbbw/sTvbjW9SzcIWeJtAZKMlRSJZqpsXvkr1TVl/rvj4/qRk3c4G9RSahpquhRGy7KEZHpoqCilrGgdDTWVIZe1TJMt61ZQVbqFtMEHEZs8AEl1YvShSQ8FYX8nqcED3w6r6oO0qmm9nXBb5rRdzrQARzSy3YkRompdiYrDlpOPZY9GsjnQygqDLiepduSoeAyp1dVGEkiGgV66HmNniB50XK5GPFvX4Tx4Cpa7Ca2+Gqt2OzIEDerV/sNQ0obiLt8S0J4nnKC+dUDv2x0u7IFBfQ8F9LIsYVmdvz6KInf7fdqJC2PLyg5PoAQE9ao9ZEDv0zqob5Fj9osJyQWhq9oG9D59LaifNm0a3377LQsXLuTvf/87r732WsjWZ62VlZUxbdo0tm3bRnx8PIcddhi6rrNkyRL+9a9/8cUXX/D888+36ySxdetW/vznP5OZmcnhhx9OUVERp5xyCna7nS+++AKAU089NehjXn755WzZsoXx48czZMgQli9fzuzZs/npp5/4+OOPSUhICOs5z5o1C8uyOP3001EUxb+9oqIi5s2bx5FHHhly3WuuuYYFCxaQn59PZmYmixYt4tVXX6WiogKAr7/+mrFjxzJw4EDmz5/Pc889R3FxMY8//rh/G4ZhcN111zFnzhycTiejRo0iPj6e5cuX89RTT/H111/zyiuvtHs+9fX1XHHFFURHR3PkkUeyZs0aRo4cycaNG4OOdfny5Vx99dXU1tYyYMAAjjzySMrLy5k7dy7fffcdTz/9tH/S4NraWs4//3wKCwtJSUkhLy8PRVEoKChg8eLFLF68mNLSUq6++uqw9rEg7K5uh/Sff/45iqLw7LPPhuw7f9BBB/HMM89wxhlniJBeEPqoXVX0OoT4Pqa6JbTiJiJjovG4Ou7ZKqrphT1NURUa3RYl292UVrppbNFxeQKPPYdNJipCIT3JwcAUB9EOCbMPBri+KnrTY0CYIX1P9abviGZoVKstZAwZSc3ycizLRJIkBgwZRZXaQrW7OuxtybKEhEFLXTllReuordwe2I+6A4111RSuWkhsUj/SBx9MVGI6FmqfqIhUJBUJUCUVK0Rzepu8b7bzEYTOtO5P31bIdjUdtKqRnM5Q3bXCYhgWbnuCN7wtXIrREPge5Qvo3Y4kTNPEOWCkN8huE9RLqh374DEYiYPw7OzgpSgSEXod+m/z0Ld2PlGgJEtYrgZMj8t7eZJpYrYJ6iWbEzk2CXQ3EhaSam/XQ1+vLkWOiME+YBQuUwoI6q2WRuTMUQEBPXivNPMH9RJI9sjdDugVRcKh1WNJMm4lOuT7r10FW3M5emQymin7r34zzfBOvliyiuyM8Z4R6WB5y92Cu2AJkqxgupo63a4cEYOl2DvcpiDsr0IF9D59KaiXJIl///vfnHrqqSxevJhXXnklrJYvN9xwA9u2bePYY4/lwQcfJCrK+zeoqqqK/2fvvuPbqu7/j7/OvVfbe8Qjw3acSQYhi1koYZXRUqBQNhR+LVBGB6UtlNJCoeyWFtpS+EIZhUDZo+xNaMgO2cuOM23H25Y17/j9ocjEsWTLtjxzno+HHwTp3qsjS9Z4n8/9nKuvvprly5dz6623cu+997bbb9euXZx66qncf//9CCEwTRNFUTjqqKPaQvr77rsv5m16vV5ef/31tsLYuro6zjzzTKqqqnjttde49NJLuxy3ruu8/PLLAO1yubPPPpu7776bZ599Nm5IbxgGK1eu5MUXX+Sggw4C4IsvvuCyyy7jrbfewu1289xzzzFt2jQAli5dygUXXMDbb7/Nb3/7W7KysgD4xz/+wfvvv89BBx3Egw8+yKi97eoCgQA333wzb7zxBrfccgsPPvhgu9tvbGxk1qxZPPnkk9hstrbfXSyBQIAbbriBxsZGrr76aq655pq2bd966y1+/vOf86tf/YovvvgCp9PJww8/TFlZGcceeywPPvggNlvks7RlWTz88MM88MADPPnkkzKkl/pNj185d+3axfjx47tcGHbSpEmMGzeOLVu29PSmJEkaINEq+kAnVfSaouI2nTRt3kN6WiaK2vUXt0CVFy2BVhyS1BuKIjCEysZdAT5ZWc+qshZqm0IdAnqAYNikvjnM2q1ePlnZwLodAcIoqIP8C8a+9q2i765AnQ/Fr0cWge0jDcEGtKwMcnPHAJCdPQp7dhYNwYaEj6FpEG6tZfvahWxc+ikNe3YnHNBHWZZFU201m5Z/zrZVCwi27EFTB2/YYlkmKhpzsw/lsJwj+WbesXwzf17MnyNzj8KhOAZ6yJLUbQFLI+hI6fATcqYi3J6Y1Y37tqrZf7/eLmoLkbOqgvZMbKWzUVOz2i7fN6CPnnkVsOwoo6ZiK/j6zOIuA/qKVVh6/BaBaA6UtFxsow8ivHEh5p5yhM0RCeotMBursHxNaOm5KNkjMZ3pWEJB374KR3Y+iqt9CzItuxCRP56Q+fX7WlBXsPImdKig39fX929a0gL6cNkS9IoVOAxvzPcduwZawzYCm5ZgVW8mbJjsrDfYWW/QFICgqaCoSqfvWQFDhYJJ2EdNhi6qY61QIKGA3pY/FmX0NAKWXWb00gGnq4A+KhrUD4Vil4KCAm6++WYA/vznP3eZWS1dupQVK1aQlZXFPffc0xbQA2RnZ/OXv/wFm83Gm2++ya5duzrsf8kll7S9n3WnFfR1113XrnNFdnY2Z555JhDpXpGITz75hJqamrbq+ajvfve72Gw2PvvsM3bsiN02EuCCCy5oC+gBjjzySHJzcwG48MIL2wJ6gNmzZ5Ofn49lWWzfvh2AUCjEk08+CcD999/fFtADOJ1ObrvtNrKysnj//fepqKjocPsXXnhhW4De2e/uo48+YufOnRx88MFcd9117bY95ZRT+Na3vsXYsWMpK4tMqqempnL00Udzww03tB0fIp8xLrjgAgAaGhpobe3+9ytJ6okepw8ej4dAIPFFlNQEgjtJkgYXTVUJ7/FFqujj8KhuDG+YQFMrVmOItKyMLo/bVk2vDZ0AVBpaVFWhJQiL1jezqqwFfzDxLwqBkMm6Ci8L1zbT4LOGTFBvUwWhqr1V9N0UrabXEjjNtzdqzUZGjZ2K3e5k1Nip1FrNCbe4EQgsI4zf24SvpRFD797CsvszDQOftxl/SwOmHuoqwxkwJhZljeWopoaLVPJsBeTbCmP+5NkKUEx71weVpCEioYrpPkxL9w/q9w/ovx5D+6A+VkAP4NAsqNzQZUCvjZmK69Dv4Bg3k/Dmxeh1OyO948OBdkG91dqI0DRM1YFpmJg2N5ZFh6Beyy5ELZ5JUHF3qFwP6gp+s/PQ2bLAb9qTFtAbzXUY9ZUxg3qHLRLQN2xYyc7djWxYtJTGzWtoaPSxaF0jHy6v45OVDSzb0kqDD5ROPkt2J6jvigzopQNdZXlDlwF9VFONj8ryxIswBtJ3v/tdTjzxRILBIL/85S8Jd7K+2uLFi4FIn/b9e6cD5OXlceihh2KaJkuWLOlw/aRJk3o0xpkzZ3a4rLCwEIi0gklEdMHY/btbZGVlccIJJ2CaJs8++2zc/Q855JAOl0Ur5KdMmdLhuvT0dACCwchZXevWraO5uZmCgoJ2kwRRbrebuXPnYlkWixYt6nB9or+7L7/8EoDjjjsu5vUPPPAAL7zwQtuYr776ah599NF2kyCBQIC1a9fyxhtvtF0WCoUSun1J6q0el5kcddRRvP766yxatIhDDz007nZbtmxhy5YtnHzyyT29KUmSBkAiveijVfQ+bwsArTsbSZ86gub6RswuFn+Tvem/poreTWL2dv/hRlUFzQGLRRuaaWzppEqxC7VNIRatb2LupHSyPD3vi9sfelNFH9Xb3vSJaA61kJmazsQJh2Gle2gKJL5IrIWFYdnIKBhHalY+9ZVbqd62mYAv/mtUPA6XmxGjS8keORbNmR5pvTWIQxdr71SGFVCxkdLFtpIkJVM0qHeUzgbL7BDQR7W1hhk1FUdmPnpqYbuAXlMVaKnGcqSgjpyIvm1NxxsTAvvYg1EKJ0duu6YC01sXCeSFgmgL6iML8an5pRiOjLaKVdO0wOZGCfsiQf2Y6RjmCETB5JgBfX/ZP6CPMuoja5Q4ig8hqKZg14DaCnasXEpdg69tAqZ+4yryJgKFJWzaHaI1YLC10s+umgDjR3kYP9KFihEzPA8YKs6CSZH++zvX96hNjQzoJQkKxmbibfQnFNSn57opGJtYn/TB4NZbb2X58uWsXbuWv/3tb/z0pz+Nud2ePXsA2lWB7y96XXTbKKfTicPRs7Mdo4H3vqJFsEYCC65XVVWxYMECAObPn9/W9iYqOtaXX36Zn/zkJx0We403huhZAbF64u9/Btzu3ZG1USorK9sWyI0num1Xtx9LdXU1EDlLIlFVVVXMnz+fpUuXsm3bNmpra7Esq919kGuQSP2lxyH99ddfz8KFC7nuuuu45557Yvav2rRpE9deey1paWlxX+gkSRqc2vWij8OjujGaw5hm5MNBqNnfVk3fWFMXdz+QvemjHIqLOTlzk3Ic+dEhImgIlm/uXUAf1eLTWb65mSOmpONUB28LWpsqCO/2gWWh2CJVhWJvdWH0/xMR2tOKVpTeZ73pAWr0OopGjWJ7sLLrjWPQdRNUN7nFU8nIG03Njs3U7NxKONj12X2azU5OYTEjiiZgd2eiG9agef3pbLJNTsRJ/SmRhfOi2w2VL63xFqWNd/n+DMMkYMtACDqdsI0G9WrqqA6vLRo6ZuMewtVlOPIiFXvtgnohsE84DDH2UMymKkLrPsdsrkHNHoVRtxMr4IsE9YDQbNinfBPTnkK4pn1LhX2DemNPOfZpJ9CqujGNgXmsFCV2QB8VDeqdJYdg1NaybekSmprbh4CmYbQF9WZ+MZsqI+/vId1ibYUXf8hkeokHhdhhVW+CehnQS1KEoiqMn1nYZcub9Fz3kOhJv6+srCz+8Ic/cNVVV/HII49w7LHHxtzO3NtisbP3yej7ot3e/szG7rS32V+i78vxvPjii21h/ldffRV3u8bGRv773/9y1llndbhO03rXRi76e8nNzeWwOGvQRMWqtE/0d6DvPdM20e3fffddrr/+esLhMLm5uUydOpVx48YxadIk5syZw9FHH53QcSQpWXr8l/bYY48xY8YM3nvvPa688krGjBnD9OnTSU9Px+/3s3nzZtasWYNlWeTn53PjjTd2OIYQgn//+9+9ugOSJCVfT6roo2Q1ffdYARV7F5WxCR0nCWMZDhRNoWx7gJrG5J2S2NASZuNOPzNK3FgJVKsMBAWBkpeCLe/r55LLFemrqPm7OVnRx31ffLqfzcZWdKt3v0tdt1DsaRSOn0V2QTFVFRup3bU1bmiYUzCa/LEH4UzNwTAF+gAFVrEkMlknJ+KkznQnMHcKHauLlpWWrzXu8SzLwvK10lljJeF0JqUvfDJ0tiht9PpE/rgSrUK3LGJO/gUMBWfBRGyWSXDP1vZB/d6A3nbQMTSH7bgyVbTC8QTrKzEIfB3UhwIITzr2qceijD8K0zDRUNBr2vcRNk0LnGnYx0wlZEvDCA/cq4dlWViKhrC74m5j1FdCKMDuqsYOAX2UomlgdxGI8aGxfLcPl0Nh8mgnZpyJ14Ch4iqcjC3kJ1y9NaGxq5n5MqCXpH10FdQPxYA+at68eZx11lm89NJL/PKXv+Tiiy/usE1eXh5Ap73bo9dlZ2f3zUC7yTTNtsr5xx9/nCOPPDLmdg8++CAPPfQQzzzzTMyQvrei/evT0tLiLpCbDCNGjAAiFfuxrF69mi1btjB9+nQKCgr4zW9+Qzgc5re//S0XXHBBu3C/sbGxz8YpSfH0+NPzk08+2fYEtiyLbdu2sW3btpjbVlZWxvwj6e2MoCRJfaOzKnqBgiJMUlQPRnMYyzQRfP23HG4OYDWFSc/OpKmmDtHJ0heyml5KJiEEzX6LzbsS65fZHRWVPkbnOsj2iAFrF9CZgG50WGUmNS1ySm0g2M0JC73vJyJ6G9BHWVZkuJo7h9GTUwgFWmmqre6wXUpGNqMPmoPQPIMqnI9KZLKuq1ELp0HQ9Hd5Ww7FhRWQlfnDiRAgTB+qLbH3UisQoPHLL7E6+Vu3LAviLcpsmjQsWxH3c7zQ1Ego7uj9BPS+x0zkslgCltb5WKyuJy6SNekQMDSchZOxQbugXvWkYzvoGNSUTPSaFloVN56SWTiA4JrPIkF9zhhMXxP2iYcjxh2J17ADAmfRDID2Qb2qYRszjXB2KcEBDOhh79kFwo2zONLPWK/t2OZMUQRNdfU0NMZ+DDSHg4zJs6gwCti+Jxhzm807WsnPdJDpjv0+rWkKwl+P0dL5mZ77Mn1NiNZ6tNQCwvrge++QpIEQL6gfygF91E033cSXX35JRUUFjzzySIfro22eP/74Y/x+Py5X+8nH6upqlixZgqIozJ2b2JnSfZ2JLViwgF27djFixAgOP/zwuNudeeaZ/O1vf2Pt2rWsXLmSGTNmJHUc06ZNw+VysW3bNrZu3UpJSUm76y3L4gc/+AGBQIDrr7+eOXPm9Oh25syZw8svv8ynn37Kj370ow7XP/roo7z77rv89re/Zdq0abS0tJCZmcmFF17YYdvPPvus3fgkqT/0+NPmNddck8xxSJI0SHRWRa8JG4XuQgQCm6VheXQ87rQO26kBjaIp4wmNLALLQhUqlhH7A4iiChQTercE5MBRFAGKQNfBtEARkdYjlmUOyjA3nkQDvngGQ/Cnqgrbq32Ewsmf8NENi4qqANnj3MjzFnqmNy1butrXsiwU1UVByWRaGmrbncUjhKCgZBKqPWVYTwYGTT9LahdjdDIBogqVOTlzk3L2zmC27yKUljX8v1ipisWebVvIKigGW2pC+1i60bszg0yz314JO6uET7QKviudTVwke9KhfVC/DfeEw8CTjZrydU9f07TaB/Ub/geuNOxjZyKKZtFqOvZWdlsEhKt9UK9qOIqnY+aUEhwkH64sa+844wT1piWob9ZjVqvvG9Bvq44d0EOk9c3WKj+Z49yRD2T7HkNTsPtrCW1ZgulLbJFFACvoJ1i2NLIegQzqJanN/kH9cAjoAVJSUrj77ru5+OKLqaqq6nD97NmzOfjgg/nqq6/41a9+xV133dW2gGx9fT0/+clPCIfDnHLKKW1V913Zt099U1NTwr3XE/Xiiy8CcNppp3XacmfkyJEcdthhLFy4kGeeeSbpIb3L5eK8887j8ccf5/rrr+cvf/kLo0ePBiJ99f/85z+zcOFC0tPTYy5Em6iTTz6ZP//5zyxdupTHHnuMyy+/vO26d999l/fee4+UlBROPfVUvN5I3tHQ0MDSpUuZPXt227YLFy7kjjvuaPv/6AK4ktTXZEgvSVI7nVXRW7pA3XuCu6UIcNqJFb2bJugtOrZRaei6SWexmAHoQzBA0TSFkCFoaDWoqPLT4tMxTAtVEaS6NYrznWS4VWzq4Ol53ZlEAr54Bkvw5w9b7K7ruw9Q1Q1BfGE3zqH9/WNAJGPtha7avRiGiSergKwRhdRWfl1Rmp6dT1pO4ZD4O+wtwzJ69Dc81AkRmaQLGoKwbuH3m5EwTYDTpuCwKTg0gSqsQb0AdE8oiiDQUsvu8vVYpkHeuBnogySYTZZOK+GT+PGh1xMX3RAN6h2edMKe/EjP9P222Teod7nTMEIhzFHTCZjtW6+0BeBFM0AoqKnZMGIcwVDnvxxFibRI6q+PYJ0F9SHdwh/s+LtPNKCP2tMQJBB2Y9/nw2lPA/q2ccugXpJiigb1leUNFIzNHPIBfdScOXO45JJL+Ne//hXz+j/96U9ceumlvPvuuyxatIjZs2ej6zqLFy/G5/NxyCGHcOuttyZ8e3a7nYKCAiorK7nwwgspKSnhzjvvxOPx9Pq+1NXV8dFHHwFw+umnd7n9mWeeycKFC3nnnXe48cYbycrK6vUY9vWzn/2MjRs38sUXX3DqqacydepUsrKyWLt2Lbt378bpdPLXv/61beKjJ1wuF3/5y1/40Y9+xD333MMLL7zAhAkT2L17N6tXr0bTNO68804yMzPJzMzkxBNP5L333uPiiy9m9uzZZGRksHXrVjZt2kRGRga5ubnU1NRQW1tLYWFhEn8bkhTb4GgWKUnSoJBIL/qorqrE/VUtpOY4iVNAP6SpmsruBp2NO1qpbw6xf+ZT2xRie7WP7HQ7E0d7yM/QMPqhhUhvDeWATwgIhi1a/X2XTvkCBv6giXuQtrwZzJKx9kIiv3ELjbySg2isrUYPh1BUjYKxk0F10eEPVRoWVE3FG7TYVRlkV12AVr9BIPT1Y60IcDlU0jwaxfkuctM1nFrsnuFDkbDCVG1djx4OUb2jnMyCIlRn1rA/e2A4CBgatswSwuH477vRoN5ZOB30UNze6PsG9cLmQLTW4XBmEoyz6I+qKjjCTViagwD91289Ok5X8QysoA+jpR4hBMGwiRljEJkTD2YHhWyr7nphcIi8TwdCFg5nZAKitwF927hlUC9JMSmqwsjxg6P3ejL9/Oc/Z8GCBWzevLnDdaNGjeLll1/miSee4L333uPzzz/HbrczceJEvvOd73DOOed0e5HV++67jz/84Q+UlZWxZ88eduzYwaRJk3p9P15++WXC4TATJkxI6Hgnnngit912Gy0tLfznP//hyiuv7PUY9mW323n00Ud56aWXePXVV9m4cSPhcJiCggLOOeccLr/8coqLi3t9OzNnzuSVV17hkUce4fPPP+ejjz7C4/FwwgkncMUVVzBt2rS2be+//36eeuopXnvtNVavXt02aXLppZdy+eWX8+ijj/LUU0/xwQcfMH369F6PTZK6IqwkfIqvq6vD7/d3+EKg6zqBQICqqio+/vhjbrvttt7e1KAVDhs0Nia/D/Jgk5sbOY26pqaliy2locimqZg7W2jd1piU43nGZiKGQL/57jyvVU1l254QK8taEmqr4rApzBiXyphc+6AO6kN2L1/WLOxxJf1huYdjDw1cJb2qKuyo0/lyXWOf3s6McalMKHQM+uc0HLiv16pqsXP9Iqq3bSGnYAxF04/EMId/D/ZE/oYHw99qMkSf21W1Piqqg2za4cUfTOxvMivNxpTiFPLStS4XNx/sVFXB17CTjUs/wzQiE5T5ReMZNXkueicz5I6gl4YFX/RZ1bhQVTKPOpJgEnvS97XOfif9dX+S8Zpt1wRa0w5C21ZjK5yAmTO2Q1CvqgqOUAPhsqUoKRkoo/p3YVS7Bmp9BaGtK7H0MIoiqGk22NPQsVI+Na8Qig9hdaVGayCx5+uRUzMpyFBQFJGUgH5fwuHCUTqbsAzqE3agfhbpD9HfrSRJkjR89KqS/oUXXuAvf/kLdXWJLcAznEN6SRrqulNFn6hAlZfUHBdxCrmGHFVVqGrU+SrBgB4gGDZZuaUFhz2dvDR12LVaGCyEIOap8snWGjDloueDnGkq5I2ZiLehlvyxk7HQkOsIDD81jSGWbGxhd21iFbZR9c1hFq5tZMJoD5NGucAcmkG9oggs3Udl+fq2gB6gdvc2sgtLcGXkD4nJRCl5ogF9sGwFVjhAsGIVDsCxT1DfFtBvWYLhbcBoqccGOEdN65eK+q8D+q+w9PDXV8S53Zbq3aQKwbSiGQkH9RYWigL2cAv6tlUJBfS2/BKE5iC0ayOd/RKsoJ9QxVc4JjgxbJnyrDpJkiRJkpKqxyH9woUL+e1vf5vQtpmZmRxzzDE9vSlJkvpBZ73oe8rwhQnX+tGGQDV9InRLsGmnj2A3FyYNhk027fCRc1DHRXal5OmP78ry6/jgZ1kW9pQsRo6bgjM1B92Qj9pwIoSgrjnE0k3N3Q7oo3TDYn2FF9OCg8a4YAhV1CuKQGDgb9pDVfl6GmvbL2ynh0OUr/6SgpKJZOQVodjcMd9/hdb1YsyYnbzXKUrcCcuujj3YJDrxKoQYtG2E9g/oATD0dkG9bqntAvqocGV5vwT17QP6UNvllgU2W/zHoKVqF6mQUFAvBLjsCoYBus2Dlj8Ow9eMFY7fz95WMBZl1DQsoWIXCqGd6+MH9aqGraAU3ZGOKSvpJUmSJElKsh6H9PPnzwdg7ty5XHfddTidTr73ve/x3e9+l6uuuoqqqir+85//8N///peCgoJ2KyNLkjS4tFXR17QScyXYXghWe0kZBtX0iiJo8JnUNYW63jiG2qYQzX6TDJfsZ95X7FrfP8kcmui3lgBdEU6DoOmPe31dMBJKhOzhDtc5FBdWYGgFad2h6xbp+SXDbgFNCSyhsKa8lbrm3j24FrBpu5dUl0rxCBvGIJ9IFgJUBYLeWqoqNlJftR0jzhPc722mfPUSUndupaBkMqk5BaA4MPZOWAmnk4zDDuv09ixfKw3LVsQO6hWFzFmHINzxF7UTTuegmtV0Ch0rEH9Sx/K1oloG6DHe400F4fNi7+T4wumMLHA7ADRNQWve2T6gj9o3qE/JJly2tF1AHxWuLMcmFJyjpuE3kn8/4gX0EJkQctoUhIifjSca1LscKk67gmWZhHQgYxSOsRAsXx4zqI8G9AHLjmWCs2ASdogd1KsajuJpmDmlcXv9S5IkSZIk9UaPP4WtXLkSTdO49957ycvLA6CoqIjVq1dTVFREUVERhx56KKmpqTz//PO88MILnHvuuUkbuCRJyaOqChgWqZNy+uT4AoGqiiHd6kVRFLbtae1xVa5uWGyrDpA51j1k2ysMZqZpkZ7S9wFJRooNyxocz+Og6WdJ7WIMy4hU1+6t8oxOArk9DgB8re2DCVWozMmZ2+uFXAe7cMe5CWmI0zSFipoQu+viV8V2h2nBugov2akZeOyDt0paUQRW2Ev1rjKqKjYRDiZ2BkFLQy3epi/Iyi0kv/QgXOl56LoVCZM76a8uhMC+97+xfiNCCITbQ8iZGv93Nsh+lVYgQOOXX2LFWRvGsiy0UIjAzp1Y+01MCEUBwLA5Yu4rNDUy6TFAPfhN0wJXGoo7FaMpxnNjb1Cv2ByYgdaYxxCaHSUlC0PYSPaDp6oKNn8Nwe1rOwT0UXank5GzDqalajdNO7fF3Kalahc5nhTG5U3hq22xH8ecdDsuu8DcO3/VWVDfLqDfe5cDhho7qJcBvSRJkiRJ/UDp6Y4NDQ2MHDmyLaAHmDhxIlu3bsXv/7qy77rrrkNVVd58883ejVSSpD6j6yZB1SJoF33yE1CsIR3QA4QNi5bW3lVuNvt0DFlF3ydM08JpV3A5evy21iWbJkh1q23VqIOBYRmYwqLRr7OzPkCjX8cUVuTyvT9GjB9peFKF2uXPUBbQBVt2+pLa2qo1YFBeGUBR++61o7dM00K1e8gcMZqsESNRNVtiOwpBakY2OaNLcaZkddq9Zl+JTlYM1kmNeCzdwDJi/0R/OZZpRoLZfX4s0wTTjLtvvOC/v5imRUBNxVY6GzU9N/ZGht5pQG8fOwMjs5hQH7RwMQwT3ZWNbfRkUDtOpgubA1fpwZi549ALp5M+qijmcTy5eYRzSimvif1E1lTB2AJXh7M/QjroGaNwjJ2J2DvREiugjwoYKhRMwj5q8t5TWGRAL0mSJElS/+hx2aGmaaSmtl9RfMyYMViWRXl5OVOmTAEgKyuLoqIiysrKejdSSZL61BD7rt3vLKC32axpWliWSHZHIWkvl02Qk+5gx574LWB6IyvVhssODKL5JkURNLbq7K4LYFpQ3wIjs52kuwdv4Cj1DYfiYk7O3IS2G4ov96qqsKdRp6El3HaWSLLsrgswfpSLPpzj6zXdANWVxeiDDiVndCmV5etp3LMbM86ZWZ60DPKLJ5E+YhRCc0cmyuUb/bAVDeqdpbOhbClGU01C+/V1QB8V1MGRPRYHENz6Fexd7FjYHNjHziCcPoYUU6Es5CSncDrp0K6i3pObhzZ2Fqur7bT4YhdMjC10k5OqYsZYY2LfinqjpQZl5JSYAX1UW0W9iIxRBvSSJEmSJPWHHn8dycnJobKyst1lo0ePBmDz5s3tLrfb7bS0tPT0piRJkgacIkBNcHG5eFRF0MtDSJ1QMCnOd/bZ77g434VtsIV4QtDi19sqiy0rcsZG0heXkAY9K6BiD6V0+TNU1yIQQrCzNtgnEwxev0GzL9I2ajCzLAvdVHCk5lEy/UjGzzwKu9PVYbtR46YyYfaxZI6cgCmcQ/5MNikxCVXU76O/AvqooA5m9lgcJQeDqrUF9EZGESHdQsVk4igPO1rs7SrqEwnoR+Y4mTTahdVJO8FoRX28Cvr9BQwV8ifJgF6SJEmSpH7T47hhxowZ1NfX8+qrr7ZdVlpaimVZfP75522XNTc3U1FRQXZ2dq8GKkmSNJA0BTJTE2wxEEdmqg1NkZWMfcUwLHLSNAqynUk/dk6GnfxMO/pgW1zSApe9fejqdqgMuobQ0qAknAYhuzfuj3AOntZIIcPCGyegS4b65nBkfZYhwDQtDEsjLXcMI0aXtrsuJT2L3KIJWKpn8L1eSX3ONC3C9nRsoyaD6Pz5rGUVQNaYfgnoo/YN6vcN6CEy9hQHzChNpTbkRB85ndwJkzsN6FVFMG6km5njU7ArVpfBe0gHv6ElfFJJwFBlQC9JkiRJUr/pcbubc845hzfeeIPf/OY3fPLJJ9xzzz3MmDGDESNG8NZbb1FSUsKUKVN44oknCAQCzJw5M5njliRJ6leGYTEmz0H57tYefaG12xTGjHDIisY+pmIypdhDQ0sIfzA5v2u7JphWkoJdtYhxFv2AMk2TjBQN07LwBQxcDjXy/4k2n5YOaPsuPry/wbbAsG6AP9h3f4CNrXpSe933h7BukTOylLrK7fi9zQghyC+ZhGpPkQF9NyUSwwoG//SnqirYAvWEt62GLhY5D9ftwpGajSNnbL8G0UEd7NljATp8njIME49dcHBJCtVNDvz2aWzaHeoQ0Nu0SHu7sYUu8jM0MI2E11yQJEmSJEkarHoc0s+ZM4cf/vCHPProo3z88cfY7XYALrvsMu666y7+9re/AZFTc4UQ/PCHP0zOiCVJkgaAZVmkOlVyMx3sqgl0e/+8TAcpTiWyQJ3UZ0zTIsOtMG1sKis2NxPuZYWgqsCUklSyUxWMQRp6KZjkpmmYqRqKAMsyB32QJA0eQ2UxYQsw+7CnemTNkKH3l6M508grmkDF2qWkZY8gPXdU0gJ6ocVujRTv8sFOaCoaJugdK7Ity8IKh+Luaxk6mhrv99Hjr1NJpaoKjlAD4S1LMLwNXe9g6AQrVuGAfg/qQ52cFGOaFgKDUVkaIcNGepqLFp+BLxB5nUp1a6S4VNx2gSosDPm5SpIkSZKkYaJXnyqvv/56jjrqKBYsWNB22aWXXorX6+Xxxx/H5/ORnp7OT3/6Uw477LBeD1aSJGkgKZhMGu2hsSVMayDxL4Uep8rEUW6EDE/7haGbFOXYwUrjq7IWguGeBVY2TTC1JJXSfAemPnhDAMuiLVwcapXAkpQoIUDpw0U9FEUghuCiIbphkZk/hvqq7RSMPQhUJyThjC3hdJLRyWd34XR2WVbuFDpWIPaktnA6CVj9F25H749qhAnV1HR4sbRCIeo+/TT24rpC4J4wAcUeY8FiRWDPzcVM4PfRl7od0EcNYFDfFV03UYBUO6Q7NYSIPF8sy4qclWjC4H1nliRJkiRJ6r5efzo+9NBDOfTQQ9tdds0113DllVfS0NBAVlYWapzKE0mSpKHEMCyyUhRmTkhj+abmhIL6FJfKzPFpZKaIQVuJHaWKnr1W93S/vmQYBkUj7HhcGazZ6qWmMX6FZCxZaTamFqcwIl3DlFV6kjTgVAFOu9KtCdLuSHOrKGJohn6qPYWRpVNwZ+YnraVawNLA0UmrowQCaSsQoPHLL7H2m+QUmhqZAOjs+EkWvT+OkJeWrdvbndUmNJWU0aMQQsS8W0JREDY7Ldt3dLwvqkpGQSHBfpxw2J+qii4DeqHZEHYXpq+545WDOKiHyLyJbBUoSZIkSdKBoNefKFtaWnj77bc555xz2l3+9NNP4/P5OPfcc+WisZIk9ZpdVbAEhAc46DZ0k/wMlcOnZLBpl4899UECoY5jctoVRmQ5mDjSTaZHDPr+wA7FxZycub3af7AVcRu6QU6KwuEHpbO7LkRFtZ/65lDcvrVCRBb3HTPCxehcO04NeRq9JA0SDpsgxaVR1xzuk+NnpdqH7FoOum6Skj1qbwH94HoltnQj4TZvnVXeQ5Kq7y2wjMTH1G7XePdlgH/lAiDsxwoHY1+v2bGPnYHwZBEuX4bRVNNxI9PACrYiLIMkfD2UJEmSJEmSeqBXn8I+//xzfvrTn+Lz+TjmmGPIy8tru+6zzz7jyy+/5Mknn+RPf/oTRx11VK8HK0nSgUlRBIrfAFWga7HPRu9Phm6S4RLMnZCCN+BmZ02QBq+OYVioqiAz1caoHDspDgUsc9AH9ABWQO3VApGDKxb6mmGYaMDYvMhj4vWbNLSGqW/W97bBsbBrCllpNjJSNFKdCg5NoOvGoFskVpIOZJZpUZjjYFu1P+nHdjtV0j3qkK7W7e36G4NBvMp7GJjq+6FCNyxESgH20lmEypZhBn1t10UDeiOzGN0EZ+lsKFvaPqgXAlvheCg4iIAhA3pJkiRJkqSB0uNPYmvXruWqq65C13VKSkoIhdq3EjjppJNoaWlhzZo1XHvttbz66qsUFRX1esCSJB14NCEIVrYgNAWtKG3Aq+khsrAZpoHHBlPGuDCtSItbRUR+dN2QbVIGkWhv23SXICvFHukzv7cncaTPtYVpWpimGWtNQUkatuK1q+pNGyvhNAia3QvTHYoLKxD/Ng3DJCdNIz1FI9l5dEGWA49dyIm5QaA7lffS18K6Bantg/p9A/rQ3j+agJraPqjfG9CLwikETBnQS5IkDRaWZQ3JtXIkSeqdHn8a+7//+z90Xef888/nt7/9bYcXkHPPPZfvf//73H777TzzzDM88sgj3HHHHb0esCRJB5ZoFX2g1odQBGn5KYOimj7KsiAc/jpQMBiaPY0PFJZloe+X8A38lI8kDYyu2lz1tI1V0PSzpHYxhpXYq6EqVObkzO3ybB6nDUoL3WzaFUza2Tsuh8LYQheWJV8JpKFt36A+vG012sgJ7QJ6iBQYtAX15ctQPBkyoJck6YDj9Xp59tln+eijj6ioqMDr9ZKWlkZJSQnHHHMM5513HqmpqQMyNsuyePXVV1mwYAH3339/2+WLFi3i4osvZvz48bz55ptJvc0zzjiDdevWkZWVxaeffordbk/KcS+66CIWL17MX/7yF771rW8l5ZiSNNz1+BPZ0qVLSU9P59e//nXcGT4hBL/85S959dVX+eKLL3o8SEmSDlzRKnpLN7GAUJV30FTTS5IkDWVdtbnqTRBuWEbCIX3Cx9RNxuQ6aPJbVNV3bzHoWAQwaUwKGW4FI0aLFannEqn+E0JgDcCMu9Dan7EhVDUy3s7GLARC7Ximx/7HGmjRoN42wYVuz2gX0EftG9SbikMG9JIkHVA2bdrED37wA2pra8nNzWX69Om43W5qamrYsGEDS5cu5fHHH+eRRx5h+vTp/T6+jz76iF//+tfMndvztcK6Y82aNaxbtw6Hw0F9fT1vv/02p59+er/ctiRJHfX4U1lDQwOTJk3qcpbN4XBQVFTEpk2benpTkiQdoPatoo8K7GkddNX0kjRQOmtJouy9bv9tetPGRJIGmiZMppV48AdNWltjL5SZqLGFborzHDKg74XOFnu1fK0xQ3jLsrB8rbT7BiFANcJoeghLCHSUPhmvcDojve33v209jGvUSPw7d3X4cCHsdhzZWWgjR8acuRJO56BamCWsWxhaBmYnfaFM08IvUrDMQTRwSZKGpLrKbWQXDI22xoZhcO2111JbW8t1113HVVddhaJ8/X7j9Xq58847efHFF7niiiv44IMP8Hg8/TrG/p68/s9//gPA5Zdfzt///neeffbZpIX0d999N36/v93alZIkda7HIX12djbV1dUJbdvQ0EBKilzoSZKk7tm3ij7KDBmyml6S6LpVidNpAyDgDsfcV0Yz0lBkmhZ52Q5mT4D/BcPUNnW/ol4RMHakm6lFHhTLkH8LvdDZYq+WZYEZ433aNGlYtqJdtb1QVVKLRhPYtQtHfj5oyTnVfn8BS4u5+KzLYZBx9NG4q/d0CEiEEIiUFEKqO3Z4MgifQGYC4ftAnMUgSdLw4m2sZdOSj5h+zHfwpGcP9HC6tGzZMioqKpgwYQJXX311h+tTUlK47bbbWL58OeXl5bz77ruceeaZAzDS/uHz+fjvf/+Lw+Hg8ssv57///S8rV65k7dq1TJkypdfHLywsTMIoJenA0uMylYMOOoja2lrefvvtTrf7+OOPqaysTMofuSRJB45YVfRRgT2tqEGz0zPTJWm4swIq9lBK3J9sRw7ZjpyY13W2QKckDQUF2Q4OPyiNSUUp2LXE3wxS3RpzJqUzvdiDiiHPyEqC6GKv+/90COgVJdJaJtpeZl9ib4V9rFB/38366I3fb6kYmo2WbTto2bqt/c+2HehhQ4bakiRJ+9m2dimWaVGxZslADyUhdXV1XW6jqiqXXXYZZ555JtnZHSce1q9fzy9+8Qu+8Y1vMHXqVI444giuueYali1b1mHbBx98kIkTJ3LbbbfFvK158+YxceJEVq9eDUR6uEcnDxYvXszEiRO56KKLOuy3e/dubrzxRo466iimTZvGiSeeyAMPPEAw2L0zDN966y28Xi/f/OY3SUlJ4YwzzgDg3//+d9x9qqurufXWWzn11FOZMWMGs2fP5pxzzuGJJ54gFGpfOHHRRRcxceJE3nnnnXaXe71eHnnkEc4991zmzp3LlClTmDt3LhdddBGvvfZat+6DJA03Pa6kP/vss/n444+56aabaG5u5owzzmjX+iYUCvHmm29y5513IoTg7LPPTsqAJUnqHzZVwQQMY2Cq1WNV0UfJanpJkiTJJkymjnExOtfBtqoAVQ1BWv0Gxn5VxHZNkOaxMXqEk8JsOx476LqsoO9XikLa+FIw4rcWssKhuCF9zBY5+xFOZ6RSvqcsvp5gkCRJkjrVUL2TpprdADTV7KaheieZeaMGeFSdmzx5MkIINm3axO23384VV1xBbm5uh+3OPvvsmPnVK6+8ws0334yu60yYMIGZM2eye/du3n//fT744AN++ctfctlll/V4fEcccQQQCeizs7M54ogjKC0tbbdNbW0tZ511FuFwmNmzZ+P3+1m6dCn/+Mc/WL16NY899ljCt/fiiy8CtJ0tcOaZZ/Lggw/y1ltv8atf/YqMjIx229fX13POOedQVVXFmDFjOOqoowgGgyxZsoSvvvqKhQsX8s9//rPT22xsbOT888+nrKyM3NxcDjnkEFRVZcuWLSxevJjFixeze/durrrqqoTvhyQNJz3+JDtv3jy+853v8Prrr/P73/+eO+64g+LiYtxuN62trWzfvp1QKIRlWZxyyilyNWdJGkIURaAGDFRNYAxAtXpnVfRRsje9JElSbMJpEDT9Pd7fobiGzNkWpmGQ5hDMGOvGH3YR1C28PoOgbqIALqeKx6li1wQONRLO6/pAj/rAI4QAw6Dhs8+wwh1bcAGRgD7eG3qMFjntjq+pkV7zMVrZSJIkScnVUL2T8q/+1+6yrasWwvTDB3VQX1xczPnnn88zzzzD008/zTPPPMPUqVOZPXs2s2bNYtasWWRmZsbcd/PmzfzmN7/Bsizuvvtuvvvd77Zd9/nnn3Pddddxzz33MGnSpLawvbuuuuoqxo8fz+LFiyktLeW+++7rsE1DQwOHHXYYDz30EKmpqUCkjc+FF17IggULWL9+PZMnT+7ytjZv3syKFSvIy8vjG9/4BgB5eXkcffTRfPzxx7z00ktcfvnl7fZ57rnnqKqq4tvf/jb33ntv23vy7t27Ofvss/nkk0/46quvOPjgg+Pe7sMPP0xZWRnHHnssDz74IDZbpD2nZVk8/PDDPPDAAzz55JMypJcOWL0oN4G77rqLcePG8eijj9LS0tJhcVi3282ll14as9+XJEmDV7SKXXXb0PI96P1crd5ZFX2UrKaXJOlA1VkILwADncUNizAsve0LlEUk/9SEhmUoqEIAVofe1apQmZMzFztDJ+y0LAtdN7AJsNsh3akS/YhrWRamaYKFDOcHASscxursgeisnY1pyrMfJEmSBpC3sZZta5e2VdDvK9DawvqF75GeW0jRlNmkZOQMwAi7dvPNN1NUVMTf//53GhsbWbVqFatWreLxxx9HCMHBBx/Mueeey3e/+912E8NPPPEEhmFw/vnntwvoAb7xjW9w7bXXcvfdd/PII4/0OKRP1B/+8Ie2gB5g1qxZzJw5k6VLlyYc0kcXjD3zzDNR1a8LM8455xw+/vhj5s+fzw9+8IN2C+vu2bMHiIT5+/5uCgsL+eMf/0hDQwP5+fmd3m5qaipHH300N9xwQ1tAD5HJ/AsuuIAHHniAhoYGWltb+33RXkkaDHoV0iuKwo9+9CN+8IMfsHTpUrZt20ZjYyMul4vi4mJmz549YH9Yb7/9Ns8++yzr1q3DsiyKi4s566yzOPvss9u15ZEkqb19q9hVu0pKtgu9H6vpE6mij5LV9JIkHYiCpp8ltYsxrI5tOVShMiZ9FDt82wkZYcKGRdiwMEwLgcJoz0iamxVsqoLboeJ2KthVgWWZw+J11LLAMCwG5Wqew5TQYp91EXfhWIgbxgulx8tlJUWs+xLv/kmSJB1I6iq3sWnJR1hdLEzdVLOb1Z+9wYQ588guKOqn0SVOURQuueQSzjvvPBYuXMiCBQtYtmwZGzZswDAMVq5cycqVK3nllVd4+OGHcbvdQKQFDcCpp54a87innXYad999N0uXLiUcDrcLoJMpNzeXMWPGdLi8oKAAgObm5i6PEQqFeP311xFC8L3vfa/ddccccwx5eXns2LGDzz77jG9+85tt1x166KHMnz+fxx9/nJ07d3Lsscdy5JFHkpubyzHHHJPQ+GMV8AYCAcrKyli5cmW7McqQXjoQ9Sqkj7LZbBx++OEcfvjhyThcr/3ud7/jueeeA2DChAmMGjWKDRs2cNttt/HWW2/x97//nfT09AEepSQNTpoQBKtasMImethEr/P3azV9IlX0UbKaXpKkA5VhGTFDekURGBa0BnS8oTD6Pl+mFWFimBa+gIlpGTR4w9g1hVS3SlaqDbtKv2TbiiJACCLdTSwsBEIIbDYVXTflAp1DiHA6I21mYrB8rTQsW9ExqBcCZ0E+whanaEZLyteTbuvsvginU877SJJ0QMsuKGLa0d+OW0kflZ5bSPHUOXjSOy66OpjY7XaOOeaYtnDZ6/WyePFiXnnlFd577z0WLVrE3Xffza233gp8XUU+evTomMcbMWIEDoeDYDBIY2NjzF73yZCWlhbzcm3ve6eRwLoq7733Ho2Njdjtdm688cYO14f3tqV75pln2oX0J598Mhs2bOD//u//eOedd9oWhJ08eTLHH3885557Ljk5XZ9BUVVVxfz589sKfWtra7Esq111vvwsKB2oBuZTcB967bXXeO6557DZbNx7772cfPLJQOSF5u677+bpp5/m9ttv59577x3gkUrS4BOrij1Q5e23avruVNFHyWp6SZKkCEVR8AYsfDaD1pDRLqCPJ6Sb1DWbeP0GIzLsZLj77qOhogh0E7x+E2/AIBQ2MU3QVJVxjjC+xgAFWXZSnApKjFY80uATsLSYfeCFENj3/jfWoyhsdgzNnljurShxe9FD8r7Ix7svkRtJyk1IkiQNaSkZOUw58ls0VO9k66qFBFpb2q5zelIpGeQ96Tds2EBDQwOzZs3q0F0hJSWFefPmMW/ePP71r39x11138frrr7eF9Im810S3SbRzQyKB+v6UJJxxFm11EwqF2s4QiOXzzz9n+/bt7Sr3f/azn3HhhRfy/vvvs2DBApYsWcL69etZv349TzzxBE888QRTp06Ne8x3332X66+/nnA4TG5uLlOnTmXcuHFMmjSJOXPmcPTRR/f6/knSUDaw55T2gfnz5wPwwx/+sC2gh0i1/69//WtKS0t5/fXXO/TPlySpfRV9lN4ajlTTa33/ctGdKvqotmp6ddi9nEmSJCVMURQafQa76gIJhfP7C4ZNdtUGafDqCKX3s7KqUNt+NEVDVWy0+AS7asNU1oVpaTUJhiCsg64LfEGD9du8fLKynqWbW2kJgtoP7ztS30gozEjkQIpC2vhSUkuK4v6kjS+FJDxnJUmSpMRk5o2iZHr7LgqDPaAHuPzyy7n00ktZtWpVp9udc845APh8PgKBABCplAfYsWNHzH2qq6sJhULYbLa2rg3RCeZ4YXwirWmSbdu2bSxevBiHw8GyZcvYuHFjzJ+5c+diWVZbvrav3Nxczj//fP7+97+zaNEi5s+fz8yZM2lpaeGBBx6Ie9s+n4/f/OY3hMNhfvvb3/L555/z8MMP84tf/ILTTjsNh8PRh/dckoaGYVdJv3HjRgCOP/74DtdpmsacOXMoKyvj008/ZcKECf09PEkatDqrYu+PavqeVNFHyWp6SZIOZIoi8AZMquqDiF7UX5iWxZ7GEK0BkxxN6XGbM4fiYk7O3Mj/CIFpQYNXp9XSsVyx91EMB6YZQrdge7WfuqYQ08amMjrb1qNKM2lwEjYbCIFQVYTavtd7rB72QggwDBo++yzmgrPCZiPr6KNR+qj372BgVy0QglACCx8risCumIRMRZ6JIklSn8rMG0V6biFNNbvJGFE46AN6iCyw+u677/L4448ze/bsuNuVl5cDUFxcjNPpBGDu3Lns2LGDt99+O+a+b7zxBhDp2x4V7aleV1fXYfsNGzbg83X/e29vvfDCC1iWxXHHHUdKSpyzx4CzzjqLxYsX89JLL/GTn/wEp9PJTTfdxKeffsqDDz7IzJkzgUiRyMyZM/npT3/KxRdfTGVlZdxjbt68mZaWFjIzM7nwwgs7XP/ZZ5+1/Vu2u5EOVMOuRCn6RS7eC060V1dZWVm/jUmShoJYVfRR/VFN35Mq+qgDvZpeOA1Cdm+Pf4RTBmCSNFQJAWEDqhtDGEkI5UzLotGr4w3QaYuRzlgBFXsoBXsoBS2UxpoNgiUrTNZtUFgf52f1xhD7Dr81YLB8UxM768Oyon4YsCwLVJXMo48m+7jjyPjGUWQedWT7n1mHQJzT+C1dx5Gbg7OwsP1Pfj72vBGkz50T6Rs/zDg0UOu3ojZux651/veoKAKH2Qo7V+EwWyNrP0iSJPWhoimzEYqgaMqcgR5KQn784x/jcDj48MMPuf7666muru6wzZo1a/jFL34BwJVXXtl2+SWXXIKmacyfP5/XX3+93T4LFizgb3/7GwAXX3xx2+WTJk0CIm1jNm/e3HZ5fX09v/vd72KOMVpN3tTU1JO72Cld13n11VcBOP300zvd9qSTTiIlJYWmpqa2CYj8/Hxqa2u5//778Xq9bduapsmbb74JwPTp0+MeMysrC4CGhgaWLl3a7rqFCxdyxx13tP1/MBhM/I5J0jAy7Crpx44dy/r161m8eDFFRe1XE7csi+XLlwOxZzMl6UCVSBV7X1bT96aKPupArqYPmn6W1C6OuYhkV1ShMidnLnbiV1JIkjR4CaFQ3xImEEreZFvYMNm4y8chYz1YvahiVzSFjTv8bK8K9Gj/kG6xuryFdE8mKXYhK4OHMtOkeXMZYm8VfcbIkQTtX7/vdNXDHmL3sReqiqHaIscaZk8PhwZKXTmhratAUbCPBXtGESG94x2NBvTG1hXo9btR/S04SmYSVDzy70aSpD6TkpHDhDnzBv0isVGTJk3ioYce4oYbbuDNN9/krbfeYvLkyYwcORLTNNm6dStlZWUoisI111zDGWec0bbvxIkTufXWW/nd737HDTfcwP/93/8xduxYdu3axapVq1AUhZ///OdtC9FCpKp+xowZrFy5kjPPPJPDD4+0CFq8eDHZ2dnMnTu3Q0/4oqIihBBs3LiRSy65hIkTJ3LTTTcl5f5//PHH1NTUkJWVxVFHHdXpti6Xi5NPPpkXXniBZ599lrPPPpvLL7+cjz76iKVLlzJv3jwOPvhg7HY769evZ9euXeTl5XHttdfGPebo0aM58cQTee+997j44ouZPXs2GRkZbN26lU2bNpGRkUFubi41NTXU1tZSWFiYlPstSUPJsAvpzzzzTO644w7uu+8+xo8fz4wZM4DI7N6DDz7IunXrgMgiGclks6nk5qYm9ZiD2YF0Xw8Epm7iq6zFbbdBJ+vcqF6dnOKMpPQrbnf7YRPf7lrcDhv0ohWdaAySPT4L0cOK+qH6vK4LBnG4NUyr+4+LIlScThvZ6UPzvktdG6rPaym+umAQt8eBaRn4ggb+sIXdFvlIpykqiiJQFQVzvxMmFSFQFIHNpsadzNQUFU1Tafab6EIlL9fd43Hurg2yu17H4+n5C7sFVOwJcfhB6dht7e+PfG4PbqGaAJ5UV4eJHqGqOO0aafs9fqEaP263HfbdXlXRNAWbLfJfh3u/DymqitPR8VhDWW5uKpYeRq/cjF69AZdj7/O+ch1Oh420vNIOrYJMbwPh8tWogTrsbgcE6lF2r8JdOhslJXMA7oUktSdfr4ev7IKirjcaRI4++mjee+89nn/+eb744gvKy8vZsmULqqoyYsQIvv/973Puuedy0EEHddj3e9/7HpMnT+axxx5j8eLFlJeXk5WVxamnnsqFF17Y1gImSlEUHnvsMR5++GHeeecd/ve//5GVlcWZZ57Jtddey2233dbhNsaMGcNvf/tbHnvsMZYtW8bOnTu58cYbk3LfowvGnnrqqW0dJjpz1lln8cILL7Bu3TqWL1/OzJkzefLJJ3n00Uf56KOPWLRoEQCFhYVcdtll/PCHP2yrlo/n/vvv56mnnuK1115j9erV2O12CgoKuPTSS7n88st59NFHeeqpp/jggw86rcqXpOFKWD1s9nTPPfdQUlLC6aefnvDq1f3BMAyuvfZaPvzwQxRFYdq0aeTk5LBx40aqq6s566yzeO655zjqqKN47LHHBnq4kjQohOp8tK6r7bLVjOLSSJmSi5aa3EVdDH8YozU5E2dqih3VOXx708ZSF6xlcf0izB5U0itCZW7WoWQ7cvpgZJIk9YV9/+ZrGkNU1n/9+qkpKrNHl/BR5ceEzfZNrBUhKE4dTX1D5yH9MYVHUFZuY9IYN4eMS+vRGA3DYsnGZrZW+YHIGU49Lei12wRHT8sgP0suKDaU6K2tmHH67SpuN9reXr1RoZoamhYu7BDSO0aOpOHjj3EUFKC695s0UlXSDz8ce25usoc/YNoC+u2rwdivEb1mx1Z8MOo+QX0koF+G2dixbYOSPgKbDOolSZIkSZKGhB5X0r/66quEQiFOO+20ZI6n11RV5aGHHuLZZ5/lhRdeYP369bjdbg499FAeeughtm7dynPPPde24nayhMMGjY39v/BHf4tWQdTUtAzwSKRksasK4YpG/E3+rjduDWLttEO+p8cLCsYSaXucpOp8bwCrpXutFYb68zpkD+NrDfa43U3AHaameWjedym+of68luKL/s1bwqK5NUwo/HWQZyoWpmlhmCbGfotwWiLSMiYcNjDjpPSmYqHrBj6fxc5qwZgsDTNOyxvhNAiasd87TASaO0TRmMgYFMPRoe98olqB7VU+HEJH10353B5S4vSJ95nga//4OYI6Pl+oXeW9UFVU3SQcNlB1k4Cv/YS+UFUcQZ2mYfBciFbQt1asI7R1FZYRjrFVELF+CfZgGDOzCCX8dYubmHw7UIM6mmx9Iw0Q+Xrdd+TZCZIkScNPj0N6r9fLuHHjcLlcyRxPUiiKwoUXXhhzxej3338fgJEjR/b3sCRp0OlJL/i+6E0fyYrkF0dJkqTuMCyLYIzFvpPFF9AJGVbcD4vx1sMQAkKGYGuVH9OysKkaR+UfiqIomEbPXuvrmsOMK5CV9MOaoEMbF6GpcTbeb1ch6OHJwYOK2VxDeNfGOAF9hBUOEipfgb1Ix6ivjB/Q72XUV6J6yrGNnEqw714uJEmSJEmSpF7qcUg/ZcoUNmzYQG1tLTk5g6dNwvbt29m+fTsTJ04kN8apr//73/+AzledlqQDhSYEwaoWrG6EPHprGL3Oj5bkanpJkiSpeyyLPq2MDetWpPK9k0lZwzI6hvQIgrpFaP9WHb3gDxroRtLOuZIGGafQUfQwqUWjO4TtVjiEZcb+vGFZFpavtbPldBBOJwFraCzDpWTkYS+aRrBsOVY4GHc7KxwiuGVZQsfURhQh8sYR1AWyIEKSJEmSJGnw6vEn1ttvv51LL72UCy64gCuvvJKZM2eSm5uL0xnntFYiFe597aWXXuLhhx/mpz/9KVdddVW769atW8fKlSvJyMjgyCOP7POxSNJg1pMq+qi+qKaXJEmSksemdFybQxECTahoiojb7samfv3R0GLvmU49eK1PdhQoo8XhzQoEaFr4Jf5t2zoE8pZpxn8KmiYNy1YgROwthKaScdhh4EhJ7oD7iFBU9PTROErpMqhPhDaiCHXMdAK4hsWZBpIkSZIkScNZj0P63/zmN7hcLrZt28ZNN93U5fZCCNatW9fTm0vY8ccfzz//+U+eeOIJTjvtNEaPHg1AZWUlv/jFL7AsiyuuuAL3/gtPSdIBpidV9FGyml6SJGlgqULFQmDXNPR9engrQkGxVL6Zf3SHfRQhGOHKpckZP6SHSP940wxhUwVKDydjVUWQzLpdmypQFOjB0hvSEGEBjvz8+Btocb62mOawmsQJ6RYkIaiXAb0kSZIkSdLQ0uOQfuXKlW3/Hkwf/KZNm8b/+3//j0cffZRvf/vbzJkzB4BFixYRDAY544wzuPTSSwd2kJI0wBRFoAQMQk1BFFvPznAJ1flxy2p6SZKkfudQXMzJmYtQBDVOndZA+7YyQiduZXGL3866zWEsK/6Lt2lGFnh1O1XsqsDq5lysZVloisCmKYSSNJGbkWJDUyAsQ/phS0fB0jprXHPg6G1QLwN6SZIkSZKkoafHIf1TTz2VzHEk1fXXX8/o0aOZP38+X375JR6Ph+nTp3P++edz8sknx/3iKkkHCkURCE0hdcqIXh1HqAIFq097IkuSJEntWQEVOylomoLuDbF+S0vC+0YD+ERkptrQVOjJ2rSaKnDakxPSKwrkZ9oxDHnmlnTg6GlQLwN6SZIkSZKkoanHIf3cuXOTOY6kEkLw/e9/n+9///sDPRRJGpR03YxUwPd2vkqG85IkSQNG101y0+3YNIE/mNwA264JRuU4etzSTGCRkWKjxdf7xWOz0+yke1RMU5bRSwcW3QTNk4Xi9GAkGNKr6bkYmgsrLD+jSZIkSZIkDSVJX8m1tbU12YeUJEmSJEmSYvA4oTDbmfTj5mU5SXGKHlfimqaFx6GQ6u5xPQgQqcifONqDXZWBYzKoatI/+ieN0FSE2vEHpYsxK0rM/YSqIjS1fwbfBxRF4DBb0beuwGipT3i/UMVq1IZt2DV55rAkSZIkSdJQ0rtvTkBdXR1PPPEEH3/8MRUVFZimybp166ipqeHnP/85V155JUceeWQyxipJkiRJkiTtwzIsxo9yU90QxOtPTqW5y6EwabQ70s6sF8cRWOSm26nUwz0+RulID/kZGrouq+h7S1MFeqARxZE+6NrUCaeTjMMOi3md5WulYdkKMGM8GxWFzFmHINyeTo891FaWjQb0xtYV6PW7u7WvFQ4SKl+JfSzYM4oibXMkSZIkSZKkQa9XIf3y5cu55ppraGhoaKu0ivZ73717N0uWLGHZsmXcdNNNXHjhhb0frSRJkiRJktTGsixSnYKDilNYtrEZo5fhqyJg0pgUMjwKRgLBuCo6r1T22AWjc2zYulnBLQSUjnQzebQLS7a56TUhIOxroGbHZgrGH0IS6nSSKmBp4EjpcLkQAvve/8Z6ZgshEG4PIWdq/LM+hlhG3ZuAPkoG9ZIkSZIkSUNPjz+h19TUcNVVV9HU1MTBBx/Md77zHebPn09ZWRkAeXl5HH744SxcuJA77riDyZMnM2vWrKQNXJIkSfpaV0FZsveTJGnwMHSTMTl2guFU1pS39DioVwRMKkphbJ4joYDeobiYk9P1GkVCCITppDYnxM49/i6XM/E4VSYXpTA6145iGci1L3tPVSyqdmymensZ6bkjcWeNGhIL8Sbabmk4LZDa24A+Sgb1kiRJkiRJQ0uPQ/rHHnuMpqYmvve973H77bcD8N///rft+vz8fP71r3/x+9//nueee45///vfMqSXJEnqA4kGZZ3tL7+6S9LQZhoG4wsd2DXBugovrYHuVZ877QqTilIozXMkXLluBVTsdKx+jkVRBLPG2ynJd7K1KkBjSxhf0EA3rLbb97hUCrOdjMp1kOoAXTfka1MSKIog0FJLza4KTEOnsnw9pek5gH2ghybtx/Q2YFQkFtBr6bkYvmasThaUjQT1K7CPBVvGGMK9X8dZkiRJkiRJ6iM9Duk/+eQTnE4nv/71rzvd7oYbbuC1115j2bJlPb0pSZKkbtM0pa39lmVZ6Prgrxjsqe4EZTH3T+JYkknTFDQEAdmLWpISYuoGJSNsZKVmsH6Hj6q6IKFw5699Nk0wItPB5DEeMhNscdOjsZkWAoMRaQq5aSkEdIuwDoZpIQTYVIFNBYcGhmGiyzAxaRR0qis2oIciYW5TXTXNtbtIzy8d1u+NQ1Nii71qI4rQxkxH89YSLFveaVAPApHgcSVJkiRJkqSB070GofuorKyktLSUlJTOgyGPx0NJSQn19fU9vSlJkqSEqZpKwFQorw6zdEsry8pa2bonTNBU0DTZ2mUoUXULqzGIpvX4rUqSDji6bpLqgDnjUzh2RiZTSlIoyHaQ5tFwORRcDoU0t0Z+loNJY1I4dkYWh01KJcNFnwX0+zIMC9MwsAuTFLtJuhPSHOBUTVRMdN2U7W2SSFUFrY17qKva2XaZZZlUbt2AGfIO4MikWJSUDNTimWjZhXG30UYUoY45GD8u9PTROEpnImyOmNsKmwPH2EPQZRW9JElSG6/XyyOPPMK5557LYYcdxtSpUzniiCO44IILeOSRR2hpaUnK7bz88stMnDiRK664IinH29eGDRu45ZZbOOmkkzjkkEM4+OCDmTdvHj/96U/54IMPknY78+bNY+LEiaxevTppxxzKnnzySSZOnMjEiRN5//33u9x++fLlnH/++RxyyCHMmDGDs88+u8t9HnzwQSZOnMhtt92WjCFLQ0yPK+ltNhtNTU0Jbev3+3G5XD29KUmSpC4JASYq63f4qajy4/W3D5tS3RolBS7GFThBLkI46GmaglnjJ1DtxZOag8wWJClxpmkBBil2mDrGhW64CBlWWy94IcCugsOmEAoZWMbAtJWJhPEyke9LlhGkqnwdptH+VdTbWEd91XZyRk9uazkkDQ5BxY2jeCYAel37tjfRgD6AE8uyCOlA+mgcpXSoqN83oJf96CVJkiI2bdrED37wA2pra8nNzWX69Om43W5qamrYsGEDS5cu5fHHH+eRRx5h+vTpAz3cmB599FH+9Kc/YVkWEydO5Bvf+AaGYbB7927eeecd3n77bY466ij+9re/4XQ6B3q4w8qLL76Iw+EgGAzyzDPPcMIJJ8Td1uv18qMf/YiWlhbGjx9PaWkpY8aM6cfRSkNRj0P60tJSVq9ezbZt2ygqKoq73ZYtW9i6dSszZszo6U1JkiR1yRIq67b52LSjNWbk0+LTWV3egm5YTB7twjIOnKBeUQRCRAIxs4cLSvY3VbfwVbYQbglhNAbRsp2yLYMkdZNlQTgcea2zCdp10tAUBSVgIFRk5fowpWkKTdW7aaytjnl99bZNZOSORNhTB/1zQMQ5Ey7e5UOZaVoxg/r9A/qokG51COplQC9JUn8INwQAsGUOjSDYMAyuvfZaamtrue6667jqqqtQlK/P2PV6vdx55528+OKLXHHFFXzwwQd4PJ4BHHFHixcv5r777iMjI4PHHnuMqVOntrt+48aNXH311SxYsIC77rqL3//+9wMz0GFo5cqVbNq0iRNPPJHy8nIWLlxIWVkZpaWlMbffsmULLS0tZGRk8PLLL2O3J7YW0AUXXMApp5xCenp6MocvDRE97iFwyimnYJomN998M8Fg7D6I9fX13HDDDQghOOmkk3o8SEmSpM4oiqCuRWfzztgBfZRlwcbtrTR4DRRlePdnFUK0tf7Z02Kyq95gT4tJwFBQNXVQ339NUzAbAoRbQgAEdregyUpPSUoqVbcIV7diE4P3tUDqOSHACLVStXUDlhV7gtPvbaZ2VxmaOrifA8LpJOOww8g86sgOPxmHHYYYhlWC0aA+2vomXkAfFdKtttY3iidNBvSSJPULf0Uj/orGgR5GwpYtW0ZFRQUTJkzg6quvbhfQA6SkpHDbbbcxduxY6uvreffddwdopPG98sorAFxxxRUdAnqAiRMncs899wCRqu9QKNSv4xvO/vOf/wBw9NFHc9pppwEwf/78uNtHc9Lc3NyEA3qArKwsSktLycnJ6cVopaGqx5X05513Hq+88gpLlizhpJNO4rjjjqOyshKAZ555hi1btvDWW2/R1NRESUkJ5513XtIGLUmS1I5Q2FrlI5EiccO0qKgOkD3OM2zb3miaQqPPorzKR1VdoF3rH49TpSDHydh8J+luBWMQVqdHq+ijws1BWU0vSUmkaQpmbYDWnU2kZThQ3NqQOctmMLHZFMJdLMw7EDRVEPY1sGf7Jloaajvdtnr7FuxONxl5YxCaG8MYfPcnYGng6GQNrGH61G1XUS+UuAF9VFtFvTOFsCNTBvSSJPWpcEMAvTHQ9u+hUE1fV1fX5TaqqnLZZZexfPlysrOz2y5ftGgRF198MePHj+fNN9/ssN+vf/1rXnnlFX75y19y+eWXd7h+7dq1/OlPf2L58uWoqsrBBx/MZZddxpFHHpn0+3DIIYdwxhlnYLfb8fl87QJir9fLs88+y0cffUR5eTmtra14PB4mTpzI9773PU4//fSYxzQMgyeeeIKXXnqJiooKUlJSmDNnDtdddx3jxo3rsP3y5ct55plnWLFiBbW1tQghGDFiBEceeSRXXHEFBQUFbdu+/PLL3HjjjfzkJz/Bbrfz2GOP4fP5GD9+PM8++yx2u73b4543bx5VVVWsWrWKp556ipdffpnt27fjcrk49NBD+fGPf8ykSZMS/bXj9Xp5++23sdlsnHDCCfj9fv7617/yyiuv8LOf/azDGRcTJ05s+/fmzZvb/v/DDz9k165dXHzxxXzve99jzpw5PPDAA9TV1TF69GiefPJJnnvuOR566CEuuOACbrnllnbH/eqrr3jqqadYunQpDQ0NFBQUcNhhh3HVVVeRn5/fbttdu3bxxBNPsHDhQnbt2kU4HCYjI4OZM2fygx/8gEMOOSTh+y/1nx6H9Ha7nUcffZRrr72WlStX8uyzz7Zdd/vttwNgWRYTJkyQvbAkSepTgbBFfXPiVQK1TSECYXek/cMwo2kKVU0Gyzc1d+jLD9AaMNiys5XK2gAzJ6SRn6EOqqA+2os+WkUfFdjdgifDIXvTS1ISqLqFb3cLlmER3NWCY0IWweGadPYRTRX4GnbjyigcNJOHmqagB5qp3r6VPdu3EPS3drlPOBigfPViUneWUzB2MqlZhViKXU7aDBKmaREQkXW9Ogvoo0K6hW7LxJQBvSRJfWzfCnp/RSO2zPz4Gw8SkydPRgjBpk2buP3227niiivIzc3tsN3ZZ5+d0AKfidq8eTPnn38+brebo446itraWhYsWMCCBQu4+eabueiii7p1Hz799FMefvhh8vPzOeGEE7DZbO22EUJw1113ddi3sbGR888/n7KyMnJzcznkkENQVZUtW7awePFiFi9ezO7du7nqqqs67HvTTTdRXl7OjBkz+MY3vsGqVat49913+fzzz3nllVcoLi5u2/bZZ59tW/R0xowZTJ06lYaGBr766ivmz5/PBx98wBtvvEFmZma723jjjTfYunUrhx56KEIIMjIysNvtvRp3dCHdadOmccwxx7BixYq2cb/00kuMHTs2od/7f//7X3w+HyeddBIZGRlkZGRwxBFHsGDBAl577TXOP//8dtt/+9vfpq6ujv/973+kpqbyzW9+EwC32922zdKlS3n55ZeZPn06EyZMoLm5OebzMeqZZ57hjjvuwDAMpk6dysEHH8zGjRt57rnneO+993j++efbet5/9dVXXHbZZXi9XkpLSznyyCMJBAKsXbuWd999lw8//JB//etfzJ07N6H7L/WfHof0EDlt47nnnuPDDz/kgw8+YNOmTXi9XlwuFyUlJRx77LGccsopaFqvbkaSJKlTFpEK+USZphXpvzvMQnohBI0+K25Av6/WQCTIP2JqBulOMWgCmf2r6KNkNb0kJUe0ij7cEjkFN1jvx9EaltX03SAEhHwNVG7dQNFBaaC6u96pD6mqgqX7qN+5naqKTfhaGrt9jJaGWrwrviAjJ5+CsZNxpedhocrnxCDQ3fUC5GMmSVJf27eKHkBvDAyJavri4mLOP/98nnnmGZ5++mmeeeYZpk6dyuzZs5k1axazZs3qEBwnw65duzjqqKP461//2lZx/eGHH3Lddddx9913c8QRR8Tta76/Sy65hDfffJOdO3fys5/9jJSUFObOnds2/mnTpsXN3x5++GHKyso49thjefDBB9vCfcuyePjhh3nggQd48sknY4bdVVVVPPvss8ycGVkvpbW1lYsuuoi1a9fyzDPP8Jvf/AaIVPrfddddaJrGE088wezZs9uOUV1dzbnnnsvu3bt56623uOCCC9rdRnl5Ob///e/bunCYptmrcRuGwcKFC3n66aeZM2cOAH6/nx/84AesWLGCJ598kltvvTWh33u01c2+kzfnnHMOCxYs4Nlnn+0Q0t93330sWrSI//3vf+Tn53Pfffd1OGZFRQU//OEP+cUvftHu/sayceNG7rzzTlRV5e9//3tb6G+aJn/84x95+umn+f3vf8/jjz8OwK233orX6+X666/nRz/6Udtx/H4/P/vZz/j444/597//LUP6QajHPen3ddxxx3HnnXfy0ksv8e677/Lqq6/y5z//me985zsyoJckqc8pAmxq4i9nmqagJOXVb3BRVIWtVYEuA/qo1oDB1io/YpD8MvbvRb8/2ZteknpP1S0Cu7+eCLPMSDW97E2fOFWx2LNtE/VVO2moqkDTBuZ3pygClTAtNVvZvOwTylcv7lFAH2WZJg17drNx6adsX7uQcGstmhaZlJAkSZKkqFh96IdKb/qbb76Zm266iYyMDEzTZNWqVTz++ONcffXVHH744Xz/+9/nlVdeSejspUTZ7XZuv/32di1RjjvuOM455xzC4XCnfc33l5WVxfz58znllFNQFAWv18tHH33Evffey7nnnsvcuXP5+c9/zqZNmzrsm5qaytFHH80NN9zQrvpeCNEWmDc0NNDa2vFMvEsuuaQtoAfweDxtwfSGDRvaLq+pqeGEE07g0ksvbRfQA+Tl5XHCCScAsHPnzg634Xa7Oeecc9r+P7pmQG/HHQ3oAVwuF+eeey4QCb4TsX79etasWcPIkSPbtSeaN28eOTk5bN68mcWLFyd0rP1deumlbf/ef42Efc2fP59wOMwll1zSFtBH97nhhhsoLS3FMAyCwSB+v59JkyZx3HHHcdlll7U7jsvl4nvf+x4Q+zGQBl7SEnSfz8euXbtobm4mOzubwsLCbi2OIEmS1FNOm2BEpp1mX2LNUPIz7Tg10IdZ7xRfyKKyLtD1hvuorA0yYaQbp9pHg+qGeFX0UbKaXpJ6Z/8q+ihZTZ84RREEWmqo3V0BQNW2zaSPGIViT+t2xXNvqIqJv2kPleXraKytwuqk+qq7DF2nZudWGmsqyS0sJnfMeFRnOkm8CUmSJGmI2r+KPmqoVNMrisIll1zCeeedx8KFC1mwYAHLli1jw4YNGIbBypUrWblyJa+88goPP/xwu/YkPXXooYe268Eedfzxx/Pss8+yaNGibh1vxIgR/PnPf+bGG2/kk08+4csvv2Tp0qVUV1fT2trKf//7X9555x1uvPHGdq10rr766g7HCgQClJWVsXLlyrbLQqFQhx7r+wb0UYWFhQA0Nze3XTZp0iTuv//+DttWV1ezbt26tkA/1oK2EyZMQFU7filN9rhHjBgBRDLMRESr6M8888x2QbrNZuOMM87g0Ucf7VFVem5ubsKLwy5cuBCITO7sz+Fw8NZbb7W77I9//GOH7RobG9m0aROff/45AOFwuFvjlfpHr0P6lStX8re//Y0vv/wSfZ/Ey+VyMW/ePK655pp2/akkSZKSzTJNivNcbKv2E+6iD6vDpjAmz4kxzCqyFUXgbTUSrqKPag1E9nGnKQMazsXrRb8/2Zte6g5FiZQAW1Zi/ZyHu2gv+v1Fq+llb/quCStMVfl69HDktSrQ2kLtjjIKxh+C3o9rkQuhoGg2NJsdRVEw+iBBV1QVm8OJUDUi/eHkc0OSJOlA11nF/FDpTQ+R6vZjjjmGY445BogsDLp48WJeeeUV3nvvPRYtWsTdd9+dcDuUzowePTrm5dHgfs+ePUCkR/lzzz3XYbusrCxuuummDpePGDGCc845p636fMeOHXz22Wc89dRTVFRUcPvttzNt2jRmzJjRtk9VVRXz589n6dKlbNu2jdraWizLQuxz2lysz8zp6ekdLosG6obR/gOQaZp89NFHvPHGG5SVlbFz5078fj9A2+3Euo20tLQOl/V23LGOGR13Z+1logKBQNtCwe+//36HCZXGxkYg0r6ourqavLy8Lo/Z2djiiT5HohMjiVi9ejUvvPACa9euZceOHTQ1NQGdPwbSwOtVSP/4449z3333xXxy+3w+3nzzTd5//33uueceTjrppN7clCRJUlymaZHhUZlaksrq8hb0OAG8pgqmjU0l3al0+DAx1AkB4R5OPIQNa8DbGXRVRR8lq+kPXIqS+NoJmqbgD0NTi4FugMepkOpUUYU57CboEhWvij5KVtN3TVUVfPV7qN+zu93le3aWk11YhOrK7rcvPLoBdk8ORVMPJ3f0HirL1yetot5md5A7soTcMeOxuTPQdUs+JyRJkqS4VfRRg72afsOGDTQ0NDBr1qwOXR9SUlKYN28e8+bN41//+hd33XUXr7/+esIhfWffLR0OR8zLo58Zoi1ctm/fzhtvvNFhu5EjR3LTTTfh9XopLy9HURSmTp3aYbvRo0dzwQUXcNZZZ3HRRRexatUqXnvttbaQ/t133+X6668nHA6Tm5vL1KlTGTduHJMmTWLOnDkcffTRce+DSPDLYiAQ4LLLLmPZsmVomsZBBx3EKaecwrhx45g+fTqff/45Dz/8cMx947V76Y9xx/POO++0nSmwb1uf/em6zvPPP891112X8LE7a28T6/jdcffdd7f1px87dixHHXUUY8eOZerUqRiGwY9//ONuHU/qPz0O6ZcsWcK9996LZVmceuqpnHfeeUycOBG3201LSwvr169n/vz5vPfee/zqV79i/PjxCa+cLEmS1F2mYVCa78BuE5Tv9lPXHGo7NV9VIDvdzriRbgozbcMuoIdIpbBN7dmHEJsq+rVNw/4SraKPktX0Bx6bpqIaFoFEKnkVlQ27AlRU+WlujTxLNFWQm+FgSrGHTLc4IIP6eFX0UbKaPgFGgMry9ZhG+1efcNBPdcVGRh90KLrVf2t8mKaFiYoro5CxM3Joqd1N5db1tDTU9uh4iqqRnT+KvJLJOFOyMUzQuzg7TZIkSTpwJNJ3fjBX019++eXU1tbyzDPPdOiXvq9zzjmHu+66C5/PRyAQwOl0tgWq8b5HRquUY6muro55ebQneLSi/swzz+TMM8+Me5zly5fzwx/+kNGjR/PBBx/E3c7pdHL66aezatWqtkpvn8/Hb37zG8LhML/97W+54IIL2gXY0e166/HHH2fZsmVMmjSJhx9+uEObn3feeadbx+uvcccTbXXzhz/8oV2//H29/PLL3HjjjfznP//hqquuatc3P1lyc3PZtWsXVVVVMav1P/jgA0KhEIcddhjl5eU8/vjjpKam8vDDD3d4rr/33ntJH5+UPD3+JvHYY48BcN1113H//fcze/ZsUlNTUVWVjIwMDj/8cP76179yxRVXEAgE2mZxJEmS+oppGBTl2DhySjrHHJzFnIlpzJkU+feRB6UzKkvDHIYBPUTCmhSXSoqre83lPc7IPgNZJanqFoEEquij2qrptcGx4K3Ut4QANWRg1PqxdfGYK6rCpl1+Vpe3tAX0ALoRWa9h0fommgO9r6oZajRNwWwMxq2ijwrW+6E13NYmqK+o3Vjoe7Cw2VSaa3fRVBf7i3Zt5Xb8LbUDct8Mw8KwbKTllTB+1jcZO20u7tSOp6XHIxSFzNxCJs05hqKph2P35KAbDOjkrSRJkjS4dFVFHxWtph+MZs2aBdBlNlVeXg5AcXExTmfkrIBob/r6+voOZ82Fw2HWrFkT93iLFi0iGOz4GSwaWB922GEJjX/q1Kk4HA527NjB+++/n9B9mDRpEgCbN2+mpaWFzMxMLrzwwg6fhT/77LO2f/fmrMDly5cDkYmO/QN6Xdf53//+ByTWaqY/xx1LWVkZy5Ytw263861vfSvudt/61rfweDzU1NT0WQAe7Xf/ySefdLjOMAx+//vf87Of/Yza2tq2x+CII46IORkV/Z0l+hhI/avH3yTWrFlDZmYmV111VafbXXvttaSnp7f9MUqSJPUlXTdRLINsj6B4hJ3iXBtZHoGwjGHfHsVtF+Rnd+/00oJsBx7HwAWWmqZgNgQSrqKPCuxuQTsAq6EPNEJEqujDe3z4djWhhuI/5kJAawjKdvvihostPp2yygDKEAyJe0PVLQKdVNFHRavpbX04iaEoArtuDZlJNlUVqCJEU1U5OzevxrJiv48Yepgd65fja9iFpph9PtERi66bmMJJ1qhJTJh9LKPGT6WrXmZ2p5vxM45k7CFH4cooRDe7nrQ90Ca5JEmSpMSq6HuybX/68Y9/jMPh4MMPP+T666+PWeG+Zs0afvGLXwBw5ZVXtl1eUlKC3W6nsbGRl19+ue3ycDjM7bffTl1dXdzbraur45Zbbmm3UOdrr73GK6+8gtvt5oILLkho/FlZWVx66aUA/PKXv+T555/vsPinrus8/fTTPP/882RkZLRVf2dlZQHQ0NDA0qVL2+2zcOFC7rjjjrb/jzWhkKjMzEwAPv7443YtWlpbW7npppsoKyvr1m3017hjefHFFwE49thjO+0f73a7OfnkkwF45plnkjqGqAsvvBBVVfnXv/7Vri++YRjcc8891NTUcMghhzBhwoS2x2DFihXtnpemafL000+33a9k/76k5Ohxuxuv18v48eO7/KCuaRpjxoxh06ZNPb0pSZKkbouEDAdWiGsaJmPznVTWBmgNdH3GgNupUlLgSkoP455KtBf9/mRv+gODXVHQgiat1V6MgE64xodtpIdwjMdcVRWqa0L4g50/H/bUBwmMdmE7QHLGrnrR76+ve9PbhCC8x4uW5xnULasURaCg42vcQ2XZehrruu733txQi3fpp5GWMcWTcKbmYJj9X5Gu6yZoKYwomkxz/R6a6/bE3bageAJpecWRtjYJTHyqqgK6D0t1yT71kiRJB5C0QwZnC5vumDRpEg899BA33HADb775Jm+99RaTJ09m5MiRmKbJ1q1bKSsrQ1EUrrnmGs4444y2fd1uNxdddBGPPfYYN910Ey+++CLZ2dmsXLmS5uZmTjvttLYFRvc3ffp03nzzTRYvXsy0adPYtWsXa9aswWazce+995Kfn/jv9qc//SktLS3Mnz+fW265hXvuuYdp06aRkZFBS0sLa9asobGxkdzcXP7+97+3BbajR4/mxBNP5L333uPiiy9m9uzZZGRksHXrVjZt2kRGRga5ubnU1NRQW1vbrQVK93XxxRfz9ttv8/nnn3PiiScyZcoUfD4fy5cvx+fzMWHCBDZt2kRtbWKt+fpr3PsLhUK8+uqrAJx++uldbn/mmWfy4osvsmzZMjZs2NB2BkOyTJ06lRtvvJE77riDSy65hBkzZjBixAjWrVvHjh07yMnJ4c477wTg5JNP5h//+Ae7du3ipJNOYvbs2QghWLt2LdXV1YwfP54tW7ZQX1+PYRhtC+lKg0OPy5hKSkooLy/H5/N1up1hGOzYsYMxY8b09KYkSZKkBFiWRYZbMGtCGh5n52+2bqfKrAlpZLgTX4wz2XpaRR8lq+mHN0URqGGT0O4WrFBk0ilQ3dJJNb0gEOp6wiakmxxI2WKiVfRRfVlNrygCWsO07mjCqA8Mymp6IUBTIeStYduahWxY8ikNNbsTnsw0DZ2aXRVsWPIxuzYuwQw0ovVwvZDeEpqLgpKDUJTY7weetAwyC0u61Xfe0v3s2b4RYYW73liSJEmSBpmjjz6a9957j+uvv565c+dSU1PDp59+yv/+9z8Mw+D73/8+L730Etdee22HfW+44QZ+//vfc9BBB7F27VoWL17MjBkzePHFFzvtcT979mwef/xxCgoK+PTTT9mxYwfHH388L7zwAscff3y3xq8oCr/73e/4z3/+w4UXXsjIkSNZv349H3zwAWvXrqWkpITrr7+ed955h+nTp7fb9/777+eGG26gtLSU1atXs2jRIlRV5dJLL+WNN95oqwbvrN99V6ZNm8YLL7zAcccdRzgc5tNPP6WiooKZM2fy17/+laeffhpFUVi0aBFerzehY/bHuPf3wQcfUF9fT0ZGRqcL00bNmjWLkpISoO+q6S+66CL+/e9/c+yxx1JRUcGHH36Iruucd955vPLKK223n5KSwvPPP895551HZmYmX3zxBWvWrKGwsJBf/epXvPzyy0ycOBGfz8fChQv7ZKxSzwmrh42bXn31VX79619z+umnc/fdd8fd7q9//St///vfueWWWzj//PN7PNDBLhw2aGzsfMJiOMjNTQWgpqb7la+SNFgNt+e1pik0+izKqwJU1QXw+r+uqvc4VQpyHJTku8hwC4wBrEJ3IPCtq+lxSA+QOikHS1bTxzTUn9cOVUHUBWheWYXitqHv/bjiKc5EiVFNr2kKW/eEWbIh/sJdAOkejaOnZ2ATiT9nVFUAAsNI7vNMOA2Cpr/b+zkUF1ag66oXTVMQtQFaNnZvIVGhCNKmjSCc5Gp6h6oQ3NJAYE8rWoqdlCm5iS0GvJ++em5rmiDsa2TP9s3U7tpKONT704AdLg8jxowju7AEzZnW769VqtDZuuoL6qt2tL9CCEqnHUrmyAkJj0nTFBort1C+ejHjDzmSlJyipP9NHMiG+mu2JMUin9d9J/q7lSRJkoaPHre7Of7447nooot4+umnqaio4KKLLmL69Omkp6fj9/vZtGkTL774Iu+//z4TJkyguLg45izN4Ycf3qs7IEmSJLWn6yZpTsEhY920jnLh9RuEdQubJkhxqngcAss0BzSg1zQFs8bfq4AeItX0ngzHoG6bIXVftIret7uFUL0fh6qgOCO9sgPVLaTmugnvV4St6ya56TY8TrXTdk+FOU5cNtC78aSx6ZH2WUaSC6KDpp8ltYsxrMQXtFaFypycudhJ6Xpb3cLXjSr6qGg1vWNCFsEktQ2LVtEH6yIFDbo3FKmmH+EaFJNsNpuCt24nleXraaypTNpxg/5Wdmz8imBrM3lFE3Gk5aHr/beAuSVsFJRMoqm2CkP/uvo9LTOH9BGjuvW7N4ItVG7dgGnoVG5dz7iMXBDdWwdFkiRJkiRJkqTYehzSz5kzB4gsHrVq1SpuuOGGuNtu3ryZyy+/vMPlQgjWrVvX0yFIkiRJcZimBaaBUwF3qoIQkb7IpmliDIJEu6e96Pcne9MPTzYhMJuD+Hc2A6A3B7E53JiA4Y/fm97jEEwY7WFVWQtGjArwrFQbJfnOblX/appCuLI18u8CT9KfZ4ZldCukT5SqKii6hbs0s8fHUEzaXjt6yyYEwUov1j4tqvyVLaRkOQfFJFs4bOLJHEnxlFRqd5axZ2cZoUD3z3LYn9OTSn7RBDLzi1AdKf0a0EPkvcCVlktOwRiqd0QWaxOKQsHYyQjNDQn+LWiaoHbXNlqb6gForq+hac/OblXiS5IkSZIkSZIUX49D+h52yUn6MSRJkqTODbbF/ZJVRR8lq+mHl32r6A1v5DliBHW0oNFlNb2hG5TmO7CpgvJKP/XNIUwLXA6FvEwHk8Z48NjB6EZOqoVNWqoiPTNTc1zoQ2TBWcMwCSgC9q5PIZwGITPQ7eOYlplwe5149q+ijxrIavpoy/19P4rqhoWwp5I//hCyCoqo3raRusrt6OHuv1bZnS5yR44lZ3QpNmc6umENWJhtWCp5xROp37ObcNBPZm4hKVmFCU9WCQFhfxNV2zZ/faFlUVWxkbTsAtA8fTRySZIkSZIkSTpw9Dik37BhQzLHIUmSJB0gEq2iVxSBYYJpgQUIQBECVYmcERAlq+mHl/2r6KMSraY3DYPiETYKsu34gyaGZeHQFDx2gWWZGN1YbDhaRW/4Im1CwrX+Pqmm7yv7FkMEDV+3W+tA99rrxBOrij6qv6rpFUUgFIWQDmHDQt/7wqKqApsCdg0EFoZhoesWqiuL0QcdSs6osVSVr6dhz25Ms+vfnarZyCkYQ17xROyeLAwzEv4PJMuysHuyGDGqhKptmykYOxlL2BI+RUJVYM+OLQRa279utzY3UF9VQW7x1G4tPiv1H6eqAwoBo/NFmm2aQDODBHEMuol9SZIkSZKkA0WPQ3pJkiRJ6i5NUzBrA+i+MEKJXZIsFEHYgEafQUurTtgwsaxINaddU0j1aKS4VOyKaAvrg1Ve3LKafsiLVUUflWg1PUT606tAqgMgGs53fzz7VtEDBKq8Q6qafn991VqnM/Gq6KP6uppeUQQGCvU+g23VrTS0hPEFDELhyG1pqsDtVElz2yjKd5KVomJXI2ci6IbAkZpH8fQschuq2L5hBb6W+AsTp2fnMWrCdFxpuRiWOuDh/L4ME3JGj0MoAld6bsJjE0IQaq1jz86tMa+v3raZjBGjUBzpSWmLJCWPU9Vh93rQNJwjJsYN6m2awNa8E712B44x0wkqHhnUS5IkSZIkDQAZ0kuSJEn9RkUgUuykzyjocJ0QYCJobtUJ+A0U0yI9znECqsDm0kh3qwisSIiPQFEGX3sfKXHxquijEq2mj4qEhj17PuxfRQ9g+MJJraYXRCrV92VZJmaSFmsdDDqroo/qq2p6TVNo9Fms3+6lsi4QM5gO6RYhr06jV2dnjZ/sdDtTijzkpmkYhrH39UQjJaeIUeMNNq/8Asvs+NhrNjujJ86ILAxrmPT0eddXLAtsrnRyR0/AMFUSGZ+qKli6j6qKjYSDsfvzB3xearZvpmDcdFC7t96D1HeiAX1o10ZAYIeYQX00oA+WLccKBbAMHUfJTBnUS5IkSZIkDQAZ0kuSJEn9Jqgbcd95TKGyZlsrFZWJLdYoBJSOdHPQaDeYBljmYMvFpG7orIo+qjvV9L21fxV9VLKq6Z1Cx9YaZooYhSW+fuLqdpV1/rJhEdR3VUUf1RfV9IqmsK02zOpyL75AYmcPmBbUNIb4nzfMxDEpjB/pbFvAQNcNUnMKyMjOp6Fmd4d9cwqLcKbl7A3oByddt1BsKV2Gr4oiEFYYb20llVvX01xf0+n2lRUb8bU0UTB2Mu6MEVjCJgPeAdQuoLcswCK0bV2HoH7/gB7AqK8ElsugXpIkSZIkaQDIkF6SJEkacIqqsm67ny07Ow/z9rdxeyuaqjB5pBOjJ/1MhhiHqmKIgVuAsi91VUUf1d1q+p6IVUUflaxqeisQoGHxl1Q3V7QF8qpmI/eIoxFCgX5uS9MXEqmij0pmNb2qqmyrCbFiczPhHvRKD+kWa7e2YJoWk0a7sKKvLYqDgtLJNNXvwTS+Hqnd6WZE0QQMU2GwzxR2FroKIVAVA39TDZVbI334Y501sD/LsmisraS5oYasEYXkj52MMzUHwxSyBU4/6xjQ72WZ7YJ6U6ho+wX0UTKolyRJkiRJGhh9UHsmSZIkSYkTArxBk627uxfQQySDKN/tozU0/EMEVVWgOYgWHn4BfbSKPtBJFX2UEdSxgkakShsIVLegJvnx18ImgRhV9FGBKm9SHgfL0DH3+TH0jpMCQ1WiVfRRbdX0Wu8+miqKoMFnsqqspUcBfZRpwfrtXnbWhdrGZBgW7vQRZOePardt3uix2D2Z7RbqHUqEAE0Fw1/HjrWL2LDkE+qrdiYU0O/LNHRqK7ezYfHH7Fy/BCPQiKYN0QUchiCHTSBqyjoG9FF7g3r2bERr2hEzoI8y6isxd6zBITp/PZYkSZIkSZKSR4b0kiRJ0oBSVYUdNUGCPQw9fQGDyvoQmqZ2vfEQppng39UcqeLuZZA52ESq6ENdVtFH6c1BlL0ZVFs1fZJ+J5qmEK71x6yij2qrph9mj0MydaeKPspf2YLWi2AdQLcU1lS0Egj1fhLFNGFdRSveYCTIBjDRyCuehM3uAMCVkkb2yFL0IbpqtaoKzFAzlZuXs37xx1TvKOv1ZJEeDlG1bRMbl3xEddlK0FtQVRnW97WwASJrNGpGXvyNLJPQtrUENi2OG9ADKK4U1LwSwjj6YKSSJEmSJElSLPLbpSRJkjSgAmHYVRM/LEjEjj0BgkM0JEuEqipYLSFCjYGkVXEPFt2poo/qy2r6rqroo3rzOAjReWCpCrXDj8LQCTm7W0Uf1dtqelVVqGnWqa7r3evJvlp8OhXVgciZLETaxThTc8gZWQJAfvFENFe8Ja4HP4GFZRjo4VC7Fj7JYBgG4VAw0i5oiJ5lMJSYpkVA8WAbOws1Mz/+hpYVWcclDsWVgn3cbEKuvEG9xoIkSZIkSdJwI3vSS5IkSQMqbJLwwo7xtAZ0dNNCHaZTz9Eqeqzk9UQfLBLtRb+/vuhN31kv+v0l+jg4hY4V6BgaW77WDu1RLMtE8Qc5yDWS/TP56IKyQ0FPquijetOb3kRQUeVPelf4XbUBSguc2PY+JoYJI8aMJxz0kZE3Zkj/HeoGqK4sRk+eS86osVSWr6dxz27MTkLcriiqRlbeSPJLJuNMzcYwBTLr7R/RoN45dhaUL8NoqOrW/jKglyRJkiRJGjjdCukbGhp47bXXWLlyJa2trRQUFHDMMcdw3HHH9dX4JEmSpGFMiEhLCaOXC9MZ5vAt1FRVBaspRKjp66A3UOUlNceFPnSKq2OKVtH7ulFFH2UEdbSggeJUI8FUdQupuW7CvZio0cImLQlU0Ucl8jhYgQCNX36JpUdCTwEIRWAYFhYmJiIS1gsQlsnuJZ+x/4mO7RaUHeR6WkUf1VZNP8LV7fA7ELZoaEl+X/9mr44vaJLhijxWlgU2dwb5xZNR7UN/ssyyLHRLwZGaR8n0LLz1VVRuXUdzfU23XliFUEjPyaNg7GQ8GXmYaOg9mKiReqenQb0M6CVJkiRJkgZWwiH9J598wq9+9Suam9tXur3wwgsccsgh/PWvfyUnJyfpA5QkSZKGL8sCRUSCvd4E9arydc/o4WbfKvqo4VJN39Mq+qhkVtN3p4o+KtHHwdINMAwsIQjqFs2tOoGQSWqaQXOrgWmZkQkLRWC3WdhUE1XQVmlvIRAIVDH4113oTRV9VE+q6YUQBEIW/mDvzsqJxQIavTrZKXb0vT3zdd3ClZFPOJz82xsopmkBGik5YxiXkUtzzU4qKzbQ2tTQ5b4pGdkUjJ1ManYhQnXsDedlQD9Qvg7qZ8LGhRjezh9Dodmxj51FyJ03pN9TJEmSJEmShrKEQvodO3Zw3XXXEQpFqtyKi4tJTU1l+/btNDU1sWLFCq677jqeffbZPh2sJEmSNPxoKrgcKuE4Ky8Kuo56XA6V4biGZ6wq+qihXk3fmyr6qGRW03e3ij4qUOUlNduF3sltKkIQNAW1TSGafTqmGXleezwqozwjO2yvKgKHXcG2d7FNoapkOXOZ6ynEAhyKa1DGn72too/qSTW9ooAvaPTZGTXNPqPDWgLDKaDfl2GYIBxkFI4nNbuAHRuWUrt7e9zt88aUUjh+xtdnFcjq+UFBVQBvI2aw679Hy9AxvXVonhx0uWSZJEmSJEnSgEgopH/qqacIhUJMnjyZ++67j9LS0rbrXnrpJW6//XZWrFjBl19+yWGHHdZng5UkSZKGH5cNRuY4aW5tH5AqCowZ4cLt0sCChpYQlXXBmMcYPcKJQ4M4Of+QFauKPmqoV9P3too+KhnV9D2poo8yfGHCdfEfB0WAN2hSWRMgtM9Csxawp7Zj8NtGmGSk2MhJt6GhoJg2bKGUtn0HI5sQGI1BtBR7r4+le4M4ulVNLzr0+E8mc7j20+qErpsoNg/5JQfRWFuNHur4+mt3uskrngSqe0i+Dg1XNk1ga95JsGw5Vjj2+2Y7lklo+zrsgDNvIgFDBvWSJA0/Dz74IA899BAXXHABt9xyy0APR5IkqYOEQvpFixahaRoPPfQQI0e2r/g666yzaGxs5N5772XhwoUypJckSZK6xTBMxoxwULarlZD+dRA2MteJN2CxYG0ddk3h0MnpZKWZ1De3D1JdDoXCbMewC4g6q6KPGqrV9NEq+mC9H9WhojpcvTqe6tRQHZFqesMXwhbqXjV9T6voo+JV02uagt9rsafZQLcEivZ1uxrLtLBMs0Plt1AUhBJ5QBt9JigG+Tm9D72BHrXL6c4+lgClwIOrwNPt24l5PEUkXJVtWRZaH64cbR+Op+okwDQtnKnZ5BYWU1mxscP1eaPHYvdktrUBkgZeu4A+FP/9owMZ1EuSJEmSJA2ohEL6yspKioqKOgT0USeeeCL33nsv5eXlSR2cJEmSNPxZFqQ4FYryXWze+fVp+U67ysotzbT4DMCgvNJP0Qh7h5C+ON+Nxw7mMOs80VkVfdRQraa3CUGozoelKThLMnt9PNWlYcvzoEd7uCsCYVoJtT7pTRV9VKxqeiGgNQRNAZXsIzoWMKhBP9s/X4Jlfv24CUVhzDfmYOw3aaGm2lDdbujFc9yhuJiTM7fH+yYSwYaS/RzsRtsUy7LwOFU0VfTJYqWZqRqmOXT+xpLJMAUjxoynvnonQX9r2+WulDSyR5YOuzOYhrIeB/RRMqiXJEmSJEkaMAmF9H6/n9TU1LjXFxQUANDS0pKcUUmSJEkHFtNg8hgPgbDFjmo/EAnv01M09jSGEEBGioaxX0Y2ttDNxFEuTGN4JfSJVNFHDbVq+mjf8tZtjb1aXLQdAWlODTPT0e2e2L2too/av5peKAqbtvko2xVAUdoHXZoqmJXnQigCa5/ntFAEhsPFsmq1XdDssFkc6VFJtdPjli5WQMVOSs/27dFe/cuywG6DFJdKoze5qbFNE6S6DtyQ3rLA5s5kxOhSdmxa1XZ5fvEENFf6kJogHM5samIBveL0IGwOjJb62BvsE9Q78iYSlEG9JEmSJElSv0gopNd1HVWNf7qzpkUOEw73vApNkiRJOnBZFtiEySGlKThtgm1VfqrqAkwr8ZCTZsduE2SlaGzZFanidNgUSgrdTBrlQsUYEiFidyRSRR811KrpbUJg+nRcBfEn/3vCCuqopqMbPcyTU0UftW81vWGYtIZgZ00A0wKzm5MRumG1C+l1w2BbdYDpxW4MfXhNSCWTUxPkZzmSHtJnp9nxONpPqBxodMMie+RY6iq34WtpIiUjm4y8oiHxmnPAEIBQIqfxxKG4UrCPmw12D5QtxWisjnMsgVBULIbI7K8kSVIPvPzyy9x444385Cc/4YQTTuDBBx9k8eLFtLa2UlRUxBlnnMEll1zSlnf11Lx589i1axdfffUVjz76KK+88gq1tbUUFBRw8sknc/nll8csit2xYwePPvooCxYsYM+ePXg8HqZOncoFF1zAvHnzYt6XK6+8kuOPP57777+fr776CrvdztSpU/l//+//cfjhh/fqfkiS1Pd692ojSZIkSUliWRY2YTC9xMPYAhfb9wSpaQzhcQp03WRblY8Ul8rIXCejcx14HAqWMfwC+u5U0UcNpWp6HVDy3HS/O3rXDMuCbmSGyaqij4pW02NXqNoTwh9MXoBZWRdkwkgXtj5+jIUQOFWFoGlimkPrr8s0TMaMcFJe6W+3SG9vCAElBS5UYfWm29CwoDnTyC+ewNa1yygYOxnVPjQmBg8UYd2C1EIcpRAsW4YV9Le7PhrQh1x5mJaFs3R27KBeUXEUTcXMHU/QGAJvKpIkSb301Vdf8c9//hOPx8OMGTPwer0sXbqUe+65h61bt3L77bcn5XZ+/vOf8+GHHzJjxgymTJnCkiVL+Mc//sGHH37Ik08+SVZWVtu2X3zxBddccw0+n48xY8Ywb9486urqWLhwIQsWLOCiiy7i5ptv7nAba9as4V//+hcul4sjjzyS2tpaFixYwBdffMEtt9zC+eefn5T7IklS35AhvSRJkjRoWBZgGKTYYVqRE3/YiW6AaYGigE0Bpy2y2Kw1zFrcRHWnij5qKFXTG4bJYHjokllFH9VWTT8qldqm5J5d6PXrBMMWdgcJ9drvKZuiYNT4sOW4CA6xKTDLskhzK4wf6WZtRXImX0bmOMnPtGEMhiftANN1k4wRYyj0tZKWXTjoX2sORPGC+n0Den1v37iA4ukY1MuAXpKkA9Ann3zCt7/9bW677TbcbjcA77//Ptdccw0vvvgiP/nJT8jNze317Xz22Wc8+OCDnHjiiQB4vV6uuuoqFi9ezL333sudd94JQH19Pddddx0+n4+f//zn/PCHP2xrnbhmzRquuOIKnn76aSZOnMjZZ5/d7jYWLFjAYYcdxkMPPdRWnf/+++/zk5/8hD/+8Y8cccQRFBcX9/q+SJLUN2STQUmSJGnQsaxIIGQTJi7NJMVu4lJNNGGi62afhpQDSVUVrJbuVdFHBaq8aEmqHj4QaGGTQBKr6KMCVV4sv0Ew1HWoq9o0FE1t+1Ft8WsnTBNa/EaH/vbJJIRA8eu0bm+CVj2yfsAQY+ompYUu8rIcvT5WiktlSrEHtTunZwwg0Umbk2RR7B5GFE0Etfe/X6lvhHWLcGohjtJZCIcrZkAPYJoWAcWDrXQ2akaeDOglSTpguVwubr311raAHuCEE05g1KhRWJbFxo0bk3I7F110UVtAD5CSksJ9992Hpmm8/vrrNDc3A/Dcc8/h9Xo55phjuOKKK9p99ps6dSq33HILAP/85z873IbT6eRPf/pTu/Y5J5xwAmeffTbhcJjnn38+KfdFkqS+kXAlfWVlJQ899FCvtrnmmmsSH5kkSZJ0wBCi8+rg4RrK768nVfRRQ6mafqD1RRV9lOELo9f6yUyNLHoci2lahDQHed/o2Bs0pDkwzdj79fXjalMUglXNGAGdYGULjnGZQ66aHsCumMwcl8qSjRa1TbF/l11JcanMnphOmlNg7L9i9SAkBAjDh2pzt1vPINl03USxpWD04W1IvbdvRT2q1iGgj4oG9c7S2diaqjCySmRAL0nSAWfSpEl4PJ4Ol48YMYKdO3fi9/tj7NV9p512WofL8vLymDZtGitWrGDJkiUcd9xxLF68GIBTTz015nGOO+44XC4XO3bsYPfu3RQWFrZdd/jhh5Odnd1hnxNPPJHnnnuOL7/8Min3RZKkvtGtkP5vf/tb3OuFEF1uI0N6SZIkCUDTVMIGhE2L8N41HhUFbCo4NIE1hPph220qYd3o9URCT3rR728o9aYfSFrYJOANYUvtm2pgozVEfoqLMlXEDExNC5ZVhGJWxZtmiHhPfUXtuwc2WkUfqI0szhys8+EoSEVxq0PmbzHKNC08djh0chrrtvnYVu3D7EbOnp/tZFqxh0yPGDITXqoCNdvLyBgxCsWZ0acTm0Pt+XCgCusWVkokuIkV0EdFg3otexyhIfJ8lyRJSqa0tLSYl0cXjE1Wy7t4bWYKCwtZsWIF1dWR1mN79uwBYNSoUXHHVVBQQHl5OXv27GkX0peUlMTcp6CgAKDtNiRJGpwSCun3/aOXJEmSpJ7SNAVvCCorg+yqDdDqNwiGTSzLQlMV3E6VrFQbRflOMtwqwopcN1hpmoJoCqGl2QnrvfsA35sq+qh9q+kHG6emErasAa9KFgJMRcExNqMPb0MhVBNCVWKH9BAJ6s1uVCMLAakurc8C0mgVvbW3ZZJlWEO6mt40LZwqzBznoSDbTtkuP3XNobiPhxCQmWqjON/FmFw7mrCGTEAvhCDUWsfurRsJBnyMmjQHXVZDS5DwWRWmaRGSky+SJB2g+qNdHICqqjEvj37XiU4KmHsrCzobV3Qfu93e7vJ4bRGj28cbgyRJg0NCIf1HH33U1+OQJEmShjEhwBQq5dUhNmz34vV3DLQN0yQYNmloCbOt2s/oEU4mjfaQ4mDQtlbQwhb+3S24nBnoas/b8iSjij4qWk0/mKiqgtUcxOaxMdDLb1oWhKy+DV81FZpDkedzsrgdKg6bwOqDse9fRR81lKvpYe8XUsNgVJZGXkYqLT6LupYwdc1hgiETsNA0hcwUG9lpGhkeFadNEA4bcc9mGIxUYbC7YiPhoJ/aXRXkjByLPSV3SD5mQ40QAqeqE7a0LgNxTVWwESZgqgdMCzdJkiTpa1VVVTGr6Xfu3Al8XRybl5fH1q1b2bFjBzNnzuywva7rVFZWAnRobVNVVRXztqO3MXLkyB6PX5KkvicXjpUkSZL6lBCgo/JVeSvLNjXFDOj3pxsWWyv9fLG2kVqvhaoOvrcrTVPQ63wE63yEqlvRelGZopkQ6GUVfVS0mt4aRAGdZoJ/RzNGYwhNG3yPZbIZhsnIbDs2LXmVWSMy7bhsSTtcO5Eqem9bFX1UtJre1k8VZn1F102EaZLhhvEFdg6dmMKRU1I5ckoah09O4aDRTnJTFVRMwuGBnkbqHkUR+JtrqP3/7d13fF11/T/w1xl3JDd7t0lDd0oHFChFQGitFiioIEsKQlVkyBTBIsqyCvVnQQTZFEEQEMsXAZktCEVKKbvQPZO2SZo9bnLnGb8/wrk0yb3JHefOvJ6PRx4PuGd9kn5yk7zP67w/jXsAAIrfh/27N0OEkuSRZT5BEGCHG9qe9bC6WyAP0Y5KlkRYXU3Q9n0BO7xI828pIiKKwjvvvDPotX379mHjxo3Izs7GrFmzAACzZ88GALz22mtBz7Nq1Sp4PB6MGzcO5eXl/batXbsWPt/g9XjeeOMNAMBxxx0Xy6dARHGW+X8pExFRUumChA27e7GrwRVxerC7V8FHW7rQ6dYhiqlV1ZD9Ojz7ewAA3uZeSD41qsKLJInQneak6A2e/T1Qe6JbMNNsRore1+WBp6Ebcoo+FWEmXdeRYxdQUWQ35XyyJGBsRVZcVlAOlaI3eNtcQK+Sct9/0dC0vhY2qqICmgZoGjRFg6KoaZs6F3Q/Gndvhqp8vQhye1M9ejubIMVxDYORzijQq3Xr4W/cCd+Oj0MW6o0CvW/HR/A37IC2l4V6IqKR6L777sOXX34Z+P+uri5cd911UFUV5513Huz2vt8bf/jDHyInJwdvv/02HnnkkX6tPzdu3Ig//OEPAIBFixYNukZbWxtuueUW+P1f/17w8ssv49///jfy8vJw9tlnx+vTIyIThL1w7IGamprw7rvvYt26dWhsbERnZycEQUBeXh4mTJiAww8/HPPnz0dOTo7Z4yUiojQiySJqm33Y3eiK+hw9bhUbdvfiqCm5EJPeLKWPLItQ9vdC6e37BVj1KH1p+jF5EfemN6MX/UCqyw9fSy+kHOvwO8eZrAHuBiegA/5ub1+avtiWNv2+oyVCx8HV2Wjr8sHljW3ejh+VjaIcCZpJC5cdaGAv+oHSvTd9JpMkET2tjehobuj3uqYqaNy1GRNmlgBI/ntApjmwQK+09D3BoLmdfYX6ibOArNJA65sDC/Sap+9GmL+pFhYA9jGHwCPY2PqGiGiEcDgc+OEPf4jZs2fD4XDgo48+QldXF4455hhceeWVgf1KSkrw5z//Gb/4xS9wxx13YMWKFTj44IPR3t6OTz75BKqq4pxzzsHChQsHXaO0tBQvvfQSPvjgA8yYMQMNDQ348ssvYbfb8cc//hGlpaWJ/JSJKEIRFem7u7vxl7/8BStWrICi9D1GO3BBv88++wzPPfccbr31Vpx33nm44oorkJ2dbd6IiYgobbj9wNa9vTH3d97f5kFDuw1jSy0pUdyV/Tp6vkrRG7zNvcgtd0TUm16SRAg9fgiyCFuRuX3kNY+a9DS9JInQO739nhLwNHTDUVCS8c04NE1HQbaIqWNz8PmO7rAXcByopMCKyVVZgGZ+gX64FL0h3XvTZyJZFqF6nGjcvRm6Nvg9sau1CV0t+1BQMQ6qJrAQbJJgBXrDwEI9IAwq0BtYqCciGnn+9Kc/4e2338bLL7+M7u5ujBs3DldeeSUWLlwYWDTWMGfOHPz73//GI488gvfffx9vvfUW8vPzcfzxx2PhwoWYM2dO0GtMmzYNP/3pT3H33Xdj9erVyM3NxXe/+11cfPHFqKmpScSnSUQxEPSBVfYQ9u/fj5/97GfYuXMndF2HJEmYMGECqqqq4HA44Pf74XQ6sWvXrsAiFoIgYPLkyfjb3/42aEGLTOP3q+jsjD4pmi5KS3MBAC0tziSPhMg8nNfxIcsidjf78dGWLlPOV1ZoxbFT8yDEedHP4ciyCOzvRc/OjkHbsqvzIUWQphdFAXKceh7k5mYBAtDWMXQBNp5sggj3llb4Ovu38smdUgp9BKTpAUCUJOxq8mLDLid8SmSVuLJCK46YlAeHVY9LcdwqSfDv7oS7cfj3PnuZoy9Nryb/32wkv2dLkgBd9cLZ1oD9u7fA2dEacl/ZYkXJ6LEoO2gyrNmFUd8ooq9liR6otYML9AcSs3L7CvW6HrRAfyBL+ViI1YfArdlG9LymzMV5HT/G15ZS37x581BfX4/nnnsOM2bMiMs1nn/+edxwww2YO3cuHnroobhcg4jiL6wkvaZpuOKKK7Bjxw44HA5cdtllOOuss5CXlxd0//379+Nf//oXHnvsMWzbtg1XXnklnn76aVMHTkREqU3VBdS3mtdnvb3bD7cfyI6qUZt5gqXoDZGm6TVNhy9OLURES3KXnQmWojeMlDQ9AGiqivHlVuRlFWBDbS9au4Z/usEqC5hY5cCE0XbYRPML9FaLBEXVwkrRG5imTy5RFCBCQW9HExp3bUZXaxP0YW5YKn4f9tdtQ0fzPpSNmYjiynGQ7fkj4uZYvOiCBaI9p29F9BBv8prbCd+2ddChQ/e6Q59MECHYc6ALcVoRmoiIiIjSSliljldffRUbNmxASUkJnnjiCYwfP37I/SsqKnDVVVfhlFNOwaJFi/DZZ5/hv//9L+bNm2fKoImIKPX5FB29bvNadCiqDqdLRW6hCDVJidCBvegHiqU3fbxIkgCLKMLjT+x4DuxFP9BI6k0PAJqqoTRPwjHT8tHS5UftfjecLgUujxpoBWW1iHDYJZQVWnFQmR15WSI0VUWQTiYxkWURYrcP9nwb3EP0oh+IvemTQxAASdThcbZi/+7NaG+qh6ZGdnvL63Zh77Yv0NZYh/KDJqOw4iCIluwR8b1nNo8qwT5qCqwAfPs2hy7Ue4d5ulYQYa2eCpTXwKMm94YqERENb+XKlVi5cmVExxQVFeE3v/lNnEZERJkorCL9K6+8AkEQcOuttw5boD/QhAkTcP311+NXv/oVXn31VRbpiYhGEE0HvGEWAMPV41EgCDaYuspqBIZK0Rui6U0fTzIEaG1uWIrs8CeoKDdUit4wktL0AKCqGmQAVUUyRhXmwqcAXkWHouoQhb4ivVXqS9FrqhaXRWIBQFZ0eBp74JDEIf99gmGaPrEEARDhQ+ue7ajfsQl+nzem87mcXdi94SN0Ntdj1PiD4SgaDb+f/46RCrdQHxIL9EREaWfr1q34z3/+E9ExlZWVLNITUUTC6kn/7W9/Gx0dHfjkk08gRNg71+fz4fDDD8eYMWPw2muvRT3QVMee9ETpi/M6PryaiLc+bYfHZ15h+NAJuaipTE76eqhe9ANF2ps+Hox53V3Xid5dHciZWgJPgupBoXrRDxSv3vR9v6oIAPSUuFESiiD0rd+j60CYSwTFRJZFCG1euLa1wZZng2aT4Gka+qbTQKnQm34kvWfLsgjV14OOxjo01W2Duzf6z1kUJRSVj0b5uKnIyivhgrIxsksq0LglskL9EAX6kTSvaeTgvI4f9qQnIso8Yf253t7ejqqqqogL9ABgtVpRXV2NpqamiI8lIqL0JQiARTa3Kmy3iUkrKsl+HZ5hUvQGb3MvJJ+KOK0JGzbNq8DT4ITS64O/xWX6v0cwkiRC7x46RW/wNHRDNrF1kSyLUAUJTp+ATrcOp1eAKoh9N1hSkK73rUuQiAI90Jei9zY6Ifg19O5qh8UmQbRKEZ3D2+YCehWIYpIn9wihKBp0MRsl1VNRc+Q8VE2cDqs9K6JzCIKA/JJyTD7iOBw041jYcsugqCzQx8qjSsCoKbBWHYyw3uwFgQl6IiIiIgoprHY3Xq8X2dnZUV8kNzcXtbW1UR9PRER9hRZRFKAmMcEaCasEZNskOF3mNDQRRSAvW4ZmdpPuMAzXi36gVOlN7+/0wNvRt3Chp6kHuaXZ8Me5NjRUL/pB4zOpN70gCIAkYed+L+qa3Gh3+qBpfXOmKNeK6nI7xpTaIENLWEE81ciyCLXNC9Xpg9bjg+rum6PWwqyI0vTsTZ8ciqpDsOaiYtJhKBp1EJrqtqKtcQ8U/9ALEefkF6Fi3BTklVRBkO19Pz9G6PdAPKiCBZa8EgiSDF0Z+ueDIFsg5pbABxlAevwcJyIiIqLECetPdU3TIEmRJa0OJEnSiP2jmIjILBZRgMWnpU2C1SIJKCu0mna+fIcFWdbkJOkjSdEbkp2m17wKvA1OGCuTqm4l7mn6SFL0hljT9IIA6KIEZ5sPuxpdaO3yBRZb1TSgtcuHT7d147MdPfDrYtKfbkiWA1P0iquvsOtucDJNn0Z0HVAUHVJWEcZMPQqTZx0Pe3ZOyP0rJ0zFpCPmomDURGiCNW1u8KYLWRJh6W2Cb+cnwxboAUD3++Db+Qms7mbIEr93iIiIiKg/PmtJRJQGRFGA+FXyVRaS+9Ztk8SwCr2KoqKyxAa71ZzxVpXaYZcTX6GXZRFKmyvsFL0hkKaP4SZ3tCRJgL/TA6W7f8rW09QDycQ1AgaSNcATZoreEEjTR3nzQJBEdHb64Gl0YkyhJeR+e5rc2LSnF4I48n71kWURapcPqtMHtccH/asbN5rn6zR9JIw0vWWk3vFIMl3XoagCsgtGoWJsTdB9snMLUFo9GbqUnZQ1PDKdLImwuprg2/ERNE9v2Mdpbid8Oz6G1d3CQj0RERER9TPy/lIlIkpDsiDA29gD934nRE/yEqyiKAAuBZJXGzaRrOtAjg2YUBl9uzRDYa4FB5XZkpIEjSZFb0hWml6G0C9Fb4hnmj6aFL0hljS9TxGgdnrQuKUduYqKwtzQhfr6Fg96feG1j84kwVL0Bqbp05ei6CisOAg5+UWDtlWMnQzZnpeEUWW+aAv0BhbqiYiIiCiYsHrSA0BbWxteeOGFqC7S1tYW1XFERPR1it7T6oKuaPA29sAyrgA+JL7XuUUQ4W3ohGiTIFfnwT9MQlNTNUwYlYWWTh+aO4bunRyKVRYwbWwOsq2AYk57+7BF2ot+oGT0ppckAXD6B6XoDfHqTR9JL/qBou1NL8siXE4V3XXdUBUNrn1OjBlbgA5n8H8vt1dDY7sXk0fF1gM/nQzsRa8PuHFzYJqevenTj2TLQcW4Kdi5fm2gtWRuYQkKysaMmDmeSLEW6A2BQv3EWUBWKRQTF9AmIiIiovQUdpG+rq4ON9xwQzzHQkREQRgpev2rgountRe2UTkQbSI0LXF/2IuiAPT64G1zQZBF5JXnQJGHX4PQKmo4YlIePtrajdauyAr1VlnAoRPzMKpQhpKEBVhlv46eKFP0Bm9zL3LLHVCkxKzXKEOAp8EJOcTcCKTpK3OGvckSLkkSoXdGl6I3eBq64SgoQST3YSRJBHo86G52AQC6m12oqMpFYa4lZKHe6VL7FpodIWRFhytEit7gbnAiv9wBn1WC5gv/+8zb5oJtVC7EbCmh70X0NUXRkFdShbziMnS1NkEQRYwafzBEqwMai/SmEgTAqjqh7N04dIFeEGGtngpoGnz7Nod849fcfeeyTpwNBZG1nCIiIiKizBN2kT7WhV9H0h/ERERmOTBFb9D9yUnTWwSx72aBqkNXVfiaesJL02s6cmzANw7Ow5a9LuxudEMNo6BXlGfB9LE5KC+QoSajQB9jit6QyDS9kaL3drghZ4VetNfsNH0sKXpDNGl6SdXh2dcdSIfrmj5smn4k/T5yYIoeqgZLvj3kvlqvH3k1xRHPd92nQM6xwKcl/nuU+giyHaPGHQxnRyvyi8uRWzyaKfo40HXAL+fAUjUFmqcXmtc1eCejQF9eA0CHFQhZqBftDshVB8MnOQD+exERERGNeGEV6bds2RLvcRARURADU/SGRKfpD0zRB8bQ3Bt2ml5VddgkHYeOd6CyxIbd+z1o7fLB7VH71XWtsoA8hwXV5XZUFlthl5GUAj3Ql6L39vphybfFfC7No8DqU+OepjdS9AN70Q9kZprejBS9IZI0vSSJ0Lp90Hu8/V4fLk1fmm8ZMalvWdHR29ANTdch2CUAofvOe3u8sNoKIORbI5qjGgBNY4ExmVRVg6NoFEpGHYSSqnGAaAXYPiUu/IoO5IyCdeIR8O34pH+h/oACvUftuwNqHzUlaKFetDtgnTgLPkcFb6gQEREREYAIkvRERJRYwVL0hkSn6Q9M0Rs0b/hpeuCr+oSqojRXRGl+Dtw+HR6fhl6PBl3XYbOIcNglWC0CbJIORdGgJimcKwiALgmwjM1H6GVII6MLwldfhPgUzw5M0YfDrDS9GSl6QyRpelkHXPu6kWUVYbeK8Pj69h8qTZ+fI6MkT07KAsSJZqTo/d19NzGGK7xrXhXexh7IY8P7fqbUokNG+dga2ByF7G8eZ0EL9UEK9ADgUaVBhXoW6ImIiIgoGJOXjSMiIrOEStEbPK29ED1KX8o9joKl6ANjaO6F5NUQSQcRTdOhKSpsooaCLAFjimVUl1hQliciS9Yg6WrSCxe6DnhVDT5dN+3Dq2kxt44bSrgpekMgTS9H/6uAJInQu81J0Rs8Dd2QhykySpIIOH3wdbohi0BhnrXfHOxudiFXUVGY+/UtFkkEJozORpZZd11SnKzo8DR0R3SMp7kXomdk9ezPFJqmw5pTClUP/bQEmcev6PB/VagXs3KDFugNHlUCRk2Btergvn1ZoCciShm1tbWYOXMmlixZEnKf999/Hz/5yU9w9NFH47DDDsMZZ5yBFStWxPX3eiIamaJK0vf29sJiscBq/brf7d133x103/Hjx+N73/tedKOL0erVq/H444/jyy+/hMfjQXl5OebOnYuf//znKCkpScqYiIjCMVSK3pCoNH2wFL0h0jT9QLquQ2XqM2aiKEBwK5CyZGSNzgUAWG191WjNG7o3vaADkl+HP8qarKwBvg43ZEfoa0RM16E5/ZALrCGLWLIOuOv70vuarqPAIUHXbWjp9EFV9UFpeqss4OCxuRhXbkvKAsSJNjBFHy7Nr8K3vxeWsXnwKeZ9Xwp2FV4tvCc8BrKJWdA9LDyHYyQ8IZJKjES9bbINqi0/aIHeYCTqbUWj4bUXs0BPRJQCWltbcdlll8HtDv07yjPPPINbb70VFosFRx11FCwWCz744APceOON+PTTT7F06dIEjpiIMl1ERfr29nbceeedeOWVV7B06VIsWLAgsO2BBx4ImrySJAlTp07FhAkTYh9tBB577DH88Y9/hCAIOOyww1BUVIQvvvgC//jHP/DGG2/g6aefRnV1dULHREQUruFS9IZ496YfKkUfGEMEvekpPnRdh+qwQHLkB17LKcgGACidof/tAPTd3vFHWbgWAWt1Pkws0Q9LkkSguy9Fb9A1DYU5ErLtWejuUdDrUeHt9KBCAA6fnIeSPAvysgRoyeqflGBGL/poeJp7kVfhgGARTUuIeTU3Pmr9EKoe2ddfEiQcWTIbVuSYMg4is/kVHaq1CFoYN5s9qgTRWgSNBXoioqTbvHkzrr76atTV1YXcZ/fu3fj973+PnJwcPPnkk5g6dSoAoKGhAYsWLcLzzz+POXPm4KSTTkrUsIkow4X9jPuePXvw/e9/H88//zw8Hg/WrVs3aJ+cnBzMmjUr8FFcXAxFUbBs2TJTBz2c+vp63HnnnbBarfj73/+OZ555Bvfddx/eeustLFiwAC0tLbjtttsSOiYionCFk6I3GGl6WYhP97KhUvSGQJpeYge1ZNF1wO9X+30YBr4e7CNaXlWDF3pcPsJJ0ff7Gmg6bBJQViBjTJkN1aU25Pa6cXCFDbk2QBshKWNZFqF2+SJO0RsCaXrJ3JY3qq5G9UGU6iK5QT5SFq0mIkpVXV1dWLZsGc4++2zU1dWhqqoq5L7Lly+Hqqq48MILAwV6ABg9ejRuvvnmwD5ERGYJq6Ki6zquuOIKtLa24qCDDsL9998feFM60OTJk/Hkk08GPh5++GHIsox3330Xe/bsMX3woaxduxZ+vx/HHnssjjrqqMDrVqsVv/jFLwAg6E0GIqJYCYIAi0WC1SrBYpEgy2JE/dqB8FP0hnj1pg8nRR8YQxS96YkidWAv+mB0XYem6RDR9+HvdEPr8sZ93YZUEk0v+oHYm56IiIiGoqoqdu3ahc8//xy7du2CmiZPKz7xxBNYvnw5ioqK8MADD+C0004Lue/bb78NADjhhBMGbTvmmGOQm5uLL7/8Ek1NTfEaLhGNMGEV6d944w1s27YNEyZMwL/+9S/MmzcPojj8oVOnTsX3vvc96LqOV155JebBhkuS+nqXNjc3D9rW2toKACgsLEzYeIgo80mSCEGS4PQCX9a58cGWHqzb1out9V64/CJESQqrUBhJit4QrzR9OCl6A9P0lAihUvQhfbW/PELCq7Gm6A3xStMTERFR+mtra8M///lPrFq1CuvWrcOqVavwz3/+E21tbcke2rAqKipw/fXX44033sC8efNC7tfa2oq2tjZYLBaMHz9+0HZJkgKvb926NW7jJaKRJaxqyptvvglBELB48WLk5eVFdIFzzjkHuq7jo48+imqA0Tj66KNhsViwceNG3HLLLaivr4fb7cbatWtxww03AAAuvvjihI2HiDKbLItodWpYu9mJtz9vx6baHtTud6O20YX1O/te+3h7D3p8Ql8SeKhzRZiiN5idpo8kRR8YA9P0FEfDpehD8XW6Aadv2O+9TGBGit7AND0RERENpKoqXn/9dfT09PR7vaenB6+//nrKJ+rPOuss/PSnP4Xdbh9yPyPwWVJSEjKgWlZW1m9fIqJYhfUX6/r165Gbm4vjjjsu4gsceuihyM/Px65duyI+NloVFRW46667kJ+fj3/+85+YN28eZs6ciR//+MdwOp249957sXDhwoSNh4gylySLaOhQ8MHmTjS0euBXBkd2PT4Ntfvd+GBTJzrdeshiYTQpeoPZafpIUvQGpukpniJO0RtGSJrerBS9gWl6IiIiGqiurm5Qgd7Q09OT0DbH8eRy9f09NlQx32az9duXiChWcjg7tbW1YezYsUO2uBFFMdBmZqDRo0cntEgP9LXaOeGEE/Dvf/8bM2bMQEFBATZu3Ijm5mY8/PDDmDJlCsaMGWPa9SwWCaWluaadL9WNpM+VRo5o5nVjuxdb9vVClC1wDPOO6teBzfs8OGZqPkqLLIO2a34NroZWZNssgC3ioUBwKciCgHwTvj99Lb1QPCocjsgGIvQocAgiLKWOmMdA5siU92tvYw8UvwZLhHMSAODXYPPpyBuVGV+LYFSvAn+PAtv0ctPOKYgCZFlGfmEUX/MDtHm9yHbYoEW4EKwoSLDbLSjOD/7vlilzm+hAnNeUiTivM0d399BP7HV1dSVoJPFl1L7CeaJQ1zM8CUJECRNWkd7v9w+7z6ZNm0JuUxQl/BGZYPPmzfjJT34Cm82GFStWBFbi9vv9+POf/4y//e1vOP/88/Hqq68iOzs7oWMjosyhqjp2N3rg9oXfmqbDqWB/hw+FuYOL9Eq3B/6OyFp5HEhXNPganZDzbBDl6NPsml+Ft7EHiCBFHxiDT4V3fy/kXBsEJurJJKrHD29jFCl6gw54G52QC22Q7IO/9yI+na5D92sQrcHDCckg2WRIY/KTPQwiIiLKYMO1P87Pz4zfRRyOvsCRx+MJuY/X2/f0ImtKRGSWsIr0BQUFUa9Yres6GhoaUFJSEtXx0fjDH/6Ajo4O3HfffYECPQBYLBYsXrwY69evxyeffILnnnsOF1xwgSnX9PtVdHZm/mNORgqipcWZ5JEQmSfaee3VRNQ29KDXFdmNyK21QLEDELSvi/tWSYR/dyfc3aF/EQyHa58feqEdPpsITYu8oikIgF2UgJIsWEqyohqDDqC32wO3kto9KS2yBEnR4BV0ZGIAJlPeryVJhNztQ1djd/RFegBweYEiO5Q8K1Q1sjUfBrJDgO5WoORYYj7XSOCz+uHq9UKNMEkvCRI82X60dPefw5kyt4kOxHlNmYjzOn6S9XTCQQcdhJycnKAtb3JyclBdXZ2EUZmvvLzvycTW1lbouh40UW/0ojd60xMRxSqsmOPkyZPR3t6Obdu2RXyBdevWobe3FwcffHDEx0bD6/Xi008/hSAIOPbYYwdtFwQBc+bMAQBs2LAhIWMioswjigJ63CqcERboAaCjxw/PAQ8oxdKLfqBYe9PrOuDRVHitQkwfqV6gFwRA8qpQWt2QQ7Rqo9QQdS/6gUzqTS/LItR2Dzz7Mr/PPREREdGBJEnCSSedhJycnH6v5+Tk4KSTTgrZAjndFBQUoLy8HD6fD3V1dYO2q6oaaOlcU1OT6OERUYYKq4rzzW9+E7qu4+GHH474Ao899hgEQcDcuXMjPjYa3d3d0DQNgiCE/AFhvJ7oNjxElDkEAfBH0Q4GAFRVg6b1nQMAZEHoW6RVMSeR62nthehRIIrRLfio67F/pDpZkuBv6YW7vhuST0UY7SYpCSRJBJw++DqjbwN1IF+nG3D6Qi7eHA5Z0eFudMLb4Yr5XERERETppri4GOeccw5OOOEEHHXUUTjhhBNwzjnnoLi4ONlDM5UR7ly5cuWgbWvWrIHT6cSUKVNQUVGR6KERUYYKq93NaaedhnvuuQevvPIKZs6ciR/96Edhnfyxxx7D6tWrUVBQgO9+97sxDTRcxcXFKCgoQGdnJ9555x2ccMIJg/ZZs2YNACQs3U9EmUfXASnKIrgoChCFvnOIogDRo0Lza7Dkx7Y444GUDg/kUTnwIbUT7clgpOhdTb1QPQr8zb2Qq/LgT/H0/0gkQ4Cu6siZUGTaOXVVhwwhqu8MWRahNruh9PgAAJ4GJ+y5xfwuIyIiohFFkiSMGzcu2cOIq/POOw//93//h4ceegizZ8/GzJkzAQANDQ34/e9/DwC45JJLkjhCIso0YRXpCwsLcfnll+OOO+7AbbfdhvXr1+Oyyy4L+aZcX1+Pe+65By+99BIEQcCvfvUr2O12UwceiiiKWLhwIR544AHcdtttGDt2LCZPngwA0DQN999/P95//33k5eXhjDPOSMiYiCjz6LoOh12C3SrCE8HCsQCQmyXDIn9d4NdsEmyTCs0eInQhDSLtSSBLEvyN3VA9fU9TeZp6kVvmgCKlx1MAI4lf1yAWmXfzCgA09P0+EA1Z0dHT+HVfXW+HG3anD5IJfe6JiIiIKHVMmTIFv/jFL3DnnXfi3HPPxezZs2G327Fu3Tq4XC6cddZZOPnkk5M9TCLKIGEV6QHgZz/7GWpra/Hcc8/h5Zdfxssvv4yxY8fi0EMPDTzW1NbWhu3bt2PTpk0A+opY559/fsKL4Zdffjm2bNmCt99+G6eeeioOP/xw5OfnY8uWLaivr0d2djbuvvtuFBWZl8wjopFF14Ecm4DyIhvq9kfWiqOqzA67rENRAE3T4Yu52XYICivOAx2YojcwTZ+6NE2PagHkeBiYogcA6EzTExEREWWqiy++GBMmTMDjjz+OL774AoIgYMKECVi4cCF+8IMfJHt4RJRhBF2PLDf47LPP4q677kJnZ2ffCQY08jVOl5OTg1/+8pc499xzzRlphHRdx/PPP4/nn38eW7ZsgdfrRVlZGY499lhcdNFFpq867ver6OyMfdHHVGesIt/S4hxmT6L0Ee28FkUBrT063vuyA0qY/ekddgnHH1qIbFkb8altWRbh1wT4FB263ldAl0XAJgOKSf35B7LIErR93eit6+r3umSXkTujDN4MStPz/dpcdgjo2djSv0gPAAKQP60MCtP0IfmsPfio9UOoemS3MiRBwpEls2H19V+cjnObMhHnNWUizuv4Mb62RESUOSIu0gOAx+PBK6+8gnfeeQcbN25Ea2srNE1DYWEhampqMGfOHJx22mnIzR05PzhYpCdKX7HMa1GWsL3Biw27ujFcfc5mETGrJg+jC+URXcyTZBFuP9DapWD3fje6e/1QNUAUgGy7hKpSOyqLbXDYAM3Er5MgADYFcG5oDrS6OZDjoHyIGZSm5/u1eWRZhNDshnN7W9DttqIs2GuK4Y2yjU6mE+wqvFp0i//axCzoHqnfa5zblIk4rykTcV7HD4v0RESZJ+x2Nwey2+0444wz2NOdiEY8TVExcZQNkpiH7ftccLoGF38FAIW5Fkwdm4NRhTLUDCkCR0OSJTR2+PHl7h509Qz+Wnl8Gtq7/di+rxeTqxyYMNoOqOZ8vQb2oh90bfampxAG9qIfiL3ph6Z7JFiRM/yOwY41eSxERERERESpKKwi/UcffYTc3FxMmTLFtAtv2bIFTqcTRx55pGnnJCJKBl1VMaHCitFFVjR3+bGnyQOfokEAkGWTMLYiC0W5MmySPqIL9LIsYm+bH59s64bPP3Qh0+3V8OUuJ/yqjoPHZEGPsVAfrBf9QOxNT8EE7UU/EHvTExERERERUQzCKtKff/75mDVrFv7xj3+YduElS5bg888/DywyS0SUzlRFg1UExpZaUFVsCbS+kSUBInSoqmpWIDwtCYKALreOz3cMX6A3aDqwZU8PcrMkHFRqialP/XApegPT9DSQrOjQBEDOsQ5ZqGeanoiIiIiIiKIlhrtjFK3rk3JOIqJkUhQN0DRI6PvQVZUFOwCSJKKuyQO3N7KvhaYBu/e74VOF4XcOwUjRe4ZI0RsCaXpJGnbfdCKKAmyWzPqcEkGWRcClQHP6YCuwD73zV2l6mb/aEBERERERUYTC7klfW1uLxYsXm3bh2tpa085FRESpzeXT0dDqjerYti4fulwqih0CNC3yCmi4KXpDJqbpLYIAdHoh51tjeiJhpJEVHZrLj95dHcgeVwBLrhV+J9P0REREREREZK6wi/Tt7e146aWXTLmoIAjQdR2CEH0ykoiI0oMoCujqUdEdZFHdcKgasK/Fg7I8BzQtsp5B4fSiH3S9DOtNL4oC4FLg3teNLEcxovtXGHlkWQS6/VDa3fC3u+GxiLCPLRiySM/e9ERERERERBSNsIr0P/jBD+I9DiIahiAANlmGT1WjShMTJYsgCPD4YksVR3t8pCn6wPUyKE1vEQR4G5zwdXpg6/BALs1imj4MRoreva8bAOBtccFelcc0PREREREREZkurCL90qVL4z0OIhqGLEnQWl2wFNnhRZpXDWnEMeO5qUhnfTQpekNGpeldCrxtLgCAp9GJ7EI70/TD6Jei7/T0vajp8OzrZpqeiIiIiIiITBf2wrFElDyCAEg+Fa69XUCPv699BVGa0HUddltsP26ybVLEhX5ZkuBv6Y04RW/wNPVC8qlI585smk+Ft8EJXe27xeF3+qB1ePqK0BTSwBS9wdviAhQNllzrkMd7O9yA0wdJStzXWZIEyAm8HhEREREREZmHf80RpQFZkuBv7oXS64e3wdm3CCRRmtA0HfnZEgpywl4GpR9ZEjCm1B5R6xAjRe+JIkVvCKTpJSnqcySb0uUNpOgNnkYnJIVP44QiyyLgUvqn6A1fpemt+fahT/JVml6O8cssCAj7pqxFBWSfltY3lYiIiIiIiEaq6ComAA4++OCw95UkCXa7HSUlJZg2bRoWLlyIWbNmRXtpohElkKL/qtjobXfD1uOH6JDZm57SRpYFqCy1o7OnJ+JjS/KtyM0WI1o0Ntpe9AOlc296zafC2/h1it4QSNOzN31QoVL0hkT2preKIgQN8AzT7EmWRagtbqgeBfKYDGjRRERERERENMJEnaTXdT3sD0VR0NPTg9raWrzyyiu44IIL8Pjjj5v4aRBlLiNFbxQbdU1nmp7SjqpqqC61IycrslS6LAkYPzoLFjH8CrkZKXpDstL0dlmKqVWKKApQuryDk+BfyZQ0vdmtv4ZM0RsSlKYXRQHo9UPtHL49kazocDc44WnqgeRN7xZNREREREREI1HUFYDNmzfjhBNOAADMmTMHjz76KNatW4eNGzfiww8/xBNPPIGTTz4ZADBz5kw8/fTTeOihh7Bw4UIIgoBly5bhiy++MOezIMpQRop+YLHR2+5mb3pKK7oO5NqBwyflIdsWXsFbEgVMG5eL0UWWiBLfsfaiHyjRvellWYTe4YEcQ8jdIgjwNjoBNXiFOBN601tkCVYVpv67yIoO+FV4m3ogWaWQH0qXFyIEZJU7YMm1hvzQFA3o9Ud1w6Xv37Cnr9A/RDBelkWoHR4oPT5oXhW+pvRu0URERERERDQSRd3u5umnn8aqVavwox/9CDfeeGO/bXl5eZg9ezZmz56NcePG4f7778euXbtw5plnYs6cOZgyZQpuueUWPPPMMzjkkENi/iSIMlWolh1Gmt42uQjeYdogEKUKRdFQUSBh9sH52LC7B+3dPoTq2JSXLWPyGAfGlluhRdC6w0jRu0xI0RsCafqqxLQRkRUdvXu7kDUmH3KhLeKWNKIoAC4ldBL8K55GJ7IL7TDnVkZiGTcwlTY35FEO+E1o2yMIgCCL0BQNglWGpXToX5GUXh+yp5RA0Ya/dqQ3EowUvbfNBV3V+9L0xfagc0FWdHicXlgKbPB3euFp7kFeuQOKnH4tmoiIiIiIiEaqqCN0K1asQE5ODhYvXjzkfj//+c+Rl5eHZ555JvDamWeeifz8fHz88cfRXp4o44VK0RuYpk9dsiTCGkOrkkymKBpKc0UcOy0P3zykENXlWchzyHDYJeRmyygvtGH2wfk47pACjC+3RFSgB8xP0RsSlaaXZRFquxt+pw+eeiekKO4JWAQB3obQKXpDOqfpjTZgrvpuSB5zFkvVdUD3aejd3wMF+rAf7k43/E4vFEmAF/qQH5HeaDFS9MZ6AqHS9LIs9hXwLTJseVkQJIFpehpxJEmAJPF3ISIiilxtbS1mzpyJJUuWBN3udrtx//3349RTT8XMmTNxyCGHYMGCBbjjjjvQ2dmZ2MESUcaLOklfW1uLSZMmwWq1Dn0BWcZBBx2ErVu3Bl6TJAmVlZXYtWtXtJcnynjDLXzJNH3qkv06oGgQ7SIX9w1CVTVIAMrzRJTl5cCr6H2JXwGwSAIsYl9RU4mizi75VKh+DbaSbLOHDa3LC7k0O65pelnR0dPYt7iur9sDe7c3ojS9kaL3trmQbR/65zOQnmn6AxfT1rwqfM09kKvzYk7Ty7IIpckFpSf0YrD96ICnvhtZuSUwc0YcmKI3+Lu9QdP0sqLD1+uH3uUFAFgL7fC2upmmpxFDEADV0w1BkgDR/Pd9IiIKzu12o76+Hn6/HxaLBZWVlcjKykr2sCLS2tqKyy67DG63O+j2zs5OnH/++di2bRtyc3Nx2GGHQZIkfPnll3jkkUfw6quv4umnn0ZFRUWCR05EmSrqIn1OTg4aGxvD2rehoQF2e/8F1rxeb9q9iRMlyoFFqKF4292w9fghOmQWg1OERRbhr++F5vHDMr4APt5ACUlVdQAqLAIAIwSpAbHUWlWrBGlcPuKRIdYBaHrsbVVCkWURavMBRWId8NQ7kZVnC7uIbqTo9WFS9IZAmr40K+K0d7IMvIHpae5FXlkOFEtsBWnZr6Nnf09Ex/g6PbA7fZDyrFBVc75+A1P0Bk+DE46Cr2+oyLIItdUNURTRU98N6EDOjHL4JM/XafrqxLRoIkoWSRKwv34nZIsNJdVToYT53kdERNFpa2vDZ599htraWqjq179jSJKEcePGYebMmSguLk7iCMOzefNmXH311airqwu5z7Jly7Bt2zbMnj0bd999N4qKigAA3d3d+OUvf4n//e9/uOmmm/DII48kathElOGifsZ96tSpaGtrw1NPPTXkfitWrEBrayumTZsWeK2lpQV1dXUYPXp0tJcnymhGK4fhWnYYaXpLola0pGFJPh2eJic8rS6IbpXtiBLMr6jwK1rcPtQ4FoBkRYe7sX+R2Nftgd7tDaslzYEp+kh4Gp2QlPQobAVrAxZI08fQYkqWRSjt7vBT9Iav0vSySV++YCl6QyBN/9VckBUdaq8faocbitMHpccHtcMNa2FfKMLT3APJm7gFj4kSTRAE+Hra0bx3J5rqtkHxdHO+ExHF0Z49e/DCCy9g586d/Qr0AKCqKnbs2IEXXngBe/bsSdIIh9fV1YVly5bh7LPPRl1dHaqqqoLu5/F48PLLLwMA/vjHPwYK9EDfGoz/7//9PwiCgP/973/o6OhIyNiJKPNF/Rftj3/8Y+i6jttvvx133HEH9u3b12/73r17cdddd+F3v/sdBEHAj370IwB9dyyvvfZaqKqK+fPnxzZ6ogw0XC/6gdibPnVYZBH+FhdUtwJd0eBtdEJmxYDCYPSiH1Qk/ipNH05v+khT9IZ06k0f6gamp7k3pt70sl+HJ8IUvcHX6YHu9EEyYR2KUCl6g9Gb3uhFL4oi3PXdge3ufd2wZNvYm55GBEnU0FS3FT6PG+5eJ1r37YTM3vRERHHR1taGVatWQRmmH6WiKFi1ahXa2toSNLLIPPHEE1i+fDmKiorwwAMP4LTTTgu6X1tbG6ZNm4bDDz8clZWVg7YXFxcjPz8fuq6jubk5zqMmopEi6nY3xxxzDK666ircc889ePTRR/Hoo48iOzsb2dnZ6OnpgcfjAQDouo6f/exnmDdvHgDgd7/7HT7//HMUFxdj4cKF5nwWRBlkuF70A7E3feqQfDpcTc7A/3taXbCNymVvehrWgb3oBwqnN320KXpDOvSmH6oNWCy96SPuRT+QSb3ph0rRG4w0vbXQDs9XvegV59fjPjBNz970lMlEUYC7uxltjV+nNZv37UTRqIMgZRVB54QnIjLV559/PmyB3qAoCj7//HN8+9vfjvOoIldRUYHrr78e5557Lux2OzZu3Bh0v8rKSjz99NMhz1NXV4fOzk6Ioojy8vJ4DZeIRpiYYl+XXXYZHn30UUyfPh0A0Nvbi5aWFrjdbui6jpqaGtx333247rrrAsf09PRg/vz5eOqpp5Cfnx/b6IkyTKQpegPT9Ml3YIrewDQ9hSNkit4QRpo+2hS9IR3S9MO1AYs2TR9Lit5gRpp+uBS9QXF6obW7B6XoDUzT00gg6H7s37UZiv/r902fx42muq2QxPRYX4OIKF243W7s3r07omN2794dckHWZDrrrLPw05/+dNCaiZG64447APSFVwsKCkwYGRFRDEl6w7HHHotjjz0WTU1N2LFjBzo6OpCVlYXJkydjzJgxg/Y3+noR0WCRpugNTNMn38AUvYFpehrOUCl6w1Bp+lhT9IZUTtOHs5h2NGn6mFP0hhjT9OGk6AEAAiBJIpQuL1S30i9Fb2CanjKdJInobduPjuaGQdvaGvegpGo8bLnl/JlLRGSS+vr6QT3oh6OqKurr6zFx4sQ4jSp5HnzwQaxcuRJ2ux2LFy9O9nCIKIPEXKQ3lJeX8zEfohiEU4QairfdDVuPH6JD5h+mCWaRRfjre/ul6A1Gmt4yvgA+3kChAWRZhNocRpH4qzR9Vp5tUBE91hQ90LcAo9rrBzq9sJU74PcrKfU+Eu4NTE9zL/LKcqBYwitIy34dPTGm6A2+Tg/sTh+kPCtUNbIkb7gpeku+HZpbgSgI8O4dnKI3uPd1I2dGOXyS5+s0fXUe/EosDXmIkk+WBfhdHWjYuRGaNng+K34fGnduRPXBWZCz8kO2CCMiovD5/f6EHpfK7rnnHtx3330QRRG33347ampqkj0kIsogMRfpe3p68I9//ANvvvkmdu/eDZfLhezsbBx00EGYM2cOFi1axMd/iMIQbYrewDR98oRK0RuYpqdQwknRG4Kl6WNN0QuCAAgCvIqOXreKrm2dcFgs8IkC8h0iZAERF5zNFskNzEjS9Kal6A1RpukjSdHb8mzwt7uhelQoHR4IFjFo722m6SnTyLII1eNEy75aNNVth8cV+n2zvake7l4nKsbWoKC8GpLVwWI9EVEMLBZLQo9LRT6fDzfeeCNefPFFyLKMpUuX4pRTTkn2sIgow8RUpN+2bRsuvfRSNDY29vsjsbe3F5s2bcLmzZvxwgsv4IEHHsCUKVNiHixRpgr0ou/wQLRG3zvY3+uDrVeBmC2xGJwgQ6XoDUzTUzBhp+gNQdL0saToRVGAVwFaOr3odatQNR1o96KiIAu7dRGqpmNKtQPl+TLUJCawI72BGW6a3swUvSGaNL2Rorfk2QBBgK89eP9WI0Uv22Q4t7VD86kQZTHkOwrT9JQJJEmErrjQ0bAP+3dvRW93R1jHuXu6sXvDR8jZtwujxh+MvOJKQLJCjeGJIyKikaqyshKSJEXU8kaSJFRWVsZxVInT1taGyy+/HJ999hlycnJw991345vf/Gayh0VEGSjqIr3T6cQll1yCxsZGlJSU4IwzzsD06dORk5ODrq4ubNiwAS+88AIaGxtx+eWX48UXX0ROTo6ZYyfKGKLYt9igo6Y49pMJAkRRYJE+QYZL0RuYpqeBIknRGw5M02uaHnWKXhAEePxAfasHXl//YrJzXzcqa0rw6Z5efNirYFZNPkYVSlCTkESNpg1YOGl601P0hgjT9EaK3tfphqMiDxAAf7cX+sBxH5Cih0eF0uXtO17RmKanjCSKAgTdj57WRjTu3ozu9paoJm5PZxt2fPY+8kvKMWr8wXAUlEMD2wISEUUiKysL48aNw44dO8I+Zty4ccjKyorjqBJjz549+PGPf4z6+npUVVXhwQcfxKRJk5I9LCLKUFEX6f/+97+jsbERhx12GB566CHk5eX1237SSSfh4osvxsUXX4z169fjn//8J372s5/FPGCiTKSqWl9BRzTjbDqg8I/PRAgnRW9gmp4OFHGK3nBAml4SBahdXlgLgv8BJNv7HjG22YM8nSMI6OryI7tURPbATQByVBWlBVY0dfjwxS4nCmYUwGrK+1Nkom0DNlyaXvbr8Dp9sOTaTBrp13RNB3r9kHIsw6bpv07R2+HvcAOqDmuBHd7W/jdeBqboDUzTUyYSBEDUvWjZsw37dmyEqsTW01jXNXS2NKK3uwNVE6ehZMxkaIj+qUUiopFo5syZqK2thaIM/zuZLMuYOXNm/AcVZ01NTbjgggvQ2NiIQw45BA8++CCKi00I1RERhRB1kf7NN9+EJElYtmzZoAK9IS8vD8uWLcOJJ56I119/nUV6Isoo4aboDUzTkyGaFL3BSNMLxVkQRztgG+0Iul9Obl/xXnf2b58iCAJcPqCprqevxU0Q7QoCCfvuXgXNXX6MLbUktK9zLItpD5WmFwRAlwRYx+XDatZgozAwRe/c2QRd05E3swK+Ts/XafoQKXoA0BSNaXrKOLoOaKINJdVTYM/JjylJDwCCIAaS9Nn5ZVB1GeDNciKiiBQXF2P+/PlYtWrVkIV6WZYxf/78jChm/+pXv0JjYyNqamrw+OOPw+EI/js3EZFZoi7S19XVYfz48aiqqhpyvzFjxmDChAnYs2dPtJciIko5kaToDUzTExBDit5wQJrep4cumotyX/TdN6BIbbFI2FrvxvaG4L3Pg9nb7MGY4sSWtGNdTDtUml7XAW8iFsMdpvf1wBS9MR/8La5+afpQKXoD0/SUifpuZMvIKTkIEwtK0dW8D/trw+9Jb8gpKP6qJ/1oQLL19aTnHSoioqhUV1fjtNNOw+eff47du3f361EvSRLGjRuHmTNnZkSBfs2aNVi3bh0AIDc3F7fcckvIfa+++mqMGTMmUUMjogwWdZFe1/WwV+uWZRl+f2yPqhIRpZJIU/QGpukplhS94cDe9JGm2wUBcHkjK9D6FA2KpiesQUQsKXpDOL3pkyVYit7gru/+Ok2vaiFT9Aam6SmTqaoGCHYUVk5GXvEotO+vRVPddnhcQ7+HZuXkoWJsDQrKqyFZHX3vk1w0logoZsXFxfj2t78Nt9uN+vp6+P1+WCwWVFZWZkQPesPbb78d+O+PP/54yH0XLVrEIj0RmSLqIn1lZSW2b9+O9vZ2FBUVhdyvvb0d27dvR3V1dbSXIiJKKdGk6A1M049sMafoDQek6SOdhboOWCQhomNEQYAoCAnrEBFrit4wXG/6ZAmVogcA1eUPpOm1rwqLtoIsOL9sguQIHo4QJBGSTYYW4h/I2+JC7owy6BoATYfa6YFc7mCantKGomiA7EDp2OkoKKvC7i8/6GuBE0RhWSUOmjoLclY+FEVLaJsuIqKRIisrCxMnTkz2MGJ25ZVX4sorrxz0+o033ogbb7wxCSMiopEs6mXgjj/+ePj9ftx8880he5IpioIbb7wRqqpizpw5UQ+SiCiVSD4dnihS9AZPqwuiW+1L09KIIis63DGm6A2+bg/0bi9kObIf5Zqmo6LIikhmX2mBFRY5MVVuI0XviSFFbwik6aUkrHobwoEpemu2FZ593YP2cdd3w+qw9i2g6bBA86uAKELOtwf9EHOskAtssJZmQy4Z/CFkydAVDY6pJbAfXAyhNCto6p4o1SmKDjmrEKMmTIMoDn62R5ItGD1xGkRbHovzRERERJRWok7S//jHP8Zzzz2Ht956C2eccQYWLlyIadOmITc3F06nExs3bsTTTz+N7du3IycnBz/+8Y9NHDYRUXLEkqI3ME0/MsmyCK3dC1ESYcm3mXJOpcsDS4RpelXVUJwrIz/Xgk7n8K3orBYRY0ptUBNU8JIlCWqbC6JNgmiLvcGO5lVh9Wop095FkkQIkoiCw0ZDaeyBnGODnDN4PgiqjtzJJRA0HX6/hpypJcOfXBZDLgasCYDo1w54z0mBLwZRFFRVQ05hBQrLRqNt/95+20pGVSMrrxQKW9sQERERUZqJukhfXl6Oe+65B5dffjm2bt2K3/3ud4P20XUdDocDf/nLX1BeXh7TQImIUkG0vegHYm/6kUfXAORbYc83dzEtXQQQYdcSuwWYXJmNT7d3D1nMEgBMrMxGrl2EpiamNYqu6xCL7cgqtpt3TkH4qkKf/O81v1+FahNhVXS4WnuhysGfaehtdSF3lAOaXYJemRP2+Ye6raHoOqAk/2tAFCtdsKBi/MHoamuC4u9rF2W1Z6F87BSomohU+F4nIiIiIopE1EV6ADj66KPx8ssv48EHH8Tq1avR1PT1wmdlZWWYO3cuLrroIi6iQUQZwYwUvYFp+pFH1bRIa+lhnjjy+aMoGqrLrND0PGzY7YTHNzglb5EFTKx0oKYqK2EFegBQ1Dgk9iOI0NtkCYqu9y1YGSeSKMDf0gPFFfpJBtXjh6+pF9KYPPaOJxpA03Rk5ZWieFQ1mvbsAACUVo2H1VHIFD0RERERpaWYivQAMHr0aCxZsgQA0Nvbi56eHjgcDuTkhJ/6IiJKB5JPh7ulBxE18x6Ct93NND0ljaaoGFduRUl+Efa1erG/zQu/qkESBJTkW3FQhR35WYlL0KcCSRIhOH2QHZb43FCB0XNfg6tp+LUJvM29yC13QJFSo1UPUSpRNRHlB9Wgo7kekiSjtGoi4nhvjYiIiIgormIu0h/I4XDA4XAMer2np+8PURbuiShdybIIwa8jpyaMvtCREASIosAiPSWFqqhwWICpVTZMqLD1FYIFwCYL0FRtRBXoAUDWdLj3dcM2KhdSvjUuaXpZEuHf3xPWEzmqR4GvqRcy0/REg+i6DmtOEcrGTIBssUG25zFFT0RERERpy9QifTAdHR04+uijIYoiNm3aFO/LERHFhaJoUEUAVpNi9AfQE7QgJ1Ewut43vyUg8JSIGntHp7QjSSL0Lh+8HW7omo6svBLT0/SRpOgNTNMThaaqOkoqJ0CQJBboiYiIiCitiYm6kM6/LIkozel6fD6IKPlkTYenoRvQAV+XB3q3D5Jk7q9JsiTC3+KKaF2LQJpeGmpJWKKRSdcByZ4H0cKndYmIiIgovSWsSE9ERIlnkUTYTC40EmUaSRKhO/3wdXr6XtABT303ZBNvohkpek8YKXpZFCGKXz+1423uheRTIZj/IA9R2lPV+C70TERERESUCKzcEBFlKEEQIHlVoNffr+BHRP0dmKI3mJ2mDzdFL4oC4FUgHjAWpumJiIiIiIgyG4v0RDQijYREqkUS4NvfC2+9E5aR8AlT3IiiALtFysjvm0EpeoOJafpIUvSiDvi7vdA9KtP0REREREREIwSL9EQ04lhlEVYhs9/+BEGA6FHhaemFt93NND3FxAIBWos7I5PcwVL0BrPS9LIkQml3Q1d0iBYp5IdskyDofUPRfAokWQxs01UdSmtm/hsQERERERGNdHKyB0BElEiiKEB0qdD9KqQ8a8b2sbVIAnx7e6H5VACAt94J2+QieINVIomGIEkC0OOHa28XcvKsUKTMWfBYkkToXb7BKXrDV2n6rLwSqDFcR4QAsTgb+cXZw+wHqJ1e2H35AABLQRZgE/t9vXUA/hjGQkRERERERKmHRXoiGlFkUYB3vxOqR0VWbnFMhbdUdWCK3uBtd8PW64eYLUPTMqTCSgkh6wK8DU4oLn9fX/QxefArmfGdI2s63CFS9AZflwf2bh+k/Ohv6nkVFRjmQRZZFiF2eNG9vTUwHku+G46DS+A5cIAZ8rUnIiKi9NXc3IzOzk74fD5YrVYUFBSgrKws2cMiIkprYRXpP/roo6gv4HQ6oz6WiMhMRore0+KCrmrIcvog5VmTPSzTDUzRA4Cu6UzTU8SMFL233Q2gry96brkjI9L0w6boDSal6Ycdjwq46539bhj4u7xQu3yQi2xQlMx86oeIiIjSg6Io2L59OzZt2oTW1tZB20tKSjB16lRMmjQJspweedDa2lqcdtppOP3003HzzTcPu39PTw9OO+007N27F2+99RaqqqoSMEoiGinCeuc8//zzIXClMiJKc0aKXv+q2OWudyIrtzjJozJXsBS9gWl6ipSRote/mi+qR0m5NL0sidCBiFPu4aToDX1pei+kfFtcWmTJsgi9wwtf9+AbBp6GbjjyS6CYflUiIiKi8HR0dOC1114bMoTZ2tqKd999F5999hkWLFiAwsLCBI4wcq2trbjsssvgdrvDPubWW2/F3r174zgqIhrJwl4JTdf1qD+IiJLtwBS9wdfpBpy+JI7KfBZJgG9//xS9wUjTW3jTlcIgSQLQ+3WK3uBt7oXkU5EK00gQBMheFZYIbzpJkgjd6R8+RW/QAU+9E3KcfqWR1L7zB7thEEjTy5m92DURERGlpo6ODrz44othd0lwOp148cUX0dHREeeRRW/z5s0499xzsXPnzrCPeemll/Cf//wnjqMiopEurCT9W2+9Fe9xEBHF1cAUPQBA70vTOypyINktyRucSYZK0RuYpqdwDUzRG1IpTW+RBPj29ULKsUIutofdEiaSFL0hXmn6oVL0BqbpiYiIKBkURcFrr70Gr9cb0XFerxevvfYazj777JRqfdPV1YWHH34YTzzxBHw+H6qqqrBv375hj9u7dy9+97vfYdq0adi9ezdcLtewxxARRSqsd8vKysp4j4OIKG6CpegNvk43lA4vpFHpX6QP1ot+IPamp3AM7EU/UCr0pg/clGruhdTthaPAFlYRO+xe9AN9labPyrOZ2ps+WC/6gdibnoiIiJJh+/btUa8z6HQ6sWPHDkyZMsXkUUXviSeewPLly1FRUYFbbrkFGzduxL333jvkMYqi4LrrroOqqrjjjjtw9tlnJ2i0RDTS8NlpIsp4QVP0Bh3wNjqhevyJH5iJwknRG7ztbqDXD1FMgX4llJJCpegNgTS9JCV4ZF87sLWTv9sLtdMbVksYWdPhiTBFb/B1eaB3eyFJ5vz6JMsi9O6hU/QGT0M3ZJU31oiIiChxNm3aFNPxGzduNGkk5qioqMD111+PN954A/PmzQvrmHvvvReff/45fv3rX2P8+PFxHiERjWSp89wREVEcDJWiNyjd3r40vU2My6KQiRBOit7AND0NZbgUvSGZafpgN6U8Dc5h0/RRp+gNJqfpw0nRG5imJyIiokRqbm5Ga2trTOdobW1FS0sLSktLTRpVbM4666yI9v/444/x8MMP41vf+hbOOeecOI2KiKgPk/RElNGGTNEbvkrTx2tRyHiLJEVvYJqeQhkuRW9IZpo+2ALJ4aTpY0nRG8xK00eSojcwTU9ERESJ0tnZacp5UnkB2aF0d3fjV7/6FQoLC3H77bcnezhENAKwSE9EGSucFL1B6fYCTp9pbSwSKVjBcjhGmt4isEhPX5MkAegdPkVv8Db3QvKpSOQ0GuqmlKfBGbKILUkidKc/+hS94as0faw39SS17zyR3DAIpOnDaOtDREREFAufz2fKefz+9GwretNNN6GhoQG33347ioqKkj0cIhoB+FceEYVNFIW0Sl6HlaI36H1tJ9ItTR9Nit7AND0NFG6K3pCMNP1QN6WGStObkaI3xJqmjyZFb2CanoiIiBLBarWach6LxWLKeRLpueeew+uvv44f/ehHmDNnTrKHQ0QjBHvSE1HYrDqgQ0iLPuaRpOgNvk43spw+SHnWtOlNH0kv+oHYm54OFG4v+oES2Zs+nJtSwXrTi6IAUQOyqguQVW3SIAUBsiBE1Zs+kl70A7E3PRERESVCQUGBKecpLCw05TyJdNtttwHo68t/3XXX9dvm8fSFLJYuXYqsrCycc845mDVrVsLHSESZh0V6IgqLLItQ2zwQRAFSgS3li9gRpegNX6Xps3KLTVkUMt5iSdEbvO1u2Hr9ELNlaGGmpykzRZqiNwTS9GPy4Ffi+50Tzk2pQJq+2B4oYmuaDo8gQMg2N/GvRfH5yrIIvSO6FL3B09ANR35JvxsRFosERVETvogvERERZaaysjKUlJTEtHhsSUlJyiwaGwmXqy/otXLlypD7vPnmmwCAY445hkV6IjIFi/REFBZZ1dHb4IQgCsjKs6V0ETuaFL0hndL0saToDUzTExB9it6QiDR9JDelgqXpdV1PiQJ2LCl6w8A0vSyLkHr8gMMS9xslRERENHJMnToV7777btTHT5s2zcTRJM7WrVtDbps1axacTifeeustVFVVJXBURJTp2JOeiIYlyyLUTi/83d6YezEnQlQpekOa9KY3I0VvYG96ijZFb0hEb/pIFkgeqjd9MsXSi36gA3vTy6oOT2MPJG9iF/ElIiKizDZp0iTk5uZGdWxubi4mTpxo8oiIiDJXav31SkQpSVZ1eBqcff+j96VU5RQNmceSojf4Ot2A05fSNyIiKVgOx0jTW1jdG5EkSQB6o0/RG7zNvZB88SkSR3NTytPgTLkFViUV8MSYojcYaXqbTYba5YOnqQf+lsQu4ktERESZTZZlLFiwADabLaLjbDYbFixYAFlm8wYionClbgWKiFLCgSl6Qyqn6WNK0RtSPE1vZorewDT9yBVrit4QzzR9NDelUi1Nb2aK3uBp6IbFp8HT0N33/029TNMTERGRqQoLC3HqqaeGnajPzc3FqaeempYLxhIRJZOg66nQoTX9+f0qOjujT+6mi9LSvh/MLS3OJI+EEsUuCOjd1NqvSA8A1gI7sqaUwKunTqReFAVYPRq6vmyKqEjvcPQlQ3p7D/gcBSB/WhmUFOxNb7GIEHsU6Cb3nhZEEXqeFT4/e1pngnDeryVJgNyjoHtDc8xFegCQ7DJyZ5TBa2JvekEQYPNr6P6yOeInRyx5NjimlsCTAr/q2GQJgkuBmb92iRYR6PGjc0tr4LyOg/IhVsV/Ed9k4u8ilIk4rykTcV7Hj/G1TSRFUbBjxw5s3Lgx6GKyJSUlmDZtGiZOnMgEPRFRFPjOSUQhybIItc0zqEAP9KXp7d1eSAW2lClim5KiN3yVps/KLU65RXL9fg1ilgTA/MSy2YV/Sm2yLsC3vwcQAEGKPX6t+VX4W1yQK3NNKxLHskByIE1fbIdixvtCDLyKCsFmbqrfBgGuRme/wr+nqRe5pQ4ocvwW8SUiIqKRR5ZlTJkyBVOmTEFLSws6Ojrg9/thsVhQWFiI0tLSZA+RiCitsUhPRCHJqo7ehhDJl69602fl2VKiiG1GL/qBfJ1uZDl9kFIwTa+ZkHqmkU0QAFEAbGPyYRuTb/r5/Sacw4zWTp4GJxwFNigmjCdWZqboZVmE2u6Fr7N/+xzVo/T1ps/wND0RERElT2lpKYvyREQmY5GeiIIaKkVvSKU0vSwIULs8sOZFtqgRAMh2CwDAFiTlqnR7IedaU+JGBJGZdB1wq1p8fhNIgRS9IZXS9Gbqu4naHXQb0/RERERERETphUV6IgpqyBS9IYXS9BoAscIBW4Uj4mNzcrMAALrTHfzcwlcXIKKEMXOB5FRK05vBSNH7u4LfRGWanoiIiIiIKL2wSE9Eg4STojekSppeieHaoqUvQe9LsZY2RCOZLApQu7yw5kf+dMxgAvQeP+R8a0ak6YdK0RuYpiciIiIiIkofLNIT0SCyiuFT9IYUStMTUebQoEOscMASxdMxwc8HaBlwI264FL2BaXoiIiIiIqL0wSI9EfUTSYrekCppeqJEE0UBgiBw3seBqupQVRaXBwonRW9gmp6IiIiIiCg9ZFyRft68eaivrx92v9mzZ+PJJ59MwIiI0ktEKXoD0/Q0QlkgQFA0qEKyR0IjQbgpegPT9EREREREROkh44r03/nOd9De3h50m67reP3116EoCqZNm5bgkRGlvmhS9Aam6WmkkSQRcPqguPyQKxwZ0eucUlskKXoD0/RERERERESpL+OK9L/5zW9CbrvvvvugKAqOPPJIXHfddQkcFVF6iCpFb2CankYYWQc89T1QPH7kFmdBYZqe4ijSFL2BaXoiIiIiIqLUJyZ7AImybt063HvvvcjLy8Odd94JWc64+xNEMZFlEWpndCl6g6/LA73b25cwJspgkiQCPT54O91QXX74W92QZc57ih9Z1eGJMEVv8DT1QvKqEHgjiYiIiIiIKCWNiIqCz+fDzTffDE3TsHjxYpSXlyd7SEQpR1b7kvAx+SpNL7PrB2U4I0UPra9/iGd/D2Q/Jz7FhyyLULt8EafoDYE0vSSZPDIiIiIiIiIyw4go0j/++OOora3FjBkzcOaZZyZ7OEQpx4wUvYFpesp0B6boDUzTUzzFkqI3ME1PREREZlIUBR6PB4qiJHsoREQZIeN7vvT09ODhhx8GAFx11VUQ+Ncp0SAx9aIfiL3pKcMNTNEbPPt7kFvC3vRkrmh70Q/E3vREREQUq/r6emzbtg1NTU3o7u6GrusQBAF5eXkoLy/H5MmTUVlZmexhEhGlpYwv0v/zn/+E0+nEtGnTcPzxx8ftOhaLhNLS3LidP9WMpM91JPDs6YJVBawOmzknVHRYfRryRqfXPOG8pnB49/dA8amQg3y/SE4/SsYVQhBTp1LPeZ3eVJcfPR1dcJjw/iw4/XCIIiyl2SaMLPk4tykTcV5TJuK8Tn+tra1YvXo1WltbB23TdR1dXV3o6urCtm3bUFJSgjlz5qCkpCQJIyUiSl8ZXaRXVRVPPPEEAODiiy9O8miIUpPq8kP1KLCUmFu00Xp9UN1+SFkWU89LlEyqR4G3wQnowbf7ml2wljog55l0w4tGPH+7G6rTZ8q5dK8KX1Mv5BwbBCl1biQRERFR6tqwYQM++OADqGp4T+K1trbihRdewDe+8Q1Mnz49zqOLTW1tLU477TScfvrpuPnmm4Pus23bNjz00ENYt24dOjs7UVBQgGOOOQZXXHEFqqurEzxiIspkGV2k//DDD9HU1IT8/HzMmzcvrtfy+1V0drrieo1UYKQgWlpMao1CSWexSEBZlunnVQF4PX4oPR7Tz202zmsKhySJkJ0+dO13Dmp1E9DrhbbPCmGUA4qS3IVkOa/Tn10Q4N7bBZ/Pb9o5fY3d0PKt8EqAHmIapzrObcpEnNeUiTiv4ydRTyds2LABa9asifg4VVUDx6Vqob61tRWXXXYZ3G53yH1WrlyJX/7yl/D7/Zg2bRoOPfRQbN68GS+++CJWr16NFStWsFBPRKbJ6CL9G2+8AQA48cQTYbVakzwaotTk97M3MVE4QvWiH4i96ckMgiBAEARkjS+A2bdRBVGEKAKqmtwbSURERJS6Wltb8cEHH8R0jg8++AAVFRUp1/pm8+bNuPrqq1FXVxdyn/r6elx//fUAgDvvvBPf/e53AQB+vx+///3v8eyzz+KWW27BY489lpAxE1HmE5M9gHhavXo1AOCkk05K8kiIiCidSZII9Pjg7QydtDGoLj/8rW7Ickb/iKU403Udbk2DR4TpH25oLNATERHRkFavXh12i5tQVFUN1GVSQVdXF5YtW4azzz4bdXV1qKqqCrnv8uXL4XK5cOGFFwYK9ABgsVhw/fXXY9SoUWhtbYXX603E0IloBMjYCkJLSwsaGhogyzIOO+ywZA+HiIjSWLgpeoNnfw9kP4ugRERERJR+6uvrgy4SG43W1lY0NDSYcq5YPfHEE1i+fDmKiorwwAMP4LTTTgu57+uvvw5JkvCTn/xk0DaHw4F33nkH//nPf2CzcS0qIjJHxra7+eKLLwAAkydPRna2uQtiEhHRyCFJIuAML0VvCKTpU6A3PRERERFRJLZt22bq+bZu3YrRo0ebes5oVFRU4Prrr8e5554Lu92OjRs3Bt1v3759aG9vx8SJE1FQUIC6ujq89tpr2Lt3b2DNw1mzZiV49ESU6TK2SL93714AwJgxY5I8EiIiSmeRpugN7E1PREREROmoqanJ1PM1Nzeber5onXXWWWHtZ/SqLysrw9/+9jf8+c9/ht/vD2x/9NFH8f3vfx+33XYb1z8kItNkbLubjo4OAMCoUaOSPBIiIkpXkfSiH4i96YmIiIgo3SiKgu7ublPP2dXVBUVRTD1nPDmdTgDAhg0b8Kc//Qk//OEPsXLlSnz00Ue45557UFJSgpdeegl/+tOfkjxSIsokGVs5uOaaa7B161bccMMNyR4KERGlqWhT9Ab2piciIiKidKIoCnQ9ut99Q9F1PeZFaBPJWAy2u7sbZ599Nm666SYcdNBByMvLw4knnoj77rsPgiDgmWeeMf2pAyIauTK2SE9ERBSLWFL0BqbpiYiIiCidyLIMQTC3X6MgCJAkydRzxlNWVlbgvxctWjRo+8yZMzFt2jQoioKPPvookUMjogzGqgEREVEQsaboDUzTExEREVG6kGUZeXl5pp4zPz8fspw+SyIWFxcH/ruqqiroPsbrRqtlIqJYsUhPREQ0gBkpegPT9OaQZREmh7qIiIiIKIjy8nJTz1dWVmbq+eJt8uTJgacJQrWzaW1tBdC/oE9EFAtWDIiIiAYwK0VvYJo+NoIgQPZqsIj8tYWIiIgo3iZPnmzq+Wpqakw9X7zl5uZi1qxZAICXXnpp0PaWlhZs2rQJkiThiCOOSPTwiChD8a9dIiKiA5iZojcwTR8biyTA39wL0a1AFBmnJyIiIoqnyspKlJSUmHKukpISjB492pRzJdJFF10EAHj44YexevXqwOs9PT34zW9+A5fLhZNPPtn0pw6IaORitYCIiOgAZqfoDUzTR0cQBIgeFe79PfA29kBmzxsiIiKiuJszZ07Mi71KkoQ5c+aYNKLEmjNnDq688kp4vV5cfPHFOOuss3DppZdi/vz5ePfddzF58mTceOONyR4mEWWQ9Fm5g4iIKM76UvR+KC4fRFtsf5QMpKsalA4P5LJsKAqL9eGySAJ8e3uh+VR4Wl2wjcqBaJegmXwThYiIiIi+VlJSgm984xtYs2ZN1Of4xje+YVoiPxmuuOIKHHHEEXj88cfx+eefY+vWraisrMS5556LCy+8ENnZ2ckeIhFlEEHXdf6VawK/X0VnpyvZw4i70tJcAEBLizPJIyEyD+c1GWRZhOyP749F3SLAm4AifSbMa0EQYPNr6P6yGZpPBQBkVeTAMr4APpU3OkaqTJjbRANxXlMm4ryOH+NrmwgbNmzABx98AFVVwz5GkiR84xvfwPTp0+M4MiKizMIkPRER0VcURYMS724qCu+Nh+vAFL2BaXoiIiKixJk+fToqKiqwevVqtLa2Drt/SUkJ5syZk9YJeiKiZGCRnoiIiFKO0Yve09Lb73Vd0eBt7OlL04NFeiIiIqJ4KykpwRlnnIGGhgZs3boVTU1N6O7uhq7rEAQB+fn5KCsrQ01NTVouEktElApYpCciIqKUEyxFb2CanoiIiCjxRo8eHSjCK4oCVVUhSRJkmaUlIqJYickeABEREdGBQqXoDUaaXhbi3ZuIiIiIiIKRZRk2m40FeiIik7BIT0RERCnFIgnw7Q+eojd4Wl0Q3QpEkYV6IiIiIiIiSm8s0hMREVHKGC5Fb2CanoiIiIiIiDIFi/RERESUMsJJ0RuYpiciIiIiIqJMwCI9ERERpYRwU/QGpumJiIiIiIgoE7BIT0RERCkhkhS9gWl6IiIiIiIiSncs0hMREcWRXZYgy/xxO5xIU/QGpumJiIiIiIgo3cnJHgAREVGmkmUReocXcp4FSrIHk+IskgDf3shS9AZPqwu2UTkQ7RI0TY/D6IiIiIgIAFwuF1pbW9HR0QFVVSFJEgoLC1FSUoLs7OxkD4+IKG2xSE9ERBQnkqLDtbcL9qo8yEU2KIqW7CGlpGhT9AYjTW8ZXwAfWKQnIiIiMpOiKNi5cyc2bdqE5ubmkPuVlZVh6tSpmDBhAmSZ5SYiokjwXZOIiCgOZFmE1uKG3+kFGrrhyC9hmj6EWFL0BqbpiYiIiMzX1NSE1atXo6OjY9h9m5ub0dzcjPXr12Pu3LkoKytLwAiJiDIDm+QSERHFgaTo8DQ6AQD+Li/ULh970wcRa4rewN70RERERObasGEDXnrppbAK9Afq6OjAiy++iA0bNsRpZEREmYfVAiIiIpPJsgitwwO/0xd4zdPQDVllwnsgiyRAaXNDkEVI2ZaYPhSXH6JHhSiyUE9EREQUiw0bNmDNmjXQtOjaNWqahjVr1qR0ob62thYzZ87EkiVLgm7XNA3/+Mc/8IMf/ACHHnooDjnkEHz/+9/H8uXL4ff7EzxaIsp0bHdDRERkMknR4foqRW8IpOnZm74fAYBUlo2cMpMWGhMECIIAsDc9ERERUVSampqwdu1aU861du1alJaWory83JTzmaW1tRWXXXYZ3G530O2apuHKK6/Em2++iaysLMyaNQuiKOLjjz/GsmXL8M477+Bvf/sbrFZrgkdORJmKSXoiIiITBUvRG5imH8yraPAKMO3DAx2qypsgRERERNFQFAWrV6+OOkE/kKZpWL16NRQldVZn2rx5M84991zs3Lkz5D6vvPIK3nzzTVRXV+ONN97Ao48+ikceeQQrV67EuHHj8NFHH+HJJ59M4KiJKNOxSE9ERGSiA3vRD8Te9ERERESUynbu3BlxD/rhdHR0YNeuXaaeMxpdXV1YtmwZzj77bNTV1aGqqirkvv/73/8AAOeee26/pwBKS0vx05/+FACwbt26+A6YiEYUVgmIiIhMMlSK3sA0PRERERGlqk2bNqXVeSPxxBNPYPny5SgqKsIDDzyA0047LeS+kiQBAPbv3z9oW0tLCwCgsLAwLuMkopGJRXoiIiKTDJWiNzBNT0RERESpyOVyobm5OS7nbmpqCtn/PVEqKipw/fXX44033sC8efOG3Pf4448HADz11FN46qmn0NHRga6uLjz33HN4+OGHkZWVhQsuuCARwyaiEYILxxIREZlAlkVoLe4hU/QGT0M3HPklSJ3OnEREREQ00rW2tsb1/C0tLaiuro7rNYZy1llnhb3vggULsGXLFixfvhxLlizBkiVLAtumTZuG22+/HVOmTInHMIlohGKMj4iIyAThpOgNTNMTERERUaoxuxd9os9vtm9961s47LDDkJOTg2OOOQZHH300cnJysHnzZixfvhwejyfZQySiDMIkPRERUYwiSdEbmKYnIiIiolSiqmpan99M//73v/Hb3/4WRxxxBFauXIni4mIAQFtbG6699lr85z//gcfjwb333pvkkRJRpmCEj4iIKEaRpOgNTNMTERERUSoxFktN1/Obpbu7G3/4wx9gsVhw5513Bgr0AFBcXIw///nPyM3NxapVq7Bly5YkjpSIMgkrA0RERDGQZRFahyeiFL3B09ANWdXjMCoiIiIiosgUFham9fnN8sUXX6Cnpwc1NTUoKysbtL2oqAiHHnooAGDDhg2JHh4RZSgW6YmIiGIQTYrewDQ9EREREaWKkpKSuJ6/tLQ0ruc3S1dXF4Chk//GNkVh80oiMgerAkRERFGKJUVvYJqeiIiIiFJBdnZ20OS4GcrLy5GVlRWXc5ttwoQJAIAvv/wSLS0tg7Y7nU6sX78eADB16tSEjo2IMheL9ERERFGKJUVvYJqeiIiIiFJFvIrO6VTMnjJlCo444gj4/X5ce+21gWQ90NevfvHixejs7MThhx+OQw45JIkjJaJMIid7AEREROlIlkVoLe6YUvQGT0M3HPkl4MOyRERERJRMEyZMwPr169HR0WHaOQsLCwPp9HRx5513YtGiRVi3bh3mzp2LI488EqqqYsOGDejs7MTYsWNx1113JXuYRJRBGNsjIiKKghkpegPT9ERERESUCmRZxpw5cyCK5vxeKooi5s6dO2R/91Q0atQoPP/887jyyitRVVWFdevW4eOPP0ZZWRmuuOIK/N///R8qKiqSPUwiyiCCrutshGsCv19FZ6cr2cOIu9LSXABAS4s5hSmiVMB5TZGSZRFShxeepl4A5vwYlbMtsFTmwmPSj2XOa8pUnNuUiTivKRNxXseP8bWNpw0bNmDNmjUxn+fYY4/F9OnTTRgREVFmY7sbIiKiCGmaDrHABluBzdTzqoIAKKqp5yQiIiIiipRRWF+7di00TYv4eFEUcfTRR7NAT0QUJhbpiYiIIqRpOnwmJeiJiIiIiFLR9OnTUVpaitWrV0fUo76wsBBz585FWVlZHEdHRJRZWKQnIiIiIiIiIqJBysvLcfrpp2PXrl3YtGkTmpqahtx36tSpmDBhQtr1oCciSjYW6YmIiIiIiIiIKChZljF58mRMnjwZbrcbLS0t6OjogKqqkCQJhYWFKC0tRVZWVrKHSkSUtlikJyIiIiIiIiKiYWVlZaG6uhrV1dXJHgoRUUYRkz0AIiIiIiIiIiIiIqKRikV6IiIiIiIiIiIiIqIkYZGeiIiIiIiIiIiIiChJWKQnIiIiIiIiIiIiIkoSFumJiIiIiIiIiIiIiJJE0HVdT/YgMoGu61AULdnDiDuLRQIA+P1qkkdCZB7Oa8pEnNeUqTi3KRNxXlMm4ryOH+Nrm2hdXV1obGxEa2srurq6oGkaRFFEfn4+SkpKMGrUKOTn5ydlbERE6Y5FeiIiIiIiIiIiCqq2thYbNmxAfX39sPtWVlZi+vTpGDt2bPwHRkSUQVikJyIiIiIiIiKifnp6evDuu+9i7969ER9bXV2N4447Djk5OXEYGRFR5mGRnoiIiIiIiIiIAurr67Fq1Sp4vd6oz2Gz2TB//nxUVlaaODIioszEIj0REREREREREQHoK9C/9tprUNXY1xOQJAkLFixgoZ6IaBgs0hMREREREREREXp6evDcc8/FlKAfyGaz4cwzz0yJ1jcvvvginnvuOWzZsgVutxvFxcX4xje+gYsvvhgTJkwYtP/777+PRx55BFu2bIHH48H48eNxzjnn4Mwzz4QgCEn4DIgoU7FIT0REREREREREePXVV6PqQT+c6upqLFiwwPTzhkvXdVx33XV4+eWXIcsyZsyYgaKiImzZsgX19fWw2+2477778M1vfjNwzDPPPINbb70VFosFRx11FCwWCz744AO43W6cfvrpWLp0adI+HyLKPCzSExERERERERGNcLW1tXjjjTfidv4TTzwRY8eOjdv5h/Liiy9i8eLFKC0txfLlyzFlyhQAgKqquOeee/Dggw+iuLgYq1atgsPhwO7du3HKKacgKysLTz75JKZOnQoAaGhowKJFi7Bnzx7cfffdOOmkk5Ly+RBR5hGTPQAiIiIiIiIiIkquDRs2pPX5h/Lcc88BAK699tpAgR7o65n/i1/8ApMmTUJbWxvWrFkDAFi+fDlUVcWFF14YKNADwOjRo3HzzTcH9iEiMguL9EREREREREREI1hXVxfq6+vjeo2GhgZ0dXXF9Rqh5OXlYcKECZg1a9agbYIgYNy4cQCApqYmAMDbb78NADjhhBMG7X/MMccgNzcXX375ZWB/IqJYyckeABERERERERERJU9jY2Pcr6HrOvbv34/8/Py4X2ug++67L+Q2VVWxceNGAMCoUaPQ2tqKtrY2WCwWjB8/ftD+kiRh/PjxWL9+PbZu3Yry8vK4jZuIRg4m6YmIiIiIiIiIRrDW1taEXKelpSUh14nE008/jfr6ehQUFODoo49Gc3MzAKCkpASiGLxsVlZWBgCBfYmIYsUiPRERERERERHRCJaoNjTd3d0JuU641q5diz/96U8AgOuuuw4OhwMulwsAYLfbQx5ns9kAILAvEVGsWKQnIiIiIiIiIhrBNE1LyHVUVU3IdcLx9ttv49JLL4XP58PChQtx1llnAUAgPS8IwrDn0HU9rmMkopGDRXoiIiIiIiIiohEsVFsXs0mSlJDrDOfJJ5/E5ZdfDo/Hg/POOw+33HJLYJvD4QAAeDyekMd7vV4AQHZ2dnwHSkQjBheOJSIiIiIiIiIawfLz87Fv3764XycvLy/u1xiKoihYsmQJnn32WQiCgGuuuQaXXnppv32MhWBbW1uh63rQRL3Ri97oTU9EFCsm6YmIiIiIiIiIRrCSkpKEXKe0tDQh1wnG4/HgkksuwbPPPousrCz85S9/GVSgB4CCggKUl5fD5/Ohrq5u0HZVVbFr1y4AQE1NTdzHTUQjA4v0REREREREREQj2KhRo+J+DUEQUFFREffrBKOqKi6//HK89957KC4uxhNPPIGTTjop5P5z5swBAKxcuXLQtjVr1sDpdGLKlClJ+3yIKPOwSE8Re/vtt1FTU4Pzzz8/5D5NTU245ZZbMH/+fMyYMQPf+ta38Pvf/x7t7e0JHClRaNu2bcPixYsxd+5cTJ8+HbNmzcL555+Pl19+OeQxnNeUDnbv3o3rrrsO3/rWt3DIIYfghBNOwF133QWXy5XsoRGF5cUXX8T555+PI488EtOnT8ecOXNw/fXXY+fOnUH3f//99/GTn/wERx99NA477DCcccYZWLFiBRdyo5R11VVXoaamBs8//3zQ7ZzTlC7a29vx//7f/8OJJ56IGTNm4Mgjj8SFF16ItWvXBt2fczu15efno7KyMq7XGD16NPLz8+N6jVAeeOABvPfee8jOzsbf//53HHLIIUPuf95550GSJDz00EP4/PPPA683NDTg97//PQDgkksuieeQiWiEEXT+RKQItLS04Pvf/z7a29sxe/ZsPPnkk4P22bt3LxYuXIiWlhZMnjwZ48aNw6ZNm7B3715UVFTg2Wef5d1mSqr//ve/uOqqq+D3+3HQQQdh4sSJaGtrwxdffAFN03DWWWfhD3/4Q79jOK8pHXzxxRdYtGgRXC4XDjnkEIwaNQqffvopWlpaUFNTg6effho5OTnJHiZRULqu47rrrsPLL78MWZYxY8YMFBUVYcuWLaivr4fdbsd9992Hb37zm4FjnnnmGdx6662wWCw46qijYLFY8MEHH8DtduP000/H0qVLk/gZEQ22YsUK3HjjjQCApUuX4vTTT++3nXOa0sWuXbuwaNEiNDc3o7KyElOnTsW+ffuwefNmCIKAe+65ByeccEJgf87t9FBbW4s33ngjbuc/8cQTMXbs2LidP5Suri7MnTsXLpcLY8eOxYwZM0Lu+73vfS+Qon/44Ydx5513QpIkzJ49G3a7HevWrYPL5Qr6NyMRUSxYpKew6bqOCy+8EGvWrAGAkEX68847Dx9//DEuv/xyXHXVVQD6Hi1bsmQJ/vnPf2Lu3Ll46KGHEjp2IoPT6cR3vvMddHZ2YvHixfjpT38aWAho/fr1uPDCC+F0OnHXXXfh5JNPDhzHeU2pTlEUnHTSSdi7dy9uu+02nHnmmQD6em9ec801+O9//4vzzjsPN998c5JHShTciy++iMWLF6O0tBTLly/HlClTAPS9195zzz148MEHUVxcjFWrVsHhcGD37t045ZRTkJWVhSeffBJTp04F0JdwW7RoEfbs2YO77757yEfZiRJp9+7dOP300wNPNg0s0nNOU7pQFAVnnnkmNm/ejAsuuAC//vWvIUkSAOCFF17A9ddfD4fDgbVr18Jms3Fup5lXX30Ve/fuNf281dXVWLBggennDceqVatwxRVXhLXv4sWLceGFFwb+/6233sLjjz+OjRs3QhAEjBs3DgsXLsQPfvADiCKbUxCRefiOQmH729/+hjVr1mD27Nkh9/n444/x8ccfY+zYsf1+CEqShBtvvBGjR4/GO++8gx07diRiyESDrFq1Cp2dnZg9ezYuvPDCQIEeAA499NDAwkEvvfRS4HXOa0oHr7zyCvbu3Yujjz46UKAHALvdjttvvx3Z2dn417/+ha6uriSOkii05557DgBw7bXXBgr0QN977S9+8QtMmjQJbW1tgbDA8uXLoaoqLrzwwkDBB+h7lN64GbV8+fIEfgZEofl8Plx77bUQRbHffD0Q5zSli1WrVmHz5s044ogj8Jvf/CZQoAeA0047DccffzyKioqwefNmAJzb6eb444+HzWYz9Zw2mw3HHXecqeeMxPz587F169awPg4s0APAt7/9bTz55JP49NNP8cknn+C5557DGWecwQI9EZmO7yoUlk2bNuGuu+7CMcccgwsuuCDkfv/9738B9P0gG/hDy2KxYN68eQD67kYTJYPf78e0adMwd+7coNvHjx8PAGhubg68xnlN6cCYp/Pnzx+0rbCwEEcddRT8fj/+97//JXpoRGHJy8vDhAkTMGvWrEHbjOQa0Lc+CNC3Rg6Afu0UDMcccwxyc3Px5ZdfBvYnSqa77roLGzduxM033xxycUbOaUoXr732GgAMCrwYHnnkEbz55puYOXMmAM7tdJOTk4P58+f3u/kSC0mSMH/+fLZcJCIaBov0NCy3241f/vKXcDgc+OMf/xj0FzHDtm3bAACTJ08Oun3ixIkAgC1btpg/UKIw/PCHP8Tzzz8/KCFhWL9+PQD06y/PeU3pwJinNTU1QbdznlKqu++++/Dqq69izJgxg7apqoqNGzcCAEaNGoXW1la0tbXBYrEEbq4eSJKkwOtbt26N78CJhvH+++/jsccewymnnIJTTz016D6c05RONmzYAAA47LDD0NnZiaeffho333wzlixZgldffRWqqgb25dxOT5WVlViwYEHMiXqbzYYFCxbEfUFaIqJMICd7AJT6brvtNuzevRt//etfUV5eji+//DLkvkb6uLy8POj2srKyfvsRpZKmpqbAOgsH9qPnvKZ0wHlKmezpp59GfX09CgoKcPTRR6Ourg4AUFJSEvJxc855SgXt7e1YvHgxKioqcOutt4bcz5innNOU6nw+H+rr6yHLMrZu3YprrrkGHR0dge1PPfUUpk6digcffBDl5eWc22mssrISZ555Jt59992oetRXV1fjuOOOY4KeiChMLNKPIJdccgneeeedsPZ96623UFVVhZUrV2LFihU444wzgj6eOJCxEFZWVlbQ7Xa7vd9+RLGKZl4H43Q6cdlll6G3txdHHnkkTjnllMA2zmtKB8b8M+bjQJynlK7Wrl2LP/3pTwCA6667Dg6HY9j5DiCQ/uOcp2T67W9/i7a2Njz++OPIy8sLuR/nNKWLnp4eAICu67jsssswY8YMLF68GOPGjcO2bdtw22234csvv8TPf/5zrFixgnM7zeXk5ODkk09GbW0tNmzYgIaGBui6HnJ/QRAwevRoTJ8+HWPHjk3cQImIMgCL9CNIcXFx2I+ZybKM/fv346abbkJ1dTV++9vfhnWc0bduqJY4AIb8wU4UiUjndTBtbW246KKLsHHjRlRVVeEvf/lLvznMeU3pQJIkaJrGeUoZ5e2338YvfvEL+Hw+LFy4EGeddRYABNKYw813gHOekuepp57Cf//7X1x00UU46qijhtyXc5rShc/nA9DXhqyqqgqPPvooLBYLgL72N4899hgWLFiAjRs3YuXKlYEn/Di309vYsWMxduxYdHV1Yf/+/WhpaUF3dzdUVYUkScjLy0NpaSkqKiqQn5+f7OESEaUlFulHkNtvvz3sfTVNw6JFi9DT04OHH34YDocjrOOM/dxud9DtHo8HQOhEMlGkIpnXwWzbtg0///nPsW/fPowbNw6PPfYYSkpK+u3DeU3pwOFwoLOzk/OUMsaTTz6JpUuXQlVVnHfeebjpppsC24z3ZWNeB+P1egEA2dnZ8R0oURDbt2/Hn/70J0ybNg1XX331sPtzTlO6ODARv3DhwkCB3pCbm4vvfe97+Nvf/oa1a9fivPPOA8C5nSny8/ORn58fcg0kIiKKHov0FNTKlSvx4YcforS0FE8++WSgTzfQ17cbAHbu3InrrrsOAHDHHXcA6OsnuHHjRrS0tAQ9r9Fn0Og7SJRMq1evxjXXXIPe3l4cfvjhuP/++1FYWDhoP85rSgdlZWXo7OxES0tL0IU3OU8pXSiKgiVLluDZZ5+FIAi45pprcOmll/bbx0hmtra2Qtf1oAlNznlKpjvuuAMejwd2ux033HBDv23GIsj/+te/8P777+PII4/EiSeeCIBzmlJfbm4urFYrfD5fyDaSxusdHR18vyYiIgoTi/QUlNEPsKWlBf/5z3+C7tPW1hbYZhTpa2pq8Pbbb2PHjh1BjzFe5513SrZnn30Wv/vd76CqKr7//e/jtttug9VqDbov5zWlg5qaGmzbtg07duzA4YcfPmg75ymlA4/Hg8svvxzvvfcesrKy8Mc//hEnnXTSoP0KCgpQXl6OpqYm1NXVDep7q6oqdu3aBYBznpLD+F36k08+wSeffBJ0n88++wyfffYZZFnGD3/4Q85pSguSJGHSpEnYuHFjILw1UGtrKwCgqKiI79dERERhCr68Oo14p59+OrZu3Rr047777gMAzJ49O/CaYc6cOQCAVatWQdO0fuf0+/146623AADf+ta3EvSZEA32wgsv4JZbboGqqrjyyiuxbNmykAV6gPOa0oMxT994441B2zo6OrBu3TpYLBYce+yxiR4aUVhUVQ0U6IuLi/HEE08ELdAbjDm/cuXKQdvWrFkDp9OJKVOmoKKiIm5jJgrlySefDPm79Le//W0AwNKlS7F161b88Y9/BMA5Telj7ty5AICXXnpp0DZd1/Huu+8CQGAtBs5tIiKi4bFIT6Y6/PDDMWPGDOzcuRN//vOfA4v/qKqK2267DY2NjTj++ONx8MEHJ3mkNFLt2rULt9xyC3Rdx5VXXokrrrhi2GM4rykdzJ8/H6NHj8Z7772Hp556KvC6x+PBb3/7W7hcLpx55pmD1lwgShUPPPAA3nvvPWRnZ+Pvf/87DjnkkCH3P++88yBJEh566CF8/vnngdcbGhrw+9//HgBwySWXxHPIRKbinKZ0cc455yAvLw8ffvgh7r333sDvxrqu45577sGGDRswZswYfOc73wHAuU1ERBQOQecS6hShN998E5dffjlmz57dr1e9Yfv27fjRj36Ezs5OjB8/HpMmTcLmzZuxZ88eVFZW4plnngn0JiRKtGuvvRYvv/wyLBYLTjzxxKB9MQFg1KhRuPbaawP/z3lN6WDdunW4+OKL4fF4MG3aNFRVVeGzzz5Dc3Mzpk6diieffBI5OTnJHibRIF1dXZg7dy5cLhfGjh2LGTNmhNz3e9/7XiCV+fDDD+POO++EJEmYPXs27HY71q1bB5fLhbPOOgt/+MMfEvUpEIXtsssuw1tvvYWlS5fi9NNP77eNc5rSxbvvvosrr7wSHo8H1dXVgbZ7dXV1yM/Px/Lly/vdbOXcJiIiGhqL9BSx4Yr0AFBfX497770X//vf/9DV1YWKigrMmTMHl156KVOclFRHHHEEenp6ht1v0qRJePnll/u9xnlN6WDbtm2499578eGHH8LlcqGqqgonnngiLrzwQhboKWWtWrUqrCebAGDx4sW48MILA///1ltv4fHHH8fGjRshCALGjRuHhQsX4gc/+AFEkQ+NUuoZqkgPcE5T+qirq8ODDz6I999/H21tbSgpKcE3v/lNXHLJJUEXsefcJiIiCo1FeiIiIiIiIiIiIiKiJOHtaiIiIiIiIiIiIiKiJGGRnoiIiIiIiIiIiIgoSVikJyIiIiIiIiIiIiJKEhbpiYiIiIiIiIiIiIiShEV6IiIiIiIiIiIiIqIkYZGeiIiIiIiIiIiIiChJWKQnIiIiIiIiIiIiIkoSFumJiIiIiIiIiIiIiJKERXoiIiIiIiIiIiIioiRhkZ6IiIgyyr59+1BTU4OamhqsW7cuIdfs7OxES0tLv9f++te/oqamBgsXLgx6zPbt2xMxNADA+eefj5qaGtx1110JuyYRERERERGFh0V6IiIiohg8/vjjOOGEE8Iuujc3N+Paa6/Fz372sziPjIiIiIiIiNKBnOwBEBEREaWzpUuXBn39vPPOw8knn4ysrKx+r7/33nt4+eWXUV5enojhERERERERUYpjkZ6IiIgoDoqKilBUVJTsYRAREREREVGKY7sbIidMSYMAAAg1SURBVCIiIiIiIiIiIqIkYZGeiIiI6CsffvghfvWrX+E73/kOZs6cienTp+O4447DlVdeibVr1/bb99e//jVqamoC//+Tn/wENTU1eP755wEEXzi2pqYGN9xwAwCgqakpsMCtYd68eaipqcGKFSuCjs+45q9//etB27q7u3HvvffilFNOwcyZM/HNb34TN95446AFbQdSVRX//ve/ccEFF2D27NmYPn065s2bh5tuugm1tbVDf8GIiIiIiIgoZmx3Q0RERATgzjvvxMMPPwygr1XN+PHj0dPTg/r6eqxcuRIrV67EkiVL8MMf/hAAMHbsWBx++OH49NNPAQCTJ09GTk4OiouLQ17j8MMPR3t7O2pra2GxWDBjxgxTxt7Q0IALL7wQu3btgiRJmDRpErxeL1asWIHVq1cjOzs76HG9vb244oor8P777wMAysvLUVVVhdraWvzrX//CSy+9hGXLluGEE04wZZxEREREREQ0GJP0RERENOKtW7cODz/8MERRxO233441a9bg+eefx8qVK/HWW29h9uzZAIB77rkHmqYBAC699FI888wzgXPccMMNeOaZZzBnzpyQ13nmmWdwySWXAOi7EfDMM8/0O0e0brzxRuzatQs1NTV444038OKLL+L111/HihUrIAhCyET8TTfdhPfffx+TJk3CihUr8O677+L555/H2rVrcemll8Lj8eC6667Dtm3bYh4jERERERERBcciPREREY14//vf/2C1WjF//nycccYZEMWvf0WqqKjA1VdfDQBobW1FW1tbsoYZ1Pr167FmzRpIkoR7770XY8aMCWw75JBDcOeddwY9bsuWLXjllVeQlZWFRx99FIccckhgm81mwzXXXIMFCxbA6/Xi/vvvj/vnQURERERENFKxSE9EREQj3nXXXYcvvvgCy5YtC7rdbrcH/tvj8SRqWGF55513AABHHHEEqqurB20/8sgjMXHixEGvr1q1CgAwe/ZslJeXBz33qaeeCgB49913oaqqSSMmIiIiIiKiA7EnPREREREAQRAgiiI+/vhj7NixA3v37sWePXuwdetW1NXVBfYz2t2kit27dwPo64kfypQpU7Bjx45+r23fvh0AsGHDhn6L2x7I6/UC6Otd39TUhNGjR5sxZCIiIiIiIjoAi/REREQ04um6jr///e949NFH0dzcHHhdEASMGzcOp556Kl588cUkjjC07u5uAAi5OCwA5OfnD3rN6XQCANra2sJq4dPd3c0iPRERERERURywSE9EREQj3n333Ye//vWvAICTTz4Zxx9/PCZOnIjx48fD4XCgtrY2oUV6XdeDvu5yuQa9VlBQAADo6ekJeb5gLXqysrIAAD/96U9x/fXXRzFKIiIiIiIiMgOL9ERERDSi+f1+PProowCAyy+/HFddddWgffbv35+QsUiSBADw+XxBtx+Y8jeMGzcOALB58+aQ5x3Y6ubA44y2N8F0dHRg165dGDVqFEaNGgVBEEIPnoiIiIiIiKLChWOJiIhoROvo6Agk1KdNmxZ0nxUrVgT+W1GUftuMwnWo9PtAoiiG3L+wsBAAsGvXrkHb9u/fjw0bNgx6/YQTTgAAfP7559i0adOg7Vu2bMEXX3wx6PVvfetbAIC1a9di586dQcd655134txzz8X555+fcr34iYiIiIiIMgWL9ERERJSxnE4n2tvbh/woLCwMtIx5/PHH0dXVFTi+vb0dt956K15++eXAawNbxxi94BsaGsIak7F/d3f3oBY1RxxxBADg3//+Nz755JPA67W1tbjsssvg9/sHna+mpgbf/e53oes6rrjiin6J+u3bt+Oqq64KekNg1qxZOO6446AoCi666CJ8+umngW0+nw/3339/4ObERRddFEj5ExERERERkbnY7oaIiIgy1uWXXz7sPh999BGuvvpq/O53v8OHH36IOXPmYOzYsfD5fKirq4OiKJg6dSoaGxvR0dGB/fv390vcT506FR999BGWLFmCZ555Bueeey7OPPPMkNerqamBKIrweDw46aSTUFZWhkcffRSFhYVYtGgRXnrpJbS2tuLcc8/FxIkTAfQl6/Py8vDjH/8Yjz/++KBz3nLLLWhoaMCnn36K0047DZMmTYIgCNi+fTvy8vIwe/ZsfPjhh4OOW7ZsGS655BKsX78eCxcuRFVVFfLz87F3797AgrSLFi3COeecM+zXkYiIiIiIiKLDJD0RERGNeOeeey4ef/xxHHvsscjNzcX27dvR1taGQw89FDfffDP+9a9/Yc6cOQCAt99+u9+xt99+O4499ljIsozdu3ejtrZ2yGsddNBBWLp0KcaOHYvOzk40Njaivr4eAFBRUYH/+7//wznnnINRo0ahrq4OTqcTZ555Jl566aVA0X6gvLw8/P3vf8dvfvMbHHzwwaivr0dzczNOPPFErFixAtXV1UGPKywsxFNPPYUlS5Zg9uzZcDqd2Lp1K2RZxpw5c3D//ffjN7/5TYRfTSIiIiIiIoqEoIfbQJWIiIiIiIiIiIiIiEzFJD0RERERERERERERUZKwSE9ERERERERERERElCQs0hMRERERERERERERJQmL9EREREREREREREREScIiPRERERERERERERFRkrBIT0RERERERERERESUJCzSExERERERERERERElCYv0RERERERERERERERJwiI9EREREREREREREVGSsEhPRERERERERERERJQkLNITERERERERERERESUJi/REREREREREREREREnCIj0RERERERERERERUZKwSE9ERERERERERERElCT/H9kD94PxZJvUAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 1561.88x600 with 1 Axes>"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "g.fig"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4dc927cd-92b0-4420-abfd-ad3f46adfe23",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    },
    "tags": []
   },
   "source": [
    "# Using [`scatterplot`](https://seaborn.pydata.org/generated/seaborn.scatterplot.html)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "e9084cf2-6df0-427c-ae23-a15249be00e2",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x155dbeb10>"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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m7mKSBNV2kjCWN/3WS551hRBCCCE2IDFJ2TDfTpW2RINCgJOWeRGdpkxeuVp2VH2/b6UmdqcNxblE+ZbzbIMeHSAYfAPt+rj9L5SN82KUBwOvgElxAVfifN1kjrkQQgghxB5Wdku0JCkf5UVpWvY2B2ErNbE7BbHCHDqDe6S/puOdruOoIxLlW2V5lJPEpLk5whuXcXOPtrADMGmyFOUmzGOikPDWVazJQVxblshfDwlzIYQQQgghdjGtFY7WWNb+feluWRqdmyKZHK7p+GRmHDU/sSISRX2sjvKi1XFu0oRk5PZSlBdJnG+MPJKFEEIIIYTYpbRWmDDl3rvjxLl4X8a5ZelH+5TPT9V0m+X7nEuc149rgx67WRLlRcvjPBm5TXTr1RVRXlSMc3vqDo7EeU3kUSyEEELsEK0VjqPRtkZbGtux0FpewAghCopRfuftUcbuTTN4bWTfxfmKKK+2JVoZEuf1l6JR2Va0V3lniTQ3R3D9a0Q3X4Go/OKTANpvhEwLqUw1r4ks/iaEEEJsM8vSJEYxlUsZHM6xkE8wGDzH4sQhj9ZGC8+COJb9eHczS5Wf21rp37eKsst/vYqLvwFoXXHxN7E7LI/ymfEFAOan8wxeG+HkuUPYGZukwgrZe8VmorxoKc77L0K28qrhojZxnEK2C7fvIuHAJdKF2bLHmTAHtlfxfqymdpy+iwRuC8ka26yJAglzIYQQYhtZtsXIdMz1uwuMTYcl+8IOPlygrdmh70iWE50uaSKLce1Gns4sbolW+fPbQfl+YRX1MszCPJNXrpbGuda0PX8BlW2oeJ/I6+gdVS7Ki/ZLnFuWqi3KlcJuPUQ8PVZxtfaVcX5ozf22RXW1xnklEuUbI2EuhBBCbBPb1twdj7j63gz5sPyL6dTA+HTE1OwM+bCRx474Eue7kMlbuFTeUswANG39eeSNXXZrM6UU7uL/rn5ZrJRCZRsI/aay+5xLlO+salFetB/i3BhAKaDK9J3FLdF0z2NYY7erb6WmNCh5+NbLRuNconzjZDKGEEIIsQ20VozPGV69UTnKl0tSw7Vbc9wZC7Ft+XMt1qdscG/gGLG9aonyomKc79U552lqCNw2nP6LWI1tpQcs26c8lzqkXf14vedBl0630Jkm3P7nCTOHJAbrKI5TwsU41152zeN1QzNOv0T5Ru29/4qXuX37Ns8++yw/+7M/W5fjhBBCiC2jFDeHcuSC2ke2ktRw80GOIJEF4YTY79YT5UXL43wvSpK0fJwvi/J8YmFMYZ/zcnG+PMrlEvb6UwBxHlPpSoXl4hjiAFXtKghR0Z4N87GxMT7+8Y+Ty+XqcpwQQgixleZDeDhRefXaSiZmQqbmYlmtXYh9bCNRXlSM8/XebrcoifNVUb7c6jiXKN9ajq1xZu4W9imPgjWPT4OFFfuci/XZkz+xt99+m4985CMMDAzU5TghhBBiK1mWZmw6WtdoeVFq4M5osCcvVRVCrG0zUV40P51n8K1CnO/F54rlce6dfKpslBctxfmppyXKt9CKKC+zT3kly/c5lzhfnz3105qenuZf/+t/zfd8z/cwODjIsWPHNnWcEEIIsR2UgvwGorwoDFMSmQ8sNkDZFspa9SFbou0a9YjyotxsyOBbe3fOeTHO0+7KUV4UxIqks1+ifItsNMqLJM43Zk/9pD796U/zqU99ivb2dn7lV36FD37wg5s6TgghhNguZbaMXseNQRm5lP0g0VphO5pUaUKjCVJNYDQJGsu2apraUNxKre0bv2HFR+v73lfYEk3sqHpGeVFuNtzTC8IlSUpQ43T5MEaifAs4lqopynVDM8orv+UirI5z+ftViz21Xdrhw4d56aWX+MhHPoLv+1y7dm1TxwkhhBDbwRhozGx8lLLRt9AaZNe0/U8pBVoztZAyOJxjci4il09IUoPWioyraW5wONnt09ZgYamUNC0fJ5W2UgNkT6kdthVRXrQftlITj9i2JklS1rpoyrIUxlDx+aBmisIfrSpf0Gpqx+m/iGMbooErsFBh/nnhhDZ3PgfIngrzD3/4w3U9rp4cx6Kraxs2LN0m++l7EbufPN7Edtqxx5sT0T0cMpdbX13bluLMiUZaW2WEc6+q9TFnjGF0OuLtO/MMjYeLo4EKLBtr8X2dfAL5mYSx2Xm6WhzO9jZwuN3DkhGpPSVYiBi8NUKcT8g2eHW972yDh4kN43dn6D13iEx7fe9fbB+TJCTjd9HNnWi/wptsi5LJIXAcrKbOzX/d5sfwPJvo1msQr4xu1dCG0/8CVsuhpX9r4AomP7fyOC+Lffo5rM4TNGzqkrGDY+9d4yKEEELsQS0NNj3t7rpv19Fk097kbMEZid0kTQ2Dw3m+fG2auyPBmpfopgaGpyK+8tYM7z1YIJJR0T3Fyzp0HW/By27Nf9uOZ9N1ogW/Yf3POWJtJk1IZ0YxNaz9YUxaOLaW7caW3y5JSIYHiAYuEw++TroqfJdLJh8Q3bhMdOMKyezYur5OOcqysA6dxjn1DNiP3tgpF+VWxzGcvudRy944WB7lSqK8ZntqxHw3i6KEqam9uU3FcsV39UdHZ3f4TMRBII83sZ12+vGmFBxpsxkcSpmcjWq6TcbTnOhqIDefZ25GwmuvqfUxZ1mKyQX4yrUp5vMJDb5FR4uL72m0KlyemqSG2fmY8ZlwRbTPz8NXZvPEYQtH2uSy5b3EdjXdp1q5fW2E/Hy46fsrjrzHScLRUx1YGYux8coxVw9KqZI4Lfdv+4lrK+zpu0T3r+OceIqwsYc4Lv/fnWMrnNkhorvXcI49SdR8jKjCsSVfY+oOwc2rhW3Kpmdw8jH62FPkjbN0lbllabxgnPDGJdL56cK/5UOcvhfIW02bvqzd9Q9jH4kJBl5B+w04R59hIcmSLD6nFZ/jZnQb7tFnCAcuQZriHjlPzu4kHtvax99e0NqaxXFqm8omYS6EEEJsA2OgwYUXHmvm8rsza8Z51rO4cKaJrmZNUsMLObF3hanmjVszaK3oP9aAUorbw3kejgeEcYpWioaMxanDGc4cb2AuF/NgNE+xwcPY8MatOVoaWsnYVaeGil0kjlO8Zpfec4fqFueOZ3P0VAfZNr9iLNaLbWncaJrYbSaMCw861wY7miF0Wrb86++EYpQHA1cxUR4zcAW373koE+fFKA8GLmOCHOnAFbw+YI04L4nyRdHQDRzAP/YUeRy0Lo1ygGR6FAYu49chzsMYaDmG1w94zQRuC0mZq3niOIVsF27fRUjjqm9WiMokzIUQQohtkiQprVnN+8+2cOthnvtjeWbmVy5BnPUtDrd7nO7J0N6g5MXNPmfbmsGHIVGccqTL542bc9wZyRPFK1/8TsxG3B3J09Jgc663gb6jDdwaWlg6bmY+5r37OZ49nSWJZZXAvaKece54Nsef7MTKWNsT5QvDRLdfwz7yGG7bScBgTdwiengTt/cZyB7aV89fq6McIM3PE5aJ89VRDmDCPMEace7alI3yoqU4P/4UKpgrifKiese5aT5Oaigb5UVxnGIyXSjMvvq9bycJcyGEEGIbJUlKxobzJ336j/iMz8TM5xOMAd/TdDY7ZD0glRc3B0GYKMZnQrpaPb785jQjU9XDbHo+5qtvTXPhTDO9PVkG7s8vLXo8NJ7nzLEMvqwgtKfUI85dvxDlHYebtvzyda0VXjhBcOsV0vkZ0ptXcU8DJiG8+RomieDWq7hnXiS1Wza/SvguUC7Knc5jKNsmHL6zIs4VpiTKAezWQ1jZJoLbr+H1UjbOtUlI5ycxUeXHQDR0AzvKky7MkC7MVDwuzc1Bfhbd1Lzp38HqNworkak0myNP3UIIIcQ2M6bwYtxRKUfbbR4/6vHEMY+TnQ6+lZLGlbfAEvuHUrAQpmR9myvvza4Z5UWpgas3ZpicS+hue7Qw01wuYWY+kRXa96Dlcb7eBdtc3+bkuUN0HG5C1bC//WalqSH2mrG7ekFbmDgkuHG5EK1JBJaNfaiXxN38HOdKlFLYdm0ZY9t6UwuQ2bbGnrm3Msq7jmORoHLTeIdPkga5QpzPDVWI8m7sTBYz/RCv/TDB7ddwZu+XfA/5xIKeszhHz1DYt6y8eOxe1ShXbgav7zmipqPyBu8eImEuhBBC7KAkSYnjwoeMNhwsWmui2DCTS7g3kl/XbdMU3r07T0ujs+Ll+/hMhNby8m4v2kicF6M82+ZvS5QXBbHGdJ/BPXGu8A5TmhQ+lMY7eZ60q48g3przUUrhkytEsF39azi2wp1/iE9uw3Gepgb8ZnSmoXCfXcexTEz4zpcJ3/0aLEwuxXnw3ssE710qE+UZwre/RHTjMun4XfwjfZApP5KdT23UkXNrxnklS1Fe40Jzq2mt0Nv4WBKPyDO3EEIIIcQOUAriFG4+yLGRccWRyZCFIKVt2XZ6c7m4yi3EbreeOF8e5TsxKmrQKNthRTwqBbaD2aLEKEZ5cvtVghuXcGYfVIzzwjzvBwTvvUxy+5UNx3maGvJ2M07fRbwTTy5FuQlzkMSE7768FOcmCpdG1WFllJuFaTCGeOhdyM2A5VVcvX6jcV6PKPeTOfxoEsuq/jt0bEU8dpc0N4vsiFYfEuZCCCGEEDskSeH+2PpGy4sMcPthnuYGWTJoP6klznc6yl0brIlbhLdeB5MWgpzCyHl481WsyUHcNUaz12t5lMdjdzFBjmDgStk4X4rygSuYIEc8dn/TcZ54LdhehujWK4UoL1oV56hCXpVEOaD8LLq1h/zQIMm9N/F0VDFq1xvnyvXrEuXRwGWiG5fwwomKcV78+UY3LhENvo6vwm2Jc6Wo+vvTWu3pNwmU2c8bDW4j2cdciPWTx5vYTvJ4E9ttrcecbWvuT6Z86n/d3/DXONntc663gVsPCq9BnjzZwNO9WaJIVmbf62xbE8yEJQvCVYry7XqO01qRCScI3vsa6cIsWDbeyfOYNCG8cw3SBKuhFffMi+Sc1rrMM18d5Ss+52Xw+p4najpCFJuSKF/O7jyK1fsceTLr2mvdtRXW5G2iW6+hw1nSifsl941l4z72ImTbSPI5bN8vjfK2IyS6OFKucI70o46dI0idstsc2rbGXRgheOdLVReEA7Dbe7D6v458hfuqZnmUJ9MjhW+nsRWn/yKB275imtXyn2/GKvx71HwUffw8eeNu2XaNxceAShPyVmPJ48qyNF40hbH9LT2P9VrPPuYyYi6EEEIIsQPS1GDbis1M51z94rO9ySVNZa2C/aDcyPlOj5RD4XEb+u24J8+jM414vYU55cU55zrThHPyKUJv66McWDFy7ru6YpQDGxo5t22NPfuA8NarpFFAoj10+1GUl1l54LKRc9v31ohyAEP04AY8fBfXKv05WZbGzY8T3nxlzSgHiCeGSO++ia8qj8KXUy7KAZK5qZKR80pvekQPb5LefWPLRs4fPQZeIbp5GT+ZXTEP3rI0XjhJ9N7LW3oeW02ufRJCCCGE2AFpavAdTXOjzdTsxuaGe67GLMZPg2/R0mDJIoL7yPI4f3Bjgu5TrTsa5UVRbKD5GN5jGWK/bXGhN4XXfQavpYvQ76h5i6212JZCTY0STw5VPGYpzrsnCIZvlY3yonhyGLtjBLu1d8U5aq3KvpGQJCmmoQO74xjRw5sYYzC2j25sI1n9dZKY8PrXUJazYq65bmwjtXzMqjfNrMZWdPtRAmMBjz5nWRovGK+4T3klS/ucH3uKPGuPnFeK8qVvZ24KblzC679IkunAmr5X8U2P6OHNxT3Wz5OnfiPWy6M8Hlu8uujmFfzTz5O3mlBKFaL8xiWSuUmSucktOY/tICPmYtexLIVlWyRYBKkmn2iCVBOj0ZZeczEKIYQQYq9o9DX9R7Ibuq0CerszzC4Uor6n06PB24PDRKKqYpyffGpnR8pXi2JD3utYsfp6EGtybv2ivPB1UpLW43inngGr8piiCXKEd96qGuVYNl7v0yStJ1bMw3ZsRSaaxC1z98ZA3rjo4+dxDp/GthRWfop0erT810iTFVEOkE6NoMNVo7yNbTj9L5RcKr7RKC+Khm6Q3qtt5NzRKenYrbJRXlQcOdcj71aM8qWvPTKImn5Q81Z2a1GK0igHkqkRoptX8JO5FVG+dB7LRvD3EhkxF7uGZWnCBMamEwaHF5hdiFkIEtLUFN7RczUNGZsTh3w6m20yDrvmj5MQQgixERYp53obeHtwnvn8+uaFd7Y6NGY0D0YjmrI2Z45kSWW0fF+K4xRl7b7XPUlSGuBbsXd5EIPXcRoPCG69BskGrjBZjPK0s49g2c2XLs8efB3nyGO47acIV929MZDHpbH3aUw0Q/6VS2A5hZHxGr5dE0ekEw/Q7UfAbURlWzcX5doqbE9XQa0j52Gi8LsfwwnyRMO3Kt5fMjdFMvdK9W9SadwTT5K2niCK6vM4VUqhkhgTli6QmUyNYN77GqRx2Z+VifKQJihVOuVnt5KhR7EraMtiZCbhS2/N8GdvTDI4nGNiNiIfpoSxIR+mTM3F3B/N85VrU/zpG1PcGYtR2tqTc0iEEEIIKITW4VaHc72NOOsYZVIKzhxrYHY+wrIUT51qpMlnXQtaib3loP9qgxjSjtNrjpyXtVaUD1whnZ8hvPka1sStsiPnvqtg8i5G2dhHn4DcLCS1z+cuxrnteXhnShdVA3BVSPLwRtUoV66P/9iLOEcfo9pq7dHwLdTMELZdeeGxpasBTjyN032qtm+k7Elp3JNn4dDj5JP65WWaGvJWE07fRazmjtLPz46X/VnZ7Uewei8Q6Oye+u9GwlzsPG3xzv0cX742xdhUSC1vtE7Nxbz8zhSv3ponNtaGtr4QQgghdgPPMrzvySaePNmA66z90kwBT/c10dVsMzUXc+FMM0c77F03mipEvW0ozmuI8uLl2SaJysZ5xlPYo++Se/n/R/DOl9Edx7BPPbvuONdNHdiHejGLI7kl31/qYB07h9XaXfb2hS3RniduOVF9KzVt4Z44R9J6bM0dGjYd51sU5UXL95EvF+er2e1HsE5dINANW3L1xlaSMBc7SlkW79zLce3W3LrnI6UpDNxf4PVbcyRKHspCCCH2piRJac3AtzzdysXHm+lodlbMRV2uwbe4+EQLp7t9ckHC+862crLLJa1jlPsqxgvmSj58tbEF6oSopyAG03ka51BvTcc7h05iDq0d5UWr4zzjLkb55f+FmZ/ChHnCgVewDp3COtIPuZmlOFdeBuX6Zc9DZZpxznwdwcQIwfWv4s49LJmLnaaGvG7A6XuhJM6LUR41HyOM08r7nC9Guek+QxDX9vq4pjhXGrf7JFZT+4p/s48+URLljkXJ3vKbsSLOG9sqHme1du/ZKAeZYy52kGVp7k1EXL8zt6nLTG4N5WjM2jxx1CeJZd9WIYQQe0+SGFoyiv/nqWbOn2rg+r0ctx/mmMslJKkh42l6uzMc7/JwbEWDr2lryODotO5/+0w+z9RXv4pZdr/Ktmh93/vAa6zr1xIHU6UV0Gvh2Ao984Bg4v7aBwPxxAO8th6cxX3OtVa4+QmC269VXMisGOeuMSjLJs0voB2f4n8RVlsPpBHJ5AgmTVH5OXRbD6rjGMaYsvucm2CedHYUu7GNeH4GHK/sz6AY537fCzBwmWRqeEWUL1+0Lp/a+EfO4QDR/fdA63VH+dL5Lc6j9088jR0sEE8NP/qk0niHeyE3hdvcRggksxNY3b1Yx58kPxUtHeraCmtqEKU0quU4YZ0WAlRKgUkxpvKbkCZNUFU+v9tJmIsdsxDBtdtz1GOdmnfvzNPd6tKa2fgTvRBCCLGTkiRFA12NikNnG3nxsUaiFDCgtMKzIU1TXKvwAjVJEpItej/axAlmq+5cHGi2rQnnI7ysQ7TOF4HVRrorKW6l5vUBi3Ee+604Pf0Et9+ouJCcSSKCgauAwWpowX3sRXj3ZZSXwe7oIbj2fzHzk6AUuqUL1XGMWLmgwGo/WhrnaUL47st4Z78J//GvY0E1VVyscXmcq8HXsLtOlkR5UTHOXRQ43oaivMi2FGp2nGRh5tE/FqN8fozw3Uvoxnbcx99HCKQz45j5KSyriSRJl6I8vHkV0IWfeR3ifGmf8jUWxUtnxgqrtS9upbbXmkCu/xU7wnEs7o8FzMzX57K4IEq5OZRDaXlICyGE2NvS1JDECTYJGZ2QsRJ8FaOSGMsURsjLrYYtxG5n25qFyTy3Xx9m4sEczjq2wN1IlBct7XM++wDHVgSxIu3sw+s9X32uuknBGJK5KcKpMdxnPoBz+HQhyucKUW61HUZ19RIrr7DHuTEk2kO3H0V5mRV3p2yHePw+ydg97DWmhhTj3DpVOlK+Wj614cjZTUX5ip9vuPjzXRXlpAnpzCjh9a/iNreB0kQ3LuOFE/iuXopyE4WYKE8wcBV7+i7uJi5rXx7ly7dEq+TRVmqzFacE7VZSMWJH5CPD3ZHSrQ824+FEwHwoL1SEEEIIIXabYpQPXhshNx9y793RmuN8M1FetOE4X6RsD/KzxA9vQByVjfKlr1UmzpWXQbcdIVEO+cFrqOH38OzqVwykqSGXulWjvCif2vWJ8qBylC+d12Kcq2wzKI0ZG8QZf5fo1quY6NHe4ZuNc60VXjRVMcqt1u6Vc94XFeL8Ffx0bk8tEC1hLnZEGMPsQn0XkVnIJyzk0z337pgQQgixW6z1InYvvcgVu8fyKA/zhdd/aWJqinPbUjizQ2tHuWVjHzpRNbKXx7lt6Zrj3G7txs5kyL/x/xJPDmN1HsPqOl42ype+1rI41w0thSi3/MKxaUJ4p7Y432qV3vRwu0/AwkRJlBelM6NE734FlW1GBXPkL/8vdH665DliKc5n7pUsdrcWYwzG8tANLSWfs9uPYPe9gNP/IlZz56rPKnS2mdQq/7vZrWSOudh2Wivm80ndFoNYbnIu4lBz+cU0hBBCiIPIVzEmX3qVmu1YmCgiWTVOYxbmS17MGmMwC/O4Ze5f+T55Iy8pRXnloryoGOcA7Ucay845Tw3gZdFuhqRSmC9uiUbXKazm2wS3Xqs4d1y7GXAbSBcf40Gs8Dr78IDg5qslG8ZbTe042SzBW3+GWZgGpaClC9XURWyskv9WrIZWVKaReOzeUpxbbT0kq49djHNPKbyuMwTJ9r/pVe1KhDS/gJ1tRfmNmNwMyvVLj5kZI7z2J8S5HCbKo8IcVvsREiuz4nvVmSbItKz79bkxkFce/vGnCwvcDd8GVm6JhubRQnkzY4DCOdKPOvYUQbq3npf21tmKfUEpRRBtzbuDuSCVd/OFEEKIZcqusm5ZNJ06Qe7GANHqMDemsCfpcmnK5JWrJX9jZbV2UU21KC9aK87T1BA4LXj9F+HGJZLZiZV3sLRP+WmCSOF1nC5Edpk4t5racfouEritpQuvVRhZTcMcxupEt3SSLBQWHjNJTIoujfLGNpz+FzBOFmW7RA9vYowhNhoovX/t+qiGVhIsYPtHzpUxmGABE0cln4unRkB14z75DcQP3gFlY2ZGSOemVhxncjOYxb3STRpDGqOsR9+t1dyF0//ChhdjWx3nJg6xelduiZa3mwsL5d28gmpoXYryPTRYDkiYi31GklwIIYQoVXaV9dRg4hijrNruJE3LpIUQ5dUS5UVrxXmSVIjz5VEeF14FBjFl43x5lCfL7t+zDXr0RmGF9nKXpAc5wpF7uCfOF85laIBkahgLINu29B5WMcoDt500TfGPny+M8j68WfZ71n4Dbv8LhA2HiWuYQ74VwgS8zsWf1e3XS97IiKdGsR9/Ea/jOLn3XkG3KDSUxDkAto3VdoTUfRTgm43youVxjkkJdHbF/RX3Off7XiC1/T0Z5SBzzMUOMMaQ8Wp8EbBOjZnSS4qEEEIIIcT2WU+UF60157wY507/xcKCX2WivCiIIe04jXfqGbDs2qK8zDzqpXMLFghH7mGfOI/V0wdpSjI1jF6YROuVUZ4kaSEkjYs+fh7n8OmS+9sNUV5UmGd/ujAVYPk8e6VxT5wlbT5KvqEHt/95UrcJ1dKNbmxdeSfFKPfqH+VFhX3WPfIqU3H/95xuIp/szSgHGTEXOyBNDVlP47uafFi/JyOloLXRli1khBBCiF2u0rx3ma++920kyovWM3Juz42TtveWRHnR0si50qiG9g1H+dK5Lcb56pFzp7kT+8wL5Jz2FfdfCEm3ZOR8N0V5UWGe/bKR8zTFPXEWuh8nnyxeht94GLf/eYJ3X8Zq6S6M7gazYDlYTYdWRnlja12jvGit4N7rg3PyzCd2hOcoWhsdHk4EdbvP5gabrKcxZnc8yQkhhBC7nbJtVC1zzAG0LjvHfCPKzns/IPPVLUuhtSZKeBQylsLWkCTpnl7AdjNRXlRrnFvtLUsLCSulcG1DGK+MtyAGt/0UiWFFNPs2WOM3yN1+s3qUq8X/NhZfW66Oc/LzWN19pPl5LLeV1fe0Os6T6RHcvud3VZQXLY9zE4fLorxALf67SRNiY2G3dKMXbJTfSGg1rHjcmiSBOETZinJz60V5EuZiRzja0NuTqWuYH+30yTgQ13cXNiGEEGLfMcaAZdHy/veRWM7Kzy3MM3nl6so415q25y+gsg0l96V8f0OvvcvOe9/HbFuTi2BkKmF0Ks/0fEyUpCgUjl0YsDjU6tDaYOHZijjeWz+bekR5US1xXvzpKKXwycHQTfyuPvLKWxHnq3cBsiyNG4wQDlzCNoq4sKRYyTlox8U79QxpEhdG1RfnXy+Pc2UM4cQITI7gPtaEcduIopW/t+Vxbh2aJcx07booLyrGOZgVe6K7tsKaGiS8eXXp5xAbC6f1MFg26UK44n7S3CzhwCW8vosEfueKN0VEZRLmB0Dhze3CO1a75QqPOE7pbnE41OYyMhmufYM1NGdtert9+Q9fCCGEWKbiTiVpyszATdoOHyb0mpYuAVVK4S7+7/KXDEopVLaB0G8qvVx0l7y22K0sSxEmmoH7eQaHc0zNlY/WofGA63egrcnh1JEsxztcLLU3RtBtW5ObDuoS5UXFOFcKWnsaicu8xitGeXL7KvHYPezcHP6JZ0rifPnxbrpAND2G7u4nGXwd22soiXPtuGROnsU0tqG8lsVLvFfGeTB8B7U4J9vrfwFsD2f2ATQeJlr1ZkAxzrXfRbJLo7yoMDXg0fPG8ig30crX7GrVm3rLpfMzEufrJGG+T1mWwqAJYkMYFS6VUqrwjqxrKRzL7Pi7da6V8lRvI1+am9rU9mmWhrO9jTR6MlouhBDi4Kk0X7uo3L7kACZJMfPzuCsKHKwkwo7Dwmi2bRMvu9R9r8/h3G6WrZmYM7xxa7qmgYjUwPhMxMTsNA87fZ461UiTp3Z91CSJwc04NDT7hPm5ut2vl3HINHll3/tZHeUA8cggQNk4Xzp+8FXi0bvYbd04J58mWhXnxSiP45jo2p/h9j2POtRfEucmzKMyjYUozzQTvvs10twMXt8L0NRTNs53++9xtWpRXguJ8/WRMN9ntFYkaB5Ox9x+uMDUXMRCPiFJDVqB71k0ZSxOdGc43OYsXvq9M/+RJImho8ni2f4mrr43U3KpUS20hnOnmjjW4ey5S76EEEKIeig3X3vF5yvNGS+zN7myLJpOHid39y6kKf6xY2C7dT3fiqP4yz6/H94AsCzN6HTCpeszzOfX9xrFGLg3mmcuF3PxiRZaM3pXR40xBm0rjj7RCcDkyObjPNPocvJcN16TU/JatVyUF5WL89VRDhBPDsOqOE+d7FKUB7ffBCAcuFI2zvWqKE+mhgEIBi5XjPO9xLWoKcpVphmVzGGCXNnPS5zXTsJ8H7EszXTO8NbgLPfH8iWX8KQGFvIJC/mE4cmQ9iaHc6caOdxik+zQHK8kTjjR5WJZLbx5a46Z+dqHvDOe5smTjZzq9kgP0Bw1IYQQYrUNz9cusze5MQaMwZSL+XWoNpJfbhTfGINZmKfS2wB7acV2rRUzecPld9cf5ctNzcVceXeGrz/bgmetvSr1TkrT+sX5RqO8aHmch1YGN11YEeVLxy2L82ToOtneJ4lTlqIcFueUr4rz+OEt3NPPlkQ5FPY93xdxroAkrvo8oBrbcfpfwJueJrxxmTRYKH9gmkKaoGTeS1V749lNrMmyNKOzKZevTzOXq+0PwMRsxFffmuL86SZOH/ZId2jEOYkTjrbZtDa0cv3eAkNjAQtB5XNxHc3hNo/HT2RpzSoSGSkXQgghdp1qI/llR/HLjOAX7bYV27VWWJYmTsFJQ8gXRgstVVjTJzWKOG+xsIkoL5qYiXj3fo6ne7O7frG8esR5tSgH8FVAOvh6xSgvKsa5d/Rx4ntvl0T50nGTw6j2w7gnniLNLwCle6ivjnO3+RA4XkmUF+2HOA+L280Bwa3Xli7hL7KaOwt7yjd3EiUZ3P7nCW9cKYlznWnE7XuBMNtddp0A8YiE+T5QfFf2yrszNUd5URQbXh+YxXM0x9p37uGQJCkZW3GhL8tjR7OMToeMTUfML12Gr8h4Fh3NNt1tLo2+Rpl01y+gIYQQQuxFynFAKZRlFT42ui3aekfyy4zg7ya2rQkSxcRcwvBkjtmFiDNNIaN/+hXSJMaxNY0ZG21bmHPPY9madBPr6BTdfLDAiS6f1qza9YvBbSbO14pygER7WG2HUZMPMVH13X3ikUHSmTHS/HyVoxRm/A7BWIp9uL/ipdbL45yGlopRXrQ8zk1jD3Gyu39v5QQV4nx5lEOhJ2jsKYlzifL1kTDfB1I0b92ZY3ZhYyufxYnh2u052hpbaa/zua2HMQYTGzI2nO52Od3tESaFleQV4NgKhSFJUkyS7Oo/3EIIIcReVNxGre3/+X8KK1h3H1raTm2j26LtB1orUjS3R0NuPsgxMROSGrAtxUk/ZX4hXLryUKUpk7mUtr6EhUDh2Zp0k9MC4sRwezjHhb6G6vtu7xIbifNaohwK25+5rSdxT0N489U147x6lBcoN4PdfYo4t0A0/qDyfQULBDcuo12fZG5y7ftVurg90p61Os6thlac/ovkrSaWb564Os7RWqJ8nSTM9zitFWNzCfdHyy+4UKuZ+Zg7I3mOHsqi9c4/gRSfkJdfTJTIiutCCCFEWdVGtCsu/gagdcml47M3b6GURtkWLUePEriLl48f0Ci3LM1cAG8OznF/JEe1AWulCrE+uxDTGKfcG83TlLXpaHLQymxqUbvhyZBclMXdxMs0rRVK1b7Ku2UVts7ayIJd64nzWqO8aL1xXo1yPKy+56Cli/S9l9c83oQ5knDt193ab8Dte56wsWfHd0LarGKc+1pDYyd5q6nslRvL4xxlSZSvk4T5XqcVtx8uVPx7ux73xgJmFhJaG+VhIYQQQuwVyvcL868rMAvzTF65WhrnWtP2/AVUtqH8DQHl7e5R8moLzNVjsTjL0kRJyu2HOe4OV46xtkZNFEI+MkSJWZpTnKSG0amQMDYcbnOwNrHi/EI+JowNnruxReAsS+FFMxAHhJlDawaTZWm8YAJMuuHVtGuJ8/VGeVE94lw5Pl7fBeKWY8QpeKeeA14hmRha930tt5+ivCiIwWk7TZKaqtMpothgGnoAJMrXSQpsjwtjmJqL6nJfs/MxuTChVR4WQgghxJ6RN3bFRdGUUriL/7v6pbRSCpVtIPSbKsfiJqO80kh+xVH8MiP4Ve+nwgJz9VgsTilIjWH+znscSjULhw5zdzRYcWWhbSmaMxrbzGIsyLlNzOQefV+urYGUhXzMxKziUIuz4TBPUpjLJbT4Fsk65ysXozwauISJAtz+FyBTeTSzGOXRjUsY0k1tdVUtzjca5UWbifNHUX58acveQDdsOs73Y5QXRTV+P3txPv1uIAW2x8UJLAT1+Y8+SQ2zCwk9OznRXAghhBB1U0sEbtWe4dVG8suO4q8xgl9pjvuGt4pbg+toZgbfZfiNKyit6D17kf6zPeRnHq063ZzRZHLjjI8OoYyh6fBREq8RkxqcKM9ffNwHCm8qKFKsrMW1IbPhcIljQ2HlndpvvzzKk5lxAMIblyvG+fIoT+anCsdvch/qcnG+2SgvCmOD23YStzcheO9y1WOV4+F1nyTJzWF1HCNuPUG4bHG+NDVLca4z72JZNuHYfdKFmZrOZT9Hudh6EuZ7XJJS19U5I7nkRAghhBB1UGkkv9Io/poj+Ns4COe7inDoBveuXiaJQgBmrr/Cqee/nskrrzE5HdDeaGGbGcZHh0ijwtWL4dgQze09dDR63Pji11DLR9cdm+P/n28gNu6Gv5n1rgNULsoB0txc2TgvF+UA6fxMXePcdi06jjZvOsqh8Lix4hzJZOUV0qEY5SdIR25htR3GxAFWnEMpb8XUgDQ1xE4Tfucx4utfxus8QQBrxrlyfYlysSmlG/WJPUVrqOdabfYuWPhNCCGEEPvXWiP0WzWCXyvXBj12i6HXXyEOw6V/j4OQcGqcpnSaQ42KhmiChYf3lqIcII4ikskhDvsLtDdokihZ+oijeOnqRMta/0twpaDBt2oekKkU5UVLcZ4bxrZ0xShfOr4Y5/mxDZ0/FKJX2Yqjj3XULcp9ciSDrxKPld+nHB5FeTJ0g+j2a4Rvfwk1PwETg/gEKxZOtyyNmx8nuvEy0f3rRDcu4bV3o7PN1U/GAMZQOmlEiNpImO9xji7s710PWkFTpj73JYQQQgixF1kmIpyZYHa2dLE3kybkx4Zw54fIjT3ErJonn6YGZVJUHNDglR/smF2IN3Qpe8az8N3aFo/TunqUL53vsjj3gvGKUb50/Io439hgTpoaojStb5SP1hbl8d1rAJj8XNk4tyyNH06QvPdl4rtvYYIFkokHNcW5ifKEA1dwZodwbBnoEusnYb7HuTY0Nzh1ua/GrF23yBdCCCGE2ErlFonbyDGrRcojf+gcTSf6yh+gNfn5ObAslOOgrEevnVIDTksHod/Og6kUy7GWPmynMIM0iFI2MsW8vcnBd2r7fowBo22U4615bJqbI3z3ZcJ3v1Y1youU5YLtbmhl+HrZTJQXrY7zrBWvjPJl+5/XGudpsCBxLjZM5pjvcQpD72Gfe6O5TT9BHunwaM7KQ0IIIYTYb8qtal5t7/PdpNqWaGZhvuwIsjEGszCPW+E+q22lppRiYEzhdZ2jFZi6fWPxPlNSren85m9eeYMwZuT//SImSci2dxF4HYSB5tSfe57I8VccmtceUTxPGBucGke/C+cEp3oyaAy1LHNnjCHQWbze5wCIxx9UPT4NFqp+vshq7sTpv1hxH+taKVXblm+qzPZytUY52ios9PawNMqLinHuPvkNaEuRPHiP+P71FVFelEw8gIHLeP0XCZK44s+sGOdu3/PQ1LO0dV6179Gy1JpXEFiWxpjqW5WJvU0qbI9LkpSOJpvudp+H4+X/aNWiwbfo7fY3fFmSEEIIIXanaqujV1rpfDusfmNgvVuiQZVt19KUyStXK269Vm0rNQNMz8eMTKY8dfRRnJs05e6111Hq0QWn2rY51v8YaE22pZ2818HYZEJHm4NqbOD/+3pMGC9f9XueJIU4TlGeVfOgypEOn85mm2Qdq88XVhgvE+eWDUlc8/0U1SvKtVZ46TzGcsknlVPEsw1WNEdgN69YbM7XIentN6pHOUCaYgzYHUeIh96DClupFeL8T9GWDVEe7TdVfPNDNbYV3vRJqm9VXGucF99kULOT6KYjS9u2rWZbCjc3ArZL4LSse7s8sTdImO8Dtkp5qreB6bmQ3Aa2TtManuxtpCkjUS6EEELsN9X2Od+xKK/wZkFdt0RL0w19e8VYDmPDtQeG506co3FuhrmxEUyaYih9reU3NhFlOxmdSkgNzOdjTjQ7aBWXjbL1nFfWtzjX24BFWvKVLUvjpfNEVrbsbVfHuQLshmbC8Yc1Xba+9HXqHOXJravohmb8nifLxrlnG/ToANHYXbzTFwjc9qU4T5SL1daNmnyAicKS2xYpx0M1daDan8Z3PPJXv1AxzsnPkkZ5dOthTFz+Pu2TT2F19xFNjqKzzVXn7sPKODeNPSXrCiwf+U+mRvBOX4DWEyVxXozy8MYVlOPi9b0gcb5PyRzzfSBNDe0NiufONOO76/uVag1ne5s42eWSyNYOQgghhNgGeWMTeI0lH5UuL99OWhkcW6OAE5027twDFqYmq94mzC3gxHM0ZQuj/rkgJTWGF59oxi0z19iqcRccz9E8299Ea1aVBHFxFfV44BLO7ANMWv6Ni2KcO/0v4jQ0Et+6itvWidXQWtM51DvK41uvEE88ILx3HYbexrdWjt4XozwYfINkZozoxmW8cGJpJfgwNiStJ3FPX0A55ScrKMfH67tA3HKcuUDB8Qv4F74NKsy5V5aN1XEcYyBdmC35/FKUT43hnHoG58z7sNp71v6mlYJyV22suhzfRAHBzavYU3dWPF6WR3mamyWZGScauIwXTctVrvuQhPk+EccpR9pt3n+ula7WSjOqVmrMWLzweAuPH/XX/y60EEIIIcQ+ZAx0NNv097gcSe8y8farpPEaly4nCfnRB7TqOVoaCnE+n0vIeJpvOt9GS8OjNxy0UriOXnN+eXODzcUnmjnaXrqt2NLWZgOXiCeHCW5cIRkdrBjnllaYmVGihzdJpoeJ3nu5pji3Glpx+l+oa5QnE0OFfzRmRZwrtTLKi5fbJ3OT64rz5VFeHH2eD6vEuWWh2o5Cc1fZ38mKKO99mrDhMHndgH3quapxrv2GR/uaLxvdrjRHfnWc25ZeEeVFEuf7l4T5PpLEKZ2NmvefbeHiEy0canNLRtAdW9HW5HDuVCPfdL6Nk12ORLkQQgghxKIkMRzrsDlaY5QDaMfBaE0wNUqbm6etpRB/gw9zKFK+5dk2Hj/egOdoHEdh68qLn3mO5vSRLN/4VCs9rTbJqrn1y6M8mZsCwIQ5optXSUYHS1YDd2yNM3OX8OYrmPwcpAnJ5MOa4twkUWHe9QZWty9SqkyUL32BR3Ge0WFJlBctj3O9eLVBuTgvF+VFK+N8MeYtC6uth9RvITY2uq0HlXk07aNclMdxungVQuU4XxHlq95U8VVAeuf1snPkV8R5brgkypd+HjPjxDev4MWzG9p5oBaebdbcr95UmhogNmTnrxcSdZUkKTZw6pDD0Q6HMIZcmBLFBq0h61m4Nvh24dgNrP0hhBBCCLGtKi4MV2nxNwCtKy7+Vo1rpajxWwzdfL18lCtFtrWNhcmJsiu1K23R0drBtJ0lvZfj/lhAgx9z5qjPkyeyTM0nYAzzuWhp/rnraLKeRUeLw/Euj0ZfQ5qWzCMuF+VLojzRzas4R89D0xGi2CyL8qvo3CTpxANMWIipZPIhvPcy7pkXCaHsnPM0P1/Y57z/Bch0Eycbm/aooPLvaTHO7blJ4pnxKgvTGTArrwwPY4PbehL3NER338Y9ca5slBcFqYXf0Yt96CTJyB10Sxep37J0NUBh/noPKUOY/AJWWw8mNSuivKgY596p54BHbzpUi3KAVLvo5k4Yv1/2ezVRQDBwBbSNCXPlfxRKoZs7SW0fswVzzX0dw9B1vNYeAr9zxeJ7S8dYMfGdd9Gth7Ht1k3vSy9AmVr3aRBVRVHC1FRtW01sN71sHtNalyF1dTUBMDpa+u6cEPUmjzexneTxJrabPObqY63t0iavXC2NPq1pe/4CKttQ9nbVtkvzrRh1/xrD773L0PiqMFKKjv6zJJ2nYehtpm7fQGm9YqV2pTVt/WcZy57i2t2VYd+Utfhzz7Zja4gSs3TaWoNrga0LAyflXp1XjXIgmy2M0udijdf/PGnLUfTU6igv/TlabYdxzrxIODlKMj9d9meiM424/S8QbjDOtVb46TzRwGWSqeF1395qbMXpu0jgtZeNRNdWOMEkkddWMcqXfn43LmFy01hxjsTOlLw2VkphmZB0cghl2fgvfBdR5xnyQfkrTJdfpm8WZqpGeZFngx6/SXDrtfWvkK8U7rHHocLCeZvl6xjz4BrR/ffQDU24fRdL4ty3YnjwNvbEbZTfSHLsacJMl8R5Ga2tWRyntq0pZcT8AJD9DoUQQgixV1VaVV4phbv4v6tf6SilUNkGQr+p/FzuKi+NgtTGP3KWztQwPX+NhXxSvFM6+s8y1fIYN+6nPNG9bCu1xfXSlda0nX6S8ewp3rlfOtp+pMPHswpz0l0FLH+9nkK1rrFVipkeqhjPS99amCO4cQWne5xw5HbVKAdIpkaw5saxGtsq3neam9vUyHmaGvK6Ab/vBVhnnK8V5VAYOY+dNtIaorx4ZYCxMpgyr5GNMUsj58QR+Ttv4VgeTvNxonIj4MtGzlUwT9jQvWagBjF4HafxYH1xvo1RDoZ0foZw4BLesjgvRnl4/zp2xsXkZ5c9NiTON0PmmAshhBBCiD2nlos+N3JhqDGQNw72iXOcOHe2sIL6sih/637MQj7hzfspua5ztPb2A4Uobz9zjonGft6+H7G6IdubHc4czVRcoG0tQQzm0JlCmK0xr9iEOaJ776wZ5SiNe+YFyLYRrrEv+FKc54ax15h7XPb2i3Hu9L2A1dpd021qifLl91/2PspEOVR/bBTjPHEaSPI5goFXcGbu4tjlv+9inAfZtaO8KIgh7TiNd+qZwt7ya9nmKC9aivP8GBk7WYry5Zd1pAszi4+NUewKPyOxNvnJCSGEEEIIsYwxkEscMqef5vTT5+g88yjKiytsh7FZivO2U2eqRnlzg81zZ5rJOJUXfatFPrGh58k141wphZXka4vy5kPE8zNYzZ1rfv1HcT6y5sJgZW9fjPPTz6GzzVWPVY6Pc/o5Qn/tKK+kUpTXwhizFO8mzNcU5+s9zyAG09WHe7hvzWPt9h7UkbNbEuVaK3ScI50Zo9zlJOn8DOGNS6S3rpRE+dIx+XnM/AQaGTHfKAlzIYQQQgghVjEGcrFF45lnaD7zNHcmWLHtFTyK84XOsxWjvKvV5euebKG9QW04MJerJc6NMaCtivt2r4jyhTmcvovYfRexO46s+fVVpgnjZjd0NQKAo1PM1EPS/HzV40wckE4+wDbhhr4OUJj7fef1NaPcPnQS9+S5ws+s0vmEecLbr+Pmx+q2TZltKfTcCPHEgzWPTWbGUVMPVuxzXi9pagiclsLVDI1t5Y9ZmCEaGSz/zpK28E4+RdrZTygLS2+YhLkQQgghhBBlGAMLkUUm4/H+sy2c6smUbEcWxoZX7yZcu7cyyrO+xVOnG3n/2RZaM9R17m0tcR7joFu6UQ0tKz+xOspPP0/eaiLQWaze56rGudXeg33qOQLdsKE1jFbsU77WJf2r9jnfiEhnsXvOoLxMxWOc7lNYJ5+Bw0/gnjhbOc4tG6fnDLHfVrJa/kbYliq7T3klq/c5r7ckSQncNpz+ixXjvKxilB86QxDLvuqbIYu/CSGEEEKIPavc9mdrbYm2XnGcknUUz/U3cuZolsGRPOPTEfP5mCBMMWlhZfWMb9HgWxzp9Olpd2lwFUmSkGxsWnlV+cTG73kSFwjvvlPmCEOMg93STQqY+enCPOUyUV6M7EBn8XqfK3zP4ytHcesa5bUudrYY5y7gb2BudZQYaDyC1wfBwBVMsHKVfaf7FPrEefLGw8TgdT9W+HneeWvlGweWjXfyPGlXH0Gs0FrV/DNQqnSQeb1RXlSMc+800Hqi4gr0G1WMc6//Ity4RDI3Wf0G2sI+dpaopVeivA4kzIUQQggh9rBK24lV2xJsv1C+T+v73lfxc9VWX18vYwwkCU2e4pneDGGSIUoK8WcMaKVwLHBscLQijrcmyJdLlYPd0FblEuxVcZ5fQDW0kVpuSZRDcRGz0jjflijXVvlR9C2K8xVRvvgtBbEujfNVUe7ZKVY4R+C0rjk1obhNnNE2eeNizHqiXFHuAbwdcR56bbinL5C+8+XKaxQA1qFe7KNPEEwFdT2Hg2p/P1sLIYQQQuxzJp9n6qtfxcSPokbZViFYy2wztp9U2koNqGuUr7hbY4hjgwY8Df5SExcCfa1tz+rFsRX2zD2Cm1cXg7bSy/rlcT5MdPMq/gvfSeg2k0aVtv96FOfGmE1FuWVp7NwowYN3K0a51diKc/JpovvXy2+lZgzR0ABeYwd283HieH3veKyOc7v1cEmUFy2P8+j+ddzj51ZEuRp+j2jsLt7p50r2915uae/2m1fQfgP+safI4+KmOeL771SO8sXV15WbJbj9etmfmYkContv42aaiZ3Wum+NbJuwsHBgVD240+kR0rkxLKulLusnHHQS5kIIIYQQe5yJE8xWD8+KsjazyvpqlqVJ03TN+3RshTt7n/zAK1VHNB95FOeYlNzNN3D7HJymI0RlRlxXxrnZcJRDYQQ2ynTinjxPcPNqSewVt0SLMh04fU3l9znXFu6JcyTNPeuO8qIoMdB0BO+Mjck0l43yomKcew2tJI3dK6I8vHMN0gSzan/vFadbjPLF7yUBHMA/9hShzuIeO0caLJDOz6z8wsu2REuVjadU2X3OlevjnHiK0GsjrfO7QMv3KV/rgWhys0Q3LuMdfabqmxSiNrL4mxBCCCGEEDvMtjVebgRfBVW3KXdshTd7j/idP0XHtUR5kSHGJtEeabBAcOMKzuyDksXsitLUkFdZ8mrjUV4Uxoa49QTe6QuoZSvFL9+nPIqS8vucawuv9zxpV/+m5zFHsSHIdleN8qIg1oSNR8pGOazc33v51nGro3zpaw8NkN57EyfNE2Y6cfsuohuWbRm3ap/ySvucK9fH63ueqPkY0Q5GeZHJzZb9OYj1k5+eEEIIIYQQO8i2Ne7cEOF7L5Peeb1inBejPHzjj4iH3kMtTLLeFnq0N3duzThfvpf3Zq2O8+VRXhxpXdrnvBjndYzyoiRZ+4qEojhOy0Z50eo4rxTlRRXjfFWUF62O8x2Ncm2hvWzZ21Z6k0Ksj1zKLoQQQggBKD8hSHNrH7iKpzOYfH1XARcHx1KUD1whzc+T5ucLlz2feJo8j0Z2HetRlCcjt8EYkqlhLMDKrtreSins5g7imfGqI5/FOPf6gcYjhcu9t1AYG2g9gdcHeE0roryoGOd+3ws4M8PQeYqghq3MtVZopYjreDl1tShfOt9ilPZdBMevGOVF0dAADuAce4rA78Tru0g6/RC6Hyu7sF0Qg9dxGg9Qjr8lUa61QkcLRFPDVfcpV81dRANXyq7WnubmMXPjWJl2ZFLNxkiYCyGEEEIAQZrj0tjLJKb2l5WWsrjY+SIuO7PImqp2zfPi5+s14inqb3WUF0XDt0vi3LESmJ8gnXz4KJ7SdCnOjduF0tbi6OuT6MP96IfvFvYCr/YYSBNMHKK2arW8VcLYYFpOkBpVcU5yMc4zXacwY4P4LUfJp5WzRWuFn8xCbgbdfLRuK5UrYyAOwVQP4XR+hvC9l1GOSzIzvub9mqhwn6lJCfxO7Exb1SsCghjc9tMYVN2jHBbXFHBa8fpegIFLJHNTjz65bJ/y2Fjlt1JbXAMg7eoj3NiW8wIJcyGEEEKIJYlJ1hXm26XSlmgAZmG+JL6NMZiFedwK93cQtlLb7SpFedHyOE8th3ToPdJ8Dvfx9xG+8xVMtPh4KMa5rdFNnbjHnoSeJ8ilFl5xn/MKca5sF/f0syRtvXXfdquawoJz1b+eq2KSe9cJ772D0zOFf+Qc+dRGKYVPntRyCGK9FOXRwBXShRm8vhRajhPGBt9KUCZZ2qpsvfKJhX/kbOFnuMa86zQ3CzVccGN3HsfqfZY8GYwxJElKwtqX6YcJbNlWAyzuYe61F0b+i3G+LMoLbxys3OecdAGUxj1xDtN9hiCWy9g3Q56RhRBCCCF2uXJboi19zhhIV42ipSmTV66WHVE/KFup7XZumiMeeq9slBdFw7exjUFnmwjvvA1pgnvoOO4T7y+JczM3hdV3kfTwE+TiwtSKfGLjV4jznYryWvhWAg+vE959G0xKdP89HCBz9ClII5LBV9ENbWQOP4YK5wqXV0+PABAMXMXrVzgth0nuvUWahPjHzpNn6+N8LaujfLdZEee3XsHuOLYsypcdsxjn6sEbWO1HiFp6JcrrQMJcCCGEEGIPWPeWaGm6TRcni40IVAbvxHlMmC87Z7coHhlc8f/DkbulcW67uOe/Bef0BWZmVr5JUy7O91KUFxji0btkmttIR+8Sjz1ATQyRISZVNsnM2NLtTRrD3ARq8h7x6D3SJF3cqmxn43y3R3nRUpz3v0jiNJS9xL4Y5y39F9GZJoKpGhYBEGuqKcx/4Ad+YEu+uFKK//pf/+uW3LcQQgghhBC71fKRx5I5u2tYEecDV/DPfhNO/0W01wDMlhy/PM6jh7dxTz29h6J8cYuwQ8eJ3vkS6ew4dlMXxAvkX/0/OCefwjt8kuDhIGiN191LOnGH4NbrWK2HwG8hGrq5o3G+V6K8KElScroJU+XxkSQpVnvn4v+TMK+HmsL8ypUrW7J4yFoLlgghhBBCCLFfbTrOj/SRed9fIWk9sRjllRXj3Gs+RNx4eNdFudYKHc4RTdwvE+UnSO6/RXz/3cKxaYqJA0x+gfDdr+E+9nV4h0+CsjDTD4huvAImxeTn0F4jKbquce4kEdHQQE23sVq791SUF+2lc90var6Uvaenhw996EN1+8K/93u/x8OHD+t2f0IIIYQQ+5myy2/JVnaOOYDWFeeYi91jo3GuXB/dcpio7QT5IKZ6lhfkExu7sYd4C1b23qw0NYWfw+nnMQOXSOdnAHDaezCzI0tRDpAu/xklcSHOz7yIiQOigatgUlS2GdV8iNhYFBdNix7ews+24nSdIYzW/zPQWqGTgChXelVCJSZcQIULaD9LssXb0Ym9bV1h/uM//uN1+8Jf/vKXJcyFEEIIIWqgfL+wYFsZZmGeyStXV8a51rQ9fwGVLZ9ryve3coFnsU5Lcd73POadL5MGCyXHWI2tmCQmzc2BUninniVuPkYYlN+fSmuFUqVbktUzyrVWuDolSPSaI6xKKTwrJUw1aVr+2CRJl/b2DhfjPBp/gNd9Avv4WeK7b5W/8yQmfOfLj75WthndepgYh0cPdIXT00/acWJDW45prfDT+cV9ykdqvl26MLu0z3ngd1bcIm6zPMugSMruhV5kWxrX5MnjVfwdiJ2zY8vnyeURQgghhBC1yRubwGss+Qj9JlS2oWRkXCmFyjYQ+k1lbydbpe0+topJp0dIo6Dkc1ZzB25LB15nDzrbDMaQTD3ESnOUmxmqtcKPZ/Byo9j21rzcX9o7/P6b+OSqTlEtbnHG/Tfxk1m0rnxsMc7dvovohmZMFBAM38HqOYN9/Oya51Uxyo/0o46dI0iddV/GvjLKh9d3Yxb3OR+4hJcfw7Lq//vwLIMefQ/uv4Wvy79RY1sad2GY5NZl/Him6u9A7IyanpX/6I/+CM/z6vqFf+mXfokgKH3iEUIIIYQQtVlroEMGQvYGz05Rw+8R3rkG6cqV963mDtymFsJ3vlyYb93/AgEr9znP8+h1ejHKo4FLmCjE7X8BsofqPlLuJ7NEN18hmRrGDhbwTz5DXpXOoy5GeXLnNeKRQazZcfy+F8hbTesaOQ+G7+D1nAGoOHK+G6O8aCnO6zxyXozyYPBNMCku4B85Sz59lHnFKA8HLpPm5kjDPH7fRfJ2s4yc7yI1hfnRo0crfs4Yw5tvvsndu3eZmJhgenoa3/fp6Ojg9OnTnD17Ftsu/TKdnZ1l7k0IIYQQQoiDo7Yo/wrp7Pij25SJc2gCWIryZKZwfHjjcl3jfHWUA8Sjdwpfe1Wcr45ygGR6FAYu1xTnUbYL9+TT5N/+0tLIeaU4V46LbjlEopxlK6bvjigvqnecr4jyxcdO+ODdFXG+OsqBwmNj4JLE+S6zoeuYkiThC1/4Av/rf/0vvva1rzE7W3kBBN/3+YZv+Ab+8l/+y3zgAx+QldiFEEIIIYRgY1GejN8v3HZVnKcNL2LC3IooB0hzs3WL83JRXrQ6zoGSKF/6HmqIc60VTjhN9ODdpdA2UUA49gDv6BOkM6Ok06NLx5soxMxPopu6SBZn69otHVhHnyS3gSgH8AiIB1+vKcrtjqMoL0s0dKPqVmrp/AzRrat4/S+Ss5o3fFVLuSgHwJilOM8cPYdaGF0R5UUS57vPusI8SRJ+93d/l1/91V9leHh46YFkWRaHDx+mubmZTCbDzMwMk5OTTE1Nkcvl+MM//EP+6I/+iJMnT/K3//bf5ru+67vQesemtwshhBBClGWp9a1Yvt7jhSiqOcoXplCOi4ke7RW9Os6T2XHi4ZskI7dWRHlRPeK8WpQXLY9zUGWjfOl7qBLnj77WlZULrVk2TvthkrFB0nLf58w4GrCaukiMJp6dRI/exu0+QxCvvz1i5eEcOkkyO4YJchWPK+5TbrSDq63q+5xbNvahXhK3seo+4WvRJiSdnyp57ABLcW6HC6SzE6T5+bL3kebnIT+HbmohldUgd1zNYf7KK6/wMz/zM9y4cQPLsvjGb/xGvumbvonnn3+eM2fO4LpuyW2CIOC1117jypUr/Mmf/Amvvvoq/+gf/SM++clP8nM/93OcP3++rt+MEEIIIcRGeTrDxc4XN3S7nX5Ju3oLNNkSbffTaUIazJdGeVP7siifxmo/ApZLOnEfE+aXjlse56CI3v0qhZXgbMotub/ZOLcsBVNjJLOlQbxcPHqn8D0pTTx2t+qxydwk9uwodnsz4WKYV4tyr/skZurB0pZo5ayI8xTCO9dwAW8DcR4lBhqP4PVBMHClbJwXozxPBpMY/CNncaF8nFs2Xu/TpJ2nCeLNXUWcNz7+iaexjVl6Q2QFY4hHK//8levj9T1P1Hx0V26fdxApU8P1E7/wC7/AJz/5SZqbm/nBH/xBPvzhD9PV1bXuLzYwMMD/+B//g89+9rPkcjk+9rGP8RM/8RMbOvHdJooSpqZKt7bYa7q6CvOTRkdr359RiI2Sx5vYTvJ42znKTwjSyqNNsBi3+f0Vk9v1mPNVjMnnS/5d+b6svr6LKQW+CknvvUk0NLD073brIWzPJ3z3q+hsE6nXjDFgJfmSOAewWg+D52O7HtrLsrBQeXHlQow9R9R0rBCd6+TZBj02QHD7DUjKr/5dM8vG6z1P2tm3FKmbjfLldHMHLI6coy3cE+cwGxw5dyyFM/egJM5XRPmypPKtBB68tTLO6xjlRYU5/DmSwdfKx3ml2y1F+bENbR1XJH9X19bamsVxavvbVlOYnz9/no9+9KP86I/+KI2NjZs+wcnJSX75l3+Z3/md3+GNN97Y9P3tBhLmQqyfPN7EdpLH284J3Tkujb1MYspccknhcvCLnS/ihpt/jbGbyGNOrKVSnDuHTuC2dpK/8w5JfmHxWFU2zpWfRbcdwW0oPN4qhflSlDcf31SM1SXOy0S5UoqMmSMauLLyUvkyUa78BkhiTJmt5ZbbyjivFOVFK+JcW3WP8qL1xnm9ohzkOa4W6wnzmt5G/dznPseJEyc2dVLLtbW18dM//dP84A/+YN3uUwghhBC7V2KSimEuxEHjWQZFQj6xyePiH3sKB4iGBlCuj9VxnKjtOI6VQd+8RBJFpKkhsXys9qNLcV6M8kRX39a4XlEOEMQKr7MPD9Yd58rLYOIYr/epFVFeYDDaQXtZUi+zNDLtdh2DhYlHUb64JRpJRDr5ABMGoBTOyfOYKCS+/07h7rRG2Q5G6cKV/WlCeOcavu3gdvQTrvPnsPyy9mT8Pvr4UxWjHCCfWEuXtSsvu6Eod22wTES+yuJ1xhjyKoPf+yzEAUw9IFV2+cXctIV3+gJxHaJc1F9NYV7PKF/u5MmTW3K/QgghhBBC7EbF1bRNFOD3PEk+XRbnWmM1HyJqPkYcpmSbD+EcPg2Db4B2V8S5mR1DNXeRaK/qyt71jPKijcS51dyJ29aJaj5ElD1UEqnGQB6XzKkLuBODRFOjhCN3iGfG8Tp6sNp7SHOzS/uUK9vBajtCOjWEffRJdMcJUIDWxPffwWo9hMm2s3xHMru1G9NymHiDK5AX49xu7FqM5er3U4jzJ0mVtbEon7hNOjeOf+w8edzK68lphc7NkOamSKYeorMt4JVZ7T5NSGcn0E2H2eDmXGILyW9ECCGEEEKIbbBiiyuT4hqztN90Hhfv6FNEyiVODD45oluvo+IQu6cfhm6sjPO2HhJjbXuUFwWxwuvqxzMpwc3Xqh5rNXfiNjYT338X28lA9lD547SGuVGiofcKtzl0gnDkDgHgP/XniIdvEc5MAwZjILEb8J/6FvAbyd25jtIW3pHHsZraiWYmVkZ5+xGsUxcIdMOmtgaLEkNUYYG9cvLJ+nOrGOXhrdcwcYiTGvwTT5eNc9vSeLlh4htfIRm6gcnNkgTzWG1Hysb56n3Oxe6x7t/G3NwcX/ziF3n55Ze5ffs2k5OT5HI5tNb4vk97ezu9vb0899xzfOADH6jLnHQhhBBCCCH2snL7Tq+OpHxio1QhypM7rz/aaqy9pxDnD94DyyNNDbHRVItD5XhbFuVQmNus4zzJ3FTV44pRHl7/CiaJMCbFMgpv1aXdtqVxF4YJb1wizc9j5+ZwuntxD50gTQ1p2wl0UzfWjeI+7Qq7pw9z/DzkZ9D+XdL8AsZvwup5DHX7dVj8+dUryrfD6igHiIZv4UBJnK+I8geFKAcgjkkmH5SP82X7nEuc7y41/yaSJOE//If/wG/+5m+Sy+Wqvjt36dIlfvd3f5d/+S//JT/4gz/Ij/3Yj8m+5UIIIfYl29YYFGEMqTEYwNbgWgpjDEki8/iEOOjKRTlQEkkhDp5ZFeVAkp/Dbli8lNvKQaZ1zcBUjgd+E+na6zyvW2HBsXzVfcphZZSni9uspaqwzZsFS3G+OsqBwhZew7fxjvRjep5kPvFQloffdxEGLqMb21DHniKXWGivA6/vImZhirS9l3yi8U88UziJONrTUV60Os4tXSHKi+KYZGoIqxWJ8z2ipt9CmqZ87GMf40tf+hLGGE6ePMlzzz3H0aNHaW1txfMKC04EQcDk5CT379/n6tWrDA4O8h//43/k2rVr/PIv/zK2Lb90IYQ4SLRWu/6F0EYoBVpbzIeG4bGQ4amIhVxMlBgU4DqaxozF4Q6PzmabrIPsEyvEAeXaoEdvlEZ50fJI6j5NfO+tFbGrs014HT1ENy6RTg2DtrAU4FeP83RhhmjgMl7fRQKnmWQD26OVU3uUd5REOYCZn6b4bGgBflcfem5llBfFcYoZuo3jteC09xLGkLeb8fsvkto+QWoXLmlPUgK/EyvTQRgbwJBXfiHOTbLno7xoeZxrk5Lee6N8lAMq04T7+PtJJx/Awkz5OB+6gd/QjNN+miiSv1E7raZS/q3f+i3+7M/+jK6uLv7Vv/pXvP/976/pzr/85S/z0ksv8Sd/8id85jOf4Yd+6Ic2dbJCCCH2DsfWWAkEylRcsGYvsixNLoL37ixwdzTPQr78SuNj03D7YY6WBpvTR7KcPORhq3RHXxzWsp94OfXYY9xSlW9f7XNC7HWp0djZVrTrl4TnksU411NDpPMzS/+8PMqT8cJIs7IdsP2anleTmXEYuFS3OK81ygHsbDPp3Djp3GTJ55bHuc7PEU48qPizSaIQNfkAq+Uw4JOmhpxuwqz6XpIkZfmzcWG1cg8UmHU+7ypFzX+3lFJrLgK3FsfW2NODBFWivKgY59bxJ7Fae4jtt0omNKhME+4TX0+SgtXdB8MDkJ/D2A2PzlUp3KOPkbYekyjfJWrax/yv/tW/yltvvcXv/d7vcfbs2XV9gWvXrvHX/tpf47HHHuMP/uAPNnyiu53sYy7E+snjbX/zU0gm89Cd3RXbstTj8WZZmtHZlNcGZpmcjWq+nQKOdPo8fbqRRo8du7x9rf3Ey6nHHuO1vCFQj/jfbeQ5ThSVu1R7LWWj3PXR7UdJLL8kBrPZwhWs5fYxt5o7cDYZ5+uJ8sJlRVZh//HpIaIbr4Apfd5TDS3olm5iHCrNl7fae7BPPbdto96+FaOTkHwNX8+zU6xonsBu2dTzutYKL50nuXWVeOJBbbfxsigvg9vYsuKqhKUoj2KiiSGU45E5/TTp1BD54XuFGyuFe+wJ6HliQ4vTFclz3NrWs495TRO/b926RX9//7qjHODcuXP09/dz+/btdd9WCCHE3uTYmmh0gYX7M1hhilrfLjG7kmVphmcSXn57el1RDoWXm/fH8nztnWlmg8KLsJ1S3E98PR+bZfIWbthY9WO/RbkQy8VJSpjtxu2/iPYb1jx+vVG+lmRmnGjgEl40g2Vt7PnHsRVq6j7x6N3qB1o23uln8XrPE4zeQ7X04PQ/B6o0O8zCdGHhtgpFshNRzoO3iQYu4yezVZ+rPTtFDb9HdOMSXjCBZW18Pa00NQS6AevUBez2I7XdJlggmRknnJvGffz96KaOkigHsDuOkrQchRMXsLtO1C3KRf3V9NswxpCmG38XKIoimV8uhBAHiBWmLAzPkeRiotEF7KONu2LUfKOUUswGcPW9WRaCjYfqxEzEqwNzvO+JRnSNW+2IrVNtJH+/jeCvZxrDfvved4s4SWExzquNnOvM+qJc2W5NX3/5Ze15u3ndoRtGKbr9JG6QI7z3dvlrvS0br/c8aWcfQGGf8ztv4XUdw+l/buXIuQLd3ImpsJDdTkV5eP964Xu7eQX/9PPkrdItx4pRHt65Vlg3oDhdwGvf8Mh5Mc69UxcAah45T2bGCQH38fdjkpgkipai3Dl8Gn38PPnUAVz8k89gt3SStp+UKN+FavqNPPbYY7z++utcvXqVCxcurOsLfOlLX+L27dvrvp0QQoi9ybE10f1ClAPkh+do6soSW7XP2dttjNK8fWeO2YV40/f1cDzPrYcOjx31SeLNj0aLjQvSXNlL+5cu32f/bPla6XtdbT9+77tJLXFuZZsw+VmSmTFgjSh3fby+5wv/58GbEOWrfv1kfhpnbhyrvWVDsZtPLPyeJ3ChNM6XRXlxGzSvs29VnD9PdOMyYNDNndDYSWJKR5qttsM7G+VAMjVSNs5LohwKW8btdJwbg7Js4qkRYFmUm+L2aoa8yuB0niGUOeW7Uk3XXHz/938/xhg+9rGP8bu/+7sEQencldXiOOb3fu/3+Dt/5++glOJ7v/d7N32yQgghdj8rTMkPzy39/6VR801c5reTtFZMzSfcG6n+gnc9Bh4ssBDu0Xcp9pmtunx/N9quqQuiuiQ1mEwzyi//5kc0PkSqXLwn3g+Oh3J9sJyKUR41HyNqPoZz+llw/Mpf2LLxTj1D0t67qSuY8okFPU/gHnuSpXlKZaIcIIgVaWcf3omzJEEOq7kLHLdqlANYLV2kTnbHorwomRohunkFP5nFslTZKF86dm6qMF1gBy5rB0hmJ6pEeYExRqJ8F6tpxPyDH/wgb7zxBv/tv/03/tk/+2d84hOf4OzZsxw/fpz29nY8z0MpRRAETE1Nce/ePa5du0Y+n8cYw3d/93fzwQ9+cIu/FSGEEDtt9Wh50V4eNVdKc3t4nqSOLxDncgkjUxGnDjmyjZoQB0hhAbUcyeDrJFPDFY4yhCN3cA+dwHvi/QTXv4KeHcVq6loK2RVRvvgcYnX1Fj537WVMuGrawmKUpx2nCTZ/4c+KkfNo6AbuyXMlUV4UxIpM9xk8S5G/8nl0pqlqlAOEd9/Gs2y8CvdZL76VwNA7ZaO8qDhy7p26QDo5VDbKl44tjpz3v0jeWXuv+UqWj5wbk5BMVnqslLK7e8tGudj9ap5c8NM//dOcO3eOX/mVX+Hu3bu8+uqrvPrqq6hVK/osfzevp6eHj3/843z4wx+u3xkLIYTYtYpzy1fby3PN87FhfKb69jUb8WAs4GSXU/f7FULsTktRfuf1tVc1Xx7njy/GOWA1FUaSV0c5gNIWVlcvXl9MMPDKozivc5QXFePca2ojaeqpGNC2pVEzwwT3rqP8BoybrRrlACQxwe038GBL4zxRNk5jG8rxMGHlq6KSqRHMO18mDRYqRnmRburAOJlNb6G2ZL13IzW+Z61r1v+HPvQhPvjBD3L58mVeffVVBgcHGR8fJ5/PY1kW2WyWtrY2Tp8+zTPPPCPzyoUQ4gCpNFpetFdHzaOEinuVb8Z8kBDGYO+DFeuFENWtL8qLSuPc8rJknvwGgqZjZd/kVNoiaj6G10chzpNoS6K8KJ9Y2E3HKl75s3qbOO2VLqRW0TbEeRQbWP7zqhLnaW7tLcGcnj70sac2PVq9fPu0yldWlBePDKKUxj/xNHlk1HwvWfdyfFprXnzxRV588cWtOB8hhBB7VKXR8qK9OGqutSKI0sKLtzoLwoTESJjvNEuVrj5e7t+E2KiNRXnRyjjH8UjjGCsNiSq8jI/idCk2TZTfsigvqjXKgbJRrjONhc+XK8hdFufVbEWU17r422rR8C0ckDjfY2SdfCGEEJu21mh50V4dNRf7k6czXOwsP9Dg6YxsaCfqwrUN5v6NNaPcamzDOXKG8O5bpLnlb3IW4tzpPIoJIuL3LuP3JbhVVteO4hSajqJICbcwyquxSEhnx0iDytv0We09OCefJh0bJLxXYZ53EpPMjGG1HaewAVv9bTbOd1OUF0mc7z3rWjLwS1/6Ej/8wz/MxYsXuXDhAt/7vd/Lb/3WbxHH1f+L/8hHPsLZs2c3daJCCCF2r9UrsVey11ZoN8ZgWwq9BaPallYoGS3fUSZv4YaNZT9kH29RL1GiUIdOY7X3VDzGamzD6b9I3H4at+8FtN+w6ghDNHaPePIhzqFeTNvxNa88ihJDmOzck0yQKOh+DPf4k6DKbIlW3KfcaYGeJ3GPPU65J0W74wjWiWcIVJUV5+sgis3iNIDnCivh12g3RnlRNHyL9M7r+CqUvzd7QM0j5p/85Cf5d//u361YyOC1117j9ddf53d+53f4xV/8RY4fP17x9nVbAEEIIcSu4jgWZiYkc7S5puOVpbESiLb4vOrBGPAcRcazmK/zPPMG38KxgL1xVb8QYoMerbD9HPAKycTQis8Xozxw20iihLTKPudO9yn0iaf3zIrb+cTCP/x4Yd/zu2+DWVxBvhjluoE0MSTY+D1PLu6P/mjk3O44gtX7HIHenq3TothgtxzBbr1PVMO0A+VmsA+dIq98TLrxJ/ONRLn2soXF6NYgI+d7R01hfvny5aUo/67v+i4+8IEPYIzh85//PF/4whd4++23+Z7v+R7+83/+zzz55JNbfc5CCCF2kThO0I0ONNa2wrhhsUX3yHbJjqVozNp1D/O2JgdHw3ZPt1/v/GmZby3E5lWK8xVRnhSeDOIkhTJxvteivGh1nFtt3Y+ifFls55OVcW6392xrlAN4dop5+B7R2L2ajjdhjvD263h9z5O31rGw3SqWVqjZCZKZsZqOdw6fxj7cT3TnzZpCPpkaxjo0jc50Lz3OxO5TU5h/+tOfBuDHf/zH+fEf//Glf//2b/92/uzP/oy///f/PpOTk/zQD/0Q/+2//Tf6+vq25myFEELsOsawr//QO9rQ2+0zPBHU7z5txfFDPkmyva+uq82pXut2e6gDRAW1vMkib8RsndVxTpgvifKiFXE+cBmruWtPRnlRMc4924G2oyVR/ui4Qpx7jg9tx7Y9ytXwe1X3KS8nmR6BgSv4m4jzKE5RLcdwT8WEt17DxJW36HQOny7sU6583FOFHbCqxbnyMrh9zxNlD5HskYVXD6qawvzq1atks1l+9Ed/tORz3/iN38h/+S//hR/6oR9icnKSH/mRH+G3f/u36erqqvvJCiGEENstjlMOtTq0NjlMzdbnAvzDHT5Nvsas48VfPZi8hUvjum6j/IQgzYFb+208nZE52rvMet6UkTdits7yOFdJVDbKi5bi/MyLGK9py6Nca4VlKaIKC8ot5zqaKDbrmqqaTyzcQ48TJ6ZqvOYTu6bj6mmjUV5UjzgPY3DbewtXDFSI86UoNy4mTRcfS5XjXHkZvL4XiJp6tmR3EVFfNYX55OQkjz32GLZd/vAnnniCX//1X+ejH/0oQ0NDfOxjH+O//tf/SjabrevJCrHa0gvGDZIXj0KIWmQcOHeyga+9PU28yVHurG9x9kQWTbonppcHaY5LYy+TmNperFrK4mLni+t+A0BsrfW8KSMv37dWmhryqgHlQLrG1UZxkmL8LtI03fIo95NZmB5Dt/VW3V7NtxL02E2s1iPkVWZdcV5pFfmNHlcPm43yoq2O8xVRvnjXj97oKY1zifK9p6Ywb2hoYGRkpOox58+f5xd+4Rf4+Mc/zttvv83f/bt/l1/91V9F672x8q7Ym9b7gnE5efEohKhVHKccbnM4c6yBdwbnNhwujq146lQjLRlVce/f3SgxyYaeZ4UQ5Rljag7trZ4qVIzyaOAy6dwU7qkUr8Le576VwPB18nfexu4cxT/5zLrjfDfxrBQ9coOghii327pJ5qYxUeWt1B7F+QvkdOOGfi7l4rxclBeVi3OJ8r2ppmp+7LHHGB8f50tf+lLV4775m7+Zf/yP/zHGGP70T/+Ul156ac/+hyr2juILxo18CCFErUyS8OTxDE+cbGQju715jubZ/mZOdrp7KsqFEPvX8ihPpkcxSUR463X0+E28VcN3xSgP7xRWV49H75AMvoZPDrVH9+IySoNll92mbTmnpw/7zPvw+i6suZWash2M1mzm2pMwhqS9F/fUM4Xt2CpEeVExzq1TF3AOnZAo36Nqemnxl/7SX8IYw0svvcQf/uEfVj32r//1v85HP/pRjDH8z//5P/noRz/KzMxMXU5WCCGE2FFpwtkTGV58spXmhpp3HOVQm8s3PNXKyS6XJJE3BYUQO291lBeVi/PVUV601+M8jCHtOI136plCoJdR3Kc8l7pELcfxTleOc7vjKNapC+TJbnrqQTHO14ryomKc697nJMr3qJrC/MMf/jAvvPACY2Nj/MRP/AQXLlzgD/7gDyoe/4//8T/m+7//+zHGcOnSJW7cuFG3ExZCCCF2kkkSjrXbfNP5Vp57rJnOVhffXfnnVAFZz6Knw+frn2rl/Wdb6GhUpBLlQohdoFKUFy2P84wdl43yopVxvh1nX19BlTgvRnkxjKPYVIzzlVFenygOY8glTs2Rn6aGXOJIlO9RNb3dr7Xmk5/8JP/yX/5LPvvZz5LL5dZc2O1nfuZnOH78OL/wC79AFNVnFdui27dv88EPfpAPfehD/LN/9s/KHvPlL3+ZT37yk7zzzjvk83lOnz7N933f9/HX/tpf25Pv6B00tSzqpoBUxyRWuHRZuq0cTCy/XyHE1kqSFE9D/2GXE50uYQILQUoQpSgFGVfjuxrPVljKkCQJ0uRCiN1CKSCJoMq2XMU4tyeHiCYelo3ypWOjAGWSxTvee1EYxOB1nMYDgluvQRKXRHlRFBtoOY53GoKbVzFhfkuiXBw8NV+Hl8lk+Bf/4l/w9//+3+fKlSs888wza97mh3/4h/nWb/1WfuM3foNLly5t6kSLxsbG+PjHP04uVznafuu3fot//s//OY7j8HVf93U4jsNXv/pV/uk//ae88sor/NzP/VxdzkVsnVoWdbOUxYmWY9xfuE9sYjSKI9mjWOvZ00cIITYhjlM04FuQbVSoxT2g0xSMSSEF6XEhxG6TJIbA68Drvwg3LpHMT5c9ziQR0XjlPbIBrNZunL7nyetGzDZtb7YVlsd5Oj9VNsqLlsd5MvEAfeK8RLnYtNonyC1qa2vjAx/4QM3HHz9+vOKo9nq9/fbb/ORP/iSDg4MVj7l16xaf+MQnaGxs5DOf+Qxnz54F4MGDB3z0ox/l93//9/nmb/5mvv3bv70u5yS2Ti0LtBVWNU0xJiVVsgOAEGLnbNd+u0IIUQ9JktYU59Usj/L98BxYjHPdFpE31S8hL8a53XSIvPEkysWmbapkkiRhYmKC+/fvMzQ0xMTExJY8KKenp/nX//pf8z3f8z0MDg5y7Nixisd+6lOfIkkS/sbf+BtLUQ5w5MiRpTcIPvWpT9X9HIUQQgghhNhLinHu9F/EamhZ1233W5QXBTHk0trmdUexIZe6EuWiLtY9Yv6Vr3yFz33uc7z88svcv3+fNF0530RrzfHjx7lw4QIf+tCHuHjx4qZP8tOf/jSf+tSnOHz4MD/zMz/DtWvX+OVf/uWyx/7xH/8xAN/2bd9W8rmv//qvp6mpiTfeeIPh4WG6u7s3fW5CCCGEEELsVctHzs2NS6Q1jJxbrYf2ZZQLsZNqDvPh4eGl+eVAxXeGkiTh9u3b3L59m89+9rO88MIL/MIv/AKdnZ0bPsnDhw/z0ksv8ZGPfATf97l27VrZ48bGxhgfH8dxHE6fPl3yecuyOH36NK+99hrXr1+XMBdCCCGEEAdekqSkfgtWc2dNYW63HSZxGkgjiXIh6qWmMJ+dneX7v//7efDgAY2NjfzFv/gXee655zh69Citra34vo8xhiAImJyc5P79+1y9epXPf/7zXLp0ie/7vu/jd37nd2hvb9/QSX74wx+u6biRkREAOjs70br8VfqHDh1acawQQgghqrMWF7Wr97FCiN3BtxJ4eJ3o4a2ajg/vvI1rOXgdpwniLT45IQ6ImsL8137t13jw4AEXL17kl37pl2htbV3zNh/60If4qZ/6KT7+8Y/zyiuv8Cu/8iv8k3/yTzZ7vlUtLCwA4Pt+xWM8z1txbL04jkVXV1Nd73Mn7fT3Mh4EZBs80iqLv2llYdsWjmujDCgUtm2R9b2avoZWFr7v0NGyf35ve9VOP97EwSKPt/VZiDXf5H/Dum6TsTJkWxq26Iz2HnnMie203sdbGuZJ7r1LPHYTO+PUfsPhd/A8h6Yjj6Gsdc+OFfuIPMfVR02Lv/2f//N/8DyPf//v/31NUV7U0tLCL/7iL+K6Ll/84hc3eo41K46S17JPuSzSIMTOSnIRJqm8J6oQYnfI2g10eJ3r+sjaEuVC7AWFKL9GfP/dqvuUl5XExHfeIH7wLiaRYXMhNqumt7eGhoY4c+bMhi5F7+jooL+/n+vXr6/7tuvV0FB4IZDP5yseEwQBANlstq5fO4oSpqbqOwq/E4rveI2Ozu7oeYRuxMJ8sOY+5rGdEIUxsYlRShM7CfOLv+O1WMoin40YndnZ7/Ugsm2NHs+T7WrAafF3/PEmDobd8vwmDg55zInttN7Hm28lMHyd8M7b1aNc6SqfD1DvXMENIlK5rP3Akee4tbW2ZnGc2qZ41RTmmUyG8fHxDZ2MMYbh4WGamrb+EofiYm5jY2MYY8qOnBfnlhfnmou9z9EOpKCUxlJWzfMbZR7kzrFiw8L9GewU7EZ3p09HCCGEOFBsW6PnHhLcf69qlFut3ThHHyO6/XrFfc5NEhHdfxevoY3IbZdV2oXYoJrC/MKFC/zJn/wJ//2//3c+8pGPrOsLfOpTn2JsbIxv+ZZv2dAJrkdrayvd3d0MDw8zODhIb2/vis8nScLNmzcBePzxx7f8fMTWMiZFK4uv7/pGoDCFocs7hE5rn+fk6Qzy52N72bYmHc0RzYaE9gJudwNKUdN+oUIIIYTYvDhOsRq7cU+eI7j9BpS5FN1q7cY5/RyR24LT78GNS2XjXDk+7smniPx20lj+mAuxUTXNMf+RH/kRlFJ84hOf4Kd+6qf4yle+QhiGFY+P45hXXnmFl156iX/37/4dWmv+5t/8m3U76Wq++Zu/GYAvfOELJZ/70pe+xOzsLE888QSHDx/elvMRG6dsQ2KFFT8iK+DdmXcYmLvBwNwNbs3dRKHQgKIQ3W7YWPXD5GXUfLtZsSE/VLjkyYQJ4fA8tiW/ByGEEGI7BbEi7ezD6z0PqxZvK0Z53moiihICrwOn/yJWQ8uK45Tj4/VdIG45TihRXpVvp2R0sOZaWForsiqPJ+vpHTg1/cqff/55/s2/+Te89NJLfO5zn+Nzn/tcYXSyq4v29vallc7DMGRqaoqRkRGSJMEYg23b/NN/+k95/vnnt/QbKfqBH/gBfu/3fo9f+7Vf48UXX+TZZ58F4MGDB3ziE58A4GMf+9i2nIvYHINhJDdMWuOYtqMdRoJh7kzfA+Bi54u4NG7lKYp1Wj5aXhSOLmA3u8S2jJoLsROUnxCkuXXfztMZeXNTiD0uiBVeZx8eLI2cL4/y4mXpSZISeB14/ReXRs4lymvn2ykMv0syP41/8hnyKlN2IWqtFX4yS3z7Nay2w3idfTJv/wCp+b2Y7/iO7+DJJ5/k137t1/j85z9PEAQMDw8zPDxc9vhsNsuf//N/nh/90R+lr6+vbie8lieeeIK/+3f/Lv/23/5bPvKRj/Diiy/i+z5f+9rXWFhY4MMf/jDf8R3fsW3nIzbG0xle7Pg6TjWeWtcK+gpNnEYoVdPFIGKbWbFhYWjlAiEmTAhH5rGPNxPFlRf7E0JsjSDNcWns5aqLba5mKUve/BRin1ge58nkQ+zeZ1dEedHyOFeDr2Ef7pcor0ExysM7b0GagDH4vc+WxHkxyqObr5BMDRNPj+CBxPkBsq6LJE6dOsXP//zP87M/+7O89dZbDA4OMjExQS6Xw7IsstksbW1t9PX10dfXh+vuzKJOf+tv/S36+vr4zd/8TV5//XWUUvT19fH93//9/JW/8ld25JzE+pi8heXa3Jm+t64Xi8akpBhkDGf3KTdaXhSMzNN0qEFGzYXYIYlJ1vVcK4TYXwpx3o/ddpS8ylZcwG0pzvteJLYbJMrXUBLlQDx2t/C5ZXG+OsoBSGKC269LnB8gysiG3nUh26XVX+jO8dXRr2zoxaKlLN7X9X7cUEZzdgsPxcJboyvCvKGhMA1mfj4ge6IFS0bNxRbaTc9vu8lGnmvlObY28pgT22k7H2+yaOvaykX5cnbncazeZ4msLG40szLKl7NsvN6nSXdhnMtz3NrWs13auq/3jaKId955h2vXrjE3N1fTbd555x0uXbq03i8lhNgnbFuTTubLjpYXBSPzWEHCGmuiCCGEEGKHSZRX5zoKNXarYpRDYeQ8uX0VLz9WOcphaeTcmrqLY8tUzf2s5kvZkyThF3/xF/nMZz5DLldYJMa2bT7wgQ/w9/7e3+P48eMVb/uzP/uzvPrqq7z11lubP2MhxJ5Tbm75akk+lrnmQohdbb0L5Y0HAQChGy39myyaJ/YrrRWeiglxSJLKe6MDeFYKKIJkf74bHydgtRzGanlAMvmw8nFj90imRzFRUPX+7PYjmKYu4kTeEdnPag7zn/iJn+CP//iPVyxSEEUR//t//2/+7//9v/z8z/883/qt31rx9nLFvBAHU7W55avJXHMhxG623oXysovTdRbmCy+6ZdE8sV9prfCSOdIHb+N19xF4HRXj3LNT1PB7KMtanDu9/+I8TQ2B1Yh36jnglapxvmaUd53AOvkMecqv5C72j5quh/jsZz/LF7/4RbLZLJ/4xCf4yle+wpe//GV++qd/mtbWVubn5/nJn/xJfv/3f3+rz1cIsccs37d8LUuj5rKvuRBiCyk/IXTnqn4ov3x8FxfKq+UjXfxY/m9C7EaWpfHttOJ0MqUKc6YtqzQdilEe375K9PAW0Y1LeMF42WOLUR7euUZw+w302ACevT9jsxjn9qnnsNoOb+g+JMoPlppGzH//938fpRQ/93M/x7d927ct/fsP/MAP8K3f+q386I/+KG+99RY//dM/TUNDA3/hL/yFLTthIcTesZ7R8iIZNRdCbLW1Rr5lZFscJJal8fJjpBP38HueII+74u+vUuATYO69g9fVS+C2LY2GL4/yZGIIgGR+Gm5cwuu/uGLkfHmUF+ddB7ffWLbq+MEeOV9NovzgqWnE/Pr167S3t6+I8qJDhw7x6U9/mnPnzpEkCf/gH/wDrly5UvcTFULsPesZLS+SUXMhKqtlpLeWUV+x9si3EAdBMcrDgUuE966T3nsTX4VLI+fFKE/uvEZ4/93CaHg4iWXpslFelMxPL42c27YuG+WFA+ODNXLe0lXTbeyOoxLlB1BNI+bz8/M89thjFT/f2NjIpz71Kb7v+76PwcFBfuzHfozf/u3f5uTJk3U7USHE3rKR0fIiGTUXorz1zHGWUV8hRDXLozydnwEgGhrAAfxjTxEoD8/kSe68RjwyCEAyN7k0Go6XJb71WkmUFxVHzt2+50lnxkqjfOnAQpx72sJt7yOMqy8ct1cpjLyoEVXVNGLe2trK4OBg1WPa2tr49V//dVpbW5menuZHfuRHmJiYqMtJCiH2no2MlhfJqLkQla1njrPY/apdBSFXPIitorXCCycIBy4vRXlRNDRQGDlPZlZEeVEyN0k0cBkd57E7jqEsp+LXSeanCd75CuHgmxW3DQOwGlpQjZ3E6f4LV60VfjJb2BJtZqym28Tj90luv4pPDiX7yB4YNYX5008/zcLCAp/+9KerHnfy5El++Zd/GcdxuHv3Lj/8wz/MyMhIXU5UCLF32LbGzIagFE6TV/HDanCwGpyyn0tzkexrLsQBo1RhFM9xLFzXwnEsbLtwyex+VbwK4qujX1nxcWns5XVtzSbEehhjME4Wq7mz7OejoQHCd75UEuUAKIVu7iTWGeLWE7innq4a5ybMgak8Cm41d+D0XSRvN5PuszBfEeWV9imvoLDPucT5QVLTpewf+chH+OIXv8i/+lf/inv37vGd3/mdnDlzhmw2W3LsCy+8wM///M/zUz/1U1y/fp0PfehDWDLqJcTBYkA1u2TPlv+DX9SQLWwlpBbKbxVilFq87Gt//aEWYrex1Pr+Tq/3+DXvz9LERjEfGKYXYiZmIsIoBaVo8i3amm0aMxZZF0jNvnvxLlc4iO1mDORx8Y89hUMhxFdLF8pc9aYUzpEzqCPnyKc2pOB2nMYFwluvY5JoXechUV5dPHYXAL/3WfJK5pvvdzWF+Td+4zfyQz/0Q/zGb/wGn/nMZ/jMZz7DP//n/5zv/d7vLXv8d3zHd2CM4aWXXmJ8fBxjjLzTI8QBEicpcQ3HNWcL77AH8/nyB8gfICG2nKczXOx8cUO32+x/oVorEjT3JiJuDeUYmw6Jk/L3mvUtDrd7nO7J0Ja1SJLNhWy1Nxfq/caDEFtJKdD60UWwtm1hTOENrGohV0ucr/5CK6J8URhvLM4lyguU62PCCq+DkDg/SGoKc4CXXnqJJ598kv/0n/4T169f5/Dh6vvxfed3fifHjh3jH/7Df7jm/HQhKtnoiyN5USWEELUxeWtDC8Rt9qWhZWlm8oZrg7PcH82v+T7cQj7h5oMF7o/meex4A6d7fGzSDb1IreXNiHq88SDEVilO+8hHiiAyzC7E3BydIU4NURjT4Fu0NNj4jibjKkyalo3fR3F+HidNiYZvVfyaTk9/SZQXLY/zYOBq1UvXAazG1n0b5QC2BjMxvOaccrvrBM6RxwjvvFl1K7Vk8iF25yh2y0mieP/9vERBzWEO8N3f/d1893d/N9PT03iet+bxzzzzDJ///Of5whe+wOXLlzd8kuJg2ugozvLby1OXEELsPratGZlJuXx9mrnc+ka+gyjljZuzTM3FPNvXgKtZd5zX8maE/P0Qu5VlW8zmU+4NBdwfzTO7EBMnhv8/e3ceJ1dV5///de69dWvrfd/TnT0sYQ0IhEFBh01UFBwY3AZ1BAdxQXH/znccHRVwYVHHfUEBRRQB8avITwVlCyGBANnTSSe971171b33/P6oVKc7XdVdXV29pc/z8WgxVbdu3e6uqr7v+znnfPz+5Ll5KJScHqaJwyNNyt00V3kp9ukg7fQXwaSDnGRxNgAcG4HD6CyzowgcpJUgm3ePdGxwrMMjao+9d1vckrgrWjBtK+Nq9KN9yjUf5iR9zoXuwmxZj1XcSOIYXbFeSZpWME8pLi7OeltN07jooou46KKLcnkqZQnLtYoz+vg8HouiKIqSH5omGAjJnEL5WAd7IggBp64sQGNu5mcLph6RJaWDM82/QOn2qUZ+KUfTNEFCauxpj7LrYIhofPKQ5kgIRmz2HAqzvzNCU7WXtY0+/CbYdvKxY/uUW71tk+4v0bUPlxB4Gk4gijkunI/rU57FhTInHEj2OV+5gZi7fPR4jiUxS8NdvSo5xP+ocD4ayvEibYeYXoA7TThPhXK7fDnxbOYIKotaVsH84Ycf5rLLLsv7k//2t7/l8ssvz/t+FUVRFEVZmBJS4+XWkRmF8pS27ghlhS5W1bmxrfyEc+GxM66G7mgWTcUNk1boNaGzd3Bv1uF8stFhauSXkpKa+vHi3hG6BtIvmDoZy5bs6wjTNxznpBWF1JQYOLZ9JJSnW309jbF9zlPhfFwon6rqPkaqz/lSC+fjQvnhzxLHkRPCuQrlS09Wwfzmm2/mF7/4BTfffDOnnnrqjJ/06aef5pZbbmHnzp0qmCuKoijKEmEYGvs6YjkFi0x2tAWpLnVRYIq8LIqUal+WbpV0W4/THm5HZpg/69JcnF25ESE0yHKV9clGh6lQrkAylA9HJM/tGGYoOLOENhKy2LRjmNPXFtFSbJHYnyGUC4HuL8YODk24a2w4d3Qjp1CestTCuRMeRm9aPy6Up4wN50J7Eb20RoXyJSarPubf+973OHToENdccw3XXnstf/zjH7Gs6b1KgsEg99xzD5dffjnXXnstg4OD/OAHP8jpoBVFURRlqdKFnvXXQhO1BAe689ubOxp3ONAdRdezOqXJSqp9WbovS1oZvxLO9FpFKcpUhICIBc/vGplxKE+Jxh227w8Ri0QhkrklmmvNObhqV6TdhxMaxnBiaH2tU4ZyzVsIeuZaoB0aTg5rj/Xn9X28kMQsDVm9Cr3ppLShPCUVzvWWU1UoX4Kyqpife+65PProo9x22238+te/5umnn8bv93P22Wdz6qmnsnr1apqamigqKsLj8RAIBBgcHKSrq4stW7awefNmtm7dSiwWQ9M03va2t/HJT36SwsLC2f7+FEVRFOWYMd1FMRfSUGhdF/QOWwwF8h9eO/pjrKr34pqDzqwaAkekDw9CaAghRi+KaIf/qx/1X0XJltB0dh4IMzCS3/dN/0iCzZ0+zlxxOvqeTdjBwcNPOKYlGi7caVqpJducnY5teHAC/ZOG8tS2MtA3aSs1Jx6BaADNUzZHK0bMvZilAW6mGgvjOJIIHrLqO6scU4Sc5riv3bt3c9ddd/H4449jWVZW/cmllBiGwWWXXcb1119PU1NTzge8UCUSNkND4fk+jBmrrExeLOntTXMFVVHyTL3elLmkXm/zy+XS2doaZmdbKO/71gRccGo5RZ7pr9B+tLgZ5Jnep9MOZReGxJKZA5IudM6qOAfdMZCAx+MCIBo98hi35kVGVUBXpqbrGt0jNk+9PIRlT/26PnpV9kn3rYHL0Fi/spC1RUFiuzdhh4Ym9CnXdYEpYziHXibRuXdc73EpwUME+0D6heNS28ZcRehCovfvSxvOhcvEbDkFu3QZcdUKbFFRf1enVlLiw+XK7jN/2quyr1q1ittvv53u7m7++Mc/8tRTT7Fp0yZCoYl/aH0+H6eccgrnnnsul156KZWVldN9OkVRFEVRjgGWnZzfOhscCcNhixKfCzuLAJMraQl0zIz360JHcwxc8eSc8fLiwyetI0dOWlXsmHseYSGj0bT3CY+HqMypSdGscxDs64hkFcqnw9AF6+oMCo04B3qi1JWVUbDydPSBdqheMxrKXYbAFR/CdhejNZyA6XKjlTeN6z0eFV48y04CGBfOxwZ4x5bYHOlzPjacq1CuKEfk/ElUXV3Nu971Lt71rnchpWRwcJCBgYHRHueVlZVUV1fn81gVRVEURclACIGmaUQtmWyBZIC1gHreWo4knpi944lEk/2VFeVoMhpl6JlnkEet3C8MnZLXvAbcubdmnS1CQDDq0DOYv4US4UgoLw3sIjbYS/Py0xkI+nEXl6PVFhOzkm8ilyFwBbtIHHgJo3YVTnkz1B5H1NFGQzkkR6gcHc7HhfIx28at8eEcTahQrihj5OUSoRCCsrIyysrK8rE7RVEURVGmQdMEEUuwY3+IvqE4uiZoqPKwotaDyGGlZEU51kjLRtqL572g6xq9w/G8BtaxoXxg93akdPDLTRQc/xoQlcQS40N5fO9mnGgIp3UrJmCXNY8L2iljw7nm9qJVtkwI5SljwzmaoUK5ooyxMMfuKIqiKIqSNUtqbNkToKPvyHDdgUAC25Ec1+jNW4/vmdC1ZLu02eI2BXnolqYoC4SgP48LvqUL5QChvl48O5+jovgcbKMwOfd8TCgHkFaC+OFwbpY1p10pPBXO3fUnTqiqHy1ugVnWAggVyhVljGOzJ4GiKIqiLBFCCAIRh66BiXNoD/ZEiSYWxomvSxcU+WanHiAElBS4Jg0DirKYxC1JKJKfC2oC0obylOHeHmK7N+GxhieE8pRUONcH9mNmeBtLKYlaIqv3YdwWxOf/eqGiLCiqYq4oiqIos8gwNGxbzni18EyEAMt2cNJM37YsiSNJnpnPM8eRVJW42H0o//v2e3Q8ppgQOBRlsXJIrsuQDxKwHIHQXckWBkcFYseBxEg/2q5nkFYcGYuk35HQEbqBRKCWMVSU/FMVc0VRFEWZJUKAEXMwtdlLxo4jKfDqFHgntmMpKXThmYvm3lmwbYfSQoNif/5rAjXlHrwL5PtUFpZs2vpms81it7MjTq93OeWrT0To6Vs3OaHhjKFcuDy4V5yCVdxIQg0/V5RZoSrmiqIoijJLDF0j0RHAKPOiefUph3gKj03MyVCtSiPVE9tnwnHNBby8L0g4liyHlRa6OK7Jj4ZzdIFs3vhMaKz2MLwvmLd9moagudqDTDdkQFkyJmuJJsOhtCNWpJTIcChjA7z5bKWmieS88HxxJOxoj0P9cipXQ/+ubaOL4Wna5INqxoZyNSdcUWaPCuaKoiiKMguEAD1qE+oKYkYt3CtLiU0x/DPmRNjU9xy2nDpK60JnQ8UZmBRgWw7LKkzKi0oZDFgYuqC0QMfrWmAt0xIOLTUeOvtj9A/nZ2GrVQ1+SvwCZwF9n8rcy9QSDZIBPO1cD8dhcPOWtBXzqVqpTXYhYHQfMwj2pi4o8Oj05fTo9DKFc5ehoWUYQ3t0KBcCXIZGwnImXWxR0wSGJoir96WiZE0Fc0VRFEWZBYauET84ghO3ifWHcdcVZlU1t6WdVTCf8DjbxqtDQbkBSGzbwUqzevJ88+hwYkshz7w6RDQ+s5P2mnI3K+q8OHledV4X6Yf6ztbjlPzIqSWa4+Q0W3qyCwGQjx7pkvIiF/u7sh9Bk41UOHctW0FJY4DB/XsxDQ1dE8g0n01m03HYJU3EEw5CgEckoPcAelkTUcy04VzTBG4nBIOduMtbiFlq5qyiZGPOgnk0GsXj8czV0ymKoijKvBmtlvcebjdkS2Idgayq5jNl2wu7QmXbDpVFGqetLuKF3SNEYrkdb1Wpm1NXFmJq6Re+y5Vb87Kh4owZPV4N9l0aZtIbXdc1BBLLTv9qsW2HymIXxX6DYr/Oob5Y3l7nVaUmxU4/gd5uAIr8OpnK31bvAVxFVeiuIkwZxzn0MomuvbjCw3gaTpwQzlOh3Gp9AXuoB9OycFevUuFcUbIwo2AupeSJJ55g165dRKNRnKM+MWzbJhKJ0N3dzbPPPsuzzz47o4NVFEVRlMVgbLU8ZTpV82OdbTnUlxm4jy/h5dYgPYPxrB9r6ILltT7WNHpx6zLvP0sZ1THJtcqp1qpWpmYYGma4B+wEorAu7WJqUkKBV+P0ZQI5eJCCunp2dCRmHM5rykxWFwwQ2P488VAQj6nhNbWMXSPskX7YuwnfytNI9HeQ6NwLSBKd+3DBuHA+LpQPdAIQb3sFE1Q4V5Qs5BzMY7EY73vf+3j++een3FZKuSRWvFQURVGUo6vlKXNZNV8MLMuh3C94zbpiDvbGONAdYTCQyDhv1TQElaVuVtR6qSo2kI6d10q5osyFVCiP73ke6Vi4VwBpwrkQAq8Twu7fxt7trVSsjLG2bvmMwvnRoRyguMCFS08/BX/0WAK9JF78E3rdajRfAU44ADAunMc1D6YdHBfKAXBsFc4VJUs5B/N77rmHTZs2AdDY2EhxcTEvv/wyDQ0NVFZW0t3dTUdHB0IITjnlFD7ykY/k65gVRVGyNt1VrjNJrX6tKFNJVy1PUVXz8WxbYmCzus5NU6XJSMRhIJBgMGCRsJJzWr1unbJCF2WFBn63QBfJEXmKcjRhpP+Mzrj4G4CmZVz8Ld/GhnInkgy3sb2bJ4RzIQQeIiRaX8AY6aTUr9O/axsVq8k5nNeUmawrHES0bUHEwwAUeA1K/GM+izQdpANSomsCR4KGgwz0khjpxwkP4165gRhMDOfVK4m3bRsfylMOh3O3pmFWrlYruytKBjkH8z/+8Y8IIbjpppt43/veRzweZ8OGDRx33HHccccdAPzjH//gYx/7GLt27aKhoSFvB60oipKt6axyncnY1a+VY4MQYBo6ccuedGXhXPabrlqeoqrm6SUSNjpQ7hdUFrpBeA4HD4muJTOV4zhIRy6Y1m/KwiI8nuRia2nIcIjBzVsmhnNNo/S0UxA+f8Z95uttmi6UA8hYZFw4t2zwEMHe/wJWXzsAZYUG4ZjNQIZwXlnsImZlfm8IAS1lDgUDrejxHtwFbvqjOlUlJrpIDpsXLg/u5acgY0Hstm3IQA+6vwRHc6N5ChHhEez+DvSKLlzFlcTCR76HROc+7IEunFg44/ev+4sRRVVkmFKvKAqQ83iS1tZWCgsL+bd/+zcATNNkzZo144a2n3POOXz+858nFArx05/+dOZHqyiKkoPUKtcz+VKOLYauw1As+d+87lcj3hVKWy1PifWHIWyhaWqK19EcR2JZDlbCxrFtHNshkXCw7clbMylKVBrE3AUTvuKeQoTPn74qLgTC50fzepONvI/6ktEoHjGxtcF0pmcKIdB1DTPSS3zflmR41fTkl0iehqfCuSvQgfeoUA5gaFBX5sZjiGQ4D+9jbZ0LgNpyk+OKBjmxKkaRL/3nmaELHKFT2LQKs7AIrxNkWSl43SI53TTVEq20Eb16Oa6KepzgIM5gF5oTwzEL0MrqMVecgiiqIt57aMJzTBrKC8twrTidmFmKrZK5omSUc8U8FAqxevVq9DEnNStXrmTbtm309PRQVVUFwMUXX8x///d/89RTT838aBVFURRlhoQAPW4TPjSCz1uGlXlB4unvd5JqOSQXR0KqqrmizJVMi5qN5UQjDD09vvWZgYMAis96DW7DNaFyLsOhSfctpUSGQ5iAJkBYEldpI7LwSNAXLo3Yoe0gnWQ437MZzePHHumbsC/TENRXuukZtkA6aCRD+WrfACPbN+HyeFiz7jXsxE9ozEeQyxCcUK9TJXsIH2zDLKzGbccgHkBqgLsIc/kpWCWN6FaU+MGX0HU35uoziO96LhnOS2vQm9bjqm4hsnsT0sp+scbxoVwtCqEok8k5mPv9fhKJxLjbGhsbAdi7d+9oMNd1nYaGBlpbW2dwmIqi5IPHpZNwHHXFWlnSDF0n0TlCfCiKqyeM0VBIIg99sCebW54i7TiObRMf0HCH1VxzRVkojm59Jq040a4uvMuXEzhwcEJbtEnnrQM4DoObt4xW1zUh0K0g9mAnMpFAuFyUbDwveUXv8EeAjEew4+nXREmGc53mk9YzWLiKjq4Eq319jGzfRDwcIh4OYezexJpVGwhHXAwHrdFQ3uDqR3TuIL53E67SElwt67H72pKLz7WcSKJsGXo8jN32IlbPASyh4a5pHg3nRmE5ev1qonoRruaTkXs24UQzX4BMUaFcUaYn56HsTU1NHDx4kEAgMO42KSU7d+4ct20wGJzQSk1RlLllGBpyMIYh1fBZZWnT4zbR7uRJZbQ7iB63mWnjkFS1PDpFtTwaHCY03A+2TawjgCvNE+tCz/prsRIem7gZnPJLeNQ0EmX+SMdJVr5te8JXVquvOc7o9rZlYQkvWlEVCIE8qrg1JaHhaliLqFlDabGHDVUB3J0v4tfjuPTk50h4cID47k2cUBmjuMBgdb1Ji28YT/8ezJ5X8ZtAcJBY60toFU24mo4Dw4Ue6h0N5Ye/cWJd+8FXhvvE86GoivihHehOFKugBrN5Pcnx/pMcrsvE1XwScbcK5YqSrZwr5meffTbbtm3js5/9LP/93/9NcXExJ5xwAgAPPPAAV199NW63m82bN3PgwAFaWlrydtCKokyfbkkih0bwNhWjFxqqaq4sSdKWJHpC2NHkcFI7apHIQ9V8qmq5EOBYMYLDA9hWAl9RCQzoE6rmbs3Lhoozsn5et+ZdlIPhs1mUUS26qBxrHCnBKEAvq8MZ6cn+gULDbFwHNWuwhYFrqJ34vs2UmXHKCmI4JT6CcYEtwZEB9O6tXLD2DFwFfszOVqRbR1Y2YvUfwgkHcIKDxPe9hOYvRvR3olW1YAf6cdcuJ97XgUxER8O5q7QaJ9SLa9l6LM2NngiQ6NnPVKviyUQcu+8AroYibGGqNSIUJQs5B/N3vOMd3HvvvTz22GM88cQTPPfccyxbtowNGzbw/PPP89a3vpUVK1bw97//HSEEZ511Vj6PW1GUowiRXGQm3bBYw9Bw+iLEh6OIDg3P6jLsRXk6rygzYwVjo9XylGh3kMIqX85zzSebWy4MiSUT6EIjPNRPPJFcICkw1EOxxyTSPYhrVRFxGUs+wJlYhzInadWXOlxdF4vuYptaWFGZS+nan81GS7SppMK5Uaoj9CxOw4UYDeVRW8erJ7AHOyERgegQ9mA3mr+YoqIqTI8HgGh0GK3tebTiCqSTQFhRNH8xSAeLjmQ4Dw3ihAbRQkPoNcvx1Lbg9LXhrm4i1t02Gs7t0DDmitOwiuvQ42n6lE9ibJ/zKCqcK8pUcg7mlZWVfO973+MTn/gEIyMjmKYJwMc//nHe/e53s3fvXvbt24eUkrKyMj74wQ/m7aAVRZnIpWlotiSa5j7dkoQ7DvdMHYzgCSZU1VxZcqQtiXcfqZanzLRqPlm13JIJeqO9FEgXPf0HSBxeNCk4FET43STsQQrKKtktWglbE+eWZlM11nWBHRvB8BRjWYtnyKgwJLYzySJSQgddfUYpMzdZKzXN48WJpp/XPfr4XPqjT0JKCbo7u2Cu6Wj+EhKaC2yHqGPgbzoePTZMbPsOsG2cQD8aIF21CN2F40ic4BCegiIY6Sb60uPo/mLM1ckiWSqcC18R5gnnIQw3iT3PY3XswmhYi7tuLbHuNoSm5RzKU1Q4V5Ts5RzMAU4++WT++Mc/smPHjtHbTjrpJB544AF+9rOfcejQIZYvX861115LRUXFjA9WUZTxhMcm5kTQhIYrZBAPxKHORdw+MnfN1F1YXRbRcBAOn1uEuwbwlVRiq2KVskQIkayWx/vSt/TJtWo+abVcCHSh4bcNhvq7SFix0fscaTPY20FJRR16l0Vdcy07E7un/X0ldxan58BOqpetAyN9P+aFyJIJOsLtOBlG75jChaMq6koeRKWBx+NBxiZeunaikYwrrEvHQSbiFDQ2pN+xrjOye++0wrkADCyc4V6c+LKpH2BbxPa9gHuFgMI6hAB7uBetsByjfi1W2ysgwQn04xg6WnEVCB1PTSOMdBN78XGwE9gjfcR3PT0azm1vANfKDQi3fzSUA1iHkuf0nsYTkIVVWIXVOYfyFBXOFSU7MwrmAJqmcdxxx427bcWKFfzXf/3XuNv6+/spLy+f6dMpijJGap5mvacO3wFBNBDC761ke3wXjnQQCNZ6VhFrHSQcDo4+TosarKsrRPd7VdVcWRIMXSfeHULG0ge9XKvmhq5hdYfQDA3NOLKeqtCSc8rDgSFGgj04LhtvSdGEx4+EepGdNjU1q7D8LRyKthOzs29FZBgaI90ddO7fhcvtpbL5BCxr8bynHSRSpg81jlg834ey8MlolKFnxrdEG70vQ+VbAAN/ewKhTVwrWbhclJ57LkKIzBPDNG1cz/OxoVwm0o1vy3Dsh/uce1YKhK4T2fM8IHDXrAQYE84HQGh4lp08LpQndwLOSB/xXU9hHnce5rpzcCTEX/37aChPsQ7twCiuQKtZhS5tnI4dk4ZyvbAMV+1K4m2vZFytPdG5D7fbj1mzjlhCvbcVJZ2cg/kFF1zA+vXr+cY3vjHltldddRUdHR088cQTuT6doigZuDQXJfECensOYlsW/sFSSkpL6I32Uu4pQx+WBIcD4x/kWEQ7AvhW+tRcc+WYl+pbnqlanpJL1VxI0Cp9+Ct9QHLldceKEQkOEh0J4RSDUV2AMcn7LEaC9u6dxLUoyyqqGHBH6Iv1Z/X8TjxEZ+t2pOPQfWA3JVUNaO5iVZFSlDSObok2KcPA05ChUg7g2EzazkHTKD3tFIQvOYpFADo2MtiPE01WyoVLy/rDJtXn3NtyPK6KBuKd+4h1t40P50iEtwgtHiKy7S9HQvnoTiROYACrZz9aRSOJ1hcnhPKU2J7NeHyliGWnoteswgkNYY9M/FxKtUSzPGWYpo94hlZqRkUjVDQTtybcpSjKYTkH8/b2dmpqaqbczrZtent7GRwczPWpFEWZRJVZSexAENtK/rULdgxSXVrBgBigRlQRbB9K+7jYUBifmmuuLAGpvuVkqJan5FI1j9vjV2vTBKBJwvEg3V17GQ50cSh0CMnkQ10LCkppbD4BqQsSMrs2SoahMXDoIIHBPgCi4SC9B/dQt/o08tCWXVGWNAsNDDPtfQIwpD1pwzAhBMLnJ+4pBMBDhETbK1h97Uc2khLGjhgRAqG7kFb6UTNOLEx0/yt4mo8HSIbz3kN46tciAwMQ7MHubwN/GeaK04jvfGZ0/wIJdhy9ahU4DuFnfoecpBe5VlwFbj8iFiZmFmOu2AB7N40L5+P6lCdsHF815soNE8K5UdGI3nwyUbxppwzMF7ch0RyLqHRNeX1ECIFHxHA0FzFLtZ1VZkdWwXzPnj3853/+54Tbd+3axTXXXJPxcVJKuru76ejooK6uLvejVBQlLU1olMYL6elpG70tEgxRMFhKc/UyjD4IjwTSPlY6kmhHQK3QrhzTUtXycHcIjz71CswzXaHdcSQIk5LalRSW19Dfs5eh7SECwfQVcI+ngIbGtZQ2tDDkirI32o6TYWj30azoCF37d467rbe9lfK6Zlz+irQdGuZKav2LtPcBjmahaxqCqZouKcrCM53XrJQSl6EhBrux+juSlfZ0DrdE0wrLie97AScSTLuZHQ1jDfZgNqzBGunHVVSOM9iOPdyDoQNWgtjeF3CvOBVzzWuI73wGIW2w48n+6bEQeArAyVy61quW4Wo5mWjnPkRfO+aKDcSPCufjQvnhPuWW7cBR4Xwhh3LRvQsnFsLTcMKkc9+FEHiI4LRtQysoxV2xQoVzZVZkFcxXrlyJx+PhH//4x+htQggCgQCbN2/O6one8Y535HaEiqJkZOJioPNItTwl2DFIY+Uq2jv3Tfp4tUK7cqxLVcvtqAX+qYN5vvqaW5YDmo+y5lWsK9Tpad3B/taXxm1TVdVM07pTCbkdWmOdJCLZj/E0dEH3gX2EA8Pjbk/EonTt30nT8aXAxHmxc2WyPuW60FlW3IglLcSkNUdFya+cVlc/ap746L6m8dpNWA5aaRPuZQliB7aBfdR7fUyf8oRwYa48nfie59OGc72sFhpOIOIqxLv2LOx9m4jt2pQM/KmLj1Z8TDg/k8SrTySr8d4inOAwxGPoZfXYgIzHxu//cCiP9XUmnz8ShL2bxoVzrf1V9Lq140J5ythwbve1oTUcv2BDebztFXBsXFLiaUy/MF0qlNttL2H1HIC+Q7hBhXNlVmQ9lP3zn/88jzzyyOi/77rrLurq6njrW9+a8TFCCPx+P+vWrePMM8+c2ZEqijKOpgn0kCTQO3GaiIg60BXHMKZ4i6uquXIMG1stn46ZVs3HijsWB5wemprX0N/XTiCQrJy7XG6aVp1Mpz5CMENlLB0hQNck4eEueg7uTbvNQFcbpdX1FFU04GDMW+V8sj7lEokhDAxhZAw4Ls01m4enLDGTtUyT4RCDm7dMDOdHzRMfS7cTxPv6sw6cMUvgrlyBG8aH8zGhPGrrgIP0VqcN53pZLUbLqcQ0P6aTwB5ox+o/RNoavhUnvu8F3MtOwLX6LKxDryKtBNK2IBLEHmhPhnPNQPMX4wQG0Eqqx4fyw+yRfrSDL2MuP52oUYS7+TRimBNC+ehTHw7nrqZSoo5rQYdygETX4VXjjwrnE0I5JFfJ379NhXNlVmQdzJubm7nhhhtG/33XXXdRW1s77jZFUeaOIQSxzsCEarkACoSPkd09FK8qZWRgCDlJKxdVNVeOVeOq5dOQr6p5SsJJMOiO0Nh8PK9uSy6CWle/mqhfm1YoN3RBPDxI54Fd9HXsx0qkn4dqWxZ7tj5NWXU9NS3r8BSWYztiwSwIJ6WDjsGG8jNZ4V+NQ/qfsUDg1txzfHTKfPIICxnNvFq58HiIytyWR4pKA9wFE/cpBObh/x79Fhk7T/zocOmOBxnZu29ardImhHPHOSqUJ1m2A0eF83GhXNiI7p0kDr4MoeGMxyCtOInufZhNx2P3H0SGh5MXBKRERoI4Q50Ytauw3UVopg+z8TgSkfCESr3mK0SvW01cuHFshwgGTLFuhmU7WBgspMkq6UJ5ytHhHNKE8hQVzpVZkvPib48//jhut/qDqSjzQdMEWsQi0j+xEug1vGhRCPUNY1b7KSorYbhvIPPOlkDVXBdTD2Gezccrcy/XanlKPqvmAP2xAZZX1VNWWkskEqBy2Wra4n1TPk4gkpVjK0D3gVZ6Du4hFpl8dXkAx7bo6zjAUF8XlXXNVDWtwuUrxVoAF98cJHuH9vGamtdQ7aqe9FNHc8xj9FNJSWeylmbC0JMV7zThekbPmcUbPO02EshhNMrYcC6t+IRQnjI2nNvdrWiNJxDT/LiEjejZiXXwZRjuSrZIS0N4izAqG9CLyrHad+D0HgC3D2G6kfHY4QsRAnuoF1HqwjG8WH0HcVUvx4lHRxd503yFyTnj3srkFJ1FarJQnjI2nCOd9KE8RYVzZRbkHMzr6+vzeRyKokxDsloeRB71RzJVLY8HkhWH8MEhio+vWNJVc7fmZUPFGXnZz7H1kzm25VotT8l31dyRDv0iSMPyE4kEhwm6bWKR2KSPKXGXUEkxwwf20NM6cT55Nqx4jM79OxnoPkRV00rK61owPEXzfoItkUgbXPHJQ5Z6zy0902ppNs8yzVmf6r5UOBfSSRvKU1Lh3NVcQkyayWkphoZuuLBCA5lDua8I94mvQy8sJ7Hj7yQOvoowTIglL+ppbi9Sd4FuIjUdoWk4jiQRi0P3PtzVy4mRvHBwLIRyTRPo8RESfQczL753WKJrH4Z0wLGxeg9OvmPbwu47iFFcg9AKFsyoJGXxyiqY33zzzQgh+MQnPkFFRcXobdMhhOCrX/3q9I9QUZRxUtXyaJqezKlqeSKWHOIaGw7jG7GWdNVcRnVMZl5hObZ+KtnTdQ1NEyRsSWo6oa6BSxc4jsw4x3A+zbRanpLvqvlQbJDSskZKiorZF+ucdFtD6NToZUQ6u2g7eAgnMrOfcywSomPvK0jHoqppDZrhn9dV2xVlsZtszvrYbTL98UhWWKcejZUcEu4CJEKAcBJI3cBVv5ZYYBCs8Rf4hLcI97p/Qrj9xHY+hRzpQyuqxBnpTYbzeAR0F8L0IT0FaKW12MJMDm+XjIZzT90qZGkDUaN4zkO5pgkMHeKJyT+jXEay6j/V8TmOJG6WYC4/FblnE054ZNLtre79WR2nXlCC0XIKMaMIuQD/FiqLT1bB/KGHHkIIwXXXXTcazFO3TTUEKLWNCuaKkh/jquVj/qYfXS1PUVVzZbqEAF3XCcUlg8MWfcMJRsIWicMnHi5do8hnUFHsorTQwG8KbNteMNUCXdchYVGwunzc7W538k+eEZtGFd2R6KaBlYequQQ6rT5cmgvLmvwYLGmzN3qQ6tpK1taspnfvHvq7DuEcvZpzFoSmUVJRQ+3ydfiKq+Z1QThFOVZkmrM+Tp7fZi5DQ/S0Etm3DbO6Effa1xDb8cxoOBfeItzr34Asria+7f/DOrgDdB29oAwNRsO5TMTQq1ugoAJLGuPO5aVMVc5bMQqrZjC2NjeaJvDYAeRAN+6KFmJW+u4SpiEwhtrA9CL81ViWM2kmsSwHvBVHWrlNEc6noheU4Fq5gZhZtiAvUCuLU1Zvt7e85S0IISgsLJxwm6Ioc2c61fIUVTVXpsMwNAJR2HcwTEdfjEA4fRDsGoix6xAU+gzqKtwsr/FS6GFBDHe0LBvH1MAcf0JXVJ48iQ72Z7/gGoCTh1CeErEiREjf3/toCSdBZ6SblqqVLDvhbCobu+ncu52h/q5JL7KNVVhaQe3ydRSW14FmHp5jPjfv78nWZlDrNigLTbqh55MNR58PCUuilzVhBIeId7dhVjeNhnNhunEf/1q0+pUkBvqRjo1wmchEHDs0fCScD/dirtqA+9RLifV3IA/tmvA8Ukri4TAM9aDXlGHNUVvDVChP7H0eOzCAaVu4q1dNCOemS+AaaiO870XQXRjLTyfmrsJ2JC4dPC6BbU8M6vkK5yqUK7Mlq2D+la98JavbFEWZXenmlgs0NCEpEH4SgUja1kPhg8OUHF9OcHAY6TiIDP2NVdV8aRO6Tltfglf2BzMG8qMFwhY72yw6+mIc31xAfblrQcwPnawivNiqxY50sBwNb0kdy08pJ9DXSWfrdgKDmReP8xUWU9O8hpKqRjTTnzwhncP3dDZrO6h1G5SFYrJh6ZMNR59rUkqiwounaT3AkXC+7iw0bxFa/SoMfxmhuAvXmo0A2N37xoVzd8M6zPVvIGSWo9eUYDoQ79g1fr6OEJgNa6F61ZwtajYulA/3Jr+/tlcwYVw495gasv8AHS9vZngoRMJyMLqexL/2DPYEiwnHbKpK3DTXeCj26dhHXVidaThXoVyZTXM8QEVRlFylq5YbwkWdrw5NaBgJDVnuJ9MZhN8o4oTXbMCOJZL7wwAnzR9cKTE0DXsBhCtlDuk6O9sjbN8fJJdzjUDY4rkdQ6xbVsCaBi+o18+omVSHxz42ebHMpKi6BV9xOXu2PElwqH/CY9xePytOOht3YXLBJmceRjFks7bDAsk6ygKR7SjMbKZRTtekw9IX2As1XTh3N6xE1qzEKKpK3mYBRfUTwrlW1oBr/QWEjBISCYcEBp664zAZE85Tobx2LVF7bmJCulAOgGOPC+doLqJdrRzc/Czh0JGRR1ZgBHY8x8q1Z7DdLmLXoRAHuiOsbvSzotaDzvjq+fhw/hxOOJDVcep+FcqV2ZWXd9xLL73E448/TmtrK4FAgLKyMlatWsWFF15IS0tLPp5CUZa8dNVyaQl0zOT/1wXok6wCOxDFX1OI5U5uP1lsmo8TeWX+aIbOzkNRXm0N5tL9Z5TjwPb9QTQhWNPgyesQ8MUqH10Bjq4sW5aD4SmitmUte7Y+NSGkVDWuwF1QsSCmFShKylQ9ygFkOJQxdEspkeHQ4b946c2kz/liMjaca4aJKF9GVCvCN2ab8eFcoBkuXCdeQFArxk4c+WyIOmPCeecezPrVcxrKATzEsNq2jQ/lKYfDuVsIArabts3PkIhO7GgRDYyg79vK2lVnEAgbROMO2/YFGAlbnLS8AJcYvw6KbUuk24/wFECWwVx4C5EuH840etcrynTM6F3X3d3N5z73Of7+978D4/s8CiG4/fbbufzyy/nMZz5DQUF++04qylIy2dzylKmG58YDccy+MKLGr07YlVG6rtE9bLGjbWahPMWRsKMtSFmhQVWRvuSrCvnoCpDu12JZDkUV9RSXVzPU1zV6u6+wmPL65QuiX7mijDVZj/LRbaRMXuFLx3EY3LwlY2V9tvqcL1SpcO5uPJGYdKX9rB0N52s3onkLCelFaaeppcK5x1+EU9Iwp6EcIK55MKuX4wQHcaITu2loOPS8+iLdg/GMo/l008TbsJKDYQ/R+JG1dg50RXC7NNY3+0anWQkh8BDBPvAS9sDkHTLGsvoOIlwuPA0nEsVcMAueKseOnN95wWCQa6+9ln379iGEYMOGDaxZswafz0cwGGT79u288MIL/Pa3v6Wrq4sf/OAHaFr6ea2KokwuU9/y6Yp2BSko9zFHU8aURSBqw8utQRJW/s4wEpZkW2uQc04oxpW3vSoT6B5qlq9jZLAX5/AJZ03z6gXRp3wmhMcm5ky9QJ5b8yKjC2txLmVyM+5R7jgLbWT5vJJSErV0IPP7PW6BU9iA40icSS7YRR0DV9lyEom5/+ywLAcKajFXnEZ87+YJ4TyWgN6hWMYLvbppUrruVA7KOvZ1xSfcv68jTHWpSU2xjuPIZChvewmr58C0jzXRuQ8XqHCuzIqcg/lPf/pT9u7dS0tLC3fddRcrVqyYsM2OHTu44YYbePrpp3nggQe48sorZ3SwirIUZVMtz5YVSmD1hzFU1VwhuQL7od4EAyOJvO97YCRB92CC5kqXeq3NEtt28JfWUFZVT19nG4WlFZRUL1v0P++YE2FT33PYMnOA04XOhoozZjwaQckfQxcgbSxHFWEWmmw/E+YjlKdkCueaJhgasUhk+B6mCuUAli3Z2xGhqrgQD+GcQ3mKCufKbMn50/PRRx9F13W+/e1vpw3lAGvXruWuu+4C4IEHHsj1qRRlSctXtTwl2hXESKi/IrNNeGziZjDnL+GZ/fnZCQf2d2XXuisX+7sizON53pIgMahpWYfL7aG2ZR2ayzf1gxYBW9pTfikLhxCQiA4TCfShaWpIVopHWLhjwYxfHpFd94ulwrIc4ofDuebxA8m/U4FI+p9TNqE8ZSSUQLfCODMM5SmJzn04h7bhEXFU92glX3KumLe3t7Nq1aopF3dbu3YtK1euZM+ePbk+laIsWfmslqcs5qq5pgmE0IhaMnmFWoAuwG0sjP7ZY2VT9ctkrqqBkTgMBfJfLU8ZDCSIxsF77K/FNG8cR+IpqqBx1QkUVtQuuPeBsjToGnQf3EM0FKBlfRmq6U/SZPPql9qc+GxZloNRVItRuYz4wVexbUhkKCYUVtUS9Nazf//ExeDGchmCtdWS+L6tuIYPTnkMmq8IpIMTCU663djKeUROtiyhomQn509Ov99PdIrVNcfSJ1ktWlGU9PJdLU9ZbHPNdV1gS42BsM2BrhD9I3EsWyKEwO3SaKh0U1vmxu8BaTsLZljZQq7saZogFLWJ53Fu+dESliQYtfEXaYuud/hiYjsa5fWrcIQxp73KFQWSC2nFQ/30HmrFTsQJDnRRUNG05Bd+TJnxvPolxjQE2sABYl17EUJg2RInwx/14c5DlBeWsqZ2OTs74hkXMBWAhiSesDAFk54jpPqU4zjZ9Tl3nMl3qCjTkHMw37hxIw899BDPPvssZ555Zsbt9uzZw549e7j44otzfSpFWZKEEGgxB83U8dUX5X3/MpzAKDYXfIVN1zWGwpJtrSP0DccnrDYdAPqG4+xyh2ms9rK20YshnLz3uT3WaJpgKDj7wyiHgha1JW4VzGeRlJKE1FlwDZeVCXRdIDSNWEJiO8kuBkKAJpKBRBdgLbI2g7qw6di/k0QsOS2ms/VVVpZUgnBP2FYYkxdpJl2VHUDTJl2VXcmdEGDqkHDEpJ/XpgESkdcFQ4/sW2AMtRHbtwWZiCV71k+yvbRt+ndto2o1UJc5nMctybZOjdeuPRmjXyfem75qngrlMbMs+fNYuWHScO6qbkZrXE+Uia91RclFzsH8pptu4umnn+bGG2/klltu4bzzzpuwza5du/jQhz5EUVERH/nIR2ZynIqy5Egpsb06WlP+Qzkk13B1FnhFwzA0+gIOm3aOEAhPHiLDMZudbUEicZtTlhdgHNWzVBkvWYmY/d+/ZTsZT6QVZakwDI2YBb3DNm09YYJhi0jMwXIkAnCbGn6PTlWpSV2ZG78bpLNwRv9kousakeFu+jrbRm8bGehlpPcQpfWrSSSOXGQQHk9y6PYkZDjE4OYt6cO5plF62ikInz/j44XHo65P5UAIcGsWoms3nvJGonph2nBuGqAP7Ee43FBYl9dwfnQoh2QhWp9iNaxsw3kk5jAQ91DRcgqGlFh9h8bdPzaUj4728FZkDOdjQ/lCf58qi0fOwfyHP/whJ598Mn/605+47rrraGpqYv369RQXFxOJRNi9ezcvv/wyUkpqamr49Kc/PWEfQgh+/vOfz+gbUJRj2diTmqVGCAjGYPPuqUP5WG1dEdyGYH2LH9TwwYykBDEHizQJTaiTFmVJi8YdDg1Y7GwLMRBIpH0/xBIOIyGLzv4Yu9whmqq8rKr34jMX3voZkDx/04VNZKSHgzu2Yltj1qqQkvY9L6O7TArKapHCheNIotKYdD61EALz8H/TfWQIIRA+P3FPYeYRUeqzZtpSoVy2v0K8fTf6UDeeFadPCOepUB5vfRF0HfcK8hbO04XyJImhC1yGho2OputYsYnTaLMJ5wIo8OpEcWE2nwIwGs7ThnIOv/fShHMVypXZMqN2aakqiJSSAwcOcOBA+lUOOzs76ezsnHC7qqIoipKJrmu0dcYYzmG49YGuCC21XgpNNfUrEyklBZ7ZH/pZ4NHVtAJlSUpNF3l5f5AdrSPYWU7niMQcdh4M0TMUZ/3yAqqL9QUTzoVIVjDjoX469u+kr7NtfCg/LBIKsPuFv1NSVUdty1q8RZXYcvLPgmw/J9TnSf6MDeWJ9t2AxB7uhb3PjwvnY0O5tOJgQWzv5ryFc92JYQ91HRXKkwxN4Pd7MJrXg8tLYPsmYqGJi7JJ2ybW30np8npchk7sqJYgxYUu/G4N23aICi+ew+FcRkO4Vp4+IZSnjAvnezehF5SpUK7MmpyD+Q033JDP41AURRknmoBDvdkvMDlW3JIc7Ilx4jLPgjmhXWgcx6HYZ6AJMi6YM1OagGK/oeaXK9Omi8kvGk11/3wTAuKO4JVdI3QNxLMO5WMNBhI8t2OY01YXU1uiz/tiaoYuSESH6Tm4l972fcSjk7dadBybga6DDPd1UVHbRHXzGkx/GYtsCn3Osi0+CSHm5WJDulCeMjac22YhWn/rkVB+mIxF8hbOo9KNp/FEDMfB6m0bd59muKg9aT1bhisIBWD1ug2QJpz7yyvQW07l5W4XscTEC/qNVR48LrCs5MWdVDgXVoyYWTrp++tIOD8D6fKpUK7MGhXMFUVZcHRd0DNkMzyDVl4dfVFW1nlwqYE5aUkJHlNQ4DMYCc3OInAFPgOPSyDl/AQKIZInverCwOLi1rxsqDgjq+0W7G9W03llb4iu4Zml0EjM4YXdI5xzQgnFnnl+LUubRCxMODBIIj55e6qxbCtBODhMNBzA9BZxLLVS8wgLOUmHIhkOZQzdUkpkOESmJlvC40kO/58luq6jjXQQ624l3RwAe7gX9jyPUV5H/OD2caE8RcYiWF17cfnLSMxgAbTRoLzsJIDRcC4ME1fzeuyK5TjDYboGw0hKWXNUOPeXV+BauYGXe9wMp/l7VlFs0lLtHnehPvWcwuXNar0dy3JwzLLk723BfvAoi92x8+moKMoxQwhBMGLP6KQ7EnewHXAt7MLavPK6oL7Cw0iaYYH5UF/hwXu4QjEXhMcm5hyu4glBwk6efLncAg3ojyXDRNxMf8HHrXmRUfWCmW8yqmMydW/nhXpurOsahwYStHaF8XpnvlpzOGrz6v4QG9YUojF/5WbL0fAW17L85HICfR10tm4nMNg36WN8hcXUNK+mpHoZmst3zI1gmqxPOUyxyrzjMLh5S9rK+lz0OLcsG72oDrN5PbHWF8Ge+EFtj/Rij/Rm3IdeWIaxbD0x4WGm78ijw7k92IXZchJ2WTOJhOS4ZT4CYYvuwTiMCeeGxzNpKPd7dNavKMCtT1x2ZrohW13kVWZbXoJ5f38/kUhkwlVBy7KIRqN0dXXxl7/8hS984Qv5eDpFUZYAe4b9mB1HztoQ7WOFbUuaqty0doaJxvN7wuwxNZqq3DP+PU5HzImwqe85pJD0j1j0BeI4jqTAZ1Bb6qbA7wIgHJpY7dOFzoaKM7IKhIoymZgFO9pCk3b9mq6Ovijd1R4ayox5HdKefD+7KKpuoaC0iqGeg3TsfZVoePzFPcN0U9u8hvL65RieomS18RgL5SlT9Sk3cDJfnTQMLKZYdnwWxSxwly/HDRnDeSZ6YVlywTRXcd4+58eGc6OiAauonrgFIPG54Iy1Rby4N0hHXxQoZe26M7B0d8ZQXlbk4qQVhZQXaNjH6OtPObbMKJjff//93H777fT392e1vQrmiqJky5zhGHRDF1O2WVnqpJQUeXVWNfrZtjeQ132vavRT5NWw53hCqS1tEo5DXzBK7PCJ2GDQpsin4fNpo9soymzQdY3uQYvBGUzDSUcCrZ0Raktnp33mdFmWA5qX8sa1GC43u7f+AznmSkRty1pqVqwnkZDTrpJn6ke+aPuUWxbRQ4fG/XwAhKbhaWgAI9Ng9rmRSzifjVCekgrnRnHTuM40tp0M5xvWFNJWZrK/M8Irw8XEEnJC55ZCn0FjlYcVtR48BiqUK4tGzsH86aef5vOf/3xW25aWlqbtc64oipKO40hKC10YusDK8Y9+oc/ApYuFO951gbAtm+U1HvqGEnT257bY3tFqyj0sr/HMeSgfSxszPFSQnG+uKLNNAgd6sp9/PR39I3FCMUnBAuo2kUg4FFbUUlJew2BvBwC+whLK61pIJKZ/kFP1Ol+sfcql40z4pR0d1OfTuHC+dwtMsi7IaGuxWQjlKVLKtO1iHUeiYbOyxqShwk0gYjMQSDAcskGC36tTVmhQ7NPxmgLHtlXXVGVRyTmY33vvvQCcccYZ3HjjjXg8Hq644gre8pa3cP3119PV1cWvfvUrfv/731NbW8uXvvSlvB20oijHNseRFHp1KopNugZyO8ltrvFi6nLO5jcvZi7hcPLKAhKWQ9/wxAV+pqOi2OSUlQW4hDNvUwkMDcqLXPQNS2wHivwGXlMNn1BmX9yGYDi/1fKUhCUJRCyKPPqcThGZkuamdvk6hgd6cGyLmpY1o8PXp2uqXueLMZQvFhJAaMmrmJP9nIUGQpvXi0OW5WAA5X5BZaF7TPvmZMcRx3GmMypfURaMnIP51q1bMQyDW2+9lerqagCWLVvGtm3bWLZsGcuWLePMM8+ksLCQX/7yl9x///1cddVVeTtwRVGObYaQNNd6cwrmhT6DqhLXMbfQ0GxxHInfBWesK+Ll1hCHeiLTDtWagPoqLye2+PEZcl4XyXEcSbFPw+/xIGVyWsNkFSBl8Rq34F8ac72gX8KGcGz2XmuDQYvGchf2AioD2rbEV1JFeU0D0XCQkqrGJfXZO9kQ+ynboGkaQp/4+Lketj+2TznO5K8tOzAwoc/5fHGc+f1boyj5lnMwHxwcpL6+fjSUA6xZs4Y///nPRCIRvF4vADfeeCO//vWveeSRR1QwVxQla7btUFPioqXWS2vn5P1yxzJ0wbplfnzmtNaxmRW59lqejx7NjiPxGXDaqgKqS012HQylXUwnnWK/wepGPw0VJjrOgjhRSg55BATIBXA8yuxILfiXbt2AuV7QT4jkAtyzuThbPM+LNOaLg0F181oSsQjC8ME891yfK1MNvZfhEIFnn01/p6ZRvOF0ZEH6dQPmatj+2FCeriVaOmP7nM93OFeUY0nOwdwwDAoLC8fd1tTUhJSSffv2cfzxxwNQVlbGsmXL2Lt378yOVFGUJUfH4cQWP46EA11Th3PTEJy4ooimSnNe5zdD9r2YJ3v8XJ/qOI5EYNNc5aK6tIS+YYsD3RFCUZtw1B6d72/oAp9Hx+/RWVbtpaLYwOtKzldfGqfjykJiS3tBLOiXKo4mh9XOzrtXLNAZGY4j8RRW4PZb87pq/FybbOi9EAI3pG2HBsnF3zSvl6g3Q7BdoKE8RYVzRcm/nIN5RUUFnZ2d425rbGwEYPfu3aPBHMA0TQKB/K74qyjKsU9KiUvAySsKKCt00dYTYXAkMWGYtenSqC51s7zWQ1WxMe+hHLLvxZzx8Xk8lumyLQdTQGO5QX15EXFLkrCPtLDTdYFLB1MX6Fpy1eX5Hp2gKAuBoSc/j6xZGmpe4NGnHh49T5Ifu3npwruoeISFjKZZOFOAZieQiUkCr2XhigbSfuALjycZ/GeJYWgYgUPEJgnlemEZemkt8fad6fucD/ciDryIp+U0wnhm7VgVZanI+R1/8skn88gjj/Dggw/ylre8BYAVK1YgpeTJJ58cvW1kZIT9+/dTXl6ej+NVFGWJkVKiY7Oq1qSpymQoaNPRHyeWcNA0QYFXp77cpMCjoeEsiFB+rEhVvlwCXAYIV2qBneTt0oElNJVUUabk0sHn0QlHZ+dzqLTQpSqTC4yMRhl65hnkUX97hK5TuKyRaFd3+mX0pSTWP0DwwMEJfdCFoSeHyE+2EN4M2baD9FdgVDaS6Jw4qjXVEs1xF+M2PWlbqQnTg1HVTEL3gqVel4oyUzkH87e//e08/PDDfPazn+Wvf/0rt9xyCyeffDJVVVU8+uijtLS0cPzxx/OTn/yEaDTKqaeems/jVhRlibEsBx2oKtKoKfGN3i4l2LaNtG1UJJ9dC7VSpygLhWlAeaGLvqGZdTdIp8Cr43NrOAuozdZCkrFyzexXn6VlTwjXcPgzc7LPTSmRdvrHzjYpIYqJp+EEXDAunI/rU56QafucC9ODe8WpJIoaSKhQrih5kfOn1IYNG3j/+9/P97//ff7yl79gmiYA1157LV/5ylf41re+BSQ/lIQQvP/978/PESuKsqTZtlxQKxIriqKk2JakqdrDvs5w3sNKTbkHnynUtJEMMlau56D6vFilC+fjQvnh6Uvj+py3vojQDRXKFWUWzOjy4U033cTGjRv5+9//Pnrbe97zHoLBID/60Y8Ih8MUFxfzkY98hNdMsmqloiiKoihKLjJ1MZiP7gZSSoq8OrXlHtq6s+8mMRWPqdFS7UGqavmkMlWulczGhnPTMNEqmsaF8pSx4Vy43CqUK8osmPG4njPPPJMzzzxz3G033HAD1113HYODg5SVlaGn6dGoKMrio+vJOcZH/8FWFEWZD1N1P5iP7gZCOqxr8tE/nL/h7Ksb/ZT4NbWGxiIkXK5p3T4fUuHcrDuemNQy/o2PWWCWLUcKoUK5osyCGQfzQCDAH/7wB97+9rePu/3uu+8mHA5z1VVXqYXfFOUY4bIAJHb67i+KoihzaqruB9lGB+GxiTnTr3C7NS8yOr744DiSIq/GCS0F7GiPjbYZzFVDlYeWGo8K5Xky2Vx0yG0+ujDSFKA0gTAMSs87L/M8c8NIbsf4x6fd3yyTEmLW1K3+4jZTbqMoSm5mFMyffPJJPvKRjxAOhznvvPOorq4eve+JJ57gmWee4ac//Slf//rX2bhx44wPVlGU+WMYGlZ3GOlIjFo/llqOW1mAJhu+rB2+L9028zHsWVk4Yk6ETX3PTasfui50NlSckfbCgG05NFWYuEwXL+8P5nxcDVUeTllRgEs4E9pEKrnJNBcdcpuPLjye5GMyPV8kzNCWF+HoaQiaRsnJ6yk9++yM+1X5V1GWlpyD+SuvvML111+PZVm0tLQQj48fsnXhhRcSCAR4+eWX+dCHPsSDDz7IsmXLZnzAiqLMDyMhCXYGkVJSWOHFUlVzZYGZalizx5McOhr1JTI+Xp0HL122tKcVzKfcn22zusGP36Px/A6b/uH0r7t0TJfG6kYfK2q9yVCuUvmkhJj6D5IQYrSzRD7nokelkTHICyEwARxnYks0QPj8xD2F6TteqF+5oiw5Wq4P/MEPfoBlWfzrv/4rjz76KI2NjePuv+qqq7j//vu55ppriEQifO9735vxwSqKMj8MQ8MaiGCF4tjhBIm+CIaR88eHoswKGdUx4wUZv8rdFZS7KzLef/SQZEWZKZeh0Vzj5ezjijllVRHlRS60STKkz63TUuvj3BNLWdfgRZe2CuVjeISFOxac8GVGA8hwKG3AlVIiwyHMaAB3PIhuJzCs+JEvZm/0VzYtJlUbSkVRUnKumD///PMUFxfzqU99KuOVSiEEN998Mw8++CD/+Mc/cj5IRVHmV6panhLtCqqquaIoSpZcwmFVrZumSpNg1GEoaNEfsLAsByGgyGdQWuiiyKfjcwOOVHPK05hsGLqUcuJwcQDHYXDzFoQQCF2ncFkjkYMHkZaF0DQ8DQ1gmHNw9IqiKJPLOZgPDg6ydu3a0f7lmbjdbpYtW8auXbtyfSpFUeZRam65FToyXWW0aq7mmiuKomTFsmx0oMQrKC8wWVnrHh2tLADbdnAcB0f1KZ9UTsPQHWf0Zy2lTK50JqVqP6coyoKSczAvLy+nu7s7q20HBwcpKMh+IQ1FURaOo6vlKapqriiKMn1SSizVakpRFEU5Ss6TRI877jj6+vr4wx/+MOl2f/nLX+js7OT444/P9akURZknY+eWH03NNVcURVEWHE1D6Hr6ryzbkGWzmNx0CCP3Y1EUZenIuWJ+5ZVX8pe//IXPfOYzjIyMcPnll48b1h6Px3nkkUf48pe/jBCCK6+8Mi8HrCjK3MlULU9RVXNFURRlwdA0ilatgEmGustEPOMQ9tGF4iZ5iun2OZ+snZpqiaYoylg5B/Pzzz+fN73pTTz00EP83//7f/nSl75Ec3MzPp+PUChEW1sb8XgcKSWXXHIJF110UT6PW1GUWZZubvnR1FxzRVEUZaEQQoBtM/jEE8hE+vZ00nHSLxIH4xaKS7v/HPqcT9ZOTYVyRVHGyjmYA3zlK19h5cqVfP/73ycQCExY4M3n8/Ge97yH//iP/5jRQSqKcoRpaAgHYrO8aM1U1fIUVTVXFGU2CI9NzInk/Hi35lUt8I5BmYaAj207JhMJpDVmFb2jg/bhfwstzVSsMQvFKYqizKUZBXNN0/j3f/93/u3f/o3nn3+eAwcOMDQ0hNfrpbm5mdNPPx2/35+vY1WUJU8IgRa1kQkHvcDAtmfn9CGbanmKqporijIbYk6ETX3PYcvptw3Thc6GijMwUQvPHksmGxYuwyGGtr6U5kECT20NwpVhgLoxo1NhRVGUvMnLp5HL5eKss87irLPOysfuFEXJwKUL4gdDODEL96oy7Fm6rp9ttTxFVc0VRclFpqq4ABzNIq5FMgZzQ7iQ6kNnSck0LFwIgUnmRduEy8Q2TFUJVxRlQVOXCRVlkUhVy6O9IaTl4A4m0AvzXzWfTrU8RVXNFUXJRaaquC50moobaA+3Y8kjQ5JTsUsIjXpfPRquvB2LLqY37H262yuzZ+ww9ozbzMFxKIqizIQK5oqySIxWy+PJE9hYZwB3Qf6r5tOtlqeoqrmiKLmwpZ22Ki6lREoHkEjAkSAl2I5EE2DZEl0KhABDB+lIsshnabk1LxsqzsjpcSrwKYqiKPlwzAbzP/zhD9xzzz28+uqrSClpbm7mbW97G1deeeW4tm6KshiMrZanxAYiea+a51ItT1FVc0VR8koIJIKYJYkmHCxb4jjJkK4JQVC3GRiIYuiCAq9Osd/ANJIBfbpkVM9qProQR4ZLp45FWXiEa8xICiFGe4fD4er6ZIunatqkq7IriqLMlmMymP/nf/4n9913HwCrV6+moaGBHTt28IUvfIFHH32Ub3/72xQXF8/zUSpK9o6ulkPy5DPfVfNcq+UpqmquKEo+CE3DsiUjEYtIwsr4CWc7koTtEInbDAYSlBa6KCs0cGn5+xDSdQ3n8AWCWEySsCVCgMel4TLAY4BtOzlX65X8kdIBXaf0n/5p9DYhBGZ1FbaeDOsyHGJw85b04VzTKD3tFIQv88LFqve4oiiz5ZgL5r/73e+47777cLlc3HrrrVx88cUAJBIJvvrVr3L33XfzxS9+kVtvvXWej1RRspOuWp6Sz6r5TKrlKapqrijKjGka/SMWJYZNws6+Km05kt7hOKGoTUO5L2PVM/vDEFhSo3soQWtnlOFggkjMJlWQNw2B32tQW+amqcpNoVfDtqa/grySP0LTCOxrRYgjbdCEoVNcX0/MLBi3SNy419XhKrnQdYTfT9xdmHneugrliqLMkmMumN97770AvP/97x8N5ZBcOf5Tn/oUTz31FA899BDvf//7Wb169XwdpqJkLV21PCWfVXPDlliOxNdQNKP9CAmGJbGm3lRRFGUcoWn0DScYDNgsL81tH+GYTcdAlHgVeHSR00VL3dAYCkte2R+gsy+a9tM1bknigQSDgQT7OsOsbSqgudqNjq2q5/NgslZqwp2scqcN25pG0aoVYNsIIdCtBKYMTNh3VB5zp8yKoiwwOX/K3HLLLbS0tPDmN795Qc3Z3rlzJwCvf/3rJ9xnGAYbNmxg7969/O1vf1PBXFnwJquWp+Sram7pAlFXQD5m0FlSgqXOTBVFyZ6mCYbDNr0j8RmveB6NOwwEEri9GgbTq2Lrhkb3kM3mXSOEotk9Nhp32LpnhJGwjxNb/BhChfO5lqmVGjBplVsIAbbN4BNPIC0Lb2MjlnHkvFYYejLwZ9q3oihKnuQczB988EHi8ThvfOMb83k8M2bbyT+iBQXpP0ANI/kt7927d86OSVFyNVm1PCVfVXM19HyiTD2Ws+XWvMioWixIUaYiBMQt6BmKJwNtHqaIR+M2B0airKrz4NjZBWxNEwyF5bRC+Vj7OsLoGqxv8UOWz6ksDDKRQNp28kscG787IQRu3cLCldXfeJch0KVN1Nam3FZRlPzLOZgHg0FWrlyJ1+vN5/HM2PLly9m+fTvPPfccy5YtG3eflJIXXngBgP7+/rw+r8ulU1lZmNd9zqdj6XtZzBKDEYKhBH6/e/INYw5uS1JUvTh/bwv19dYf6+OVwRfTtnKaii50Tis9nYrCkvwfmDIjC/X1thT1x2L4/G4s26K/PwZCw3RpGJqOpgl0TcNhYkjQhEDTBC6XnrYybWg6hqHTMWSxosGgssyX1fEEIxZ7W4dBN/D7cztF6h62GQjD6oYjrzP1mls44r1RfD7zyIUTXccwtORrSUuut+L2jRkJqut43AZFi+h3mHq9OeERrLZX8VUtQ6uom7Tfu5QOdm8bzkgf3sZ1aO7MC+ApSopzeBHF8vKl+XoRQsx4PZOxcg7mxx9/PDt27KCvr4+Kioq8HdBMvfWtb+VLX/oSt912G6tWreLkk08Gki+cO++8k1dffRWAeDz3Ba4UZS44lkOsM4hMZFHJdiSxjiCuEg+aW82Dyydb2jg5BHNFUbIXSzg5VainEok7tPfFqCzJbspd50CcnqHEjJ7TdmBPe5iaMpMin/o8VuaHEx4h0bqFyEA3vQEby9sPuivD1hKZiCNjYZASEdoBpg+hqcq5okxGCIFpmtTV1eHxeGa8v5z/Ynzxi1/kPe95D9dccw3XXXcdp556KpWVlZMelDYHb/BrrrmGZ555hscff5yrr76aE088kYqKCnbu3El3dzdXXXUV99133+iQ9nxJJGyGhsJ53ed8SF1l7e0NTLGlMpuEELgTDiOHhicdxj7uMZE4lHmw8tjXfLYt9Ndb3EwQDsVyrphHfQl6Rxbm97YULfTX21IUNxNEwnGCUYtg+EggdrRkz3LbcbDTtLWSQuA4kkTCxklTBXQ0iWXZhMOS1g5JXYmOmOp9rGnsbgsSjY6/cO84kum2Ro+EY3RUmxQ1JxfTVK+5hcMds4jEbeThFfSFnlz8NGE54EgsyyEaPvIaELqOO2YxvAh+h6nPuGBfL/aBF4kMdNFf0ICjecBywLGS80aOJiVIAa4xVU/bZtovfGUJSr2elu5rJZGw2LNnH2Vl1bhcEy8Cl5T4cLmym9aYczr97Gc/i9fr5cCBA3zmM5+ZcnshxGi1ejbpus5dd93FPffcw/3338/27dvx+XyceeaZ3HXXXbS2tnLfffepPubKgpbN3PKjzUZfc0VRlNkmhCASm71RKaFIsu2aOaY2kG79CFsKKmrilFSOvxCg2W627YxPK6M4ErqH4qydyYErs2LC6u0CdCuBt7ERaduQ58LNXHPCI9gHXsTqbWOwcBmO6ccwvZT4fGiGC83twxHJ71EAQsZxYpG0fd2F6QHDg8zHog/KMckwkh+sS3WdIsexGRrqw7LiDA/3U1FRO6P95fzps3Xr1tH/P9mclfmgaRrveMc7eMc73jHhvsceewyA+vr6uT4sRclKNiuxZ5LPvuaKoihzJZphyo5LSz/0VhMCQ+gYmkhbMXfpR05vInGbuC1x64zOR485ETb1PTc6GkYIQdSC/V3hcZc1XbrBxpoz0TQNZ5qfqcNBi1jCwe1Sw4EXkqNXbxdCYMoAlmFOuuibEGLBne+OJYQYHb5u9bYhAVt3ge6ixOfD0HWQDsQjGG4/UjcQdhwnHkWTMn0lPRFLzp91eVU4V9JKjYZeqrMeNE2jpKSCvr4OLCuBlHJGc85zDuY/+9nPcn7S2dTW1kZbWxtr1qyhsrJywv1PPfUUAOvXr5/rQ1OUrORSLU9RVXNFURYbTejoQsfQ5JjbNDSp89qaf8rwGEGVt5JhT/pgDslKt+MkK93SgWR98Mi2trSPBHMEcVuScPJXuU/YyWHRKpgvDB5hIaPRtPfJcChj6JZSIsMhJlulYCH0OXcZArv/EM5ABwAScThMi/FTSR0bJxZCuNw4iWjaSvlYMhFH0w2ktnBaIyvKQqJpqWHqcv6C+RlnnJHzk86mBx54gP/93//lIx/5CNdff/24+1599VW2bt1KSUkJ55xzzjwdoaJklqqW2zELV9EUK7Fn4NgOImyh+3VVNVcUZUFza142lG9gmZEgfNRwdmEx6QlOIGLy6u4EUqbfJhXKBRz+n8k/D/NdDxRMfvzK3JLRKEPPPDM6t3zcfVJmDqiOw+DmLRl/lwulz3k84VBYsxysGOx6kbTtClIcO7nQ21SEQJheFcoVZY7k/fJeKBTC75+/JfNf//rX893vfpef/OQnvPGNb6SxsRGAzs5OPv7xjyOl5AMf+AA+X3atUxRlLgkBjqnjXlk6o/0kTy/GV4cURVEWGhnV8bmKGOoNs7djeguopoL3VNymhkuffBiylBJDF+iawM7Tglc+t66q5QuMtJJ9yqfNcRbFX1PN5YGGdZgxi+iBGa7rJATC9IHhXhTfu6IcC2YczPv7+/nJT37CX/7yF/bv34/jOLz66qv09vbysY99jOuuu25Oq9Mnnngi73vf+/j+97/PZZddxoYNGwB49tlnicViXH755bznPe+Zs+NRlOlwHEk8X38CVbVcUZRFwHEkpUUurIOz85nl9+hksyCuronkcOB4fo6jvMiFrquKuTK3NJcHqlZjSmA4/dD9KalQrijzYkbB/IUXXuCGG25gcHBw9Ep0aqhPR0cHmzZtYvPmzXzmM59JuxDbbLnppptobGzk3nvv5ZlnnsHv97N+/Xr+9V//lYsvvlgNLVMURVGUBcJxHEr8Oh5TIxrP/8q+5UUmpiGwrcm3MzQo8BhE4/HJN8yCx9SoKlXDf5X5EbU1zMqViOje6QfrYzCUv+EN53LbbXdw0kmnzPehKMqkcg7mvb29XH/99QwPD3PSSSfxpje9iXvvvZe9e/cCUF1dzVlnncXTTz/Nl770JdatW8dpp52WtwOfjBCCf/mXf+Ff/uVf5uT5FEVRFEXJjZRQ4NaoKnXT1h2Z+gHT4DIEy2o8OPbUgV9KSXGBwVAogTXDEUd1FR4K3KoIoMyfqK2B4UmtfJidYzCUAzz22JPzfQiKkpWcJz/98Ic/ZHh4mCuuuIJf/vKXXHPNNRQVFY3eX1NTw49//GOuuuoqpJT8/Oc/z8sBK4qiKIpyjJEOK+q8mEZ+w2xdhYcir5ZVmyspJR5DUF40s0p3oc9gTYMPOcVq14oyN0T6VmgZthWaPu+hvLOzg40bT+fOO7/BRRe9jq997av8+c9/5N3vvooLLzyPa699B88998zo9rFYlNtu+zIXX3w+b33rpXz/+9/hyivfxAsvPA/Axo2nj/7/4eEhvvrVL/HmN1/IpZdewM03f4SDB9vGPe8jjzzIFVdcxoUXnsdHPvJBenq65/6HoCxJOQfzv/71r3g8Hj71qU9Nut0nPvEJvF4vmzdvzvWpFEVRFEU5hjmOpKJAZ2VD/haPLfDqrGvyT9kOavxxOJQWGJQUpO+fPhW3S2P98gIKPSzontdLlTB0hD7xa8omzJqW9nFC1xFGFgsYzAOXIRBOIlkxz/a1KB2cWAjNmWLexxwJh8M8/PCfOPHEk7jtti/z0Y/ezKOP/n+8970f4LOfvZl9+5KjdO+44+ts3/4qP/nJPfz85/fT1dVJZ2dH2n1+9rM309FxiB/96Bf85je/p6mpmQ9/+HpCoeDoNv/4x9/58Y/v4d57f8Pg4AA//ekP5+T7VZSch7J3dnaycuVKCgombw/h9/tpaWlh165duT6VoiiKoijHONu2WVnnZTho0d6X46JVh5mG4MTlhRR6wLbShxJdpA9UQgjqSr2Yuk4wkn24LvQZrF9eQF2ZCytNSy5lfgmPJ9nWLA0ZDjG4eUv6iziaRulppyB8mS8aCY9nQTVBcRkCfaQDJxYGc5pt3A73OdfcfhxtfnuzX3zxpbhcLv70p0d5y1uu4OSTTwXgnHPO5ZxzzuV3v3uAD33oY/zxj4/ypS/dSnV1DQA33fRJ/vznP07YX3v7IbZufYG77/4V5eUVAFx//Yd47LE/8PTT/+D4408E4Jpr3k1hYSEAZ599Lq+8sm0uvl1FyT2Yu1wuhoeHs9o2Eong9XpzfSpFUZR5k+nkfbYepyhLmak5nLIyGSRyDeceU+OkFYU0lLuwMwRkt+ZlQ8UZmXcigCpBJO4QCBhImXnuu8fUqKvwsKbBR6EHFcoXqKg00vYaF0JgHv5vumwthED4/MQ9hZlHQSygUC6lgyvQQWTfFvDW57aTBRLOKyoqAejq6mTLls08+OCvR++zbZvTTtvA8PAQ0WiU2tra0ft8Pj/FxSUT9jc4OABAXd2Rn4uu61RV1dDZ2TkazMvLy0fvNwwDR01LUeZIzu+2FStWsG3bNg4cOMCyZcsybrdnzx5aW1s5+eSTc30qRVGUeTHlyXsWj19A52uKsuA5jsRjwOmrCykrcrHrYIhYIvuT4uoyN8c3+yn36xlDOST7p5tMXUn0GRoFBXDOCR66B+MMhywStoMQAp+pU1ZsUFNqUuDWkI6DlaE6ryxc2U45WAxTE6R0sHsOENu7GRmLwkxqYgsgnKe6KFVWVnHhhZfyzne+Z/S+rq4u3G43xcXFuN1uurq6aGpqBpIFweHhoQn7q6mpA5KV8+XLVwDJgN/d3UVFRcWsfi+Kko2c55hfcsklOI7D5z73OWKxWNptBgYG+MQnPoEQggsvvDDng1QURZkPMqpjxgty/pJRVTVXlOlyHImOzdp6D+euL2VlvQ+/J/N7SdcEVaUmG9YW85q1RZT7Bbadn6q1ZTnoOFQXa5y83Mc5xxVx7vHFbDy+iDPXFrC61o3fJXFse1EEN+XYZegCu+cAidYtyNgU3Q2EQBgmyaEhk0iF83mec/6mN13Or399H9u3vwLAjh2v8r73vYM///mPaJrGG9/4Zn74w+/S19dLNBrljju+nvYzoKKigrPOOofbb7+N/v4+YrEo3/nOnTiOzTnnnDvX35aiTJDzJbCrr76a3/72t2zatIkLL7yQCy64gM7OTgB+8YtfsGfPHh599FGGh4dpaWnh6quvzttBK4qiKIpybLNtmxKv4JQVftY0+ghFHQYCCUIRG1sm55GXFboo8uv4TQ2XLrEsmzxl8qOORY6e6GsAkin7oisTaZrAcdQFjNkgEQjTjdCnOLUfbYlmIvRosrI+ydguIaazqvvseN3rXk8kEuF//ue/6O7upqioiLe//V+54opkW+TrrvsQ3/jGLVxzzRX4fH7e/Oa3omkaLtfERRw///kv8J3v3Mm1176DSCTC8cefwO23/y9FRcWEQqG5/tYUZRwhZ3CJt7e3lw996ENs3bp1dLjJWFJKVq9ezbe+9S0aGxtndKALXSJhMzQUnu/DmLHKyuRiF729gXk+EmUpUK83ZS6p19vipmkCTRPjzjccR+I4TtaLTs819Zo7wjA07OgIwixccOHcHQsy+Pd/INNc1RG6TunGc4ilmZ++0FRWFmIPdjDy8lNYoQBdJSvBU0RVcTHa4YA9tk+5QIKVOZwL3UC4/TgLfM2UrVtfYMWKVaMLtoXDIf75n8/j3nt/Q2Nj0zwf3bHNMJKDry1r6c7DdxyHnp6DAFRVNaId1eWhpMSHy5Xde2hGk0YqKyu57777ePzxx/nzn//Mrl27CAaDeL1eWlpaeN3rXscll1yCYczvqo6KoiiKoixuyRC+sAKdkj0rMkzvwV3UrDwZWNhBbzHTS+swV2zA2fv8+DuOCuVwuMpueBAwIZwvllAOcN99P6egoJBPfOLTgOAHP/hfmpqWqVCuLDp5ScwXXHABF1xwQT52pSiKoiiKohxDDAO69++lc/8uispr8ZU1YNsLq8KWqR/5Qu1TPpmYpwJz+WnQfriXd5pQnpIunC+mUA5w002f4utf/yqXX34pjmOzfv3J3Hrr7fN9WIoybXkrZYfDYdrb2xkZGaG8vJy6ujpM08zX7hVFWUSSI+YEQoCUqCqXoijKEiWEIB4aoPvgPhzbpnPfdlYUVwAL5xxxsh7nqfsXU4sN23Zw3OVonmEcCcL0pg3lKWPDOZaFcPsWTSiH5KrtX/7y1+b7MBRlxmYczLdu3cq3vvUtnnnmGSzryEooXq+X888/nxtuuIHm5uaZPo2iKIuApgkQGsGYw0jYQUqJ19Qo9Om4dbmk5yDNB7XQkqIo803XHDoP7CIeTa7DM9zfxUhfO8U1KxbM34RMPc5HLcKPUdt2cIQBSNAzh/KU0XBuODhqqoGizIsZBfMf/ehH3HbbbTjOxA/WcDjMI488wmOPPcYtt9yi2qUpyjFONzQGgpLd7UG6B2KjvYc1AWVFJs21XpZVmEhnFpZMVibQNIHbESQMsWBOfhVFWVo0TRAN9NLXcWD0Niklna07KCyrBs03j0e3FEgQHF7oLZutBVKFckWZNzkH802bNnHrrbcipeTSSy/l6quvZs2aNfh8PgKBANu3b+fee+/lT3/6E5/85CdZtWoVy5cvz+exK4qyQOi6oHfYZtPOEULR8cHbkdA3HGdgJE44WsC6Rm/alW+V/HIJQaInhF7tR3V1UhRlPggsuvZtx0rEx90eHOpnoKuNisZ1WPYiLEcriqLMAm3qTdL74Q9/CMCNN97I1772NU4//XQKCwvRdZ2SkhLOOuss7rjjDj7wgQ8QjUb50Y9+lLeDVhRlYYlYgq37ghNC+ViOhB1tQboGE+h6zh89ShY0TUAoQejgMHIkNtrORFGONbouMNXre0HSdY3wYDcDPe1p7+8+sAsrNjLfLbKVLGmaQNe15N8XRVFmRc5/zV5++WVKS0u5/vrrJ93uQx/6EMXFxTz11FO5PpWiKAuYrmv0DVsMBRJTbus40NoVxZaL+w+7EMnenULXQWhouragLja4hCDWGURaDtH2ALoaoKAco1w2aGFbhYWFyI7SuW87ToYRUpHgCH2H9mLo6ne3UCX/1unEHY2eEYeD/Ql6RhzijoZh6OqiiqLkWc5D2YPBIKtWrUJM8a40DIOmpiZ27dqV61MpirKAOQjaeiJZb983FCMcL8CXt54Qc0cIQNMJRR3aeqMMjCSQUmIYGo1VHiqKDHwu5nVOd6paHutPLrQUH4niGYlhlLrVXHPlmGIYGnZvBGs4irmilNhiXKHrGGQYGlZ0hJ72vQz3d026bXfbHjz+IooqGhCGZ8G1UFvKNE0QdwSvHojQ3htlJHxkUlSRz6C+0sOqeg+mJtUio4qSJzmfGre0tLBv3z7C4TA+X+bFO2zb5uDBgzQ1NeX6VIqiLGC2I4lb2f9RjlsS25GL7kq7pglijuDVfSEO9URHF7dLae+NUuw3WN3oZ1mlmbFKNNtGq+WpeZsSou0BvEVuNddcOaYYliTYEcCOJDBrC9G8ugoI88gwNJxEmIFDbXTt30k4MDzlYxKxKHtffJqi8ipqW9bhL6tFYqjf4zwTAuKO4IXdQQ71RifcPxK2GDkQJBC2OHVVAS4hkYvoVxYMBkkkEpSWls73oSjKODmPvXz3u99NKBTiv/7rvybd7lvf+hZDQ0NcffXVuT6VoigLmAbo00jZugbaIkvlqZOULbuD7G0PTwjlKcMhiy27R9jXHUObh3mvR1fLU+IjUTXXXDmmGIaGPRjFCsaRtiTWEcC1yD5XjhW6LtBFgpHuVnZv/iv7tj2XVShPkVIy3NfNrhee5MBLfycW6EHX5ZQjMpXZo+s6u9ujaUP5WId6o+xuj+Z9KtcVV1zG+eefzRvecO6Erxdf3DLj/V911Vtobd076Tbf+tbtbNx4On/721+y3m9XVxdveMO5dHVNPlJkMj/72Y9485sv4pJLLuCuu76JnOKKx8aNp3P++ecc/vn8E69//UauuOIy7rnnZzkfQ8qLL27hDW84d/Tfjz/+GG984xu48MLz+MMfHjn8vXbO+HmUI3KumL/+9a/nne98J3fffTf79+/nne98J+vXr6e4uJhIJMKuXbv49a9/zWOPPcbq1atpbm7m6aefnrCfs846a0bfgKIo88vQoarUpHswltX2JQUuPC4W1dV1Xdd49cDUJykAli15eV+AssIyij1iyj+q+TShWp6iqubKMSZVLU+J9Ydx16mqOYBhCKQEe5ZXO9c0gYZFeKiHzr3bGervQqZpn5stx7bp6zzIUF835XVNVDetwSwow5rGiCwlP8JxSXsWf+8A2vuirKj1YOb5uu/HP/5pLrnksvzu9LChoaFJ74/Fovz+9w/xlre8jfvuu5vzzntdVvutqanhsceezPm4XnjheX7ykx9y992/BOCd73w7GzacyZlnTp6Vbrvtdk499fTRf2/ZspmbbvoQxcUlXHrpm3I+npNOOmXc9/Pww7/l9a//Zz7ykU8AcPHFb1QX/PMs52C+YcMGAIQQvPTSS3ziE5/IuO3u3bt573vfO+F2IQSvvvpqroegKMoCYNsODRVu9rSHiMSmPilrqvbiNgTWIkqI4ThZn6RAcrj+ge4oJy/3YVtzM6Q9U7V89JjUXHPlGDE6tzx4pAVXqmruXrm055prmiA63IPpKwThmbXnMXRJNNBH9/4d9HcdwrHz94FuJeJ0H9jDYHc7VY0rqKhfge4uwl7iF1zmiqYJRoL2uDnlkxkJWYyEbaqKtDm9KLZ/fyvf/vbt7Nmzm6GhIerq6rj++hs555xkhfeHP/wuv//9Q0QiEerrG3jPe97Lxo3ncfXVbwXg4x//MO99779zzTXvnrDvxx77f1RWVvKBD9zA5ZdfzMsvb+OEE04cvf+3v/019957NyMjw1RX13DFFVdx2WVvobOzgyuvfBP33/8QtbV1bNv2It///nc4cGA/gcAILS0r+OhHbx63r7FM0w2A1+vF7XYjhKC4uGTaP5tTTjmNlpYV7Nq1g0svfdOUP6udO3dw551fZ+fOHfh8Pi677C28970fYMuWzdx443X8/e/P8/73v4udO3ewdesLPPXU37n99u9w5ZVv4je/eYS6ujra2w9x++1f48UXX8DlMnntay/gxhs/hmma0z7+pSznyxxSyhl/OTO4sqooysIgJRS4BeuWFTDVaLa6cg+NlSbWHIXVfNB1jb4RK+uTlJTO/iiRxAKolqccrpqrFdqVxc6wJJEx1fKUWH8YwtaSXqFdyASd+15luOfQrHaKkBw+D3TsWRv+JKXEsSykdECoUD5XhBDEp3nxNm7N/dSDz33uZpYvX8mvfvU7/vjHv3LGGa/ha1/7CpCsPD/00G/53vd+yqOPPs4b3/hmvvKV/8ayLO699zdAssqcLpQDPPDAr7j88ispLCzkwgsv4b777h69r739EHfe+XVuu+12/t//+ysf/OCH+cY3bqWvr2/cPmKxKJ/85Mc477zz+e1vH+X3v3+c+voGvv3t2zN+TyeccCIXXPAGPvWpm/jUp27iYx/7JGvXrpvWzyUej/PXvz7Ovn172LDhNVP+rEZGhvnoR/+DU089nd///s98+9s/4NFHH+Z3v/vNuP1+//s/Y/36k3nnO/+NX/3qd+PusyyLm276EOXlFfz2t3/g7rt/ySuvvMSPfvS9aR27MoOK+Y4dO/J5HIqiLGK2bbO82g0UsedQeEKINQ1BXYWHE5r9h1dwnZ/jzIUQYtqhHCAad7BsMOdg9fmpquUpqmquLHaGoWP3hsdVy1OWetVc1zWCfR0M9LQTDQcprKgF3T8rz2XbAndhFctOLKWioYvO1u2M9PfkZeqObhiU1TRS3bwWT0E5tgPztJbmkiSlxJzm8GTTyP+0ra997SvcccfXxt1WXV3DT396HwC33PJNKioqcRyHrq5OCguL6O3tSR6PaRIIjPDQQ7/hnHP+icsuewtvfvNbs7p48OKLW+nu7uaiiy4F4Morr+bd776K9vZD1Nc3oOsGUkoefPABXvvaCzjttA38+c9PomkanZ0do/sxDBff/e6PaWhoJB6P0dnZQVFRMdu3Zx4p/PDDD7J58yZKSkoZGRnh7LPPJRQKkkhYlJSUZHzcJz/5UXRdH/13XV0DH/nIJ9i48Z+m/Fn94x9P4na7+bd/ez9CCOrrG/jmN7+Fx+Pl0KGDU/68AF566UU6Ozv4yU9uwuPx4PP5+J//uU0VYHOwCBsWKYqyEDm2zYoak7oyk57hBD2DcWxHUugzaKh0U+jRwHEW3fxPIcjphEPKuZtHP2W1fPSg1FxzZXEzLGfc3PKjLeW55tIK07lvO9JxCI0MMtjRSmXLibM2Rzv58zXwlzexoriKkb5DdLXuIDg8kNP+hKZRUlFD7fJ1eIurkehYszxPXpnIcSRFPp0in5HVRekiv0GRT897CLvppk9NOsd89+5dfOpTH2NgoJ9ly1ooKSkZ/Vt9wgnr+eIXb+HXv76Pe+75GR6PhyuuuIp3vetaNG3yiw4PPPBLwuEQb3vbpaO3OY7Dr351Dx/96M3U1NRw553f5Re/+Bk33/xRHMfhkksu4/rrPzRuP7qu88ILz/Pxj99IJBKhpWX54VCf/uf0t7/9hf/93zv5znd+SHV1LR//+I3cfPOHOf74E3nuuWe4554HMh7zV7/6jXFzzKfzs+rr66OqqnrcRYumpmaArIN5f38fJSUleDxHps/U1tZl9VhlPBXMFUXJG9tyMDVornTRUmUiAUGyr7dcpCUPKSUF3ul/VLpNDUOferuZyrZanqKq5scew9CJWZKYlbwYZLrAa3DM/X4nq5anLNWquWFoDLYfYmTwyHDa7rY9lFQ3ormLZ/UioW07IExKaldSWFbDYNd+ug7sJhrKfAHlaIWlFdQuX0dhWR1SMw/PJ186v7+FxmcK6is9jBwITrltfYUHn8mcrhvT19fL//k/n+JLX7p1tCr8178+PrqCeldXF2VlZXz963eRSCR4/vln+exnb2b16rWcffbGSff7xBN/4bbb7qCpadno7c888xR33vl13vve67BtC9t2+PKXkxXhbdte4nOfu5nGxqZx+37llZf55jdv5Tvf+dHocPR77/05bW370z73Cy9sYv36U0ZD8Ve/+nVuvPF6fv3rX/LpT/+fWftZVVdX09PTjZRHpiM8+eRfCYVCVFVVZ/UcVVXVDA0NEY1GR8P5iy9uYefO7bz97f+a87EvRWopPUVR8s6yHBIJGythk0jYc7oyeb5ZlkNlsQu/Z3opu7rUjdc1Swc1RtbV8hQ11/zYouns6Yrx91eG+fPmfh5/oZ8ntw2zoz2GIzSOpY5ThuWknVt+tKU419yKBejav2PcMJ1oOEhv2+4p1/7I2zFYDlL3UbHseNZseB31K45jqhegYbpZfuIZrDr1PAorW7BxLbmRDguRbdusqvfQUDn5AoINlR5W1XuSF2fmUDgcwrZtvF4vAK2t+/jxj38AQCKRYMeOV7jppg+xe/cuXC4XpaXlAKMLqZmmSSg08aLDgw8+QHPzck4//QyqqqpHvy6++I243W4efPDXdHd38dGP/gebN29C0zQqKioAJgw1D4WCCKHhdicXdHv55W3cf/+9JBKJtN/Thg2v4dlnn+LZZ59GSsn+/a0EAiMUFxfzu9/9hoGB/ln5WZ111kYsy+JnP/sRiUSC9vZD3HHH14nFsuu0A3D88cfT2LiMu+76JtFolIGBfu688xsMDg7mdMxLmaqYK4qiTMFvCmor3Ow5lF1VWtcEzTWeWR/LPt1qeYqqmh8bhKbz6sEIO9qC415qQ4EEQ4EEwYjNScv9CLn4r8JkUy1PWWpVc8MQ9B5sJTQyNOG+3o79lNW3YPor5izwWpZEM4uobjmewFAfI/09GbetalxOecMaEpaEOQ53SmZSgqlJTl1VQKHPoL0vykjoSEm8yG9QX5EM5bO1bsxtt32Zb3zjlgm3v+c97+Oaa97NBz/4Yb7whc8RjUaprKzmTW+6nG9/+3b27t3Da197AQcPtvGpT32M4eEhSkvLufHGj3H88ScA8KY3vZX/+38/y9vf/q984AP/ASQXMHv44d+mXRDO5XJx8cWX8cADv+Tqq9/Jxz52M7fe+mX6+3spKCjk8suv4Pzz3zCup/eGDWdy+eVXcMMN78e2Herq6rjiiqv47nfvYmCgn7Ky8nHPsXHjP3HzzZ/lrru+QVdXF+XlFVx99Ts4//zkYnDPPPNUTu3jmpqaJ/1ZrV27jq9//U7uvPMb3HffL/B6vVx++ZW8+c1v5YUXns/qOQzDxS23fIM77vgab3vbpei6wRvecBHvfe8Hpn28S52Qi7mUtYAkEjZDQ9M7OV6IKisLAejtzX4ImqLkarG83oQQRGzBs9uH6R9Of7X7yLZw3LIC1jZ6Z334vlvXiO0ZJNoTmvZjzWIP3nUVxDLMdzsWLZbXW4quC0CkrUZpmmAoDH99cSDjPFwBnHNiKbUl+pxXtPLNgyD4Sm9WwRxA6IKiE6tJzPNc89l+zem6hhUZZMem/49YOP3nQGVDC8uOfw221Ods3YvUsQX72tj9wpM4zsTPQo+/kDUbXodmFs3pcR3Lxr7eHMehpyc5R7iqqnHKudXpCJH8PYbjMBK2iVsS0xAU+XR8ZnIag/rdzb6xw8wXmlQf86V8kX+q91pJiQ+XK7tRl2oou6IoyhSklPhdkjPWFFNX4SHT+Y3H1DihpZA1DbMfynOtlqfER6LIkdjoH1Vl4XFZElci/cmOpmns74lMujiWBPZ3RZAszBO6bBmGjj0YzTqUw5GquWuBnszOlKYJdM0mNHCQ1pefzRjKAfo72zi0YzN2dAhDn7ufh207FJTVUFKVfhGo6qaVuLyzO/9dmRkpk4HL1ByqijQayw2qijRMzUlOXVC/uzmxUEO5kn9qKLuiKEoWbFviN+GMNYUMhXy0dkUYCVk4UuLSNWrKTBoq3RS4Bc4cLHQ37bnlR1MrtC9ohqFhdYaQjsRVX0DiqGqEIyEUmfp1FonZWI5c1Ffhp1qJPZN8rtCe6gk+3yMPhBDomkN0pJeu1u0M9LRP+Xnj2DZdB3Yx2HOIqsaVlNe3YHiK56TCJYWL2uXrGO7rwraOjDbyF5dSVtsyayvGK/nnqAX5FGXWqWCuKIqSJceRaNhUFAgqVvlJ2MmKghDgNpIn7c4ctPeZabU8Rc01X7iMhEOwK4iUksJKH4mjkrUQZNVr2DA0NMGiPZ82DA05GENz6Zilky9ElY49FMXlK5jxXHPDlghH4uhz1wZxwjEYEA8N0HlgF30dB7AS2Y8gAIhFwhzc9RL9nQeoXraa0pplaC7frL73HUfiLaygoraJ7oN7kzcKQW3zWnR3gfrcURRFGWNawXxwcJDf/e53bN26lVAoRG1tLeeddx4XXHDBbB2foijKgpOqHOhAapTwXLaKmXG1PEVVzRck0zRwOoNY4WSFMdEbnlg1l5KmKg9tPZFJg2JjpQdDg8Waf6SUyGI3nmJ3zvuY6bduGBpObwQnbmOkGb0w2wxDw4oM071/H90H9xKPzuyCXDgwTOvLm+hrb6W2ZR2FFbVI4Z61ufi21KluXsNgbwfxaISiskqKKhumHcqFmL+LIoqiKHMh62D+17/+lU9+8pOMjIyMu/3+++/nlFNO4Y477hhtGaAoiqLMjnxVy1NU1XzhccVsgocCCCGQUhLtDk6omtu2Q3mRQV25h/a+aNr9VBSb1JaZWNbiXZXdtiX2PJf7dUsS7gzgJBwKK31Yc1g11zSBEw8x0NlK5/6d066STyYw2Idjv0w9kuLq5llZWRuSF1dMfxmV9cvpbN1BbctxCMM7rVXYDc3GcSwkuV+gURRFWeiyCuYHDx7kxhtvJB5P/kFobm6msLCQtrY2hoeH2bJlCzfeeCP33HPPrB6soijKUpe3anmKqpovKG63Qbx1mHhXEL3MgyXBjlhpq+aGcDhlZQEuQ9DRHyN+eKE4lyGoKnWzvqUAj+EwB0sejBIem5gTyemxbs2LjGa3cu1cSVXLE4Hk+U+iJ4zRMHdVc8eRCN1HVcuJFJXXZj2vfCpur4+qhhWUNyzH8BTP+vdjO1DRuALpWBSU1Uxrrr6uC8JDPcQjYUrqVqkLiIqiHLOyCuY/+9nPiMfjrFu3jttuu40VK1aM3vfAAw/wxS9+kS1btvDMM8/wmte8ZtYOVlEUZSnTNIGIWDhxG1ehmbf9SikhGMcoNtVJ7zwzojZDuwewwgn0QhNhaBmr5o4jcetw2qoC1jT6GAxYSKCkwKDQo6HhYM/BmgdjxZwIm/qew55m73Rd6GyoOAOTglk6stykquUp0e4ghVVzWzWXUmLZArOwimXry6gY6KSzdTsj/T1Mt+Ot4TKpqGumatlqTF8pli3nZhE4CS5PMVXL1iCFa3o/PCdO577txGMRCstrQffN3oEqiqLMo6yC+bPPPothGNx1113U19ePu+9tb3sbQ0ND3HrrrTz99NMqmCuKoswSIQTSreNdUz4r+5/uSb6SX6lqeWqagh2IT1k1l1KCbVNgQlGlC0gGdunY05pbresaLk0QTcy8vG5Le9rBfCE6uloOYEetOa+apyTngOv4y5tYUVzFSN8huvbvIDg0MOVjNV2nrKqemuXr8BRWYDti0lZ7s8GyJbqnZFrVcsPQGOnpYKivC+k4DHS2Utl8glrNfY7ouoYpI8SFd9zvLdPtiqLMTFYdVDo7O1m2bNmEUJ7yz//8zwDs27cvf0emKIqijGPbDjEpiTE7X3NdXVXGM6I24d1HQpYVTkDCGe1hG+0OosfTnwQn87mDbTs5XWAxJMhB1dd+LN2SRDsntmlL/R7mq7WwbTs4wqSkdiWrTn0tTWtOYrKDcXv9rD71XJatPwezoArLFvO2iNp0Q5wTD9G5bzvy8AT47rY9JCLD8/azX0p0XcMdG8BpfQF3bGC0ZWCm25XF4+DBtvk+BCWDrN5NkUiEwsLCjPfX1tYCEAhMv8+ooiiKoix1brdBvDM4blE/KWWyan44hIxWzfMcnnVdQ47ECR8aRl/AlUjhsYmbwZy+hGd6FXzD0HAGo+Oq5SmjVfN5DiSW5SB1HxWNqygqzbz4bk3zagoqGrGdmfdzn0uGoTHUc5DAYN/obdFQgN6Du1FZcHalwndi7yYSfYdI7N2EOzaAaeppb893OL/iiss4//yzecMbzp3w9eKLW/L6XLPFtm2++c3beOMbX89ll/0z993386we99xzz/Dxj9/IG9/4ei688Dze855/5cEHH8jbcT3wwK+45ZYv5fz4H/7wu9xww79Pus23vnU7Gzeezt/+9pes99vV1cUb3nAuXV1dOR/bsSCroeyWZaHrmRdkMYzkbhKJRH6OSlEURckLTTtSWlpMJ+VLTWpu+dGymWs+4+eWEGkfITEcwxmKYVR4FuRaA3M5f/3oueVHm4+55pkIw0ft8nUEhvpHK8sp/qJSymqaF+XQbys6Qtf+XRNu7z3USnltM4avQk2/mSWmjGC3b8cODgEk/7t3E676NSTad467XWvfjtlyKpE8r5j/8Y9/mksuuSyv+5xLf/zjo/z1r49z9933c/DgAT74wfdx9tkbaWpqzviYX/7yF/z4xz/gYx/7JF/60i24XCYvvriF//qvz9HRcYgPfvDDMz6uoaHBWX3fxGJRfv/7h3jLW97GfffdzXnnvS6rx9XU1PDYY0/O2nEtFuqao6IoyjFG1wWarhO2NPpDku4Rh/6QJGJraLo+Lqwr8y9dtTxltqvmqWp5fDjZci3aEVjQVfPU/PXpfk3HZNXy0eOYxaq5pgkMQxv90nVt0qHbtu1QUFZHaWXd+DuEoKZ5Dbon84jHhcrQBf0drYQDQxPuS8SidB/Yia4t/nUMFqqE8KDXr0MvKBm9zQ4OEd357GgoB9ALStDr1xEX3jk/xiuuuIxHH3149N8vvPA8GzeeDkBnZwcbN57OnXd+g4sueh1f+9pXAXj44Qd5xzvezj//83m8613/wp/+9IfRx99ww79z553f4Npr38HrX7+Ra699By++uHX0/vb2Q9x880e59NILeNvb3sh3v/utSQuSpmkihMDn81JSUoppmvh8/ozb9/X18u1v38EnPvEZ/vmfL8Lt9qBpGqecchqf+cx/MjAwgGUle6fs3LmDD33oA1x00eu46qrL+eUvfzEatn/4w+/yuc/dzBe+8Hkuuui1XH75Jfzv/94FwB/+8Ah33/1jXnppKxdd9NrRn+Ott/4Pb3rThfzbv/0rjuPwyCO/49pr38Ell1zAG97wT9x880cYHBzM6vfy2GP/j8rKSj7wgRvYvXsXL7+8bdz9v/3tr3n729/MRRe9lne/+yoefvjBcb+zzs4OALZte5Ebb7yON7/5Is4//2ze+953TtjXsSjrPuaKoijKwqZpAktq9I9YtHaF6R6IEUscqaB5TI3qMjctNV5KC3Q0mdt8ZCW/MlXLU2azap6qlqdahScCC7tqPhemqpan5LNqrmkCNEEkDpGow3AwQSwhEQL8Xp0in47H0PC45OF1BMY/XgoXtcvXMdzfjW0lw0JRWSXFVQ2L6vcoRPLCYmS4h562PRm36+88SFlNEwXl9diOpj7H8kjgYEejJNzFuFZsgL2bxoXxFL2gBNfyU4m7CnAW6AJw4XCYhx/+E9FolEcffZi77voG//M/t3HyyaeydesLfOYzH8ft9oxWdR966Ld89atf58QTT+Kee37GJz/5UX75y99imm4+/OHref3rL+S///srDA0N8rnPfRIpJdddd0Pa537d617Pww//jk9/+uNEIhG+9KVbqKiozHiszzzzD3TdSFthPuOM13DGGcnFtfv6evnwh6/j/e//IN/4xrc4eLCNT3/6JtxuD295y9sA+Nvf/sJnPvOffPaz/5fnnnuam2/+KBs3nsfFF7+Rjo52tmzZzF13fW90/6+++jK/+MWvAdix41W++c1bueOO/+W4406gp6ebD3/4en796/t4//uvn/Jn/sADv+Lyy6+ksLCQCy+8hPvuu5svfvEWIHlx4847v85PfnIPTU3NPPvs03z60x/nrLM2jttHLBblk5/8GO997we4/PIriMVifPnLX+Db376db3/7B1Mew2KmgrmiKMoxQNMEEUvw4t4AHX1R0o1aj8YdDnRFONgdoaHKy/oWPx5DDXGfT0evxJ7OaNV8ihXap0vXNeTwkWp5SrQjgK8k9772upg49U1KB4eF/zpLtxJ7JvlYoV0IEJrOQNCmtStC92CMcHRiJVjXoMjvoqHSQ2OlmwI34wK340i8xZVU1DbRfXAvQtOobVmHMHzJJuKLgKELrNgIXa176Tm4l3g0knFb20qwZ+tTVNQtS7Z+85di5fqCVUYJHIhHkIkYlm2hFZbiql+DvfPZCdu66lZh6T6sUBDh9iJ0d17f4V/72le4446vjbuturqGn/70vqz3cfHFl+JyuXC5XPz+9w/x5je/ldNO2wDAaadt4M1vfiu/+91vRsPwpZe+iVNPTVbd3/Wua3nwwQf4xz+exO32kEgk+MAH/gMhBNXVNbz//dfzuc99Mm0wl1Lyi1/8lIMHD+Dz+SkoKODUU09neHgIXTcoKJg4rWZwcIiioqLR6cGZ/PGPj7JsWQtve9vbAWhpWc7VV7+TBx745Wgwb2xs4uKL3wjAWWdtpLy8goMHD3DCCSem3edrX3vB6FpiK1as5O67f0VtbR0jIyP09fVSUlJKb2/PlD/vF1/cSnd3NxdddCkAV155Ne9+91W0tx+ivr4BXTeQUvLggw/w2tdewGmnbeDPf34STdNGK+UAhuHiu9/9MQ0NjcTjMTo7OygqKmb79lenPIbFLutg3tnZyV133TWjbW64If1VJUVRFCV3qVD+3I4ReoemDhSOhLbuCHFLsmF1AaamWqXNl6mq5SmzUTU/ulqeMpOqeYGtc7xoQIrxO7VMnVcjexd8OM+2Wp4yk6q5rguilmDXwTB728OTti+zHRgMJBgMJDjQFeG45gLqy11I2x6zjU518xoGejooLC2noKx2UbSyMgwNJx6kr6ON7gO7iARHsnqclYjTdWA3A93tVDcup7x+BYa3eFGNEFhIxoZySP5d0YM9WId2TNzYsUi0vYJrhRfb8GHHIgg3eQ3nN930qRnPMR9boR4Y6Keubnx3qdraev7+9ydG/93Y2Dj6/4UQVFZW0d/fh6ZpDA0NcvHFR6rZUkosK8Hg4AClpWXj9vurX93Do48+zPe//1MMw+CGxpqmVgAAuWpJREFUG/6dz3/+07jdbkKhIF//+sSsVFFRwcjIMIlEApfLNe4+x3EYHh6mtLSUzs5Odu7cPjoUPXm/RNOO/DEoKxvfUtUwjEn/xo/9OWmazv3338uf/vT/8Hp9rFy5knA4lNU5wgMP/JJwOMTb3nbpuGP/1a/u4aMfvZmamhruvPO7/OIXP+Pmmz+K4zhccsllXH/9h8btR9d1XnjheT7+8RuJRCK0tCw/HOqP/ff2tIL5t771rYz3CyGm3EYFc0VRlPxz0NjWGswqlI/V1R/l5f0ap670g63ma861bKrlKfmummeqlqfkWjWX0Si9Tz2BZR15LeqGi8qz/wkhNFjA/c2nUy1PybVqruuCQEzw/K4R+qb5vh0JWzy3Y4i1TQWsbfCCk/yZSikx/WVUL1tJcXkNUrjmf2W6Sei6BnaU4a52Olt3EBzqz2k/8WiYg7tfpq+zjZrmNZRUN6GbfhXQp+HoUK67XLidMIk9m7BDQwjdRKYWOnAssC3skX7Yswn3yg3EZimcT0bTtHFzvIeHhyZ+X2MWZ6itraO9vX3c/e3thygvP9LRoLe3d/T/O45Dd3cX1dU1gKC+voF77jmyOno4HGJgYICSktIJz7t58/OcffbG0X1/4xvf4vrr30dnZzt33PG/ab+fM888C8dxePLJv3H++a8fd99TTz3JZz97M7/61e+oqqri1FM38PWv3znuew+Hp/47ksnYn9Mvf/kLnnvuWX72s/tGA/7NN390yn309fXyxBN/4bbb7qCpadno7c888xR33vl13vve67BtC9t2+PKXb8NxHLZte4nPfe5mGhubOPvsI8PZX3nlZb75zVv5znd+xNq16wC4996f09a2P+fvcbHI6lp7XV0dtbW1M/5SFEVR8kvTBCMRh46+9AFrKu29EYLR+evJvJQd3bd8KtPpaz7lc0uIpqmWp4xWzXNYZM6xEji2NfqVmvO80GXqWz6V6fY1FwIiCcGmncPTDuUpjgPbDwTZeSiCNqZrju1ARf0KvEWVC3qKii4swgOH2LvlSfZsfSrnUD5WJDhC68ub2L35rwx370MnMS5wKOkdHcoBTM1JrsoeGADHQdpxDH8xntUb0L2Foxd87MAAdvt2TM0B6SBjEYQdZy5+6s3NLfz9738jFovS39/H/fdPPsT9jW98C7/73W/YvHkTtm3zwgvP89BDv+XSS980us0jjzzIjh3bSSQS/PjH30dKydlnn8s552wkHA5zzz0/Ix6PEwgE+O///k/+z//5dNrX2BlnnMmf/vSH/5+9+w6Pqkz7OP49ZWaSSe8JvRfFXlYFu4CgWFHXXXVdVxF7x7ro2hsiNiyvujZ0UVBREMXeKzYQlF7SezIzmXLK+8dwRtJnJpMyyfO5ruzKlHNOkjOTuc/vee6HtWt/wzRN1q9fh9fbQGpqGq+88lKLRXRmZhb/+tdM7r//LlasWI7P50PTNL788nPuvvt2TjnldPLy8pk0aQqrV//Ce++9g6ZpVFRUMGvWFTz88Nywfm52u6PNBNztdqOqKqpqQ9M03n13Gd9882W7K2+98cYihgwZxr777k9ubl7oa8qUY3E4HLzxxmuUlpZwxRUX8cMP3yHLMtnZwQsX6enpTY7BhSTJOBzBTv+rVv3Kq6++3CdW/worMf/www87+zgEQRCEKEiyzObStofBtsWvmWwt87Hb4Pht9iXLEg5ZxqvHTzO7SNJyS6xS8/bScktH55rHk2jSckvEqbmssGazm8rajn3INE34fZubzFQbBelKcF1zE2R7CnocvA5M0+icoammiWnseC8QdXkYZJCV4BWjHeeN35Bx9B+L0eBCr69CSUpHHbonmi0F24hEWP9d8PaUTJT+Y/EZMqAjycFtxeLsu//+u5g7995mt5999rn8/e//YObMS5gz526OO24y2dk5nHLK6fzyy0+tbu+II47C43Exd+59lJYWk5OTy4UXXhqaDw2w55778MAD97B58yZGjRrN3LmPhuaDP/jgYzzyyFwWLHgeXTfYe+99uOeeB1rc10knnUogoHHLLTdSWVlBv34DuOqqaxk9eizXX381q1f/yn77/aXZ884882zy8/NZvPhV5s69D03TGDBgAOeddwHHH38SAPn5BcyZ8zDz5z/M3Ln3oSgKBx00gcsuuyqsn+v48QfzxhuvMXnyYSxa9Haz+08//Qw2bFjP9OnTsNvtjBo1hpNOOpUffvi21W1qWoC33nqdv//9H83us9lsTJkyjUWL/sfpp5/JlVfO4r777qKyspzk5BROPHE6RxwxkZKS4tBz9tvvL5x44nQuvvg8dN2gX79+TJ/+V5544hGqqiqbDdXvTSQzXj7F9HCBgE5NTfTDSHqKnJxg84fy8shTA0GIlDjfOs5vynz8UzWuhuiHCKclqxy6WzqqFJ+FuUORMSsaICcRfxuFUU8635JMiZpPt0ZUmENwyKEjLwl9x1xzJVElZVwu3giCbYcs07CmAn9N+6MsUkZnY0Yw19wWqGb1ioXoOw1llxWVvEOOZLW5vdWly0JrjftbX2vcb3fxdflXUa1jfkDOgW1u24GE57fyqApzACVBJWW3XHxN5po3PecURaa4Ruer1TXoMUq0M1NsjN8tDRvx9fpVFBlTa6CuIjiU3V0b/uiRliQkpZA/eBQZBYNR7Mlxe6GxI3Y+3wzDoKxsGwC5uQMbzUFuSgLQvJj+htAJbA1n1wvXBItv2YkeCLR6u6SoSI4kjBaaP8aDiy+ewV577cO//nV+p+7HNM1eNZLDGlXVF19vlvZea+npTmy28F4Xoiu7IAhCHNN1Gi2JFg2f30A3QY3DzwqyLIE7gHtbLSkpdiRbz186KZq03NLR1DzctNwSSWouSRKKpFDg7NeoKZmkKGQm5PCX5P7Nfjc7/8shJ3ZLa7iOpOWWcFNzw5TYWNwQs6IcoKo+QHmtxsBMNS6avVl03QDJQXrBCFIy86gu2ULJlnV43ZFdOLMnJJLTfxg5A0egJqSi6WafLhKiYQKSmoAEoeJcDwTw2ZzYB++Fz5DRdwwjbun2eC/Ku1JvKsqF2IuqMC8tLeXTTz/lm2++obi4mJqaGiRJIjU1leHDh7P33nszceLEFpcDEARBEGLHMIPzTTu0DcNscXm1eGCTJHzFLvQGDV+JC9uQNPxaz/5mwu3E3pqOdGhvrRN7a1rr0J4gaZje5sW94WlA1mxg7PQB3ZSRXH6SDFuzx0sJCXjN4EeR7vqtRdqJvTXtdWiXJHD5DMprfM3v7KDNxQ30y0iJ+Xa7gqYZoCSRPXhX0nIHULFtPWXbNxHwtb5cGgSbCmb3G0ze4NHYkzLQDaKe0iO0XpwHfwuNR6nsfLsoygUhdiIqzOvq6njwwQd59dVX0XYsGNn06vePP/7Ia6+9xi233MLf//53Lr74YpxOZ+yOWBAEQQhR5GCH544kcIoiIcfhRXwrLbeSZ1+ZB0d+co9OzTuSlluiTc0jTcstLaXmptdLzddfY2qNP7CbZgtXigyD6h9+bJYUSapC+gEHgKP7LuKrqozk0rBnOrFldvyziunRUNLtLSa2sixT49YIdMKFo3qPhl8Hexy+ji2aZiLbUykYuTfpuQNY/9Pn+Bpafp0oqsqIPQ8iJas/uqmIgjxGGhXnvgbau1wmyUqvKcofeeTJ7j4EQQi/MC8pKeHcc89lw4YNwXltisLw4cMZMGAASUlJBAIB6uvr2bhxI8XFxfh8Pp599lm++OILnnnmGbKyeu9EfUEQhO5iUyHFqVBZG31snuJUsSt0X2QZJSstN3d8KDcCeo9PzW2aic+E1D3yO7YhCezpCRiqhGmApEgoBrTVTizStNzSWmpuanqjIettMnrmCua6bkKyipScHJM+YTq02g1dliWq6jqnq3CDT8fnN3EkSD32olQ4TBM0HRLT8sgdOIJtf/zS4uMy8weRnNUfzZCJuzcuQRCEVoRVmBuGwcUXX8z69etJSkriwgsv5JRTTiE1NbXFx5eUlLBw4UKeffZZ/vjjDy655BIWLFgQ0wMXBEEQwKHAoNzEDnV4HpyXiE0BLY7abzdNyy09OTVXVZlArY+GmraH6IZLdqrY8lLx7ygEtTa+32jTcks4c80lgvMnrWDc3HGbYZoxW05biSKZa+s5pmmiddFFHJNgAd0ZDBP8moEkyT156fKwabpJVv+hVBZvwVNf2+g+myOB/CGjMYnDq4k9XKMmcGH8bE1DB58buZek5oLQ3cIqzJctW8aqVavIzs7m+eefZ9iwYW0+Pj8/n0svvZRjjjmGf/zjH/z44498+OGHHHHEETE5aEEQBCFI0wwKMu38nqDg8Tb+0J/okMlMsWMClbX+FpvEpThV8tJtcdcsqWlabunJqbmqmbi31KK5om8ytjN3Q4DUjETMRKXdNaujTcstraXmALIkYRJces/r12nwG6GhxQ6bTKJDxmGTsSlgGmbUpZRDTmS/7P2jfm7POhuE9qgJaeQNHsWmVd81uj2n/xAcKVlddkGlr2ipM3s4TF0TxbkgxEhYC6wsXboUSZK45ZZb2i3KdzZ8+HCuvfZaTNNk2bJlUR+kIAiC0Lokh8SogUmN5oknJSgMKXBS7dapa9AZ1j+JREfjt3xFhlEDk0i0d/EBd1BrabnFV+ZB9uo9qvutqsoY9X50v4ZsV2LyJSkygXI3tna+T0WRMeuiT8st3qJ6lJ2KIVlVkG0qHk2iqEZna4WfoqoAVXUB6twadW6N8ho/W0u9bC3zUV5voEkqik1FUhQkNbIP8aZXwe5PjurL9HZ/wSABiY7OOQ5ZAnsPHCXSEZpmkJ43iJSM7NBtCc5kcgaOJNwZFEJ4oi3KLaauYfrcyBEuZSgIQmNhJeZ//PEHiYmJHHnkkRHvYPLkyVx//fWsXr064ucKgiAI7dM1neF5DgJaMmu2uDAMyM1w8NsWD2u3ugHw+k36ZznYUhIcRq3IErsOSWZorh1di68PU62l5ZaemJrLgJxs7/jc8pa0U5h3NC237Jyay1IiqQccSJ1bQ/dopJiQAii+BrZ+9h3mTg3gJFkm/8B90R2JaKpEcrINpyNYREoJCX1mNLJhmGSl2Vi3PfbbdiYoONT4nl/eEsWeRMHQsbhqvsA0DfIGj8TmTBdpeQyFXZTLCphGq48RybkgdFxYhXlVVRUDBw6MKn2w2+0MGjSIkpKSiJ8rCIIghMc0dMYMSCTBrrCxyIMsgXunoe3uBg1ZsiNJkJFiY3g/J4Nz7BhxFj21l5Zbetpcc79mEJPuYi1p48JKR+eWN+Utqicpw0G9aeeXIj/bywyswXeqIrFPXiKSHGxIZ5FkCd2RyA+lwe7Ziqyz27BEhuY60OPs/OsIwzBIcyrYVSnmF4xSk2zYVSC+ZqS0S9MMUrILSM/Ow+/zkpk/RBTlMWeAobdelEtScEk0e2IwGQ94/3xsk+eYhoFk6EiK0leutwlCTIVVmPt8vg4teZaSksLmzZujfr4gCILQPlPXGZ5no19WGh6/gaIqoQZc44YlY5NNJuyWQUaySoJqosVZUg7tp+WWnpiad4dYpeWWYGruZ7smsbk4siZ2mm6Gvn7eUE+iQ6EgXYm7/gbRMk1ITpDJyXBQWB6bCyWWIfkJKFLT1aZ7CdlB/rBd8HvdKAkpfeZ86SomMpI9MbhEWsDX+M4UG35JQ1LAZMc5a0qgG4CJHTvU72g8KslIjkRMxd7tRfm2bVsZOHBQNx+FIEQurDnmhmGgKNEPS1EUpUckFoIgCL2dphnYMMhMlNlzWCKnHZbLaYflstuQRMYOdJKfpqCix+WH23DTcktPnGvelWI1t3xnsixRtakWxac36mkQqYBmsmqTC09s+uDFDRmT4QWJqErszsmsVBvZqTZ0Pf5e0+HQdZOk9DzScgbG5ftWPDCRwZ6IZHP8eaMk4Zc0vq9eyVflX/N1+Vd8Xf4V31R8yzeV3/Bdxbf48Qen0uwoylEcMSnKJ0zYl5Urv4/quYsWLeTee+8I/fuMM07lvffeifpYNm7cwMEH78d1110Z9TaiddVVl/L88890yra/+OIz/va3k5k8+VBmzbqCurq6dp9TUVHBnDn3cMopxzFx4iGcdNIx3HPPnVRWVkZ9HM8//wxXXXUpAMuWvcX06dNafewdd9zCHXfcEvW+4kFYhbkgCIIQX3TdQPNrJEg6DkmHHWtOx/OH93DTcksoNY9hERRPVBO8MUzLAXRTomi7C5vHT3Z6x7oGVtcH2FbhQ1X7zkcRXTfITVMZWhD9KMSd2VSJcUOTcSi9O/zQDBlTdrT/QCFqTYtzSVGRFBXNNNBNPfSlmTq6JGFIALEvyjuqpqa6URj44osLmTRpStTbW7x4IVOnTuPbb79h69YtsTjEsM2Z8xBnnXVOzLfr83mZPfs6zj77PN54YzllZaUsWPB8m8/Zvn0b//jHaZimwSOPPMmKFZ/y+OPPUFdXy/nn/xO32xXVsZx11jnMmfNQVM/tjcIayi4IgiAI3SnStNyy81zzviTWc8shuEa512/Q4NORt9YxcHQ2FTV+mq7UptjUNv+9s21lXobkOuhLraJMQ2fMQCe1bo2yal/7T2iFLMGYQcnkpKlx18AxGmLgZecLDWuXJCTVgUnL01VMAFkFRUGyJ3RpUR4IBHjyycf48svPKCsrw+FwcOSRE7n88mtYvnwpL7zwLIZhcPTRh7F8+cdMnz6Nc86ZwdSp07j44hmMG7c7v/76M3/8sZbc3DzOOed8jjxyYov7crlcvPvuOzzyyJP4/X7+97+XuOaaG0L333HHLSQmJlJSUsyPP/5AZmYWs2bdyKeffsS7776D3W5nxowLOPbYEwAoLNzOvHlzWL36FxISEpk0aQrnnDMDm83GsmVvsWjRQlJTU1mzZjVXXnkdS5YsZq+99uFf/zofTdP473//j2XL3sLlcjFy5Cguv/waRo4cRUVFOQ899ABr1qymqqqSzMxs/vGPczj22ONb/L5kWUFRVJzORBITE0lISCA9Pb3Nn/u8efczduyuXH319aHbcnPzmD37Vm655SY2bdrIuHG7s3nzJh57bB7r16+jpqaGfv36ccEFlzJ+/MEUFxdxyinHcdppf2fp0iVMnHg06enp/PjjDzzyyJMA6LrOI488yLvvLiMxMZETTjiZ008/MzTyraammuuuu5KffvqRgoICzj//Yg444CAAPB43jz/+CJ9//il+v5999tmXyy67mszMLAA+//xTXnzxv2zfvo2GBg9jx+7KtdfexMCBg1i27C3eeusNRo8ey/vvLwckJkw4hKuvvh5V7bpyOew9VVZW8sYbb0S1k44McRAEQRCESNNyy85zzfsS1QDd4ycxLzlm25QkCZ9bJyvBDhI4DZ2sNDvlNcHx6IZh4lcd5B18YLPn+lUHhtF83HqtS6MhYJJi7zuFl2mCQzHYd1QKK9dBSVXkxbmqSIwZnMTIfgkYfaAoF7qOiYxkS8Rop1ulCSApXZ6UL1y4gK+//oJ58x4nOzubVat+4aKLzuPggw9jypRjKSoqbFToNbVkyes8+OCjDB06nGeffYr77ruDCRMOweFoPiJj2bIlDBs2nNGjx3Dyyadx2WUzOffcC8jIyAg9ZunSJTzwwKPcffcD3Hrrv7nyyou55JIrePvtFbz++ms88MC9TJ58DJqmcdllF3DUUZO57ba7qamp5qabgktKz5x5MQC//76GG2+8hXvumYtpGixZsji0n+eee5oVK5YzZ87DDBo0mGeffYprr72CV19dwt1330ZaWhovvLAQm83Gq6++zNy593LEERNb7BFms9m4/PKrueeeO3j33XcYO3ZXpk//a6s/80AgwDfffMUNN9zc7D6Hw8Fdd90XmmZy002zmDDhUO68835M02T+/IeYM+duxo8/OPQcj8fDW2+9h9frZeHCBY22V15ehizLLFr0Nhs3buCqqy4mMzOLo48+BoBvv/2aW2+9i9tvv5cVK5Zz/fVX8eKLr9K//wDuvPNWPB43Tz/9Ag5HAg8/PJcbbriG+fOfpry8jNmzr+PWW+9mwoRDqK2t4YYbruG//32Kf//7NgB+/fVnDjjgIN54Yznr1v3OpZfOZN999+eooya3+rOJtbAL8y1btnD99de3/0BBEARBiKFo03KLlZr3JboiIfVPiemwOEmRKdvioUrd0ezJC56dOv8bJvyw2Y8sNx+dYBjNk3UA3TCp9+ikJahxPc0iUoZh4rTB/mNS2FBkY912d9hNCtOTVXYdkkxBhi3uVlUQ4oMZwRISXX09bdq0E5ky5VgyMjKpqKjY0aA6ifLysrCef/jhRzJq1BgApkw5lueff4bq6mry8xsvZWmaJosXv8Z5580EYNy43Rg+fCSvv/4q55wzI/S4ffbZjz322BOAfffdj6+//iJU5B500ATmzbufyspKVq/+lUAgwPnnX4QkSeTl5XPeeRdw003Xhgpzm83G5MlTW3wPXb58KWeccTZDhw4D4B//+BcHHDAe0zS59tqbSEpKQlVVSktLcDqT8Pl81NXVtViY//rrzyxY8DwDBgzkyy8/Y968+SiKQnFxEQUF/Zo9vq6uFsMwyMrKavfne++9D5KdnYNhGJSUFJOSktrsdzNlyjHYbDZsNluz56enp3P++RehKApjxozluONO4t13l4UK84MOOphDDz1ix3aO5c03F/PBB+8xbdoJfPzxByxY8BoZGZkAXHbZVUyefCi//76W4cNH8MILC+nffwAej5uyslLS0tIpLy8P7dvhcHDWWecgSRJjx+7KiBEj2bZta7vfcyyF/Te7o83b+mrzHUEQBKFjok3LLVZqnpSThKz2jUHTndFx3wiYFFZ4qawNtP4YE4wIf08er44kxe4SgixL2BUFb0CL2TY7g2GYqJjsMjCRgiwHm0u9lFb5cDdozS5i2FSJtCQbA3MT6J9tx2nrnN+xIPR0Xm8Dc+fey48/riQ3N5dRo8ZgmmbYdYo1rBkIDVE2zeYXBb/++ku2b9/K/fffzQMP3LNj316Kigr5+9//EUrYU1P/HI0lywrJySk7/VsObb+kpIiammqmTDk8dL9pmmhagOrqqtCxtVSUA1RWVpCfXxD6t81mY9y43QAoKirk0UfnhbrRDxw4sNXvq6yslCuvvJgbbriZww8/ivnzH2bWrCs4++x/8cgjD7Jo0dvk5OQ2ek5aWjqqqlJRUdHisVVVVZGSkoYkSaxb9wfXXXclVVWVDB48lPT09Ga/m+zsnBa3A8Hh8Ts3HM/Ly+Ozzz4J/btfv8YXDvLy8igvL6e4uAiAGTPObnS/oqgUFxcyevQYVqxYzptvLkaSJIYNG47b7W60r4yMzEb1qqKoGEbXXjAO6y/h2rVrO/s4BEEQBKGZjqblFl+ZB73ej5yRGKMjE2ImxtftbZKEWdWAmuGIiy7euq6Tniix1zAnDQMS8QVMaj0afi2YWyYlKCQnKjhUCYdqomkGWs++5iD0IorU8sXM1m7vbPfccwepqam8+eZyHA4HhmE0KnZjZfHihRx33Imcffa5ods0TeOcc85g+fKlHH/8SUD4wWNOTh79+w9gwYJFods8HjdVVVWkp2e0u63c3DxKS0saHctjj83jtNP+zqxZlzNjxkWcdNIpSJLE2rVrePfdljvR//bbKhRF5fDDjwLgggsuwe128dBDD3D00cc0K8oheAHjL385kA8/XMGUKcc2us/v93PmmX9l+vTTmDLlWGbPvo477riPCRMOAeDjjz/gk08+avSctr7PysoKTNMMPaaoqJCCgj8vSFRUlDd6fFFRIaNHjyU3Nw+Al156jays7ND9mzZtpF+//nz44QoWLVrI/PlPM2BA8MLF3Ln3smHD+laPpTv0rW44giAIQlzpaFpuMQI6vmKXmI/bAYoiYe+EDupOhxKz+eXBCzkanu11qIGeX5RbDMNE13TsskFqAgzOtjGqwM7IAjv5aTJO1UCJ02UOhfhllxLYL3t/Dsg5sNnXftn7Y5cSOm3fNTU1lJWVNvrSNA2324XdbkdRFDweN48+Og+3200gEBzJY7c78HjcHRrpW1i4na+//pITT5xObm5e6Ktfv/4cffRU/ve/lyLe/vjxE/B4PCxY8Dx+v5/6+npuu+1mZs++PqzifurUaSxY8AJbt25B0zSef/4ZPv30Y5KSkvF6vSQkJCBJEiUlJcyfH+xybv1MdjZu3O4YhsFzzz2NpmmUl5dRXFxMWloa3377NatXr2px/xdddBm//PITc+feGxqavm3bVq677mqcTifHH38SHo8bXddJTAxeAN+0aSPPPvt/rR5LSyorK3nuuafx+/2sWvULS5a8wfHHnxy6/7PPPuWrrz5H0zSWLHmdzZs3M2nSFLKzc3ZMHZhDbW0Nmqbx3HNPc955Z+Fy1eNyuZBlGYfDgWmafP31lyxfvhSth13lFF3ZBUEQhB4pVmm5JVDVgF7vR5KkDk/P6otUGTKSbRRXRt9JvClFlkh1xm64YPBCTj2BOh9aRQNqQVLcFbOmaaJ38EJUd7HqC/Hy6iV8Kna6pz/H7NnXNbvtpZde4/LLr+Hee+9gypTDcTqTOOigCfzlLwexcWMw+Rw//mDeeOM1Jk8+jEWL3o5q34sXL2T48JGMHDm62X3HHXcSr732P7744tOItpmUlMyDDz7GI4/MZcGC59F1g7333od77nkgrOf/7W9noWkaV111CXV1tYwZsyv33/8QycnJ3HDDzfzf/z3Ogw/eT0ZGBtOmncimTRvZuHE9gwYNbrSd7OwcHnzwUR59dB4vv/wCdruDiRODDekef/xh3nxzEbvuOq7Z/gcNGsJTTz3Pf//7f5x33j9wu12kpqYxfvzB3HjjzaSmppGamsaFF17GrbfehNfrJScnj+OOO5HHHpvHhg3rSUtrvwnr8OEjKS4u4phjjiIrK4uLLroslL4DHHzwIbz00vPMnn09Q4YM5YEHHg4Njb/pplt5/PGH+ec//47b7WLo0OHMmfMIWVnZTJlyLL/88hNnnnkqiqIwaNAQTj31byxatDDsiwZdQTKj+HTidrux2WzY7X+uYTpv3rwWHzts2DCmTWt9sfjeIhDQqamJzYfH7pSTE5wbU15e381HIvQF4nwT2uJQZHzrq/GWuWOyvaQkB/a8JPQCJ/44K9Z6AlmWqHSbfPJzFbGadpeZauPgcWkodHyDsixh8+jUrSrF1E1Up43kcTl4u7HFTV97j1MkDTDRzeZNnYTOt/P5ZhgGZWXbAMjNHdjq3GVB2NnOw8jDoe4YRRVvF0Bjqb3XWnq6E5stvKkfESXmVVVVzJkzh6VLl3LXXXcxZcqU0H3z589v8RepKAq77LILw4cPj2RXgiAIQhtkWUJWZPyayc5/D+0K2BQJTdN7VGolyxKSRNhJYKzTcktgx9xjySaL1DxChmGS5lTISv1zibSOGpSbQIJNIhaBhZWWW9MeNE8gblPzeKQoMq6KIkwTUnKG9Kku+4LQW4hm3d0r7MJ869at/O1vf6OyshLTNPnmm28aFeYAycnJjBkzJvTvTZs2UVFRwX333cfjjz8eu6MWBEHoo2RZQkeiym2wpcxNnVujwadjmKDKEokJClmpNgbmOEhOkMHoGQW63QBMEz3Mv/k2SUKv82NPj12zNjUhmOLptT5sec6wl6eKhd4yfN6umIwa4KSqLoDe0vpnEchIsTEg20Eg0PF5/9bc8qYXcrwlLpKzE9HEZ81OZ2oeijeuASA5Ixc6cf6xIAhCbxRWYW6aJhdffDEVFRUMGTKEWbNmcdhhhzV73KhRo3jhhRdC//7tt9849dRT+fTTT9m6dSuDBg2K2YELgiD0NYqqUO02WL3ZRVm1l5YCqTqPRmmVj/Xb3QzMTWT0QCdJ9u6ds6qqMnqZJzi8OMz0Ugfkfkk4+iXF7DiSU4JFfn19A13940iQJAKKFPfJraYZ5GfYGNYvkXXbox/NYFMlxg1NxmknJh3Gm6blFpGadw1Fkakp2k5ddQWYJjVl28jsP1r8zAVBECIQ1oSTd999lz/++IPhw4ezcOFCjjjiiLDmquyyyy5MmzYN0zRZunRphw9WEAShr5IVhc1lfj7/tZriypaL8p35NZMNRR6+WFVDeb2J0gndtMOlaiYNxS68pa6wO2VruoFfi+2XrMrIqoxfM7p0mK2qymiVDXHVJbxNhs7YQUkMyotuNINNldh9eCp5aUpMCrfW0nKLtyT8806Iju6vp2Tz2lDXt5LNv6N567r5qOKLJEGi7Mehtn/VUFVlnFJDaH6vIAi9Q1iv6Pfffx9Jkpg1axapqakR7eCvf/0rpmny3XffRXWAgiAIfZ2qymwt9/Pjujq8/sgKjFq3xndra6l0GShK13+IU1UZvaoBzeVHc+9IL/vYh0nVb+LZXtdrvnfTBJtksNfwZMYMTsamhj9OPDVJZd/RaQzLtWPE6OJIa2m5JZSa94KffU+kqhLVRZtw19WEbvPU1VBVvAk1gnOjL5MkSJB8GFt/QSr9o83iXFVl7J4ytA3fYfeUifNaEHqRsF7NP//8MykpKRx88MER72CPPfYgLS2NjRs3RvxcQRCEvk6WJWo8Jqs2udCiHH/t9ur8stGFrxuW8LbSckskqXlvoKoygQoPuifQq7530zRRJZ1xgxM5aFwGA3ISsLdRhKU4VcYMSmLCuHQGZKroemxOxvbScotIzTuHJEHAU0Pp1vXN7ivdsp6ApwbRS6ptOxflgdJN+LeubrU4t4py//rv0apL8a//XhTngtCLhDXHvLKykiFDhrQ5fF2WZRSl5Vbw/fr1E4W5IAhCFExJZs1WF54OVtUVNX42lfoY29/RZfM+rbnlmuvPDt6h1LyPzPlV/Sb1JcELE73tezdNMDWd3BSJ7DEpuLxJ1Lh1quoCeP06khRcozwzVSU1USHRLmHoOjGqyYH203KLmGsee7IsIRGgdOs6vB5Xs/t9DW7Ktv5B/5F7Ycg2jA42C+yNGhflm4M3Gjr+rauxA468Ufh2dC7cuSg3GoLL7xkN9cHifMS+4Mztnm9CEISYCaswD2fh9d9++63V+7RYdHYRBEHoYyRJoq7BoKTKG5PtbSttYEiuA1sXJViqZuIqbv6B3VvaNzplq6pMoMiN3vDn39De+L0HGwvqJNshNUFlSI4NE5AIFu+GYWAYBnqMPwqEm5ZbRIf22JAkCUXSaagrp3jTGqrLilp9bMmWdfg8bgqGjSUxLQfdUHrF6gSx0GJRbmlSnOsozYry0EN3Ls4zhnbKsTrMAPh9f95gd+CTxFr1ghBrYRXm6enplJaWRrUD0zQpKioiOzs7qucLgiD0VaoqU1TUQCBGy3rVuDTqPDo5KXKnp1ctpeWW3pYct2bntNzSm7930wRdN2KaiLcl3LTcIlLzjpEkUGTwuysp2vw7FcVb0bW2gxvTMKgq3U5tZSlZBYPIHzIae1ImukGPWMaxOyXIGsa235oX5ZadinN7cib+DT80K8pDD22ox7/xBxKSElHS82N/sH4fNV9/janpSKpC+gEHgEMU5oIQa2FNShk1ahRVVVX88ccfEe/gm2++we12M3bs2IifKwiC0JfpBlTXtz9iKRJVLi2YNHaypnPLm+pN861bEppb3tD899fbv/euEGlabhFzzaOjqhKGv47idStZ8+1HlG7b0G5RvjNdC1C2bQNrvv2Q4nUrMfx1fb4xnCbZUDILkB3O1h9k6Pi3rML3+1etFuUASBJq5gAkZ1rsD3QHU9MxdR1T64ZmJQIVFRU0NDR092GExefzUVYWXaDb14VVmE+YMAHTNHnyyScj3sGzzz6LJEktrnsuCIIgtC6gm3h9sS0ial0aUid3Y9q5E3trenuHdtVv4i1p+cJEb//eu0KkablFdGiPnE01qS3ZyLofPqFww28EfNEXBwGfl8INv7Huh0+oLdmALYylwXqrgGYSSC7APmKftotz08AM+Fq/X5KwDxgLBWOQ7dEtYdiW1v5edObfkQkT9mXChH3ZunVzs/teeeVFJkzYl6effgKA++67k/vuu7PVbU2fPo1ly95q8b7i4iImTNiX4uKi0H5Xrvw+6mM+4ojxTJx4cLOvkpKSqLZpqaqq5PTTT6SmprrVxzQ0NPCf/9zElClHcNJJx/Dee8vb3OayZW8xYcK+fPDBe83uu/jiGaGfbzQuuug8vv/+WwBWrvyeCRP2jXgbN910LQcfvB9//LG22X0ffLCCY4+dyOTJh/LFF581u//555/hqqsujfzAe4CwhrKfcMIJPPTQQyxdupQ999yTM844I6yNP/vss3zyySekp6dz7LHHduhABUEQ+hpzx1dMt2manT6EtLW55U1113xrmyojm+DrpLXMW5pb3lRvnGveVay0XLbJyDYZI8IEXMw1j4xuyKRmD0CSFUo2raGuqrxD20vJyKZg2FhSMvuhGzKxf5eLHwHNhB3FuX/9Dxi+yEaA7FyUe3WFlBgdV9M55UZ9fag3gGmaGPX12Hd+QifMOU9PT2fZsreZOfPiRrcvW/YWSUlJoX9fc80NMd1vR9x//zz23jvyIrQ9Pp+v3bR8wYLn2bJlE4sXL+Wzzz7mzjtvYcKEQ3A627joA9xzzx2MHj2WAQMGxux427qAEI7y8jK+/voLpk6dxssvv8jNN9/e6P633nqdo46axOWXX9Pi888665wO7b87hVWYZ2RkcNFFF3H//fdzxx138PPPP3PhhRcydGjLTSYKCwt56KGHWLJkCZIkcc0115CQkBDTAxcEQejtZAkUJbbVg90md+ryRW3NLW+qu+ZbKz4DM2AgO5VOmWvf0tzypnrzXPPOZpMk9HofiiRjz0zEW+qO6Plirnlkgq8RGyk5Q0jOyKWmbBslm3/Hs9O65eFwpqSTP2QU6bkDkWxJ6LoBolN79MV5k6I8pnaaUw7BYhxjx2vFMKj56edQYt5Zc84nTpzCu+8uY8aMC0OrQv322yoCgQAjR44OPe6OO24B4MYbb8E0TV544VkWLVqIz+fl2GNPwDD+fI17PG4eeOBePvvsYxITnZxwwsmt7t/jcfP444/w+eef4vf72WeffbnssqvJzMyK+nv69defeeqp+WzZspn6+jqGDh3OFVfMYty43dA0jQcfvJ9PP/0IXdcYPHgoM2dezK677saZZ54KwJlnnsr118/myCMnNdu23e5AkmQSEhJIT88gOTkZm63t30l+fgEjRoxk9uzrePzxZ7Hb7S0+7q233uB//1tAWVkp+fn5nHHG2UyaNAWACy44j4KCfvzww3eYpkn//gMoLS3h/vvvYu3a3zjssCMBWLDgBd58cxGVlRUccMBBXH/9bJKSklvc3xtvLGKfffbj738/i7PO+iszZ15MXl6wd8J5553F77+v5aefVvLll58zb958TjnlOE477e8sXbqEiROPJj09nR9//IFHHgmO9H7vveW88MIzlJQUk5ubxznnnM+RR04kEAjw5JOP8eWXn1FWVobD4eDIIydy+eXXdPrIwtaEPZbr3HPPZfr06Zimydtvv83UqVOZMmUK1113Hffddx/33Xcf1113HSeffDJHHXUUS5YswTRNzjjjDE4+ufUTXxAEQWiZXZFISQzr+mnYslI7d9mi9uaWN9XVc35N3cBf6sJXWI+tE/7wtjW3vCkx1zxyVlqObtKwvRabw4Zsi7woEXPNI6frBoaUQGb/0Yza5zAGjd4DR2JSu89zJCYxcPQejNr3MDIHjMGQE4NFuRCy87B2yR5ekGUfMKZzivIdQnPKdf3PotxiGKH7OmvO+UEHjScQCISGRAMsXbqEY489vtXnLF26hIULX+beex9kyZL3sNlsjeY6z5lzD9u3b+OVV17nuede5ueff2x1W3feeSvbt2/j6adfYOHCN3E6k7nhhmuiXlXA5/Ny7bVXcuihR/D668tYuvQD+vcfwGOPzQPg3XeXsWrVL7z00mssWfIee+yxF3Pm3IOiKLzwwkIAXnhhYYtFOcDJJ5+K3+/jpptm8eyzT3HvvQ+2W5gD3HDDLdTW1vLww3NbvH/Zsrd45JG5XHHFNbzzzodcdtnVzJlzN5988lHoMd999w2PP/4Mzz33Cg8//AR5eflcffX1XHnltaHHlJQU8fzz/+PllxezevUqFi9+tcX9BQIBlix5nZNOOpVBg4aw99778eqrr4Tuf+qp59l99z0588x/snDhm6HbPR4Pb731HjNmXNhoeytXfs/dd9/KhRdeyrvvfsIll1zJbbf9m02bNrJw4QK+/voL5s17nBUrPuXuu+fwxhuL+OGH79r9uXWWiCZZ3X777fznP/8hLS0N0zTZtGkTb775Js888wzPPPMMb775JqtXr8Y0TZKSkpg9ezY33nhjZx27IAhCr2aaJnkZLV/BjoZdlchIVhslCLEUztzyprp6zq9W78db5sZX7QF3IOaN8NqaW97sWGIw11ySJFRVxmZTUFWlSxr7dScrLTdcfryF9fjLXNgzIx+RJ+aaR0/TDFCTyR26O2P2P4L0nIJWH5ueU8CY/Q4nb+juoCaLEQptMJFAVpGkMM9JxYbZiamepCpISvALuckxyXLoPkntnAsDiqIyadLRofnhPp+Xjz/+gKOPPqbV57z77jKmTTuB0aPHYLfbOffcmaSnpwPg9/v56KP3+de/ZpCRkUlaWjoXXnhZi9uprq7i448/4PLLryYjIxOn08lll13FmjWr+f335nOeLddeewVHH31Yo69Zsy4HQFVtPPHEs5x00ikEAn6Ki4tITU2jvDw4NcThcFBcXMjbb7/J1q1bOO+8C3juuZfD+lkFAgGeemo+Xq+P339fS2ZmJmPG7EJlZfsN41JTU/nPf+7krbde58MP3292/9KlSzj++JPYZ5/9UBSFffbZj+OPP4k331wcesyBB44nJyeXlJTWJ1P861/n43A4yMnJZY899qKwcHuLj/vwwxWkpaWx//4HAHDqqafz1luv43a3/Xd1ypRjsNlszY5h+fKlHHLI4Rx44ARkWeaAAw5i/vynycnJZdq0E5k3bz5ZWVlUVFTg8/lwOpMoLy9rc1+dKeIo5rTTTuP4449n6dKlfPzxx6xevZqKigoMwyAjI4PRo0dz6KGHcsIJJ7T5CxIEQRDapusG2akqqUkqde6OLwKdk+EgySFhdlJiHu7c8qa6as6vqRv4SlwYvmDC4yt04RiVgS9Gc1zDmVveVLRzzWVZwkSm3mtQXOXDFzCwqTIFGXZSnAqqZPa6VLJxWl4HQENhPWm5yfhtCkYgsuROzDXvGE03URLS6T9iHPXVFc26tCuqSr8Ru6I6M9AibNLX16iq/Oc65WEOZf9znfOR+LQYX2CyO4LD03cw6uup+ennYHIuy6TvuQfyzp/x7Y7Y7n+HqVOP4/zzz8btdvHZZ5+w2257kJXV+vLL5eXloSHPAIqikJcXvHBUV1eL3+9vdH///gNa3I7VDG7GjLMb3a4oKsXFhYwZ0/JKU/fcM7fVOeaKorBy5fdcffWlNDQ0MHToMBRFxTSD79NHHTWZQCDA22+/yZNPPkpGRiZnnfVPTjhheqvfr+XRR+exdu1vPPfcAqqrq7noovN44IF7Wb/+D4YNG86sWW2HpOPG7c6MGRdyzz23MXr0mEb3VVVV0q9f/0a3FRT05/PPPw39Oyen/SWx09LSQ/9ts9nQW1lX87XX/kdRUSHHHntU6Da3282SJW9w+umt9zjLzs5p8faKigpGjRrd6LaxY3cFoKyslLlz7+XHH1eSm5vLqFFjdvTh6b73q6jGSCYkJHDyySeLIeqCIAidzGmH4f2c/LSurkPlo12VGNnfiSKZdMbAw0jmljfVFXN+JSmYlgcq/0wPfNUeHO5kZKcak+H94cwtbyqaueaKIlPnNVm1uZ6yal+jde5/3yqRnWZn1yHJZCbL6L0oodw5LQ9UBX+PhlcLpeZirnnXMwyTxLQcsgsGUbptQ6P7MvMHkZiaiy6K8jY1KsrbWhKtqZ3WOY91ce6TbKE545IkYd/x/+aO/5dTUvAnpHR6ATNixEgGDx7Chx++z4oVyzn11NPbfHxeXh5FRYWhf5umSUVFMJFOS0vHbndQWFjIoEFDAFpNRnNz8wB46aXXGl0I2LRpY7MiNVyrV6/iwQfvY/78Z0KF/csvvxjqPL916xZGjx7LlCnH4vN5+fDD97njjlvYffe9SExsu9v+ypXfceyxJ+B0JuF0JvHAA49wySUzcLlc3HjjLWEd3+mnn8mPP/7A7NnXo6p/locFBf0oLCxs9NjCwu1NLpDE5urmmjWr+eOPtTz77EskJ/954eett97g1Vdf5pRT/tro2HbW2pzwvLw8Sksbd8V/+eUXGTduN/7736dJTU3lzTeX43A4MAyDKVMOj8n3Eq2wXsXfffcda9e2PnQjGmvXruW777pvDL8gCEI80DSDwbkOCrI71kBzxIAkslOUTvuQHOnc8qY6e86vqsj4SlyY/j8vS5i6ia/QFZO55pHMLW8qkrnmsixR5zX5ek0theXeRkU5BFPMkiofX/9WQ2W9gaL0jqHaLaXllobCejHXvBvphkLekNHYHH8WDzZHAvlDRmPSOcOce4uoi3LLjuJcKl2HQ+2c87i14rurUsWpU6fxv/8tYOvWLRxwwPg2H3vsscezZMnrrFr1C5qm8dxzT1NZWQEEU9qjj57K//3f45SVleJyuULzu5vKzs7hoIMmMG/eHGpra0LbOu+8s3C5ovg9AW63C0mScTiCowtWrfqVV199mUAg+Dfjiy8+44YbrqG4uAiHI4G0tHQURSE5OTnUlM3lavlv7H77HcDixa+ybdtWdF1n/fo/0HWDhIQEFix4AU1rf8SdJEncdNN/qK6uYvXqX0O3H3vsCbz55mJ++OE7dF1n5crvWbLkdY455rhWt2W321s91ra89tr/OOigCQwbNoLc3LzQ14knTqeqqrLFofbtmTLlWD755CO+/fZrDMPgm2++4plnniApKRm324XdbkdRFDweN48+Og+32x36nXSHsBLzM888k3333ZcXX3wxZju+9dZb+emnn/jtt99itk1BEISOUJVgx/JAD0vPVMlgz+HJ+DWDiprIE+nh/ZyM6p+I0crQsY7qSFpu6cz0UpKCndh3TsstsUrNo0nLLZGk5gYSq7e4wYS8DDul1S3/zN1enVWbXRy0S1pkzWR6KJskIWk6kmZg+nTUpMa9F/Q6L8lD0vHXeiPetlnvR81MEKl5lEzTxJ6USc6AoRRtCH6my+k/FEdylhjC3obwi3IJFAX0VoqrnZJzM3k3JFvnDCu35pJ31pzy1kyceDSPPjqPU045vdW0dOfH1tbWMHv29dTX13P44UcyfPjI0P2XXXY1Dz88l7POCiavp5zy1xbXwQa46aZbefzxh/nnP/+O2+1i6NDhzJnzSJtD6a+++rIWL4Zed92/OeKIiZx44nQuvvg8dN2gX79+TJ/+V5544hGqqio55ZS/UlFRxsyZ5+B2u8jP78ett95Fbm4epmlyyCGHM3PmP7nkkiuaDW8///yLsNvtXHHFRdTW1jB8+EjuvPM+kpOT+c9/bmLr1s0MGzaizZ8dBEcV3HzzHVx66fmh24444ig8Hhdz595HaWkxOTm5XHjhpW3O9T/22ON58slHWbv2tzab9e2surqajz56n1tuab4mfWZmFhMmHMorr7zIpElHh7U9y+6778lNN/2HRx99kOLiYvLz87nlljsZNmw4l19+DffeewdTphyO05nEQQdN4C9/OYiNG9dHtI9YkswwLnmNGTOGffbZh5deeilmO/7b3/7Gjz/+yJo1a2K2ze4UCOjU1ES4/mQPlJMTHDpSXh7dFUFBiERPO98SDAkMA59N7rI0wFoOrb0kW5YlGjSJ37Z42FLqadYktyV2m8yogU5GFCSioHfa+uUJSLhWl3eoMAdQnTaSx+XgjfGcX5sqo2+tQ6oKrsvrdvsa3Z+QnRScax7lnGxVlTGL3Lg3Rb92q5pkI3nXtr93SZKo98MnP1axSz8niTJ8X9iAv5XEV5bh0D0yyUqSOrUTf1dQVRmH2fp5JtsVUsbloCcqUZ3num50ymiSnvYe11kkCQx/Hb9/9xGYJqP3OxzZkdZp7zm9QaKiYWz9iUDJptYftGNJNDklE/+GlW3OP5cTU0jdfQJKRgHl5fUYhkFZ2TYAcnMHhpYci0bTdc07Y91yoXOYptmpS39ZDTT78oXN9l5r6elObGGO6Ap7jvnmzZuZNWtWBIfZ/vYEQRB6Cqtxl+nXsQ1Jxa91zSdKm2YCEno7fzcNwyRBgb2GJ9Evy87GYi8Vtb5mQ5kBEh0yeRkOhvdz7phnrMeovVlzqipjVHrBDBaXHWXU+FBzEmP2R95Ky91lbhJbSVs6mpp3JC23hJOaK4pEabWPlCQbTr+G7vLTL8PB5rKWU2LDgO3lXnJTkzCMzhkt0ZX8FR58rSTieoOBt8iFOiQVfx/+gNhdTBNsiWnkDRoJmNic6Whd9B4ar3ymDUf/XVEDfrTKwuYP2Gmd8oCkYh8htbrOuexwYh+6J3J6Xucc605zzoX40l3rcQvRCbswr6qqYsmSJTHZqSRJnX4FRxAEIRJWcWVqBqn5SUhdkJqrqkyg2I0kS6h5znaLUdM0wdTpl6GSl56Cx59MnUej1q1h6CY2m0x6skpygoLTLoFpoHfSGrMWyQQp1UHSri13RI1qmzHbUnB6gr+wLtiJvZXC3JprHk2H9mg6sbemvQ7tkiTh9xsMTLPh3lCJ1x2g3575FNnkVlNzr793FKmKZuIpbjt19pa7u+y1KzSnaSaZBYPBRBTlYTAME5/sxDFkL4DGxflORXlwnXITdqxz3rQ4lx1O7MP3IZBSEP5Sa4Ig9EhhFeYnnnhiZx+HIAhCt2laXPlL3F2SmqsBA1eJCyRIzgx/2SZrGawkG6RkKAzItCFJwcLdMEwMw6CrAtKAbsS2kgaI0c9957S8PdGm5rFIyy3tpeamaZKeYkOubKCkogHTBL3cTb+MhFZTc7st/j+oq6qMUd5AoL7tqRKGX++y167QMtmeDEi9bqm+ztJicd6sKA8KaM2L852L8pZGTwmCEF/CKszvuuuuzj4OQRCEbtO0uPKWdX7yZqXlmid4MUCraggrNd+ZaVpz0+N/mHJnaJSWtyOa1DyWabmlrdRc1036pahs/LkuNHe3trCefnsmtZiayxIMyHbEfZEUTlpuEal59wq+H4mfeyQaFecSyIlpzYpyy87FeWDbb9gG7CKKckHoRaJax1wQBKG3aKm4MgKdn7yF0vIdvMX1EaXmQtsiScstkabmasAkoBkk5iV35FCbMesDqJmOZhdpFEVCqvNjuP9Mjv0erdXUPDPVTnqyGtfzy8NNyy0iNRfi0Z/F+d6Ysq3FotxiFee2EckEbCmiKBeEXkQU5oIg9GmtDUXuzNS8aVoOO4YxR5GaCy1TFQWjxktCzp9Fsz0h+CfP9La+Jrzh0bAl2cJKzXW7jDIkNeYrNZuA0cI5oOomnqI6ctLs+PxGKCFvKTVPdMiMG5KEQzEJYwnbHiuStNwiUnMhHhmGiVdKwAzjOlpAM9HkZExRlAtCrxJ1YT527NiwH6soCgkJCWRnZ7Prrrty+umns++++0a7a0EQhJhoayhyZ6bmTdNyi0jNY0c3DJTsBJTsP4vw5HQnAFo7S1tqYc4xDwS6LolWVRm9yoe/1kuCTWJATgKl1X48Xr1Rar613Etmmp1xg5PITVPi+iJPpGm5RaTmQryK5DpSd1xzspo3C4LQOaIuzCN5YWqahsvlwuVysXnzZt555x1mzZrF2WefHe3uBUEQOqy9xl2dkZq3lJZbRGoeO8EmeC0Xzl1ZUMeKqpu4i+rABMM0SbBJDMyx4wuY1Hl0qPEydkgawwY4SU1UsMlm3J9D0aTlFpGaC0JsqapCwBPA5rShdfJqH4LQV0XdrnXNmjVMmjQJgEMPPZSnn36ab775htWrV/Ptt9/y/PPPM3XqVAD23HNPFixYwBNPPMHpp5+OJEncd999/PLLL7H5LgRBECKkqjKBCk+bjbtCqbkSuwhbDRj42roYUFyPGhCFhPAnVZXRa/0E6nyh2wzDhB0Fen6GjdwkmRSPj7wUBdnU477hm6rKGNXeiNNySyg1j+FrVxD6KlVVcFV42PxrKa4KD6oa6wk8XWfbtq3dfQiC0KqoC/MFCxawYsUKzjjjDJ544gnGjx9PWloaiqKQmprK/vvvzwMPPMBFF13Ezz//zMaNGzn00EO5+eabmT17Nrqu8/LLL8fyexEEQQib6jfxhrHMlbfMjezVkaSOf8APXgxoaDEtt4RSczX+l7kSYkPVTbw70vKmTNNE1w103cBTWo/UoBODU7XbKZqJN8q03OItj91rVxD6Kqso3/pbGZ56H1t/K+v04nzChH255prLmo12WbbsLaZPnxb1dhctWsi9994R+vf06dNYtuytiLbx5ZefM2HCvjz44P1RH0e0zjjjVN57750u36/QdaL+5Pfqq6+SnJzMrFmz2nzcBRdcQGpqaqMifPr06aSlpfH9999Hu/uwfPLJJ/zzn/9k3333Zdy4cRx55JHcdtttVFRUdOp+BUHo2cJJyy2xTM3bS8stIjUXLC2l5a0xfDr+MheqEt8XdTqalls6kppLCTp+uyuqLylBDPMVeoedi/KAP3heB/x6lxTnX331BQsWPB/TbdbUVHd4asuiRQs54YTpLF26hLq6uhgdWXhefHEhkyZN6dJ9Cl0r6jnmmzdvZuTIkdjt9rZ3oKoMHjyY33//PXSboij079+fjRs3Rrv7dj377LPcfffdSJLEXnvtRWZmJr/88gsvvvgi7777LgsWLGDQoEGdtn9BEHqu9uaWNxWLueZtzS1vSsw1Fyw7zy0Ph7fMTWpuMpqte5pDxUJH5pY3Fe1cc5/RwHcV36KH0yJ7J4qksF/2/tiJ7RJ6gtDVWirKLVZxPmiXXJKznZ0y53z69NN46qn57L77nuy22x4tPmbDhvXMn/8Qq1evIiEhgfHjD2HmzItJTk5m2bK3WLRoIampqaxZs5rLLruaF154FsMwOProw1i+/GMAfv99DUuWvM7GjRvIzc3jqquuZa+99mlxf9u3b2Plyu9YtOhtNmz4gzffXMyZZ54duv/ii2ew11778P3337Ju3e/07z+Qa6+9kVdffYUvvviM1NRUrrzyWg46aMKOfa/lkUfmsm7dH6Snp3PiidM59dS/IUkSTz/9BKtW/UJ9fT2Fhdu56677uf32mznnnBlMnTqNhoYG5s9/iA8/fB9NCzBu3O5cffX15OcXsHnzJh57bB7r16+jpqaGfv36ccEFlzJ+/MEx/R0JsRf1ZfXk5GSKi4vDemxRUREJCY2Xp/H5fCQmJka7+zYVFhYyZ84c7HY7zz33HC+//DKPPvooH3zwAVOmTKG8vJw77rij/Q0JgtDrRJKWW2KRmoeblltEai5EkpZb4j01j1VabulIaq6belRfghDv2irKLZ2dnB9yyOEcf/xJ3HzzDdTV1Ta7v7a2hksuOZ8hQ4bxxhvL+L//e55t27Zw++2zQ4/5/fc1TJo0hSVL3uOII47izDP/ye677xkqygG+/fZr/v3vW1m27AN22233RkPdm1q0aCGHHHI4mZlZnHzyaSxa9D8CgcafJd58czGzZt3IsmUfkpKSwoUXnsvhhx/FsmUfcNhhRzJ37n0AVFSUc9llMznssCN5++0V3HXXHF5//TXefHNxaFs//PAdF1xwCYsWvc24cbs32s8DD9zDmjW/8fTTL7BkyXtkZmZx8803AHDTTbMYNmwECxe+ybvvfsz++x/AnDl3h//DF7pN1H+5d9llFyorK3nppZfafNyrr75KRUUFu+66a+i28vJytmzZQr9+/aLdfZu++uorAoEA48eP5y9/+UvodrvdzuWXXw7AN9980yn7FgShZwt3bnlTHZlrHs7c8qbEXHOhrbnlbfGWuVG8RlzONVdNkBSZ5FFZMftSUuzIYtk0QQiLJEkEPAGKN1S1WpRbAn49+DhPoFN6OVx00eWkp2dw++23NBvx8tlnn2CzqVxwwSU4HAlkZWVz+eXX8Pnnn1JZGZyyarPZmDx5Kna7HYcjoaVdcNxxJ9G//wBUVeXww4+iqKiwxcc1NDTwzjtvceqpfwPgsMOORJZl3n//3UaPO+ywIxg6dBh2u5099tiLwYOHcsghh6GqKgceOJ6SkiIA3n13GYMHD+Xkk09FVVWGDh3G6aefyeLFC0Pb6tevP/vssx9OpxNV/XOQcyAQ4IMP3uO88y4gLy8fu93OJZdcyRVXXAPAvfc+yDnnzMAwDIqLi0hJSaW8vCySH73QTaIeyn722Wfz6aefcuedd1JcXMxf//pXBgwYELp/27ZtvPbaazz99NNIksQZZ5wBBLu533XXXei6zsSJEzv+HbRAUYJX7srKmp+E1vzyjIyMTtm3IAhdR1VldFPCMEDCRFUkDMMIdqxu5fGtrVveno6sa97auuXtEeua913WuuWRpOWWUGo+KJVAnE2F8JsmUoYjpts0AQNAF8W5ILTHNE1sThsFwzPbTMwBbHaFguGZnbaEmt1u57bb7uacc/7Oyy+/SHp6eui+6uoq8vIKQp/5gVDgZ43ozczMQpbbvridlpYW+m9VVdH1lr+P5cuX4nK5mDXrstBtHo+HV155kSlTjt1pe38eoyzLpKSkhP698zrwxcXF/P77Go4++rDQ/YZhNjre7OycFo+lrq4Wv99Pfn5+6LaUlBTGjNkFgHXr/uC6666kqqqSwYOHkp6eLpaNjBNRF+YHHXQQl156KQ899BBPP/00Tz/9NE6nE6fTicvlwuv1AsEX+LnnnssRRxwBwH/+8x9++uknsrKyOP3002PzXTRx4IEHYrPZWL16NTfffDMzZswgMzOTn376idmzg0NcZsyY0Sn7FgSh8ymqgsdvsq0swPZyL5puIkuQkqQyJDeRFKeCQvMCPdK55U1FM9c8krnlTYm55n1XpHPLm4rXuebB12wcHbAg9EKappOc7WTQLrmtFuc2u9Kpc8wt/fsPYNasm7jttn9zzDHHhW7Pzy+gtLQYXddDxXlh4XYAsrOz2bp1c0xT/MWLF3LuuTOZOvXPrvC1tTWce+5ZfPvt1+y//wERbS83N5e9996PBx54uNH2PB5Pu8/NyMjEbrdTWlrCoEFDgOCFihdffI6//vXvzJ59HXfccR8TJhwCwMcff8Ann3wU0fEJ3SPqwhzgwgsvZI899uDBBx9k1apVuN1u3G536P4xY8ZwySWXcOSRR4Zuc7lcTJw4kauuuqrRVapYys/PZ+7cudx444288sorvPLKK6H7MjIyeOSRR2Ke1ttsCjk5Ke0/ME70pu9F6PkiOd8afDprt3nYXOLF7bU+DAT/+Lr8OmW1brJSVXYbmkxBzp/Jm2mYNGysJkGWISn6RE6q9pE5Kgs5zCHmmsuPz6ZiH54Z3f5UBYfdhprRdqNNIXzx8P7mLazDroO9I+dqrY+skZlIcTrfvDtV+nw4kxwYEc4ZlyWFhAQbWWmNz7F4OOeE3iMnJwXDMKiqUtA0A1WV202OmzNJy3UyWM5l22/ljYpzm11h4C45pGY70Q2zU6ZcKYoc2u7kyZP56acfeP3118jPL0BVZQ4++GAeffRBnnjiEWbMuAC328VDD81h3333Y8CA/vz00w8AjY4tMTEBj8eDokihol2WpdBjlB3vlU2/n++//5Zt27Zy0knTycz88295v34FHHjgeF555UUOOuggJElqtD1ZDu6npe1PmTKVl156nvffX85RR02ipqaa6667mqysbO65Z06z51pkWcJuV5ky5RieeeZJRowYSWpqKv/3f/PZuHEDfr8XXddJTnaiqjKbNm3kv//9PwBMU8dms8Xgt9NcX552ZxgAwd9VTk5KFK+1P3WoMAcYP34848ePp7S0lPXr11NdXU1iYiKjRo1i4MCBzR7/9ttvd3SXYdlll12YNGkSr7/+Orvtthvp6emsXr2asrIynnzyScaMGdPi8QmC0HN5/Tq/bnKxrrCh1RRQN0zKagJ8u7aO/Uan0i87WNjoLj/+8vavRLcnUNWAXu9DzgiveaWabEcdGV1RLvRNekMAX7Grw8FxoLIBLd+PLb3luZWCIAht0Q2T1GwnA3fJCRXnTYvyrnL55VexevWvoSXKkpNTeOih+Tz00AMcd9wUJEnikEMO5eKLL291GxMmHMLixa9y5JGH8Oaby8Le96uv/o+DDprQqCi3nHjiyVx11WWsW/dHRN9PQUE/HnzwYR599CEeeOBeFEVh/PiDueKKq8N6/mWXXcXjjz/KOeecic/nZa+99uHOO+8jJyeHSy65nJtvvgmv10tubi4nnHASDz/8IBs2rAsNdxd6JsnshZMO1qxZwz//+U8cDgfz589nl12CJ2EgEOCBBx7gmWeeoaCggGXLluF0OmOyz0BAp6am4x/6u5t1Vb+8PDZL1QhCWyI531RVZkt5gO/W1hLuZ4GcdDsH7ZKKQwWzyI17U3VHDjfE2T8VdUgqfjG8PK7Ew/ubqspIVT7q15bHZES3c2AqShzONe9ufruLr8u/imq5tANyDsTuDy6XFg/nnNB77Hy+GYZBWdk2AHJzB3YsxdvRpb14QxUFwzM7ffi6ED+spLwvT7dr77WWnu7EZgtv5YIOJ+Yul4sXX3yR999/n02bNuHxeHA6nQwePJhDDz2Uf/zjH42aNXSF22+/nerqah599NFQUQ7B7oyzZs3i559/5ocffuC1117jrLPO6tJjEwQhOgEdNpU0hF2UA1TU+ql26wxMkqnrwNzypmKxrrkgtETVTRrKXDEbfu6vaiA5LxlNja+55oIg9BzWnPMhTlunNXoTBKGDhfkff/zBzJkzKS4ubvTh1O1289tvv7FmzRreeOMN5s+fz5gxYzp8sOHw+XysXLkSSZIYP358s/slSeLQQw/lhx9+YNWqVV1yTIIgdIwsS1S5DSprI1vb2DSh1qXRX5Jx5CbF9JiMBg01IYGA+IAixIgkSSBJJA7NILyJEmFuV5ZQFKlPJxqCIHSMpunIDkUU5YLQiaIuzOvr6zn//PMpLi4mOzubk08+mXHjxpGcnExtbS2rVq3ijTfeoLi4mIsuuog333yT5OTkWB57i+rq6jAMA1mWGy2hsDPrdk3TOv14BEHoOFmWqKz3o0dRVxRX+hjeLx01NbYNTwyCw5cEIVZM08RrmhDeiLdItgwRLvGnKMHRIK0tPSgIQt8jRogJQueKujB/7rnnKC4uZq+99uKJJ54gNTW10f1HH300M2bMYMaMGfz888+88sornHvuuR0+4PZkZWWRnp5OTU0NH3/8MZMmTWr2mC+++AKAsWPHdvrxCIIQG60sLdout1fHHzBAFkV0R0lS8CKJLtaD7tUkCWx+A1OViHwVdUEQBEEQohH1JLb3338fRVG47777mhXlltTUVO677z4kSWL58uVRH2QkZFkOrY9+xx138Mcff3ZJNAyDRx55hC+//JLU1FROPvnkLjkmQRA6zqZGtx5pcFmUGB9MH2VTZGxioFGvpyoKgTIPZn0gtLyPIAiCIAidK+rEfMuWLQwbNowBAwa0+biBAwcyfPhwtm7dGu2uInbRRRexdu1aPvroI44//nj23ntv0tLSWLt2LYWFhTidTubNm9fisgeCIPQ8um6SlWpDVSS0CNPazBQbDlXCENPiOkSWJWSPjlbnw5bvFF2+eylJAsWn4y6tR623kZiSRV996ShS5HMKonmOIAiCIEAHCnPTNMNepF5VVQKBQLS7ipjNZmP+/PksXryYxYsXs3btWnw+H7m5uZx66qmcd955DBo0qMuORxCEjjFNk9REhZx0B8WV3rCfJ8swJD8RTFFEdpQqS/hK6vHXeEnJTCQggtReSVUU/IV1GD4dv18noT6AkmZHj6bBQxxzyInsl71/1M8Vkz0EQRCESEVdmPfv359169ZRVVXVZvJcVVXFunXrurwQliSJk08+WQxXF4ReQpFMhhUkUF7jCzs1z89MICNJwRBxeYdYabm33IOpGQTKPdj6J4nUvJcJpeVlO5YWNMFbVNcnU3PTq2Anuoa1oigXeiNFkUBrADVR9BkRhE4SdeZxyCGHEAgEmD17dqvdzTVN46abbkLXdQ499NCoD1IQBEHXDQoybYwbmoKqtD9pPDvNzp7Dk1EkUTx2lJWWmzsKcW9pPYpffDDrbVRFwV/qxvD9WYb7a7xirrkgCJi6j7Ktv4MhWkIKQmeJOjE/++yzee211/jggw84+eSTOf3009l1111JSUmhvr6e1atXs2DBAtatW0dycjJnn312DA9bEIS+yNB0RhQ4sNskNhR6qK4P0HQ1p0SHTH5mAmMHO0mymeLKfgftnJZb9AZNpOa9TLO03NKHU3NBEIJUVaa2tIjCDWtITE4nNW8oWpy/91dUVJCUlERiYmJ3H4oghERdmOfl5fHQQw9x0UUX8fvvv/Of//yn2WNM0yQpKYkHH3yQvLy8Dh2oIAgCgKHrDMmxU5Bho9qts63Mh18zkCXISLHRP9tBkh1Mo+8U5cGu88FRBLFeZ7ZpWm7xltaTkuMUc817iZ3nljflr/H22bnmgiCA7ndTsmkthq5RvGkNSRm5IHdeQVtXV8eTTz7Gl19+Rl1dLUlJSey33wHMmHEhubkdryeqqio5/fQTef75/5GYmMjTTz/Bjz/+wCOPPBn2NjRN45RTjkPTNF577S0cDkdYz3v++Wf4+eefmDPnoWgPX+jFOvSR6sADD+Ttt9/m1FNPJTc3F9M0Q185OTmceuqpvPHGG4wfPz5WxysIgoCm6SgY5KXK7D8qiYPGpHDgmBTG9E/AqRoYuhHzArUnUlUZHZl6v0RNg0mdDxp0GVlRkOWOrxHXUlpuCaXmqqjM452VlnubpuWWHam52nR4iiAIvZqqykhGA5Xb11NfXQFAfXUFlYXrkYwG1E56/7/55uupra3hqaee4/33P+fZZxcQCPi54oqLWp0+Gwmfz0dDQ0OHtvHJJx+SnZ1DTk4u7767LOznnXXWOaIoF1oVdWJu6devH7feeisAbrcbl8tFUlISycnRNU0RBEEIl66b6HrfG2CrqjL1Xigq87GtzEuNK4CxI8hMsMvkZjoYlpdARrKKTPQXKVpLyy0iNe8d2krLLSI1F4S+Q1EkTN1HbWkRJZvWhopyy9a1P1NdWkjB0LEkZxUgKY6YjlD75ZefuO66f5OVlQ1AZmYWl156FY8//gj19fVkZGRQW1vD448/ypdffoqmaey6625ccsmVDBw4iOLiIk455ThefXUJBQX9AEKp+Lx58znzzFMBOPPMU7n++tkANDQ0cM89t/Pll5+haRrHHXcS559/UavHuGjRQo48ciJOZxL/+99LTJt2AlJw+Boej5t77rmd77//FkVRGTFiJJdeehVDhgxtlM6bpslLLz3He++9Q1lZKSBx4IHjue66m3A4EmL28xTiR0w/TiUlJZGXl9esKHe5XLhcrVyJFwRBEMImqzLbKjU+/aWan9fXU1X3Z1EO4PUbbC1p4NNfqlm5wYXfkKJKz9tKyy0iNY9/7ablFpGaC0LfoTVQvmUNG37+ullRbqmvrmD9z19RvmVNsFt7DB111GTuv/8u7r//bj74YAUlJcVkZWVz4423kJGRAcCNN86iqGg7zzzzEosXL2XQoCFcdtkFuN1tv5cpisILLywE4IUXFnLkkZMA+OOPtey559688cZybrvtHl588b+sWvVLi9tYt+4P/vhjLVOnHsekSVOorq7myy8/D93/8ssv4na7Wbx4Ka+99hZZWdk8/vjDzbbz4Yfv8+qrL3PHHfexfPnHPPHEs3zzzVesWLE8qp+bEP86nJi3p7q6mgMPPBBZlvntt986e3eCIAi9lrqjKP/h91r8WtsFkmHClpIGNM1kn1Ep2CSdSILz9tJyi0jN41s4ablFpOaC0EeoieQMHkticjrFm9a0WJynZGRTMHQsKdkFIDsghon5tdfexN5778sHH7zHfffdgcvlon//AfzrX+czadIUCgu389NPK3nhhYWhVP2CCy5hxYp3+OqrL9h1190i3ufQocOYPHkqAHvvvS+ZmVkUFm5n3Ljdmz120aL/cfTRx5CamgrAtGkn8MorLzJ+/MEA2O0O1q9fxzvvLGX//Q/g+utnI8vN/0geeOBB7Lbb8+Tm5lFdXU1NTQ1paWmUl5dHfPxC79DphbmlL8z3FARB6CySBHVe+HlDfbtF+c4KK7wkO1V2H5KIroU37D+ctNwiOrTHr1Y7sbdGdGgXhD4hOCzdTmreUJIycqksXM/WtT+H7h80Zg+y+o9AsScFu7PHuNGqLMtMnjyVyZOnYpommzdv4t13l3HbbbPJzMwiISE4zLtfv/6h5yiKQm5uPsXFxVEV5qmpaY3+bbPZWpwqV1dXy4oVy5FlhY8+eh8INoJzu92sXbuGMWPGcsYZ/8DhsLN06ZvMnXsv/fr1Z+bMizn00CMabcswTJ588jG++OIzMjIyGDlyFIFAAMMQf0v7KpFxCIIgxAFFkdle4cPjjbwkKixvwBPBuuPhpuUWsa55fGpp3fL2iHXNBaHv0DQDU04kq/8IUjKCyXRKRjZZ/UdgyomdsmTaN998xcSJB1NXVwuAJEkMHTqMmTMvZuTI0fzxx+/k5wfnjRcWbg89T9d1SktLyM7ODqXTgUAgdH9tbU1Mju/tt99kwICBvPTSqzz77AKefXYBL7ywkP32+wuvvPIiAOvXr2P8+EN46qnnWbr0A6ZOncbs2dc3m9b7+OMPU1pawmuvLWHBgkX85z934XQ6Y3KcQnwSf1kFQRDiQIMG28u9UT3X1aBTWh0Iq4NuJGm5Rcw1jz9N55arSTbUJHv7TxRzzQWhz1HsSeQPHYOsqBQMHYtiT+q0fe25515kZGRy553/YcOG9Wiahsfj5r333mH79m0cdNAEsrOzOfDA8cybdz+VlRX4fF7mz38Yw9AZP/5gMjOzSElJ5YMP3sM0TX7/fS0fffRBaB92e/C9LtL+V4Zh8Prrr3HMMceRm5vX6OuEE07mo4/ep6SkhLfffoPbb59NdXUVSUlJJCUlk5joxGazNdqey+XCbnegKCo+n4+XX36RjRs3xKTzvBCfxKcoQRCEHk6SJBp8JrX1gfYf3IqiSi+G2X4TuEjTcku8peZSx1eTi2uN0nIJErKcJGQlQhg/F5GaC0LfomkGKVn96D88OKe8M5Jyi8ORwGOPPU1mZhbXXnsFkycfykknHcO7777D3LmPMmTIUAD+/e9b6devP+eccwbTpk1mw4Z1zJv3OKmpadhsNq699kY++GAFkyYdyiOPzOW4404M7SMzM4tDDjmcmTP/yRtvvBb2sX355WeUl5cxceKUZveNH38I6ekZvPrqAs4//2L69x/ImWeeyqRJh7Bs2VvcffecZmudn3feBfh8XqZNm8gppxzH6tW/MnnyVDZsWB/lT0+Id5LZyZO/reZvkiSxZs2aztxVtwoEdGpqwk+YeqqcnBQAysvru/lIhL5AnG/hkWWJ8nqDT36ujnobuRl2xu+aitTG3DVZlrB7DWp/LY24MAdIGpKB3IPnmu98vjkkGVMGfx9sYiZJ4NCg7tdSDJ+OPT0hOJrCgIBhEKhpf2SGPSOBxNFZ+ET/mDaJ9zihK+18vhmGQVnZNgBycwe22HwsEooiBbuvq4kxXRpNiG/WSLzOvFjT07X3WktPd2KzKWFtS1zuFgRBiAPRLHm2Mwmp3TA02rTcEi+puarKmLU+pAatwz/XeNQ0LbenOmjYVkfD9locqQ6RmguC0Iyum+hSgijKBaETib+ogtAJ+uKHfaHzmKaJXZWxqdGfV84EBaWN8zKaueVNxctcc0U38RbV4y9yofaxMe1N55bb0xIwPAECVQ0Eqr0Y7gC2tIT2NyTmmguCIAhCTIW1XNp3330X9Q7q68XwLaFvkSQJuymhqVKfHtojxI5pQpJDIifdQVFF5A3gZBkG5yVgtjGMvaNpuSUe1jU3a/3467xIbhl7v2TkBAWjjxSYjdYt35GWu3+vDN3fsK2WpDHZBGq90M6PRKxrLgiCIAixE1ZhfuaZZyL1sVRBEKJlUyT0Eg9qTiKir6YQK4pkMiQ/IarCPDPVTnqSgmG0vCxWLNJyS09f11z3BPAW1YMJpmbgL3JhG56Ov70qtBdoum75zmm5ZefUvN255mJdc0EQBEGImbAKcwgOpRQEoW2SJCF7deq21ZJkk1GzEkRqLsSErhvkptnIz0qgpDL84lxVJEb2d2JXTFpbgSVWabmlJ6fmgeoG/HV//vy8lZ4+k5origIBnZSxOUBwrr17TQUJ+cmNHmc0BEjdJSfs9y7ZlJBlev3PTxAEQRA6U1iF+QcffND+gwRBwKZI+La5MPw63qJ6ktIdIjUXYkaVDPYekcy3mkFFrb/9xysS44al0D/LhqZ1flpu6ampue4J4Ct2NRqi3ZdSc03T0W0S2BRUVSZQ3oDPE4AmPQH0Bg1bnQ8zxxnmEHUTM8ZFuc2mEAiIHF4QBEHoO8IqzPv379/ZxyEIcc9Ky31lwQInUOdDr/GJ1FyIGcMwSbLDX8am8tsWD8WVXrz+5ueWLEFGio0RA5wMzLZjtFKUQ+zTcktPS81VVSZQ3YDuan5Boy+l5tboNzlg4Cmqb3U0XENRPckZCWjdcLFCVWWU+gBmsireOwVBEIQ+I+yh7IIgtC2Ulu+U8ojUXIg1XTdJUGCfEUm4BzrZXuGjrNqHpptIsoTToTAkP4GMJAWHSqtJOVgXkwxkVSaxILnVx0XLdPlRMx09orhSdLNZWm7pS6k5BAtfo8JLoN7X6mM0lx+92hvslRHD35+qykgmBNpI4hXNxFviImFwKppobyMIPYIkSdhlCb9hiumtgtBJRGEuCDHQNC23iNRc6AymaWLqOk4bjB3gYGSBA90MNvdSZZAw0XWj1TnlO29HT1SQB6d1ytqZBmB0QrduSQp2qg+XqsqYVb4W03JLX0rNFc3EU9T+iil/puax3bekGWg2ucUP96oqY5Q34C11oSTZUAuSxHunIPQANkXCrPJhy3Tg13r3e6QgdBdRmAtCDLSUlltEai50FtMkVLQoACa00ni9VfE2j9emyigGeM3wizVFN2koqsfWxmfJeEnNFUXu0NJk4aTlllin5lbRrbn82Iak49ebn3uKZuIpDl408Ja4SMlOFKm5IHQzK3xwbasl2ZmF1MqFNUEQOqaHzP4ThPjVWlpuCaXmqni5CUJHSBIofgMjgteTqsqhdcvb4630IDVoyHLPrARVVcaumR06PkUzg8vFhamhqB41RumYopl4i+vxlbuRvVqzZVhVVcao9hKoD45s0D0BAhUN4r1TELqZTZHwl7jRXH78JW5sSue+R9bV1XH//Xdz0knHcNRREzj++MncfvvNlJWVhvX84uIiJkzYl+Liooj2u3TpEs455+9MnHgIkycfyoUXnsuXX34e9vMvvngGTz/9RET77Gpffvk5Eybsy4MP3t/svoqKCs477yyOOmoCt97672b3l5SUMHHiwZSUlHTFofZJ4q+dIHSQTZHwlbScllu8RfWouri6LAgdoSoygTIPDdvrUMIsFhXdDK1b3h4rNVelHlqYBwwCZe6oj09VZYwaX1hpuSWUmnewON656DYCBr5iFza58Tatwt2emYi044O/t8SFGhBD2QWhu1jhg7fMDYC33I3s1ZtdWIulm2++ntraGp566jnef/9znn12AYGAnyuuuAitvTlaUXrvveU88cSjXHnldbz77se8/fb7TJt2AjfeeA0//bSyU/bZHRYtWsgJJ0xn6dIl1NXVNbpv5crvKC4uZtmyD5k9+7Zmz83Pz2fFis/Iz8/vqsPtc0RhLggd0F5abhGpuSB0jJWWe8tcBOp9YaXmkaTllp6amquqTKCiAff2OuQGParjizQtt8QiNbeKbouvonFqbhXupgmOZAf2zERApOaC0N2stNwKHwy/3ump+S+//MQhhxxGVlY2AJmZWVx66VXssss46uuD7yPTp09j2bK3Qs9ZufJ7JkzYt9F2li9fyqmnHs+0aZO4557bcbtdbe5zxIiRjBu3G7IsY7PZmDLlWP7xj39RXx8sYAOBAI8+Oo+//306EycewrHHTmTu3HsbDesvLNzOFVdcxNFHH84ppxzPRx+9H7rv119/5tJLZ3L88UdzxBEH8a9/ncmqVb+Gjv+kk47hlltu5OijD+PFF/+L2+3inntu569/PZGjjprACSdM4fnnnwltb/r0abzwwrP8859/Y+LEg/nnP//GypXft/o9bt++jZUrv+Occ85jxIgRvPnm4tB9r776CnfffRu1tTUcc8yRfPfdN1x88QzuuOMWTj75WE466Rg2bFjfaCRCYeF2rrrqMo48MvizuP/+u/H7gyOePv/8U2bOPIdjj53IkUeO5+KLZ7Bt29ZWj00IEn/pBKEDwknLLSI17xw2VcauiLey3s5Ky/WGYFriLapvNzWPJC239NTUXA0YeEtcmJqBr6Q+4uOLJi23dDQ1bzpEHWiWmluFuyM9AX+ZG3uiDWnH/kRqLnQ3pY/+jWmalls6OzU/6qjJ3H//Xdx//9188MEKSkqKycrK5sYbbyEjIyPs7fz00488+eRzPPfcy2zYsJ6HHnqg1ccefviR/PDDd1x55SUsWvQ/1q79DU3TOPvsczn44MMAWLhwAV9//QXz5j3OihWfcvfdc3jjjUX88MN3oe18++3XzJx5CcuWfcAxx0zjzjtvRdM0fD4v1157JYceegSvv76MpUs/oH//ATz22LzQc8vKShkyZChvv/0+J510CvPnP0JRURFPPfU8K1Z8xuWXX82TTz7G9u3bQs9ZunQJt912D2+9tYIRI0Zx//13tfo9Llq0kEMOOZzMzCxOPvk0Fi36H4FAAIBTTvkrV199PXl5wVR8v/3+AsD333/L448/w3PPvYLT6QxtS9M0rrrqErKzs3nrreW88ML/WL36F5555knKykqZPfs6zjjjbN5+ewWLFy/FNE3++9+nwv7d9VV9851GEGIg3LTcIlLz2JMkULx61AmiEB92Tsst7aXm0aTllp6Wmltpue4JfoDylnsiPuejTcstHUnNm6blFis1t9mUUFqObuLeVE2gyos9IwEQqbnQvVRVRvfW9Jj3g67UNC23dHZqfu21N3HllddSVlbCfffdwfTp0zjttBN47713ItrOxRdfTnp6OpmZWZx77kxWrFiOYbR8kW+fffbj6adfpKCggIULX+bcc89iypQjuP/+u/B4gp/zpk07kXnz5pOVlUVFRQU+nw+nM4ny8rLQdo48ciKjR49BlmWOOGIiDQ0eqqoqUVUbTzzxLCeddAqBgJ/i4iJSU9MoLy9vdBzHHHMcqqridCbxr3/N4Lbb7iIpKYmyslLsdgcAFRXlOz3+eAYMGEhCQgKTJh3daird0NDAO++8xamn/g2Aww47ElmWef/9d9v8GR5wwEHk5OSSkpLS6PZff/2Z4uIirrjiapxOJxkZmdx55/1Mm3YCGRmZvPDCQiZMOASPx01ZWSlpaenNvlehOdGVXRCi1FYn9taIDu2xpSoy/m11mIaBbWjP7qYtRE9VZALFrlBabvEW1eNs5fVkdWKP5pToaR3a1YBBfcmfFyWs1Dzccz6STuytibZDu9WJfee03GKl5s7B6dTtSMt9W+rAMGkorCN1t1z8qoypGaJDu9BtNG8dZVt+p2DEnoCtuw+ny7SWllu85W5S85M6pUO7LMtMnjyVyZOnYpommzdv4t13l3HbbbPJzMxi3333D2s7/fr1C/13Xl4+fr+f2tpabr/9Zn755cfQfStWfAbAiBEjueaaGwCorq7m+++/Yf78h2lo8PDvf9+G19vA3Ln38uOPK8nNzWXUqDHB5Ut3+v5TU9NC/22zBc8XXddRFIWVK7/n6qsvpaGhgaFDh6EoKmaTFUays3NC/11dXcW8eXP4/fe19OvXj9GjdwFodHEhKysr9N/B7bX8u1i+fCkul4tZsy4L3ebxeHjllReZMuXYVn+GOx/PziorK0hPTychITF0W0FB8OdtmiYrViznzTcXI0kSw4YNx+12oyhKq/sRgkRhLghRiDQtt4h1zWPHSsvd5W5Mw8SRn4KcIPf6Naj7Gist95Q1nxsYSs2zG7+erHXLo0nLLT1lXXNVlQkUu0NpucVb7gn7nA933fL2RLOu+c7Ln7XEDOjoFR5AAt0MjYrQXf5Qau4r9/yZmot1zYUupCoSpVs2UrxlHcmZuaTkDO3QcoXxxKZI+Lc1T8stodR8SGpM1zX/5puvuOmmWSxa9DapqWlIksTQocOYOfNivv32a/7443f23Xd/ZFkODcMGqK2tabatiooKkpKSASgq2k5iYiIZGRnMmfNQs8eedNIx/P3v/+Dkk08FICMjg4kTj6a2tiY0F/uee+4gNTWVN99cjsPhwDAMpkw5PKzva/XqVTz44H3Mn/8MY8aMBeDll19k69bNjR638/SAf//7OsaPP4Q5cx5GVVVqa2t4663Xw9pfU4sXL+Tcc2cydeq00G21tTWce+5ZfPvt1+y//wERbS83N4+amhq83oZQcf7zzz/y++9ryMrKZtGihcyf/zQDBgwEYO7ce9mwYX1Ux96XiHFhghCFSOaWNyXmmseGqsjBIXZ+Pep5t0LP13RueVMtzTWPZm55Uz1lrrk1t7ypcM/5jswtbyrSueYtzS1vRALVacO9oYqE9AR82+thp4sMDYV1Yq650G0kCQKeasq2bcA0DIo3rsEMtJwe9zbtpeWWzphrvueee+0YFv0fNmxYj6ZpeDxu3nvvHbZv38ZBB00AYMiQoXz++Sf4fF4qKyt49dVXmm3rscfmUVdXR1lZKU899TjHHXdSq/udPHkqzz//NF988RkulwtN01i37g/efnsJhx12JAButwu73Y6iKHg8bh59dB5ut7vRBYLWuN0uJEnG4QgOR1+16ldeffXlNp/rcrlwOBwoikJ1dTVz594HEHFn+h9++I5t27Zy/PEnkZubF/oaOXI0BxxwEC+//EJE2wPYZZdxDBw4mIceehCvt4Gqqkoefngu1dXVuFwuZDn4vZqmyddff8ny5Us7raN+byISc0GIULRpuUWk5h23c1puiSRBFOJDW2m5pWlqHou03NLdqXlrabklnHM+Vmm5JZLUvL203J6WgOEOBL+/gIGvSREgUnOhOymySfHWP/A1BM/L+uoKasq2kTlgTK8//2yKhL/QjakbSG3MrTc1A3+ZG9ug2KXmDkcCjz32NM888wTXXnsF1dVV2Gw2dt11d+bOfZQhQ4YCMHPmJcyZczfHHTeZ7OwcTjnldH755adG2xo3bnf+9reTkWWZiRMnM2PGha3ud8aMC8nOzuaZZ55k69YtmKZBQUE/pk07gVNOOR2Ayy+/hnvvvYMpUw7H6UzioIMm8Je/HMTGje0nwfvt9xdOPHE6F198Hrpu0K9fP6ZP/ytPPPEIVVWVLT7nhhtu5qGH5vDKKy+RkpLCUUdNYtSo0WzYsD6ihHvRooUceOB4MjIym913/PEnM2vW5axfvy7s7QGoqsq9987l4Ycf4Pjjj0FRFCZOPJp//et8DMPgl19+4swzT0VRFAYNGsKpp/6NRYsWEggEQkP8heYkM9YTQ/qoQECnpia6Qq0nyckJNncoL4/dB7nexq7KBDbX0lAY/c/IluogaZdsvH385Rft+WZTZfTNdXgKG6/BmViQHJx320eGGvZ2NlXG2O7CvaWm7celOHDuko0PE4ck0bCmEn9t88I8KSmYVLjd4afHiXnJwbnm3XBOJZhQv6q81cIc2j7nVVVGqvBS/3tFTI8rZVQWZjtzzVVVRipvoP6Plj9wIkHywDTcv1fiyE1CK/fgr2rAaPKeqCTbSd0tF1dRPaZmoDhtpIzLwRsng2PE39T4JMsSflc5a7/9EC3w54gPZ0o6o/Y9DNTk7ju4Nux8vhmGQVlZsHt3bu5AZDn8QbIOWUbyh/+eZ9plfK00VRN6N2sEVW+/WNWW9l5r6elObLbw5teLxFwQImCl5YZPx5bmiH47SJj1AdR0e59+M4tGS2m5RaTmvUc4abnFSs0deU7M8oaYpOWW7krN20vLLW2d87FOyy3hpObhpuUYJrIi07CtFiXRhiRJmDvNQRCpudAdJDNAyaY1jYpyAE99DZVFm8gbujtaL56S5jOMyCoEUZQLQkyIwlwQIiBJYNgVHCPCX0ezNSbEvJNpX2B1Yjf8zef3R9qtWui5WuvE3hpvUT2pGQnUF3dsbnlT3dWhvWkn9ta0ds7HohN7a9rr0N5WJ3YAJLCnOoJpeX4yvm21mJqJ6dORElWavi2KDu1CV5EkUGRwVZZQVVrY4mPKtq4nLbuAhJScXl2cC4LQ9URhLggRMAwzth/OI+8d16e1lZZbRGoe/yJJyy1WsZg8PBPd33Ix70gIzmtTve006pFC/wOmCZKEHPy/ZkVjZwg3Lbe0dM6rSJgOhbTd8jrnICXAlFpeqi7StLw4+Hs2AjqKQxGpudAtVFUi0FBL2bYNlG3fiKG3/D7ia3Cz4acvyBsyioz8wSj2ZHEeCoIQE6IwFwQhbrSVlltEah7/Ik3LITj6xFNcj3OXHAL2lhvLpGYF54W6Klsu+BVFRjclPH4Tf8BAkiDBJpNoB80wMbvos3e4abmlpXPep+tISZ37J940mr8Oo0nL2ZE6miYiNRe6nKrK6D4XFYWbKdmyDq+7/ekfDe56Nq/+gYrCTRQMHUtqdn9QEvrMUmqCIHQOUZgLghAXwknLLSI1j1/RpOUWf50PR7UXObvtFQ9aOickRWFbZYBNxV7Ka3yhIapOh0JepoPhBYlkJsudnoxFmpZbmp7zptk9U2WiTcstIjUXuoqiyJial5ri7ZRsWourtiribbhqqlj/05ekZeVTMGwszow8TFTxd0cQhKiIdcwFQYgLO69b3h6xrnn8am/d8va0tK55eyRF4ffCBr75rYbiSm+jeaMen86mYg9frq6hqFpHCXMN72i1tm55e3rCOd/SuuWSstPx7EjLG7bXNUvLLaHUvIVvQ6xrLsSKqkp4a4rY9MvnbPj5q6iKcotpmtRUFPP7D59SuOZbtIaqUKdqQRCESIh3DkEQejwrLfeGkZZbvOUe5AYduY01WIWexUrLvVGk5ZbQuuZhfjBWVZntFX5+2+yirVGoHp/Oj+vqqPeaLRaNsaCqMoGKhojTckt3n/OKZuLdOS2XJZIGpGHPSADaT8stRkAHw0Si8fexc2oO/JmaiyJIiJBhQEJqNrmDRpGSmUNHX9SyopCZW0DWgBHYnOliSLsgCFERQ9kFQejxwplb3pSYax5/oplb3hJvUT3OdEeby3lZ/LrExuKGsFb7cXt1tpb5GDeo7aHy0Yp0bnlT3XnOtzS33J7mAJ+OPcWBv86HPdWBv9iFc2g6vm11KDYFWm4HgISE7FCarWvuK3ORslsehl/H1E30eh8JYq65EKHgUHOV5OxBjEjPoa58O8Wb1+KurY5oO5IkkZqVS8HQsSRlFmCiootO7YIgREkU5oIg9GiRzC1vSsw1jx8dmVveVCg1b2euuSxL1Hh0qupaaVTWgqIKLyP6JcT8j2e0c8ub6q5zvtncclnCnpKAe005iQNScWQkYuomjoGpKJJEQ8DAlpXY+gYlCTXZhiFLzZa/MzWDlHG56Dt+t6YsIZmmWH5SiJiuGyA5SO83kpSsAqqKN1G6dX1YDeCS0zLJHzqG1OwBSKrV+E2cg4IgRE+M/xIEoUeLZG55Uz1h3q0Qno7OLW8qnLnmkiTh8RptDmFvqsFnoHXCMofRzi1vqjvOeVWVod6PpCrYMxKxZyTiHJAKfh3Dq+Mr85CQmUigIYCkyHi21KL7dPSA0fqXX0dv0DAl0DAbfXlKXRh+Hb9k4sPEZxiiKBc6RNMMTMVJzpBxjN7vcPKHjGr1sZIsM3jsXozc5zDSC0ZgSHYxdD3GiouLmDBhX4qLi7r7UAShS4nEXBCEHqsjablFpObxQfEb6JqBI9sZk+1JEuAKoKbbe3zXblWVMSq8KHYFxa50eHumZiB7dWRH15zzpmliptlJSMsM3aYa4P6tAjU7MfSY5HE5UOtHzUhASXOEt20J1Ba+B6PWh5qTSKCH/26F+KJpJrI9lfyhu1BXWYanvqbZYzJyCsgeOArdtPX49xZBEOKLKMwFQeixoplb3pSYax4fdLuCMiSNjpelfzIAo43J44ZhkpyooCpSo07sbUlKUFBjeZAEO5GTkUDCjqZmsWDI1oY7n66b7PwKDTax8+Cr94Vu8xS5SMlyoiepqCMzYrLfpvPPBSEWTBPUhFTyh4xi46/fNrpPUW3kDx2LKdm77PXV102YsC+XX341ixYtpKKighEjRnD11TcwfPiIdp/79NNPsH79H8iyzDfffEVGRiZnnHE2xx9/EgC1tTU8/vijfPnlp2iaxq677sYll1zJwIGDKC4u4pRTjuPyy6/m+eefxefzMmHCIVx55bUkJSV39rct9FFiKLsgCD1SNJ3YW9Pd3aqF9gU0vVO+2kqMTdMkJVEmK80e9nEOyEkgIcaXtHXdwG/G+Es3um2EiKqZzTqua24/gQoPhgR+3YjJl2iyJXQWTTNIzxtESkZ2o9sz8weSmJYrRl91sffff49HHnmS119fhsORwKOPzgv7uZ999gm77bYHy5d/zDXX3MCDD97H998HL7jceOMsioq288wzL7F48VIGDRrCZZddgNv95/vXxx9/yHPPvcKCBYvYtm0bDzxwT8y/P0GwiMJcEIQeqSNzy5sSc82F1qiSyYh+iahK++dGqlNlQI5DzCdtg6rK6FUNaK7mDfW8xS7UgChohPggqU4Kho1FkoMflW2OBPKHjMaM6bgeIRzTp59GVlY2ycnJHHHERLZt2xr2c4cPH8lf/3oGqqqy//4HcOihR/Duu8soLNzOTz+t5PLLryErKxuHI4ELLrgEXdf46qsvQs+/9NIrycjIICsrm3PPnclHH32A3x9+w1BBiIQozAVB6HGstNxf04CkyjH58td4RWouNKPrBgWZNnYbloJNbf3cSHGq7DMqlWSHGMHalpbScovm9qNViXXHhfig6wYpmf1Iz84HIKf/UBzJWSIt7waZmVmh/1ZVFdMM/+LowIEDG/07Ly+fysoKqqurAOjXr3/oPkVRyM3Np7i4OHTbgAGDGj3X7/dTV1cX8fcgCOEQc8wFQehxFEVGMkySd8mJ6XYlSUJRZAyjE9pqC3HL0HRG5DtIT1LZWNJAWbUPn99AkiApUaV/dgJD8hJIdiCaPbVBVWX0Mk+LabnFW+wiOVOsOy7EB1O2UzBsLH5vAzkDR0S0goPQM5SXlzf6d3FxEXl5+eTn9wOgsHA7w4YNB0DXdUpLS8jO/nMKQ0VFGYMGDQGgqKiQhIQE0tPTu+TYhb5HXLYWBKHH0TSDBsnEKxPTrwbJJBAQRbnQnK7rZCVL7DcymcP3zOSofbM4ap9sDtk9nd0GJ+C0GWIIezvaSsstIjUX4olhmCSm5dF/xK7YnOlitEwcWr36V959dxm6rvPVV1/w+eefcMwxx5Gdnc2BB45n3rz7qayswOfzMn/+wxiGzvjxB4eeP3/+I7jdLioqynn66Sc4+uhjUFWRawqdQ5xZgiAIggA7hqjqJCggqQAmpglabJZW79XCScstIjUX4olhKqTlDSGgiao8Ho0cOYrPPvuEuXPvIysri3//+1bGjdsdgH//+1bmz3+Yc845g4aGBnbddRzz5j1Oamoabnew8eyAAQM588zT8Hq9TJp0NBdccGl3fjtCLycKc0EQBEFoQiRjkVE1E1c7abkllJrnOcXUAKHHM02TgLg416UKCvrx+effA4T+3zJ16jSmTp0W9raSkpK5/faWO6mnpqZx7bU3tfn8k046hYsuuizs/QlCR4ixZIIgCILQxyiKjBSjVQra6sTeGtGhXRAEQRAaE4m5IAiCIPQhkiRh8xuYdhlfDNYCjyQtt4jUXBCEjvj44w+4445bWr1/9933Ypdddu26AxKEGBCFuSAIgiD0ITZFxl9Yhy0rETlR6dDyT5HMLW9KzDUXBCFahx12JIcddmSnbX/n4fSC0FXEUHZBEARB6CMkSUJu0PCW1OMrqsfWweHs4XRib43o0C4IgiAIfxJ/DQVBEAShj7ApMr5iF0bAwFfpAY+GLEdXnEczt7wpMddcEARBEILEUHZBEARB6AOstNxXEVwGyNRNfEX1OEZk4CPy4ljVTPzuAPaMxA4dl1HvR810iLnmgiAIQp8mCnNBEARB6AOCaXkdRuDPAthX6cHRLyWqueaGKqEOTovJBwlTrE8nCIIg9HGiMBcEQYiCTVGQMPHrIuUTer6mabmlI6m5P4KEW1FkFCmy5wiCIAhCXyLmmAuCIERIkkDx60gdmJ8rCF1p57nlTXV0rnlY+9dMZPF6EQRBEIRWicJcEAQhQqqi4C91x6SrtRBf4rGwbC0tt1ipeWedy6oqo1U14Ct2oYrXiyDEHUWR8PlcuFw1+HwuFEW8jgWhM4jCXBAEIQKSBIpPx1vm6pKkUeg5JEnCbhB3y3u1lZZbOvNcVgMm3uJ6vBUe5AbxehGEeGKaAX799UdWrHifZcuWsWLF+/z664+YZqBL9l9dXc1pp53AypV/rim+evUqzjvvH0yceDCnnHIcb7/9RpcciyB0tvj6dCEIQlxTFIlEVUGK49TMSssNn97pSaPQs9gUCa3cg+qPn3nS7aXlls46l620XHMHMDUDX5FIzQUhXiiKxJo1q/nxx5+pqanB7/dTU1PDjz/+zJo1qzs9Of/ll5+YOfOfFBZuD91WV1fHNddcxtFHH8M773zEddf9m4cemstvv63q1GMRhK4gCnNBELqMakro5R5scToMbue03CJS875BkiRkr45nex2Byoa4Sc3DScstnXEuW2m5xVspUnNBiBceTz0bN25utmqCaZps3LgZj8fVyjM77p133uY//7mJGTMubHT7J598SGpqGieffCqqqrLPPvsxadLRLF78aqcdiyB0lfj4ZCEIQtxTFAncAdxba5G9elym5jun5RaRmvcNNkXCX+LG8Ov4SlxxkZqHm5ZbYn0u75yWh/YhUnNBiBuBgIbH42nxvoYGD5rWecPZ99//AP73vzc48shJjW7ftGkDw4cPb3TbkCFDWb9+XacdiyB0FVGYC4LQJVRTwldUj+7V8Je44y41byktt4jUvHez0nJvebDA1TyBuEjNI0nLLbE8l5um5RaRmgtCfLDZVJxOZ4v3JSY6UVVbp+07KysbVW2+qrPH4yEhIbHRbQkJCTQ0tHwBQRDiSc/+VCEIQq9gpeW+qgYAvOVuZK/ezrN6lpbScotIzXu3ndNyS09PzSNNyy2xOpdbSstD+xCpuSDEBaczhWHDhjQb4SZJEsOGDcHpTO7yY0pISMTn8za6zev1tnoBQRDiiSjMBUHodFZabhrBeWqGXw8WOlrPLWx21lZabhGpee/UNC23dGdqrqoy7dW00aTlllicy62l5RaRmgtCz6frJmPH7spee+1Beno6Doed9PR09tprD8aO3RVdN9vfSIwNGzacTZs2Nrpt8+ZNDBs2vJVnCEL8EIW5IAidqmlabvGWu9Hrfd10VJFpKy23iNS8d2opLbd0R2ouyxKqV8cmK60+Jtq03NLRc7mttDy0D5GaC0JckCQbu+22FxMnTmTq1KlMnDiR3XbbC0nqvGHsbTn00MOprKxk4cIFaJrGypXf8957yznmmOO75XgEIZZEYS4IQqdqmpZbrCZaPT01Dyctt4jUvHdpLS23dEdqbpOCFwpkr9ZqA8WOpOWWjpzL7aXlFpGaC0J80HUThyOJpKR0HI6kbknKLWlp6Tz44KN89NH7TJ16JHfffRuXX341e++9b7cdkyDESvOuCoIgCDGiKBK4mqfllkBlA3q+D0mSmi3H0lOoioK/sK7NtNxiJY2OERn46JnfjxA+myLh39ZyWm7xlbhIzkpE64LaXJYl8Gg0lAQvdNmGpuPXGx9bR9NyS7TnsqrKaKWeNtPy0D52pOa24en4xetFEIRWfP75943+PWbMLsyf/0w3HY0gdB6RmAuC0GlaS8stZsDAV+LqsR3aI0nLLSI17x3aS8stXZma2yQJf3F9sGiuaDk1j0VabonmXA43LbeI1FwQBEEQgkRiLghCp2gvLbcEKhtQ0x1INrnHpeaRpOUWkZr3DuGk5ZauSM2ttNxbEVwSyAgY+IpdjVJzSQLZryPbFZz9U2OyX8MdQHWqYSXakaTlFpGaC4IgCEKQKMwFQegU7aXlFjNgBNc1H5KKX+s5H8yttNwdQVpu8VV6cPRLQU5UMNr5/oWeJ9y03BJKzQuS0DqpZ8LOabnFV+HGUZCMZA9e1DJN0B0K8sCUmO5bD/McVgMmrgjScou30oOjXzJygni9CIIgCH2XGMouCELMtdaJvTXWuuatNbPqDuF0Ym+N6NAe39rqxN6azuzQ3jQtt4RSc/nPP+WBgB7zL11v//sKpxN7a0SHdkEQBEEQhbkgCJ0g3LTcYq1r3lPmmkczt7wpMdc8PkWalls6c655S2m5pbW55l0t0rnlTYm55oIgCEJfJwpzQRBiKtK03NKTUvOOpOUWkZrHp2jScktnpOatpeWWllLzrtaRtNwiUnNBEAShrxOFuSAIMRVpWm7pKal5LNJyi0jN40u0abmlM1LzttJyS3en5h1Nyy0iNReEnkeWJWTZwOt10dBQh9frQpYN8ToVhE4gmr8JQi8gSdATGpqH24m9Nd5yN6n5Sd3aoT2aTuytER3a40skndhbE8sO7e2l5ZaWOrR3lWg6sbdGdGgXhJ5DkkDX/ZSWlrF+/XoqKirRdQ1FUcnOzmLkyBFkZ+eiKPYe8flDEHoDUZgLQpxTFBk7El7D6PblxqJNyy2h1LybOrR3pBN7a0SH9vjQ0bTcEssO7eGk5ZamHdq7SrSd2FsjOrQLQveTJPD5PKxc+QMbN27CMBq/l9XX17Nly1aGDRvK3nvvg8PhFMW5IMSAKMwFIc6pJmjlbmy5SV2elu2so2m5pTtTc0WRMRsCJA3JiOl2Tc1AVWz4je77/Qhti0VabolFah5uWm7pjtRcVWXwGjiHxvj1YpgoiowhXi+C0C103c/KlT+wfv2GVh9jGEbo/v33/wuybO+qwxOEXksU5oIQxxRFhjo/7m21pKY6ujwt21lH03JLd6bmum5gJtkgyRbzbRudtL610HGxSsstsUjNI0nLLV2dmmuagWGXwB7b14uiyEgifhOEbiHLEmVlZWzcuCmsx2/cuIlhw4aSnz+wU0a5VFdXM3PmP7n22pvYe+99Afj44w/473+fpqiokNTUVKZOncbZZ5+L3I1NMAUhFkRhLghxTDXBW1SP4dO7bY4pxC4tt3RXam6ahLVms9C72BQJrcyLkqCiJMTmz6LuDpAQMNCi6I8UaVpu6Y7UvDM+iNsMAylgIDtkMZxdELqczrp165sNX2+NYRisW7eevLx+xLqn9C+//MQdd9xCYeH20G1r167htttmc+utd3PggePZunUL11xzGYmJTk4//YyY7l8QupoozAUhTllpua86WAx31xxTiF1abunuueZC32KaoOQ4ceY4Y7tdRUIyjIjnXkaTllu6830gFlRVxihvQKv3BS8wiCZwgtClPB4PFRWVET2nsrKShgYPCQnJMTuOd955m//7v8e58MJLufnmG0K3l5QUccIJJzN+/MEADBkylEMOOYyff14pCnMh7onCXBDilJWWW59bu6szs6JISB4NQzewpToie25icE6aTWl+n+7TsHv1bu3QLvQNgc4aJRFFYR1tWm7pzg7tsaBoJp7ierQGDUd+CnKCSM0FoSuZpoGuaxE9R9N0TDO276P7738AEycejaqqjQrzww47ksMOOzL0b5/Py5dffs6kSVNiun9B6A6iMBeEONQ0Lbd0T1omYSaqJI7OjviZScnBwlxy+Vu835BAwhTdXoU+oyNpuSVeU3MrLQ/UB98PfMX12IaJ1FwQupIkyShKZOWBqipIUmyHsWdltf+ZwuNxc9NN1+JwJHDaaX+L6f4FoTuILgmCEIeapuWWUFrWhQ1QdN3AZxj4zMi/lAQbSoKt1fv9hiHSMqHP6GhabumO94FYUDQT705Lr3krPMgNevDnIghCl3A6nWRnZ0X0nKysLBITYzsVqD1bt27m/PP/ia7rPPTQ4zidSV26f0HoDCIxF4Q401pabonXtEwQ+jqbJKFXe1GTO77skBHQkX1a3EwFaZqWQ3CZQZGaC0JXUxg5cgRbtmwNqwGcLMuMHDkCSVK67L3mq68+55ZbbmTatBOZOfNiVFWUM0LvIM5kQYgzraXllnifYyoIfZUByAVJJBbEJvkxJClupoJYc8ub8lZ4cBSIueaC0FUMwyQ7O5dhw4a2uY65ZdiwoWRn53bZ63PVql+54YZruOqq6zj22OO7ZJ+C0FVEYS4IcaS9tNwiUnNBiD8xb0IXJ6/9ltJyi0jNBaHrKYqdvffeBwiuU95Sci7LMsOGDWXvvfdBUexd9nbzwgvPoGka8+bdz7x594du3333vZgz56GuOQhB6CSiMBeEONJeWm4RqbkgCPGitbTcIlJzQehapgkOh5P99/8Lw4YNZd269VRWVqJpOqqqkJWVxciRI8jOzu2Sovzzz78P/fc998zt3J0JQjcShbkgxIlw03KLSM0FQejp2krLLSI1F4SuZ5ogy3by8weSl9ePhgYPpmkgSTKJiU4kScEw4mOqjCDEi/hq2SoIfVi4abklXjszC4LQdzTtxN4a0aFdELpHsPiWSUhIJjExlYSEZExTjF4RhM4gPrELQhxQFBnqw0/LLb4KN7JXQ5LEh1lBEHoWVZUxqr1tpuUWKzVXxXuZIAiC0EuJwlwQ4kCkablFpOaCIPRU4ablFpGaC4IgCL2Z+LQuCD1ctGm5RaTmgiD0NJGk5RaRmgtC11NVGU3z4vXW09BQh9dbj6Z5UVVRQghCrInmb4LQw0WblltEh3ZBEHqa9jqxt0Z0aBeErqEoEvX1tRQXF7Jx4yZcLjeGoSPLCsnJSQwbNpSCgv6kpKSh6+K1KAix0OsK8yOOOILCwsJ2H7f//vvzwgsvdMERCUL0Iu3E3hrRoV3obooio8d6nW4hLoXTib01okO7IHQuSQLDCPDrr7+xbt066utdzR7jdrspLS0jJSWZkSNHMnbsLsiyTXRoF4QO6nWF+VFHHUVVVVWL95mmyfLly9E0jV133bWLj0wQItfRtNwiUnOhO8myhC1gINllNE0U531dtGm5RaTmgtB5DCPATz/9yJo1azGMtt+v6+td/PTTz/h8Pvbccy8kydZFRykIvVOvK8xvuOGGVu979NFH0TSN/fbbj6uvvroLj0oQIhertNwiUnOhu9gkiUCpC1t+EpqYHtyndSQtt4jUXBA6h6JI/Prrb/z225qwPycYhsGaNWtxOBzsttueYli7IHRAn+nc8M033/DII4+QmprKnDlzUNVed01C6GVilZZbRId2oTvIsgQeDU9hHYGKBtEwqI+LtBN7a0SHdkGIvfr6WtatWxfxxXvDMFi3bj0uV23Mj6m6uprTTjuBlSu/b3ZfRUUF06ZNYtmyt2K+X0HoDn2iOvX7/cyePRvDMJg1axZ5eXndfUiC0CZFkcEVwAgYqMn2mG1X92o4fBqSTaTmQtewSRK+/2/vzqOjqu//j7/uzJ1skBCSsAQQCZCERRABY61W3BAVLX4tfgFtS1uqIijKV+rPHeUr4Cl1qYptERTrUSpYrBTlKwi4ABYEVARZAmENW1ayTjLL/f2RztSYREJmC8nzcQ5Hc+9nPvcTzptJ3vP+LEdLZXksOY+XKT4llqp5KxWMarkPVXMguEzTpmPHcutdU94YpaWlOno0V5mZiUFbsrRt21eaOfMJ5eYeqXPP6/VqxoxHdepUcVCeBTQHrSIxX7hwoQ4cOKABAwZo9OjRkR4O0AiWFGsqrl9K8Hs2ajZ3IS9HqPmq5VUFFZIkT4Wrpmqe2oa15q1QoGvLv4+15kDwOJ0VysnZH1AfOTn71aNHT9nt0QGPZ8WK5Zo//8+aNGmKpk+vu0z1tddeUYcOHdWxI8U2tBwtPjEvKyvTvHnzJElTpkzhLGecFTweSyHbos1S0KbHAz/ku9VyH6rmrZNp2mQVVsmyJLNN8GYBuQorZHaNp2oOBMjtdqmsrDygPsrLy+VyVQclMc/K+pGGD79WpmnWScy3bt2s1atXav78N/TLX44J+FlAc9HiE/O//e1vKi0tVf/+/XXZZZeF7DkOh10dOsSHrP9wa0nfC5o/4q1lqs6rkNvpUZs2tX9Js5e6lJLWXkaE1gcTb+FneSx5oxxq27lt0Ps2ouyyOexB7zeYiDmEU4cO8fJ6vSostMvt9so0bbI1an8Zb0D7NliWV4ahoOwl0qlTx1pf2+02maZNhYWFmjXrST399BwlJNS8n9hsBvuXRFhr/vuvObygJgY7dIhv5L+1+rXoxNzj8eivf/2rJOmOO+6I8GgAoPXwVntUdbRUqmeH3uqTFYrq0EZmQuBVFZwdDLshexAr5QCCyzAM2WyBfcBlt9slhe4DV8uy9OSTj+q//3uc+vTpF7LnAJHSohPzTZs26cSJE2rXrp2uvPLKkD7L5fKouLgipM8IB9+n+nl5wVsHCDSEeGuZbDZDjkqPSo6eqjWN3a+8St4jUTLCvNaceEO4EXMIp+/Gm9frldtdsyjO7fbqdEU8u91UXFxckzd/k6TY2DiZpiMk7+sej1e5ucf05ZdbtWPHdr36as0y1fLycs2ZM1tr1nyk3//++aA/Fz/MVylvzfvGeL1eSZbcbo/y8krrVMwTE+PkaOSsrhadmH/44YeSpBEjRigqik/qASAc6ltb/n2sNQeA5iMmJk49e6bpxImTTe6jZ880RUfHhixJ69y5s9as2VDr2ujRN+o3v7lD119/Y0ieCYRTi14Q8Mknn0iSrr322giPBABah+/vxN4Q/w7trXhdGgA0F263V6mpXRUf37R9IOLj49WlS9dWXTkFAtViK+Z5eXk6evSoTNPUBRdcEOnhAECr0JhquQ9VcwBoPuLj2yk9PV1fffX1v6fnNo7NZlN6em+1bdtOnka895+pdes2N3jvnXf+GfTnAZHSYksV27ZtkyRlZGQoLi4uwqMBgJavsdVyH6rmANB8eDyW+vbtp759+zR6Z2mbzaa+ffuob99+IUnKgdakxVbMDx8+LEk655xzIjwSAGgdzqRa7kPVHACaD5vNoUGDLlB0dLSys/eqtLThjQvj4+OVnt5bffv2k83mkEVeDgSkxSbmRUVFkqTU1NQIjwQAWr4zrZb7+KvmYd6hHQBQl2VJhuHQgAGDlJaWpvz8POXn58vr9cqyrH8fq2ZTSkqKUlI6+Kevk5QDgWuxifnUqVM1derUSA8DAFqFplTLfaiaA0DzYhg2maZDsbGxiopyKD8/X263W6ZpKiUlRbGxsTJNhwzDJskT6eECLUKLTcwBAOHR1Gq5D1VzAGgebDZDbneV9uzJUXb2XhUUFNbZCO7w4aOy2bYrOTlJ6em91aNHT5lmtLxeyuZAIEjMAQABCaRa7kPVHAAiy243VFparC1btujQocOyfmB+utfrVV5evvLzC5Sbe1RDhgxRfHwiG8ABAWArXABAkwVaLfdhh3YAiBybrSYpX7dunQ4ePPSDSfl3WZalgwcPad26dSopKar5mQCgSfgNCADQZMGolvs4j5fJdDGVHQDCze2u1pYtW3TyZF6TXn/yZJ62bt0qt7sqyCMDWg8ScwBAkwSrWu5D1RwAws807TpwYJ8OHTocUD+HDh3WgQM5Mk17kEYGtC789gMAaJJgVst9qJoDQHhVVpYpO3tvo6evN8SyLGVn75XTWR6kkQGtC4k5AOCMBbta7kPVHADCx2YzVFRUpIKCwqD0V1BQqMLCwqCtNS8qKtKYMTdp69bN/mt792br3nvv0vDhl+nGG6/Riy8+K7fbHZTnAZHEbz4AgDPmMAxVnyiXDEOGaQvqn+r8CqrmABAGNpuh/Py8OkeiNZXX61V+fl5QEvNt277SxIm/Vm7uEf+14uJi3XffXRo6NEsrVqzRvHkLtX79Oi1evCjg5wGRxnFpAIAzZjMMRXeNV3TX+JD0bxg22e2Sx0OCDgChY6mwMDjVcp+a/gKbFr9ixXLNn/9nTZo0RdOnP1zr+jnndNcvfvFrSVJqahc9//xcSewGj7MfiTkA4IxVuj1SSPf38UqeUPZ/djBNm9xuPpwAEBper1ceT3DfbD0ej7zewBLzrKwfafjwa2WaZq3EfOfOHUpL66U5c2bps88+UUxMjEaO/Kk/UQfOZkxlBwCgGTJNm8wKN+vtAYSMzWaT3R7cT1ntdnvAU9mTk1NkmnXrhyUlp/TBB/9U3779tXTp+5o5c47ee2+p/va3NwN6HtAc8NMeAIBmyHRbqjpeLrs7eLveA0BthpKSkoLaY01/oZlaHhUVpb59++uGG0bJNE2lp2do9OgxWrt2VUieB4QTiTkAAM2MadrkKXSq8lipvMVVVM0BhITXayklpYNstuC8x9hsNqWkdAh4KntDevRIk8vlqnXN4/EqwJPegGaBn/QAADQzpttS5bFSSZLzaClVcwAh4fVaat++vZKTg1M1T05OUlJSUsgS85EjRyknZ6/efPN1eTwe7du3V0uXLtaIEdeH5HlAOJGYAwDQjPiq5e6yakmSq7SKqjmAkImNbav09N4yjMCmnxuGofT03oqJaROkkdV17rk99OKL87RhwzqNHHm17r//Ho0adbNGjx4TsmcC4cKu7AAANCOm21LZv6vlPs6jpYpLjJY7QmMC0HK53R716NFTublHdfDgoSb30737OerRo6fc7uDu8r5u3eZaX/fvf57mzn0lqM8AmgM+fgcAoJn4frXch6o5gFAyzWgNGTJEHTt2qPe+b/f2htaid+zYQYMHD5ZpRodymECLRsUcAIBmor5quQ9VcwCh4vVaio9P1KWXXqotW7YoNzdXycnJatu2raKjo2SadlmWJcMw5HZ7VFVVrbKyMhUUFKhbt64aPHiI4uMT5fGwHwbQVCTmAAA0A6Zpk+dkZZ1quY+/ap4SI7fbG+bRAWjpPB5LbdsmatiwYTp2LFd79+7Trl3fqqioSCUlpfJ4PLLb7UpIiFf79u2VkZGpgQOHKTW1qySTpBwIEIk5AADNwA9Vy32omgMIFZvNkMvl1L59e7Vnz24VFhaqutolwzAUFeWQ12vKZjNkGIaqq13at2+fioqKlJFRql69esvhiAnZbuxAa0BiDgBAhJ2uWu5D1RxAKNjthkpKirR582YdOZIry7Jks5lq2zZe8fEJkixZllSzcbshy6r5uri4RF98sVnHjh3T0KFDlZDQnso50ETsIgMAQIR999zy0+FccwDBZLPVJOXr1q3T4cNHZFn/eX+xrJr1516v7/9rvv5OE1mWpcOHj2jdunUqKSmSzRbYsWtAa0ViDgBABDW0E3tD2KEdQDC5XE5t3rxZeXn5AfWTl5evzZs3y+VyBmlkQOvCT3UAACLoTKrlPlTNAQSD3W5o3769OnIkNyj9HTmSq3379spup2oOnCkScwAAIuRMq+U+VM0BBENZWYl27dpda/p6ICzL0u7du1VeXhKU/oDWhJ/oAABESFOq5T5UzQEEwjRtOnbsqEpKgptEnzpVomPHjvHBIXCG+BcDAEAENLVa7kPVHEAgPB63Dh06FJK+Dx48KI8n8IMdi4qKNGbMTdq6dbP/2kcffajbbhuta64ZprFjb9Y//vFOwM8BmgOOSwMAIAIac2756XCuOYCmqqpyqry8PCR9l5eXq6rKqaiouCb3sW3bV5o58wnl5h7xX8vJ2aunn/5fPf/8n3TeeQP0zTdfa8qUiUpL66Xzz78gGEMHIoaP2QEACLNAq+U+VM0BNJXLVa2KisqQ9F1RUSmXq+nvbytWLNeTTz6qO+6YVOv64cOH5PF4ZFleWZYlwzBks9kUFRUV6JCBiKNiDgCIqCjTJsOSqjzeSA8lbEy3Jecpp8y2gf8y6Sp2KpqqOYAzZFmWvN7QvO96vd6ANpTLyvqRhg+/VqZpavr0h79z/WL17z9Ad901QXa7XR6PR5Mn36e+ffsHY9hARJGYAwAixmYzZKvwyPJ4ZWtjyutt+ZuZGYZk2QxFpyUqOlid2g0ZXktB2lgZQCvgqzaHgs1mk2E0/ci05OSUeq+7XNVKTe2i8eMn6IILhmjTpn9p+vSH1KtXb2Vl/ajJzwOaA+a+AQAixrQZqjpeqqqjpXKodZx7a/17dkCVrOD98XhJygGcEYcjSnFxsSHpOy4uVg5H8KeXL1jwF0VFRenCCy+SaZr68Y8v1dVXj9B77/096M8Cwo3EHAAQEb5quTOvQlWFlVK5SzZb60jOASDSoqNj1KZNm5D03aZNG0VHxwS93xMnjsvlctW6ZrebMk1H0J8FhBuJOQAgInzVcsvtleW1WlXVHAAizW431b1795D0fe6558puD/6K2UsvvUyrV6/Uxo2fy7IsffnlFq1cuULXXHNd0J8FhBtrzAEAYffdarlPVWGlostdrWatOQBEktvtVWpqFyUkJKikpCRo/bZrl6DU1FS53cHfWO6GG26S0+nU88/PUUFBgTp16qRp0x7UJZf8JOjPAsKNxBwAEHbfrZb7+Krm0elJqhKJOQCEWtu2CerTJ1NffLG5wV3UY2NjFRMTLZvNJq/XK6ezSpWV9R+zZhiGMjMz1aZNgjye4LyPr1u3udbXo0eP1ejRY4PSN9CckJgDAMKqvmq5D1VzAAgfj8dSr169dezYMR0+fERSTXKdnJyspKRERUdHyePxqLS0TB6PR3a7XampnWS321VVVa3CwmIVFBT4k/pu3bqqV6/eQUvKgdaExBwAEFb1Vct9qJoDQHg5HDEaOnSonE6nbDa7OnRIVmlpibZt26aTJ0+qpKSk1nnnNptNCQkJ6tixozIzM9S5c1/l5RXIsrwaOnSoHI4YPlgFmoDEHAAQNj9ULfehag4A4eP1WmrXrr2uuOJy7dixXZ988omOHj3a4NR2r9er4uJiFRcXKzs7W126dNFll/1E/fufp7i4eLndvG8DTcGu7ACAsPmharkPO7QDQPgYhiGns1Lbt2/Xzp27JFmKimrcGeQ17Szt3LlL27dvl9NZKcPgvRtoCirmAICwaEy13IeqOQCEnmFILlelNm3aqJyc/ZKklJSOateunUpLy3TqVLGqq11yuVyyLEuGYcjhcCgqyqF27RIVH99WDke0vF7p2293yemsUlbWRXI4YtRAwR1AA0jMAQBh0ZhquQ9rzQEgHLz6+uuv/Em5JFmWZJrRSk6OUfv2SfJ43PJ4PJIsSYbsdrvsdvPfu7RbtRLwnJz9iomJ1uDBF0qyh/ubAc5qTGUHAITcmVTLfaoKK6Vyl2w2pkUCQLCZpk1HjhxSdvbeeu/XzFYyZLc7FBUVo6ioWEVFxchud0gyGpzNtGfPXuXmHpZpkmYAZ4J/MQCAkDuTarkPa80BIHQqKkq1bds2ud3uoPbrdru1bds2VVSUBrVfoKUjMQcAhFRTquU+VM0BIPjsdpuOHz+ugoLCkPRfUFCoEydOyG4n1QAaizXmAICQakq13Ie15gAQfG53tfbt2xfSZ+zbt0/dunWXYZx5upGdvUdz5z6v3bt3yeFw6MILL9I99/yPEhMTtWPHdj3//BwdOJCjxMT2Gj/+N7rhhpuC/w0AYcbHWACAkAmkWu5D1RwAgsvprFRx8amQPqOoqFhOZ+UZv66qyqlp06ZowIDztWzZh3rjjbdVUnJKs2Y9qZKSEv3ud/fq2mtHasWKtXrwwcf0wgvP6dtvt4fgOwDCi8QcABAygVTLfVhrDgDBYxiGKisrVVHR9A9MG6OiokKVlWd+rvmJE8fVu3eGfvWr38rhqDmWbdSom/X111v1ySdrlJDQTj/72X/LNE0NGXKhrrnmWi1duiRE3wUQPiTmAICQCEa13IeqOQAEh80mlZWVygrxQeOWZam8vEy2M8w2unfvoWeeeUF2+3+OW1u7drUyM/tq//596tWrV632PXqkae/e7GAMGYgoEnMAQEgEo1ruQ9UcAILFkNcb+PtyY9Scf970923LsjRv3stav/4z3XvvNFVUVCgmJrZWm5iYGFVWhrb6D4QDm78BAILOMAzZnF7ZTLtiu8QHp0+bIcPpkS3G1uD5uQCA07FkO9MydhPVVL2b9n5dXl6mWbOe1O7duzR37ivq1au3YmJiVVZW+xg2p9OpuLi4IIwWiCwScwBA0FmWJU+sXbZzE4I6NcsjyXJ7gtgjALQuXq/Utm28DMMI6XR2wzDUpk1bNaU4n5t7RNOmTVGnTp01f/4bSkxMlCT17NlLX3zxr1ptDxzYr549e9XTC3B2YSo7ACAkXC5PSP6EeFkkALRolmUpNjY25FXmuLg4xcbGnnHyX1JSoilTJmrAgPP17LMv+ZNySRo27AoVFBRo8eK35Ha7tXXrZq1c+X8aOXJUkEcPhB8VcwAAAKAViYmJVWJiO5WXl4fsGe3bJ9ZZD94YH3ywTCdOHNeaNau0du1Hte6tWvWZnn9+rv74xz9o/vy/KDExUffdN02DBw8N1rCBiCExBwAAAFoR04xSr169lJt7NGTP6NWrl0wzSh7Pmc1lHzv25xo79ucN3u/Tp5/+9KdXAx0e0OwwlR0AAABoRTwerzp37qzk5KSQ9J+cnKROnTqdcVIOtGYk5gAAAEArExcXr4EDB8o0gzuB1jRNDRw4UHFxwTmRA2gtSMwBAACAVsbt9qpbt+7KyOgd1H4zMnqra9dz5HZTLQfOBIk5AAAA0CrZNHDgIPXsmRaU3nr2TNPAgYNkGPag9Ae0Jmz+BgAAALQghmFIMiRZ8no9stnqr8VZluRwxCor6yLFxERrz569crvdZ/w80zSVkdFbAwcOksNx5kekAWcrr9fz7/8z/v3vrulIzAEAAIAWxDAMmaYpt9ul4uJ8JSamyGZruIptt0dp8OCh6tixk7Zt26aCgsJGPys5OUkDBw5Ut27nyLJs8ng8p38RWgSv1/ff1rlswev1qLg4X5Jkmg4ScwAAAAC1tWuXosLCE3K7q5Wf37hj0eLj2+jii7OUn5+v7Oy9KioqVFlZWa0KuGEYatu2rdq3T1J6em+lpNQk/ceP54bqW0Gz5UtEW/cMCcOwqV275ID7ITEHAAAAWhiHI0pJSZ106lSB3G6XGpM8VVZWSpI6dOiojh07yeNxy+l0qqysTB6PR3a7XW3btlVMTIzsdlOW5ZXTWRXi7wTNlWnWLJFwu1vrLAlDpulQu3bJcjiiAu6NxBwAAABogRyOKKWkpMqyrCav+zYMQzbbf6boer21+0pICHiYOEt16FBzJF5eXmmERxIZhhH4uvLvIjEHAAAAWrBAE4jv5vTBTkZw9vJtKtjQ5oI4M/wtAgAAAAAQQSTmAAAAAABEEIk5AAAAAAARZFhN3QkCtViWJbf77D/Dz+GoOePS5WqtuysinIg3hBPxhnAj5hBOxBvCjZg7PdO0NXpPBhJzAAAAAAAiiKnsAAAAAABEEIk5AAAAAAARRGIOAAAAAEAEkZgDAAAAABBBJOYAAAAAAEQQiTkAAAAAABFEYg4AAAAAQASRmAMAAAAAEEEk5gAAAAAARBCJOQAAAAAAEURiDgAAAABABJGYAwAAAAAQQSTmAAAAAABEEIk5AAAAAAARRGIOAAAAAEAEkZgDAAAAABBBJOYAAAAAAESQGekBoPlZu3atJk6cqKysLL3xxhv1tjlx4oRefvllbdiwQcePH1dKSoquvPJKTZ48WUlJSWEeMc4me/bs0fz587Vp0ybl5+crJiZGffv21ZgxY3TDDTfU+xriDYHYv3+/5s6dqy1btqigoECdO3fWddddpzvvvFNxcXGRHh7OYu+9957eeecd7dq1S5WVlUpOTtaPfvQj3XHHHerVq1ed9hs2bNArr7yiXbt2yel0qmfPnho7dqxGjx4twzAi8B3gbDZlyhR9+OGHmj17tm6++eY694k3BKqwsFCvvPKK1qxZo6NHjyomJkYDBw7Ub3/7W1188cV12hNzgTEsy7IiPQg0H3l5efrpT3+qwsLCBhPzw4cPa9y4ccrLy1NGRobS0tL07bff6vDhw+rcubPefvttde7cOQKjR3O3Zs0aTZkyRS6XS+eee6569+6tgoICbdu2TV6vV7fccoueeuqpWq8h3hCIbdu2afz48aqoqNDAgQOVmpqqrVu3Ki8vT5mZmXrrrbfUtm3bSA8TZxnLsjRt2jQtX75cpmlqwIABSkpK0q5du5Sbm6uYmBjNnTtXl156qf81ixYt0hNPPCGHw6GLLrpIDodD//rXv1RZWambb75Zs2fPjuB3hLPNkiVL9Oijj0pSvYk58YZA5eTkaPz48Tp58qS6du2qfv366ciRI9q5c6cMw9ALL7yga665xt+emAsCC/g3r9dr/frXv7YyMjKsjIwM6+c//3m97W699VYrIyPD+uMf/+i/5na7rccff9zKyMiw7rjjjnANGWeRkpISKysry8rIyLDmz59veb1e/72vvvrKGjJkiJWRkWG9//77tV5HvKGpXC6XddVVV1kZGRnWkiVL/NcrKyutiRMnWhkZGdaTTz4ZwRHibPWPf/zDysjIsC655BJr586d/utut9t69tlnrYyMDOviiy+2ysrKLMuyrJycHKtv377W4MGDrR07dvjb5+bmWldffbWVkZFhrVixIuzfB85OOTk51qBBg/y/r/3973+vc594QyBcLpc1atQoKyMjw3rqqacst9vtv/fuu+9aGRkZ1gUXXGA5nU7Lsoi5YGGNOfxeffVVrV+/XllZWQ222bx5szZv3qwePXro7rvv9l+32+169NFH1aVLF3388cfau3dvOIaMs8iqVatUXFysrKwsTZgwodaUpvPPP18TJ06UJC1btsx/nXhDIN5//30dPnxYF198sUaPHu2/HhMTo1mzZikuLk6LFy/WqVOnIjhKnI3eeecdSdL999+vPn36+K/b7Xbdd999Sk9PV0FBgdavXy9Jmj9/vjwejyZMmKB+/fr523fp0kWPP/64vw1wOtXV1br//vtls9lqxdJ3EW8I1KpVq7Rz504NGTJEDz/8sOx2u//eTTfdpMsuu0xJSUnauXOnJGIuWEjMIUn69ttv9dxzz+nHP/6xfvnLXzbYbs2aNZKkq666SjZb7fBxOBy68sorJUmrV68O3WBxVnK5XOrfv78uv/zyeu/37NlTknTy5En/NeINgfDFz/Dhw+vca9++vS666CK5XC599tln4R4aznIJCQnq1auXhg4dWueeYRhKS0uTVLM/hlSzd4ukWtM+fX784x8rPj5e33zzjb890JDnnntOO3bs0OOPP67U1NR62xBvCNSKFSskqU4hxeeVV17RRx99pEGDBkki5oKFxByqrKzU//zP/6hNmzZ6+umnf3Bzhj179kiSMjIy6r3fu3dvSdKuXbuCP1Cc1caMGaOlS5dqwoQJ9d7/+uuvJanWenHiDYHwxU9mZma994kfNNXcuXP1wQcf6Jxzzqlzz+PxaMeOHZKk1NRU5efnq6CgQA6Hw/8B5HfZ7Xb/9d27d4d24DirbdiwQa+99ppGjhypUaNG1duGeEMwbN++XZJ0wQUXqLi4WG+99ZYef/xxzZgxQx988IE8Ho+/LTEXPOzKDs2cOVP79+/Xiy++qE6dOumbb75psK2vmtmpU6d673fs2LFWO6AxTpw44d9o8Prrr/dfJ94QCOIHkfDWW28pNzdXiYmJuvjii3Xw4EFJUkpKSp2ZPz7EIk6nsLBQDzzwgDp37qwnnniiwXa+GCLe0FTV1dXKzc2VaZravXu3pk6dqqKiIv/9N998U/369dOf//xnderUiZgLIhLzFuTOO+/Uxx9/3Ki2q1evVrdu3bRy5UotWbJEP/vZz+qdfvJ9FRUVkqTY2Nh678fExNRqh5arKfFWn9LSUk2aNEnl5eW68MILNXLkSP894g2B8MWFL06+j/hBsH3++ef6/e9/L0maNm2a2rRpc9o4lKTo6GhJxCIa9sgjj6igoEALFy5UQkJCg+2INwSqrKxMUs3pE5MmTdKAAQP0wAMPKC0tTXv27NHMmTP1zTff6K677tKSJUuIuSAiMW9BkpOT1bVr10a1NU1Tx48f12OPPabu3bvrkUceadTrfJs/nO4sQotT+Fq8M423+hQUFOj222/Xjh071K1bNz3//PO1Yot4QyDsdru8Xi/xg7BYu3at7rvvPlVXV2vcuHG65ZZbJMlfQWrMGb7EIurz5ptvas2aNbr99tt10UUX/WBb4g2Bqq6ullSzLKdbt25asGCBHA6HpJqp7a+99pquu+467dixQytXrvTPSiPmAkdi3oLMmjWr0W29Xq/Gjx+vsrIyzZs3T23atGnU63ztKisr673vdDolNVzhRMtxJvFWnz179uiuu+7SkSNHlJaWptdee00pKSm12hBvCESbNm1UXFxM/CDk3njjDc2ePVsej0e33XabHnvsMf893/uYL97qU1VVJUmKi4sL7UBx1snOztbvf/979e/fX/fee+9p2xNvCNR3K9/jxo3zJ+U+8fHxuvHGG/Xqq6/q888/12233SaJmAsGEvNWauXKldq0aZM6dOigN954w7++V/rPLrL79u3TtGnTJEl/+MMfJNWsEdmxY4fy8vLq7de3dsS3lgSozyeffKKpU6eqvLxcgwcP1ssvv6z27dvXaUe8IRAdO3ZUcXGx8vLy6t2ki/hBoNxut2bMmKG3335bhmFo6tSp/qMffXzVpPz8fFmWVW9ViVhEQ/7whz/I6XQqJiZGDz30UK17vk0GFy9erA0bNujCCy/UiBEjJBFvaLr4+HhFRUWpurq6wWWIvutFRUW8xwURiXkr5VvjkZeXp3/+85/1tikoKPDf8yXmmZmZWrt2bYPnRvuuN7QLMvD222/rySeflMfj0U9/+lPNnDlTUVFR9bYl3hCIzMxM7dmzR3v37tXgwYPr3Cd+EAin06nJkydr3bp1io2N1dNPP61rr722TrvExER16tRJJ06c0MGDB9WjR49a9z0ej3JyciQRi6jL9/vali1btGXLlnrbfPnll/ryyy9lmqbGjBlDvCEgdrtd6enp2rFjR4PHm+Xn50uSkpKSeI8LIo5La6Vuvvlm7d69u94/c+fOlSRlZWX5r/kMGzZMkrRq1Sp5vd5afbpcLv950ldccUWYvhOcTf7xj39o+vTp8ng8uueeezRnzpwGk3KJeENgfPHz4Ycf1rlXVFSkjRs3yuFw6JJLLgn30HCW83g8/qQ8OTlZf/3rX+tNyn18sbhy5co699avX6/S0lL16dOn1nGRgFSzTKKh39euuuoqSdLs2bO1e/duPf3005KINwTu8ssvlyQtW7aszj3LsvTpp59Kkn/PA2IuOEjMcUYGDx6sAQMGaN++fXr22Wf9mzh4PB7NnDlTx44d02WXXaa+fftGeKRobnJycjR9+nRZlqV77rlHd99992lfQ7whEMOHD1eXLl20bt06vfnmm/7rTqdTjzzyiCoqKjR69Og6exsAp/OnP/1J69atU1xcnF5//XUNHDjwB9vfdtttstvt+stf/qKvvvrKf/3o0aP63//9X0k1J10AwUC8IVBjx45VQkKCNm3apJdeesn/+5dlWXrhhRe0fft2nXPOObr66qslEXPBYlhsj4fv+eijjzR58mRlZWXVWnvuk52drZ///OcqLi5Wz549lZ6erp07d+rQoUPq2rWrFi1a1OC5wWi97r//fi1fvlwOh0MjRoxocPfO1NRU3X///f6viTcEYuPGjbrjjjvkdDrVv39/devWTV9++aVOnjypfv366Y033lDbtm0jPUycRU6dOqXLL79cFRUV6tGjhwYMGNBg2xtvvNFfSZo3b56eeeYZ2e12ZWVlKSYmRhs3blRFRYVuueUWPfXUU+H6FtBCTJo0SatXr9bs2bN1880317pHvCFQn376qe655x45nU51797dvzzs4MGDateunebPn1/rQ0liLnAk5qjjdIm5JOXm5uqll17SZ599plOnTqlz584aNmyYJk6cSPUJ9RoyZIj/bMwfkp6eruXLl9e6RrwhEHv27NFLL72kTZs2qaKiQt26ddOIESM0YcIEknKcsVWrVjVqxo8kPfDAA5owYYL/69WrV2vhwoXasWOHDMNQWlqaxo0bp//6r//yH3MFNNYPJeYS8YbAHTx4UH/+85+1YcMGFRQUKCUlRZdeeqnuvPPOejdVJeYCQ2IOAAAAAEAE8dEFAAAAAAARRGIOAAAAAEAEkZgDAAAAABBBJOYAAAAAAEQQiTkAAAAAABFEYg4AAAAAQASRmAMAAAAAEEEk5gAAAAAARBCJOQAAAAAAEURiDgDAWeDIkSPKzMxUZmamNm7cGJZnFhcXKy8vr9a1F198UZmZmRo3bly9r8nOzg7H0CRJv/jFL5SZmannnnsubM8EACAUSMwBAEAdCxcu1DXXXNPoRPvkyZO6//779dvf/jbEIwMAoOUxIz0AAADQ/MyePbve67fddpuuv/56xcbG1rq+bt06LV++XJ06dQrH8AAAaFFIzAEAQKMlJSUpKSkp0sMAAKBFYSo7AAAAAAARRGIOAEALt2nTJv3ud7/T1VdfrUGDBum8887TT37yE91zzz36/PPPa7V98MEHlZmZ6f/617/+tTIzM7V06VJJ9W/+lpmZqYceekiSdOLECf8mdT5XXnmlMjMztWTJknrH53vmgw8+WOdeSUmJXnrpJY0cOVKDBg3SpZdeqkcffbTOpnTf5/F49O677+qXv/ylsrKydN555+nKK6/UY489pgMHDvzwXxgAAGHGVHYAAFqwZ555RvPmzZNUMw29Z8+eKisrU25urlauXKmVK1dqxowZGjNmjCSpR48eGjx4sLZu3SpJysjIUNu2bZWcnNzgMwYPHqzCwkIdOHBADodDAwYMCMrYjx49qgkTJignJ0d2u13p6emqqqrSkiVL9MknnyguLq7e15WXl+vuu+/Whg0bJEmdOnVSt27ddODAAS1evFjLli3TnDlzdM011wRlnAAABIqKOQAALdTGjRs1b9482Ww2zZo1S+vXr9fSpUu1cuVKrV69WllZWZKkF154QV6vV5I0ceJELVq0yN/HQw89pEWLFmnYsGENPmfRokW68847JdUk/4sWLarVR1M9+uijysnJUWZmpj788EO99957+r//+z8tWbJEhmE0WPl+7LHHtGHDBqWnp2vJkiX69NNPtXTpUn3++eeaOHGinE6npk2bpj179gQ8RgAAgoHEHACAFuqzzz5TVFSUhg8frp/97Gey2f7zY79z58669957JUn5+fkqKCiI1DDr9fXXX2v9+vWy2+166aWXdM455/jvDRw4UM8880y9r9u1a5fef/99xcbGasGCBRo4cKD/XnR0tKZOnarrrrtOVVVVevnll0P+fQAA0Bgk5gAAtFDTpk3Ttm3bNGfOnHrvx8TE+P/f6XSGa1iN8vHHH0uShgwZou7du9e5f+GFF6p37951rq9atUqSlJWV1eDRbaNGjZIkffrpp/J4PEEaMQAATccacwAAWjDDMGSz2bR582bt3btXhw8f1qFDh7R7924dPHjQ3843lb252L9/v6SaNe4N6dOnj/bu3VvrWnZ2tiRp+/bttTao+66qqipJNWvRT5w4oS5dugRjyAAANBmJOQAALZRlWXr99de1YMECnTx50n/dMAylpaVp1KhReu+99yI4woaVlJRIUoMbvElSu3bt6lwrLS2VJBUUFDRqen5JSQmJOQAg4kjMAQBooebOnasXX3xRknT99dfrsssuU+/evdWzZ0+1adNGBw4cCGtibllWvdcrKirqXEtMTJQklZWVNdhffdPvY2NjJUm/+c1v9P/+3/9rwigBAAg/EnMAAFogl8ulBQsWSJImT56sKVOm1Glz/PjxsIzFbrdLkqqrq+u9/91qvk9aWpokaefOnQ32+/1p7N99nW9Ke32KioqUk5Oj1NRUpaamyjCMhgcPAEAYsPkbAAAtUFFRkb8S3b9//3rbLFmyxP//bre71j1fstpQlfv7fDu+19e+ffv2kqScnJw6944fP67t27fXue47Y/yrr77St99+W+f+rl27tG3btjrXr7jiCknS559/rn379tU71meeeUa33nqrfvGLXzS7tfUAgNaJxBwAgLNMaWmpCgsLf/BP+/bt/dPBFy5cqFOnTvlfX1hYqCeeeELLly/3X/v+tHDf2u6jR482aky+9iUlJXWmnw8ZMkSS9O6772rLli3+6wcOHNCkSZPkcrnq9JeZmakbbrhBlmXp7rvvrlU5z87O1pQpU+r9EGDo0KH6yU9+Irfbrdtvv11bt27136uurtbLL7/s/0Di9ttv91fzAQCIJKayAwBwlpk8efJp23zxxRe699579eSTT2rTpk0aNmyYevTooerqah08eFBut1v9+vXTsWPHVFRUpOPHj9eqrPfr109ffPGFZsyYoUWLFunWW2/V6NGjG3xeZmambDabnE6nrr32WnXs2FELFixQ+/btNX78eC1btkz5+fm69dZb/cec5eTkKCEhQb/61a+0cOHCOn1Onz5dR48e1datW3XTTTcpPT1dhmEoOztbCQkJysrK0qZNm+q8bs6cObrzzjv19ddfa9y4cerWrZvatWunw4cP+zeVGz9+vMaOHXvav0cAAMKBijkAAC3UrbfeqoULF+qSSy5RfHy8srOzVVBQoPPPP1+PP/64Fi9erGHDhkmS1q5dW+u1s2bN0iWXXCLTNLV//34dOHDgB5917rnnavbs2erRo4eKi4t17Ngx5ebmSpI6d+6sv//97xo7dqxSU1N18OBBlZaWavTo0Vq2bFm955FLUkJCgl5//XU9/PDD6tu3r3Jzc3Xy5EmNGDFCS5Ysqfd8c6lm6vybb76pGTNmKCsrS6Wlpdq9e7dM09SwYcP08ssv6+GHHz7Dv00AAELHsBq7eAwAAAAAAAQdFXMAAAAAACKIxBwAAAAAgAgiMQcAAAAAIIJIzAEAAAAAiCAScwAAAAAAIojEHAAAAACACCIxBwAAAAAggkjMAQAAAACIIBJzAAAAAAAiiMQcAAAAAIAIIjEHAAAAACCCSMwBAAAAAIggEnMAAAAAACLo/wNJqtlhFLMVYwAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1170x827 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.set(rc={'figure.figsize':(11.7,8.27)})\n",
    "sns.set_context(\"talk\")\n",
    "\n",
    "fig, ax = plt.subplots()\n",
    "sns.scatterplot(x=\"latitude\", \n",
    "                y=\"ln_gdp_pc\", \n",
    "                data=dffig,\n",
    "                hue=\"region\",\n",
    "                hue_order = dffig.region.drop_duplicates().sort_values(),\n",
    "                style=\"region\",\n",
    "                style_order = dffig.region.drop_duplicates().sort_values(),\n",
    "                size=\"ln_pop\",\n",
    "                sizes=(10, 400), \n",
    "                alpha=.5, \n",
    "                palette=\"muted\",\n",
    "                ax=ax\n",
    "               )\n",
    "ax.set_xlabel('Latitude')\n",
    "ax.set_ylabel('Log[GDP per capita (' + str(year) + ')]')\n",
    "ax.legend(fontsize=10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "499def69",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1170x827 with 1 Axes>"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fig"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "61e7817b-86b9-43c4-a763-6b43af32ddaa",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "# Based on **seaborn** we can create a useful functions that create plots for us\n",
    "## E.g., scatter plots with labels, OLS regression lines, 45 degree lines, etc"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "14b39115-9b42-4365-8895-de21598a190b",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [],
   "source": [
    "def my_xy_plot(dfin, \n",
    "               x='SP.POP.GROW', \n",
    "               y='ln_gdp_pc', \n",
    "               labelvar='iso3c', \n",
    "               dx=0.006125, \n",
    "               dy=0.006125, \n",
    "               xlogscale=False, \n",
    "               ylogscale=False,\n",
    "               xlabel='Growth Rate of Population', \n",
    "               ylabel='Log[Income per capita in ' +  str(year) + ']',\n",
    "               labels=False,\n",
    "               xpct = False,\n",
    "               ypct = False,\n",
    "               OLS=False,\n",
    "               OLSlinelabel='OLS',\n",
    "               ssline=False,\n",
    "               sslinelabel='45 Degree Line',\n",
    "               filename='income-pop-growth.pdf',\n",
    "               hue='region',\n",
    "               hue_order=['East Asia & Pacific', 'Europe & Central Asia',\n",
    "                          'Latin America & Caribbean ', 'Middle East & North Africa',\n",
    "                          'North America', 'South Asia', 'Sub-Saharan Africa '],\n",
    "               style='incomeLevel', \n",
    "               style_order=['High Income', 'Upper Middle Income', 'Lower Middle Income', 'Low Income'],\n",
    "               palette=None,\n",
    "               size=None,\n",
    "               sizes=None,\n",
    "               legend_fontsize=10,\n",
    "               label_font_size=12,\n",
    "               save=True):\n",
    "    '''\n",
    "    Plot the association between x and var in dataframe using labelvar for labels.\n",
    "    '''\n",
    "    sns.set(rc={'figure.figsize':(11.7,8.27)})\n",
    "    sns.set_context(\"talk\")\n",
    "    df = dfin.copy()\n",
    "    df = df.dropna(subset=[x, y]).reset_index(drop=True)\n",
    "    # Plot\n",
    "    k = 0\n",
    "    fig, ax = plt.subplots()\n",
    "    sns.scatterplot(x=x, y=y, data=df, ax=ax, \n",
    "                    hue=hue,\n",
    "                    hue_order=hue_order,\n",
    "                    #hue='incomeLevel',\n",
    "                    #hue_order=['High Income', 'Upper Middle Income', 'Lower Middle Income', 'Low Income'],\n",
    "                    #hue_order=['East Asia & Pacific', 'Europe & Central Asia',\n",
    "                    #           'Latin America & Caribbean ', 'Middle East & North Africa',\n",
    "                    #           'North America', 'South Asia', 'Sub-Saharan Africa '],\n",
    "                    alpha=1, \n",
    "                    style=style, \n",
    "                    style_order=style_order,\n",
    "                    palette=palette,\n",
    "                    size=size,\n",
    "                    sizes=sizes,\n",
    "                    #palette=sns.color_palette(\"Blues_r\", df[hue].unique().shape[0]+6)[:df[hue].unique().shape[0]*2:2],\n",
    "                )\n",
    "    if OLS:\n",
    "        sns.regplot(x=x, y=y, data=df, ax=ax, label=OLSlinelabel, scatter=False)\n",
    "    if ssline:\n",
    "        ax.plot([df[x].min()*.99, df[x].max()*1.01], [df[x].min()*.99, df[x].max()*1.01], c='r', label=sslinelabel)\n",
    "    if labels:\n",
    "        movex = df[x].mean() * dx\n",
    "        movey = df[y].mean() * dy\n",
    "        for line in range(0,df.shape[0]):\n",
    "            ax.text(df[x][line]+movex, df[y][line]+movey, df[labelvar][line], horizontalalignment='left', fontsize=label_font_size, color='black')\n",
    "    ax.set_xlabel(xlabel)\n",
    "    ax.set_ylabel(ylabel)\n",
    "    if xpct:\n",
    "        fmt = '%.0f%%' # Format you want the ticks, e.g. '40%'\n",
    "        xticks = mtick.FormatStrFormatter(fmt)\n",
    "        ax.xaxis.set_major_formatter(xticks)\n",
    "    if ypct:\n",
    "        fmt = '%.0f%%' # Format you want the ticks, e.g. '40%'\n",
    "        yticks = mtick.FormatStrFormatter(fmt)\n",
    "        ax.yaxis.set_major_formatter(yticks)\n",
    "    if ylogscale:\n",
    "        ax.set(yscale=\"log\")\n",
    "    if xlogscale:\n",
    "        ax.set(xscale=\"log\")\n",
    "    handles, labels = ax.get_legend_handles_labels()\n",
    "    handles = np.array(handles)\n",
    "    labels = np.array(labels)\n",
    "    handles = list(handles[(labels!=hue) & (labels!=style) & (labels!=size)])\n",
    "    labels = list(labels[(labels!=hue) & (labels!=style) & (labels!=size)])\n",
    "    ax.legend(handles=handles, labels=labels, fontsize=legend_fontsize)\n",
    "    if save:\n",
    "        plt.savefig(pathgraphs + filename, dpi=300, bbox_inches='tight')\n",
    "    return fig"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "9aa08c92-4362-4fb5-9138-ce252db16c44",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1170x827 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "g = my_xy_plot(dffig, \n",
    "               x='latitude', \n",
    "               y='ln_gdp_pc', \n",
    "               xlabel='Latitude', \n",
    "               ylabel='Log[GDP per capita (' + str(year) +')]', \n",
    "               OLS=True, \n",
    "               labels=True, \n",
    "               size=\"ln_pop\", \n",
    "               sizes=(10, 400), \n",
    "               filename='ln-gdp-pc-latitude.pdf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "953a1ee6",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1170x827 with 1 Axes>"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "g"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e5be73f0-022e-402a-af40-f69c512b572f",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## Plot the evolution of variables across time by groups"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "d4f5e3a8-de65-402d-936a-b75433f09477",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [],
   "source": [
    "def my_xy_line_plot(dfin, \n",
    "                    x='year', \n",
    "                    y='ln_gdp_pc', \n",
    "                    labelvar='iso3c', \n",
    "                    dx=0.006125, \n",
    "                    dy=0.006125, \n",
    "                    xlogscale=False, \n",
    "                    ylogscale=False,\n",
    "                    xlabel='Growth Rate of Population', \n",
    "                    ylabel='Log[Income per capita in ' +  str(year) + ']',\n",
    "                    labels=False,\n",
    "                    xpct = False,\n",
    "                    ypct = False,\n",
    "                    OLS=False,\n",
    "                    OLSlinelabel='OLS',\n",
    "                    ssline=False,\n",
    "                    sslinelabel='45 Degree Line',\n",
    "                    filename='income-pop-growth.pdf',\n",
    "                    hue='region',\n",
    "                    hue_order=['East Asia & Pacific', 'Europe & Central Asia',\n",
    "                               'Latin America & Caribbean ', 'Middle East & North Africa',\n",
    "                               'North America', 'South Asia', 'Sub-Saharan Africa '],\n",
    "                    style='incomeLevel', \n",
    "                    style_order=['High Income', 'Upper Middle Income', 'Lower Middle Income', 'Low Income'],\n",
    "                    palette=None,\n",
    "                    legend_fontsize=10,\n",
    "                    label_fontsize=12,\n",
    "                    loc=None,\n",
    "                    save=True):\n",
    "    '''\n",
    "    Plot the association between x and var in dataframe using labelvar for labels. \n",
    "    '''\n",
    "    sns.set(rc={'figure.figsize':(11.7,8.27)})\n",
    "    sns.set_context(\"talk\")\n",
    "    df = dfin.copy()\n",
    "    df = df.dropna(subset=[x, y]).reset_index(drop=True)\n",
    "    # Plot\n",
    "    k = 0\n",
    "    fig, ax = plt.subplots()\n",
    "    sns.lineplot(x=x, y=y, data=df, ax=ax, \n",
    "                    hue=hue,\n",
    "                    hue_order=hue_order,\n",
    "                    alpha=1, \n",
    "                    style=style, \n",
    "                    style_order=style_order,\n",
    "                    palette=palette,\n",
    "                )\n",
    "    if OLS:\n",
    "        sns.regplot(x=x, y=y, data=df, ax=ax, label=OLSlinelabel, scatter=False)\n",
    "    if ssline:\n",
    "        ax.plot([df[x].min()*.99, df[x].max()*1.01], [df[x].min()*.99, df[x].max()*1.01], c='r', label=sslinelabel)\n",
    "    if labels:\n",
    "        movex = df[x].mean() * dx\n",
    "        movey = df[y].mean() * dy\n",
    "        for line in range(0,df.shape[0]):\n",
    "            ax.text(df[x][line]+movex, df[y][line]+movey, df[labelvar][line], horizontalalignment='left', fontsize=label_fontsize, color='black')\n",
    "    ax.set_xlabel(xlabel)\n",
    "    ax.set_ylabel(ylabel)\n",
    "    if xpct:\n",
    "        fmt = '%.0f%%' # Format you want the ticks, e.g. '40%'\n",
    "        xticks = mtick.FormatStrFormatter(fmt)\n",
    "        ax.xaxis.set_major_formatter(xticks)\n",
    "    if ypct:\n",
    "        fmt = '%.0f%%' # Format you want the ticks, e.g. '40%'\n",
    "        yticks = mtick.FormatStrFormatter(fmt)\n",
    "        ax.yaxis.set_major_formatter(yticks)\n",
    "    if ylogscale:\n",
    "        ax.set(yscale=\"log\")\n",
    "    if xlogscale:\n",
    "        ax.set(xscale=\"log\")\n",
    "    handles, labels = ax.get_legend_handles_labels()\n",
    "    handles = np.array(handles)\n",
    "    labels = np.array(labels)\n",
    "    handles = list(handles[(labels!='region') & (labels!='incomeLevel')])\n",
    "    labels = list(labels[(labels!='region') & (labels!='incomeLevel')])\n",
    "    ax.legend(handles=handles, labels=labels, fontsize=legend_fontsize, loc=loc)\n",
    "    if save:\n",
    "        plt.savefig(pathgraphs + filename, dpi=300, bbox_inches='tight')\n",
    "    return fig"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "116b8cda-bc12-4eb9-bf93-84ba134df852",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## Log[GDP per capita across the world] by WB Income Groups"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "d4557753-66cd-45ea-9f5a-006510fe4a6e",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1170x827 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "palette=sns.color_palette(\"Blues_r\", wdi['incomeLevel'].unique().shape[0]+6)[:wdi['incomeLevel'].unique().shape[0]*2:2]\n",
    "fig = my_xy_line_plot(wdi, \n",
    "                x='year', \n",
    "                y='ln_gdp_pc', \n",
    "                xlabel='Year',\n",
    "                ylabel='Log[GDP per capita]',\n",
    "                filename='ln-gdp-pc-income-groups-TS.pdf',\n",
    "                hue='incomeLevel',\n",
    "                hue_order=['High Income', 'Upper Middle Income', 'Lower Middle Income', 'Low Income'],\n",
    "                palette=palette,\n",
    "                OLS=False, \n",
    "                labels=False,\n",
    "                legend_fontsize=16,\n",
    "                loc='lower right',\n",
    "                save=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "efe80c00-8b09-48d7-8de3-014b1025388d",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1170x827 with 1 Axes>"
      ]
     },
     "execution_count": 44,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fig"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c10619cb-b122-4149-8214-03777cc3eeac",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## GDP per capita across the world by WB Regions"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "fcbf2564-045e-406c-94a4-5461fd00d630",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1170x827 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#palette=sns.color_palette(\"Blues_r\", wdi['region'].unique().shape[0]+6)[:wdi['region'].unique().shape[0]*2:2]\n",
    "fig = my_xy_line_plot(wdi, \n",
    "                      x='year', \n",
    "                      y='gdp_pc', \n",
    "                      xlabel='Year',\n",
    "                      ylabel='GDP per capita',\n",
    "                      ylogscale=True,\n",
    "                      filename='ln-gdp-pc-regions-TS.pdf',\n",
    "                      style='region',\n",
    "                      style_order=['East Asia & Pacific', 'Europe & Central Asia',\n",
    "                                   'Latin America & Caribbean ', 'Middle East & North Africa',\n",
    "                                   'North America', 'South Asia', 'Sub-Saharan Africa '],\n",
    "                      #palette=palette,\n",
    "                      OLS=False, \n",
    "                      labels=False,\n",
    "                      legend_fontsize=12,\n",
    "                      loc='lower right',\n",
    "                      save=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "25e7bb45-a428-4ccd-930f-ade39657b3d0",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1170x827 with 1 Axes>"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fig"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "862e561c-a6ca-4d89-a80e-c821859e9124",
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    "# Plots with \n",
    "<center><a href=\"https://plotly.com/python/\"><img src=\"https://raw.githubusercontent.com/SMU-Econ-Growth/EconGrowthUG-Notebooks/main/pics/plot_ly-ar21.svg\" alt=\"plotly express\" width=700/></a></center>"
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       "\n",
       "        <iframe\n",
       "            width=\"800\"\n",
       "            height=\"400\"\n",
       "            src=\"https://plotly.com/python/\"\n",
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       "            \n",
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    "## Let's [select symbols to plot](https://plotly.com/python/marker-style/) so it looks like the previous ones and also to improve visibility"
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   "execution_count": 33,
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    "symbols = ['circle', 'x', 'square', 'cross', 'diamond', 'star-diamond', 'triangle-up']\n",
    "fig = px.scatter(dffig,\n",
    "                 x=\"latitude\", \n",
    "                 y=\"ln_gdp_pc\", \n",
    "                 color='region',\n",
    "                 symbol='region',\n",
    "                 symbol_sequence=symbols,\n",
    "                 hover_name='name',\n",
    "                 hover_data=['iso3c', 'ln_pop', 'gdp_pc'],\n",
    "                 size='ln_pop',\n",
    "                 size_max=15,\n",
    "                 trendline=\"ols\",\n",
    "                 trendline_scope=\"overall\",\n",
    "                 trendline_color_override=\"black\",\n",
    "                 labels={\n",
    "                     \"latitude\": \"Latitude\",\n",
    "                     \"ln_gdp_pc\": \"Log[GDP per capita (\" + str(year) + \")]\",\n",
    "                     \"gdp_pc\": \"GDP per capita (\" + str(year) + \")\",\n",
    "                     \"region\": \"WB Region\"\n",
    "                 },\n",
    "                 opacity=0.75,\n",
    "                 height=800,\n",
    "                )"
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f,h,p=a(\"arrowside\");-1!==p.indexOf(\"end\")&&(f=a(\"arrowhead\"),h=a(\"arrowsize\")),-1!==p.indexOf(\"start\")&&(a(\"startarrowhead\",f),a(\"startarrowsize\",h)),a(\"arrowcolor\",l?e.bordercolor:i.defaultLine),a(\"arrowwidth\",2*(l&&u||1)),a(\"standoff\"),a(\"startstandoff\")}var d=a(\"hovertext\"),v=r.hoverlabel||{};if(d){var g=a(\"hoverlabel.bgcolor\",v.bgcolor||(i.opacity(o)?i.rgb(o):i.defaultLine)),y=a(\"hoverlabel.bordercolor\",v.bordercolor||i.contrast(g));n.coerceFont(a,\"hoverlabel.font\",{family:v.font.family,size:v.font.size,color:v.font.color||y})}a(\"captureevents\",!!d)}},26828:function(t,e,r){\"use strict\";var n=r(38248),i=r(36896);t.exports=function(t,e,r,a){e=e||{};var o=\"log\"===r&&\"linear\"===e.type,s=\"linear\"===r&&\"log\"===e.type;if(o||s)for(var l,u,c=t._fullLayout.annotations,f=e._id.charAt(0),h=0;h<c.length;h++)l=c[h],u=\"annotations[\"+h+\"].\",l[f+\"ref\"]===e._id&&p(f),l[\"a\"+f+\"ref\"]===e._id&&p(\"a\"+f);function p(t){var r=l[t],s=null;s=o?i(r,e.range):Math.pow(10,r),n(s)||(s=null),a(u+t,s)}}},45216:function(t,e,r){\"use strict\";var n=r(3400),i=r(54460),a=r(51272),o=r(87192),s=r(13916);function l(t,e,r){function a(r,i){return n.coerce(t,e,s,r,i)}var l=a(\"visible\"),u=a(\"clicktoshow\");if(l||u){o(t,e,r,a);for(var c=e.showarrow,f=[\"x\",\"y\"],h=[-10,-30],p={_fullLayout:r},d=0;d<2;d++){var v=f[d],g=i.coerceRef(t,e,p,v,\"\",\"paper\");if(\"paper\"!==g&&i.getFromId(p,g)._annIndices.push(e._index),i.coercePosition(e,p,a,g,v,.5),c){var y=\"a\"+v,m=i.coerceRef(t,e,p,y,\"pixel\",[\"pixel\",\"paper\"]);\"pixel\"!==m&&m!==g&&(m=e[y]=\"pixel\");var x=\"pixel\"===m?h[d]:.4;i.coercePosition(e,p,a,m,y,x)}a(v+\"anchor\"),a(v+\"shift\")}if(n.noneOrAll(t,e,[\"x\",\"y\"]),c&&n.noneOrAll(t,e,[\"ax\",\"ay\"]),u){var b=a(\"xclick\"),_=a(\"yclick\");e._xclick=void 0===b?e.x:i.cleanPosition(b,p,e.xref),e._yclick=void 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L=\"clip\"+w._uid+\"_ann\"+r;if(e._input&&!1!==e.visible){var C={x:{},y:{}},P=+e.textangle||0,O=w._infolayer.append(\"g\").classed(b,!0).attr(\"data-index\",String(r)).style(\"opacity\",e.opacity),I=O.append(\"g\").classed(\"annotation-text-g\",!0),D=k[e.showarrow?\"annotationTail\":\"annotationPosition\"],z=e.captureevents||k.annotationText||D,R=I.append(\"g\").style(\"pointer-events\",z?\"all\":null).call(p,\"pointer\").on(\"click\",(function(){t._dragging=!1,t.emit(\"plotly_clickannotation\",W(n.event))}));e.hovertext&&R.on(\"mouseover\",(function(){var r=e.hoverlabel,n=r.font,i=this.getBoundingClientRect(),a=t.getBoundingClientRect();f.loneHover({x0:i.left-a.left,x1:i.right-a.left,y:(i.top+i.bottom)/2-a.top,text:e.hovertext,color:r.bgcolor,borderColor:r.bordercolor,fontFamily:n.family,fontSize:n.size,fontColor:n.color},{container:w._hoverlayer.node(),outerContainer:w._paper.node(),gd:t})})).on(\"mouseout\",(function(){f.loneUnhover(w._hoverlayer.node())}));var F=e.borderwidth,B=e.borderpad,N=F+B,j=R.append(\"rect\").attr(\"class\",\"bg\").style(\"stroke-width\",F+\"px\").call(u.stroke,e.bordercolor).call(u.fill,e.bgcolor),U=e.width||e.height,V=w._topclips.selectAll(\"#\"+L).data(U?[0]:[]);V.enter().append(\"clipPath\").classed(\"annclip\",!0).attr(\"id\",L).append(\"rect\"),V.exit().remove();var q=e.font,H=w._meta?o.templateString(e.text,w._meta):e.text,G=R.append(\"text\").classed(\"annotation-text\",!0).text(H);k.annotationText?G.call(h.makeEditable,{delegate:R,gd:t}).call(Y).on(\"edit\",(function(r){e.text=r,this.call(Y),S(\"text\",r),y&&y.autorange&&M(y._name+\".autorange\",!0),x&&x.autorange&&M(x._name+\".autorange\",!0),i.call(\"_guiRelayout\",t,E())})):G.call(Y)}else n.selectAll(\"#\"+L).remove();function W(t){var n={index:r,annotation:e._input,fullAnnotation:e,event:t};return a&&(n.subplotId=a),n}function Y(r){return r.call(c.font,q).attr({\"text-anchor\":{left:\"start\",right:\"end\"}[e.align]||\"middle\"}),h.convertToTspans(r,t,X),r}function X(){var r=G.selectAll(\"a\");1===r.size()&&r.text()===G.text()&&R.insert(\"a\",\":first-child\").attr({\"xlink:xlink:href\":r.attr(\"xlink:href\"),\"xlink:xlink:show\":r.attr(\"xlink:show\")}).style({cursor:\"pointer\"}).node().appendChild(j.node());var n=R.select(\".annotation-text-math-group\"),f=!n.empty(),v=c.bBox((f?n:G).node()),b=v.width,_=v.height,A=e.width||b,z=e.height||_,B=Math.round(A+2*N),q=Math.round(z+2*N);function H(t,e){return\"auto\"===e&&(e=t<1/3?\"left\":t>2/3?\"right\":\"center\"),{center:0,middle:0,left:.5,bottom:-.5,right:-.5,top:.5}[e]}for(var Y=!1,X=[\"x\",\"y\"],Z=0;Z<X.length;Z++){var K,J,$,Q,tt,et=X[Z],rt=e[et+\"ref\"]||et,nt=e[\"a\"+et+\"ref\"],it={x:y,y:x}[et],at=(P+(\"x\"===et?0:-90))*Math.PI/180,ot=B*Math.cos(at),st=q*Math.sin(at),lt=Math.abs(ot)+Math.abs(st),ut=e[et+\"anchor\"],ct=e[et+\"shift\"]*(\"x\"===et?1:-1),ft=C[et],ht=l.getRefType(rt);if(it&&\"domain\"!==ht){var pt=it.r2fraction(e[et]);(pt<0||pt>1)&&(nt===rt?((pt=it.r2fraction(e[\"a\"+et]))<0||pt>1)&&(Y=!0):Y=!0),K=it._offset+it.r2p(e[et]),Q=.5}else{var dt=\"domain\"===ht;\"x\"===et?($=e[et],K=dt?it._offset+it._length*$:K=T.l+T.w*$):($=1-e[et],K=dt?it._offset+it._length*$:K=T.t+T.h*$),Q=e.showarrow?.5:$}if(e.showarrow){ft.head=K;var vt=e[\"a\"+et];if(tt=ot*H(.5,e.xanchor)-st*H(.5,e.yanchor),nt===rt){var gt=l.getRefType(nt);\"domain\"===gt?(\"y\"===et&&(vt=1-vt),ft.tail=it._offset+it._length*vt):\"paper\"===gt?\"y\"===et?(vt=1-vt,ft.tail=T.t+T.h*vt):ft.tail=T.l+T.w*vt:ft.tail=it._offset+it.r2p(vt),J=tt}else ft.tail=K+vt,J=tt+vt;ft.text=ft.tail+tt;var yt=w[\"x\"===et?\"width\":\"height\"];if(\"paper\"===rt&&(ft.head=o.constrain(ft.head,1,yt-1)),\"pixel\"===nt){var mt=-Math.max(ft.tail-3,ft.text),xt=Math.min(ft.tail+3,ft.text)-yt;mt>0?(ft.tail+=mt,ft.text+=mt):xt>0&&(ft.tail-=xt,ft.text-=xt)}ft.tail+=ct,ft.head+=ct}else J=tt=lt*H(Q,ut),ft.text=K+tt;ft.text+=ct,tt+=ct,J+=ct,e[\"_\"+et+\"padplus\"]=lt/2+J,e[\"_\"+et+\"padminus\"]=lt/2-J,e[\"_\"+et+\"size\"]=lt,e[\"_\"+et+\"shift\"]=tt}if(Y)R.remove();else{var bt=0,_t=0;if(\"left\"!==e.align&&(bt=(A-b)*(\"center\"===e.align?.5:1)),\"top\"!==e.valign&&(_t=(z-_)*(\"middle\"===e.valign?.5:1)),f)n.select(\"svg\").attr({x:N+bt-1,y:N+_t}).call(c.setClipUrl,U?L:null,t);else{var wt=N+_t-v.top,Tt=N+bt-v.left;G.call(h.positionText,Tt,wt).call(c.setClipUrl,U?L:null,t)}V.select(\"rect\").call(c.setRect,N,N,A,z),j.call(c.setRect,F/2,F/2,B-F,q-F),R.call(c.setTranslate,Math.round(C.x.text-B/2),Math.round(C.y.text-q/2)),I.attr({transform:\"rotate(\"+P+\",\"+C.x.text+\",\"+C.y.text+\")\"});var kt,At=function(r,n){O.selectAll(\".annotation-arrow-g\").remove();var l=C.x.head,f=C.y.head,h=C.x.tail+r,p=C.y.tail+n,v=C.x.text+r,b=C.y.text+n,_=o.rotationXYMatrix(P,v,b),w=o.apply2DTransform(_),A=o.apply2DTransform2(_),L=+j.attr(\"width\"),D=+j.attr(\"height\"),z=v-.5*L,F=z+L,B=b-.5*D,N=B+D,U=[[z,B,z,N],[z,N,F,N],[F,N,F,B],[F,B,z,B]].map(A);if(!U.reduce((function(t,e){return t^!!o.segmentsIntersect(l,f,l+1e6,f+1e6,e[0],e[1],e[2],e[3])}),!1)){U.forEach((function(t){var e=o.segmentsIntersect(h,p,l,f,t[0],t[1],t[2],t[3]);e&&(h=e.x,p=e.y)}));var V=e.arrowwidth,q=e.arrowcolor,H=e.arrowside,G=O.append(\"g\").style({opacity:u.opacity(q)}).classed(\"annotation-arrow-g\",!0),W=G.append(\"path\").attr(\"d\",\"M\"+h+\",\"+p+\"L\"+l+\",\"+f).style(\"stroke-width\",V+\"px\").call(u.stroke,u.rgb(q));if(g(W,H,e),k.annotationPosition&&W.node().parentNode&&!a){var Y=l,X=f;if(e.standoff){var Z=Math.sqrt(Math.pow(l-h,2)+Math.pow(f-p,2));Y+=e.standoff*(h-l)/Z,X+=e.standoff*(p-f)/Z}var K,J,$=G.append(\"path\").classed(\"annotation-arrow\",!0).classed(\"anndrag\",!0).classed(\"cursor-move\",!0).attr({d:\"M3,3H-3V-3H3ZM0,0L\"+(h-Y)+\",\"+(p-X),transform:s(Y,X)}).style(\"stroke-width\",V+6+\"px\").call(u.stroke,\"rgba(0,0,0,0)\").call(u.fill,\"rgba(0,0,0,0)\");d.init({element:$.node(),gd:t,prepFn:function(){var t=c.getTranslate(R);K=t.x,J=t.y,y&&y.autorange&&M(y._name+\".autorange\",!0),x&&x.autorange&&M(x._name+\".autorange\",!0)},moveFn:function(t,r){var n=w(K,J),i=n[0]+t,a=n[1]+r;R.call(c.setTranslate,i,a),S(\"x\",m(y,t,\"x\",T,e)),S(\"y\",m(x,r,\"y\",T,e)),e.axref===e.xref&&S(\"ax\",m(y,t,\"ax\",T,e)),e.ayref===e.yref&&S(\"ay\",m(x,r,\"ay\",T,e)),G.attr(\"transform\",s(t,r)),I.attr({transform:\"rotate(\"+P+\",\"+i+\",\"+a+\")\"})},doneFn:function(){i.call(\"_guiRelayout\",t,E());var e=document.querySelector(\".js-notes-box-panel\");e&&e.redraw(e.selectedObj)}})}}};e.showarrow&&At(0,0),D&&d.init({element:R.node(),gd:t,prepFn:function(){kt=I.attr(\"transform\")},moveFn:function(t,r){var n=\"pointer\";if(e.showarrow)e.axref===e.xref?S(\"ax\",m(y,t,\"ax\",T,e)):S(\"ax\",e.ax+t),e.ayref===e.yref?S(\"ay\",m(x,r,\"ay\",T.w,e)):S(\"ay\",e.ay+r),At(t,r);else{if(a)return;var i,o;if(y)i=m(y,t,\"x\",T,e);else{var l=e._xsize/T.w,u=e.x+(e._xshift-e.xshift)/T.w-l/2;i=d.align(u+t/T.w,l,0,1,e.xanchor)}if(x)o=m(x,r,\"y\",T,e);else{var c=e._ysize/T.h,f=e.y-(e._yshift+e.yshift)/T.h-c/2;o=d.align(f-r/T.h,c,0,1,e.yanchor)}S(\"x\",i),S(\"y\",o),y&&x||(n=d.getCursor(y?.5:i,x?.5:o,e.xanchor,e.yanchor))}I.attr({transform:s(t,r)+kt}),p(R,n)},clickFn:function(r,n){e.captureevents&&t.emit(\"plotly_clickannotation\",W(n))},doneFn:function(){p(R),i.call(\"_guiRelayout\",t,E());var e=document.querySelector(\".js-notes-box-panel\");e&&e.redraw(e.selectedObj)}})}}}t.exports={draw:function(t){var e=t._fullLayout;e._infolayer.selectAll(\".annotation\").remove();for(var r=0;r<e.annotations.length;r++)e.annotations[r].visible&&y(t,r);return a.previousPromises(t)},drawOne:y,drawRaw:x}},33652:function(t,e,r){\"use strict\";var n=r(33428),i=r(76308),a=r(72196),o=r(3400),s=o.strScale,l=o.strRotate,u=o.strTranslate;t.exports=function(t,e,r){var o,c,f,h,p=t.node(),d=a[r.arrowhead||0],v=a[r.startarrowhead||0],g=(r.arrowwidth||1)*(r.arrowsize||1),y=(r.arrowwidth||1)*(r.startarrowsize||1),m=e.indexOf(\"start\")>=0,x=e.indexOf(\"end\")>=0,b=d.backoff*g+r.standoff,_=v.backoff*y+r.startstandoff;if(\"line\"===p.nodeName){o={x:+t.attr(\"x1\"),y:+t.attr(\"y1\")},c={x:+t.attr(\"x2\"),y:+t.attr(\"y2\")};var w=o.x-c.x,T=o.y-c.y;if(h=(f=Math.atan2(T,w))+Math.PI,b&&_&&b+_>Math.sqrt(w*w+T*T))return void D();if(b){if(b*b>w*w+T*T)return void D();var k=b*Math.cos(f),A=b*Math.sin(f);c.x+=k,c.y+=A,t.attr({x2:c.x,y2:c.y})}if(_){if(_*_>w*w+T*T)return void D();var M=_*Math.cos(f),S=_*Math.sin(f);o.x-=M,o.y-=S,t.attr({x1:o.x,y1:o.y})}}else if(\"path\"===p.nodeName){var E=p.getTotalLength(),L=\"\";if(E<b+_)return void D();var C=p.getPointAtLength(0),P=p.getPointAtLength(.1);f=Math.atan2(C.y-P.y,C.x-P.x),o=p.getPointAtLength(Math.min(_,E)),L=\"0px,\"+_+\"px,\";var O=p.getPointAtLength(E),I=p.getPointAtLength(E-.1);h=Math.atan2(O.y-I.y,O.x-I.x),c=p.getPointAtLength(Math.max(0,E-b)),L+=E-(L?_+b:b)+\"px,\"+E+\"px\",t.style(\"stroke-dasharray\",L)}function D(){t.style(\"stroke-dasharray\",\"0px,100px\")}function z(e,a,o,c){e.path&&(e.noRotate&&(o=0),n.select(p.parentNode).append(\"path\").attr({class:t.attr(\"class\"),d:e.path,transform:u(a.x,a.y)+l(180*o/Math.PI)+s(c)}).style({fill:i.rgb(r.arrowcolor),\"stroke-width\":0}))}m&&z(v,o,f,y),x&&z(d,c,h,g)}},79180:function(t,e,r){\"use strict\";var n=r(23816),i=r(42300);t.exports={moduleType:\"component\",name:\"annotations\",layoutAttributes:r(13916),supplyLayoutDefaults:r(45216),includeBasePlot:r(36632)(\"annotations\"),calcAutorange:r(90272),draw:n.draw,drawOne:n.drawOne,drawRaw:n.drawRaw,hasClickToShow:i.hasClickToShow,onClick:i.onClick,convertCoords:r(26828)}},45899:function(t,e,r){\"use strict\";var n=r(13916),i=r(67824).overrideAll,a=r(31780).templatedArray;t.exports=i(a(\"annotation\",{visible:n.visible,x:{valType:\"any\"},y:{valType:\"any\"},z:{valType:\"any\"},ax:{valType:\"number\"},ay:{valType:\"number\"},xanchor:n.xanchor,xshift:n.xshift,yanchor:n.yanchor,yshift:n.yshift,text:n.text,textangle:n.textangle,font:n.font,width:n.width,height:n.height,opacity:n.opacity,align:n.align,valign:n.valign,bgcolor:n.bgcolor,bordercolor:n.bordercolor,borderpad:n.borderpad,borderwidth:n.borderwidth,showarrow:n.showarrow,arrowcolor:n.arrowcolor,arrowhead:n.arrowhead,startarrowhead:n.startarrowhead,arrowside:n.arrowside,arrowsize:n.arrowsize,startarrowsize:n.startarrowsize,arrowwidth:n.arrowwidth,standoff:n.standoff,startstandoff:n.startstandoff,hovertext:n.hovertext,hoverlabel:n.hoverlabel,captureevents:n.captureevents}),\"calc\",\"from-root\")},42456:function(t,e,r){\"use strict\";var n=r(3400),i=r(54460);function a(t,e){var 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n=r(33428),i=r(38248),a=r(49760),o=r(3400),s=o.strTranslate,l=o.strRotate,u=r(95924),c=r(72736),f=r(72213),h=r(43616),p=r(76308),d=r(86476),v=r(54460),g=r(24040),y=r(10624),m=r(92456),x=r(77864),b=r(31140),_=m.YANGLE,w=Math.PI*_/180,T=1/Math.sin(w),k=Math.cos(w),A=Math.sin(w),M=m.HOVERARROWSIZE,S=m.HOVERTEXTPAD,E={box:!0,ohlc:!0,violin:!0,candlestick:!0},L={scatter:!0,scattergl:!0,splom:!0};function C(t){return[t.trace.index,t.index,t.x0,t.y0,t.name,t.attr,t.xa?t.xa._id:\"\",t.ya?t.ya._id:\"\"].join(\",\")}e.hover=function(t,e,r,a){t=o.getGraphDiv(t);var s=e.target;o.throttle(t._fullLayout._uid+m.HOVERID,m.HOVERMINTIME,(function(){!function(t,e,r,a,s){r||(r=\"xy\");var l=Array.isArray(r)?r:[r],c=t._fullLayout,h=c._plots||[],v=h[r],m=c._has(\"cartesian\");if(v){var x=v.overlays.map((function(t){return t.id}));l=l.concat(x)}for(var b=l.length,_=new Array(b),w=new Array(b),k=!1,A=0;A<b;A++){var S=l[A];if(h[S])k=!0,_[A]=h[S].xaxis,w[A]=h[S].yaxis;else{if(!c[S]||!c[S]._subplot)return void 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ct=o.apply3DTransform(c._invTransform)(st,lt);if(st=ct[0],lt=ct[1],st<0||st>_[0]._length||lt<0||lt>w[0]._length)return d.unhoverRaw(t,e)}else st=\"xpx\"in e?e.xpx:_[0]._length/2,lt=\"ypx\"in e?e.ypx:w[0]._length/2;if(e.pointerX=st+_[0]._offset,e.pointerY=lt+w[0]._offset,H=\"xval\"in e?y.flat(l,e.xval):y.p2c(_,st),G=\"yval\"in e?y.flat(l,e.yval):y.p2c(w,lt),!i(H[0])||!i(G[0]))return o.warn(\"Fx.hover failed\",e,t),d.unhoverRaw(t,e)}var ft=1/0;function ht(t,r){for(Y=0;Y<it.length;Y++)if((X=it[Y])&&X[0]&&X[0].trace&&!0===(Z=X[0].trace).visible&&0!==Z._length&&-1===[\"carpet\",\"contourcarpet\"].indexOf(Z._module.name)){if(\"splom\"===Z.type?K=l[J=0]:(K=y.getSubplot(Z),J=l.indexOf(K)),$=I,y.isUnifiedHover($)&&($=$.charAt(0)),et={cd:X,trace:Z,xa:_[J],ya:w[J],maxHoverDistance:N,maxSpikeDistance:q,index:!1,distance:Math.min(ft,N),spikeDistance:1/0,xSpike:void 0,ySpike:void 0,color:p.defaultLine,name:Z.name,x0:void 0,x1:void 0,y0:void 0,y1:void 0,xLabelVal:void 0,yLabelVal:void 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data\"!==t.xa.spikesnap}));if(d.length){var v=d[0];i(v.x0)&&i(v.y0)&&(h=dt(v),(!at.vLinePoint||at.vLinePoint.spikeDistance>h.spikeDistance)&&(at.vLinePoint=h))}var g=f.filter((function(t){return t.ya.showspikes&&\"hovered data\"!==t.ya.spikesnap}));if(g.length){var x=g[0];i(x.x0)&&i(x.y0)&&(h=dt(x),(!at.hLinePoint||at.hLinePoint.spikeDistance>h.spikeDistance)&&(at.hLinePoint=h))}}}}}function pt(t,e,r){for(var n,i=null,a=1/0,o=0;o<t.length;o++)n=t[o].spikeDistance,r&&0===o&&(n=-1/0),n<=a&&n<=e&&(i=t[o],a=n);return i}function dt(t){return t?{xa:t.xa,ya:t.ya,x:void 0!==t.xSpike?t.xSpike:(t.x0+t.x1)/2,y:void 0!==t.ySpike?t.ySpike:(t.y0+t.y1)/2,distance:t.distance,spikeDistance:t.spikeDistance,curveNumber:t.trace.index,color:t.color,pointNumber:t.index}:null}ht();var vt={fullLayout:c,container:c._hoverlayer,event:e},gt=t._spikepoints,yt={vLinePoint:at.vLinePoint,hLinePoint:at.hLinePoint};t._spikepoints=yt;var mt=function(){nt.sort((function(t,e){return t.distance-e.distance})),nt=function(t,e){for(var r=e.charAt(0),n=[],i=[],a=[],o=0;o<t.length;o++){var s=t[o];g.traceIs(s.trace,\"bar-like\")||g.traceIs(s.trace,\"box-violin\")?a.push(s):s.trace[r+\"period\"]?i.push(s):n.push(s)}return n.concat(i).concat(a)}(nt,I)};mt();var xt=I.charAt(0),bt=(\"x\"===xt||\"y\"===xt)&&nt[0]&&L[nt[0].trace.type];if(m&&0!==q&&0!==nt.length){var _t=pt(nt.filter((function(t){return t.ya.showspikes})),q,bt);at.hLinePoint=dt(_t);var wt=pt(nt.filter((function(t){return t.xa.showspikes})),q,bt);at.vLinePoint=dt(wt)}if(0===nt.length){var Tt=d.unhoverRaw(t,e);return!m||null===at.hLinePoint&&null===at.vLinePoint||B(gt)&&F(t,at,vt),Tt}if(m&&B(gt)&&F(t,at,vt),y.isXYhover($)&&0!==nt[0].length&&\"splom\"!==nt[0].trace.type){var kt=nt[0],At=(nt=E[kt.trace.type]?nt.filter((function(t){return t.trace.index===kt.trace.index})):[kt]).length;ht(j(\"x\",kt,c),j(\"y\",kt,c));var Mt,St=[],Et={},Lt=0,Ct=function(t){var e=E[t.trace.type]?C(t):t.trace.index;if(Et[e]){var r=Et[e]-1,n=St[r];r>0&&Math.abs(t.distance)<Math.abs(n.distance)&&(St[r]=t)}else Lt++,Et[e]=Lt,St.push(t)};for(Mt=0;Mt<At;Mt++)Ct(nt[Mt]);for(Mt=nt.length-1;Mt>At-1;Mt--)Ct(nt[Mt]);nt=St,mt()}var Pt=t._hoverdata,Ot=[],It=U(t),Dt=V(t);for(W=0;W<nt.length;W++){var zt=nt[W],Rt=y.makeEventData(zt,zt.trace,zt.cd);if(!1!==zt.hovertemplate){var Ft=!1;zt.cd[zt.index]&&zt.cd[zt.index].ht&&(Ft=zt.cd[zt.index].ht),zt.hovertemplate=Ft||zt.trace.hovertemplate||!1}if(zt.xa&&zt.ya){var Bt=zt.x0+zt.xa._offset,Nt=zt.x1+zt.xa._offset,jt=zt.y0+zt.ya._offset,Ut=zt.y1+zt.ya._offset,Vt=Math.min(Bt,Nt),qt=Math.max(Bt,Nt),Ht=Math.min(jt,Ut),Gt=Math.max(jt,Ut);Rt.bbox={x0:Vt+Dt,x1:qt+Dt,y0:Ht+It,y1:Gt+It}}zt.eventData=[Rt],Ot.push(Rt)}t._hoverdata=Ot;var Wt=\"y\"===I&&(it.length>1||nt.length>1)||\"closest\"===I&&ot&&nt.length>1,Yt=p.combine(c.plot_bgcolor||p.background,c.paper_bgcolor),Xt=O(nt,{gd:t,hovermode:I,rotateLabels:Wt,bgColor:Yt,container:c._hoverlayer,outerContainer:c._paper.node(),commonLabelOpts:c.hoverlabel,hoverdistance:c.hoverdistance}),Zt=Xt.hoverLabels;if(y.isUnifiedHover(I)||(function(t,e,r,n){var i,a,o,s,l,u,c,f=e?\"xa\":\"ya\",h=e?\"ya\":\"xa\",p=0,d=1,v=t.size(),g=new Array(v),y=0,m=n.minX,x=n.maxX,b=n.minY,_=n.maxY,w=function(t){return t*r._invScaleX},k=function(t){return t*r._invScaleY};function A(t){var e=t[0],r=t[t.length-1];if(a=e.pmin-e.pos-e.dp+e.size,o=r.pos+r.dp+r.size-e.pmax,a>.01){for(l=t.length-1;l>=0;l--)t[l].dp+=a;i=!1}if(!(o<.01)){if(a<-.01){for(l=t.length-1;l>=0;l--)t[l].dp-=o;i=!1}if(i){var n=0;for(s=0;s<t.length;s++)(u=t[s]).pos+u.dp+u.size>e.pmax&&n++;for(s=t.length-1;s>=0&&!(n<=0);s--)(u=t[s]).pos>e.pmax-1&&(u.del=!0,n--);for(s=0;s<t.length&&!(n<=0);s++)if((u=t[s]).pos<e.pmin+1)for(u.del=!0,n--,o=2*u.size,l=t.length-1;l>=0;l--)t[l].dp-=o;for(s=t.length-1;s>=0&&!(n<=0);s--)(u=t[s]).pos+u.dp+u.size>e.pmax&&(u.del=!0,n--)}}}for(t.each((function(t){var n=t[f],i=t[h],a=\"x\"===n._id.charAt(0),o=n.range;0===y&&o&&o[0]>o[1]!==a&&(d=-1);var s=0,l=a?r.width:r.height;if(\"x\"===r.hovermode||\"y\"===r.hovermode){var u,c,p=D(t,e),v=t.anchor,A=\"end\"===v?-1:1;if(\"middle\"===v)c=(u=t.crossPos+(a?k(p.y-t.by/2):w(t.bx/2+t.tx2width/2)))+(a?k(t.by):w(t.bx));else if(a)c=(u=t.crossPos+k(M+p.y)-k(t.by/2-M))+k(t.by);else{var S=w(A*M+p.x),E=S+w(A*t.bx);u=t.crossPos+Math.min(S,E),c=t.crossPos+Math.max(S,E)}a?void 0!==b&&void 0!==_&&Math.min(c,_)-Math.max(u,b)>1&&(\"left\"===i.side?(s=i._mainLinePosition,l=r.width):l=i._mainLinePosition):void 0!==m&&void 0!==x&&Math.min(c,x)-Math.max(u,m)>1&&(\"top\"===i.side?(s=i._mainLinePosition,l=r.height):l=i._mainLinePosition)}g[y++]=[{datum:t,traceIndex:t.trace.index,dp:0,pos:t.pos,posref:t.posref,size:t.by*(a?T:1)/2,pmin:s,pmax:l}]})),g.sort((function(t,e){return t[0].posref-e[0].posref||d*(e[0].traceIndex-t[0].traceIndex)}));!i&&p<=v;){for(p++,i=!0,s=0;s<g.length-1;){var S=g[s],E=g[s+1],L=S[S.length-1],C=E[0];if((a=L.pos+L.dp+L.size-C.pos-C.dp+C.size)>.01&&L.pmin===C.pmin&&L.pmax===C.pmax){for(l=E.length-1;l>=0;l--)E[l].dp+=a;for(S.push.apply(S,E),g.splice(s+1,1),c=0,l=S.length-1;l>=0;l--)c+=S[l].dp;for(o=c/S.length,l=S.length-1;l>=0;l--)S[l].dp-=o;i=!1}else s++}g.forEach(A)}for(s=g.length-1;s>=0;s--){var P=g[s];for(l=P.length-1;l>=0;l--){var O=P[l],I=O.datum;I.offset=O.dp,I.del=O.del}}}(Zt,Wt,c,Xt.commonLabelBoundingBox),z(Zt,Wt,c._invScaleX,c._invScaleY)),s&&s.tagName){var Kt=g.getComponentMethod(\"annotations\",\"hasClickToShow\")(t,Ot);f(n.select(s),Kt?\"pointer\":\"\")}s&&!a&&function(t,e,r){if(!r||r.length!==t._hoverdata.length)return!0;for(var n=r.length-1;n>=0;n--){var i=r[n],a=t._hoverdata[n];if(i.curveNumber!==a.curveNumber||String(i.pointNumber)!==String(a.pointNumber)||String(i.pointNumbers)!==String(a.pointNumbers))return!0}return!1}(t,0,Pt)&&(Pt&&t.emit(\"plotly_unhover\",{event:e,points:Pt}),t.emit(\"plotly_hover\",{event:e,points:t._hoverdata,xaxes:_,yaxes:w,xvals:H,yvals:G}))}(t,e,r,a,s)}))},e.loneHover=function(t,e){var r=!0;Array.isArray(t)||(r=!1,t=[t]);var i=e.gd,a=U(i),o=V(i),s=O(t.map((function(t){var r=t._x0||t.x0||t.x||0,n=t._x1||t.x1||t.x||0,s=t._y0||t.y0||t.y||0,l=t._y1||t.y1||t.y||0,u=t.eventData;if(u){var c=Math.min(r,n),f=Math.max(r,n),h=Math.min(s,l),d=Math.max(s,l),v=t.trace;if(g.traceIs(v,\"gl3d\")){var y=i._fullLayout[v.scene]._scene.container,m=y.offsetLeft,x=y.offsetTop;c+=m,f+=m,h+=x,d+=x}u.bbox={x0:c+o,x1:f+o,y0:h+a,y1:d+a},e.inOut_bbox&&e.inOut_bbox.push(u.bbox)}else u=!1;return{color:t.color||p.defaultLine,x0:t.x0||t.x||0,x1:t.x1||t.x||0,y0:t.y0||t.y||0,y1:t.y1||t.y||0,xLabel:t.xLabel,yLabel:t.yLabel,zLabel:t.zLabel,text:t.text,name:t.name,idealAlign:t.idealAlign,borderColor:t.borderColor,fontFamily:t.fontFamily,fontSize:t.fontSize,fontColor:t.fontColor,nameLength:t.nameLength,textAlign:t.textAlign,trace:t.trace||{index:0,hoverinfo:\"\"},xa:{_offset:0},ya:{_offset:0},index:0,hovertemplate:t.hovertemplate||!1,hovertemplateLabels:t.hovertemplateLabels||!1,eventData:u}})),{gd:i,hovermode:\"closest\",rotateLabels:!1,bgColor:e.bgColor||p.background,container:n.select(e.container),outerContainer:e.outerContainer||e.container}).hoverLabels,l=0,u=0;return s.sort((function(t,e){return t.y0-e.y0})).each((function(t,r){var n=t.y0-t.by/2;t.offset=n-5<l?l-n+5:0,l=n+t.by+t.offset,r===e.anchorIndex&&(u=t.offset)})).each((function(t){t.offset-=u})),z(s,!1,i._fullLayout._invScaleX,i._fullLayout._invScaleY),r?s:s.node()};var P=/<extra>([\\s\\S]*)<\\/extra>/;function O(t,e){var r=e.gd,i=r._fullLayout,a=e.hovermode,u=e.rotateLabels,f=e.bgColor,d=e.container,v=e.outerContainer,w=e.commonLabelOpts||{};if(0===t.length)return[[]];var T=e.fontFamily||m.HOVERFONT,k=e.fontSize||m.HOVERFONTSIZE,A=t[0],E=A.xa,L=A.ya,P=a.charAt(0),O=P+\"Label\",D=A[O];if(void 0===D&&\"multicategory\"===E.type)for(var z=0;z<t.length&&void 0===(D=t[z][O]);z++);var R=q(r,v),F=R.top,B=R.width,N=R.height,j=void 0!==D&&A.distance<=e.hoverdistance&&(\"x\"===a||\"y\"===a);if(j){var U,V,H=!0;for(U=0;U<t.length;U++)if(H&&void 0===t[U].zLabel&&(H=!1),V=t[U].hoverinfo||t[U].trace.hoverinfo){var G=Array.isArray(V)?V:V.split(\"+\");if(-1===G.indexOf(\"all\")&&-1===G.indexOf(a)){j=!1;break}}H&&(j=!1)}var 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n,i,o=r.container,s=r.fullLayout,l=s._size,u=r.event,c=!!e.hLinePoint,f=!!e.vLinePoint;if(o.selectAll(\".spikeline\").remove(),f||c){var d=p.combine(s.plot_bgcolor,s.paper_bgcolor);if(c){var g,y,m=e.hLinePoint;n=m&&m.xa,\"cursor\"===(i=m&&m.ya).spikesnap?(g=u.pointerX,y=u.pointerY):(g=n._offset+m.x,y=i._offset+m.y);var x,b,_=a.readability(m.color,d)<1.5?p.contrast(d):m.color,w=i.spikemode,T=i.spikethickness,k=i.spikecolor||_,A=v.getPxPosition(t,i);if(-1!==w.indexOf(\"toaxis\")||-1!==w.indexOf(\"across\")){if(-1!==w.indexOf(\"toaxis\")&&(x=A,b=g),-1!==w.indexOf(\"across\")){var 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A=c[f[a]];T?k.push(A[0]):k.push(A)}for(T&&(k=[k]),a=0;a<k.length;a++){var M=1/0;for(o=0;o<k[a].length;o++){var S=k[a][o].trace.legendrank;M>S&&(M=S)}k[a][0]._groupMinRank=M,k[a][0]._preGroupSort=a}var E=function(t,e){return t.trace.legendrank-e.trace.legendrank||t._preSort-e._preSort};for(k.forEach((function(t,e){t[0]._preGroupSort=e})),k.sort((function(t,e){return t[0]._groupMinRank-e[0]._groupMinRank||t[0]._preGroupSort-e[0]._preGroupSort})),a=0;a<k.length;a++){k[a].forEach((function(t,e){t._preSort=e})),k[a].sort(E);var L=k[a][0].trace,C=null;for(o=0;o<k[a].length;o++){var P=k[a][o].trace.legendgrouptitle;if(P&&P.text){C=P,s&&(P.font=e._groupTitleFont);break}}if(u&&k[a].reverse(),C){var O=!1;for(o=0;o<k[a].length;o++)if(n.traceIs(k[a][o].trace,\"pie-like\")){O=!0;break}k[a].unshift({i:-1,groupTitle:C,noClick:O,trace:{showlegend:L.showlegend,legendgroup:L.legendgroup,visible:\"toggleitem\"===e.groupclick||L.visible}})}for(o=0;o<k[a].length;o++)k[a][o]=[k[a][o]]}return 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I,D=k&&k.length,z=[];if(D)for(x=0;x<y.length;x++)(I=y[x]).visible&&I.legendgroup===k&&z.push(x);if(\"toggle\"===l){var R;switch(m.visible){case!0:R=\"legendonly\";break;case!1:R=!1;break;case\"legendonly\":R=!0}if(D)if(h)for(x=0;x<y.length;x++){var F=y[x];!1!==F.visible&&F.legendgroup===k&&tt(F,R)}else tt(m,R);else tt(m,R)}else if(\"toggleothers\"===l){var B,N,j,U,V=!0;for(x=0;x<y.length;x++)if(B=(U=y[x])===m,N=!0!==U.showlegend,!(B||N||D&&U.legendgroup===k||U.legend!==P||!0!==U.visible||n.traceIs(U,\"notLegendIsolatable\"))){V=!1;break}for(x=0;x<y.length;x++)if(!1!==(U=y[x]).visible&&U.legend===P&&!n.traceIs(U,\"notLegendIsolatable\"))switch(m.visible){case\"legendonly\":tt(U,!0);break;case!0:j=!!V||\"legendonly\",B=U===m,N=!0!==U.showlegend&&!U.legendgroup,tt(U,!!(B||D&&U.legendgroup===k||N)||j)}}for(x=0;x<S.length;x++)if(_=S[x]){var 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n=r(25376),i=r(22548),a=(0,r(31780).templatedArray)(\"button\",{visible:{valType:\"boolean\",dflt:!0,editType:\"plot\"},step:{valType:\"enumerated\",values:[\"month\",\"year\",\"day\",\"hour\",\"minute\",\"second\",\"all\"],dflt:\"month\",editType:\"plot\"},stepmode:{valType:\"enumerated\",values:[\"backward\",\"todate\"],dflt:\"backward\",editType:\"plot\"},count:{valType:\"number\",min:0,dflt:1,editType:\"plot\"},label:{valType:\"string\",editType:\"plot\"},editType:\"plot\"});t.exports={visible:{valType:\"boolean\",editType:\"plot\"},buttons:a,x:{valType:\"number\",min:-2,max:3,editType:\"plot\"},xanchor:{valType:\"enumerated\",values:[\"auto\",\"left\",\"center\",\"right\"],dflt:\"left\",editType:\"plot\"},y:{valType:\"number\",min:-2,max:3,editType:\"plot\"},yanchor:{valType:\"enumerated\",values:[\"auto\",\"top\",\"middle\",\"bottom\"],dflt:\"bottom\",editType:\"plot\"},font:n({editType:\"plot\"}),bgcolor:{valType:\"color\",dflt:i.lightLine,editType:\"plot\"},activecolor:{valType:\"color\",editType:\"plot\"},bordercolor:{valType:\"color\",dflt:i.defaultLine,editType:\"plot\"},borderwidth:{valType:\"number\",min:0,dflt:0,editType:\"plot\"},editType:\"plot\"}},85984:function(t){\"use 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w=\"top\";l.isBottomAnchor(r)&&(b-=h,w=\"bottom\"),l.isMiddleAnchor(r)&&(b-=h/2,w=\"middle\"),f=Math.ceil(f),h=Math.ceil(h),x=Math.round(x),b=Math.round(b),a.autoMargin(t,i+\"-range-selector\",{x:r.x,y:r.y,l:f*d[_],r:f*v[_],b:h*v[w],t:h*d[w]}),o.attr(\"transform\",u(x,b))}(t,h,f,o._name,r)}))}},48040:function(t,e,r){\"use strict\";var n=r(73220),i=r(3400).titleCase;t.exports=function(t,e){var r=t._name,a={};if(\"all\"===e.step)a[r+\".autorange\"]=!0;else{var o=function(t,e){var r,a=t.range,o=new Date(t.r2l(a[1])),s=e.step,l=n[\"utc\"+i(s)],u=e.count;switch(e.stepmode){case\"backward\":r=t.l2r(+l.offset(o,-u));break;case\"todate\":var c=l.offset(o,-u);r=t.l2r(+l.ceil(c))}return[r,a[1]]}(t,e);a[r+\".range[0]\"]=o[0],a[r+\".range[1]\"]=o[1]}return a}},41152:function(t,e,r){\"use strict\";t.exports={moduleType:\"component\",name:\"rangeselector\",schema:{subplots:{xaxis:{rangeselector:r(26680)}}},layoutAttributes:r(26680),handleDefaults:r(22148),draw:r(50216)}},11200:function(t,e,r){\"use 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n=r(3400),i=r(31780),a=r(79811),o=r(11200),s=r(10936);t.exports=function(t,e,r){var l=t[r],u=e[r];if(l.rangeslider||e._requestRangeslider[u._id]){n.isPlainObject(l.rangeslider)||(l.rangeslider={});var c,f,h=l.rangeslider,p=i.newContainer(u,\"rangeslider\");if(_(\"visible\")){_(\"bgcolor\",e.plot_bgcolor),_(\"bordercolor\"),_(\"borderwidth\"),_(\"thickness\"),_(\"autorange\",!u.isValidRange(h.range)),_(\"range\");var d=e._subplots;if(d)for(var v=d.cartesian.filter((function(t){return t.substr(0,t.indexOf(\"y\"))===a.name2id(r)})).map((function(t){return t.substr(t.indexOf(\"y\"),t.length)})),g=n.simpleMap(v,a.id2name),y=0;y<g.length;y++){var m=g[y];c=h[m]||{},f=i.newContainer(p,m,\"yaxis\");var x,b=e[m];c.range&&b.isValidRange(c.range)&&(x=\"fixed\"),\"match\"!==w(\"rangemode\",x)&&w(\"range\",b.range.slice())}p._input=h}}function _(t,e){return n.coerce(h,p,o,t,e)}function w(t,e){return n.coerce(c,f,s,t,e)}}},20060:function(t,e,r){\"use strict\";var n=r(33428),i=r(24040),a=r(7316),o=r(3400),s=o.strTranslate,l=r(43616),u=r(76308),c=r(81668),f=r(57952),h=r(79811),p=r(86476),d=r(93972),v=r(74636);function g(t){return\"number\"==typeof t.clientX?t.clientX:t.touches&&t.touches.length>0?t.touches[0].clientX:0}function y(t,e,r,n){var i=o.ensureSingle(t,\"rect\",v.bgClassName,(function(t){t.attr({x:0,y:0,\"shape-rendering\":\"crispEdges\"})})),a=n.borderwidth%2==0?n.borderwidth:n.borderwidth-1,c=-n._offsetShift,f=l.crispRound(e,n.borderwidth);i.attr({width:n._width+a,height:n._height+a,transform:s(c,c),\"stroke-width\":f}).call(u.stroke,n.bordercolor).call(u.fill,n.bgcolor)}function m(t,e,r,n){var i=e._fullLayout;o.ensureSingleById(i._topdefs,\"clipPath\",n._clipId,(function(t){t.append(\"rect\").attr({x:0,y:0})})).select(\"rect\").attr({width:n._width,height:n._height})}function x(t,e,r,i){var 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_(t,e,r,n){e._context.staticPlot||o.ensureSingle(t,\"rect\",v.slideBoxClassName,(function(t){t.attr({y:0,cursor:v.slideBoxCursor,\"shape-rendering\":\"crispEdges\"})})).attr({height:n._height,fill:v.slideBoxFill})}function w(t,e,r,n){var i=o.ensureSingle(t,\"g\",v.grabberMinClassName),a=o.ensureSingle(t,\"g\",v.grabberMaxClassName),s={x:0,width:v.handleWidth,rx:v.handleRadius,fill:u.background,stroke:u.defaultLine,\"stroke-width\":v.handleStrokeWidth,\"shape-rendering\":\"crispEdges\"},l={y:Math.round(n._height/4),height:Math.round(n._height/2)};o.ensureSingle(i,\"rect\",v.handleMinClassName,(function(t){t.attr(s)})).attr(l),o.ensureSingle(a,\"rect\",v.handleMaxClassName,(function(t){t.attr(s)})).attr(l);var c={width:v.grabAreaWidth,x:0,y:0,fill:v.grabAreaFill,cursor:e._context.staticPlot?void 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T,k=o.simpleMap(l.range,r.r2l),A=o.simpleMap(r.range,r.r2l);T=A[0]<A[1]?[Math.min(k[0],A[0]),Math.max(k[1],A[1])]:[Math.max(k[0],A[0]),Math.min(k[1],A[1])],l.range=l._input.range=o.simpleMap(T,r.l2r)}r.cleanRange(\"rangeslider.range\");var M=e._size,S=r.domain;l._width=M.w*(S[1]-S[0]);var E=Math.round(M.l+M.w*S[0]),L=Math.round(M.t+M.h*(1-r._counterDomainMin)+(\"bottom\"===r.side?r._depth:0)+l._offsetShift+v.extraPad);a.attr(\"transform\",s(E,L)),l._rl=o.simpleMap(l.range,r.r2l);var C=l._rl[0],P=l._rl[1],O=P-C;if(l.p2d=function(t){return t/l._width*O+C},l.d2p=function(t){return(t-C)/O*l._width},r.rangebreaks){var I=r.locateBreaks(C,P);if(I.length){var D,z,R=0;for(D=0;D<I.length;D++)R+=(z=I[D]).max-z.min;var F=l._width/(P-C-R),B=[-F*C];for(D=0;D<I.length;D++)z=I[D],B.push(B[B.length-1]-F*(z.max-z.min));for(l.d2p=function(t){for(var e=B[0],r=0;r<I.length;r++){var n=I[r];if(t>=n.max)e=B[r+1];else if(t<n.min)break}return 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r=t._fullLayout,n=e[s],l=e._id.charAt(0),u=0,c=0;return\"bottom\"===e.side&&(u=e._depth,e.title.text!==r._dfltTitle[l]&&(c=1.5*e.title.font.size+10+n._offsetShift,c+=(e.title.text.match(i.BR_TAG_ALL)||[]).length*e.title.font.size*o)),{x:0,y:e._counterDomainMin,l:0,r:0,t:0,b:n._height+u+Math.max(r.margin.b,c),pad:a.extraPad+2*n._offsetShift}}},49692:function(t,e,r){\"use strict\";var n=r(3400),i=r(11200),a=r(10936),o=r(97944);t.exports={moduleType:\"component\",name:\"rangeslider\",schema:{subplots:{xaxis:{rangeslider:n.extendFlat({},i,{yaxis:a})}}},layoutAttributes:r(11200),handleDefaults:r(94040),calcAutorange:r(26652),draw:r(20060),isVisible:o.isVisible,makeData:o.makeData,autoMarginOpts:o.autoMarginOpts}},10936:function(t){\"use 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strict\";t.exports={BENDPX:1.5,MINSELECT:12,SELECTDELAY:100,SELECTID:\"-select\"}},74224:function(t,e,r){\"use strict\";var n=r(3400),i=r(54460),a=r(51272),o=r(93956),s=r(65152);function l(t,e,r){function a(r,i){return n.coerce(t,e,o,r,i)}var l=a(\"path\"),u=\"path\"!==a(\"type\",l?\"path\":\"rect\");u&&delete e.path,a(\"opacity\"),a(\"line.color\"),a(\"line.width\"),a(\"line.dash\");for(var c=[\"x\",\"y\"],f=0;f<2;f++){var h,p,d,v=c[f],g={_fullLayout:r},y=i.coerceRef(t,e,g,v);if((h=i.getFromId(g,y))._selectionIndices.push(e._index),d=s.rangeToShapePosition(h),p=s.shapePositionToRange(h),u){var m=v+\"0\",x=v+\"1\",b=t[m],_=t[x];t[m]=p(t[m],!0),t[x]=p(t[x],!0),i.coercePosition(e,g,a,y,m),i.coercePosition(e,g,a,y,x);var w=e[m],T=e[x];void 0!==w&&void 0!==T&&(e[m]=d(w),e[x]=d(T),t[m]=b,t[x]=_)}}u&&n.noneOrAll(t,e,[\"x0\",\"x1\",\"y0\",\"y1\"])}t.exports=function(t,e){a(t,e,{name:\"selections\",handleItemDefaults:l});for(var r=e.selections,n=0;n<r.length;n++){var i=r[n];i&&void 0===i.path&&(void 0!==i.x0&&void 0!==i.x1&&void 0!==i.y0&&void 0!==i.y1||(e.selections[n]=null))}}},23640:function(t,e,r){\"use strict\";var n=r(9856).readPaths,i=r(55496),a=r(1936).clearOutlineControllers,o=r(76308),s=r(43616),l=r(31780).arrayEditor,u=r(65152),c=u.getPathString;function f(t){var e=t._fullLayout;for(var r in a(t),e._selectionLayer.selectAll(\"path\").remove(),e._plots){var n=e._plots[r].selectionLayer;n&&n.selectAll(\"path\").remove()}for(var i=0;i<e.selections.length;i++)p(t,i)}function h(t){return t._context.editSelection}function p(t,e){t._fullLayout._paperdiv.selectAll('.selectionlayer [data-index=\"'+e+'\"]').remove();var r=u.makeSelectionsOptionsAndPlotinfo(t,e),a=r.options,p=r.plotinfo;a._input&&function(r){var u=c(t,a),g={\"data-index\":e,\"fill-rule\":\"evenodd\",d:u},y=a.opacity,m=\"rgba(0,0,0,0)\",x=a.line.color||o.contrast(t._fullLayout.plot_bgcolor),b=a.line.width,_=a.line.dash;b||(b=5,_=\"solid\");var w=h(t)&&t._fullLayout._activeSelectionIndex===e;w&&(m=t._fullLayout.activeselection.fillcolor,y=t._fullLayout.activeselection.opacity);for(var T=[],k=1;k>=0;k--){var A=r.append(\"path\").attr(g).style(\"opacity\",k?.1:y).call(o.stroke,x).call(o.fill,m).call(s.dashLine,k?\"solid\":_,k?4+b:b);if(d(A,t,a),w){var M=l(t.layout,\"selections\",a);A.style({cursor:\"move\"});var S={element:A.node(),plotinfo:p,gd:t,editHelpers:M,isActiveSelection:!0},E=n(u,t);i(E,A,S)}else A.style(\"pointer-events\",k?\"all\":\"none\");T[k]=A}var L=T[0];T[1].node().addEventListener(\"click\",(function(){return function(t,e){if(h(t)){var r=+e.node().getAttribute(\"data-index\");if(r>=0){if(r===t._fullLayout._activeSelectionIndex)return void v(t);t._fullLayout._activeSelectionIndex=r,t._fullLayout._deactivateSelection=v,f(t)}}}(t,L)}))}(t._fullLayout._selectionLayer)}function d(t,e,r){var n=r.xref+r.yref;s.setClipUrl(t,\"clip\"+e._fullLayout._uid+n,e)}function v(t){h(t)&&t._fullLayout._activeSelectionIndex>=0&&(a(t),delete t._fullLayout._activeSelectionIndex,f(t))}t.exports={draw:f,drawOne:p,activateLastSelection:function(t){if(h(t)){var e=t._fullLayout.selections.length-1;t._fullLayout._activeSelectionIndex=e,t._fullLayout._deactivateSelection=v,f(t)}}}},34200:function(t,e,r){\"use strict\";var n=r(98192).u,i=r(92880).extendFlat;t.exports={newselection:{mode:{valType:\"enumerated\",values:[\"immediate\",\"gradual\"],dflt:\"immediate\",editType:\"none\"},line:{color:{valType:\"color\",editType:\"none\"},width:{valType:\"number\",min:1,dflt:1,editType:\"none\"},dash:i({},n,{dflt:\"dot\",editType:\"none\"}),editType:\"none\"},editType:\"none\"},activeselection:{fillcolor:{valType:\"color\",dflt:\"rgba(0,0,0,0)\",editType:\"none\"},opacity:{valType:\"number\",min:0,max:1,dflt:.5,editType:\"none\"},editType:\"none\"}}},81004:function(t){\"use 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m,x=o(a,u,f,d),b={xref:h._id,yref:p._id,opacity:c.opacity,line:{color:c.line.color,width:c.line.width,dash:c.line.dash}};1===x.length&&(m=x[0]),m&&5===m.length&&\"select\"===v?(b.type=\"rect\",b.x0=m[0][1],b.y0=m[0][2],b.x1=m[2][1],b.y1=m[2][2]):(b.type=\"path\",h&&p&&l(x,h,p),b.path=s(x),m=null),i(u);for(var _=e.editHelpers,w=(_||{}).modifyItem,T=[],k=0;k<g.length;k++){var A=u._fullLayout.selections[k];if(A){if(T[k]=A._input,void 0!==d&&k===u._fullLayout._activeSelectionIndex){var M=b;switch(A.type){case\"rect\":w(\"x0\",M.x0),w(\"x1\",M.x1),w(\"y0\",M.y0),w(\"y1\",M.y1);break;case\"path\":w(\"path\",M.path)}}}else T[k]=A}return void 0===d?(T.push(b),T):_?_.getUpdateObj():{}}}}},5840:function(t,e,r){\"use strict\";var n=r(3400).strTranslate;function i(t,e){switch(t.type){case\"log\":return t.p2d(e);case\"date\":return t.p2r(e,0,t.calendar);default:return t.p2r(e)}}t.exports={p2r:i,r2p:function(t,e){switch(t.type){case\"log\":return t.d2p(e);case\"date\":return t.r2p(e,0,t.calendar);default:return t.r2p(e)}},axValue:function(t){var e=\"y\"===t._id.charAt(0)?1:0;return function(r){return i(t,r[e])}},getTransform:function(t){return n(t.xaxis._offset,t.yaxis._offset)}}},22676:function(t,e,r){\"use strict\";var n=r(23640),i=r(43156);t.exports={moduleType:\"component\",name:\"selections\",layoutAttributes:r(93956),supplyLayoutDefaults:r(74224),supplyDrawNewSelectionDefaults:r(81004),includeBasePlot:r(36632)(\"selections\"),draw:n.draw,drawOne:n.drawOne,reselect:i.reselect,prepSelect:i.prepSelect,clearOutline:i.clearOutline,clearSelectionsCache:i.clearSelectionsCache,selectOnClick:i.selectOnClick}},43156:function(t,e,r){\"use strict\";var 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n=r(13916),i=r(25376),a=r(52904).line,o=r(98192).u,s=r(92880).extendFlat,l=r(31780).templatedArray,u=(r(36208),r(45464)),c=r(21776).ye,f=r(97728);t.exports=l(\"shape\",{visible:s({},u.visible,{editType:\"calc+arraydraw\"}),showlegend:{valType:\"boolean\",dflt:!1,editType:\"calc+arraydraw\"},legend:s({},u.legend,{editType:\"calc+arraydraw\"}),legendgroup:s({},u.legendgroup,{editType:\"calc+arraydraw\"}),legendgrouptitle:{text:s({},u.legendgrouptitle.text,{editType:\"calc+arraydraw\"}),font:i({editType:\"calc+arraydraw\"}),editType:\"calc+arraydraw\"},legendrank:s({},u.legendrank,{editType:\"calc+arraydraw\"}),legendwidth:s({},u.legendwidth,{editType:\"calc+arraydraw\"}),type:{valType:\"enumerated\",values:[\"circle\",\"rect\",\"path\",\"line\"],editType:\"calc+arraydraw\"},layer:{valType:\"enumerated\",values:[\"below\",\"above\"],dflt:\"above\",editType:\"arraydraw\"},xref:s({},n.xref,{}),xsizemode:{valType:\"enumerated\",values:[\"scaled\",\"pixel\"],dflt:\"scaled\",editType:\"calc+arraydraw\"},xanchor:{valType:\"any\",editType:\"calc+arraydraw\"},x0:{valType:\"any\",editType:\"calc+arraydraw\"},x1:{valType:\"any\",editType:\"calc+arraydraw\"},yref:s({},n.yref,{}),ysizemode:{valType:\"enumerated\",values:[\"scaled\",\"pixel\"],dflt:\"scaled\",editType:\"calc+arraydraw\"},yanchor:{valType:\"any\",editType:\"calc+arraydraw\"},y0:{valType:\"any\",editType:\"calc+arraydraw\"},y1:{valType:\"any\",editType:\"calc+arraydraw\"},path:{valType:\"string\",editType:\"calc+arraydraw\"},opacity:{valType:\"number\",min:0,max:1,dflt:1,editType:\"arraydraw\"},line:{color:s({},a.color,{editType:\"arraydraw\"}),width:s({},a.width,{editType:\"calc+arraydraw\"}),dash:s({},o,{editType:\"arraydraw\"}),editType:\"calc+arraydraw\"},fillcolor:{valType:\"color\",dflt:\"rgba(0,0,0,0)\",editType:\"arraydraw\"},fillrule:{valType:\"enumerated\",values:[\"evenodd\",\"nonzero\"],dflt:\"evenodd\",editType:\"arraydraw\"},editable:{valType:\"boolean\",dflt:!1,editType:\"calc+arraydraw\"},label:{text:{valType:\"string\",dflt:\"\",editType:\"arraydraw\"},texttemplate:c({},{keys:Object.keys(f)}),font:i({editType:\"calc+arraydraw\",colorEditType:\"arraydraw\"}),textposition:{valType:\"enumerated\",values:[\"top 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v=\"pixel\"===h.xsizemode?h.xanchor:h.x0,g=\"pixel\"===h.xsizemode?h.xanchor:h.x1;(f=c(u=i.getFromId(t,h.xref),v,g,h.path,a.paramIsX))&&(h._extremes[u._id]=i.findExtremes(u,f,s(h)))}if(\"paper\"!==h.yref&&\"domain\"!==d){var y=\"pixel\"===h.ysizemode?h.yanchor:h.y0,m=\"pixel\"===h.ysizemode?h.yanchor:h.y1;(f=c(u=i.getFromId(t,h.yref),y,m,h.path,a.paramIsY))&&(h._extremes[u._id]=i.findExtremes(u,f,l(h)))}}}},85448:function(t){\"use strict\";t.exports={segmentRE:/[MLHVQCTSZ][^MLHVQCTSZ]*/g,paramRE:/[^\\s,]+/g,paramIsX:{M:{0:!0,drawn:0},L:{0:!0,drawn:0},H:{0:!0,drawn:0},V:{},Q:{0:!0,2:!0,drawn:2},C:{0:!0,2:!0,4:!0,drawn:4},T:{0:!0,drawn:0},S:{0:!0,2:!0,drawn:2},Z:{}},paramIsY:{M:{1:!0,drawn:1},L:{1:!0,drawn:1},H:{},V:{0:!0,drawn:0},Q:{1:!0,3:!0,drawn:3},C:{1:!0,3:!0,5:!0,drawn:5},T:{1:!0,drawn:1},S:{1:!0,3:!0,drawn:5},Z:{}},numParams:{M:2,L:2,H:1,V:1,Q:4,C:6,T:2,S:4,Z:0}}},43712:function(t,e,r){\"use strict\";var n=r(3400),i=r(54460),a=r(51272),o=r(46056),s=r(65152);function 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T=m+\"0\",k=m+\"1\",A=t[T],M=t[k];t[T]=g(t[T],!0),t[k]=g(t[k],!0),\"pixel\"===b?(a(T,0),a(k,10)):(i.coercePosition(e,_,a,w,T,.25),i.coercePosition(e,_,a,w,k,.75)),e[T]=y(e[T]),e[k]=y(e[k]),t[T]=A,t[k]=M}if(\"pixel\"===b){var S=t[x];t[x]=g(t[x],!0),i.coercePosition(e,_,a,w,x,.25),e[x]=y(e[x]),t[x]=S}}c&&n.noneOrAll(t,e,[\"x0\",\"x1\",\"y0\",\"y1\"]);var E,L,C=\"line\"===u;if(c&&(E=a(\"label.texttemplate\")),E||(L=a(\"label.text\")),L||E){a(\"label.textangle\");var P=a(\"label.textposition\",C?\"middle\":\"middle center\");a(\"label.xanchor\"),a(\"label.yanchor\",function(t,e){return t?\"bottom\":-1!==e.indexOf(\"top\")?\"top\":-1!==e.indexOf(\"bottom\")?\"bottom\":\"middle\"}(C,P)),a(\"label.padding\"),n.coerceFont(a,\"label.font\",r.font)}}}t.exports=function(t,e){a(t,e,{name:\"shapes\",handleItemDefaults:l})}},60728:function(t,e,r){\"use strict\";var n=r(3400),i=r(54460),a=r(72736),o=r(43616),s=r(9856).readPaths,l=r(65152),u=l.getPathString,c=r(97728),f=r(84284).FROM_TL;t.exports=function(t,e,r,h){if(h.selectAll(\".shape-label\").remove(),r.label.text||r.label.texttemplate){var p;if(r.label.texttemplate){var d={};if(\"path\"!==r.type){var v=i.getFromId(t,r.xref),g=i.getFromId(t,r.yref);for(var y in c){var m=c[y](r,v,g);void 0!==m&&(d[y]=m)}}p=n.texttemplateStringForShapes(r.label.texttemplate,{},t._fullLayout._d3locale,d)}else p=r.label.text;var x,b,_,w,T={\"data-index\":e},k=r.label.font,A=h.append(\"g\").attr(T).classed(\"shape-label\",!0).append(\"text\").attr({\"data-notex\":1}).classed(\"shape-label-text\",!0).text(p);if(r.path){var M=u(t,r),S=s(M,t);x=1/0,_=1/0,b=-1/0,w=-1/0;for(var E=0;E<S.length;E++)for(var L=0;L<S[E].length;L++)for(var C=S[E][L],P=1;P<C.length;P+=2){var O=C[P],I=C[P+1];x=Math.min(x,O),b=Math.max(b,O),_=Math.min(_,I),w=Math.max(w,I)}}else{var 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p=2*h*Math.PI/a;f.push([s+u*Math.cos(p),l+c*Math.sin(p)])}return f},e.ellipseOver=function(t){var e=t.x0,r=t.y0,n=t.x1,i=t.y1,a=n-e,s=i-r,l=((e-=a)+n)/2,u=((r-=s)+i)/2;return{x0:l-(a*=o),y0:u-(s*=o),x1:l+a,y1:u+s}},e.fixDatesForPaths=function(t,e,r){var n=\"date\"===e.type,i=\"date\"===r.type;if(!n&&!i)return t;for(var a=0;a<t.length;a++)for(var o=0;o<t[a].length;o++)for(var s=0;s+2<t[a][o].length;s+=2)n&&(t[a][o][s+1]=t[a][o][s+1].replace(\" \",\"_\")),i&&(t[a][o][s+2]=t[a][o][s+2].replace(\" \",\"_\"));return t}},93940:function(t,e,r){\"use strict\";var n=r(72760),i=n.drawMode,a=n.openMode,o=r(7e3),s=o.i000,l=o.i090,u=o.i180,c=o.i270,f=o.cos45,h=o.sin45,p=r(5840),d=p.p2r,v=p.r2p,g=r(1936).clearOutline,y=r(9856),m=y.readPaths,x=y.writePaths,b=y.ellipseOver,_=y.fixDatesForPaths;function w(t,e,r){var n,i=t[0][0],o=e.gd,p=i.getAttribute(\"d\"),g=o._fullLayout.newshape,y=e.plotinfo,w=e.isActiveShape,T=y.xaxis,k=y.yaxis,A=!!y.domain||!y.xaxis,M=!!y.domain||!y.yaxis,S=a(r),E=m(p,o,y,w),L={editable:!0,visible:g.visible,name:g.name,showlegend:g.showlegend,legend:g.legend,legendwidth:g.legendwidth,legendgroup:g.legendgroup,legendgrouptitle:{text:g.legendgrouptitle.text,font:g.legendgrouptitle.font},legendrank:g.legendrank,label:g.label,xref:A?\"paper\":T._id,yref:M?\"paper\":k._id,layer:g.layer,opacity:g.opacity,line:{color:g.line.color,width:g.line.width,dash:g.line.dash}};if(S||(L.fillcolor=g.fillcolor,L.fillrule=g.fillrule),1===E.length&&(n=E[0]),n&&5===n.length&&\"drawrect\"===r)L.type=\"rect\",L.x0=n[0][1],L.y0=n[0][2],L.x1=n[2][1],L.y1=n[2][2];else if(n&&\"drawline\"===r)L.type=\"line\",L.x0=n[0][1],L.y0=n[0][2],L.x1=n[1][1],L.y1=n[1][2];else if(n&&\"drawcircle\"===r){L.type=\"circle\";var C=n[s][1],P=n[l][1],O=n[u][1],I=n[c][1],D=n[s][2],z=n[l][2],R=n[u][2],F=n[c][2],B=y.xaxis&&(\"date\"===y.xaxis.type||\"log\"===y.xaxis.type),N=y.yaxis&&(\"date\"===y.yaxis.type||\"log\"===y.yaxis.type);B&&(C=v(y.xaxis,C),P=v(y.xaxis,P),O=v(y.xaxis,O),I=v(y.xaxis,I)),N&&(D=v(y.yaxis,D),z=v(y.yaxis,z),R=v(y.yaxis,R),F=v(y.yaxis,F));var j=(P+I)/2,U=(D+R)/2,V=b({x0:j,y0:U,x1:j+(I-P+O-C)/2*f,y1:U+(F-z+R-D)/2*h});B&&(V.x0=d(y.xaxis,V.x0),V.x1=d(y.xaxis,V.x1)),N&&(V.y0=d(y.yaxis,V.y0),V.y1=d(y.yaxis,V.y1)),L.x0=V.x0,L.y0=V.y0,L.x1=V.x1,L.y1=V.y1}else L.type=\"path\",T&&k&&_(E,T,k),L.path=x(E),n=null;return L}t.exports={newShapes:function(t,e){if(t.length&&t[0][0]){var r=e.gd,n=e.isActiveShape,a=e.dragmode,o=(r.layout||{}).shapes||[];if(!i(a)&&void 0!==n){var s=r._fullLayout._activeShapeIndex;if(s<o.length)switch(r._fullLayout.shapes[s].type){case\"rect\":a=\"drawrect\";break;case\"circle\":a=\"drawcircle\";break;case\"line\":a=\"drawline\";break;case\"path\":var l=o[s].path||\"\";a=\"Z\"===l[l.length-1]?\"drawclosedpath\":\"drawopenpath\"}}var u=w(t,e,a);g(r);for(var c=e.editHelpers,f=(c||{}).modifyItem,h=[],p=0;p<o.length;p++){var d=r._fullLayout.shapes[p];if(h[p]=d._input,void 0!==n&&p===r._fullLayout._activeShapeIndex){var v=u;switch(d.type){case\"line\":case\"rect\":case\"circle\":f(\"x0\",v.x0),f(\"x1\",v.x1),f(\"y0\",v.y0),f(\"y1\",v.y1);break;case\"path\":f(\"path\",v.path)}}}return void 0===n?(h.push(u),h):c?c.getUpdateObj():{}}},createShapeObj:w}},1936:function(t){\"use strict\";t.exports={clearOutlineControllers:function(t){var e=t._fullLayout._zoomlayer;e&&e.selectAll(\".outline-controllers\").remove()},clearOutline:function(t){var e=t._fullLayout._zoomlayer;e&&e.selectAll(\".select-outline\").remove(),t._fullLayout._outlining=!1}}},65152:function(t,e,r){\"use strict\";var n=r(85448),i=r(3400),a=r(54460);e.rangeToShapePosition=function(t){return\"log\"===t.type?t.r2d:function(t){return t}},e.shapePositionToRange=function(t){return\"log\"===t.type?t.d2r:function(t){return t}},e.decodeDate=function(t){return function(e){return e.replace&&(e=e.replace(\"_\",\" \")),t(e)}},e.encodeDate=function(t){return function(e){return t(e).replace(\" \",\"_\")}},e.extractPathCoords=function(t,e,r){var a=[];return t.match(n.segmentRE).forEach((function(t){var o=e[t.charAt(0)].drawn;if(void 0!==o){var s=t.substr(1).match(n.paramRE);if(s&&!(s.length<o)){var l=s[o],u=r?l:i.cleanNumber(l);a.push(u)}}})),a},e.getDataToPixel=function(t,r,n,i){var a,o=t._fullLayout._size;if(r)if(\"domain\"===i)a=function(t){return r._length*(n?1-t:t)+r._offset};else{var s=e.shapePositionToRange(r);a=function(t){return r._offset+r.r2p(s(t,!0))},\"date\"===r.type&&(a=e.decodeDate(a))}else a=n?function(t){return o.t+o.h*(1-t)}:function(t){return o.l+o.w*t};return a},e.getPixelToData=function(t,r,n,i){var a,o=t._fullLayout._size;if(r)if(\"domain\"===i)a=function(t){var e=(t-r._offset)/r._length;return n?1-e:e};else{var s=e.rangeToShapePosition(r);a=function(t){return s(r.p2r(t-r._offset))}}else a=n?function(t){return 1-(t-o.t)/o.h}:function(t){return(t-o.l)/o.w};return a},e.roundPositionForSharpStrokeRendering=function(t,e){var r=1===Math.round(e%2),n=Math.round(t);return r?n+.5:n},e.makeShapesOptionsAndPlotinfo=function(t,e){var r=t._fullLayout.shapes[e]||{},n=t._fullLayout._plots[r.xref+r.yref];return n?n._hadPlotinfo=!0:(n={},r.xref&&\"paper\"!==r.xref&&(n.xaxis=t._fullLayout[r.xref+\"axis\"]),r.yref&&\"paper\"!==r.yref&&(n.yaxis=t._fullLayout[r.yref+\"axis\"])),n.xsizemode=r.xsizemode,n.ysizemode=r.ysizemode,n.xanchor=r.xanchor,n.yanchor=r.yanchor,{options:r,plotinfo:n}},e.makeSelectionsOptionsAndPlotinfo=function(t,e){var r=t._fullLayout.selections[e]||{},n=t._fullLayout._plots[r.xref+r.yref];return n?n._hadPlotinfo=!0:(n={},r.xref&&(n.xaxis=t._fullLayout[r.xref+\"axis\"]),r.yref&&(n.yaxis=t._fullLayout[r.yref+\"axis\"])),{options:r,plotinfo:n}},e.getPathString=function(t,r){var o,s,l,u,c,f,h,p,d=r.type,v=a.getRefType(r.xref),g=a.getRefType(r.yref),y=a.getFromId(t,r.xref),m=a.getFromId(t,r.yref),x=t._fullLayout._size;if(y?\"domain\"===v?s=function(t){return y._offset+y._length*t}:(o=e.shapePositionToRange(y),s=function(t){return y._offset+y.r2p(o(t,!0))}):s=function(t){return x.l+x.w*t},m?\"domain\"===g?u=function(t){return m._offset+m._length*(1-t)}:(l=e.shapePositionToRange(m),u=function(t){return m._offset+m.r2p(l(t,!0))}):u=function(t){return x.t+x.h*(1-t)},\"path\"===d)return y&&\"date\"===y.type&&(s=e.decodeDate(s)),m&&\"date\"===m.type&&(u=e.decodeDate(u)),function(t,e,r){var a=t.path,o=t.xsizemode,s=t.ysizemode,l=t.xanchor,u=t.yanchor;return a.replace(n.segmentRE,(function(t){var a=0,c=t.charAt(0),f=n.paramIsX[c],h=n.paramIsY[c],p=n.numParams[c],d=t.substr(1).replace(n.paramRE,(function(t){return f[a]?t=\"pixel\"===o?e(l)+Number(t):e(t):h[a]&&(t=\"pixel\"===s?r(u)-Number(t):r(t)),++a>p&&(t=\"X\"),t}));return a>p&&(d=d.replace(/[\\s,]*X.*/,\"\"),i.log(\"Ignoring extra params in segment \"+t)),c+d}))}(r,s,u);if(\"pixel\"===r.xsizemode){var b=s(r.xanchor);c=b+r.x0,f=b+r.x1}else c=s(r.x0),f=s(r.x1);if(\"pixel\"===r.ysizemode){var _=u(r.yanchor);h=_-r.y0,p=_-r.y1}else h=u(r.y0),p=u(r.y1);if(\"line\"===d)return\"M\"+c+\",\"+h+\"L\"+f+\",\"+p;if(\"rect\"===d)return\"M\"+c+\",\"+h+\"H\"+f+\"V\"+p+\"H\"+c+\"Z\";var w=(c+f)/2,T=(h+p)/2,k=Math.abs(w-c),A=Math.abs(T-h),M=\"A\"+k+\",\"+A,S=w+k+\",\"+T;return\"M\"+S+M+\" 0 1,1 \"+w+\",\"+(T-A)+M+\" 0 0,1 \"+S+\"Z\"}},41592:function(t,e,r){\"use strict\";var n=r(4016);t.exports={moduleType:\"component\",name:\"shapes\",layoutAttributes:r(46056),supplyLayoutDefaults:r(43712),supplyDrawNewShapeDefaults:r(65144),includeBasePlot:r(36632)(\"shapes\"),calcAutorange:r(96084),draw:n.draw,drawOne:n.drawOne}},97728:function(t){\"use strict\";function e(t,e){return e?e.d2l(t):t}function r(t,e){return e?e.l2d(t):t}function n(t,r){return e(t.x1,r)-e(t.x0,r)}function i(t,r,n){return e(t.y1,n)-e(t.y0,n)}t.exports={x0:function(t){return t.x0},x1:function(t){return t.x1},y0:function(t){return t.y0},y1:function(t){return t.y1},slope:function(t,e,r){return\"line\"!==t.type?void 0:i(t,0,r)/n(t,e)},dx:n,dy:i,width:function(t,e){return Math.abs(n(t,e))},height:function(t,e,r){return Math.abs(i(t,0,r))},length:function(t,e,r){return\"line\"!==t.type?void 0:Math.sqrt(Math.pow(n(t,e),2)+Math.pow(i(t,0,r),2))},xcenter:function(t,n){return r((e(t.x1,n)+e(t.x0,n))/2,n)},ycenter:function(t,n,i){return r((e(t.y1,i)+e(t.y0,i))/2,i)}}},89861:function(t,e,r){\"use 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n=r(25376),i=r(66741),a=r(92880).extendDeepAll,o=r(67824).overrideAll,s=r(85656),l=r(31780).templatedArray,u=r(60876),c=l(\"step\",{visible:{valType:\"boolean\",dflt:!0},method:{valType:\"enumerated\",values:[\"restyle\",\"relayout\",\"animate\",\"update\",\"skip\"],dflt:\"restyle\"},args:{valType:\"info_array\",freeLength:!0,items:[{valType:\"any\"},{valType:\"any\"},{valType:\"any\"}]},label:{valType:\"string\"},value:{valType:\"string\"},execute:{valType:\"boolean\",dflt:!0}});t.exports=o(l(\"slider\",{visible:{valType:\"boolean\",dflt:!0},active:{valType:\"number\",min:0,dflt:0},steps:c,lenmode:{valType:\"enumerated\",values:[\"fraction\",\"pixels\"],dflt:\"fraction\"},len:{valType:\"number\",min:0,dflt:1},x:{valType:\"number\",min:-2,max:3,dflt:0},pad:a(i({editType:\"arraydraw\"}),{},{t:{dflt:20}}),xanchor:{valType:\"enumerated\",values:[\"auto\",\"left\",\"center\",\"right\"],dflt:\"left\"},y:{valType:\"number\",min:-2,max:3,dflt:0},yanchor:{valType:\"enumerated\",values:[\"auto\",\"top\",\"middle\",\"bottom\"],dflt:\"top\"},transition:{duration:{valType:\"number\",min:0,dflt:150},easing:{valType:\"enumerated\",values:s.transition.easing.values,dflt:\"cubic-in-out\"}},currentvalue:{visible:{valType:\"boolean\",dflt:!0},xanchor:{valType:\"enumerated\",values:[\"left\",\"center\",\"right\"],dflt:\"left\"},offset:{valType:\"number\",dflt:10},prefix:{valType:\"string\"},suffix:{valType:\"string\"},font:n({})},font:n({}),activebgcolor:{valType:\"color\",dflt:u.gripBgActiveColor},bgcolor:{valType:\"color\",dflt:u.railBgColor},bordercolor:{valType:\"color\",dflt:u.railBorderColor},borderwidth:{valType:\"number\",min:0,dflt:u.railBorderWidth},ticklen:{valType:\"number\",min:0,dflt:u.tickLength},tickcolor:{valType:\"color\",dflt:u.tickColor},tickwidth:{valType:\"number\",min:0,dflt:1},minorticklen:{valType:\"number\",min:0,dflt:u.minorTickLength}}),\"arraydraw\",\"from-root\")},60876:function(t){\"use strict\";t.exports={name:\"sliders\",containerClassName:\"slider-container\",groupClassName:\"slider-group\",inputAreaClass:\"slider-input-area\",railRectClass:\"slider-rail-rect\",railTouchRectClass:\"slider-rail-touch-rect\",gripRectClass:\"slider-grip-rect\",tickRectClass:\"slider-tick-rect\",inputProxyClass:\"slider-input-proxy\",labelsClass:\"slider-labels\",labelGroupClass:\"slider-label-group\",labelClass:\"slider-label\",currentValueClass:\"slider-current-value\",railHeight:5,menuIndexAttrName:\"slider-active-index\",autoMarginIdRoot:\"slider-\",minWidth:30,minHeight:30,textPadX:40,arrowOffsetX:4,railRadius:2,railWidth:5,railBorder:4,railBorderWidth:1,railBorderColor:\"#bec8d9\",railBgColor:\"#f8fafc\",railInset:8,stepInset:10,gripRadius:10,gripWidth:20,gripHeight:20,gripBorder:20,gripBorderWidth:1,gripBorderColor:\"#bec8d9\",gripBgColor:\"#f6f8fa\",gripBgActiveColor:\"#dbdde0\",labelPadding:8,labelOffset:0,tickWidth:1,tickColor:\"#333\",tickOffset:25,tickLength:7,minorTickOffset:25,minorTickColor:\"#333\",minorTickLength:4,currentValuePadding:8,currentValueInset:0}},8132:function(t,e,r){\"use 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n.coerce(t,e,s,r,i)}if(\"skip\"===t.method||Array.isArray(t.args)?r(\"visible\"):e.visible=!1){r(\"method\"),r(\"args\");var i=r(\"label\",\"step-\"+e._index);r(\"value\",i),r(\"execute\")}}t.exports=function(t,e){i(t,e,{name:o,handleItemDefaults:l})}},79664:function(t,e,r){\"use strict\";var n=r(33428),i=r(7316),a=r(76308),o=r(43616),s=r(3400),l=s.strTranslate,u=r(72736),c=r(31780).arrayEditor,f=r(60876),h=r(84284),p=h.LINE_SPACING,d=h.FROM_TL,v=h.FROM_BR;function g(t){return f.autoMarginIdRoot+t._index}function y(t){return t._index}function m(t,e){var r=o.tester.selectAll(\"g.\"+f.labelGroupClass).data(e._visibleSteps);r.enter().append(\"g\").classed(f.labelGroupClass,!0);var a=0,l=0;r.each((function(t){var r=_(n.select(this),{step:t},e).node();if(r){var i=o.bBox(r);l=Math.max(l,i.height),a=Math.max(a,i.width)}})),r.remove();var c=e._dims={};c.inputAreaWidth=Math.max(f.railWidth,f.gripHeight);var h=t._fullLayout._size;c.lx=h.l+h.w*e.x,c.ly=h.t+h.h*(1-e.y),\"fraction\"===e.lenmode?c.outerLength=Math.round(h.w*e.len):c.outerLength=e.len,c.inputAreaStart=0,c.inputAreaLength=Math.round(c.outerLength-e.pad.l-e.pad.r);var p=(c.inputAreaLength-2*f.stepInset)/(e._stepCount-1),y=a+f.labelPadding;if(c.labelStride=Math.max(1,Math.ceil(y/p)),c.labelHeight=l,c.currentValueMaxWidth=0,c.currentValueHeight=0,c.currentValueTotalHeight=0,c.currentValueMaxLines=1,e.currentvalue.visible){var m=o.tester.append(\"g\");r.each((function(t){var r=x(m,e,t.label),n=r.node()&&o.bBox(r.node())||{width:0,height:0},i=u.lineCount(r);c.currentValueMaxWidth=Math.max(c.currentValueMaxWidth,Math.ceil(n.width)),c.currentValueHeight=Math.max(c.currentValueHeight,Math.ceil(n.height)),c.currentValueMaxLines=Math.max(c.currentValueMaxLines,i)})),c.currentValueTotalHeight=c.currentValueHeight+e.currentvalue.offset,m.remove()}c.height=c.currentValueTotalHeight+f.tickOffset+e.ticklen+f.labelOffset+c.labelHeight+e.pad.t+e.pad.b;var b=\"left\";s.isRightAnchor(e)&&(c.lx-=c.outerLength,b=\"right\"),s.isCenterAnchor(e)&&(c.lx-=c.outerLength/2,b=\"center\");var w=\"top\";s.isBottomAnchor(e)&&(c.ly-=c.height,w=\"bottom\"),s.isMiddleAnchor(e)&&(c.ly-=c.height/2,w=\"middle\"),c.outerLength=Math.ceil(c.outerLength),c.height=Math.ceil(c.height),c.lx=Math.round(c.lx),c.ly=Math.round(c.ly);var T={y:e.y,b:c.height*v[w],t:c.height*d[w]};\"fraction\"===e.lenmode?(T.l=0,T.xl=e.x-e.len*d[b],T.r=0,T.xr=e.x+e.len*v[b]):(T.x=e.x,T.l=c.outerLength*d[b],T.r=c.outerLength*v[b]),i.autoMargin(t,g(e),T)}function x(t,e,r){if(e.currentvalue.visible){var n,i,a=e._dims;switch(e.currentvalue.xanchor){case\"right\":n=a.inputAreaLength-f.currentValueInset-a.currentValueMaxWidth,i=\"left\";break;case\"center\":n=.5*a.inputAreaLength,i=\"middle\";break;default:n=f.currentValueInset,i=\"left\"}var l=s.ensureSingle(t,\"text\",f.labelClass,(function(t){t.attr({\"text-anchor\":i,\"data-notex\":1})})),c=e.currentvalue.prefix?e.currentvalue.prefix:\"\";if(\"string\"==typeof r)c+=r;else{var h=e.steps[e.active].label,d=e._gd._fullLayout._meta;d&&(h=s.templateString(h,d)),c+=h}e.currentvalue.suffix&&(c+=e.currentvalue.suffix),l.call(o.font,e.currentvalue.font).text(c).call(u.convertToTspans,e._gd);var v=u.lineCount(l),g=(a.currentValueMaxLines+1-v)*e.currentvalue.font.size*p;return 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s(t,e,r){this.gd=t,this.container=e,this.id=r,this.position=null,this.translateX=null,this.translateY=null,this.hbar=null,this.vbar=null,this.bg=this.container.selectAll(\"rect.scrollbox-bg\").data([0]),this.bg.exit().on(\".drag\",null).on(\"wheel\",null).remove(),this.bg.enter().append(\"rect\").classed(\"scrollbox-bg\",!0).style(\"pointer-events\",\"all\").attr({opacity:0,x:0,y:0,width:0,height:0})}s.barWidth=2,s.barLength=20,s.barRadius=2,s.barPad=1,s.barColor=\"#808BA4\",s.prototype.enable=function(t,e,r){var o=this.gd._fullLayout,l=o.width,u=o.height;this.position=t;var c,f,h,p,d=this.position.l,v=this.position.w,g=this.position.t,y=this.position.h,m=this.position.direction,x=\"down\"===m,b=\"left\"===m,_=\"up\"===m,w=v,T=y;x||b||\"right\"===m||_||(this.position.direction=\"down\",x=!0),x||_?(f=(c=d)+w,x?(h=g,T=(p=Math.min(h+T,u))-h):T=(p=g+T)-(h=Math.max(p-T,0))):(p=(h=g)+T,b?w=(f=d+w)-(c=Math.max(f-w,0)):(c=d,w=(f=Math.min(c+w,l))-c)),this._box={l:c,t:h,w:w,h:T};var k=v>w,A=s.barLength+2*s.barPad,M=s.barWidth+2*s.barPad,S=d,E=g+y;E+M>u&&(E=u-M);var L=this.container.selectAll(\"rect.scrollbar-horizontal\").data(k?[0]:[]);L.exit().on(\".drag\",null).remove(),L.enter().append(\"rect\").classed(\"scrollbar-horizontal\",!0).call(i.fill,s.barColor),k?(this.hbar=L.attr({rx:s.barRadius,ry:s.barRadius,x:S,y:E,width:A,height:M}),this._hbarXMin=S+A/2,this._hbarTranslateMax=w-A):(delete this.hbar,delete this._hbarXMin,delete this._hbarTranslateMax);var C=y>T,P=s.barWidth+2*s.barPad,O=s.barLength+2*s.barPad,I=d+v,D=g;I+P>l&&(I=l-P);var z=this.container.selectAll(\"rect.scrollbar-vertical\").data(C?[0]:[]);z.exit().on(\".drag\",null).remove(),z.enter().append(\"rect\").classed(\"scrollbar-vertical\",!0).call(i.fill,s.barColor),C?(this.vbar=z.attr({rx:s.barRadius,ry:s.barRadius,x:I,y:D,width:P,height:O}),this._vbarYMin=D+O/2,this._vbarTranslateMax=T-O):(delete this.vbar,delete this._vbarYMin,delete this._vbarTranslateMax);var 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q=n.behavior.drag().on(\"dragstart\",(function(){n.event.sourceEvent.preventDefault(),n.event.sourceEvent.stopPropagation()})).on(\"drag\",this._onBarDrag.bind(this));k&&this.hbar.on(\".drag\",null).call(q),C&&this.vbar.on(\".drag\",null).call(q)}this.setTranslate(e,r)},s.prototype.disable=function(){(this.hbar||this.vbar)&&(this.bg.attr({width:0,height:0}),this.container.on(\"wheel\",null).on(\".drag\",null).call(a.setClipUrl,null),delete this._clipRect),this.hbar&&(this.hbar.on(\".drag\",null),this.hbar.remove(),delete this.hbar,delete this._hbarXMin,delete this._hbarTranslateMax),this.vbar&&(this.vbar.on(\".drag\",null),this.vbar.remove(),delete this.vbar,delete this._vbarYMin,delete this._vbarTranslateMax)},s.prototype._onBoxDrag=function(){var t=this.translateX,e=this.translateY;this.hbar&&(t-=n.event.dx),this.vbar&&(e-=n.event.dy),this.setTranslate(t,e)},s.prototype._onBoxWheel=function(){var 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z=!D;D?(t._dtickInit=t.dtick,t._tick0Init=t.tick0):(t.minor._dtickInit=t.minor.dtick,t.minor._tick0Init=t.minor.tick0);var R=D?t:s.extendFlat({},t,t.minor);if(z?H.prepMinorTicks(R,t,e):H.prepTicks(R,e),\"array\"!==R.tickmode)if(\"sync\"!==R.tickmode){var F=J(c),B=F[0],N=F[1],j=i(R.dtick),U=\"log\"===a&&!(j||\"L\"===R.dtick.charAt(0)),V=H.tickFirst(R,e);if(D){if(t._tmin=V,V<B!==f)break;\"category\"!==a&&\"multicategory\"!==a||(N=f?Math.max(-.5,N):Math.min(t._categories.length-.5,N))}var q,G,W=null,Y=V;D&&(j?G=t.dtick:\"date\"===a?\"string\"==typeof t.dtick&&\"M\"===t.dtick.charAt(0)&&(G=T*t.dtick.substring(1)):G=t._roughDTick,q=Math.round((t.r2l(Y)-t.r2l(t.tick0))/G)-1);var X=R.dtick;for(R.rangebreaks&&R._tick0Init!==R.tick0&&(Y=zt(Y,t),f||(Y=H.tickIncrement(Y,X,!f,o))),D&&u&&(Y=H.tickIncrement(Y,X,!f,o),q--);f?Y>=N:Y<=N;Y=H.tickIncrement(Y,X,f,o)){if(D&&q++,R.rangebreaks&&!f){if(Y<B)continue;if(R.maskBreaks(Y)===O&&zt(Y,R)>=p)break}if(C.length>d||Y===W)break;W=Y;var Z={value:Y};D?(U&&Y!==(0|Y)&&(Z.simpleLabel=!0),l>1&&q%l&&(Z.skipLabel=!0),C.push(Z)):(Z.minor=!0,P.push(Z))}}else C=[],v=at(t);else D?(C=[],v=ot(t,!z)):(P=[],L=ot(t,!z))}if(I&&!(\"inside\"===t.minor.ticks&&\"outside\"===t.ticks||\"outside\"===t.minor.ticks&&\"inside\"===t.ticks)){for(var K=C.map((function(t){return t.value})),$=[],Q=0;Q<P.length;Q++){var tt=P[Q],et=tt.value;if(-1===K.indexOf(et)){for(var rt=!1,nt=0;!rt&&nt<C.length;nt++)1e7+C[nt].value===1e7+et&&(rt=!0);rt||$.push(tt)}}P=$}if(u&&function(t,e,r){for(var n=0;n<t.length;n++){var i=t[n].value,a=n,o=n+1;n<t.length-1?(a=n,o=n+1):n>0?(a=n-1,o=n):(a=n,o=n);var s,l=t[a].value,u=t[o].value,c=Math.abs(u-l),f=r||c,h=0;f>=m?h=c>=m&&c<=g?c:y:r===b&&f>=_?h=c>=_&&c<=x?c:b:f>=k?h=c>=k&&c<=w?c:T:r===A&&f>=A?h=A:f>=M?h=M:r===S&&f>=S?h=S:r===E&&f>=E&&(h=E),h>=c&&(h=c,s=!0);var p=i+h;if(e.rangebreaks&&h>0){for(var d=0,v=0;v<84;v++){var L=(v+.5)/84;e.maskBreaks(i*(1-L)+L*p)!==O&&d++}(h*=d/84)||(t[n].drop=!0),s&&c>A&&(h=c)}(h>0||0===n)&&(t[n].periodX=i+h/2)}}(C,t,t._definedDelta),t.rangebreaks){var it=\"y\"===t._id.charAt(0),st=1;\"auto\"===t.tickmode&&(st=t.tickfont?t.tickfont.size:12);var lt=NaN;for(r=C.length-1;r>-1;r--)if(C[r].drop)C.splice(r,1);else{C[r].value=zt(C[r].value,t);var ut=t.c2p(C[r].value);(it?lt>ut-st:lt<ut+st)?C.splice(f?r+1:r,1):lt=ut}}Dt(t)&&360===Math.abs(c[1]-c[0])&&C.pop(),t._tmax=(C[C.length-1]||{}).value,t._prevDateHead=\"\",t._inCalcTicks=!0;var ct,ft,ht=function(e){e.text=\"\",t._prevDateHead=n};for(C=C.concat(P),r=0;r<C.length;r++){var pt=C[r].minor,dt=C[r].value;pt?L.push({x:dt,minor:!0}):(n=t._prevDateHead,ct=H.tickText(t,dt,!1,C[r].simpleLabel),void 0!==(ft=C[r].periodX)&&(ct.periodX=ft,(ft>p||ft<h)&&(ft>p&&(ct.periodX=p),ft<h&&(ct.periodX=h),ht(ct))),C[r].skipLabel&&ht(ct),v.push(ct))}return v=v.concat(L),t._inCalcTicks=!1,u&&v.length&&(v[0].noTick=!0),v};var st=[2,5,10],lt=[1,2,3,6,12],ut=[1,2,5,10,15,30],ct=[1,2,3,7,14],ft=[-.046,0,.301,.477,.602,.699,.778,.845,.903,.954,1],ht=[-.301,0,.301,.699,1],pt=[15,30,45,90,180];function dt(t,e,r){return e*s.roundUp(t/e,r)}function vt(t){var e=t.dtick;if(t._tickexponent=0,i(e)||\"string\"==typeof e||(e=1),\"category\"!==t.type&&\"multicategory\"!==t.type||(t._tickround=null),\"date\"===t.type){var r=t.r2l(t.tick0),n=t.l2r(r).replace(/(^-|i)/g,\"\"),a=n.length;if(\"M\"===String(e).charAt(0))a>10||\"01-01\"!==n.substr(5)?t._tickround=\"d\":t._tickround=+e.substr(1)%12==0?\"y\":\"m\";else if(e>=M&&a<=10||e>=15*M)t._tickround=\"d\";else if(e>=L&&a<=16||e>=E)t._tickround=\"M\";else if(e>=C&&a<=19||e>=L)t._tickround=\"S\";else{var o=t.l2r(r+e).replace(/^-/,\"\").length;t._tickround=Math.max(a,o)-20,t._tickround<0&&(t._tickround=4)}}else if(i(e)||\"L\"===e.charAt(0)){var s=t.range.map(t.r2d||Number);i(e)||(e=Number(e.substr(1))),t._tickround=2-Math.floor(Math.log(e)/Math.LN10+.01);var l=Math.max(Math.abs(s[0]),Math.abs(s[1])),u=Math.floor(Math.log(l)/Math.LN10+.01),c=void 0===t.minexponent?3:t.minexponent;Math.abs(u)>c&&(mt(t.exponentformat)&&!xt(u)?t._tickexponent=3*Math.round((u-1)/3):t._tickexponent=u)}else t._tickround=null}function gt(t,e,r){var n=t.tickfont||{};return{x:e,dx:0,dy:0,text:r||\"\",fontSize:n.size,font:n.family,fontColor:n.color}}H.autoTicks=function(t,e,r){var n;function a(t){return Math.pow(t,Math.floor(Math.log(e)/Math.LN10))}if(\"date\"===t.type){t.tick0=s.dateTick0(t.calendar,0);var o=2*e;if(o>y)e/=y,n=a(10),t.dtick=\"M\"+12*dt(e,n,st);else if(o>T)e/=T,t.dtick=\"M\"+dt(e,1,lt);else if(o>M){if(t.dtick=dt(e,M,t._hasDayOfWeekBreaks?[1,2,7,14]:ct),!r){var l=H.getTickFormat(t),u=\"period\"===t.ticklabelmode;u&&(t._rawTick0=t.tick0),/%[uVW]/.test(l)?t.tick0=s.dateTick0(t.calendar,2):t.tick0=s.dateTick0(t.calendar,1),u&&(t._dowTick0=t.tick0)}}else o>E?t.dtick=dt(e,E,lt):o>L?t.dtick=dt(e,L,ut):o>C?t.dtick=dt(e,C,ut):(n=a(10),t.dtick=dt(e,n,st))}else if(\"log\"===t.type){t.tick0=0;var c=s.simpleMap(t.range,t.r2l);if(t._isMinor&&(e*=1.5),e>.7)t.dtick=Math.ceil(e);else if(Math.abs(c[1]-c[0])<1){var f=1.5*Math.abs((c[1]-c[0])/e);e=Math.abs(Math.pow(10,c[1])-Math.pow(10,c[0]))/f,n=a(10),t.dtick=\"L\"+dt(e,n,st)}else t.dtick=e>.3?\"D2\":\"D1\"}else\"category\"===t.type||\"multicategory\"===t.type?(t.tick0=0,t.dtick=Math.ceil(Math.max(e,1))):Dt(t)?(t.tick0=0,n=1,t.dtick=dt(e,n,pt)):(t.tick0=0,n=a(10),t.dtick=dt(e,n,st));if(0===t.dtick&&(t.dtick=1),!i(t.dtick)&&\"string\"!=typeof t.dtick){var h=t.dtick;throw t.dtick=1,\"ax.dtick error: \"+String(h)}},H.tickIncrement=function(t,e,r,a){var o=r?-1:1;if(i(e))return s.increment(t,o*e);var l=e.charAt(0),u=o*Number(e.substr(1));if(\"M\"===l)return s.incrementMonth(t,u,a);if(\"L\"===l)return Math.log(Math.pow(10,t)+u)/Math.LN10;if(\"D\"===l){var c=\"D2\"===e?ht:ft,f=t+.01*o,h=s.roundUp(s.mod(f,1),c,r);return Math.floor(f)+Math.log(n.round(Math.pow(10,h),1))/Math.LN10}throw\"unrecognized dtick 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if(t._inCalcTicks&&t._prevDateHead===l){var f=Rt(t),h=t._trueSide||t.side;(!f&&\"top\"===h||f&&\"bottom\"===h)&&(u+=\"<br> \")}else t._prevDateHead=l,u+=\"<br>\"+l;e.text=u}(t,o,r,u):\"log\"===c?function(t,e,r,n,a){var o=t.dtick,l=e.x,u=t.tickformat,c=\"string\"==typeof o&&o.charAt(0);if(\"never\"===a&&(a=\"\"),n&&\"L\"!==c&&(o=\"L3\",c=\"L\"),u||\"L\"===c)e.text=bt(Math.pow(10,l),t,a,n);else if(i(o)||\"D\"===c&&s.mod(l+.01,1)<.1){var f=Math.round(l),h=Math.abs(f),p=t.exponentformat;\"power\"===p||mt(p)&&xt(f)?(e.text=0===f?1:1===f?\"10\":\"10<sup>\"+(f>1?\"\":P)+h+\"</sup>\",e.fontSize*=1.25):(\"e\"===p||\"E\"===p)&&h>2?e.text=\"1\"+p+(f>0?\"+\":P)+h:(e.text=bt(Math.pow(10,l),t,\"\",\"fakehover\"),\"D1\"===o&&\"y\"===t._id.charAt(0)&&(e.dy-=e.fontSize/6))}else{if(\"D\"!==c)throw\"unrecognized dtick \"+String(o);e.text=String(Math.round(Math.pow(10,s.mod(l,1)))),e.fontSize*=.75}if(\"D1\"===t.dtick){var d=String(e.text).charAt(0);\"0\"!==d&&\"1\"!==d||(\"y\"===t._id.charAt(0)?e.dx-=e.fontSize/4:(e.dy+=e.fontSize/2,e.dx+=(t.range[1]>t.range[0]?1:-1)*e.fontSize*(l<0?.5:.25)))}}(t,o,0,u,v):\"category\"===c?function(t,e){var r=t._categories[Math.round(e.x)];void 0===r&&(r=\"\"),e.text=String(r)}(t,o):\"multicategory\"===c?function(t,e,r){var n=Math.round(e.x),i=t._categories[n]||[],a=void 0===i[1]?\"\":String(i[1]),o=void 0===i[0]?\"\":String(i[0]);r?e.text=o+\" - \"+a:(e.text=a,e.text2=o)}(t,o,r):Dt(t)?function(t,e,r,n,i){if(\"radians\"!==t.thetaunit||r)e.text=bt(e.x,t,i,n);else{var a=e.x/180;if(0===a)e.text=\"0\";else{var o=function(t){function e(t,e){return Math.abs(t-e)<=1e-6}var r=function(t){for(var r=1;!e(Math.round(t*r)/r,t);)r*=10;return r}(t),n=t*r,i=Math.abs(function t(r,n){return e(n,0)?r:t(n,r%n)}(n,r));return[Math.round(n/i),Math.round(r/i)]}(a);if(o[1]>=100)e.text=bt(s.deg2rad(e.x),t,i,n);else{var 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t.append(\"path\").attr(\"class\",\"zoombox\").style({fill:e>.2?\"rgba(0,0,0,0)\":\"rgba(255,255,255,0)\",\"stroke-width\":0}).attr(\"transform\",u(r,n)).attr(\"d\",i+\"Z\")}function j(t,e,r){return t.append(\"path\").attr(\"class\",\"zoombox-corners\").style({fill:f.background,stroke:f.defaultLine,\"stroke-width\":1,opacity:0}).attr(\"transform\",u(e,r)).attr(\"d\",\"M0,0Z\")}function U(t,e,r,n,i,a){t.attr(\"d\",n+\"M\"+r.l+\",\"+r.t+\"v\"+r.h+\"h\"+r.w+\"v-\"+r.h+\"h-\"+r.w+\"Z\"),V(t,e,i,a)}function V(t,e,r,n){r||(t.transition().style(\"fill\",n>.2?\"rgba(0,0,0,0.4)\":\"rgba(255,255,255,0.3)\").duration(200),e.transition().style(\"opacity\",1).duration(200))}function q(t){n.select(t).selectAll(\".zoombox,.js-zoombox-backdrop,.js-zoombox-menu,.zoombox-corners\").remove()}function H(t){O&&t.data&&t._context.showTips&&(i.notifier(i._(t,\"Double-click to zoom back out\"),\"long\"),O=!1)}function G(t){var 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0!==t.onwheel?\"wheel\":\"mousewheel\";t._onwheel&&t.removeEventListener(r,t._onwheel),t._onwheel=e,t.addEventListener(r,e,{passive:!1})}else void 0!==t.onwheel?t.onwheel=e:void 0!==t.onmousewheel?t.onmousewheel=e:t.isAddedWheelEvent||(t.isAddedWheelEvent=!0,t.addEventListener(\"wheel\",e,{passive:!1}))}function X(t){var e=[];for(var r in t)e.push(t[r]);return e}t.exports={makeDragBox:function(t,e,r,s,u,f,v,y){var O,I,V,Z,K,J,$,Q,tt,et,rt,nt,it,at,ot,st,lt,ut,ct,ft,ht,pt,dt,vt=t._fullLayout._zoomlayer,gt=v+y===\"nsew\",yt=1===(v+y).length;function mt(){if(O=e.xaxis,I=e.yaxis,tt=O._length,et=I._length,$=O._offset,Q=I._offset,(V={})[O._id]=O,(Z={})[I._id]=I,v&&y)for(var r=e.overlays,n=0;n<r.length;n++){var i=r[n].xaxis;V[i._id]=i;var a=r[n].yaxis;Z[a._id]=a}K=X(V),J=X(Z),it=z(K,y),at=z(J,v),ot=!at&&!it,nt=W(t,t._fullLayout._axisMatchGroups,V,Z);var o=(rt=W(t,t._fullLayout._axisConstraintGroups,V,Z,nt)).isSubplotConstrained||nt.isSubplotConstrained;st=y||o,lt=v||o;var s=t._fullLayout;ut=s._has(\"scattergl\"),ct=s._has(\"splom\"),ft=s._has(\"svg\")}r+=e.yaxis._shift,mt();var xt=function(t,e,r){return t?\"nsew\"===t?r?\"\":\"pan\"===e?\"move\":\"crosshair\":t.toLowerCase()+\"-resize\":\"pointer\"}(at+it,t._fullLayout.dragmode,gt),bt=D(e,v+y+\"drag\",xt,r,s,u,f);if(ot&&!gt)return bt.onmousedown=null,bt.style.pointerEvents=\"none\",bt;var _t,wt,Tt,kt,At,Mt,St,Et,Lt,Ct,Pt={element:bt,gd:t,plotinfo:e};function Ot(){Pt.plotinfo.selection=!1,M(t)}function It(t,r){var i=Pt.gd;if(i._fullLayout._activeShapeIndex>=0)i._fullLayout._deactivateShape(i);else{var o=i._fullLayout.clickmode;if(q(i),2!==t||yt||Ht(),gt)o.indexOf(\"select\")>-1&&S(r,i,K,J,e.id,Pt),o.indexOf(\"event\")>-1&&p.click(i,r,e.id);else if(1===t&&yt){var s=v?I:O,u=\"s\"===v||\"w\"===y?0:1,f=s._name+\".range[\"+u+\"]\",h=function(t,e){var r,n=t.range[e],i=Math.abs(n-t.range[1-e]);return\"date\"===t.type?n:\"log\"===t.type?(r=Math.ceil(Math.max(0,-Math.log(i)/Math.LN10))+3,a(\".\"+r+\"g\")(Math.pow(10,n))):(r=Math.floor(Math.log(Math.abs(n))/Math.LN10)-Math.floor(Math.log(i)/Math.LN10)+4,a(\".\"+String(r)+\"g\")(n))}(s,u),d=\"left\",g=\"middle\";if(s.fixedrange)return;v?(g=\"n\"===v?\"top\":\"bottom\",\"right\"===s.side&&(d=\"right\")):\"e\"===y&&(d=\"right\"),i._context.showAxisRangeEntryBoxes&&n.select(bt).call(c.makeEditable,{gd:i,immediate:!0,background:i._fullLayout.paper_bgcolor,text:String(h),fill:s.tickfont?s.tickfont.color:\"#444\",horizontalAlign:d,verticalAlign:g}).on(\"edit\",(function(t){var e=s.d2r(t);void 0!==e&&l.call(\"_guiRelayout\",i,f,e)}))}}}function Dt(e,r){if(t._transitioningWithDuration)return!1;var n=Math.max(0,Math.min(tt,pt*e+_t)),i=Math.max(0,Math.min(et,dt*r+wt)),a=Math.abs(n-_t),o=Math.abs(i-wt);function s(){St=\"\",Tt.r=Tt.l,Tt.t=Tt.b,Lt.attr(\"d\",\"M0,0Z\")}if(Tt.l=Math.min(_t,n),Tt.r=Math.max(_t,n),Tt.t=Math.min(wt,i),Tt.b=Math.max(wt,i),rt.isSubplotConstrained)a>P||o>P?(St=\"xy\",a/tt>o/et?(o=a*et/tt,wt>i?Tt.t=wt-o:Tt.b=wt+o):(a=o*tt/et,_t>n?Tt.l=_t-a:Tt.r=_t+a),Lt.attr(\"d\",G(Tt))):s();else if(nt.isSubplotConstrained)if(a>P||o>P){St=\"xy\";var l=Math.min(Tt.l/tt,(et-Tt.b)/et),u=Math.max(Tt.r/tt,(et-Tt.t)/et);Tt.l=l*tt,Tt.r=u*tt,Tt.b=(1-l)*et,Tt.t=(1-u)*et,Lt.attr(\"d\",G(Tt))}else s();else!at||o<Math.min(Math.max(.6*a,C),P)?a<C||!it?s():(Tt.t=0,Tt.b=et,St=\"x\",Lt.attr(\"d\",function(t,e){return\"M\"+(t.l-.5)+\",\"+(e-P-.5)+\"h-3v\"+(2*P+1)+\"h3ZM\"+(t.r+.5)+\",\"+(e-P-.5)+\"h3v\"+(2*P+1)+\"h-3Z\"}(Tt,wt))):!it||a<Math.min(.6*o,P)?(Tt.l=0,Tt.r=tt,St=\"y\",Lt.attr(\"d\",function(t,e){return\"M\"+(e-P-.5)+\",\"+(t.t-.5)+\"v-3h\"+(2*P+1)+\"v3ZM\"+(e-P-.5)+\",\"+(t.b+.5)+\"v3h\"+(2*P+1)+\"v-3Z\"}(Tt,_t))):(St=\"xy\",Lt.attr(\"d\",G(Tt)));Tt.w=Tt.r-Tt.l,Tt.h=Tt.b-Tt.t,St&&(Ct=!0),t._dragged=Ct,U(Et,Lt,Tt,At,Mt,kt),zt(),t.emit(\"plotly_relayouting\",ht),Mt=!0}function zt(){ht={},\"xy\"!==St&&\"x\"!==St||(R(K,Tt.l/tt,Tt.r/tt,ht,rt.xaxes),Vt(\"x\",ht)),\"xy\"!==St&&\"y\"!==St||(R(J,(et-Tt.b)/et,(et-Tt.t)/et,ht,rt.yaxes),Vt(\"y\",ht))}function Rt(){zt(),q(t),Gt(),H(t)}Pt.prepFn=function(e,r,n){var a=Pt.dragmode,s=t._fullLayout.dragmode;s!==a&&(Pt.dragmode=s),mt(),pt=t._fullLayout._invScaleX,dt=t._fullLayout._invScaleY,ot||(gt?e.shiftKey?\"pan\"===s?s=\"zoom\":m(s)||(s=\"pan\"):e.ctrlKey&&(s=\"pan\"):s=\"pan\"),x(s)?Pt.minDrag=1:Pt.minDrag=void 0,m(s)?(Pt.xaxes=K,Pt.yaxes=J,A(e,r,n,Pt,s)):(Pt.clickFn=It,m(a)&&Ot(),ot||(\"zoom\"===s?(Pt.moveFn=Dt,Pt.doneFn=Rt,Pt.minDrag=1,function(e,r,n){var a=bt.getBoundingClientRect();_t=r-a.left,wt=n-a.top,t._fullLayout._calcInverseTransform(t);var s=i.apply3DTransform(t._fullLayout._invTransform)(_t,wt);_t=s[0],wt=s[1],Tt={l:_t,r:_t,w:0,t:wt,b:wt,h:0},kt=t._hmpixcount?t._hmlumcount/t._hmpixcount:o(t._fullLayout.plot_bgcolor).getLuminance(),Mt=!1,St=\"xy\",Ct=!1,Et=N(vt,kt,$,Q,At=\"M0,0H\"+tt+\"V\"+et+\"H0V0\"),Lt=j(vt,$,Q)}(0,r,n)):\"pan\"===s&&(Pt.moveFn=Ut,Pt.doneFn=Gt))),t._fullLayout._redrag=function(){var e=t._dragdata;if(e&&e.element===bt){var r=t._fullLayout.dragmode;m(r)||(mt(),Wt([0,0,tt,et]),Pt.moveFn(e.dx,e.dy))}}},g.init(Pt);var Ft=[0,0,tt,et],Bt=null,Nt=L.REDRAWDELAY,jt=e.mainplot?t._fullLayout._plots[e.mainplot]:e;function Ut(e,r){if(e*=pt,r*=dt,!t._transitioningWithDuration){if(t._fullLayout._replotting=!0,\"ew\"===it||\"ns\"===at){var n=it?-e:0,i=at?-r:0;if(nt.isSubplotConstrained){if(it&&at){var a=(e/tt-r/et)/2;n=-(e=a*tt),i=-(r=-a*et)}at?n=-i*tt/et:i=-n*et/tt}return it&&(F(K,e),Vt(\"x\")),at&&(F(J,r),Vt(\"y\")),Wt([n,i,tt,et]),qt(),void t.emit(\"plotly_relayouting\",ht)}var o,s,l=\"w\"===it==(\"n\"===at)?1:-1;if(it&&at&&(rt.isSubplotConstrained||nt.isSubplotConstrained)){var u=(e/tt+l*r/et)/2;e=u*tt,r=l*u*et}if(\"w\"===it?e=p(K,0,e):\"e\"===it?e=p(K,1,-e):it||(e=0),\"n\"===at?r=p(J,1,r):\"s\"===at?r=p(J,0,-r):at||(r=0),o=\"w\"===it?e:0,s=\"n\"===at?r:0,rt.isSubplotConstrained&&!nt.isSubplotConstrained||nt.isSubplotConstrained&&it&&at&&l>0){var c;if(nt.isSubplotConstrained||!it&&1===at.length){for(c=0;c<K.length;c++)K[c].range=K[c]._r.slice(),E(K[c],1-r/et);o=(e=r*tt/et)/2}if(nt.isSubplotConstrained||!at&&1===it.length){for(c=0;c<J.length;c++)J[c].range=J[c]._r.slice(),E(J[c],1-e/tt);s=(r=e*et/tt)/2}}nt.isSubplotConstrained&&at||Vt(\"x\"),nt.isSubplotConstrained&&it||Vt(\"y\");var f=tt-e,h=et-r;!nt.isSubplotConstrained||it&&at||(it?(s=o?0:e*et/tt,h=f*et/tt):(o=s?0:r*tt/et,f=h*tt/et)),Wt([o,s,f,h]),qt(),t.emit(\"plotly_relayouting\",ht)}function p(t,e,r){for(var n,i,a=1-e,o=0;o<t.length;o++){var s=t[o];if(!s.fixedrange){n=s,i=s._rl[a]+(s._rl[e]-s._rl[a])/B(r/s._length);var l=s.l2r(i);!1!==l&&void 0!==l&&(s.range[e]=l)}}return n._length*(n._rl[e]-i)/(n._rl[e]-n._rl[a])}}function Vt(t,e){for(var r=nt.isSubplotConstrained?{x:J,y:K}[t]:nt[t+\"axes\"],n=nt.isSubplotConstrained?{x:K,y:J}[t]:[],i=0;i<r.length;i++){var a=r[i],o=a._id,s=nt.xLinks[o]||nt.yLinks[o],l=n[0]||V[s]||Z[s];l&&(e?(e[a._name+\".range[0]\"]=e[l._name+\".range[0]\"],e[a._name+\".range[1]\"]=e[l._name+\".range[1]\"]):a.range=l.range.slice())}}function qt(){var r,n=[];function i(t){for(r=0;r<t.length;r++)t[r].fixedrange||n.push(t[r]._id)}function a(t,e){for(r=0;r<t.length;r++){var i=t[r],a=i[e];i.fixedrange||\"sync\"!==a.tickmode||n.push(a._id)}}for(st&&(i(K),i(rt.xaxes),i(nt.xaxes),a(e.overlays,\"xaxis\")),lt&&(i(J),i(rt.yaxes),i(nt.yaxes),a(e.overlays,\"yaxis\")),ht={},r=0;r<n.length;r++){var o=n[r],s=k(t,o);d.drawOne(t,s,{skipTitle:!0}),ht[s._name+\".range[0]\"]=s.range[0],ht[s._name+\".range[1]\"]=s.range[1]}d.redrawComponents(t,n)}function Ht(){if(!t._transitioningWithDuration){var e=t._context.doubleClick,r=[];it&&(r=r.concat(K)),at&&(r=r.concat(J)),nt.xaxes&&(r=r.concat(nt.xaxes)),nt.yaxes&&(r=r.concat(nt.yaxes));var n,i,a={};if(\"reset+autosize\"===e)for(e=\"autosize\",i=0;i<r.length;i++){var o=(n=r[i])._rangeInitial0,s=n._rangeInitial1,u=void 0!==o||void 0!==s;if(u&&(void 0!==o&&o!==n.range[0]||void 0!==s&&s!==n.range[1])||!u&&!0!==n.autorange){e=\"reset\";break}}if(\"autosize\"===e)for(i=0;i<r.length;i++)(n=r[i]).fixedrange||(a[n._name+\".autorange\"]=!0);else if(\"reset\"===e)for((it||rt.isSubplotConstrained)&&(r=r.concat(rt.xaxes)),at&&!rt.isSubplotConstrained&&(r=r.concat(rt.yaxes)),rt.isSubplotConstrained&&(it?at||(r=r.concat(J)):r=r.concat(K)),i=0;i<r.length;i++)if(!(n=r[i]).fixedrange){var c=n._name,f=n._autorangeInitial;void 0===n._rangeInitial0&&void 0===n._rangeInitial1?a[c+\".autorange\"]=!0:void 0===n._rangeInitial0?(a[c+\".autorange\"]=f,a[c+\".range\"]=[null,n._rangeInitial1]):void 0===n._rangeInitial1?(a[c+\".range\"]=[n._rangeInitial0,null],a[c+\".autorange\"]=f):a[c+\".range\"]=[n._rangeInitial0,n._rangeInitial1]}t.emit(\"plotly_doubleclick\",null),l.call(\"_guiRelayout\",t,a)}}function 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l={type:\"linear\",range:[n[0],n[1]-1e-6],tick0:o.tick0,dtick:o.dtick};v.setConvert(l,r);var u=v.calcTicks(l);e.isScoped||\"lonaxis\"!==t||u.pop();for(var c=u.length,f=new Array(c),h=0;h<c;h++)for(var p=u[h].x,d=f[h]=[],g=i[0];g<i[1]+2.5;g+=2.5)d.push(a(p,g));return{type:\"MultiLineString\",coordinates:f}}(r,e,t)).call(f.stroke,e[r].gridcolor).call(h.dashLine,e[r].griddash,e[r].gridwidth),l(r)?n.call(f.stroke,e[a+\"color\"]).call(h.dashLine,\"\",e[a+\"width\"]):u(r)&&n.call(f.fill,e[a+\"color\"])}))},S.updateDims=function(t,e){var r=this.bounds,n=(e.framewidth||0)/2,i=r[0][0]-n,a=r[0][1]-n,o=r[1][0]-i+n,s=r[1][1]-a+n;h.setRect(this.clipRect,i,a,o,s),this.bgRect.call(h.setRect,i,a,o,s).call(f.fill,e.bgcolor),this.xaxis._offset=i,this.xaxis._length=o,this.yaxis._offset=a,this.yaxis._length=s},S.updateFx=function(t,e){var r=this,i=r.graphDiv,a=r.bgRect,o=t.dragmode,s=t.clickmode;if(!r.isStatic){var c={element:r.bgRect.node(),gd:i,plotinfo:{id:r.id,xaxis:r.xaxis,yaxis:r.yaxis,fillRangeItems:function(t,e){e.isRect?(t.range={})[r.id]=[f([e.xmin,e.ymin]),f([e.xmax,e.ymax])]:(t.lassoPoints={})[r.id]=e.map(f)}},xaxes:[r.xaxis],yaxes:[r.yaxis],subplot:r.id,clickFn:function(t){2===t&&x(i)}};\"pan\"===o?(a.node().onmousedown=null,a.call(_(r,e)),a.on(\"dblclick.zoom\",(function(){var t=r.viewInitial,e={};for(var n in t)e[r.id+\".\"+n]=t[n];l.call(\"_guiRelayout\",i,e),i.emit(\"plotly_doubleclick\",null)})),i._context._scrollZoom.geo||a.on(\"wheel.zoom\",null)):\"select\"!==o&&\"lasso\"!==o||(a.on(\".zoom\",null),c.prepFn=function(t,e,r){m(t,e,r,c,o)},y.init(c)),a.on(\"mousemove\",(function(){var t=r.projection.invert(u.getPositionFromD3Event());if(!t)return y.unhover(i,n.event);r.xaxis.p2c=function(){return t[0]},r.yaxis.p2c=function(){return 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t.project(e)[1]}},t.mockAxis={type:\"linear\",showexponent:\"all\",exponentformat:\"B\"},v.setConvert(t.mockAxis,r)},S.saveViewInitial=function(t){var e,r=t.center||{},n=t.projection,i=n.rotation||{};this.viewInitial={fitbounds:t.fitbounds,\"projection.scale\":n.scale},e=t._isScoped?{\"center.lon\":r.lon,\"center.lat\":r.lat}:t._isClipped?{\"projection.rotation.lon\":i.lon,\"projection.rotation.lat\":i.lat}:{\"center.lon\":r.lon,\"center.lat\":r.lat,\"projection.rotation.lon\":i.lon},u.extendFlat(this.viewInitial,e)},S.render=function(t){this._hasMarkerAngles&&t?this.plot(this._geoCalcData,this._fullLayout,[],!0):this._render()},S._render=function(){var t,e=this.projection,r=e.getPath();function n(t){var r=e(t.lonlat);return r?c(r[0],r[1]):null}function i(t){return e.isLonLatOverEdges(t.lonlat)?\"none\":null}for(t in this.basePaths)this.basePaths[t].attr(\"d\",r);for(t in this.dataPaths)this.dataPaths[t].attr(\"d\",(function(t){return r(t.geojson)}));for(t in 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n=r(22548),i=r(86968).u,a=r(98192).u,o=r(79552),s=r(67824).overrideAll,l=r(95376),u={range:{valType:\"info_array\",items:[{valType:\"number\"},{valType:\"number\"}]},showgrid:{valType:\"boolean\",dflt:!1},tick0:{valType:\"number\",dflt:0},dtick:{valType:\"number\"},gridcolor:{valType:\"color\",dflt:n.lightLine},gridwidth:{valType:\"number\",min:0,dflt:1},griddash:a};(t.exports=s({domain:i({name:\"geo\"},{}),fitbounds:{valType:\"enumerated\",values:[!1,\"locations\",\"geojson\"],dflt:!1,editType:\"plot\"},resolution:{valType:\"enumerated\",values:[110,50],dflt:110,coerceNumber:!0},scope:{valType:\"enumerated\",values:l(o.scopeDefaults),dflt:\"world\"},projection:{type:{valType:\"enumerated\",values:l(o.projNames)},rotation:{lon:{valType:\"number\"},lat:{valType:\"number\"},roll:{valType:\"number\"}},tilt:{valType:\"number\",dflt:0},distance:{valType:\"number\",min:1.001,dflt:2},parallels:{valType:\"info_array\",items:[{valType:\"number\"},{valType:\"number\"}]},scale:{valType:\"number\",min:0,dflt:1}},center:{lon:{valType:\"number\"},lat:{valType:\"number\"}},visible:{valType:\"boolean\",dflt:!0},showcoastlines:{valType:\"boolean\"},coastlinecolor:{valType:\"color\",dflt:n.defaultLine},coastlinewidth:{valType:\"number\",min:0,dflt:1},showland:{valType:\"boolean\",dflt:!1},landcolor:{valType:\"color\",dflt:o.landColor},showocean:{valType:\"boolean\",dflt:!1},oceancolor:{valType:\"color\",dflt:o.waterColor},showlakes:{valType:\"boolean\",dflt:!1},lakecolor:{valType:\"color\",dflt:o.waterColor},showrivers:{valType:\"boolean\",dflt:!1},rivercolor:{valType:\"color\",dflt:o.waterColor},riverwidth:{valType:\"number\",min:0,dflt:1},showcountries:{valType:\"boolean\"},countrycolor:{valType:\"color\",dflt:n.defaultLine},countrywidth:{valType:\"number\",min:0,dflt:1},showsubunits:{valType:\"boolean\"},subunitcolor:{valType:\"color\",dflt:n.defaultLine},subunitwidth:{valType:\"number\",min:0,dflt:1},showframe:{valType:\"boolean\"},framecolor:{valType:\"color\",dflt:n.defaultLine},framewidth:{valType:\"number\",min:0,dflt:1},bgcolor:{valType:\"color\",dflt:n.background},lonaxis:u,lataxis:u},\"plot\",\"from-root\")).uirevision={valType:\"any\",editType:\"none\"}},86920:function(t,e,r){\"use 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r,i={r:e.rotate(),k:e.scale()},a=c(0,e),h=function(t){for(var e=0,r=arguments.length,i=[];++e<r;)i.push(arguments[e]);var a=n.dispatch.apply(null,i);return a.of=function(e,r){return function(i){var o;try{o=i.sourceEvent=n.event,i.target=t,n.event=i,a[i.type].apply(e,r)}finally{n.event=o}}},a}(a,\"zoomstart\",\"zoom\",\"zoomend\"),p=0,d=a.on;function y(t){var r=e.rotate();t(\"projection.rotation.lon\",-r[0]),t(\"projection.rotation.lat\",-r[1])}return a.on(\"zoomstart\",(function(){n.select(this).style(l);var t,u,c,f,y,b,_,w,T,k,A,M=n.mouse(this),S=e.rotate(),E=S,L=e.translate(),C=(u=.5*(t=S)[0]*o,c=.5*t[1]*o,f=.5*t[2]*o,y=Math.sin(u),b=Math.cos(u),_=Math.sin(c),w=Math.cos(c),T=Math.sin(f),[b*w*(k=Math.cos(f))+y*_*T,y*w*k-b*_*T,b*_*k+y*w*T,b*w*T-y*_*k]);r=v(e,M),d.call(a,\"zoom\",(function(){var t,a,o,l,u,c,f,p,d,y,b=n.mouse(this);if(e.scale(i.k=n.event.scale),r){if(v(e,b)){e.rotate(S).translate(L);var _=v(e,b),w=function(t,e){if(t&&e){var r=function(t,e){return[t[1]*e[2]-t[2]*e[1],t[2]*e[0]-t[0]*e[2],t[0]*e[1]-t[1]*e[0]]}(t,e),n=Math.sqrt(x(r,r)),i=.5*Math.acos(Math.max(-1,Math.min(1,x(t,e)))),a=Math.sin(i)/n;return n&&[Math.cos(i),r[2]*a,-r[1]*a,r[0]*a]}}(r,_),T=function(t){return[Math.atan2(2*(t[0]*t[1]+t[2]*t[3]),1-2*(t[1]*t[1]+t[2]*t[2]))*s,Math.asin(Math.max(-1,Math.min(1,2*(t[0]*t[2]-t[3]*t[1]))))*s,Math.atan2(2*(t[0]*t[3]+t[1]*t[2]),1-2*(t[2]*t[2]+t[3]*t[3]))*s]}((o=(t=C)[0],l=t[1],u=t[2],c=t[3],[o*(f=(a=w)[0])-l*(p=a[1])-u*(d=a[2])-c*(y=a[3]),o*p+l*f+u*y-c*d,o*d-l*y+u*f+c*p,o*y+l*d-u*p+c*f])),k=i.r=function(t,e,r){var n=m(e,2,t[0]);n=m(n,1,t[1]),n=m(n,0,t[2]-r[2]);var i,a,o=e[0],l=e[1],u=e[2],c=n[0],f=n[1],h=n[2],p=Math.atan2(l,o)*s,d=Math.sqrt(o*o+l*l);Math.abs(f)>d?(a=(f>0?90:-90)-p,i=0):(a=Math.asin(f/d)*s-p,i=Math.sqrt(d*d-f*f));var v=180-a-2*p,y=(Math.atan2(h,c)-Math.atan2(u,i))*s,x=(Math.atan2(h,c)-Math.atan2(u,-i))*s;return g(r[0],r[1],a,y)<=g(r[0],r[1],v,x)?[a,y,r[2]]:[v,x,r[2]]}(T,r,E);isFinite(k[0])&&isFinite(k[1])&&isFinite(k[2])||(k=E),e.rotate(k),E=k}}else r=v(e,M=b);h.of(this,arguments)({type:\"zoom\"})})),A=h.of(this,arguments),p++||A({type:\"zoomstart\"})})).on(\"zoomend\",(function(){var r;n.select(this).style(u),d.call(a,\"zoom\",null),r=h.of(this,arguments),--p||r({type:\"zoomend\"}),f(t,e,y)})).on(\"zoom.redraw\",(function(){t.render(!0);var r=e.rotate();t.graphDiv.emit(\"plotly_relayouting\",{\"geo.projection.scale\":e.scale()/t.fitScale,\"geo.projection.rotation.lon\":-r[0],\"geo.projection.rotation.lat\":-r[1]})})),n.rebind(a,h,\"on\")}function v(t,e){var r=t.invert(e);return r&&isFinite(r[0])&&isFinite(r[1])&&function(t){var e=t[0]*o,r=t[1]*o,n=Math.cos(r);return[n*Math.cos(e),n*Math.sin(e),Math.sin(r)]}(r)}function g(t,e,r,n){var i=y(r-t),a=y(n-e);return Math.sqrt(i*i+a*a)}function y(t){return(t%360+540)%360-180}function m(t,e,r){var n=r*o,i=t.slice(),a=0===e?1:0,s=2===e?1:2,l=Math.cos(n),u=Math.sin(n);return i[a]=t[a]*l-t[s]*u,i[s]=t[s]*l+t[a]*u,i}function x(t,e){for(var r=0,n=0,i=t.length;n<i;++n)r+=t[n]*e[n];return r}t.exports=function(t,e){var r=t.projection;return(e._isScoped?h:e._isClipped?d:p)(t,r)}},84888:function(t,e,r){\"use strict\";var n=r(24040),i=r(33816).SUBPLOT_PATTERN;e.KY=function(t,e,r){var i=n.subplotsRegistry[e];if(!i)return[];for(var a=i.attr,o=[],s=0;s<t.length;s++){var l=t[s];l[0].trace[a]===r&&o.push(l)}return o},e._M=function(t,e){var r,i=[],a=[];if(!(r=\"string\"==typeof e?n.getModule(e).plot:\"function\"==typeof e?e:e.plot))return[i,t];for(var o=0;o<t.length;o++){var s=t[o],l=s[0].trace;!0===l.visible&&0!==l._length&&(l._module&&l._module.plot===r?i.push(s):a.push(s))}return[i,a]},e.op=function(t,e,r){if(!n.subplotsRegistry[e])return[];var a,o,s,l=n.subplotsRegistry[e].attr,u=[];if(\"gl2d\"===e){var c=r.match(i);o=\"x\"+c[1],s=\"y\"+c[2]}for(var f=0;f<t.length;f++)a=t[f],\"gl2d\"===e&&n.traceIs(a,\"gl2d\")?a[l[0]]===o&&a[l[1]]===s&&u.push(a):a[l]===r&&u.push(a);return u}},2428:function(t,e,r){\"use strict\";var n=r(62644),i=r(97264),a=r(29128),o=r(33816),s=r(89184);function l(t,e){this.element=t,this.plot=e,this.mouseListener=null,this.wheelListener=null,this.lastInputTime=Date.now(),this.lastPos=[0,0],this.boxEnabled=!1,this.boxInited=!1,this.boxStart=[0,0],this.boxEnd=[0,0],this.dragStart=[0,0]}t.exports=function(t){var e=t.mouseContainer,r=t.glplot,u=new l(e,r);function c(){t.xaxis.autorange=!1,t.yaxis.autorange=!1}function f(e,n,i){var a,s,l=t.calcDataBox(),f=r.viewBox,h=u.lastPos[0],p=u.lastPos[1],d=o.MINDRAG*r.pixelRatio,v=o.MINZOOM*r.pixelRatio;function g(e,r,n){var i=Math.min(r,n),a=Math.max(r,n);i!==a?(l[e]=i,l[e+2]=a,u.dataBox=l,t.setRanges(l)):(t.selectBox.selectBox=[0,0,1,1],t.glplot.setDirty())}switch(n*=r.pixelRatio,i*=r.pixelRatio,i=f[3]-f[1]-i,t.fullLayout.dragmode){case\"zoom\":if(e){var y=n/(f[2]-f[0])*(l[2]-l[0])+l[0],m=i/(f[3]-f[1])*(l[3]-l[1])+l[1];u.boxInited||(u.boxStart[0]=y,u.boxStart[1]=m,u.dragStart[0]=n,u.dragStart[1]=i),u.boxEnd[0]=y,u.boxEnd[1]=m,u.boxInited=!0,u.boxEnabled||u.boxStart[0]===u.boxEnd[0]&&u.boxStart[1]===u.boxEnd[1]||(u.boxEnabled=!0);var x=Math.abs(u.dragStart[0]-n)<v,b=Math.abs(u.dragStart[1]-i)<v;if(!function(){for(var e=t.graphDiv._fullLayout._axisConstraintGroups,r=t.xaxis._id,n=t.yaxis._id,i=0;i<e.length;i++)if(-1!==e[i][r]){if(-1!==e[i][n])return!0;break}return!1}()||x&&b)x&&(u.boxEnd[0]=u.boxStart[0]),b&&(u.boxEnd[1]=u.boxStart[1]);else{a=u.boxEnd[0]-u.boxStart[0],s=u.boxEnd[1]-u.boxStart[1];var _=(l[3]-l[1])/(l[2]-l[0]);Math.abs(a*_)>Math.abs(s)?(u.boxEnd[1]=u.boxStart[1]+Math.abs(a)*_*(s>=0?1:-1),u.boxEnd[1]<l[1]?(u.boxEnd[1]=l[1],u.boxEnd[0]=u.boxStart[0]+(l[1]-u.boxStart[1])/Math.abs(_)):u.boxEnd[1]>l[3]&&(u.boxEnd[1]=l[3],u.boxEnd[0]=u.boxStart[0]+(l[3]-u.boxStart[1])/Math.abs(_))):(u.boxEnd[0]=u.boxStart[0]+Math.abs(s)/_*(a>=0?1:-1),u.boxEnd[0]<l[0]?(u.boxEnd[0]=l[0],u.boxEnd[1]=u.boxStart[1]+(l[0]-u.boxStart[0])*Math.abs(_)):u.boxEnd[0]>l[2]&&(u.boxEnd[0]=l[2],u.boxEnd[1]=u.boxStart[1]+(l[2]-u.boxStart[0])*Math.abs(_)))}}else u.boxEnabled?(a=u.boxStart[0]!==u.boxEnd[0],s=u.boxStart[1]!==u.boxEnd[1],a||s?(a&&(g(0,u.boxStart[0],u.boxEnd[0]),t.xaxis.autorange=!1),s&&(g(1,u.boxStart[1],u.boxEnd[1]),t.yaxis.autorange=!1),t.relayoutCallback()):t.glplot.setDirty(),u.boxEnabled=!1,u.boxInited=!1):u.boxInited&&(u.boxInited=!1);break;case\"pan\":u.boxEnabled=!1,u.boxInited=!1,e?(u.panning||(u.dragStart[0]=n,u.dragStart[1]=i),Math.abs(u.dragStart[0]-n)<d&&(n=u.dragStart[0]),Math.abs(u.dragStart[1]-i)<d&&(i=u.dragStart[1]),a=(h-n)*(l[2]-l[0])/(r.viewBox[2]-r.viewBox[0]),s=(p-i)*(l[3]-l[1])/(r.viewBox[3]-r.viewBox[1]),l[0]+=a,l[2]+=a,l[1]+=s,l[3]+=s,t.setRanges(l),u.panning=!0,u.lastInputTime=Date.now(),c(),t.cameraChanged(),t.handleAnnotations()):u.panning&&(u.panning=!1,t.relayoutCallback())}u.lastPos[0]=n,u.lastPos[1]=i}return u.mouseListener=n(e,f),e.addEventListener(\"touchstart\",(function(t){var r=a(t.changedTouches[0],e);f(0,r[0],r[1]),f(1,r[0],r[1]),t.preventDefault()}),!!s&&{passive:!1}),e.addEventListener(\"touchmove\",(function(t){t.preventDefault();var r=a(t.changedTouches[0],e);f(1,r[0],r[1]),t.preventDefault()}),!!s&&{passive:!1}),e.addEventListener(\"touchend\",(function(t){f(0,u.lastPos[0],u.lastPos[1]),t.preventDefault()}),!!s&&{passive:!1}),u.wheelListener=i(e,(function(e,n){if(!t.scrollZoom)return!1;var i=t.calcDataBox(),a=r.viewBox,o=u.lastPos[0],s=u.lastPos[1],l=Math.exp(5*n/(a[3]-a[1])),f=o/(a[2]-a[0])*(i[2]-i[0])+i[0],h=s/(a[3]-a[1])*(i[3]-i[1])+i[1];return i[0]=(i[0]-f)*l+f,i[2]=(i[2]-f)*l+f,i[1]=(i[1]-h)*l+h,i[3]=(i[3]-h)*l+h,t.setRanges(i),u.lastInputTime=Date.now(),c(),t.cameraChanged(),t.handleAnnotations(),t.relayoutCallback(),!0}),!0),u}},92568:function(t,e,r){\"use strict\";var n=r(54460),i=r(43080);function a(t){this.scene=t,this.gl=t.gl,this.pixelRatio=t.pixelRatio,this.screenBox=[0,0,1,1],this.viewBox=[0,0,1,1],this.dataBox=[-1,-1,1,1],this.borderLineEnable=[!1,!1,!1,!1],this.borderLineWidth=[1,1,1,1],this.borderLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.ticks=[[],[]],this.tickEnable=[!0,!0,!1,!1],this.tickPad=[15,15,15,15],this.tickAngle=[0,0,0,0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickMarkLength=[0,0,0,0],this.tickMarkWidth=[0,0,0,0],this.tickMarkColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labels=[\"x\",\"y\"],this.labelEnable=[!0,!0,!1,!1],this.labelAngle=[0,Math.PI/2,0,3*Math.PI/2],this.labelPad=[15,15,15,15],this.labelSize=[12,12],this.labelFont=[\"sans-serif\",\"sans-serif\"],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.title=\"\",this.titleEnable=!0,this.titleCenter=[0,0,0,0],this.titleAngle=0,this.titleColor=[0,0,0,1],this.titleFont=\"sans-serif\",this.titleSize=18,this.gridLineEnable=[!0,!0],this.gridLineColor=[[0,0,0,.5],[0,0,0,.5]],this.gridLineWidth=[1,1],this.zeroLineEnable=[!0,!0],this.zeroLineWidth=[1,1],this.zeroLineColor=[[0,0,0,1],[0,0,0,1]],this.borderColor=[0,0,0,0],this.backgroundColor=[0,0,0,0],this.static=this.scene.staticPlot}var o=a.prototype,s=[\"xaxis\",\"yaxis\"];o.merge=function(t){var e,r,n,a,o,l,u,c,f,h,p;for(this.titleEnable=!1,this.backgroundColor=i(t.plot_bgcolor),h=0;h<2;++h){var d=(e=s[h]).charAt(0);for(n=(r=t[this.scene[e]._name]).title.text===this.scene.fullLayout._dfltTitle[d]?\"\":r.title.text,p=0;p<=2;p+=2)this.labelEnable[h+p]=!1,this.labels[h+p]=n,this.labelColor[h+p]=i(r.title.font.color),this.labelFont[h+p]=r.title.font.family,this.labelSize[h+p]=r.title.font.size,this.labelPad[h+p]=this.getLabelPad(e,r),this.tickEnable[h+p]=!1,this.tickColor[h+p]=i((r.tickfont||{}).color),this.tickAngle[h+p]=\"auto\"===r.tickangle?0:Math.PI*-r.tickangle/180,this.tickPad[h+p]=this.getTickPad(r),this.tickMarkLength[h+p]=0,this.tickMarkWidth[h+p]=r.tickwidth||0,this.tickMarkColor[h+p]=i(r.tickcolor),this.borderLineEnable[h+p]=!1,this.borderLineColor[h+p]=i(r.linecolor),this.borderLineWidth[h+p]=r.linewidth||0;u=this.hasSharedAxis(r),o=this.hasAxisInDfltPos(e,r)&&!u,l=this.hasAxisInAltrPos(e,r)&&!u,a=r.mirror||!1,c=u?-1!==String(a).indexOf(\"all\"):!!a,f=u?\"allticks\"===a:-1!==String(a).indexOf(\"ticks\"),o?this.labelEnable[h]=!0:l&&(this.labelEnable[h+2]=!0),o?this.tickEnable[h]=r.showticklabels:l&&(this.tickEnable[h+2]=r.showticklabels),(o||c)&&(this.borderLineEnable[h]=r.showline),(l||c)&&(this.borderLineEnable[h+2]=r.showline),(o||f)&&(this.tickMarkLength[h]=this.getTickMarkLength(r)),(l||f)&&(this.tickMarkLength[h+2]=this.getTickMarkLength(r)),this.gridLineEnable[h]=r.showgrid,this.gridLineColor[h]=i(r.gridcolor),this.gridLineWidth[h]=r.gridwidth,this.zeroLineEnable[h]=r.zeroline,this.zeroLineColor[h]=i(r.zerolinecolor),this.zeroLineWidth[h]=r.zerolinewidth}},o.hasSharedAxis=function(t){var e=this.scene,r=e.fullLayout._subplots.gl2d;return 0!==n.findSubplotsWithAxis(r,t).indexOf(e.id)},o.hasAxisInDfltPos=function(t,e){var r=e.side;return\"xaxis\"===t?\"bottom\"===r:\"yaxis\"===t?\"left\"===r:void 0},o.hasAxisInAltrPos=function(t,e){var r=e.side;return\"xaxis\"===t?\"top\"===r:\"yaxis\"===t?\"right\"===r:void 0},o.getLabelPad=function(t,e){var r=1.5,n=e.title.font.size,i=e.showticklabels;return\"xaxis\"===t?\"top\"===e.side?n*(r+(i?1:0))-10:n*(r+(i?.5:0))-10:\"yaxis\"===t?\"right\"===e.side?10+n*(r+(i?1:.5)):10+n*(r+(i?.5:0)):void 0},o.getTickPad=function(t){return\"outside\"===t.ticks?10+t.ticklen:15},o.getTickMarkLength=function(t){if(!t.ticks)return 0;var e=t.ticklen;return\"inside\"===t.ticks?-e:e},t.exports=function(t){return new a(t)}},39952:function(t,e,r){\"use strict\";var n=r(67824).overrideAll,i=r(17188),a=r(64859),o=r(9616),s=r(33816),l=r(57952),u=r(65460),c=r(84888).op;e.name=\"gl2d\",e.attr=[\"xaxis\",\"yaxis\"],e.idRoot=[\"x\",\"y\"],e.idRegex=s.idRegex,e.attrRegex=s.attrRegex,e.attributes=r(26720),e.supplyLayoutDefaults=function(t,e,r){e._has(\"cartesian\")||l.supplyLayoutDefaults(t,e,r)},e.layoutAttrOverrides=n(l.layoutAttributes,\"plot\",\"from-root\"),e.baseLayoutAttrOverrides=n({plot_bgcolor:a.plot_bgcolor,hoverlabel:u.hoverlabel},\"plot\",\"nested\"),e.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots.gl2d,a=0;a<n.length;a++){var o=n[a],s=e._plots[o],l=c(r,\"gl2d\",o),u=s._scene2d;void 0===u&&(u=new i({id:o,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio},e),s._scene2d=u),u.plot(l,t.calcdata,e,t.layout)}},e.clean=function(t,e,r,n){for(var i=n._subplots.gl2d||[],a=0;a<i.length;a++){var o=i[a],s=n._plots[o];s._scene2d&&0===c(t,\"gl2d\",o).length&&(s._scene2d.destroy(),delete n._plots[o])}l.clean.apply(this,arguments)},e.drawFramework=function(t){t._context.staticPlot||l.drawFramework(t)},e.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots.gl2d,n=0;n<r.length;n++){var i=e._plots[r[n]]._scene2d,a=i.toImage(\"png\");e._glimages.append(\"svg:image\").attr({xmlns:o.svg,\"xlink:href\":a,x:0,y:0,width:\"100%\",height:\"100%\",preserveAspectRatio:\"none\"}),i.destroy()}},e.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots.gl2d,n=0;n<r.length;n++)e._plots[r[n]]._scene2d.updateFx(e.dragmode)}},17188:function(t,e,r){\"use strict\";var n,i,a=r(24040),o=r(54460),s=r(93024),l=r(67792).gl_plot2d,u=r(67792).gl_spikes2d,c=r(67792).gl_select_box,f=r(5408),h=r(92568),p=r(2428),d=r(16576),v=r(71888),g=v.enforce,y=v.clean,m=r(19280).doAutoRange,x=r(72760),b=x.drawMode,_=x.selectMode,w=[\"xaxis\",\"yaxis\"],T=r(33816).SUBPLOT_PATTERN;function k(t,e){this.container=t.container,this.graphDiv=t.graphDiv,this.pixelRatio=t.plotGlPixelRatio||window.devicePixelRatio,this.id=t.id,this.staticPlot=!!t.staticPlot,this.scrollZoom=this.graphDiv._context._scrollZoom.cartesian,this.fullData=null,this.updateRefs(e),this.makeFramework(),this.stopped||(this.glplotOptions=h(this),this.glplotOptions.merge(e),this.glplot=l(this.glplotOptions),this.camera=p(this),this.traces={},this.spikes=u(this.glplot),this.selectBox=c(this.glplot,{innerFill:!1,outerFill:!0}),this.lastButtonState=0,this.pickResult=null,this.isMouseOver=!0,this.stopped=!1,this.redraw=this.draw.bind(this),this.redraw())}t.exports=k;var A=k.prototype;A.makeFramework=function(){if(this.staticPlot){if(!(i||(n=document.createElement(\"canvas\"),i=f({canvas:n,preserveDrawingBuffer:!1,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"Error creating static canvas/context for image server\");this.canvas=n,this.gl=i}else{var t=this.container.querySelector(\".gl-canvas-focus\"),e=f({canvas:t,preserveDrawingBuffer:!0,premultipliedAlpha:!0});if(!e)return d(this),void(this.stopped=!0);this.canvas=t,this.gl=e}var r=this.canvas;r.style.width=\"100%\",r.style.height=\"100%\",r.style.position=\"absolute\",r.style.top=\"0px\",r.style.left=\"0px\",r.style[\"pointer-events\"]=\"none\",this.updateSize(r);var a=this.svgContainer=document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\");a.style.position=\"absolute\",a.style.top=a.style.left=\"0px\",a.style.width=a.style.height=\"100%\",a.style[\"z-index\"]=20,a.style[\"pointer-events\"]=\"none\";var o=this.mouseContainer=document.createElement(\"div\");o.style.position=\"absolute\",o.style[\"pointer-events\"]=\"auto\",this.pickCanvas=this.container.querySelector(\".gl-canvas-pick\");var s=this.container;s.appendChild(a),s.appendChild(o);var l=this;o.addEventListener(\"mouseout\",(function(){l.isMouseOver=!1,l.unhover()})),o.addEventListener(\"mouseover\",(function(){l.isMouseOver=!0}))},A.toImage=function(t){t||(t=\"png\"),this.stopped=!0,this.staticPlot&&this.container.appendChild(n),this.updateSize(this.canvas);var e=this.glplot.gl,r=e.drawingBufferWidth,i=e.drawingBufferHeight;e.clearColor(1,1,1,0),e.clear(e.COLOR_BUFFER_BIT|e.DEPTH_BUFFER_BIT),this.glplot.setDirty(),this.glplot.draw(),e.bindFramebuffer(e.FRAMEBUFFER,null);var a=new Uint8Array(r*i*4);e.readPixels(0,0,r,i,e.RGBA,e.UNSIGNED_BYTE,a);for(var o=0,s=i-1;o<s;++o,--s)for(var l=0;l<r;++l)for(var u=0;u<4;++u){var c=a[4*(r*o+l)+u];a[4*(r*o+l)+u]=a[4*(r*s+l)+u],a[4*(r*s+l)+u]=c}var f=document.createElement(\"canvas\");f.width=r,f.height=i;var h,p=f.getContext(\"2d\",{willReadFrequently:!0}),d=p.createImageData(r,i);switch(d.data.set(a),p.putImageData(d,0,0),t){case\"jpeg\":h=f.toDataURL(\"image/jpeg\");break;case\"webp\":h=f.toDataURL(\"image/webp\");break;default:h=f.toDataURL(\"image/png\")}return this.staticPlot&&this.container.removeChild(n),h},A.updateSize=function(t){t||(t=this.canvas);var e=this.pixelRatio,r=this.fullLayout,n=r.width,i=r.height,a=0|Math.ceil(e*n),o=0|Math.ceil(e*i);return t.width===a&&t.height===o||(t.width=a,t.height=o),t},A.computeTickMarks=function(){this.xaxis.setScale(),this.yaxis.setScale();for(var t=[o.calcTicks(this.xaxis),o.calcTicks(this.yaxis)],e=0;e<2;++e)for(var r=0;r<t[e].length;++r)t[e][r].text=t[e][r].text+\"\";return t},A.updateRefs=function(t){this.fullLayout=t;var e=this.id.match(T),r=\"xaxis\"+e[1],n=\"yaxis\"+e[2];this.xaxis=this.fullLayout[r],this.yaxis=this.fullLayout[n]},A.relayoutCallback=function(){var t=this.graphDiv,e=this.xaxis,r=this.yaxis,n=t.layout,i={},o=i[e._name+\".range\"]=e.range.slice(),s=i[r._name+\".range\"]=r.range.slice();i[e._name+\".autorange\"]=e.autorange,i[r._name+\".autorange\"]=r.autorange,a.call(\"_storeDirectGUIEdit\",t.layout,t._fullLayout._preGUI,i);var l=n[e._name];l.range=o,l.autorange=e.autorange;var u=n[r._name];u.range=s,u.autorange=r.autorange,i.lastInputTime=this.camera.lastInputTime,t.emit(\"plotly_relayout\",i)},A.cameraChanged=function(){var t=this.camera;this.glplot.setDataBox(this.calcDataBox());var e=this.computeTickMarks();(function(t,e){for(var r=0;r<2;++r){var n=t[r],i=e[r];if(n.length!==i.length)return!0;for(var a=0;a<n.length;++a)if(n[a].x!==i[a].x)return!0}return!1})(e,this.glplotOptions.ticks)&&(this.glplotOptions.ticks=e,this.glplotOptions.dataBox=t.dataBox,this.glplot.update(this.glplotOptions),this.handleAnnotations())},A.handleAnnotations=function(){for(var t=this.graphDiv,e=this.fullLayout.annotations,r=0;r<e.length;r++){var n=e[r];n.xref===this.xaxis._id&&n.yref===this.yaxis._id&&a.getComponentMethod(\"annotations\",\"drawOne\")(t,r)}},A.destroy=function(){if(this.glplot){var t=this.traces;t&&Object.keys(t).map((function(e){t[e].dispose(),delete t[e]})),this.glplot.dispose(),this.container.removeChild(this.svgContainer),this.container.removeChild(this.mouseContainer),this.fullData=null,this.glplot=null,this.stopped=!0,this.camera.mouseListener.enabled=!1,this.mouseContainer.removeEventListener(\"wheel\",this.camera.wheelListener),this.camera=null}},A.plot=function(t,e,r){var n=this.glplot;this.updateRefs(r),this.xaxis.clearCalc(),this.yaxis.clearCalc(),this.updateTraces(t,e),this.updateFx(r.dragmode);var i=r.width,a=r.height;this.updateSize(this.canvas);var o=this.glplotOptions;o.merge(r),o.screenBox=[0,0,i,a];var s={_fullLayout:{_axisConstraintGroups:r._axisConstraintGroups,xaxis:this.xaxis,yaxis:this.yaxis,_size:r._size}};y(s,this.xaxis),y(s,this.yaxis);var l,u,c=r._size,f=this.xaxis.domain,h=this.yaxis.domain;for(o.viewBox=[c.l+f[0]*c.w,c.b+h[0]*c.h,i-c.r-(1-f[1])*c.w,a-c.t-(1-h[1])*c.h],this.mouseContainer.style.width=c.w*(f[1]-f[0])+\"px\",this.mouseContainer.style.height=c.h*(h[1]-h[0])+\"px\",this.mouseContainer.height=c.h*(h[1]-h[0]),this.mouseContainer.style.left=c.l+f[0]*c.w+\"px\",this.mouseContainer.style.top=c.t+(1-h[1])*c.h+\"px\",u=0;u<2;++u)(l=this[w[u]])._length=o.viewBox[u+2]-o.viewBox[u],m(this.graphDiv,l),l.setScale();g(s),o.ticks=this.computeTickMarks(),o.dataBox=this.calcDataBox(),o.merge(r),n.update(o),this.glplot.draw()},A.calcDataBox=function(){var t=this.xaxis,e=this.yaxis,r=t.range,n=e.range,i=t.r2l,a=e.r2l;return[i(r[0]),a(n[0]),i(r[1]),a(n[1])]},A.setRanges=function(t){var e=this.xaxis,r=this.yaxis,n=e.l2r,i=r.l2r;e.range=[n(t[0]),n(t[2])],r.range=[i(t[1]),i(t[3])]},A.updateTraces=function(t,e){var r,n,i,a=Object.keys(this.traces);this.fullData=t;t:for(r=0;r<a.length;r++){var o=a[r],s=this.traces[o];for(n=0;n<t.length;n++)if((i=t[n]).uid===o&&i.type===s.type)continue t;s.dispose(),delete this.traces[o]}for(r=0;r<t.length;r++){i=t[r];var l=e[r],u=this.traces[i.uid];u?u.update(i,l):(u=i._module.plot(this,i,l),this.traces[i.uid]=u)}this.glplot.objects.sort((function(t,e){return t._trace.index-e._trace.index}))},A.updateFx=function(t){_(t)||b(t)?(this.pickCanvas.style[\"pointer-events\"]=\"none\",this.mouseContainer.style[\"pointer-events\"]=\"none\"):(this.pickCanvas.style[\"pointer-events\"]=\"auto\",this.mouseContainer.style[\"pointer-events\"]=\"auto\"),this.mouseContainer.style.cursor=\"pan\"===t?\"move\":\"zoom\"===t?\"crosshair\":null},A.emitPointAction=function(t,e){for(var r,n=t.trace.uid,i=t.pointIndex,a=0;a<this.fullData.length;a++)this.fullData[a].uid===n&&(r=this.fullData[a]);var o={x:t.traceCoord[0],y:t.traceCoord[1],curveNumber:r.index,pointNumber:i,data:r._input,fullData:this.fullData,xaxis:this.xaxis,yaxis:this.yaxis};s.appendArrayPointValue(o,r,i),this.graphDiv.emit(e,{points:[o]})},A.draw=function(){if(!this.stopped){requestAnimationFrame(this.redraw);var t=this.glplot,e=this.camera,r=e.mouseListener,n=1===this.lastButtonState&&0===r.buttons,i=this.fullLayout;this.lastButtonState=r.buttons,this.cameraChanged();var a,o=r.x*t.pixelRatio,l=this.canvas.height-t.pixelRatio*r.y;if(e.boxEnabled&&\"zoom\"===i.dragmode){this.selectBox.enabled=!0;for(var u=this.selectBox.selectBox=[Math.min(e.boxStart[0],e.boxEnd[0]),Math.min(e.boxStart[1],e.boxEnd[1]),Math.max(e.boxStart[0],e.boxEnd[0]),Math.max(e.boxStart[1],e.boxEnd[1])],c=0;c<2;c++)e.boxStart[c]===e.boxEnd[c]&&(u[c]=t.dataBox[c],u[c+2]=t.dataBox[c+2]);t.setDirty()}else if(!e.panning&&this.isMouseOver){this.selectBox.enabled=!1;var f=i._size,h=this.xaxis.domain,p=this.yaxis.domain,d=(a=t.pick(o/t.pixelRatio+f.l+h[0]*f.w,l/t.pixelRatio-(f.t+(1-p[1])*f.h)))&&a.object._trace.handlePick(a);if(d&&n&&this.emitPointAction(d,\"plotly_click\"),a&&\"skip\"!==a.object._trace.hoverinfo&&i.hovermode&&d&&(!this.lastPickResult||this.lastPickResult.traceUid!==d.trace.uid||this.lastPickResult.dataCoord[0]!==d.dataCoord[0]||this.lastPickResult.dataCoord[1]!==d.dataCoord[1])){var v=d;this.lastPickResult={traceUid:d.trace?d.trace.uid:null,dataCoord:d.dataCoord.slice()},this.spikes.update({center:a.dataCoord}),v.screenCoord=[((t.viewBox[2]-t.viewBox[0])*(a.dataCoord[0]-t.dataBox[0])/(t.dataBox[2]-t.dataBox[0])+t.viewBox[0])/t.pixelRatio,(this.canvas.height-(t.viewBox[3]-t.viewBox[1])*(a.dataCoord[1]-t.dataBox[1])/(t.dataBox[3]-t.dataBox[1])-t.viewBox[1])/t.pixelRatio],this.emitPointAction(d,\"plotly_hover\");var g=this.fullData[v.trace.index]||{},y=v.pointIndex,m=s.castHoverinfo(g,i,y);if(m&&\"all\"!==m){var x=m.split(\"+\");-1===x.indexOf(\"x\")&&(v.traceCoord[0]=void 0),-1===x.indexOf(\"y\")&&(v.traceCoord[1]=void 0),-1===x.indexOf(\"z\")&&(v.traceCoord[2]=void 0),-1===x.indexOf(\"text\")&&(v.textLabel=void 0),-1===x.indexOf(\"name\")&&(v.name=void 0)}s.loneHover({x:v.screenCoord[0],y:v.screenCoord[1],xLabel:this.hoverFormatter(\"xaxis\",v.traceCoord[0]),yLabel:this.hoverFormatter(\"yaxis\",v.traceCoord[1]),zLabel:v.traceCoord[2],text:v.textLabel,name:v.name,color:s.castHoverOption(g,y,\"bgcolor\")||v.color,borderColor:s.castHoverOption(g,y,\"bordercolor\"),fontFamily:s.castHoverOption(g,y,\"font.family\"),fontSize:s.castHoverOption(g,y,\"font.size\"),fontColor:s.castHoverOption(g,y,\"font.color\"),nameLength:s.castHoverOption(g,y,\"namelength\"),textAlign:s.castHoverOption(g,y,\"align\")},{container:this.svgContainer,gd:this.graphDiv})}}a||this.unhover(),t.draw()}},A.unhover=function(){this.lastPickResult&&(this.spikes.update({}),this.lastPickResult=null,this.graphDiv.emit(\"plotly_unhover\"),s.loneUnhover(this.svgContainer))},A.hoverFormatter=function(t,e){if(void 0!==e){var r=this[t];return o.tickText(r,r.c2l(e),\"hover\").text}}},12536:function(t,e,r){\"use strict\";var n=r(67824).overrideAll,i=r(65460),a=r(98432),o=r(84888).op,s=r(3400),l=r(9616),u=\"gl3d\",c=\"scene\";e.name=u,e.attr=c,e.idRoot=c,e.idRegex=e.attrRegex=s.counterRegex(\"scene\"),e.attributes=r(6636),e.layoutAttributes=r(346),e.baseLayoutAttrOverrides=n({hoverlabel:i.hoverlabel},\"plot\",\"nested\"),e.supplyLayoutDefaults=r(5208),e.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots[u],i=0;i<n.length;i++){var s=n[i],l=o(r,u,s),c=e[s],f=c.camera,h=c._scene;h||(h=new a({id:s,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio,camera:f},e),c._scene=h),h.viewInitial||(h.viewInitial={up:{x:f.up.x,y:f.up.y,z:f.up.z},eye:{x:f.eye.x,y:f.eye.y,z:f.eye.z},center:{x:f.center.x,y:f.center.y,z:f.center.z}}),h.plot(l,e,t.layout)}},e.clean=function(t,e,r,n){for(var i=n._subplots[u]||[],a=0;a<i.length;a++){var o=i[a];!e[o]&&n[o]._scene&&(n[o]._scene.destroy(),n._infolayer&&n._infolayer.selectAll(\".annotation-\"+o).remove())}},e.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots[u],n=e._size,i=0;i<r.length;i++){var a=e[r[i]],o=a.domain,s=a._scene,c=s.toImage(\"png\");e._glimages.append(\"svg:image\").attr({xmlns:l.svg,\"xlink:href\":c,x:n.l+n.w*o.x[0],y:n.t+n.h*(1-o.y[1]),width:n.w*(o.x[1]-o.x[0]),height:n.h*(o.y[1]-o.y[0]),preserveAspectRatio:\"none\"}),s.destroy()}},e.cleanId=function(t){if(t.match(/^scene[0-9]*$/)){var e=t.substr(5);return\"1\"===e&&(e=\"\"),c+e}},e.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots[u],n=0;n<r.length;n++)e[r[n]]._scene.updateFx(e.dragmode,e.hovermode)}},6636:function(t){\"use strict\";t.exports={scene:{valType:\"subplotid\",dflt:\"scene\",editType:\"calc+clearAxisTypes\"}}},86140:function(t,e,r){\"use strict\";var n=r(76308),i=r(94724),a=r(92880).extendFlat,o=r(67824).overrideAll;t.exports=o({visible:i.visible,showspikes:{valType:\"boolean\",dflt:!0},spikesides:{valType:\"boolean\",dflt:!0},spikethickness:{valType:\"number\",min:0,dflt:2},spikecolor:{valType:\"color\",dflt:n.defaultLine},showbackground:{valType:\"boolean\",dflt:!1},backgroundcolor:{valType:\"color\",dflt:\"rgba(204, 204, 204, 0.5)\"},showaxeslabels:{valType:\"boolean\",dflt:!0},color:i.color,categoryorder:i.categoryorder,categoryarray:i.categoryarray,title:{text:i.title.text,font:i.title.font},type:a({},i.type,{values:[\"-\",\"linear\",\"log\",\"date\",\"category\"]}),autotypenumbers:i.autotypenumbers,autorange:i.autorange,autorangeoptions:{minallowed:i.autorangeoptions.minallowed,maxallowed:i.autorangeoptions.maxallowed,clipmin:i.autorangeoptions.clipmin,clipmax:i.autorangeoptions.clipmax,include:i.autorangeoptions.include,editType:\"plot\"},rangemode:i.rangemode,minallowed:i.minallowed,maxallowed:i.maxallowed,range:a({},i.range,{items:[{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}},{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}}],anim:!1}),tickmode:i.minor.tickmode,nticks:i.nticks,tick0:i.tick0,dtick:i.dtick,tickvals:i.tickvals,ticktext:i.ticktext,ticks:i.ticks,mirror:i.mirror,ticklen:i.ticklen,tickwidth:i.tickwidth,tickcolor:i.tickcolor,showticklabels:i.showticklabels,labelalias:i.labelalias,tickfont:i.tickfont,tickangle:i.tickangle,tickprefix:i.tickprefix,showtickprefix:i.showtickprefix,ticksuffix:i.ticksuffix,showticksuffix:i.showticksuffix,showexponent:i.showexponent,exponentformat:i.exponentformat,minexponent:i.minexponent,separatethousands:i.separatethousands,tickformat:i.tickformat,tickformatstops:i.tickformatstops,hoverformat:i.hoverformat,showline:i.showline,linecolor:i.linecolor,linewidth:i.linewidth,showgrid:i.showgrid,gridcolor:a({},i.gridcolor,{dflt:\"rgb(204, 204, 204)\"}),gridwidth:i.gridwidth,zeroline:i.zeroline,zerolinecolor:i.zerolinecolor,zerolinewidth:i.zerolinewidth,_deprecated:{title:i._deprecated.title,titlefont:i._deprecated.titlefont}},\"plot\",\"from-root\")},64380:function(t,e,r){\"use strict\";var n=r(49760).mix,i=r(3400),a=r(31780),o=r(86140),s=r(14944),l=r(28336),u=[\"xaxis\",\"yaxis\",\"zaxis\"];t.exports=function(t,e,r){var c,f;function h(t,e){return i.coerce(c,f,o,t,e)}for(var p=0;p<u.length;p++){var d=u[p];c=t[d]||{},(f=a.newContainer(e,d))._id=d[0]+r.scene,f._name=d,s(c,f,h,r),l(c,f,h,{font:r.font,letter:d[0],data:r.data,showGrid:!0,noAutotickangles:!0,noTickson:!0,noTicklabelmode:!0,noTicklabelstep:!0,noTicklabelposition:!0,noTicklabeloverflow:!0,noInsiderange:!0,bgColor:r.bgColor,calendar:r.calendar},r.fullLayout),h(\"gridcolor\",n(f.color,r.bgColor,72.72727272727273).toRgbString()),h(\"title.text\",d[0]),f.setScale=i.noop,h(\"showspikes\")&&(h(\"spikesides\"),h(\"spikethickness\"),h(\"spikecolor\",f.color)),h(\"showaxeslabels\"),h(\"showbackground\")&&h(\"backgroundcolor\")}}},44728:function(t,e,r){\"use strict\";var n=r(43080),i=r(3400),a=[\"xaxis\",\"yaxis\",\"zaxis\"];function o(){this.bounds=[[-10,-10,-10],[10,10,10]],this.ticks=[[],[],[]],this.tickEnable=[!0,!0,!0],this.tickFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.tickSize=[12,12,12],this.tickAngle=[0,0,0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[18,18,18],this.labels=[\"x\",\"y\",\"z\"],this.labelEnable=[!0,!0,!0],this.labelFont=[\"Open Sans\",\"Open Sans\",\"Open Sans\"],this.labelSize=[20,20,20],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[30,30,30],this.lineEnable=[!0,!0,!0],this.lineMirror=[!1,!1,!1],this.lineWidth=[1,1,1],this.lineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.lineTickEnable=[!0,!0,!0],this.lineTickMirror=[!1,!1,!1],this.lineTickLength=[10,10,10],this.lineTickWidth=[1,1,1],this.lineTickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.gridEnable=[!0,!0,!0],this.gridWidth=[1,1,1],this.gridColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroEnable=[!0,!0,!0],this.zeroLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroLineWidth=[2,2,2],this.backgroundEnable=[!0,!0,!0],this.backgroundColor=[[.8,.8,.8,.5],[.8,.8,.8,.5],[.8,.8,.8,.5]],this._defaultTickPad=this.tickPad.slice(),this._defaultLabelPad=this.labelPad.slice(),this._defaultLineTickLength=this.lineTickLength.slice()}o.prototype.merge=function(t,e){for(var r=this,o=0;o<3;++o){var s=e[a[o]];s.visible?(r.labels[o]=t._meta?i.templateString(s.title.text,t._meta):s.title.text,\"font\"in s.title&&(s.title.font.color&&(r.labelColor[o]=n(s.title.font.color)),s.title.font.family&&(r.labelFont[o]=s.title.font.family),s.title.font.size&&(r.labelSize[o]=s.title.font.size)),\"showline\"in s&&(r.lineEnable[o]=s.showline),\"linecolor\"in s&&(r.lineColor[o]=n(s.linecolor)),\"linewidth\"in s&&(r.lineWidth[o]=s.linewidth),\"showgrid\"in s&&(r.gridEnable[o]=s.showgrid),\"gridcolor\"in s&&(r.gridColor[o]=n(s.gridcolor)),\"gridwidth\"in s&&(r.gridWidth[o]=s.gridwidth),\"log\"===s.type?r.zeroEnable[o]=!1:\"zeroline\"in s&&(r.zeroEnable[o]=s.zeroline),\"zerolinecolor\"in s&&(r.zeroLineColor[o]=n(s.zerolinecolor)),\"zerolinewidth\"in s&&(r.zeroLineWidth[o]=s.zerolinewidth),\"ticks\"in s&&s.ticks?r.lineTickEnable[o]=!0:r.lineTickEnable[o]=!1,\"ticklen\"in s&&(r.lineTickLength[o]=r._defaultLineTickLength[o]=s.ticklen),\"tickcolor\"in s&&(r.lineTickColor[o]=n(s.tickcolor)),\"tickwidth\"in s&&(r.lineTickWidth[o]=s.tickwidth),\"tickangle\"in s&&(r.tickAngle[o]=\"auto\"===s.tickangle?-3600:Math.PI*-s.tickangle/180),\"showticklabels\"in s&&(r.tickEnable[o]=s.showticklabels),\"tickfont\"in s&&(s.tickfont.color&&(r.tickColor[o]=n(s.tickfont.color)),s.tickfont.family&&(r.tickFont[o]=s.tickfont.family),s.tickfont.size&&(r.tickSize[o]=s.tickfont.size)),\"mirror\"in s?-1!==[\"ticks\",\"all\",\"allticks\"].indexOf(s.mirror)?(r.lineTickMirror[o]=!0,r.lineMirror[o]=!0):!0===s.mirror?(r.lineTickMirror[o]=!1,r.lineMirror[o]=!0):(r.lineTickMirror[o]=!1,r.lineMirror[o]=!1):r.lineMirror[o]=!1,\"showbackground\"in s&&!1!==s.showbackground?(r.backgroundEnable[o]=!0,r.backgroundColor[o]=n(s.backgroundcolor)):r.backgroundEnable[o]=!1):(r.tickEnable[o]=!1,r.labelEnable[o]=!1,r.lineEnable[o]=!1,r.lineTickEnable[o]=!1,r.gridEnable[o]=!1,r.zeroEnable[o]=!1,r.backgroundEnable[o]=!1)}},t.exports=function(t,e){var r=new o;return r.merge(t,e),r}},5208:function(t,e,r){\"use strict\";var n=r(3400),i=r(76308),a=r(24040),o=r(168),s=r(64380),l=r(346),u=r(84888).op,c=\"gl3d\";function f(t,e,r,n){for(var o=r(\"bgcolor\"),l=i.combine(o,n.paper_bgcolor),f=[\"up\",\"center\",\"eye\"],h=0;h<f.length;h++)r(\"camera.\"+f[h]+\".x\"),r(\"camera.\"+f[h]+\".y\"),r(\"camera.\"+f[h]+\".z\");r(\"camera.projection.type\");var p=!!r(\"aspectratio.x\")&&!!r(\"aspectratio.y\")&&!!r(\"aspectratio.z\"),d=r(\"aspectmode\",p?\"manual\":\"auto\");p||(t.aspectratio=e.aspectratio={x:1,y:1,z:1},\"manual\"===d&&(e.aspectmode=\"auto\"),t.aspectmode=e.aspectmode);var v=u(n.fullData,c,n.id);s(t,e,{font:n.font,scene:n.id,data:v,bgColor:l,calendar:n.calendar,autotypenumbersDflt:n.autotypenumbersDflt,fullLayout:n.fullLayout}),a.getComponentMethod(\"annotations3d\",\"handleDefaults\")(t,e,n);var g=n.getDfltFromLayout(\"dragmode\");if(!1!==g&&!g)if(g=\"orbit\",t.camera&&t.camera.up){var y=t.camera.up.x,m=t.camera.up.y,x=t.camera.up.z;0!==x&&(y&&m&&x?x/Math.sqrt(y*y+m*m+x*x)>.999&&(g=\"turntable\"):g=\"turntable\")}else g=\"turntable\";r(\"dragmode\",g),r(\"hovermode\",n.getDfltFromLayout(\"hovermode\"))}t.exports=function(t,e,r){var i=e._basePlotModules.length>1;o(t,e,r,{type:c,attributes:l,handleDefaults:f,fullLayout:e,font:e.font,fullData:r,getDfltFromLayout:function(e){if(!i)return n.validate(t[e],l[e])?t[e]:void 0},autotypenumbersDflt:e.autotypenumbers,paper_bgcolor:e.paper_bgcolor,calendar:e.calendar})}},346:function(t,e,r){\"use strict\";var n=r(86140),i=r(86968).u,a=r(92880).extendFlat,o=r(3400).counterRegex;function s(t,e,r){return{x:{valType:\"number\",dflt:t,editType:\"camera\"},y:{valType:\"number\",dflt:e,editType:\"camera\"},z:{valType:\"number\",dflt:r,editType:\"camera\"},editType:\"camera\"}}t.exports={_arrayAttrRegexps:[o(\"scene\",\".annotations\",!0)],bgcolor:{valType:\"color\",dflt:\"rgba(0,0,0,0)\",editType:\"plot\"},camera:{up:a(s(0,0,1),{}),center:a(s(0,0,0),{}),eye:a(s(1.25,1.25,1.25),{}),projection:{type:{valType:\"enumerated\",values:[\"perspective\",\"orthographic\"],dflt:\"perspective\",editType:\"calc\"},editType:\"calc\"},editType:\"camera\"},domain:i({name:\"scene\",editType:\"plot\"}),aspectmode:{valType:\"enumerated\",values:[\"auto\",\"cube\",\"data\",\"manual\"],dflt:\"auto\",editType:\"plot\",impliedEdits:{\"aspectratio.x\":void 0,\"aspectratio.y\":void 0,\"aspectratio.z\":void 0}},aspectratio:{x:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},y:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},z:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},editType:\"plot\",impliedEdits:{aspectmode:\"manual\"}},xaxis:n,yaxis:n,zaxis:n,dragmode:{valType:\"enumerated\",values:[\"orbit\",\"turntable\",\"zoom\",\"pan\",!1],editType:\"plot\"},hovermode:{valType:\"enumerated\",values:[\"closest\",!1],dflt:\"closest\",editType:\"modebar\"},uirevision:{valType:\"any\",editType:\"none\"},editType:\"plot\",_deprecated:{cameraposition:{valType:\"info_array\",editType:\"camera\"}}}},9020:function(t,e,r){\"use strict\";var n=r(43080),i=[\"xaxis\",\"yaxis\",\"zaxis\"];function a(){this.enabled=[!0,!0,!0],this.colors=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.drawSides=[!0,!0,!0],this.lineWidth=[1,1,1]}a.prototype.merge=function(t){for(var e=0;e<3;++e){var r=t[i[e]];r.visible?(this.enabled[e]=r.showspikes,this.colors[e]=n(r.spikecolor),this.drawSides[e]=r.spikesides,this.lineWidth[e]=r.spikethickness):(this.enabled[e]=!1,this.drawSides[e]=!1)}},t.exports=function(t){var e=new a;return e.merge(t),e}},87152:function(t,e,r){\"use strict\";t.exports=function(t){for(var e=t.axesOptions,r=t.glplot.axesPixels,s=t.fullSceneLayout,l=[[],[],[]],u=0;u<3;++u){var c=s[a[u]];if(c._length=(r[u].hi-r[u].lo)*r[u].pixelsPerDataUnit/t.dataScale[u],Math.abs(c._length)===1/0||isNaN(c._length))l[u]=[];else{c._input_range=c.range.slice(),c.range[0]=r[u].lo/t.dataScale[u],c.range[1]=r[u].hi/t.dataScale[u],c._m=1/(t.dataScale[u]*r[u].pixelsPerDataUnit),c.range[0]===c.range[1]&&(c.range[0]-=1,c.range[1]+=1);var f=c.tickmode;if(\"auto\"===c.tickmode){c.tickmode=\"linear\";var h=c.nticks||i.constrain(c._length/40,4,9);n.autoTicks(c,Math.abs(c.range[1]-c.range[0])/h)}for(var p=n.calcTicks(c,{msUTC:!0}),d=0;d<p.length;++d)p[d].x=p[d].x*t.dataScale[u],\"date\"===c.type&&(p[d].text=p[d].text.replace(/\\<br\\>/g,\" \"));l[u]=p,c.tickmode=f}}for(e.ticks=l,u=0;u<3;++u)for(o[u]=.5*(t.glplot.bounds[0][u]+t.glplot.bounds[1][u]),d=0;d<2;++d)e.bounds[d][u]=t.glplot.bounds[d][u];t.contourLevels=function(t){for(var e=new Array(3),r=0;r<3;++r){for(var n=t[r],i=new Array(n.length),a=0;a<n.length;++a)i[a]=n[a].x;e[r]=i}return e}(l)};var n=r(54460),i=r(3400),a=[\"xaxis\",\"yaxis\",\"zaxis\"],o=[0,0,0]},94424:function(t){\"use strict\";function e(t,e){var r,n,i=[0,0,0,0];for(r=0;r<4;++r)for(n=0;n<4;++n)i[n]+=t[4*r+n]*e[r];return i}t.exports=function(t,r){return e(t.projection,e(t.view,e(t.model,[r[0],r[1],r[2],1])))}},98432:function(t,e,r){\"use strict\";var n,i,a=r(67792).gl_plot3d,o=a.createCamera,s=a.createScene,l=r(5408),u=r(89184),c=r(24040),f=r(3400),h=f.preserveDrawingBuffer(),p=r(54460),d=r(93024),v=r(43080),g=r(16576),y=r(94424),m=r(44728),x=r(9020),b=r(87152),_=r(19280).applyAutorangeOptions,w=!1;function T(t,e){var r=document.createElement(\"div\"),n=t.container;this.graphDiv=t.graphDiv;var i=document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\");i.style.position=\"absolute\",i.style.top=i.style.left=\"0px\",i.style.width=i.style.height=\"100%\",i.style[\"z-index\"]=20,i.style[\"pointer-events\"]=\"none\",r.appendChild(i),this.svgContainer=i,r.id=t.id,r.style.position=\"absolute\",r.style.top=r.style.left=\"0px\",r.style.width=r.style.height=\"100%\",n.appendChild(r),this.fullLayout=e,this.id=t.id||\"scene\",this.fullSceneLayout=e[this.id],this.plotArgs=[[],{},{}],this.axesOptions=m(e,e[this.id]),this.spikeOptions=x(e[this.id]),this.container=r,this.staticMode=!!t.staticPlot,this.pixelRatio=this.pixelRatio||t.plotGlPixelRatio||2,this.dataScale=[1,1,1],this.contourLevels=[[],[],[]],this.convertAnnotations=c.getComponentMethod(\"annotations3d\",\"convert\"),this.drawAnnotations=c.getComponentMethod(\"annotations3d\",\"draw\"),this.initializeGLPlot()}var k=T.prototype;k.prepareOptions=function(){var t=this,e={canvas:t.canvas,gl:t.gl,glOptions:{preserveDrawingBuffer:h,premultipliedAlpha:!0,antialias:!0},container:t.container,axes:t.axesOptions,spikes:t.spikeOptions,pickRadius:10,snapToData:!0,autoScale:!0,autoBounds:!1,cameraObject:t.camera,pixelRatio:t.pixelRatio};if(t.staticMode){if(!(i||(n=document.createElement(\"canvas\"),i=l({canvas:n,preserveDrawingBuffer:!0,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"error creating static canvas/context for image server\");e.gl=i,e.canvas=n}return e};var A=!0;k.tryCreatePlot=function(){var t=this,e=t.prepareOptions(),r=!0;try{t.glplot=s(e)}catch(n){if(t.staticMode||!A||h)r=!1;else{f.warn([\"webgl setup failed possibly due to\",\"false preserveDrawingBuffer config.\",\"The mobile/tablet device may not be detected by is-mobile module.\",\"Enabling preserveDrawingBuffer in second attempt to create webgl scene...\"].join(\" \"));try{h=e.glOptions.preserveDrawingBuffer=!0,t.glplot=s(e)}catch(t){h=e.glOptions.preserveDrawingBuffer=!1,r=!1}}}return A=!1,r},k.initializeGLCamera=function(){var t=this,e=t.fullSceneLayout.camera,r=\"orthographic\"===e.projection.type;t.camera=o(t.container,{center:[e.center.x,e.center.y,e.center.z],eye:[e.eye.x,e.eye.y,e.eye.z],up:[e.up.x,e.up.y,e.up.z],_ortho:r,zoomMin:.01,zoomMax:100,mode:\"orbit\"})},k.initializeGLPlot=function(){var t=this;if(t.initializeGLCamera(),!t.tryCreatePlot())return g(t);t.traces={},t.make4thDimension();var e=t.graphDiv,r=e.layout,n=function(){var e={};return t.isCameraChanged(r)&&(e[t.id+\".camera\"]=t.getCamera()),t.isAspectChanged(r)&&(e[t.id+\".aspectratio\"]=t.glplot.getAspectratio(),\"manual\"!==r[t.id].aspectmode&&(t.fullSceneLayout.aspectmode=r[t.id].aspectmode=e[t.id+\".aspectmode\"]=\"manual\")),e},i=function(t){if(!1!==t.fullSceneLayout.dragmode){var e=n();t.saveLayout(r),t.graphDiv.emit(\"plotly_relayout\",e)}};return t.glplot.canvas&&(t.glplot.canvas.addEventListener(\"mouseup\",(function(){i(t)})),t.glplot.canvas.addEventListener(\"touchstart\",(function(){w=!0})),t.glplot.canvas.addEventListener(\"wheel\",(function(r){if(e._context._scrollZoom.gl3d){if(t.camera._ortho){var n=r.deltaX>r.deltaY?1.1:1/1.1,a=t.glplot.getAspectratio();t.glplot.setAspectratio({x:n*a.x,y:n*a.y,z:n*a.z})}i(t)}}),!!u&&{passive:!1}),t.glplot.canvas.addEventListener(\"mousemove\",(function(){if(!1!==t.fullSceneLayout.dragmode&&0!==t.camera.mouseListener.buttons){var e=n();t.graphDiv.emit(\"plotly_relayouting\",e)}})),t.staticMode||t.glplot.canvas.addEventListener(\"webglcontextlost\",(function(r){e&&e.emit&&e.emit(\"plotly_webglcontextlost\",{event:r,layer:t.id})}),!1)),t.glplot.oncontextloss=function(){t.recoverContext()},t.glplot.onrender=function(){t.render()},!0},k.render=function(){var t,e=this,r=e.graphDiv,n=e.svgContainer,i=e.container.getBoundingClientRect();r._fullLayout._calcInverseTransform(r);var a=r._fullLayout._invScaleX,o=r._fullLayout._invScaleY,s=i.width*a,l=i.height*o;n.setAttributeNS(null,\"viewBox\",\"0 0 \"+s+\" \"+l),n.setAttributeNS(null,\"width\",s),n.setAttributeNS(null,\"height\",l),b(e),e.glplot.axes.update(e.axesOptions);for(var u=Object.keys(e.traces),c=null,h=e.glplot.selection,v=0;v<u.length;++v)\"skip\"!==(t=e.traces[u[v]]).data.hoverinfo&&t.handlePick(h)&&(c=t),t.setContourLevels&&t.setContourLevels();function g(t,r,n){var i=e.fullSceneLayout[t+\"axis\"];return\"log\"!==i.type&&(r=i.d2l(r)),p.hoverLabelText(i,r,n)}if(null!==c){var m=y(e.glplot.cameraParams,h.dataCoordinate);t=c.data;var x,_=r._fullData[t.index],T=h.index,k={xLabel:g(\"x\",h.traceCoordinate[0],t.xhoverformat),yLabel:g(\"y\",h.traceCoordinate[1],t.yhoverformat),zLabel:g(\"z\",h.traceCoordinate[2],t.zhoverformat)},A=d.castHoverinfo(_,e.fullLayout,T),M=(A||\"\").split(\"+\"),S=A&&\"all\"===A;_.hovertemplate||S||(-1===M.indexOf(\"x\")&&(k.xLabel=void 0),-1===M.indexOf(\"y\")&&(k.yLabel=void 0),-1===M.indexOf(\"z\")&&(k.zLabel=void 0),-1===M.indexOf(\"text\")&&(h.textLabel=void 0),-1===M.indexOf(\"name\")&&(c.name=void 0));var E=[];\"cone\"===t.type||\"streamtube\"===t.type?(k.uLabel=g(\"x\",h.traceCoordinate[3],t.uhoverformat),(S||-1!==M.indexOf(\"u\"))&&E.push(\"u: \"+k.uLabel),k.vLabel=g(\"y\",h.traceCoordinate[4],t.vhoverformat),(S||-1!==M.indexOf(\"v\"))&&E.push(\"v: \"+k.vLabel),k.wLabel=g(\"z\",h.traceCoordinate[5],t.whoverformat),(S||-1!==M.indexOf(\"w\"))&&E.push(\"w: \"+k.wLabel),k.normLabel=h.traceCoordinate[6].toPrecision(3),(S||-1!==M.indexOf(\"norm\"))&&E.push(\"norm: \"+k.normLabel),\"streamtube\"===t.type&&(k.divergenceLabel=h.traceCoordinate[7].toPrecision(3),(S||-1!==M.indexOf(\"divergence\"))&&E.push(\"divergence: \"+k.divergenceLabel)),h.textLabel&&E.push(h.textLabel),x=E.join(\"<br>\")):\"isosurface\"===t.type||\"volume\"===t.type?(k.valueLabel=p.hoverLabelText(e._mockAxis,e._mockAxis.d2l(h.traceCoordinate[3]),t.valuehoverformat),E.push(\"value: \"+k.valueLabel),h.textLabel&&E.push(h.textLabel),x=E.join(\"<br>\")):x=h.textLabel;var L={x:h.traceCoordinate[0],y:h.traceCoordinate[1],z:h.traceCoordinate[2],data:_._input,fullData:_,curveNumber:_.index,pointNumber:T};d.appendArrayPointValue(L,_,T),t._module.eventData&&(L=_._module.eventData(L,h,_,{},T));var C={points:[L]};if(e.fullSceneLayout.hovermode){var P=[];d.loneHover({trace:_,x:(.5+.5*m[0]/m[3])*s,y:(.5-.5*m[1]/m[3])*l,xLabel:k.xLabel,yLabel:k.yLabel,zLabel:k.zLabel,text:x,name:c.name,color:d.castHoverOption(_,T,\"bgcolor\")||c.color,borderColor:d.castHoverOption(_,T,\"bordercolor\"),fontFamily:d.castHoverOption(_,T,\"font.family\"),fontSize:d.castHoverOption(_,T,\"font.size\"),fontColor:d.castHoverOption(_,T,\"font.color\"),nameLength:d.castHoverOption(_,T,\"namelength\"),textAlign:d.castHoverOption(_,T,\"align\"),hovertemplate:f.castOption(_,T,\"hovertemplate\"),hovertemplateLabels:f.extendFlat({},L,k),eventData:[L]},{container:n,gd:r,inOut_bbox:P}),L.bbox=P[0]}h.distance<5&&(h.buttons||w)?r.emit(\"plotly_click\",C):r.emit(\"plotly_hover\",C),this.oldEventData=C}else d.loneUnhover(n),this.oldEventData&&r.emit(\"plotly_unhover\",this.oldEventData),this.oldEventData=void 0;e.drawAnnotations(e)},k.recoverContext=function(){var t=this;t.glplot.dispose();var e=function(){t.glplot.gl.isContextLost()?requestAnimationFrame(e):t.initializeGLPlot()?t.plot.apply(t,t.plotArgs):f.error(\"Catastrophic and unrecoverable WebGL error. Context lost.\")};requestAnimationFrame(e)};var M=[\"xaxis\",\"yaxis\",\"zaxis\"];function S(t,e,r){for(var n=t.fullSceneLayout,i=0;i<3;i++){var a=M[i],o=a.charAt(0),s=n[a],l=e[o],u=e[o+\"calendar\"],c=e[\"_\"+o+\"length\"];if(f.isArrayOrTypedArray(l))for(var h,p=0;p<(c||l.length);p++)if(f.isArrayOrTypedArray(l[p]))for(var d=0;d<l[p].length;++d)h=s.d2l(l[p][d],0,u),!isNaN(h)&&isFinite(h)&&(r[0][i]=Math.min(r[0][i],h),r[1][i]=Math.max(r[1][i],h));else h=s.d2l(l[p],0,u),!isNaN(h)&&isFinite(h)&&(r[0][i]=Math.min(r[0][i],h),r[1][i]=Math.max(r[1][i],h));else r[0][i]=Math.min(r[0][i],0),r[1][i]=Math.max(r[1][i],c-1)}}k.plot=function(t,e,r){var n=this;if(n.plotArgs=[t,e,r],!n.glplot.contextLost){var i,a,o,s,l,u,c=e[n.id],f=r[n.id];n.fullLayout=e,n.fullSceneLayout=c,n.axesOptions.merge(e,c),n.spikeOptions.merge(c),n.setViewport(c),n.updateFx(c.dragmode,c.hovermode),n.camera.enableWheel=n.graphDiv._context._scrollZoom.gl3d,n.glplot.setClearColor(v(c.bgcolor)),n.setConvert(l),t?Array.isArray(t)||(t=[t]):t=[];var h=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(o=0;o<t.length;++o)!0===(i=t[o]).visible&&0!==i._length&&S(this,i,h);!function(t,e){for(var r=t.fullSceneLayout,n=r.annotations||[],i=0;i<3;i++)for(var a=M[i],o=a.charAt(0),s=r[a],l=0;l<n.length;l++){var u=n[l];if(u.visible){var c=s.r2l(u[o]);!isNaN(c)&&isFinite(c)&&(e[0][i]=Math.min(e[0][i],c),e[1][i]=Math.max(e[1][i],c))}}}(this,h);var p=[1,1,1];for(s=0;s<3;++s)h[1][s]===h[0][s]?p[s]=1:p[s]=1/(h[1][s]-h[0][s]);for(n.dataScale=p,n.convertAnnotations(this),o=0;o<t.length;++o)!0===(i=t[o]).visible&&0!==i._length&&((a=n.traces[i.uid])?a.data.type===i.type?a.update(i):(a.dispose(),a=i._module.plot(this,i),n.traces[i.uid]=a):(a=i._module.plot(this,i),n.traces[i.uid]=a),a.name=i.name);var d=Object.keys(n.traces);t:for(o=0;o<d.length;++o){for(s=0;s<t.length;++s)if(t[s].uid===d[o]&&!0===t[s].visible&&0!==t[s]._length)continue t;(a=n.traces[d[o]]).dispose(),delete n.traces[d[o]]}n.glplot.objects.sort((function(t,e){return t._trace.data.index-e._trace.data.index}));var g,y=[[0,0,0],[0,0,0]],m=[],x={};for(o=0;o<3;++o){var b;if((u=(l=c[M[o]]).type)in x?(x[u].acc*=p[o],x[u].count+=1):x[u]={acc:p[o],count:1},l.autorange){y[0][o]=1/0,y[1][o]=-1/0;var w=n.glplot.objects,T=n.fullSceneLayout.annotations||[],k=l._name.charAt(0);for(s=0;s<w.length;s++){var 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t=this;t.glplot&&(t.camera.mouseListener.enabled=!1,t.container.removeEventListener(\"wheel\",t.camera.wheelListener),t.camera=null,t.glplot.dispose(),t.container.parentNode.removeChild(t.container),t.glplot=null)},k.getCamera=function(){var t,e=this;return e.camera.view.recalcMatrix(e.camera.view.lastT()),{up:{x:(t=e.camera).up[0],y:t.up[1],z:t.up[2]},center:{x:t.center[0],y:t.center[1],z:t.center[2]},eye:{x:t.eye[0],y:t.eye[1],z:t.eye[2]},projection:{type:!0===t._ortho?\"orthographic\":\"perspective\"}}},k.setViewport=function(t){var e,r=this,n=t.camera;r.camera.lookAt.apply(this,[[(e=n).eye.x,e.eye.y,e.eye.z],[e.center.x,e.center.y,e.center.z],[e.up.x,e.up.y,e.up.z]]),r.glplot.setAspectratio(t.aspectratio),\"orthographic\"===n.projection.type!==r.camera._ortho&&(r.glplot.redraw(),r.glplot.clearRGBA(),r.glplot.dispose(),r.initializeGLPlot())},k.isCameraChanged=function(t){var e=this.getCamera(),r=f.nestedProperty(t,this.id+\".camera\").get();function n(t,e,r,n){var 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n=0;n<r;++n)for(var i=0;i<e;++i){var a=4*(e*n+i),o=t[a+3];if(o>0)for(var s=255/o,l=0;l<3;++l)t[a+l]=Math.min(s*t[a+l],255)}}(o,i,a);var s=document.createElement(\"canvas\");s.width=i,s.height=a;var l,u=s.getContext(\"2d\",{willReadFrequently:!0}),c=u.createImageData(i,a);switch(c.data.set(o),u.putImageData(c,0,0),t){case\"jpeg\":l=s.toDataURL(\"image/jpeg\");break;case\"webp\":l=s.toDataURL(\"image/webp\");break;default:l=s.toDataURL(\"image/png\")}return e.staticMode&&e.container.removeChild(n),l},k.setConvert=function(){for(var t=0;t<3;t++){var e=this.fullSceneLayout[M[t]];p.setConvert(e,this.fullLayout),e.setScale=f.noop}},k.make4thDimension=function(){var t=this,e=t.graphDiv._fullLayout;t._mockAxis={type:\"linear\",showexponent:\"all\",exponentformat:\"B\"},p.setConvert(t._mockAxis,e)},t.exports=T},52094:function(t){\"use strict\";t.exports=function(t,e,r,n){n=n||t.length;for(var i=new Array(n),a=0;a<n;a++)i[a]=[t[a],e[a],r[a]];return i}},64859:function(t,e,r){\"use strict\";var 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e,r,s=this,u=s.isSmith,c=s.gd,f=s.layers,h=t._zoomlayer,p=S.MINZOOM,d=S.OFFEDGE,v=s.radius,x=s.innerRadius,T=s.cx,k=s.cy,A=s.cxx,M=s.cyy,L=s.sectorInRad,C=s.vangles,P=s.radialAxis,O=E.clampTiny,I=E.findXYatLength,D=E.findEnclosingVertexAngles,z=S.cornerHalfWidth,R=S.cornerLen/2,F=g.makeDragger(f,\"path\",\"maindrag\",!1===t.dragmode?\"none\":\"crosshair\");n.select(F).attr(\"d\",s.pathSubplot()).attr(\"transform\",l(T,k)),F.onmousemove=function(t){m.hover(c,t,s.id),c._fullLayout._lasthover=F,c._fullLayout._hoversubplot=s.id},F.onmouseout=function(t){c._dragging||y.unhover(c,t)};var B,N,j,U,V,q,H,G,W,Y={element:F,gd:c,subplot:s.id,plotinfo:{id:s.id,xaxis:s.xaxis,yaxis:s.yaxis},xaxes:[s.xaxis],yaxes:[s.yaxis]};function X(t,e){return Math.sqrt(t*t+e*e)}function Z(t,e){return X(t-A,e-M)}function K(t,e){return Math.atan2(M-e,t-A)}function J(t,e){return[t*Math.cos(e),t*Math.sin(-e)]}function $(t,e){if(0===t)return s.pathSector(2*z);var 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p=c._fullLayout._invTransform;e=c._fullLayout._invScaleX,r=c._fullLayout._invScaleY;var d=o.apply3DTransform(p)(n-f.left,a-f.top);if(B=d[0],N=d[1],C){var y=E.findPolygonOffset(v,L[0],L[1],C);B+=A+y[0],N+=M+y[1]}switch(l){case\"zoom\":Y.clickFn=st,u||(Y.moveFn=C?it:rt,Y.doneFn=at,function(){j=null,U=null,V=s.pathSubplot(),q=!1;var t=c._fullLayout[s.id];H=i(t.bgcolor).getLuminance(),(G=g.makeZoombox(h,H,T,k,V)).attr(\"fill-rule\",\"evenodd\"),W=g.makeCorners(h,T,k),w(c)}());break;case\"select\":case\"lasso\":b(t,n,a,Y,l)}},y.init(Y)},N.updateRadialDrag=function(t,e,r){var i=this,u=i.gd,c=i.layers,f=i.radius,h=i.innerRadius,p=i.cx,d=i.cy,v=i.radialAxis,m=S.radialDragBoxSize,x=m/2;if(v.visible){var b,_,T,M=R(i.radialAxisAngle),E=v._rl,L=E[0],C=E[1],P=E[r],O=.75*(E[1]-E[0])/(1-i.getHole(e))/f;r?(b=p+(f+x)*Math.cos(M),_=d-(f+x)*Math.sin(M),T=\"radialdrag\"):(b=p+(h-x)*Math.cos(M),_=d-(h-x)*Math.sin(M),T=\"radialdrag-inner\");var I,D,z,B=g.makeRectDragger(c,T,\"crosshair\",-x,-x,m,m),N={element:B,gd:u};!1===t.dragmode&&(N.dragmode=!1),V(n.select(B),v.visible&&h<f,{transform:l(b,_)}),N.prepFn=function(){I=null,D=null,z=null,N.moveFn=j,N.doneFn=q,w(u)},N.clampFn=function(t,e){return Math.sqrt(t*t+e*e)<S.MINDRAG&&(t=0,e=0),[t,e]},y.init(N)}function j(t,e){if(I)I(t,e);else{var n=[t,-e],a=[Math.cos(M),Math.sin(M)],s=Math.abs(o.dot(n,a)/Math.sqrt(o.dot(n,n)));isNaN(s)||(I=s<.5?H:G)}var l={};!function(t){null!==D?t[i.id+\".radialaxis.angle\"]=D:null!==z&&(t[i.id+\".radialaxis.range[\"+r+\"]\"]=z)}(l),u.emit(\"plotly_relayouting\",l)}function q(){null!==D?a.call(\"_guiRelayout\",u,i.id+\".radialaxis.angle\",D):null!==z&&a.call(\"_guiRelayout\",u,i.id+\".radialaxis.range[\"+r+\"]\",z)}function H(t,e){if(0!==r){var n=b+t,a=_+e;D=Math.atan2(d-a,n-p),i.vangles&&(D=U(D,i.vangles)),D=F(D);var o=l(p,d)+s(-D);c[\"radial-axis\"].attr(\"transform\",o),c[\"radial-line\"].select(\"line\").attr(\"transform\",o);var 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ot=(Z=D(r,F,Q=a.ensureUniformFontSize(t,\"outside\"===k?W:G))).attr(\"transform\");if(Z.attr(\"transform\",\"\"),J=(K=l.bBox(Z.node())).width,$=K.height,Z.attr(\"transform\",ot),J<=0||$<=0)return void Z.remove()}var st,lt=z.textangle;st=\"outside\"===k?function(t,e,r,n,i,a){var o,s=!!a.isHorizontal,l=!!a.constrained,u=a.angle||0,c=i.width,f=i.height,h=Math.abs(e-t),p=Math.abs(n-r);o=s?p>2*_?_:0:h>2*_?_:0;var d=1;l&&(d=s?Math.min(1,p/f):Math.min(1,h/c));var v=L(u),g=C(i,v),y=(s?g.x:g.y)/2,m=(i.left+i.right)/2,x=(i.top+i.bottom)/2,b=(t+e)/2,w=(r+n)/2,T=0,k=0,M=s?A(e,t):A(r,n);return s?(b=e-M*o,T=M*y):(w=n+M*o,k=-M*y),{textX:m,textY:x,targetX:b,targetY:w,anchorX:T,anchorY:k,scale:d,rotate:v}}(s,u,f,p,K,{isHorizontal:R,constrained:\"both\"===z.constraintext||\"outside\"===z.constraintext,angle:lt}):P(s,u,f,p,K,{isHorizontal:R,constrained:\"both\"===z.constraintext||\"inside\"===z.constraintext,angle:lt,anchor:Y,hasB:U,r:g,overhead:y}),st.fontSize=Q.size,h(\"histogram\"===z.type?\"bar\":z.type,st,I),N.transform=st;var ut=M(Z,I,w,T);a.setTransormAndDisplay(ut,st)}else r.select(\"text\").remove()}(t,e,R,r,T,H,G,W,Y,rt,it,g,y),e.layerClipId&&l.hideOutsideRangePoint(u,R.select(\"text\"),w,O,f.xcalendar,f.ycalendar)}));var W=!1===f.cliponaxis;l.setClipUrl(u,W?null:e.layerClipId,t)}));u.getComponentMethod(\"errorbars\",\"plot\")(t,z,e,g)},toMoveInsideBar:P}},45784:function(t){\"use strict\";function e(t,e,r,n,i){var a=e.c2p(n?t.s0:t.p0,!0),o=e.c2p(n?t.s1:t.p1,!0),s=r.c2p(n?t.p0:t.s0,!0),l=r.c2p(n?t.p1:t.s1,!0);return i?[(a+o)/2,(s+l)/2]:n?[o,(s+l)/2]:[(a+o)/2,l]}t.exports=function(t,r){var n,i=t.cd,a=t.xaxis,o=t.yaxis,s=i[0].trace,l=\"funnel\"===s.type,u=\"h\"===s.orientation,c=[];if(!1===r)for(n=0;n<i.length;n++)i[n].selected=0;else for(n=0;n<i.length;n++){var f=i[n],h=\"ct\"in f?f.ct:e(f,a,o,u,l);r.contains(h,!1,n,t)?(c.push({pointNumber:n,x:a.c2d(f.x),y:o.c2d(f.y)}),f.selected=1):f.selected=0}return c}},72592:function(t,e,r){\"use strict\";t.exports=i;var n=r(3400).distinctVals;function i(t,e){this.traces=t,this.sepNegVal=e.sepNegVal,this.overlapNoMerge=e.overlapNoMerge;for(var r=1/0,i=e.posAxis._id.charAt(0),a=[],o=0;o<t.length;o++){for(var s=t[o],l=0;l<s.length;l++){var u=s[l],c=u.p;void 0===c&&(c=u[i]),void 0!==c&&a.push(c)}s[0]&&s[0].width1&&(r=Math.min(s[0].width1,r))}this.positions=a;var f=n(a);this.distinctPositions=f.vals,1===f.vals.length&&r!==1/0?this.minDiff=r:this.minDiff=Math.min(f.minDiff,r);var 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i,a=t.cd[0].trace.hoveron,o=[];return-1!==a.indexOf(\"boxes\")&&(o=o.concat(l(t,e,r,n))),-1!==a.indexOf(\"points\")&&(i=u(t,e,r)),\"closest\"===n?i?[i]:o:i?(o.push(i),o):o},hoverOnBoxes:l,hoverOnPoints:u}},67244:function(t,e,r){\"use strict\";t.exports={attributes:r(63188),layoutAttributes:r(16560),supplyDefaults:r(90624).supplyDefaults,crossTraceDefaults:r(90624).crossTraceDefaults,supplyLayoutDefaults:r(68832).supplyLayoutDefaults,calc:r(62555),crossTraceCalc:r(96404).crossTraceCalc,plot:r(18728).plot,style:r(25776).style,styleOnSelect:r(25776).styleOnSelect,hoverPoints:r(27576).hoverPoints,eventData:r(10392),selectPoints:r(8264),moduleType:\"trace\",name:\"box\",basePlotModule:r(57952),categories:[\"cartesian\",\"svg\",\"symbols\",\"oriented\",\"box-violin\",\"showLegend\",\"boxLayout\",\"zoomScale\"],meta:{}}},16560:function(t){\"use 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b=t.selectAll(\"path.box\").data(\"violin\"!==r.type||r.box.visible?i.identity:[]);b.enter().append(\"path\").style(\"vector-effect\",o?\"none\":\"non-scaling-stroke\").attr(\"class\",\"box\"),b.exit().remove(),b.each((function(t){if(t.empty)return n.select(this).attr(\"d\",\"M0,0Z\");var e=f.c2l(t.pos+p,!0),a=f.l2p(e-s)+v,o=f.l2p(e+l)+v,b=h?(a+o)/2:f.l2p(e)+v,_=r.whiskerwidth,w=h?a*_+(1-_)*b:f.l2p(e-d)+v,T=h?o*_+(1-_)*b:f.l2p(e+d)+v,k=f.l2p(e-s*x)+v,A=f.l2p(e+l*x)+v,M=\"sd\"===r.sizemode,S=c.c2p(M?t.mean-t.sd:t.q1,!0),E=M?c.c2p(t.mean+t.sd,!0):c.c2p(t.q3,!0),L=i.constrain(M?c.c2p(t.mean,!0):c.c2p(t.med,!0),Math.min(S,E)+1,Math.max(S,E)-1),C=void 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n=r(49084),i=r(29736).axisHoverFormat,a=r(21776).Ks,o=r(52948),s=r(45464),l=r(92880).extendFlat,u={x:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},y:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},z:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},u:{valType:\"data_array\",editType:\"calc\"},v:{valType:\"data_array\",editType:\"calc\"},w:{valType:\"data_array\",editType:\"calc\"},sizemode:{valType:\"enumerated\",values:[\"scaled\",\"absolute\"],editType:\"calc\",dflt:\"scaled\"},sizeref:{valType:\"number\",editType:\"calc\",min:0},anchor:{valType:\"enumerated\",editType:\"calc\",values:[\"tip\",\"tail\",\"cm\",\"center\"],dflt:\"cm\"},text:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"calc\"},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"calc\"},hovertemplate:a({editType:\"calc\"},{keys:[\"norm\"]}),uhoverformat:i(\"u\",1),vhoverformat:i(\"v\",1),whoverformat:i(\"w\",1),xhoverformat:i(\"x\"),yhoverformat:i(\"y\"),zhoverformat:i(\"z\"),showlegend:l({},s.showlegend,{dflt:!1})};l(u,n(\"\",{colorAttr:\"u/v/w 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U,V,q,H=j.select(\"path\");w(M)?(H.transition().duration(M.duration).ease(M.easing).each(\"end\",(function(){S&&S()})).each(\"interrupt\",(function(){S&&S()})).attrTween(\"d\",(U=N,V=L(r[0].lastY),q=L(r[0].y),function(){var t=i(V,q);return function(e){return U.endAngle(t(e))()}})),p._lastValue=r[0].y):H.attr(\"d\",\"number\"==typeof r[0].y?N.endAngle(L(r[0].y)):\"M0,0Z\"),H.call(T),j.exit().remove(),F=[];var G=p.gauge.threshold.value;(G||0===G)&&F.push({range:[G,G],color:p.gauge.threshold.color,line:{color:p.gauge.threshold.line.color,width:p.gauge.threshold.line.width},thickness:p.gauge.threshold.thickness});var W=_.selectAll(\"g.threshold-arc\").data(F);W.enter().append(\"g\").classed(\"threshold-arc\",!0).append(\"path\"),W.select(\"path\").call(P).call(T),W.exit().remove();var Y=_.selectAll(\"g.gauge-outline\").data([x]);Y.enter().append(\"g\").classed(\"gauge-outline\",!0).append(\"path\"),Y.select(\"path\").call(P).call(T),Y.exit().remove()}(t,0,e,{radius:U,innerRadius:V,gauge:W,layer:Y,size:B,gaugeBg:C,gaugeOutline:P,transitionOpts:r,onComplete:g});var X=I.selectAll(\"g.bullet\").data(R?e:[]);X.exit().remove();var Z=I.selectAll(\"g.bulletaxis\").data(R?e:[]);Z.exit().remove(),R&&function(t,e,r,n){var i,a,o,s,u,c=r[0].trace,f=n.gauge,p=n.layer,v=n.gaugeBg,g=n.gaugeOutline,y=n.size,x=c.domain,b=n.transitionOpts,_=n.onComplete;f.enter().append(\"g\").classed(\"bullet\",!0),f.attr(\"transform\",l(y.l,y.t)),p.enter().append(\"g\").classed(\"bulletaxis\",!0).classed(\"crisp\",!0),p.selectAll(\"g.xbulletaxistick,path,text\").remove();var A=y.h,M=c.gauge.bar.thickness*A,S=x.x[0],E=x.x[0]+(x.x[1]-x.x[0])*(c._hasNumber||c._hasDelta?1-h.bulletNumberDomainSize:1);function L(t){t.attr(\"width\",(function(t){return 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r=\"slices.\"+t;a(r+\".show\")&&(a(r+\".fill\"),a(r+\".locations\"))})),a(\"spaceframe.show\")&&a(\"spaceframe.fill\"),a(\"surface.show\")&&(a(\"surface.count\"),a(\"surface.fill\"),a(\"surface.pattern\")),a(\"contour.show\")&&(a(\"contour.color\"),a(\"contour.width\")),[\"text\",\"hovertext\",\"hovertemplate\",\"lighting.ambient\",\"lighting.diffuse\",\"lighting.specular\",\"lighting.roughness\",\"lighting.fresnel\",\"lighting.vertexnormalsepsilon\",\"lighting.facenormalsepsilon\",\"lightposition.x\",\"lightposition.y\",\"lightposition.z\",\"flatshading\",\"opacity\"].forEach((function(t){a(t)})),o(t,e,n,a,{prefix:\"\",cLetter:\"c\"}),e._length=null):e.visible=!1}t.exports={supplyDefaults:function(t,e,r,i){s(t,e,0,i,(function(r,i){return n.coerce(t,e,a,r,i)}))},supplyIsoDefaults:s}},6296:function(t,e,r){\"use 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n=r(49084),i=r(29736).axisHoverFormat,a=r(21776).Ks,o=r(16716),s=r(45464),l=r(92880).extendFlat;t.exports=l({x:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},y:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},z:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},i:{valType:\"data_array\",editType:\"calc\"},j:{valType:\"data_array\",editType:\"calc\"},k:{valType:\"data_array\",editType:\"calc\"},text:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"calc\"},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"calc\"},hovertemplate:a({editType:\"calc\"}),xhoverformat:i(\"x\"),yhoverformat:i(\"y\"),zhoverformat:i(\"z\"),delaunayaxis:{valType:\"enumerated\",values:[\"x\",\"y\",\"z\"],dflt:\"z\",editType:\"calc\"},alphahull:{valType:\"number\",dflt:-1,editType:\"calc\"},intensity:{valType:\"data_array\",editType:\"calc\"},intensitymode:{valType:\"enumerated\",values:[\"vertex\",\"cell\"],dflt:\"vertex\",editType:\"calc\"},color:{valType:\"color\",editType:\"calc\"},vertexcolor:{valType:\"data_array\",editType:\"calc\"},facecolor:{valType:\"data_array\",editType:\"calc\"},transforms:void 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n=r(67792).gl_mesh3d,i=r(67792).delaunay_triangulate,a=r(67792).alpha_shape,o=r(67792).convex_hull,s=r(33040).parseColorScale,l=r(3400).isArrayOrTypedArray,u=r(43080),c=r(8932).extractOpts,f=r(52094);function h(t,e,r){this.scene=t,this.uid=r,this.mesh=e,this.name=\"\",this.color=\"#fff\",this.data=null,this.showContour=!1}var p=h.prototype;function d(t){for(var e=[],r=t.length,n=0;n<r;n++)e[n]=u(t[n]);return e}function v(t,e,r,n){for(var i=[],a=e.length,o=0;o<a;o++)i[o]=t.d2l(e[o],0,n)*r;return i}function g(t){for(var e=[],r=t.length,n=0;n<r;n++)e[n]=Math.round(t[n]);return e}function y(t,e){for(var r=t.length,n=0;n<r;n++)if(t[n]<=-.5||t[n]>=e-.5)return!1;return!0}p.handlePick=function(t){if(t.object===this.mesh){var e=t.index=t.data.index;t.data._cellCenter?t.traceCoordinate=t.data.dataCoordinate:t.traceCoordinate=[this.data.x[e],this.data.y[e],this.data.z[e]];var r=this.data.hovertext||this.data.text;return l(r)&&void 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p={positions:h,cells:n,lightPosition:[t.lightposition.x,t.lightposition.y,t.lightposition.z],ambient:t.lighting.ambient,diffuse:t.lighting.diffuse,specular:t.lighting.specular,roughness:t.lighting.roughness,fresnel:t.lighting.fresnel,vertexNormalsEpsilon:t.lighting.vertexnormalsepsilon,faceNormalsEpsilon:t.lighting.facenormalsepsilon,opacity:t.opacity,contourEnable:t.contour.show,contourColor:u(t.contour.color).slice(0,3),contourWidth:t.contour.width,useFacetNormals:t.flatshading};if(t.intensity){var m=c(t);this.color=\"#fff\";var x=t.intensitymode;p[x+\"Intensity\"]=t.intensity,p[x+\"IntensityBounds\"]=[m.min,m.max],p.colormap=s(t)}else t.vertexcolor?(this.color=t.vertexcolor[0],p.vertexColors=d(t.vertexcolor)):t.facecolor?(this.color=t.facecolor[0],p.cellColors=d(t.facecolor)):(this.color=t.color,p.meshColor=u(t.color));this.mesh.update(p)},p.dispose=function(){this.scene.glplot.remove(this.mesh),this.mesh.dispose()},t.exports=function(t,e){var r=t.glplot.gl,i=n({gl:r}),a=new 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r,n=t.cd,i=t.xaxis,a=t.yaxis,o=[],s=n[0].t.bPos||0;if(!1===e)for(r=0;r<n.length;r++)n[r].selected=0;else for(r=0;r<n.length;r++){var l=n[r];e.contains([i.c2p(l.pos+s),a.c2p(l.yc)],null,l.i,t)?(o.push({pointNumber:l.i,x:i.c2d(l.pos),y:a.c2d(l.yc)}),l.selected=1):l.selected=0}return o}},14008:function(t,e,r){\"use strict\";var n=r(33428),i=r(43616),a=r(76308);t.exports=function(t,e,r){var o=r||n.select(t).selectAll(\"g.ohlclayer\").selectAll(\"g.trace\");o.style(\"opacity\",(function(t){return t[0].trace.opacity})),o.each((function(t){var e=t[0].trace;n.select(this).selectAll(\"path\").each((function(t){if(!t.empty){var r=e[t.dir].line;n.select(this).style(\"fill\",\"none\").call(a.stroke,r.color).call(i.dashLine,r.dash,r.width).style(\"opacity\",e.selectedpoints&&!t.selected?.3:1)}}))}))}},72140:function(t,e,r){\"use strict\";var 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n=r(71688).wrap,i=r(94288).hasColorscale,a=r(47128),o=r(68944),s=r(43616),l=r(3400),u=r(38248);function c(t,e,r){t.valueInds.push(e),t.count+=r}function f(t,e,r){return{categoryInds:t,color:e,rawColor:r,valueInds:[],count:0}}function h(t,e,r){t.valueInds.push(e),t.count+=r}t.exports=function(t,e){var r=l.filterVisible(e.dimensions);if(0===r.length)return[];var p,d,v,g=r.map((function(t){var e;if(\"trace\"===t.categoryorder)e=null;else if(\"array\"===t.categoryorder)e=t.categoryarray;else{e=o(t.values);for(var r=!0,n=0;n<e.length;n++)if(!u(e[n])){r=!1;break}e.sort(r?l.sorterAsc:void 0),\"category descending\"===t.categoryorder&&(e=e.reverse())}return function(t,e){e=null==e?[]:e.map((function(t){return t}));var r={},n={},i=[];e.forEach((function(t,e){r[t]=0,n[t]=e}));for(var a=0;a<t.length;a++){var o,s=t[a];void 0===r[s]?(r[s]=1,o=e.push(s)-1,n[s]=o):(r[s]++,o=n[s]),i.push(o)}var l=e.map((function(t){return 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t.width})).attr(\"height\",(function(t){return t.height})).attr(\"y\",(function(t){return t.y})).attr(\"cursor\",(function(t){return\"fixed\"===t.parcatsViewModel.arrangement?\"default\":\"perpendicular\"===t.parcatsViewModel.arrangement?\"ns-resize\":\"move\"})),k(D),E.exit().remove(),S.append(\"text\").attr(\"class\",\"catlabel\").attr(\"pointer-events\",\"none\");var z=e._fullLayout.paper_bgcolor;M.select(\"text.catlabel\").attr(\"text-anchor\",(function(t){return d(t)?\"start\":\"end\"})).attr(\"alignment-baseline\",\"middle\").style(\"text-shadow\",f.makeTextShadow(z)).style(\"fill\",\"rgb(0, 0, 0)\").attr(\"x\",(function(t){return d(t)?t.width+5:-5})).attr(\"y\",(function(t){return t.height/2})).text((function(t){return t.model.categoryLabel})).each((function(t){u.font(n.select(this),t.parcatsViewModel.categorylabelfont),f.convertToTspans(n.select(this),e)})),S.append(\"text\").attr(\"class\",\"dimlabel\"),M.select(\"text.dimlabel\").attr(\"text-anchor\",\"middle\").attr(\"alignment-baseline\",\"baseline\").attr(\"cursor\",(function(t){return\"fixed\"===t.parcatsViewModel.arrangement?\"default\":\"ew-resize\"})).attr(\"x\",(function(t){return t.width/2})).attr(\"y\",-5).text((function(t,e){return 0===e?t.parcatsViewModel.model.dimensions[t.model.dimensionInd].dimensionLabel:null})).each((function(t){u.font(n.select(this),t.parcatsViewModel.labelfont)})),M.selectAll(\"rect.bandrect\").on(\"mouseover\",L).on(\"mouseout\",C),M.exit().remove(),A.call(n.behavior.drag().origin((function(t){return{x:t.x,y:0}})).on(\"dragstart\",P).on(\"drag\",O).on(\"dragend\",I)),h.each((function(t){t.traceSelection=n.select(this),t.pathSelection=n.select(this).selectAll(\"g.paths\").selectAll(\"path.path\"),t.dimensionSelection=n.select(this).selectAll(\"g.dimensions\").selectAll(\"g.dimension\")})),h.exit().remove()}function p(t){return t.key}function d(t){var e=t.parcatsViewModel.dimensions.length,r=t.parcatsViewModel.dimensions[e-1].model.dimensionInd;return t.model.dimensionInd===r}function v(t,e){return t.model.rawColor>e.model.rawColor?1:t.model.rawColor<e.model.rawColor?-1:0}function 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k(t){t.on(\"mousemove\",(function(t){i.event.preventDefault(),t.parent.inBrushDrag||T(this,t)})).on(\"mouseleave\",(function(t){t.parent.inBrushDrag||m()})).call(i.behavior.drag().on(\"dragstart\",(function(t){!function(t,e){i.event.sourceEvent.stopPropagation();var r=e.height-i.mouse(t)[1]-2*n.verticalPadding,a=e.unitToPaddedPx.invert(r),o=e.brush,s=_(e,r),l=s.interval,u=o.svgBrush;if(u.wasDragged=!1,u.grabbingBar=\"ns\"===s.region,u.grabbingBar){var c=l.map(e.unitToPaddedPx);u.grabPoint=r-c[0]-n.verticalPadding,u.barLength=c[1]-c[0]}u.clickableOrdinalRange=s.clickableOrdinalRange,u.stayingIntervals=e.multiselect&&o.filterSpecified?o.filter.getConsolidated():[],l&&(u.stayingIntervals=u.stayingIntervals.filter((function(t){return t[0]!==l[0]&&t[1]!==l[1]}))),u.startExtent=s.region?l[\"s\"===s.region?1:0]:a,e.parent.inBrushDrag=!0,u.brushStartCallback()}(this,t)})).on(\"drag\",(function(t){w(this,t)})).on(\"dragend\",(function(t){!function(t,e){var r=e.brush,n=r.filter,a=r.svgBrush;a._dragging||(T(t,e),w(t,e),e.brush.svgBrush.wasDragged=!1),a._dragging=!1,i.event.sourceEvent.stopPropagation();var o=a.grabbingBar;if(a.grabbingBar=!1,a.grabLocation=void 0,e.parent.inBrushDrag=!1,m(),!a.wasDragged)return a.wasDragged=void 0,a.clickableOrdinalRange?r.filterSpecified&&e.multiselect?a.extent.push(a.clickableOrdinalRange):(a.extent=[a.clickableOrdinalRange],r.filterSpecified=!0):o?(a.extent=a.stayingIntervals,0===a.extent.length&&M(r)):M(r),a.brushCallback(e),b(t.parentNode),void a.brushEndCallback(r.filterSpecified?n.getConsolidated():[]);var s=function(){n.set(n.getConsolidated())};if(e.ordinal){var l=e.unitTickvals;l[l.length-1]<l[0]&&l.reverse(),a.newExtent=[p(0,l,a.newExtent[0],a.stayingIntervals),p(1,l,a.newExtent[1],a.stayingIntervals)];var u=a.newExtent[1]>a.newExtent[0];a.extent=a.stayingIntervals.concat(u?[a.newExtent]:[]),a.extent.length||M(r),a.brushCallback(e),u?b(t.parentNode,s):(s(),b(t.parentNode))}else s();a.brushEndCallback(r.filterSpecified?n.getConsolidated():[])}(this,t)})))}function A(t,e){return t[0]-e[0]}function M(t){t.filterSpecified=!1,t.svgBrush.extent=[[-1/0,1/0]]}function S(t){for(var e,r=t.slice(),n=[],i=r.shift();i;){for(e=i.slice();(i=r.shift())&&i[0]<=e[1];)e[1]=Math.max(e[1],i[1]);n.push(e)}return 1===n.length&&n[0][0]>n[0][1]&&(n=[]),n}t.exports={makeBrush:function(t,e,r,n,i,a){var o,l=function(){var t,e,r=[];return{set:function(n){1===(r=n.map((function(t){return t.slice().sort(s)})).sort(A)).length&&r[0][0]===-1/0&&r[0][1]===1/0&&(r=[[0,-1]]),t=S(r),e=r.reduce((function(t,e){return[Math.min(t[0],e[0]),Math.max(t[1],e[1])]}),[1/0,-1/0])},get:function(){return r.slice()},getConsolidated:function(){return t},getBounds:function(){return e}}}();return l.set(r),{filter:l,filterSpecified:e,svgBrush:{extent:[],brushStartCallback:n,brushCallback:(o=i,function(t){var e=t.brush,r=function(t){return t.svgBrush.extent.map((function(t){return t.slice()}))}(e),n=r.slice();e.filter.set(n),o()}),brushEndCallback:a}}},ensureAxisBrush:function(t,e,r){var i=t.selectAll(\".\"+n.cn.axisBrush).data(o,a);i.enter().append(\"g\").classed(n.cn.axisBrush,!0),function(t,e,r){var i=r._context.staticPlot,a=t.selectAll(\".background\").data(o);a.enter().append(\"rect\").classed(\"background\",!0).call(d).call(v).style(\"pointer-events\",i?\"none\":\"auto\").attr(\"transform\",l(0,n.verticalPadding)),a.call(k).attr(\"height\",(function(t){return t.height-n.verticalPadding}));var s=t.selectAll(\".highlight-shadow\").data(o);s.enter().append(\"line\").classed(\"highlight-shadow\",!0).attr(\"x\",-n.bar.width/2).attr(\"stroke-width\",n.bar.width+n.bar.strokeWidth).attr(\"stroke\",e).attr(\"opacity\",n.bar.strokeOpacity).attr(\"stroke-linecap\",\"butt\"),s.attr(\"y1\",(function(t){return t.height})).call(x);var u=t.selectAll(\".highlight\").data(o);u.enter().append(\"line\").classed(\"highlight\",!0).attr(\"x\",-n.bar.width/2).attr(\"stroke-width\",n.bar.width-n.bar.strokeWidth).attr(\"stroke\",n.bar.fillColor).attr(\"opacity\",n.bar.fillOpacity).attr(\"stroke-linecap\",\"butt\"),u.attr(\"y1\",(function(t){return t.height})).call(x)}(i,e,r)},cleanRanges:function(t,e){if(Array.isArray(t[0])?(t=t.map((function(t){return t.sort(s)})),t=e.multiselect?S(t.sort(A)):[t[0]]):t=[t.sort(s)],e.tickvals){var r=e.tickvals.slice().sort(s);if(!(t=t.map((function(t){var e=[p(0,r,t[0],[]),p(1,r,t[1],[])];if(e[1]>e[0])return e})).filter((function(t){return t}))).length)return}return t.length>1?t:t[0]}}},61664:function(t,e,r){\"use strict\";t.exports={attributes:r(82296),supplyDefaults:r(60664),calc:r(95044),colorbar:{container:\"line\",min:\"cmin\",max:\"cmax\"},moduleType:\"trace\",name:\"parcoords\",basePlotModule:r(19976),categories:[\"gl\",\"regl\",\"noOpacity\",\"noHover\"],meta:{}}},19976:function(t,e,r){\"use strict\";var n=r(33428),i=r(84888)._M,a=r(24196),o=r(9616);e.name=\"parcoords\",e.plot=function(t){var e=i(t.calcdata,\"parcoords\")[0];e.length&&a(t,e)},e.clean=function(t,e,r,n){var i=n._has&&n._has(\"parcoords\"),a=e._has&&e._has(\"parcoords\");i&&!a&&(n._paperdiv.selectAll(\".parcoords\").remove(),n._glimages.selectAll(\"*\").remove())},e.toSVG=function(t){var e=t._fullLayout._glimages,r=n.select(t).selectAll(\".svg-container\");r.filter((function(t,e){return e===r.size()-1})).selectAll(\".gl-canvas-context, .gl-canvas-focus\").each((function(){var t=this,r=t.toDataURL(\"image/png\");e.append(\"svg:image\").attr({xmlns:o.svg,\"xlink:href\":r,preserveAspectRatio:\"none\",x:0,y:0,width:t.style.width,height:t.style.height})})),window.setTimeout((function(){n.selectAll(\"#filterBarPattern\").attr(\"id\",\"filterBarPattern\")}),60)}},95044:function(t,e,r){\"use strict\";var n=r(3400).isArrayOrTypedArray,i=r(8932),a=r(71688).wrap;t.exports=function(t,e){var r,o;return i.hasColorscale(e,\"line\")&&n(e.line.color)?(r=e.line.color,o=i.extractOpts(e.line).colorscale,i.calc(t,e,{vals:r,containerStr:\"line\",cLetter:\"c\"})):(r=function(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=.5;return e}(e._length),o=[[0,e.line.color],[1,e.line.color]]),a({lineColor:r,cscale:o})}},30140:function(t){\"use strict\";t.exports={maxDimensionCount:60,overdrag:45,verticalPadding:2,tickDistance:50,canvasPixelRatio:1,blockLineCount:5e3,layers:[\"contextLineLayer\",\"focusLineLayer\",\"pickLineLayer\"],axisTitleOffset:28,axisExtentOffset:10,bar:{width:4,captureWidth:10,fillColor:\"magenta\",fillOpacity:1,snapDuration:150,snapRatio:.25,snapClose:.01,strokeOpacity:1,strokeWidth:1,handleHeight:8,handleOpacity:1,handleOverlap:0},cn:{axisExtentText:\"axis-extent-text\",parcoordsLineLayers:\"parcoords-line-layers\",parcoordsLineLayer:\"parcoords-lines\",parcoords:\"parcoords\",parcoordsControlView:\"parcoords-control-view\",yAxis:\"y-axis\",axisOverlays:\"axis-overlays\",axis:\"axis\",axisHeading:\"axis-heading\",axisTitle:\"axis-title\",axisExtent:\"axis-extent\",axisExtentTop:\"axis-extent-top\",axisExtentTopText:\"axis-extent-top-text\",axisExtentBottom:\"axis-extent-bottom\",axisExtentBottomText:\"axis-extent-bottom-text\",axisBrush:\"axis-brush\"},id:{filterBarPattern:\"filter-bar-pattern\"}}},60664:function(t,e,r){\"use strict\";var n=r(3400),i=r(94288).hasColorscale,a=r(27260),o=r(86968).Q,s=r(51272),l=r(54460),u=r(82296),c=r(71864),f=r(30140).maxDimensionCount,h=r(26284);function p(t,e,r,i){function a(r,i){return n.coerce(t,e,u.dimensions,r,i)}var o=a(\"values\"),s=a(\"visible\");if(o&&o.length||(s=e.visible=!1),s){a(\"label\"),a(\"tickvals\"),a(\"ticktext\"),a(\"tickformat\");var f=a(\"range\");e._ax={_id:\"y\",type:\"linear\",showexponent:\"all\",exponentformat:\"B\",range:f},l.setConvert(e._ax,i.layout),a(\"multiselect\");var h=a(\"constraintrange\");h&&(e.constraintrange=c.cleanRanges(h,e))}}t.exports=function(t,e,r,l){function c(r,i){return n.coerce(t,e,u,r,i)}var d=t.dimensions;Array.isArray(d)&&d.length>f&&(n.log(\"parcoords traces support up to \"+f+\" dimensions at the moment\"),d.splice(f));var v=s(t,e,{name:\"dimensions\",layout:l,handleItemDefaults:p}),g=function(t,e,r,o,s){var l=s(\"line.color\",r);if(i(t,\"line\")&&n.isArrayOrTypedArray(l)){if(l.length)return s(\"line.colorscale\"),a(t,e,o,s,{prefix:\"line.\",cLetter:\"c\"}),l.length;e.line.color=r}return 1/0}(t,e,r,l,c);o(e,l,c),Array.isArray(v)&&v.length||(e.visible=!1),h(e,v,\"values\",g);var y={family:l.font.family,size:Math.round(l.font.size/1.2),color:l.font.color};n.coerceFont(c,\"labelfont\",y),n.coerceFont(c,\"tickfont\",y),n.coerceFont(c,\"rangefont\",y),c(\"labelangle\"),c(\"labelside\"),c(\"unselected.line.color\"),c(\"unselected.line.opacity\")}},95724:function(t,e,r){\"use strict\";var n=r(3400).isTypedArray;e.convertTypedArray=function(t){return n(t)?Array.prototype.slice.call(t):t},e.isOrdinal=function(t){return!!t.tickvals},e.isVisible=function(t){return t.visible||!(\"visible\"in t)}},29928:function(t,e,r){\"use strict\";var n=r(61664);n.plot=r(24196),t.exports=n},51352:function(t,e,r){\"use strict\";var n=r(26444),i=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor;\\n\\nattribute vec4 p01_04, p05_08, p09_12, p13_16,\\n               p17_20, p21_24, p25_28, p29_32,\\n               p33_36, p37_40, p41_44, p45_48,\\n               p49_52, p53_56, p57_60, colors;\\n\\nuniform mat4 dim0A, dim1A, dim0B, dim1B, dim0C, dim1C, dim0D, dim1D,\\n             loA, hiA, loB, hiB, loC, hiC, loD, hiD;\\n\\nuniform vec2 resolution, viewBoxPos, viewBoxSize;\\nuniform float maskHeight;\\nuniform float drwLayer; // 0: context, 1: focus, 2: pick\\nuniform vec4 contextColor;\\nuniform sampler2D maskTexture, palette;\\n\\nbool isPick    = (drwLayer > 1.5);\\nbool isContext = (drwLayer < 0.5);\\n\\nconst vec4 ZEROS = vec4(0.0, 0.0, 0.0, 0.0);\\nconst vec4 UNITS = vec4(1.0, 1.0, 1.0, 1.0);\\n\\nfloat val(mat4 p, mat4 v) {\\n    return dot(matrixCompMult(p, v) * UNITS, UNITS);\\n}\\n\\nfloat axisY(float ratio, mat4 A, mat4 B, mat4 C, mat4 D) {\\n    float y1 = val(A, dim0A) + val(B, dim0B) + val(C, dim0C) + val(D, dim0D);\\n    float y2 = val(A, dim1A) + val(B, dim1B) + val(C, dim1C) + val(D, dim1D);\\n    return y1 * (1.0 - ratio) + y2 * ratio;\\n}\\n\\nint iMod(int a, int b) {\\n    return a - b * (a / b);\\n}\\n\\nbool fOutside(float p, float lo, float hi) {\\n    return (lo < hi) && (lo > p || p > hi);\\n}\\n\\nbool vOutside(vec4 p, vec4 lo, vec4 hi) {\\n    return (\\n        fOutside(p[0], lo[0], hi[0]) ||\\n        fOutside(p[1], lo[1], hi[1]) ||\\n        fOutside(p[2], lo[2], hi[2]) ||\\n        fOutside(p[3], lo[3], hi[3])\\n    );\\n}\\n\\nbool mOutside(mat4 p, mat4 lo, mat4 hi) {\\n    return (\\n        vOutside(p[0], lo[0], hi[0]) ||\\n        vOutside(p[1], lo[1], hi[1]) ||\\n        vOutside(p[2], lo[2], hi[2]) ||\\n        vOutside(p[3], lo[3], hi[3])\\n    );\\n}\\n\\nbool outsideBoundingBox(mat4 A, mat4 B, mat4 C, mat4 D) {\\n    return mOutside(A, loA, hiA) ||\\n           mOutside(B, loB, hiB) ||\\n           mOutside(C, loC, hiC) ||\\n           mOutside(D, loD, hiD);\\n}\\n\\nbool outsideRasterMask(mat4 A, mat4 B, mat4 C, mat4 D) {\\n    mat4 pnts[4];\\n    pnts[0] = A;\\n    pnts[1] = B;\\n    pnts[2] = C;\\n    pnts[3] = D;\\n\\n    for(int i = 0; i < 4; ++i) {\\n        for(int j = 0; j < 4; ++j) {\\n            for(int k = 0; k < 4; ++k) {\\n                if(0 == iMod(\\n                    int(255.0 * texture2D(maskTexture,\\n                        vec2(\\n                            (float(i * 2 + j / 2) + 0.5) / 8.0,\\n                            (pnts[i][j][k] * (maskHeight - 1.0) + 1.0) / maskHeight\\n                        ))[3]\\n                    ) / int(pow(2.0, float(iMod(j * 4 + k, 8)))),\\n                    2\\n                )) return true;\\n            }\\n        }\\n    }\\n    return false;\\n}\\n\\nvec4 position(bool isContext, float v, mat4 A, mat4 B, mat4 C, mat4 D) {\\n    float x = 0.5 * sign(v) + 0.5;\\n    float y = axisY(x, A, B, C, D);\\n    float z = 1.0 - abs(v);\\n\\n    z += isContext ? 0.0 : 2.0 * float(\\n        outsideBoundingBox(A, B, C, D) ||\\n        outsideRasterMask(A, B, C, D)\\n    );\\n\\n    return vec4(\\n        2.0 * (vec2(x, y) * viewBoxSize + viewBoxPos) / resolution - 1.0,\\n        z,\\n        1.0\\n    );\\n}\\n\\nvoid main() {\\n    mat4 A = mat4(p01_04, p05_08, p09_12, p13_16);\\n    mat4 B = mat4(p17_20, p21_24, p25_28, p29_32);\\n    mat4 C = mat4(p33_36, p37_40, p41_44, p45_48);\\n    mat4 D = mat4(p49_52, p53_56, p57_60, ZEROS);\\n\\n    float v = colors[3];\\n\\n    gl_Position = position(isContext, v, A, B, C, D);\\n\\n    fragColor =\\n        isContext ? vec4(contextColor) :\\n        isPick ? vec4(colors.rgb, 1.0) : texture2D(palette, vec2(abs(v), 0.5));\\n}\\n\"]),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n    gl_FragColor = fragColor;\\n}\\n\"]),o=r(30140).maxDimensionCount,s=r(3400),l=1e-6,u=new Uint8Array(4),c=new Uint8Array(4),f={shape:[256,1],format:\"rgba\",type:\"uint8\",mag:\"nearest\",min:\"nearest\"};function h(t,e,r,n,i){var a=t._gl;a.enable(a.SCISSOR_TEST),a.scissor(e,r,n,i),t.clear({color:[0,0,0,0],depth:1})}function p(t,e,r,n,i,a){var o=a.key;r.drawCompleted||(function(t){t.read({x:0,y:0,width:1,height:1,data:u})}(t),r.drawCompleted=!0),function s(l){var u=Math.min(n,i-l*n);0===l&&(window.cancelAnimationFrame(r.currentRafs[o]),delete r.currentRafs[o],h(t,a.scissorX,a.scissorY,a.scissorWidth,a.viewBoxSize[1])),r.clearOnly||(a.count=2*u,a.offset=2*l*n,e(a),l*n+u<i&&(r.currentRafs[o]=window.requestAnimationFrame((function(){s(l+1)}))),r.drawCompleted=!1)}(0)}function d(t,e){for(var r=new Array(256),n=0;n<256;n++)r[n]=t(n/255).concat(e);return r}function v(t,e){return(t>>>8*e)%256/255}function g(t,e,r){for(var n=new Array(8*e),i=0,a=0;a<e;a++)for(var o=0;o<2;o++)for(var s=0;s<4;s++){var l=4*t+s,u=r[64*a+l];63===l&&0===o&&(u*=-1),n[i++]=u}return n}function y(t){var e=\"0\"+t;return e.substr(e.length-2)}function m(t){return t<o?\"p\"+y(t+1)+\"_\"+y(t+4):\"colors\"}function x(t,e,r,n,i,a,o,l,u,c,f,h,p,d){for(var v=[[],[]],g=0;g<64;g++)v[0][g]=g===i?1:0,v[1][g]=g===a?1:0;o*=d,l*=d,u*=d,c*=d;var y=t.lines.canvasOverdrag*d,m=t.domain,x=t.canvasWidth*d,b=t.canvasHeight*d,_=t.pad.l*d,w=t.pad.b*d,T=t.layoutHeight*d,k=t.layoutWidth*d,A=t.deselectedLines.color,M=t.deselectedLines.opacity;return s.extendFlat({key:f,resolution:[x,b],viewBoxPos:[o+y,l],viewBoxSize:[u,c],i0:i,i1:a,dim0A:v[0].slice(0,16),dim0B:v[0].slice(16,32),dim0C:v[0].slice(32,48),dim0D:v[0].slice(48,64),dim1A:v[1].slice(0,16),dim1B:v[1].slice(16,32),dim1C:v[1].slice(32,48),dim1D:v[1].slice(48,64),drwLayer:h,contextColor:[A[0]/255,A[1]/255,A[2]/255,\"auto\"!==M?A[3]*M:Math.max(1/255,Math.pow(1/t.lines.color.length,1/3))],scissorX:(n===e?0:o+y)+(_-y)+k*m.x[0],scissorWidth:(n===r?x-o+y:u+.5)+(n===e?o+y:0),scissorY:l+w+T*m.y[0],scissorHeight:c,viewportX:_-y+k*m.x[0],viewportY:w+T*m.y[0],viewportWidth:x,viewportHeight:b},p)}function b(t){var e=2047,r=Math.max(0,Math.floor(t[0]*e),0),n=Math.min(e,Math.ceil(t[1]*e),e);return[Math.min(r,n),Math.max(r,n)]}t.exports=function(t,e){var r,n,u,y,_,w=e.context,T=e.pick,k=e.regl,A=k._gl,M=A.getParameter(A.ALIASED_LINE_WIDTH_RANGE),S=Math.max(M[0],Math.min(M[1],e.viewModel.plotGlPixelRatio)),E={currentRafs:{},drawCompleted:!0,clearOnly:!1},L=function(t){for(var e={},r=0;r<=o;r+=4)e[m(r)]=t.buffer({usage:\"dynamic\",type:\"float\",data:new Uint8Array(0)});return e}(k),C=k.texture(f),P=[];I(e);var O=k({profile:!1,blend:{enable:w,func:{srcRGB:\"src alpha\",dstRGB:\"one minus src 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I(t){r=t.model,n=t.viewModel,u=n.dimensions.slice(),y=u[0]?u[0].values.length:0;var e=r.lines,i=T?e.color.map((function(t,r){return r/e.color.length})):e.color,a=function(t,e,r){for(var n,i=new Array(t*(o+4)),a=0,s=0;s<t;s++){for(var u=0;u<o;u++)i[a++]=u<e.length?e[u].paddedUnitValues[s]:.5;i[a++]=v(s,2),i[a++]=v(s,1),i[a++]=v(s,0),i[a++]=(n=r[s],Math.max(l,Math.min(.999999,n)))}return i}(y,u,i);!function(t,e,r){for(var n=0;n<=o;n+=4)t[m(n)](g(n/4,e,r))}(L,y,a),w||T||(C=k.texture(s.extendFlat({data:d(r.unitToColor,255)},f)))}return{render:function(t,e,n){var i,a,o,s=t.length,l=1/0,c=-1/0;for(i=0;i<s;i++)t[i].dim0.canvasX<l&&(l=t[i].dim0.canvasX,a=i),t[i].dim1.canvasX>c&&(c=t[i].dim1.canvasX,o=i);0===s&&h(k,0,0,r.canvasWidth,r.canvasHeight);var f=function(t){var e,r,n,i=[[],[]];for(n=0;n<64;n++){var a=!t&&n<u.length?u[n].brush.filter.getBounds():[-1/0,1/0];i[0][n]=a[0],i[1][n]=a[1]}var o=new Array(16384);for(e=0;e<16384;e++)o[e]=255;if(!t)for(e=0;e<u.length;e++){var 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r=0;r<t[e].length;r++)for(var n=t[e][r].trace,i=n.dimensions,a=0;a<i.length;a++){var o=i[a].values,s=i[a]._ax;s&&(s.range?s.range=A(s.range[0],s.range[1]):s.range=T(o,n._length),s.dtick||(s.dtick=.01*(Math.abs(s.range[1]-s.range[0])||1)),s.tickformat=i[a].tickformat,l.calcTicks(s),s.cleanRange())}}(e);var M,S,E=(M=!0,S=!1,{linePickActive:function(t){return arguments.length?M=!!t:M},contextShown:function(t){return arguments.length?S=!!t:S}}),F=e.filter((function(t){return y(t).trace.visible})).map(C.bind(0,r)).map(P.bind(0,E,a));d.each((function(t,e){return i.extendFlat(t,F[e])}));var B=d.selectAll(\".gl-canvas\").each((function(t){t.viewModel=F[0],t.viewModel.plotGlPixelRatio=w,t.viewModel.paperColor=k,t.model=t.viewModel?t.viewModel.model:null})),N=null;B.filter((function(t){return t.pick})).style(\"pointer-events\",o?\"none\":\"auto\").on(\"mousemove\",(function(t){if(E.linePickActive()&&t.lineLayer&&a&&a.hover){var 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t.dimensions}),v);V.enter().append(\"g\").classed(x.cn.yAxis,!0),U.each((function(t){D(V,t,w)})),B.each((function(t){if(t.viewModel){!t.lineLayer||a?t.lineLayer=_(this,t):t.lineLayer.update(t),(t.key||0===t.key)&&(t.viewModel[t.key]=t.lineLayer);var e=!t.context||a;t.lineLayer.render(t.viewModel.panels,e)}})),V.attr(\"transform\",(function(t){return c(t.xScale(t.xIndex),0)})),V.call(n.behavior.drag().origin((function(t){return t})).on(\"drag\",(function(t){var e=t.parent;E.linePickActive(!1),t.x=Math.max(-x.overdrag,Math.min(t.model.width+x.overdrag,n.event.x)),t.canvasX=t.x*t.model.canvasPixelRatio,V.sort((function(t,e){return t.x-e.x})).each((function(e,r){e.xIndex=r,e.x=t===e?e.x:e.xScale(e.xIndex),e.canvasX=e.x*e.model.canvasPixelRatio})),D(V,e,w),V.filter((function(e){return 0!==Math.abs(t.xIndex-e.xIndex)})).attr(\"transform\",(function(t){return 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K=Y.selectAll(\".\"+x.cn.axisExtentBottom).data(g,v);K.enter().append(\"g\").classed(x.cn.axisExtentBottom,!0),K.attr(\"transform\",(function(t){return c(0,t.model.height+x.axisExtentOffset)}));var J=K.selectAll(\".\"+x.cn.axisExtentBottomText).data(g,v);J.enter().append(\"text\").classed(x.cn.axisExtentBottomText,!0).attr(\"dy\",\"0.75em\").call(O),J.text((function(t){return R(t,!1)})).each((function(t){h.font(n.select(this),t.model.rangeFont)})),b.ensureAxisBrush(q,k,t)}},24196:function(t,e,r){\"use strict\";var n=r(36336),i=r(5048),a=r(95724).isVisible,o={};function s(t,e,r){var n=e.indexOf(r),i=t.indexOf(n);return-1===i&&(i+=e.length),i}(t.exports=function(t,e){var r=t._fullLayout;if(i(t,[],o)){var l={},u={},c={},f={},h=r._size;e.forEach((function(e,r){var n=e[0].trace;c[r]=n.index;var i=f[r]=n._fullInput.index;l[r]=t.data[i].dimensions,u[r]=t.data[i].dimensions.slice()})),n(t,e,{width:h.w,height:h.h,margin:{t:h.t,r:h.r,b:h.b,l:h.l}},{filterChanged:function(e,n,i){var 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n=r(7316);e.name=\"pie\",e.plot=function(t,r,i,a){n.plotBasePlot(e.name,t,r,i,a)},e.clean=function(t,r,i,a){n.cleanBasePlot(e.name,t,r,i,a)}},45768:function(t,e,r){\"use strict\";var n=r(38248),i=r(49760),a=r(76308),o={};function s(t){return function(e,r){return!!e&&!!(e=i(e)).isValid()&&(e=a.addOpacity(e,e.getAlpha()),t[r]||(t[r]=e),e)}}function l(t,e){var r,n=JSON.stringify(t),a=e[n];if(!a){for(a=t.slice(),r=0;r<t.length;r++)a.push(i(t[r]).lighten(20).toHexString());for(r=0;r<t.length;r++)a.push(i(t[r]).darken(20).toHexString());e[n]=a}return a}t.exports={calc:function(t,e){var r,i,a=[],o=t._fullLayout,l=o.hiddenlabels||[],u=e.labels,c=e.marker.colors||[],f=e.values,h=e._length,p=e._hasValues&&h;if(e.dlabel)for(u=new Array(h),r=0;r<h;r++)u[r]=String(e.label0+r*e.dlabel);var d={},v=s(o[\"_\"+e.type+\"colormap\"]),g=0,y=!1;for(r=0;r<h;r++){var m,x,b;if(p){if(m=f[r],!n(m))continue;m=+m}else m=1;void 0!==(x=u[r])&&\"\"!==x||(x=r);var _=d[x=String(x)];void 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r=i.isArrayOrTypedArray(t),a=i.isArrayOrTypedArray(e),o=Math.min(r?t.length:1/0,a?e.length:1/0);if(isFinite(o)||(o=0),o&&a){for(var s,l=0;l<o;l++){var u=e[l];if(n(u)&&u>0){s=!0;break}}s||(o=0)}return{hasLabels:r,hasValues:a,len:o}}function c(t,e,r,n,i){n(\"marker.line.width\")&&n(\"marker.line.color\",i?void 0:r.paper_bgcolor);var a=n(\"marker.colors\");l(n,\"marker.pattern\",a),t.marker&&!e.marker.pattern.fgcolor&&(e.marker.pattern.fgcolor=t.marker.colors),e.marker.pattern.bgcolor||(e.marker.pattern.bgcolor=r.paper_bgcolor)}t.exports={handleLabelsAndValues:u,handleMarkerDefaults:c,supplyDefaults:function(t,e,r,n){function l(r,n){return i.coerce(t,e,a,r,n)}var f=u(l(\"labels\"),l(\"values\")),h=f.len;if(e._hasLabels=f.hasLabels,e._hasValues=f.hasValues,!e._hasLabels&&e._hasValues&&(l(\"label0\"),l(\"dlabel\")),h){e._length=h,c(t,e,n,l,!0),l(\"scalegroup\");var p,d=l(\"text\"),v=l(\"texttemplate\");if(v||(p=l(\"textinfo\",i.isArrayOrTypedArray(d)?\"text+percent\":\"percent\")),l(\"hovertext\"),l(\"hovertemplate\"),v||p&&\"none\"!==p){var g=l(\"textposition\");s(t,e,n,l,g,{moduleHasSelected:!1,moduleHasUnselected:!1,moduleHasConstrain:!1,moduleHasCliponaxis:!1,moduleHasTextangle:!1,moduleHasInsideanchor:!1}),(Array.isArray(g)||\"auto\"===g||\"outside\"===g)&&l(\"automargin\"),(\"inside\"===g||\"auto\"===g||Array.isArray(g))&&l(\"insidetextorientation\")}o(e,n,l);var y=l(\"hole\");if(l(\"title.text\")){var m=l(\"title.position\",y?\"middle center\":\"top center\");y||\"middle center\"!==m||(e.title.position=\"top center\"),i.coerceFont(l,\"title.font\",n.font)}l(\"sort\"),l(\"direction\"),l(\"rotation\"),l(\"pull\")}else e.visible=!1}}},53644:function(t,e,r){\"use strict\";var n=r(10624).appendArrayMultiPointValues;t.exports=function(t,e){var r={curveNumber:e.index,pointNumbers:t.pts,data:e._input,fullData:e,label:t.label,color:t.color,value:t.v,percent:t.percent,text:t.text,bbox:t.bbox,v:t.v};return 1===t.pts.length&&(r.pointNumber=r.i=t.pts[0]),n(r,e,t.pts),\"funnelarea\"===e.type&&(delete r.v,delete r.i),r}},21552:function(t,e,r){\"use strict\";var n=r(43616),i=r(76308);t.exports=function(t,e,r,a){var o=r.marker.pattern;o&&o.shape?n.pointStyle(t,r,a,e):i.fill(t,e.color)}},69656:function(t,e,r){\"use strict\";var n=r(3400);function i(t){return-1!==t.indexOf(\"e\")?t.replace(/[.]?0+e/,\"e\"):-1!==t.indexOf(\".\")?t.replace(/[.]?0+$/,\"\"):t}e.formatPiePercent=function(t,e){var r=i((100*t).toPrecision(3));return n.numSeparate(r,e)+\"%\"},e.formatPieValue=function(t,e){var r=i(t.toPrecision(10));return n.numSeparate(r,e)},e.getFirstFilled=function(t,e){if(n.isArrayOrTypedArray(t))for(var r=0;r<e.length;r++){var i=t[e[r]];if(i||0===i||\"\"===i)return i}},e.castOption=function(t,r){return n.isArrayOrTypedArray(t)?e.getFirstFilled(t,r):t||void 0},e.getRotationAngle=function(t){return(\"auto\"===t?0:t)*Math.PI/180}},75792:function(t,e,r){\"use strict\";t.exports={attributes:r(74996),supplyDefaults:r(74174).supplyDefaults,supplyLayoutDefaults:r(90248),layoutAttributes:r(85204),calc:r(45768).calc,crossTraceCalc:r(45768).crossTraceCalc,plot:r(37820).plot,style:r(22152),styleOne:r(10528),moduleType:\"trace\",name:\"pie\",basePlotModule:r(80036),categories:[\"pie-like\",\"pie\",\"showLegend\"],meta:{}}},85204:function(t){\"use strict\";t.exports={hiddenlabels:{valType:\"data_array\",editType:\"calc\"},piecolorway:{valType:\"colorlist\",editType:\"calc\"},extendpiecolors:{valType:\"boolean\",dflt:!0,editType:\"calc\"}}},90248:function(t,e,r){\"use strict\";var n=r(3400),i=r(85204);t.exports=function(t,e){function r(r,a){return n.coerce(t,e,i,r,a)}r(\"hiddenlabels\"),r(\"piecolorway\",e.colorway),r(\"extendpiecolors\")}},37820:function(t,e,r){\"use strict\";var n=r(33428),i=r(7316),a=r(93024),o=r(76308),s=r(43616),l=r(3400),u=l.strScale,c=l.strTranslate,f=r(72736),h=r(82744),p=h.recordMinTextSize,d=h.clearMinTextSize,v=r(78048).TEXTPAD,g=r(69656),y=r(53644),m=r(3400).isValidTextValue;function x(t,e,r){var i=r[0],o=i.cx,s=i.cy,u=i.trace,c=\"funnelarea\"===u.type;\"_hasHoverLabel\"in u||(u._hasHoverLabel=!1),\"_hasHoverEvent\"in u||(u._hasHoverEvent=!1),t.on(\"mouseover\",(function(t){var r=e._fullLayout,f=e._fullData[u.index];if(!e._dragging&&!1!==r.hovermode){var h=f.hoverinfo;if(Array.isArray(h)&&(h=a.castHoverinfo({hoverinfo:[g.castOption(h,t.pts)],_module:u._module},r,0)),\"all\"===h&&(h=\"label+text+value+percent+name\"),f.hovertemplate||\"none\"!==h&&\"skip\"!==h&&h){var p=t.rInscribed||0,d=o+t.pxmid[0]*(1-p),v=s+t.pxmid[1]*(1-p),m=r.separators,x=[];if(h&&-1!==h.indexOf(\"label\")&&x.push(t.label),t.text=g.castOption(f.hovertext||f.text,t.pts),h&&-1!==h.indexOf(\"text\")){var b=t.text;l.isValidTextValue(b)&&x.push(b)}t.value=t.v,t.valueLabel=g.formatPieValue(t.v,m),h&&-1!==h.indexOf(\"value\")&&x.push(t.valueLabel),t.percent=t.v/i.vTotal,t.percentLabel=g.formatPiePercent(t.percent,m),h&&-1!==h.indexOf(\"percent\")&&x.push(t.percentLabel);var _=f.hoverlabel,w=_.font,T=[];a.loneHover({trace:u,x0:d-p*i.r,x1:d+p*i.r,y:v,_x0:c?o+t.TL[0]:d-p*i.r,_x1:c?o+t.TR[0]:d+p*i.r,_y0:c?s+t.TL[1]:v-p*i.r,_y1:c?s+t.BL[1]:v+p*i.r,text:x.join(\"<br>\"),name:f.hovertemplate||-1!==h.indexOf(\"name\")?f.name:void 0,idealAlign:t.pxmid[0]<0?\"left\":\"right\",color:g.castOption(_.bgcolor,t.pts)||t.color,borderColor:g.castOption(_.bordercolor,t.pts),fontFamily:g.castOption(w.family,t.pts),fontSize:g.castOption(w.size,t.pts),fontColor:g.castOption(w.color,t.pts),nameLength:g.castOption(_.namelength,t.pts),textAlign:g.castOption(_.align,t.pts),hovertemplate:g.castOption(f.hovertemplate,t.pts),hovertemplateLabels:t,eventData:[y(t,f)]},{container:r._hoverlayer.node(),outerContainer:r._paper.node(),gd:e,inOut_bbox:T}),t.bbox=T[0],u._hasHoverLabel=!0}u._hasHoverEvent=!0,e.emit(\"plotly_hover\",{points:[y(t,f)],event:n.event})}})),t.on(\"mouseout\",(function(t){var r=e._fullLayout,i=e._fullData[u.index],o=n.select(this).datum();u._hasHoverEvent&&(t.originalEvent=n.event,e.emit(\"plotly_unhover\",{points:[y(o,i)],event:n.event}),u._hasHoverEvent=!1),u._hasHoverLabel&&(a.loneUnhover(r._hoverlayer.node()),u._hasHoverLabel=!1)})),t.on(\"click\",(function(t){var r=e._fullLayout,i=e._fullData[u.index];e._dragging||!1===r.hovermode||(e._hoverdata=[y(t,i)],a.click(e,n.event))}))}function b(t,e,r){var n=g.castOption(t.insidetextfont.color,e.pts);!n&&t._input.textfont&&(n=g.castOption(t._input.textfont.color,e.pts));var i=g.castOption(t.insidetextfont.family,e.pts)||g.castOption(t.textfont.family,e.pts)||r.family,a=g.castOption(t.insidetextfont.size,e.pts)||g.castOption(t.textfont.size,e.pts)||r.size;return{color:n||o.contrast(e.color),family:i,size:a}}function _(t,e){for(var r,n,i=0;i<t.length;i++)if((n=(r=t[i][0]).trace).title.text){var a=n.title.text;n._meta&&(a=l.templateString(a,n._meta));var o=s.tester.append(\"text\").attr(\"data-notex\",1).text(a).call(s.font,n.title.font).call(f.convertToTspans,e),u=s.bBox(o.node(),!0);r.titleBox={width:u.width,height:u.height},o.remove()}}function w(t,e,r){var n=r.r||e.rpx1,i=e.rInscribed;if(e.startangle===e.stopangle)return{rCenter:1-i,scale:0,rotate:0,textPosAngle:0};var a,o=e.ring,s=1===o&&Math.abs(e.startangle-e.stopangle)===2*Math.PI,l=e.halfangle,u=e.midangle,c=r.trace.insidetextorientation,f=\"horizontal\"===c,h=\"tangential\"===c,p=\"radial\"===c,d=\"auto\"===c,v=[];if(!d){var g,y=function(r,i){if(function(t,e){var r=t.startangle,n=t.stopangle;return r>e&&e>n||r<e&&e<n}(e,r)){var s=Math.abs(r-e.startangle),l=Math.abs(r-e.stopangle),u=s<l?s:l;(a=\"tan\"===i?k(t,n,o,u,0):T(t,n,o,u,Math.PI/2)).textPosAngle=r,v.push(a)}};if(f||h){for(g=4;g>=-4;g-=2)y(Math.PI*g,\"tan\");for(g=4;g>=-4;g-=2)y(Math.PI*(g+1),\"tan\")}if(f||p){for(g=4;g>=-4;g-=2)y(Math.PI*(g+1.5),\"rad\");for(g=4;g>=-4;g-=2)y(Math.PI*(g+.5),\"rad\")}}if(s||d||f){var m=Math.sqrt(t.width*t.width+t.height*t.height);if((a={scale:i*n*2/m,rCenter:1-i,rotate:0}).textPosAngle=(e.startangle+e.stopangle)/2,a.scale>=1)return a;v.push(a)}(d||p)&&((a=T(t,n,o,l,u)).textPosAngle=(e.startangle+e.stopangle)/2,v.push(a)),(d||h)&&((a=k(t,n,o,l,u)).textPosAngle=(e.startangle+e.stopangle)/2,v.push(a));for(var x=0,b=0,_=0;_<v.length;_++){var w=v[_].scale;if(b<w&&(b=w,x=_),!d&&b>=1)break}return v[x]}function T(t,e,r,n,i){e=Math.max(0,e-2*v);var a=t.width/t.height,o=S(a,n,e,r);return{scale:2*o/t.height,rCenter:A(a,o/e),rotate:M(i)}}function k(t,e,r,n,i){e=Math.max(0,e-2*v);var a=t.height/t.width,o=S(a,n,e,r);return{scale:2*o/t.width,rCenter:A(a,o/e),rotate:M(i+Math.PI/2)}}function A(t,e){return Math.cos(e)-t*e}function M(t){return(180/Math.PI*t+720)%180-90}function S(t,e,r,n){var i=t+1/(2*Math.tan(e));return r*Math.min(1/(Math.sqrt(i*i+.5)+i),n/(Math.sqrt(t*t+n/2)+t))}function E(t,e){return t.v!==e.vTotal||e.trace.hole?Math.min(1/(1+1/Math.sin(t.halfangle)),t.ring/2):1}function L(t,e){var r=e.pxmid[0],n=e.pxmid[1],i=t.width/2,a=t.height/2;return r<0&&(i*=-1),n<0&&(a*=-1),{scale:1,rCenter:1,rotate:0,x:i+Math.abs(a)*(i>0?1:-1)/2,y:a/(1+r*r/(n*n)),outside:!0}}function C(t,e){var r,n,i,a=t.trace,o={x:t.cx,y:t.cy},s={tx:0,ty:0};s.ty+=a.title.font.size,i=O(a),-1!==a.title.position.indexOf(\"top\")?(o.y-=(1+i)*t.r,s.ty-=t.titleBox.height):-1!==a.title.position.indexOf(\"bottom\")&&(o.y+=(1+i)*t.r);var l,u=t.r/(void 0===(l=t.trace.aspectratio)?1:l),c=e.w*(a.domain.x[1]-a.domain.x[0])/2;return-1!==a.title.position.indexOf(\"left\")?(c+=u,o.x-=(1+i)*u,s.tx+=t.titleBox.width/2):-1!==a.title.position.indexOf(\"center\")?c*=2:-1!==a.title.position.indexOf(\"right\")&&(c+=u,o.x+=(1+i)*u,s.tx-=t.titleBox.width/2),r=c/t.titleBox.width,n=P(t,e)/t.titleBox.height,{x:o.x,y:o.y,scale:Math.min(r,n),tx:s.tx,ty:s.ty}}function P(t,e){var r=t.trace,n=e.h*(r.domain.y[1]-r.domain.y[0]);return Math.min(t.titleBox.height,n/2)}function O(t){var e,r=t.pull;if(!r)return 0;if(l.isArrayOrTypedArray(r))for(r=0,e=0;e<t.pull.length;e++)t.pull[e]>r&&(r=t.pull[e]);return r}function I(t,e){for(var r=[],n=0;n<t.length;n++){var i=t[n][0],a=i.trace,o=a.domain,s=e.w*(o.x[1]-o.x[0]),l=e.h*(o.y[1]-o.y[0]);a.title.text&&\"middle center\"!==a.title.position&&(l-=P(i,e));var u=s/2,c=l/2;\"funnelarea\"!==a.type||a.scalegroup||(c/=a.aspectratio),i.r=Math.min(u,c)/(1+O(a)),i.cx=e.l+e.w*(a.domain.x[1]+a.domain.x[0])/2,i.cy=e.t+e.h*(1-a.domain.y[0])-l/2,a.title.text&&-1!==a.title.position.indexOf(\"bottom\")&&(i.cy-=P(i,e)),a.scalegroup&&-1===r.indexOf(a.scalegroup)&&r.push(a.scalegroup)}!function(t,e){for(var r,n,i,a=0;a<e.length;a++){var o=1/0,s=e[a];for(n=0;n<t.length;n++)if((i=(r=t[n][0]).trace).scalegroup===s){var l;if(\"pie\"===i.type)l=r.r*r.r;else if(\"funnelarea\"===i.type){var u,c;i.aspectratio>1?c=(u=r.r)/i.aspectratio:u=(c=r.r)*i.aspectratio,l=(u*=(1+i.baseratio)/2)*c}o=Math.min(o,l/r.vTotal)}for(n=0;n<t.length;n++)if((i=(r=t[n][0]).trace).scalegroup===s){var f=o*r.vTotal;\"funnelarea\"===i.type&&(f/=(1+i.baseratio)/2,f/=i.aspectratio),r.r=Math.sqrt(f)}}}(t,r)}function D(t,e){return[t*Math.sin(e),-t*Math.cos(e)]}function z(t,e,r){var n=t._fullLayout,i=r.trace,a=i.texttemplate,o=i.textinfo;if(!a&&o&&\"none\"!==o){var s,u=o.split(\"+\"),c=function(t){return-1!==u.indexOf(t)},f=c(\"label\"),h=c(\"text\"),p=c(\"value\"),d=c(\"percent\"),v=n.separators;if(s=f?[e.label]:[],h){var y=g.getFirstFilled(i.text,e.pts);m(y)&&s.push(y)}p&&s.push(g.formatPieValue(e.v,v)),d&&s.push(g.formatPiePercent(e.v/r.vTotal,v)),e.text=s.join(\"<br>\")}if(a){var x=l.castOption(i,e.i,\"texttemplate\");if(x){var b=function(t){return{label:t.label,value:t.v,valueLabel:g.formatPieValue(t.v,n.separators),percent:t.v/r.vTotal,percentLabel:g.formatPiePercent(t.v/r.vTotal,n.separators),color:t.color,text:t.text,customdata:l.castOption(i,t.i,\"customdata\")}}(e),_=g.getFirstFilled(i.text,e.pts);(m(_)||\"\"===_)&&(b.text=_),e.text=l.texttemplateString(x,b,t._fullLayout._d3locale,b,i._meta||{})}else e.text=\"\"}}function R(t,e){var r=t.rotate*Math.PI/180,n=Math.cos(r),i=Math.sin(r),a=(e.left+e.right)/2,o=(e.top+e.bottom)/2;t.textX=a*n-o*i,t.textY=a*i+o*n,t.noCenter=!0}t.exports={plot:function(t,e){var r=t._context.staticPlot,a=t._fullLayout,h=a._size;d(\"pie\",a),_(e,t),I(e,h);var v=l.makeTraceGroups(a._pielayer,e,\"trace\").each((function(e){var d=n.select(this),v=e[0],y=v.trace;!function(t){var e,r,n,i=t[0],a=i.r,o=i.trace,s=g.getRotationAngle(o.rotation),l=2*Math.PI/i.vTotal,u=\"px0\",c=\"px1\";if(\"counterclockwise\"===o.direction){for(e=0;e<t.length&&t[e].hidden;e++);if(e===t.length)return;s+=l*t[e].v,l*=-1,u=\"px1\",c=\"px0\"}for(n=D(a,s),e=0;e<t.length;e++)(r=t[e]).hidden||(r[u]=n,r.startangle=s,s+=l*r.v/2,r.pxmid=D(a,s),r.midangle=s,n=D(a,s+=l*r.v/2),r.stopangle=s,r[c]=n,r.largeArc=r.v>i.vTotal/2?1:0,r.halfangle=Math.PI*Math.min(r.v/i.vTotal,.5),r.ring=1-o.hole,r.rInscribed=E(r,i))}(e),d.attr(\"stroke-linejoin\",\"round\"),d.each((function(){var m=n.select(this).selectAll(\"g.slice\").data(e);m.enter().append(\"g\").classed(\"slice\",!0),m.exit().remove();var _=[[[],[]],[[],[]]],T=!1;m.each((function(i,o){if(i.hidden)n.select(this).selectAll(\"path,g\").remove();else{i.pointNumber=i.i,i.curveNumber=y.index,_[i.pxmid[1]<0?0:1][i.pxmid[0]<0?0:1].push(i);var u=v.cx,c=v.cy,h=n.select(this),d=h.selectAll(\"path.surface\").data([i]);if(d.enter().append(\"path\").classed(\"surface\",!0).style({\"pointer-events\":r?\"none\":\"all\"}),h.call(x,t,e),y.pull){var m=+g.castOption(y.pull,i.pts)||0;m>0&&(u+=m*i.pxmid[0],c+=m*i.pxmid[1])}i.cxFinal=u,i.cyFinal=c;var k=y.hole;if(i.v===v.vTotal){var A=\"M\"+(u+i.px0[0])+\",\"+(c+i.px0[1])+P(i.px0,i.pxmid,!0,1)+P(i.pxmid,i.px0,!0,1)+\"Z\";k?d.attr(\"d\",\"M\"+(u+k*i.px0[0])+\",\"+(c+k*i.px0[1])+P(i.px0,i.pxmid,!1,k)+P(i.pxmid,i.px0,!1,k)+\"Z\"+A):d.attr(\"d\",A)}else{var M=P(i.px0,i.px1,!0,1);if(k){var S=1-k;d.attr(\"d\",\"M\"+(u+k*i.px1[0])+\",\"+(c+k*i.px1[1])+P(i.px1,i.px0,!1,k)+\"l\"+S*i.px0[0]+\",\"+S*i.px0[1]+M+\"Z\")}else d.attr(\"d\",\"M\"+u+\",\"+c+\"l\"+i.px0[0]+\",\"+i.px0[1]+M+\"Z\")}z(t,i,v);var E=g.castOption(y.textposition,i.pts),C=h.selectAll(\"g.slicetext\").data(i.text&&\"none\"!==E?[0]:[]);C.enter().append(\"g\").classed(\"slicetext\",!0),C.exit().remove(),C.each((function(){var r=l.ensureSingle(n.select(this),\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),h=l.ensureUniformFontSize(t,\"outside\"===E?function(t,e,r){return{color:g.castOption(t.outsidetextfont.color,e.pts)||g.castOption(t.textfont.color,e.pts)||r.color,family:g.castOption(t.outsidetextfont.family,e.pts)||g.castOption(t.textfont.family,e.pts)||r.family,size:g.castOption(t.outsidetextfont.size,e.pts)||g.castOption(t.textfont.size,e.pts)||r.size}}(y,i,a.font):b(y,i,a.font));r.text(i.text).attr({class:\"slicetext\",transform:\"\",\"text-anchor\":\"middle\"}).call(s.font,h).call(f.convertToTspans,t);var d,m=s.bBox(r.node());if(\"outside\"===E)d=L(m,i);else if(d=w(m,i,v),\"auto\"===E&&d.scale<1){var x=l.ensureUniformFontSize(t,y.outsidetextfont);r.call(s.font,x),d=L(m=s.bBox(r.node()),i)}var _=d.textPosAngle,k=void 0===_?i.pxmid:D(v.r,_);if(d.targetX=u+k[0]*d.rCenter+(d.x||0),d.targetY=c+k[1]*d.rCenter+(d.y||0),R(d,m),d.outside){var A=d.targetY;i.yLabelMin=A-m.height/2,i.yLabelMid=A,i.yLabelMax=A+m.height/2,i.labelExtraX=0,i.labelExtraY=0,T=!0}d.fontSize=h.size,p(y.type,d,a),e[o].transform=d,l.setTransormAndDisplay(r,d)}))}function P(t,e,r,n){var a=n*(e[0]-t[0]),o=n*(e[1]-t[1]);return\"a\"+n*v.r+\",\"+n*v.r+\" 0 \"+i.largeArc+(r?\" 1 \":\" 0 \")+a+\",\"+o}}));var k=n.select(this).selectAll(\"g.titletext\").data(y.title.text?[0]:[]);if(k.enter().append(\"g\").classed(\"titletext\",!0),k.exit().remove(),k.each((function(){var e,r=l.ensureSingle(n.select(this),\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),i=y.title.text;y._meta&&(i=l.templateString(i,y._meta)),r.text(i).attr({class:\"titletext\",transform:\"\",\"text-anchor\":\"middle\"}).call(s.font,y.title.font).call(f.convertToTspans,t),e=\"middle center\"===y.title.position?function(t){var e=Math.sqrt(t.titleBox.width*t.titleBox.width+t.titleBox.height*t.titleBox.height);return{x:t.cx,y:t.cy,scale:t.trace.hole*t.r*2/e,tx:0,ty:-t.titleBox.height/2+t.trace.title.font.size}}(v):C(v,h),r.attr(\"transform\",c(e.x,e.y)+u(Math.min(1,e.scale))+c(e.tx,e.ty))})),T&&function(t,e){var r,n,i,a,o,s,u,c,f,h,p,d,v;function y(t,e){return t.pxmid[1]-e.pxmid[1]}function m(t,e){return e.pxmid[1]-t.pxmid[1]}function x(t,r){r||(r={});var i,c,f,p,d=r.labelExtraY+(n?r.yLabelMax:r.yLabelMin),v=n?t.yLabelMin:t.yLabelMax,y=n?t.yLabelMax:t.yLabelMin,m=t.cyFinal+o(t.px0[1],t.px1[1]),x=d-v;if(x*u>0&&(t.labelExtraY=x),l.isArrayOrTypedArray(e.pull))for(c=0;c<h.length;c++)(f=h[c])===t||(g.castOption(e.pull,t.pts)||0)>=(g.castOption(e.pull,f.pts)||0)||((t.pxmid[1]-f.pxmid[1])*u>0?(x=f.cyFinal+o(f.px0[1],f.px1[1])-v-t.labelExtraY)*u>0&&(t.labelExtraY+=x):(y+t.labelExtraY-m)*u>0&&(i=3*s*Math.abs(c-h.indexOf(t)),(p=f.cxFinal+a(f.px0[0],f.px1[0])+i-(t.cxFinal+t.pxmid[0])-t.labelExtraX)*s>0&&(t.labelExtraX+=p)))}for(n=0;n<2;n++)for(i=n?y:m,o=n?Math.max:Math.min,u=n?1:-1,r=0;r<2;r++){for(a=r?Math.max:Math.min,s=r?1:-1,(c=t[n][r]).sort(i),f=t[1-n][r],h=f.concat(c),d=[],p=0;p<c.length;p++)void 0!==c[p].yLabelMid&&d.push(c[p]);for(v=!1,p=0;n&&p<f.length;p++)if(void 0!==f[p].yLabelMid){v=f[p];break}for(p=0;p<d.length;p++){var b=p&&d[p-1];v&&!p&&(b=v),x(d[p],b)}}}(_,y),function(t,e){t.each((function(t){var r=n.select(this);if(t.labelExtraX||t.labelExtraY){var i=r.select(\"g.slicetext text\");t.transform.targetX+=t.labelExtraX,t.transform.targetY+=t.labelExtraY,l.setTransormAndDisplay(i,t.transform);var a=t.cxFinal+t.pxmid[0],s=\"M\"+a+\",\"+(t.cyFinal+t.pxmid[1]),u=(t.yLabelMax-t.yLabelMin)*(t.pxmid[0]<0?-1:1)/4;if(t.labelExtraX){var c=t.labelExtraX*t.pxmid[1]/t.pxmid[0],f=t.yLabelMid+t.labelExtraY-(t.cyFinal+t.pxmid[1]);Math.abs(c)>Math.abs(f)?s+=\"l\"+f*t.pxmid[0]/t.pxmid[1]+\",\"+f+\"H\"+(a+t.labelExtraX+u):s+=\"l\"+t.labelExtraX+\",\"+c+\"v\"+(f-c)+\"h\"+u}else s+=\"V\"+(t.yLabelMid+t.labelExtraY)+\"h\"+u;l.ensureSingle(r,\"path\",\"textline\").call(o.stroke,e.outsidetextfont.color).attr({\"stroke-width\":Math.min(2,e.outsidetextfont.size/8),d:s,fill:\"none\"})}else r.select(\"path.textline\").remove()}))}(m,y),T&&y.automargin){var A=s.bBox(d.node()),M=y.domain,S=h.w*(M.x[1]-M.x[0]),E=h.h*(M.y[1]-M.y[0]),P=(.5*S-v.r)/h.w,O=(.5*E-v.r)/h.h;i.autoMargin(t,\"pie.\"+y.uid+\".automargin\",{xl:M.x[0]-P,xr:M.x[1]+P,yb:M.y[0]-O,yt:M.y[1]+O,l:Math.max(v.cx-v.r-A.left,0),r:Math.max(A.right-(v.cx+v.r),0),b:Math.max(A.bottom-(v.cy+v.r),0),t:Math.max(v.cy-v.r-A.top,0),pad:5})}}))}));setTimeout((function(){v.selectAll(\"tspan\").each((function(){var t=n.select(this);t.attr(\"dy\")&&t.attr(\"dy\",t.attr(\"dy\"))}))}),0)},formatSliceLabel:z,transformInsideText:w,determineInsideTextFont:b,positionTitleOutside:C,prerenderTitles:_,layoutAreas:I,attachFxHandlers:x,computeTransform:R}},22152:function(t,e,r){\"use strict\";var n=r(33428),i=r(10528),a=r(82744).resizeText;t.exports=function(t){var e=t._fullLayout._pielayer.selectAll(\".trace\");a(t,e,\"pie\"),e.each((function(e){var r=e[0].trace,a=n.select(this);a.style({opacity:r.opacity}),a.selectAll(\"path.surface\").each((function(e){n.select(this).call(i,e,r,t)}))}))}},10528:function(t,e,r){\"use strict\";var n=r(76308),i=r(69656).castOption,a=r(21552);t.exports=function(t,e,r,o){var s=r.marker.line,l=i(s.color,e.pts)||n.defaultLine,u=i(s.width,e.pts)||0;t.call(a,e,r,o).style(\"stroke-width\",u).call(n.stroke,l)}},35484:function(t,e,r){\"use strict\";var n=r(52904);t.exports={x:n.x,y:n.y,xy:{valType:\"data_array\",editType:\"calc\"},indices:{valType:\"data_array\",editType:\"calc\"},xbounds:{valType:\"data_array\",editType:\"calc\"},ybounds:{valType:\"data_array\",editType:\"calc\"},text:n.text,marker:{color:{valType:\"color\",arrayOk:!1,editType:\"calc\"},opacity:{valType:\"number\",min:0,max:1,dflt:1,arrayOk:!1,editType:\"calc\"},blend:{valType:\"boolean\",dflt:null,editType:\"calc\"},sizemin:{valType:\"number\",min:.1,max:2,dflt:.5,editType:\"calc\"},sizemax:{valType:\"number\",min:.1,dflt:20,editType:\"calc\"},border:{color:{valType:\"color\",arrayOk:!1,editType:\"calc\"},arearatio:{valType:\"number\",min:0,max:1,dflt:0,editType:\"calc\"},editType:\"calc\"},editType:\"calc\"},transforms:void 0}},11072:function(t,e,r){\"use strict\";var n=r(67792).gl_pointcloud2d,i=r(3400).isArrayOrTypedArray,a=r(43080),o=r(19280).findExtremes,s=r(44928);function l(t,e){this.scene=t,this.uid=e,this.type=\"pointcloud\",this.pickXData=[],this.pickYData=[],this.xData=[],this.yData=[],this.textLabels=[],this.color=\"rgb(0, 0, 0)\",this.name=\"\",this.hoverinfo=\"all\",this.idToIndex=new Int32Array(0),this.bounds=[0,0,0,0],this.pointcloudOptions={positions:new Float32Array(0),idToIndex:this.idToIndex,sizemin:.5,sizemax:12,color:[0,0,0,1],areaRatio:1,borderColor:[0,0,0,1]},this.pointcloud=n(t.glplot,this.pointcloudOptions),this.pointcloud._trace=this}var u=l.prototype;u.handlePick=function(t){var e=this.idToIndex[t.pointId];return{trace:this,dataCoord:t.dataCoord,traceCoord:this.pickXYData?[this.pickXYData[2*e],this.pickXYData[2*e+1]]:[this.pickXData[e],this.pickYData[e]],textLabel:i(this.textLabels)?this.textLabels[e]:this.textLabels,color:this.color,name:this.name,pointIndex:e,hoverinfo:this.hoverinfo}},u.update=function(t){this.index=t.index,this.textLabels=t.text,this.name=t.name,this.hoverinfo=t.hoverinfo,this.bounds=[1/0,1/0,-1/0,-1/0],this.updateFast(t),this.color=s(t,{})},u.updateFast=function(t){var e,r,n,i,s,l,u=this.xData=this.pickXData=t.x,c=this.yData=this.pickYData=t.y,f=this.pickXYData=t.xy,h=t.xbounds&&t.ybounds,p=t.indices,d=this.bounds;if(f){if(n=f,e=f.length>>>1,h)d[0]=t.xbounds[0],d[2]=t.xbounds[1],d[1]=t.ybounds[0],d[3]=t.ybounds[1];else for(l=0;l<e;l++)i=n[2*l],s=n[2*l+1],i<d[0]&&(d[0]=i),i>d[2]&&(d[2]=i),s<d[1]&&(d[1]=s),s>d[3]&&(d[3]=s);if(p)r=p;else for(r=new Int32Array(e),l=0;l<e;l++)r[l]=l}else for(e=u.length,n=new Float32Array(2*e),r=new 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a=r.node;a.originalEvent=n.event,t._hoverdata=[a],n.select(e).call(m,r,i),s.click(t,{target:!0})}}})}},83248:function(t,e,r){\"use strict\";var n=r(49812),i=r(67756).Gz,a=r(33428),o=r(26800),s=r(48932),l=r(11820),u=r(49760),c=r(76308),f=r(43616),h=r(3400),p=h.strTranslate,d=h.strRotate,v=r(71688),g=v.keyFun,y=v.repeat,m=v.unwrap,x=r(72736),b=r(24040),_=r(84284),w=_.CAP_SHIFT,T=_.LINE_SPACING;function k(t,e,r){var n,i=m(e),a=i.trace,c=a.domain,f=\"h\"===a.orientation,p=a.node.pad,d=a.node.thickness,v={justify:o.sankeyJustify,left:o.sankeyLeft,right:o.sankeyRight,center:o.sankeyCenter}[a.node.align],g=t.width*(c.x[1]-c.x[0]),y=t.height*(c.y[1]-c.y[0]),x=i._nodes,b=i._links,_=i.circular;(n=_?s.sankeyCircular().circularLinkGap(0):o.sankey()).iterations(l.sankeyIterations).size(f?[g,y]:[y,g]).nodeWidth(d).nodePadding(p).nodeId((function(t){return t.pointNumber})).nodeAlign(v).nodes(x).links(b);var w,T,k,A=n();for(var M in n.nodePadding()<p&&h.warn(\"node.pad was reduced to 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e.trace=t.trace,e.curveNumber=t.trace.index,{circular:t.circular,key:a,traceId:t.key,pointNumber:e.pointNumber,link:e,tinyColorHue:c.tinyRGB(n),tinyColorAlpha:n.getAlpha(),tinyColorHoverHue:c.tinyRGB(i),tinyColorHoverAlpha:i.getAlpha(),linkPath:M,linkLineColor:t.linkLineColor,linkLineWidth:t.linkLineWidth,linkArrowLength:t.linkArrowLength,valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,parent:t,interactionState:t.interactionState,flow:e.flow}}function M(){return function(t){var e=t.linkArrowLength;if(t.link.circular)return function(t,e){var r=t.width/2,n=t.circularPathData;return\"top\"===t.circularLinkType?\"M \"+(n.targetX-e)+\" \"+(n.targetY+r)+\" L\"+(n.rightInnerExtent-e)+\" \"+(n.targetY+r)+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightSmallArcRadius+r)+\" 0 0 1 \"+(n.rightFullExtent-r-e)+\" \"+(n.targetY-n.rightSmallArcRadius)+\"L\"+(n.rightFullExtent-r-e)+\" \"+n.verticalRightInnerExtent+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightLargeArcRadius+r)+\" 0 0 1 \"+(n.rightInnerExtent-e)+\" \"+(n.verticalFullExtent-r)+\"L\"+n.leftInnerExtent+\" \"+(n.verticalFullExtent-r)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftLargeArcRadius+r)+\" 0 0 1 \"+(n.leftFullExtent+r)+\" \"+n.verticalLeftInnerExtent+\"L\"+(n.leftFullExtent+r)+\" \"+(n.sourceY-n.leftSmallArcRadius)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftSmallArcRadius+r)+\" 0 0 1 \"+n.leftInnerExtent+\" \"+(n.sourceY+r)+\"L\"+n.sourceX+\" \"+(n.sourceY+r)+\"L\"+n.sourceX+\" \"+(n.sourceY-r)+\"L\"+n.leftInnerExtent+\" \"+(n.sourceY-r)+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftSmallArcRadius-r)+\" 0 0 0 \"+(n.leftFullExtent-r)+\" \"+(n.sourceY-n.leftSmallArcRadius)+\"L\"+(n.leftFullExtent-r)+\" \"+n.verticalLeftInnerExtent+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftLargeArcRadius-r)+\" 0 0 0 \"+n.leftInnerExtent+\" \"+(n.verticalFullExtent+r)+\"L\"+(n.rightInnerExtent-e)+\" \"+(n.verticalFullExtent+r)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightLargeArcRadius-r)+\" 0 0 0 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e.group&&(s=h.randstr()),e.trace=t.trace,e.curveNumber=t.trace.index,{index:e.pointNumber,key:s,partOfGroup:e.partOfGroup||!1,group:e.group,traceId:t.key,trace:t.trace,node:e,nodePad:t.nodePad,nodeLineColor:t.nodeLineColor,nodeLineWidth:t.nodeLineWidth,textFont:t.textFont,size:t.horizontal?t.height:t.width,visibleWidth:Math.ceil(a),visibleHeight:o,zoneX:-n,zoneY:-i,zoneWidth:a+2*n,zoneHeight:o+2*i,labelY:t.horizontal?e.dy/2+1:e.dx/2+1,left:1===e.originalLayer,sizeAcross:t.width,forceLayouts:t.forceLayouts,horizontal:t.horizontal,darkBackground:r.getBrightness()<=128,tinyColorHue:c.tinyRGB(r),tinyColorAlpha:r.getAlpha(),valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,graph:t.graph,arrangement:t.arrangement,uniqueNodeLabelPathId:[t.guid,t.key,s].join(\"_\"),interactionState:t.interactionState,figure:t}}function E(t){t.attr(\"transform\",(function(t){return p(t.node.x0.toFixed(3),t.node.y0.toFixed(3))}))}function L(t){t.call(E)}function C(t,e){t.call(L),e.attr(\"d\",M())}function P(t){t.attr(\"width\",(function(t){return t.node.x1-t.node.x0})).attr(\"height\",(function(t){return t.visibleHeight}))}function O(t){return t.link.width>1||t.linkLineWidth>0}function I(t){return p(t.translateX,t.translateY)+(t.horizontal?\"matrix(1 0 0 1 0 0)\":\"matrix(0 1 1 0 0 0)\")}function D(t,e,r){t.on(\".basic\",null).on(\"mouseover.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.hover(this,t,e),t.interactionState.hovered=[this,t])})).on(\"mousemove.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.follow(this,t),t.interactionState.hovered=[this,t])})).on(\"mouseout.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.unhover(this,t,e),t.interactionState.hovered=!1)})).on(\"click.basic\",(function(t){t.interactionState.hovered&&(r.unhover(this,t,e),t.interactionState.hovered=!1),t.interactionState.dragInProgress||t.partOfGroup||r.select(this,t,e)}))}function z(t,e,r,i){var o=a.behavior.drag().origin((function(t){return{x:t.node.x0+t.visibleWidth/2,y:t.node.y0+t.visibleHeight/2}})).on(\"dragstart\",(function(a){if(\"fixed\"!==a.arrangement&&(h.ensureSingle(i._fullLayout._infolayer,\"g\",\"dragcover\",(function(t){i._fullLayout._dragCover=t})),h.raiseToTop(this),a.interactionState.dragInProgress=a.node,F(a.node),a.interactionState.hovered&&(r.nodeEvents.unhover.apply(0,a.interactionState.hovered),a.interactionState.hovered=!1),\"snap\"===a.arrangement)){var o=a.traceId+\"|\"+a.key;a.forceLayouts[o]?a.forceLayouts[o].alpha(1):function(t,e,r,i){!function(t){for(var e=0;e<t.length;e++)t[e].y=(t[e].y0+t[e].y1)/2,t[e].x=(t[e].x0+t[e].x1)/2}(r.graph.nodes);var a=r.graph.nodes.filter((function(t){return t.originalX===r.node.originalX})).filter((function(t){return!t.partOfGroup}));r.forceLayouts[e]=n.forceSimulation(a).alphaDecay(0).force(\"collide\",n.forceCollide().radius((function(t){return t.dy/2+r.nodePad/2})).strength(1).iterations(l.forceIterations)).force(\"constrain\",function(t,e,r,n){return function(){for(var t=0,i=0;i<r.length;i++){var a=r[i];a===n.interactionState.dragInProgress?(a.x=a.lastDraggedX,a.y=a.lastDraggedY):(a.vx=(a.originalX-a.x)/l.forceTicksPerFrame,a.y=Math.min(n.size-a.dy/2,Math.max(a.dy/2,a.y))),t=Math.max(t,Math.abs(a.vx),Math.abs(a.vy))}!n.interactionState.dragInProgress&&t<.1&&n.forceLayouts[e].alpha()>0&&n.forceLayouts[e].alpha(0)}}(0,e,a,r)).stop()}(0,o,a),function(t,e,r,n,i){window.requestAnimationFrame((function a(){var o;for(o=0;o<l.forceTicksPerFrame;o++)r.forceLayouts[n].tick();if(function(t){for(var e=0;e<t.length;e++)t[e].y0=t[e].y-t[e].dy/2,t[e].y1=t[e].y0+t[e].dy,t[e].x0=t[e].x-t[e].dx/2,t[e].x1=t[e].x0+t[e].dx}(r.graph.nodes),r.sankey.update(r.graph),C(t.filter(B(r)),e),r.forceLayouts[n].alpha()>0)window.requestAnimationFrame(a);else{var 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a=(t.graph.nodes[i].x0+t.graph.nodes[i].x1)/2,o=(t.graph.nodes[i].y0+t.graph.nodes[i].y1)/2;r.push(a/t.figure.width),n.push(o/t.figure.height)}b.call(\"_guiRestyle\",e,{\"node.x\":[r],\"node.y\":[n]},t.trace.index).then((function(){e._fullLayout._dragCover&&e._fullLayout._dragCover.remove()}))}function F(t){t.lastDraggedX=t.x0+t.dx/2,t.lastDraggedY=t.y0+t.dy/2}function B(t){return function(e){return e.node.originalX===t.node.originalX}}t.exports=function(t,e,r,n,i){var o=t._context.staticPlot,s=!1;h.ensureSingle(t._fullLayout._infolayer,\"g\",\"first-render\",(function(){s=!0}));var v=t._fullLayout._dragCover,b=r.filter((function(t){return m(t).trace.visible})).map(k.bind(null,n)),_=e.selectAll(\".\"+l.cn.sankey).data(b,g);_.exit().remove(),_.enter().append(\"g\").classed(l.cn.sankey,!0).style(\"box-sizing\",\"content-box\").style(\"position\",\"absolute\").style(\"left\",0).style(\"shape-rendering\",\"geometricPrecision\").style(\"pointer-events\",o?\"none\":\"auto\").attr(\"transform\",I),_.each((function(e,r){t._fullData[r]._sankey=e;var n=\"bgsankey-\"+e.trace.uid+\"-\"+r;h.ensureSingle(t._fullLayout._draggers,\"rect\",n),t._fullData[r]._bgRect=a.select(\".\"+n),t._fullData[r]._bgRect.style(\"pointer-events\",o?\"none\":\"all\").attr(\"width\",e.width).attr(\"height\",e.height).attr(\"x\",e.translateX).attr(\"y\",e.translateY).classed(\"bgsankey\",!0).style({fill:\"transparent\",\"stroke-width\":0})})),_.transition().ease(l.ease).duration(l.duration).attr(\"transform\",I);var L=_.selectAll(\".\"+l.cn.sankeyLinks).data(y,g);L.enter().append(\"g\").classed(l.cn.sankeyLinks,!0).style(\"fill\",\"none\");var 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n=r(94288).hasColorscale,i=r(47128),a=r(43028);t.exports=function(t,e){a.hasLines(e)&&n(e,\"line\")&&i(t,e,{vals:e.line.color,containerStr:\"line\",cLetter:\"c\"}),a.hasMarkers(e)&&(n(e,\"marker\")&&i(t,e,{vals:e.marker.color,containerStr:\"marker\",cLetter:\"c\"}),n(e,\"marker.line\")&&i(t,e,{vals:e.marker.line.color,containerStr:\"marker.line\",cLetter:\"c\"}))}},88200:function(t){\"use strict\";t.exports={PTS_LINESONLY:20,minTolerance:.2,toleranceGrowth:10,maxScreensAway:20,eventDataKeys:[]}},96664:function(t,e,r){\"use strict\";var n=r(16356),i=r(96376).setGroupPositions;function a(t,e,r,n,i,a,o){i[n]=!0;var s={i:null,gap:!0,s:0};if(s[o]=r,t.splice(e,0,s),e&&r===t[e-1][o]){var l=t[e-1];s.s=l.s,s.i=l.i,s.gap=l.gap}else a&&(s.s=function(t,e,r,n){var i=t[e-1],a=t[e+1];return a?i?i.s+(a.s-i.s)*(r-i[n])/(a[n]-i[n]):a.s:i.s}(t,e,r,o));e||(t[0].t=t[1].t,t[0].trace=t[1].trace,delete t[1].t,delete 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n=r(21776).Ks,i=r(21776).Gw,a=r(52904),o=r(45464),s=r(49084),l=r(98192).u,u=r(92880).extendFlat,c=r(67824).overrideAll,f=a.marker,h=a.line,p=f.line;t.exports=c({lon:{valType:\"data_array\"},lat:{valType:\"data_array\"},locations:{valType:\"data_array\"},locationmode:{valType:\"enumerated\",values:[\"ISO-3\",\"USA-states\",\"country 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n,i,a=r.length,o=a/2;if(h.hasLines(e)&&o)if(\"hv\"===e.line.shape){for(n=[],i=0;i<o-1;i++)isNaN(r[2*i])||isNaN(r[2*i+1])?n.push(NaN,NaN,NaN,NaN):(n.push(r[2*i],r[2*i+1]),isNaN(r[2*i+2])||isNaN(r[2*i+3])?n.push(NaN,NaN):n.push(r[2*i+2],r[2*i+1]));n.push(r[a-2],r[a-1])}else if(\"hvh\"===e.line.shape){for(n=[],i=0;i<o-1;i++)if(isNaN(r[2*i])||isNaN(r[2*i+1])||isNaN(r[2*i+2])||isNaN(r[2*i+3]))isNaN(r[2*i])||isNaN(r[2*i+1])?n.push(NaN,NaN):n.push(r[2*i],r[2*i+1]),n.push(NaN,NaN);else{var s=(r[2*i]+r[2*i+2])/2;n.push(r[2*i],r[2*i+1],s,r[2*i+1],s,r[2*i+3])}n.push(r[a-2],r[a-1])}else if(\"vhv\"===e.line.shape){for(n=[],i=0;i<o-1;i++)if(isNaN(r[2*i])||isNaN(r[2*i+1])||isNaN(r[2*i+2])||isNaN(r[2*i+3]))isNaN(r[2*i])||isNaN(r[2*i+1])?n.push(NaN,NaN):n.push(r[2*i],r[2*i+1]),n.push(NaN,NaN);else{var l=(r[2*i+1]+r[2*i+3])/2;n.push(r[2*i],r[2*i+1],r[2*i],l,r[2*i+2],l)}n.push(r[a-2],r[a-1])}else if(\"vh\"===e.line.shape){for(n=[],i=0;i<o-1;i++)isNaN(r[2*i])||isNaN(r[2*i+1])?n.push(NaN,NaN,NaN,NaN):(n.push(r[2*i],r[2*i+1]),isNaN(r[2*i+2])||isNaN(r[2*i+3])?n.push(NaN,NaN):n.push(r[2*i],r[2*i+3]));n.push(r[a-2],r[a-1])}else n=r;var u=!1;for(i=0;i<n.length;i++)if(isNaN(n[i])){u=!0;break}var c=u||n.length>v.TOO_MANY_POINTS||h.hasMarkers(e)?\"rect\":\"round\";if(u&&e.connectgaps){var f=n[0],p=n[1];for(i=0;i<n.length;i+=2)isNaN(n[i])||isNaN(n[i+1])?(n[i]=f,n[i+1]=p):(f=n[i],p=n[i+1])}return{join:c,positions:n}},errorBarPositions:function(t,e,r,i,a){var s=o.getComponentMethod(\"errorbars\",\"makeComputeError\"),l=c.getFromId(t,e.xaxis,\"x\"),u=c.getFromId(t,e.yaxis,\"y\"),f=r.length/2,h={};function p(t,i){var a=i._id.charAt(0),o=e[\"error_\"+a];if(o&&o.visible&&(\"linear\"===i.type||\"log\"===i.type)){for(var l=s(o),u={x:0,y:1}[a],c={x:[0,1,2,3],y:[2,3,0,1]}[a],p=new Float64Array(4*f),d=1/0,v=-1/0,g=0,y=0;g<f;g++,y+=4){var m=t[g];if(n(m)){var x=r[2*g+u],b=l(m,g),_=b[0],w=b[1];if(n(_)&&n(w)){var T=m-_,k=m+w;p[y+c[0]]=x-i.c2l(T),p[y+c[1]]=i.c2l(k)-x,p[y+c[2]]=0,p[y+c[3]]=0,d=Math.min(d,m-_),v=Math.max(v,m+w)}}}h[a]={positions:r,errors:p,_bnds:[d,v]}}}return p(i,l),p(a,u),h},textPosition:function(t,e,r,n){var i,a=e._length,o={};if(h.hasMarkers(e)){var s=r.font,u=r.align,c=r.baseline;for(o.offset=new Array(a),i=0;i<a;i++){var f=n.sizes?n.sizes[i]:n.size,p=l(s)?s[i].size:s.size,d=l(u)?u.length>1?u[i]:u[0]:u,v=l(c)?c.length>1?c[i]:c[0]:c,g=y[d],m=y[v],x=f?f/.8+1:0,b=-m*x-.5*m;o.offset[i]=[g*x/p,b/p]}}return o}}},80220:function(t,e,r){\"use strict\";var n=r(3400),i=r(24040),a=r(80088),o=r(2876),s=r(88200),l=r(43028),u=r(43980),c=r(31147),f=r(74428),h=r(66828),p=r(70840),d=r(124);t.exports=function(t,e,r,v){function g(r,i){return n.coerce(t,e,o,r,i)}var y=!!t.marker&&a.isOpenSymbol(t.marker.symbol),m=l.isBubble(t),x=u(t,e,v,g);if(x){c(t,e,v,g),g(\"xhoverformat\"),g(\"yhoverformat\");var b=x<s.PTS_LINESONLY?\"lines+markers\":\"lines\";g(\"text\"),g(\"hovertext\"),g(\"hovertemplate\"),g(\"mode\",b),l.hasMarkers(e)&&(f(t,e,r,v,g,{noAngleRef:!0,noStandOff:!0}),g(\"marker.line.width\",y||m?1:0)),l.hasLines(e)&&(g(\"connectgaps\"),h(t,e,r,v,g),g(\"line.shape\")),l.hasText(e)&&(g(\"texttemplate\"),d(t,e,v,g));var _=(e.line||{}).color,w=(e.marker||{}).color;g(\"fill\"),\"none\"!==e.fill&&p(t,e,r,g);var T=i.getComponentMethod(\"errorbars\",\"supplyDefaults\");T(t,e,_||w||r,{axis:\"y\"}),T(t,e,_||w||r,{axis:\"x\",inherit:\"y\"}),n.coerceSelectionMarkerOpacity(e,g)}else e.visible=!1}},26768:function(t,e,r){\"use strict\";var n=r(3400),i=r(76308),a=r(13448).DESELECTDIM;t.exports={styleTextSelection:function(t){var e,r,o=t[0],s=o.trace,l=o.t,u=l._scene,c=l.index,f=u.selectBatch[c],h=u.unselectBatch[c],p=u.textOptions[c],d=u.textSelectedOptions[c]||{},v=u.textUnselectedOptions[c]||{},g=n.extendFlat({},p);if(f.length||h.length){var y=d.color,m=v.color,x=p.color,b=n.isArrayOrTypedArray(x);for(g.color=new Array(s._length),e=0;e<f.length;e++)r=f[e],g.color[r]=y||(b?x[r]:x);for(e=0;e<h.length;e++){r=h[e];var _=b?x[r]:x;g.color[r]=m||(y?_:i.addOpacity(_,a))}}u.glText[c].update(g)}}},99396:function(t,e,r){\"use strict\";var n=r(76688);t.exports=function(t,e,r){var i=t.i;return\"x\"in t||(t.x=e._x[i]),\"y\"in t||(t.y=e._y[i]),n(t,e,r)}},80088:function(t,e,r){\"use strict\";var n=r(67072);e.isOpenSymbol=function(t){return\"string\"==typeof t?n.OPEN_RE.test(t):t%200>100},e.isDotSymbol=function(t){return\"string\"==typeof t?n.DOT_RE.test(t):t>200}},41272:function(t,e,r){\"use strict\";var n=r(24040),i=r(3400),a=r(44928);function o(t,e,r,o){var s=t.xa,l=t.ya,u=t.distance,c=t.dxy,f=t.index,h={pointNumber:f,x:e[f],y:r[f]};h.tx=i.isArrayOrTypedArray(o.text)?o.text[f]:o.text,h.htx=Array.isArray(o.hovertext)?o.hovertext[f]:o.hovertext,h.data=Array.isArray(o.customdata)?o.customdata[f]:o.customdata,h.tp=Array.isArray(o.textposition)?o.textposition[f]:o.textposition;var p=o.textfont;p&&(h.ts=i.isArrayOrTypedArray(p.size)?p.size[f]:p.size,h.tc=Array.isArray(p.color)?p.color[f]:p.color,h.tf=Array.isArray(p.family)?p.family[f]:p.family);var d=o.marker;d&&(h.ms=i.isArrayOrTypedArray(d.size)?d.size[f]:d.size,h.mo=i.isArrayOrTypedArray(d.opacity)?d.opacity[f]:d.opacity,h.mx=i.isArrayOrTypedArray(d.symbol)?d.symbol[f]:d.symbol,h.ma=i.isArrayOrTypedArray(d.angle)?d.angle[f]:d.angle,h.mc=i.isArrayOrTypedArray(d.color)?d.color[f]:d.color);var v=d&&d.line;v&&(h.mlc=Array.isArray(v.color)?v.color[f]:v.color,h.mlw=i.isArrayOrTypedArray(v.width)?v.width[f]:v.width);var g=d&&d.gradient;g&&\"none\"!==g.type&&(h.mgt=Array.isArray(g.type)?g.type[f]:g.type,h.mgc=Array.isArray(g.color)?g.color[f]:g.color);var y=s.c2p(h.x,!0),m=l.c2p(h.y,!0),x=h.mrc||1,b=o.hoverlabel;b&&(h.hbg=Array.isArray(b.bgcolor)?b.bgcolor[f]:b.bgcolor,h.hbc=Array.isArray(b.bordercolor)?b.bordercolor[f]:b.bordercolor,h.hts=i.isArrayOrTypedArray(b.font.size)?b.font.size[f]:b.font.size,h.htc=Array.isArray(b.font.color)?b.font.color[f]:b.font.color,h.htf=Array.isArray(b.font.family)?b.font.family[f]:b.font.family,h.hnl=i.isArrayOrTypedArray(b.namelength)?b.namelength[f]:b.namelength);var _=o.hoverinfo;_&&(h.hi=Array.isArray(_)?_[f]:_);var w=o.hovertemplate;w&&(h.ht=Array.isArray(w)?w[f]:w);var T={};T[t.index]=h;var k=o._origX,A=o._origY,M=i.extendFlat({},t,{color:a(o,h),x0:y-x,x1:y+x,xLabelVal:k?k[f]:h.x,y0:m-x,y1:m+x,yLabelVal:A?A[f]:h.y,cd:T,distance:u,spikeDistance:c,hovertemplate:h.ht});return h.htx?M.text=h.htx:h.tx?M.text=h.tx:o.text&&(M.text=o.text),i.fillText(h,o,M),n.getComponentMethod(\"errorbars\",\"hoverInfo\")(h,o,M),M}t.exports={hoverPoints:function(t,e,r,n){var i,a,s,l,u,c,f,h,p,d,v=t.cd,g=v[0].t,y=v[0].trace,m=t.xa,x=t.ya,b=g.x,_=g.y,w=m.c2p(e),T=x.c2p(r),k=t.distance;if(g.tree){var A=m.p2c(w-k),M=m.p2c(w+k),S=x.p2c(T-k),E=x.p2c(T+k);i=\"x\"===n?g.tree.range(Math.min(A,M),Math.min(x._rl[0],x._rl[1]),Math.max(A,M),Math.max(x._rl[0],x._rl[1])):g.tree.range(Math.min(A,M),Math.min(S,E),Math.max(A,M),Math.max(S,E))}else i=g.ids;var L=k;if(\"x\"===n){var C=!!y.xperiodalignment,P=!!y.yperiodalignment;for(c=0;c<i.length;c++){if(l=b[a=i[c]],f=Math.abs(m.c2p(l)-w),C){var O=m.c2p(y._xStarts[a]),I=m.c2p(y._xEnds[a]);f=w>=Math.min(O,I)&&w<=Math.max(O,I)?0:1/0}if(f<L){if(L=f,u=_[a],h=x.c2p(u)-T,P){var D=x.c2p(y._yStarts[a]),z=x.c2p(y._yEnds[a]);h=T>=Math.min(D,z)&&T<=Math.max(D,z)?0:1/0}d=Math.sqrt(f*f+h*h),s=i[c]}}}else for(c=i.length-1;c>-1;c--)l=b[a=i[c]],u=_[a],f=m.c2p(l)-w,h=x.c2p(u)-T,(p=Math.sqrt(f*f+h*h))<L&&(L=d=p,s=a);return t.index=s,t.distance=L,t.dxy=d,void 0===s?[t]:[o(t,b,_,y)]},calcHover:o}},38983:function(t,e,r){\"use strict\";var n=r(64628);n.plot=r(89876),t.exports=n},89876:function(t,e,r){\"use strict\";var n=r(38540),i=r(13472),a=r(24544),o=r(23352),s=r(3400),l=r(72760).selectMode,u=r(5048),c=r(43028),f=r(14328),h=r(26768).styleTextSelection,p={};function d(t,e,r,n){var i=t._size,a=t.width*n,o=t.height*n,s=i.l*n,l=i.b*n,u=i.r*n,c=i.t*n,f=i.w*n,h=i.h*n;return[s+e.domain[0]*f,l+r.domain[0]*h,a-u-(1-e.domain[1])*f,o-c-(1-r.domain[1])*h]}(t.exports=function(t,e,r){if(r.length){var v,g,y=t._fullLayout,m=e._scene,x=e.xaxis,b=e.yaxis;if(m)if(u(t,[\"ANGLE_instanced_arrays\",\"OES_element_index_uint\"],p)){var _=m.count,w=y._glcanvas.data()[0].regl;if(f(t,e,r),m.dirty){if(!m.line2d&&!m.error2d||m.scatter2d||m.fill2d||m.glText||w.clear({}),!0===m.error2d&&(m.error2d=a(w)),!0===m.line2d&&(m.line2d=i(w)),!0===m.scatter2d&&(m.scatter2d=n(w)),!0===m.fill2d&&(m.fill2d=i(w)),!0===m.glText)for(m.glText=new Array(_),v=0;v<_;v++)m.glText[v]=new o(w);if(m.glText){if(_>m.glText.length){var T=_-m.glText.length;for(v=0;v<T;v++)m.glText.push(new o(w))}else if(_<m.glText.length){var k=m.glText.length-_;m.glText.splice(_,k).forEach((function(t){t.destroy()}))}for(v=0;v<_;v++)m.glText[v].update(m.textOptions[v])}if(m.line2d&&(m.line2d.update(m.lineOptions),m.lineOptions=m.lineOptions.map((function(t){if(t&&t.positions){for(var e=t.positions,r=0;r<e.length&&(isNaN(e[r])||isNaN(e[r+1]));)r+=2;for(var n=e.length-2;n>r&&(isNaN(e[n])||isNaN(e[n+1]));)n-=2;t.positions=e.slice(r,n+2)}return t})),m.line2d.update(m.lineOptions)),m.error2d){var A=(m.errorXOptions||[]).concat(m.errorYOptions||[]);m.error2d.update(A)}m.scatter2d&&m.scatter2d.update(m.markerOptions),m.fillOrder=s.repeat(null,_),m.fill2d&&(m.fillOptions=m.fillOptions.map((function(t,e){var n=r[e];if(t&&n&&n[0]&&n[0].trace){var i,a,o=n[0],s=o.trace,l=o.t,u=m.lineOptions[e],c=[];s._ownfill&&c.push(e),s._nexttrace&&c.push(e+1),c.length&&(m.fillOrder[e]=c);var f,h,p=[],d=u&&u.positions||l.positions;if(\"tozeroy\"===s.fill){for(f=0;f<d.length&&isNaN(d[f+1]);)f+=2;for(h=d.length-2;h>f&&isNaN(d[h+1]);)h-=2;0!==d[f+1]&&(p=[d[f],0]),p=p.concat(d.slice(f,h+2)),0!==d[h+1]&&(p=p.concat([d[h],0]))}else if(\"tozerox\"===s.fill){for(f=0;f<d.length&&isNaN(d[f]);)f+=2;for(h=d.length-2;h>f&&isNaN(d[h]);)h-=2;0!==d[f]&&(p=[0,d[f+1]]),p=p.concat(d.slice(f,h+2)),0!==d[h]&&(p=p.concat([0,d[h+1]]))}else if(\"toself\"===s.fill||\"tonext\"===s.fill){for(p=[],i=0,t.splitNull=!0,a=0;a<d.length;a+=2)(isNaN(d[a])||isNaN(d[a+1]))&&((p=p.concat(d.slice(i,a))).push(d[i],d[i+1]),p.push(null,null),i=a+2);p=p.concat(d.slice(i)),i&&p.push(d[i],d[i+1])}else{var v=s._nexttrace;if(v){var g=m.lineOptions[e+1];if(g){var y=g.positions;if(\"tonexty\"===s.fill){for(p=d.slice(),e=Math.floor(y.length/2);e--;){var x=y[2*e],b=y[2*e+1];isNaN(x)||isNaN(b)||p.push(x,b)}t.fill=v.fillcolor}}}}if(s._prevtrace&&\"tonext\"===s._prevtrace.fill){var _=m.lineOptions[e-1].positions,w=p.length/2,T=[i=w];for(a=0;a<_.length;a+=2)(isNaN(_[a])||isNaN(_[a+1]))&&(T.push(a/2+w+1),i=a+2);p=p.concat(_),t.hole=T}return t.fillmode=s.fill,t.opacity=s.opacity,t.positions=p,t}})),m.fill2d.update(m.fillOptions))}var M=y.dragmode,S=l(M),E=y.clickmode.indexOf(\"select\")>-1;for(v=0;v<_;v++){var L=r[v][0],C=L.trace,P=L.t,O=P.index,I=C._length,D=P.x,z=P.y;if(C.selectedpoints||S||E){if(S||(S=!0),C.selectedpoints){var R=m.selectBatch[O]=s.selIndices2selPoints(C),F={};for(g=0;g<R.length;g++)F[R[g]]=1;var B=[];for(g=0;g<I;g++)F[g]||B.push(g);m.unselectBatch[O]=B}var N=P.xpx=new Array(I),j=P.ypx=new Array(I);for(g=0;g<I;g++)N[g]=x.c2p(D[g]),j[g]=b.c2p(z[g])}else P.xpx=P.ypx=null}if(S){if(m.select2d||(m.select2d=n(y._glcanvas.data()[1].regl)),m.scatter2d){var U=new Array(_);for(v=0;v<_;v++)U[v]=m.selectBatch[v].length||m.unselectBatch[v].length?m.markerUnselectedOptions[v]:{};m.scatter2d.update(U)}m.select2d&&(m.select2d.update(m.markerOptions),m.select2d.update(m.markerSelectedOptions)),m.glText&&r.forEach((function(t){var e=((t||[])[0]||{}).trace||{};c.hasText(e)&&h(t)}))}else m.scatter2d&&m.scatter2d.update(m.markerOptions);var V={viewport:d(y,x,b,t._context.plotGlPixelRatio),range:[(x._rl||x.range)[0],(b._rl||b.range)[0],(x._rl||x.range)[1],(b._rl||b.range)[1]]},q=s.repeat(V,m.count);m.fill2d&&m.fill2d.update(q),m.line2d&&m.line2d.update(q),m.error2d&&m.error2d.update(q.concat(q)),m.scatter2d&&m.scatter2d.update(q),m.select2d&&m.select2d.update(q),m.glText&&m.glText.forEach((function(t){t.update(V)}))}else m.init()}}).reglPrecompiled=p},74588:function(t,e,r){\"use strict\";var n=r(3400);t.exports=function(t,e){var r=e._scene,i={count:0,dirty:!0,lineOptions:[],fillOptions:[],markerOptions:[],markerSelectedOptions:[],markerUnselectedOptions:[],errorXOptions:[],errorYOptions:[],textOptions:[],textSelectedOptions:[],textUnselectedOptions:[],selectBatch:[],unselectBatch:[]},a={fill2d:!1,scatter2d:!1,error2d:!1,line2d:!1,glText:!1,select2d:!1};return e._scene||((r=e._scene={}).init=function(){n.extendFlat(r,a,i)},r.init(),r.update=function(t){var e=n.repeat(t,r.count);if(r.fill2d&&r.fill2d.update(e),r.scatter2d&&r.scatter2d.update(e),r.line2d&&r.line2d.update(e),r.error2d&&r.error2d.update(e.concat(e)),r.select2d&&r.select2d.update(e),r.glText)for(var i=0;i<r.count;i++)r.glText[i].update(t)},r.draw=function(){for(var t=r.count,e=r.fill2d,i=r.error2d,a=r.line2d,o=r.scatter2d,s=r.glText,l=r.select2d,u=r.selectBatch,c=r.unselectBatch,f=0;f<t;f++){if(e&&r.fillOrder[f]&&e.draw(r.fillOrder[f]),a&&r.lineOptions[f]&&a.draw(f),i&&(r.errorXOptions[f]&&i.draw(f),r.errorYOptions[f]&&i.draw(f+t)),o&&r.markerOptions[f])if(c[f].length){var h=n.repeat([],r.count);h[f]=c[f],o.draw(h)}else 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n=r(21776).Ks,i=r(21776).Gw,a=r(6096),o=r(52904),s=r(5232),l=r(45464),u=r(49084),c=r(92880).extendFlat,f=r(67824).overrideAll,h=r(5232),p=a.line,d=a.marker;t.exports=f({lon:a.lon,lat:a.lat,cluster:{enabled:{valType:\"boolean\"},maxzoom:c({},h.layers.maxzoom,{}),step:{valType:\"number\",arrayOk:!0,dflt:-1,min:-1},size:{valType:\"number\",arrayOk:!0,dflt:20,min:0},color:{valType:\"color\",arrayOk:!0},opacity:c({},d.opacity,{dflt:1})},mode:c({},o.mode,{dflt:\"markers\"}),text:c({},o.text,{}),texttemplate:i({editType:\"plot\"},{keys:[\"lat\",\"lon\",\"text\"]}),hovertext:c({},o.hovertext,{}),line:{color:p.color,width:p.width},connectgaps:o.connectgaps,marker:c({symbol:{valType:\"string\",dflt:\"circle\",arrayOk:!0},angle:{valType:\"number\",dflt:\"auto\",arrayOk:!0},allowoverlap:{valType:\"boolean\",dflt:!1},opacity:d.opacity,size:d.size,sizeref:d.sizeref,sizemin:d.sizemin,sizemode:d.sizemode},u(\"marker\")),fill:a.fill,fillcolor:o.fillcolor,textfont:s.layers.symbol.textfont,textposition:s.layers.symbol.textposition,below:{valType:\"string\"},selected:{marker:o.selected.marker},unselected:{marker:o.unselected.marker},hoverinfo:c({},l.hoverinfo,{flags:[\"lon\",\"lat\",\"text\",\"name\"]}),hovertemplate:n()},\"calc\",\"nested\")},59392:function(t,e,r){\"use 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s(t,e,r,n){this.type=\"scattermapbox\",this.subplot=t,this.uid=e,this.clusterEnabled=r,this.isHidden=n,this.sourceIds={fill:\"source-\"+e+\"-fill\",line:\"source-\"+e+\"-line\",circle:\"source-\"+e+\"-circle\",symbol:\"source-\"+e+\"-symbol\",cluster:\"source-\"+e+\"-circle\",clusterCount:\"source-\"+e+\"-circle\"},this.layerIds={fill:a+e+\"-fill\",line:a+e+\"-line\",circle:a+e+\"-circle\",symbol:a+e+\"-symbol\",cluster:a+e+\"-cluster\",clusterCount:a+e+\"-cluster-count\"},this.below=null}var l=s.prototype;l.addSource=function(t,e,r){var i={type:\"geojson\",data:e.geojson};r&&r.enabled&&n.extendFlat(i,{cluster:!0,clusterMaxZoom:r.maxzoom});var a=this.subplot.map.getSource(this.sourceIds[t]);a?a.setData(e.geojson):this.subplot.map.addSource(this.sourceIds[t],i)},l.setSourceData=function(t,e){this.subplot.map.getSource(this.sourceIds[t]).setData(e.geojson)},l.addLayer=function(t,e,r){var n={type:e.type,id:this.layerIds[t],source:this.sourceIds[t],layout:e.layout,paint:e.paint};e.filter&&(n.filter=e.filter);for(var i,a=this.layerIds[t],o=this.subplot.getMapLayers(),s=0;s<o.length;s++)if(o[s].id===a){i=!0;break}i?(this.subplot.setOptions(a,\"setLayoutProperty\",n.layout),\"visible\"===n.layout.visibility&&this.subplot.setOptions(a,\"setPaintProperty\",n.paint)):this.subplot.addLayer(n,r)},l.update=function(t){var e=t[0].trace,r=this.subplot,n=r.map,a=i(r.gd,t),s=r.belowLookup[\"trace-\"+this.uid],l=!(!e.cluster||!e.cluster.enabled),u=!!this.clusterEnabled,c=this;function f(t){u?function(t){for(var e=o.cluster,r=e.length-1;r>=0;r--){var i=e[r];n.removeLayer(c.layerIds[i])}t||n.removeSource(c.sourceIds.circle)}(t):function(t){for(var e=o.nonCluster,r=e.length-1;r>=0;r--){var i=e[r];n.removeLayer(c.layerIds[i]),t||n.removeSource(c.sourceIds[i])}}(t)}function h(t){l?function(t){t||c.addSource(\"circle\",a.circle,e.cluster);for(var r=o.cluster,n=0;n<r.length;n++){var 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n=r(49084),i=r(29736).axisHoverFormat,a=r(21776).Ks,o=r(52948),s=r(45464),l=r(92880).extendFlat,u={x:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},y:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},z:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},u:{valType:\"data_array\",editType:\"calc\"},v:{valType:\"data_array\",editType:\"calc\"},w:{valType:\"data_array\",editType:\"calc\"},starts:{x:{valType:\"data_array\",editType:\"calc\"},y:{valType:\"data_array\",editType:\"calc\"},z:{valType:\"data_array\",editType:\"calc\"},editType:\"calc\"},maxdisplayed:{valType:\"integer\",min:0,dflt:1e3,editType:\"calc\"},sizeref:{valType:\"number\",editType:\"calc\",min:0,dflt:1},text:{valType:\"string\",dflt:\"\",editType:\"calc\"},hovertext:{valType:\"string\",dflt:\"\",editType:\"calc\"},hovertemplate:a({editType:\"calc\"},{keys:[\"tubex\",\"tubey\",\"tubez\",\"tubeu\",\"tubev\",\"tubew\",\"norm\",\"divergence\"]}),uhoverformat:i(\"u\",1),vhoverformat:i(\"v\",1),whoverformat:i(\"w\",1),xhoverformat:i(\"x\"),yhoverformat:i(\"y\"),zhoverformat:i(\"z\"),showlegend:l({},s.showlegend,{dflt:!1})};l(u,n(\"\",{colorAttr:\"u/v/w 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L=function(){m=0,M=[],S=[],E=[]};(!m||m<M.length*S.length*E.length)&&L();var C=function(t){return\"x\"===t?v:\"y\"===t?g:y},P=function(t){return\"x\"===t?M:\"y\"===t?S:E},O=function(t){return t[m-1]<t[0]?-1:1},I=C(A[1]),D=C(A[3]),z=C(A[5]),R=P(A[1]).length,F=P(A[3]).length,B=P(A[5]).length,N=!1,j=function(t,e,r){return R*(F*t+e)+r},U=O(C(A[1])),V=O(C(A[3])),q=O(C(A[5]));for(e=0;e<B-1;e++){for(r=0;r<F-1;r++){for(i=0;i<R-1;i++){var H=j(e,r,i),G=j(e,r,i+1),W=j(e,r+1,i),Y=j(e+1,r,i);if(I[H]*U<I[G]*U&&D[H]*V<D[W]*V&&z[H]*q<z[Y]*q||(N=!0),N)break}if(N)break}if(N)break}return N&&(n.warn(\"Encountered arbitrary coordinates! 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y=n[c];r.xMax=Math.max(r.xMax,y),r.xMin=Math.min(r.xMin,y);var m=o[c];r.yMax=Math.max(r.yMax,m),r.yMin=Math.min(r.yMin,m);var x=l[c];r.zMax=Math.max(r.zMax,x),r.zMin=Math.min(r.zMin,x)}e._slen=u,e._normMax=f,e._xbnds=[r.xMin,r.xMax],e._ybnds=[r.yMin,r.yMax],e._zbnds=[r.zMin,r.zMax]},filter:s,processGrid:a}},25668:function(t,e,r){\"use strict\";var n=r(67792).gl_streamtube3d,i=n.createTubeMesh,a=r(3400),o=r(33040).parseColorScale,s=r(8932).extractOpts,l=r(52094),u={xaxis:0,yaxis:1,zaxis:2};function c(t,e){this.scene=t,this.uid=e,this.mesh=null,this.data=null}var f=c.prototype;function h(t){var e=t.length;return e>2?t.slice(1,e-1):2===e?[(t[0]+t[1])/2]:t}function p(t){var e=t.length;return 1===e?[.5,.5]:[t[1]-t[0],t[e-1]-t[e-2]]}function d(t,e){var r=t.fullSceneLayout,i=t.dataScale,c=e._len,f={};function d(t,e){var n=r[e],o=i[u[e]];return a.simpleMap(t,(function(t){return 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n=r(45464),i=r(21776).Ks,a=r(21776).Gw,o=r(49084),s=r(86968).u,l=r(74996),u=r(27328),c=r(92880).extendFlat,f=r(98192).c;t.exports={labels:{valType:\"data_array\",editType:\"calc\"},parents:{valType:\"data_array\",editType:\"calc\"},values:{valType:\"data_array\",editType:\"calc\"},branchvalues:{valType:\"enumerated\",values:[\"remainder\",\"total\"],dflt:\"remainder\",editType:\"calc\"},count:{valType:\"flaglist\",flags:[\"branches\",\"leaves\"],dflt:\"leaves\",editType:\"calc\"},level:{valType:\"any\",editType:\"plot\",anim:!0},maxdepth:{valType:\"integer\",editType:\"plot\",dflt:-1},marker:c({colors:{valType:\"data_array\",editType:\"calc\"},line:{color:c({},l.marker.line.color,{dflt:null}),width:c({},l.marker.line.width,{dflt:1}),editType:\"calc\"},pattern:f,editType:\"calc\"},o(\"marker\",{colorAttr:\"colors\",anim:!1})),leaf:{opacity:{valType:\"number\",editType:\"style\",min:0,max:1},editType:\"plot\"},text:l.text,textinfo:{valType:\"flaglist\",flags:[\"label\",\"text\",\"value\",\"current 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u=n.select(this),f=s.ensureSingle(u,\"path\",\"surface\",(function(t){t.style(\"pointer-events\",h?\"none\":\"all\")}));i.rpx0=H(i.y0),i.rpx1=H(i.y1),i.xmid=(i.x0+i.x1)/2,i.pxmid=G(i.rpx1,i.xmid),i.midangle=-(i.xmid-Math.PI/2),i.startangle=-(i.x0-Math.PI/2),i.stopangle=-(i.x1-Math.PI/2),i.halfangle=.5*Math.min(s.angleDelta(i.x0,i.x1)||Math.PI,Math.PI),i.ring=1-i.rpx0/i.rpx1,i.rInscribed=function(t){return 0===t.rpx0&&s.isFullCircle([t.x0,t.x1])?1:Math.max(0,Math.min(1/(1+1/Math.sin(t.halfangle)),t.ring/2))}(i),_?f.transition().attrTween(\"d\",(function(t){var e=function(t){var e,r=F[b.getPtId(t)],n={x0:t.x0,x1:t.x1,rpx0:t.rpx0,rpx1:t.rpx1};if(r)e=r;else if(R)if(t.parent)if(Z){var i=(t.x1>Z?2*Math.PI:0)+V;e={x0:i,x1:i}}else e={rpx0:I,rpx1:I},s.extendFlat(e,$(t));else e={rpx0:0,rpx1:0};else e={x0:V,x1:V};return a(e,n)}(t);return function(t){return W(e(t))}})):f.attr(\"d\",W),u.call(m,S,t,r,{eventDataKeys:x.eventDataKeys,transitionTime:x.CLICK_TRANSITION_TIME,transitionEasing:x.CLICK_TRANSITION_EASING}).call(b.setSliceCursor,t,{hideOnRoot:!0,hideOnLeaves:!0,isTransitioning:t._transitioning}),f.call(g,i,A,t);var p=s.ensureSingle(u,\"g\",\"slicetext\"),w=s.ensureSingle(p,\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),T=s.ensureUniformFontSize(t,b.determineTextFont(A,i,y.font));w.text(e.formatSliceLabel(i,S,A,r,y)).classed(\"slicetext\",!0).attr(\"text-anchor\",\"middle\").call(o.font,T).call(l.convertToTspans,t);var M=o.bBox(w.node());i.transform=v(M,i,k),i.transform.targetX=Y(i),i.transform.targetY=X(i);var E=function(t,e){var r=t.transform;return d(r,e),r.fontSize=T.size,c(A.type,r,y),s.getTextTransform(r)};_?w.transition().attrTween(\"transform\",(function(t){var e=function(t){var e,r=F[b.getPtId(t)],n=t.transform;if(r)e=r;else if(e={rpx1:t.rpx1,transform:{textPosAngle:n.textPosAngle,scale:0,rotate:n.rotate,rCenter:n.rCenter,x:n.x,y:n.y}},R)if(t.parent)if(Z){var i=t.x1>Z?2*Math.PI:0;e.x0=e.x1=i}else s.extendFlat(e,$(t));else e.x0=e.x1=V;else e.x0=e.x1=V;var o=a(e.transform.textPosAngle,t.transform.textPosAngle),l=a(e.rpx1,t.rpx1),u=a(e.x0,t.x0),f=a(e.x1,t.x1),h=a(e.transform.scale,n.scale),p=a(e.transform.rotate,n.rotate),d=0===n.rCenter?3:0===e.transform.rCenter?1/3:1,v=a(e.transform.rCenter,n.rCenter);return function(t){var e=l(t),r=u(t),i=f(t),a=function(t){return v(Math.pow(t,d))}(t),s={pxmid:G(e,(r+i)/2),rpx1:e,transform:{textPosAngle:o(t),rCenter:a,x:n.x,y:n.y}};return c(A.type,n,y),{transform:{targetX:Y(s),targetY:X(s),scale:h(t),rotate:p(t),rCenter:a}}}}(t);return function(t){return E(e(t),M)}})):w.attr(\"transform\",E(i,M))}))}function w(t){return e=t.rpx1,r=t.transform.textPosAngle,[e*Math.sin(r),-e*Math.cos(r)];var e,r}e.plot=function(t,e,r,i){var a,o,s=t._fullLayout,l=s._sunburstlayer,u=!r,c=!s.uniformtext.mode&&b.hasTransition(r);f(\"sunburst\",s),(a=l.selectAll(\"g.trace.sunburst\").data(e,(function(t){return t[0].trace.uid}))).enter().append(\"g\").classed(\"trace\",!0).classed(\"sunburst\",!0).attr(\"stroke-linejoin\",\"round\"),a.order(),c?(i&&(o=i()),n.transition().duration(r.duration).ease(r.easing).each(\"end\",(function(){o&&o()})).each(\"interrupt\",(function(){o&&o()})).each((function(){l.selectAll(\"g.trace\").each((function(e){_(t,e,this,r)}))}))):(a.each((function(e){_(t,e,this,r)})),s.uniformtext.mode&&y(t,s._sunburstlayer.selectAll(\".trace\"),\"sunburst\")),u&&a.exit().remove()},e.formatSliceLabel=function(t,e,r,n,i){var a=r.texttemplate,o=r.textinfo;if(!(a||o&&\"none\"!==o))return\"\";var l=i.separators,u=n[0],c=t.data.data,f=u.hierarchy,h=b.isHierarchyRoot(t),p=b.getParent(f,t),d=b.getValue(t);if(!a){var v,g=o.split(\"+\"),y=function(t){return-1!==g.indexOf(t)},m=[];if(y(\"label\")&&c.label&&m.push(c.label),c.hasOwnProperty(\"v\")&&y(\"value\")&&m.push(b.formatValue(c.v,l)),!h){y(\"current path\")&&m.push(b.getPath(t.data));var x=0;y(\"percent parent\")&&x++,y(\"percent entry\")&&x++,y(\"percent root\")&&x++;var _=x>1;if(x){var w,T=function(t){v=b.formatPercent(w,l),_&&(v+=\" of \"+t),m.push(v)};y(\"percent parent\")&&!h&&(w=d/b.getValue(p),T(\"parent\")),y(\"percent entry\")&&(w=d/b.getValue(e),T(\"entry\")),y(\"percent root\")&&(w=d/b.getValue(f),T(\"root\"))}}return y(\"text\")&&(v=s.castOption(r,c.i,\"text\"),s.isValidTextValue(v)&&m.push(v)),m.join(\"<br>\")}var k=s.castOption(r,c.i,\"texttemplate\");if(!k)return\"\";var A={};c.label&&(A.label=c.label),c.hasOwnProperty(\"v\")&&(A.value=c.v,A.valueLabel=b.formatValue(c.v,l)),A.currentPath=b.getPath(t.data),h||(A.percentParent=d/b.getValue(p),A.percentParentLabel=b.formatPercent(A.percentParent,l),A.parent=b.getPtLabel(p)),A.percentEntry=d/b.getValue(e),A.percentEntryLabel=b.formatPercent(A.percentEntry,l),A.entry=b.getPtLabel(e),A.percentRoot=d/b.getValue(f),A.percentRootLabel=b.formatPercent(A.percentRoot,l),A.root=b.getPtLabel(f),c.hasOwnProperty(\"color\")&&(A.color=c.color);var M=s.castOption(r,c.i,\"text\");return(s.isValidTextValue(M)||\"\"===M)&&(A.text=M),A.customdata=s.castOption(r,c.i,\"customdata\"),s.texttemplateString(k,A,i._d3locale,A,r._meta||{})}},85676:function(t,e,r){\"use strict\";var n=r(33428),i=r(76308),a=r(3400),o=r(82744).resizeText,s=r(60404);function l(t,e,r,n){var o=e.data.data,l=!e.children,u=o.i,c=a.castOption(r,u,\"marker.line.color\")||i.defaultLine,f=a.castOption(r,u,\"marker.line.width\")||0;t.call(s,e,r,n).style(\"stroke-width\",f).call(i.stroke,c).style(\"opacity\",l?r.leaf.opacity:null)}t.exports={style:function(t){var e=t._fullLayout._sunburstlayer.selectAll(\".trace\");o(t,e,\"sunburst\"),e.each((function(e){var r=n.select(this),i=e[0].trace;r.style(\"opacity\",i.opacity),r.selectAll(\"path.surface\").each((function(e){n.select(this).call(l,e,i,t)}))}))},styleOne:l}},16716:function(t,e,r){\"use strict\";var n=r(76308),i=r(49084),a=r(29736).axisHoverFormat,o=r(21776).Ks,s=r(45464),l=r(92880).extendFlat,u=r(67824).overrideAll;function c(t){return{show:{valType:\"boolean\",dflt:!1},start:{valType:\"number\",dflt:null,editType:\"plot\"},end:{valType:\"number\",dflt:null,editType:\"plot\"},size:{valType:\"number\",dflt:null,min:0,editType:\"plot\"},project:{x:{valType:\"boolean\",dflt:!1},y:{valType:\"boolean\",dflt:!1},z:{valType:\"boolean\",dflt:!1}},color:{valType:\"color\",dflt:n.defaultLine},usecolormap:{valType:\"boolean\",dflt:!1},width:{valType:\"number\",min:1,max:16,dflt:2},highlight:{valType:\"boolean\",dflt:!0},highlightcolor:{valType:\"color\",dflt:n.defaultLine},highlightwidth:{valType:\"number\",min:1,max:16,dflt:2}}}var f=t.exports=u(l({z:{valType:\"data_array\"},x:{valType:\"data_array\"},y:{valType:\"data_array\"},text:{valType:\"string\",dflt:\"\",arrayOk:!0},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0},hovertemplate:o(),xhoverformat:a(\"x\"),yhoverformat:a(\"y\"),zhoverformat:a(\"z\"),connectgaps:{valType:\"boolean\",dflt:!1,editType:\"calc\"},surfacecolor:{valType:\"data_array\"}},i(\"\",{colorAttr:\"z or surfacecolor\",showScaleDflt:!0,autoColorDflt:!1,editTypeOverride:\"calc\"}),{contours:{x:c(),y:c(),z:c()},hidesurface:{valType:\"boolean\",dflt:!1},lightposition:{x:{valType:\"number\",min:-1e5,max:1e5,dflt:10},y:{valType:\"number\",min:-1e5,max:1e5,dflt:1e4},z:{valType:\"number\",min:-1e5,max:1e5,dflt:0}},lighting:{ambient:{valType:\"number\",min:0,max:1,dflt:.8},diffuse:{valType:\"number\",min:0,max:1,dflt:.8},specular:{valType:\"number\",min:0,max:2,dflt:.05},roughness:{valType:\"number\",min:0,max:1,dflt:.5},fresnel:{valType:\"number\",min:0,max:5,dflt:.2}},opacity:{valType:\"number\",min:0,max:1,dflt:1},opacityscale:{valType:\"any\",editType:\"calc\"},_deprecated:{zauto:l({},i.zauto,{}),zmin:l({},i.zmin,{}),zmax:l({},i.zmax,{})},hoverinfo:l({},s.hoverinfo),showlegend:l({},s.showlegend,{dflt:!1})}),\"calc\",\"nested\");f.x.editType=f.y.editType=f.z.editType=\"calc+clearAxisTypes\",f.transforms=void 0},56576:function(t,e,r){\"use strict\";var n=r(47128);t.exports=function(t,e){e.surfacecolor?n(t,e,{vals:e.surfacecolor,containerStr:\"\",cLetter:\"c\"}):n(t,e,{vals:e.z,containerStr:\"\",cLetter:\"c\"})}},79164:function(t,e,r){\"use strict\";var n=r(67792).gl_surface3d,i=r(67792).ndarray,a=r(67792).ndarray_linear_interpolate.d2,o=r(70448),s=r(11240),l=r(3400).isArrayOrTypedArray,u=r(33040).parseColorScale,c=r(43080),f=r(8932).extractOpts;function h(t,e,r){this.scene=t,this.uid=r,this.surface=e,this.data=null,this.showContour=[!1,!1,!1],this.contourStart=[null,null,null],this.contourEnd=[null,null,null],this.contourSize=[0,0,0],this.minValues=[1/0,1/0,1/0],this.maxValues=[-1/0,-1/0,-1/0],this.dataScaleX=1,this.dataScaleY=1,this.refineData=!0,this.objectOffset=[0,0,0]}var p=h.prototype;p.getXat=function(t,e,r,n){var i=l(this.data.x)?l(this.data.x[0])?this.data.x[e][t]:this.data.x[t]:t;return void 0===r?i:n.d2l(i,0,r)},p.getYat=function(t,e,r,n){var i=l(this.data.y)?l(this.data.y[0])?this.data.y[e][t]:this.data.y[e]:e;return void 0===r?i:n.d2l(i,0,r)},p.getZat=function(t,e,r,n){var i=this.data.z[e][t];return null===i&&this.data.connectgaps&&this.data._interpolatedZ&&(i=this.data._interpolatedZ[e][t]),void 0===r?i:n.d2l(i,0,r)},p.handlePick=function(t){if(t.object===this.surface){var e=(t.data.index[0]-1)/this.dataScaleX-1,r=(t.data.index[1]-1)/this.dataScaleY-1,n=Math.max(Math.min(Math.round(e),this.data.z[0].length-1),0),i=Math.max(Math.min(Math.round(r),this.data._ylength-1),0);t.index=[n,i],t.traceCoordinate=[this.getXat(n,i),this.getYat(n,i),this.getZat(n,i)],t.dataCoordinate=[this.getXat(n,i,this.data.xcalendar,this.scene.fullSceneLayout.xaxis),this.getYat(n,i,this.data.ycalendar,this.scene.fullSceneLayout.yaxis),this.getZat(n,i,this.data.zcalendar,this.scene.fullSceneLayout.zaxis)];for(var a=0;a<3;a++){null!=t.dataCoordinate[a]&&(t.dataCoordinate[a]*=this.scene.dataScale[a])}var o=this.data.hovertext||this.data.text;return l(o)&&o[i]&&void 0!==o[i][n]?t.textLabel=o[i][n]:t.textLabel=o||\"\",t.data.dataCoordinate=t.dataCoordinate.slice(),this.surface.highlight(t.data),this.scene.glplot.spikes.position=t.dataCoordinate,!0}};var d=[2,3,5,7,11,13,17,19,23,29,31,37,41,43,47,53,59,61,67,71,73,79,83,89,97,101,103,107,109,113,127,131,137,139,149,151,157,163,167,173,179,181,191,193,197,199,211,223,227,229,233,239,241,251,257,263,269,271,277,281,283,293,307,311,313,317,331,337,347,349,353,359,367,373,379,383,389,397,401,409,419,421,431,433,439,443,449,457,461,463,467,479,487,491,499,503,509,521,523,541,547,557,563,569,571,577,587,593,599,601,607,613,617,619,631,641,643,647,653,659,661,673,677,683,691,701,709,719,727,733,739,743,751,757,761,769,773,787,797,809,811,821,823,827,829,839,853,857,859,863,877,881,883,887,907,911,919,929,937,941,947,953,967,971,977,983,991,997,1009,1013,1019,1021,1031,1033,1039,1049,1051,1061,1063,1069,1087,1091,1093,1097,1103,1109,1117,1123,1129,1151,1153,1163,1171,1181,1187,1193,1201,1213,1217,1223,1229,1231,1237,1249,1259,1277,1279,1283,1289,1291,1297,1301,1303,1307,1319,1321,1327,1361,1367,1373,1381,1399,1409,1423,1427,1429,1433,1439,1447,1451,1453,1459,1471,1481,1483,1487,1489,1493,1499,1511,1523,1531,1543,1549,1553,1559,1567,1571,1579,1583,1597,1601,1607,1609,1613,1619,1621,1627,1637,1657,1663,1667,1669,1693,1697,1699,1709,1721,1723,1733,1741,1747,1753,1759,1777,1783,1787,1789,1801,1811,1823,1831,1847,1861,1867,1871,1873,1877,1879,1889,1901,1907,1913,1931,1933,1949,1951,1973,1979,1987,1993,1997,1999,2003,2011,2017,2027,2029,2039,2053,2063,2069,2081,2083,2087,2089,2099,2111,2113,2129,2131,2137,2141,2143,2153,2161,2179,2203,2207,2213,2221,2237,2239,2243,2251,2267,2269,2273,2281,2287,2293,2297,2309,2311,2333,2339,2341,2347,2351,2357,2371,2377,2381,2383,2389,2393,2399,2411,2417,2423,2437,2441,2447,2459,2467,2473,2477,2503,2521,2531,2539,2543,2549,2551,2557,2579,2591,2593,2609,2617,2621,2633,2647,2657,2659,2663,2671,2677,2683,2687,2689,2693,2699,2707,2711,2713,2719,2729,2731,2741,2749,2753,2767,2777,2789,2791,2797,2801,2803,2819,2833,2837,2843,2851,2857,2861,2879,2887,2897,2903,2909,2917,2927,2939,2953,2957,2963,2969,2971,2999];function v(t,e){if(t<e)return 0;for(var r=0;0===Math.floor(t%e);)t/=e,r++;return r}function g(t){for(var e=[],r=0;r<d.length;r++){var n=d[r];e.push(v(t,n))}return e}function y(t){for(var e=g(t),r=t,n=0;n<d.length;n++)if(e[n]>0){r=d[n];break}return r}function m(t,e){if(!(t<1||e<1)){for(var r=g(t),n=g(e),i=1,a=0;a<d.length;a++)i*=Math.pow(d[a],Math.max(r[a],n[a]));return i}}p.calcXnums=function(t){var e,r=[];for(e=1;e<t;e++){var n=this.getXat(e-1,0),i=this.getXat(e,0);r[e-1]=i!==n&&null!=n&&null!=i?Math.abs(i-n):0}var a=0;for(e=1;e<t;e++)a+=r[e-1];for(e=1;e<t;e++)0===r[e-1]?r[e-1]=1:r[e-1]=Math.round(a/r[e-1]);return r},p.calcYnums=function(t){var e,r=[];for(e=1;e<t;e++){var n=this.getYat(0,e-1),i=this.getYat(0,e);r[e-1]=i!==n&&null!=n&&null!=i?Math.abs(i-n):0}var a=0;for(e=1;e<t;e++)a+=r[e-1];for(e=1;e<t;e++)0===r[e-1]?r[e-1]=1:r[e-1]=Math.round(a/r[e-1]);return r};var x=[1,2,4,6,12,24,36,48,60,120,180,240,360,720,840,1260],b=x[9],_=x[13];function w(t,e,r){var n=r[8]+r[2]*e[0]+r[5]*e[1];return t[0]=(r[6]+r[0]*e[0]+r[3]*e[1])/n,t[1]=(r[7]+r[1]*e[0]+r[4]*e[1])/n,t}function T(t,e,r){return function(t,e,r,n){for(var i=[0,0],o=t.shape[0],s=t.shape[1],l=0;l<o;l++)for(var u=0;u<s;u++)r(i,[l,u],n),t.set(l,u,a(e,i[0],i[1]))}(t,e,w,r),t}function k(t,e){for(var r=!1,n=0;n<t.length;n++)if(e===t[n]){r=!0;break}!1===r&&t.push(e)}p.estimateScale=function(t,e){for(var r=1+function(t){if(0!==t.length){for(var e=1,r=0;r<t.length;r++)e=m(e,t[r]);return e}}(0===e?this.calcXnums(t):this.calcYnums(t));r<b;)r*=2;for(;r>_;)r--,r/=y(r),++r<b&&(r=_);var n=Math.round(r/t);return n>1?n:1},p.refineCoords=function(t){for(var e=this.dataScaleX,r=this.dataScaleY,n=t[0].shape[0],a=t[0].shape[1],o=0|Math.floor(t[0].shape[0]*e+1),s=0|Math.floor(t[0].shape[1]*r+1),l=1+n+1,u=1+a+1,c=i(new Float32Array(l*u),[l,u]),f=[1/e,0,0,0,1/r,0,0,0,1],h=0;h<t.length;++h){this.surface.padField(c,t[h]);var p=i(new Float32Array(o*s),[o,s]);T(p,c,f),t[h]=p}},p.setContourLevels=function(){var t,e,r,n=[[],[],[]],i=[!1,!1,!1],a=!1;for(t=0;t<3;++t)if(this.showContour[t]&&(a=!0,this.contourSize[t]>0&&null!==this.contourStart[t]&&null!==this.contourEnd[t]&&this.contourEnd[t]>this.contourStart[t]))for(i[t]=!0,e=this.contourStart[t];e<this.contourEnd[t];e+=this.contourSize[t])r=e*this.scene.dataScale[t],k(n[t],r);if(a){var o=[[],[],[]];for(t=0;t<3;++t)this.showContour[t]&&(o[t]=i[t]?n[t]:this.scene.contourLevels[t]);this.surface.update({levels:o})}},p.update=function(t){var e,r,n,a,l=this.scene,h=l.fullSceneLayout,p=this.surface,d=u(t),v=l.dataScale,g=t.z[0].length,y=t._ylength,m=l.contourLevels;this.data=t;var 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A=[!0,!0,!0],M=[\"x\",\"y\",\"z\"];for(e=0;e<3;++e){var S=t.contours[M[e]];A[e]=S.highlight,w.showContour[e]=S.show||S.highlight,w.showContour[e]&&(w.contourProject[e]=[S.project.x,S.project.y,S.project.z],S.show?(this.showContour[e]=!0,w.levels[e]=m[e],p.highlightColor[e]=w.contourColor[e]=c(S.color),S.usecolormap?p.highlightTint[e]=w.contourTint[e]=0:p.highlightTint[e]=w.contourTint[e]=1,w.contourWidth[e]=S.width,this.contourStart[e]=S.start,this.contourEnd[e]=S.end,this.contourSize[e]=S.size):(this.showContour[e]=!1,this.contourStart[e]=null,this.contourEnd[e]=null,this.contourSize[e]=0),S.highlight&&(w.dynamicColor[e]=c(S.highlightcolor),w.dynamicWidth[e]=S.highlightwidth))}(function(t){var e=t[0].rgb,r=t[t.length-1].rgb;return e[0]===r[0]&&e[1]===r[1]&&e[2]===r[2]&&e[3]===r[3]})(d)&&(w.vertexColor=!0),w.objectOffset=this.objectOffset,w.coords=b,p.update(w),p.visible=t.visible,p.enableDynamic=A,p.enableHighlight=A,p.snapToData=!0,\"lighting\"in 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m=\"contours.\"+y[c],x=h(m+\".show\"),b=h(m+\".highlight\");if(x||b)for(f=0;f<3;++f)h(m+\".project.\"+y[f]);x&&(h(m+\".color\"),h(m+\".width\"),h(m+\".usecolormap\")),b&&(h(m+\".highlightcolor\"),h(m+\".highlightwidth\")),h(m+\".start\"),h(m+\".end\"),h(m+\".size\")}g||(l(t,\"zmin\",\"cmin\"),l(t,\"zmax\",\"cmax\"),l(t,\"zauto\",\"cauto\")),a(t,e,u,h,{prefix:\"\",cLetter:\"c\"}),s(0,e,0,h),e._length=null}},opacityscaleDefaults:s}},91304:function(t,e,r){\"use strict\";t.exports={attributes:r(16716),supplyDefaults:r(60192).supplyDefaults,colorbar:{min:\"cmin\",max:\"cmax\"},calc:r(56576),plot:r(79164),moduleType:\"trace\",name:\"surface\",basePlotModule:r(12536),categories:[\"gl3d\",\"2dMap\",\"showLegend\"],meta:{}}},60520:function(t,e,r){\"use strict\";var n=r(13916),i=r(92880).extendFlat,a=r(67824).overrideAll,o=r(25376),s=r(86968).u,l=r(29736).descriptionOnlyNumbers;(t.exports=a({domain:s({name:\"table\",trace:!0}),columnwidth:{valType:\"number\",arrayOk:!0,dflt:null},columnorder:{valType:\"data_array\"},header:{values:{valType:\"data_array\",dflt:[]},format:{valType:\"data_array\",dflt:[],description:l(\"cell value\")},prefix:{valType:\"string\",arrayOk:!0,dflt:null},suffix:{valType:\"string\",arrayOk:!0,dflt:null},height:{valType:\"number\",dflt:28},align:i({},n.align,{arrayOk:!0}),line:{width:{valType:\"number\",arrayOk:!0,dflt:1},color:{valType:\"color\",arrayOk:!0,dflt:\"grey\"}},fill:{color:{valType:\"color\",arrayOk:!0,dflt:\"white\"}},font:i({},o({arrayOk:!0}))},cells:{values:{valType:\"data_array\",dflt:[]},format:{valType:\"data_array\",dflt:[],description:l(\"cell 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\",cn:{table:\"table\",tableControlView:\"table-control-view\",scrollBackground:\"scroll-background\",yColumn:\"y-column\",columnBlock:\"column-block\",scrollAreaClip:\"scroll-area-clip\",scrollAreaClipRect:\"scroll-area-clip-rect\",columnBoundary:\"column-boundary\",columnBoundaryClippath:\"column-boundary-clippath\",columnBoundaryRect:\"column-boundary-rect\",columnCells:\"column-cells\",columnCell:\"column-cell\",cellRect:\"cell-rect\",cellText:\"cell-text\",cellTextHolder:\"cell-text-holder\",scrollbarKit:\"scrollbar-kit\",scrollbar:\"scrollbar\",scrollbarSlider:\"scrollbar-slider\",scrollbarGlyph:\"scrollbar-glyph\",scrollbarCaptureZone:\"scrollbar-capture-zone\"}}},55992:function(t,e,r){\"use strict\";var n=r(23536),i=r(92880).extendFlat,a=r(38248),o=r(38116).isTypedArray,s=r(38116).isArrayOrTypedArray;function l(t){if(s(t)){for(var e=0,r=0;r<t.length;r++)e=Math.max(e,l(t[r]));return e}return t}function u(t,e){return t+e}function c(t){var e,r=t.slice(),n=1/0,i=0;for(e=0;e<r.length;e++)o(r[e])?r[e]=Array.from(r[e]):s(r[e])||(r[e]=[r[e]]),n=Math.min(n,r[e].length),i=Math.max(i,r[e].length);if(n!==i)for(e=0;e<r.length;e++){var a=i-r[e].length;a&&(r[e]=r[e].concat(f(a)))}return r}function f(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=\"\";return e}function h(t){return t.calcdata.columns.reduce((function(e,r){return r.xIndex<t.xIndex?e+r.columnWidth:e}),0)}function p(t,e){return Object.keys(t).map((function(r){return i({},t[r],{auxiliaryBlocks:e})}))}function d(t,e){for(var r,n={},i=0,a=0,o={firstRowIndex:null,lastRowIndex:null,rows:[]},s=0,l=0,u=0;u<t.length;u++)r=t[u],o.rows.push({rowIndex:u,rowHeight:r}),((a+=r)>=e||u===t.length-1)&&(n[i]=o,o.key=l++,o.firstRowIndex=s,o.lastRowIndex=u,o={firstRowIndex:null,lastRowIndex:null,rows:[]},i+=a,s=u+1,a=0);return n}t.exports=function(t,e){var r=c(e.cells.values),o=function(t){return 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32-Math.clz32(t)}:a.prototype._countBits=function(t){var e=t,r=0;return e>=4096&&(r+=13,e>>>=13),e>=64&&(r+=7,e>>>=7),e>=8&&(r+=4,e>>>=4),e>=2&&(r+=2,e>>>=2),r+e},a.prototype._zeroBits=function(t){if(0===t)return 26;var e=t,r=0;return 0==(8191&e)&&(r+=13,e>>>=13),0==(127&e)&&(r+=7,e>>>=7),0==(15&e)&&(r+=4,e>>>=4),0==(3&e)&&(r+=2,e>>>=2),0==(1&e)&&r++,r},a.prototype.bitLength=function(){var t=this.words[this.length-1],e=this._countBits(t);return 26*(this.length-1)+e},a.prototype.zeroBits=function(){if(this.isZero())return 0;for(var t=0,e=0;e<this.length;e++){var r=this._zeroBits(this.words[e]);if(t+=r,26!==r)break}return t},a.prototype.byteLength=function(){return Math.ceil(this.bitLength()/8)},a.prototype.toTwos=function(t){return 0!==this.negative?this.abs().inotn(t).iaddn(1):this.clone()},a.prototype.fromTwos=function(t){return this.testn(t-1)?this.notn(t).iaddn(1).ineg():this.clone()},a.prototype.isNeg=function(){return 0!==this.negative},a.prototype.neg=function(){return this.clone().ineg()},a.prototype.ineg=function(){return this.isZero()||(this.negative^=1),this},a.prototype.iuor=function(t){for(;this.length<t.length;)this.words[this.length++]=0;for(var e=0;e<t.length;e++)this.words[e]=this.words[e]|t.words[e];return this.strip()},a.prototype.ior=function(t){return n(0==(this.negative|t.negative)),this.iuor(t)},a.prototype.or=function(t){return this.length>t.length?this.clone().ior(t):t.clone().ior(this)},a.prototype.uor=function(t){return this.length>t.length?this.clone().iuor(t):t.clone().iuor(this)},a.prototype.iuand=function(t){var e;e=this.length>t.length?t:this;for(var r=0;r<e.length;r++)this.words[r]=this.words[r]&t.words[r];return this.length=e.length,this.strip()},a.prototype.iand=function(t){return n(0==(this.negative|t.negative)),this.iuand(t)},a.prototype.and=function(t){return this.length>t.length?this.clone().iand(t):t.clone().iand(this)},a.prototype.uand=function(t){return this.length>t.length?this.clone().iuand(t):t.clone().iuand(this)},a.prototype.iuxor=function(t){var e,r;this.length>t.length?(e=this,r=t):(e=t,r=this);for(var n=0;n<r.length;n++)this.words[n]=e.words[n]^r.words[n];if(this!==e)for(;n<e.length;n++)this.words[n]=e.words[n];return this.length=e.length,this.strip()},a.prototype.ixor=function(t){return n(0==(this.negative|t.negative)),this.iuxor(t)},a.prototype.xor=function(t){return this.length>t.length?this.clone().ixor(t):t.clone().ixor(this)},a.prototype.uxor=function(t){return this.length>t.length?this.clone().iuxor(t):t.clone().iuxor(this)},a.prototype.inotn=function(t){n(\"number\"==typeof t&&t>=0);var e=0|Math.ceil(t/26),r=t%26;this._expand(e),r>0&&e--;for(var i=0;i<e;i++)this.words[i]=67108863&~this.words[i];return r>0&&(this.words[i]=~this.words[i]&67108863>>26-r),this.strip()},a.prototype.notn=function(t){return this.clone().inotn(t)},a.prototype.setn=function(t,e){n(\"number\"==typeof t&&t>=0);var r=t/26|0,i=t%26;return this._expand(r+1),this.words[r]=e?this.words[r]|1<<i:this.words[r]&~(1<<i),this.strip()},a.prototype.iadd=function(t){var e,r,n;if(0!==this.negative&&0===t.negative)return this.negative=0,e=this.isub(t),this.negative^=1,this._normSign();if(0===this.negative&&0!==t.negative)return t.negative=0,e=this.isub(t),t.negative=1,e._normSign();this.length>t.length?(r=this,n=t):(r=t,n=this);for(var i=0,a=0;a<n.length;a++)e=(0|r.words[a])+(0|n.words[a])+i,this.words[a]=67108863&e,i=e>>>26;for(;0!==i&&a<r.length;a++)e=(0|r.words[a])+i,this.words[a]=67108863&e,i=e>>>26;if(this.length=r.length,0!==i)this.words[this.length]=i,this.length++;else if(r!==this)for(;a<r.length;a++)this.words[a]=r.words[a];return this},a.prototype.add=function(t){var e;return 0!==t.negative&&0===this.negative?(t.negative=0,e=this.sub(t),t.negative^=1,e):0===t.negative&&0!==this.negative?(this.negative=0,e=t.sub(this),this.negative=1,e):this.length>t.length?this.clone().iadd(t):t.clone().iadd(this)},a.prototype.isub=function(t){if(0!==t.negative){t.negative=0;var e=this.iadd(t);return t.negative=1,e._normSign()}if(0!==this.negative)return this.negative=0,this.iadd(t),this.negative=1,this._normSign();var r,n,i=this.cmp(t);if(0===i)return this.negative=0,this.length=1,this.words[0]=0,this;i>0?(r=this,n=t):(r=t,n=this);for(var a=0,o=0;o<n.length;o++)a=(e=(0|r.words[o])-(0|n.words[o])+a)>>26,this.words[o]=67108863&e;for(;0!==a&&o<r.length;o++)a=(e=(0|r.words[o])+a)>>26,this.words[o]=67108863&e;if(0===a&&o<r.length&&r!==this)for(;o<r.length;o++)this.words[o]=r.words[o];return this.length=Math.max(this.length,o),r!==this&&(this.negative=1),this.strip()},a.prototype.sub=function(t){return this.clone().isub(t)};var d=function(t,e,r){var n,i,a,o=t.words,s=e.words,l=r.words,u=0,c=0|o[0],f=8191&c,h=c>>>13,p=0|o[1],d=8191&p,v=p>>>13,g=0|o[2],y=8191&g,m=g>>>13,x=0|o[3],b=8191&x,_=x>>>13,w=0|o[4],T=8191&w,k=w>>>13,A=0|o[5],M=8191&A,S=A>>>13,E=0|o[6],L=8191&E,C=E>>>13,P=0|o[7],O=8191&P,I=P>>>13,D=0|o[8],z=8191&D,R=D>>>13,F=0|o[9],B=8191&F,N=F>>>13,j=0|s[0],U=8191&j,V=j>>>13,q=0|s[1],H=8191&q,G=q>>>13,W=0|s[2],Y=8191&W,X=W>>>13,Z=0|s[3],K=8191&Z,J=Z>>>13,$=0|s[4],Q=8191&$,tt=$>>>13,et=0|s[5],rt=8191&et,nt=et>>>13,it=0|s[6],at=8191&it,ot=it>>>13,st=0|s[7],lt=8191&st,ut=st>>>13,ct=0|s[8],ft=8191&ct,ht=ct>>>13,pt=0|s[9],dt=8191&pt,vt=pt>>>13;r.negative=t.negative^e.negative,r.length=19;var gt=(u+(n=Math.imul(f,U))|0)+((8191&(i=(i=Math.imul(f,V))+Math.imul(h,U)|0))<<13)|0;u=((a=Math.imul(h,V))+(i>>>13)|0)+(gt>>>26)|0,gt&=67108863,n=Math.imul(d,U),i=(i=Math.imul(d,V))+Math.imul(v,U)|0,a=Math.imul(v,V);var yt=(u+(n=n+Math.imul(f,H)|0)|0)+((8191&(i=(i=i+Math.imul(f,G)|0)+Math.imul(h,H)|0))<<13)|0;u=((a=a+Math.imul(h,G)|0)+(i>>>13)|0)+(yt>>>26)|0,yt&=67108863,n=Math.imul(y,U),i=(i=Math.imul(y,V))+Math.imul(m,U)|0,a=Math.imul(m,V),n=n+Math.imul(d,H)|0,i=(i=i+Math.imul(d,G)|0)+Math.imul(v,H)|0,a=a+Math.imul(v,G)|0;var mt=(u+(n=n+Math.imul(f,Y)|0)|0)+((8191&(i=(i=i+Math.imul(f,X)|0)+Math.imul(h,Y)|0))<<13)|0;u=((a=a+Math.imul(h,X)|0)+(i>>>13)|0)+(mt>>>26)|0,mt&=67108863,n=Math.imul(b,U),i=(i=Math.imul(b,V))+Math.imul(_,U)|0,a=Math.imul(_,V),n=n+Math.imul(y,H)|0,i=(i=i+Math.imul(y,G)|0)+Math.imul(m,H)|0,a=a+Math.imul(m,G)|0,n=n+Math.imul(d,Y)|0,i=(i=i+Math.imul(d,X)|0)+Math.imul(v,Y)|0,a=a+Math.imul(v,X)|0;var xt=(u+(n=n+Math.imul(f,K)|0)|0)+((8191&(i=(i=i+Math.imul(f,J)|0)+Math.imul(h,K)|0))<<13)|0;u=((a=a+Math.imul(h,J)|0)+(i>>>13)|0)+(xt>>>26)|0,xt&=67108863,n=Math.imul(T,U),i=(i=Math.imul(T,V))+Math.imul(k,U)|0,a=Math.imul(k,V),n=n+Math.imul(b,H)|0,i=(i=i+Math.imul(b,G)|0)+Math.imul(_,H)|0,a=a+Math.imul(_,G)|0,n=n+Math.imul(y,Y)|0,i=(i=i+Math.imul(y,X)|0)+Math.imul(m,Y)|0,a=a+Math.imul(m,X)|0,n=n+Math.imul(d,K)|0,i=(i=i+Math.imul(d,J)|0)+Math.imul(v,K)|0,a=a+Math.imul(v,J)|0;var bt=(u+(n=n+Math.imul(f,Q)|0)|0)+((8191&(i=(i=i+Math.imul(f,tt)|0)+Math.imul(h,Q)|0))<<13)|0;u=((a=a+Math.imul(h,tt)|0)+(i>>>13)|0)+(bt>>>26)|0,bt&=67108863,n=Math.imul(M,U),i=(i=Math.imul(M,V))+Math.imul(S,U)|0,a=Math.imul(S,V),n=n+Math.imul(T,H)|0,i=(i=i+Math.imul(T,G)|0)+Math.imul(k,H)|0,a=a+Math.imul(k,G)|0,n=n+Math.imul(b,Y)|0,i=(i=i+Math.imul(b,X)|0)+Math.imul(_,Y)|0,a=a+Math.imul(_,X)|0,n=n+Math.imul(y,K)|0,i=(i=i+Math.imul(y,J)|0)+Math.imul(m,K)|0,a=a+Math.imul(m,J)|0,n=n+Math.imul(d,Q)|0,i=(i=i+Math.imul(d,tt)|0)+Math.imul(v,Q)|0,a=a+Math.imul(v,tt)|0;var _t=(u+(n=n+Math.imul(f,rt)|0)|0)+((8191&(i=(i=i+Math.imul(f,nt)|0)+Math.imul(h,rt)|0))<<13)|0;u=((a=a+Math.imul(h,nt)|0)+(i>>>13)|0)+(_t>>>26)|0,_t&=67108863,n=Math.imul(L,U),i=(i=Math.imul(L,V))+Math.imul(C,U)|0,a=Math.imul(C,V),n=n+Math.imul(M,H)|0,i=(i=i+Math.imul(M,G)|0)+Math.imul(S,H)|0,a=a+Math.imul(S,G)|0,n=n+Math.imul(T,Y)|0,i=(i=i+Math.imul(T,X)|0)+Math.imul(k,Y)|0,a=a+Math.imul(k,X)|0,n=n+Math.imul(b,K)|0,i=(i=i+Math.imul(b,J)|0)+Math.imul(_,K)|0,a=a+Math.imul(_,J)|0,n=n+Math.imul(y,Q)|0,i=(i=i+Math.imul(y,tt)|0)+Math.imul(m,Q)|0,a=a+Math.imul(m,tt)|0,n=n+Math.imul(d,rt)|0,i=(i=i+Math.imul(d,nt)|0)+Math.imul(v,rt)|0,a=a+Math.imul(v,nt)|0;var wt=(u+(n=n+Math.imul(f,at)|0)|0)+((8191&(i=(i=i+Math.imul(f,ot)|0)+Math.imul(h,at)|0))<<13)|0;u=((a=a+Math.imul(h,ot)|0)+(i>>>13)|0)+(wt>>>26)|0,wt&=67108863,n=Math.imul(O,U),i=(i=Math.imul(O,V))+Math.imul(I,U)|0,a=Math.imul(I,V),n=n+Math.imul(L,H)|0,i=(i=i+Math.imul(L,G)|0)+Math.imul(C,H)|0,a=a+Math.imul(C,G)|0,n=n+Math.imul(M,Y)|0,i=(i=i+Math.imul(M,X)|0)+Math.imul(S,Y)|0,a=a+Math.imul(S,X)|0,n=n+Math.imul(T,K)|0,i=(i=i+Math.imul(T,J)|0)+Math.imul(k,K)|0,a=a+Math.imul(k,J)|0,n=n+Math.imul(b,Q)|0,i=(i=i+Math.imul(b,tt)|0)+Math.imul(_,Q)|0,a=a+Math.imul(_,tt)|0,n=n+Math.imul(y,rt)|0,i=(i=i+Math.imul(y,nt)|0)+Math.imul(m,rt)|0,a=a+Math.imul(m,nt)|0,n=n+Math.imul(d,at)|0,i=(i=i+Math.imul(d,ot)|0)+Math.imul(v,at)|0,a=a+Math.imul(v,ot)|0;var Tt=(u+(n=n+Math.imul(f,lt)|0)|0)+((8191&(i=(i=i+Math.imul(f,ut)|0)+Math.imul(h,lt)|0))<<13)|0;u=((a=a+Math.imul(h,ut)|0)+(i>>>13)|0)+(Tt>>>26)|0,Tt&=67108863,n=Math.imul(z,U),i=(i=Math.imul(z,V))+Math.imul(R,U)|0,a=Math.imul(R,V),n=n+Math.imul(O,H)|0,i=(i=i+Math.imul(O,G)|0)+Math.imul(I,H)|0,a=a+Math.imul(I,G)|0,n=n+Math.imul(L,Y)|0,i=(i=i+Math.imul(L,X)|0)+Math.imul(C,Y)|0,a=a+Math.imul(C,X)|0,n=n+Math.imul(M,K)|0,i=(i=i+Math.imul(M,J)|0)+Math.imul(S,K)|0,a=a+Math.imul(S,J)|0,n=n+Math.imul(T,Q)|0,i=(i=i+Math.imul(T,tt)|0)+Math.imul(k,Q)|0,a=a+Math.imul(k,tt)|0,n=n+Math.imul(b,rt)|0,i=(i=i+Math.imul(b,nt)|0)+Math.imul(_,rt)|0,a=a+Math.imul(_,nt)|0,n=n+Math.imul(y,at)|0,i=(i=i+Math.imul(y,ot)|0)+Math.imul(m,at)|0,a=a+Math.imul(m,ot)|0,n=n+Math.imul(d,lt)|0,i=(i=i+Math.imul(d,ut)|0)+Math.imul(v,lt)|0,a=a+Math.imul(v,ut)|0;var kt=(u+(n=n+Math.imul(f,ft)|0)|0)+((8191&(i=(i=i+Math.imul(f,ht)|0)+Math.imul(h,ft)|0))<<13)|0;u=((a=a+Math.imul(h,ht)|0)+(i>>>13)|0)+(kt>>>26)|0,kt&=67108863,n=Math.imul(B,U),i=(i=Math.imul(B,V))+Math.imul(N,U)|0,a=Math.imul(N,V),n=n+Math.imul(z,H)|0,i=(i=i+Math.imul(z,G)|0)+Math.imul(R,H)|0,a=a+Math.imul(R,G)|0,n=n+Math.imul(O,Y)|0,i=(i=i+Math.imul(O,X)|0)+Math.imul(I,Y)|0,a=a+Math.imul(I,X)|0,n=n+Math.imul(L,K)|0,i=(i=i+Math.imul(L,J)|0)+Math.imul(C,K)|0,a=a+Math.imul(C,J)|0,n=n+Math.imul(M,Q)|0,i=(i=i+Math.imul(M,tt)|0)+Math.imul(S,Q)|0,a=a+Math.imul(S,tt)|0,n=n+Math.imul(T,rt)|0,i=(i=i+Math.imul(T,nt)|0)+Math.imul(k,rt)|0,a=a+Math.imul(k,nt)|0,n=n+Math.imul(b,at)|0,i=(i=i+Math.imul(b,ot)|0)+Math.imul(_,at)|0,a=a+Math.imul(_,ot)|0,n=n+Math.imul(y,lt)|0,i=(i=i+Math.imul(y,ut)|0)+Math.imul(m,lt)|0,a=a+Math.imul(m,ut)|0,n=n+Math.imul(d,ft)|0,i=(i=i+Math.imul(d,ht)|0)+Math.imul(v,ft)|0,a=a+Math.imul(v,ht)|0;var At=(u+(n=n+Math.imul(f,dt)|0)|0)+((8191&(i=(i=i+Math.imul(f,vt)|0)+Math.imul(h,dt)|0))<<13)|0;u=((a=a+Math.imul(h,vt)|0)+(i>>>13)|0)+(At>>>26)|0,At&=67108863,n=Math.imul(B,H),i=(i=Math.imul(B,G))+Math.imul(N,H)|0,a=Math.imul(N,G),n=n+Math.imul(z,Y)|0,i=(i=i+Math.imul(z,X)|0)+Math.imul(R,Y)|0,a=a+Math.imul(R,X)|0,n=n+Math.imul(O,K)|0,i=(i=i+Math.imul(O,J)|0)+Math.imul(I,K)|0,a=a+Math.imul(I,J)|0,n=n+Math.imul(L,Q)|0,i=(i=i+Math.imul(L,tt)|0)+Math.imul(C,Q)|0,a=a+Math.imul(C,tt)|0,n=n+Math.imul(M,rt)|0,i=(i=i+Math.imul(M,nt)|0)+Math.imul(S,rt)|0,a=a+Math.imul(S,nt)|0,n=n+Math.imul(T,at)|0,i=(i=i+Math.imul(T,ot)|0)+Math.imul(k,at)|0,a=a+Math.imul(k,ot)|0,n=n+Math.imul(b,lt)|0,i=(i=i+Math.imul(b,ut)|0)+Math.imul(_,lt)|0,a=a+Math.imul(_,ut)|0,n=n+Math.imul(y,ft)|0,i=(i=i+Math.imul(y,ht)|0)+Math.imul(m,ft)|0,a=a+Math.imul(m,ht)|0;var Mt=(u+(n=n+Math.imul(d,dt)|0)|0)+((8191&(i=(i=i+Math.imul(d,vt)|0)+Math.imul(v,dt)|0))<<13)|0;u=((a=a+Math.imul(v,vt)|0)+(i>>>13)|0)+(Mt>>>26)|0,Mt&=67108863,n=Math.imul(B,Y),i=(i=Math.imul(B,X))+Math.imul(N,Y)|0,a=Math.imul(N,X),n=n+Math.imul(z,K)|0,i=(i=i+Math.imul(z,J)|0)+Math.imul(R,K)|0,a=a+Math.imul(R,J)|0,n=n+Math.imul(O,Q)|0,i=(i=i+Math.imul(O,tt)|0)+Math.imul(I,Q)|0,a=a+Math.imul(I,tt)|0,n=n+Math.imul(L,rt)|0,i=(i=i+Math.imul(L,nt)|0)+Math.imul(C,rt)|0,a=a+Math.imul(C,nt)|0,n=n+Math.imul(M,at)|0,i=(i=i+Math.imul(M,ot)|0)+Math.imul(S,at)|0,a=a+Math.imul(S,ot)|0,n=n+Math.imul(T,lt)|0,i=(i=i+Math.imul(T,ut)|0)+Math.imul(k,lt)|0,a=a+Math.imul(k,ut)|0,n=n+Math.imul(b,ft)|0,i=(i=i+Math.imul(b,ht)|0)+Math.imul(_,ft)|0,a=a+Math.imul(_,ht)|0;var St=(u+(n=n+Math.imul(y,dt)|0)|0)+((8191&(i=(i=i+Math.imul(y,vt)|0)+Math.imul(m,dt)|0))<<13)|0;u=((a=a+Math.imul(m,vt)|0)+(i>>>13)|0)+(St>>>26)|0,St&=67108863,n=Math.imul(B,K),i=(i=Math.imul(B,J))+Math.imul(N,K)|0,a=Math.imul(N,J),n=n+Math.imul(z,Q)|0,i=(i=i+Math.imul(z,tt)|0)+Math.imul(R,Q)|0,a=a+Math.imul(R,tt)|0,n=n+Math.imul(O,rt)|0,i=(i=i+Math.imul(O,nt)|0)+Math.imul(I,rt)|0,a=a+Math.imul(I,nt)|0,n=n+Math.imul(L,at)|0,i=(i=i+Math.imul(L,ot)|0)+Math.imul(C,at)|0,a=a+Math.imul(C,ot)|0,n=n+Math.imul(M,lt)|0,i=(i=i+Math.imul(M,ut)|0)+Math.imul(S,lt)|0,a=a+Math.imul(S,ut)|0,n=n+Math.imul(T,ft)|0,i=(i=i+Math.imul(T,ht)|0)+Math.imul(k,ft)|0,a=a+Math.imul(k,ht)|0;var Et=(u+(n=n+Math.imul(b,dt)|0)|0)+((8191&(i=(i=i+Math.imul(b,vt)|0)+Math.imul(_,dt)|0))<<13)|0;u=((a=a+Math.imul(_,vt)|0)+(i>>>13)|0)+(Et>>>26)|0,Et&=67108863,n=Math.imul(B,Q),i=(i=Math.imul(B,tt))+Math.imul(N,Q)|0,a=Math.imul(N,tt),n=n+Math.imul(z,rt)|0,i=(i=i+Math.imul(z,nt)|0)+Math.imul(R,rt)|0,a=a+Math.imul(R,nt)|0,n=n+Math.imul(O,at)|0,i=(i=i+Math.imul(O,ot)|0)+Math.imul(I,at)|0,a=a+Math.imul(I,ot)|0,n=n+Math.imul(L,lt)|0,i=(i=i+Math.imul(L,ut)|0)+Math.imul(C,lt)|0,a=a+Math.imul(C,ut)|0,n=n+Math.imul(M,ft)|0,i=(i=i+Math.imul(M,ht)|0)+Math.imul(S,ft)|0,a=a+Math.imul(S,ht)|0;var Lt=(u+(n=n+Math.imul(T,dt)|0)|0)+((8191&(i=(i=i+Math.imul(T,vt)|0)+Math.imul(k,dt)|0))<<13)|0;u=((a=a+Math.imul(k,vt)|0)+(i>>>13)|0)+(Lt>>>26)|0,Lt&=67108863,n=Math.imul(B,rt),i=(i=Math.imul(B,nt))+Math.imul(N,rt)|0,a=Math.imul(N,nt),n=n+Math.imul(z,at)|0,i=(i=i+Math.imul(z,ot)|0)+Math.imul(R,at)|0,a=a+Math.imul(R,ot)|0,n=n+Math.imul(O,lt)|0,i=(i=i+Math.imul(O,ut)|0)+Math.imul(I,lt)|0,a=a+Math.imul(I,ut)|0,n=n+Math.imul(L,ft)|0,i=(i=i+Math.imul(L,ht)|0)+Math.imul(C,ft)|0,a=a+Math.imul(C,ht)|0;var Ct=(u+(n=n+Math.imul(M,dt)|0)|0)+((8191&(i=(i=i+Math.imul(M,vt)|0)+Math.imul(S,dt)|0))<<13)|0;u=((a=a+Math.imul(S,vt)|0)+(i>>>13)|0)+(Ct>>>26)|0,Ct&=67108863,n=Math.imul(B,at),i=(i=Math.imul(B,ot))+Math.imul(N,at)|0,a=Math.imul(N,ot),n=n+Math.imul(z,lt)|0,i=(i=i+Math.imul(z,ut)|0)+Math.imul(R,lt)|0,a=a+Math.imul(R,ut)|0,n=n+Math.imul(O,ft)|0,i=(i=i+Math.imul(O,ht)|0)+Math.imul(I,ft)|0,a=a+Math.imul(I,ht)|0;var Pt=(u+(n=n+Math.imul(L,dt)|0)|0)+((8191&(i=(i=i+Math.imul(L,vt)|0)+Math.imul(C,dt)|0))<<13)|0;u=((a=a+Math.imul(C,vt)|0)+(i>>>13)|0)+(Pt>>>26)|0,Pt&=67108863,n=Math.imul(B,lt),i=(i=Math.imul(B,ut))+Math.imul(N,lt)|0,a=Math.imul(N,ut),n=n+Math.imul(z,ft)|0,i=(i=i+Math.imul(z,ht)|0)+Math.imul(R,ft)|0,a=a+Math.imul(R,ht)|0;var Ot=(u+(n=n+Math.imul(O,dt)|0)|0)+((8191&(i=(i=i+Math.imul(O,vt)|0)+Math.imul(I,dt)|0))<<13)|0;u=((a=a+Math.imul(I,vt)|0)+(i>>>13)|0)+(Ot>>>26)|0,Ot&=67108863,n=Math.imul(B,ft),i=(i=Math.imul(B,ht))+Math.imul(N,ft)|0,a=Math.imul(N,ht);var It=(u+(n=n+Math.imul(z,dt)|0)|0)+((8191&(i=(i=i+Math.imul(z,vt)|0)+Math.imul(R,dt)|0))<<13)|0;u=((a=a+Math.imul(R,vt)|0)+(i>>>13)|0)+(It>>>26)|0,It&=67108863;var Dt=(u+(n=Math.imul(B,dt))|0)+((8191&(i=(i=Math.imul(B,vt))+Math.imul(N,dt)|0))<<13)|0;return u=((a=Math.imul(N,vt))+(i>>>13)|0)+(Dt>>>26)|0,Dt&=67108863,l[0]=gt,l[1]=yt,l[2]=mt,l[3]=xt,l[4]=bt,l[5]=_t,l[6]=wt,l[7]=Tt,l[8]=kt,l[9]=At,l[10]=Mt,l[11]=St,l[12]=Et,l[13]=Lt,l[14]=Ct,l[15]=Pt,l[16]=Ot,l[17]=It,l[18]=Dt,0!==u&&(l[19]=u,r.length++),r};function v(t,e,r){return(new g).mulp(t,e,r)}function g(t,e){this.x=t,this.y=e}Math.imul||(d=p),a.prototype.mulTo=function(t,e){var r,n=this.length+t.length;return r=10===this.length&&10===t.length?d(this,t,e):n<63?p(this,t,e):n<1024?function(t,e,r){r.negative=e.negative^t.negative,r.length=t.length+e.length;for(var n=0,i=0,a=0;a<r.length-1;a++){var o=i;i=0;for(var s=67108863&n,l=Math.min(a,e.length-1),u=Math.max(0,a-t.length+1);u<=l;u++){var c=a-u,f=(0|t.words[c])*(0|e.words[u]),h=67108863&f;s=67108863&(h=h+s|0),i+=(o=(o=o+(f/67108864|0)|0)+(h>>>26)|0)>>>26,o&=67108863}r.words[a]=s,n=o,o=i}return 0!==n?r.words[a]=n:r.length--,r.strip()}(this,t,e):v(this,t,e),r},g.prototype.makeRBT=function(t){for(var e=new Array(t),r=a.prototype._countBits(t)-1,n=0;n<t;n++)e[n]=this.revBin(n,r,t);return e},g.prototype.revBin=function(t,e,r){if(0===t||t===r-1)return t;for(var n=0,i=0;i<e;i++)n|=(1&t)<<e-i-1,t>>=1;return n},g.prototype.permute=function(t,e,r,n,i,a){for(var o=0;o<a;o++)n[o]=e[t[o]],i[o]=r[t[o]]},g.prototype.transform=function(t,e,r,n,i,a){this.permute(a,t,e,r,n,i);for(var o=1;o<i;o<<=1)for(var s=o<<1,l=Math.cos(2*Math.PI/s),u=Math.sin(2*Math.PI/s),c=0;c<i;c+=s)for(var f=l,h=u,p=0;p<o;p++){var d=r[c+p],v=n[c+p],g=r[c+p+o],y=n[c+p+o],m=f*g-h*y;y=f*y+h*g,g=m,r[c+p]=d+g,n[c+p]=v+y,r[c+p+o]=d-g,n[c+p+o]=v-y,p!==s&&(m=l*f-u*h,h=l*h+u*f,f=m)}},g.prototype.guessLen13b=function(t,e){var r=1|Math.max(e,t),n=1&r,i=0;for(r=r/2|0;r;r>>>=1)i++;return 1<<i+1+n},g.prototype.conjugate=function(t,e,r){if(!(r<=1))for(var n=0;n<r/2;n++){var i=t[n];t[n]=t[r-n-1],t[r-n-1]=i,i=e[n],e[n]=-e[r-n-1],e[r-n-1]=-i}},g.prototype.normalize13b=function(t,e){for(var r=0,n=0;n<e/2;n++){var i=8192*Math.round(t[2*n+1]/e)+Math.round(t[2*n]/e)+r;t[n]=67108863&i,r=i<67108864?0:i/67108864|0}return t},g.prototype.convert13b=function(t,e,r,i){for(var a=0,o=0;o<e;o++)a+=0|t[o],r[2*o]=8191&a,a>>>=13,r[2*o+1]=8191&a,a>>>=13;for(o=2*e;o<i;++o)r[o]=0;n(0===a),n(0==(-8192&a))},g.prototype.stub=function(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=0;return e},g.prototype.mulp=function(t,e,r){var n=2*this.guessLen13b(t.length,e.length),i=this.makeRBT(n),a=this.stub(n),o=new Array(n),s=new Array(n),l=new Array(n),u=new Array(n),c=new Array(n),f=new Array(n),h=r.words;h.length=n,this.convert13b(t.words,t.length,o,n),this.convert13b(e.words,e.length,u,n),this.transform(o,a,s,l,n,i),this.transform(u,a,c,f,n,i);for(var p=0;p<n;p++){var d=s[p]*c[p]-l[p]*f[p];l[p]=s[p]*f[p]+l[p]*c[p],s[p]=d}return this.conjugate(s,l,n),this.transform(s,l,h,a,n,i),this.conjugate(h,a,n),this.normalize13b(h,n),r.negative=t.negative^e.negative,r.length=t.length+e.length,r.strip()},a.prototype.mul=function(t){var e=new a(null);return e.words=new Array(this.length+t.length),this.mulTo(t,e)},a.prototype.mulf=function(t){var e=new a(null);return e.words=new Array(this.length+t.length),v(this,t,e)},a.prototype.imul=function(t){return this.clone().mulTo(t,this)},a.prototype.imuln=function(t){n(\"number\"==typeof t),n(t<67108864);for(var e=0,r=0;r<this.length;r++){var i=(0|this.words[r])*t,a=(67108863&i)+(67108863&e);e>>=26,e+=i/67108864|0,e+=a>>>26,this.words[r]=67108863&a}return 0!==e&&(this.words[r]=e,this.length++),this},a.prototype.muln=function(t){return this.clone().imuln(t)},a.prototype.sqr=function(){return this.mul(this)},a.prototype.isqr=function(){return this.imul(this.clone())},a.prototype.pow=function(t){var e=function(t){for(var e=new Array(t.bitLength()),r=0;r<e.length;r++){var n=r/26|0,i=r%26;e[r]=(t.words[n]&1<<i)>>>i}return e}(t);if(0===e.length)return new a(1);for(var r=this,n=0;n<e.length&&0===e[n];n++,r=r.sqr());if(++n<e.length)for(var i=r.sqr();n<e.length;n++,i=i.sqr())0!==e[n]&&(r=r.mul(i));return r},a.prototype.iushln=function(t){n(\"number\"==typeof t&&t>=0);var e,r=t%26,i=(t-r)/26,a=67108863>>>26-r<<26-r;if(0!==r){var o=0;for(e=0;e<this.length;e++){var s=this.words[e]&a,l=(0|this.words[e])-s<<r;this.words[e]=l|o,o=s>>>26-r}o&&(this.words[e]=o,this.length++)}if(0!==i){for(e=this.length-1;e>=0;e--)this.words[e+i]=this.words[e];for(e=0;e<i;e++)this.words[e]=0;this.length+=i}return this.strip()},a.prototype.ishln=function(t){return n(0===this.negative),this.iushln(t)},a.prototype.iushrn=function(t,e,r){var i;n(\"number\"==typeof t&&t>=0),i=e?(e-e%26)/26:0;var a=t%26,o=Math.min((t-a)/26,this.length),s=67108863^67108863>>>a<<a,l=r;if(i-=o,i=Math.max(0,i),l){for(var u=0;u<o;u++)l.words[u]=this.words[u];l.length=o}if(0===o);else if(this.length>o)for(this.length-=o,u=0;u<this.length;u++)this.words[u]=this.words[u+o];else this.words[0]=0,this.length=1;var c=0;for(u=this.length-1;u>=0&&(0!==c||u>=i);u--){var f=0|this.words[u];this.words[u]=c<<26-a|f>>>a,c=f&s}return l&&0!==c&&(l.words[l.length++]=c),0===this.length&&(this.words[0]=0,this.length=1),this.strip()},a.prototype.ishrn=function(t,e,r){return n(0===this.negative),this.iushrn(t,e,r)},a.prototype.shln=function(t){return this.clone().ishln(t)},a.prototype.ushln=function(t){return this.clone().iushln(t)},a.prototype.shrn=function(t){return this.clone().ishrn(t)},a.prototype.ushrn=function(t){return this.clone().iushrn(t)},a.prototype.testn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26,i=1<<e;return!(this.length<=r||!(this.words[r]&i))},a.prototype.imaskn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26;if(n(0===this.negative,\"imaskn works only with positive numbers\"),this.length<=r)return this;if(0!==e&&r++,this.length=Math.min(r,this.length),0!==e){var i=67108863^67108863>>>e<<e;this.words[this.length-1]&=i}return this.strip()},a.prototype.maskn=function(t){return this.clone().imaskn(t)},a.prototype.iaddn=function(t){return n(\"number\"==typeof t),n(t<67108864),t<0?this.isubn(-t):0!==this.negative?1===this.length&&(0|this.words[0])<t?(this.words[0]=t-(0|this.words[0]),this.negative=0,this):(this.negative=0,this.isubn(t),this.negative=1,this):this._iaddn(t)},a.prototype._iaddn=function(t){this.words[0]+=t;for(var e=0;e<this.length&&this.words[e]>=67108864;e++)this.words[e]-=67108864,e===this.length-1?this.words[e+1]=1:this.words[e+1]++;return this.length=Math.max(this.length,e+1),this},a.prototype.isubn=function(t){if(n(\"number\"==typeof t),n(t<67108864),t<0)return this.iaddn(-t);if(0!==this.negative)return this.negative=0,this.iaddn(t),this.negative=1,this;if(this.words[0]-=t,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var e=0;e<this.length&&this.words[e]<0;e++)this.words[e]+=67108864,this.words[e+1]-=1;return this.strip()},a.prototype.addn=function(t){return this.clone().iaddn(t)},a.prototype.subn=function(t){return this.clone().isubn(t)},a.prototype.iabs=function(){return this.negative=0,this},a.prototype.abs=function(){return this.clone().iabs()},a.prototype._ishlnsubmul=function(t,e,r){var i,a,o=t.length+r;this._expand(o);var s=0;for(i=0;i<t.length;i++){a=(0|this.words[i+r])+s;var l=(0|t.words[i])*e;s=((a-=67108863&l)>>26)-(l/67108864|0),this.words[i+r]=67108863&a}for(;i<this.length-r;i++)s=(a=(0|this.words[i+r])+s)>>26,this.words[i+r]=67108863&a;if(0===s)return this.strip();for(n(-1===s),s=0,i=0;i<this.length;i++)s=(a=-(0|this.words[i])+s)>>26,this.words[i]=67108863&a;return this.negative=1,this.strip()},a.prototype._wordDiv=function(t,e){var r=(this.length,t.length),n=this.clone(),i=t,o=0|i.words[i.length-1];0!=(r=26-this._countBits(o))&&(i=i.ushln(r),n.iushln(r),o=0|i.words[i.length-1]);var s,l=n.length-i.length;if(\"mod\"!==e){(s=new a(null)).length=l+1,s.words=new Array(s.length);for(var u=0;u<s.length;u++)s.words[u]=0}var c=n.clone()._ishlnsubmul(i,1,l);0===c.negative&&(n=c,s&&(s.words[l]=1));for(var f=l-1;f>=0;f--){var h=67108864*(0|n.words[i.length+f])+(0|n.words[i.length+f-1]);for(h=Math.min(h/o|0,67108863),n._ishlnsubmul(i,h,f);0!==n.negative;)h--,n.negative=0,n._ishlnsubmul(i,1,f),n.isZero()||(n.negative^=1);s&&(s.words[f]=h)}return s&&s.strip(),n.strip(),\"div\"!==e&&0!==r&&n.iushrn(r),{div:s||null,mod:n}},a.prototype.divmod=function(t,e,r){return n(!t.isZero()),this.isZero()?{div:new a(0),mod:new a(0)}:0!==this.negative&&0===t.negative?(s=this.neg().divmod(t,e),\"mod\"!==e&&(i=s.div.neg()),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.iadd(t)),{div:i,mod:o}):0===this.negative&&0!==t.negative?(s=this.divmod(t.neg(),e),\"mod\"!==e&&(i=s.div.neg()),{div:i,mod:s.mod}):0!=(this.negative&t.negative)?(s=this.neg().divmod(t.neg(),e),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.isub(t)),{div:s.div,mod:o}):t.length>this.length||this.cmp(t)<0?{div:new a(0),mod:this}:1===t.length?\"div\"===e?{div:this.divn(t.words[0]),mod:null}:\"mod\"===e?{div:null,mod:new a(this.modn(t.words[0]))}:{div:this.divn(t.words[0]),mod:new a(this.modn(t.words[0]))}:this._wordDiv(t,e);var i,o,s},a.prototype.div=function(t){return this.divmod(t,\"div\",!1).div},a.prototype.mod=function(t){return this.divmod(t,\"mod\",!1).mod},a.prototype.umod=function(t){return this.divmod(t,\"mod\",!0).mod},a.prototype.divRound=function(t){var e=this.divmod(t);if(e.mod.isZero())return e.div;var r=0!==e.div.negative?e.mod.isub(t):e.mod,n=t.ushrn(1),i=t.andln(1),a=r.cmp(n);return a<0||1===i&&0===a?e.div:0!==e.div.negative?e.div.isubn(1):e.div.iaddn(1)},a.prototype.modn=function(t){n(t<=67108863);for(var e=(1<<26)%t,r=0,i=this.length-1;i>=0;i--)r=(e*r+(0|this.words[i]))%t;return r},a.prototype.idivn=function(t){n(t<=67108863);for(var e=0,r=this.length-1;r>=0;r--){var i=(0|this.words[r])+67108864*e;this.words[r]=i/t|0,e=i%t}return this.strip()},a.prototype.divn=function(t){return this.clone().idivn(t)},a.prototype.egcd=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var i=new a(1),o=new a(0),s=new a(0),l=new a(1),u=0;e.isEven()&&r.isEven();)e.iushrn(1),r.iushrn(1),++u;for(var c=r.clone(),f=e.clone();!e.isZero();){for(var h=0,p=1;0==(e.words[0]&p)&&h<26;++h,p<<=1);if(h>0)for(e.iushrn(h);h-- >0;)(i.isOdd()||o.isOdd())&&(i.iadd(c),o.isub(f)),i.iushrn(1),o.iushrn(1);for(var d=0,v=1;0==(r.words[0]&v)&&d<26;++d,v<<=1);if(d>0)for(r.iushrn(d);d-- >0;)(s.isOdd()||l.isOdd())&&(s.iadd(c),l.isub(f)),s.iushrn(1),l.iushrn(1);e.cmp(r)>=0?(e.isub(r),i.isub(s),o.isub(l)):(r.isub(e),s.isub(i),l.isub(o))}return{a:s,b:l,gcd:r.iushln(u)}},a.prototype._invmp=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var i,o=new a(1),s=new a(0),l=r.clone();e.cmpn(1)>0&&r.cmpn(1)>0;){for(var u=0,c=1;0==(e.words[0]&c)&&u<26;++u,c<<=1);if(u>0)for(e.iushrn(u);u-- >0;)o.isOdd()&&o.iadd(l),o.iushrn(1);for(var f=0,h=1;0==(r.words[0]&h)&&f<26;++f,h<<=1);if(f>0)for(r.iushrn(f);f-- >0;)s.isOdd()&&s.iadd(l),s.iushrn(1);e.cmp(r)>=0?(e.isub(r),o.isub(s)):(r.isub(e),s.isub(o))}return(i=0===e.cmpn(1)?o:s).cmpn(0)<0&&i.iadd(t),i},a.prototype.gcd=function(t){if(this.isZero())return t.abs();if(t.isZero())return this.abs();var e=this.clone(),r=t.clone();e.negative=0,r.negative=0;for(var n=0;e.isEven()&&r.isEven();n++)e.iushrn(1),r.iushrn(1);for(;;){for(;e.isEven();)e.iushrn(1);for(;r.isEven();)r.iushrn(1);var i=e.cmp(r);if(i<0){var a=e;e=r,r=a}else if(0===i||0===r.cmpn(1))break;e.isub(r)}return r.iushln(n)},a.prototype.invm=function(t){return this.egcd(t).a.umod(t)},a.prototype.isEven=function(){return 0==(1&this.words[0])},a.prototype.isOdd=function(){return 1==(1&this.words[0])},a.prototype.andln=function(t){return this.words[0]&t},a.prototype.bincn=function(t){n(\"number\"==typeof t);var e=t%26,r=(t-e)/26,i=1<<e;if(this.length<=r)return this._expand(r+1),this.words[r]|=i,this;for(var a=i,o=r;0!==a&&o<this.length;o++){var s=0|this.words[o];a=(s+=a)>>>26,s&=67108863,this.words[o]=s}return 0!==a&&(this.words[o]=a,this.length++),this},a.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},a.prototype.cmpn=function(t){var e,r=t<0;if(0!==this.negative&&!r)return-1;if(0===this.negative&&r)return 1;if(this.strip(),this.length>1)e=1;else{r&&(t=-t),n(t<=67108863,\"Number is too big\");var i=0|this.words[0];e=i===t?0:i<t?-1:1}return 0!==this.negative?0|-e:e},a.prototype.cmp=function(t){if(0!==this.negative&&0===t.negative)return-1;if(0===this.negative&&0!==t.negative)return 1;var e=this.ucmp(t);return 0!==this.negative?0|-e:e},a.prototype.ucmp=function(t){if(this.length>t.length)return 1;if(this.length<t.length)return-1;for(var e=0,r=this.length-1;r>=0;r--){var n=0|this.words[r],i=0|t.words[r];if(n!==i){n<i?e=-1:n>i&&(e=1);break}}return e},a.prototype.gtn=function(t){return 1===this.cmpn(t)},a.prototype.gt=function(t){return 1===this.cmp(t)},a.prototype.gten=function(t){return this.cmpn(t)>=0},a.prototype.gte=function(t){return this.cmp(t)>=0},a.prototype.ltn=function(t){return-1===this.cmpn(t)},a.prototype.lt=function(t){return-1===this.cmp(t)},a.prototype.lten=function(t){return this.cmpn(t)<=0},a.prototype.lte=function(t){return this.cmp(t)<=0},a.prototype.eqn=function(t){return 0===this.cmpn(t)},a.prototype.eq=function(t){return 0===this.cmp(t)},a.red=function(t){return new T(t)},a.prototype.toRed=function(t){return n(!this.red,\"Already a number in reduction context\"),n(0===this.negative,\"red works only with positives\"),t.convertTo(this)._forceRed(t)},a.prototype.fromRed=function(){return n(this.red,\"fromRed works only with numbers in reduction context\"),this.red.convertFrom(this)},a.prototype._forceRed=function(t){return this.red=t,this},a.prototype.forceRed=function(t){return n(!this.red,\"Already a number in reduction context\"),this._forceRed(t)},a.prototype.redAdd=function(t){return n(this.red,\"redAdd works only with red numbers\"),this.red.add(this,t)},a.prototype.redIAdd=function(t){return n(this.red,\"redIAdd works only with red numbers\"),this.red.iadd(this,t)},a.prototype.redSub=function(t){return n(this.red,\"redSub works only with red numbers\"),this.red.sub(this,t)},a.prototype.redISub=function(t){return n(this.red,\"redISub works only with red numbers\"),this.red.isub(this,t)},a.prototype.redShl=function(t){return n(this.red,\"redShl works only with red numbers\"),this.red.shl(this,t)},a.prototype.redMul=function(t){return n(this.red,\"redMul works only with red numbers\"),this.red._verify2(this,t),this.red.mul(this,t)},a.prototype.redIMul=function(t){return n(this.red,\"redMul works only with red numbers\"),this.red._verify2(this,t),this.red.imul(this,t)},a.prototype.redSqr=function(){return n(this.red,\"redSqr works only with red numbers\"),this.red._verify1(this),this.red.sqr(this)},a.prototype.redISqr=function(){return n(this.red,\"redISqr works only with red numbers\"),this.red._verify1(this),this.red.isqr(this)},a.prototype.redSqrt=function(){return n(this.red,\"redSqrt works only with red numbers\"),this.red._verify1(this),this.red.sqrt(this)},a.prototype.redInvm=function(){return n(this.red,\"redInvm works only with red numbers\"),this.red._verify1(this),this.red.invm(this)},a.prototype.redNeg=function(){return n(this.red,\"redNeg works only with red numbers\"),this.red._verify1(this),this.red.neg(this)},a.prototype.redPow=function(t){return n(this.red&&!t.red,\"redPow(normalNum)\"),this.red._verify1(this),this.red.pow(this,t)};var y={k256:null,p224:null,p192:null,p25519:null};function m(t,e){this.name=t,this.p=new a(e,16),this.n=this.p.bitLength(),this.k=new a(1).iushln(this.n).isub(this.p),this.tmp=this._tmp()}function x(){m.call(this,\"k256\",\"ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe fffffc2f\")}function b(){m.call(this,\"p224\",\"ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001\")}function _(){m.call(this,\"p192\",\"ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff\")}function w(){m.call(this,\"25519\",\"7fffffffffffffff ffffffffffffffff ffffffffffffffff ffffffffffffffed\")}function T(t){if(\"string\"==typeof t){var e=a._prime(t);this.m=e.p,this.prime=e}else n(t.gtn(1),\"modulus must be greater than 1\"),this.m=t,this.prime=null}function k(t){T.call(this,t),this.shift=this.m.bitLength(),this.shift%26!=0&&(this.shift+=26-this.shift%26),this.r=new a(1).iushln(this.shift),this.r2=this.imod(this.r.sqr()),this.rinv=this.r._invmp(this.m),this.minv=this.rinv.mul(this.r).isubn(1).div(this.m),this.minv=this.minv.umod(this.r),this.minv=this.r.sub(this.minv)}m.prototype._tmp=function(){var t=new a(null);return t.words=new Array(Math.ceil(this.n/13)),t},m.prototype.ireduce=function(t){var e,r=t;do{this.split(r,this.tmp),e=(r=(r=this.imulK(r)).iadd(this.tmp)).bitLength()}while(e>this.n);var n=e<this.n?-1:r.ucmp(this.p);return 0===n?(r.words[0]=0,r.length=1):n>0?r.isub(this.p):void 0!==r.strip?r.strip():r._strip(),r},m.prototype.split=function(t,e){t.iushrn(this.n,0,e)},m.prototype.imulK=function(t){return t.imul(this.k)},i(x,m),x.prototype.split=function(t,e){for(var r=4194303,n=Math.min(t.length,9),i=0;i<n;i++)e.words[i]=t.words[i];if(e.length=n,t.length<=9)return t.words[0]=0,void(t.length=1);var a=t.words[9];for(e.words[e.length++]=a&r,i=10;i<t.length;i++){var o=0|t.words[i];t.words[i-10]=(o&r)<<4|a>>>22,a=o}a>>>=22,t.words[i-10]=a,0===a&&t.length>10?t.length-=10:t.length-=9},x.prototype.imulK=function(t){t.words[t.length]=0,t.words[t.length+1]=0,t.length+=2;for(var e=0,r=0;r<t.length;r++){var n=0|t.words[r];e+=977*n,t.words[r]=67108863&e,e=64*n+(e/67108864|0)}return 0===t.words[t.length-1]&&(t.length--,0===t.words[t.length-1]&&t.length--),t},i(b,m),i(_,m),i(w,m),w.prototype.imulK=function(t){for(var e=0,r=0;r<t.length;r++){var n=19*(0|t.words[r])+e,i=67108863&n;n>>>=26,t.words[r]=i,e=n}return 0!==e&&(t.words[t.length++]=e),t},a._prime=function(t){if(y[t])return y[t];var e;if(\"k256\"===t)e=new x;else if(\"p224\"===t)e=new b;else if(\"p192\"===t)e=new _;else{if(\"p25519\"!==t)throw new Error(\"Unknown prime \"+t);e=new w}return y[t]=e,e},T.prototype._verify1=function(t){n(0===t.negative,\"red works only with positives\"),n(t.red,\"red works only with red numbers\")},T.prototype._verify2=function(t,e){n(0==(t.negative|e.negative),\"red works only with positives\"),n(t.red&&t.red===e.red,\"red works only with red numbers\")},T.prototype.imod=function(t){return this.prime?this.prime.ireduce(t)._forceRed(this):t.umod(this.m)._forceRed(this)},T.prototype.neg=function(t){return t.isZero()?t.clone():this.m.sub(t)._forceRed(this)},T.prototype.add=function(t,e){this._verify2(t,e);var r=t.add(e);return r.cmp(this.m)>=0&&r.isub(this.m),r._forceRed(this)},T.prototype.iadd=function(t,e){this._verify2(t,e);var r=t.iadd(e);return r.cmp(this.m)>=0&&r.isub(this.m),r},T.prototype.sub=function(t,e){this._verify2(t,e);var r=t.sub(e);return r.cmpn(0)<0&&r.iadd(this.m),r._forceRed(this)},T.prototype.isub=function(t,e){this._verify2(t,e);var r=t.isub(e);return r.cmpn(0)<0&&r.iadd(this.m),r},T.prototype.shl=function(t,e){return this._verify1(t),this.imod(t.ushln(e))},T.prototype.imul=function(t,e){return this._verify2(t,e),this.imod(t.imul(e))},T.prototype.mul=function(t,e){return this._verify2(t,e),this.imod(t.mul(e))},T.prototype.isqr=function(t){return this.imul(t,t.clone())},T.prototype.sqr=function(t){return this.mul(t,t)},T.prototype.sqrt=function(t){if(t.isZero())return t.clone();var e=this.m.andln(3);if(n(e%2==1),3===e){var r=this.m.add(new a(1)).iushrn(2);return this.pow(t,r)}for(var i=this.m.subn(1),o=0;!i.isZero()&&0===i.andln(1);)o++,i.iushrn(1);n(!i.isZero());var s=new a(1).toRed(this),l=s.redNeg(),u=this.m.subn(1).iushrn(1),c=this.m.bitLength();for(c=new a(2*c*c).toRed(this);0!==this.pow(c,u).cmp(l);)c.redIAdd(l);for(var f=this.pow(c,i),h=this.pow(t,i.addn(1).iushrn(1)),p=this.pow(t,i),d=o;0!==p.cmp(s);){for(var v=p,g=0;0!==v.cmp(s);g++)v=v.redSqr();n(g<d);var y=this.pow(f,new a(1).iushln(d-g-1));h=h.redMul(y),f=y.redSqr(),p=p.redMul(f),d=g}return h},T.prototype.invm=function(t){var e=t._invmp(this.m);return 0!==e.negative?(e.negative=0,this.imod(e).redNeg()):this.imod(e)},T.prototype.pow=function(t,e){if(e.isZero())return new a(1).toRed(this);if(0===e.cmpn(1))return t.clone();var r=new Array(16);r[0]=new a(1).toRed(this),r[1]=t;for(var n=2;n<r.length;n++)r[n]=this.mul(r[n-1],t);var i=r[0],o=0,s=0,l=e.bitLength()%26;for(0===l&&(l=26),n=e.length-1;n>=0;n--){for(var u=e.words[n],c=l-1;c>=0;c--){var f=u>>c&1;i!==r[0]&&(i=this.sqr(i)),0!==f||0!==o?(o<<=1,o|=f,(4==++s||0===n&&0===c)&&(i=this.mul(i,r[o]),s=0,o=0)):s=0}l=26}return i},T.prototype.convertTo=function(t){var e=t.umod(this.m);return e===t?e.clone():e},T.prototype.convertFrom=function(t){var e=t.clone();return e.red=null,e},a.mont=function(t){return new k(t)},i(k,T),k.prototype.convertTo=function(t){return this.imod(t.ushln(this.shift))},k.prototype.convertFrom=function(t){var e=this.imod(t.mul(this.rinv));return e.red=null,e},k.prototype.imul=function(t,e){if(t.isZero()||e.isZero())return t.words[0]=0,t.length=1,t;var r=t.imul(e),n=r.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),i=r.isub(n).iushrn(this.shift),a=i;return i.cmp(this.m)>=0?a=i.isub(this.m):i.cmpn(0)<0&&(a=i.iadd(this.m)),a._forceRed(this)},k.prototype.mul=function(t,e){if(t.isZero()||e.isZero())return new a(0)._forceRed(this);var 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if(h.right===s){if(!(d=p.left)||0!==d._color){p._color=0,p.right=h.left,h._color=1,h.left=p,l[f-2]=h,l[f-1]=s,i(p),i(h),f>=3&&((v=l[f-3]).right===p?v.right=h:v.left=h);break}h._color=1,p.left=n(1,d),p._color=0,f-=1}else{var d;if(!(d=p.left)||0!==d._color){var v;h.left=s.right,p._color=0,p.right=s.left,s._color=1,s.right=h,s.left=p,l[f-2]=s,l[f-1]=h,i(p),i(h),i(s),f>=3&&((v=l[f-3]).right===p?v.right=s:v.left=s);break}h._color=1,p.left=n(1,d),p._color=0,f-=1}}return l[0]._color=1,new a(o,l[0])},o.forEach=function(t,e,r){if(this.root)switch(arguments.length){case 1:return s(t,this.root);case 2:return l(e,this._compare,t,this.root);case 3:if(this._compare(e,r)>=0)return;return u(e,r,this._compare,t,this.root)}},Object.defineProperty(o,\"begin\",{get:function(){for(var t=[],e=this.root;e;)t.push(e),e=e.left;return new c(this,t)}}),Object.defineProperty(o,\"end\",{get:function(){for(var t=[],e=this.root;e;)t.push(e),e=e.right;return new c(this,t)}}),o.at=function(t){if(t<0)return new c(this,[]);for(var e=this.root,r=[];;){if(r.push(e),e.left){if(t<e.left._count){e=e.left;continue}t-=e.left._count}if(!t)return new c(this,r);if(t-=1,!e.right)break;if(t>=e.right._count)break;e=e.right}return new c(this,[])},o.ge=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a<=0&&(i=n.length),r=a<=0?r.left:r.right}return n.length=i,new c(this,n)},o.gt=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a<0&&(i=n.length),r=a<0?r.left:r.right}return n.length=i,new c(this,n)},o.lt=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a>0&&(i=n.length),r=a<=0?r.left:r.right}return n.length=i,new c(this,n)},o.le=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a>=0&&(i=n.length),r=a<0?r.left:r.right}return n.length=i,new c(this,n)},o.find=function(t){for(var e=this._compare,r=this.root,n=[];r;){var i=e(t,r.key);if(n.push(r),0===i)return new c(this,n);r=i<=0?r.left:r.right}return new c(this,[])},o.remove=function(t){var e=this.find(t);return e?e.remove():this},o.get=function(t){for(var e=this._compare,r=this.root;r;){var n=e(t,r.key);if(0===n)return r.value;r=n<=0?r.left:r.right}};var f=c.prototype;function h(t,e){t.key=e.key,t.value=e.value,t.left=e.left,t.right=e.right,t._color=e._color,t._count=e._count}function p(t,e){return t<e?-1:t>e?1:0}Object.defineProperty(f,\"valid\",{get:function(){return this._stack.length>0}}),Object.defineProperty(f,\"node\",{get:function(){return this._stack.length>0?this._stack[this._stack.length-1]:null},enumerable:!0}),f.clone=function(){return new c(this.tree,this._stack.slice())},f.remove=function(){var t=this._stack;if(0===t.length)return this.tree;var o=new Array(t.length),s=t[t.length-1];o[o.length-1]=new e(s._color,s.key,s.value,s.left,s.right,s._count);for(var l=t.length-2;l>=0;--l)(s=t[l]).left===t[l+1]?o[l]=new e(s._color,s.key,s.value,o[l+1],s.right,s._count):o[l]=new e(s._color,s.key,s.value,s.left,o[l+1],s._count);if((s=o[o.length-1]).left&&s.right){var u=o.length;for(s=s.left;s.right;)o.push(s),s=s.right;var c=o[u-1];for(o.push(new e(s._color,c.key,c.value,s.left,s.right,s._count)),o[u-1].key=s.key,o[u-1].value=s.value,l=o.length-2;l>=u;--l)s=o[l],o[l]=new e(s._color,s.key,s.value,s.left,o[l+1],s._count);o[u-1].left=o[u]}if(0===(s=o[o.length-1])._color){var f=o[o.length-2];for(f.left===s?f.left=null:f.right===s&&(f.right=null),o.pop(),l=0;l<o.length;++l)o[l]._count--;return new a(this.tree._compare,o[0])}if(s.left||s.right){for(s.left?h(s,s.left):s.right&&h(s,s.right),s._color=1,l=0;l<o.length-1;++l)o[l]._count--;return new a(this.tree._compare,o[0])}if(1===o.length)return new a(this.tree._compare,null);for(l=0;l<o.length;++l)o[l]._count--;var p=o[o.length-2];return function(t){for(var e,a,o,s,l=t.length-1;l>=0;--l){if(e=t[l],0===l)return void(e._color=1);if((a=t[l-1]).left===e){if((o=a.right).right&&0===o.right._color)return s=(o=a.right=r(o)).right=r(o.right),a.right=o.left,o.left=a,o.right=s,o._color=a._color,e._color=1,a._color=1,s._color=1,i(a),i(o),l>1&&((u=t[l-2]).left===a?u.left=o:u.right=o),void(t[l-1]=o);if(o.left&&0===o.left._color)return s=(o=a.right=r(o)).left=r(o.left),a.right=s.left,o.left=s.right,s.left=a,s.right=o,s._color=a._color,a._color=1,o._color=1,e._color=1,i(a),i(o),i(s),l>1&&((u=t[l-2]).left===a?u.left=s:u.right=s),void(t[l-1]=s);if(1===o._color){if(0===a._color)return a._color=1,void(a.right=n(0,o));a.right=n(0,o);continue}o=r(o),a.right=o.left,o.left=a,o._color=a._color,a._color=0,i(a),i(o),l>1&&((u=t[l-2]).left===a?u.left=o:u.right=o),t[l-1]=o,t[l]=a,l+1<t.length?t[l+1]=e:t.push(e),l+=2}else{if((o=a.left).left&&0===o.left._color)return s=(o=a.left=r(o)).left=r(o.left),a.left=o.right,o.right=a,o.left=s,o._color=a._color,e._color=1,a._color=1,s._color=1,i(a),i(o),l>1&&((u=t[l-2]).right===a?u.right=o:u.left=o),void(t[l-1]=o);if(o.right&&0===o.right._color)return s=(o=a.left=r(o)).right=r(o.right),a.left=s.right,o.right=s.left,s.right=a,s.left=o,s._color=a._color,a._color=1,o._color=1,e._color=1,i(a),i(o),i(s),l>1&&((u=t[l-2]).right===a?u.right=s:u.left=s),void(t[l-1]=s);if(1===o._color){if(0===a._color)return a._color=1,void(a.left=n(0,o));a.left=n(0,o);continue}var u;o=r(o),a.left=o.right,o.right=a,o._color=a._color,a._color=0,i(a),i(o),l>1&&((u=t[l-2]).right===a?u.right=o:u.left=o),t[l-1]=o,t[l]=a,l+1<t.length?t[l+1]=e:t.push(e),l+=2}}}(o),p.left===s?p.left=null:p.right=null,new a(this.tree._compare,o[0])},Object.defineProperty(f,\"key\",{get:function(){if(this._stack.length>0)return this._stack[this._stack.length-1].key},enumerable:!0}),Object.defineProperty(f,\"value\",{get:function(){if(this._stack.length>0)return this._stack[this._stack.length-1].value},enumerable:!0}),Object.defineProperty(f,\"index\",{get:function(){var t=0,e=this._stack;if(0===e.length){var r=this.tree.root;return r?r._count:0}e[e.length-1].left&&(t=e[e.length-1].left._count);for(var n=e.length-2;n>=0;--n)e[n+1]===e[n].right&&(++t,e[n].left&&(t+=e[n].left._count));return t},enumerable:!0}),f.next=function(){var t=this._stack;if(0!==t.length){var e=t[t.length-1];if(e.right)for(e=e.right;e;)t.push(e),e=e.left;else for(t.pop();t.length>0&&t[t.length-1].right===e;)e=t[t.length-1],t.pop()}},Object.defineProperty(f,\"hasNext\",{get:function(){var t=this._stack;if(0===t.length)return!1;if(t[t.length-1].right)return!0;for(var e=t.length-1;e>0;--e)if(t[e-1].left===t[e])return!0;return!1}}),f.update=function(t){var r=this._stack;if(0===r.length)throw new Error(\"Can't update empty node!\");var n=new Array(r.length),i=r[r.length-1];n[n.length-1]=new e(i._color,i.key,t,i.left,i.right,i._count);for(var o=r.length-2;o>=0;--o)(i=r[o]).left===r[o+1]?n[o]=new e(i._color,i.key,i.value,n[o+1],i.right,i._count):n[o]=new e(i._color,i.key,i.value,i.left,n[o+1],i._count);return new a(this.tree._compare,n[0])},f.prev=function(){var t=this._stack;if(0!==t.length){var e=t[t.length-1];if(e.left)for(e=e.left;e;)t.push(e),e=e.right;else for(t.pop();t.length>0&&t[t.length-1].left===e;)e=t[t.length-1],t.pop()}},Object.defineProperty(f,\"hasPrev\",{get:function(){var t=this._stack;if(0===t.length)return!1;if(t[t.length-1].left)return!0;for(var e=t.length-1;e>0;--e)if(t[e-1].right===t[e])return!0;return!1}})},7453:function(t,e,r){\"use strict\";t.exports=function(t,e){var r=new c(t);return r.update(e),r};var n=r(9557),i=r(1681),a=r(1011),o=r(2864),s=r(8468),l=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]);function u(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function c(t){this.gl=t,this.pixelRatio=1,this.bounds=[[-10,-10,-10],[10,10,10]],this.ticks=[[],[],[]],this.autoTicks=!0,this.tickSpacing=[1,1,1],this.tickEnable=[!0,!0,!0],this.tickFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.tickSize=[12,12,12],this.tickAngle=[0,0,0],this.tickAlign=[\"auto\",\"auto\",\"auto\"],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[10,10,10],this.lastCubeProps={cubeEdges:[0,0,0],axis:[0,0,0]},this.labels=[\"x\",\"y\",\"z\"],this.labelEnable=[!0,!0,!0],this.labelFont=\"sans-serif\",this.labelSize=[20,20,20],this.labelAngle=[0,0,0],this.labelAlign=[\"auto\",\"auto\",\"auto\"],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[10,10,10],this.lineEnable=[!0,!0,!0],this.lineMirror=[!1,!1,!1],this.lineWidth=[1,1,1],this.lineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.lineTickEnable=[!0,!0,!0],this.lineTickMirror=[!1,!1,!1],this.lineTickLength=[0,0,0],this.lineTickWidth=[1,1,1],this.lineTickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.gridEnable=[!0,!0,!0],this.gridWidth=[1,1,1],this.gridColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroEnable=[!0,!0,!0],this.zeroLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroLineWidth=[2,2,2],this.backgroundEnable=[!1,!1,!1],this.backgroundColor=[[.8,.8,.8,.5],[.8,.8,.8,.5],[.8,.8,.8,.5]],this._firstInit=!0,this._text=null,this._lines=null,this._background=a(t)}var f=c.prototype;function h(){this.primalOffset=[0,0,0],this.primalMinor=[0,0,0],this.mirrorOffset=[0,0,0],this.mirrorMinor=[0,0,0]}f.update=function(t){function e(e,r,n){if(n in t){var i,a=t[n],o=this[n];(e?Array.isArray(a)&&Array.isArray(a[0]):Array.isArray(a))?this[n]=i=[r(a[0]),r(a[1]),r(a[2])]:this[n]=i=[r(a),r(a),r(a)];for(var s=0;s<3;++s)if(i[s]!==o[s])return!0}return!1}t=t||{};var r,a=e.bind(this,!1,Number),o=e.bind(this,!1,Boolean),l=e.bind(this,!1,String),u=e.bind(this,!0,(function(t){if(Array.isArray(t)){if(3===t.length)return[+t[0],+t[1],+t[2],1];if(4===t.length)return[+t[0],+t[1],+t[2],+t[3]]}return[0,0,0,1]})),c=!1,f=!1;if(\"bounds\"in t)for(var h=t.bounds,p=0;p<2;++p)for(var d=0;d<3;++d)h[p][d]!==this.bounds[p][d]&&(f=!0),this.bounds[p][d]=h[p][d];if(\"ticks\"in t)for(r=t.ticks,c=!0,this.autoTicks=!1,p=0;p<3;++p)this.tickSpacing[p]=0;else a(\"tickSpacing\")&&(this.autoTicks=!0,f=!0);if(this._firstInit&&(\"ticks\"in t||\"tickSpacing\"in t||(this.autoTicks=!0),f=!0,c=!0,this._firstInit=!1),f&&this.autoTicks&&(r=s.create(this.bounds,this.tickSpacing),c=!0),c){for(p=0;p<3;++p)r[p].sort((function(t,e){return t.x-e.x}));s.equal(r,this.ticks)?c=!1:this.ticks=r}o(\"tickEnable\"),l(\"tickFont\")&&(c=!0),a(\"tickSize\"),a(\"tickAngle\"),a(\"tickPad\"),u(\"tickColor\");var v=l(\"labels\");l(\"labelFont\")&&(v=!0),o(\"labelEnable\"),a(\"labelSize\"),a(\"labelPad\"),u(\"labelColor\"),o(\"lineEnable\"),o(\"lineMirror\"),a(\"lineWidth\"),u(\"lineColor\"),o(\"lineTickEnable\"),o(\"lineTickMirror\"),a(\"lineTickLength\"),a(\"lineTickWidth\"),u(\"lineTickColor\"),o(\"gridEnable\"),a(\"gridWidth\"),u(\"gridColor\"),o(\"zeroEnable\"),u(\"zeroLineColor\"),a(\"zeroLineWidth\"),o(\"backgroundEnable\"),u(\"backgroundColor\"),this._text?this._text&&(v||c)&&this._text.update(this.bounds,this.labels,this.labelFont,this.ticks,this.tickFont):this._text=n(this.gl,this.bounds,this.labels,this.labelFont,this.ticks,this.tickFont),this._lines&&c&&(this._lines.dispose(),this._lines=null),this._lines||(this._lines=i(this.gl,this.bounds,this.ticks))};var p=[new h,new h,new h];function d(t,e,r,n,i){for(var a=t.primalOffset,o=t.primalMinor,s=t.mirrorOffset,l=t.mirrorMinor,u=n[e],c=0;c<3;++c)if(e!==c){var f=a,h=s,p=o,d=l;u&1<<c&&(f=s,h=a,p=l,d=o),f[c]=r[0][c],h[c]=r[1][c],i[c]>0?(p[c]=-1,d[c]=0):(p[c]=0,d[c]=1)}}var v=[0,0,0],g={model:l,view:l,projection:l,_ortho:!1};f.isOpaque=function(){return!0},f.isTransparent=function(){return!1},f.drawTransparent=function(t){};var y=[0,0,0],m=[0,0,0],x=[0,0,0];f.draw=function(t){t=t||g;for(var e=this.gl,r=t.model||l,n=t.view||l,i=t.projection||l,a=this.bounds,s=t._ortho||!1,c=o(r,n,i,a,s),f=c.cubeEdges,h=c.axis,b=n[12],_=n[13],w=n[14],T=n[15],k=(s?2:1)*this.pixelRatio*(i[3]*b+i[7]*_+i[11]*w+i[15]*T)/e.drawingBufferHeight,A=0;A<3;++A)this.lastCubeProps.cubeEdges[A]=f[A],this.lastCubeProps.axis[A]=h[A];var M=p;for(A=0;A<3;++A)d(p[A],A,this.bounds,f,h);e=this.gl;var S,E,L,C=v;for(A=0;A<3;++A)this.backgroundEnable[A]?C[A]=h[A]:C[A]=0;for(this._background.draw(r,n,i,a,C,this.backgroundColor),this._lines.bind(r,n,i,this),A=0;A<3;++A){var P=[0,0,0];h[A]>0?P[A]=a[1][A]:P[A]=a[0][A];for(var O=0;O<2;++O){var I=(A+1+O)%3,D=(A+1+(1^O))%3;this.gridEnable[I]&&this._lines.drawGrid(I,D,this.bounds,P,this.gridColor[I],this.gridWidth[I]*this.pixelRatio)}for(O=0;O<2;++O)I=(A+1+O)%3,D=(A+1+(1^O))%3,this.zeroEnable[D]&&Math.min(a[0][D],a[1][D])<=0&&Math.max(a[0][D],a[1][D])>=0&&this._lines.drawZero(I,D,this.bounds,P,this.zeroLineColor[D],this.zeroLineWidth[D]*this.pixelRatio)}for(A=0;A<3;++A){this.lineEnable[A]&&this._lines.drawAxisLine(A,this.bounds,M[A].primalOffset,this.lineColor[A],this.lineWidth[A]*this.pixelRatio),this.lineMirror[A]&&this._lines.drawAxisLine(A,this.bounds,M[A].mirrorOffset,this.lineColor[A],this.lineWidth[A]*this.pixelRatio);var z=u(y,M[A].primalMinor),R=u(m,M[A].mirrorMinor),F=this.lineTickLength;for(O=0;O<3;++O){var B=k/r[5*O];z[O]*=F[O]*B,R[O]*=F[O]*B}this.lineTickEnable[A]&&this._lines.drawAxisTicks(A,M[A].primalOffset,z,this.lineTickColor[A],this.lineTickWidth[A]*this.pixelRatio),this.lineTickMirror[A]&&this._lines.drawAxisTicks(A,M[A].mirrorOffset,R,this.lineTickColor[A],this.lineTickWidth[A]*this.pixelRatio)}function N(t){(L=[0,0,0])[t]=1}function j(t,e,r){var n=(t+1)%3,i=(t+2)%3,a=e[n],o=e[i],s=r[n],l=r[i];a>0&&l>0||a>0&&l<0||a<0&&l>0||a<0&&l<0?N(n):(o>0&&s>0||o>0&&s<0||o<0&&s>0||o<0&&s<0)&&N(i)}for(this._lines.unbind(),this._text.bind(r,n,i,this.pixelRatio),A=0;A<3;++A){var U=M[A].primalMinor,V=M[A].mirrorMinor,q=u(x,M[A].primalOffset);for(O=0;O<3;++O)this.lineTickEnable[A]&&(q[O]+=k*U[O]*Math.max(this.lineTickLength[O],0)/r[5*O]);var H=[0,0,0];if(H[A]=1,this.tickEnable[A]){for(-3600===this.tickAngle[A]?(this.tickAngle[A]=0,this.tickAlign[A]=\"auto\"):this.tickAlign[A]=-1,E=1,\"auto\"===(S=[this.tickAlign[A],.5,E])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]),L=[0,0,0],j(A,U,V),O=0;O<3;++O)q[O]+=k*U[O]*this.tickPad[O]/r[5*O];this._text.drawTicks(A,this.tickSize[A],this.tickAngle[A],q,this.tickColor[A],H,L,S)}if(this.labelEnable[A]){for(E=0,L=[0,0,0],this.labels[A].length>4&&(N(A),E=1),\"auto\"===(S=[this.labelAlign[A],.5,E])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]),O=0;O<3;++O)q[O]+=k*U[O]*this.labelPad[O]/r[5*O];q[A]+=.5*(a[0][A]+a[1][A]),this._text.drawLabel(A,this.labelSize[A],this.labelAngle[A],q,this.labelColor[A],[0,0,0],L,S)}}this._text.unbind()},f.dispose=function(){this._text.dispose(),this._lines.dispose(),this._background.dispose(),this._lines=null,this._text=null,this._background=null,this.gl=null}},1011:function(t,e,r){\"use strict\";t.exports=function(t){for(var e=[],r=[],s=0,l=0;l<3;++l)for(var u=(l+1)%3,c=(l+2)%3,f=[0,0,0],h=[0,0,0],p=-1;p<=1;p+=2){r.push(s,s+2,s+1,s+1,s+2,s+3),f[l]=p,h[l]=p;for(var d=-1;d<=1;d+=2){f[u]=d;for(var v=-1;v<=1;v+=2)f[c]=v,e.push(f[0],f[1],f[2],h[0],h[1],h[2]),s+=1}var g=u;u=c,c=g}var y=n(t,new Float32Array(e)),m=n(t,new Uint16Array(r),t.ELEMENT_ARRAY_BUFFER),x=i(t,[{buffer:y,type:t.FLOAT,size:3,offset:0,stride:24},{buffer:y,type:t.FLOAT,size:3,offset:12,stride:24}],m),b=a(t);return b.attributes.position.location=0,b.attributes.normal.location=1,new o(t,y,x,b)};var n=r(5827),i=r(2944),a=r(1943).bg;function o(t,e,r,n){this.gl=t,this.buffer=e,this.vao=r,this.shader=n}var s=o.prototype;s.draw=function(t,e,r,n,i,a){for(var o=!1,s=0;s<3;++s)o=o||i[s];if(o){var l=this.gl;l.enable(l.POLYGON_OFFSET_FILL),l.polygonOffset(1,2),this.shader.bind(),this.shader.uniforms={model:t,view:e,projection:r,bounds:n,enable:i,colors:a},this.vao.bind(),this.vao.draw(this.gl.TRIANGLES,36),this.vao.unbind(),l.disable(l.POLYGON_OFFSET_FILL)}},s.dispose=function(){this.vao.dispose(),this.buffer.dispose(),this.shader.dispose()}},2864:function(t,e,r){\"use strict\";t.exports=function(t,e,r,a,p){i(s,e,t),i(s,r,s);for(var m=0,x=0;x<2;++x){c[2]=a[x][2];for(var b=0;b<2;++b){c[1]=a[b][1];for(var _=0;_<2;++_)c[0]=a[_][0],h(l[m],c,s),m+=1}}var w=-1;for(x=0;x<8;++x){for(var T=l[x][3],k=0;k<3;++k)u[x][k]=l[x][k]/T;p&&(u[x][2]*=-1),T<0&&(w<0||u[x][2]<u[w][2])&&(w=x)}if(w<0){w=0;for(var A=0;A<3;++A){for(var M=(A+2)%3,S=(A+1)%3,E=-1,L=-1,C=0;C<2;++C){var P=(I=C<<A)+(C<<M)+(1-C<<S),O=I+(1-C<<M)+(C<<S);o(u[I],u[P],u[O],f)<0||(C?E=1:L=1)}if(E<0||L<0)L>E&&(w|=1<<A);else{for(C=0;C<2;++C){P=(I=C<<A)+(C<<M)+(1-C<<S),O=I+(1-C<<M)+(C<<S);var I,D=d([l[I],l[P],l[O],l[I+(1<<M)+(1<<S)]]);C?E=D:L=D}L>E&&(w|=1<<A)}}}var z=7^w,R=-1;for(x=0;x<8;++x)x!==w&&x!==z&&(R<0||u[R][1]>u[x][1])&&(R=x);var F=-1;for(x=0;x<3;++x)(N=R^1<<x)!==w&&N!==z&&(F<0&&(F=N),(S=u[N])[0]<u[F][0]&&(F=N));var B=-1;for(x=0;x<3;++x){var N;(N=R^1<<x)!==w&&N!==z&&N!==F&&(B<0&&(B=N),(S=u[N])[0]>u[B][0]&&(B=N))}var j=v;j[0]=j[1]=j[2]=0,j[n.log2(F^R)]=R&F,j[n.log2(R^B)]=R&B;var U=7^B;U===w||U===z?(U=7^F,j[n.log2(B^U)]=U&B):j[n.log2(F^U)]=U&F;var V=g,q=w;for(A=0;A<3;++A)V[A]=q&1<<A?-1:1;return y};var n=r(2288),i=r(104),a=r(4670),o=r(417),s=new Array(16),l=new Array(8),u=new Array(8),c=new Array(3),f=[0,0,0];function h(t,e,r){for(var n=0;n<4;++n){t[n]=r[12+n];for(var i=0;i<3;++i)t[n]+=e[i]*r[4*i+n]}}!function(){for(var t=0;t<8;++t)l[t]=[1,1,1,1],u[t]=[1,1,1]}();var p=[[0,0,1,0,0],[0,0,-1,1,0],[0,-1,0,1,0],[0,1,0,1,0],[-1,0,0,1,0],[1,0,0,1,0]];function d(t){for(var e=0;e<p.length;++e)if((t=a.positive(t,p[e])).length<3)return 0;var r=t[0],n=r[0]/r[3],i=r[1]/r[3],o=0;for(e=1;e+1<t.length;++e){var s=t[e],l=t[e+1],u=s[0]/s[3]-n,c=s[1]/s[3]-i,f=l[0]/l[3]-n,h=l[1]/l[3]-i;o+=Math.abs(u*h-c*f)}return o}var v=[1,1,1],g=[0,0,0],y={cubeEdges:v,axis:g}},1681:function(t,e,r){\"use strict\";t.exports=function(t,e,r){var o=[],s=[0,0,0],l=[0,0,0],u=[0,0,0],c=[0,0,0];o.push(0,0,1,0,1,1,0,0,-1,0,0,-1,0,1,1,0,1,-1);for(var f=0;f<3;++f){for(var h=o.length/3|0,d=0;d<r[f].length;++d){var v=+r[f][d].x;o.push(v,0,1,v,1,1,v,0,-1,v,0,-1,v,1,1,v,1,-1)}var g=o.length/3|0;s[f]=h,l[f]=g-h,h=o.length/3|0;for(var y=0;y<r[f].length;++y)v=+r[f][y].x,o.push(v,0,1,v,1,1,v,0,-1,v,0,-1,v,1,1,v,1,-1);g=o.length/3|0,u[f]=h,c[f]=g-h}var m=n(t,new Float32Array(o)),x=i(t,[{buffer:m,type:t.FLOAT,size:3,stride:0,offset:0}]),b=a(t);return b.attributes.position.location=0,new p(t,m,x,b,l,s,c,u)};var n=r(5827),i=r(2944),a=r(1943).j,o=[0,0,0],s=[0,0,0],l=[0,0,0],u=[0,0,0],c=[1,1];function f(t){return t[0]=t[1]=t[2]=0,t}function h(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function p(t,e,r,n,i,a,o,s){this.gl=t,this.vertBuffer=e,this.vao=r,this.shader=n,this.tickCount=i,this.tickOffset=a,this.gridCount=o,this.gridOffset=s}var d=p.prototype;d.bind=function(t,e,r){this.shader.bind(),this.shader.uniforms.model=t,this.shader.uniforms.view=e,this.shader.uniforms.projection=r,c[0]=this.gl.drawingBufferWidth,c[1]=this.gl.drawingBufferHeight,this.shader.uniforms.screenShape=c,this.vao.bind()},d.unbind=function(){this.vao.unbind()},d.drawAxisLine=function(t,e,r,n,i){var a=f(s);this.shader.uniforms.majorAxis=s,a[t]=e[1][t]-e[0][t],this.shader.uniforms.minorAxis=a;var o,c=h(u,r);c[t]+=e[0][t],this.shader.uniforms.offset=c,this.shader.uniforms.lineWidth=i,this.shader.uniforms.color=n,(o=f(l))[(t+2)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6),(o=f(l))[(t+1)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6)},d.drawAxisTicks=function(t,e,r,n,i){if(this.tickCount[t]){var a=f(o);a[t]=1,this.shader.uniforms.majorAxis=a,this.shader.uniforms.offset=e,this.shader.uniforms.minorAxis=r,this.shader.uniforms.color=n,this.shader.uniforms.lineWidth=i;var s=f(l);s[t]=1,this.shader.uniforms.screenAxis=s,this.vao.draw(this.gl.TRIANGLES,this.tickCount[t],this.tickOffset[t])}},d.drawGrid=function(t,e,r,n,i,a){if(this.gridCount[t]){var c=f(s);c[e]=r[1][e]-r[0][e],this.shader.uniforms.minorAxis=c;var p=h(u,n);p[e]+=r[0][e],this.shader.uniforms.offset=p;var d=f(o);d[t]=1,this.shader.uniforms.majorAxis=d;var v=f(l);v[t]=1,this.shader.uniforms.screenAxis=v,this.shader.uniforms.lineWidth=a,this.shader.uniforms.color=i,this.vao.draw(this.gl.TRIANGLES,this.gridCount[t],this.gridOffset[t])}},d.drawZero=function(t,e,r,n,i,a){var o=f(s);this.shader.uniforms.majorAxis=o,o[t]=r[1][t]-r[0][t],this.shader.uniforms.minorAxis=o;var c=h(u,n);c[t]+=r[0][t],this.shader.uniforms.offset=c;var p=f(l);p[e]=1,this.shader.uniforms.screenAxis=p,this.shader.uniforms.lineWidth=a,this.shader.uniforms.color=i,this.vao.draw(this.gl.TRIANGLES,6)},d.dispose=function(){this.vao.dispose(),this.vertBuffer.dispose(),this.shader.dispose()}},1943:function(t,e,r){\"use strict\";var n=r(6832),i=r(5158),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 offset, majorAxis, minorAxis, screenAxis;\\nuniform float lineWidth;\\nuniform vec2 screenShape;\\n\\nvec3 project(vec3 p) {\\n  vec4 pp = projection * view * model * vec4(p, 1.0);\\n  return pp.xyz / max(pp.w, 0.0001);\\n}\\n\\nvoid main() {\\n  vec3 major = position.x * majorAxis;\\n  vec3 minor = position.y * minorAxis;\\n\\n  vec3 vPosition = major + minor + offset;\\n  vec3 pPosition = project(vPosition);\\n  vec3 offset = project(vPosition + screenAxis * position.z);\\n\\n  vec2 screen = normalize((offset - pPosition).xy * screenShape) / screenShape;\\n\\n  gl_Position = vec4(pPosition + vec3(0.5 * screen * lineWidth, 0), 1.0);\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = color;\\n}\"]);e.j=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec3\"}])};var s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 offset, axis, alignDir, alignOpt;\\nuniform float scale, angle, pixelScale;\\nuniform vec2 resolution;\\n\\nvec3 project(vec3 p) {\\n  vec4 pp = projection * view * model * vec4(p, 1.0);\\n  return pp.xyz / max(pp.w, 0.0001);\\n}\\n\\nfloat computeViewAngle(vec3 a, vec3 b) {\\n  vec3 A = project(a);\\n  vec3 B = project(b);\\n\\n  return atan(\\n    (B.y - A.y) * resolution.y,\\n    (B.x - A.x) * resolution.x\\n  );\\n}\\n\\nconst float PI = 3.141592;\\nconst float TWO_PI = 2.0 * PI;\\nconst float HALF_PI = 0.5 * PI;\\nconst float ONE_AND_HALF_PI = 1.5 * PI;\\n\\nint option = int(floor(alignOpt.x + 0.001));\\nfloat hv_ratio =       alignOpt.y;\\nbool enableAlign =    (alignOpt.z != 0.0);\\n\\nfloat mod_angle(float a) {\\n  return mod(a, PI);\\n}\\n\\nfloat positive_angle(float a) {\\n  return mod_angle((a < 0.0) ?\\n    a + TWO_PI :\\n    a\\n  );\\n}\\n\\nfloat look_upwards(float a) {\\n  float b = positive_angle(a);\\n  return ((b > HALF_PI) && (b <= ONE_AND_HALF_PI)) ?\\n    b - PI :\\n    b;\\n}\\n\\nfloat look_horizontal_or_vertical(float a, float ratio) {\\n  // ratio controls the ratio between being horizontal to (vertical + horizontal)\\n  // if ratio is set to 0.5 then it is 50%, 50%.\\n  // when using a higher ratio e.g. 0.75 the result would\\n  // likely be more horizontal than vertical.\\n\\n  float b = positive_angle(a);\\n\\n  return\\n    (b < (      ratio) * HALF_PI) ? 0.0 :\\n    (b < (2.0 - ratio) * HALF_PI) ? -HALF_PI :\\n    (b < (2.0 + ratio) * HALF_PI) ? 0.0 :\\n    (b < (4.0 - ratio) * HALF_PI) ? HALF_PI :\\n                                    0.0;\\n}\\n\\nfloat roundTo(float a, float b) {\\n  return float(b * floor((a + 0.5 * b) / b));\\n}\\n\\nfloat look_round_n_directions(float a, int n) {\\n  float b = positive_angle(a);\\n  float div = TWO_PI / float(n);\\n  float c = roundTo(b, div);\\n  return look_upwards(c);\\n}\\n\\nfloat applyAlignOption(float rawAngle, float delta) {\\n  return\\n    (option >  2) ? look_round_n_directions(rawAngle + delta, option) :       // option 3-n: round to n directions\\n    (option == 2) ? look_horizontal_or_vertical(rawAngle + delta, hv_ratio) : // horizontal or vertical\\n    (option == 1) ? rawAngle + delta :       // use free angle, and flip to align with one direction of the axis\\n    (option == 0) ? look_upwards(rawAngle) : // use free angle, and stay upwards\\n    (option ==-1) ? 0.0 :                    // useful for backward compatibility, all texts remains horizontal\\n                    rawAngle;                // otherwise return back raw input angle\\n}\\n\\nbool isAxisTitle = (axis.x == 0.0) &&\\n                   (axis.y == 0.0) &&\\n                   (axis.z == 0.0);\\n\\nvoid main() {\\n  //Compute world offset\\n  float axisDistance = position.z;\\n  vec3 dataPosition = axisDistance * axis + offset;\\n\\n  float beta = angle; // i.e. user defined attributes for each tick\\n\\n  float axisAngle;\\n  float clipAngle;\\n  float flip;\\n\\n  if (enableAlign) {\\n    axisAngle = (isAxisTitle) ? HALF_PI :\\n                      computeViewAngle(dataPosition, dataPosition + axis);\\n    clipAngle = computeViewAngle(dataPosition, dataPosition + alignDir);\\n\\n    axisAngle += (sin(axisAngle) < 0.0) ? PI : 0.0;\\n    clipAngle += (sin(clipAngle) < 0.0) ? PI : 0.0;\\n\\n    flip = (dot(vec2(cos(axisAngle), sin(axisAngle)),\\n                vec2(sin(clipAngle),-cos(clipAngle))) > 0.0) ? 1.0 : 0.0;\\n\\n    beta += applyAlignOption(clipAngle, flip * PI);\\n  }\\n\\n  //Compute plane offset\\n  vec2 planeCoord = position.xy * pixelScale;\\n\\n  mat2 planeXform = scale * mat2(\\n     cos(beta), sin(beta),\\n    -sin(beta), cos(beta)\\n  );\\n\\n  vec2 viewOffset = 2.0 * planeXform * planeCoord / resolution;\\n\\n  //Compute clip position\\n  vec3 clipPosition = project(dataPosition);\\n\\n  //Apply text offset in clip coordinates\\n  clipPosition += vec3(viewOffset, 0.0);\\n\\n  //Done\\n  gl_Position = vec4(clipPosition, 1.0);\\n}\"]),l=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = color;\\n}\"]);e.f=function(t){return i(t,s,l,null,[{name:\"position\",type:\"vec3\"}])};var u=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec3 normal;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 enable;\\nuniform vec3 bounds[2];\\n\\nvarying vec3 colorChannel;\\n\\nvoid main() {\\n\\n  vec3 signAxis = sign(bounds[1] - bounds[0]);\\n\\n  vec3 realNormal = signAxis * normal;\\n\\n  if(dot(realNormal, enable) > 0.0) {\\n    vec3 minRange = min(bounds[0], bounds[1]);\\n    vec3 maxRange = max(bounds[0], bounds[1]);\\n    vec3 nPosition = mix(minRange, maxRange, 0.5 * (position + 1.0));\\n    gl_Position = projection * view * model * vec4(nPosition, 1.0);\\n  } else {\\n    gl_Position = vec4(0,0,0,0);\\n  }\\n\\n  colorChannel = abs(realNormal);\\n}\"]),c=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 colors[3];\\n\\nvarying vec3 colorChannel;\\n\\nvoid main() {\\n  gl_FragColor = colorChannel.x * colors[0] +\\n                 colorChannel.y * colors[1] +\\n                 colorChannel.z * colors[2];\\n}\"]);e.bg=function(t){return i(t,u,c,null,[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}])}},9557:function(t,e,r){\"use strict\";t.exports=function(t,e,r,i,o,l){var u=n(t),f=a(t,[{buffer:u,size:3}]),h=s(t);h.attributes.position.location=0;var p=new c(t,h,u,f);return p.update(e,r,i,o,l),p};var n=r(5827),a=r(2944),o=r(875),s=r(1943).f,l=window||i.global||{},u=l.__TEXT_CACHE||{};function c(t,e,r,n){this.gl=t,this.shader=e,this.buffer=r,this.vao=n,this.tickOffset=this.tickCount=this.labelOffset=this.labelCount=null}l.__TEXT_CACHE={};var f=c.prototype,h=[0,0];f.bind=function(t,e,r,n){this.vao.bind(),this.shader.bind();var i=this.shader.uniforms;i.model=t,i.view=e,i.projection=r,i.pixelScale=n,h[0]=this.gl.drawingBufferWidth,h[1]=this.gl.drawingBufferHeight,this.shader.uniforms.resolution=h},f.unbind=function(){this.vao.unbind()},f.update=function(t,e,r,n,i){var a=[];function s(t,e,r,n,i,s){var l=u[r];l||(l=u[r]={});var c=l[e];c||(c=l[e]=function(t,e){try{return o(t,e)}catch(e){return console.warn('error vectorizing text:\"'+t+'\" error:',e),{cells:[],positions:[]}}}(e,{triangles:!0,font:r,textAlign:\"center\",textBaseline:\"middle\",lineSpacing:i,styletags:s}));for(var f=(n||12)/12,h=c.positions,p=c.cells,d=0,v=p.length;d<v;++d)for(var g=p[d],y=2;y>=0;--y){var m=h[g[y]];a.push(f*m[0],-f*m[1],t)}}for(var l=[0,0,0],c=[0,0,0],f=[0,0,0],h=[0,0,0],p={breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},d=0;d<3;++d){f[d]=a.length/3|0,s(.5*(t[0][d]+t[1][d]),e[d],r[d],12,1.25,p),h[d]=(a.length/3|0)-f[d],l[d]=a.length/3|0;for(var v=0;v<n[d].length;++v)n[d][v].text&&s(n[d][v].x,n[d][v].text,n[d][v].font||i,n[d][v].fontSize||12,1.25,p);c[d]=(a.length/3|0)-l[d]}this.buffer.update(a),this.tickOffset=l,this.tickCount=c,this.labelOffset=f,this.labelCount=h},f.drawTicks=function(t,e,r,n,i,a,o,s){this.tickCount[t]&&(this.shader.uniforms.axis=a,this.shader.uniforms.color=i,this.shader.uniforms.angle=r,this.shader.uniforms.scale=e,this.shader.uniforms.offset=n,this.shader.uniforms.alignDir=o,this.shader.uniforms.alignOpt=s,this.vao.draw(this.gl.TRIANGLES,this.tickCount[t],this.tickOffset[t]))},f.drawLabel=function(t,e,r,n,i,a,o,s){this.labelCount[t]&&(this.shader.uniforms.axis=a,this.shader.uniforms.color=i,this.shader.uniforms.angle=r,this.shader.uniforms.scale=e,this.shader.uniforms.offset=n,this.shader.uniforms.alignDir=o,this.shader.uniforms.alignOpt=s,this.vao.draw(this.gl.TRIANGLES,this.labelCount[t],this.labelOffset[t]))},f.dispose=function(){this.shader.dispose(),this.vao.dispose(),this.buffer.dispose()}},8468:function(t,e){\"use strict\";function r(t,e){var r=t+\"\",n=r.indexOf(\".\"),i=0;n>=0&&(i=r.length-n-1);var a=Math.pow(10,i),o=Math.round(t*e*a),s=o+\"\";if(s.indexOf(\"e\")>=0)return s;var l=o/a,u=o%a;o<0?(l=0|-Math.ceil(l),u=0|-u):(l=0|Math.floor(l),u|=0);var c=\"\"+l;if(o<0&&(c=\"-\"+c),i){for(var f=\"\"+u;f.length<i;)f=\"0\"+f;return c+\".\"+f}return c}e.create=function(t,e){for(var n=[],i=0;i<3;++i){for(var a=[],o=(t[0][i],t[1][i],0);o*e[i]<=t[1][i];++o)a.push({x:o*e[i],text:r(e[i],o)});for(o=-1;o*e[i]>=t[0][i];--o)a.push({x:o*e[i],text:r(e[i],o)});n.push(a)}return n},e.equal=function(t,e){for(var r=0;r<3;++r){if(t[r].length!==e[r].length)return!1;for(var n=0;n<t[r].length;++n){var i=t[r][n],a=e[r][n];if(i.x!==a.x||i.text!==a.text||i.font!==a.font||i.fontColor!==a.fontColor||i.fontSize!==a.fontSize||i.dx!==a.dx||i.dy!==a.dy)return!1}}return!0}},2771:function(t,e,r){\"use strict\";t.exports=function(t,e,r,l,f){var h=e.model||u,p=e.view||u,y=e.projection||u,m=e._ortho||!1,x=t.bounds,b=(f=f||a(h,p,y,x,m)).axis;o(c,p,h),o(c,y,c);for(var _=v,w=0;w<3;++w)_[w].lo=1/0,_[w].hi=-1/0,_[w].pixelsPerDataUnit=1/0;var T=n(s(c,c));s(c,c);for(var k=0;k<3;++k){var A=(k+1)%3,M=(k+2)%3,S=g;t:for(w=0;w<2;++w){var E=[];if(b[k]<0!=!!w){S[k]=x[w][k];for(var L=0;L<2;++L){S[A]=x[L^w][A];for(var C=0;C<2;++C)S[M]=x[C^L^w][M],E.push(S.slice())}var P=m?5:4;for(L=P;L===P;++L){if(0===E.length)continue t;E=i.positive(E,T[L])}for(L=0;L<E.length;++L){M=E[L];var O=d(g,c,M,r,l);for(C=0;C<3;++C)_[C].lo=Math.min(_[C].lo,M[C]),_[C].hi=Math.max(_[C].hi,M[C]),C!==k&&(_[C].pixelsPerDataUnit=Math.min(_[C].pixelsPerDataUnit,Math.abs(O[C])))}}}}return _};var n=r(5795),i=r(4670),a=r(2864),o=r(104),s=r(2142),l=r(6342),u=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]),c=new Float32Array(16);function f(t,e,r){this.lo=t,this.hi=e,this.pixelsPerDataUnit=r}var h=[0,0,0,1],p=[0,0,0,1];function d(t,e,r,n,i){for(var a=0;a<3;++a){for(var o=h,s=p,u=0;u<3;++u)s[u]=o[u]=r[u];s[3]=o[3]=1,s[a]+=1,l(s,s,e),s[3]<0&&(t[a]=1/0),o[a]-=1,l(o,o,e),o[3]<0&&(t[a]=1/0);var c=(o[0]/o[3]-s[0]/s[3])*n,f=(o[1]/o[3]-s[1]/s[3])*i;t[a]=.25*Math.sqrt(c*c+f*f)}return t}var v=[new f(1/0,-1/0,1/0),new f(1/0,-1/0,1/0),new f(1/0,-1/0,1/0)],g=[0,0,0]},5827:function(t,e,r){\"use strict\";var n=r(5306),i=r(7498),a=r(5050),o=[\"uint8\",\"uint8_clamped\",\"uint16\",\"uint32\",\"int8\",\"int16\",\"int32\",\"float32\"];function s(t,e,r,n,i){this.gl=t,this.type=e,this.handle=r,this.length=n,this.usage=i}var l=s.prototype;function u(t,e,r,n,i,a){var o=i.length*i.BYTES_PER_ELEMENT;if(a<0)return t.bufferData(e,i,n),o;if(o+a>r)throw new Error(\"gl-buffer: If resizing buffer, must not specify offset\");return t.bufferSubData(e,a,i),r}function c(t,e){for(var r=n.malloc(t.length,e),i=t.length,a=0;a<i;++a)r[a]=t[a];return r}l.bind=function(){this.gl.bindBuffer(this.type,this.handle)},l.unbind=function(){this.gl.bindBuffer(this.type,null)},l.dispose=function(){this.gl.deleteBuffer(this.handle)},l.update=function(t,e){if(\"number\"!=typeof e&&(e=-1),this.bind(),\"object\"==typeof t&&void 0!==t.shape){var r=t.dtype;if(o.indexOf(r)<0&&(r=\"float32\"),this.type===this.gl.ELEMENT_ARRAY_BUFFER&&(r=gl.getExtension(\"OES_element_index_uint\")&&\"uint16\"!==r?\"uint32\":\"uint16\"),r===t.dtype&&function(t,e){for(var r=1,n=e.length-1;n>=0;--n){if(e[n]!==r)return!1;r*=t[n]}return!0}(t.shape,t.stride))0===t.offset&&t.data.length===t.shape[0]?this.length=u(this.gl,this.type,this.length,this.usage,t.data,e):this.length=u(this.gl,this.type,this.length,this.usage,t.data.subarray(t.offset,t.shape[0]),e);else{var s=n.malloc(t.size,r),l=a(s,t.shape);i.assign(l,t),this.length=u(this.gl,this.type,this.length,this.usage,e<0?s:s.subarray(0,t.size),e),n.free(s)}}else if(Array.isArray(t)){var f;f=this.type===this.gl.ELEMENT_ARRAY_BUFFER?c(t,\"uint16\"):c(t,\"float32\"),this.length=u(this.gl,this.type,this.length,this.usage,e<0?f:f.subarray(0,t.length),e),n.free(f)}else if(\"object\"==typeof t&&\"number\"==typeof t.length)this.length=u(this.gl,this.type,this.length,this.usage,t,e);else{if(\"number\"!=typeof t&&void 0!==t)throw new Error(\"gl-buffer: Invalid data type\");if(e>=0)throw new Error(\"gl-buffer: Cannot specify offset when resizing buffer\");(t|=0)<=0&&(t=1),this.gl.bufferData(this.type,0|t,this.usage),this.length=t}},t.exports=function(t,e,r,n){if(r=r||t.ARRAY_BUFFER,n=n||t.DYNAMIC_DRAW,r!==t.ARRAY_BUFFER&&r!==t.ELEMENT_ARRAY_BUFFER)throw new Error(\"gl-buffer: Invalid type for webgl buffer, must be either gl.ARRAY_BUFFER or gl.ELEMENT_ARRAY_BUFFER\");if(n!==t.DYNAMIC_DRAW&&n!==t.STATIC_DRAW&&n!==t.STREAM_DRAW)throw new Error(\"gl-buffer: Invalid usage for buffer, must be either gl.DYNAMIC_DRAW, gl.STATIC_DRAW or gl.STREAM_DRAW\");var i=t.createBuffer(),a=new s(t,r,i,0,n);return a.update(e),a}},1140:function(t,e,r){\"use strict\";var n=r(2858);t.exports=function(t,e){var r=t.positions,i=t.vectors,a={positions:[],vertexIntensity:[],vertexIntensityBounds:t.vertexIntensityBounds,vectors:[],cells:[],coneOffset:t.coneOffset,colormap:t.colormap};if(0===t.positions.length)return e&&(e[0]=[0,0,0],e[1]=[0,0,0]),a;for(var o=0,s=1/0,l=-1/0,u=1/0,c=-1/0,f=1/0,h=-1/0,p=null,d=null,v=[],g=1/0,y=!1,m=0;m<r.length;m++){var x=r[m];s=Math.min(x[0],s),l=Math.max(x[0],l),u=Math.min(x[1],u),c=Math.max(x[1],c),f=Math.min(x[2],f),h=Math.max(x[2],h);var b=i[m];if(n.length(b)>o&&(o=n.length(b)),m){var _=2*n.distance(p,x)/(n.length(d)+n.length(b));_?(g=Math.min(g,_),y=!1):y=!0}y||(p=x,d=b),v.push(b)}var w=[s,u,f],T=[l,c,h];e&&(e[0]=w,e[1]=T),0===o&&(o=1);var k=1/o;isFinite(g)||(g=1),a.vectorScale=g;var A=t.coneSize||.5;t.absoluteConeSize&&(A=t.absoluteConeSize*k),a.coneScale=A,m=0;for(var M=0;m<r.length;m++)for(var S=(x=r[m])[0],E=x[1],L=x[2],C=v[m],P=n.length(C)*k,O=0;O<8;O++){a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vertexIntensity.push(P,P,P),a.vertexIntensity.push(P,P,P);var I=a.positions.length;a.cells.push([I-6,I-5,I-4],[I-3,I-2,I-1])}return a};var i=r(7234);t.exports.createMesh=r(5028),t.exports.createConeMesh=function(e,r){return t.exports.createMesh(e,r,{shaders:i,traceType:\"cone\"})}},5028:function(t,e,r){\"use strict\";var n=r(5158),i=r(5827),a=r(2944),o=r(8931),s=r(104),l=r(7437),u=r(5050),c=r(9156),f=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function h(t,e,r,n,i,a,o,s,l,u,c){this.gl=t,this.pixelRatio=1,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.pickShader=n,this.trianglePositions=i,this.triangleVectors=a,this.triangleColors=s,this.triangleUVs=l,this.triangleIds=o,this.triangleVAO=u,this.triangleCount=0,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.traceType=c,this.tubeScale=1,this.coneScale=2,this.vectorScale=1,this.coneOffset=.25,this._model=f,this._view=f,this._projection=f,this._resolution=[1,1]}var p=h.prototype;p.isOpaque=function(){return this.opacity>=1},p.isTransparent=function(){return this.opacity<1},p.pickSlots=1,p.setPickBase=function(t){this.pickId=t},p.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),\"opacity\"in t&&(this.opacity=t.opacity),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),void 0!==t.tubeScale&&(this.tubeScale=t.tubeScale),void 0!==t.vectorScale&&(this.vectorScale=t.vectorScale),void 0!==t.coneScale&&(this.coneScale=t.coneScale),void 0!==t.coneOffset&&(this.coneOffset=t.coneOffset),t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t){for(var e=c({colormap:t,nshades:256,format:\"rgba\"}),r=new Uint8Array(1024),n=0;n<256;++n){for(var i=e[n],a=0;a<3;++a)r[4*n+a]=i[a];r[4*n+3]=255*i[3]}return u(r,[256,256,4],[4,0,1])}(t.colormap)),this.texture.generateMipmap());var r=t.cells,n=t.positions,i=t.vectors;if(n&&r&&i){var a=[],o=[],s=[],l=[],f=[];this.cells=r,this.positions=n,this.vectors=i;var h=t.meshColor||[1,1,1,1],p=t.vertexIntensity,d=1/0,v=-1/0;if(p)if(t.vertexIntensityBounds)d=+t.vertexIntensityBounds[0],v=+t.vertexIntensityBounds[1];else for(var g=0;g<p.length;++g){var y=p[g];d=Math.min(d,y),v=Math.max(v,y)}else for(g=0;g<n.length;++g)y=n[g][2],d=Math.min(d,y),v=Math.max(v,y);for(this.intensity=p||function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n),this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],g=0;g<n.length;++g)for(var m=n[g],x=0;x<3;++x)!isNaN(m[x])&&isFinite(m[x])&&(this.bounds[0][x]=Math.min(this.bounds[0][x],m[x]),this.bounds[1][x]=Math.max(this.bounds[1][x],m[x]));var b=0;t:for(g=0;g<r.length;++g){var _=r[g];if(3===_.length){for(x=0;x<3;++x){m=n[T=_[x]];for(var w=0;w<3;++w)if(isNaN(m[w])||!isFinite(m[w]))continue t}for(x=0;x<3;++x){var T;m=n[T=_[2-x]],a.push(m[0],m[1],m[2],m[3]);var k=i[T];o.push(k[0],k[1],k[2],k[3]||0);var A,M=h;3===M.length?s.push(M[0],M[1],M[2],1):s.push(M[0],M[1],M[2],M[3]),A=p?[(p[T]-d)/(v-d),0]:[(m[2]-d)/(v-d),0],l.push(A[0],A[1]),f.push(g)}b+=1}}this.triangleCount=b,this.trianglePositions.update(a),this.triangleVectors.update(o),this.triangleColors.update(s),this.triangleUVs.update(l),this.triangleIds.update(new Uint32Array(f))}},p.drawTransparent=p.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||f,n=t.view||f,i=t.projection||f,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var u={model:r,view:n,projection:i,inverseModel:f.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],opacity:this.opacity,tubeScale:this.tubeScale,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,texture:0};u.inverseModel=l(u.inverseModel,u.model),e.disable(e.CULL_FACE),this.texture.bind(0);var c=new Array(16);for(s(c,u.view,u.model),s(c,u.projection,c),l(c,c),o=0;o<3;++o)u.eyePosition[o]=c[12+o]/c[15];var h=c[15];for(o=0;o<3;++o)h+=this.lightPosition[o]*c[4*o+3];for(o=0;o<3;++o){for(var p=c[12+o],d=0;d<3;++d)p+=c[4*d+o]*this.lightPosition[d];u.lightPosition[o]=p/h}if(this.triangleCount>0){var v=this.triShader;v.bind(),v.uniforms=u,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()}},p.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||f,n=t.view||f,i=t.projection||f,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s={model:r,view:n,projection:i,clipBounds:a,tubeScale:this.tubeScale,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,pickId:this.pickId/255},l=this.pickShader;l.bind(),l.uniforms=s,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind())},p.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions[r[1]].slice(0,3),i={position:n,dataCoordinate:n,index:Math.floor(r[1]/48)};return\"cone\"===this.traceType?i.index=Math.floor(r[1]/48):\"streamtube\"===this.traceType&&(i.intensity=this.intensity[r[1]],i.velocity=this.vectors[r[1]].slice(0,3),i.divergence=this.vectors[r[1]][3],i.index=e),i},p.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.pickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleVectors.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleIds.dispose()},t.exports=function(t,e,r){var s=r.shaders;1===arguments.length&&(t=(e=t).gl);var l=function(t,e){var r=n(t,e.meshShader.vertex,e.meshShader.fragment,null,e.meshShader.attributes);return r.attributes.position.location=0,r.attributes.color.location=2,r.attributes.uv.location=3,r.attributes.vector.location=4,r}(t,s),c=function(t,e){var r=n(t,e.pickShader.vertex,e.pickShader.fragment,null,e.pickShader.attributes);return r.attributes.position.location=0,r.attributes.id.location=1,r.attributes.vector.location=4,r}(t,s),f=o(t,u(new Uint8Array([255,255,255,255]),[1,1,4]));f.generateMipmap(),f.minFilter=t.LINEAR_MIPMAP_LINEAR,f.magFilter=t.LINEAR;var p=i(t),d=i(t),v=i(t),g=i(t),y=i(t),m=new h(t,f,l,c,p,d,y,v,g,a(t,[{buffer:p,type:t.FLOAT,size:4},{buffer:y,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:v,type:t.FLOAT,size:4},{buffer:g,type:t.FLOAT,size:2},{buffer:d,type:t.FLOAT,size:4}]),r.traceType||\"cone\");return m.update(e),m}},7234:function(t,e,r){var n=r(6832),i=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the cone vertex and normal at the given index.\\n//\\n// The returned vertex is for a cone with its top at origin and height of 1.0,\\n// pointing in the direction of the vector attribute.\\n//\\n// Each cone is made up of a top vertex, a center base vertex and base perimeter vertices.\\n// These vertices are used to make up the triangles of the cone by the following:\\n//   segment + 0 top vertex\\n//   segment + 1 perimeter vertex a+1\\n//   segment + 2 perimeter vertex a\\n//   segment + 3 center base vertex\\n//   segment + 4 perimeter vertex a\\n//   segment + 5 perimeter vertex a+1\\n// Where segment is the number of the radial segment * 6 and a is the angle at that radial segment.\\n// To go from index to segment, floor(index / 6)\\n// To go from segment to angle, 2*pi * (segment/segmentCount)\\n// To go from index to segment index, index - (segment*6)\\n//\\nvec3 getConePosition(vec3 d, float rawIndex, float coneOffset, out vec3 normal) {\\n\\n  const float segmentCount = 8.0;\\n\\n  float index = rawIndex - floor(rawIndex /\\n    (segmentCount * 6.0)) *\\n    (segmentCount * 6.0);\\n\\n  float segment = floor(0.001 + index/6.0);\\n  float segmentIndex = index - (segment*6.0);\\n\\n  normal = -normalize(d);\\n\\n  if (segmentIndex > 2.99 && segmentIndex < 3.01) {\\n    return mix(vec3(0.0), -d, coneOffset);\\n  }\\n\\n  float nextAngle = (\\n    (segmentIndex > 0.99 &&  segmentIndex < 1.01) ||\\n    (segmentIndex > 4.99 &&  segmentIndex < 5.01)\\n  ) ? 1.0 : 0.0;\\n  float angle = 2.0 * 3.14159 * ((segment + nextAngle) / segmentCount);\\n\\n  vec3 v1 = mix(d, vec3(0.0), coneOffset);\\n  vec3 v2 = v1 - d;\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d)*0.25;\\n  vec3 y = v * sin(angle) * length(d)*0.25;\\n  vec3 v3 = v2 + x + y;\\n  if (segmentIndex < 3.0) {\\n    vec3 tx = u * sin(angle);\\n    vec3 ty = v * -cos(angle);\\n    vec3 tangent = tx + ty;\\n    normal = normalize(cross(v3 - v1, tangent));\\n  }\\n\\n  if (segmentIndex == 0.0) {\\n    return mix(d, vec3(0.0), coneOffset);\\n  }\\n  return v3;\\n}\\n\\nattribute vec3 vector;\\nattribute vec4 color, position;\\nattribute vec2 uv;\\n\\nuniform float vectorScale, coneScale, coneOffset;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 eyePosition, lightPosition;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  // Scale the vector magnitude to stay constant with\\n  // model & view changes.\\n  vec3 normal;\\n  vec3 XYZ = getConePosition(mat3(model) * ((vectorScale * coneScale) * vector), position.w, coneOffset, normal);\\n  vec4 conePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * conePosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  // vec4 m_position  = model * vec4(conePosition, 1.0);\\n  vec4 t_position  = view * conePosition;\\n  gl_Position      = projection * t_position;\\n\\n  f_color          = color;\\n  f_data           = conePosition.xyz;\\n  f_position       = position.xyz;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = f_color * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * opacity;\\n}\\n\"]),o=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the cone vertex and normal at the given index.\\n//\\n// The returned vertex is for a cone with its top at origin and height of 1.0,\\n// pointing in the direction of the vector attribute.\\n//\\n// Each cone is made up of a top vertex, a center base vertex and base perimeter vertices.\\n// These vertices are used to make up the triangles of the cone by the following:\\n//   segment + 0 top vertex\\n//   segment + 1 perimeter vertex a+1\\n//   segment + 2 perimeter vertex a\\n//   segment + 3 center base vertex\\n//   segment + 4 perimeter vertex a\\n//   segment + 5 perimeter vertex a+1\\n// Where segment is the number of the radial segment * 6 and a is the angle at that radial segment.\\n// To go from index to segment, floor(index / 6)\\n// To go from segment to angle, 2*pi * (segment/segmentCount)\\n// To go from index to segment index, index - (segment*6)\\n//\\nvec3 getConePosition(vec3 d, float rawIndex, float coneOffset, out vec3 normal) {\\n\\n  const float segmentCount = 8.0;\\n\\n  float index = rawIndex - floor(rawIndex /\\n    (segmentCount * 6.0)) *\\n    (segmentCount * 6.0);\\n\\n  float segment = floor(0.001 + index/6.0);\\n  float segmentIndex = index - (segment*6.0);\\n\\n  normal = -normalize(d);\\n\\n  if (segmentIndex > 2.99 && segmentIndex < 3.01) {\\n    return mix(vec3(0.0), -d, coneOffset);\\n  }\\n\\n  float nextAngle = (\\n    (segmentIndex > 0.99 &&  segmentIndex < 1.01) ||\\n    (segmentIndex > 4.99 &&  segmentIndex < 5.01)\\n  ) ? 1.0 : 0.0;\\n  float angle = 2.0 * 3.14159 * ((segment + nextAngle) / segmentCount);\\n\\n  vec3 v1 = mix(d, vec3(0.0), coneOffset);\\n  vec3 v2 = v1 - d;\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d)*0.25;\\n  vec3 y = v * sin(angle) * length(d)*0.25;\\n  vec3 v3 = v2 + x + y;\\n  if (segmentIndex < 3.0) {\\n    vec3 tx = u * sin(angle);\\n    vec3 ty = v * -cos(angle);\\n    vec3 tangent = tx + ty;\\n    normal = normalize(cross(v3 - v1, tangent));\\n  }\\n\\n  if (segmentIndex == 0.0) {\\n    return mix(d, vec3(0.0), coneOffset);\\n  }\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform float vectorScale, coneScale, coneOffset;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  vec3 normal;\\n  vec3 XYZ = getConePosition(mat3(model) * ((vectorScale * coneScale) * vector.xyz), position.w, coneOffset, normal);\\n  vec4 conePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n  gl_Position = projection * view * conePosition;\\n  f_id        = id;\\n  f_position  = position.xyz;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]);e.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec3\"}]},e.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec3\"}]}},1950:function(t){t.exports={0:\"NONE\",1:\"ONE\",2:\"LINE_LOOP\",3:\"LINE_STRIP\",4:\"TRIANGLES\",5:\"TRIANGLE_STRIP\",6:\"TRIANGLE_FAN\",256:\"DEPTH_BUFFER_BIT\",512:\"NEVER\",513:\"LESS\",514:\"EQUAL\",515:\"LEQUAL\",516:\"GREATER\",517:\"NOTEQUAL\",518:\"GEQUAL\",519:\"ALWAYS\",768:\"SRC_COLOR\",769:\"ONE_MINUS_SRC_COLOR\",770:\"SRC_ALPHA\",771:\"ONE_MINUS_SRC_ALPHA\",772:\"DST_ALPHA\",773:\"ONE_MINUS_DST_ALPHA\",774:\"DST_COLOR\",775:\"ONE_MINUS_DST_COLOR\",776:\"SRC_ALPHA_SATURATE\",1024:\"STENCIL_BUFFER_BIT\",1028:\"FRONT\",1029:\"BACK\",1032:\"FRONT_AND_BACK\",1280:\"INVALID_ENUM\",1281:\"INVALID_VALUE\",1282:\"INVALID_OPERATION\",1285:\"OUT_OF_MEMORY\",1286:\"INVALID_FRAMEBUFFER_OPERATION\",2304:\"CW\",2305:\"CCW\",2849:\"LINE_WIDTH\",2884:\"CULL_FACE\",2885:\"CULL_FACE_MODE\",2886:\"FRONT_FACE\",2928:\"DEPTH_RANGE\",2929:\"DEPTH_TEST\",2930:\"DEPTH_WRITEMASK\",2931:\"DEPTH_CLEAR_VALUE\",2932:\"DEPTH_FUNC\",2960:\"STENCIL_TEST\",2961:\"STENCIL_CLEAR_VALUE\",2962:\"STENCIL_FUNC\",2963:\"STENCIL_VALUE_MASK\",2964:\"STENCIL_FAIL\",2965:\"STENCIL_PASS_DEPTH_FAIL\",2966:\"STENCIL_PASS_DEPTH_PASS\",2967:\"STENCIL_REF\",2968:\"STENCIL_WRITEMASK\",2978:\"VIEWPORT\",3024:\"DITHER\",3042:\"BLEND\",3088:\"SCISSOR_BOX\",3089:\"SCISSOR_TEST\",3106:\"COLOR_CLEAR_VALUE\",3107:\"COLOR_WRITEMASK\",3317:\"UNPACK_ALIGNMENT\",3333:\"PACK_ALIGNMENT\",3379:\"MAX_TEXTURE_SIZE\",3386:\"MAX_VIEWPORT_DIMS\",3408:\"SUBPIXEL_BITS\",3410:\"RED_BITS\",3411:\"GREEN_BITS\",3412:\"BLUE_BITS\",3413:\"ALPHA_BITS\",3414:\"DEPTH_BITS\",3415:\"STENCIL_BITS\",3553:\"TEXTURE_2D\",4352:\"DONT_CARE\",4353:\"FASTEST\",4354:\"NICEST\",5120:\"BYTE\",5121:\"UNSIGNED_BYTE\",5122:\"SHORT\",5123:\"UNSIGNED_SHORT\",5124:\"INT\",5125:\"UNSIGNED_INT\",5126:\"FLOAT\",5386:\"INVERT\",5890:\"TEXTURE\",6401:\"STENCIL_INDEX\",6402:\"DEPTH_COMPONENT\",6406:\"ALPHA\",6407:\"RGB\",6408:\"RGBA\",6409:\"LUMINANCE\",6410:\"LUMINANCE_ALPHA\",7680:\"KEEP\",7681:\"REPLACE\",7682:\"INCR\",7683:\"DECR\",7936:\"VENDOR\",7937:\"RENDERER\",7938:\"VERSION\",9728:\"NEAREST\",9729:\"LINEAR\",9984:\"NEAREST_MIPMAP_NEAREST\",9985:\"LINEAR_MIPMAP_NEAREST\",9986:\"NEAREST_MIPMAP_LINEAR\",9987:\"LINEAR_MIPMAP_LINEAR\",10240:\"TEXTURE_MAG_FILTER\",10241:\"TEXTURE_MIN_FILTER\",10242:\"TEXTURE_WRAP_S\",10243:\"TEXTURE_WRAP_T\",10497:\"REPEAT\",10752:\"POLYGON_OFFSET_UNITS\",16384:\"COLOR_BUFFER_BIT\",32769:\"CONSTANT_COLOR\",32770:\"ONE_MINUS_CONSTANT_COLOR\",32771:\"CONSTANT_ALPHA\",32772:\"ONE_MINUS_CONSTANT_ALPHA\",32773:\"BLEND_COLOR\",32774:\"FUNC_ADD\",32777:\"BLEND_EQUATION_RGB\",32778:\"FUNC_SUBTRACT\",32779:\"FUNC_REVERSE_SUBTRACT\",32819:\"UNSIGNED_SHORT_4_4_4_4\",32820:\"UNSIGNED_SHORT_5_5_5_1\",32823:\"POLYGON_OFFSET_FILL\",32824:\"POLYGON_OFFSET_FACTOR\",32854:\"RGBA4\",32855:\"RGB5_A1\",32873:\"TEXTURE_BINDING_2D\",32926:\"SAMPLE_ALPHA_TO_COVERAGE\",32928:\"SAMPLE_COVERAGE\",32936:\"SAMPLE_BUFFERS\",32937:\"SAMPLES\",32938:\"SAMPLE_COVERAGE_VALUE\",32939:\"SAMPLE_COVERAGE_INVERT\",32968:\"BLEND_DST_RGB\",32969:\"BLEND_SRC_RGB\",32970:\"BLEND_DST_ALPHA\",32971:\"BLEND_SRC_ALPHA\",33071:\"CLAMP_TO_EDGE\",33170:\"GENERATE_MIPMAP_HINT\",33189:\"DEPTH_COMPONENT16\",33306:\"DEPTH_STENCIL_ATTACHMENT\",33635:\"UNSIGNED_SHORT_5_6_5\",33648:\"MIRRORED_REPEAT\",33901:\"ALIASED_POINT_SIZE_RANGE\",33902:\"ALIASED_LINE_WIDTH_RANGE\",33984:\"TEXTURE0\",33985:\"TEXTURE1\",33986:\"TEXTURE2\",33987:\"TEXTURE3\",33988:\"TEXTURE4\",33989:\"TEXTURE5\",33990:\"TEXTURE6\",33991:\"TEXTURE7\",33992:\"TEXTURE8\",33993:\"TEXTURE9\",33994:\"TEXTURE10\",33995:\"TEXTURE11\",33996:\"TEXTURE12\",33997:\"TEXTURE13\",33998:\"TEXTURE14\",33999:\"TEXTURE15\",34e3:\"TEXTURE16\",34001:\"TEXTURE17\",34002:\"TEXTURE18\",34003:\"TEXTURE19\",34004:\"TEXTURE20\",34005:\"TEXTURE21\",34006:\"TEXTURE22\",34007:\"TEXTURE23\",34008:\"TEXTURE24\",34009:\"TEXTURE25\",34010:\"TEXTURE26\",34011:\"TEXTURE27\",34012:\"TEXTURE28\",34013:\"TEXTURE29\",34014:\"TEXTURE30\",34015:\"TEXTURE31\",34016:\"ACTIVE_TEXTURE\",34024:\"MAX_RENDERBUFFER_SIZE\",34041:\"DEPTH_STENCIL\",34055:\"INCR_WRAP\",34056:\"DECR_WRAP\",34067:\"TEXTURE_CUBE_MAP\",34068:\"TEXTURE_BINDING_CUBE_MAP\",34069:\"TEXTURE_CUBE_MAP_POSITIVE_X\",34070:\"TEXTURE_CUBE_MAP_NEGATIVE_X\",34071:\"TEXTURE_CUBE_MAP_POSITIVE_Y\",34072:\"TEXTURE_CUBE_MAP_NEGATIVE_Y\",34073:\"TEXTURE_CUBE_MAP_POSITIVE_Z\",34074:\"TEXTURE_CUBE_MAP_NEGATIVE_Z\",34076:\"MAX_CUBE_MAP_TEXTURE_SIZE\",34338:\"VERTEX_ATTRIB_ARRAY_ENABLED\",34339:\"VERTEX_ATTRIB_ARRAY_SIZE\",34340:\"VERTEX_ATTRIB_ARRAY_STRIDE\",34341:\"VERTEX_ATTRIB_ARRAY_TYPE\",34342:\"CURRENT_VERTEX_ATTRIB\",34373:\"VERTEX_ATTRIB_ARRAY_POINTER\",34466:\"NUM_COMPRESSED_TEXTURE_FORMATS\",34467:\"COMPRESSED_TEXTURE_FORMATS\",34660:\"BUFFER_SIZE\",34661:\"BUFFER_USAGE\",34816:\"STENCIL_BACK_FUNC\",34817:\"STENCIL_BACK_FAIL\",34818:\"STENCIL_BACK_PASS_DEPTH_FAIL\",34819:\"STENCIL_BACK_PASS_DEPTH_PASS\",34877:\"BLEND_EQUATION_ALPHA\",34921:\"MAX_VERTEX_ATTRIBS\",34922:\"VERTEX_ATTRIB_ARRAY_NORMALIZED\",34930:\"MAX_TEXTURE_IMAGE_UNITS\",34962:\"ARRAY_BUFFER\",34963:\"ELEMENT_ARRAY_BUFFER\",34964:\"ARRAY_BUFFER_BINDING\",34965:\"ELEMENT_ARRAY_BUFFER_BINDING\",34975:\"VERTEX_ATTRIB_ARRAY_BUFFER_BINDING\",35040:\"STREAM_DRAW\",35044:\"STATIC_DRAW\",35048:\"DYNAMIC_DRAW\",35632:\"FRAGMENT_SHADER\",35633:\"VERTEX_SHADER\",35660:\"MAX_VERTEX_TEXTURE_IMAGE_UNITS\",35661:\"MAX_COMBINED_TEXTURE_IMAGE_UNITS\",35663:\"SHADER_TYPE\",35664:\"FLOAT_VEC2\",35665:\"FLOAT_VEC3\",35666:\"FLOAT_VEC4\",35667:\"INT_VEC2\",35668:\"INT_VEC3\",35669:\"INT_VEC4\",35670:\"BOOL\",35671:\"BOOL_VEC2\",35672:\"BOOL_VEC3\",35673:\"BOOL_VEC4\",35674:\"FLOAT_MAT2\",35675:\"FLOAT_MAT3\",35676:\"FLOAT_MAT4\",35678:\"SAMPLER_2D\",35680:\"SAMPLER_CUBE\",35712:\"DELETE_STATUS\",35713:\"COMPILE_STATUS\",35714:\"LINK_STATUS\",35715:\"VALIDATE_STATUS\",35716:\"INFO_LOG_LENGTH\",35717:\"ATTACHED_SHADERS\",35718:\"ACTIVE_UNIFORMS\",35719:\"ACTIVE_UNIFORM_MAX_LENGTH\",35720:\"SHADER_SOURCE_LENGTH\",35721:\"ACTIVE_ATTRIBUTES\",35722:\"ACTIVE_ATTRIBUTE_MAX_LENGTH\",35724:\"SHADING_LANGUAGE_VERSION\",35725:\"CURRENT_PROGRAM\",36003:\"STENCIL_BACK_REF\",36004:\"STENCIL_BACK_VALUE_MASK\",36005:\"STENCIL_BACK_WRITEMASK\",36006:\"FRAMEBUFFER_BINDING\",36007:\"RENDERBUFFER_BINDING\",36048:\"FRAMEBUFFER_ATTACHMENT_OBJECT_TYPE\",36049:\"FRAMEBUFFER_ATTACHMENT_OBJECT_NAME\",36050:\"FRAMEBUFFER_ATTACHMENT_TEXTURE_LEVEL\",36051:\"FRAMEBUFFER_ATTACHMENT_TEXTURE_CUBE_MAP_FACE\",36053:\"FRAMEBUFFER_COMPLETE\",36054:\"FRAMEBUFFER_INCOMPLETE_ATTACHMENT\",36055:\"FRAMEBUFFER_INCOMPLETE_MISSING_ATTACHMENT\",36057:\"FRAMEBUFFER_INCOMPLETE_DIMENSIONS\",36061:\"FRAMEBUFFER_UNSUPPORTED\",36064:\"COLOR_ATTACHMENT0\",36096:\"DEPTH_ATTACHMENT\",36128:\"STENCIL_ATTACHMENT\",36160:\"FRAMEBUFFER\",36161:\"RENDERBUFFER\",36162:\"RENDERBUFFER_WIDTH\",36163:\"RENDERBUFFER_HEIGHT\",36164:\"RENDERBUFFER_INTERNAL_FORMAT\",36168:\"STENCIL_INDEX8\",36176:\"RENDERBUFFER_RED_SIZE\",36177:\"RENDERBUFFER_GREEN_SIZE\",36178:\"RENDERBUFFER_BLUE_SIZE\",36179:\"RENDERBUFFER_ALPHA_SIZE\",36180:\"RENDERBUFFER_DEPTH_SIZE\",36181:\"RENDERBUFFER_STENCIL_SIZE\",36194:\"RGB565\",36336:\"LOW_FLOAT\",36337:\"MEDIUM_FLOAT\",36338:\"HIGH_FLOAT\",36339:\"LOW_INT\",36340:\"MEDIUM_INT\",36341:\"HIGH_INT\",36346:\"SHADER_COMPILER\",36347:\"MAX_VERTEX_UNIFORM_VECTORS\",36348:\"MAX_VARYING_VECTORS\",36349:\"MAX_FRAGMENT_UNIFORM_VECTORS\",37440:\"UNPACK_FLIP_Y_WEBGL\",37441:\"UNPACK_PREMULTIPLY_ALPHA_WEBGL\",37442:\"CONTEXT_LOST_WEBGL\",37443:\"UNPACK_COLORSPACE_CONVERSION_WEBGL\",37444:\"BROWSER_DEFAULT_WEBGL\"}},6603:function(t,e,r){var 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outOfRange(clipBounds[0], clipBounds[1], fragPosition) ||\\n    fragColor.a * opacity == 0.\\n  ) discard;\\n\\n  gl_FragColor = opacity * fragColor;\\n}\"]);t.exports=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"offset\",type:\"vec3\"}])}},4234:function(t,e,r){\"use strict\";var n=r(8931);t.exports=function(t,e,r,n){i||(i=t.FRAMEBUFFER_UNSUPPORTED,a=t.FRAMEBUFFER_INCOMPLETE_ATTACHMENT,o=t.FRAMEBUFFER_INCOMPLETE_DIMENSIONS,s=t.FRAMEBUFFER_INCOMPLETE_MISSING_ATTACHMENT);var u=t.getExtension(\"WEBGL_draw_buffers\");if(!l&&u&&function(t,e){var r=t.getParameter(e.MAX_COLOR_ATTACHMENTS_WEBGL);l=new Array(r+1);for(var n=0;n<=r;++n){for(var i=new Array(r),a=0;a<n;++a)i[a]=t.COLOR_ATTACHMENT0+a;for(a=n;a<r;++a)i[a]=t.NONE;l[n]=i}}(t,u),Array.isArray(e)&&(n=r,r=0|e[1],e=0|e[0]),\"number\"!=typeof e)throw new Error(\"gl-fbo: Missing shape parameter\");var c=t.getParameter(t.MAX_RENDERBUFFER_SIZE);if(e<0||e>c||r<0||r>c)throw new 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c(t,e){t.bindFramebuffer(t.FRAMEBUFFER,e[0]),t.bindRenderbuffer(t.RENDERBUFFER,e[1]),t.bindTexture(t.TEXTURE_2D,e[2])}function f(t){switch(t){case i:throw new Error(\"gl-fbo: Framebuffer unsupported\");case a:throw new Error(\"gl-fbo: Framebuffer incomplete attachment\");case o:throw new Error(\"gl-fbo: Framebuffer incomplete dimensions\");case s:throw new Error(\"gl-fbo: Framebuffer incomplete missing attachment\");default:throw new Error(\"gl-fbo: Framebuffer failed for unspecified reason\")}}function h(t,e,r,i,a,o){if(!i)return null;var s=n(t,e,r,a,i);return s.magFilter=t.NEAREST,s.minFilter=t.NEAREST,s.mipSamples=1,s.bind(),t.framebufferTexture2D(t.FRAMEBUFFER,o,t.TEXTURE_2D,s.handle,0),s}function p(t,e,r,n,i){var a=t.createRenderbuffer();return t.bindRenderbuffer(t.RENDERBUFFER,a),t.renderbufferStorage(t.RENDERBUFFER,n,e,r),t.framebufferRenderbuffer(t.FRAMEBUFFER,i,t.RENDERBUFFER,a),a}function 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m=r.getExtension(\"WEBGL_depth_texture\");m?d?t.depth=h(r,i,a,m.UNSIGNED_INT_24_8_WEBGL,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):v&&(t.depth=h(r,i,a,r.UNSIGNED_SHORT,r.DEPTH_COMPONENT,r.DEPTH_ATTACHMENT)):v&&d?t._depth_rb=p(r,i,a,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):v?t._depth_rb=p(r,i,a,r.DEPTH_COMPONENT16,r.DEPTH_ATTACHMENT):d&&(t._depth_rb=p(r,i,a,r.STENCIL_INDEX,r.STENCIL_ATTACHMENT));var x=r.checkFramebufferStatus(r.FRAMEBUFFER);if(x!==r.FRAMEBUFFER_COMPLETE){for(t._destroyed=!0,r.bindFramebuffer(r.FRAMEBUFFER,null),r.deleteFramebuffer(t.handle),t.handle=null,t.depth&&(t.depth.dispose(),t.depth=null),t._depth_rb&&(r.deleteRenderbuffer(t._depth_rb),t._depth_rb=null),y=0;y<t.color.length;++y)t.color[y].dispose(),t.color[y]=null;t._color_rb&&(r.deleteRenderbuffer(t._color_rb),t._color_rb=null),c(r,e),f(x)}c(r,e)}(this)}var v=d.prototype;function g(t,e,r){if(t._destroyed)throw new Error(\"gl-fbo: Can't resize destroyed FBO\");if(t._shape[0]!==e||t._shape[1]!==r){var n=t.gl,i=n.getParameter(n.MAX_RENDERBUFFER_SIZE);if(e<0||e>i||r<0||r>i)throw new Error(\"gl-fbo: Can't resize FBO, invalid dimensions\");t._shape[0]=e,t._shape[1]=r;for(var a=u(n),o=0;o<t.color.length;++o)t.color[o].shape=t._shape;t._color_rb&&(n.bindRenderbuffer(n.RENDERBUFFER,t._color_rb),n.renderbufferStorage(n.RENDERBUFFER,n.RGBA4,t._shape[0],t._shape[1])),t.depth&&(t.depth.shape=t._shape),t._depth_rb&&(n.bindRenderbuffer(n.RENDERBUFFER,t._depth_rb),t._useDepth&&t._useStencil?n.renderbufferStorage(n.RENDERBUFFER,n.DEPTH_STENCIL,t._shape[0],t._shape[1]):t._useDepth?n.renderbufferStorage(n.RENDERBUFFER,n.DEPTH_COMPONENT16,t._shape[0],t._shape[1]):t._useStencil&&n.renderbufferStorage(n.RENDERBUFFER,n.STENCIL_INDEX,t._shape[0],t._shape[1])),n.bindFramebuffer(n.FRAMEBUFFER,t.handle);var s=n.checkFramebufferStatus(n.FRAMEBUFFER);s!==n.FRAMEBUFFER_COMPLETE&&(t.dispose(),c(n,a),f(s)),c(n,a)}}Object.defineProperties(v,{shape:{get:function(){return this._destroyed?[0,0]:this._shapeVector},set:function(t){if(Array.isArray(t)||(t=[0|t,0|t]),2!==t.length)throw new Error(\"gl-fbo: Shape vector must be length 2\");var e=0|t[0],r=0|t[1];return g(this,e,r),[e,r]},enumerable:!1},width:{get:function(){return this._destroyed?0:this._shape[0]},set:function(t){return g(this,t|=0,this._shape[1]),t},enumerable:!1},height:{get:function(){return this._destroyed?0:this._shape[1]},set:function(t){return t|=0,g(this,this._shape[0],t),t},enumerable:!1}}),v.bind=function(){if(!this._destroyed){var t=this.gl;t.bindFramebuffer(t.FRAMEBUFFER,this.handle),t.viewport(0,0,this._shape[0],this._shape[1])}},v.dispose=function(){if(!this._destroyed){this._destroyed=!0;var t=this.gl;t.deleteFramebuffer(this.handle),this.handle=null,this.depth&&(this.depth.dispose(),this.depth=null),this._depth_rb&&(t.deleteRenderbuffer(this._depth_rb),this._depth_rb=null);for(var e=0;e<this.color.length;++e)this.color[e].dispose(),this.color[e]=null;this._color_rb&&(t.deleteRenderbuffer(this._color_rb),this._color_rb=null)}}},3530:function(t,e,r){var n=r(8974).sprintf,i=r(6603),a=r(9365),o=r(8008);t.exports=function(t,e,r){\"use strict\";var s=a(e)||\"of unknown name (see npm glsl-shader-name)\",l=\"unknown type\";void 0!==r&&(l=r===i.FRAGMENT_SHADER?\"fragment\":\"vertex\");for(var u=n(\"Error compiling %s shader %s:\\n\",l,s),c=n(\"%s%s\",u,t),f=t.split(\"\\n\"),h={},p=0;p<f.length;p++){var d=f[p];if(\"\"!==d&&\"\\0\"!==d){var v=parseInt(d.split(\":\")[2]);if(isNaN(v))throw new Error(n(\"Could not parse error: %s\",d));h[v]=d}}var g=o(e).split(\"\\n\");for(p=0;p<g.length;p++)if((h[p+3]||h[p+2]||h[p+1])&&(u+=g[p]+\"\\n\",h[p+1])){var y=h[p+1];y=y.substr(y.split(\":\",3).join(\":\").length+1).trim(),u+=n(\"^^^ %s\\n\\n\",y)}return{long:u.trim(),short:c.trim()}}},6386:function(t,e,r){\"use strict\";t.exports=function(t,e){var r=t.gl,n=new u(t,o(r,l.vertex,l.fragment),o(r,l.pickVertex,l.pickFragment),s(r),s(r),s(r),s(r));return n.update(e),t.addObject(n),n};var n=r(5070),i=r(9560),a=r(5306),o=r(5158),s=r(5827),l=r(1292);function u(t,e,r,n,i,a,o){this.plot=t,this.shader=e,this.pickShader=r,this.positionBuffer=n,this.weightBuffer=i,this.colorBuffer=a,this.idBuffer=o,this.xData=[],this.yData=[],this.shape=[0,0],this.bounds=[1/0,1/0,-1/0,-1/0],this.pickOffset=0}var c,f=u.prototype,h=[0,0,1,0,0,1,1,0,1,1,0,1];f.draw=(c=[1,0,0,0,1,0,0,0,1],function(){var t=this.plot,e=this.shader,r=this.bounds,n=this.numVertices;if(!(n<=0)){var i=t.gl,a=t.dataBox,o=r[2]-r[0],s=r[3]-r[1],l=a[2]-a[0],u=a[3]-a[1];c[0]=2*o/l,c[4]=2*s/u,c[6]=2*(r[0]-a[0])/l-1,c[7]=2*(r[1]-a[1])/u-1,e.bind();var f=e.uniforms;f.viewTransform=c,f.shape=this.shape;var h=e.attributes;this.positionBuffer.bind(),h.position.pointer(),this.weightBuffer.bind(),h.weight.pointer(i.UNSIGNED_BYTE,!1),this.colorBuffer.bind(),h.color.pointer(i.UNSIGNED_BYTE,!0),i.drawArrays(i.TRIANGLES,0,n)}}),f.drawPick=function(){var t=[1,0,0,0,1,0,0,0,1],e=[0,0,0,0];return function(r){var n=this.plot,i=this.pickShader,a=this.bounds,o=this.numVertices;if(!(o<=0)){var s=n.gl,l=n.dataBox,u=a[2]-a[0],c=a[3]-a[1],f=l[2]-l[0],h=l[3]-l[1];t[0]=2*u/f,t[4]=2*c/h,t[6]=2*(a[0]-l[0])/f-1,t[7]=2*(a[1]-l[1])/h-1;for(var p=0;p<4;++p)e[p]=r>>8*p&255;this.pickOffset=r,i.bind();var d=i.uniforms;d.viewTransform=t,d.pickOffset=e,d.shape=this.shape;var v=i.attributes;return this.positionBuffer.bind(),v.position.pointer(),this.weightBuffer.bind(),v.weight.pointer(s.UNSIGNED_BYTE,!1),this.idBuffer.bind(),v.pickId.pointer(s.UNSIGNED_BYTE,!1),s.drawArrays(s.TRIANGLES,0,o),r+this.shape[0]*this.shape[1]}}}(),f.pick=function(t,e,r){var n=this.pickOffset,i=this.shape[0]*this.shape[1];if(r<n||r>=n+i)return null;var a=r-n,o=this.xData,s=this.yData;return{object:this,pointId:a,dataCoord:[o[a%this.shape[0]],s[a/this.shape[0]|0]]}},f.update=function(t){var e=(t=t||{}).shape||[0,0],r=t.x||i(e[0]),o=t.y||i(e[1]),s=t.z||new Float32Array(e[0]*e[1]),l=!1!==t.zsmooth;this.xData=r,this.yData=o;var u,c,f,p,d=t.colorLevels||[0],v=t.colorValues||[0,0,0,1],g=d.length,y=this.bounds;l?(u=y[0]=r[0],c=y[1]=o[0],f=y[2]=r[r.length-1],p=y[3]=o[o.length-1]):(u=y[0]=r[0]+(r[1]-r[0])/2,c=y[1]=o[0]+(o[1]-o[0])/2,f=y[2]=r[r.length-1]+(r[r.length-1]-r[r.length-2])/2,p=y[3]=o[o.length-1]+(o[o.length-1]-o[o.length-2])/2);var m=1/(f-u),x=1/(p-c),b=e[0],_=e[1];this.shape=[b,_];var w=(l?(b-1)*(_-1):b*_)*(h.length>>>1);this.numVertices=w;for(var T=a.mallocUint8(4*w),k=a.mallocFloat32(2*w),A=a.mallocUint8(2*w),M=a.mallocUint32(w),S=0,E=l?b-1:b,L=l?_-1:_,C=0;C<L;++C){var P,O;l?(P=x*(o[C]-c),O=x*(o[C+1]-c)):(P=C<_-1?x*(o[C]-(o[C+1]-o[C])/2-c):x*(o[C]-(o[C]-o[C-1])/2-c),O=C<_-1?x*(o[C]+(o[C+1]-o[C])/2-c):x*(o[C]+(o[C]-o[C-1])/2-c));for(var I=0;I<E;++I){var D,z;l?(D=m*(r[I]-u),z=m*(r[I+1]-u)):(D=I<b-1?m*(r[I]-(r[I+1]-r[I])/2-u):m*(r[I]-(r[I]-r[I-1])/2-u),z=I<b-1?m*(r[I]+(r[I+1]-r[I])/2-u):m*(r[I]+(r[I]-r[I-1])/2-u));for(var R=0;R<h.length;R+=2){var F,B,N,j,U=h[R],V=h[R+1],q=s[l?(C+V)*b+(I+U):C*b+I],H=n.le(d,q);if(H<0)F=v[0],B=v[1],N=v[2],j=v[3];else if(H===g-1)F=v[4*g-4],B=v[4*g-3],N=v[4*g-2],j=v[4*g-1];else{var G=(q-d[H])/(d[H+1]-d[H]),W=1-G,Y=4*H,X=4*(H+1);F=W*v[Y]+G*v[X],B=W*v[Y+1]+G*v[X+1],N=W*v[Y+2]+G*v[X+2],j=W*v[Y+3]+G*v[X+3]}T[4*S]=255*F,T[4*S+1]=255*B,T[4*S+2]=255*N,T[4*S+3]=255*j,k[2*S]=.5*D+.5*z,k[2*S+1]=.5*P+.5*O,A[2*S]=U,A[2*S+1]=V,M[S]=C*b+I,S+=1}}}this.positionBuffer.update(k),this.weightBuffer.update(A),this.colorBuffer.update(T),this.idBuffer.update(M),a.free(k),a.free(T),a.free(A),a.free(M)},f.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.positionBuffer.dispose(),this.weightBuffer.dispose(),this.colorBuffer.dispose(),this.idBuffer.dispose(),this.plot.removeObject(this)}},1292:function(t,e,r){\"use strict\";var n=r(6832);t.exports={fragment:n([\"precision lowp float;\\n#define GLSLIFY 1\\nvarying vec4 fragColor;\\nvoid main() {\\n  gl_FragColor = vec4(fragColor.rgb * fragColor.a, fragColor.a);\\n}\\n\"]),vertex:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 color;\\nattribute vec2 weight;\\n\\nuniform vec2 shape;\\nuniform mat3 viewTransform;\\n\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  vec3 vPosition = viewTransform * vec3( position + (weight-.5)/(shape-1.) , 1.0);\\n  fragColor = color;\\n  gl_Position = vec4(vPosition.xy, 0, vPosition.z);\\n}\\n\"]),pickFragment:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragId;\\nvarying vec2 vWeight;\\n\\nuniform vec2 shape;\\nuniform vec4 pickOffset;\\n\\nvoid main() {\\n  vec2 d = step(.5, vWeight);\\n  vec4 id = fragId + pickOffset;\\n  id.x += d.x + d.y*shape.x;\\n\\n  id.y += floor(id.x / 256.0);\\n  id.x -= floor(id.x / 256.0) * 256.0;\\n\\n  id.z += floor(id.y / 256.0);\\n  id.y -= floor(id.y / 256.0) * 256.0;\\n\\n  id.w += floor(id.z / 256.0);\\n  id.z -= floor(id.z / 256.0) * 256.0;\\n\\n  gl_FragColor = id/255.;\\n}\\n\"]),pickVertex:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 pickId;\\nattribute vec2 weight;\\n\\nuniform vec2 shape;\\nuniform mat3 viewTransform;\\n\\nvarying vec4 fragId;\\nvarying vec2 vWeight;\\n\\nvoid main() {\\n  vWeight = weight;\\n\\n  fragId = pickId;\\n\\n  vec3 vPosition = viewTransform * vec3( position + (weight-.5)/(shape-1.) , 1.0);\\n  gl_Position = vec4(vPosition.xy, 0, vPosition.z);\\n}\\n\"])}},248:function(t,e,r){var n=r(6832),i=r(5158),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, nextPosition;\\nattribute float arcLength, lineWidth;\\nattribute vec4 color;\\n\\nuniform vec2 screenShape;\\nuniform float pixelRatio;\\nuniform mat4 model, view, projection;\\n\\nvarying vec4 fragColor;\\nvarying vec3 worldPosition;\\nvarying float pixelArcLength;\\n\\nvec4 project(vec3 p) {\\n  return projection * view * model * vec4(p, 1.0);\\n}\\n\\nvoid main() {\\n  vec4 startPoint = project(position);\\n  vec4 endPoint   = project(nextPosition);\\n\\n  vec2 A = startPoint.xy / startPoint.w;\\n  vec2 B =   endPoint.xy /   endPoint.w;\\n\\n  float clipAngle = atan(\\n    (B.y - A.y) * screenShape.y,\\n    (B.x - A.x) * screenShape.x\\n  );\\n\\n  vec2 offset = 0.5 * pixelRatio * lineWidth * vec2(\\n    sin(clipAngle),\\n    -cos(clipAngle)\\n  ) / screenShape;\\n\\n  gl_Position = vec4(startPoint.xy + startPoint.w * offset, startPoint.zw);\\n\\n  worldPosition = position;\\n  pixelArcLength = arcLength;\\n  fragColor = color;\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3      clipBounds[2];\\nuniform sampler2D dashTexture;\\nuniform float     dashScale;\\nuniform float     opacity;\\n\\nvarying vec3    worldPosition;\\nvarying float   pixelArcLength;\\nvarying vec4    fragColor;\\n\\nvoid main() {\\n  if (\\n    outOfRange(clipBounds[0], clipBounds[1], worldPosition) ||\\n    fragColor.a * opacity == 0.\\n  ) discard;\\n\\n  float dashWeight = texture2D(dashTexture, vec2(dashScale * pixelArcLength, 0)).r;\\n  if(dashWeight < 0.5) {\\n    discard;\\n  }\\n  gl_FragColor = fragColor * opacity;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\n#define FLOAT_MAX  1.70141184e38\\n#define FLOAT_MIN  1.17549435e-38\\n\\n// https://github.com/mikolalysenko/glsl-read-float/blob/master/index.glsl\\nvec4 packFloat(float v) {\\n  float av = abs(v);\\n\\n  //Handle special cases\\n  if(av < FLOAT_MIN) {\\n    return vec4(0.0, 0.0, 0.0, 0.0);\\n  } else if(v > FLOAT_MAX) {\\n    return vec4(127.0, 128.0, 0.0, 0.0) / 255.0;\\n  } else if(v < -FLOAT_MAX) {\\n    return vec4(255.0, 128.0, 0.0, 0.0) / 255.0;\\n  }\\n\\n  vec4 c = vec4(0,0,0,0);\\n\\n  //Compute exponent and mantissa\\n  float e = floor(log2(av));\\n  float m = av * pow(2.0, -e) - 1.0;\\n\\n  //Unpack mantissa\\n  c[1] = floor(128.0 * m);\\n  m -= c[1] / 128.0;\\n  c[2] = floor(32768.0 * m);\\n  m -= c[2] / 32768.0;\\n  c[3] = floor(8388608.0 * m);\\n\\n  //Unpack exponent\\n  float ebias = e + 127.0;\\n  c[0] = floor(ebias / 2.0);\\n  ebias -= c[0] * 2.0;\\n  c[1] += floor(ebias) * 128.0;\\n\\n  //Unpack sign bit\\n  c[0] += 128.0 * step(0.0, -v);\\n\\n  //Scale back to range\\n  return c / 255.0;\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform float pickId;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec3 worldPosition;\\nvarying float pixelArcLength;\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], worldPosition)) discard;\\n\\n  gl_FragColor = vec4(pickId/255.0, packFloat(pixelArcLength).xyz);\\n}\"]),l=[{name:\"position\",type:\"vec3\"},{name:\"nextPosition\",type:\"vec3\"},{name:\"arcLength\",type:\"float\"},{name:\"lineWidth\",type:\"float\"},{name:\"color\",type:\"vec4\"}];e.createShader=function(t){return i(t,a,o,null,l)},e.createPickShader=function(t){return i(t,a,s,null,l)}},6086:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl||t.scene&&t.scene.gl,r=f(e);r.attributes.position.location=0,r.attributes.nextPosition.location=1,r.attributes.arcLength.location=2,r.attributes.lineWidth.location=3,r.attributes.color.location=4;var o=h(e);o.attributes.position.location=0,o.attributes.nextPosition.location=1,o.attributes.arcLength.location=2,o.attributes.lineWidth.location=3,o.attributes.color.location=4;for(var s=n(e),l=i(e,[{buffer:s,size:3,offset:0,stride:48},{buffer:s,size:3,offset:12,stride:48},{buffer:s,size:1,offset:24,stride:48},{buffer:s,size:1,offset:28,stride:48},{buffer:s,size:4,offset:32,stride:48}]),c=u(new Array(1024),[256,1,4]),p=0;p<1024;++p)c.data[p]=255;var d=a(e,c);d.wrap=e.REPEAT;var v=new y(e,r,o,s,l,d);return v.update(t),v};var n=r(5827),i=r(2944),a=r(8931),o=new Uint8Array(4),s=new Float32Array(o.buffer),l=r(5070),u=r(5050),c=r(248),f=c.createShader,h=c.createPickShader,p=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function d(t,e){for(var r=0,n=0;n<3;++n){var i=t[n]-e[n];r+=i*i}return Math.sqrt(r)}function v(t){for(var e=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],r=0;r<3;++r)e[0][r]=Math.max(t[0][r],e[0][r]),e[1][r]=Math.min(t[1][r],e[1][r]);return e}function g(t,e,r,n){this.arcLength=t,this.position=e,this.index=r,this.dataCoordinate=n}function y(t,e,r,n,i,a){this.gl=t,this.shader=e,this.pickShader=r,this.buffer=n,this.vao=i,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.points=[],this.arcLength=[],this.vertexCount=0,this.bounds=[[0,0,0],[0,0,0]],this.pickId=0,this.lineWidth=1,this.texture=a,this.dashScale=1,this.opacity=1,this.hasAlpha=!1,this.dirty=!0,this.pixelRatio=1}var m=y.prototype;m.isTransparent=function(){return this.hasAlpha},m.isOpaque=function(){return!this.hasAlpha},m.pickSlots=1,m.setPickBase=function(t){this.pickId=t},m.drawTransparent=m.draw=function(t){if(this.vertexCount){var e=this.gl,r=this.shader,n=this.vao;r.bind(),r.uniforms={model:t.model||p,view:t.view||p,projection:t.projection||p,clipBounds:v(this.clipBounds),dashTexture:this.texture.bind(),dashScale:this.dashScale/this.arcLength[this.arcLength.length-1],opacity:this.opacity,screenShape:[e.drawingBufferWidth,e.drawingBufferHeight],pixelRatio:this.pixelRatio},n.bind(),n.draw(e.TRIANGLE_STRIP,this.vertexCount),n.unbind()}},m.drawPick=function(t){if(this.vertexCount){var e=this.gl,r=this.pickShader,n=this.vao;r.bind(),r.uniforms={model:t.model||p,view:t.view||p,projection:t.projection||p,pickId:this.pickId,clipBounds:v(this.clipBounds),screenShape:[e.drawingBufferWidth,e.drawingBufferHeight],pixelRatio:this.pixelRatio},n.bind(),n.draw(e.TRIANGLE_STRIP,this.vertexCount),n.unbind()}},m.update=function(t){var e,r;this.dirty=!0;var n=!!t.connectGaps;\"dashScale\"in t&&(this.dashScale=t.dashScale),this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=+t.opacity,this.opacity<1&&(this.hasAlpha=!0));var 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t[0]=x*n+b*s+_*f+w*v,t[1]=x*i+b*l+_*h+w*g,t[2]=x*a+b*u+_*p+w*y,t[3]=x*o+b*c+_*d+w*m,x=r[4],b=r[5],_=r[6],w=r[7],t[4]=x*n+b*s+_*f+w*v,t[5]=x*i+b*l+_*h+w*g,t[6]=x*a+b*u+_*p+w*y,t[7]=x*o+b*c+_*d+w*m,x=r[8],b=r[9],_=r[10],w=r[11],t[8]=x*n+b*s+_*f+w*v,t[9]=x*i+b*l+_*h+w*g,t[10]=x*a+b*u+_*p+w*y,t[11]=x*o+b*c+_*d+w*m,x=r[12],b=r[13],_=r[14],w=r[15],t[12]=x*n+b*s+_*f+w*v,t[13]=x*i+b*l+_*h+w*g,t[14]=x*a+b*u+_*p+w*y,t[15]=x*o+b*c+_*d+w*m,t}},5268:function(t){t.exports=function(t,e,r,n,i,a,o){var s=1/(e-r),l=1/(n-i),u=1/(a-o);return t[0]=-2*s,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=-2*l,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=2*u,t[11]=0,t[12]=(e+r)*s,t[13]=(i+n)*l,t[14]=(o+a)*u,t[15]=1,t}},1120:function(t){t.exports=function(t,e,r,n,i){var a=1/Math.tan(e/2),o=1/(n-i);return t[0]=a/r,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=a,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=(i+n)*o,t[11]=-1,t[12]=0,t[13]=0,t[14]=2*i*n*o,t[15]=0,t}},4422:function(t){t.exports=function(t,e,r,n){var 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t[0]=e[0],t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=e[1],t[5]=e[5],t[6]=e[9],t[7]=e[13],t[8]=e[2],t[9]=e[6],t[10]=e[10],t[11]=e[14],t[12]=e[3],t[13]=e[7],t[14]=e[11],t[15]=e[15];return t}},4340:function(t,e,r){\"use strict\";var n=r(957),i=r(7309);function a(t,e){for(var r=[0,0,0,0],n=0;n<4;++n)for(var i=0;i<4;++i)r[i]+=t[4*n+i]*e[n];return r}function o(t,e,r,n,i){for(var o=a(n,a(r,a(e,[t[0],t[1],t[2],1]))),s=0;s<3;++s)o[s]/=o[3];return[.5*i[0]*(1+o[0]),.5*i[1]*(1-o[1])]}function s(t,e){for(var r=[0,0,0],n=0;n<t.length;++n)for(var i=t[n],a=e[n],o=0;o<3;++o)r[o]+=a*i[o];return r}t.exports=function(t,e,r,a,l,u){if(1===t.length)return[0,t[0].slice()];for(var c=new Array(t.length),f=0;f<t.length;++f)c[f]=o(t[f],r,a,l,u);var h=0,p=1/0;for(f=0;f<c.length;++f){for(var d=0,v=0;v<2;++v)d+=Math.pow(c[f][v]-e[v],2);d<p&&(p=d,h=f)}var g=function(t,e){if(2===t.length){for(var r=0,a=0,o=0;o<2;++o)r+=Math.pow(e[o]-t[0][o],2),a+=Math.pow(e[o]-t[1][o],2);return(r=Math.sqrt(r))+(a=Math.sqrt(a))<1e-6?[1,0]:[a/(r+a),r/(a+r)]}if(3===t.length){var s=[0,0];return i(t[0],t[1],t[2],e,s),n(t,s)}return[]}(c,e),y=0;for(f=0;f<3;++f){if(g[f]<-.001||g[f]>1.0001)return null;y+=g[f]}return Math.abs(y-1)>.001?null:[h,s(t,g),g]}},2056:function(t,e,r){var n=r(6832),i=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, normal;\\nattribute vec4 color;\\nattribute vec2 uv;\\n\\nuniform mat4 model\\n           , view\\n           , projection\\n           , inverseModel;\\nuniform vec3 eyePosition\\n           , lightPosition;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvec4 project(vec3 p) {\\n  return projection * view * model * vec4(p, 1.0);\\n}\\n\\nvoid main() {\\n  gl_Position      = project(position);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * vec4(position , 1.0);\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal  = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  f_color          = color;\\n  f_data           = position;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\n//#pragma glslify: beckmann = require(glsl-specular-beckmann) // used in gl-surface3d\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness\\n            , fresnel\\n            , kambient\\n            , kdiffuse\\n            , kspecular;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (f_color.a == 0.0 ||\\n    outOfRange(clipBounds[0], clipBounds[1], f_data)\\n  ) discard;\\n\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  //float specular = max(0.0, beckmann(L, V, N, roughness)); // used in gl-surface3d\\n\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = vec4(f_color.rgb, 1.0) * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * f_color.a;\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 uv;\\n\\nuniform mat4 model, view, projection;\\n\\nvarying vec4 f_color;\\nvarying vec3 f_data;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n  f_color = color;\\n  f_data  = position;\\n  f_uv    = uv;\\n}\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform sampler2D texture;\\nuniform float opacity;\\n\\nvarying vec4 f_color;\\nvarying vec3 f_data;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_data)) discard;\\n\\n  gl_FragColor = f_color * texture2D(texture, f_uv) * opacity;\\n}\"]),l=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 uv;\\nattribute float pointSize;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0.0, 0.0 ,0.0 ,0.0);\\n  } else {\\n    gl_Position = projection * view * model * vec4(position, 1.0);\\n  }\\n  gl_PointSize = pointSize;\\n  f_color = color;\\n  f_uv = uv;\\n}\"]),u=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D texture;\\nuniform float opacity;\\n\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  vec2 pointR = gl_PointCoord.xy - vec2(0.5, 0.5);\\n  if(dot(pointR, pointR) > 0.25) {\\n    discard;\\n  }\\n  gl_FragColor = f_color * texture2D(texture, f_uv) * opacity;\\n}\"]),c=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n  f_id        = id;\\n  f_position  = position;\\n}\"]),f=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]),h=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3  position;\\nattribute float pointSize;\\nattribute vec4  id;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0.0, 0.0, 0.0, 0.0);\\n  } else {\\n    gl_Position  = projection * view * model * vec4(position, 1.0);\\n    gl_PointSize = pointSize;\\n  }\\n  f_id         = id;\\n  f_position   = position;\\n}\"]),p=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n}\"]),d=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec3 contourColor;\\n\\nvoid main() {\\n  gl_FragColor = vec4(contourColor, 1.0);\\n}\\n\"]);e.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},e.wireShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},e.pointShader={vertex:l,fragment:u,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"pointSize\",type:\"float\"}]},e.pickShader={vertex:c,fragment:f,attributes:[{name:\"position\",type:\"vec3\"},{name:\"id\",type:\"vec4\"}]},e.pointPickShader={vertex:h,fragment:f,attributes:[{name:\"position\",type:\"vec3\"},{name:\"pointSize\",type:\"float\"},{name:\"id\",type:\"vec4\"}]},e.contourShader={vertex:p,fragment:d,attributes:[{name:\"position\",type:\"vec3\"}]}},8116:function(t,e,r){\"use strict\";var n=r(5158),i=r(5827),a=r(2944),o=r(8931),s=r(115),l=r(104),u=r(7437),c=r(5050),f=r(9156),h=r(7212),p=r(5306),d=r(2056),v=r(4340),g=d.meshShader,y=d.wireShader,m=d.pointShader,x=d.pickShader,b=d.pointPickShader,_=d.contourShader,w=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function T(t,e,r,n,i,a,o,s,l,u,c,f,h,p,d,v,g,y,m,x,b,_,T,k,A,M,S){this.gl=t,this.pixelRatio=1,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.lineShader=n,this.pointShader=i,this.pickShader=a,this.pointPickShader=o,this.contourShader=s,this.trianglePositions=l,this.triangleColors=c,this.triangleNormals=h,this.triangleUVs=f,this.triangleIds=u,this.triangleVAO=p,this.triangleCount=0,this.lineWidth=1,this.edgePositions=d,this.edgeColors=g,this.edgeUVs=y,this.edgeIds=v,this.edgeVAO=m,this.edgeCount=0,this.pointPositions=x,this.pointColors=_,this.pointUVs=T,this.pointSizes=k,this.pointIds=b,this.pointVAO=A,this.pointCount=0,this.contourLineWidth=1,this.contourPositions=M,this.contourVAO=S,this.contourCount=0,this.contourColor=[0,0,0],this.contourEnable=!0,this.pickVertex=!0,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.hasAlpha=!1,this.opacityscale=!1,this._model=w,this._view=w,this._projection=w,this._resolution=[1,1]}var k=T.prototype;function A(t,e){if(!e)return 1;if(!e.length)return 1;for(var r=0;r<e.length;++r){if(e.length<2)return 1;if(e[r][0]===t)return e[r][1];if(e[r][0]>t&&r>0){var n=(e[r][0]-t)/(e[r][0]-e[r-1][0]);return e[r][1]*(1-n)+n*e[r-1][1]}}return 1}function M(t){var e=n(t,m.vertex,m.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.pointSize.location=4,e}function S(t){var e=n(t,x.vertex,x.fragment);return e.attributes.position.location=0,e.attributes.id.location=1,e}function E(t){var e=n(t,b.vertex,b.fragment);return e.attributes.position.location=0,e.attributes.id.location=1,e.attributes.pointSize.location=4,e}function L(t){var e=n(t,_.vertex,_.fragment);return e.attributes.position.location=0,e}k.isOpaque=function(){return!this.hasAlpha},k.isTransparent=function(){return this.hasAlpha},k.pickSlots=1,k.setPickBase=function(t){this.pickId=t},k.highlight=function(t){if(t&&this.contourEnable){for(var e=h(this.cells,this.intensity,t.intensity),r=e.cells,n=e.vertexIds,i=e.vertexWeights,a=r.length,o=p.mallocFloat32(6*a),s=0,l=0;l<a;++l)for(var u=r[l],c=0;c<2;++c){var f=u[0];2===u.length&&(f=u[c]);for(var d=n[f][0],v=n[f][1],g=i[f],y=1-g,m=this.positions[d],x=this.positions[v],b=0;b<3;++b)o[s++]=g*m[b]+y*x[b]}this.contourCount=s/3|0,this.contourPositions.update(o.subarray(0,s)),p.free(o)}else this.contourCount=0},k.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"contourEnable\"in t&&(this.contourEnable=t.contourEnable),\"contourColor\"in t&&(this.contourColor=t.contourColor),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=t.opacity,this.opacity<1&&(this.hasAlpha=!0)),\"opacityscale\"in t&&(this.opacityscale=t.opacityscale,this.hasAlpha=!0),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),t.texture?(this.texture.dispose(),this.texture=o(e,t.texture)):t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t,e){for(var r=f({colormap:t,nshades:256,format:\"rgba\"}),n=new Uint8Array(1024),i=0;i<256;++i){for(var a=r[i],o=0;o<3;++o)n[4*i+o]=a[o];n[4*i+3]=e?255*A(i/255,e):255*a[3]}return c(n,[256,256,4],[4,0,1])}(t.colormap,this.opacityscale)),this.texture.generateMipmap());var r=t.cells,n=t.positions;if(n&&r){var i=[],a=[],l=[],u=[],h=[],p=[],d=[],v=[],g=[],y=[],m=[],x=[],b=[],_=[];this.cells=r,this.positions=n;var w=t.vertexNormals,T=t.cellNormals,k=void 0===t.vertexNormalsEpsilon?1e-6:t.vertexNormalsEpsilon,M=void 0===t.faceNormalsEpsilon?1e-6:t.faceNormalsEpsilon;t.useFacetNormals&&!T&&(T=s.faceNormals(r,n,M)),T||w||(w=s.vertexNormals(r,n,k));var S=t.vertexColors,E=t.cellColors,L=t.meshColor||[1,1,1,1],C=t.vertexUVs,P=t.vertexIntensity,O=t.cellUVs,I=t.cellIntensity,D=1/0,z=-1/0;if(!C&&!O)if(P)if(t.vertexIntensityBounds)D=+t.vertexIntensityBounds[0],z=+t.vertexIntensityBounds[1];else for(var R=0;R<P.length;++R){var F=P[R];D=Math.min(D,F),z=Math.max(z,F)}else if(I)if(t.cellIntensityBounds)D=+t.cellIntensityBounds[0],z=+t.cellIntensityBounds[1];else for(R=0;R<I.length;++R)F=I[R],D=Math.min(D,F),z=Math.max(z,F);else for(R=0;R<n.length;++R)F=n[R][2],D=Math.min(D,F),z=Math.max(z,F);this.intensity=P||I||function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n),this.pickVertex=!(I||E);var B=t.pointSizes,N=t.pointSize||1;for(this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],R=0;R<n.length;++R)for(var j=n[R],U=0;U<3;++U)!isNaN(j[U])&&isFinite(j[U])&&(this.bounds[0][U]=Math.min(this.bounds[0][U],j[U]),this.bounds[1][U]=Math.max(this.bounds[1][U],j[U]));var V=0,q=0,H=0;t:for(R=0;R<r.length;++R){var G=r[R];switch(G.length){case 1:for(j=n[Y=G[0]],U=0;U<3;++U)if(isNaN(j[U])||!isFinite(j[U]))continue t;y.push(j[0],j[1],j[2]),X=S?S[Y]:E?E[R]:L,this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[Y]-D)/(z-D),this.opacityscale)):3===X.length?m.push(X[0],X[1],X[2],this.opacity):(m.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)),Z=C?C[Y]:P?[(P[Y]-D)/(z-D),0]:O?O[R]:I?[(I[R]-D)/(z-D),0]:[(j[2]-D)/(z-D),0],x.push(Z[0],Z[1]),B?b.push(B[Y]):b.push(N),_.push(R),H+=1;break;case 2:for(U=0;U<2;++U){j=n[Y=G[U]];for(var W=0;W<3;++W)if(isNaN(j[W])||!isFinite(j[W]))continue t}for(U=0;U<2;++U)j=n[Y=G[U]],p.push(j[0],j[1],j[2]),X=S?S[Y]:E?E[R]:L,this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[Y]-D)/(z-D),this.opacityscale)):3===X.length?d.push(X[0],X[1],X[2],this.opacity):(d.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)),Z=C?C[Y]:P?[(P[Y]-D)/(z-D),0]:O?O[R]:I?[(I[R]-D)/(z-D),0]:[(j[2]-D)/(z-D),0],v.push(Z[0],Z[1]),g.push(R);q+=1;break;case 3:for(U=0;U<3;++U)for(j=n[Y=G[U]],W=0;W<3;++W)if(isNaN(j[W])||!isFinite(j[W]))continue t;for(U=0;U<3;++U){var Y,X,Z,K;j=n[Y=G[2-U]],i.push(j[0],j[1],j[2]),(X=S?S[Y]:E?E[R]:L)?this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[Y]-D)/(z-D),this.opacityscale)):3===X.length?a.push(X[0],X[1],X[2],this.opacity):(a.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)):a.push(.5,.5,.5,1),Z=C?C[Y]:P?[(P[Y]-D)/(z-D),0]:O?O[R]:I?[(I[R]-D)/(z-D),0]:[(j[2]-D)/(z-D),0],u.push(Z[0],Z[1]),K=w?w[Y]:T[R],l.push(K[0],K[1],K[2]),h.push(R)}V+=1}}this.pointCount=H,this.edgeCount=q,this.triangleCount=V,this.pointPositions.update(y),this.pointColors.update(m),this.pointUVs.update(x),this.pointSizes.update(b),this.pointIds.update(new Uint32Array(_)),this.edgePositions.update(p),this.edgeColors.update(d),this.edgeUVs.update(v),this.edgeIds.update(new Uint32Array(g)),this.trianglePositions.update(i),this.triangleColors.update(a),this.triangleUVs.update(u),this.triangleNormals.update(l),this.triangleIds.update(new Uint32Array(h))}},k.drawTransparent=k.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||w,n=t.view||w,i=t.projection||w,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var s={model:r,view:n,projection:i,inverseModel:w.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],contourColor:this.contourColor,texture:0};s.inverseModel=u(s.inverseModel,s.model),e.disable(e.CULL_FACE),this.texture.bind(0);var c=new Array(16);for(l(c,s.view,s.model),l(c,s.projection,c),u(c,c),o=0;o<3;++o)s.eyePosition[o]=c[12+o]/c[15];var f,h=c[15];for(o=0;o<3;++o)h+=this.lightPosition[o]*c[4*o+3];for(o=0;o<3;++o){for(var p=c[12+o],d=0;d<3;++d)p+=c[4*d+o]*this.lightPosition[d];s.lightPosition[o]=p/h}this.triangleCount>0&&((f=this.triShader).bind(),f.uniforms=s,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()),this.edgeCount>0&&this.lineWidth>0&&((f=this.lineShader).bind(),f.uniforms=s,this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind()),this.pointCount>0&&((f=this.pointShader).bind(),f.uniforms=s,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind()),this.contourEnable&&this.contourCount>0&&this.contourLineWidth>0&&((f=this.contourShader).bind(),f.uniforms=s,this.contourVAO.bind(),e.drawArrays(e.LINES,0,this.contourCount),this.contourVAO.unbind())},k.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||w,n=t.view||w,i=t.projection||w,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s,l={model:r,view:n,projection:i,clipBounds:a,pickId:this.pickId/255};(s=this.pickShader).bind(),s.uniforms=l,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()),this.edgeCount>0&&(this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind()),this.pointCount>0&&((s=this.pointPickShader).bind(),s.uniforms=l,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind())},k.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;for(var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions,i=new Array(r.length),a=0;a<r.length;++a)i[a]=n[r[a]];var o=t.coord[0],s=t.coord[1];if(!this.pickVertex){var l=this.positions[r[0]],u=this.positions[r[1]],c=this.positions[r[2]],f=[(l[0]+u[0]+c[0])/3,(l[1]+u[1]+c[1])/3,(l[2]+u[2]+c[2])/3];return{_cellCenter:!0,position:[o,s],index:e,cell:r,cellId:e,intensity:this.intensity[e],dataCoordinate:f}}var h=v(i,[o*this.pixelRatio,this._resolution[1]-s*this.pixelRatio],this._model,this._view,this._projection,this._resolution);if(!h)return null;var p=h[2],d=0;for(a=0;a<r.length;++a)d+=p[a]*this.intensity[r[a]];return{position:h[1],index:r[h[0]],cell:r,cellId:e,intensity:d,dataCoordinate:this.positions[r[h[0]]]}},k.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.lineShader.dispose(),this.pointShader.dispose(),this.pickShader.dispose(),this.pointPickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleNormals.dispose(),this.triangleIds.dispose(),this.edgeVAO.dispose(),this.edgePositions.dispose(),this.edgeColors.dispose(),this.edgeUVs.dispose(),this.edgeIds.dispose(),this.pointVAO.dispose(),this.pointPositions.dispose(),this.pointColors.dispose(),this.pointUVs.dispose(),this.pointSizes.dispose(),this.pointIds.dispose(),this.contourVAO.dispose(),this.contourPositions.dispose(),this.contourShader.dispose()},t.exports=function(t,e){if(1===arguments.length&&(t=(e=t).gl),!(t.getExtension(\"OES_standard_derivatives\")||t.getExtension(\"MOZ_OES_standard_derivatives\")||t.getExtension(\"WEBKIT_OES_standard_derivatives\")))throw new Error(\"derivatives not supported\");var r=function(t){var e=n(t,g.vertex,g.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.normal.location=4,e}(t),s=function(t){var e=n(t,y.vertex,y.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e}(t),l=M(t),u=S(t),f=E(t),h=L(t),p=o(t,c(new Uint8Array([255,255,255,255]),[1,1,4]));p.generateMipmap(),p.minFilter=t.LINEAR_MIPMAP_LINEAR,p.magFilter=t.LINEAR;var d=i(t),v=i(t),m=i(t),x=i(t),b=i(t),_=a(t,[{buffer:d,type:t.FLOAT,size:3},{buffer:b,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:v,type:t.FLOAT,size:4},{buffer:m,type:t.FLOAT,size:2},{buffer:x,type:t.FLOAT,size:3}]),w=i(t),k=i(t),A=i(t),C=i(t),P=a(t,[{buffer:w,type:t.FLOAT,size:3},{buffer:C,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:k,type:t.FLOAT,size:4},{buffer:A,type:t.FLOAT,size:2}]),O=i(t),I=i(t),D=i(t),z=i(t),R=i(t),F=a(t,[{buffer:O,type:t.FLOAT,size:3},{buffer:R,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:I,type:t.FLOAT,size:4},{buffer:D,type:t.FLOAT,size:2},{buffer:z,type:t.FLOAT,size:1}]),B=i(t),N=new T(t,p,r,s,l,u,f,h,d,b,v,m,x,_,w,C,k,A,P,O,R,I,D,z,F,B,a(t,[{buffer:B,type:t.FLOAT,size:3}]));return N.update(e),N}},4554:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl;return new o(t,n(e,[0,0,0,1,1,0,1,1]),i(e,a.boxVert,a.lineFrag))};var n=r(5827),i=r(5158),a=r(2709);function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,u=o.prototype;u.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},u.drawBox=(s=[0,0],l=[0,0],function(t,e,r,n,i){var a=this.plot,o=this.shader,u=a.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,o.uniforms.lo=s,o.uniforms.hi=l,o.uniforms.color=i,u.drawArrays(u.TRIANGLE_STRIP,0,4)}),u.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},3016:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl;return new s(t,n(e),i(e,o.gridVert,o.gridFrag),i(e,o.tickVert,o.gridFrag))};var n=r(5827),i=r(5158),a=r(5070),o=r(2709);function s(t,e,r,n){this.plot=t,this.vbo=e,this.shader=r,this.tickShader=n,this.ticks=[[],[]]}function l(t,e){return t-e}var u,c,f,h,p,d=s.prototype;d.draw=(u=[0,0],c=[0,0],f=[0,0],function(){for(var t=this.plot,e=this.vbo,r=this.shader,n=this.ticks,i=t.gl,a=t._tickBounds,o=t.dataBox,s=t.viewBox,l=t.gridLineWidth,h=t.gridLineColor,p=t.gridLineEnable,d=t.pixelRatio,v=0;v<2;++v){var g=a[v],y=a[v+2]-g,m=.5*(o[v+2]+o[v]),x=o[v+2]-o[v];c[v]=2*y/x,u[v]=2*(g-m)/x}r.bind(),e.bind(),r.attributes.dataCoord.pointer(),r.uniforms.dataShift=u,r.uniforms.dataScale=c;var b=0;for(v=0;v<2;++v){f[0]=f[1]=0,f[v]=1,r.uniforms.dataAxis=f,r.uniforms.lineWidth=l[v]/(s[v+2]-s[v])*d,r.uniforms.color=h[v];var _=6*n[v].length;p[v]&&_&&i.drawArrays(i.TRIANGLES,b,_),b+=_}}),d.drawTickMarks=function(){var t=[0,0],e=[0,0],r=[1,0],n=[0,1],i=[0,0],o=[0,0];return function(){for(var s=this.plot,u=this.vbo,c=this.tickShader,f=this.ticks,h=s.gl,p=s._tickBounds,d=s.dataBox,v=s.viewBox,g=s.pixelRatio,y=s.screenBox,m=y[2]-y[0],x=y[3]-y[1],b=v[2]-v[0],_=v[3]-v[1],w=0;w<2;++w){var T=p[w],k=p[w+2]-T,A=.5*(d[w+2]+d[w]),M=d[w+2]-d[w];e[w]=2*k/M,t[w]=2*(T-A)/M}e[0]*=b/m,t[0]*=b/m,e[1]*=_/x,t[1]*=_/x,c.bind(),u.bind(),c.attributes.dataCoord.pointer();var S=c.uniforms;S.dataShift=t,S.dataScale=e;var E=s.tickMarkLength,L=s.tickMarkWidth,C=s.tickMarkColor,P=6*f[0].length,O=Math.min(a.ge(f[0],(d[0]-p[0])/(p[2]-p[0]),l),f[0].length),I=Math.min(a.gt(f[0],(d[2]-p[0])/(p[2]-p[0]),l),f[0].length),D=0+6*O,z=6*Math.max(0,I-O),R=Math.min(a.ge(f[1],(d[1]-p[1])/(p[3]-p[1]),l),f[1].length),F=Math.min(a.gt(f[1],(d[3]-p[1])/(p[3]-p[1]),l),f[1].length),B=P+6*R,N=6*Math.max(0,F-R);i[0]=2*(v[0]-E[1])/m-1,i[1]=(v[3]+v[1])/x-1,o[0]=E[1]*g/m,o[1]=L[1]*g/x,N&&(S.color=C[1],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,h.drawArrays(h.TRIANGLES,B,N)),i[0]=(v[2]+v[0])/m-1,i[1]=2*(v[1]-E[0])/x-1,o[0]=L[0]*g/m,o[1]=E[0]*g/x,z&&(S.color=C[0],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,h.drawArrays(h.TRIANGLES,D,z)),i[0]=2*(v[2]+E[3])/m-1,i[1]=(v[3]+v[1])/x-1,o[0]=E[3]*g/m,o[1]=L[3]*g/x,N&&(S.color=C[3],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,h.drawArrays(h.TRIANGLES,B,N)),i[0]=(v[2]+v[0])/m-1,i[1]=2*(v[3]+E[2])/x-1,o[0]=L[2]*g/m,o[1]=E[2]*g/x,z&&(S.color=C[2],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,h.drawArrays(h.TRIANGLES,D,z))}}(),d.update=(h=[1,1,-1,-1,1,-1],p=[1,-1,1,1,-1,-1],function(t){for(var e=t.ticks,r=t.bounds,n=new Float32Array(18*(e[0].length+e[1].length)),i=(this.plot.zeroLineEnable,0),a=[[],[]],o=0;o<2;++o)for(var s=a[o],l=e[o],u=r[o],c=r[o+2],f=0;f<l.length;++f){var d=(l[f].x-u)/(c-u);s.push(d);for(var v=0;v<6;++v)n[i++]=d,n[i++]=h[v],n[i++]=p[v]}this.ticks=a,this.vbo.update(n)}),d.dispose=function(){this.vbo.dispose(),this.shader.dispose(),this.tickShader.dispose()}},1154:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl;return new o(t,n(e,[-1,-1,-1,1,1,-1,1,1]),i(e,a.lineVert,a.lineFrag))};var n=r(5827),i=r(5158),a=r(2709);function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,u=o.prototype;u.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},u.drawLine=(s=[0,0],l=[0,0],function(t,e,r,n,i,a){var o=this.plot,u=this.shader,c=o.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,u.uniforms.start=s,u.uniforms.end=l,u.uniforms.width=i*o.pixelRatio,u.uniforms.color=a,c.drawArrays(c.TRIANGLE_STRIP,0,4)}),u.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},2709:function(t,e,r){\"use strict\";var n=r(6832),i=n([\"precision lowp float;\\n#define GLSLIFY 1\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = vec4(color.xyz * color.w, color.w);\\n}\\n\"]);t.exports={lineVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 coord;\\n\\nuniform vec4 screenBox;\\nuniform vec2 start, end;\\nuniform float width;\\n\\nvec2 perp(vec2 v) {\\n  return vec2(v.y, -v.x);\\n}\\n\\nvec2 screen(vec2 v) {\\n  return 2.0 * (v - screenBox.xy) / (screenBox.zw - screenBox.xy) - 1.0;\\n}\\n\\nvoid main() {\\n  vec2 delta = normalize(perp(start - end));\\n  vec2 offset = mix(start, end, 0.5 * (coord.y+1.0));\\n  gl_Position = vec4(screen(offset + 0.5 * width * delta * coord.x), 0, 1);\\n}\\n\"]),lineFrag:i,textVert:n([\"#define GLSLIFY 1\\nattribute vec3 textCoordinate;\\n\\nuniform vec2 dataScale, dataShift, dataAxis, screenOffset, textScale;\\nuniform float angle;\\n\\nvoid main() {\\n  float dataOffset  = textCoordinate.z;\\n  vec2 glyphOffset  = textCoordinate.xy;\\n  mat2 glyphMatrix = mat2(cos(angle), sin(angle), -sin(angle), cos(angle));\\n  vec2 screenCoordinate = dataAxis * (dataScale * dataOffset + dataShift) +\\n    glyphMatrix * glyphOffset * textScale + screenOffset;\\n  gl_Position = vec4(screenCoordinate, 0, 1);\\n}\\n\"]),textFrag:i,gridVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec3 dataCoord;\\n\\nuniform vec2 dataAxis, dataShift, dataScale;\\nuniform float lineWidth;\\n\\nvoid main() {\\n  vec2 pos = dataAxis * (dataScale * dataCoord.x + dataShift);\\n  pos += 10.0 * dataCoord.y * vec2(dataAxis.y, -dataAxis.x) + dataCoord.z * lineWidth;\\n  gl_Position = vec4(pos, 0, 1);\\n}\\n\"]),gridFrag:i,boxVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 coord;\\n\\nuniform vec4 screenBox;\\nuniform vec2 lo, hi;\\n\\nvec2 screen(vec2 v) {\\n  return 2.0 * (v - screenBox.xy) / (screenBox.zw - screenBox.xy) - 1.0;\\n}\\n\\nvoid main() {\\n  gl_Position = vec4(screen(mix(lo, hi, coord)), 0, 1);\\n}\\n\"]),tickVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec3 dataCoord;\\n\\nuniform vec2 dataAxis, dataShift, dataScale, screenOffset, tickScale;\\n\\nvoid main() {\\n  vec2 pos = dataAxis * (dataScale * dataCoord.x + dataShift);\\n  gl_Position = vec4(pos + tickScale*dataCoord.yz + screenOffset, 0, 1);\\n}\\n\"])}},5613:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl;return new l(t,n(e),i(e,s.textVert,s.textFrag))};var n=r(5827),i=r(5158),a=r(6946),o=r(5070),s=r(2709);function l(t,e,r){this.plot=t,this.vbo=e,this.shader=r,this.tickOffset=[[],[]],this.tickX=[[],[]],this.labelOffset=[0,0],this.labelCount=[0,0]}var u,c,f,h,p,d,v=l.prototype;v.drawTicks=(u=[0,0],c=[0,0],f=[0,0],function(t){var e=this.plot,r=this.shader,n=this.tickX[t],i=this.tickOffset[t],a=e.gl,s=e.viewBox,l=e.dataBox,h=e.screenBox,p=e.pixelRatio,d=e.tickEnable,v=e.tickPad,g=e.tickColor,y=e.tickAngle,m=e.labelEnable,x=e.labelPad,b=e.labelColor,_=e.labelAngle,w=this.labelOffset[t],T=this.labelCount[t],k=o.lt(n,l[t]),A=o.le(n,l[t+2]);u[0]=u[1]=0,u[t]=1,c[t]=(s[2+t]+s[t])/(h[2+t]-h[t])-1;var M=2/h[2+(1^t)]-h[1^t];c[1^t]=M*s[1^t]-1,d[t]&&(c[1^t]-=M*p*v[t],k<A&&i[A]>i[k]&&(r.uniforms.dataAxis=u,r.uniforms.screenOffset=c,r.uniforms.color=g[t],r.uniforms.angle=y[t],a.drawArrays(a.TRIANGLES,i[k],i[A]-i[k]))),m[t]&&T&&(c[1^t]-=M*p*x[t],r.uniforms.dataAxis=f,r.uniforms.screenOffset=c,r.uniforms.color=b[t],r.uniforms.angle=_[t],a.drawArrays(a.TRIANGLES,w,T)),c[1^t]=M*s[2+(1^t)]-1,d[t+2]&&(c[1^t]+=M*p*v[t+2],k<A&&i[A]>i[k]&&(r.uniforms.dataAxis=u,r.uniforms.screenOffset=c,r.uniforms.color=g[t+2],r.uniforms.angle=y[t+2],a.drawArrays(a.TRIANGLES,i[k],i[A]-i[k]))),m[t+2]&&T&&(c[1^t]+=M*p*x[t+2],r.uniforms.dataAxis=f,r.uniforms.screenOffset=c,r.uniforms.color=b[t+2],r.uniforms.angle=_[t+2],a.drawArrays(a.TRIANGLES,w,T))}),v.drawTitle=function(){var t=[0,0],e=[0,0];return function(){var r=this.plot,n=this.shader,i=r.gl,a=r.screenBox,o=r.titleCenter,s=r.titleAngle,l=r.titleColor,u=r.pixelRatio;if(this.titleCount){for(var c=0;c<2;++c)e[c]=2*(o[c]*u-a[c])/(a[2+c]-a[c])-1;n.bind(),n.uniforms.dataAxis=t,n.uniforms.screenOffset=e,n.uniforms.angle=s,n.uniforms.color=l,i.drawArrays(i.TRIANGLES,this.titleOffset,this.titleCount)}}}(),v.bind=(h=[0,0],p=[0,0],d=[0,0],function(){var t=this.plot,e=this.shader,r=t._tickBounds,n=t.dataBox,i=t.screenBox,a=t.viewBox;e.bind();for(var o=0;o<2;++o){var s=r[o],l=r[o+2]-s,u=.5*(n[o+2]+n[o]),c=n[o+2]-n[o],f=a[o],v=a[o+2]-f,g=i[o],y=i[o+2]-g;p[o]=2*l/c*v/y,h[o]=2*(s-u)/c*v/y}d[1]=2*t.pixelRatio/(i[3]-i[1]),d[0]=d[1]*(i[3]-i[1])/(i[2]-i[0]),e.uniforms.dataScale=p,e.uniforms.dataShift=h,e.uniforms.textScale=d,this.vbo.bind(),e.attributes.textCoordinate.pointer()}),v.update=function(t){var e,r,n,i,o,s=[],l=t.ticks,u=t.bounds;for(o=0;o<2;++o){var c=[Math.floor(s.length/3)],f=[-1/0],h=l[o];for(e=0;e<h.length;++e){var p=h[e],d=p.x,v=p.text,g=p.font||\"sans-serif\";i=p.fontSize||12;for(var y=1/(u[o+2]-u[o]),m=u[o],x=v.split(\"\\n\"),b=0;b<x.length;b++)for(n=a(g,x[b]).data,r=0;r<n.length;r+=2)s.push(n[r]*i,-n[r+1]*i-b*i*1.2,(d-m)*y);c.push(Math.floor(s.length/3)),f.push(d)}this.tickOffset[o]=c,this.tickX[o]=f}for(o=0;o<2;++o){for(this.labelOffset[o]=Math.floor(s.length/3),n=a(t.labelFont[o],t.labels[o],{textAlign:\"center\"}).data,i=t.labelSize[o],e=0;e<n.length;e+=2)s.push(n[e]*i,-n[e+1]*i,0);this.labelCount[o]=Math.floor(s.length/3)-this.labelOffset[o]}for(this.titleOffset=Math.floor(s.length/3),n=a(t.titleFont,t.title).data,i=t.titleSize,e=0;e<n.length;e+=2)s.push(n[e]*i,-n[e+1]*i,0);this.titleCount=Math.floor(s.length/3)-this.titleOffset,this.vbo.update(s)},v.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},2117:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl,r=new l(e,n(e,[e.drawingBufferWidth,e.drawingBufferHeight]));return r.grid=i(r),r.text=a(r),r.line=o(r),r.box=s(r),r.update(t),r};var n=r(2611),i=r(3016),a=r(5613),o=r(1154),s=r(4554);function l(t,e){this.gl=t,this.pickBuffer=e,this.screenBox=[0,0,t.drawingBufferWidth,t.drawingBufferHeight],this.viewBox=[0,0,0,0],this.dataBox=[-10,-10,10,10],this.gridLineEnable=[!0,!0],this.gridLineWidth=[1,1],this.gridLineColor=[[0,0,0,1],[0,0,0,1]],this.pixelRatio=1,this.tickMarkLength=[0,0,0,0],this.tickMarkWidth=[0,0,0,0],this.tickMarkColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[15,15,15,15],this.tickAngle=[0,0,0,0],this.tickEnable=[!0,!0,!0,!0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[15,15,15,15],this.labelAngle=[0,Math.PI/2,0,3*Math.PI/2],this.labelEnable=[!0,!0,!0,!0],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.titleCenter=[0,0],this.titleEnable=!0,this.titleAngle=0,this.titleColor=[0,0,0,1],this.borderColor=[0,0,0,0],this.backgroundColor=[0,0,0,0],this.zeroLineEnable=[!0,!0],this.zeroLineWidth=[4,4],this.zeroLineColor=[[0,0,0,1],[0,0,0,1]],this.borderLineEnable=[!0,!0,!0,!0],this.borderLineWidth=[2,2,2,2],this.borderLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.grid=null,this.text=null,this.line=null,this.box=null,this.objects=[],this.overlays=[],this._tickBounds=[1/0,1/0,-1/0,-1/0],this.static=!1,this.dirty=!1,this.pickDirty=!1,this.pickDelay=120,this.pickRadius=10,this._pickTimeout=null,this._drawPick=this.drawPick.bind(this),this._depthCounter=0}var u=l.prototype;function c(t){for(var e=t.slice(),r=0;r<e.length;++r)e[r]=e[r].slice();return e}function f(t,e){return t.x-e.x}u.setDirty=function(){this.dirty=this.pickDirty=!0},u.setOverlayDirty=function(){this.dirty=!0},u.nextDepthValue=function(){return this._depthCounter++/65536},u.draw=function(){var t=this.gl,e=this.screenBox,r=this.viewBox,n=this.dataBox,i=this.pixelRatio,a=this.grid,o=this.line,s=this.text,l=this.objects;if(this._depthCounter=0,this.pickDirty&&(this._pickTimeout&&clearTimeout(this._pickTimeout),this.pickDirty=!1,this._pickTimeout=setTimeout(this._drawPick,this.pickDelay)),this.dirty){if(this.dirty=!1,t.bindFramebuffer(t.FRAMEBUFFER,null),t.enable(t.SCISSOR_TEST),t.disable(t.DEPTH_TEST),t.depthFunc(t.LESS),t.depthMask(!1),t.enable(t.BLEND),t.blendEquation(t.FUNC_ADD,t.FUNC_ADD),t.blendFunc(t.ONE,t.ONE_MINUS_SRC_ALPHA),this.borderColor){t.scissor(e[0],e[1],e[2]-e[0],e[3]-e[1]);var u=this.borderColor;t.clearColor(u[0]*u[3],u[1]*u[3],u[2]*u[3],u[3]),t.clear(t.COLOR_BUFFER_BIT|t.DEPTH_BUFFER_BIT)}t.scissor(r[0],r[1],r[2]-r[0],r[3]-r[1]),t.viewport(r[0],r[1],r[2]-r[0],r[3]-r[1]);var c=this.backgroundColor;t.clearColor(c[0]*c[3],c[1]*c[3],c[2]*c[3],c[3]),t.clear(t.COLOR_BUFFER_BIT),a.draw();var f=this.zeroLineEnable,h=this.zeroLineColor,p=this.zeroLineWidth;if(f[0]||f[1]){o.bind();for(var d=0;d<2;++d)if(f[d]&&n[d]<=0&&n[d+2]>=0){var v=e[d]-n[d]*(e[d+2]-e[d])/(n[d+2]-n[d]);0===d?o.drawLine(v,e[1],v,e[3],p[d],h[d]):o.drawLine(e[0],v,e[2],v,p[d],h[d])}}for(d=0;d<l.length;++d)l[d].draw();t.viewport(e[0],e[1],e[2]-e[0],e[3]-e[1]),t.scissor(e[0],e[1],e[2]-e[0],e[3]-e[1]),this.grid.drawTickMarks(),o.bind();var g=this.borderLineEnable,y=this.borderLineWidth,m=this.borderLineColor;for(g[1]&&o.drawLine(r[0],r[1]-.5*y[1]*i,r[0],r[3]+.5*y[3]*i,y[1],m[1]),g[0]&&o.drawLine(r[0]-.5*y[0]*i,r[1],r[2]+.5*y[2]*i,r[1],y[0],m[0]),g[3]&&o.drawLine(r[2],r[1]-.5*y[1]*i,r[2],r[3]+.5*y[3]*i,y[3],m[3]),g[2]&&o.drawLine(r[0]-.5*y[0]*i,r[3],r[2]+.5*y[2]*i,r[3],y[2],m[2]),s.bind(),d=0;d<2;++d)s.drawTicks(d);this.titleEnable&&s.drawTitle();var x=this.overlays;for(d=0;d<x.length;++d)x[d].draw();t.disable(t.SCISSOR_TEST),t.disable(t.BLEND),t.depthMask(!0)}},u.drawPick=function(){if(!this.static){var t=this.pickBuffer;this.gl,this._pickTimeout=null,t.begin();for(var e=1,r=this.objects,n=0;n<r.length;++n)e=r[n].drawPick(e);t.end()}},u.pick=function(t,e){if(!this.static){var r=this.pixelRatio,n=this.pickPixelRatio,i=this.viewBox,a=0|Math.round((t-i[0]/r)*n),o=0|Math.round((e-i[1]/r)*n),s=this.pickBuffer.query(a,o,this.pickRadius);if(!s)return null;for(var l=s.id+(s.value[0]<<8)+(s.value[1]<<16)+(s.value[2]<<24),u=this.objects,c=0;c<u.length;++c){var f=u[c].pick(a,o,l);if(f)return f}return null}},u.setScreenBox=function(t){var e=this.screenBox,r=this.pixelRatio;e[0]=0|Math.round(t[0]*r),e[1]=0|Math.round(t[1]*r),e[2]=0|Math.round(t[2]*r),e[3]=0|Math.round(t[3]*r),this.setDirty()},u.setDataBox=function(t){var e=this.dataBox;(e[0]!==t[0]||e[1]!==t[1]||e[2]!==t[2]||e[3]!==t[3])&&(e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],this.setDirty())},u.setViewBox=function(t){var e=this.pixelRatio,r=this.viewBox;r[0]=0|Math.round(t[0]*e),r[1]=0|Math.round(t[1]*e),r[2]=0|Math.round(t[2]*e),r[3]=0|Math.round(t[3]*e);var n=this.pickPixelRatio;this.pickBuffer.shape=[0|Math.round((t[2]-t[0])*n),0|Math.round((t[3]-t[1])*n)],this.setDirty()},u.update=function(t){t=t||{};var e=this.gl;this.pixelRatio=t.pixelRatio||1;var r=this.pixelRatio;this.pickPixelRatio=Math.max(r,1),this.setScreenBox(t.screenBox||[0,0,e.drawingBufferWidth/r,e.drawingBufferHeight/r]),this.screenBox,this.setViewBox(t.viewBox||[.125*(this.screenBox[2]-this.screenBox[0])/r,.125*(this.screenBox[3]-this.screenBox[1])/r,.875*(this.screenBox[2]-this.screenBox[0])/r,.875*(this.screenBox[3]-this.screenBox[1])/r]);var n=this.viewBox,i=(n[2]-n[0])/(n[3]-n[1]);this.setDataBox(t.dataBox||[-10,-10/i,10,10/i]),this.borderColor=!1!==t.borderColor&&(t.borderColor||[0,0,0,0]).slice(),this.backgroundColor=(t.backgroundColor||[0,0,0,0]).slice(),this.gridLineEnable=(t.gridLineEnable||[!0,!0]).slice(),this.gridLineWidth=(t.gridLineWidth||[1,1]).slice(),this.gridLineColor=c(t.gridLineColor||[[.5,.5,.5,1],[.5,.5,.5,1]]),this.zeroLineEnable=(t.zeroLineEnable||[!0,!0]).slice(),this.zeroLineWidth=(t.zeroLineWidth||[4,4]).slice(),this.zeroLineColor=c(t.zeroLineColor||[[0,0,0,1],[0,0,0,1]]),this.tickMarkLength=(t.tickMarkLength||[0,0,0,0]).slice(),this.tickMarkWidth=(t.tickMarkWidth||[0,0,0,0]).slice(),this.tickMarkColor=c(t.tickMarkColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.titleCenter=(t.titleCenter||[.5*(n[0]+n[2])/r,(n[3]+120)/r]).slice(),this.titleEnable=!(\"titleEnable\"in t)||!!t.titleEnable,this.titleAngle=t.titleAngle||0,this.titleColor=(t.titleColor||[0,0,0,1]).slice(),this.labelPad=(t.labelPad||[15,15,15,15]).slice(),this.labelAngle=(t.labelAngle||[0,Math.PI/2,0,3*Math.PI/2]).slice(),this.labelEnable=(t.labelEnable||[!0,!0,!0,!0]).slice(),this.labelColor=c(t.labelColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.tickPad=(t.tickPad||[15,15,15,15]).slice(),this.tickAngle=(t.tickAngle||[0,0,0,0]).slice(),this.tickEnable=(t.tickEnable||[!0,!0,!0,!0]).slice(),this.tickColor=c(t.tickColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.borderLineEnable=(t.borderLineEnable||[!0,!0,!0,!0]).slice(),this.borderLineWidth=(t.borderLineWidth||[2,2,2,2]).slice(),this.borderLineColor=c(t.borderLineColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]);var a=t.ticks||[[],[]],o=this._tickBounds;o[0]=o[1]=1/0,o[2]=o[3]=-1/0;for(var s=0;s<2;++s){var l=a[s].slice(0);0!==l.length&&(l.sort(f),o[s]=Math.min(o[s],l[0].x),o[s+2]=Math.max(o[s+2],l[l.length-1].x))}this.grid.update({bounds:o,ticks:a}),this.text.update({bounds:o,ticks:a,labels:t.labels||[\"x\",\"y\"],labelSize:t.labelSize||[12,12],labelFont:t.labelFont||[\"sans-serif\",\"sans-serif\"],title:t.title||\"\",titleSize:t.titleSize||18,titleFont:t.titleFont||\"sans-serif\"}),this.static=!!t.static,this.setDirty()},u.dispose=function(){this.box.dispose(),this.grid.dispose(),this.text.dispose(),this.line.dispose();for(var t=this.objects.length-1;t>=0;--t)this.objects[t].dispose();for(this.objects.length=0,t=this.overlays.length-1;t>=0;--t)this.overlays[t].dispose();this.overlays.length=0,this.gl=null},u.addObject=function(t){this.objects.indexOf(t)<0&&(this.objects.push(t),this.setDirty())},u.removeObject=function(t){for(var e=this.objects,r=0;r<e.length;++r)if(e[r]===t){e.splice(r,1),this.setDirty();break}},u.addOverlay=function(t){this.overlays.indexOf(t)<0&&(this.overlays.push(t),this.setOverlayDirty())},u.removeOverlay=function(t){for(var e=this.overlays,r=0;r<e.length;++r)if(e[r]===t){e.splice(r,1),this.setOverlayDirty();break}}},4296:function(t,e,r){\"use strict\";t.exports=function(t,e){t=t||document.body;var r=[.01,1/0];\"distanceLimits\"in(e=e||{})&&(r[0]=e.distanceLimits[0],r[1]=e.distanceLimits[1]),\"zoomMin\"in e&&(r[0]=e.zoomMin),\"zoomMax\"in e&&(r[1]=e.zoomMax);var u=i({center:e.center||[0,0,0],up:e.up||[0,1,0],eye:e.eye||[0,0,10],mode:e.mode||\"orbit\",distanceLimits:r}),c=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],f=0,h=t.clientWidth,p=t.clientHeight,d={keyBindingMode:\"rotate\",enableWheel:!0,view:u,element:t,delay:e.delay||16,rotateSpeed:e.rotateSpeed||1,zoomSpeed:e.zoomSpeed||1,translateSpeed:e.translateSpeed||1,flipX:!!e.flipX,flipY:!!e.flipY,modes:u.modes,_ortho:e._ortho||e.projection&&\"orthographic\"===e.projection.type||!1,tick:function(){var e=n(),r=this.delay,i=e-2*r;u.idle(e-r),u.recalcMatrix(i),u.flush(e-(100+2*r));for(var a=!0,o=u.computedMatrix,s=0;s<16;++s)a=a&&c[s]===o[s],c[s]=o[s];var l=t.clientWidth===h&&t.clientHeight===p;return h=t.clientWidth,p=t.clientHeight,a?!l:(f=Math.exp(u.computedRadius[0]),!0)},lookAt:function(t,e,r){u.lookAt(u.lastT(),t,e,r)},rotate:function(t,e,r){u.rotate(u.lastT(),t,e,r)},pan:function(t,e,r){u.pan(u.lastT(),t,e,r)},translate:function(t,e,r){u.translate(u.lastT(),t,e,r)}};return Object.defineProperties(d,{matrix:{get:function(){return u.computedMatrix},set:function(t){return u.setMatrix(u.lastT(),t),u.computedMatrix},enumerable:!0},mode:{get:function(){return u.getMode()},set:function(t){var e=u.computedUp.slice(),r=u.computedEye.slice(),i=u.computedCenter.slice();if(u.setMode(t),\"turntable\"===t){var a=n();u._active.lookAt(a,r,i,e),u._active.lookAt(a+500,r,i,[0,0,1]),u._active.flush(a)}return u.getMode()},enumerable:!0},center:{get:function(){return u.computedCenter},set:function(t){return u.lookAt(u.lastT(),null,t),u.computedCenter},enumerable:!0},eye:{get:function(){return u.computedEye},set:function(t){return u.lookAt(u.lastT(),t),u.computedEye},enumerable:!0},up:{get:function(){return u.computedUp},set:function(t){return u.lookAt(u.lastT(),null,null,t),u.computedUp},enumerable:!0},distance:{get:function(){return f},set:function(t){return u.setDistance(u.lastT(),t),t},enumerable:!0},distanceLimits:{get:function(){return u.getDistanceLimits(r)},set:function(t){return u.setDistanceLimits(t),t},enumerable:!0}}),t.addEventListener(\"contextmenu\",(function(t){return t.preventDefault(),!1})),d._lastX=-1,d._lastY=-1,d._lastMods={shift:!1,control:!1,alt:!1,meta:!1},d.enableMouseListeners=function(){function e(e,r,i,a){var o=d.keyBindingMode;if(!1!==o){var s=\"rotate\"===o,l=\"pan\"===o,c=\"zoom\"===o,h=!!a.control,p=!!a.alt,v=!!a.shift,g=!!(1&e),y=!!(2&e),m=!!(4&e),x=1/t.clientHeight,b=x*(r-d._lastX),_=x*(i-d._lastY),w=d.flipX?1:-1,T=d.flipY?1:-1,k=Math.PI*d.rotateSpeed,A=n();if(-1!==d._lastX&&-1!==d._lastY&&((s&&g&&!h&&!p&&!v||g&&!h&&!p&&v)&&u.rotate(A,w*k*b,-T*k*_,0),(l&&g&&!h&&!p&&!v||y||g&&h&&!p&&!v)&&u.pan(A,-d.translateSpeed*b*f,d.translateSpeed*_*f,0),c&&g&&!h&&!p&&!v||m||g&&!h&&p&&!v)){var M=-d.zoomSpeed*_/window.innerHeight*(A-u.lastT())*100;u.pan(A,0,0,f*(Math.exp(M)-1))}return d._lastX=r,d._lastY=i,d._lastMods=a,!0}}d.mouseListener=a(t,e),t.addEventListener(\"touchstart\",(function(r){var n=s(r.changedTouches[0],t);e(0,n[0],n[1],d._lastMods),e(1,n[0],n[1],d._lastMods)}),!!l&&{passive:!0}),t.addEventListener(\"touchmove\",(function(r){var n=s(r.changedTouches[0],t);e(1,n[0],n[1],d._lastMods),r.preventDefault()}),!!l&&{passive:!1}),t.addEventListener(\"touchend\",(function(t){e(0,d._lastX,d._lastY,d._lastMods)}),!!l&&{passive:!0}),d.wheelListener=o(t,(function(t,e){if(!1!==d.keyBindingMode&&d.enableWheel){var r=d.flipX?1:-1,i=d.flipY?1:-1,a=n();if(Math.abs(t)>Math.abs(e))u.rotate(a,0,0,-t*r*Math.PI*d.rotateSpeed/window.innerWidth);else if(!d._ortho){var o=-d.zoomSpeed*i*e/window.innerHeight*(a-u.lastT())/20;u.pan(a,0,0,f*(Math.exp(o)-1))}}}),!0)},d.enableMouseListeners(),d};var n=r(8161),i=r(1152),a=r(6145),o=r(6475),s=r(2565),l=r(5233)},8245:function(t,e,r){var n=r(6832),i=r(5158),a=n([\"precision mediump float;\\n#define GLSLIFY 1\\nattribute vec2 position;\\nvarying vec2 uv;\\nvoid main() {\\n  uv = position;\\n  gl_Position = vec4(position, 0, 1);\\n}\"]),o=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D accumBuffer;\\nvarying vec2 uv;\\n\\nvoid main() {\\n  vec4 accum = texture2D(accumBuffer, 0.5 * (uv + 1.0));\\n  gl_FragColor = min(vec4(1,1,1,1), accum);\\n}\"]);t.exports=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec2\"}])}},1059:function(t,e,r){\"use strict\";var n=r(4296),i=r(7453),a=r(2771),o=r(6496),s=r(2611),l=r(4234),u=r(8126),c=r(6145),f=r(1120),h=r(5268),p=r(8245),d=r(2321)({tablet:!0,featureDetect:!0});function v(){this.mouse=[-1,-1],this.screen=null,this.distance=1/0,this.index=null,this.dataCoordinate=null,this.dataPosition=null,this.object=null,this.data=null}function g(t){var e=Math.round(Math.log(Math.abs(t))/Math.log(10));if(e<0){var r=Math.round(Math.pow(10,-e));return Math.ceil(t*r)/r}return e>0?(r=Math.round(Math.pow(10,e)),Math.ceil(t/r)*r):Math.ceil(t)}function y(t){return\"boolean\"!=typeof t||t}t.exports={createScene:function(t){(t=t||{}).camera=t.camera||{};var e=t.canvas;e||(e=document.createElement(\"canvas\"),t.container?t.container.appendChild(e):document.body.appendChild(e));var r=t.gl;if(r||(t.glOptions&&(d=!!t.glOptions.preserveDrawingBuffer),r=function(t,e){var r=null;try{(r=t.getContext(\"webgl\",e))||(r=t.getContext(\"experimental-webgl\",e))}catch(t){return null}return r}(e,t.glOptions||{premultipliedAlpha:!0,antialias:!0,preserveDrawingBuffer:d})),!r)throw new Error(\"webgl not supported\");var m=t.bounds||[[-10,-10,-10],[10,10,10]],x=new v,b=l(r,r.drawingBufferWidth,r.drawingBufferHeight,{preferFloat:!d}),_=p(r),w=t.cameraObject&&!0===t.cameraObject._ortho||t.camera.projection&&\"orthographic\"===t.camera.projection.type||!1,T={eye:t.camera.eye||[2,0,0],center:t.camera.center||[0,0,0],up:t.camera.up||[0,1,0],zoomMin:t.camera.zoomMax||.1,zoomMax:t.camera.zoomMin||100,mode:t.camera.mode||\"turntable\",_ortho:w},k=t.axes||{},A=i(r,k);A.enable=!k.disable;var M=t.spikes||{},S=o(r,M),E=[],L=[],C=[],P=[],O=!0,I=!0,D={view:null,projection:new Array(16),model:new Array(16),_ortho:!1},z=(I=!0,[r.drawingBufferWidth,r.drawingBufferHeight]),R=t.cameraObject||n(e,T),F={gl:r,contextLost:!1,pixelRatio:t.pixelRatio||1,canvas:e,selection:x,camera:R,axes:A,axesPixels:null,spikes:S,bounds:m,objects:E,shape:z,aspect:t.aspectRatio||[1,1,1],pickRadius:t.pickRadius||10,zNear:t.zNear||.01,zFar:t.zFar||1e3,fovy:t.fovy||Math.PI/4,clearColor:t.clearColor||[0,0,0,0],autoResize:y(t.autoResize),autoBounds:y(t.autoBounds),autoScale:!!t.autoScale,autoCenter:y(t.autoCenter),clipToBounds:y(t.clipToBounds),snapToData:!!t.snapToData,onselect:t.onselect||null,onrender:t.onrender||null,onclick:t.onclick||null,cameraParams:D,oncontextloss:null,mouseListener:null,_stopped:!1,getAspectratio:function(){return{x:this.aspect[0],y:this.aspect[1],z:this.aspect[2]}},setAspectratio:function(t){this.aspect[0]=t.x,this.aspect[1]=t.y,this.aspect[2]=t.z,I=!0},setBounds:function(t,e){this.bounds[0][t]=e.min,this.bounds[1][t]=e.max},setClearColor:function(t){this.clearColor=t},clearRGBA:function(){this.gl.clearColor(this.clearColor[0],this.clearColor[1],this.clearColor[2],this.clearColor[3]),this.gl.clear(this.gl.COLOR_BUFFER_BIT|this.gl.DEPTH_BUFFER_BIT)}},B=[r.drawingBufferWidth/F.pixelRatio|0,r.drawingBufferHeight/F.pixelRatio|0];function N(){if(!F._stopped&&F.autoResize){var t=e.parentNode,r=1,n=1;t&&t!==document.body?(r=t.clientWidth,n=t.clientHeight):(r=window.innerWidth,n=window.innerHeight);var i=0|Math.ceil(r*F.pixelRatio),a=0|Math.ceil(n*F.pixelRatio);if(i!==e.width||a!==e.height){e.width=i,e.height=a;var o=e.style;o.position=o.position||\"absolute\",o.left=\"0px\",o.top=\"0px\",o.width=r+\"px\",o.height=n+\"px\",O=!0}}}function j(){for(var t=E.length,e=P.length,n=0;n<e;++n)C[n]=0;t:for(n=0;n<t;++n){var i=E[n],a=i.pickSlots;if(a){for(var o=0;o<e;++o)if(C[o]+a<255){L[n]=o,i.setPickBase(C[o]+1),C[o]+=a;continue t}var l=s(r,z);L[n]=e,P.push(l),C.push(a),i.setPickBase(1),e+=1}else L[n]=-1}for(;e>0&&0===C[e-1];)C.pop(),P.pop().dispose()}function U(){if(F.contextLost)return!0;r.isContextLost()&&(F.contextLost=!0,F.mouseListener.enabled=!1,F.selection.object=null,F.oncontextloss&&F.oncontextloss())}F.autoResize&&N(),window.addEventListener(\"resize\",N),F.update=function(t){F._stopped||(t=t||{},O=!0,I=!0)},F.add=function(t){F._stopped||(t.axes=A,E.push(t),L.push(-1),O=!0,I=!0,j())},F.remove=function(t){if(!F._stopped){var e=E.indexOf(t);e<0||(E.splice(e,1),L.pop(),O=!0,I=!0,j())}},F.dispose=function(){if(!F._stopped&&(F._stopped=!0,window.removeEventListener(\"resize\",N),e.removeEventListener(\"webglcontextlost\",U),F.mouseListener.enabled=!1,!F.contextLost)){A.dispose(),S.dispose();for(var t=0;t<E.length;++t)E[t].dispose();for(b.dispose(),t=0;t<P.length;++t)P[t].dispose();_.dispose(),r=null,A=null,S=null,E=[]}},F._mouseRotating=!1,F._prevButtons=0,F.enableMouseListeners=function(){F.mouseListener=c(e,(function(t,e,r){if(!F._stopped){var n=P.length,i=E.length,a=x.object;x.distance=1/0,x.mouse[0]=e,x.mouse[1]=r,x.object=null,x.screen=null,x.dataCoordinate=x.dataPosition=null;var o=!1;if(t&&F._prevButtons)F._mouseRotating=!0;else{F._mouseRotating&&(I=!0),F._mouseRotating=!1;for(var s=0;s<n;++s){var l=P[s].query(e,B[1]-r-1,F.pickRadius);if(l){if(l.distance>x.distance)continue;for(var u=0;u<i;++u){var c=E[u];if(L[u]===s){var f=c.pick(l);f&&(x.buttons=t,x.screen=l.coord,x.distance=l.distance,x.object=c,x.index=f.distance,x.dataPosition=f.position,x.dataCoordinate=f.dataCoordinate,x.data=f,o=!0)}}}}}a&&a!==x.object&&(a.highlight&&a.highlight(null),O=!0),x.object&&(x.object.highlight&&x.object.highlight(x.data),O=!0),(o=o||x.object!==a)&&F.onselect&&F.onselect(x),1&t&&!(1&F._prevButtons)&&F.onclick&&F.onclick(x),F._prevButtons=t}}))},e.addEventListener(\"webglcontextlost\",U);var V=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],q=[V[0].slice(),V[1].slice()];function H(){if(!U()){N();var t=F.camera.tick();D.view=F.camera.matrix,O=O||t,I=I||t,A.pixelRatio=F.pixelRatio,S.pixelRatio=F.pixelRatio;var e=E.length,n=V[0],i=V[1];n[0]=n[1]=n[2]=1/0,i[0]=i[1]=i[2]=-1/0;for(var o=0;o<e;++o){(C=E[o]).pixelRatio=F.pixelRatio,C.axes=F.axes,O=O||!!C.dirty,I=I||!!C.dirty;var s=C.bounds;if(s)for(var l=s[0],c=s[1],p=0;p<3;++p)n[p]=Math.min(n[p],l[p]),i[p]=Math.max(i[p],c[p])}var d=F.bounds;if(F.autoBounds)for(p=0;p<3;++p){if(i[p]<n[p])n[p]=-1,i[p]=1;else{n[p]===i[p]&&(n[p]-=1,i[p]+=1);var v=.05*(i[p]-n[p]);n[p]=n[p]-v,i[p]=i[p]+v}d[0][p]=n[p],d[1][p]=i[p]}var y=!1;for(p=0;p<3;++p)y=y||q[0][p]!==d[0][p]||q[1][p]!==d[1][p],q[0][p]=d[0][p],q[1][p]=d[1][p];if(I=I||y,O=O||y){if(y){var m=[0,0,0];for(o=0;o<3;++o)m[o]=g((d[1][o]-d[0][o])/10);A.autoTicks?A.update({bounds:d,tickSpacing:m}):A.update({bounds:d})}var T=r.drawingBufferWidth,k=r.drawingBufferHeight;for(z[0]=T,z[1]=k,B[0]=0|Math.max(T/F.pixelRatio,1),B[1]=0|Math.max(k/F.pixelRatio,1),function(t,e){var r=t.bounds,n=t.cameraParams,i=n.projection,a=n.model,o=t.gl.drawingBufferWidth,s=t.gl.drawingBufferHeight,l=t.zNear,u=t.zFar,c=t.fovy,p=o/s;e?(h(i,-p,p,-1,1,l,u),n._ortho=!0):(f(i,c,p,l,u),n._ortho=!1);for(var d=0;d<16;++d)a[d]=0;a[15]=1;var v=0;for(d=0;d<3;++d)v=Math.max(v,r[1][d]-r[0][d]);for(d=0;d<3;++d)t.autoScale?a[5*d]=t.aspect[d]/(r[1][d]-r[0][d]):a[5*d]=1/v,t.autoCenter&&(a[12+d]=.5*-a[5*d]*(r[0][d]+r[1][d]))}(F,w),o=0;o<e;++o)(C=E[o]).axesBounds=d,F.clipToBounds&&(C.clipBounds=d);x.object&&(F.snapToData?S.position=x.dataCoordinate:S.position=x.dataPosition,S.bounds=d),I&&(I=!1,function(){if(!U()){r.colorMask(!0,!0,!0,!0),r.depthMask(!0),r.disable(r.BLEND),r.enable(r.DEPTH_TEST),r.depthFunc(r.LEQUAL);for(var t=E.length,e=P.length,n=0;n<e;++n){var i=P[n];i.shape=B,i.begin();for(var a=0;a<t;++a)if(L[a]===n){var o=E[a];o.drawPick&&(o.pixelRatio=1,o.drawPick(D))}i.end()}}}()),F.axesPixels=a(F.axes,D,T,k),F.onrender&&F.onrender(),r.bindFramebuffer(r.FRAMEBUFFER,null),r.viewport(0,0,T,k),F.clearRGBA(),r.depthMask(!0),r.colorMask(!0,!0,!0,!0),r.enable(r.DEPTH_TEST),r.depthFunc(r.LEQUAL),r.disable(r.BLEND),r.disable(r.CULL_FACE);var M=!1;for(A.enable&&(M=M||A.isTransparent(),A.draw(D)),S.axes=A,x.object&&S.draw(D),r.disable(r.CULL_FACE),o=0;o<e;++o)(C=E[o]).axes=A,C.pixelRatio=F.pixelRatio,C.isOpaque&&C.isOpaque()&&C.draw(D),C.isTransparent&&C.isTransparent()&&(M=!0);if(M){for(b.shape=z,b.bind(),r.clear(r.DEPTH_BUFFER_BIT),r.colorMask(!1,!1,!1,!1),r.depthMask(!0),r.depthFunc(r.LESS),A.enable&&A.isTransparent()&&A.drawTransparent(D),o=0;o<e;++o)(C=E[o]).isOpaque&&C.isOpaque()&&C.draw(D);for(r.enable(r.BLEND),r.blendEquation(r.FUNC_ADD),r.blendFunc(r.ONE,r.ONE_MINUS_SRC_ALPHA),r.colorMask(!0,!0,!0,!0),r.depthMask(!1),r.clearColor(0,0,0,0),r.clear(r.COLOR_BUFFER_BIT),A.isTransparent()&&A.drawTransparent(D),o=0;o<e;++o){var C;(C=E[o]).isTransparent&&C.isTransparent()&&C.drawTransparent(D)}r.bindFramebuffer(r.FRAMEBUFFER,null),r.blendFunc(r.ONE,r.ONE_MINUS_SRC_ALPHA),r.disable(r.DEPTH_TEST),_.bind(),b.color[0].bind(0),_.uniforms.accumBuffer=0,u(r),r.disable(r.BLEND)}for(O=!1,o=0;o<e;++o)E[o].dirty=!1}}}return F.enableMouseListeners(),function t(){F._stopped||F.contextLost||(H(),requestAnimationFrame(t))}(),F.redraw=function(){F._stopped||(O=!0,H())},F},createCamera:n}},8023:function(t,e,r){var n=r(6832);e.pointVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\n\\nuniform mat3 matrix;\\nuniform float pointSize;\\nuniform float pointCloud;\\n\\nhighp float rand(vec2 co) {\\n  highp float a = 12.9898;\\n  highp float b = 78.233;\\n  highp float c = 43758.5453;\\n  highp float d = dot(co.xy, vec2(a, b));\\n  highp float e = mod(d, 3.14);\\n  return fract(sin(e) * c);\\n}\\n\\nvoid main() {\\n  vec3 hgPosition = matrix * vec3(position, 1);\\n  gl_Position  = vec4(hgPosition.xy, 0, hgPosition.z);\\n    // if we don't jitter the point size a bit, overall point cloud\\n    // saturation 'jumps' on zooming, which is disturbing and confusing\\n  gl_PointSize = pointSize * ((19.5 + rand(position)) / 20.0);\\n  if(pointCloud != 0.0) { // pointCloud is truthy\\n    // get the same square surface as circle would be\\n    gl_PointSize *= 0.886;\\n  }\\n}\"]),e.pointFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color, borderColor;\\nuniform float centerFraction;\\nuniform float pointCloud;\\n\\nvoid main() {\\n  float radius;\\n  vec4 baseColor;\\n  if(pointCloud != 0.0) { // pointCloud is truthy\\n    if(centerFraction == 1.0) {\\n      gl_FragColor = color;\\n    } else {\\n      gl_FragColor = mix(borderColor, color, centerFraction);\\n    }\\n  } else {\\n    radius = length(2.0 * gl_PointCoord.xy - 1.0);\\n    if(radius > 1.0) {\\n      discard;\\n    }\\n    baseColor = mix(borderColor, color, step(radius, centerFraction));\\n    gl_FragColor = vec4(baseColor.rgb * baseColor.a, baseColor.a);\\n  }\\n}\\n\"]),e.pickVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 pickId;\\n\\nuniform mat3 matrix;\\nuniform float pointSize;\\nuniform vec4 pickOffset;\\n\\nvarying vec4 fragId;\\n\\nvoid main() {\\n  vec3 hgPosition = matrix * vec3(position, 1);\\n  gl_Position  = vec4(hgPosition.xy, 0, hgPosition.z);\\n  gl_PointSize = pointSize;\\n\\n  vec4 id = pickId + pickOffset;\\n  id.y += floor(id.x / 256.0);\\n  id.x -= floor(id.x / 256.0) * 256.0;\\n\\n  id.z += floor(id.y / 256.0);\\n  id.y -= floor(id.y / 256.0) * 256.0;\\n\\n  id.w += floor(id.z / 256.0);\\n  id.z -= floor(id.z / 256.0) * 256.0;\\n\\n  fragId = id;\\n}\\n\"]),e.pickFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragId;\\n\\nvoid main() {\\n  float radius = length(2.0 * gl_PointCoord.xy - 1.0);\\n  if(radius > 1.0) {\\n    discard;\\n  }\\n  gl_FragColor = fragId / 255.0;\\n}\\n\"])},8271:function(t,e,r){\"use strict\";var n=r(5158),i=r(5827),a=r(5306),o=r(8023);function s(t,e,r,n,i){this.plot=t,this.offsetBuffer=e,this.pickBuffer=r,this.shader=n,this.pickShader=i,this.sizeMin=.5,this.sizeMinCap=2,this.sizeMax=20,this.areaRatio=1,this.pointCount=0,this.color=[1,0,0,1],this.borderColor=[0,0,0,1],this.blend=!1,this.pickOffset=0,this.points=null}t.exports=function(t,e){var r=t.gl,a=new s(t,i(r),i(r),n(r,o.pointVertex,o.pointFragment),n(r,o.pickVertex,o.pickFragment));return a.update(e),t.addObject(a),a};var l,u,c=s.prototype;c.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.offsetBuffer.dispose(),this.pickBuffer.dispose(),this.plot.removeObject(this)},c.update=function(t){var e;function r(e,r){return e in t?t[e]:r}t=t||{},this.sizeMin=r(\"sizeMin\",.5),this.sizeMax=r(\"sizeMax\",20),this.color=r(\"color\",[1,0,0,1]).slice(),this.areaRatio=r(\"areaRatio\",1),this.borderColor=r(\"borderColor\",[0,0,0,1]).slice(),this.blend=r(\"blend\",!1);var n=t.positions.length>>>1,i=t.positions instanceof Float32Array,o=t.idToIndex instanceof Int32Array&&t.idToIndex.length>=n,s=t.positions,l=i?s:a.mallocFloat32(s.length),u=o?t.idToIndex:a.mallocInt32(n);if(i||l.set(s),!o)for(l.set(s),e=0;e<n;e++)u[e]=e;this.points=s,this.offsetBuffer.update(l),this.pickBuffer.update(u),i||a.free(l),o||a.free(u),this.pointCount=n,this.pickOffset=0},c.unifiedDraw=(l=[1,0,0,0,1,0,0,0,1],u=[0,0,0,0],function(t){var e=void 0!==t,r=e?this.pickShader:this.shader,n=this.plot.gl,i=this.plot.dataBox;if(0===this.pointCount)return t;var a=i[2]-i[0],o=i[3]-i[1],s=function(t,e){var r,n=0,i=t.length>>>1;for(r=0;r<i;r++){var a=t[2*r],o=t[2*r+1];a>=e[0]&&a<=e[2]&&o>=e[1]&&o<=e[3]&&n++}return n}(this.points,i),c=this.plot.pickPixelRatio*Math.max(Math.min(this.sizeMinCap,this.sizeMin),Math.min(this.sizeMax,this.sizeMax/Math.pow(s,.33333)));l[0]=2/a,l[4]=2/o,l[6]=-2*i[0]/a-1,l[7]=-2*i[1]/o-1,this.offsetBuffer.bind(),r.bind(),r.attributes.position.pointer(),r.uniforms.matrix=l,r.uniforms.color=this.color,r.uniforms.borderColor=this.borderColor,r.uniforms.pointCloud=c<5,r.uniforms.pointSize=c,r.uniforms.centerFraction=Math.min(1,Math.max(0,Math.sqrt(1-this.areaRatio))),e&&(u[0]=255&t,u[1]=t>>8&255,u[2]=t>>16&255,u[3]=t>>24&255,this.pickBuffer.bind(),r.attributes.pickId.pointer(n.UNSIGNED_BYTE),r.uniforms.pickOffset=u,this.pickOffset=t);var f=n.getParameter(n.BLEND),h=n.getParameter(n.DITHER);return f&&!this.blend&&n.disable(n.BLEND),h&&n.disable(n.DITHER),n.drawArrays(n.POINTS,0,this.pointCount),f&&!this.blend&&n.enable(n.BLEND),h&&n.enable(n.DITHER),t+this.pointCount}),c.draw=c.unifiedDraw,c.drawPick=c.unifiedDraw,c.pick=function(t,e,r){var n=this.pickOffset,i=this.pointCount;if(r<n||r>=n+i)return null;var a=r-n,o=this.points;return{object:this,pointId:a,dataCoord:[o[2*a],o[2*a+1]]}}},6093:function(t){t.exports=function(t,e,r,n){var i,a,o,s,l,u=e[0],c=e[1],f=e[2],h=e[3],p=r[0],d=r[1],v=r[2],g=r[3];return(a=u*p+c*d+f*v+h*g)<0&&(a=-a,p=-p,d=-d,v=-v,g=-g),1-a>1e-6?(i=Math.acos(a),o=Math.sin(i),s=Math.sin((1-n)*i)/o,l=Math.sin(n*i)/o):(s=1-n,l=n),t[0]=s*u+l*p,t[1]=s*c+l*d,t[2]=s*f+l*v,t[3]=s*h+l*g,t}},8240:function(t){\"use strict\";t.exports=function(t){return t||0===t?t.toString():\"\"}},4123:function(t,e,r){\"use strict\";var n=r(875);t.exports=function(t,e,r){var a=i[e];if(a||(a=i[e]={}),t in a)return a[t];var o={textAlign:\"center\",textBaseline:\"middle\",lineHeight:1,font:e,lineSpacing:1.25,styletags:{breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},triangles:!0},s=n(t,o);o.triangles=!1;var l,u,c=n(t,o);if(r&&1!==r){for(l=0;l<s.positions.length;++l)for(u=0;u<s.positions[l].length;++u)s.positions[l][u]/=r;for(l=0;l<c.positions.length;++l)for(u=0;u<c.positions[l].length;++u)c.positions[l][u]/=r}var f=[[1/0,1/0],[-1/0,-1/0]],h=c.positions.length;for(l=0;l<h;++l){var p=c.positions[l];for(u=0;u<2;++u)f[0][u]=Math.min(f[0][u],p[u]),f[1][u]=Math.max(f[1][u],p[u])}return a[t]=[s,c,f]};var i={}},9282:function(t,e,r){var n=r(5158),i=r(6832),a=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform vec4 highlightId;\\nuniform float highlightScale;\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float scale = 1.0;\\n    if(distance(highlightId, id) < 0.0001) {\\n      scale = highlightScale;\\n    }\\n\\n    vec4 worldPosition = model * vec4(position, 1);\\n    vec4 viewPosition = view * worldPosition;\\n    viewPosition = viewPosition / viewPosition.w;\\n    vec4 clipPosition = projection * (viewPosition + scale * vec4(glyph.x, -glyph.y, 0, 0));\\n\\n    gl_Position = clipPosition;\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = position;\\n  }\\n}\"]),o=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform vec2 screenSize;\\nuniform vec3 clipBounds[2];\\nuniform float highlightScale, pixelRatio;\\nuniform vec4 highlightId;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float scale = pixelRatio;\\n    if(distance(highlightId.bgr, id.bgr) < 0.001) {\\n      scale *= highlightScale;\\n    }\\n\\n    vec4 worldPosition = model * vec4(position, 1.0);\\n    vec4 viewPosition = view * worldPosition;\\n    vec4 clipPosition = projection * viewPosition;\\n    clipPosition /= clipPosition.w;\\n\\n    gl_Position = clipPosition + vec4(screenSize * scale * vec2(glyph.x, -glyph.y), 0.0, 0.0);\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = position;\\n  }\\n}\"]),s=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform float highlightScale;\\nuniform vec4 highlightId;\\nuniform vec3 axes[2];\\nuniform mat4 model, view, projection;\\nuniform vec2 screenSize;\\nuniform vec3 clipBounds[2];\\nuniform float scale, pixelRatio;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float lscale = pixelRatio * scale;\\n    if(distance(highlightId, id) < 0.0001) {\\n      lscale *= highlightScale;\\n    }\\n\\n    vec4 clipCenter   = projection * view * model * vec4(position, 1);\\n    vec3 dataPosition = position + 0.5*lscale*(axes[0] * glyph.x + axes[1] * glyph.y) * clipCenter.w * screenSize.y;\\n    vec4 clipPosition = projection * view * model * vec4(dataPosition, 1);\\n\\n    gl_Position = clipPosition;\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = dataPosition;\\n  }\\n}\\n\"]),l=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 fragClipBounds[2];\\nuniform float opacity;\\n\\nvarying vec4 interpColor;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (\\n    outOfRange(fragClipBounds[0], fragClipBounds[1], dataCoordinate) ||\\n    interpColor.a * opacity == 0.\\n  ) discard;\\n  gl_FragColor = interpColor * opacity;\\n}\\n\"]),u=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 fragClipBounds[2];\\nuniform float pickGroup;\\n\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(fragClipBounds[0], fragClipBounds[1], dataCoordinate)) discard;\\n\\n  gl_FragColor = vec4(pickGroup, pickId.bgr);\\n}\"]),c=[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"glyph\",type:\"vec2\"},{name:\"id\",type:\"vec4\"}],f={vertex:a,fragment:l,attributes:c},h={vertex:o,fragment:l,attributes:c},p={vertex:s,fragment:l,attributes:c},d={vertex:a,fragment:u,attributes:c},v={vertex:o,fragment:u,attributes:c},g={vertex:s,fragment:u,attributes:c};function y(t,e){var r=n(t,e),i=r.attributes;return i.position.location=0,i.color.location=1,i.glyph.location=2,i.id.location=3,r}e.createPerspective=function(t){return y(t,f)},e.createOrtho=function(t){return y(t,h)},e.createProject=function(t){return y(t,p)},e.createPickPerspective=function(t){return y(t,d)},e.createPickOrtho=function(t){return y(t,v)},e.createPickProject=function(t){return y(t,g)}},2182:function(t,e,r){\"use strict\";var n=r(3596),i=r(5827),a=r(2944),o=r(5306),s=r(104),l=r(9282),u=r(4123),c=r(8240),f=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function h(t,e){var r=t[0],n=t[1],i=t[2],a=t[3];return t[0]=e[0]*r+e[4]*n+e[8]*i+e[12]*a,t[1]=e[1]*r+e[5]*n+e[9]*i+e[13]*a,t[2]=e[2]*r+e[6]*n+e[10]*i+e[14]*a,t[3]=e[3]*r+e[7]*n+e[11]*i+e[15]*a,t}function p(t,e,r,n){return h(n,n),h(n,n),h(n,n)}function d(t,e){this.index=t,this.dataCoordinate=this.position=e}function v(t){return!0===t||t>1?1:t}function g(t,e,r,n,i,a,o,s,l,u,c,f){this.gl=t,this.pixelRatio=1,this.shader=e,this.orthoShader=r,this.projectShader=n,this.pointBuffer=i,this.colorBuffer=a,this.glyphBuffer=o,this.idBuffer=s,this.vao=l,this.vertexCount=0,this.lineVertexCount=0,this.opacity=1,this.hasAlpha=!1,this.lineWidth=0,this.projectScale=[2/3,2/3,2/3],this.projectOpacity=[1,1,1],this.projectHasAlpha=!1,this.pickId=0,this.pickPerspectiveShader=u,this.pickOrthoShader=c,this.pickProjectShader=f,this.points=[],this._selectResult=new d(0,[0,0,0]),this.useOrtho=!0,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.axesProject=[!0,!0,!0],this.axesBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.highlightId=[1,1,1,1],this.highlightScale=2,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.dirty=!0}t.exports=function(t){var e=t.gl,r=l.createPerspective(e),n=l.createOrtho(e),o=l.createProject(e),s=l.createPickPerspective(e),u=l.createPickOrtho(e),c=l.createPickProject(e),f=i(e),h=i(e),p=i(e),d=i(e),v=new g(e,r,n,o,f,h,p,d,a(e,[{buffer:f,size:3,type:e.FLOAT},{buffer:h,size:4,type:e.FLOAT},{buffer:p,size:2,type:e.FLOAT},{buffer:d,size:4,type:e.UNSIGNED_BYTE,normalized:!0}]),s,u,c);return v.update(t),v};var y=g.prototype;y.pickSlots=1,y.setPickBase=function(t){this.pickId=t},y.isTransparent=function(){if(this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&this.projectHasAlpha)return!0;return!1},y.isOpaque=function(){if(!this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&!this.projectHasAlpha)return!0;return!1};var m=[0,0],x=[0,0,0],b=[0,0,0],_=[0,0,0,1],w=[0,0,0,1],T=f.slice(),k=[0,0,0],A=[[0,0,0],[0,0,0]];function M(t){return t[0]=t[1]=t[2]=0,t}function S(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=1,t}function E(t,e,r,n){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[r]=n,t}var L=[[-1e8,-1e8,-1e8],[1e8,1e8,1e8]];function C(t,e,r,n,i,a,o){var l=r.gl;if((a===r.projectHasAlpha||o)&&function(t,e,r,n){var i,a=e.axesProject,o=e.gl,l=t.uniforms,u=r.model||f,c=r.view||f,h=r.projection||f,d=e.axesBounds,v=function(t){for(var e=A,r=0;r<2;++r)for(var n=0;n<3;++n)e[r][n]=Math.max(Math.min(t[r][n],1e8),-1e8);return e}(e.clipBounds);i=e.axes&&e.axes.lastCubeProps?e.axes.lastCubeProps.axis:[1,1,1],m[0]=2/o.drawingBufferWidth,m[1]=2/o.drawingBufferHeight,t.bind(),l.view=c,l.projection=h,l.screenSize=m,l.highlightId=e.highlightId,l.highlightScale=e.highlightScale,l.clipBounds=v,l.pickGroup=e.pickId/255,l.pixelRatio=n;for(var g=0;g<3;++g)if(a[g]){l.scale=e.projectScale[g],l.opacity=e.projectOpacity[g];for(var y=T,L=0;L<16;++L)y[L]=0;for(L=0;L<4;++L)y[5*L]=1;y[5*g]=0,i[g]<0?y[12+g]=d[0][g]:y[12+g]=d[1][g],s(y,u,y),l.model=y;var C=(g+1)%3,P=(g+2)%3,O=M(x),I=M(b);O[C]=1,I[P]=1;var D=p(0,0,0,S(_,O)),z=p(0,0,0,S(w,I));if(Math.abs(D[1])>Math.abs(z[1])){var R=D;D=z,z=R,R=O,O=I,I=R;var F=C;C=P,P=F}D[0]<0&&(O[C]=-1),z[1]>0&&(I[P]=-1);var B=0,N=0;for(L=0;L<4;++L)B+=Math.pow(u[4*C+L],2),N+=Math.pow(u[4*P+L],2);O[C]/=Math.sqrt(B),I[P]/=Math.sqrt(N),l.axes[0]=O,l.axes[1]=I,l.fragClipBounds[0]=E(k,v[0],g,-1e8),l.fragClipBounds[1]=E(k,v[1],g,1e8),e.vao.bind(),e.vao.draw(o.TRIANGLES,e.vertexCount),e.lineWidth>0&&(o.lineWidth(e.lineWidth*n),e.vao.draw(o.LINES,e.lineVertexCount,e.vertexCount)),e.vao.unbind()}}(e,r,n,i),a===r.hasAlpha||o){t.bind();var u=t.uniforms;u.model=n.model||f,u.view=n.view||f,u.projection=n.projection||f,m[0]=2/l.drawingBufferWidth,m[1]=2/l.drawingBufferHeight,u.screenSize=m,u.highlightId=r.highlightId,u.highlightScale=r.highlightScale,u.fragClipBounds=L,u.clipBounds=r.axes.bounds,u.opacity=r.opacity,u.pickGroup=r.pickId/255,u.pixelRatio=i,r.vao.bind(),r.vao.draw(l.TRIANGLES,r.vertexCount),r.lineWidth>0&&(l.lineWidth(r.lineWidth*i),r.vao.draw(l.LINES,r.lineVertexCount,r.vertexCount)),r.vao.unbind()}}function P(t,e,r,i){var a;a=Array.isArray(t)?e<t.length?t[e]:void 0:t,a=c(a);var o=!0;n(a)&&(a=\"▼\",o=!1);var s=u(a,r,i);return{mesh:s[0],lines:s[1],bounds:s[2],visible:o}}y.draw=function(t){C(this.useOrtho?this.orthoShader:this.shader,this.projectShader,this,t,this.pixelRatio,!1,!1)},y.drawTransparent=function(t){C(this.useOrtho?this.orthoShader:this.shader,this.projectShader,this,t,this.pixelRatio,!0,!1)},y.drawPick=function(t){C(this.useOrtho?this.pickOrthoShader:this.pickPerspectiveShader,this.pickProjectShader,this,t,1,!0,!0)},y.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=t.value[2]+(t.value[1]<<8)+(t.value[0]<<16);if(e>=this.pointCount||e<0)return null;var r=this.points[e],n=this._selectResult;n.index=e;for(var i=0;i<3;++i)n.position[i]=n.dataCoordinate[i]=r[i];return n},y.highlight=function(t){if(t){var e=t.index,r=255&e,n=e>>8&255,i=e>>16&255;this.highlightId=[r/255,n/255,i/255,0]}else this.highlightId=[1,1,1,1]},y.update=function(t){if(\"perspective\"in(t=t||{})&&(this.useOrtho=!t.perspective),\"orthographic\"in t&&(this.useOrtho=!!t.orthographic),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"project\"in t)if(Array.isArray(t.project))this.axesProject=t.project;else{var e=!!t.project;this.axesProject=[e,e,e]}if(\"projectScale\"in t)if(Array.isArray(t.projectScale))this.projectScale=t.projectScale.slice();else{var r=+t.projectScale;this.projectScale=[r,r,r]}if(this.projectHasAlpha=!1,\"projectOpacity\"in t){Array.isArray(t.projectOpacity)?this.projectOpacity=t.projectOpacity.slice():(r=+t.projectOpacity,this.projectOpacity=[r,r,r]);for(var n=0;n<3;++n)this.projectOpacity[n]=v(this.projectOpacity[n]),this.projectOpacity[n]<1&&(this.projectHasAlpha=!0)}this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=v(t.opacity),this.opacity<1&&(this.hasAlpha=!0)),this.dirty=!0;var i,a,s=t.position,l=t.font||\"normal\",u=t.alignment||[0,0];if(2===u.length)i=u[0],a=u[1];else for(i=[],a=[],n=0;n<u.length;++n)i[n]=u[n][0],a[n]=u[n][1];var 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float segmentCount = 8.0;\\n\\n  float angle = 2.0 * 3.14159 * (index / segmentCount);\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d);\\n  vec3 y = v * sin(angle) * length(d);\\n  vec3 v3 = x + y;\\n\\n  normal = normalize(v3);\\n\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 color, position;\\nattribute vec2 uv;\\n\\nuniform float vectorScale, tubeScale;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 eyePosition, lightPosition;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  // Scale the vector magnitude to stay constant with\\n  // model & view changes.\\n  vec3 normal;\\n  vec3 XYZ = getTubePosition(mat3(model) * (tubeScale * vector.w * normalize(vector.xyz)), position.w, normal);\\n  vec4 tubePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * tubePosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  // vec4 m_position  = model * vec4(tubePosition, 1.0);\\n  vec4 t_position  = view * tubePosition;\\n  gl_Position      = projection * t_position;\\n\\n  f_color          = color;\\n  f_data           = tubePosition.xyz;\\n  f_position       = position.xyz;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha 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outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = f_color * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * opacity;\\n}\\n\"]),o=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the tube vertex and normal at the given index.\\n//\\n// The returned vertex is for a tube ring with its center at origin, radius of length(d), pointing in the direction of d.\\n//\\n// Each tube segment is made up of a ring of vertices.\\n// These vertices are used to make up the triangles of the tube by connecting them together in the vertex array.\\n// The indexes of tube segments run from 0 to 8.\\n//\\nvec3 getTubePosition(vec3 d, float index, out vec3 normal) {\\n  float segmentCount = 8.0;\\n\\n  float angle = 2.0 * 3.14159 * (index / segmentCount);\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d);\\n  vec3 y = v * sin(angle) * length(d);\\n  vec3 v3 = x + y;\\n\\n  normal = normalize(v3);\\n\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform float tubeScale;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  vec3 normal;\\n  vec3 XYZ = getTubePosition(mat3(model) * (tubeScale * vector.w * normalize(vector.xyz)), position.w, normal);\\n  vec4 tubePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  gl_Position = projection * view * tubePosition;\\n  f_id        = id;\\n  f_position  = position.xyz;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]);e.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec4\"}]},e.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec4\"}]}},7307:function(t,e,r){\"use strict\";var n=r(2858),i=r(4020),a=[\"xyz\",\"xzy\",\"yxz\",\"yzx\",\"zxy\",\"zyx\"],o=function(t,e){var r,n=t.length;for(r=0;r<n;r++){var i=t[r];if(i===e)return r;if(i>e)return r-1}return r},s=function(t,e,r){return t<e?e:t>r?r:t},l=function(t){var e=1/0;t.sort((function(t,e){return t-e}));for(var r=t.length,n=1;n<r;n++){var i=Math.abs(t[n]-t[n-1]);i<e&&(e=i)}return e};t.exports=function(t,e){var r=t.startingPositions,u=t.maxLength||1e3,c=t.tubeSize||1,f=t.absoluteTubeSize,h=t.gridFill||\"+x+y+z\",p={};-1!==h.indexOf(\"-x\")&&(p.reversedX=!0),-1!==h.indexOf(\"-y\")&&(p.reversedY=!0),-1!==h.indexOf(\"-z\")&&(p.reversedZ=!0),p.filled=a.indexOf(h.replace(/-/g,\"\").replace(/\\+/g,\"\"));var d=t.getVelocity||function(e){return function(t,e,r){var i=e.vectors,a=e.meshgrid,l=t[0],u=t[1],c=t[2],f=a[0].length,h=a[1].length,p=a[2].length,d=o(a[0],l),v=o(a[1],u),g=o(a[2],c),y=d+1,m=v+1,x=g+1;if(d=s(d,0,f-1),y=s(y,0,f-1),v=s(v,0,h-1),m=s(m,0,h-1),g=s(g,0,p-1),x=s(x,0,p-1),d<0||v<0||g<0||y>f-1||m>h-1||x>p-1)return n.create();var b,_,w,T,k,A,M=a[0][d],S=a[0][y],E=a[1][v],L=a[1][m],C=a[2][g],P=(l-M)/(S-M),O=(u-E)/(L-E),I=(c-C)/(a[2][x]-C);switch(isFinite(P)||(P=.5),isFinite(O)||(O=.5),isFinite(I)||(I=.5),r.reversedX&&(d=f-1-d,y=f-1-y),r.reversedY&&(v=h-1-v,m=h-1-m),r.reversedZ&&(g=p-1-g,x=p-1-x),r.filled){case 5:k=g,A=x,w=v*p,T=m*p,b=d*p*h,_=y*p*h;break;case 4:k=g,A=x,b=d*p,_=y*p,w=v*p*f,T=m*p*f;break;case 3:w=v,T=m,k=g*h,A=x*h,b=d*h*p,_=y*h*p;break;case 2:w=v,T=m,b=d*h,_=y*h,k=g*h*f,A=x*h*f;break;case 1:b=d,_=y,k=g*f,A=x*f,w=v*f*p,T=m*f*p;break;default:b=d,_=y,w=v*f,T=m*f,k=g*f*h,A=x*f*h}var D=i[b+w+k],z=i[b+w+A],R=i[b+T+k],F=i[b+T+A],B=i[_+w+k],N=i[_+w+A],j=i[_+T+k],U=i[_+T+A],V=n.create(),q=n.create(),H=n.create(),G=n.create();n.lerp(V,D,B,P),n.lerp(q,z,N,P),n.lerp(H,R,j,P),n.lerp(G,F,U,P);var W=n.create(),Y=n.create();n.lerp(W,V,H,O),n.lerp(Y,q,G,O);var X=n.create();return n.lerp(X,W,Y,I),X}(e,t,p)},v=t.getDivergence||function(t,e){var r=n.create(),i=1e-4;n.add(r,t,[i,0,0]);var a=d(r);n.subtract(a,a,e),n.scale(a,a,1/i),n.add(r,t,[0,i,0]);var o=d(r);n.subtract(o,o,e),n.scale(o,o,1/i),n.add(r,t,[0,0,i]);var s=d(r);return n.subtract(s,s,e),n.scale(s,s,1/i),n.add(r,a,o),n.add(r,r,s),r},g=[],y=e[0][0],m=e[0][1],x=e[0][2],b=e[1][0],_=e[1][1],w=e[1][2],T=function(t){var e=t[0],r=t[1],n=t[2];return!(e<y||e>b||r<m||r>_||n<x||n>w)},k=10*n.distance(e[0],e[1])/u,A=k*k,M=1,S=0,E=r.length;E>1&&(M=function(t){for(var e=[],r=[],n=[],i={},a={},o={},s=t.length,u=0;u<s;u++){var c=t[u],f=c[0],h=c[1],p=c[2];i[f]||(e.push(f),i[f]=!0),a[h]||(r.push(h),a[h]=!0),o[p]||(n.push(p),o[p]=!0)}var d=l(e),v=l(r),g=l(n),y=Math.min(d,v,g);return isFinite(y)?y:1}(r));for(var L=0;L<E;L++){var C=n.create();n.copy(C,r[L]);var P=[C],O=[],I=d(C),D=C;O.push(I);var z=[],R=v(C,I),F=n.length(R);isFinite(F)&&F>S&&(S=F),z.push(F),g.push({points:P,velocities:O,divergences:z});for(var B=0;B<100*u&&P.length<u&&T(C);){B++;var N=n.clone(I),j=n.squaredLength(N);if(0===j)break;j>A&&n.scale(N,N,k/Math.sqrt(j)),n.add(N,N,C),I=d(N),n.squaredDistance(D,N)-A>-1e-4*A&&(P.push(N),D=N,O.push(I),R=v(N,I),F=n.length(R),isFinite(F)&&F>S&&(S=F),z.push(F)),C=N}}var U=function(t,e,r,a){for(var o=0,s=0;s<t.length;s++)for(var l=t[s].velocities,u=0;u<l.length;u++)o=Math.max(o,n.length(l[u]));var c=t.map((function(t){return function(t,e,r,a){for(var o=t.points,s=t.velocities,l=t.divergences,u=[],c=[],f=[],h=[],p=[],d=[],v=0,g=0,y=i.create(),m=i.create(),x=0;x<o.length;x++){var b=o[x],_=s[x],w=l[x];0===e&&(w=.05*r),g=n.length(_)/a,y=i.create(),n.copy(y,_),y[3]=w;for(var T=0;T<8;T++)p[T]=[b[0],b[1],b[2],T];if(h.length>0)for(T=0;T<8;T++){var k=(T+1)%8;u.push(h[T],p[T],p[k],p[k],h[k],h[T]),f.push(m,y,y,y,m,m),d.push(v,g,g,g,v,v);var A=u.length;c.push([A-6,A-5,A-4],[A-3,A-2,A-1])}var M=h;h=p,p=M;var S=m;m=y,y=S;var E=v;v=g,g=E}return{positions:u,cells:c,vectors:f,vertexIntensity:d}}(t,r,a,o)})),f=[],h=[],p=[],d=[];for(s=0;s<c.length;s++){var v=c[s],g=f.length;for(f=f.concat(v.positions),p=p.concat(v.vectors),d=d.concat(v.vertexIntensity),u=0;u<v.cells.length;u++){var y=v.cells[u],m=[];h.push(m);for(var x=0;x<y.length;x++)m.push(y[x]+g)}}return{positions:f,cells:h,vectors:p,vertexIntensity:d,colormap:e}}(g,t.colormap,S,M);return f?U.tubeScale=f:(0===S&&(S=1),U.tubeScale=.5*c*M/S),U};var u=r(9578),c=r(1140).createMesh;t.exports.createTubeMesh=function(t,e){return c(t,e,{shaders:u,traceType:\"streamtube\"})}},9054:function(t,e,r){var n=r(5158),i=r(6832),a=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 uv;\\nattribute vec3 f;\\nattribute vec3 normal;\\n\\nuniform vec3 objectOffset;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 lightPosition, eyePosition;\\nuniform sampler2D colormap;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  vec3 localCoordinate = vec3(uv.zw, f.x);\\n  worldCoordinate = objectOffset + localCoordinate;\\n  vec4 worldPosition = model * vec4(worldCoordinate, 1.0);\\n  vec4 clipPosition = projection * view * worldPosition;\\n  gl_Position = clipPosition;\\n  kill = f.y;\\n  value = f.z;\\n  planeCoordinate = uv.xy;\\n\\n  vColor = texture2D(colormap, vec2(value, value));\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * worldPosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  lightDirection = lightPosition - cameraCoordinate.xyz;\\n  eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  surfaceNormal  = normalize((vec4(normal,0) * inverseModel).xyz);\\n}\\n\"]),o=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat beckmannSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness) {\\n  return beckmannDistribution(dot(surfaceNormal, normalize(lightDirection + viewDirection)), roughness);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 lowerBound, upperBound;\\nuniform float contourTint;\\nuniform vec4 contourColor;\\nuniform sampler2D colormap;\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform float vertexColor;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  if (\\n    kill > 0.0 ||\\n    vColor.a == 0.0 ||\\n    outOfRange(clipBounds[0], clipBounds[1], worldCoordinate)\\n  ) discard;\\n\\n  vec3 N = normalize(surfaceNormal);\\n  vec3 V = normalize(eyeDirection);\\n  vec3 L = normalize(lightDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = max(beckmannSpecular(L, V, N, roughness), 0.);\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  //decide how to interpolate color — in vertex or in fragment\\n  vec4 surfaceColor =\\n    step(vertexColor, .5) * texture2D(colormap, vec2(value, value)) +\\n    step(.5, vertexColor) * vColor;\\n\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = mix(litColor, contourColor, contourTint) * opacity;\\n}\\n\"]),s=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 uv;\\nattribute float f;\\n\\nuniform vec3 objectOffset;\\nuniform mat3 permutation;\\nuniform mat4 model, view, projection;\\nuniform float height, zOffset;\\nuniform sampler2D colormap;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  vec3 dataCoordinate = permutation * vec3(uv.xy, height);\\n  worldCoordinate = objectOffset + dataCoordinate;\\n  vec4 worldPosition = model * vec4(worldCoordinate, 1.0);\\n\\n  vec4 clipPosition = projection * view * worldPosition;\\n  clipPosition.z += zOffset;\\n\\n  gl_Position = clipPosition;\\n  value = f + objectOffset.z;\\n  kill = -1.0;\\n  planeCoordinate = uv.zw;\\n\\n  vColor = texture2D(colormap, vec2(value, value));\\n\\n  //Don't do lighting for contours\\n  surfaceNormal   = vec3(1,0,0);\\n  eyeDirection    = vec3(0,1,0);\\n  lightDirection  = vec3(0,0,1);\\n}\\n\"]),l=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec2 shape;\\nuniform vec3 clipBounds[2];\\nuniform float pickId;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 surfaceNormal;\\n\\nvec2 splitFloat(float v) {\\n  float vh = 255.0 * v;\\n  float upper = floor(vh);\\n  float lower = fract(vh);\\n  return vec2(upper / 255.0, floor(lower * 16.0) / 16.0);\\n}\\n\\nvoid main() {\\n  if ((kill > 0.0) ||\\n      (outOfRange(clipBounds[0], clipBounds[1], worldCoordinate))) discard;\\n\\n  vec2 ux = splitFloat(planeCoordinate.x / shape.x);\\n  vec2 uy = splitFloat(planeCoordinate.y / shape.y);\\n  gl_FragColor = vec4(pickId, ux.x, uy.x, ux.y + (uy.y/16.0));\\n}\\n\"]);e.createShader=function(t){var e=n(t,a,o,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e.attributes.normal.location=2,e},e.createPickShader=function(t){var e=n(t,a,l,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e.attributes.normal.location=2,e},e.createContourShader=function(t){var e=n(t,s,o,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"float\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e},e.createPickContourShader=function(t){var e=n(t,s,l,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"float\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e}},3754:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl,r=m(e),n=b(e),s=x(e),l=_(e),u=i(e),c=a(e,[{buffer:u,size:4,stride:w,offset:0},{buffer:u,size:3,stride:w,offset:16},{buffer:u,size:3,stride:w,offset:28}]),f=i(e),h=a(e,[{buffer:f,size:4,stride:20,offset:0},{buffer:f,size:1,stride:20,offset:16}]),p=i(e),d=a(e,[{buffer:p,size:2,type:e.FLOAT}]),v=o(e,1,S,e.RGBA,e.UNSIGNED_BYTE);v.minFilter=e.LINEAR,v.magFilter=e.LINEAR;var g=new E(e,[0,0],[[0,0,0],[0,0,0]],r,n,u,c,v,s,l,f,h,p,d,[0,0,0]),y={levels:[[],[],[]]};for(var T in t)y[T]=t[T];return y.colormap=y.colormap||\"jet\",g.update(y),g};var n=r(2288),i=r(5827),a=r(2944),o=r(8931),s=r(5306),l=r(9156),u=r(7498),c=r(7382),f=r(5050),h=r(4162),p=r(104),d=r(7437),v=r(5070),g=r(9144),y=r(9054),m=y.createShader,x=y.createContourShader,b=y.createPickShader,_=y.createPickContourShader,w=40,T=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],k=[[0,0],[0,1],[1,0],[1,1],[1,0],[0,1]],A=[[0,0,0,0,0,0,0,0,0],[0,0,0,0,0,0,0,0,0],[0,0,0,0,0,0,0,0,0]];function M(t,e,r,n,i){this.position=t,this.index=e,this.uv=r,this.level=n,this.dataCoordinate=i}!function(){for(var t=0;t<3;++t){var e=A[t],r=(t+2)%3;e[(t+1)%3+0]=1,e[r+3]=1,e[t+6]=1}}();var S=256;function E(t,e,r,n,i,a,o,l,u,c,h,p,d,v,g){this.gl=t,this.shape=e,this.bounds=r,this.objectOffset=g,this.intensityBounds=[],this._shader=n,this._pickShader=i,this._coordinateBuffer=a,this._vao=o,this._colorMap=l,this._contourShader=u,this._contourPickShader=c,this._contourBuffer=h,this._contourVAO=p,this._contourOffsets=[[],[],[]],this._contourCounts=[[],[],[]],this._vertexCount=0,this._pickResult=new M([0,0,0],[0,0],[0,0],[0,0,0],[0,0,0]),this._dynamicBuffer=d,this._dynamicVAO=v,this._dynamicOffsets=[0,0,0],this._dynamicCounts=[0,0,0],this.contourWidth=[1,1,1],this.contourLevels=[[1],[1],[1]],this.contourTint=[0,0,0],this.contourColor=[[.5,.5,.5,1],[.5,.5,.5,1],[.5,.5,.5,1]],this.showContour=!0,this.showSurface=!0,this.enableHighlight=[!0,!0,!0],this.highlightColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.highlightTint=[1,1,1],this.highlightLevel=[-1,-1,-1],this.enableDynamic=[!0,!0,!0],this.dynamicLevel=[NaN,NaN,NaN],this.dynamicColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.dynamicTint=[1,1,1],this.dynamicWidth=[1,1,1],this.axesBounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.surfaceProject=[!1,!1,!1],this.contourProject=[[!1,!1,!1],[!1,!1,!1],[!1,!1,!1]],this.colorBounds=[!1,!1],this._field=[f(s.mallocFloat(1024),[0,0]),f(s.mallocFloat(1024),[0,0]),f(s.mallocFloat(1024),[0,0])],this.pickId=1,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.snapToData=!1,this.pixelRatio=1,this.opacity=1,this.lightPosition=[10,1e4,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.vertexColor=0,this.dirty=!0}var L=E.prototype;L.genColormap=function(t,e){var r=!1,n=c([l({colormap:t,nshades:S,format:\"rgba\"}).map((function(t,n){var i=e?function(t,e){if(!e)return 1;if(!e.length)return 1;for(var r=0;r<e.length;++r){if(e.length<2)return 1;if(e[r][0]===t)return e[r][1];if(e[r][0]>t&&r>0){var n=(e[r][0]-t)/(e[r][0]-e[r-1][0]);return e[r][1]*(1-n)+n*e[r-1][1]}}return 1}(n/255,e):t[3];return i<1&&(r=!0),[t[0],t[1],t[2],255*i]}))]);return u.divseq(n,255),this.hasAlphaScale=r,n},L.isTransparent=function(){return this.opacity<1||this.hasAlphaScale},L.isOpaque=function(){return!this.isTransparent()},L.pickSlots=1,L.setPickBase=function(t){this.pickId=t};var C=[0,0,0],P={showSurface:!1,showContour:!1,projections:[T.slice(),T.slice(),T.slice()],clipBounds:[[[0,0,0],[0,0,0]],[[0,0,0],[0,0,0]],[[0,0,0],[0,0,0]]]};function O(t,e){var r,n,i,a=e.axes&&e.axes.lastCubeProps.axis||C,o=e.showSurface,s=e.showContour;for(r=0;r<3;++r)for(o=o||e.surfaceProject[r],n=0;n<3;++n)s=s||e.contourProject[r][n];for(r=0;r<3;++r){var l=P.projections[r];for(n=0;n<16;++n)l[n]=0;for(n=0;n<4;++n)l[5*n]=1;l[5*r]=0,l[12+r]=e.axesBounds[+(a[r]>0)][r],p(l,t.model,l);var u=P.clipBounds[r];for(i=0;i<2;++i)for(n=0;n<3;++n)u[i][n]=t.clipBounds[i][n];u[0][r]=-1e8,u[1][r]=1e8}return P.showSurface=o,P.showContour=s,P}var I={model:T,view:T,projection:T,inverseModel:T.slice(),lowerBound:[0,0,0],upperBound:[0,0,0],colorMap:0,clipBounds:[[0,0,0],[0,0,0]],height:0,contourTint:0,contourColor:[0,0,0,1],permutation:[1,0,0,0,1,0,0,0,1],zOffset:-1e-4,objectOffset:[0,0,0],kambient:1,kdiffuse:1,kspecular:1,lightPosition:[1e3,1e3,1e3],eyePosition:[0,0,0],roughness:1,fresnel:1,opacity:1,vertexColor:0},D=T.slice(),z=[1,0,0,0,1,0,0,0,1];function R(t,e){t=t||{};var r=this.gl;r.disable(r.CULL_FACE),this._colorMap.bind(0);var n=I;n.model=t.model||T,n.view=t.view||T,n.projection=t.projection||T,n.lowerBound=[this.bounds[0][0],this.bounds[0][1],this.colorBounds[0]||this.bounds[0][2]],n.upperBound=[this.bounds[1][0],this.bounds[1][1],this.colorBounds[1]||this.bounds[1][2]],n.objectOffset=this.objectOffset,n.contourColor=this.contourColor[0],n.inverseModel=d(n.inverseModel,n.model);for(var i=0;i<2;++i)for(var a=n.clipBounds[i],o=0;o<3;++o)a[o]=Math.min(Math.max(this.clipBounds[i][o],-1e8),1e8);n.kambient=this.ambientLight,n.kdiffuse=this.diffuseLight,n.kspecular=this.specularLight,n.roughness=this.roughness,n.fresnel=this.fresnel,n.opacity=this.opacity,n.height=0,n.permutation=z,n.vertexColor=this.vertexColor;var s=D;for(p(s,n.view,n.model),p(s,n.projection,s),d(s,s),i=0;i<3;++i)n.eyePosition[i]=s[12+i]/s[15];var l=s[15];for(i=0;i<3;++i)l+=this.lightPosition[i]*s[4*i+3];for(i=0;i<3;++i){var u=s[12+i];for(o=0;o<3;++o)u+=s[4*o+i]*this.lightPosition[o];n.lightPosition[i]=u/l}var c=O(n,this);if(c.showSurface){for(this._shader.bind(),this._shader.uniforms=n,this._vao.bind(),this.showSurface&&this._vertexCount&&this._vao.draw(r.TRIANGLES,this._vertexCount),i=0;i<3;++i)this.surfaceProject[i]&&this.vertexCount&&(this._shader.uniforms.model=c.projections[i],this._shader.uniforms.clipBounds=c.clipBounds[i],this._vao.draw(r.TRIANGLES,this._vertexCount));this._vao.unbind()}if(c.showContour){var f=this._contourShader;n.kambient=1,n.kdiffuse=0,n.kspecular=0,n.opacity=1,f.bind(),f.uniforms=n;var h=this._contourVAO;for(h.bind(),i=0;i<3;++i)for(f.uniforms.permutation=A[i],r.lineWidth(this.contourWidth[i]*this.pixelRatio),o=0;o<this.contourLevels[i].length;++o)o===this.highlightLevel[i]?(f.uniforms.contourColor=this.highlightColor[i],f.uniforms.contourTint=this.highlightTint[i]):0!==o&&o-1!==this.highlightLevel[i]||(f.uniforms.contourColor=this.contourColor[i],f.uniforms.contourTint=this.contourTint[i]),this._contourCounts[i][o]&&(f.uniforms.height=this.contourLevels[i][o],h.draw(r.LINES,this._contourCounts[i][o],this._contourOffsets[i][o]));for(i=0;i<3;++i)for(f.uniforms.model=c.projections[i],f.uniforms.clipBounds=c.clipBounds[i],o=0;o<3;++o)if(this.contourProject[i][o]){f.uniforms.permutation=A[o],r.lineWidth(this.contourWidth[o]*this.pixelRatio);for(var v=0;v<this.contourLevels[o].length;++v)v===this.highlightLevel[o]?(f.uniforms.contourColor=this.highlightColor[o],f.uniforms.contourTint=this.highlightTint[o]):0!==v&&v-1!==this.highlightLevel[o]||(f.uniforms.contourColor=this.contourColor[o],f.uniforms.contourTint=this.contourTint[o]),this._contourCounts[o][v]&&(f.uniforms.height=this.contourLevels[o][v],h.draw(r.LINES,this._contourCounts[o][v],this._contourOffsets[o][v]))}for(h.unbind(),(h=this._dynamicVAO).bind(),i=0;i<3;++i)if(0!==this._dynamicCounts[i])for(f.uniforms.model=n.model,f.uniforms.clipBounds=n.clipBounds,f.uniforms.permutation=A[i],r.lineWidth(this.dynamicWidth[i]*this.pixelRatio),f.uniforms.contourColor=this.dynamicColor[i],f.uniforms.contourTint=this.dynamicTint[i],f.uniforms.height=this.dynamicLevel[i],h.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]),o=0;o<3;++o)this.contourProject[o][i]&&(f.uniforms.model=c.projections[o],f.uniforms.clipBounds=c.clipBounds[o],h.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]));h.unbind()}}L.draw=function(t){return R.call(this,t,!1)},L.drawTransparent=function(t){return R.call(this,t,!0)};var F={model:T,view:T,projection:T,inverseModel:T,clipBounds:[[0,0,0],[0,0,0]],height:0,shape:[0,0],pickId:0,lowerBound:[0,0,0],upperBound:[0,0,0],zOffset:0,objectOffset:[0,0,0],permutation:[1,0,0,0,1,0,0,0,1],lightPosition:[0,0,0],eyePosition:[0,0,0]};function B(t,e){return Array.isArray(t)?[e(t[0]),e(t[1]),e(t[2])]:[e(t),e(t),e(t)]}function N(t){return Array.isArray(t)?3===t.length?[t[0],t[1],t[2],1]:[t[0],t[1],t[2],t[3]]:[0,0,0,1]}function j(t){if(Array.isArray(t)){if(Array.isArray(t))return[N(t[0]),N(t[1]),N(t[2])];var e=N(t);return[e.slice(),e.slice(),e.slice()]}}L.drawPick=function(t){t=t||{};var e=this.gl;e.disable(e.CULL_FACE);var r=F;r.model=t.model||T,r.view=t.view||T,r.projection=t.projection||T,r.shape=this._field[2].shape,r.pickId=this.pickId/255,r.lowerBound=this.bounds[0],r.upperBound=this.bounds[1],r.objectOffset=this.objectOffset,r.permutation=z;for(var n=0;n<2;++n)for(var i=r.clipBounds[n],a=0;a<3;++a)i[a]=Math.min(Math.max(this.clipBounds[n][a],-1e8),1e8);var o=O(r,this);if(o.showSurface){for(this._pickShader.bind(),this._pickShader.uniforms=r,this._vao.bind(),this._vao.draw(e.TRIANGLES,this._vertexCount),n=0;n<3;++n)this.surfaceProject[n]&&(this._pickShader.uniforms.model=o.projections[n],this._pickShader.uniforms.clipBounds=o.clipBounds[n],this._vao.draw(e.TRIANGLES,this._vertexCount));this._vao.unbind()}if(o.showContour){var s=this._contourPickShader;s.bind(),s.uniforms=r;var l=this._contourVAO;for(l.bind(),a=0;a<3;++a)for(e.lineWidth(this.contourWidth[a]*this.pixelRatio),s.uniforms.permutation=A[a],n=0;n<this.contourLevels[a].length;++n)this._contourCounts[a][n]&&(s.uniforms.height=this.contourLevels[a][n],l.draw(e.LINES,this._contourCounts[a][n],this._contourOffsets[a][n]));for(n=0;n<3;++n)for(s.uniforms.model=o.projections[n],s.uniforms.clipBounds=o.clipBounds[n],a=0;a<3;++a)if(this.contourProject[n][a]){s.uniforms.permutation=A[a],e.lineWidth(this.contourWidth[a]*this.pixelRatio);for(var u=0;u<this.contourLevels[a].length;++u)this._contourCounts[a][u]&&(s.uniforms.height=this.contourLevels[a][u],l.draw(e.LINES,this._contourCounts[a][u],this._contourOffsets[a][u]))}l.unbind()}},L.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=this._field[2].shape,r=this._pickResult,n=e[0]*(t.value[0]+(t.value[2]>>4)/16)/255,i=Math.floor(n),a=n-i,o=e[1]*(t.value[1]+(15&t.value[2])/16)/255,s=Math.floor(o),l=o-s;i+=1,s+=1;var u=r.position;u[0]=u[1]=u[2]=0;for(var c=0;c<2;++c)for(var f=c?a:1-a,h=0;h<2;++h)for(var p=i+c,d=s+h,g=f*(h?l:1-l),y=0;y<3;++y)u[y]+=this._field[y].get(p,d)*g;for(var m=this._pickResult.level,x=0;x<3;++x)if(m[x]=v.le(this.contourLevels[x],u[x]),m[x]<0)this.contourLevels[x].length>0&&(m[x]=0);else if(m[x]<this.contourLevels[x].length-1){var b=this.contourLevels[x][m[x]],_=this.contourLevels[x][m[x]+1];Math.abs(b-u[x])>Math.abs(_-u[x])&&(m[x]+=1)}for(r.index[0]=a<.5?i:i+1,r.index[1]=l<.5?s:s+1,r.uv[0]=n/e[0],r.uv[1]=o/e[1],y=0;y<3;++y)r.dataCoordinate[y]=this._field[y].get(r.index[0],r.index[1]);return r},L.padField=function(t,e){var r=e.shape.slice(),n=t.shape.slice();u.assign(t.lo(1,1).hi(r[0],r[1]),e),u.assign(t.lo(1).hi(r[0],1),e.hi(r[0],1)),u.assign(t.lo(1,n[1]-1).hi(r[0],1),e.lo(0,r[1]-1).hi(r[0],1)),u.assign(t.lo(0,1).hi(1,r[1]),e.hi(1)),u.assign(t.lo(n[0]-1,1).hi(1,r[1]),e.lo(r[0]-1)),t.set(0,0,e.get(0,0)),t.set(0,n[1]-1,e.get(0,r[1]-1)),t.set(n[0]-1,0,e.get(r[0]-1,0)),t.set(n[0]-1,n[1]-1,e.get(r[0]-1,r[1]-1))},L.update=function(t){t=t||{},this.objectOffset=t.objectOffset||this.objectOffset,this.dirty=!0,\"contourWidth\"in t&&(this.contourWidth=B(t.contourWidth,Number)),\"showContour\"in t&&(this.showContour=B(t.showContour,Boolean)),\"showSurface\"in t&&(this.showSurface=!!t.showSurface),\"contourTint\"in t&&(this.contourTint=B(t.contourTint,Boolean)),\"contourColor\"in t&&(this.contourColor=j(t.contourColor)),\"contourProject\"in t&&(this.contourProject=B(t.contourProject,(function(t){return B(t,Boolean)}))),\"surfaceProject\"in t&&(this.surfaceProject=t.surfaceProject),\"dynamicColor\"in t&&(this.dynamicColor=j(t.dynamicColor)),\"dynamicTint\"in t&&(this.dynamicTint=B(t.dynamicTint,Number)),\"dynamicWidth\"in t&&(this.dynamicWidth=B(t.dynamicWidth,Number)),\"opacity\"in t&&(this.opacity=t.opacity),\"opacityscale\"in t&&(this.opacityscale=t.opacityscale),\"colorBounds\"in t&&(this.colorBounds=t.colorBounds),\"vertexColor\"in t&&(this.vertexColor=t.vertexColor?1:0),\"colormap\"in t&&this._colorMap.setPixels(this.genColormap(t.colormap,this.opacityscale));var e=t.field||t.coords&&t.coords[2]||null,r=!1;if(e||(e=this._field[2].shape[0]||this._field[2].shape[2]?this._field[2].lo(1,1).hi(this._field[2].shape[0]-2,this._field[2].shape[1]-2):this._field[2].hi(0,0)),\"field\"in t||\"coords\"in t){var i=(e.shape[0]+2)*(e.shape[1]+2);i>this._field[2].data.length&&(s.freeFloat(this._field[2].data),this._field[2].data=s.mallocFloat(n.nextPow2(i))),this._field[2]=f(this._field[2].data,[e.shape[0]+2,e.shape[1]+2]),this.padField(this._field[2],e),this.shape=e.shape.slice();for(var a=this.shape,o=0;o<2;++o)this._field[2].size>this._field[o].data.length&&(s.freeFloat(this._field[o].data),this._field[o].data=s.mallocFloat(this._field[2].size)),this._field[o]=f(this._field[o].data,[a[0]+2,a[1]+2]);if(t.coords){var l=t.coords;if(!Array.isArray(l)||3!==l.length)throw new Error(\"gl-surface: invalid coordinates for x/y\");for(o=0;o<2;++o){var u=l[o];for(y=0;y<2;++y)if(u.shape[y]!==a[y])throw new Error(\"gl-surface: coords have incorrect shape\");this.padField(this._field[o],u)}}else if(t.ticks){var c=t.ticks;if(!Array.isArray(c)||2!==c.length)throw new Error(\"gl-surface: invalid ticks\");for(o=0;o<2;++o){var p=c[o];if((Array.isArray(p)||p.length)&&(p=f(p)),p.shape[0]!==a[o])throw new Error(\"gl-surface: invalid tick length\");var d=f(p.data,a);d.stride[o]=p.stride[0],d.stride[1^o]=0,this.padField(this._field[o],d)}}else{for(o=0;o<2;++o){var v=[0,0];v[o]=1,this._field[o]=f(this._field[o].data,[a[0]+2,a[1]+2],v,0)}this._field[0].set(0,0,0);for(var y=0;y<a[0];++y)this._field[0].set(y+1,0,y);for(this._field[0].set(a[0]+1,0,a[0]-1),this._field[1].set(0,0,0),y=0;y<a[1];++y)this._field[1].set(0,y+1,y);this._field[1].set(0,a[1]+1,a[1]-1)}var m=this._field,x=f(s.mallocFloat(3*m[2].size*2),[3,a[0]+2,a[1]+2,2]);for(o=0;o<3;++o)g(x.pick(o),m[o],\"mirror\");var b=f(s.mallocFloat(3*m[2].size),[a[0]+2,a[1]+2,3]);for(o=0;o<a[0]+2;++o)for(y=0;y<a[1]+2;++y){var _=x.get(0,o,y,0),w=x.get(0,o,y,1),T=x.get(1,o,y,0),A=x.get(1,o,y,1),M=x.get(2,o,y,0),S=x.get(2,o,y,1),E=T*S-A*M,L=M*w-S*_,C=_*A-w*T,P=Math.sqrt(E*E+L*L+C*C);P<1e-8?(P=Math.max(Math.abs(E),Math.abs(L),Math.abs(C)))<1e-8?(C=1,L=E=0,P=1):P=1/P:P=1/Math.sqrt(P),b.set(o,y,0,E*P),b.set(o,y,1,L*P),b.set(o,y,2,C*P)}s.free(x.data);var O=[1/0,1/0,1/0],I=[-1/0,-1/0,-1/0],D=1/0,z=-1/0,R=(a[0]-1)*(a[1]-1)*6,F=s.mallocFloat(n.nextPow2(10*R)),N=0,U=0;for(o=0;o<a[0]-1;++o)t:for(y=0;y<a[1]-1;++y){for(var V=0;V<2;++V)for(var q=0;q<2;++q)for(var H=0;H<3;++H){var G=this._field[H].get(1+o+V,1+y+q);if(isNaN(G)||!isFinite(G))continue t}for(H=0;H<6;++H){var W=o+k[H][0],Y=y+k[H][1],X=this._field[0].get(W+1,Y+1),Z=this._field[1].get(W+1,Y+1);G=this._field[2].get(W+1,Y+1),E=b.get(W+1,Y+1,0),L=b.get(W+1,Y+1,1),C=b.get(W+1,Y+1,2),t.intensity&&(K=t.intensity.get(W,Y));var K=t.intensity?t.intensity.get(W,Y):G+this.objectOffset[2];F[N++]=W,F[N++]=Y,F[N++]=X,F[N++]=Z,F[N++]=G,F[N++]=0,F[N++]=K,F[N++]=E,F[N++]=L,F[N++]=C,O[0]=Math.min(O[0],X+this.objectOffset[0]),O[1]=Math.min(O[1],Z+this.objectOffset[1]),O[2]=Math.min(O[2],G+this.objectOffset[2]),D=Math.min(D,K),I[0]=Math.max(I[0],X+this.objectOffset[0]),I[1]=Math.max(I[1],Z+this.objectOffset[1]),I[2]=Math.max(I[2],G+this.objectOffset[2]),z=Math.max(z,K),U+=1}}for(t.intensityBounds&&(D=+t.intensityBounds[0],z=+t.intensityBounds[1]),o=6;o<N;o+=10)F[o]=(F[o]-D)/(z-D);this._vertexCount=U,this._coordinateBuffer.update(F.subarray(0,N)),s.freeFloat(F),s.free(b.data),this.bounds=[O,I],this.intensity=t.intensity||this._field[2],this.intensityBounds[0]===D&&this.intensityBounds[1]===z||(r=!0),this.intensityBounds=[D,z]}if(\"levels\"in t){var J=t.levels;for(J=Array.isArray(J[0])?J.slice():[[],[],J],o=0;o<3;++o)J[o]=J[o].slice(),J[o].sort((function(t,e){return t-e}));for(o=0;o<3;++o)for(y=0;y<J[o].length;++y)J[o][y]-=this.objectOffset[o];t:for(o=0;o<3;++o){if(J[o].length!==this.contourLevels[o].length){r=!0;break}for(y=0;y<J[o].length;++y)if(J[o][y]!==this.contourLevels[o][y]){r=!0;break t}}this.contourLevels=J}if(r){m=this._field,a=this.shape;for(var $=[],Q=0;Q<3;++Q){var tt=this.contourLevels[Q],et=[],rt=[],nt=[0,0,0];for(o=0;o<tt.length;++o){var it=h(this._field[Q],tt[o]);et.push($.length/5|0),U=0;t:for(y=0;y<it.cells.length;++y){var at=it.cells[y];for(H=0;H<2;++H){var ot=it.positions[at[H]],st=ot[0],lt=0|Math.floor(st),ut=st-lt,ct=ot[1],ft=0|Math.floor(ct),ht=ct-ft,pt=!1;e:for(var dt=0;dt<3;++dt){nt[dt]=0;var vt=(Q+dt+1)%3;for(V=0;V<2;++V){var gt=V?ut:1-ut;for(W=0|Math.min(Math.max(lt+V,0),a[0]),q=0;q<2;++q){var yt=q?ht:1-ht;if(Y=0|Math.min(Math.max(ft+q,0),a[1]),G=dt<2?this._field[vt].get(W,Y):(this.intensity.get(W,Y)-this.intensityBounds[0])/(this.intensityBounds[1]-this.intensityBounds[0]),!isFinite(G)||isNaN(G)){pt=!0;break e}var mt=gt*yt;nt[dt]+=mt*G}}}if(pt){if(H>0){for(var xt=0;xt<5;++xt)$.pop();U-=1}continue t}$.push(nt[0],nt[1],ot[0],ot[1],nt[2]),U+=1}}rt.push(U)}this._contourOffsets[Q]=et,this._contourCounts[Q]=rt}var bt=s.mallocFloat($.length);for(o=0;o<$.length;++o)bt[o]=$[o];this._contourBuffer.update(bt),s.freeFloat(bt)}},L.dispose=function(){this._shader.dispose(),this._vao.dispose(),this._coordinateBuffer.dispose(),this._colorMap.dispose(),this._contourBuffer.dispose(),this._contourVAO.dispose(),this._contourShader.dispose(),this._contourPickShader.dispose(),this._dynamicBuffer.dispose(),this._dynamicVAO.dispose();for(var t=0;t<3;++t)s.freeFloat(this._field[t].data)},L.highlight=function(t){var e,r;if(!t)return this._dynamicCounts=[0,0,0],this.dyanamicLevel=[NaN,NaN,NaN],void(this.highlightLevel=[-1,-1,-1]);for(e=0;e<3;++e)this.enableHighlight[e]?this.highlightLevel[e]=t.level[e]:this.highlightLevel[e]=-1;for(r=this.snapToData?t.dataCoordinate:t.position,e=0;e<3;++e)r[e]-=this.objectOffset[e];if(this.enableDynamic[0]&&r[0]!==this.dynamicLevel[0]||this.enableDynamic[1]&&r[1]!==this.dynamicLevel[1]||this.enableDynamic[2]&&r[2]!==this.dynamicLevel[2]){for(var n=0,i=this.shape,a=s.mallocFloat(12*i[0]*i[1]),o=0;o<3;++o)if(this.enableDynamic[o]){this.dynamicLevel[o]=r[o];var l=(o+1)%3,u=(o+2)%3,c=this._field[o],f=this._field[l],p=this._field[u],d=h(c,r[o]),v=d.cells,g=d.positions;for(this._dynamicOffsets[o]=n,e=0;e<v.length;++e)for(var y=v[e],m=0;m<2;++m){var x=g[y[m]],b=+x[0],_=0|b,w=0|Math.min(_+1,i[0]),T=b-_,k=1-T,A=+x[1],M=0|A,S=0|Math.min(M+1,i[1]),E=A-M,L=1-E,C=k*L,P=k*E,O=T*L,I=T*E,D=C*f.get(_,M)+P*f.get(_,S)+O*f.get(w,M)+I*f.get(w,S),z=C*p.get(_,M)+P*p.get(_,S)+O*p.get(w,M)+I*p.get(w,S);if(isNaN(D)||isNaN(z)){m&&(n-=1);break}a[2*n+0]=D,a[2*n+1]=z,n+=1}this._dynamicCounts[o]=n-this._dynamicOffsets[o]}else this.dynamicLevel[o]=NaN,this._dynamicCounts[o]=0;this._dynamicBuffer.update(a.subarray(0,2*n)),s.freeFloat(a)}}},8931:function(t,e,r){\"use strict\";var n=r(5050),i=r(7498),a=r(5306);t.exports=function(t){if(arguments.length<=1)throw new Error(\"gl-texture2d: Missing arguments for texture2d constructor\");if(o||function(t){o=[t.LINEAR,t.NEAREST_MIPMAP_LINEAR,t.LINEAR_MIPMAP_NEAREST,t.LINEAR_MIPMAP_NEAREST],s=[t.NEAREST,t.LINEAR,t.NEAREST_MIPMAP_NEAREST,t.NEAREST_MIPMAP_LINEAR,t.LINEAR_MIPMAP_NEAREST,t.LINEAR_MIPMAP_LINEAR],l=[t.REPEAT,t.CLAMP_TO_EDGE,t.MIRRORED_REPEAT]}(t),\"number\"==typeof arguments[1])return g(t,arguments[1],arguments[2],arguments[3]||t.RGBA,arguments[4]||t.UNSIGNED_BYTE);if(Array.isArray(arguments[1]))return g(t,0|arguments[1][0],0|arguments[1][1],arguments[2]||t.RGBA,arguments[3]||t.UNSIGNED_BYTE);if(\"object\"==typeof arguments[1]){var e=arguments[1],r=u(e)?e:e.raw;if(r)return function(t,e,r,n,i,a){var o=v(t);return t.texImage2D(t.TEXTURE_2D,0,i,i,a,e),new h(t,o,r,n,i,a)}(t,r,0|e.width,0|e.height,arguments[2]||t.RGBA,arguments[3]||t.UNSIGNED_BYTE);if(e.shape&&e.data&&e.stride)return function(t,e){var r=e.dtype,o=e.shape.slice(),s=t.getParameter(t.MAX_TEXTURE_SIZE);if(o[0]<0||o[0]>s||o[1]<0||o[1]>s)throw new Error(\"gl-texture2d: Invalid texture size\");var l=d(o,e.stride.slice()),u=0;\"float32\"===r?u=t.FLOAT:\"float64\"===r?(u=t.FLOAT,l=!1,r=\"float32\"):\"uint8\"===r?u=t.UNSIGNED_BYTE:(u=t.UNSIGNED_BYTE,l=!1,r=\"uint8\");var f,p,g=0;if(2===o.length)g=t.LUMINANCE,o=[o[0],o[1],1],e=n(e.data,o,[e.stride[0],e.stride[1],1],e.offset);else{if(3!==o.length)throw new Error(\"gl-texture2d: Invalid shape for texture\");if(1===o[2])g=t.ALPHA;else if(2===o[2])g=t.LUMINANCE_ALPHA;else if(3===o[2])g=t.RGB;else{if(4!==o[2])throw new Error(\"gl-texture2d: Invalid shape for pixel coords\");g=t.RGBA}}u!==t.FLOAT||t.getExtension(\"OES_texture_float\")||(u=t.UNSIGNED_BYTE,l=!1);var y=e.size;if(l)f=0===e.offset&&e.data.length===y?e.data:e.data.subarray(e.offset,e.offset+y);else{var m=[o[2],o[2]*o[0],1];p=a.malloc(y,r);var x=n(p,o,m,0);\"float32\"!==r&&\"float64\"!==r||u!==t.UNSIGNED_BYTE?i.assign(x,e):c(x,e),f=p.subarray(0,y)}var b=v(t);return t.texImage2D(t.TEXTURE_2D,0,g,o[0],o[1],0,g,u,f),l||a.free(p),new h(t,b,o[0],o[1],g,u)}(t,e)}throw new Error(\"gl-texture2d: Invalid arguments for texture2d constructor\")};var o=null,s=null,l=null;function u(t){return\"undefined\"!=typeof HTMLCanvasElement&&t instanceof HTMLCanvasElement||\"undefined\"!=typeof HTMLImageElement&&t instanceof HTMLImageElement||\"undefined\"!=typeof HTMLVideoElement&&t instanceof HTMLVideoElement||\"undefined\"!=typeof ImageData&&t instanceof ImageData}var c=function(t,e){i.muls(t,e,255)};function f(t,e,r){var n=t.gl,i=n.getParameter(n.MAX_TEXTURE_SIZE);if(e<0||e>i||r<0||r>i)throw new Error(\"gl-texture2d: Invalid texture size\");return t._shape=[e,r],t.bind(),n.texImage2D(n.TEXTURE_2D,0,t.format,e,r,0,t.format,t.type,null),t._mipLevels=[0],t}function h(t,e,r,n,i,a){this.gl=t,this.handle=e,this.format=i,this.type=a,this._shape=[r,n],this._mipLevels=[0],this._magFilter=t.NEAREST,this._minFilter=t.NEAREST,this._wrapS=t.CLAMP_TO_EDGE,this._wrapT=t.CLAMP_TO_EDGE,this._anisoSamples=1;var o=this,s=[this._wrapS,this._wrapT];Object.defineProperties(s,[{get:function(){return o._wrapS},set:function(t){return o.wrapS=t}},{get:function(){return o._wrapT},set:function(t){return o.wrapT=t}}]),this._wrapVector=s;var l=[this._shape[0],this._shape[1]];Object.defineProperties(l,[{get:function(){return o._shape[0]},set:function(t){return o.width=t}},{get:function(){return o._shape[1]},set:function(t){return o.height=t}}]),this._shapeVector=l}var p=h.prototype;function d(t,e){return 3===t.length?1===e[2]&&e[1]===t[0]*t[2]&&e[0]===t[2]:1===e[0]&&e[1]===t[0]}function v(t){var e=t.createTexture();return t.bindTexture(t.TEXTURE_2D,e),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_MIN_FILTER,t.NEAREST),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_MAG_FILTER,t.NEAREST),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_WRAP_S,t.CLAMP_TO_EDGE),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_WRAP_T,t.CLAMP_TO_EDGE),e}function g(t,e,r,n,i){var a=t.getParameter(t.MAX_TEXTURE_SIZE);if(e<0||e>a||r<0||r>a)throw new Error(\"gl-texture2d: Invalid texture shape\");if(i===t.FLOAT&&!t.getExtension(\"OES_texture_float\"))throw new Error(\"gl-texture2d: Floating point textures not supported on this platform\");var o=v(t);return t.texImage2D(t.TEXTURE_2D,0,n,e,r,0,n,i,null),new h(t,o,e,r,n,i)}Object.defineProperties(p,{minFilter:{get:function(){return this._minFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,t),this._minFilter=t}},magFilter:{get:function(){return this._magFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,t),this._magFilter=t}},mipSamples:{get:function(){return this._anisoSamples},set:function(t){var e=this._anisoSamples;if(this._anisoSamples=0|Math.max(t,1),e!==this._anisoSamples){var r=this.gl.getExtension(\"EXT_texture_filter_anisotropic\");r&&this.gl.texParameterf(this.gl.TEXTURE_2D,r.TEXTURE_MAX_ANISOTROPY_EXT,this._anisoSamples)}return this._anisoSamples}},wrapS:{get:function(){return this._wrapS},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_S,t),this._wrapS=t}},wrapT:{get:function(){return this._wrapT},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_T,t),this._wrapT=t}},wrap:{get:function(){return this._wrapVector},set:function(t){if(Array.isArray(t)||(t=[t,t]),2!==t.length)throw new Error(\"gl-texture2d: Must specify wrap mode for rows and columns\");for(var e=0;e<2;++e)if(l.indexOf(t[e])<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);this._wrapS=t[0],this._wrapT=t[1];var r=this.gl;return this.bind(),r.texParameteri(r.TEXTURE_2D,r.TEXTURE_WRAP_S,this._wrapS),r.texParameteri(r.TEXTURE_2D,r.TEXTURE_WRAP_T,this._wrapT),t}},shape:{get:function(){return this._shapeVector},set:function(t){if(Array.isArray(t)){if(2!==t.length)throw new Error(\"gl-texture2d: Invalid texture shape\")}else t=[0|t,0|t];return f(this,0|t[0],0|t[1]),[0|t[0],0|t[1]]}},width:{get:function(){return this._shape[0]},set:function(t){return f(this,t|=0,this._shape[1]),t}},height:{get:function(){return this._shape[1]},set:function(t){return t|=0,f(this,this._shape[0],t),t}}}),p.bind=function(t){var e=this.gl;return void 0!==t&&e.activeTexture(e.TEXTURE0+(0|t)),e.bindTexture(e.TEXTURE_2D,this.handle),void 0!==t?0|t:e.getParameter(e.ACTIVE_TEXTURE)-e.TEXTURE0},p.dispose=function(){this.gl.deleteTexture(this.handle)},p.generateMipmap=function(){this.bind(),this.gl.generateMipmap(this.gl.TEXTURE_2D);for(var t=Math.min(this._shape[0],this._shape[1]),e=0;t>0;++e,t>>>=1)this._mipLevels.indexOf(e)<0&&this._mipLevels.push(e)},p.setPixels=function(t,e,r,o){var s=this.gl;this.bind(),Array.isArray(e)?(o=r,r=0|e[1],e=0|e[0]):(e=e||0,r=r||0),o=o||0;var l=u(t)?t:t.raw;if(l)this._mipLevels.indexOf(o)<0?(s.texImage2D(s.TEXTURE_2D,0,this.format,this.format,this.type,l),this._mipLevels.push(o)):s.texSubImage2D(s.TEXTURE_2D,o,e,r,this.format,this.type,l);else{if(!(t.shape&&t.stride&&t.data))throw new Error(\"gl-texture2d: Unsupported data type\");if(t.shape.length<2||e+t.shape[1]>this._shape[1]>>>o||r+t.shape[0]>this._shape[0]>>>o||e<0||r<0)throw new Error(\"gl-texture2d: Texture dimensions are out of bounds\");!function(t,e,r,o,s,l,u,f){var h=f.dtype,p=f.shape.slice();if(p.length<2||p.length>3)throw new Error(\"gl-texture2d: Invalid ndarray, must be 2d or 3d\");var v=0,g=0,y=d(p,f.stride.slice());if(\"float32\"===h?v=t.FLOAT:\"float64\"===h?(v=t.FLOAT,y=!1,h=\"float32\"):\"uint8\"===h?v=t.UNSIGNED_BYTE:(v=t.UNSIGNED_BYTE,y=!1,h=\"uint8\"),2===p.length)g=t.LUMINANCE,p=[p[0],p[1],1],f=n(f.data,p,[f.stride[0],f.stride[1],1],f.offset);else{if(3!==p.length)throw new Error(\"gl-texture2d: Invalid shape for texture\");if(1===p[2])g=t.ALPHA;else if(2===p[2])g=t.LUMINANCE_ALPHA;else if(3===p[2])g=t.RGB;else{if(4!==p[2])throw new Error(\"gl-texture2d: Invalid shape for pixel coords\");g=t.RGBA}p[2]}if(g!==t.LUMINANCE&&g!==t.ALPHA||s!==t.LUMINANCE&&s!==t.ALPHA||(g=s),g!==s)throw new Error(\"gl-texture2d: Incompatible texture format for setPixels\");var m=f.size,x=u.indexOf(o)<0;if(x&&u.push(o),v===l&&y)0===f.offset&&f.data.length===m?x?t.texImage2D(t.TEXTURE_2D,o,s,p[0],p[1],0,s,l,f.data):t.texSubImage2D(t.TEXTURE_2D,o,e,r,p[0],p[1],s,l,f.data):x?t.texImage2D(t.TEXTURE_2D,o,s,p[0],p[1],0,s,l,f.data.subarray(f.offset,f.offset+m)):t.texSubImage2D(t.TEXTURE_2D,o,e,r,p[0],p[1],s,l,f.data.subarray(f.offset,f.offset+m));else{var b;b=l===t.FLOAT?a.mallocFloat32(m):a.mallocUint8(m);var _=n(b,p,[p[2],p[2]*p[0],1]);v===t.FLOAT&&l===t.UNSIGNED_BYTE?c(_,f):i.assign(_,f),x?t.texImage2D(t.TEXTURE_2D,o,s,p[0],p[1],0,s,l,b.subarray(0,m)):t.texSubImage2D(t.TEXTURE_2D,o,e,r,p[0],p[1],s,l,b.subarray(0,m)),l===t.FLOAT?a.freeFloat32(b):a.freeUint8(b)}}(s,e,r,o,this.format,this.type,this._mipLevels,t)}}},3056:function(t){\"use strict\";t.exports=function(t,e,r){e?e.bind():t.bindBuffer(t.ELEMENT_ARRAY_BUFFER,null);var n=0|t.getParameter(t.MAX_VERTEX_ATTRIBS);if(r){if(r.length>n)throw new Error(\"gl-vao: Too many vertex attributes\");for(var i=0;i<r.length;++i){var a=r[i];if(a.buffer){var o=a.buffer,s=a.size||4,l=a.type||t.FLOAT,u=!!a.normalized,c=a.stride||0,f=a.offset||0;o.bind(),t.enableVertexAttribArray(i),t.vertexAttribPointer(i,s,l,u,c,f)}else{if(\"number\"==typeof a)t.vertexAttrib1f(i,a);else if(1===a.length)t.vertexAttrib1f(i,a[0]);else if(2===a.length)t.vertexAttrib2f(i,a[0],a[1]);else if(3===a.length)t.vertexAttrib3f(i,a[0],a[1],a[2]);else{if(4!==a.length)throw new Error(\"gl-vao: Invalid vertex attribute\");t.vertexAttrib4f(i,a[0],a[1],a[2],a[3])}t.disableVertexAttribArray(i)}}for(;i<n;++i)t.disableVertexAttribArray(i)}else for(t.bindBuffer(t.ARRAY_BUFFER,null),i=0;i<n;++i)t.disableVertexAttribArray(i)}},7220:function(t,e,r){\"use strict\";var n=r(3056);function i(t){this.gl=t,this._elements=null,this._attributes=null,this._elementsType=t.UNSIGNED_SHORT}i.prototype.bind=function(){n(this.gl,this._elements,this._attributes)},i.prototype.update=function(t,e,r){this._elements=e,this._attributes=t,this._elementsType=r||this.gl.UNSIGNED_SHORT},i.prototype.dispose=function(){},i.prototype.unbind=function(){},i.prototype.draw=function(t,e,r){r=r||0;var n=this.gl;this._elements?n.drawElements(t,e,this._elementsType,r):n.drawArrays(t,r,e)},t.exports=function(t){return new i(t)}},3778:function(t,e,r){\"use strict\";var n=r(3056);function i(t,e,r,n,i,a){this.location=t,this.dimension=e,this.a=r,this.b=n,this.c=i,this.d=a}function 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strict\";t.exports=function(t,e,r,n,i,a,o,s,l,u){var c=e+a+u;if(f>0){var f=Math.sqrt(c+1);t[0]=.5*(o-l)/f,t[1]=.5*(s-n)/f,t[2]=.5*(r-a)/f,t[3]=.5*f}else{var h=Math.max(e,a,u);f=Math.sqrt(2*h-c+1),e>=h?(t[0]=.5*f,t[1]=.5*(i+r)/f,t[2]=.5*(s+n)/f,t[3]=.5*(o-l)/f):a>=h?(t[0]=.5*(r+i)/f,t[1]=.5*f,t[2]=.5*(l+o)/f,t[3]=.5*(s-n)/f):(t[0]=.5*(n+s)/f,t[1]=.5*(o+l)/f,t[2]=.5*f,t[3]=.5*(r-i)/f)}return t}},7774:function(t,e,r){\"use strict\";t.exports=function(t){var e=(t=t||{}).center||[0,0,0],r=t.rotation||[0,0,0,1],n=t.radius||1;e=[].slice.call(e,0,3),c(r=[].slice.call(r,0,4),r);var i=new f(r,e,Math.log(n));return i.setDistanceLimits(t.zoomMin,t.zoomMax),(\"eye\"in t||\"up\"in t)&&i.lookAt(0,t.eye,t.center,t.up),i};var n=r(8444),i=r(3012),a=r(5950),o=r(7437),s=r(567);function l(t,e,r){return Math.sqrt(Math.pow(t,2)+Math.pow(e,2)+Math.pow(r,2))}function u(t,e,r,n){return Math.sqrt(Math.pow(t,2)+Math.pow(e,2)+Math.pow(r,2)+Math.pow(n,2))}function c(t,e){var r=e[0],n=e[1],i=e[2],a=e[3],o=u(r,n,i,a);o>1e-6?(t[0]=r/o,t[1]=n/o,t[2]=i/o,t[3]=a/o):(t[0]=t[1]=t[2]=0,t[3]=1)}function f(t,e,r){this.radius=n([r]),this.center=n(e),this.rotation=n(t),this.computedRadius=this.radius.curve(0),this.computedCenter=this.center.curve(0),this.computedRotation=this.rotation.curve(0),this.computedUp=[.1,0,0],this.computedEye=[.1,0,0],this.computedMatrix=[.1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],this.recalcMatrix(0)}var h=f.prototype;h.lastT=function(){return Math.max(this.radius.lastT(),this.center.lastT(),this.rotation.lastT())},h.recalcMatrix=function(t){this.radius.curve(t),this.center.curve(t),this.rotation.curve(t);var e=this.computedRotation;c(e,e);var r=this.computedMatrix;a(r,e);var n=this.computedCenter,i=this.computedEye,o=this.computedUp,s=Math.exp(this.computedRadius[0]);i[0]=n[0]+s*r[2],i[1]=n[1]+s*r[6],i[2]=n[2]+s*r[10],o[0]=r[1],o[1]=r[5],o[2]=r[9];for(var l=0;l<3;++l){for(var 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Sr=function(t,e){this.type=Xt,this.needle=t,this.haystack=e};Sr.parse=function(t,e){if(3!==t.length)return e.error(\"Expected 2 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Jt),n=e.parse(t[2],2,Jt);return r&&n?ae(r.type,[Xt,Yt,Wt,Gt,Jt])?new Sr(r,n):e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+re(r.type)+\" instead\"):null},Sr.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!r)return!1;if(!oe(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new xe(\"Expected first argument to be of type boolean, string, number or null, but found \"+re(ge(e))+\" instead.\");if(!oe(r,[\"string\",\"array\"]))throw new xe(\"Expected second argument to be of type array or string, but found \"+re(ge(r))+\" instead.\");return r.indexOf(e)>=0},Sr.prototype.eachChild=function(t){t(this.needle),t(this.haystack)},Sr.prototype.outputDefined=function(){return!0},Sr.prototype.serialize=function(){return[\"in\",this.needle.serialize(),this.haystack.serialize()]};var Er=function(t,e,r){this.type=Wt,this.needle=t,this.haystack=e,this.fromIndex=r};Er.parse=function(t,e){if(t.length<=2||t.length>=5)return e.error(\"Expected 3 or 4 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Jt),n=e.parse(t[2],2,Jt);if(!r||!n)return null;if(!ae(r.type,[Xt,Yt,Wt,Gt,Jt]))return e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+re(r.type)+\" instead\");if(4===t.length){var i=e.parse(t[3],3,Wt);return i?new Er(r,n,i):null}return new Er(r,n)},Er.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!oe(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new xe(\"Expected first argument to be of type boolean, string, number or 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e={color:Zt,string:Yt,number:Wt,enum:Yt,boolean:Xt,formatted:Qt,resolvedImage:te};return\"array\"===t.type?ee(e[t.value]||Jt,t.length):e[t.type]}(e):void 0),n=r.parse(t,void 0,void 0,void 0,e&&\"string\"===e.type?{typeAnnotation:\"coerce\"}:void 0);return n?Xr(new un(n,e)):Zr(r.errors)}un.prototype.evaluateWithoutErrorHandling=function(t,e,r,n,i,a){return this._evaluator.globals=t,this._evaluator.feature=e,this._evaluator.featureState=r,this._evaluator.canonical=n,this._evaluator.availableImages=i||null,this._evaluator.formattedSection=a,this.expression.evaluate(this._evaluator)},un.prototype.evaluate=function(t,e,r,n,i,a){this._evaluator.globals=t,this._evaluator.feature=e||null,this._evaluator.featureState=r||null,this._evaluator.canonical=n,this._evaluator.availableImages=i||null,this._evaluator.formattedSection=a||null;try{var o=this.expression.evaluate(this._evaluator);if(null==o||\"number\"==typeof o&&o!=o)return this._defaultValue;if(this._enumValues&&!(o in this._enumValues))throw new xe(\"Expected value to be one of \"+Object.keys(this._enumValues).map((function(t){return JSON.stringify(t)})).join(\", \")+\", but found \"+JSON.stringify(o)+\" instead.\");return o}catch(t){return this._warningHistory[t.message]||(this._warningHistory[t.message]=!0,\"undefined\"!=typeof console&&console.warn(t.message)),this._defaultValue}};var hn=function(t,e){this.kind=t,this._styleExpression=e,this.isStateDependent=\"constant\"!==t&&!Xe(e.expression)};hn.prototype.evaluateWithoutErrorHandling=function(t,e,r,n,i,a){return this._styleExpression.evaluateWithoutErrorHandling(t,e,r,n,i,a)},hn.prototype.evaluate=function(t,e,r,n,i,a){return this._styleExpression.evaluate(t,e,r,n,i,a)};var pn=function(t,e,r,n){this.kind=t,this.zoomStops=r,this._styleExpression=e,this.isStateDependent=\"camera\"!==t&&!Xe(e.expression),this.interpolationType=n};function dn(t,e){if(\"error\"===(t=fn(t,e)).result)return t;var r=t.value.expression,n=Ye(r);if(!n&&!Kr(e))return Zr([new qt(\"\",\"data expressions not supported\")]);var i=Ze(r,[\"zoom\"]);if(!i&&!Jr(e))return Zr([new qt(\"\",\"zoom expressions not supported\")]);var a=gn(r);if(!a&&!i)return Zr([new qt(\"\",'\"zoom\" expression may only be used as input to a top-level \"step\" or \"interpolate\" expression.')]);if(a instanceof qt)return Zr([a]);if(a instanceof wr&&!$r(e))return Zr([new qt(\"\",'\"interpolate\" expressions cannot be used with this property')]);if(!a)return Xr(new hn(n?\"constant\":\"source\",t.value));var o=a instanceof wr?a.interpolation:void 0;return Xr(new pn(n?\"camera\":\"composite\",t.value,a.labels,o))}pn.prototype.evaluateWithoutErrorHandling=function(t,e,r,n,i,a){return this._styleExpression.evaluateWithoutErrorHandling(t,e,r,n,i,a)},pn.prototype.evaluate=function(t,e,r,n,i,a){return this._styleExpression.evaluate(t,e,r,n,i,a)},pn.prototype.interpolationFactor=function(t,e,r){return this.interpolationType?wr.interpolationFactor(this.interpolationType,t,e,r):0};var vn=function(t,e){this._parameters=t,this._specification=e,jt(this,rn(this._parameters,this._specification))};function gn(t){var e=null;if(t instanceof Ar)e=gn(t.result);else if(t instanceof kr)for(var r=0,n=t.args;r<n.length;r+=1){var i=n[r];if(e=gn(i))break}else(t instanceof tr||t instanceof wr)&&t.input instanceof Ee&&\"zoom\"===t.input.name&&(e=t);return e instanceof qt||t.eachChild((function(t){var r=gn(t);r instanceof qt?e=r:!e&&r?e=new qt(\"\",'\"zoom\" expression may only be used as input to a top-level \"step\" or \"interpolate\" expression.'):e&&r&&e!==r&&(e=new qt(\"\",'Only one zoom-based \"step\" or \"interpolate\" subexpression may be used in an expression.'))})),e}function yn(t){var e=t.key,r=t.value,n=t.valueSpec||{},i=t.objectElementValidators||{},a=t.style,o=t.styleSpec,s=[],l=Qr(r);if(\"object\"!==l)return[new Bt(e,r,\"object expected, \"+l+\" found\")];for(var u in r){var c=u.split(\".\")[0],f=n[c]||n[\"*\"],h=void 0;if(i[c])h=i[c];else if(n[c])h=Hn;else if(i[\"*\"])h=i[\"*\"];else{if(!n[\"*\"]){s.push(new Bt(e,r[u],'unknown property \"'+u+'\"'));continue}h=Hn}s=s.concat(h({key:(e?e+\".\":e)+u,value:r[u],valueSpec:f,style:a,styleSpec:o,object:r,objectKey:u},r))}for(var p in n)i[p]||n[p].required&&void 0===n[p].default&&void 0===r[p]&&s.push(new Bt(e,r,'missing required property \"'+p+'\"'));return s}function mn(t){var e=t.value,r=t.valueSpec,n=t.style,i=t.styleSpec,a=t.key,o=t.arrayElementValidator||Hn;if(\"array\"!==Qr(e))return[new Bt(a,e,\"array expected, \"+Qr(e)+\" found\")];if(r.length&&e.length!==r.length)return[new Bt(a,e,\"array length \"+r.length+\" expected, length \"+e.length+\" found\")];if(r[\"min-length\"]&&e.length<r[\"min-length\"])return[new Bt(a,e,\"array length at least \"+r[\"min-length\"]+\" expected, length \"+e.length+\" found\")];var s={type:r.value,values:r.values};i.$version<7&&(s.function=r.function),\"object\"===Qr(r.value)&&(s=r.value);for(var l=[],u=0;u<e.length;u++)l=l.concat(o({array:e,arrayIndex:u,value:e[u],valueSpec:s,style:n,styleSpec:i,key:a+\"[\"+u+\"]\"}));return l}function xn(t){var e=t.key,r=t.value,n=t.valueSpec,i=Qr(r);return\"number\"===i&&r!=r&&(i=\"NaN\"),\"number\"!==i?[new Bt(e,r,\"number expected, \"+i+\" found\")]:\"minimum\"in n&&r<n.minimum?[new Bt(e,r,r+\" is less than the minimum value \"+n.minimum)]:\"maximum\"in n&&r>n.maximum?[new Bt(e,r,r+\" is greater than the maximum value \"+n.maximum)]:[]}function bn(t){var e,r,n,i=t.valueSpec,a=Ut(t.value.type),o={},s=\"categorical\"!==a&&void 0===t.value.property,l=!s,u=\"array\"===Qr(t.value.stops)&&\"array\"===Qr(t.value.stops[0])&&\"object\"===Qr(t.value.stops[0][0]),c=yn({key:t.key,value:t.value,valueSpec:t.styleSpec.function,style:t.style,styleSpec:t.styleSpec,objectElementValidators:{stops:function(t){if(\"identity\"===a)return[new Bt(t.key,t.value,'identity function may not have a \"stops\" property')];var e=[],r=t.value;return e=e.concat(mn({key:t.key,value:r,valueSpec:t.valueSpec,style:t.style,styleSpec:t.styleSpec,arrayElementValidator:f})),\"array\"===Qr(r)&&0===r.length&&e.push(new Bt(t.key,r,\"array must have at least one stop\")),e},default:function(t){return Hn({key:t.key,value:t.value,valueSpec:i,style:t.style,styleSpec:t.styleSpec})}}});return\"identity\"===a&&s&&c.push(new Bt(t.key,t.value,'missing required property \"property\"')),\"identity\"===a||t.value.stops||c.push(new Bt(t.key,t.value,'missing required property \"stops\"')),\"exponential\"===a&&t.valueSpec.expression&&!$r(t.valueSpec)&&c.push(new Bt(t.key,t.value,\"exponential functions not supported\")),t.styleSpec.$version>=8&&(l&&!Kr(t.valueSpec)?c.push(new Bt(t.key,t.value,\"property functions not supported\")):s&&!Jr(t.valueSpec)&&c.push(new Bt(t.key,t.value,\"zoom functions not supported\"))),\"categorical\"!==a&&!u||void 0!==t.value.property||c.push(new Bt(t.key,t.value,'\"property\" property is required')),c;function f(t){var e=[],a=t.value,s=t.key;if(\"array\"!==Qr(a))return[new Bt(s,a,\"array expected, \"+Qr(a)+\" found\")];if(2!==a.length)return[new Bt(s,a,\"array length 2 expected, length \"+a.length+\" found\")];if(u){if(\"object\"!==Qr(a[0]))return[new Bt(s,a,\"object expected, \"+Qr(a[0])+\" found\")];if(void 0===a[0].zoom)return[new Bt(s,a,\"object stop key must have zoom\")];if(void 0===a[0].value)return[new Bt(s,a,\"object stop key must have value\")];if(n&&n>Ut(a[0].zoom))return[new Bt(s,a[0].zoom,\"stop zoom values must appear in ascending order\")];Ut(a[0].zoom)!==n&&(n=Ut(a[0].zoom),r=void 0,o={}),e=e.concat(yn({key:s+\"[0]\",value:a[0],valueSpec:{zoom:{}},style:t.style,styleSpec:t.styleSpec,objectElementValidators:{zoom:xn,value:h}}))}else e=e.concat(h({key:s+\"[0]\",value:a[0],valueSpec:{},style:t.style,styleSpec:t.styleSpec},a));return cn(Vt(a[1]))?e.concat([new Bt(s+\"[1]\",a[1],\"expressions are not allowed in function stops.\")]):e.concat(Hn({key:s+\"[1]\",value:a[1],valueSpec:i,style:t.style,styleSpec:t.styleSpec}))}function h(t,n){var s=Qr(t.value),l=Ut(t.value),u=null!==t.value?t.value:n;if(e){if(s!==e)return[new Bt(t.key,u,s+\" stop domain type must match previous stop domain type \"+e)]}else e=s;if(\"number\"!==s&&\"string\"!==s&&\"boolean\"!==s)return[new Bt(t.key,u,\"stop domain value must be a number, string, or boolean\")];if(\"number\"!==s&&\"categorical\"!==a){var c=\"number expected, \"+s+\" found\";return Kr(i)&&void 0===a&&(c+='\\nIf you intended to use a categorical function, specify `\"type\": \"categorical\"`.'),[new Bt(t.key,u,c)]}return\"categorical\"!==a||\"number\"!==s||isFinite(l)&&Math.floor(l)===l?\"categorical\"!==a&&\"number\"===s&&void 0!==r&&l<r?[new Bt(t.key,u,\"stop domain values must appear in ascending order\")]:(r=l,\"categorical\"===a&&l in o?[new Bt(t.key,u,\"stop domain values must be unique\")]:(o[l]=!0,[])):[new Bt(t.key,u,\"integer expected, found \"+l)]}}function _n(t){var e=(\"property\"===t.expressionContext?dn:fn)(Vt(t.value),t.valueSpec);if(\"error\"===e.result)return e.value.map((function(e){return new Bt(\"\"+t.key+e.key,t.value,e.message)}));var r=e.value.expression||e.value._styleExpression.expression;if(\"property\"===t.expressionContext&&\"text-font\"===t.propertyKey&&!r.outputDefined())return[new Bt(t.key,t.value,'Invalid data expression for \"'+t.propertyKey+'\". Output values must be contained as literals within the expression.')];if(\"property\"===t.expressionContext&&\"layout\"===t.propertyType&&!Xe(r))return[new Bt(t.key,t.value,'\"feature-state\" data expressions are not supported with layout properties.')];if(\"filter\"===t.expressionContext&&!Xe(r))return[new Bt(t.key,t.value,'\"feature-state\" data expressions are not supported with filters.')];if(t.expressionContext&&0===t.expressionContext.indexOf(\"cluster\")){if(!Ze(r,[\"zoom\",\"feature-state\"]))return[new Bt(t.key,t.value,'\"zoom\" and \"feature-state\" expressions are not supported with cluster properties.')];if(\"cluster-initial\"===t.expressionContext&&!Ye(r))return[new Bt(t.key,t.value,\"Feature data expressions are not supported with initial expression part of cluster properties.\")]}return[]}function wn(t){var e=t.key,r=t.value,n=t.valueSpec,i=[];return Array.isArray(n.values)?-1===n.values.indexOf(Ut(r))&&i.push(new Bt(e,r,\"expected one of [\"+n.values.join(\", \")+\"], \"+JSON.stringify(r)+\" found\")):-1===Object.keys(n.values).indexOf(Ut(r))&&i.push(new Bt(e,r,\"expected one of [\"+Object.keys(n.values).join(\", \")+\"], \"+JSON.stringify(r)+\" found\")),i}function Tn(t){if(!0===t||!1===t)return!0;if(!Array.isArray(t)||0===t.length)return!1;switch(t[0]){case\"has\":return t.length>=2&&\"$id\"!==t[1]&&\"$type\"!==t[1];case\"in\":return t.length>=3&&(\"string\"!=typeof t[1]||Array.isArray(t[2]));case\"!in\":case\"!has\":case\"none\":return!1;case\"==\":case\"!=\":case\">\":case\">=\":case\"<\":case\"<=\":return 3!==t.length||Array.isArray(t[1])||Array.isArray(t[2]);case\"any\":case\"all\":for(var e=0,r=t.slice(1);e<r.length;e+=1){var n=r[e];if(!Tn(n)&&\"boolean\"!=typeof n)return!1}return!0;default:return!0}}vn.deserialize=function(t){return new vn(t._parameters,t._specification)},vn.serialize=function(t){return{_parameters:t._parameters,_specification:t._specification}};var kn={type:\"boolean\",default:!1,transition:!1,\"property-type\":\"data-driven\",expression:{interpolated:!1,parameters:[\"zoom\",\"feature\"]}};function An(t){if(null==t)return{filter:function(){return!0},needGeometry:!1};Tn(t)||(t=En(t));var e=fn(t,kn);if(\"error\"===e.result)throw new Error(e.value.map((function(t){return t.key+\": \"+t.message})).join(\", \"));return{filter:function(t,r,n){return e.value.evaluate(t,r,{},n)},needGeometry:Sn(t)}}function Mn(t,e){return t<e?-1:t>e?1:0}function Sn(t){if(!Array.isArray(t))return!1;if(\"within\"===t[0])return!0;for(var e=1;e<t.length;e++)if(Sn(t[e]))return!0;return!1}function En(t){if(!t)return!0;var e,r=t[0];return t.length<=1?\"any\"!==r:\"==\"===r?Ln(t[1],t[2],\"==\"):\"!=\"===r?On(Ln(t[1],t[2],\"==\")):\"<\"===r||\">\"===r||\"<=\"===r||\">=\"===r?Ln(t[1],t[2],r):\"any\"===r?(e=t.slice(1),[\"any\"].concat(e.map(En))):\"all\"===r?[\"all\"].concat(t.slice(1).map(En)):\"none\"===r?[\"all\"].concat(t.slice(1).map(En).map(On)):\"in\"===r?Cn(t[1],t.slice(2)):\"!in\"===r?On(Cn(t[1],t.slice(2))):\"has\"===r?Pn(t[1]):\"!has\"===r?On(Pn(t[1])):\"within\"!==r||t}function Ln(t,e,r){switch(t){case\"$type\":return[\"filter-type-\"+r,e];case\"$id\":return[\"filter-id-\"+r,e];default:return[\"filter-\"+r,t,e]}}function Cn(t,e){if(0===e.length)return!1;switch(t){case\"$type\":return[\"filter-type-in\",[\"literal\",e]];case\"$id\":return[\"filter-id-in\",[\"literal\",e]];default:return e.length>200&&!e.some((function(t){return typeof t!=typeof e[0]}))?[\"filter-in-large\",t,[\"literal\",e.sort(Mn)]]:[\"filter-in-small\",t,[\"literal\",e]]}}function Pn(t){switch(t){case\"$type\":return!0;case\"$id\":return[\"filter-has-id\"];default:return[\"filter-has\",t]}}function On(t){return[\"!\",t]}function In(t){return Tn(Vt(t.value))?_n(jt({},t,{expressionContext:\"filter\",valueSpec:{value:\"boolean\"}})):Dn(t)}function Dn(t){var e=t.value,r=t.key;if(\"array\"!==Qr(e))return[new Bt(r,e,\"array expected, \"+Qr(e)+\" found\")];var n,i=t.styleSpec,a=[];if(e.length<1)return[new Bt(r,e,\"filter array must have at least 1 element\")];switch(a=a.concat(wn({key:r+\"[0]\",value:e[0],valueSpec:i.filter_operator,style:t.style,styleSpec:t.styleSpec})),Ut(e[0])){case\"<\":case\"<=\":case\">\":case\">=\":e.length>=2&&\"$type\"===Ut(e[1])&&a.push(new Bt(r,e,'\"$type\" cannot be use with operator \"'+e[0]+'\"'));case\"==\":case\"!=\":3!==e.length&&a.push(new Bt(r,e,'filter array for operator \"'+e[0]+'\" must have 3 elements'));case\"in\":case\"!in\":e.length>=2&&\"string\"!==(n=Qr(e[1]))&&a.push(new Bt(r+\"[1]\",e[1],\"string expected, \"+n+\" found\"));for(var o=2;o<e.length;o++)n=Qr(e[o]),\"$type\"===Ut(e[1])?a=a.concat(wn({key:r+\"[\"+o+\"]\",value:e[o],valueSpec:i.geometry_type,style:t.style,styleSpec:t.styleSpec})):\"string\"!==n&&\"number\"!==n&&\"boolean\"!==n&&a.push(new Bt(r+\"[\"+o+\"]\",e[o],\"string, number, or boolean expected, \"+n+\" found\"));break;case\"any\":case\"all\":case\"none\":for(var s=1;s<e.length;s++)a=a.concat(Dn({key:r+\"[\"+s+\"]\",value:e[s],style:t.style,styleSpec:t.styleSpec}));break;case\"has\":case\"!has\":n=Qr(e[1]),2!==e.length?a.push(new Bt(r,e,'filter array for \"'+e[0]+'\" operator must have 2 elements')):\"string\"!==n&&a.push(new Bt(r+\"[1]\",e[1],\"string expected, \"+n+\" found\"));break;case\"within\":n=Qr(e[1]),2!==e.length?a.push(new Bt(r,e,'filter array for \"'+e[0]+'\" operator must have 2 elements')):\"object\"!==n&&a.push(new Bt(r+\"[1]\",e[1],\"object expected, \"+n+\" found\"))}return a}function zn(t,e){var r=t.key,n=t.style,i=t.styleSpec,a=t.value,o=t.objectKey,s=i[e+\"_\"+t.layerType];if(!s)return[];var l=o.match(/^(.*)-transition$/);if(\"paint\"===e&&l&&s[l[1]]&&s[l[1]].transition)return Hn({key:r,value:a,valueSpec:i.transition,style:n,styleSpec:i});var u,c=t.valueSpec||s[o];if(!c)return[new Bt(r,a,'unknown property \"'+o+'\"')];if(\"string\"===Qr(a)&&Kr(c)&&!c.tokens&&(u=/^{([^}]+)}$/.exec(a)))return[new Bt(r,a,'\"'+o+'\" does not support interpolation syntax\\nUse an identity property function instead: `{ \"type\": \"identity\", \"property\": '+JSON.stringify(u[1])+\" }`.\")];var f=[];return\"symbol\"===t.layerType&&(\"text-field\"===o&&n&&!n.glyphs&&f.push(new Bt(r,a,'use of \"text-field\" requires a style \"glyphs\" property')),\"text-font\"===o&&tn(Vt(a))&&\"identity\"===Ut(a.type)&&f.push(new Bt(r,a,'\"text-font\" does not support identity 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h=i.sources&&i.sources[r.source],p=h&&Ut(h.type);h?\"vector\"===p&&\"raster\"===s?e.push(new Bt(n,r.source,'layer \"'+r.id+'\" requires a raster source')):\"raster\"===p&&\"raster\"!==s?e.push(new Bt(n,r.source,'layer \"'+r.id+'\" requires a vector source')):\"vector\"!==p||r[\"source-layer\"]?\"raster-dem\"===p&&\"hillshade\"!==s?e.push(new Bt(n,r.source,\"raster-dem source can only be used with layer type 'hillshade'.\")):\"line\"!==s||!r.paint||!r.paint[\"line-gradient\"]||\"geojson\"===p&&h.lineMetrics||e.push(new Bt(n,r,'layer \"'+r.id+'\" specifies a line-gradient, which requires a GeoJSON source with `lineMetrics` enabled.')):e.push(new Bt(n,r,'layer \"'+r.id+'\" must specify a \"source-layer\"')):e.push(new Bt(n,r.source,'source \"'+r.source+'\" not found'))}else e.push(new Bt(n,r,'missing required property \"source\"'));return 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Arrows\"](t)&&(t>=11026&&t<=11055||t>=11088&&t<=11097||t>=11192&&t<=11243)||pi[\"CJK Symbols and Punctuation\"](t)||pi.Katakana(t)||pi[\"Private Use Area\"](t)||pi[\"CJK Compatibility Forms\"](t)||pi[\"Small Form Variants\"](t)||pi[\"Halfwidth and Fullwidth Forms\"](t)||8734===t||8756===t||8757===t||t>=9984&&t<=10087||t>=10102&&t<=10131||65532===t||65533===t)}(t))}function yi(t){return pi.Arabic(t)||pi[\"Arabic Supplement\"](t)||pi[\"Arabic Extended-A\"](t)||pi[\"Arabic Presentation Forms-A\"](t)||pi[\"Arabic Presentation Forms-B\"](t)}function mi(t){return t>=1424&&t<=2303||pi[\"Arabic Presentation Forms-A\"](t)||pi[\"Arabic Presentation Forms-B\"](t)}function xi(t,e){return!(!e&&mi(t)||t>=2304&&t<=3583||t>=3840&&t<=4255||pi.Khmer(t))}function bi(t){for(var e=0,r=t;e<r.length;e+=1)if(mi(r[e].charCodeAt(0)))return!0;return!1}var _i=\"deferred\",wi=\"loading\",Ti=\"loaded\",ki=\"error\",Ai=null,Mi=\"unavailable\",Si=null,Ei=function(t){t&&\"string\"==typeof t&&t.indexOf(\"NetworkError\")>-1&&(Mi=ki),Ai&&Ai(t)};function Li(){Ci.fire(new Dt(\"pluginStateChange\",{pluginStatus:Mi,pluginURL:Si}))}var Ci=new Rt,Pi=function(){return Mi},Oi=function(){if(Mi!==_i||!Si)throw new Error(\"rtl-text-plugin cannot be downloaded unless a pluginURL is specified\");Mi=wi,Li(),Si&&Mt({url:Si},(function(t){t?Ei(t):(Mi=Ti,Li())}))},Ii={applyArabicShaping:null,processBidirectionalText:null,processStyledBidirectionalText:null,isLoaded:function(){return Mi===Ti||null!=Ii.applyArabicShaping},isLoading:function(){return Mi===wi},setState:function(t){Mi=t.pluginStatus,Si=t.pluginURL},isParsed:function(){return null!=Ii.applyArabicShaping&&null!=Ii.processBidirectionalText&&null!=Ii.processStyledBidirectionalText},getPluginURL:function(){return Si}},Di=function(t,e){this.zoom=t,e?(this.now=e.now,this.fadeDuration=e.fadeDuration,this.zoomHistory=e.zoomHistory,this.transition=e.transition):(this.now=0,this.fadeDuration=0,this.zoomHistory=new hi,this.transition={})};Di.prototype.isSupportedScript=function(t){return function(t,e){for(var r=0,n=t;r<n.length;r+=1)if(!xi(n[r].charCodeAt(0),e))return!1;return!0}(t,Ii.isLoaded())},Di.prototype.crossFadingFactor=function(){return 0===this.fadeDuration?1:Math.min((this.now-this.zoomHistory.lastIntegerZoomTime)/this.fadeDuration,1)},Di.prototype.getCrossfadeParameters=function(){var t=this.zoom,e=t-Math.floor(t),r=this.crossFadingFactor();return t>this.zoomHistory.lastIntegerZoom?{fromScale:2,toScale:1,t:e+(1-e)*r}:{fromScale:.5,toScale:1,t:1-(1-r)*e}};var zi=function(t,e){this.property=t,this.value=e,this.expression=function(t,e){if(tn(t))return new vn(t,e);if(cn(t)){var r=dn(t,e);if(\"error\"===r.result)throw new Error(r.value.map((function(t){return t.key+\": \"+t.message})).join(\", \"));return r.value}var n=t;return\"string\"==typeof t&&\"color\"===e.type&&(n=ue.parse(t)),{kind:\"constant\",evaluate:function(){return n}}}(void 0===e?t.specification.default:e,t.specification)};zi.prototype.isDataDriven=function(){return\"source\"===this.expression.kind||\"composite\"===this.expression.kind},zi.prototype.possiblyEvaluate=function(t,e,r){return this.property.possiblyEvaluate(this,t,e,r)};var Ri=function(t){this.property=t,this.value=new zi(t,void 0)};Ri.prototype.transitioned=function(t,e){return new Bi(this.property,this.value,e,p({},t.transition,this.transition),t.now)},Ri.prototype.untransitioned=function(){return new Bi(this.property,this.value,null,{},0)};var Fi=function(t){this._properties=t,this._values=Object.create(t.defaultTransitionablePropertyValues)};Fi.prototype.getValue=function(t){return w(this._values[t].value.value)},Fi.prototype.setValue=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new Ri(this._values[t].property)),this._values[t].value=new zi(this._values[t].property,null===e?void 0:w(e))},Fi.prototype.getTransition=function(t){return w(this._values[t].transition)},Fi.prototype.setTransition=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new Ri(this._values[t].property)),this._values[t].transition=w(e)||void 0},Fi.prototype.serialize=function(){for(var t={},e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e],i=this.getValue(n);void 0!==i&&(t[n]=i);var a=this.getTransition(n);void 0!==a&&(t[n+\"-transition\"]=a)}return t},Fi.prototype.transitioned=function(t,e){for(var r=new Ni(this._properties),n=0,i=Object.keys(this._values);n<i.length;n+=1){var a=i[n];r._values[a]=this._values[a].transitioned(t,e._values[a])}return r},Fi.prototype.untransitioned=function(){for(var t=new Ni(this._properties),e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e];t._values[n]=this._values[n].untransitioned()}return t};var Bi=function(t,e,r,n,i){this.property=t,this.value=e,this.begin=i+n.delay||0,this.end=this.begin+n.duration||0,t.specification.transition&&(n.delay||n.duration)&&(this.prior=r)};Bi.prototype.possiblyEvaluate=function(t,e,r){var n=t.now||0,i=this.value.possiblyEvaluate(t,e,r),a=this.prior;if(a){if(n>this.end)return this.prior=null,i;if(this.value.isDataDriven())return this.prior=null,i;if(n<this.begin)return a.possiblyEvaluate(t,e,r);var o=(n-this.begin)/(this.end-this.begin);return this.property.interpolate(a.possiblyEvaluate(t,e,r),i,function(t){if(t<=0)return 0;if(t>=1)return 1;var e=t*t,r=e*t;return 4*(t<.5?r:3*(t-e)+r-.75)}(o))}return i};var Ni=function(t){this._properties=t,this._values=Object.create(t.defaultTransitioningPropertyValues)};Ni.prototype.possiblyEvaluate=function(t,e,r){for(var n=new Vi(this._properties),i=0,a=Object.keys(this._values);i<a.length;i+=1){var o=a[i];n._values[o]=this._values[o].possiblyEvaluate(t,e,r)}return n},Ni.prototype.hasTransition=function(){for(var t=0,e=Object.keys(this._values);t<e.length;t+=1){var r=e[t];if(this._values[r].prior)return!0}return!1};var ji=function(t){this._properties=t,this._values=Object.create(t.defaultPropertyValues)};ji.prototype.getValue=function(t){return w(this._values[t].value)},ji.prototype.setValue=function(t,e){this._values[t]=new zi(this._values[t].property,null===e?void 0:w(e))},ji.prototype.serialize=function(){for(var t={},e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e],i=this.getValue(n);void 0!==i&&(t[n]=i)}return t},ji.prototype.possiblyEvaluate=function(t,e,r){for(var n=new Vi(this._properties),i=0,a=Object.keys(this._values);i<a.length;i+=1){var o=a[i];n._values[o]=this._values[o].possiblyEvaluate(t,e,r)}return n};var Ui=function(t,e,r){this.property=t,this.value=e,this.parameters=r};Ui.prototype.isConstant=function(){return\"constant\"===this.value.kind},Ui.prototype.constantOr=function(t){return\"constant\"===this.value.kind?this.value.value:t},Ui.prototype.evaluate=function(t,e,r,n){return this.property.evaluate(this.value,this.parameters,t,e,r,n)};var Vi=function(t){this._properties=t,this._values=Object.create(t.defaultPossiblyEvaluatedValues)};Vi.prototype.get=function(t){return this._values[t]};var qi=function(t){this.specification=t};qi.prototype.possiblyEvaluate=function(t,e){return t.expression.evaluate(e)},qi.prototype.interpolate=function(t,e,r){var n=rr[this.specification.type];return n?n(t,e,r):t};var Hi=function(t,e){this.specification=t,this.overrides=e};Hi.prototype.possiblyEvaluate=function(t,e,r,n){return\"constant\"===t.expression.kind||\"camera\"===t.expression.kind?new Ui(this,{kind:\"constant\",value:t.expression.evaluate(e,null,{},r,n)},e):new Ui(this,t.expression,e)},Hi.prototype.interpolate=function(t,e,r){if(\"constant\"!==t.value.kind||\"constant\"!==e.value.kind)return t;if(void 0===t.value.value||void 0===e.value.value)return new Ui(this,{kind:\"constant\",value:void 0},t.parameters);var n=rr[this.specification.type];return n?new Ui(this,{kind:\"constant\",value:n(t.value.value,e.value.value,r)},t.parameters):t},Hi.prototype.evaluate=function(t,e,r,n,i,a){return\"constant\"===t.kind?t.value:t.evaluate(e,r,n,i,a)};var Gi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.possiblyEvaluate=function(t,e,r,n){if(void 0===t.value)return new Ui(this,{kind:\"constant\",value:void 0},e);if(\"constant\"===t.expression.kind){var i=t.expression.evaluate(e,null,{},r,n),a=\"resolvedImage\"===t.property.specification.type&&\"string\"!=typeof i?i.name:i,o=this._calculate(a,a,a,e);return new Ui(this,{kind:\"constant\",value:o},e)}if(\"camera\"===t.expression.kind){var s=this._calculate(t.expression.evaluate({zoom:e.zoom-1}),t.expression.evaluate({zoom:e.zoom}),t.expression.evaluate({zoom:e.zoom+1}),e);return new Ui(this,{kind:\"constant\",value:s},e)}return new Ui(this,t.expression,e)},e.prototype.evaluate=function(t,e,r,n,i,a){if(\"source\"===t.kind){var o=t.evaluate(e,r,n,i,a);return this._calculate(o,o,o,e)}return\"composite\"===t.kind?this._calculate(t.evaluate({zoom:Math.floor(e.zoom)-1},r,n),t.evaluate({zoom:Math.floor(e.zoom)},r,n),t.evaluate({zoom:Math.floor(e.zoom)+1},r,n),e):t.value},e.prototype._calculate=function(t,e,r,n){return n.zoom>n.zoomHistory.lastIntegerZoom?{from:t,to:e}:{from:r,to:e}},e.prototype.interpolate=function(t){return t},e}(Hi),Wi=function(t){this.specification=t};Wi.prototype.possiblyEvaluate=function(t,e,r,n){if(void 0!==t.value){if(\"constant\"===t.expression.kind){var i=t.expression.evaluate(e,null,{},r,n);return 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Vi(r.paint)}}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.getCrossfadeParameters=function(){return this._crossfadeParameters},e.prototype.getLayoutProperty=function(t){return\"visibility\"===t?this.visibility:this._unevaluatedLayout.getValue(t)},e.prototype.setLayoutProperty=function(t,e,r){if(void 0===r&&(r={}),null!=e){var n=\"layers.\"+this.id+\".layout.\"+t;if(this._validate($n,n,t,e,r))return}\"visibility\"!==t?this._unevaluatedLayout.setValue(t,e):this.visibility=e},e.prototype.getPaintProperty=function(t){return x(t,Zi)?this._transitionablePaint.getTransition(t.slice(0,-11)):this._transitionablePaint.getValue(t)},e.prototype.setPaintProperty=function(t,e,r){if(void 0===r&&(r={}),null!=e){var n=\"layers.\"+this.id+\".paint.\"+t;if(this._validate(Jn,n,t,e,r))return!1}if(x(t,Zi))return this._transitionablePaint.setTransition(t.slice(0,-11),e||void 0),!1;var i=this._transitionablePaint._values[t],a=\"cross-faded-data-driven\"===i.property.specification[\"property-type\"],o=i.value.isDataDriven(),s=i.value;this._transitionablePaint.setValue(t,e),this._handleSpecialPaintPropertyUpdate(t);var l=this._transitionablePaint._values[t].value;return l.isDataDriven()||o||a||this._handleOverridablePaintPropertyUpdate(t,s,l)},e.prototype._handleSpecialPaintPropertyUpdate=function(t){},e.prototype._handleOverridablePaintPropertyUpdate=function(t,e,r){return!1},e.prototype.isHidden=function(t){return!!(this.minzoom&&t<this.minzoom)||!!(this.maxzoom&&t>=this.maxzoom)||\"none\"===this.visibility},e.prototype.updateTransitions=function(t){this._transitioningPaint=this._transitionablePaint.transitioned(t,this._transitioningPaint)},e.prototype.hasTransition=function(){return this._transitioningPaint.hasTransition()},e.prototype.recalculate=function(t,e){t.getCrossfadeParameters&&(this._crossfadeParameters=t.getCrossfadeParameters()),this._unevaluatedLayout&&(this.layout=this._unevaluatedLayout.possiblyEvaluate(t,void 0,e)),this.paint=this._transitioningPaint.possiblyEvaluate(t,void 0,e)},e.prototype.serialize=function(){var t={id:this.id,type:this.type,source:this.source,\"source-layer\":this.sourceLayer,metadata:this.metadata,minzoom:this.minzoom,maxzoom:this.maxzoom,filter:this.filter,layout:this._unevaluatedLayout&&this._unevaluatedLayout.serialize(),paint:this._transitionablePaint&&this._transitionablePaint.serialize()};return this.visibility&&(t.layout=t.layout||{},t.layout.visibility=this.visibility),_(t,(function(t,e){return!(void 0===t||\"layout\"===e&&!Object.keys(t).length||\"paint\"===e&&!Object.keys(t).length)}))},e.prototype._validate=function(t,e,r,n,i){return void 0===i&&(i={}),(!i||!1!==i.validate)&&Qn(this,t.call(Zn,{key:e,layerType:this.type,objectKey:r,value:n,styleSpec:Ft,style:{glyphs:!0,sprite:!0}}))},e.prototype.is3D=function(){return!1},e.prototype.isTileClipped=function(){return!1},e.prototype.hasOffscreenPass=function(){return!1},e.prototype.resize=function(){},e.prototype.isStateDependent=function(){for(var t in this.paint._values){var e=this.paint.get(t);if(e instanceof Ui&&Kr(e.property.specification)&&(\"source\"===e.value.kind||\"composite\"===e.value.kind)&&e.value.isStateDependent)return!0}return!1},e}(Rt),Ji={Int8:Int8Array,Uint8:Uint8Array,Int16:Int16Array,Uint16:Uint16Array,Int32:Int32Array,Uint32:Uint32Array,Float32:Float32Array},$i=function(t,e){this._structArray=t,this._pos1=e*this.size,this._pos2=this._pos1/2,this._pos4=this._pos1/4,this._pos8=this._pos1/8},Qi=function(){this.isTransferred=!1,this.capacity=-1,this.resize(0)};function ta(t,e){void 0===e&&(e=1);var r=0,n=0;return{members:t.map((function(t){var i,a=(i=t.type,Ji[i].BYTES_PER_ELEMENT),o=r=ea(r,Math.max(e,a)),s=t.components||1;return n=Math.max(n,a),r+=a*s,{name:t.name,type:t.type,components:s,offset:o}})),size:ea(r,Math.max(n,e)),alignment:e}}function ea(t,e){return Math.ceil(t/e)*e}Qi.serialize=function(t,e){return t._trim(),e&&(t.isTransferred=!0,e.push(t.arrayBuffer)),{length:t.length,arrayBuffer:t.arrayBuffer}},Qi.deserialize=function(t){var e=Object.create(this.prototype);return e.arrayBuffer=t.arrayBuffer,e.length=t.length,e.capacity=t.arrayBuffer.byteLength/e.bytesPerElement,e._refreshViews(),e},Qi.prototype._trim=function(){this.length!==this.capacity&&(this.capacity=this.length,this.arrayBuffer=this.arrayBuffer.slice(0,this.length*this.bytesPerElement),this._refreshViews())},Qi.prototype.clear=function(){this.length=0},Qi.prototype.resize=function(t){this.reserve(t),this.length=t},Qi.prototype.reserve=function(t){if(t>this.capacity){this.capacity=Math.max(t,Math.floor(5*this.capacity),128),this.arrayBuffer=new 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this.int16[s+0]=e,this.int16[s+1]=r,this.int16[s+2]=n,this.int16[s+3]=i,this.int16[s+4]=a,this.int16[s+5]=o,t},e}(Qi);ia.prototype.bytesPerElement=12,oi(\"StructArrayLayout2i4i12\",ia);var aa=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=4*t,l=8*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.uint8[l+4]=n,this.uint8[l+5]=i,this.uint8[l+6]=a,this.uint8[l+7]=o,t},e}(Qi);aa.prototype.bytesPerElement=8,oi(\"StructArrayLayout2i4ub8\",aa);var oa=function(t){function e(){t.apply(this,arguments)}return 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this._structArray.uint8[this._pos1+38]},r.hidden.set=function(t){this._structArray.uint8[this._pos1+38]=t},r.crossTileID.get=function(){return this._structArray.uint32[this._pos4+10]},r.crossTileID.set=function(t){this._structArray.uint32[this._pos4+10]=t},r.associatedIconIndex.get=function(){return this._structArray.int16[this._pos2+22]},Object.defineProperties(e.prototype,r),e}($i);Ma.prototype.size=48;var Sa=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.get=function(t){return new Ma(this,t)},e}(ga);oi(\"PlacedSymbolArray\",Sa);var Ea=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var 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r.anchorX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorY.get=function(){return this._structArray.int16[this._pos2+1]},r.rightJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+2]},r.centerJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+3]},r.leftJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+4]},r.verticalPlacedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+5]},r.placedIconSymbolIndex.get=function(){return this._structArray.int16[this._pos2+6]},r.verticalPlacedIconSymbolIndex.get=function(){return this._structArray.int16[this._pos2+7]},r.key.get=function(){return this._structArray.uint16[this._pos2+8]},r.textBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+9]},r.textBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+10]},r.verticalTextBoxStartIndex.get=function(){return 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s=t;s<e;s++)this.paintVertexArray.emplace(s,r,n);this.maxValue=Math.max(this.maxValue,Math.abs(r),Math.abs(n))}},so.prototype.upload=function(t){this.paintVertexArray&&this.paintVertexArray.arrayBuffer&&(this.paintVertexBuffer&&this.paintVertexBuffer.buffer?this.paintVertexBuffer.updateData(this.paintVertexArray):this.paintVertexBuffer=t.createVertexBuffer(this.paintVertexArray,this.paintVertexAttributes,this.expression.isStateDependent))},so.prototype.destroy=function(){this.paintVertexBuffer&&this.paintVertexBuffer.destroy()},so.prototype.setUniform=function(t,e){var r=this.useIntegerZoom?Math.floor(e.zoom):e.zoom,n=f(this.expression.interpolationFactor(r,this.zoom,this.zoom+1),0,1);t.set(n)},so.prototype.getBinding=function(t,e,r){return new Ka(t,e)};var lo=function(t,e,r,n,i,a){this.expression=t,this.type=e,this.useIntegerZoom=r,this.zoom=n,this.layerId=a,this.zoomInPaintVertexArray=new i,this.zoomOutPaintVertexArray=new i};lo.prototype.populatePaintArray=function(t,e,r){var n=this.zoomInPaintVertexArray.length;this.zoomInPaintVertexArray.resize(t),this.zoomOutPaintVertexArray.resize(t),this._setPaintValues(n,t,e.patterns&&e.patterns[this.layerId],r)},lo.prototype.updatePaintArray=function(t,e,r,n,i){this._setPaintValues(t,e,r.patterns&&r.patterns[this.layerId],i)},lo.prototype._setPaintValues=function(t,e,r,n){if(n&&r){var i=r.min,a=r.mid,o=r.max,s=n[i],l=n[a],u=n[o];if(s&&l&&u)for(var c=t;c<e;c++)this.zoomInPaintVertexArray.emplace(c,l.tl[0],l.tl[1],l.br[0],l.br[1],s.tl[0],s.tl[1],s.br[0],s.br[1],l.pixelRatio,s.pixelRatio),this.zoomOutPaintVertexArray.emplace(c,l.tl[0],l.tl[1],l.br[0],l.br[1],u.tl[0],u.tl[1],u.br[0],u.br[1],l.pixelRatio,u.pixelRatio)}},lo.prototype.upload=function(t){this.zoomInPaintVertexArray&&this.zoomInPaintVertexArray.arrayBuffer&&this.zoomOutPaintVertexArray&&this.zoomOutPaintVertexArray.arrayBuffer&&(this.zoomInPaintVertexBuffer=t.createVertexBuffer(this.zoomInPaintVertexArray,Fa.members,this.expression.isStateDependent),this.zoomOutPaintVertexBuffer=t.createVertexBuffer(this.zoomOutPaintVertexArray,Fa.members,this.expression.isStateDependent))},lo.prototype.destroy=function(){this.zoomOutPaintVertexBuffer&&this.zoomOutPaintVertexBuffer.destroy(),this.zoomInPaintVertexBuffer&&this.zoomInPaintVertexBuffer.destroy()};var uo=function(t,e,r){this.binders={},this._buffers=[];var n=[];for(var i in t.paint._values)if(r(i)){var a=t.paint.get(i);if(a 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instanceof ao&&n.setConstantPatternPositions(t,e)}},uo.prototype.updatePaintArrays=function(t,e,r,n,i){var a=!1;for(var o in t)for(var s=0,l=e.getPositions(o);s<l.length;s+=1){var u=l[s],c=r.feature(u.index);for(var f in this.binders){var h=this.binders[f];if((h instanceof oo||h instanceof so||h instanceof lo)&&!0===h.expression.isStateDependent){var p=n.paint.get(f);h.expression=p.value,h.updatePaintArray(u.start,u.end,c,t[o],i),a=!0}}}return a},uo.prototype.defines=function(){var t=[];for(var e in this.binders){var r=this.binders[e];(r instanceof io||r instanceof ao)&&t.push.apply(t,r.uniformNames.map((function(t){return\"#define HAS_UNIFORM_\"+t})))}return t},uo.prototype.getBinderAttributes=function(){var t=[];for(var e in this.binders){var r=this.binders[e];if(r instanceof oo||r instanceof so)for(var n=0;n<r.paintVertexAttributes.length;n++)t.push(r.paintVertexAttributes[n].name);else if(r instanceof lo)for(var i=0;i<Fa.members.length;i++)t.push(Fa.members[i].name)}return t},uo.prototype.getBinderUniforms=function(){var t=[];for(var e in this.binders){var r=this.binders[e];if(r instanceof io||r instanceof ao||r instanceof so)for(var n=0,i=r.uniformNames;n<i.length;n+=1){var a=i[n];t.push(a)}}return t},uo.prototype.getPaintVertexBuffers=function(){return this._buffers},uo.prototype.getUniforms=function(t,e){var r=[];for(var n in this.binders){var i=this.binders[n];if(i instanceof io||i instanceof ao||i instanceof so)for(var a=0,o=i.uniformNames;a<o.length;a+=1){var s=o[a];if(e[s]){var l=i.getBinding(t,e[s],s);r.push({name:s,property:n,binding:l})}}}return r},uo.prototype.setUniforms=function(t,e,r,n){for(var i=0,a=e;i<a.length;i+=1){var o=a[i],s=o.name,l=o.property,u=o.binding;this.binders[l].setUniform(u,n,r.get(l),s)}},uo.prototype.updatePaintBuffers=function(t){for(var e in this._buffers=[],this.binders){var r=this.binders[e];if(t&&r instanceof lo){var 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u=t.readVarint();n=7&u,i=u>>3}if(i--,1===n||2===n)o+=t.readSVarint(),s+=t.readSVarint(),1===n&&(e&&l.push(e),e=[]),e.push(new a(o,s));else{if(7!==n)throw new Error(\"unknown command \"+n);e&&e.push(e[0].clone())}}return e&&l.push(e),l},Ys.prototype.bbox=function(){var t=this._pbf;t.pos=this._geometry;for(var e=t.readVarint()+t.pos,r=1,n=0,i=0,a=0,o=1/0,s=-1/0,l=1/0,u=-1/0;t.pos<e;){if(n<=0){var c=t.readVarint();r=7&c,n=c>>3}if(n--,1===r||2===r)(i+=t.readSVarint())<o&&(o=i),i>s&&(s=i),(a+=t.readSVarint())<l&&(l=a),a>u&&(u=a);else if(7!==r)throw new Error(\"unknown command \"+r)}return[o,l,s,u]},Ys.prototype.toGeoJSON=function(t,e,r){var n,i,a=this.extent*Math.pow(2,r),o=this.extent*t,s=this.extent*e,l=this.loadGeometry(),u=Ys.types[this.type];function c(t){for(var e=0;e<t.length;e++){var r=t[e],n=180-360*(r.y+s)/a;t[e]=[360*(r.x+o)/a-180,360/Math.PI*Math.atan(Math.exp(n*Math.PI/180))-90]}}switch(this.type){case 1:var f=[];for(n=0;n<l.length;n++)f[n]=l[n][0];c(l=f);break;case 2:for(n=0;n<l.length;n++)c(l[n]);break;case 3:for(l=function(t){var e=t.length;if(e<=1)return[t];for(var r,n,i=[],a=0;a<e;a++){var o=Zs(t[a]);0!==o&&(void 0===n&&(n=o<0),n===o<0?(r&&i.push(r),r=[t[a]]):r.push(t[a]))}return r&&i.push(r),i}(l),n=0;n<l.length;n++)for(i=0;i<l[n].length;i++)c(l[n][i])}1===l.length?l=l[0]:u=\"Multi\"+u;var h={type:\"Feature\",geometry:{type:u,coordinates:l},properties:this.properties};return\"id\"in this&&(h.id=this.id),h};var Ks=Js;function Js(t,e){this.version=1,this.name=null,this.extent=4096,this.length=0,this._pbf=t,this._keys=[],this._values=[],this._features=[],t.readFields($s,this,e),this.length=this._features.length}function $s(t,e,r){15===t?e.version=r.readVarint():1===t?e.name=r.readString():5===t?e.extent=r.readVarint():2===t?e._features.push(r.pos):3===t?e._keys.push(r.readString()):4===t&&e._values.push(function(t){for(var e=null,r=t.readVarint()+t.pos;t.pos<r;){var n=t.readVarint()>>3;e=1===n?t.readString():2===n?t.readFloat():3===n?t.readDouble():4===n?t.readVarint64():5===n?t.readVarint():6===n?t.readSVarint():7===n?t.readBoolean():null}return e}(r))}function Qs(t,e,r){if(3===t){var n=new Ks(r,r.readVarint()+r.pos);n.length&&(e[n.name]=n)}}Js.prototype.feature=function(t){if(t<0||t>=this._features.length)throw new Error(\"feature index out of bounds\");this._pbf.pos=this._features[t];var e=this._pbf.readVarint()+this._pbf.pos;return new Ws(this._pbf,e,this.extent,this._keys,this._values)};var tl={VectorTile:function(t,e){this.layers=t.readFields(Qs,{},e)},VectorTileFeature:Ws,VectorTileLayer:Ks},el=tl.VectorTileFeature.types,rl=Math.pow(2,13);function nl(t,e,r,n,i,a,o,s){t.emplaceBack(e,r,2*Math.floor(n*rl)+o,i*rl*2,a*rl*2,Math.round(s))}var il=function(t){this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.hasPattern=!1,this.layoutVertexArray=new ia,this.indexArray=new va,this.programConfigurations=new co(t.layers,t.zoom),this.segments=new za,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};function al(t,e){return t.x===e.x&&(t.x<0||t.x>po)||t.y===e.y&&(t.y<0||t.y>po)}il.prototype.populate=function(t,e,r){this.features=[],this.hasPattern=Ns(\"fill-extrusion\",this.layers,e);for(var n=0,i=t;n<i.length;n+=1){var a=i[n],o=a.feature,s=a.id,l=a.index,u=a.sourceLayerIndex,c=this.layers[0]._featureFilter.needGeometry,f=mo(o,c);if(this.layers[0]._featureFilter.filter(new Di(this.zoom),f,r)){var h={id:s,sourceLayerIndex:u,index:l,geometry:c?f.geometry:yo(o),properties:o.properties,type:o.type,patterns:{}};this.hasPattern?this.features.push(js(\"fill-extrusion\",this.layers,h,this.zoom,e)):this.addFeature(h,h.geometry,l,r,{}),e.featureIndex.insert(o,h.geometry,l,u,this.index,!0)}}},il.prototype.addFeatures=function(t,e,r){for(var n=0,i=this.features;n<i.length;n+=1){var a=i[n],o=a.geometry;this.addFeature(a,o,a.index,e,r)}},il.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},il.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},il.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},il.prototype.upload=function(t){this.uploaded||(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,Gs),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},il.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},il.prototype.addFeature=function(t,e,r,n,i){for(var a=0,o=Fs(e,500);a<o.length;a+=1){for(var s=o[a],l=0,u=0,c=s;u<c.length;u+=1)l+=c[u].length;for(var f=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray),h=0,p=s;h<p.length;h+=1){var d=p[h];if(0!==d.length&&!((O=d).every((function(t){return t.x<0}))||O.every((function(t){return t.x>po}))||O.every((function(t){return t.y<0}))||O.every((function(t){return t.y>po}))))for(var v=0,g=0;g<d.length;g++){var y=d[g];if(g>=1){var m=d[g-1];if(!al(y,m)){f.vertexLength+4>za.MAX_VERTEX_ARRAY_LENGTH&&(f=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray));var x=y.sub(m)._perp()._unit(),b=m.dist(y);v+b>32768&&(v=0),nl(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,0,v),nl(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,1,v),v+=b,nl(this.layoutVertexArray,m.x,m.y,x.x,x.y,0,0,v),nl(this.layoutVertexArray,m.x,m.y,x.x,x.y,0,1,v);var _=f.vertexLength;this.indexArray.emplaceBack(_,_+2,_+1),this.indexArray.emplaceBack(_+1,_+2,_+3),f.vertexLength+=4,f.primitiveLength+=2}}}}if(f.vertexLength+l>za.MAX_VERTEX_ARRAY_LENGTH&&(f=this.segments.prepareSegment(l,this.layoutVertexArray,this.indexArray)),\"Polygon\"===el[t.type]){for(var w=[],T=[],k=f.vertexLength,A=0,M=s;A<M.length;A+=1){var S=M[A];if(0!==S.length){S!==s[0]&&T.push(w.length/2);for(var E=0;E<S.length;E++){var L=S[E];nl(this.layoutVertexArray,L.x,L.y,0,0,1,1,0),w.push(L.x),w.push(L.y)}}}for(var C=as(w,T),P=0;P<C.length;P+=3)this.indexArray.emplaceBack(k+C[P],k+C[P+2],k+C[P+1]);f.primitiveLength+=C.length/3,f.vertexLength+=l}}var O;this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)},oi(\"FillExtrusionBucket\",il,{omit:[\"layers\",\"features\"]});var ol={paint:new Xi({\"fill-extrusion-opacity\":new qi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-opacity\"]),\"fill-extrusion-color\":new Hi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-color\"]),\"fill-extrusion-translate\":new qi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-translate\"]),\"fill-extrusion-translate-anchor\":new qi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-translate-anchor\"]),\"fill-extrusion-pattern\":new Gi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-pattern\"]),\"fill-extrusion-height\":new Hi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-height\"]),\"fill-extrusion-base\":new Hi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-base\"]),\"fill-extrusion-vertical-gradient\":new qi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-vertical-gradient\"])})},sl=function(t){function e(e){t.call(this,e,ol)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.createBucket=function(t){return new il(t)},e.prototype.queryRadius=function(){return Io(this.paint.get(\"fill-extrusion-translate\"))},e.prototype.is3D=function(){return!0},e.prototype.queryIntersectsFeature=function(t,e,r,n,i,o,s,l){var u=Do(t,this.paint.get(\"fill-extrusion-translate\"),this.paint.get(\"fill-extrusion-translate-anchor\"),o.angle,s),c=this.paint.get(\"fill-extrusion-height\").evaluate(e,r),f=this.paint.get(\"fill-extrusion-base\").evaluate(e,r),h=function(t,e,r,n){for(var i=[],o=0,s=t;o<s.length;o+=1){var l=s[o],u=[l.x,l.y,n,1];qo(u,u,e),i.push(new a(u[0]/u[3],u[1]/u[3]))}return i}(u,l,0,0),p=function(t,e,r,n){for(var i=[],o=[],s=n[8]*e,l=n[9]*e,u=n[10]*e,c=n[11]*e,f=n[8]*r,h=n[9]*r,p=n[10]*r,d=n[11]*r,v=0,g=t;v<g.length;v+=1){for(var y=[],m=[],x=0,b=g[v];x<b.length;x+=1){var _=b[x],w=_.x,T=_.y,k=n[0]*w+n[4]*T+n[12],A=n[1]*w+n[5]*T+n[13],M=n[2]*w+n[6]*T+n[14],S=n[3]*w+n[7]*T+n[15],E=M+u,L=S+c,C=k+f,P=A+h,O=M+p,I=S+d,D=new a((k+s)/L,(A+l)/L);D.z=E/L,y.push(D);var z=new a(C/I,P/I);z.z=O/I,m.push(z)}i.push(y),o.push(m)}return[i,o]}(n,f,c,l);return function(t,e,r){var n=1/0;To(r,e)&&(n=ul(r,e[0]));for(var i=0;i<e.length;i++)for(var a=e[i],o=t[i],s=0;s<a.length-1;s++){var l=a[s],u=a[s+1],c=o[s],f=[l,u,o[s+1],c,l];_o(r,f)&&(n=Math.min(n,ul(r,f)))}return n!==1/0&&n}(p[0],p[1],h)},e}(Ki);function ll(t,e){return t.x*e.x+t.y*e.y}function ul(t,e){if(1===t.length){for(var r,n=0,i=e[n++];!r||i.equals(r);)if(!(r=e[n++]))return 1/0;for(;n<e.length;n++){var a=e[n],o=t[0],s=r.sub(i),l=a.sub(i),u=o.sub(i),c=ll(s,s),f=ll(s,l),h=ll(l,l),p=ll(u,s),d=ll(u,l),v=c*h-f*f,g=(h*p-f*d)/v,y=(c*d-f*p)/v,m=1-g-y,x=i.z*m+r.z*g+a.z*y;if(isFinite(x))return x}return 1/0}for(var b=1/0,_=0,w=e;_<w.length;_+=1){var T=w[_];b=Math.min(b,T.z)}return b}var cl=ta([{name:\"a_pos_normal\",components:2,type:\"Int16\"},{name:\"a_data\",components:4,type:\"Uint8\"}],4).members,fl=ta([{name:\"a_uv_x\",components:1,type:\"Float32\"},{name:\"a_split_index\",components:1,type:\"Float32\"}]).members,hl=tl.VectorTileFeature.types,pl=Math.cos(Math.PI/180*37.5),dl=Math.pow(2,14)/.5,vl=function(t){var e=this;this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.hasPattern=!1,this.patternFeatures=[],this.lineClipsArray=[],this.gradients={},this.layers.forEach((function(t){e.gradients[t.id]={}})),this.layoutVertexArray=new aa,this.layoutVertexArray2=new oa,this.indexArray=new va,this.programConfigurations=new co(t.layers,t.zoom),this.segments=new za,this.maxLineLength=0,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};vl.prototype.populate=function(t,e,r){this.hasPattern=Ns(\"line\",this.layers,e);for(var n=this.layers[0].layout.get(\"line-sort-key\"),i=[],a=0,o=t;a<o.length;a+=1){var s=o[a],l=s.feature,u=s.id,c=s.index,f=s.sourceLayerIndex,h=this.layers[0]._featureFilter.needGeometry,p=mo(l,h);if(this.layers[0]._featureFilter.filter(new Di(this.zoom),p,r)){var d=n?n.evaluate(p,{},r):void 0,v={id:u,properties:l.properties,type:l.type,sourceLayerIndex:f,index:c,geometry:h?p.geometry:yo(l),patterns:{},sortKey:d};i.push(v)}}n&&i.sort((function(t,e){return t.sortKey-e.sortKey}));for(var g=0,y=i;g<y.length;g+=1){var m=y[g],x=m,b=x.geometry,_=x.index,w=x.sourceLayerIndex;if(this.hasPattern){var T=js(\"line\",this.layers,m,this.zoom,e);this.patternFeatures.push(T)}else this.addFeature(m,b,_,r,{});var k=t[_].feature;e.featureIndex.insert(k,b,_,w,this.index)}},vl.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},vl.prototype.addFeatures=function(t,e,r){for(var n=0,i=this.patternFeatures;n<i.length;n+=1){var a=i[n];this.addFeature(a,a.geometry,a.index,e,r)}},vl.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},vl.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},vl.prototype.upload=function(t){this.uploaded||(0!==this.layoutVertexArray2.length&&(this.layoutVertexBuffer2=t.createVertexBuffer(this.layoutVertexArray2,fl)),this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,cl),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},vl.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},vl.prototype.lineFeatureClips=function(t){if(t.properties&&t.properties.hasOwnProperty(\"mapbox_clip_start\")&&t.properties.hasOwnProperty(\"mapbox_clip_end\"))return{start:+t.properties.mapbox_clip_start,end:+t.properties.mapbox_clip_end}},vl.prototype.addFeature=function(t,e,r,n,i){var a=this.layers[0].layout,o=a.get(\"line-join\").evaluate(t,{}),s=a.get(\"line-cap\"),l=a.get(\"line-miter-limit\"),u=a.get(\"line-round-limit\");this.lineClips=this.lineFeatureClips(t);for(var c=0,f=e;c<f.length;c+=1){var h=f[c];this.addLine(h,t,o,s,l,u)}this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)},vl.prototype.addLine=function(t,e,r,n,i,a){if(this.distance=0,this.scaledDistance=0,this.totalDistance=0,this.lineClips){this.lineClipsArray.push(this.lineClips);for(var o=0;o<t.length-1;o++)this.totalDistance+=t[o].dist(t[o+1]);this.updateScaledDistance(),this.maxLineLength=Math.max(this.maxLineLength,this.totalDistance)}for(var s=\"Polygon\"===hl[e.type],l=t.length;l>=2&&t[l-1].equals(t[l-2]);)l--;for(var u=0;u<l-1&&t[u].equals(t[u+1]);)u++;if(!(l<(s?3:2))){\"bevel\"===r&&(i=1.05);var c,f=this.overscaling<=16?15*po/(512*this.overscaling):0,h=this.segments.prepareSegment(10*l,this.layoutVertexArray,this.indexArray),p=void 0,d=void 0,v=void 0,g=void 0;this.e1=this.e2=-1,s&&(c=t[l-2],g=t[u].sub(c)._unit()._perp());for(var y=u;y<l;y++)if(!(d=y===l-1?s?t[u+1]:void 0:t[y+1])||!t[y].equals(d)){g&&(v=g),c&&(p=c),c=t[y],g=d?d.sub(c)._unit()._perp():v;var m=(v=v||g).add(g);0===m.x&&0===m.y||m._unit();var x=v.x*g.x+v.y*g.y,b=m.x*g.x+m.y*g.y,_=0!==b?1/b:1/0,w=2*Math.sqrt(2-2*b),T=b<pl&&p&&d,k=v.x*g.y-v.y*g.x>0;if(T&&y>u){var A=c.dist(p);if(A>2*f){var M=c.sub(c.sub(p)._mult(f/A)._round());this.updateDistance(p,M),this.addCurrentVertex(M,v,0,0,h),p=M}}var S=p&&d,E=S?r:s?\"butt\":n;if(S&&\"round\"===E&&(_<a?E=\"miter\":_<=2&&(E=\"fakeround\")),\"miter\"===E&&_>i&&(E=\"bevel\"),\"bevel\"===E&&(_>2&&(E=\"flipbevel\"),_<i&&(E=\"miter\")),p&&this.updateDistance(p,c),\"miter\"===E)m._mult(_),this.addCurrentVertex(c,m,0,0,h);else if(\"flipbevel\"===E){if(_>100)m=g.mult(-1);else{var L=_*v.add(g).mag()/v.sub(g).mag();m._perp()._mult(L*(k?-1:1))}this.addCurrentVertex(c,m,0,0,h),this.addCurrentVertex(c,m.mult(-1),0,0,h)}else if(\"bevel\"===E||\"fakeround\"===E){var C=-Math.sqrt(_*_-1),P=k?C:0,O=k?0:C;if(p&&this.addCurrentVertex(c,v,P,O,h),\"fakeround\"===E)for(var I=Math.round(180*w/Math.PI/20),D=1;D<I;D++){var z=D/I;if(.5!==z){var R=z-.5;z+=z*R*(z-1)*((1.0904+x*(x*(3.55645-1.43519*x)-3.2452))*R*R+(.848013+x*(.215638*x-1.06021)))}var F=g.sub(v)._mult(z)._add(v)._unit()._mult(k?-1:1);this.addHalfVertex(c,F.x,F.y,!1,k,0,h)}d&&this.addCurrentVertex(c,g,-P,-O,h)}else if(\"butt\"===E)this.addCurrentVertex(c,m,0,0,h);else if(\"square\"===E){var B=p?1:-1;this.addCurrentVertex(c,m,B,B,h)}else\"round\"===E&&(p&&(this.addCurrentVertex(c,v,0,0,h),this.addCurrentVertex(c,v,1,1,h,!0)),d&&(this.addCurrentVertex(c,g,-1,-1,h,!0),this.addCurrentVertex(c,g,0,0,h)));if(T&&y<l-1){var N=c.dist(d);if(N>2*f){var j=c.add(d.sub(c)._mult(f/N)._round());this.updateDistance(c,j),this.addCurrentVertex(j,g,0,0,h),c=j}}}}},vl.prototype.addCurrentVertex=function(t,e,r,n,i,a){void 0===a&&(a=!1);var 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e=Fl(this);for(t=t||[];this.pos<e;)t.push(this.readSFixed32());return t},readPackedFixed64:function(t){if(this.type!==Il.Bytes)return t.push(this.readFixed64());var e=Fl(this);for(t=t||[];this.pos<e;)t.push(this.readFixed64());return t},readPackedSFixed64:function(t){if(this.type!==Il.Bytes)return t.push(this.readSFixed64());var e=Fl(this);for(t=t||[];this.pos<e;)t.push(this.readSFixed64());return t},skip:function(t){var e=7&t;if(e===Il.Varint)for(;this.buf[this.pos++]>127;);else if(e===Il.Bytes)this.pos=this.readVarint()+this.pos;else if(e===Il.Fixed32)this.pos+=4;else{if(e!==Il.Fixed64)throw new Error(\"Unimplemented type: \"+e);this.pos+=8}},writeTag:function(t,e){this.writeVarint(t<<3|e)},realloc:function(t){for(var e=this.length||16;e<this.pos+t;)e*=2;if(e!==this.length){var r=new Uint8Array(e);r.set(this.buf),this.buf=r,this.length=e}},finish:function(){return this.length=this.pos,this.pos=0,this.buf.subarray(0,this.length)},writeFixed32:function(t){this.realloc(4),Kl(this.buf,t,this.pos),this.pos+=4},writeSFixed32:function(t){this.realloc(4),Kl(this.buf,t,this.pos),this.pos+=4},writeFixed64:function(t){this.realloc(8),Kl(this.buf,-1&t,this.pos),Kl(this.buf,Math.floor(t*zl),this.pos+4),this.pos+=8},writeSFixed64:function(t){this.realloc(8),Kl(this.buf,-1&t,this.pos),Kl(this.buf,Math.floor(t*zl),this.pos+4),this.pos+=8},writeVarint:function(t){(t=+t||0)>268435455||t<0?function(t,e){var r,n;if(t>=0?(r=t%4294967296|0,n=t/4294967296|0):(n=~(-t/4294967296),4294967295^(r=~(-t%4294967296))?r=r+1|0:(r=0,n=n+1|0)),t>=0x10000000000000000||t<-0x10000000000000000)throw new Error(\"Given varint doesn't fit into 10 bytes\");e.realloc(10),function(t,e,r){r.buf[r.pos++]=127&t|128,t>>>=7,r.buf[r.pos++]=127&t|128,t>>>=7,r.buf[r.pos++]=127&t|128,t>>>=7,r.buf[r.pos++]=127&t|128,t>>>=7,r.buf[r.pos]=127&t}(r,0,e),function(t,e){var r=(7&t)<<4;e.buf[e.pos++]|=r|((t>>>=3)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t)))))}(n,e)}(t,this):(this.realloc(4),this.buf[this.pos++]=127&t|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=t>>>7&127))))},writeSVarint:function(t){this.writeVarint(t<0?2*-t-1:2*t)},writeBoolean:function(t){this.writeVarint(Boolean(t))},writeString:function(t){t=String(t),this.realloc(4*t.length),this.pos++;var e=this.pos;this.pos=function(t,e,r){for(var n,i,a=0;a<e.length;a++){if((n=e.charCodeAt(a))>55295&&n<57344){if(!i){n>56319||a+1===e.length?(t[r++]=239,t[r++]=191,t[r++]=189):i=n;continue}if(n<56320){t[r++]=239,t[r++]=191,t[r++]=189,i=n;continue}n=i-55296<<10|n-56320|65536,i=null}else i&&(t[r++]=239,t[r++]=191,t[r++]=189,i=null);n<128?t[r++]=n:(n<2048?t[r++]=n>>6|192:(n<65536?t[r++]=n>>12|224:(t[r++]=n>>18|240,t[r++]=n>>12&63|128),t[r++]=n>>6&63|128),t[r++]=63&n|128)}return r}(this.buf,t,this.pos);var r=this.pos-e;r>=128&&Nl(e,r,this),this.pos=e-1,this.writeVarint(r),this.pos+=r},writeFloat:function(t){this.realloc(4),Pl(this.buf,t,this.pos,!0,23,4),this.pos+=4},writeDouble:function(t){this.realloc(8),Pl(this.buf,t,this.pos,!0,52,8),this.pos+=8},writeBytes:function(t){var e=t.length;this.writeVarint(e),this.realloc(e);for(var r=0;r<e;r++)this.buf[this.pos++]=t[r]},writeRawMessage:function(t,e){this.pos++;var r=this.pos;t(e,this);var n=this.pos-r;n>=128&&Nl(r,n,this),this.pos=r-1,this.writeVarint(n),this.pos+=n},writeMessage:function(t,e,r){this.writeTag(t,Il.Bytes),this.writeRawMessage(e,r)},writePackedVarint:function(t,e){e.length&&this.writeMessage(t,jl,e)},writePackedSVarint:function(t,e){e.length&&this.writeMessage(t,Ul,e)},writePackedBoolean:function(t,e){e.length&&this.writeMessage(t,Hl,e)},writePackedFloat:function(t,e){e.length&&this.writeMessage(t,Vl,e)},writePackedDouble:function(t,e){e.length&&this.writeMessage(t,ql,e)},writePackedFixed32:function(t,e){e.length&&this.writeMessage(t,Gl,e)},writePackedSFixed32:function(t,e){e.length&&this.writeMessage(t,Wl,e)},writePackedFixed64:function(t,e){e.length&&this.writeMessage(t,Yl,e)},writePackedSFixed64:function(t,e){e.length&&this.writeMessage(t,Xl,e)},writeBytesField:function(t,e){this.writeTag(t,Il.Bytes),this.writeBytes(e)},writeFixed32Field:function(t,e){this.writeTag(t,Il.Fixed32),this.writeFixed32(e)},writeSFixed32Field:function(t,e){this.writeTag(t,Il.Fixed32),this.writeSFixed32(e)},writeFixed64Field:function(t,e){this.writeTag(t,Il.Fixed64),this.writeFixed64(e)},writeSFixed64Field:function(t,e){this.writeTag(t,Il.Fixed64),this.writeSFixed64(e)},writeVarintField:function(t,e){this.writeTag(t,Il.Varint),this.writeVarint(e)},writeSVarintField:function(t,e){this.writeTag(t,Il.Varint),this.writeSVarint(e)},writeStringField:function(t,e){this.writeTag(t,Il.Bytes),this.writeString(e)},writeFloatField:function(t,e){this.writeTag(t,Il.Fixed32),this.writeFloat(e)},writeDoubleField:function(t,e){this.writeTag(t,Il.Fixed64),this.writeDouble(e)},writeBooleanField:function(t,e){this.writeVarintField(t,Boolean(e))}};var $l=3;function Ql(t,e,r){1===t&&r.readMessage(tu,e)}function tu(t,e,r){if(3===t){var n=r.readMessage(eu,{}),i=n.id,a=n.bitmap,o=n.width,s=n.height,l=n.left,u=n.top,c=n.advance;e.push({id:i,bitmap:new Jo({width:o+2*$l,height:s+2*$l},a),metrics:{width:o,height:s,left:l,top:u,advance:c}})}}function eu(t,e,r){1===t?e.id=r.readVarint():2===t?e.bitmap=r.readBytes():3===t?e.width=r.readVarint():4===t?e.height=r.readVarint():5===t?e.left=r.readSVarint():6===t?e.top=r.readSVarint():7===t&&(e.advance=r.readVarint())}var ru=$l;function nu(t){for(var e=0,r=0,n=0,i=t;n<i.length;n+=1){var a=i[n];e+=a.w*a.h,r=Math.max(r,a.w)}t.sort((function(t,e){return e.h-t.h}));for(var o=[{x:0,y:0,w:Math.max(Math.ceil(Math.sqrt(e/.95)),r),h:1/0}],s=0,l=0,u=0,c=t;u<c.length;u+=1)for(var f=c[u],h=o.length-1;h>=0;h--){var p=o[h];if(!(f.w>p.w||f.h>p.h)){if(f.x=p.x,f.y=p.y,l=Math.max(l,f.y+f.h),s=Math.max(s,f.x+f.w),f.w===p.w&&f.h===p.h){var d=o.pop();h<o.length&&(o[h]=d)}else f.h===p.h?(p.x+=f.w,p.w-=f.w):f.w===p.w?(p.y+=f.h,p.h-=f.h):(o.push({x:p.x+f.w,y:p.y,w:p.w-f.w,h:f.h}),p.y+=f.h,p.h-=f.h);break}}return{w:s,h:l,fill:e/(s*l)||0}}var iu=1,au=function(t,e){var r=e.pixelRatio,n=e.version,i=e.stretchX,a=e.stretchY,o=e.content;this.paddedRect=t,this.pixelRatio=r,this.stretchX=i,this.stretchY=a,this.content=o,this.version=n},ou={tl:{configurable:!0},br:{configurable:!0},tlbr:{configurable:!0},displaySize:{configurable:!0}};ou.tl.get=function(){return[this.paddedRect.x+iu,this.paddedRect.y+iu]},ou.br.get=function(){return[this.paddedRect.x+this.paddedRect.w-iu,this.paddedRect.y+this.paddedRect.h-iu]},ou.tlbr.get=function(){return this.tl.concat(this.br)},ou.displaySize.get=function(){return[(this.paddedRect.w-2*iu)/this.pixelRatio,(this.paddedRect.h-2*iu)/this.pixelRatio]},Object.defineProperties(au.prototype,ou);var su=function(t,e){var r={},n={};this.haveRenderCallbacks=[];var i=[];this.addImages(t,r,i),this.addImages(e,n,i);var a=nu(i),o=a.w,s=a.h,l=new $o({width:o||1,height:s||1});for(var u in t){var c=t[u],f=r[u].paddedRect;$o.copy(c.data,l,{x:0,y:0},{x:f.x+iu,y:f.y+iu},c.data)}for(var h in e){var p=e[h],d=n[h].paddedRect,v=d.x+iu,g=d.y+iu,y=p.data.width,m=p.data.height;$o.copy(p.data,l,{x:0,y:0},{x:v,y:g},p.data),$o.copy(p.data,l,{x:0,y:m-1},{x:v,y:g-1},{width:y,height:1}),$o.copy(p.data,l,{x:0,y:0},{x:v,y:g+m},{width:y,height:1}),$o.copy(p.data,l,{x:y-1,y:0},{x:v-1,y:g},{width:1,height:m}),$o.copy(p.data,l,{x:0,y:0},{x:v+y,y:g},{width:1,height:m})}this.image=l,this.iconPositions=r,this.patternPositions=n};su.prototype.addImages=function(t,e,r){for(var n in t){var i=t[n],a={x:0,y:0,w:i.data.width+2*iu,h:i.data.height+2*iu};r.push(a),e[n]=new au(a,i),i.hasRenderCallback&&this.haveRenderCallbacks.push(n)}},su.prototype.patchUpdatedImages=function(t,e){for(var r in t.dispatchRenderCallbacks(this.haveRenderCallbacks),t.updatedImages)this.patchUpdatedImage(this.iconPositions[r],t.getImage(r),e),this.patchUpdatedImage(this.patternPositions[r],t.getImage(r),e)},su.prototype.patchUpdatedImage=function(t,e,r){if(t&&e&&t.version!==e.version){t.version=e.version;var n=t.tl,i=n[0],a=n[1];r.update(e.data,void 0,{x:i,y:a})}},oi(\"ImagePosition\",au),oi(\"ImageAtlas\",su);var lu={horizontal:1,vertical:2,horizontalOnly:3},uu=-17;var cu=function(){this.scale=1,this.fontStack=\"\",this.imageName=null};cu.forText=function(t,e){var r=new cu;return r.scale=t||1,r.fontStack=e,r},cu.forImage=function(t){var e=new cu;return e.imageName=t,e};var fu=function(){this.text=\"\",this.sectionIndex=[],this.sections=[],this.imageSectionID=null};function hu(t,e,r,n,i,a,o,s,l,u,c,f,h,p,d,v){var g,y=fu.fromFeature(t,i);f===lu.vertical&&y.verticalizePunctuation();var m=Ii.processBidirectionalText,x=Ii.processStyledBidirectionalText;if(m&&1===y.sections.length){g=[];for(var b=0,_=m(y.toString(),bu(y,u,a,e,n,p,d));b<_.length;b+=1){var w=_[b],T=new fu;T.text=w,T.sections=y.sections;for(var k=0;k<w.length;k++)T.sectionIndex.push(0);g.push(T)}}else if(x){g=[];for(var A=0,M=x(y.text,y.sectionIndex,bu(y,u,a,e,n,p,d));A<M.length;A+=1){var S=M[A],E=new fu;E.text=S[0],E.sectionIndex=S[1],E.sections=y.sections,g.push(E)}}else g=function(t,e){for(var r=[],n=t.text,i=0,a=0,o=e;a<o.length;a+=1){var s=o[a];r.push(t.substring(i,s)),i=s}return i<n.length&&r.push(t.substring(i,n.length)),r}(y,bu(y,u,a,e,n,p,d));var L=[],C={positionedLines:L,text:y.toString(),top:c[1],bottom:c[1],left:c[0],right:c[0],writingMode:f,iconsInText:!1,verticalizable:!1};return function(t,e,r,n,i,a,o,s,l,u,c,f){for(var h=0,p=uu,d=0,v=0,g=\"right\"===s?1:\"left\"===s?0:.5,y=0,m=0,x=i;m<x.length;m+=1){var b=x[m];b.trim();var _=b.getMaxScale(),w=(_-1)*Ll,T={positionedGlyphs:[],lineOffset:0};t.positionedLines[y]=T;var k=T.positionedGlyphs,A=0;if(b.length()){for(var M=0;M<b.length();M++){var S=b.getSection(M),E=b.getSectionIndex(M),L=b.getCharCode(M),C=0,P=null,O=null,I=null,D=Ll,z=!(l===lu.horizontal||!c&&!vi(L)||c&&(pu[L]||yi(L)));if(S.imageName){var R=n[S.imageName];if(!R)continue;I=S.imageName,t.iconsInText=t.iconsInText||!0,O=R.paddedRect;var F=R.displaySize;S.scale=S.scale*Ll/f,P={width:F[0],height:F[1],left:iu,top:-ru,advance:z?F[1]:F[0]},C=w+(Ll-F[1]*S.scale),D=P.advance;var B=z?F[0]*S.scale-Ll*_:F[1]*S.scale-Ll*_;B>0&&B>A&&(A=B)}else{var N=r[S.fontStack],j=N&&N[L];if(j&&j.rect)O=j.rect,P=j.metrics;else{var U=e[S.fontStack],V=U&&U[L];if(!V)continue;P=V.metrics}C=(_-S.scale)*Ll}z?(t.verticalizable=!0,k.push({glyph:L,imageName:I,x:h,y:p+C,vertical:z,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:P,rect:O}),h+=D*S.scale+u):(k.push({glyph:L,imageName:I,x:h,y:p+C,vertical:z,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:P,rect:O}),h+=P.advance*S.scale+u)}if(0!==k.length){var q=h-u;d=Math.max(q,d),wu(k,0,k.length-1,g,A)}h=0;var H=a*_+A;T.lineOffset=Math.max(A,w),p+=H,v=Math.max(H,v),++y}else p+=a,++y}var G=p-uu,W=_u(o),Y=W.horizontalAlign,X=W.verticalAlign;(function(t,e,r,n,i,a,o,s,l){var u=(e-r)*i,c=0;c=a!==o?-s*n-uu:(-n*l+.5)*o;for(var f=0,h=t;f<h.length;f+=1)for(var p=0,d=h[f].positionedGlyphs;p<d.length;p+=1){var v=d[p];v.x+=u,v.y+=c}})(t.positionedLines,g,Y,X,d,v,a,G,i.length),t.top+=-X*G,t.bottom=t.top+G,t.left+=-Y*d,t.right=t.left+d}(C,e,r,n,g,o,s,l,f,u,h,v),!function(t){for(var e=0,r=t;e<r.length;e+=1)if(0!==r[e].positionedGlyphs.length)return!1;return!0}(L)&&C}fu.fromFeature=function(t,e){for(var r=new fu,n=0;n<t.sections.length;n++){var i=t.sections[n];i.image?r.addImageSection(i):r.addTextSection(i,e)}return r},fu.prototype.length=function(){return this.text.length},fu.prototype.getSection=function(t){return this.sections[this.sectionIndex[t]]},fu.prototype.getSectionIndex=function(t){return this.sectionIndex[t]},fu.prototype.getCharCode=function(t){return this.text.charCodeAt(t)},fu.prototype.verticalizePunctuation=function(){this.text=function(t){for(var e=\"\",r=0;r<t.length;r++){var n=t.charCodeAt(r+1)||null,i=t.charCodeAt(r-1)||null;n&&gi(n)&&!El[t[r+1]]||i&&gi(i)&&!El[t[r-1]]||!El[t[r]]?e+=t[r]:e+=El[t[r]]}return e}(this.text)},fu.prototype.trim=function(){for(var t=0,e=0;e<this.text.length&&pu[this.text.charCodeAt(e)];e++)t++;for(var r=this.text.length,n=this.text.length-1;n>=0&&n>=t&&pu[this.text.charCodeAt(n)];n--)r--;this.text=this.text.substring(t,r),this.sectionIndex=this.sectionIndex.slice(t,r)},fu.prototype.substring=function(t,e){var r=new fu;return r.text=this.text.substring(t,e),r.sectionIndex=this.sectionIndex.slice(t,e),r.sections=this.sections,r},fu.prototype.toString=function(){return this.text},fu.prototype.getMaxScale=function(){var t=this;return this.sectionIndex.reduce((function(e,r){return 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wu(t,e,r,n,i){if(n||i)for(var a=t[r],o=a.metrics.advance*a.scale,s=(t[r].x+o)*n,l=e;l<=r;l++)t[l].x-=s,t[l].y+=i}function Tu(t,e,r,n,i,a){var o,s=t.image;if(s.content){var l=s.content,u=s.pixelRatio||1;o=[l[0]/u,l[1]/u,s.displaySize[0]-l[2]/u,s.displaySize[1]-l[3]/u]}var c,f,h,p,d=e.left*a,v=e.right*a;\"width\"===r||\"both\"===r?(p=i[0]+d-n[3],f=i[0]+v+n[1]):f=(p=i[0]+(d+v-s.displaySize[0])/2)+s.displaySize[0];var g=e.top*a,y=e.bottom*a;return\"height\"===r||\"both\"===r?(c=i[1]+g-n[0],h=i[1]+y+n[2]):h=(c=i[1]+(g+y-s.displaySize[1])/2)+s.displaySize[1],{image:s,top:c,right:f,bottom:h,left:p,collisionPadding:o}}du[10]=!0,du[32]=!0,du[38]=!0,du[40]=!0,du[41]=!0,du[43]=!0,du[45]=!0,du[47]=!0,du[173]=!0,du[183]=!0,du[8203]=!0,du[8208]=!0,du[8211]=!0,du[8231]=!0;var ku=function(t){function e(e,r,n,i){t.call(this,e,r),this.angle=n,void 0!==i&&(this.segment=i)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.clone=function(){return new 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i=t.interpolationType,a=t.minZoom,o=t.maxZoom,s=i?f(wr.interpolationFactor(i,e,a,o),0,1):0;\"camera\"===t.kind?n=er(t.minSize,t.maxSize,s):r=s}return{uSizeT:r,uSize:n}}var Lu=Object.freeze({__proto__:null,getSizeData:Mu,evaluateSizeForFeature:Su,evaluateSizeForZoom:Eu,SIZE_PACK_FACTOR:Au});function Cu(t,e,r,n,i){if(void 0===e.segment)return!0;for(var a=e,o=e.segment+1,s=0;s>-r/2;){if(--o<0)return!1;s-=t[o].dist(a),a=t[o]}s+=t[o].dist(t[o+1]),o++;for(var l=[],u=0;s<r/2;){var c=t[o-1],f=t[o],h=t[o+1];if(!h)return!1;var p=c.angleTo(f)-f.angleTo(h);for(p=Math.abs((p+3*Math.PI)%(2*Math.PI)-Math.PI),l.push({distance:s,angleDelta:p}),u+=p;s-l[0].distance>n;)u-=l.shift().angleDelta;if(u>i)return!1;o++,s+=f.dist(h)}return!0}function Pu(t){for(var e=0,r=0;r<t.length-1;r++)e+=t[r].dist(t[r+1]);return e}function Ou(t,e,r){return t?.6*e*r:0}function Iu(t,e){return Math.max(t?t.right-t.left:0,e?e.right-e.left:0)}function Du(t,e,r,n,i,a){for(var 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a(0,0);c.push({tl:D,tr:z,bl:R,br:F,tex:y,writingMode:e.writingMode,glyphOffset:S,sectionIndex:g.sectionIndex,isSDF:x,pixelOffsetTL:Y,pixelOffsetBR:X,minFontScaleX:0,minFontScaleY:0})}}return c}(0,r,l,i,o,s,n,t.allowVerticalPlacement),y=t.textSizeData,m=null;\"source\"===y.kind?(m=[Au*i.layout.get(\"text-size\").evaluate(s,{})])[0]>ec&&k(t.layerIds[0]+': Value for \"text-size\" is >= '+tc+'. Reduce your \"text-size\".'):\"composite\"===y.kind&&((m=[Au*d.compositeTextSizes[0].evaluate(s,{},v),Au*d.compositeTextSizes[1].evaluate(s,{},v)])[0]>ec||m[1]>ec)&&k(t.layerIds[0]+': Value for \"text-size\" is >= '+tc+'. Reduce your \"text-size\".'),t.addSymbols(t.text,g,m,l,o,s,c,e,u.lineStartIndex,u.lineLength,p,v);for(var x=0,b=f;x<b.length;x+=1)h[b[x]]=t.text.placedSymbolArray.length-1;return 4*g.length}function nc(t){for(var e in t)return t[e];return null}function ic(t,e,r,n){var i=t.compareText;if(e in i){for(var a=i[e],o=a.length-1;o>=0;o--)if(n.dist(a[o])<r)return!0}else i[e]=[];return i[e].push(n),!1}var ac=tl.VectorTileFeature.types,oc=[{name:\"a_fade_opacity\",components:1,type:\"Uint8\",offset:0}];function sc(t,e,r,n,i,a,o,s,l,u,c,f,h){var p=s?Math.min(ec,Math.round(s[0])):0,d=s?Math.min(ec,Math.round(s[1])):0;t.emplaceBack(e,r,Math.round(32*n),Math.round(32*i),a,o,(p<<1)+(l?1:0),d,16*u,16*c,256*f,256*h)}function lc(t,e,r){t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r)}function uc(t){for(var e=0,r=t.sections;e<r.length;e+=1)if(bi(r[e].text))return!0;return!1}var cc=function(t){this.layoutVertexArray=new la,this.indexArray=new va,this.programConfigurations=t,this.segments=new za,this.dynamicLayoutVertexArray=new ua,this.opacityVertexArray=new ca,this.placedSymbolArray=new Sa};cc.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length&&0===this.indexArray.length&&0===this.dynamicLayoutVertexArray.length&&0===this.opacityVertexArray.length},cc.prototype.upload=function(t,e,r,n){this.isEmpty()||(r&&(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,wl.members),this.indexBuffer=t.createIndexBuffer(this.indexArray,e),this.dynamicLayoutVertexBuffer=t.createVertexBuffer(this.dynamicLayoutVertexArray,Tl.members,!0),this.opacityVertexBuffer=t.createVertexBuffer(this.opacityVertexArray,oc,!0),this.opacityVertexBuffer.itemSize=1),(r||n)&&this.programConfigurations.upload(t))},cc.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy(),this.dynamicLayoutVertexBuffer.destroy(),this.opacityVertexBuffer.destroy())},oi(\"SymbolBuffers\",cc);var fc=function(t,e,r){this.layoutVertexArray=new t,this.layoutAttributes=e,this.indexArray=new r,this.segments=new za,this.collisionVertexArray=new da};fc.prototype.upload=function(t){this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,this.layoutAttributes),this.indexBuffer=t.createIndexBuffer(this.indexArray),this.collisionVertexBuffer=t.createVertexBuffer(this.collisionVertexArray,kl.members,!0)},fc.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.segments.destroy(),this.collisionVertexBuffer.destroy())},oi(\"CollisionBuffers\",fc);var hc=function(t){this.collisionBoxArray=t.collisionBoxArray,this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.pixelRatio=t.pixelRatio,this.sourceLayerIndex=t.sourceLayerIndex,this.hasPattern=!1,this.hasRTLText=!1,this.sortKeyRanges=[],this.collisionCircleArray=[],this.placementInvProjMatrix=Bo([]),this.placementViewportMatrix=Bo([]);var e=this.layers[0]._unevaluatedLayout._values;this.textSizeData=Mu(this.zoom,e[\"text-size\"]),this.iconSizeData=Mu(this.zoom,e[\"icon-size\"]);var r=this.layers[0].layout,n=r.get(\"symbol-sort-key\"),i=r.get(\"symbol-z-order\");this.canOverlap=r.get(\"text-allow-overlap\")||r.get(\"icon-allow-overlap\")||r.get(\"text-ignore-placement\")||r.get(\"icon-ignore-placement\"),this.sortFeaturesByKey=\"viewport-y\"!==i&&void 0!==n.constantOr(1);var a=\"viewport-y\"===i||\"auto\"===i&&!this.sortFeaturesByKey;this.sortFeaturesByY=a&&this.canOverlap,\"point\"===r.get(\"symbol-placement\")&&(this.writingModes=r.get(\"text-writing-mode\").map((function(t){return lu[t]}))),this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id})),this.sourceID=t.sourceID};hc.prototype.createArrays=function(){this.text=new cc(new co(this.layers,this.zoom,(function(t){return/^text/.test(t)}))),this.icon=new cc(new co(this.layers,this.zoom,(function(t){return/^icon/.test(t)}))),this.glyphOffsetArray=new Ca,this.lineVertexArray=new Pa,this.symbolInstances=new La},hc.prototype.calculateGlyphDependencies=function(t,e,r,n,i){for(var a=0;a<t.length;a++)if(e[t.charCodeAt(a)]=!0,(r||n)&&i){var o=El[t.charAt(a)];o&&(e[o.charCodeAt(0)]=!0)}},hc.prototype.populate=function(t,e,r){var n=this.layers[0],i=n.layout,a=i.get(\"text-font\"),o=i.get(\"text-field\"),s=i.get(\"icon-image\"),l=(\"constant\"!==o.value.kind||o.value.value instanceof he&&!o.value.value.isEmpty()||o.value.value.toString().length>0)&&(\"constant\"!==a.value.kind||a.value.value.length>0),u=\"constant\"!==s.value.kind||!!s.value.value||Object.keys(s.parameters).length>0,c=i.get(\"symbol-sort-key\");if(this.features=[],l||u){for(var f=e.iconDependencies,h=e.glyphDependencies,p=e.availableImages,d=new Di(this.zoom),v=0,g=t;v<g.length;v+=1){var y=g[v],m=y.feature,x=y.id,b=y.index,_=y.sourceLayerIndex,w=n._featureFilter.needGeometry,T=mo(m,w);if(n._featureFilter.filter(d,T,r)){w||(T.geometry=yo(m));var k=void 0;if(l){var A=n.getValueAndResolveTokens(\"text-field\",T,r,p),M=he.factory(A);uc(M)&&(this.hasRTLText=!0),(!this.hasRTLText||\"unavailable\"===Pi()||this.hasRTLText&&Ii.isParsed())&&(k=Sl(M,n,T))}var S=void 0;if(u){var E=n.getValueAndResolveTokens(\"icon-image\",T,r,p);S=E instanceof pe?E:pe.fromString(E)}if(k||S){var L=this.sortFeaturesByKey?c.evaluate(T,{},r):void 0,C={id:x,text:k,icon:S,index:b,sourceLayerIndex:_,geometry:T.geometry,properties:m.properties,type:ac[m.type],sortKey:L};if(this.features.push(C),S&&(f[S.name]=!0),k){var P=a.evaluate(T,{},r).join(\",\"),O=\"map\"===i.get(\"text-rotation-alignment\")&&\"point\"!==i.get(\"symbol-placement\");this.allowVerticalPlacement=this.writingModes&&this.writingModes.indexOf(lu.vertical)>=0;for(var I=0,D=k.sections;I<D.length;I+=1){var z=D[I];if(z.image)f[z.image.name]=!0;else{var R=di(k.toString()),F=z.fontStack||P,B=h[F]=h[F]||{};this.calculateGlyphDependencies(z.text,B,O,this.allowVerticalPlacement,R)}}}}}}\"line\"===i.get(\"symbol-placement\")&&(this.features=function(t){var e={},r={},n=[],i=0;function a(e){n.push(t[e]),i++}function o(t,e,i){var a=r[t];return delete r[t],r[e]=a,n[a].geometry[0].pop(),n[a].geometry[0]=n[a].geometry[0].concat(i[0]),a}function s(t,r,i){var a=e[r];return delete e[r],e[t]=a,n[a].geometry[0].shift(),n[a].geometry[0]=i[0].concat(n[a].geometry[0]),a}function l(t,e,r){var n=r?e[0][e[0].length-1]:e[0][0];return t+\":\"+n.x+\":\"+n.y}for(var u=0;u<t.length;u++){var c=t[u],f=c.geometry,h=c.text?c.text.toString():null;if(h){var p=l(h,f),d=l(h,f,!0);if(p in r&&d in e&&r[p]!==e[d]){var v=s(p,d,f),g=o(p,d,n[v].geometry);delete e[p],delete r[d],r[l(h,n[g].geometry,!0)]=g,n[v].geometry=null}else p in r?o(p,d,f):d in e?s(p,d,f):(a(u),e[p]=i-1,r[d]=i-1)}else a(u)}return n.filter((function(t){return t.geometry}))}(this.features)),this.sortFeaturesByKey&&this.features.sort((function(t,e){return t.sortKey-e.sortKey}))}},hc.prototype.update=function(t,e,r){this.stateDependentLayers.length&&(this.text.programConfigurations.updatePaintArrays(t,e,this.layers,r),this.icon.programConfigurations.updatePaintArrays(t,e,this.layers,r))},hc.prototype.isEmpty=function(){return 0===this.symbolInstances.length&&!this.hasRTLText},hc.prototype.uploadPending=function(){return!this.uploaded||this.text.programConfigurations.needsUpload||this.icon.programConfigurations.needsUpload},hc.prototype.upload=function(t){!this.uploaded&&this.hasDebugData()&&(this.textCollisionBox.upload(t),this.iconCollisionBox.upload(t)),this.text.upload(t,this.sortFeaturesByY,!this.uploaded,this.text.programConfigurations.needsUpload),this.icon.upload(t,this.sortFeaturesByY,!this.uploaded,this.icon.programConfigurations.needsUpload),this.uploaded=!0},hc.prototype.destroyDebugData=function(){this.textCollisionBox.destroy(),this.iconCollisionBox.destroy()},hc.prototype.destroy=function(){this.text.destroy(),this.icon.destroy(),this.hasDebugData()&&this.destroyDebugData()},hc.prototype.addToLineVertexArray=function(t,e){var r=this.lineVertexArray.length;if(void 0!==t.segment){for(var n=t.dist(e[t.segment+1]),i=t.dist(e[t.segment]),a={},o=t.segment+1;o<e.length;o++)a[o]={x:e[o].x,y:e[o].y,tileUnitDistanceFromAnchor:n},o<e.length-1&&(n+=e[o+1].dist(e[o]));for(var s=t.segment||0;s>=0;s--)a[s]={x:e[s].x,y:e[s].y,tileUnitDistanceFromAnchor:i},s>0&&(i+=e[s-1].dist(e[s]));for(var l=0;l<e.length;l++){var u=a[l];this.lineVertexArray.emplaceBack(u.x,u.y,u.tileUnitDistanceFromAnchor)}}return{lineStartIndex:r,lineLength:this.lineVertexArray.length-r}},hc.prototype.addSymbols=function(t,e,r,n,i,a,o,s,l,u,c,f){for(var h=t.indexArray,p=t.layoutVertexArray,d=t.segments.prepareSegment(4*e.length,p,h,this.canOverlap?a.sortKey:void 0),v=this.glyphOffsetArray.length,g=d.vertexLength,y=this.allowVerticalPlacement&&o===lu.vertical?Math.PI/2:0,m=a.text&&a.text.sections,x=0;x<e.length;x++){var b=e[x],_=b.tl,w=b.tr,T=b.bl,k=b.br,A=b.tex,M=b.pixelOffsetTL,S=b.pixelOffsetBR,E=b.minFontScaleX,L=b.minFontScaleY,C=b.glyphOffset,P=b.isSDF,O=b.sectionIndex,I=d.vertexLength,D=C[1];sc(p,s.x,s.y,_.x,D+_.y,A.x,A.y,r,P,M.x,M.y,E,L),sc(p,s.x,s.y,w.x,D+w.y,A.x+A.w,A.y,r,P,S.x,M.y,E,L),sc(p,s.x,s.y,T.x,D+T.y,A.x,A.y+A.h,r,P,M.x,S.y,E,L),sc(p,s.x,s.y,k.x,D+k.y,A.x+A.w,A.y+A.h,r,P,S.x,S.y,E,L),lc(t.dynamicLayoutVertexArray,s,y),h.emplaceBack(I,I+1,I+2),h.emplaceBack(I+1,I+2,I+3),d.vertexLength+=4,d.primitiveLength+=2,this.glyphOffsetArray.emplaceBack(C[0]),x!==e.length-1&&O===e[x+1].sectionIndex||t.programConfigurations.populatePaintArrays(p.length,a,a.index,{},f,m&&m[O])}t.placedSymbolArray.emplaceBack(s.x,s.y,v,this.glyphOffsetArray.length-v,g,l,u,s.segment,r?r[0]:0,r?r[1]:0,n[0],n[1],o,0,!1,0,c)},hc.prototype._addCollisionDebugVertex=function(t,e,r,n,i,a){return e.emplaceBack(0,0),t.emplaceBack(r.x,r.y,n,i,Math.round(a.x),Math.round(a.y))},hc.prototype.addCollisionDebugVertices=function(t,e,r,n,i,o,s){var l=i.segments.prepareSegment(4,i.layoutVertexArray,i.indexArray),u=l.vertexLength,c=i.layoutVertexArray,f=i.collisionVertexArray,h=s.anchorX,p=s.anchorY;this._addCollisionDebugVertex(c,f,o,h,p,new a(t,e)),this._addCollisionDebugVertex(c,f,o,h,p,new a(r,e)),this._addCollisionDebugVertex(c,f,o,h,p,new a(r,n)),this._addCollisionDebugVertex(c,f,o,h,p,new a(t,n)),l.vertexLength+=4;var d=i.indexArray;d.emplaceBack(u,u+1),d.emplaceBack(u+1,u+2),d.emplaceBack(u+2,u+3),d.emplaceBack(u+3,u),l.primitiveLength+=4},hc.prototype.addDebugCollisionBoxes=function(t,e,r,n){for(var i=t;i<e;i++){var a=this.collisionBoxArray.get(i),o=a.x1,s=a.y1,l=a.x2,u=a.y2;this.addCollisionDebugVertices(o,s,l,u,n?this.textCollisionBox:this.iconCollisionBox,a.anchorPoint,r)}},hc.prototype.generateCollisionDebugBuffers=function(){this.hasDebugData()&&this.destroyDebugData(),this.textCollisionBox=new fc(ha,Al.members,_a),this.iconCollisionBox=new fc(ha,Al.members,_a);for(var t=0;t<this.symbolInstances.length;t++){var e=this.symbolInstances.get(t);this.addDebugCollisionBoxes(e.textBoxStartIndex,e.textBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.verticalTextBoxStartIndex,e.verticalTextBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.iconBoxStartIndex,e.iconBoxEndIndex,e,!1),this.addDebugCollisionBoxes(e.verticalIconBoxStartIndex,e.verticalIconBoxEndIndex,e,!1)}},hc.prototype._deserializeCollisionBoxesForSymbol=function(t,e,r,n,i,a,o,s,l){for(var u={},c=e;c<r;c++){var f=t.get(c);u.textBox={x1:f.x1,y1:f.y1,x2:f.x2,y2:f.y2,anchorPointX:f.anchorPointX,anchorPointY:f.anchorPointY},u.textFeatureIndex=f.featureIndex;break}for(var h=n;h<i;h++){var p=t.get(h);u.verticalTextBox={x1:p.x1,y1:p.y1,x2:p.x2,y2:p.y2,anchorPointX:p.anchorPointX,anchorPointY:p.anchorPointY},u.verticalTextFeatureIndex=p.featureIndex;break}for(var d=a;d<o;d++){var v=t.get(d);u.iconBox={x1:v.x1,y1:v.y1,x2:v.x2,y2:v.y2,anchorPointX:v.anchorPointX,anchorPointY:v.anchorPointY},u.iconFeatureIndex=v.featureIndex;break}for(var g=s;g<l;g++){var y=t.get(g);u.verticalIconBox={x1:y.x1,y1:y.y1,x2:y.x2,y2:y.y2,anchorPointX:y.anchorPointX,anchorPointY:y.anchorPointY},u.verticalIconFeatureIndex=y.featureIndex;break}return u},hc.prototype.deserializeCollisionBoxes=function(t){this.collisionArrays=[];for(var e=0;e<this.symbolInstances.length;e++){var r=this.symbolInstances.get(e);this.collisionArrays.push(this._deserializeCollisionBoxesForSymbol(t,r.textBoxStartIndex,r.textBoxEndIndex,r.verticalTextBoxStartIndex,r.verticalTextBoxEndIndex,r.iconBoxStartIndex,r.iconBoxEndIndex,r.verticalIconBoxStartIndex,r.verticalIconBoxEndIndex))}},hc.prototype.hasTextData=function(){return this.text.segments.get().length>0},hc.prototype.hasIconData=function(){return this.icon.segments.get().length>0},hc.prototype.hasDebugData=function(){return this.textCollisionBox&&this.iconCollisionBox},hc.prototype.hasTextCollisionBoxData=function(){return this.hasDebugData()&&this.textCollisionBox.segments.get().length>0},hc.prototype.hasIconCollisionBoxData=function(){return this.hasDebugData()&&this.iconCollisionBox.segments.get().length>0},hc.prototype.addIndicesForPlacedSymbol=function(t,e){for(var r=t.placedSymbolArray.get(e),n=r.vertexStartIndex+4*r.numGlyphs,i=r.vertexStartIndex;i<n;i+=4)t.indexArray.emplaceBack(i,i+1,i+2),t.indexArray.emplaceBack(i+1,i+2,i+3)},hc.prototype.getSortedSymbolIndexes=function(t){if(this.sortedAngle===t&&void 0!==this.symbolInstanceIndexes)return this.symbolInstanceIndexes;for(var e=Math.sin(t),r=Math.cos(t),n=[],i=[],a=[],o=0;o<this.symbolInstances.length;++o){a.push(o);var s=this.symbolInstances.get(o);n.push(0|Math.round(e*s.anchorX+r*s.anchorY)),i.push(s.featureIndex)}return a.sort((function(t,e){return n[t]-n[e]||i[e]-i[t]})),a},hc.prototype.addToSortKeyRanges=function(t,e){var r=this.sortKeyRanges[this.sortKeyRanges.length-1];r&&r.sortKey===e?r.symbolInstanceEnd=t+1:this.sortKeyRanges.push({sortKey:e,symbolInstanceStart:t,symbolInstanceEnd:t+1})},hc.prototype.sortFeatures=function(t){var e=this;if(this.sortFeaturesByY&&this.sortedAngle!==t&&!(this.text.segments.get().length>1||this.icon.segments.get().length>1)){this.symbolInstanceIndexes=this.getSortedSymbolIndexes(t),this.sortedAngle=t,this.text.indexArray.clear(),this.icon.indexArray.clear(),this.featureSortOrder=[];for(var r=0,n=this.symbolInstanceIndexes;r<n.length;r+=1){var i=n[r],a=this.symbolInstances.get(i);this.featureSortOrder.push(a.featureIndex),[a.rightJustifiedTextSymbolIndex,a.centerJustifiedTextSymbolIndex,a.leftJustifiedTextSymbolIndex].forEach((function(t,r,n){t>=0&&n.indexOf(t)===r&&e.addIndicesForPlacedSymbol(e.text,t)})),a.verticalPlacedTextSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.text,a.verticalPlacedTextSymbolIndex),a.placedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,a.placedIconSymbolIndex),a.verticalPlacedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,a.verticalPlacedIconSymbolIndex)}this.text.indexBuffer&&this.text.indexBuffer.updateData(this.text.indexArray),this.icon.indexBuffer&&this.icon.indexBuffer.updateData(this.icon.indexArray)}},oi(\"SymbolBucket\",hc,{omit:[\"layers\",\"collisionBoxArray\",\"features\",\"compareText\"]}),hc.MAX_GLYPHS=65535,hc.addDynamicAttributes=lc;var pc=new Xi({\"symbol-placement\":new qi(Ft.layout_symbol[\"symbol-placement\"]),\"symbol-spacing\":new qi(Ft.layout_symbol[\"symbol-spacing\"]),\"symbol-avoid-edges\":new qi(Ft.layout_symbol[\"symbol-avoid-edges\"]),\"symbol-sort-key\":new Hi(Ft.layout_symbol[\"symbol-sort-key\"]),\"symbol-z-order\":new qi(Ft.layout_symbol[\"symbol-z-order\"]),\"icon-allow-overlap\":new qi(Ft.layout_symbol[\"icon-allow-overlap\"]),\"icon-ignore-placement\":new qi(Ft.layout_symbol[\"icon-ignore-placement\"]),\"icon-optional\":new qi(Ft.layout_symbol[\"icon-optional\"]),\"icon-rotation-alignment\":new qi(Ft.layout_symbol[\"icon-rotation-alignment\"]),\"icon-size\":new Hi(Ft.layout_symbol[\"icon-size\"]),\"icon-text-fit\":new qi(Ft.layout_symbol[\"icon-text-fit\"]),\"icon-text-fit-padding\":new qi(Ft.layout_symbol[\"icon-text-fit-padding\"]),\"icon-image\":new Hi(Ft.layout_symbol[\"icon-image\"]),\"icon-rotate\":new Hi(Ft.layout_symbol[\"icon-rotate\"]),\"icon-padding\":new qi(Ft.layout_symbol[\"icon-padding\"]),\"icon-keep-upright\":new qi(Ft.layout_symbol[\"icon-keep-upright\"]),\"icon-offset\":new Hi(Ft.layout_symbol[\"icon-offset\"]),\"icon-anchor\":new Hi(Ft.layout_symbol[\"icon-anchor\"]),\"icon-pitch-alignment\":new qi(Ft.layout_symbol[\"icon-pitch-alignment\"]),\"text-pitch-alignment\":new qi(Ft.layout_symbol[\"text-pitch-alignment\"]),\"text-rotation-alignment\":new qi(Ft.layout_symbol[\"text-rotation-alignment\"]),\"text-field\":new Hi(Ft.layout_symbol[\"text-field\"]),\"text-font\":new Hi(Ft.layout_symbol[\"text-font\"]),\"text-size\":new Hi(Ft.layout_symbol[\"text-size\"]),\"text-max-width\":new Hi(Ft.layout_symbol[\"text-max-width\"]),\"text-line-height\":new qi(Ft.layout_symbol[\"text-line-height\"]),\"text-letter-spacing\":new Hi(Ft.layout_symbol[\"text-letter-spacing\"]),\"text-justify\":new Hi(Ft.layout_symbol[\"text-justify\"]),\"text-radial-offset\":new Hi(Ft.layout_symbol[\"text-radial-offset\"]),\"text-variable-anchor\":new qi(Ft.layout_symbol[\"text-variable-anchor\"]),\"text-anchor\":new Hi(Ft.layout_symbol[\"text-anchor\"]),\"text-max-angle\":new qi(Ft.layout_symbol[\"text-max-angle\"]),\"text-writing-mode\":new qi(Ft.layout_symbol[\"text-writing-mode\"]),\"text-rotate\":new Hi(Ft.layout_symbol[\"text-rotate\"]),\"text-padding\":new qi(Ft.layout_symbol[\"text-padding\"]),\"text-keep-upright\":new qi(Ft.layout_symbol[\"text-keep-upright\"]),\"text-transform\":new Hi(Ft.layout_symbol[\"text-transform\"]),\"text-offset\":new Hi(Ft.layout_symbol[\"text-offset\"]),\"text-allow-overlap\":new qi(Ft.layout_symbol[\"text-allow-overlap\"]),\"text-ignore-placement\":new qi(Ft.layout_symbol[\"text-ignore-placement\"]),\"text-optional\":new qi(Ft.layout_symbol[\"text-optional\"])}),dc={paint:new Xi({\"icon-opacity\":new Hi(Ft.paint_symbol[\"icon-opacity\"]),\"icon-color\":new Hi(Ft.paint_symbol[\"icon-color\"]),\"icon-halo-color\":new Hi(Ft.paint_symbol[\"icon-halo-color\"]),\"icon-halo-width\":new Hi(Ft.paint_symbol[\"icon-halo-width\"]),\"icon-halo-blur\":new Hi(Ft.paint_symbol[\"icon-halo-blur\"]),\"icon-translate\":new qi(Ft.paint_symbol[\"icon-translate\"]),\"icon-translate-anchor\":new qi(Ft.paint_symbol[\"icon-translate-anchor\"]),\"text-opacity\":new Hi(Ft.paint_symbol[\"text-opacity\"]),\"text-color\":new Hi(Ft.paint_symbol[\"text-color\"],{runtimeType:Zt,getOverride:function(t){return t.textColor},hasOverride:function(t){return!!t.textColor}}),\"text-halo-color\":new Hi(Ft.paint_symbol[\"text-halo-color\"]),\"text-halo-width\":new Hi(Ft.paint_symbol[\"text-halo-width\"]),\"text-halo-blur\":new Hi(Ft.paint_symbol[\"text-halo-blur\"]),\"text-translate\":new qi(Ft.paint_symbol[\"text-translate\"]),\"text-translate-anchor\":new qi(Ft.paint_symbol[\"text-translate-anchor\"])}),layout:pc},vc=function(t){this.type=t.property.overrides?t.property.overrides.runtimeType:Gt,this.defaultValue=t};vc.prototype.evaluate=function(t){if(t.formattedSection){var e=this.defaultValue.property.overrides;if(e&&e.hasOverride(t.formattedSection))return e.getOverride(t.formattedSection)}return t.feature&&t.featureState?this.defaultValue.evaluate(t.feature,t.featureState):this.defaultValue.property.specification.default},vc.prototype.eachChild=function(t){this.defaultValue.isConstant()||t(this.defaultValue.value._styleExpression.expression)},vc.prototype.outputDefined=function(){return!1},vc.prototype.serialize=function(){return null},oi(\"FormatSectionOverride\",vc,{omit:[\"defaultValue\"]});var gc=function(t){function e(e){t.call(this,e,dc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.recalculate=function(e,r){if(t.prototype.recalculate.call(this,e,r),\"auto\"===this.layout.get(\"icon-rotation-alignment\")&&(\"point\"!==this.layout.get(\"symbol-placement\")?this.layout._values[\"icon-rotation-alignment\"]=\"map\":this.layout._values[\"icon-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-rotation-alignment\")&&(\"point\"!==this.layout.get(\"symbol-placement\")?this.layout._values[\"text-rotation-alignment\"]=\"map\":this.layout._values[\"text-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-pitch-alignment\")&&(this.layout._values[\"text-pitch-alignment\"]=this.layout.get(\"text-rotation-alignment\")),\"auto\"===this.layout.get(\"icon-pitch-alignment\")&&(this.layout._values[\"icon-pitch-alignment\"]=this.layout.get(\"icon-rotation-alignment\")),\"point\"===this.layout.get(\"symbol-placement\")){var n=this.layout.get(\"text-writing-mode\");if(n){for(var i=[],a=0,o=n;a<o.length;a+=1){var s=o[a];i.indexOf(s)<0&&i.push(s)}this.layout._values[\"text-writing-mode\"]=i}else this.layout._values[\"text-writing-mode\"]=[\"horizontal\"]}this._setPaintOverrides()},e.prototype.getValueAndResolveTokens=function(t,e,r,n){var i=this.layout.get(t).evaluate(e,{},r,n),a=this._unevaluatedLayout._values[t];return a.isDataDriven()||cn(a.value)||!i?i:function(t,e){return e.replace(/{([^{}]+)}/g,(function(e,r){return r in t?String(t[r]):\"\"}))}(e.properties,i)},e.prototype.createBucket=function(t){return new hc(t)},e.prototype.queryRadius=function(){return 0},e.prototype.queryIntersectsFeature=function(){return!1},e.prototype._setPaintOverrides=function(){for(var t=0,r=dc.paint.overridableProperties;t<r.length;t+=1){var n=r[t];if(e.hasPaintOverride(this.layout,n)){var i,a=this.paint.get(n),o=new vc(a),s=new un(o,a.property.specification);i=\"constant\"===a.value.kind||\"source\"===a.value.kind?new hn(\"source\",s):new pn(\"composite\",s,a.value.zoomStops,a.value._interpolationType),this.paint._values[n]=new Ui(a.property,i,a.parameters)}}},e.prototype._handleOverridablePaintPropertyUpdate=function(t,r,n){return!(!this.layout||r.isDataDriven()||n.isDataDriven())&&e.hasPaintOverride(this.layout,t)},e.hasPaintOverride=function(t,e){var r=t.get(\"text-field\"),n=dc.paint.properties[e],i=!1,a=function(t){for(var e=0,r=t;e<r.length;e+=1){var a=r[e];if(n.overrides&&n.overrides.hasOverride(a))return void(i=!0)}};if(\"constant\"===r.value.kind&&r.value.value instanceof he)a(r.value.value.sections);else if(\"source\"===r.value.kind){var o=function(t){if(!i)if(t instanceof me&&ge(t.value)===Qt){var e=t.value;a(e.sections)}else t instanceof we?a(t.sections):t.eachChild(o)},s=r.value;s._styleExpression&&o(s._styleExpression.expression)}return i},e}(Ki),yc={paint:new Xi({\"background-color\":new qi(Ft.paint_background[\"background-color\"]),\"background-pattern\":new Wi(Ft.paint_background[\"background-pattern\"]),\"background-opacity\":new qi(Ft.paint_background[\"background-opacity\"])})},mc=function(t){function e(e){t.call(this,e,yc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Ki),xc={paint:new Xi({\"raster-opacity\":new qi(Ft.paint_raster[\"raster-opacity\"]),\"raster-hue-rotate\":new qi(Ft.paint_raster[\"raster-hue-rotate\"]),\"raster-brightness-min\":new qi(Ft.paint_raster[\"raster-brightness-min\"]),\"raster-brightness-max\":new qi(Ft.paint_raster[\"raster-brightness-max\"]),\"raster-saturation\":new qi(Ft.paint_raster[\"raster-saturation\"]),\"raster-contrast\":new qi(Ft.paint_raster[\"raster-contrast\"]),\"raster-resampling\":new qi(Ft.paint_raster[\"raster-resampling\"]),\"raster-fade-duration\":new qi(Ft.paint_raster[\"raster-fade-duration\"])})},bc=function(t){function e(e){t.call(this,e,xc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Ki);var _c=function(t){function e(e){t.call(this,e,{}),this.implementation=e}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.is3D=function(){return\"3d\"===this.implementation.renderingMode},e.prototype.hasOffscreenPass=function(){return void 0!==this.implementation.prerender},e.prototype.recalculate=function(){},e.prototype.updateTransitions=function(){},e.prototype.hasTransition=function(){},e.prototype.serialize=function(){},e.prototype.onAdd=function(t){this.implementation.onAdd&&this.implementation.onAdd(t,t.painter.context.gl)},e.prototype.onRemove=function(t){this.implementation.onRemove&&this.implementation.onRemove(t,t.painter.context.gl)},e}(Ki),wc={circle:Go,heatmap:es,hillshade:ns,fill:Hs,\"fill-extrusion\":sl,line:bl,symbol:gc,background:mc,raster:bc};var Tc=s.HTMLImageElement,kc=s.HTMLCanvasElement,Ac=s.HTMLVideoElement,Mc=s.ImageData,Sc=s.ImageBitmap,Ec=function(t,e,r,n){this.context=t,this.format=r,this.texture=t.gl.createTexture(),this.update(e,n)};Ec.prototype.update=function(t,e,r){var n=t.width,i=t.height,a=!(this.size&&this.size[0]===n&&this.size[1]===i||r),o=this.context,s=o.gl;if(this.useMipmap=Boolean(e&&e.useMipmap),s.bindTexture(s.TEXTURE_2D,this.texture),o.pixelStoreUnpackFlipY.set(!1),o.pixelStoreUnpack.set(1),o.pixelStoreUnpackPremultiplyAlpha.set(this.format===s.RGBA&&(!e||!1!==e.premultiply)),a)this.size=[n,i],t instanceof Tc||t instanceof kc||t instanceof Ac||t instanceof Mc||Sc&&t instanceof Sc?s.texImage2D(s.TEXTURE_2D,0,this.format,this.format,s.UNSIGNED_BYTE,t):s.texImage2D(s.TEXTURE_2D,0,this.format,n,i,0,this.format,s.UNSIGNED_BYTE,t.data);else{var l=r||{x:0,y:0},u=l.x,c=l.y;t instanceof Tc||t instanceof kc||t instanceof Ac||t instanceof Mc||Sc&&t instanceof Sc?s.texSubImage2D(s.TEXTURE_2D,0,u,c,s.RGBA,s.UNSIGNED_BYTE,t):s.texSubImage2D(s.TEXTURE_2D,0,u,c,n,i,s.RGBA,s.UNSIGNED_BYTE,t.data)}this.useMipmap&&this.isSizePowerOfTwo()&&s.generateMipmap(s.TEXTURE_2D)},Ec.prototype.bind=function(t,e,r){var n=this.context.gl;n.bindTexture(n.TEXTURE_2D,this.texture),r!==n.LINEAR_MIPMAP_NEAREST||this.isSizePowerOfTwo()||(r=n.LINEAR),t!==this.filter&&(n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,t),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,r||t),this.filter=t),e!==this.wrap&&(n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,e),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,e),this.wrap=e)},Ec.prototype.isSizePowerOfTwo=function(){return this.size[0]===this.size[1]&&Math.log(this.size[0])/Math.LN2%1==0},Ec.prototype.destroy=function(){this.context.gl.deleteTexture(this.texture),this.texture=null};var Lc=function(t){var e=this;this._callback=t,this._triggered=!1,\"undefined\"!=typeof MessageChannel&&(this._channel=new MessageChannel,this._channel.port2.onmessage=function(){e._triggered=!1,e._callback()})};Lc.prototype.trigger=function(){var t=this;this._triggered||(this._triggered=!0,this._channel?this._channel.port1.postMessage(!0):setTimeout((function(){t._triggered=!1,t._callback()}),0))},Lc.prototype.remove=function(){delete this._channel,this._callback=function(){}};var Cc=function(t,e,r){this.target=t,this.parent=e,this.mapId=r,this.callbacks={},this.tasks={},this.taskQueue=[],this.cancelCallbacks={},m([\"receive\",\"process\"],this),this.invoker=new Lc(this.process),this.target.addEventListener(\"message\",this.receive,!1),this.globalScope=S()?t:s};function Pc(t,e,r){var n=2*Math.PI*6378137/256/Math.pow(2,r);return[t*n-2*Math.PI*6378137/2,e*n-2*Math.PI*6378137/2]}Cc.prototype.send=function(t,e,r,n,i){var a=this;void 0===i&&(i=!1);var o=Math.round(1e18*Math.random()).toString(36).substring(0,10);r&&(this.callbacks[o]=r);var s=C(this.globalScope)?void 0:[];return this.target.postMessage({id:o,type:t,hasCallback:!!r,targetMapId:n,mustQueue:i,sourceMapId:this.mapId,data:ci(e,s)},s),{cancel:function(){r&&delete a.callbacks[o],a.target.postMessage({id:o,type:\"<cancel>\",targetMapId:n,sourceMapId:a.mapId})}}},Cc.prototype.receive=function(t){var e=t.data,r=e.id;if(r&&(!e.targetMapId||this.mapId===e.targetMapId))if(\"<cancel>\"===e.type){delete this.tasks[r];var n=this.cancelCallbacks[r];delete this.cancelCallbacks[r],n&&n()}else S()||e.mustQueue?(this.tasks[r]=e,this.taskQueue.push(r),this.invoker.trigger()):this.processTask(r,e)},Cc.prototype.process=function(){if(this.taskQueue.length){var t=this.taskQueue.shift(),e=this.tasks[t];delete this.tasks[t],this.taskQueue.length&&this.invoker.trigger(),e&&this.processTask(t,e)}},Cc.prototype.processTask=function(t,e){var r=this;if(\"<response>\"===e.type){var n=this.callbacks[t];delete this.callbacks[t],n&&(e.error?n(fi(e.error)):n(null,fi(e.data)))}else{var i=!1,a=C(this.globalScope)?void 0:[],o=e.hasCallback?function(e,n){i=!0,delete r.cancelCallbacks[t],r.target.postMessage({id:t,type:\"<response>\",sourceMapId:r.mapId,error:e?ci(e):null,data:ci(n,a)},a)}:function(t){i=!0},s=null,l=fi(e.data);if(this.parent[e.type])s=this.parent[e.type](e.sourceMapId,l,o);else if(this.parent.getWorkerSource){var u=e.type.split(\".\");s=this.parent.getWorkerSource(e.sourceMapId,u[0],l.source)[u[1]](l,o)}else o(new Error(\"Could not find function \"+e.type));!i&&s&&s.cancel&&(this.cancelCallbacks[t]=s.cancel)}},Cc.prototype.remove=function(){this.invoker.remove(),this.target.removeEventListener(\"message\",this.receive,!1)};var Oc=function(t,e){t&&(e?this.setSouthWest(t).setNorthEast(e):4===t.length?this.setSouthWest([t[0],t[1]]).setNorthEast([t[2],t[3]]):this.setSouthWest(t[0]).setNorthEast(t[1]))};Oc.prototype.setNorthEast=function(t){return this._ne=t instanceof Dc?new Dc(t.lng,t.lat):Dc.convert(t),this},Oc.prototype.setSouthWest=function(t){return this._sw=t instanceof Dc?new Dc(t.lng,t.lat):Dc.convert(t),this},Oc.prototype.extend=function(t){var e,r,n=this._sw,i=this._ne;if(t instanceof Dc)e=t,r=t;else{if(!(t instanceof Oc)){if(Array.isArray(t)){if(4===t.length||t.every(Array.isArray)){var a=t;return this.extend(Oc.convert(a))}var o=t;return this.extend(Dc.convert(o))}return this}if(e=t._sw,r=t._ne,!e||!r)return this}return n||i?(n.lng=Math.min(e.lng,n.lng),n.lat=Math.min(e.lat,n.lat),i.lng=Math.max(r.lng,i.lng),i.lat=Math.max(r.lat,i.lat)):(this._sw=new Dc(e.lng,e.lat),this._ne=new Dc(r.lng,r.lat)),this},Oc.prototype.getCenter=function(){return new Dc((this._sw.lng+this._ne.lng)/2,(this._sw.lat+this._ne.lat)/2)},Oc.prototype.getSouthWest=function(){return this._sw},Oc.prototype.getNorthEast=function(){return this._ne},Oc.prototype.getNorthWest=function(){return new Dc(this.getWest(),this.getNorth())},Oc.prototype.getSouthEast=function(){return new Dc(this.getEast(),this.getSouth())},Oc.prototype.getWest=function(){return this._sw.lng},Oc.prototype.getSouth=function(){return this._sw.lat},Oc.prototype.getEast=function(){return this._ne.lng},Oc.prototype.getNorth=function(){return this._ne.lat},Oc.prototype.toArray=function(){return[this._sw.toArray(),this._ne.toArray()]},Oc.prototype.toString=function(){return\"LngLatBounds(\"+this._sw.toString()+\", \"+this._ne.toString()+\")\"},Oc.prototype.isEmpty=function(){return!(this._sw&&this._ne)},Oc.prototype.contains=function(t){var e=Dc.convert(t),r=e.lng,n=e.lat,i=this._sw.lat<=n&&n<=this._ne.lat,a=this._sw.lng<=r&&r<=this._ne.lng;return this._sw.lng>this._ne.lng&&(a=this._sw.lng>=r&&r>=this._ne.lng),i&&a},Oc.convert=function(t){return!t||t instanceof Oc?t:new Oc(t)};var Ic=6371008.8,Dc=function(t,e){if(isNaN(t)||isNaN(e))throw new Error(\"Invalid LngLat object: (\"+t+\", \"+e+\")\");if(this.lng=+t,this.lat=+e,this.lat>90||this.lat<-90)throw new Error(\"Invalid LngLat latitude value: must be between -90 and 90\")};Dc.prototype.wrap=function(){return new Dc(h(this.lng,-180,180),this.lat)},Dc.prototype.toArray=function(){return[this.lng,this.lat]},Dc.prototype.toString=function(){return\"LngLat(\"+this.lng+\", \"+this.lat+\")\"},Dc.prototype.distanceTo=function(t){var e=Math.PI/180,r=this.lat*e,n=t.lat*e,i=Math.sin(r)*Math.sin(n)+Math.cos(r)*Math.cos(n)*Math.cos((t.lng-this.lng)*e);return Ic*Math.acos(Math.min(i,1))},Dc.prototype.toBounds=function(t){void 0===t&&(t=0);var e=360*t/40075017,r=e/Math.cos(Math.PI/180*this.lat);return new Oc(new Dc(this.lng-r,this.lat-e),new Dc(this.lng+r,this.lat+e))},Dc.convert=function(t){if(t instanceof Dc)return t;if(Array.isArray(t)&&(2===t.length||3===t.length))return new Dc(Number(t[0]),Number(t[1]));if(!Array.isArray(t)&&\"object\"==typeof t&&null!==t)return new Dc(Number(\"lng\"in t?t.lng:t.lon),Number(t.lat));throw new Error(\"`LngLatLike` argument must be specified as a LngLat instance, an object {lng: <lng>, lat: <lat>}, an object {lon: <lng>, lat: <lat>}, or an array of [<lng>, <lat>]\")};var zc=2*Math.PI*Ic;function Rc(t){return zc*Math.cos(t*Math.PI/180)}function Fc(t){return(180+t)/360}function Bc(t){return(180-180/Math.PI*Math.log(Math.tan(Math.PI/4+t*Math.PI/360)))/360}function Nc(t,e){return t/Rc(e)}function jc(t){var e=180-360*t;return 360/Math.PI*Math.atan(Math.exp(e*Math.PI/180))-90}var Uc=function(t,e,r){void 0===r&&(r=0),this.x=+t,this.y=+e,this.z=+r};Uc.fromLngLat=function(t,e){void 0===e&&(e=0);var r=Dc.convert(t);return new Uc(Fc(r.lng),Bc(r.lat),Nc(e,r.lat))},Uc.prototype.toLngLat=function(){return new Dc(360*this.x-180,jc(this.y))},Uc.prototype.toAltitude=function(){return t=this.z,e=this.y,t*Rc(jc(e));var t,e},Uc.prototype.meterInMercatorCoordinateUnits=function(){return 1/zc*(t=jc(this.y),1/Math.cos(t*Math.PI/180));var t};var Vc=function(t,e,r){this.z=t,this.x=e,this.y=r,this.key=Gc(0,t,t,e,r)};Vc.prototype.equals=function(t){return this.z===t.z&&this.x===t.x&&this.y===t.y},Vc.prototype.url=function(t,e){var r,n,i,a,o,s=(r=this.x,n=this.y,i=this.z,a=Pc(256*r,256*(n=Math.pow(2,i)-n-1),i),o=Pc(256*(r+1),256*(n+1),i),a[0]+\",\"+a[1]+\",\"+o[0]+\",\"+o[1]),l=function(t,e,r){for(var n,i=\"\",a=t;a>0;a--)i+=(e&(n=1<<a-1)?1:0)+(r&n?2:0);return i}(this.z,this.x,this.y);return t[(this.x+this.y)%t.length].replace(\"{prefix}\",(this.x%16).toString(16)+(this.y%16).toString(16)).replace(\"{z}\",String(this.z)).replace(\"{x}\",String(this.x)).replace(\"{y}\",String(\"tms\"===e?Math.pow(2,this.z)-this.y-1:this.y)).replace(\"{quadkey}\",l).replace(\"{bbox-epsg-3857}\",s)},Vc.prototype.getTilePoint=function(t){var e=Math.pow(2,this.z);return new a((t.x*e-this.x)*po,(t.y*e-this.y)*po)},Vc.prototype.toString=function(){return this.z+\"/\"+this.x+\"/\"+this.y};var qc=function(t,e){this.wrap=t,this.canonical=e,this.key=Gc(t,e.z,e.z,e.x,e.y)},Hc=function(t,e,r,n,i){this.overscaledZ=t,this.wrap=e,this.canonical=new Vc(r,+n,+i),this.key=Gc(e,t,r,n,i)};function Gc(t,e,r,n,i){(t*=2)<0&&(t=-1*t-1);var a=1<<r;return(a*a*t+a*i+n).toString(36)+r.toString(36)+e.toString(36)}Hc.prototype.equals=function(t){return this.overscaledZ===t.overscaledZ&&this.wrap===t.wrap&&this.canonical.equals(t.canonical)},Hc.prototype.scaledTo=function(t){var e=this.canonical.z-t;return t>this.canonical.z?new Hc(t,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y):new Hc(t,this.wrap,t,this.canonical.x>>e,this.canonical.y>>e)},Hc.prototype.calculateScaledKey=function(t,e){var r=this.canonical.z-t;return t>this.canonical.z?Gc(this.wrap*+e,t,this.canonical.z,this.canonical.x,this.canonical.y):Gc(this.wrap*+e,t,t,this.canonical.x>>r,this.canonical.y>>r)},Hc.prototype.isChildOf=function(t){if(t.wrap!==this.wrap)return!1;var e=this.canonical.z-t.canonical.z;return 0===t.overscaledZ||t.overscaledZ<this.overscaledZ&&t.canonical.x===this.canonical.x>>e&&t.canonical.y===this.canonical.y>>e},Hc.prototype.children=function(t){if(this.overscaledZ>=t)return[new Hc(this.overscaledZ+1,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y)];var e=this.canonical.z+1,r=2*this.canonical.x,n=2*this.canonical.y;return[new Hc(e,this.wrap,e,r,n),new Hc(e,this.wrap,e,r+1,n),new Hc(e,this.wrap,e,r,n+1),new Hc(e,this.wrap,e,r+1,n+1)]},Hc.prototype.isLessThan=function(t){return this.wrap<t.wrap||!(this.wrap>t.wrap)&&(this.overscaledZ<t.overscaledZ||!(this.overscaledZ>t.overscaledZ)&&(this.canonical.x<t.canonical.x||!(this.canonical.x>t.canonical.x)&&this.canonical.y<t.canonical.y))},Hc.prototype.wrapped=function(){return new Hc(this.overscaledZ,0,this.canonical.z,this.canonical.x,this.canonical.y)},Hc.prototype.unwrapTo=function(t){return new Hc(this.overscaledZ,t,this.canonical.z,this.canonical.x,this.canonical.y)},Hc.prototype.overscaleFactor=function(){return Math.pow(2,this.overscaledZ-this.canonical.z)},Hc.prototype.toUnwrapped=function(){return new qc(this.wrap,this.canonical)},Hc.prototype.toString=function(){return this.overscaledZ+\"/\"+this.canonical.x+\"/\"+this.canonical.y},Hc.prototype.getTilePoint=function(t){return this.canonical.getTilePoint(new Uc(t.x-this.wrap,t.y))},oi(\"CanonicalTileID\",Vc),oi(\"OverscaledTileID\",Hc,{omit:[\"posMatrix\"]});var Wc=function(t,e,r){if(this.uid=t,e.height!==e.width)throw new RangeError(\"DEM tiles must be square\");if(r&&\"mapbox\"!==r&&\"terrarium\"!==r)return k('\"'+r+'\" is not a valid encoding type. Valid types include \"mapbox\" and \"terrarium\".');this.stride=e.height;var n=this.dim=e.height-2;this.data=new Uint32Array(e.data.buffer),this.encoding=r||\"mapbox\";for(var i=0;i<n;i++)this.data[this._idx(-1,i)]=this.data[this._idx(0,i)],this.data[this._idx(n,i)]=this.data[this._idx(n-1,i)],this.data[this._idx(i,-1)]=this.data[this._idx(i,0)],this.data[this._idx(i,n)]=this.data[this._idx(i,n-1)];this.data[this._idx(-1,-1)]=this.data[this._idx(0,0)],this.data[this._idx(n,-1)]=this.data[this._idx(n-1,0)],this.data[this._idx(-1,n)]=this.data[this._idx(0,n-1)],this.data[this._idx(n,n)]=this.data[this._idx(n-1,n-1)]};Wc.prototype.get=function(t,e){var r=new Uint8Array(this.data.buffer),n=4*this._idx(t,e);return(\"terrarium\"===this.encoding?this._unpackTerrarium:this._unpackMapbox)(r[n],r[n+1],r[n+2])},Wc.prototype.getUnpackVector=function(){return\"terrarium\"===this.encoding?[256,1,1/256,32768]:[6553.6,25.6,.1,1e4]},Wc.prototype._idx=function(t,e){if(t<-1||t>=this.dim+1||e<-1||e>=this.dim+1)throw new RangeError(\"out of range source coordinates for DEM data\");return(e+1)*this.stride+(t+1)},Wc.prototype._unpackMapbox=function(t,e,r){return(256*t*256+256*e+r)/10-1e4},Wc.prototype._unpackTerrarium=function(t,e,r){return 256*t+e+r/256-32768},Wc.prototype.getPixels=function(){return new $o({width:this.stride,height:this.stride},new Uint8Array(this.data.buffer))},Wc.prototype.backfillBorder=function(t,e,r){if(this.dim!==t.dim)throw new Error(\"dem dimension mismatch\");var n=e*this.dim,i=e*this.dim+this.dim,a=r*this.dim,o=r*this.dim+this.dim;switch(e){case-1:n=i-1;break;case 1:i=n+1}switch(r){case-1:a=o-1;break;case 1:o=a+1}for(var s=-e*this.dim,l=-r*this.dim,u=a;u<o;u++)for(var c=n;c<i;c++)this.data[this._idx(c,u)]=t.data[this._idx(c+s,u+l)]},oi(\"DEMData\",Wc);var Yc=function(t){this._stringToNumber={},this._numberToString=[];for(var e=0;e<t.length;e++){var r=t[e];this._stringToNumber[r]=e,this._numberToString[e]=r}};Yc.prototype.encode=function(t){return this._stringToNumber[t]},Yc.prototype.decode=function(t){return this._numberToString[t]};var Xc=function(t,e,r,n,i){this.type=\"Feature\",this._vectorTileFeature=t,t._z=e,t._x=r,t._y=n,this.properties=t.properties,this.id=i},Zc={geometry:{configurable:!0}};Zc.geometry.get=function(){return void 0===this._geometry&&(this._geometry=this._vectorTileFeature.toGeoJSON(this._vectorTileFeature._x,this._vectorTileFeature._y,this._vectorTileFeature._z).geometry),this._geometry},Zc.geometry.set=function(t){this._geometry=t},Xc.prototype.toJSON=function(){var t={geometry:this.geometry};for(var e in this)\"_geometry\"!==e&&\"_vectorTileFeature\"!==e&&(t[e]=this[e]);return t},Object.defineProperties(Xc.prototype,Zc);var Kc=function(){this.state={},this.stateChanges={},this.deletedStates={}};Kc.prototype.updateState=function(t,e,r){var n=String(e);if(this.stateChanges[t]=this.stateChanges[t]||{},this.stateChanges[t][n]=this.stateChanges[t][n]||{},p(this.stateChanges[t][n],r),null===this.deletedStates[t])for(var i in this.deletedStates[t]={},this.state[t])i!==n&&(this.deletedStates[t][i]=null);else if(this.deletedStates[t]&&null===this.deletedStates[t][n])for(var a in this.deletedStates[t][n]={},this.state[t][n])r[a]||(this.deletedStates[t][n][a]=null);else for(var o in r)this.deletedStates[t]&&this.deletedStates[t][n]&&null===this.deletedStates[t][n][o]&&delete this.deletedStates[t][n][o]},Kc.prototype.removeFeatureState=function(t,e,r){if(null!==this.deletedStates[t]){var n=String(e);if(this.deletedStates[t]=this.deletedStates[t]||{},r&&void 0!==e)null!==this.deletedStates[t][n]&&(this.deletedStates[t][n]=this.deletedStates[t][n]||{},this.deletedStates[t][n][r]=null);else if(void 0!==e)if(this.stateChanges[t]&&this.stateChanges[t][n])for(r in this.deletedStates[t][n]={},this.stateChanges[t][n])this.deletedStates[t][n][r]=null;else this.deletedStates[t][n]=null;else this.deletedStates[t]=null}},Kc.prototype.getState=function(t,e){var r=String(e),n=this.state[t]||{},i=this.stateChanges[t]||{},a=p({},n[r],i[r]);if(null===this.deletedStates[t])return{};if(this.deletedStates[t]){var o=this.deletedStates[t][e];if(null===o)return{};for(var s in o)delete a[s]}return a},Kc.prototype.initializeTileState=function(t,e){t.setFeatureState(this.state,e)},Kc.prototype.coalesceChanges=function(t,e){var r={};for(var n in this.stateChanges){this.state[n]=this.state[n]||{};var i={};for(var a in this.stateChanges[n])this.state[n][a]||(this.state[n][a]={}),p(this.state[n][a],this.stateChanges[n][a]),i[a]=this.state[n][a];r[n]=i}for(var o in this.deletedStates){this.state[o]=this.state[o]||{};var s={};if(null===this.deletedStates[o])for(var l in this.state[o])s[l]={},this.state[o][l]={};else for(var u in this.deletedStates[o]){if(null===this.deletedStates[o][u])this.state[o][u]={};else for(var c=0,f=Object.keys(this.deletedStates[o][u]);c<f.length;c+=1){var h=f[c];delete this.state[o][u][h]}s[u]=this.state[o][u]}r[o]=r[o]||{},p(r[o],s)}if(this.stateChanges={},this.deletedStates={},0!==Object.keys(r).length)for(var d in t)t[d].setFeatureState(r,e)};var Jc=function(t,e){this.tileID=t,this.x=t.canonical.x,this.y=t.canonical.y,this.z=t.canonical.z,this.grid=new ti(po,16,0),this.grid3D=new ti(po,16,0),this.featureIndexArray=new Ia,this.promoteId=e};function $c(t,e,r,n,i){return b(t,(function(t,a){var o=e instanceof Vi?e.get(a):null;return o&&o.evaluate?o.evaluate(r,n,i):o}))}function Qc(t){for(var e=1/0,r=1/0,n=-1/0,i=-1/0,a=0,o=t;a<o.length;a+=1){var s=o[a];e=Math.min(e,s.x),r=Math.min(r,s.y),n=Math.max(n,s.x),i=Math.max(i,s.y)}return{minX:e,minY:r,maxX:n,maxY:i}}function tf(t,e){return e-t}Jc.prototype.insert=function(t,e,r,n,i,a){var o=this.featureIndexArray.length;this.featureIndexArray.emplaceBack(r,n,i);for(var s=a?this.grid3D:this.grid,l=0;l<e.length;l++){for(var u=e[l],c=[1/0,1/0,-1/0,-1/0],f=0;f<u.length;f++){var h=u[f];c[0]=Math.min(c[0],h.x),c[1]=Math.min(c[1],h.y),c[2]=Math.max(c[2],h.x),c[3]=Math.max(c[3],h.y)}c[0]<po&&c[1]<po&&c[2]>=0&&c[3]>=0&&s.insert(o,c[0],c[1],c[2],c[3])}},Jc.prototype.loadVTLayers=function(){return this.vtLayers||(this.vtLayers=new tl.VectorTile(new Ol(this.rawTileData)).layers,this.sourceLayerCoder=new Yc(this.vtLayers?Object.keys(this.vtLayers).sort():[\"_geojsonTileLayer\"])),this.vtLayers},Jc.prototype.query=function(t,e,r,n){var i=this;this.loadVTLayers();for(var o=t.params||{},s=po/t.tileSize/t.scale,l=An(o.filter),u=t.queryGeometry,c=t.queryPadding*s,f=Qc(u),h=this.grid.query(f.minX-c,f.minY-c,f.maxX+c,f.maxY+c),p=Qc(t.cameraQueryGeometry),d=0,v=this.grid3D.query(p.minX-c,p.minY-c,p.maxX+c,p.maxY+c,(function(e,r,n,i){return function(t,e,r,n,i){for(var o=0,s=t;o<s.length;o+=1){var l=s[o];if(e<=l.x&&r<=l.y&&n>=l.x&&i>=l.y)return!0}var u=[new a(e,r),new a(e,i),new a(n,i),new a(n,r)];if(t.length>2)for(var c=0,f=u;c<f.length;c+=1)if(Co(t,f[c]))return!0;for(var h=0;h<t.length-1;h++)if(Po(t[h],t[h+1],u))return!0;return!1}(t.cameraQueryGeometry,e-c,r-c,n+c,i+c)}));d<v.length;d+=1){var g=v[d];h.push(g)}h.sort(tf);for(var y,m={},x=function(a){var c=h[a];if(c!==y){y=c;var f=i.featureIndexArray.get(c),p=null;i.loadMatchingFeature(m,f.bucketIndex,f.sourceLayerIndex,f.featureIndex,l,o.layers,o.availableImages,e,r,n,(function(e,r,n){return p||(p=yo(e)),r.queryIntersectsFeature(u,e,n,p,i.z,t.transform,s,t.pixelPosMatrix)}))}},b=0;b<h.length;b++)x(b);return m},Jc.prototype.loadMatchingFeature=function(t,e,r,n,i,a,o,s,l,u,c){var f=this.bucketLayerIDs[e];if(!a||function(t,e){for(var r=0;r<t.length;r++)if(e.indexOf(t[r])>=0)return!0;return!1}(a,f)){var h=this.sourceLayerCoder.decode(r),d=this.vtLayers[h].feature(n);if(i.needGeometry){var v=mo(d,!0);if(!i.filter(new Di(this.tileID.overscaledZ),v,this.tileID.canonical))return}else if(!i.filter(new Di(this.tileID.overscaledZ),d))return;for(var g=this.getId(d,h),y=0;y<f.length;y++){var m=f[y];if(!(a&&a.indexOf(m)<0)){var x=s[m];if(x){var b={};void 0!==g&&u&&(b=u.getState(x.sourceLayer||\"_geojsonTileLayer\",g));var _=p({},l[m]);_.paint=$c(_.paint,x.paint,d,b,o),_.layout=$c(_.layout,x.layout,d,b,o);var w=!c||c(d,x,b);if(w){var T=new Xc(d,this.z,this.x,this.y,g);T.layer=_;var k=t[m];void 0===k&&(k=t[m]=[]),k.push({featureIndex:n,feature:T,intersectionZ:w})}}}}}},Jc.prototype.lookupSymbolFeatures=function(t,e,r,n,i,a,o,s){var l={};this.loadVTLayers();for(var u=An(i),c=0,f=t;c<f.length;c+=1){var h=f[c];this.loadMatchingFeature(l,r,n,h,u,a,o,s,e)}return l},Jc.prototype.hasLayer=function(t){for(var e=0,r=this.bucketLayerIDs;e<r.length;e+=1)for(var n=0,i=r[e];n<i.length;n+=1)if(t===i[n])return!0;return!1},Jc.prototype.getId=function(t,e){var r=t.id;if(this.promoteId){var n=\"string\"==typeof this.promoteId?this.promoteId:this.promoteId[e];\"boolean\"==typeof(r=t.properties[n])&&(r=Number(r))}return r},oi(\"FeatureIndex\",Jc,{omit:[\"rawTileData\",\"sourceLayerCoder\"]});var ef=function(t,e){this.tileID=t,this.uid=v(),this.uses=0,this.tileSize=e,this.buckets={},this.expirationTime=null,this.queryPadding=0,this.hasSymbolBuckets=!1,this.hasRTLText=!1,this.dependencies={},this.expiredRequestCount=0,this.state=\"loading\"};ef.prototype.registerFadeDuration=function(t){var e=t+this.timeAdded;e<N.now()||this.fadeEndTime&&e<this.fadeEndTime||(this.fadeEndTime=e)},ef.prototype.wasRequested=function(){return\"errored\"===this.state||\"loaded\"===this.state||\"reloading\"===this.state},ef.prototype.loadVectorData=function(t,e,r){if(this.hasData()&&this.unloadVectorData(),this.state=\"loaded\",t){for(var n in t.featureIndex&&(this.latestFeatureIndex=t.featureIndex,t.rawTileData?(this.latestRawTileData=t.rawTileData,this.latestFeatureIndex.rawTileData=t.rawTileData):this.latestRawTileData&&(this.latestFeatureIndex.rawTileData=this.latestRawTileData)),this.collisionBoxArray=t.collisionBoxArray,this.buckets=function(t,e){var r={};if(!e)return r;for(var n=function(){var t=a[i],n=t.layerIds.map((function(t){return e.getLayer(t)})).filter(Boolean);if(0!==n.length){t.layers=n,t.stateDependentLayerIds&&(t.stateDependentLayers=t.stateDependentLayerIds.map((function(t){return n.filter((function(e){return e.id===t}))[0]})));for(var o=0,s=n;o<s.length;o+=1){var l=s[o];r[l.id]=t}}},i=0,a=t;i<a.length;i+=1)n();return r}(t.buckets,e.style),this.hasSymbolBuckets=!1,this.buckets){var i=this.buckets[n];if(i instanceof hc){if(this.hasSymbolBuckets=!0,!r)break;i.justReloaded=!0}}if(this.hasRTLText=!1,this.hasSymbolBuckets)for(var a in this.buckets){var o=this.buckets[a];if(o instanceof hc&&o.hasRTLText){this.hasRTLText=!0,Ii.isLoading()||Ii.isLoaded()||\"deferred\"!==Pi()||Oi();break}}for(var s in this.queryPadding=0,this.buckets){var l=this.buckets[s];this.queryPadding=Math.max(this.queryPadding,e.style.getLayer(s).queryRadius(l))}t.imageAtlas&&(this.imageAtlas=t.imageAtlas),t.glyphAtlasImage&&(this.glyphAtlasImage=t.glyphAtlasImage)}else this.collisionBoxArray=new Aa},ef.prototype.unloadVectorData=function(){for(var t in this.buckets)this.buckets[t].destroy();this.buckets={},this.imageAtlasTexture&&this.imageAtlasTexture.destroy(),this.imageAtlas&&(this.imageAtlas=null),this.glyphAtlasTexture&&this.glyphAtlasTexture.destroy(),this.latestFeatureIndex=null,this.state=\"unloaded\"},ef.prototype.getBucket=function(t){return this.buckets[t.id]},ef.prototype.upload=function(t){for(var e in this.buckets){var r=this.buckets[e];r.uploadPending()&&r.upload(t)}var n=t.gl;this.imageAtlas&&!this.imageAtlas.uploaded&&(this.imageAtlasTexture=new Ec(t,this.imageAtlas.image,n.RGBA),this.imageAtlas.uploaded=!0),this.glyphAtlasImage&&(this.glyphAtlasTexture=new Ec(t,this.glyphAtlasImage,n.ALPHA),this.glyphAtlasImage=null)},ef.prototype.prepare=function(t){this.imageAtlas&&this.imageAtlas.patchUpdatedImages(t,this.imageAtlasTexture)},ef.prototype.queryRenderedFeatures=function(t,e,r,n,i,a,o,s,l,u){return this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData?this.latestFeatureIndex.query({queryGeometry:n,cameraQueryGeometry:i,scale:a,tileSize:this.tileSize,pixelPosMatrix:u,transform:s,params:o,queryPadding:this.queryPadding*l},t,e,r):{}},ef.prototype.querySourceFeatures=function(t,e){var r=this.latestFeatureIndex;if(r&&r.rawTileData){var n=r.loadVTLayers(),i=e?e.sourceLayer:\"\",a=n._geojsonTileLayer||n[i];if(a)for(var o=An(e&&e.filter),s=this.tileID.canonical,l=s.z,u=s.x,c=s.y,f={z:l,x:u,y:c},h=0;h<a.length;h++){var p=a.feature(h);if(o.needGeometry){var d=mo(p,!0);if(!o.filter(new Di(this.tileID.overscaledZ),d,this.tileID.canonical))continue}else if(!o.filter(new Di(this.tileID.overscaledZ),p))continue;var v=r.getId(p,i),g=new Xc(p,l,u,c,v);g.tile=f,t.push(g)}}},ef.prototype.hasData=function(){return\"loaded\"===this.state||\"reloading\"===this.state||\"expired\"===this.state},ef.prototype.patternsLoaded=function(){return this.imageAtlas&&!!Object.keys(this.imageAtlas.patternPositions).length},ef.prototype.setExpiryData=function(t){var e=this.expirationTime;if(t.cacheControl){var r=E(t.cacheControl);r[\"max-age\"]&&(this.expirationTime=Date.now()+1e3*r[\"max-age\"])}else t.expires&&(this.expirationTime=new Date(t.expires).getTime());if(this.expirationTime){var n=Date.now(),i=!1;if(this.expirationTime>n)i=!1;else if(e)if(this.expirationTime<e)i=!0;else{var a=this.expirationTime-e;a?this.expirationTime=n+Math.max(a,3e4):i=!0}else i=!0;i?(this.expiredRequestCount++,this.state=\"expired\"):this.expiredRequestCount=0}},ef.prototype.getExpiryTimeout=function(){if(this.expirationTime)return this.expiredRequestCount?1e3*(1<<Math.min(this.expiredRequestCount-1,31)):Math.min(this.expirationTime-(new Date).getTime(),Math.pow(2,31)-1)},ef.prototype.setFeatureState=function(t,e){if(this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData&&0!==Object.keys(t).length){var r=this.latestFeatureIndex.loadVTLayers();for(var n in this.buckets)if(e.style.hasLayer(n)){var i=this.buckets[n],a=i.layers[0].sourceLayer||\"_geojsonTileLayer\",o=r[a],s=t[a];if(o&&s&&0!==Object.keys(s).length){i.update(s,o,this.imageAtlas&&this.imageAtlas.patternPositions||{});var l=e&&e.style&&e.style.getLayer(n);l&&(this.queryPadding=Math.max(this.queryPadding,l.queryRadius(i)))}}}},ef.prototype.holdingForFade=function(){return void 0!==this.symbolFadeHoldUntil},ef.prototype.symbolFadeFinished=function(){return!this.symbolFadeHoldUntil||this.symbolFadeHoldUntil<N.now()},ef.prototype.clearFadeHold=function(){this.symbolFadeHoldUntil=void 0},ef.prototype.setHoldDuration=function(t){this.symbolFadeHoldUntil=N.now()+t},ef.prototype.setDependencies=function(t,e){for(var r={},n=0,i=e;n<i.length;n+=1)r[i[n]]=!0;this.dependencies[t]=r},ef.prototype.hasDependency=function(t,e){for(var r=0,n=t;r<n.length;r+=1){var i=n[r],a=this.dependencies[i];if(a)for(var o=0,s=e;o<s.length;o+=1)if(a[s[o]])return!0}return!1};var rf=s.performance,nf=function(t){this._marks={start:[t.url,\"start\"].join(\"#\"),end:[t.url,\"end\"].join(\"#\"),measure:t.url.toString()},rf.mark(this._marks.start)};nf.prototype.finish=function(){rf.mark(this._marks.end);var t=rf.getEntriesByName(this._marks.measure);return 0===t.length&&(rf.measure(this._marks.measure,this._marks.start,this._marks.end),t=rf.getEntriesByName(this._marks.measure),rf.clearMarks(this._marks.start),rf.clearMarks(this._marks.end),rf.clearMeasures(this._marks.measure)),t},t.Actor=Cc,t.AlphaImage=Jo,t.CanonicalTileID=Vc,t.CollisionBoxArray=Aa,t.Color=ue,t.DEMData=Wc,t.DataConstantProperty=qi,t.DictionaryCoder=Yc,t.EXTENT=po,t.ErrorEvent=zt,t.EvaluationParameters=Di,t.Event=Dt,t.Evented=Rt,t.FeatureIndex=Jc,t.FillBucket=Us,t.FillExtrusionBucket=il,t.ImageAtlas=su,t.ImagePosition=au,t.LineBucket=vl,t.LngLat=Dc,t.LngLatBounds=Oc,t.MercatorCoordinate=Uc,t.ONE_EM=Ll,t.OverscaledTileID=Hc,t.Point=a,t.Point$1=a,t.Properties=Xi,t.Protobuf=Ol,t.RGBAImage=$o,t.RequestManager=W,t.RequestPerformance=nf,t.ResourceType=_t,t.SegmentVector=za,t.SourceFeatureState=Kc,t.StructArrayLayout1ui2=wa,t.StructArrayLayout2f1f2i16=pa,t.StructArrayLayout2i4=ra,t.StructArrayLayout3ui6=va,t.StructArrayLayout4i8=na,t.SymbolBucket=hc,t.Texture=Ec,t.Tile=ef,t.Transitionable=Fi,t.Uniform1f=Ka,t.Uniform1i=Za,t.Uniform2f=Ja,t.Uniform3f=$a,t.Uniform4f=Qa,t.UniformColor=to,t.UniformMatrix4f=ro,t.UnwrappedTileID=qc,t.ValidationError=Bt,t.WritingMode=lu,t.ZoomHistory=hi,t.add=function(t,e,r){return t[0]=e[0]+r[0],t[1]=e[1]+r[1],t[2]=e[2]+r[2],t},t.addDynamicAttributes=lc,t.asyncAll=function(t,e,r){if(!t.length)return r(null,[]);var n=t.length,i=new Array(t.length),a=null;t.forEach((function(t,o){e(t,(function(t,e){t&&(a=t),i[o]=e,0==--n&&r(a,i)}))}))},t.bezier=u,t.bindAll=m,t.browser=N,t.cacheEntryPossiblyAdded=function(t){++xt>ht&&(t.getActor().send(\"enforceCacheSizeLimit\",ft),xt=0)},t.clamp=f,t.clearTileCache=function(t){var e=s.caches.delete(ct);t&&e.catch(t).then((function(){return t()}))},t.clipLine=Fu,t.clone=function(t){var e=new Fo(16);return e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],e[4]=t[4],e[5]=t[5],e[6]=t[6],e[7]=t[7],e[8]=t[8],e[9]=t[9],e[10]=t[10],e[11]=t[11],e[12]=t[12],e[13]=t[13],e[14]=t[14],e[15]=t[15],e},t.clone$1=w,t.clone$2=function(t){var e=new Fo(3);return e[0]=t[0],e[1]=t[1],e[2]=t[2],e},t.collisionCircleLayout=Ml,t.config=j,t.create=function(){var t=new Fo(16);return 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generateId cannot be used together.\");var n=function(t,e){var r=[];if(\"FeatureCollection\"===t.type)for(var n=0;n<t.features.length;n++)rt(r,t.features[n],e,n);else\"Feature\"===t.type?rt(r,t,e):rt(r,{geometry:t},e);return r}(t,e);this.tiles={},this.tileCoords=[],r&&(console.timeEnd(\"preprocess data\"),console.log(\"index: maxZoom: %d, maxPoints: %d\",e.indexMaxZoom,e.indexMaxPoints),console.time(\"generate tiles\"),this.stats={},this.total=0),(n=function(t,e){var r=e.buffer/e.extent,n=t,i=lt(t,1,-1-r,r,0,-1,2,e),a=lt(t,1,1-r,2+r,0,-1,2,e);return(i||a)&&(n=lt(t,1,-r,1+r,0,-1,2,e)||[],i&&(n=gt(i,1).concat(n)),a&&(n=n.concat(gt(a,-1)))),n}(n,e)).length&&this.splitTile(n,0,0,0),r&&(n.length&&console.log(\"features: %d, points: %d\",this.tiles[0].numFeatures,this.tiles[0].numPoints),console.timeEnd(\"generate tiles\"),console.log(\"tiles generated:\",this.total,JSON.stringify(this.stats)))}function kt(t,e,r){return 32*((1<<t)*r+e)+t}function At(t,e){var r=t.tileID.canonical;if(!this._geoJSONIndex)return e(null,null);var n=this._geoJSONIndex.getTile(r.z,r.x,r.y);if(!n)return e(null,null);var i=new g(n.features),a=_(i);0===a.byteOffset&&a.byteLength===a.buffer.byteLength||(a=new Uint8Array(a)),e(null,{vectorTile:i,rawData:a.buffer})}V.prototype.load=function(t){var e=this.options,r=e.log,n=e.minZoom,i=e.maxZoom,a=e.nodeSize;r&&console.time(\"total time\");var o=\"prepare \"+t.length+\" points\";r&&console.time(o),this.points=t;for(var s=[],l=0;l<t.length;l++)t[l].geometry&&s.push(H(t[l],l));this.trees[i+1]=new j(s,K,J,a,Float32Array),r&&console.timeEnd(o);for(var u=i;u>=n;u--){var c=+Date.now();s=this._cluster(s,u),this.trees[u]=new j(s,K,J,a,Float32Array),r&&console.log(\"z%d: %d clusters in %dms\",u,s.length,+Date.now()-c)}return r&&console.timeEnd(\"total time\"),this},V.prototype.getClusters=function(t,e){var r=((t[0]+180)%360+360)%360-180,n=Math.max(-90,Math.min(90,t[1])),i=180===t[2]?180:((t[2]+180)%360+360)%360-180,a=Math.max(-90,Math.min(90,t[3]));if(t[2]-t[0]>=360)r=-180,i=180;else if(r>i){var o=this.getClusters([r,n,180,a],e),s=this.getClusters([-180,n,i,a],e);return o.concat(s)}for(var l=this.trees[this._limitZoom(e)],u=[],c=0,f=l.range(Y(r),X(a),Y(i),X(n));c<f.length;c+=1){var h=f[c],p=l.points[h];u.push(p.numPoints?G(p):this.points[p.index])}return u},V.prototype.getChildren=function(t){var e=this._getOriginId(t),r=this._getOriginZoom(t),n=\"No cluster with the specified id.\",i=this.trees[r];if(!i)throw new Error(n);var a=i.points[e];if(!a)throw new Error(n);for(var o=this.options.radius/(this.options.extent*Math.pow(2,r-1)),s=[],l=0,u=i.within(a.x,a.y,o);l<u.length;l+=1){var c=u[l],f=i.points[c];f.parentId===t&&s.push(f.numPoints?G(f):this.points[f.index])}if(0===s.length)throw new Error(n);return s},V.prototype.getLeaves=function(t,e,r){e=e||10,r=r||0;var n=[];return this._appendLeaves(n,t,e,r,0),n},V.prototype.getTile=function(t,e,r){var n=this.trees[this._limitZoom(t)],i=Math.pow(2,t),a=this.options,o=a.extent,s=a.radius/o,l=(r-s)/i,u=(r+1+s)/i,c={features:[]};return this._addTileFeatures(n.range((e-s)/i,l,(e+1+s)/i,u),n.points,e,r,i,c),0===e&&this._addTileFeatures(n.range(1-s/i,l,1,u),n.points,i,r,i,c),e===i-1&&this._addTileFeatures(n.range(0,l,s/i,u),n.points,-1,r,i,c),c.features.length?c:null},V.prototype.getClusterExpansionZoom=function(t){for(var e=this._getOriginZoom(t)-1;e<=this.options.maxZoom;){var r=this.getChildren(t);if(e++,1!==r.length)break;t=r[0].properties.cluster_id}return e},V.prototype._appendLeaves=function(t,e,r,n,i){for(var a=0,o=this.getChildren(e);a<o.length;a+=1){var s=o[a],l=s.properties;if(l&&l.cluster?i+l.point_count<=n?i+=l.point_count:i=this._appendLeaves(t,l.cluster_id,r,n,i):i<n?i++:t.push(s),t.length===r)break}return i},V.prototype._addTileFeatures=function(t,e,r,n,i,a){for(var o=0,s=t;o<s.length;o+=1){var l=e[s[o]],u=l.numPoints,c={type:1,geometry:[[Math.round(this.options.extent*(l.x*i-r)),Math.round(this.options.extent*(l.y*i-n))]],tags:u?W(l):this.points[l.index].properties},f=void 0;u?f=l.id:this.options.generateId?f=l.index:this.points[l.index].id&&(f=this.points[l.index].id),void 0!==f&&(c.id=f),a.features.push(c)}},V.prototype._limitZoom=function(t){return Math.max(this.options.minZoom,Math.min(+t,this.options.maxZoom+1))},V.prototype._cluster=function(t,e){for(var r=[],n=this.options,i=n.radius,a=n.extent,o=n.reduce,s=n.minPoints,l=i/(a*Math.pow(2,e)),u=0;u<t.length;u++){var c=t[u];if(!(c.zoom<=e)){c.zoom=e;for(var f=this.trees[e+1],h=f.within(c.x,c.y,l),p=c.numPoints||1,d=p,v=0,g=h;v<g.length;v+=1){var y=g[v],m=f.points[y];m.zoom>e&&(d+=m.numPoints||1)}if(d>=s){for(var x=c.x*p,b=c.y*p,_=o&&p>1?this._map(c,!0):null,w=(u<<5)+(e+1)+this.points.length,T=0,k=h;T<k.length;T+=1){var A=k[T],M=f.points[A];if(!(M.zoom<=e)){M.zoom=e;var S=M.numPoints||1;x+=M.x*S,b+=M.y*S,M.parentId=w,o&&(_||(_=this._map(c,!0)),o(_,this._map(M)))}}c.parentId=w,r.push(q(x/d,b/d,w,d,_))}else if(r.push(c),d>1)for(var E=0,L=h;E<L.length;E+=1){var C=L[E],P=f.points[C];P.zoom<=e||(P.zoom=e,r.push(P))}}}return r},V.prototype._getOriginId=function(t){return t-this.points.length>>5},V.prototype._getOriginZoom=function(t){return(t-this.points.length)%32},V.prototype._map=function(t,e){if(t.numPoints)return e?Z({},t.properties):t.properties;var r=this.points[t.index].properties,n=this.options.map(r);return e&&n===r?Z({},n):n},Tt.prototype.options={maxZoom:14,indexMaxZoom:5,indexMaxPoints:1e5,tolerance:3,extent:4096,buffer:64,lineMetrics:!1,promoteId:null,generateId:!1,debug:0},Tt.prototype.splitTile=function(t,e,r,n,i,a,o){for(var s=[t,e,r,n],l=this.options,u=l.debug;s.length;){n=s.pop(),r=s.pop(),e=s.pop(),t=s.pop();var c=1<<e,f=kt(e,r,n),h=this.tiles[f];if(!h&&(u>1&&console.time(\"creation\"),h=this.tiles[f]=bt(t,e,r,n,l),this.tileCoords.push({z:e,x:r,y:n}),u)){u>1&&(console.log(\"tile z%d-%d-%d (features: %d, points: %d, simplified: %d)\",e,r,n,h.numFeatures,h.numPoints,h.numSimplified),console.timeEnd(\"creation\"));var p=\"z\"+e;this.stats[p]=(this.stats[p]||0)+1,this.total++}if(h.source=t,i){if(e===l.maxZoom||e===i)continue;var d=1<<i-e;if(r!==Math.floor(a/d)||n!==Math.floor(o/d))continue}else if(e===l.indexMaxZoom||h.numPoints<=l.indexMaxPoints)continue;if(h.source=null,0!==t.length){u>1&&console.time(\"clipping\");var v,g,y,m,x,b,_=.5*l.buffer/l.extent,w=.5-_,T=.5+_,k=1+_;v=g=y=m=null,x=lt(t,c,r-_,r+T,0,h.minX,h.maxX,l),b=lt(t,c,r+w,r+k,0,h.minX,h.maxX,l),t=null,x&&(v=lt(x,c,n-_,n+T,1,h.minY,h.maxY,l),g=lt(x,c,n+w,n+k,1,h.minY,h.maxY,l),x=null),b&&(y=lt(b,c,n-_,n+T,1,h.minY,h.maxY,l),m=lt(b,c,n+w,n+k,1,h.minY,h.maxY,l),b=null),u>1&&console.timeEnd(\"clipping\"),s.push(v||[],e+1,2*r,2*n),s.push(g||[],e+1,2*r,2*n+1),s.push(y||[],e+1,2*r+1,2*n),s.push(m||[],e+1,2*r+1,2*n+1)}}},Tt.prototype.getTile=function(t,e,r){var n=this.options,i=n.extent,a=n.debug;if(t<0||t>24)return null;var o=1<<t,s=kt(t,e=(e%o+o)%o,r);if(this.tiles[s])return mt(this.tiles[s],i);a>1&&console.log(\"drilling down to z%d-%d-%d\",t,e,r);for(var l,u=t,c=e,f=r;!l&&u>0;)u--,c=Math.floor(c/2),f=Math.floor(f/2),l=this.tiles[kt(u,c,f)];return l&&l.source?(a>1&&console.log(\"found parent tile z%d-%d-%d\",u,c,f),a>1&&console.time(\"drilling down\"),this.splitTile(l.source,u,c,f,t,e,r),a>1&&console.timeEnd(\"drilling 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i=n[r];o.accumulated=t[i],t[i]=a[i].evaluate(o,s)}},r}(n)).load(o.features):function(t,e){return new Tt(t,e)}(o,n.geojsonVtOptions)}catch(a){return r(a)}e.loaded={};var u={};if(i){var c=i.finish();c&&(u.resourceTiming={},u.resourceTiming[n.source]=JSON.parse(JSON.stringify(c)))}r(null,u)}))}},r.prototype.coalesce=function(){\"Coalescing\"===this._state?this._state=\"Idle\":\"NeedsLoadData\"===this._state&&(this._state=\"Coalescing\",this._loadData())},r.prototype.reloadTile=function(t,r){var n=this.loaded,i=t.uid;return n&&n[i]?e.prototype.reloadTile.call(this,t,r):this.loadTile(t,r)},r.prototype.loadGeoJSON=function(e,r){if(e.request)t.getJSON(e.request,r);else{if(\"string\"!=typeof e.data)return r(new Error(\"Input data given to '\"+e.source+\"' is not a valid GeoJSON object.\"));try{return r(null,JSON.parse(e.data))}catch(t){return r(new Error(\"Input data given to '\"+e.source+\"' is not a valid GeoJSON object.\"))}}},r.prototype.removeSource=function(t,e){this._pendingCallback&&this._pendingCallback(null,{abandoned:!0}),e()},r.prototype.getClusterExpansionZoom=function(t,e){try{e(null,this._geoJSONIndex.getClusterExpansionZoom(t.clusterId))}catch(t){e(t)}},r.prototype.getClusterChildren=function(t,e){try{e(null,this._geoJSONIndex.getChildren(t.clusterId))}catch(t){e(t)}},r.prototype.getClusterLeaves=function(t,e){try{e(null,this._geoJSONIndex.getLeaves(t.clusterId,t.limit,t.offset))}catch(t){e(t)}},r}(l);var St=function(e){var r=this;this.self=e,this.actor=new t.Actor(e,this),this.layerIndexes={},this.availableImages={},this.workerSourceTypes={vector:l,geojson:Mt},this.workerSources={},this.demWorkerSources={},this.self.registerWorkerSource=function(t,e){if(r.workerSourceTypes[t])throw new Error('Worker source with name \"'+t+'\" already registered.');r.workerSourceTypes[t]=e},this.self.registerRTLTextPlugin=function(e){if(t.plugin.isParsed())throw new Error(\"RTL text plugin already 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s=i([\"transform\",\"WebkitTransform\"]);r.setTransform=function(t,e){t.style[s]=e};var l=!1;try{var u=Object.defineProperty({},\"passive\",{get:function(){l=!0}});t.window.addEventListener(\"test\",u,u),t.window.removeEventListener(\"test\",u,u)}catch(t){l=!1}r.addEventListener=function(t,e,r,n){void 0===n&&(n={}),\"passive\"in n&&l?t.addEventListener(e,r,n):t.addEventListener(e,r,n.capture)},r.removeEventListener=function(t,e,r,n){void 0===n&&(n={}),\"passive\"in n&&l?t.removeEventListener(e,r,n):t.removeEventListener(e,r,n.capture)};var c=function(e){e.preventDefault(),e.stopPropagation(),t.window.removeEventListener(\"click\",c,!0)};function f(t){var e=t.userImage;return!!(e&&e.render&&e.render())&&(t.data.replace(new Uint8Array(e.data.buffer)),!0)}r.suppressClick=function(){t.window.addEventListener(\"click\",c,!0),t.window.setTimeout((function(){t.window.removeEventListener(\"click\",c,!0)}),0)},r.mousePos=function(e,r){var n=e.getBoundingClientRect();return new t.Point(r.clientX-n.left-e.clientLeft,r.clientY-n.top-e.clientTop)},r.touchPos=function(e,r){for(var n=e.getBoundingClientRect(),i=[],a=0;a<r.length;a++)i.push(new t.Point(r[a].clientX-n.left-e.clientLeft,r[a].clientY-n.top-e.clientTop));return i},r.mouseButton=function(e){return void 0!==t.window.InstallTrigger&&2===e.button&&e.ctrlKey&&t.window.navigator.platform.toUpperCase().indexOf(\"MAC\")>=0?0:e.button},r.remove=function(t){t.parentNode&&t.parentNode.removeChild(t)};var h=function(e){function r(){e.call(this),this.images={},this.updatedImages={},this.callbackDispatchedThisFrame={},this.loaded=!1,this.requestors=[],this.patterns={},this.atlasImage=new t.RGBAImage({width:1,height:1}),this.dirty=!0}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.isLoaded=function(){return this.loaded},r.prototype.setLoaded=function(t){if(this.loaded!==t&&(this.loaded=t,t)){for(var e=0,r=this.requestors;e<r.length;e+=1){var n=r[e],i=n.ids,a=n.callback;this._notify(i,a)}this.requestors=[]}},r.prototype.getImage=function(t){return this.images[t]},r.prototype.addImage=function(t,e){this._validate(t,e)&&(this.images[t]=e)},r.prototype._validate=function(e,r){var n=!0;return this._validateStretch(r.stretchX,r.data&&r.data.width)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"stretchX\" value'))),n=!1),this._validateStretch(r.stretchY,r.data&&r.data.height)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"stretchY\" value'))),n=!1),this._validateContent(r.content,r)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"content\" value'))),n=!1),n},r.prototype._validateStretch=function(t,e){if(!t)return!0;for(var r=0,n=0,i=t;n<i.length;n+=1){var a=i[n];if(a[0]<r||a[1]<a[0]||e<a[1])return!1;r=a[1]}return!0},r.prototype._validateContent=function(t,e){return!(t&&(4!==t.length||t[0]<0||e.data.width<t[0]||t[1]<0||e.data.height<t[1]||t[2]<0||e.data.width<t[2]||t[3]<0||e.data.height<t[3]||t[2]<t[0]||t[3]<t[1]))},r.prototype.updateImage=function(t,e){var r=this.images[t];e.version=r.version+1,this.images[t]=e,this.updatedImages[t]=!0},r.prototype.removeImage=function(t){var e=this.images[t];delete this.images[t],delete this.patterns[t],e.userImage&&e.userImage.onRemove&&e.userImage.onRemove()},r.prototype.listImages=function(){return Object.keys(this.images)},r.prototype.getImages=function(t,e){var r=!0;if(!this.isLoaded())for(var n=0,i=t;n<i.length;n+=1){var a=i[n];this.images[a]||(r=!1)}this.isLoaded()||r?this._notify(t,e):this.requestors.push({ids:t,callback:e})},r.prototype._notify=function(e,r){for(var n={},i=0,a=e;i<a.length;i+=1){var o=a[i];this.images[o]||this.fire(new t.Event(\"styleimagemissing\",{id:o}));var s=this.images[o];s?n[o]={data:s.data.clone(),pixelRatio:s.pixelRatio,sdf:s.sdf,version:s.version,stretchX:s.stretchX,stretchY:s.stretchY,content:s.content,hasRenderCallback:Boolean(s.userImage&&s.userImage.render)}:t.warnOnce('Image \"'+o+'\" could not be loaded. Please make sure you have added the image with map.addImage() or a \"sprite\" property in your style. You can provide missing images by listening for the \"styleimagemissing\" map event.')}r(null,n)},r.prototype.getPixelSize=function(){var t=this.atlasImage;return{width:t.width,height:t.height}},r.prototype.getPattern=function(e){var r=this.patterns[e],n=this.getImage(e);if(!n)return null;if(r&&r.position.version===n.version)return r.position;if(r)r.position.version=n.version;else{var i={w:n.data.width+2,h:n.data.height+2,x:0,y:0},a=new t.ImagePosition(i,n);this.patterns[e]={bin:i,position:a}}return this._updatePatternAtlas(),this.patterns[e].position},r.prototype.bind=function(e){var r=e.gl;this.atlasTexture?this.dirty&&(this.atlasTexture.update(this.atlasImage),this.dirty=!1):this.atlasTexture=new t.Texture(e,this.atlasImage,r.RGBA),this.atlasTexture.bind(r.LINEAR,r.CLAMP_TO_EDGE)},r.prototype._updatePatternAtlas=function(){var e=[];for(var r in this.patterns)e.push(this.patterns[r].bin);var n=t.potpack(e),i=n.w,a=n.h,o=this.atlasImage;for(var s in o.resize({width:i||1,height:a||1}),this.patterns){var l=this.patterns[s].bin,u=l.x+1,c=l.y+1,f=this.images[s].data,h=f.width,p=f.height;t.RGBAImage.copy(f,o,{x:0,y:0},{x:u,y:c},{width:h,height:p}),t.RGBAImage.copy(f,o,{x:0,y:p-1},{x:u,y:c-1},{width:h,height:1}),t.RGBAImage.copy(f,o,{x:0,y:0},{x:u,y:c+p},{width:h,height:1}),t.RGBAImage.copy(f,o,{x:h-1,y:0},{x:u-1,y:c},{width:1,height:p}),t.RGBAImage.copy(f,o,{x:0,y:0},{x:u+h,y:c},{width:1,height:p})}this.dirty=!0},r.prototype.beginFrame=function(){this.callbackDispatchedThisFrame={}},r.prototype.dispatchRenderCallbacks=function(t){for(var e=0,r=t;e<r.length;e+=1){var n=r[e];if(!this.callbackDispatchedThisFrame[n]){this.callbackDispatchedThisFrame[n]=!0;var i=this.images[n];f(i)&&this.updateImage(n,i)}}},r}(t.Evented);var p=g,d=g,v=1e20;function g(t,e,r,n,i,a){this.fontSize=t||24,this.buffer=void 0===e?3:e,this.cutoff=n||.25,this.fontFamily=i||\"sans-serif\",this.fontWeight=a||\"normal\",this.radius=r||8;var o=this.size=this.fontSize+2*this.buffer;this.canvas=document.createElement(\"canvas\"),this.canvas.width=this.canvas.height=o,this.ctx=this.canvas.getContext(\"2d\"),this.ctx.font=this.fontWeight+\" \"+this.fontSize+\"px \"+this.fontFamily,this.ctx.textBaseline=\"middle\",this.ctx.fillStyle=\"black\",this.gridOuter=new Float64Array(o*o),this.gridInner=new Float64Array(o*o),this.f=new Float64Array(o),this.d=new Float64Array(o),this.z=new Float64Array(o+1),this.v=new Int16Array(o),this.middle=Math.round(o/2*(navigator.userAgent.indexOf(\"Gecko/\")>=0?1.2:1))}function y(t,e,r,n,i,a,o){for(var s=0;s<e;s++){for(var l=0;l<r;l++)n[l]=t[l*e+s];for(m(n,i,a,o,r),l=0;l<r;l++)t[l*e+s]=i[l]}for(l=0;l<r;l++){for(s=0;s<e;s++)n[s]=t[l*e+s];for(m(n,i,a,o,e),s=0;s<e;s++)t[l*e+s]=Math.sqrt(i[s])}}function m(t,e,r,n,i){r[0]=0,n[0]=-v,n[1]=+v;for(var a=1,o=0;a<i;a++){for(var s=(t[a]+a*a-(t[r[o]]+r[o]*r[o]))/(2*a-2*r[o]);s<=n[o];)o--,s=(t[a]+a*a-(t[r[o]]+r[o]*r[o]))/(2*a-2*r[o]);r[++o]=a,n[o]=s,n[o+1]=+v}for(a=0,o=0;a<i;a++){for(;n[o+1]<a;)o++;e[a]=(a-r[o])*(a-r[o])+t[r[o]]}}g.prototype.draw=function(t){this.ctx.clearRect(0,0,this.size,this.size),this.ctx.fillText(t,this.buffer,this.middle);for(var e=this.ctx.getImageData(0,0,this.size,this.size),r=new Uint8ClampedArray(this.size*this.size),n=0;n<this.size*this.size;n++){var i=e.data[4*n+3]/255;this.gridOuter[n]=1===i?0:0===i?v:Math.pow(Math.max(0,.5-i),2),this.gridInner[n]=1===i?v:0===i?0:Math.pow(Math.max(0,i-.5),2)}for(y(this.gridOuter,this.size,this.size,this.f,this.d,this.v,this.z),y(this.gridInner,this.size,this.size,this.f,this.d,this.v,this.z),n=0;n<this.size*this.size;n++){var a=this.gridOuter[n]-this.gridInner[n];r[n]=Math.max(0,Math.min(255,Math.round(255-255*(a/this.radius+this.cutoff))))}return r},p.default=d;var x=function(t,e){this.requestManager=t,this.localIdeographFontFamily=e,this.entries={}};x.prototype.setURL=function(t){this.url=t},x.prototype.getGlyphs=function(e,r){var n=this,i=[];for(var a in e)for(var o=0,s=e[a];o<s.length;o+=1){var l=s[o];i.push({stack:a,id:l})}t.asyncAll(i,(function(t,e){var r=t.stack,i=t.id,a=n.entries[r];a||(a=n.entries[r]={glyphs:{},requests:{},ranges:{}});var o=a.glyphs[i];if(void 0===o){if(o=n._tinySDF(a,r,i))return a.glyphs[i]=o,void e(null,{stack:r,id:i,glyph:o});var s=Math.floor(i/256);if(256*s>65535)e(new Error(\"glyphs > 65535 not supported\"));else if(a.ranges[s])e(null,{stack:r,id:i,glyph:o});else{var l=a.requests[s];l||(l=a.requests[s]=[],x.loadGlyphRange(r,s,n.url,n.requestManager,(function(t,e){if(e){for(var r in e)n._doesCharSupportLocalGlyph(+r)||(a.glyphs[+r]=e[+r]);a.ranges[s]=!0}for(var i=0,o=l;i<o.length;i+=1)(0,o[i])(t,e);delete a.requests[s]}))),l.push((function(t,n){t?e(t):n&&e(null,{stack:r,id:i,glyph:n[i]||null})}))}}else e(null,{stack:r,id:i,glyph:o})}),(function(t,e){if(t)r(t);else if(e){for(var n={},i=0,a=e;i<a.length;i+=1){var o=a[i],s=o.stack,l=o.id,u=o.glyph;(n[s]||(n[s]={}))[l]=u&&{id:u.id,bitmap:u.bitmap.clone(),metrics:u.metrics}}r(null,n)}}))},x.prototype._doesCharSupportLocalGlyph=function(e){return!!this.localIdeographFontFamily&&(t.isChar[\"CJK Unified Ideographs\"](e)||t.isChar[\"Hangul Syllables\"](e)||t.isChar.Hiragana(e)||t.isChar.Katakana(e))},x.prototype._tinySDF=function(e,r,n){var i=this.localIdeographFontFamily;if(i&&this._doesCharSupportLocalGlyph(n)){var a=e.tinySDF;if(!a){var o=\"400\";/bold/i.test(r)?o=\"900\":/medium/i.test(r)?o=\"500\":/light/i.test(r)&&(o=\"200\"),a=e.tinySDF=new x.TinySDF(24,3,8,.25,i,o)}return{id:n,bitmap:new t.AlphaImage({width:30,height:30},a.draw(String.fromCharCode(n))),metrics:{width:24,height:24,left:0,top:-8,advance:24}}}},x.loadGlyphRange=function(e,r,n,i,a){var o=256*r,s=o+255,l=i.transformRequest(i.normalizeGlyphsURL(n).replace(\"{fontstack}\",e).replace(\"{range}\",o+\"-\"+s),t.ResourceType.Glyphs);t.getArrayBuffer(l,(function(e,r){if(e)a(e);else if(r){for(var n={},i=0,o=t.parseGlyphPBF(r);i<o.length;i+=1){var s=o[i];n[s.id]=s}a(null,n)}}))},x.TinySDF=p;var b=function(){this.specification=t.styleSpec.light.position};b.prototype.possiblyEvaluate=function(e,r){return t.sphericalToCartesian(e.expression.evaluate(r))},b.prototype.interpolate=function(e,r,n){return{x:t.number(e.x,r.x,n),y:t.number(e.y,r.y,n),z:t.number(e.z,r.z,n)}};var _=new t.Properties({anchor:new t.DataConstantProperty(t.styleSpec.light.anchor),position:new b,color:new t.DataConstantProperty(t.styleSpec.light.color),intensity:new t.DataConstantProperty(t.styleSpec.light.intensity)}),w=\"-transition\",T=function(e){function r(r){e.call(this),this._transitionable=new t.Transitionable(_),this.setLight(r),this._transitioning=this._transitionable.untransitioned()}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getLight=function(){return this._transitionable.serialize()},r.prototype.setLight=function(e,r){if(void 0===r&&(r={}),!this._validate(t.validateLight,e,r))for(var n in e){var i=e[n];t.endsWith(n,w)?this._transitionable.setTransition(n.slice(0,-11),i):this._transitionable.setValue(n,i)}},r.prototype.updateTransitions=function(t){this._transitioning=this._transitionable.transitioned(t,this._transitioning)},r.prototype.hasTransition=function(){return this._transitioning.hasTransition()},r.prototype.recalculate=function(t){this.properties=this._transitioning.possiblyEvaluate(t)},r.prototype._validate=function(e,r,n){return(!n||!1!==n.validate)&&t.emitValidationErrors(this,e.call(t.validateStyle,t.extend({value:r,style:{glyphs:!0,sprite:!0},styleSpec:t.styleSpec})))},r}(t.Evented),k=function(t,e){this.width=t,this.height=e,this.nextRow=0,this.data=new Uint8Array(this.width*this.height),this.dashEntry={}};k.prototype.getDash=function(t,e){var r=t.join(\",\")+String(e);return this.dashEntry[r]||(this.dashEntry[r]=this.addDash(t,e)),this.dashEntry[r]},k.prototype.getDashRanges=function(t,e,r){var n=[],i=t.length%2==1?-t[t.length-1]*r:0,a=t[0]*r,o=!0;n.push({left:i,right:a,isDash:o,zeroLength:0===t[0]});for(var s=t[0],l=1;l<t.length;l++){o=!o;var u=t[l];i=s*r,a=(s+=u)*r,n.push({left:i,right:a,isDash:o,zeroLength:0===u})}return n},k.prototype.addRoundDash=function(t,e,r){for(var n=e/2,i=-r;i<=r;i++)for(var a=this.nextRow+r+i,o=this.width*a,s=0,l=t[s],u=0;u<this.width;u++){u/l.right>1&&(l=t[++s]);var c=Math.abs(u-l.left),f=Math.abs(u-l.right),h=Math.min(c,f),p=void 0,d=i/r*(n+1);if(l.isDash){var v=n-Math.abs(d);p=Math.sqrt(h*h+v*v)}else p=n-Math.sqrt(h*h+d*d);this.data[o+u]=Math.max(0,Math.min(255,p+128))}},k.prototype.addRegularDash=function(t){for(var e=t.length-1;e>=0;--e){var r=t[e],n=t[e+1];r.zeroLength?t.splice(e,1):n&&n.isDash===r.isDash&&(n.left=r.left,t.splice(e,1))}var i=t[0],a=t[t.length-1];i.isDash===a.isDash&&(i.left=a.left-this.width,a.right=i.right+this.width);for(var o=this.width*this.nextRow,s=0,l=t[s],u=0;u<this.width;u++){u/l.right>1&&(l=t[++s]);var c=Math.abs(u-l.left),f=Math.abs(u-l.right),h=Math.min(c,f),p=l.isDash?h:-h;this.data[o+u]=Math.max(0,Math.min(255,p+128))}},k.prototype.addDash=function(e,r){var n=r?7:0,i=2*n+1;if(this.nextRow+i>this.height)return t.warnOnce(\"LineAtlas out of space\"),null;for(var a=0,o=0;o<e.length;o++)a+=e[o];if(0!==a){var s=this.width/a,l=this.getDashRanges(e,this.width,s);r?this.addRoundDash(l,s,n):this.addRegularDash(l)}var u={y:(this.nextRow+n+.5)/this.height,height:2*n/this.height,width:a};return this.nextRow+=i,this.dirty=!0,u},k.prototype.bind=function(t){var e=t.gl;this.texture?(e.bindTexture(e.TEXTURE_2D,this.texture),this.dirty&&(this.dirty=!1,e.texSubImage2D(e.TEXTURE_2D,0,0,0,this.width,this.height,e.ALPHA,e.UNSIGNED_BYTE,this.data))):(this.texture=e.createTexture(),e.bindTexture(e.TEXTURE_2D,this.texture),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_S,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_T,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,e.LINEAR),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,e.LINEAR),e.texImage2D(e.TEXTURE_2D,0,e.ALPHA,this.width,this.height,0,e.ALPHA,e.UNSIGNED_BYTE,this.data))};var A=function e(r,n){this.workerPool=r,this.actors=[],this.currentActor=0,this.id=t.uniqueId();for(var i=this.workerPool.acquire(this.id),a=0;a<i.length;a++){var o=i[a],s=new e.Actor(o,n,this.id);s.name=\"Worker \"+a,this.actors.push(s)}};function M(e,r,n){var i=function(i,a){if(i)return n(i);if(a){var o=t.pick(t.extend(a,e),[\"tiles\",\"minzoom\",\"maxzoom\",\"attribution\",\"mapbox_logo\",\"bounds\",\"scheme\",\"tileSize\",\"encoding\"]);a.vector_layers&&(o.vectorLayers=a.vector_layers,o.vectorLayerIds=o.vectorLayers.map((function(t){return t.id}))),o.tiles=r.canonicalizeTileset(o,e.url),n(null,o)}};return e.url?t.getJSON(r.transformRequest(r.normalizeSourceURL(e.url),t.ResourceType.Source),i):t.browser.frame((function(){return i(null,e)}))}A.prototype.broadcast=function(e,r,n){n=n||function(){},t.asyncAll(this.actors,(function(t,n){t.send(e,r,n)}),n)},A.prototype.getActor=function(){return this.currentActor=(this.currentActor+1)%this.actors.length,this.actors[this.currentActor]},A.prototype.remove=function(){this.actors.forEach((function(t){t.remove()})),this.actors=[],this.workerPool.release(this.id)},A.Actor=t.Actor;var S=function(e,r,n){this.bounds=t.LngLatBounds.convert(this.validateBounds(e)),this.minzoom=r||0,this.maxzoom=n||24};S.prototype.validateBounds=function(t){return Array.isArray(t)&&4===t.length?[Math.max(-180,t[0]),Math.max(-90,t[1]),Math.min(180,t[2]),Math.min(90,t[3])]:[-180,-90,180,90]},S.prototype.contains=function(e){var r=Math.pow(2,e.z),n=Math.floor(t.mercatorXfromLng(this.bounds.getWest())*r),i=Math.floor(t.mercatorYfromLat(this.bounds.getNorth())*r),a=Math.ceil(t.mercatorXfromLng(this.bounds.getEast())*r),o=Math.ceil(t.mercatorYfromLat(this.bounds.getSouth())*r);return e.x>=n&&e.x<a&&e.y>=i&&e.y<o};var E=function(e){function r(r,n,i,a){if(e.call(this),this.id=r,this.dispatcher=i,this.type=\"vector\",this.minzoom=0,this.maxzoom=22,this.scheme=\"xyz\",this.tileSize=512,this.reparseOverscaled=!0,this.isTileClipped=!0,this._loaded=!1,t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\",\"promoteId\"])),this._options=t.extend({type:\"vector\"},n),this._collectResourceTiming=n.collectResourceTiming,512!==this.tileSize)throw new Error(\"vector tile sources must have a tileSize of 512\");this.setEventedParent(a)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=M(this._options,this.map._requestManager,(function(r,n){e._tileJSONRequest=null,e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new S(n.bounds,e.minzoom,e.maxzoom)),t.postTurnstileEvent(n.tiles,e.map._requestManager._customAccessToken),t.postMapLoadEvent(n.tiles,e.map._getMapId(),e.map._requestManager._skuToken,e.map._requestManager._customAccessToken),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.hasTile=function(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setSourceProperty=function(t){this._tileJSONRequest&&this._tileJSONRequest.cancel(),t(),this.map.style.sourceCaches[this.id].clearTiles(),this.load()},r.prototype.setTiles=function(t){var e=this;return this.setSourceProperty((function(){e._options.tiles=t})),this},r.prototype.setUrl=function(t){var e=this;return this.setSourceProperty((function(){e.url=t,e._options.url=t})),this},r.prototype.onRemove=function(){this._tileJSONRequest&&(this._tileJSONRequest.cancel(),this._tileJSONRequest=null)},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.loadTile=function(e,r){var n=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme)),i={request:this.map._requestManager.transformRequest(n,t.ResourceType.Tile),uid:e.uid,tileID:e.tileID,zoom:e.tileID.overscaledZ,tileSize:this.tileSize*e.tileID.overscaleFactor(),type:this.type,source:this.id,pixelRatio:t.browser.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};function a(n,i){return delete e.request,e.aborted?r(null):n&&404!==n.status?r(n):(i&&i.resourceTiming&&(e.resourceTiming=i.resourceTiming),this.map._refreshExpiredTiles&&i&&e.setExpiryData(i),e.loadVectorData(i,this.map.painter),t.cacheEntryPossiblyAdded(this.dispatcher),r(null),void(e.reloadCallback&&(this.loadTile(e,e.reloadCallback),e.reloadCallback=null)))}i.request.collectResourceTiming=this._collectResourceTiming,e.actor&&\"expired\"!==e.state?\"loading\"===e.state?e.reloadCallback=r:e.request=e.actor.send(\"reloadTile\",i,a.bind(this)):(e.actor=this.dispatcher.getActor(),e.request=e.actor.send(\"loadTile\",i,a.bind(this)))},r.prototype.abortTile=function(t){t.request&&(t.request.cancel(),delete t.request),t.actor&&t.actor.send(\"abortTile\",{uid:t.uid,type:this.type,source:this.id},void 0)},r.prototype.unloadTile=function(t){t.unloadVectorData(),t.actor&&t.actor.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id},void 0)},r.prototype.hasTransition=function(){return!1},r}(t.Evented),L=function(e){function r(r,n,i,a){e.call(this),this.id=r,this.dispatcher=i,this.setEventedParent(a),this.type=\"raster\",this.minzoom=0,this.maxzoom=22,this.roundZoom=!0,this.scheme=\"xyz\",this.tileSize=512,this._loaded=!1,this._options=t.extend({type:\"raster\"},n),t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\"]))}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=M(this._options,this.map._requestManager,(function(r,n){e._tileJSONRequest=null,e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new S(n.bounds,e.minzoom,e.maxzoom)),t.postTurnstileEvent(n.tiles),t.postMapLoadEvent(n.tiles,e.map._getMapId(),e.map._requestManager._skuToken),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.onRemove=function(){this._tileJSONRequest&&(this._tileJSONRequest.cancel(),this._tileJSONRequest=null)},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.hasTile=function(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)},r.prototype.loadTile=function(e,r){var n=this,i=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme),this.tileSize);e.request=t.getImage(this.map._requestManager.transformRequest(i,t.ResourceType.Tile),(function(i,a){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(i)e.state=\"errored\",r(i);else if(a){n.map._refreshExpiredTiles&&e.setExpiryData(a),delete a.cacheControl,delete a.expires;var o=n.map.painter.context,s=o.gl;e.texture=n.map.painter.getTileTexture(a.width),e.texture?e.texture.update(a,{useMipmap:!0}):(e.texture=new t.Texture(o,a,s.RGBA,{useMipmap:!0}),e.texture.bind(s.LINEAR,s.CLAMP_TO_EDGE,s.LINEAR_MIPMAP_NEAREST),o.extTextureFilterAnisotropic&&s.texParameterf(s.TEXTURE_2D,o.extTextureFilterAnisotropic.TEXTURE_MAX_ANISOTROPY_EXT,o.extTextureFilterAnisotropicMax)),e.state=\"loaded\",t.cacheEntryPossiblyAdded(n.dispatcher),r(null)}}))},r.prototype.abortTile=function(t,e){t.request&&(t.request.cancel(),delete t.request),e()},r.prototype.unloadTile=function(t,e){t.texture&&this.map.painter.saveTileTexture(t.texture),e()},r.prototype.hasTransition=function(){return!1},r}(t.Evented),C=function(e){function r(r,n,i,a){e.call(this,r,n,i,a),this.type=\"raster-dem\",this.maxzoom=22,this._options=t.extend({type:\"raster-dem\"},n),this.encoding=n.encoding||\"mapbox\"}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.serialize=function(){return{type:\"raster-dem\",url:this.url,tileSize:this.tileSize,tiles:this.tiles,bounds:this.bounds,encoding:this.encoding}},r.prototype.loadTile=function(e,r){var n=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme),this.tileSize);function i(t,n){t&&(e.state=\"errored\",r(t)),n&&(e.dem=n,e.needsHillshadePrepare=!0,e.state=\"loaded\",r(null))}e.request=t.getImage(this.map._requestManager.transformRequest(n,t.ResourceType.Tile),function(n,a){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(n)e.state=\"errored\",r(n);else if(a){this.map._refreshExpiredTiles&&e.setExpiryData(a),delete a.cacheControl,delete a.expires;var o=t.window.ImageBitmap&&a instanceof t.window.ImageBitmap&&t.offscreenCanvasSupported()?a:t.browser.getImageData(a,1),s={uid:e.uid,coord:e.tileID,source:this.id,rawImageData:o,encoding:this.encoding};e.actor&&\"expired\"!==e.state||(e.actor=this.dispatcher.getActor(),e.actor.send(\"loadDEMTile\",s,i.bind(this)))}}.bind(this)),e.neighboringTiles=this._getNeighboringTiles(e.tileID)},r.prototype._getNeighboringTiles=function(e){var r=e.canonical,n=Math.pow(2,r.z),i=(r.x-1+n)%n,a=0===r.x?e.wrap-1:e.wrap,o=(r.x+1+n)%n,s=r.x+1===n?e.wrap+1:e.wrap,l={};return l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y).key]={backfilled:!1},r.y>0&&(l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y-1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,e.wrap,r.z,r.x,r.y-1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y-1).key]={backfilled:!1}),r.y+1<n&&(l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y+1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,e.wrap,r.z,r.x,r.y+1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y+1).key]={backfilled:!1}),l},r.prototype.unloadTile=function(t){t.demTexture&&this.map.painter.saveTileTexture(t.demTexture),t.fbo&&(t.fbo.destroy(),delete t.fbo),t.dem&&delete t.dem,delete t.neighboringTiles,t.state=\"unloaded\",t.actor&&t.actor.send(\"removeDEMTile\",{uid:t.uid,source:this.id})},r}(L),P=function(e){function r(r,n,i,a){e.call(this),this.id=r,this.type=\"geojson\",this.minzoom=0,this.maxzoom=18,this.tileSize=512,this.isTileClipped=!0,this.reparseOverscaled=!0,this._removed=!1,this._loaded=!1,this.actor=i.getActor(),this.setEventedParent(a),this._data=n.data,this._options=t.extend({},n),this._collectResourceTiming=n.collectResourceTiming,this._resourceTiming=[],void 0!==n.maxzoom&&(this.maxzoom=n.maxzoom),n.type&&(this.type=n.type),n.attribution&&(this.attribution=n.attribution),this.promoteId=n.promoteId;var o=t.EXTENT/this.tileSize;this.workerOptions=t.extend({source:this.id,cluster:n.cluster||!1,geojsonVtOptions:{buffer:(void 0!==n.buffer?n.buffer:128)*o,tolerance:(void 0!==n.tolerance?n.tolerance:.375)*o,extent:t.EXTENT,maxZoom:this.maxzoom,lineMetrics:n.lineMetrics||!1,generateId:n.generateId||!1},superclusterOptions:{maxZoom:void 0!==n.clusterMaxZoom?Math.min(n.clusterMaxZoom,this.maxzoom-1):this.maxzoom-1,minPoints:Math.max(2,n.clusterMinPoints||2),extent:t.EXTENT,radius:(n.clusterRadius||50)*o,log:!1,generateId:n.generateId||!1},clusterProperties:n.clusterProperties,filter:n.filter},n.workerOptions)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._updateWorkerData((function(r){if(r)e.fire(new t.ErrorEvent(r));else{var n={dataType:\"source\",sourceDataType:\"metadata\"};e._collectResourceTiming&&e._resourceTiming&&e._resourceTiming.length>0&&(n.resourceTiming=e._resourceTiming,e._resourceTiming=[]),e.fire(new t.Event(\"data\",n))}}))},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setData=function(e){var r=this;return this._data=e,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._updateWorkerData((function(e){if(e)r.fire(new t.ErrorEvent(e));else{var n={dataType:\"source\",sourceDataType:\"content\"};r._collectResourceTiming&&r._resourceTiming&&r._resourceTiming.length>0&&(n.resourceTiming=r._resourceTiming,r._resourceTiming=[]),r.fire(new t.Event(\"data\",n))}})),this},r.prototype.getClusterExpansionZoom=function(t,e){return this.actor.send(\"geojson.getClusterExpansionZoom\",{clusterId:t,source:this.id},e),this},r.prototype.getClusterChildren=function(t,e){return this.actor.send(\"geojson.getClusterChildren\",{clusterId:t,source:this.id},e),this},r.prototype.getClusterLeaves=function(t,e,r,n){return this.actor.send(\"geojson.getClusterLeaves\",{source:this.id,clusterId:t,limit:e,offset:r},n),this},r.prototype._updateWorkerData=function(e){var r=this;this._loaded=!1;var n=t.extend({},this.workerOptions),i=this._data;\"string\"==typeof i?(n.request=this.map._requestManager.transformRequest(t.browser.resolveURL(i),t.ResourceType.Source),n.request.collectResourceTiming=this._collectResourceTiming):n.data=JSON.stringify(i),this.actor.send(this.type+\".loadData\",n,(function(t,i){r._removed||i&&i.abandoned||(r._loaded=!0,i&&i.resourceTiming&&i.resourceTiming[r.id]&&(r._resourceTiming=i.resourceTiming[r.id].slice(0)),r.actor.send(r.type+\".coalesce\",{source:n.source},null),e(t))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.loadTile=function(e,r){var n=this,i=e.actor?\"reloadTile\":\"loadTile\";e.actor=this.actor;var a={type:this.type,uid:e.uid,tileID:e.tileID,zoom:e.tileID.overscaledZ,maxZoom:this.maxzoom,tileSize:this.tileSize,source:this.id,pixelRatio:t.browser.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};e.request=this.actor.send(i,a,(function(t,a){return delete e.request,e.unloadVectorData(),e.aborted?r(null):t?r(t):(e.loadVectorData(a,n.map.painter,\"reloadTile\"===i),r(null))}))},r.prototype.abortTile=function(t){t.request&&(t.request.cancel(),delete t.request),t.aborted=!0},r.prototype.unloadTile=function(t){t.unloadVectorData(),this.actor.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id})},r.prototype.onRemove=function(){this._removed=!0,this.actor.send(\"removeSource\",{type:this.type,source:this.id})},r.prototype.serialize=function(){return t.extend({},this._options,{type:this.type,data:this._data})},r.prototype.hasTransition=function(){return!1},r}(t.Evented),O=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2},{name:\"a_texture_pos\",type:\"Int16\",components:2}]),I=function(e){function r(t,r,n,i){e.call(this),this.id=t,this.dispatcher=n,this.coordinates=r.coordinates,this.type=\"image\",this.minzoom=0,this.maxzoom=22,this.tileSize=512,this.tiles={},this._loaded=!1,this.setEventedParent(i),this.options=r}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(e,r){var n=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this.url=this.options.url,t.getImage(this.map._requestManager.transformRequest(this.url,t.ResourceType.Image),(function(i,a){n._loaded=!0,i?n.fire(new t.ErrorEvent(i)):a&&(n.image=a,e&&(n.coordinates=e),r&&r(),n._finishLoading())}))},r.prototype.loaded=function(){return this._loaded},r.prototype.updateImage=function(t){var e=this;return this.image&&t.url?(this.options.url=t.url,this.load(t.coordinates,(function(){e.texture=null})),this):this},r.prototype._finishLoading=function(){this.map&&(this.setCoordinates(this.coordinates),this.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})))},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setCoordinates=function(e){var r=this;this.coordinates=e;var n=e.map(t.MercatorCoordinate.fromLngLat);this.tileID=function(e){for(var r=1/0,n=1/0,i=-1/0,a=-1/0,o=0,s=e;o<s.length;o+=1){var l=s[o];r=Math.min(r,l.x),n=Math.min(n,l.y),i=Math.max(i,l.x),a=Math.max(a,l.y)}var u=i-r,c=a-n,f=Math.max(u,c),h=Math.max(0,Math.floor(-Math.log(f)/Math.LN2)),p=Math.pow(2,h);return new t.CanonicalTileID(h,Math.floor((r+i)/2*p),Math.floor((n+a)/2*p))}(n),this.minzoom=this.maxzoom=this.tileID.z;var i=n.map((function(t){return r.tileID.getTilePoint(t)._round()}));return this._boundsArray=new t.StructArrayLayout4i8,this._boundsArray.emplaceBack(i[0].x,i[0].y,0,0),this._boundsArray.emplaceBack(i[1].x,i[1].y,t.EXTENT,0),this._boundsArray.emplaceBack(i[3].x,i[3].y,0,t.EXTENT),this._boundsArray.emplaceBack(i[2].x,i[2].y,t.EXTENT,t.EXTENT),this.boundsBuffer&&(this.boundsBuffer.destroy(),delete this.boundsBuffer),this.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})),this},r.prototype.prepare=function(){if(0!==Object.keys(this.tiles).length&&this.image){var e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,O.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture||(this.texture=new t.Texture(e,this.image,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE)),this.tiles){var i=this.tiles[n];\"loaded\"!==i.state&&(i.state=\"loaded\",i.texture=this.texture)}}},r.prototype.loadTile=function(t,e){this.tileID&&this.tileID.equals(t.tileID.canonical)?(this.tiles[String(t.tileID.wrap)]=t,t.buckets={},e(null)):(t.state=\"errored\",e(null))},r.prototype.serialize=function(){return{type:\"image\",url:this.options.url,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return!1},r}(t.Evented);var D=function(e){function r(t,r,n,i){e.call(this,t,r,n,i),this.roundZoom=!0,this.type=\"video\",this.options=r}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1;var r=this.options;this.urls=[];for(var n=0,i=r.urls;n<i.length;n+=1){var a=i[n];this.urls.push(this.map._requestManager.transformRequest(a,t.ResourceType.Source).url)}t.getVideo(this.urls,(function(r,n){e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(e.video=n,e.video.loop=!0,e.video.addEventListener(\"playing\",(function(){e.map.triggerRepaint()})),e.map&&e.video.play(),e._finishLoading())}))},r.prototype.pause=function(){this.video&&this.video.pause()},r.prototype.play=function(){this.video&&this.video.play()},r.prototype.seek=function(e){if(this.video){var r=this.video.seekable;e<r.start(0)||e>r.end(0)?this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+this.id,null,\"Playback for this video can be set only between the \"+r.start(0)+\" and \"+r.end(0)+\"-second mark.\"))):this.video.currentTime=e}},r.prototype.getVideo=function(){return this.video},r.prototype.onAdd=function(t){this.map||(this.map=t,this.load(),this.video&&(this.video.play(),this.setCoordinates(this.coordinates)))},r.prototype.prepare=function(){if(!(0===Object.keys(this.tiles).length||this.video.readyState<2)){var e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,O.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture?this.video.paused||(this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE),r.texSubImage2D(r.TEXTURE_2D,0,0,0,r.RGBA,r.UNSIGNED_BYTE,this.video)):(this.texture=new t.Texture(e,this.video,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE)),this.tiles){var i=this.tiles[n];\"loaded\"!==i.state&&(i.state=\"loaded\",i.texture=this.texture)}}},r.prototype.serialize=function(){return{type:\"video\",urls:this.urls,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this.video&&!this.video.paused},r}(I),z=function(e){function r(r,n,i,a){e.call(this,r,n,i,a),n.coordinates?Array.isArray(n.coordinates)&&4===n.coordinates.length&&!n.coordinates.some((function(t){return!Array.isArray(t)||2!==t.length||t.some((function(t){return\"number\"!=typeof t}))}))||this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'\"coordinates\" property must be an array of 4 longitude/latitude array pairs'))):this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'missing required property \"coordinates\"'))),n.animate&&\"boolean\"!=typeof n.animate&&this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'optional \"animate\" property must be a boolean value'))),n.canvas?\"string\"==typeof n.canvas||n.canvas instanceof t.window.HTMLCanvasElement||this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'\"canvas\" must be either a string representing the ID of the canvas element from which to read, or an HTMLCanvasElement instance'))):this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'missing required property \"canvas\"'))),this.options=n,this.animate=void 0===n.animate||n.animate}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){this._loaded=!0,this.canvas||(this.canvas=this.options.canvas instanceof t.window.HTMLCanvasElement?this.options.canvas:t.window.document.getElementById(this.options.canvas)),this.width=this.canvas.width,this.height=this.canvas.height,this._hasInvalidDimensions()?this.fire(new t.ErrorEvent(new Error(\"Canvas dimensions cannot be less than or equal to zero.\"))):(this.play=function(){this._playing=!0,this.map.triggerRepaint()},this.pause=function(){this._playing&&(this.prepare(),this._playing=!1)},this._finishLoading())},r.prototype.getCanvas=function(){return this.canvas},r.prototype.onAdd=function(t){this.map=t,this.load(),this.canvas&&this.animate&&this.play()},r.prototype.onRemove=function(){this.pause()},r.prototype.prepare=function(){var e=!1;if(this.canvas.width!==this.width&&(this.width=this.canvas.width,e=!0),this.canvas.height!==this.height&&(this.height=this.canvas.height,e=!0),!this._hasInvalidDimensions()&&0!==Object.keys(this.tiles).length){var r=this.map.painter.context,n=r.gl;for(var i in this.boundsBuffer||(this.boundsBuffer=r.createVertexBuffer(this._boundsArray,O.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture?(e||this._playing)&&this.texture.update(this.canvas,{premultiply:!0}):this.texture=new t.Texture(r,this.canvas,n.RGBA,{premultiply:!0}),this.tiles){var a=this.tiles[i];\"loaded\"!==a.state&&(a.state=\"loaded\",a.texture=this.texture)}}},r.prototype.serialize=function(){return{type:\"canvas\",coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this._playing},r.prototype._hasInvalidDimensions=function(){for(var t=0,e=[this.canvas.width,this.canvas.height];t<e.length;t+=1){var r=e[t];if(isNaN(r)||r<=0)return!0}return!1},r}(I),R={vector:E,raster:L,\"raster-dem\":C,geojson:P,video:D,image:I,canvas:z};function F(e,r){var n=t.identity([]);return t.translate(n,n,[1,1,0]),t.scale(n,n,[.5*e.width,.5*e.height,1]),t.multiply(n,n,e.calculatePosMatrix(r.toUnwrapped()))}function B(t,e,r,n,i,a){var o=function(t,e,r){if(t)for(var n=0,i=t;n<i.length;n+=1){var a=e[i[n]];if(a&&a.source===r&&\"fill-extrusion\"===a.type)return!0}else for(var o in e){var s=e[o];if(s.source===r&&\"fill-extrusion\"===s.type)return!0}return!1}(i&&i.layers,e,t.id),s=a.maxPitchScaleFactor(),l=t.tilesIn(n,s,o);l.sort(N);for(var u=[],c=0,f=l;c<f.length;c+=1){var h=f[c];u.push({wrappedTileID:h.tileID.wrapped().key,queryResults:h.tile.queryRenderedFeatures(e,r,t._state,h.queryGeometry,h.cameraQueryGeometry,h.scale,i,a,s,F(t.transform,h.tileID))})}var p=function(t){for(var e={},r={},n=0,i=t;n<i.length;n+=1){var a=i[n],o=a.queryResults,s=a.wrappedTileID,l=r[s]=r[s]||{};for(var u in o)for(var 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Mt=function(t,e,r){this.func=t,this.mask=e,this.range=r};Mt.ReadOnly=!1,Mt.ReadWrite=!0,Mt.disabled=new Mt(519,Mt.ReadOnly,[0,1]);var St=7680,Et=function(t,e,r,n,i,a){this.test=t,this.ref=e,this.mask=r,this.fail=n,this.depthFail=i,this.pass=a};Et.disabled=new Et({func:519,mask:0},0,0,St,St,St);var Lt=function(t,e,r){this.blendFunction=t,this.blendColor=e,this.mask=r};Lt.Replace=[1,0],Lt.disabled=new Lt(Lt.Replace,t.Color.transparent,[!1,!1,!1,!1]),Lt.unblended=new Lt(Lt.Replace,t.Color.transparent,[!0,!0,!0,!0]),Lt.alphaBlended=new Lt([1,771],t.Color.transparent,[!0,!0,!0,!0]);var Ct=function(t,e,r){this.enable=t,this.mode=e,this.frontFace=r};Ct.disabled=new Ct(!1,1029,2305),Ct.backCCW=new Ct(!0,1029,2305);var Pt=function(t){this.gl=t,this.extVertexArrayObject=this.gl.getExtension(\"OES_vertex_array_object\"),this.clearColor=new G(this),this.clearDepth=new W(this),this.clearStencil=new Y(this),this.colorMask=new X(this),this.depthMask=new Z(this),this.stencilMask=new K(this),this.stencilFunc=new J(this),this.stencilOp=new $(this),this.stencilTest=new Q(this),this.depthRange=new tt(this),this.depthTest=new et(this),this.depthFunc=new rt(this),this.blend=new nt(this),this.blendFunc=new it(this),this.blendColor=new at(this),this.blendEquation=new ot(this),this.cullFace=new st(this),this.cullFaceSide=new lt(this),this.frontFace=new ut(this),this.program=new ct(this),this.activeTexture=new ft(this),this.viewport=new ht(this),this.bindFramebuffer=new pt(this),this.bindRenderbuffer=new dt(this),this.bindTexture=new vt(this),this.bindVertexBuffer=new gt(this),this.bindElementBuffer=new yt(this),this.bindVertexArrayOES=this.extVertexArrayObject&&new mt(this),this.pixelStoreUnpack=new xt(this),this.pixelStoreUnpackPremultiplyAlpha=new bt(this),this.pixelStoreUnpackFlipY=new _t(this),this.extTextureFilterAnisotropic=t.getExtension(\"EXT_texture_filter_anisotropic\")||t.getExtension(\"MOZ_EXT_texture_filter_anisotropic\")||t.getExtension(\"WEBKIT_EXT_texture_filter_anisotropic\"),this.extTextureFilterAnisotropic&&(this.extTextureFilterAnisotropicMax=t.getParameter(this.extTextureFilterAnisotropic.MAX_TEXTURE_MAX_ANISOTROPY_EXT)),this.extTextureHalfFloat=t.getExtension(\"OES_texture_half_float\"),this.extTextureHalfFloat&&(t.getExtension(\"OES_texture_half_float_linear\"),this.extRenderToTextureHalfFloat=t.getExtension(\"EXT_color_buffer_half_float\")),this.extTimerQuery=t.getExtension(\"EXT_disjoint_timer_query\"),this.maxTextureSize=t.getParameter(t.MAX_TEXTURE_SIZE)};Pt.prototype.setDefault=function(){this.unbindVAO(),this.clearColor.setDefault(),this.clearDepth.setDefault(),this.clearStencil.setDefault(),this.colorMask.setDefault(),this.depthMask.setDefault(),this.stencilMask.setDefault(),this.stencilFunc.setDefault(),this.stencilOp.setDefault(),this.stencilTest.setDefault(),this.depthRange.setDefault(),this.depthTest.setDefault(),this.depthFunc.setDefault(),this.blend.setDefault(),this.blendFunc.setDefault(),this.blendColor.setDefault(),this.blendEquation.setDefault(),this.cullFace.setDefault(),this.cullFaceSide.setDefault(),this.frontFace.setDefault(),this.program.setDefault(),this.activeTexture.setDefault(),this.bindFramebuffer.setDefault(),this.pixelStoreUnpack.setDefault(),this.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.pixelStoreUnpackFlipY.setDefault()},Pt.prototype.setDirty=function(){this.clearColor.dirty=!0,this.clearDepth.dirty=!0,this.clearStencil.dirty=!0,this.colorMask.dirty=!0,this.depthMask.dirty=!0,this.stencilMask.dirty=!0,this.stencilFunc.dirty=!0,this.stencilOp.dirty=!0,this.stencilTest.dirty=!0,this.depthRange.dirty=!0,this.depthTest.dirty=!0,this.depthFunc.dirty=!0,this.blend.dirty=!0,this.blendFunc.dirty=!0,this.blendColor.dirty=!0,this.blendEquation.dirty=!0,this.cullFace.dirty=!0,this.cullFaceSide.dirty=!0,this.frontFace.dirty=!0,this.program.dirty=!0,this.activeTexture.dirty=!0,this.viewport.dirty=!0,this.bindFramebuffer.dirty=!0,this.bindRenderbuffer.dirty=!0,this.bindTexture.dirty=!0,this.bindVertexBuffer.dirty=!0,this.bindElementBuffer.dirty=!0,this.extVertexArrayObject&&(this.bindVertexArrayOES.dirty=!0),this.pixelStoreUnpack.dirty=!0,this.pixelStoreUnpackPremultiplyAlpha.dirty=!0,this.pixelStoreUnpackFlipY.dirty=!0},Pt.prototype.createIndexBuffer=function(t,e){return new U(this,t,e)},Pt.prototype.createVertexBuffer=function(t,e,r){return new q(this,t,e,r)},Pt.prototype.createRenderbuffer=function(t,e,r){var n=this.gl,i=n.createRenderbuffer();return this.bindRenderbuffer.set(i),n.renderbufferStorage(n.RENDERBUFFER,t,e,r),this.bindRenderbuffer.set(null),i},Pt.prototype.createFramebuffer=function(t,e,r){return new At(this,t,e,r)},Pt.prototype.clear=function(t){var e=t.color,r=t.depth,n=this.gl,i=0;e&&(i|=n.COLOR_BUFFER_BIT,this.clearColor.set(e),this.colorMask.set([!0,!0,!0,!0])),void 0!==r&&(i|=n.DEPTH_BUFFER_BIT,this.depthRange.set([0,1]),this.clearDepth.set(r),this.depthMask.set(!0)),n.clear(i)},Pt.prototype.setCullFace=function(t){!1===t.enable?this.cullFace.set(!1):(this.cullFace.set(!0),this.cullFaceSide.set(t.mode),this.frontFace.set(t.frontFace))},Pt.prototype.setDepthMode=function(t){t.func!==this.gl.ALWAYS||t.mask?(this.depthTest.set(!0),this.depthFunc.set(t.func),this.depthMask.set(t.mask),this.depthRange.set(t.range)):this.depthTest.set(!1)},Pt.prototype.setStencilMode=function(t){t.test.func!==this.gl.ALWAYS||t.mask?(this.stencilTest.set(!0),this.stencilMask.set(t.mask),this.stencilOp.set([t.fail,t.depthFail,t.pass]),this.stencilFunc.set({func:t.test.func,ref:t.ref,mask:t.test.mask})):this.stencilTest.set(!1)},Pt.prototype.setColorMode=function(e){t.deepEqual(e.blendFunction,Lt.Replace)?this.blend.set(!1):(this.blend.set(!0),this.blendFunc.set(e.blendFunction),this.blendColor.set(e.blendColor)),this.colorMask.set(e.mask)},Pt.prototype.unbindVAO=function(){this.extVertexArrayObject&&this.bindVertexArrayOES.set(null)};var Ot=function(e){function r(r,n,i){var a=this;e.call(this),this.id=r,this.dispatcher=i,this.on(\"data\",(function(t){\"source\"===t.dataType&&\"metadata\"===t.sourceDataType&&(a._sourceLoaded=!0),a._sourceLoaded&&!a._paused&&\"source\"===t.dataType&&\"content\"===t.sourceDataType&&(a.reload(),a.transform&&a.update(a.transform))})),this.on(\"error\",(function(){a._sourceErrored=!0})),this._source=function(e,r,n,i){var a=new R[r.type](e,r,n,i);if(a.id!==e)throw new Error(\"Expected Source id to be \"+e+\" instead of \"+a.id);return t.bindAll([\"load\",\"abort\",\"unload\",\"serialize\",\"prepare\"],a),a}(r,n,i,this),this._tiles={},this._cache=new j(0,this._unloadTile.bind(this)),this._timers={},this._cacheTimers={},this._maxTileCacheSize=null,this._loadedParentTiles={},this._coveredTiles={},this._state=new t.SourceFeatureState}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.onAdd=function(t){this.map=t,this._maxTileCacheSize=t?t._maxTileCacheSize:null,this._source&&this._source.onAdd&&this._source.onAdd(t)},r.prototype.onRemove=function(t){this._source&&this._source.onRemove&&this._source.onRemove(t)},r.prototype.loaded=function(){if(this._sourceErrored)return!0;if(!this._sourceLoaded)return!1;if(!this._source.loaded())return!1;for(var t in this._tiles){var e=this._tiles[t];if(\"loaded\"!==e.state&&\"errored\"!==e.state)return!1}return!0},r.prototype.getSource=function(){return this._source},r.prototype.pause=function(){this._paused=!0},r.prototype.resume=function(){if(this._paused){var t=this._shouldReloadOnResume;this._paused=!1,this._shouldReloadOnResume=!1,t&&this.reload(),this.transform&&this.update(this.transform)}},r.prototype._loadTile=function(t,e){return this._source.loadTile(t,e)},r.prototype._unloadTile=function(t){if(this._source.unloadTile)return this._source.unloadTile(t,(function(){}))},r.prototype._abortTile=function(t){if(this._source.abortTile)return this._source.abortTile(t,(function(){}))},r.prototype.serialize=function(){return this._source.serialize()},r.prototype.prepare=function(t){for(var e in this._source.prepare&&this._source.prepare(),this._state.coalesceChanges(this._tiles,this.map?this.map.painter:null),this._tiles){var r=this._tiles[e];r.upload(t),r.prepare(this.map.style.imageManager)}},r.prototype.getIds=function(){return t.values(this._tiles).map((function(t){return t.tileID})).sort(It).map((function(t){return t.key}))},r.prototype.getRenderableIds=function(e){var r=this,n=[];for(var i in this._tiles)this._isIdRenderable(i,e)&&n.push(this._tiles[i]);return e?n.sort((function(e,n){var i=e.tileID,a=n.tileID,o=new t.Point(i.canonical.x,i.canonical.y)._rotate(r.transform.angle),s=new t.Point(a.canonical.x,a.canonical.y)._rotate(r.transform.angle);return i.overscaledZ-a.overscaledZ||s.y-o.y||s.x-o.x})).map((function(t){return t.tileID.key})):n.map((function(t){return t.tileID})).sort(It).map((function(t){return t.key}))},r.prototype.hasRenderableParent=function(t){var e=this.findLoadedParent(t,0);return!!e&&this._isIdRenderable(e.tileID.key)},r.prototype._isIdRenderable=function(t,e){return this._tiles[t]&&this._tiles[t].hasData()&&!this._coveredTiles[t]&&(e||!this._tiles[t].holdingForFade())},r.prototype.reload=function(){if(this._paused)this._shouldReloadOnResume=!0;else for(var t in this._cache.reset(),this._tiles)\"errored\"!==this._tiles[t].state&&this._reloadTile(t,\"reloading\")},r.prototype._reloadTile=function(t,e){var r=this._tiles[t];r&&(\"loading\"!==r.state&&(r.state=e),this._loadTile(r,this._tileLoaded.bind(this,r,t,e)))},r.prototype._tileLoaded=function(e,r,n,i){if(i)return e.state=\"errored\",void(404!==i.status?this._source.fire(new t.ErrorEvent(i,{tile:e})):this.update(this.transform));e.timeAdded=t.browser.now(),\"expired\"===n&&(e.refreshedUponExpiration=!0),this._setTileReloadTimer(r,e),\"raster-dem\"===this.getSource().type&&e.dem&&this._backfillDEM(e),this._state.initializeTileState(e,this.map?this.map.painter:null),this._source.fire(new t.Event(\"data\",{dataType:\"source\",tile:e,coord:e.tileID}))},r.prototype._backfillDEM=function(t){for(var e=this.getRenderableIds(),r=0;r<e.length;r++){var n=e[r];if(t.neighboringTiles&&t.neighboringTiles[n]){var i=this.getTileByID(n);a(t,i),a(i,t)}}function a(t,e){t.needsHillshadePrepare=!0;var r=e.tileID.canonical.x-t.tileID.canonical.x,n=e.tileID.canonical.y-t.tileID.canonical.y,i=Math.pow(2,t.tileID.canonical.z),a=e.tileID.key;0===r&&0===n||Math.abs(n)>1||(Math.abs(r)>1&&(1===Math.abs(r+i)?r+=i:1===Math.abs(r-i)&&(r-=i)),e.dem&&t.dem&&(t.dem.backfillBorder(e.dem,r,n),t.neighboringTiles&&t.neighboringTiles[a]&&(t.neighboringTiles[a].backfilled=!0)))}},r.prototype.getTile=function(t){return this.getTileByID(t.key)},r.prototype.getTileByID=function(t){return this._tiles[t]},r.prototype._retainLoadedChildren=function(t,e,r,n){for(var i in this._tiles){var a=this._tiles[i];if(!(n[i]||!a.hasData()||a.tileID.overscaledZ<=e||a.tileID.overscaledZ>r)){for(var o=a.tileID;a&&a.tileID.overscaledZ>e+1;){var s=a.tileID.scaledTo(a.tileID.overscaledZ-1);(a=this._tiles[s.key])&&a.hasData()&&(o=s)}for(var l=o;l.overscaledZ>e;)if(t[(l=l.scaledTo(l.overscaledZ-1)).key]){n[o.key]=o;break}}}},r.prototype.findLoadedParent=function(t,e){if(t.key in this._loadedParentTiles){var r=this._loadedParentTiles[t.key];return r&&r.tileID.overscaledZ>=e?r:null}for(var n=t.overscaledZ-1;n>=e;n--){var i=t.scaledTo(n),a=this._getLoadedTile(i);if(a)return a}},r.prototype._getLoadedTile=function(t){var e=this._tiles[t.key];return e&&e.hasData()?e:this._cache.getByKey(t.wrapped().key)},r.prototype.updateCacheSize=function(t){var e=(Math.ceil(t.width/this._source.tileSize)+1)*(Math.ceil(t.height/this._source.tileSize)+1),r=Math.floor(5*e),n=\"number\"==typeof this._maxTileCacheSize?Math.min(this._maxTileCacheSize,r):r;this._cache.setMaxSize(n)},r.prototype.handleWrapJump=function(t){var e=(t-(void 0===this._prevLng?t:this._prevLng))/360,r=Math.round(e);if(this._prevLng=t,r){var n={};for(var i in this._tiles){var a=this._tiles[i];a.tileID=a.tileID.unwrapTo(a.tileID.wrap+r),n[a.tileID.key]=a}for(var o in this._tiles=n,this._timers)clearTimeout(this._timers[o]),delete this._timers[o];for(var s in this._tiles){var l=this._tiles[s];this._setTileReloadTimer(s,l)}}},r.prototype.update=function(e){var n=this;if(this.transform=e,this._sourceLoaded&&!this._paused){var i;this.updateCacheSize(e),this.handleWrapJump(this.transform.center.lng),this._coveredTiles={},this.used?this._source.tileID?i=e.getVisibleUnwrappedCoordinates(this._source.tileID).map((function(e){return new t.OverscaledTileID(e.canonical.z,e.wrap,e.canonical.z,e.canonical.x,e.canonical.y)})):(i=e.coveringTiles({tileSize:this._source.tileSize,minzoom:this._source.minzoom,maxzoom:this._source.maxzoom,roundZoom:this._source.roundZoom,reparseOverscaled:this._source.reparseOverscaled}),this._source.hasTile&&(i=i.filter((function(t){return n._source.hasTile(t)})))):i=[];var a=e.coveringZoomLevel(this._source),o=Math.max(a-r.maxOverzooming,this._source.minzoom),s=Math.max(a+r.maxUnderzooming,this._source.minzoom),l=this._updateRetainedTiles(i,a);if(Dt(this._source.type)){for(var u={},c={},f=0,h=Object.keys(l);f<h.length;f+=1){var p=h[f],d=l[p],v=this._tiles[p];if(v&&!(v.fadeEndTime&&v.fadeEndTime<=t.browser.now())){var g=this.findLoadedParent(d,o);g&&(this._addTile(g.tileID),u[g.tileID.key]=g.tileID),c[p]=d}}for(var y in this._retainLoadedChildren(c,a,s,l),u)l[y]||(this._coveredTiles[y]=!0,l[y]=u[y])}for(var m in l)this._tiles[m].clearFadeHold();for(var x=0,b=t.keysDifference(this._tiles,l);x<b.length;x+=1){var _=b[x],w=this._tiles[_];w.hasSymbolBuckets&&!w.holdingForFade()?w.setHoldDuration(this.map._fadeDuration):w.hasSymbolBuckets&&!w.symbolFadeFinished()||this._removeTile(_)}this._updateLoadedParentTileCache()}},r.prototype.releaseSymbolFadeTiles=function(){for(var t in this._tiles)this._tiles[t].holdingForFade()&&this._removeTile(t)},r.prototype._updateRetainedTiles=function(t,e){for(var n={},i={},a=Math.max(e-r.maxOverzooming,this._source.minzoom),o=Math.max(e+r.maxUnderzooming,this._source.minzoom),s={},l=0,u=t;l<u.length;l+=1){var c=u[l],f=this._addTile(c);n[c.key]=c,f.hasData()||e<this._source.maxzoom&&(s[c.key]=c)}this._retainLoadedChildren(s,e,o,n);for(var h=0,p=t;h<p.length;h+=1){var d=p[h],v=this._tiles[d.key];if(!v.hasData()){if(e+1>this._source.maxzoom){var g=d.children(this._source.maxzoom)[0],y=this.getTile(g);if(y&&y.hasData()){n[g.key]=g;continue}}else{var m=d.children(this._source.maxzoom);if(n[m[0].key]&&n[m[1].key]&&n[m[2].key]&&n[m[3].key])continue}for(var x=v.wasRequested(),b=d.overscaledZ-1;b>=a;--b){var _=d.scaledTo(b);if(i[_.key])break;if(i[_.key]=!0,!(v=this.getTile(_))&&x&&(v=this._addTile(_)),v&&(n[_.key]=_,x=v.wasRequested(),v.hasData()))break}}}return n},r.prototype._updateLoadedParentTileCache=function(){for(var t in this._loadedParentTiles={},this._tiles){for(var e=[],r=void 0,n=this._tiles[t].tileID;n.overscaledZ>0;){if(n.key in this._loadedParentTiles){r=this._loadedParentTiles[n.key];break}e.push(n.key);var i=n.scaledTo(n.overscaledZ-1);if(r=this._getLoadedTile(i))break;n=i}for(var a=0,o=e;a<o.length;a+=1){var s=o[a];this._loadedParentTiles[s]=r}}},r.prototype._addTile=function(e){var r=this._tiles[e.key];if(r)return r;(r=this._cache.getAndRemove(e))&&(this._setTileReloadTimer(e.key,r),r.tileID=e,this._state.initializeTileState(r,this.map?this.map.painter:null),this._cacheTimers[e.key]&&(clearTimeout(this._cacheTimers[e.key]),delete this._cacheTimers[e.key],this._setTileReloadTimer(e.key,r)));var n=Boolean(r);return n||(r=new t.Tile(e,this._source.tileSize*e.overscaleFactor()),this._loadTile(r,this._tileLoaded.bind(this,r,e.key,r.state))),r?(r.uses++,this._tiles[e.key]=r,n||this._source.fire(new t.Event(\"dataloading\",{tile:r,coord:r.tileID,dataType:\"source\"})),r):null},r.prototype._setTileReloadTimer=function(t,e){var r=this;t in this._timers&&(clearTimeout(this._timers[t]),delete this._timers[t]);var n=e.getExpiryTimeout();n&&(this._timers[t]=setTimeout((function(){r._reloadTile(t,\"expired\"),delete r._timers[t]}),n))},r.prototype._removeTile=function(t){var e=this._tiles[t];e&&(e.uses--,delete this._tiles[t],this._timers[t]&&(clearTimeout(this._timers[t]),delete this._timers[t]),e.uses>0||(e.hasData()&&\"reloading\"!==e.state?this._cache.add(e.tileID,e,e.getExpiryTimeout()):(e.aborted=!0,this._abortTile(e),this._unloadTile(e))))},r.prototype.clearTiles=function(){for(var t in this._shouldReloadOnResume=!1,this._paused=!1,this._tiles)this._removeTile(t);this._cache.reset()},r.prototype.tilesIn=function(e,r,n){var i=this,a=[],o=this.transform;if(!o)return a;for(var s=n?o.getCameraQueryGeometry(e):e,l=e.map((function(t){return o.pointCoordinate(t)})),u=s.map((function(t){return o.pointCoordinate(t)})),c=this.getIds(),f=1/0,h=1/0,p=-1/0,d=-1/0,v=0,g=u;v<g.length;v+=1){var y=g[v];f=Math.min(f,y.x),h=Math.min(h,y.y),p=Math.max(p,y.x),d=Math.max(d,y.y)}for(var m=function(e){var n=i._tiles[c[e]];if(!n.holdingForFade()){var s=n.tileID,v=Math.pow(2,o.zoom-n.tileID.overscaledZ),g=r*n.queryPadding*t.EXTENT/n.tileSize/v,y=[s.getTilePoint(new t.MercatorCoordinate(f,h)),s.getTilePoint(new t.MercatorCoordinate(p,d))];if(y[0].x-g<t.EXTENT&&y[0].y-g<t.EXTENT&&y[1].x+g>=0&&y[1].y+g>=0){var m=l.map((function(t){return s.getTilePoint(t)})),x=u.map((function(t){return s.getTilePoint(t)}));a.push({tile:n,tileID:s,queryGeometry:m,cameraQueryGeometry:x,scale:v})}}},x=0;x<c.length;x++)m(x);return a},r.prototype.getVisibleCoordinates=function(t){for(var e=this,r=this.getRenderableIds(t).map((function(t){return e._tiles[t].tileID})),n=0,i=r;n<i.length;n+=1){var a=i[n];a.posMatrix=this.transform.calculatePosMatrix(a.toUnwrapped())}return r},r.prototype.hasTransition=function(){if(this._source.hasTransition())return!0;if(Dt(this._source.type))for(var e in this._tiles){var r=this._tiles[e];if(void 0!==r.fadeEndTime&&r.fadeEndTime>=t.browser.now())return!0}return!1},r.prototype.setFeatureState=function(t,e,r){t=t||\"_geojsonTileLayer\",this._state.updateState(t,e,r)},r.prototype.removeFeatureState=function(t,e,r){t=t||\"_geojsonTileLayer\",this._state.removeFeatureState(t,e,r)},r.prototype.getFeatureState=function(t,e){return t=t||\"_geojsonTileLayer\",this._state.getState(t,e)},r.prototype.setDependencies=function(t,e,r){var n=this._tiles[t];n&&n.setDependencies(e,r)},r.prototype.reloadTilesForDependencies=function(t,e){for(var r in this._tiles)this._tiles[r].hasDependency(t,e)&&this._reloadTile(r,\"reloading\");this._cache.filter((function(r){return!r.hasDependency(t,e)}))},r}(t.Evented);function It(t,e){var r=Math.abs(2*t.wrap)-+(t.wrap<0),n=Math.abs(2*e.wrap)-+(e.wrap<0);return t.overscaledZ-e.overscaledZ||n-r||e.canonical.y-t.canonical.y||e.canonical.x-t.canonical.x}function Dt(t){return\"raster\"===t||\"image\"===t||\"video\"===t}function zt(){return new t.window.Worker(oa.workerUrl)}Ot.maxOverzooming=10,Ot.maxUnderzooming=3;var Rt=\"mapboxgl_preloaded_worker_pool\",Ft=function(){this.active={}};Ft.prototype.acquire=function(t){if(!this.workers)for(this.workers=[];this.workers.length<Ft.workerCount;)this.workers.push(new zt);return this.active[t]=!0,this.workers.slice()},Ft.prototype.release=function(t){delete this.active[t],0===this.numActive()&&(this.workers.forEach((function(t){t.terminate()})),this.workers=null)},Ft.prototype.isPreloaded=function(){return!!this.active[Rt]},Ft.prototype.numActive=function(){return Object.keys(this.active).length};var Bt,Nt=Math.floor(t.browser.hardwareConcurrency/2);function jt(){return Bt||(Bt=new Ft),Bt}function Ut(e,r){var n={};for(var i in e)\"ref\"!==i&&(n[i]=e[i]);return t.refProperties.forEach((function(t){t in r&&(n[t]=r[t])})),n}function Vt(t){t=t.slice();for(var e=Object.create(null),r=0;r<t.length;r++)e[t[r].id]=t[r];for(var n=0;n<t.length;n++)\"ref\"in t[n]&&(t[n]=Ut(t[n],e[t[n].ref]));return t}Ft.workerCount=Math.max(Math.min(Nt,6),1);var qt={setStyle:\"setStyle\",addLayer:\"addLayer\",removeLayer:\"removeLayer\",setPaintProperty:\"setPaintProperty\",setLayoutProperty:\"setLayoutProperty\",setFilter:\"setFilter\",addSource:\"addSource\",removeSource:\"removeSource\",setGeoJSONSourceData:\"setGeoJSONSourceData\",setLayerZoomRange:\"setLayerZoomRange\",setLayerProperty:\"setLayerProperty\",setCenter:\"setCenter\",setZoom:\"setZoom\",setBearing:\"setBearing\",setPitch:\"setPitch\",setSprite:\"setSprite\",setGlyphs:\"setGlyphs\",setTransition:\"setTransition\",setLight:\"setLight\"};function Ht(t,e,r){r.push({command:qt.addSource,args:[t,e[t]]})}function Gt(t,e,r){e.push({command:qt.removeSource,args:[t]}),r[t]=!0}function Wt(t,e,r,n){Gt(t,r,n),Ht(t,e,r)}function Yt(e,r,n){var i;for(i in e[n])if(e[n].hasOwnProperty(i)&&\"data\"!==i&&!t.deepEqual(e[n][i],r[n][i]))return!1;for(i in r[n])if(r[n].hasOwnProperty(i)&&\"data\"!==i&&!t.deepEqual(e[n][i],r[n][i]))return!1;return!0}function Xt(e,r,n,i,a,o){var s;for(s in r=r||{},e=e||{})e.hasOwnProperty(s)&&(t.deepEqual(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}));for(s in r)r.hasOwnProperty(s)&&!e.hasOwnProperty(s)&&(t.deepEqual(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}))}function Zt(t){return t.id}function Kt(t,e){return t[e.id]=e,t}function Jt(e,r){if(!e)return[{command:qt.setStyle,args:[r]}];var n=[];try{if(!t.deepEqual(e.version,r.version))return[{command:qt.setStyle,args:[r]}];t.deepEqual(e.center,r.center)||n.push({command:qt.setCenter,args:[r.center]}),t.deepEqual(e.zoom,r.zoom)||n.push({command:qt.setZoom,args:[r.zoom]}),t.deepEqual(e.bearing,r.bearing)||n.push({command:qt.setBearing,args:[r.bearing]}),t.deepEqual(e.pitch,r.pitch)||n.push({command:qt.setPitch,args:[r.pitch]}),t.deepEqual(e.sprite,r.sprite)||n.push({command:qt.setSprite,args:[r.sprite]}),t.deepEqual(e.glyphs,r.glyphs)||n.push({command:qt.setGlyphs,args:[r.glyphs]}),t.deepEqual(e.transition,r.transition)||n.push({command:qt.setTransition,args:[r.transition]}),t.deepEqual(e.light,r.light)||n.push({command:qt.setLight,args:[r.light]});var i={},a=[];!function(e,r,n,i){var a;for(a in r=r||{},e=e||{})e.hasOwnProperty(a)&&(r.hasOwnProperty(a)||Gt(a,n,i));for(a in r)r.hasOwnProperty(a)&&(e.hasOwnProperty(a)?t.deepEqual(e[a],r[a])||(\"geojson\"===e[a].type&&\"geojson\"===r[a].type&&Yt(e,r,a)?n.push({command:qt.setGeoJSONSourceData,args:[a,r[a].data]}):Wt(a,r,n,i)):Ht(a,r,n))}(e.sources,r.sources,a,i);var o=[];e.layers&&e.layers.forEach((function(t){i[t.source]?n.push({command:qt.removeLayer,args:[t.id]}):o.push(t)})),n=n.concat(a),function(e,r,n){r=r||[];var i,a,o,s,l,u,c,f=(e=e||[]).map(Zt),h=r.map(Zt),p=e.reduce(Kt,{}),d=r.reduce(Kt,{}),v=f.slice(),g=Object.create(null);for(i=0,a=0;i<f.length;i++)o=f[i],d.hasOwnProperty(o)?a++:(n.push({command:qt.removeLayer,args:[o]}),v.splice(v.indexOf(o,a),1));for(i=0,a=0;i<h.length;i++)o=h[h.length-1-i],v[v.length-1-i]!==o&&(p.hasOwnProperty(o)?(n.push({command:qt.removeLayer,args:[o]}),v.splice(v.lastIndexOf(o,v.length-a),1)):a++,u=v[v.length-i],n.push({command:qt.addLayer,args:[d[o],u]}),v.splice(v.length-i,0,o),g[o]=!0);for(i=0;i<h.length;i++)if(s=p[o=h[i]],l=d[o],!g[o]&&!t.deepEqual(s,l))if(t.deepEqual(s.source,l.source)&&t.deepEqual(s[\"source-layer\"],l[\"source-layer\"])&&t.deepEqual(s.type,l.type)){for(c in Xt(s.layout,l.layout,n,o,null,qt.setLayoutProperty),Xt(s.paint,l.paint,n,o,null,qt.setPaintProperty),t.deepEqual(s.filter,l.filter)||n.push({command:qt.setFilter,args:[o,l.filter]}),t.deepEqual(s.minzoom,l.minzoom)&&t.deepEqual(s.maxzoom,l.maxzoom)||n.push({command:qt.setLayerZoomRange,args:[o,l.minzoom,l.maxzoom]}),s)s.hasOwnProperty(c)&&\"layout\"!==c&&\"paint\"!==c&&\"filter\"!==c&&\"metadata\"!==c&&\"minzoom\"!==c&&\"maxzoom\"!==c&&(0===c.indexOf(\"paint.\")?Xt(s[c],l[c],n,o,c.slice(6),qt.setPaintProperty):t.deepEqual(s[c],l[c])||n.push({command:qt.setLayerProperty,args:[o,c,l[c]]}));for(c in l)l.hasOwnProperty(c)&&!s.hasOwnProperty(c)&&\"layout\"!==c&&\"paint\"!==c&&\"filter\"!==c&&\"metadata\"!==c&&\"minzoom\"!==c&&\"maxzoom\"!==c&&(0===c.indexOf(\"paint.\")?Xt(s[c],l[c],n,o,c.slice(6),qt.setPaintProperty):t.deepEqual(s[c],l[c])||n.push({command:qt.setLayerProperty,args:[o,c,l[c]]}))}else n.push({command:qt.removeLayer,args:[o]}),u=v[v.lastIndexOf(o)+1],n.push({command:qt.addLayer,args:[l,u]})}(o,r.layers,n)}catch(t){console.warn(\"Unable to compute style diff:\",t),n=[{command:qt.setStyle,args:[r]}]}return n}var $t=function(t,e){this.reset(t,e)};$t.prototype.reset=function(t,e){this.points=t||[],this._distances=[0];for(var r=1;r<this.points.length;r++)this._distances[r]=this._distances[r-1]+this.points[r].dist(this.points[r-1]);this.length=this._distances[this._distances.length-1],this.padding=Math.min(e||0,.5*this.length),this.paddedLength=this.length-2*this.padding},$t.prototype.lerp=function(e){if(1===this.points.length)return this.points[0];e=t.clamp(e,0,1);for(var r=1,n=this._distances[r],i=e*this.paddedLength+this.padding;n<i&&r<this._distances.length;)n=this._distances[++r];var a=r-1,o=this._distances[a],s=n-o,l=s>0?(i-o)/s:0;return this.points[a].mult(1-l).add(this.points[r].mult(l))};var Qt=function(t,e,r){var n=this.boxCells=[],i=this.circleCells=[];this.xCellCount=Math.ceil(t/r),this.yCellCount=Math.ceil(e/r);for(var a=0;a<this.xCellCount*this.yCellCount;a++)n.push([]),i.push([]);this.circleKeys=[],this.boxKeys=[],this.bboxes=[],this.circles=[],this.width=t,this.height=e,this.xScale=this.xCellCount/t,this.yScale=this.yCellCount/e,this.boxUid=0,this.circleUid=0};function te(e,r,n,i,a){var o=t.create();return r?(t.scale(o,o,[1/a,1/a,1]),n||t.rotateZ(o,o,i.angle)):t.multiply(o,i.labelPlaneMatrix,e),o}function ee(e,r,n,i,a){if(r){var o=t.clone(e);return t.scale(o,o,[a,a,1]),n||t.rotateZ(o,o,-i.angle),o}return i.glCoordMatrix}function re(e,r){var n=[e.x,e.y,0,1];pe(n,n,r);var i=n[3];return{point:new t.Point(n[0]/i,n[1]/i),signedDistanceFromCamera:i}}function ne(t,e){return.5+t/e*.5}function ie(t,e){var r=t[0]/t[3],n=t[1]/t[3];return r>=-e[0]&&r<=e[0]&&n>=-e[1]&&n<=e[1]}function ae(e,r,n,i,a,o,s,l){var u=i?e.textSizeData:e.iconSizeData,c=t.evaluateSizeForZoom(u,n.transform.zoom),f=[256/n.width*2+1,256/n.height*2+1],h=i?e.text.dynamicLayoutVertexArray:e.icon.dynamicLayoutVertexArray;h.clear();for(var p=e.lineVertexArray,d=i?e.text.placedSymbolArray:e.icon.placedSymbolArray,v=n.transform.width/n.transform.height,g=!1,y=0;y<d.length;y++){var m=d.get(y);if(m.hidden||m.writingMode===t.WritingMode.vertical&&!g)he(m.numGlyphs,h);else{g=!1;var x=[m.anchorX,m.anchorY,0,1];if(t.transformMat4(x,x,r),ie(x,f)){var b=x[3],_=ne(n.transform.cameraToCenterDistance,b),w=t.evaluateSizeForFeature(u,c,m),T=s?w/_:w*_,k=new t.Point(m.anchorX,m.anchorY),A=re(k,a).point,M={},S=le(m,T,!1,l,r,a,o,e.glyphOffsetArray,p,h,A,k,M,v);g=S.useVertical,(S.notEnoughRoom||g||S.needsFlipping&&le(m,T,!0,l,r,a,o,e.glyphOffsetArray,p,h,A,k,M,v).notEnoughRoom)&&he(m.numGlyphs,h)}else he(m.numGlyphs,h)}}i?e.text.dynamicLayoutVertexBuffer.updateData(h):e.icon.dynamicLayoutVertexBuffer.updateData(h)}function oe(t,e,r,n,i,a,o,s,l,u,c){var f=s.glyphStartIndex+s.numGlyphs,h=s.lineStartIndex,p=s.lineStartIndex+s.lineLength,d=e.getoffsetX(s.glyphStartIndex),v=e.getoffsetX(f-1),g=ce(t*d,r,n,i,a,o,s.segment,h,p,l,u,c);if(!g)return null;var y=ce(t*v,r,n,i,a,o,s.segment,h,p,l,u,c);return y?{first:g,last:y}:null}function se(e,r,n,i){return e===t.WritingMode.horizontal&&Math.abs(n.y-r.y)>Math.abs(n.x-r.x)*i?{useVertical:!0}:(e===t.WritingMode.vertical?r.y<n.y:r.x>n.x)?{needsFlipping:!0}:null}function le(e,r,n,i,a,o,s,l,u,c,f,h,p,d){var v,g=r/24,y=e.lineOffsetX*g,m=e.lineOffsetY*g;if(e.numGlyphs>1){var x=e.glyphStartIndex+e.numGlyphs,b=e.lineStartIndex,_=e.lineStartIndex+e.lineLength,w=oe(g,l,y,m,n,f,h,e,u,o,p);if(!w)return{notEnoughRoom:!0};var T=re(w.first.point,s).point,k=re(w.last.point,s).point;if(i&&!n){var A=se(e.writingMode,T,k,d);if(A)return A}v=[w.first];for(var M=e.glyphStartIndex+1;M<x-1;M++)v.push(ce(g*l.getoffsetX(M),y,m,n,f,h,e.segment,b,_,u,o,p));v.push(w.last)}else{if(i&&!n){var S=re(h,a).point,E=e.lineStartIndex+e.segment+1,L=new t.Point(u.getx(E),u.gety(E)),C=re(L,a),P=C.signedDistanceFromCamera>0?C.point:ue(h,L,S,1,a),O=se(e.writingMode,S,P,d);if(O)return O}var I=ce(g*l.getoffsetX(e.glyphStartIndex),y,m,n,f,h,e.segment,e.lineStartIndex,e.lineStartIndex+e.lineLength,u,o,p);if(!I)return{notEnoughRoom:!0};v=[I]}for(var D=0,z=v;D<z.length;D+=1){var R=z[D];t.addDynamicAttributes(c,R.point,R.angle)}return{}}function ue(t,e,r,n,i){var a=re(t.add(t.sub(e)._unit()),i).point,o=r.sub(a);return r.add(o._mult(n/o.mag()))}function ce(e,r,n,i,a,o,s,l,u,c,f,h){var p=i?e-r:e+r,d=p>0?1:-1,v=0;i&&(d*=-1,v=Math.PI),d<0&&(v+=Math.PI);for(var g=d>0?l+s:l+s+1,y=a,m=a,x=0,b=0,_=Math.abs(p),w=[];x+b<=_;){if((g+=d)<l||g>=u)return null;if(m=y,w.push(y),void 0===(y=h[g])){var T=new t.Point(c.getx(g),c.gety(g)),k=re(T,f);if(k.signedDistanceFromCamera>0)y=h[g]=k.point;else{var A=g-d;y=ue(0===x?o:new t.Point(c.getx(A),c.gety(A)),T,m,_-x+1,f)}}x+=b,b=m.dist(y)}var M=(_-x)/b,S=y.sub(m),E=S.mult(M)._add(m);E._add(S._unit()._perp()._mult(n*d));var L=v+Math.atan2(y.y-m.y,y.x-m.x);return w.push(E),{point:E,angle:L,path:w}}Qt.prototype.keysLength=function(){return this.boxKeys.length+this.circleKeys.length},Qt.prototype.insert=function(t,e,r,n,i){this._forEachCell(e,r,n,i,this._insertBoxCell,this.boxUid++),this.boxKeys.push(t),this.bboxes.push(e),this.bboxes.push(r),this.bboxes.push(n),this.bboxes.push(i)},Qt.prototype.insertCircle=function(t,e,r,n){this._forEachCell(e-n,r-n,e+n,r+n,this._insertCircleCell,this.circleUid++),this.circleKeys.push(t),this.circles.push(e),this.circles.push(r),this.circles.push(n)},Qt.prototype._insertBoxCell=function(t,e,r,n,i,a){this.boxCells[i].push(a)},Qt.prototype._insertCircleCell=function(t,e,r,n,i,a){this.circleCells[i].push(a)},Qt.prototype._query=function(t,e,r,n,i,a){if(r<0||t>this.width||n<0||e>this.height)return!i&&[];var o=[];if(t<=0&&e<=0&&this.width<=r&&this.height<=n){if(i)return!0;for(var s=0;s<this.boxKeys.length;s++)o.push({key:this.boxKeys[s],x1:this.bboxes[4*s],y1:this.bboxes[4*s+1],x2:this.bboxes[4*s+2],y2:this.bboxes[4*s+3]});for(var l=0;l<this.circleKeys.length;l++){var u=this.circles[3*l],c=this.circles[3*l+1],f=this.circles[3*l+2];o.push({key:this.circleKeys[l],x1:u-f,y1:c-f,x2:u+f,y2:c+f})}return a?o.filter(a):o}var h={hitTest:i,seenUids:{box:{},circle:{}}};return this._forEachCell(t,e,r,n,this._queryCell,o,h,a),i?o.length>0:o},Qt.prototype._queryCircle=function(t,e,r,n,i){var a=t-r,o=t+r,s=e-r,l=e+r;if(o<0||a>this.width||l<0||s>this.height)return!n&&[];var u=[],c={hitTest:n,circle:{x:t,y:e,radius:r},seenUids:{box:{},circle:{}}};return this._forEachCell(a,s,o,l,this._queryCellCircle,u,c,i),n?u.length>0:u},Qt.prototype.query=function(t,e,r,n,i){return this._query(t,e,r,n,!1,i)},Qt.prototype.hitTest=function(t,e,r,n,i){return this._query(t,e,r,n,!0,i)},Qt.prototype.hitTestCircle=function(t,e,r,n){return this._queryCircle(t,e,r,!0,n)},Qt.prototype._queryCell=function(t,e,r,n,i,a,o,s){var l=o.seenUids,u=this.boxCells[i];if(null!==u)for(var c=this.bboxes,f=0,h=u;f<h.length;f+=1){var p=h[f];if(!l.box[p]){l.box[p]=!0;var d=4*p;if(t<=c[d+2]&&e<=c[d+3]&&r>=c[d+0]&&n>=c[d+1]&&(!s||s(this.boxKeys[p]))){if(o.hitTest)return a.push(!0),!0;a.push({key:this.boxKeys[p],x1:c[d],y1:c[d+1],x2:c[d+2],y2:c[d+3]})}}}var v=this.circleCells[i];if(null!==v)for(var g=this.circles,y=0,m=v;y<m.length;y+=1){var x=m[y];if(!l.circle[x]){l.circle[x]=!0;var b=3*x;if(this._circleAndRectCollide(g[b],g[b+1],g[b+2],t,e,r,n)&&(!s||s(this.circleKeys[x]))){if(o.hitTest)return a.push(!0),!0;var _=g[b],w=g[b+1],T=g[b+2];a.push({key:this.circleKeys[x],x1:_-T,y1:w-T,x2:_+T,y2:w+T})}}}},Qt.prototype._queryCellCircle=function(t,e,r,n,i,a,o,s){var l=o.circle,u=o.seenUids,c=this.boxCells[i];if(null!==c)for(var f=this.bboxes,h=0,p=c;h<p.length;h+=1){var d=p[h];if(!u.box[d]){u.box[d]=!0;var v=4*d;if(this._circleAndRectCollide(l.x,l.y,l.radius,f[v+0],f[v+1],f[v+2],f[v+3])&&(!s||s(this.boxKeys[d])))return a.push(!0),!0}}var g=this.circleCells[i];if(null!==g)for(var y=this.circles,m=0,x=g;m<x.length;m+=1){var b=x[m];if(!u.circle[b]){u.circle[b]=!0;var _=3*b;if(this._circlesCollide(y[_],y[_+1],y[_+2],l.x,l.y,l.radius)&&(!s||s(this.circleKeys[b])))return a.push(!0),!0}}},Qt.prototype._forEachCell=function(t,e,r,n,i,a,o,s){for(var l=this._convertToXCellCoord(t),u=this._convertToYCellCoord(e),c=this._convertToXCellCoord(r),f=this._convertToYCellCoord(n),h=l;h<=c;h++)for(var p=u;p<=f;p++){var d=this.xCellCount*p+h;if(i.call(this,t,e,r,n,d,a,o,s))return}},Qt.prototype._convertToXCellCoord=function(t){return Math.max(0,Math.min(this.xCellCount-1,Math.floor(t*this.xScale)))},Qt.prototype._convertToYCellCoord=function(t){return Math.max(0,Math.min(this.yCellCount-1,Math.floor(t*this.yScale)))},Qt.prototype._circlesCollide=function(t,e,r,n,i,a){var o=n-t,s=i-e,l=r+a;return l*l>o*o+s*s},Qt.prototype._circleAndRectCollide=function(t,e,r,n,i,a,o){var s=(a-n)/2,l=Math.abs(t-(n+s));if(l>s+r)return!1;var u=(o-i)/2,c=Math.abs(e-(i+u));if(c>u+r)return!1;if(l<=s||c<=u)return!0;var f=l-s,h=c-u;return f*f+h*h<=r*r};var fe=new Float32Array([-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0]);function he(t,e){for(var r=0;r<t;r++){var n=e.length;e.resize(n+4),e.float32.set(fe,3*n)}}function pe(t,e,r){var n=e[0],i=e[1];return t[0]=r[0]*n+r[4]*i+r[12],t[1]=r[1]*n+r[5]*i+r[13],t[3]=r[3]*n+r[7]*i+r[15],t}var de=100,ve=function(t,e,r){void 0===e&&(e=new Qt(t.width+200,t.height+200,25)),void 0===r&&(r=new Qt(t.width+200,t.height+200,25)),this.transform=t,this.grid=e,this.ignoredGrid=r,this.pitchfactor=Math.cos(t._pitch)*t.cameraToCenterDistance,this.screenRightBoundary=t.width+de,this.screenBottomBoundary=t.height+de,this.gridRightBoundary=t.width+200,this.gridBottomBoundary=t.height+200};function ge(e,r,n){return r*(t.EXTENT/(e.tileSize*Math.pow(2,n-e.tileID.overscaledZ)))}ve.prototype.placeCollisionBox=function(t,e,r,n,i){var a=this.projectAndGetPerspectiveRatio(n,t.anchorPointX,t.anchorPointY),o=r*a.perspectiveRatio,s=t.x1*o+a.point.x,l=t.y1*o+a.point.y,u=t.x2*o+a.point.x,c=t.y2*o+a.point.y;return!this.isInsideGrid(s,l,u,c)||!e&&this.grid.hitTest(s,l,u,c,i)?{box:[],offscreen:!1}:{box:[s,l,u,c],offscreen:this.isOffscreen(s,l,u,c)}},ve.prototype.placeCollisionCircles=function(e,r,n,i,a,o,s,l,u,c,f,h,p){var d=[],v=new t.Point(r.anchorX,r.anchorY),g=re(v,o),y=ne(this.transform.cameraToCenterDistance,g.signedDistanceFromCamera),m=(c?a/y:a*y)/t.ONE_EM,x=re(v,s).point,b=oe(m,i,r.lineOffsetX*m,r.lineOffsetY*m,!1,x,v,r,n,s,{}),_=!1,w=!1,T=!0;if(b){for(var k=.5*h*y+p,A=new t.Point(-100,-100),M=new t.Point(this.screenRightBoundary,this.screenBottomBoundary),S=new $t,E=b.first,L=b.last,C=[],P=E.path.length-1;P>=1;P--)C.push(E.path[P]);for(var O=1;O<L.path.length;O++)C.push(L.path[O]);var I=2.5*k;if(l){var D=C.map((function(t){return re(t,l)}));C=D.some((function(t){return t.signedDistanceFromCamera<=0}))?[]:D.map((function(t){return t.point}))}var z=[];if(C.length>0){for(var R=C[0].clone(),F=C[0].clone(),B=1;B<C.length;B++)R.x=Math.min(R.x,C[B].x),R.y=Math.min(R.y,C[B].y),F.x=Math.max(F.x,C[B].x),F.y=Math.max(F.y,C[B].y);z=R.x>=A.x&&F.x<=M.x&&R.y>=A.y&&F.y<=M.y?[C]:F.x<A.x||R.x>M.x||F.y<A.y||R.y>M.y?[]:t.clipLine([C],A.x,A.y,M.x,M.y)}for(var N=0,j=z;N<j.length;N+=1){var U=j[N];S.reset(U,.25*k);var V;V=S.length<=.5*k?1:Math.ceil(S.paddedLength/I)+1;for(var q=0;q<V;q++){var H=q/Math.max(V-1,1),G=S.lerp(H),W=G.x+de,Y=G.y+de;d.push(W,Y,k,0);var X=W-k,Z=Y-k,K=W+k,J=Y+k;if(T=T&&this.isOffscreen(X,Z,K,J),w=w||this.isInsideGrid(X,Z,K,J),!e&&this.grid.hitTestCircle(W,Y,k,f)&&(_=!0,!u))return{circles:[],offscreen:!1,collisionDetected:_}}}}return{circles:!u&&_||!w?[]:d,offscreen:T,collisionDetected:_}},ve.prototype.queryRenderedSymbols=function(e){if(0===e.length||0===this.grid.keysLength()&&0===this.ignoredGrid.keysLength())return{};for(var r=[],n=1/0,i=1/0,a=-1/0,o=-1/0,s=0,l=e;s<l.length;s+=1){var u=l[s],c=new t.Point(u.x+de,u.y+de);n=Math.min(n,c.x),i=Math.min(i,c.y),a=Math.max(a,c.x),o=Math.max(o,c.y),r.push(c)}for(var f={},h={},p=0,d=this.grid.query(n,i,a,o).concat(this.ignoredGrid.query(n,i,a,o));p<d.length;p+=1){var v=d[p],g=v.key;if(void 0===f[g.bucketInstanceId]&&(f[g.bucketInstanceId]={}),!f[g.bucketInstanceId][g.featureIndex]){var y=[new t.Point(v.x1,v.y1),new t.Point(v.x2,v.y1),new t.Point(v.x2,v.y2),new t.Point(v.x1,v.y2)];t.polygonIntersectsPolygon(r,y)&&(f[g.bucketInstanceId][g.featureIndex]=!0,void 0===h[g.bucketInstanceId]&&(h[g.bucketInstanceId]=[]),h[g.bucketInstanceId].push(g.featureIndex))}}return h},ve.prototype.insertCollisionBox=function(t,e,r,n,i){var a={bucketInstanceId:r,featureIndex:n,collisionGroupID:i};(e?this.ignoredGrid:this.grid).insert(a,t[0],t[1],t[2],t[3])},ve.prototype.insertCollisionCircles=function(t,e,r,n,i){for(var a=e?this.ignoredGrid:this.grid,o={bucketInstanceId:r,featureIndex:n,collisionGroupID:i},s=0;s<t.length;s+=4)a.insertCircle(o,t[s],t[s+1],t[s+2])},ve.prototype.projectAndGetPerspectiveRatio=function(e,r,n){var i=[r,n,0,1];return pe(i,i,e),{point:new t.Point((i[0]/i[3]+1)/2*this.transform.width+de,(-i[1]/i[3]+1)/2*this.transform.height+de),perspectiveRatio:.5+this.transform.cameraToCenterDistance/i[3]*.5}},ve.prototype.isOffscreen=function(t,e,r,n){return r<de||t>=this.screenRightBoundary||n<de||e>this.screenBottomBoundary},ve.prototype.isInsideGrid=function(t,e,r,n){return r>=0&&t<this.gridRightBoundary&&n>=0&&e<this.gridBottomBoundary},ve.prototype.getViewportMatrix=function(){var e=t.identity([]);return t.translate(e,e,[-100,-100,0]),e};var ye=function(t,e,r,n){this.opacity=t?Math.max(0,Math.min(1,t.opacity+(t.placed?e:-e))):n&&r?1:0,this.placed=r};ye.prototype.isHidden=function(){return 0===this.opacity&&!this.placed};var me=function(t,e,r,n,i){this.text=new ye(t?t.text:null,e,r,i),this.icon=new ye(t?t.icon:null,e,n,i)};me.prototype.isHidden=function(){return this.text.isHidden()&&this.icon.isHidden()};var xe=function(t,e,r){this.text=t,this.icon=e,this.skipFade=r},be=function(){this.invProjMatrix=t.create(),this.viewportMatrix=t.create(),this.circles=[]},_e=function(t,e,r,n,i){this.bucketInstanceId=t,this.featureIndex=e,this.sourceLayerIndex=r,this.bucketIndex=n,this.tileID=i},we=function(t){this.crossSourceCollisions=t,this.maxGroupID=0,this.collisionGroups={}};function Te(e,r,n,i,a){var o=t.getAnchorAlignment(e),s=-(o.horizontalAlign-.5)*r,l=-(o.verticalAlign-.5)*n,u=t.evaluateVariableOffset(e,i);return new t.Point(s+u[0]*a,l+u[1]*a)}function ke(e,r,n,i,a,o){var s=e.x1,l=e.x2,u=e.y1,c=e.y2,f=e.anchorPointX,h=e.anchorPointY,p=new t.Point(r,n);return i&&p._rotate(a?o:-o),{x1:s+p.x,y1:u+p.y,x2:l+p.x,y2:c+p.y,anchorPointX:f,anchorPointY:h}}we.prototype.get=function(t){if(this.crossSourceCollisions)return{ID:0,predicate:null};if(!this.collisionGroups[t]){var e=++this.maxGroupID;this.collisionGroups[t]={ID:e,predicate:function(t){return t.collisionGroupID===e}}}return this.collisionGroups[t]};var Ae=function(t,e,r,n){this.transform=t.clone(),this.collisionIndex=new ve(this.transform),this.placements={},this.opacities={},this.variableOffsets={},this.stale=!1,this.commitTime=0,this.fadeDuration=e,this.retainedQueryData={},this.collisionGroups=new we(r),this.collisionCircleArrays={},this.prevPlacement=n,n&&(n.prevPlacement=void 0),this.placedOrientations={}};function Me(t,e,r,n,i){t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0)}Ae.prototype.getBucketParts=function(e,r,n,i){var a=n.getBucket(r),o=n.latestFeatureIndex;if(a&&o&&r.id===a.layerIds[0]){var s=n.collisionBoxArray,l=a.layers[0].layout,u=Math.pow(2,this.transform.zoom-n.tileID.overscaledZ),c=n.tileSize/t.EXTENT,f=this.transform.calculatePosMatrix(n.tileID.toUnwrapped()),h=\"map\"===l.get(\"text-pitch-alignment\"),p=\"map\"===l.get(\"text-rotation-alignment\"),d=ge(n,1,this.transform.zoom),v=te(f,h,p,this.transform,d),g=null;if(h){var y=ee(f,h,p,this.transform,d);g=t.multiply([],this.transform.labelPlaneMatrix,y)}this.retainedQueryData[a.bucketInstanceId]=new _e(a.bucketInstanceId,o,a.sourceLayerIndex,a.index,n.tileID);var m={bucket:a,layout:l,posMatrix:f,textLabelPlaneMatrix:v,labelToScreenMatrix:g,scale:u,textPixelRatio:c,holdingForFade:n.holdingForFade(),collisionBoxArray:s,partiallyEvaluatedTextSize:t.evaluateSizeForZoom(a.textSizeData,this.transform.zoom),collisionGroup:this.collisionGroups.get(a.sourceID)};if(i)for(var x=0,b=a.sortKeyRanges;x<b.length;x+=1){var _=b[x],w=_.sortKey,T=_.symbolInstanceStart,k=_.symbolInstanceEnd;e.push({sortKey:w,symbolInstanceStart:T,symbolInstanceEnd:k,parameters:m})}else e.push({symbolInstanceStart:0,symbolInstanceEnd:a.symbolInstances.length,parameters:m})}},Ae.prototype.attemptAnchorPlacement=function(t,e,r,n,i,a,o,s,l,u,c,f,h,p,d){var v,g=[f.textOffset0,f.textOffset1],y=Te(t,r,n,g,i),m=this.collisionIndex.placeCollisionBox(ke(e,y.x,y.y,a,o,this.transform.angle),c,s,l,u.predicate);if(!d||0!==this.collisionIndex.placeCollisionBox(ke(d,y.x,y.y,a,o,this.transform.angle),c,s,l,u.predicate).box.length)return m.box.length>0?(this.prevPlacement&&this.prevPlacement.variableOffsets[f.crossTileID]&&this.prevPlacement.placements[f.crossTileID]&&this.prevPlacement.placements[f.crossTileID].text&&(v=this.prevPlacement.variableOffsets[f.crossTileID].anchor),this.variableOffsets[f.crossTileID]={textOffset:g,width:r,height:n,anchor:t,textBoxScale:i,prevAnchor:v},this.markUsedJustification(h,t,f,p),h.allowVerticalPlacement&&(this.markUsedOrientation(h,p,f),this.placedOrientations[f.crossTileID]=p),{shift:y,placedGlyphBoxes:m}):void 0},Ae.prototype.placeLayerBucketPart=function(e,r,n){var i=this,a=e.parameters,o=a.bucket,s=a.layout,l=a.posMatrix,u=a.textLabelPlaneMatrix,c=a.labelToScreenMatrix,f=a.textPixelRatio,h=a.holdingForFade,p=a.collisionBoxArray,d=a.partiallyEvaluatedTextSize,v=a.collisionGroup,g=s.get(\"text-optional\"),y=s.get(\"icon-optional\"),m=s.get(\"text-allow-overlap\"),x=s.get(\"icon-allow-overlap\"),b=\"map\"===s.get(\"text-rotation-alignment\"),_=\"map\"===s.get(\"text-pitch-alignment\"),w=\"none\"!==s.get(\"icon-text-fit\"),T=\"viewport-y\"===s.get(\"symbol-z-order\"),k=m&&(x||!o.hasIconData()||y),A=x&&(m||!o.hasTextData()||g);!o.collisionArrays&&p&&o.deserializeCollisionBoxes(p);var M=function(e,a){if(!r[e.crossTileID])if(h)i.placements[e.crossTileID]=new xe(!1,!1,!1);else{var p,T=!1,M=!1,S=!0,E=null,L={box:null,offscreen:null},C={box:null,offscreen:null},P=null,O=null,I=0,D=0,z=0;a.textFeatureIndex?I=a.textFeatureIndex:e.useRuntimeCollisionCircles&&(I=e.featureIndex),a.verticalTextFeatureIndex&&(D=a.verticalTextFeatureIndex);var R=a.textBox;if(R){var F=function(r){var n=t.WritingMode.horizontal;if(o.allowVerticalPlacement&&!r&&i.prevPlacement){var a=i.prevPlacement.placedOrientations[e.crossTileID];a&&(i.placedOrientations[e.crossTileID]=a,n=a,i.markUsedOrientation(o,n,e))}return n},B=function(r,n){if(o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&a.verticalTextBox)for(var i=0,s=o.writingModes;i<s.length&&(s[i]===t.WritingMode.vertical?(L=n(),C=L):L=r(),!(L&&L.box&&L.box.length));i+=1);else L=r()};if(s.get(\"text-variable-anchor\")){var N=s.get(\"text-variable-anchor\");if(i.prevPlacement&&i.prevPlacement.variableOffsets[e.crossTileID]){var j=i.prevPlacement.variableOffsets[e.crossTileID];N.indexOf(j.anchor)>0&&(N=N.filter((function(t){return t!==j.anchor}))).unshift(j.anchor)}var U=function(t,r,n){for(var a=t.x2-t.x1,s=t.y2-t.y1,u=e.textBoxScale,c=w&&!x?r:null,h={box:[],offscreen:!1},p=m?2*N.length:N.length,d=0;d<p;++d){var g=N[d%N.length],y=d>=N.length,k=i.attemptAnchorPlacement(g,t,a,s,u,b,_,f,l,v,y,e,o,n,c);if(k&&(h=k.placedGlyphBoxes)&&h.box&&h.box.length){T=!0,E=k.shift;break}}return h};B((function(){return U(R,a.iconBox,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox,n=L&&L.box&&L.box.length;return o.allowVerticalPlacement&&!n&&e.numVerticalGlyphVertices>0&&r?U(r,a.verticalIconBox,t.WritingMode.vertical):{box:null,offscreen:null}})),L&&(T=L.box,S=L.offscreen);var V=F(L&&L.box);if(!T&&i.prevPlacement){var q=i.prevPlacement.variableOffsets[e.crossTileID];q&&(i.variableOffsets[e.crossTileID]=q,i.markUsedJustification(o,q.anchor,e,V))}}else{var H=function(t,r){var n=i.collisionIndex.placeCollisionBox(t,m,f,l,v.predicate);return n&&n.box&&n.box.length&&(i.markUsedOrientation(o,r,e),i.placedOrientations[e.crossTileID]=r),n};B((function(){return H(R,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox;return o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&r?H(r,t.WritingMode.vertical):{box:null,offscreen:null}})),F(L&&L.box&&L.box.length)}}if(T=(p=L)&&p.box&&p.box.length>0,S=p&&p.offscreen,e.useRuntimeCollisionCircles){var G=o.text.placedSymbolArray.get(e.centerJustifiedTextSymbolIndex),W=t.evaluateSizeForFeature(o.textSizeData,d,G),Y=s.get(\"text-padding\"),X=e.collisionCircleDiameter;P=i.collisionIndex.placeCollisionCircles(m,G,o.lineVertexArray,o.glyphOffsetArray,W,l,u,c,n,_,v.predicate,X,Y),T=m||P.circles.length>0&&!P.collisionDetected,S=S&&P.offscreen}if(a.iconFeatureIndex&&(z=a.iconFeatureIndex),a.iconBox){var Z=function(t){var e=w&&E?ke(t,E.x,E.y,b,_,i.transform.angle):t;return i.collisionIndex.placeCollisionBox(e,x,f,l,v.predicate)};M=C&&C.box&&C.box.length&&a.verticalIconBox?(O=Z(a.verticalIconBox)).box.length>0:(O=Z(a.iconBox)).box.length>0,S=S&&O.offscreen}var K=g||0===e.numHorizontalGlyphVertices&&0===e.numVerticalGlyphVertices,J=y||0===e.numIconVertices;if(K||J?J?K||(M=M&&T):T=M&&T:M=T=M&&T,T&&p&&p.box&&(C&&C.box&&D?i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,D,v.ID):i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,I,v.ID)),M&&O&&i.collisionIndex.insertCollisionBox(O.box,s.get(\"icon-ignore-placement\"),o.bucketInstanceId,z,v.ID),P&&(T&&i.collisionIndex.insertCollisionCircles(P.circles,s.get(\"text-ignore-placement\"),o.bucketInstanceId,I,v.ID),n)){var $=o.bucketInstanceId,Q=i.collisionCircleArrays[$];void 0===Q&&(Q=i.collisionCircleArrays[$]=new be);for(var tt=0;tt<P.circles.length;tt+=4)Q.circles.push(P.circles[tt+0]),Q.circles.push(P.circles[tt+1]),Q.circles.push(P.circles[tt+2]),Q.circles.push(P.collisionDetected?1:0)}i.placements[e.crossTileID]=new xe(T||k,M||A,S||o.justReloaded),r[e.crossTileID]=!0}};if(T)for(var S=o.getSortedSymbolIndexes(this.transform.angle),E=S.length-1;E>=0;--E){var L=S[E];M(o.symbolInstances.get(L),o.collisionArrays[L])}else for(var C=e.symbolInstanceStart;C<e.symbolInstanceEnd;C++)M(o.symbolInstances.get(C),o.collisionArrays[C]);if(n&&o.bucketInstanceId in this.collisionCircleArrays){var P=this.collisionCircleArrays[o.bucketInstanceId];t.invert(P.invProjMatrix,l),P.viewportMatrix=this.collisionIndex.getViewportMatrix()}o.justReloaded=!1},Ae.prototype.markUsedJustification=function(e,r,n,i){var a,o={left:n.leftJustifiedTextSymbolIndex,center:n.centerJustifiedTextSymbolIndex,right:n.rightJustifiedTextSymbolIndex};a=i===t.WritingMode.vertical?n.verticalPlacedTextSymbolIndex:o[t.getAnchorJustification(r)];for(var s=0,l=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex,n.verticalPlacedTextSymbolIndex];s<l.length;s+=1){var u=l[s];u>=0&&(e.text.placedSymbolArray.get(u).crossTileID=a>=0&&u!==a?0:n.crossTileID)}},Ae.prototype.markUsedOrientation=function(e,r,n){for(var i=r===t.WritingMode.horizontal||r===t.WritingMode.horizontalOnly?r:0,a=r===t.WritingMode.vertical?r:0,o=0,s=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex];o<s.length;o+=1){var l=s[o];e.text.placedSymbolArray.get(l).placedOrientation=i}n.verticalPlacedTextSymbolIndex&&(e.text.placedSymbolArray.get(n.verticalPlacedTextSymbolIndex).placedOrientation=a)},Ae.prototype.commit=function(t){this.commitTime=t,this.zoomAtLastRecencyCheck=this.transform.zoom;var e=this.prevPlacement,r=!1;this.prevZoomAdjustment=e?e.zoomAdjustment(this.transform.zoom):0;var n=e?e.symbolFadeChange(t):1,i=e?e.opacities:{},a=e?e.variableOffsets:{},o=e?e.placedOrientations:{};for(var s in this.placements){var l=this.placements[s],u=i[s];u?(this.opacities[s]=new me(u,n,l.text,l.icon),r=r||l.text!==u.text.placed||l.icon!==u.icon.placed):(this.opacities[s]=new me(null,n,l.text,l.icon,l.skipFade),r=r||l.text||l.icon)}for(var c in i){var f=i[c];if(!this.opacities[c]){var h=new me(f,n,!1,!1);h.isHidden()||(this.opacities[c]=h,r=r||f.text.placed||f.icon.placed)}}for(var p in a)this.variableOffsets[p]||!this.opacities[p]||this.opacities[p].isHidden()||(this.variableOffsets[p]=a[p]);for(var d in o)this.placedOrientations[d]||!this.opacities[d]||this.opacities[d].isHidden()||(this.placedOrientations[d]=o[d]);r?this.lastPlacementChangeTime=t:\"number\"!=typeof this.lastPlacementChangeTime&&(this.lastPlacementChangeTime=e?e.lastPlacementChangeTime:t)},Ae.prototype.updateLayerOpacities=function(t,e){for(var r={},n=0,i=e;n<i.length;n+=1){var a=i[n],o=a.getBucket(t);o&&a.latestFeatureIndex&&t.id===o.layerIds[0]&&this.updateBucketOpacities(o,r,a.collisionBoxArray)}},Ae.prototype.updateBucketOpacities=function(e,r,n){var i=this;e.hasTextData()&&e.text.opacityVertexArray.clear(),e.hasIconData()&&e.icon.opacityVertexArray.clear(),e.hasIconCollisionBoxData()&&e.iconCollisionBox.collisionVertexArray.clear(),e.hasTextCollisionBoxData()&&e.textCollisionBox.collisionVertexArray.clear();var a=e.layers[0].layout,o=new me(null,0,!1,!1,!0),s=a.get(\"text-allow-overlap\"),l=a.get(\"icon-allow-overlap\"),u=a.get(\"text-variable-anchor\"),c=\"map\"===a.get(\"text-rotation-alignment\"),f=\"map\"===a.get(\"text-pitch-alignment\"),h=\"none\"!==a.get(\"icon-text-fit\"),p=new me(null,0,s&&(l||!e.hasIconData()||a.get(\"icon-optional\")),l&&(s||!e.hasTextData()||a.get(\"text-optional\")),!0);!e.collisionArrays&&n&&(e.hasIconCollisionBoxData()||e.hasTextCollisionBoxData())&&e.deserializeCollisionBoxes(n);for(var d=function(t,e,r){for(var n=0;n<e/4;n++)t.opacityVertexArray.emplaceBack(r)},v=function(n){var a=e.symbolInstances.get(n),s=a.numHorizontalGlyphVertices,l=a.numVerticalGlyphVertices,v=a.crossTileID,g=r[v],y=i.opacities[v];g?y=o:y||(y=p,i.opacities[v]=y),r[v]=!0;var m=s>0||l>0,x=a.numIconVertices>0,b=i.placedOrientations[a.crossTileID],_=b===t.WritingMode.vertical,w=b===t.WritingMode.horizontal||b===t.WritingMode.horizontalOnly;if(m){var T=De(y.text),k=_?ze:T;d(e.text,s,k);var A=w?ze:T;d(e.text,l,A);var M=y.text.isHidden();[a.rightJustifiedTextSymbolIndex,a.centerJustifiedTextSymbolIndex,a.leftJustifiedTextSymbolIndex].forEach((function(t){t>=0&&(e.text.placedSymbolArray.get(t).hidden=M||_?1:0)})),a.verticalPlacedTextSymbolIndex>=0&&(e.text.placedSymbolArray.get(a.verticalPlacedTextSymbolIndex).hidden=M||w?1:0);var S=i.variableOffsets[a.crossTileID];S&&i.markUsedJustification(e,S.anchor,a,b);var E=i.placedOrientations[a.crossTileID];E&&(i.markUsedJustification(e,\"left\",a,E),i.markUsedOrientation(e,E,a))}if(x){var L=De(y.icon),C=!(h&&a.verticalPlacedIconSymbolIndex&&_);if(a.placedIconSymbolIndex>=0){var P=C?L:ze;d(e.icon,a.numIconVertices,P),e.icon.placedSymbolArray.get(a.placedIconSymbolIndex).hidden=y.icon.isHidden()}if(a.verticalPlacedIconSymbolIndex>=0){var O=C?ze:L;d(e.icon,a.numVerticalIconVertices,O),e.icon.placedSymbolArray.get(a.verticalPlacedIconSymbolIndex).hidden=y.icon.isHidden()}}if(e.hasIconCollisionBoxData()||e.hasTextCollisionBoxData()){var I=e.collisionArrays[n];if(I){var D=new t.Point(0,0);if(I.textBox||I.verticalTextBox){var z=!0;if(u){var R=i.variableOffsets[v];R?(D=Te(R.anchor,R.width,R.height,R.textOffset,R.textBoxScale),c&&D._rotate(f?i.transform.angle:-i.transform.angle)):z=!1}I.textBox&&Me(e.textCollisionBox.collisionVertexArray,y.text.placed,!z||_,D.x,D.y),I.verticalTextBox&&Me(e.textCollisionBox.collisionVertexArray,y.text.placed,!z||w,D.x,D.y)}var F=Boolean(!w&&I.verticalIconBox);I.iconBox&&Me(e.iconCollisionBox.collisionVertexArray,y.icon.placed,F,h?D.x:0,h?D.y:0),I.verticalIconBox&&Me(e.iconCollisionBox.collisionVertexArray,y.icon.placed,!F,h?D.x:0,h?D.y:0)}}},g=0;g<e.symbolInstances.length;g++)v(g);if(e.sortFeatures(this.transform.angle),this.retainedQueryData[e.bucketInstanceId]&&(this.retainedQueryData[e.bucketInstanceId].featureSortOrder=e.featureSortOrder),e.hasTextData()&&e.text.opacityVertexBuffer&&e.text.opacityVertexBuffer.updateData(e.text.opacityVertexArray),e.hasIconData()&&e.icon.opacityVertexBuffer&&e.icon.opacityVertexBuffer.updateData(e.icon.opacityVertexArray),e.hasIconCollisionBoxData()&&e.iconCollisionBox.collisionVertexBuffer&&e.iconCollisionBox.collisionVertexBuffer.updateData(e.iconCollisionBox.collisionVertexArray),e.hasTextCollisionBoxData()&&e.textCollisionBox.collisionVertexBuffer&&e.textCollisionBox.collisionVertexBuffer.updateData(e.textCollisionBox.collisionVertexArray),e.bucketInstanceId in this.collisionCircleArrays){var y=this.collisionCircleArrays[e.bucketInstanceId];e.placementInvProjMatrix=y.invProjMatrix,e.placementViewportMatrix=y.viewportMatrix,e.collisionCircleArray=y.circles,delete this.collisionCircleArrays[e.bucketInstanceId]}},Ae.prototype.symbolFadeChange=function(t){return 0===this.fadeDuration?1:(t-this.commitTime)/this.fadeDuration+this.prevZoomAdjustment},Ae.prototype.zoomAdjustment=function(t){return Math.max(0,(this.transform.zoom-t)/1.5)},Ae.prototype.hasTransitions=function(t){return this.stale||t-this.lastPlacementChangeTime<this.fadeDuration},Ae.prototype.stillRecent=function(t,e){var r=this.zoomAtLastRecencyCheck===e?1-this.zoomAdjustment(e):1;return this.zoomAtLastRecencyCheck=e,this.commitTime+this.fadeDuration*r>t},Ae.prototype.setStale=function(){this.stale=!0};var Se=Math.pow(2,25),Ee=Math.pow(2,24),Le=Math.pow(2,17),Ce=Math.pow(2,16),Pe=Math.pow(2,9),Oe=Math.pow(2,8),Ie=Math.pow(2,1);function De(t){if(0===t.opacity&&!t.placed)return 0;if(1===t.opacity&&t.placed)return 4294967295;var e=t.placed?1:0,r=Math.floor(127*t.opacity);return r*Se+e*Ee+r*Le+e*Ce+r*Pe+e*Oe+r*Ie+e}var ze=0,Re=function(t){this._sortAcrossTiles=\"viewport-y\"!==t.layout.get(\"symbol-z-order\")&&void 0!==t.layout.get(\"symbol-sort-key\").constantOr(1),this._currentTileIndex=0,this._currentPartIndex=0,this._seenCrossTileIDs={},this._bucketParts=[]};Re.prototype.continuePlacement=function(t,e,r,n,i){for(var a=this._bucketParts;this._currentTileIndex<t.length;){var o=t[this._currentTileIndex];if(e.getBucketParts(a,n,o,this._sortAcrossTiles),this._currentTileIndex++,i())return!0}for(this._sortAcrossTiles&&(this._sortAcrossTiles=!1,a.sort((function(t,e){return t.sortKey-e.sortKey})));this._currentPartIndex<a.length;){var s=a[this._currentPartIndex];if(e.placeLayerBucketPart(s,this._seenCrossTileIDs,r),this._currentPartIndex++,i())return!0}return!1};var Fe=function(t,e,r,n,i,a,o){this.placement=new Ae(t,i,a,o),this._currentPlacementIndex=e.length-1,this._forceFullPlacement=r,this._showCollisionBoxes=n,this._done=!1};Fe.prototype.isDone=function(){return this._done},Fe.prototype.continuePlacement=function(e,r,n){for(var i=this,a=t.browser.now(),o=function(){var e=t.browser.now()-a;return!i._forceFullPlacement&&e>2};this._currentPlacementIndex>=0;){var s=r[e[this._currentPlacementIndex]],l=this.placement.collisionIndex.transform.zoom;if(\"symbol\"===s.type&&(!s.minzoom||s.minzoom<=l)&&(!s.maxzoom||s.maxzoom>l)){if(this._inProgressLayer||(this._inProgressLayer=new Re(s)),this._inProgressLayer.continuePlacement(n[s.source],this.placement,this._showCollisionBoxes,s,o))return;delete this._inProgressLayer}this._currentPlacementIndex--}this._done=!0},Fe.prototype.commit=function(t){return this.placement.commit(t),this.placement};var Be=512/t.EXTENT/2,Ne=function(t,e,r){this.tileID=t,this.indexedSymbolInstances={},this.bucketInstanceId=r;for(var n=0;n<e.length;n++){var i=e.get(n),a=i.key;this.indexedSymbolInstances[a]||(this.indexedSymbolInstances[a]=[]),this.indexedSymbolInstances[a].push({crossTileID:i.crossTileID,coord:this.getScaledCoordinates(i,t)})}};Ne.prototype.getScaledCoordinates=function(e,r){var n=r.canonical.z-this.tileID.canonical.z,i=Be/Math.pow(2,n);return{x:Math.floor((r.canonical.x*t.EXTENT+e.anchorX)*i),y:Math.floor((r.canonical.y*t.EXTENT+e.anchorY)*i)}},Ne.prototype.findMatches=function(t,e,r){for(var n=this.tileID.canonical.z<e.canonical.z?1:Math.pow(2,this.tileID.canonical.z-e.canonical.z),i=0;i<t.length;i++){var a=t.get(i);if(!a.crossTileID){var o=this.indexedSymbolInstances[a.key];if(o)for(var s=this.getScaledCoordinates(a,e),l=0,u=o;l<u.length;l+=1){var c=u[l];if(Math.abs(c.coord.x-s.x)<=n&&Math.abs(c.coord.y-s.y)<=n&&!r[c.crossTileID]){r[c.crossTileID]=!0,a.crossTileID=c.crossTileID;break}}}}};var je=function(){this.maxCrossTileID=0};je.prototype.generate=function(){return++this.maxCrossTileID};var Ue=function(){this.indexes={},this.usedCrossTileIDs={},this.lng=0};Ue.prototype.handleWrapJump=function(t){var e=Math.round((t-this.lng)/360);if(0!==e)for(var r in this.indexes){var n=this.indexes[r],i={};for(var a in n){var o=n[a];o.tileID=o.tileID.unwrapTo(o.tileID.wrap+e),i[o.tileID.key]=o}this.indexes[r]=i}this.lng=t},Ue.prototype.addBucket=function(t,e,r){if(this.indexes[t.overscaledZ]&&this.indexes[t.overscaledZ][t.key]){if(this.indexes[t.overscaledZ][t.key].bucketInstanceId===e.bucketInstanceId)return!1;this.removeBucketCrossTileIDs(t.overscaledZ,this.indexes[t.overscaledZ][t.key])}for(var n=0;n<e.symbolInstances.length;n++)e.symbolInstances.get(n).crossTileID=0;this.usedCrossTileIDs[t.overscaledZ]||(this.usedCrossTileIDs[t.overscaledZ]={});var i=this.usedCrossTileIDs[t.overscaledZ];for(var a in this.indexes){var o=this.indexes[a];if(Number(a)>t.overscaledZ)for(var s in o){var l=o[s];l.tileID.isChildOf(t)&&l.findMatches(e.symbolInstances,t,i)}else{var u=o[t.scaledTo(Number(a)).key];u&&u.findMatches(e.symbolInstances,t,i)}}for(var c=0;c<e.symbolInstances.length;c++){var f=e.symbolInstances.get(c);f.crossTileID||(f.crossTileID=r.generate(),i[f.crossTileID]=!0)}return void 0===this.indexes[t.overscaledZ]&&(this.indexes[t.overscaledZ]={}),this.indexes[t.overscaledZ][t.key]=new Ne(t,e.symbolInstances,e.bucketInstanceId),!0},Ue.prototype.removeBucketCrossTileIDs=function(t,e){for(var r in e.indexedSymbolInstances)for(var n=0,i=e.indexedSymbolInstances[r];n<i.length;n+=1){var a=i[n];delete this.usedCrossTileIDs[t][a.crossTileID]}},Ue.prototype.removeStaleBuckets=function(t){var e=!1;for(var r in this.indexes){var n=this.indexes[r];for(var i in n)t[n[i].bucketInstanceId]||(this.removeBucketCrossTileIDs(r,n[i]),delete n[i],e=!0)}return e};var Ve=function(){this.layerIndexes={},this.crossTileIDs=new je,this.maxBucketInstanceId=0,this.bucketsInCurrentPlacement={}};Ve.prototype.addLayer=function(t,e,r){var n=this.layerIndexes[t.id];void 0===n&&(n=this.layerIndexes[t.id]=new Ue);var i=!1,a={};n.handleWrapJump(r);for(var o=0,s=e;o<s.length;o+=1){var l=s[o],u=l.getBucket(t);u&&t.id===u.layerIds[0]&&(u.bucketInstanceId||(u.bucketInstanceId=++this.maxBucketInstanceId),n.addBucket(l.tileID,u,this.crossTileIDs)&&(i=!0),a[u.bucketInstanceId]=!0)}return n.removeStaleBuckets(a)&&(i=!0),i},Ve.prototype.pruneUnusedLayers=function(t){var e={};for(var r in t.forEach((function(t){e[t]=!0})),this.layerIndexes)e[r]||delete this.layerIndexes[r]};var qe=function(e,r){return t.emitValidationErrors(e,r&&r.filter((function(t){return\"source.canvas\"!==t.identifier})))},He=t.pick(qt,[\"addLayer\",\"removeLayer\",\"setPaintProperty\",\"setLayoutProperty\",\"setFilter\",\"addSource\",\"removeSource\",\"setLayerZoomRange\",\"setLight\",\"setTransition\",\"setGeoJSONSourceData\"]),Ge=t.pick(qt,[\"setCenter\",\"setZoom\",\"setBearing\",\"setPitch\"]),We=function(){var e={},r=t.styleSpec.$version;for(var n in t.styleSpec.$root){var i=t.styleSpec.$root[n];if(i.required){var a;null!=(a=\"version\"===n?r:\"array\"===i.type?[]:{})&&(e[n]=a)}}return e}(),Ye=function(e){function r(n,i){var a=this;void 0===i&&(i={}),e.call(this),this.map=n,this.dispatcher=new A(jt(),this),this.imageManager=new h,this.imageManager.setEventedParent(this),this.glyphManager=new x(n._requestManager,i.localIdeographFontFamily),this.lineAtlas=new k(256,512),this.crossTileSymbolIndex=new Ve,this._layers={},this._serializedLayers={},this._order=[],this.sourceCaches={},this.zoomHistory=new t.ZoomHistory,this._loaded=!1,this._availableImages=[],this._resetUpdates(),this.dispatcher.broadcast(\"setReferrer\",t.getReferrer());var o=this;this._rtlTextPluginCallback=r.registerForPluginStateChange((function(e){var r={pluginStatus:e.pluginStatus,pluginURL:e.pluginURL};o.dispatcher.broadcast(\"syncRTLPluginState\",r,(function(e,r){if(t.triggerPluginCompletionEvent(e),r&&r.every((function(t){return t})))for(var n in o.sourceCaches)o.sourceCaches[n].reload()}))})),this.on(\"data\",(function(t){if(\"source\"===t.dataType&&\"metadata\"===t.sourceDataType){var e=a.sourceCaches[t.sourceId];if(e){var r=e.getSource();if(r&&r.vectorLayerIds)for(var n in a._layers){var i=a._layers[n];i.source===r.id&&a._validateLayer(i)}}}}))}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.loadURL=function(e,r){var n=this;void 0===r&&(r={}),this.fire(new t.Event(\"dataloading\",{dataType:\"style\"}));var i=\"boolean\"==typeof r.validate?r.validate:!t.isMapboxURL(e);e=this.map._requestManager.normalizeStyleURL(e,r.accessToken);var a=this.map._requestManager.transformRequest(e,t.ResourceType.Style);this._request=t.getJSON(a,(function(e,r){n._request=null,e?n.fire(new t.ErrorEvent(e)):r&&n._load(r,i)}))},r.prototype.loadJSON=function(e,r){var n=this;void 0===r&&(r={}),this.fire(new t.Event(\"dataloading\",{dataType:\"style\"})),this._request=t.browser.frame((function(){n._request=null,n._load(e,!1!==r.validate)}))},r.prototype.loadEmpty=function(){this.fire(new t.Event(\"dataloading\",{dataType:\"style\"})),this._load(We,!1)},r.prototype._load=function(e,r){if(!r||!qe(this,t.validateStyle(e))){for(var n in this._loaded=!0,this.stylesheet=e,e.sources)this.addSource(n,e.sources[n],{validate:!1});e.sprite?this._loadSprite(e.sprite):this.imageManager.setLoaded(!0),this.glyphManager.setURL(e.glyphs);var i=Vt(this.stylesheet.layers);this._order=i.map((function(t){return t.id})),this._layers={},this._serializedLayers={};for(var a=0,o=i;a<o.length;a+=1){var s=o[a];(s=t.createStyleLayer(s)).setEventedParent(this,{layer:{id:s.id}}),this._layers[s.id]=s,this._serializedLayers[s.id]=s.serialize()}this.dispatcher.broadcast(\"setLayers\",this._serializeLayers(this._order)),this.light=new T(this.stylesheet.light),this.fire(new t.Event(\"data\",{dataType:\"style\"})),this.fire(new t.Event(\"style.load\"))}},r.prototype._loadSprite=function(e){var r=this;this._spriteRequest=function(e,r,n){var i,a,o,s=t.browser.devicePixelRatio>1?\"@2x\":\"\",l=t.getJSON(r.transformRequest(r.normalizeSpriteURL(e,s,\".json\"),t.ResourceType.SpriteJSON),(function(t,e){l=null,o||(o=t,i=e,c())})),u=t.getImage(r.transformRequest(r.normalizeSpriteURL(e,s,\".png\"),t.ResourceType.SpriteImage),(function(t,e){u=null,o||(o=t,a=e,c())}));function c(){if(o)n(o);else if(i&&a){var e=t.browser.getImageData(a),r={};for(var s in i){var l=i[s],u=l.width,c=l.height,f=l.x,h=l.y,p=l.sdf,d=l.pixelRatio,v=l.stretchX,g=l.stretchY,y=l.content,m=new t.RGBAImage({width:u,height:c});t.RGBAImage.copy(e,m,{x:f,y:h},{x:0,y:0},{width:u,height:c}),r[s]={data:m,pixelRatio:d,sdf:p,stretchX:v,stretchY:g,content:y}}n(null,r)}}return{cancel:function(){l&&(l.cancel(),l=null),u&&(u.cancel(),u=null)}}}(e,this.map._requestManager,(function(e,n){if(r._spriteRequest=null,e)r.fire(new t.ErrorEvent(e));else if(n)for(var i in n)r.imageManager.addImage(i,n[i]);r.imageManager.setLoaded(!0),r._availableImages=r.imageManager.listImages(),r.dispatcher.broadcast(\"setImages\",r._availableImages),r.fire(new t.Event(\"data\",{dataType:\"style\"}))}))},r.prototype._validateLayer=function(e){var r=this.sourceCaches[e.source];if(r){var n=e.sourceLayer;if(n){var i=r.getSource();(\"geojson\"===i.type||i.vectorLayerIds&&-1===i.vectorLayerIds.indexOf(n))&&this.fire(new t.ErrorEvent(new Error('Source layer \"'+n+'\" does not exist on source \"'+i.id+'\" as specified by style layer \"'+e.id+'\"')))}}},r.prototype.loaded=function(){if(!this._loaded)return!1;if(Object.keys(this._updatedSources).length)return!1;for(var t in this.sourceCaches)if(!this.sourceCaches[t].loaded())return!1;return!!this.imageManager.isLoaded()},r.prototype._serializeLayers=function(t){for(var e=[],r=0,n=t;r<n.length;r+=1){var i=n[r],a=this._layers[i];\"custom\"!==a.type&&e.push(a.serialize())}return e},r.prototype.hasTransitions=function(){if(this.light&&this.light.hasTransition())return!0;for(var t in this.sourceCaches)if(this.sourceCaches[t].hasTransition())return!0;for(var e in this._layers)if(this._layers[e].hasTransition())return!0;return!1},r.prototype._checkLoaded=function(){if(!this._loaded)throw new Error(\"Style is not done loading\")},r.prototype.update=function(e){if(this._loaded){var r=this._changed;if(this._changed){var n=Object.keys(this._updatedLayers),i=Object.keys(this._removedLayers);for(var a in(n.length||i.length)&&this._updateWorkerLayers(n,i),this._updatedSources){var o=this._updatedSources[a];\"reload\"===o?this._reloadSource(a):\"clear\"===o&&this._clearSource(a)}for(var s in this._updateTilesForChangedImages(),this._updatedPaintProps)this._layers[s].updateTransitions(e);this.light.updateTransitions(e),this._resetUpdates()}var l={};for(var u in this.sourceCaches){var c=this.sourceCaches[u];l[u]=c.used,c.used=!1}for(var f=0,h=this._order;f<h.length;f+=1){var p=h[f],d=this._layers[p];d.recalculate(e,this._availableImages),!d.isHidden(e.zoom)&&d.source&&(this.sourceCaches[d.source].used=!0)}for(var v in l){var g=this.sourceCaches[v];l[v]!==g.used&&g.fire(new t.Event(\"data\",{sourceDataType:\"visibility\",dataType:\"source\",sourceId:v}))}this.light.recalculate(e),this.z=e.zoom,r&&this.fire(new t.Event(\"data\",{dataType:\"style\"}))}},r.prototype._updateTilesForChangedImages=function(){var t=Object.keys(this._changedImages);if(t.length){for(var e in this.sourceCaches)this.sourceCaches[e].reloadTilesForDependencies([\"icons\",\"patterns\"],t);this._changedImages={}}},r.prototype._updateWorkerLayers=function(t,e){this.dispatcher.broadcast(\"updateLayers\",{layers:this._serializeLayers(t),removedIds:e})},r.prototype._resetUpdates=function(){this._changed=!1,this._updatedLayers={},this._removedLayers={},this._updatedSources={},this._updatedPaintProps={},this._changedImages={}},r.prototype.setState=function(e){var r=this;if(this._checkLoaded(),qe(this,t.validateStyle(e)))return!1;(e=t.clone$1(e)).layers=Vt(e.layers);var n=Jt(this.serialize(),e).filter((function(t){return!(t.command in Ge)}));if(0===n.length)return!1;var i=n.filter((function(t){return!(t.command in He)}));if(i.length>0)throw new Error(\"Unimplemented: \"+i.map((function(t){return t.command})).join(\", \")+\".\");return n.forEach((function(t){\"setTransition\"!==t.command&&r[t.command].apply(r,t.args)})),this.stylesheet=e,!0},r.prototype.addImage=function(e,r){if(this.getImage(e))return this.fire(new t.ErrorEvent(new Error(\"An image with this name already exists.\")));this.imageManager.addImage(e,r),this._afterImageUpdated(e)},r.prototype.updateImage=function(t,e){this.imageManager.updateImage(t,e)},r.prototype.getImage=function(t){return this.imageManager.getImage(t)},r.prototype.removeImage=function(e){if(!this.getImage(e))return this.fire(new t.ErrorEvent(new Error(\"No image with this name exists.\")));this.imageManager.removeImage(e),this._afterImageUpdated(e)},r.prototype._afterImageUpdated=function(e){this._availableImages=this.imageManager.listImages(),this._changedImages[e]=!0,this._changed=!0,this.dispatcher.broadcast(\"setImages\",this._availableImages),this.fire(new t.Event(\"data\",{dataType:\"style\"}))},r.prototype.listImages=function(){return this._checkLoaded(),this.imageManager.listImages()},r.prototype.addSource=function(e,r,n){var i=this;if(void 0===n&&(n={}),this._checkLoaded(),void 0!==this.sourceCaches[e])throw new Error(\"There is already a source with this ID\");if(!r.type)throw new Error(\"The type property must be defined, but only the following properties were given: \"+Object.keys(r).join(\", \")+\".\");if(!([\"vector\",\"raster\",\"geojson\",\"video\",\"image\"].indexOf(r.type)>=0&&this._validate(t.validateStyle.source,\"sources.\"+e,r,null,n))){this.map&&this.map._collectResourceTiming&&(r.collectResourceTiming=!0);var a=this.sourceCaches[e]=new Ot(e,r,this.dispatcher);a.style=this,a.setEventedParent(this,(function(){return{isSourceLoaded:i.loaded(),source:a.serialize(),sourceId:e}})),a.onAdd(this.map),this._changed=!0}},r.prototype.removeSource=function(e){if(this._checkLoaded(),void 0===this.sourceCaches[e])throw new Error(\"There is no source with this ID\");for(var r in this._layers)if(this._layers[r].source===e)return this.fire(new t.ErrorEvent(new Error('Source \"'+e+'\" cannot be removed while layer \"'+r+'\" is using it.')));var n=this.sourceCaches[e];delete this.sourceCaches[e],delete this._updatedSources[e],n.fire(new t.Event(\"data\",{sourceDataType:\"metadata\",dataType:\"source\",sourceId:e})),n.setEventedParent(null),n.clearTiles(),n.onRemove&&n.onRemove(this.map),this._changed=!0},r.prototype.setGeoJSONSourceData=function(t,e){this._checkLoaded(),this.sourceCaches[t].getSource().setData(e),this._changed=!0},r.prototype.getSource=function(t){return this.sourceCaches[t]&&this.sourceCaches[t].getSource()},r.prototype.addLayer=function(e,r,n){void 0===n&&(n={}),this._checkLoaded();var i=e.id;if(this.getLayer(i))this.fire(new t.ErrorEvent(new Error('Layer with id \"'+i+'\" already exists on this map')));else{var a;if(\"custom\"===e.type){if(qe(this,t.validateCustomStyleLayer(e)))return;a=t.createStyleLayer(e)}else{if(\"object\"==typeof e.source&&(this.addSource(i,e.source),e=t.clone$1(e),e=t.extend(e,{source:i})),this._validate(t.validateStyle.layer,\"layers.\"+i,e,{arrayIndex:-1},n))return;a=t.createStyleLayer(e),this._validateLayer(a),a.setEventedParent(this,{layer:{id:i}}),this._serializedLayers[a.id]=a.serialize()}var o=r?this._order.indexOf(r):this._order.length;if(r&&-1===o)this.fire(new t.ErrorEvent(new Error('Layer with id \"'+r+'\" does not exist on this map.')));else{if(this._order.splice(o,0,i),this._layerOrderChanged=!0,this._layers[i]=a,this._removedLayers[i]&&a.source&&\"custom\"!==a.type){var s=this._removedLayers[i];delete this._removedLayers[i],s.type!==a.type?this._updatedSources[a.source]=\"clear\":(this._updatedSources[a.source]=\"reload\",this.sourceCaches[a.source].pause())}this._updateLayer(a),a.onAdd&&a.onAdd(this.map)}}},r.prototype.moveLayer=function(e,r){if(this._checkLoaded(),this._changed=!0,this._layers[e]){if(e!==r){var n=this._order.indexOf(e);this._order.splice(n,1);var i=r?this._order.indexOf(r):this._order.length;r&&-1===i?this.fire(new t.ErrorEvent(new Error('Layer with id \"'+r+'\" does not exist on this map.'))):(this._order.splice(i,0,e),this._layerOrderChanged=!0)}}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be moved.\")))},r.prototype.removeLayer=function(e){this._checkLoaded();var r=this._layers[e];if(r){r.setEventedParent(null);var n=this._order.indexOf(e);this._order.splice(n,1),this._layerOrderChanged=!0,this._changed=!0,this._removedLayers[e]=r,delete this._layers[e],delete this._serializedLayers[e],delete this._updatedLayers[e],delete this._updatedPaintProps[e],r.onRemove&&r.onRemove(this.map)}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be removed.\")))},r.prototype.getLayer=function(t){return this._layers[t]},r.prototype.hasLayer=function(t){return t in this._layers},r.prototype.setLayerZoomRange=function(e,r,n){this._checkLoaded();var i=this.getLayer(e);i?i.minzoom===r&&i.maxzoom===n||(null!=r&&(i.minzoom=r),null!=n&&(i.maxzoom=n),this._updateLayer(i)):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot have zoom extent.\")))},r.prototype.setFilter=function(e,r,n){void 0===n&&(n={}),this._checkLoaded();var i=this.getLayer(e);if(i){if(!t.deepEqual(i.filter,r))return null==r?(i.filter=void 0,void this._updateLayer(i)):void(this._validate(t.validateStyle.filter,\"layers.\"+i.id+\".filter\",r,null,n)||(i.filter=t.clone$1(r),this._updateLayer(i)))}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be filtered.\")))},r.prototype.getFilter=function(e){return t.clone$1(this.getLayer(e).filter)},r.prototype.setLayoutProperty=function(e,r,n,i){void 0===i&&(i={}),this._checkLoaded();var a=this.getLayer(e);a?t.deepEqual(a.getLayoutProperty(r),n)||(a.setLayoutProperty(r,n,i),this._updateLayer(a)):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be styled.\")))},r.prototype.getLayoutProperty=function(e,r){var n=this.getLayer(e);if(n)return n.getLayoutProperty(r);this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style.\")))},r.prototype.setPaintProperty=function(e,r,n,i){void 0===i&&(i={}),this._checkLoaded();var a=this.getLayer(e);a?t.deepEqual(a.getPaintProperty(r),n)||(a.setPaintProperty(r,n,i)&&this._updateLayer(a),this._changed=!0,this._updatedPaintProps[e]=!0):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be styled.\")))},r.prototype.getPaintProperty=function(t,e){return this.getLayer(t).getPaintProperty(e)},r.prototype.setFeatureState=function(e,r){this._checkLoaded();var n=e.source,i=e.sourceLayer,a=this.sourceCaches[n];if(void 0!==a){var o=a.getSource().type;\"geojson\"===o&&i?this.fire(new t.ErrorEvent(new Error(\"GeoJSON sources cannot have a sourceLayer parameter.\"))):\"vector\"!==o||i?(void 0===e.id&&this.fire(new t.ErrorEvent(new Error(\"The feature id parameter must be provided.\"))),a.setFeatureState(i,e.id,r)):this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+n+\"' does not exist in the map's style.\")))},r.prototype.removeFeatureState=function(e,r){this._checkLoaded();var n=e.source,i=this.sourceCaches[n];if(void 0!==i){var a=i.getSource().type,o=\"vector\"===a?e.sourceLayer:void 0;\"vector\"!==a||o?r&&\"string\"!=typeof e.id&&\"number\"!=typeof e.id?this.fire(new t.ErrorEvent(new Error(\"A feature id is required to remove its specific state property.\"))):i.removeFeatureState(o,e.id,r):this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+n+\"' does not exist in the map's style.\")))},r.prototype.getFeatureState=function(e){this._checkLoaded();var r=e.source,n=e.sourceLayer,i=this.sourceCaches[r];if(void 0!==i){if(\"vector\"!==i.getSource().type||n)return void 0===e.id&&this.fire(new t.ErrorEvent(new Error(\"The feature id parameter must be provided.\"))),i.getFeatureState(n,e.id);this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+r+\"' does not exist in the map's style.\")))},r.prototype.getTransition=function(){return t.extend({duration:300,delay:0},this.stylesheet&&this.stylesheet.transition)},r.prototype.serialize=function(){return t.filterObject({version:this.stylesheet.version,name:this.stylesheet.name,metadata:this.stylesheet.metadata,light:this.stylesheet.light,center:this.stylesheet.center,zoom:this.stylesheet.zoom,bearing:this.stylesheet.bearing,pitch:this.stylesheet.pitch,sprite:this.stylesheet.sprite,glyphs:this.stylesheet.glyphs,transition:this.stylesheet.transition,sources:t.mapObject(this.sourceCaches,(function(t){return t.serialize()})),layers:this._serializeLayers(this._order)},(function(t){return void 0!==t}))},r.prototype._updateLayer=function(t){this._updatedLayers[t.id]=!0,t.source&&!this._updatedSources[t.source]&&\"raster\"!==this.sourceCaches[t.source].getSource().type&&(this._updatedSources[t.source]=\"reload\",this.sourceCaches[t.source].pause()),this._changed=!0},r.prototype._flattenAndSortRenderedFeatures=function(t){for(var e=this,r=function(t){return\"fill-extrusion\"===e._layers[t].type},n={},i=[],a=this._order.length-1;a>=0;a--){var o=this._order[a];if(r(o)){n[o]=a;for(var s=0,l=t;s<l.length;s+=1){var u=l[s][o];if(u)for(var c=0,f=u;c<f.length;c+=1){var h=f[c];i.push(h)}}}}i.sort((function(t,e){return e.intersectionZ-t.intersectionZ}));for(var p=[],d=this._order.length-1;d>=0;d--){var v=this._order[d];if(r(v))for(var g=i.length-1;g>=0;g--){var y=i[g].feature;if(n[y.layer.id]<d)break;p.push(y),i.pop()}else for(var m=0,x=t;m<x.length;m+=1){var b=x[m][v];if(b)for(var _=0,w=b;_<w.length;_+=1){var T=w[_];p.push(T.feature)}}}return p},r.prototype.queryRenderedFeatures=function(e,r,n){r&&r.filter&&this._validate(t.validateStyle.filter,\"queryRenderedFeatures.filter\",r.filter,null,r);var i={};if(r&&r.layers){if(!Array.isArray(r.layers))return this.fire(new t.ErrorEvent(new Error(\"parameters.layers must be an Array.\"))),[];for(var a=0,o=r.layers;a<o.length;a+=1){var s=o[a],l=this._layers[s];if(!l)return this.fire(new t.ErrorEvent(new Error(\"The layer '\"+s+\"' does not exist in the map's style and cannot be queried for features.\"))),[];i[l.source]=!0}}var u=[];for(var c in r.availableImages=this._availableImages,this.sourceCaches)r.layers&&!i[c]||u.push(B(this.sourceCaches[c],this._layers,this._serializedLayers,e,r,n));return this.placement&&u.push(function(t,e,r,n,i,a,o){for(var s={},l=a.queryRenderedSymbols(n),u=[],c=0,f=Object.keys(l).map(Number);c<f.length;c+=1){var h=f[c];u.push(o[h])}u.sort(N);for(var p=function(){var r=v[d],n=r.featureIndex.lookupSymbolFeatures(l[r.bucketInstanceId],e,r.bucketIndex,r.sourceLayerIndex,i.filter,i.layers,i.availableImages,t);for(var a in n){var o=s[a]=s[a]||[],u=n[a];u.sort((function(t,e){var n=r.featureSortOrder;if(n){var i=n.indexOf(t.featureIndex);return n.indexOf(e.featureIndex)-i}return e.featureIndex-t.featureIndex}));for(var c=0,f=u;c<f.length;c+=1){var h=f[c];o.push(h)}}},d=0,v=u;d<v.length;d+=1)p();var g=function(e){s[e].forEach((function(n){var i=n.feature,a=t[e],o=r[a.source].getFeatureState(i.layer[\"source-layer\"],i.id);i.source=i.layer.source,i.layer[\"source-layer\"]&&(i.sourceLayer=i.layer[\"source-layer\"]),i.state=o}))};for(var y in s)g(y);return s}(this._layers,this._serializedLayers,this.sourceCaches,e,r,this.placement.collisionIndex,this.placement.retainedQueryData)),this._flattenAndSortRenderedFeatures(u)},r.prototype.querySourceFeatures=function(e,r){r&&r.filter&&this._validate(t.validateStyle.filter,\"querySourceFeatures.filter\",r.filter,null,r);var n=this.sourceCaches[e];return n?function(t,e){for(var r=t.getRenderableIds().map((function(e){return t.getTileByID(e)})),n=[],i={},a=0;a<r.length;a++){var o=r[a],s=o.tileID.canonical.key;i[s]||(i[s]=!0,o.querySourceFeatures(n,e))}return n}(n,r):[]},r.prototype.addSourceType=function(t,e,n){return r.getSourceType(t)?n(new Error('A source type called \"'+t+'\" already exists.')):(r.setSourceType(t,e),e.workerSourceURL?void this.dispatcher.broadcast(\"loadWorkerSource\",{name:t,url:e.workerSourceURL},n):n(null,null))},r.prototype.getLight=function(){return this.light.getLight()},r.prototype.setLight=function(e,r){void 0===r&&(r={}),this._checkLoaded();var n=this.light.getLight(),i=!1;for(var a in e)if(!t.deepEqual(e[a],n[a])){i=!0;break}if(i){var o={now:t.browser.now(),transition:t.extend({duration:300,delay:0},this.stylesheet.transition)};this.light.setLight(e,r),this.light.updateTransitions(o)}},r.prototype._validate=function(e,r,n,i,a){return void 0===a&&(a={}),(!a||!1!==a.validate)&&qe(this,e.call(t.validateStyle,t.extend({key:r,style:this.serialize(),value:n,styleSpec:t.styleSpec},i)))},r.prototype._remove=function(){for(var e in this._request&&(this._request.cancel(),this._request=null),this._spriteRequest&&(this._spriteRequest.cancel(),this._spriteRequest=null),t.evented.off(\"pluginStateChange\",this._rtlTextPluginCallback),this._layers)this._layers[e].setEventedParent(null);for(var r in this.sourceCaches)this.sourceCaches[r].clearTiles(),this.sourceCaches[r].setEventedParent(null);this.imageManager.setEventedParent(null),this.setEventedParent(null),this.dispatcher.remove()},r.prototype._clearSource=function(t){this.sourceCaches[t].clearTiles()},r.prototype._reloadSource=function(t){this.sourceCaches[t].resume(),this.sourceCaches[t].reload()},r.prototype._updateSources=function(t){for(var e in this.sourceCaches)this.sourceCaches[e].update(t)},r.prototype._generateCollisionBoxes=function(){for(var t in this.sourceCaches)this._reloadSource(t)},r.prototype._updatePlacement=function(e,r,n,i,a){void 0===a&&(a=!1);for(var o=!1,s=!1,l={},u=0,c=this._order;u<c.length;u+=1){var f=c[u],h=this._layers[f];if(\"symbol\"===h.type){if(!l[h.source]){var p=this.sourceCaches[h.source];l[h.source]=p.getRenderableIds(!0).map((function(t){return p.getTileByID(t)})).sort((function(t,e){return e.tileID.overscaledZ-t.tileID.overscaledZ||(t.tileID.isLessThan(e.tileID)?-1:1)}))}var d=this.crossTileSymbolIndex.addLayer(h,l[h.source],e.center.lng);o=o||d}}if(this.crossTileSymbolIndex.pruneUnusedLayers(this._order),((a=a||this._layerOrderChanged||0===n)||!this.pauseablePlacement||this.pauseablePlacement.isDone()&&!this.placement.stillRecent(t.browser.now(),e.zoom))&&(this.pauseablePlacement=new Fe(e,this._order,a,r,n,i,this.placement),this._layerOrderChanged=!1),this.pauseablePlacement.isDone()?this.placement.setStale():(this.pauseablePlacement.continuePlacement(this._order,this._layers,l),this.pauseablePlacement.isDone()&&(this.placement=this.pauseablePlacement.commit(t.browser.now()),s=!0),o&&this.pauseablePlacement.placement.setStale()),s||o)for(var v=0,g=this._order;v<g.length;v+=1){var y=g[v],m=this._layers[y];\"symbol\"===m.type&&this.placement.updateLayerOpacities(m,l[m.source])}return!this.pauseablePlacement.isDone()||this.placement.hasTransitions(t.browser.now())},r.prototype._releaseSymbolFadeTiles=function(){for(var t in this.sourceCaches)this.sourceCaches[t].releaseSymbolFadeTiles()},r.prototype.getImages=function(t,e,r){this.imageManager.getImages(e.icons,r),this._updateTilesForChangedImages();var n=this.sourceCaches[e.source];n&&n.setDependencies(e.tileID.key,e.type,e.icons)},r.prototype.getGlyphs=function(t,e,r){this.glyphManager.getGlyphs(e.stacks,r)},r.prototype.getResource=function(e,r,n){return t.makeRequest(r,n)},r}(t.Evented);Ye.getSourceType=function(t){return R[t]},Ye.setSourceType=function(t,e){R[t]=e},Ye.registerForPluginStateChange=t.registerForPluginStateChange;var Xe=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2}]),Ze=_r(\"#ifdef GL_ES\\nprecision mediump float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\",\"#ifdef GL_ES\\nprecision highp float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\\nvec2 unpack_float(const float packedValue) {int packedIntValue=int(packedValue);int v0=packedIntValue/256;return vec2(v0,packedIntValue-v0*256);}vec2 unpack_opacity(const float packedOpacity) {int intOpacity=int(packedOpacity)/2;return vec2(float(intOpacity)/127.0,mod(packedOpacity,2.0));}vec4 decode_color(const vec2 encodedColor) {return vec4(unpack_float(encodedColor[0])/255.0,unpack_float(encodedColor[1])/255.0\\n);}float unpack_mix_vec2(const vec2 packedValue,const float t) {return mix(packedValue[0],packedValue[1],t);}vec4 unpack_mix_color(const vec4 packedColors,const float t) {vec4 minColor=decode_color(vec2(packedColors[0],packedColors[1]));vec4 maxColor=decode_color(vec2(packedColors[2],packedColors[3]));return mix(minColor,maxColor,t);}vec2 get_pattern_pos(const vec2 pixel_coord_upper,const vec2 pixel_coord_lower,const vec2 pattern_size,const float tile_units_to_pixels,const vec2 pos) {vec2 offset=mod(mod(mod(pixel_coord_upper,pattern_size)*256.0,pattern_size)*256.0+pixel_coord_lower,pattern_size);return (tile_units_to_pixels*pos+offset)/pattern_size;}\"),Ke=_r(\"uniform vec4 u_color;uniform float u_opacity;void main() {gl_FragColor=u_color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),Je=_r(\"uniform vec2 u_pattern_tl_a;uniform vec2 u_pattern_br_a;uniform vec2 u_pattern_tl_b;uniform vec2 u_pattern_br_b;uniform vec2 u_texsize;uniform float u_mix;uniform float u_opacity;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(u_pattern_tl_a/u_texsize,u_pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(u_pattern_tl_b/u_texsize,u_pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_mix)*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pattern_size_a;uniform vec2 u_pattern_size_b;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_scale_a;uniform float u_scale_b;uniform float u_tile_units_to_pixels;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,u_scale_a*u_pattern_size_a,u_tile_units_to_pixels,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,u_scale_b*u_pattern_size_b,u_tile_units_to_pixels,a_pos);}\"),$e=_r(\"varying vec3 v_data;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize mediump float radius\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize highp vec4 stroke_color\\n#pragma mapbox: initialize mediump float stroke_width\\n#pragma mapbox: initialize lowp float stroke_opacity\\nvec2 extrude=v_data.xy;float extrude_length=length(extrude);lowp float antialiasblur=v_data.z;float antialiased_blur=-max(blur,antialiasblur);float opacity_t=smoothstep(0.0,antialiased_blur,extrude_length-1.0);float color_t=stroke_width < 0.01 ? 0.0 : smoothstep(antialiased_blur,0.0,extrude_length-radius/(radius+stroke_width));gl_FragColor=opacity_t*mix(color*opacity,stroke_color*stroke_opacity,color_t);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform bool u_scale_with_map;uniform bool u_pitch_with_map;uniform vec2 u_extrude_scale;uniform lowp float u_device_pixel_ratio;uniform highp float u_camera_to_center_distance;attribute vec2 a_pos;varying vec3 v_data;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\nvoid main(void) {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize mediump float radius\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize highp vec4 stroke_color\\n#pragma mapbox: initialize mediump float stroke_width\\n#pragma mapbox: initialize lowp float stroke_opacity\\nvec2 extrude=vec2(mod(a_pos,2.0)*2.0-1.0);vec2 circle_center=floor(a_pos*0.5);if (u_pitch_with_map) {vec2 corner_position=circle_center;if (u_scale_with_map) {corner_position+=extrude*(radius+stroke_width)*u_extrude_scale;} else {vec4 projected_center=u_matrix*vec4(circle_center,0,1);corner_position+=extrude*(radius+stroke_width)*u_extrude_scale*(projected_center.w/u_camera_to_center_distance);}gl_Position=u_matrix*vec4(corner_position,0,1);} else {gl_Position=u_matrix*vec4(circle_center,0,1);if (u_scale_with_map) {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*u_camera_to_center_distance;} else {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*gl_Position.w;}}lowp float antialiasblur=1.0/u_device_pixel_ratio/(radius+stroke_width);v_data=vec3(extrude.x,extrude.y,antialiasblur);}\"),Qe=_r(\"void main() {gl_FragColor=vec4(1.0);}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),tr=_r(\"uniform highp float u_intensity;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main() {\\n#pragma mapbox: initialize highp float weight\\nfloat d=-0.5*3.0*3.0*dot(v_extrude,v_extrude);float val=weight*u_intensity*GAUSS_COEF*exp(d);gl_FragColor=vec4(val,1.0,1.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform float u_extrude_scale;uniform float u_opacity;uniform float u_intensity;attribute vec2 a_pos;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#pragma mapbox: define mediump float radius\\nconst highp float ZERO=1.0/255.0/16.0;\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main(void) {\\n#pragma mapbox: initialize highp float weight\\n#pragma mapbox: initialize mediump float radius\\nvec2 unscaled_extrude=vec2(mod(a_pos,2.0)*2.0-1.0);float S=sqrt(-2.0*log(ZERO/weight/u_intensity/GAUSS_COEF))/3.0;v_extrude=S*unscaled_extrude;vec2 extrude=v_extrude*radius*u_extrude_scale;vec4 pos=vec4(floor(a_pos*0.5)+extrude,0,1);gl_Position=u_matrix*pos;}\"),er=_r(\"uniform sampler2D u_image;uniform sampler2D u_color_ramp;uniform float u_opacity;varying vec2 v_pos;void main() {float t=texture2D(u_image,v_pos).r;vec4 color=texture2D(u_color_ramp,vec2(t,0.5));gl_FragColor=color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(0.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;attribute vec2 a_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos*u_world,0,1);v_pos.x=a_pos.x;v_pos.y=1.0-a_pos.y;}\"),rr=_r(\"varying float v_placed;varying float v_notUsed;void main() {float alpha=0.5;gl_FragColor=vec4(1.0,0.0,0.0,1.0)*alpha;if (v_placed > 0.5) {gl_FragColor=vec4(0.0,0.0,1.0,0.5)*alpha;}if (v_notUsed > 0.5) {gl_FragColor*=.1;}}\",\"attribute vec2 a_pos;attribute vec2 a_anchor_pos;attribute vec2 a_extrude;attribute vec2 a_placed;attribute vec2 a_shift;uniform mat4 u_matrix;uniform vec2 u_extrude_scale;uniform float u_camera_to_center_distance;varying float v_placed;varying float v_notUsed;void main() {vec4 projectedPoint=u_matrix*vec4(a_anchor_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);gl_Position=u_matrix*vec4(a_pos,0.0,1.0);gl_Position.xy+=(a_extrude+a_shift)*u_extrude_scale*gl_Position.w*collision_perspective_ratio;v_placed=a_placed.x;v_notUsed=a_placed.y;}\"),nr=_r(\"varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;void main() {float alpha=0.5*min(v_perspective_ratio,1.0);float stroke_radius=0.9*max(v_perspective_ratio,1.0);float distance_to_center=length(v_extrude);float distance_to_edge=abs(distance_to_center-v_radius);float opacity_t=smoothstep(-stroke_radius,0.0,-distance_to_edge);vec4 color=mix(vec4(0.0,0.0,1.0,0.5),vec4(1.0,0.0,0.0,1.0),v_collision);gl_FragColor=color*alpha*opacity_t;}\",\"attribute vec2 a_pos;attribute float a_radius;attribute vec2 a_flags;uniform mat4 u_matrix;uniform mat4 u_inv_matrix;uniform vec2 u_viewport_size;uniform float u_camera_to_center_distance;varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;vec3 toTilePosition(vec2 screenPos) {vec4 rayStart=u_inv_matrix*vec4(screenPos,-1.0,1.0);vec4 rayEnd  =u_inv_matrix*vec4(screenPos, 1.0,1.0);rayStart.xyz/=rayStart.w;rayEnd.xyz  /=rayEnd.w;highp float t=(0.0-rayStart.z)/(rayEnd.z-rayStart.z);return mix(rayStart.xyz,rayEnd.xyz,t);}void main() {vec2 quadCenterPos=a_pos;float radius=a_radius;float collision=a_flags.x;float vertexIdx=a_flags.y;vec2 quadVertexOffset=vec2(mix(-1.0,1.0,float(vertexIdx >=2.0)),mix(-1.0,1.0,float(vertexIdx >=1.0 && vertexIdx <=2.0)));vec2 quadVertexExtent=quadVertexOffset*radius;vec3 tilePos=toTilePosition(quadCenterPos);vec4 clipPos=u_matrix*vec4(tilePos,1.0);highp float camera_to_anchor_distance=clipPos.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);float padding_factor=1.2;v_radius=radius;v_extrude=quadVertexExtent*padding_factor;v_perspective_ratio=collision_perspective_ratio;v_collision=collision;gl_Position=vec4(clipPos.xyz/clipPos.w,1.0)+vec4(quadVertexExtent*padding_factor/u_viewport_size*2.0,0.0,0.0);}\"),ir=_r(\"uniform highp vec4 u_color;uniform sampler2D u_overlay;varying vec2 v_uv;void main() {vec4 overlay_color=texture2D(u_overlay,v_uv);gl_FragColor=mix(u_color,overlay_color,overlay_color.a);}\",\"attribute vec2 a_pos;varying vec2 v_uv;uniform mat4 u_matrix;uniform float u_overlay_scale;void main() {v_uv=a_pos/8192.0;gl_Position=u_matrix*vec4(a_pos*u_overlay_scale,0,1);}\"),ar=_r(\"#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_FragColor=color*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);}\"),or=_r(\"varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=outline_color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;uniform vec2 u_world;varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),sr=_r(\"uniform vec2 u_texsize;uniform sampler2D u_image;uniform float u_fade;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);float dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=mix(color1,color2,u_fade)*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;gl_Position=u_matrix*vec4(a_pos,0,1);vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,a_pos);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),lr=_r(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_fade)*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileZoomRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileZoomRatio,a_pos);}\"),ur=_r(\"varying vec4 v_color;void main() {gl_FragColor=v_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;uniform float u_vertical_gradient;uniform lowp float u_opacity;attribute vec2 a_pos;attribute vec4 a_normal_ed;varying vec4 v_color;\\n#pragma mapbox: define highp float base\\n#pragma mapbox: define highp float height\\n#pragma mapbox: define highp vec4 color\\nvoid main() {\\n#pragma mapbox: initialize highp float base\\n#pragma mapbox: initialize highp float height\\n#pragma mapbox: initialize highp vec4 color\\nvec3 normal=a_normal_ed.xyz;base=max(0.0,base);height=max(0.0,height);float t=mod(normal.x,2.0);gl_Position=u_matrix*vec4(a_pos,t > 0.0 ? height : base,1);float colorvalue=color.r*0.2126+color.g*0.7152+color.b*0.0722;v_color=vec4(0.0,0.0,0.0,1.0);vec4 ambientlight=vec4(0.03,0.03,0.03,1.0);color+=ambientlight;float directional=clamp(dot(normal/16384.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((1.0-colorvalue+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_color.r+=clamp(color.r*directional*u_lightcolor.r,mix(0.0,0.3,1.0-u_lightcolor.r),1.0);v_color.g+=clamp(color.g*directional*u_lightcolor.g,mix(0.0,0.3,1.0-u_lightcolor.g),1.0);v_color.b+=clamp(color.b*directional*u_lightcolor.b,mix(0.0,0.3,1.0-u_lightcolor.b),1.0);v_color*=u_opacity;}\"),cr=_r(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);vec4 mixedColor=mix(color1,color2,u_fade);gl_FragColor=mixedColor*v_lighting;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_height_factor;uniform vec3 u_scale;uniform float u_vertical_gradient;uniform lowp float u_opacity;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;attribute vec2 a_pos;attribute vec4 a_normal_ed;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec3 normal=a_normal_ed.xyz;float edgedistance=a_normal_ed.w;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;base=max(0.0,base);height=max(0.0,height);float t=mod(normal.x,2.0);float z=t > 0.0 ? height : base;gl_Position=u_matrix*vec4(a_pos,z,1);vec2 pos=normal.x==1.0 && normal.y==0.0 && normal.z==16384.0\\n? a_pos\\n: vec2(edgedistance,z*u_height_factor);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,pos);v_lighting=vec4(0.0,0.0,0.0,1.0);float directional=clamp(dot(normal/16383.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((0.5+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_lighting.rgb+=clamp(directional*u_lightcolor,mix(vec3(0.0),vec3(0.3),1.0-u_lightcolor),vec3(1.0));v_lighting*=u_opacity;}\"),fr=_r(\"#ifdef GL_ES\\nprecision highp float;\\n#endif\\nuniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_dimension;uniform float u_zoom;uniform vec4 u_unpack;float getElevation(vec2 coord,float bias) {vec4 data=texture2D(u_image,coord)*255.0;data.a=-1.0;return dot(data,u_unpack)/4.0;}void main() {vec2 epsilon=1.0/u_dimension;float a=getElevation(v_pos+vec2(-epsilon.x,-epsilon.y),0.0);float b=getElevation(v_pos+vec2(0,-epsilon.y),0.0);float c=getElevation(v_pos+vec2(epsilon.x,-epsilon.y),0.0);float d=getElevation(v_pos+vec2(-epsilon.x,0),0.0);float e=getElevation(v_pos,0.0);float f=getElevation(v_pos+vec2(epsilon.x,0),0.0);float g=getElevation(v_pos+vec2(-epsilon.x,epsilon.y),0.0);float h=getElevation(v_pos+vec2(0,epsilon.y),0.0);float i=getElevation(v_pos+vec2(epsilon.x,epsilon.y),0.0);float exaggerationFactor=u_zoom < 2.0 ? 0.4 : u_zoom < 4.5 ? 0.35 : 0.3;float exaggeration=u_zoom < 15.0 ? (u_zoom-15.0)*exaggerationFactor : 0.0;vec2 deriv=vec2((c+f+f+i)-(a+d+d+g),(g+h+h+i)-(a+b+b+c))/pow(2.0,exaggeration+(19.2562-u_zoom));gl_FragColor=clamp(vec4(deriv.x/2.0+0.5,deriv.y/2.0+0.5,1.0,1.0),0.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_dimension;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);highp vec2 epsilon=1.0/u_dimension;float scale=(u_dimension.x-2.0)/u_dimension.x;v_pos=(a_texture_pos/8192.0)*scale+epsilon;}\"),hr=_r(\"uniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_latrange;uniform vec2 u_light;uniform vec4 u_shadow;uniform vec4 u_highlight;uniform vec4 u_accent;\\n#define PI 3.141592653589793\\nvoid main() {vec4 pixel=texture2D(u_image,v_pos);vec2 deriv=((pixel.rg*2.0)-1.0);float scaleFactor=cos(radians((u_latrange[0]-u_latrange[1])*(1.0-v_pos.y)+u_latrange[1]));float slope=atan(1.25*length(deriv)/scaleFactor);float aspect=deriv.x !=0.0 ? atan(deriv.y,-deriv.x) : PI/2.0*(deriv.y > 0.0 ? 1.0 :-1.0);float intensity=u_light.x;float azimuth=u_light.y+PI;float base=1.875-intensity*1.75;float maxValue=0.5*PI;float scaledSlope=intensity !=0.5 ? ((pow(base,slope)-1.0)/(pow(base,maxValue)-1.0))*maxValue : slope;float accent=cos(scaledSlope);vec4 accent_color=(1.0-accent)*u_accent*clamp(intensity*2.0,0.0,1.0);float shade=abs(mod((aspect+azimuth)/PI+0.5,2.0)-1.0);vec4 shade_color=mix(u_shadow,u_highlight,shade)*sin(scaledSlope)*clamp(intensity*2.0,0.0,1.0);gl_FragColor=accent_color*(1.0-shade_color.a)+shade_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos=a_texture_pos/8192.0;}\"),pr=_r(\"uniform lowp float u_device_pixel_ratio;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform vec2 u_units_to_pixels;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp float v_linesofar;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;v_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*2.0;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_width2=vec2(outset,inset);}\"),dr=_r(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;varying highp vec2 v_uv;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);vec4 color=texture2D(u_image,v_uv);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;attribute float a_uv_x;attribute float a_split_index;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_units_to_pixels;uniform float u_image_height;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp vec2 v_uv;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;highp float texel_height=1.0/u_image_height;highp float half_texel_height=0.5*texel_height;v_uv=vec2(a_uv_x,a_split_index*texel_height-half_texel_height);vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_width2=vec2(outset,inset);}\"),vr=_r(\"uniform lowp float u_device_pixel_ratio;uniform vec2 u_texsize;uniform float u_fade;uniform mediump vec3 u_scale;uniform sampler2D u_image;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;vec2 pattern_size_a=vec2(display_size_a.x*fromScale/tileZoomRatio,display_size_a.y);vec2 pattern_size_b=vec2(display_size_b.x*toScale/tileZoomRatio,display_size_b.y);float aspect_a=display_size_a.y/v_width;float aspect_b=display_size_b.y/v_width;float dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float x_a=mod(v_linesofar/pattern_size_a.x*aspect_a,1.0);float x_b=mod(v_linesofar/pattern_size_b.x*aspect_b,1.0);float y=0.5*v_normal.y+0.5;vec2 texel_size=1.0/u_texsize;vec2 pos_a=mix(pattern_tl_a*texel_size-texel_size,pattern_br_a*texel_size+texel_size,vec2(x_a,y));vec2 pos_b=mix(pattern_tl_b*texel_size-texel_size,pattern_br_b*texel_size+texel_size,vec2(x_b,y));vec4 color=mix(texture2D(u_image,pos_a),texture2D(u_image,pos_b),u_fade);gl_FragColor=color*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform vec2 u_units_to_pixels;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_linesofar=a_linesofar;v_width2=vec2(outset,inset);v_width=floorwidth;}\"),gr=_r(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;uniform float u_sdfgamma;uniform float u_mix;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float sdfdist_a=texture2D(u_image,v_tex_a).a;float sdfdist_b=texture2D(u_image,v_tex_b).a;float sdfdist=mix(sdfdist_a,sdfdist_b,u_mix);alpha*=smoothstep(0.5-u_sdfgamma/floorwidth,0.5+u_sdfgamma/floorwidth,sdfdist);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_patternscale_a;uniform float u_tex_y_a;uniform vec2 u_patternscale_b;uniform float u_tex_y_b;uniform vec2 u_units_to_pixels;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_tex_a=vec2(a_linesofar*u_patternscale_a.x/floorwidth,normal.y*u_patternscale_a.y+u_tex_y_a);v_tex_b=vec2(a_linesofar*u_patternscale_b.x/floorwidth,normal.y*u_patternscale_b.y+u_tex_y_b);v_width2=vec2(outset,inset);}\"),yr=_r(\"uniform float u_fade_t;uniform float u_opacity;uniform sampler2D u_image0;uniform sampler2D u_image1;varying vec2 v_pos0;varying vec2 v_pos1;uniform float u_brightness_low;uniform float u_brightness_high;uniform float u_saturation_factor;uniform float u_contrast_factor;uniform vec3 u_spin_weights;void main() {vec4 color0=texture2D(u_image0,v_pos0);vec4 color1=texture2D(u_image1,v_pos1);if (color0.a > 0.0) {color0.rgb=color0.rgb/color0.a;}if (color1.a > 0.0) {color1.rgb=color1.rgb/color1.a;}vec4 color=mix(color0,color1,u_fade_t);color.a*=u_opacity;vec3 rgb=color.rgb;rgb=vec3(dot(rgb,u_spin_weights.xyz),dot(rgb,u_spin_weights.zxy),dot(rgb,u_spin_weights.yzx));float average=(color.r+color.g+color.b)/3.0;rgb+=(average-rgb)*u_saturation_factor;rgb=(rgb-0.5)*u_contrast_factor+0.5;vec3 u_high_vec=vec3(u_brightness_low,u_brightness_low,u_brightness_low);vec3 u_low_vec=vec3(u_brightness_high,u_brightness_high,u_brightness_high);gl_FragColor=vec4(mix(u_high_vec,u_low_vec,rgb)*color.a,color.a);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_tl_parent;uniform float u_scale_parent;uniform float u_buffer_scale;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos0;varying vec2 v_pos1;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos0=(((a_texture_pos/8192.0)-0.5)/u_buffer_scale )+0.5;v_pos1=(v_pos0*u_scale_parent)+u_tl_parent;}\"),mr=_r(\"uniform sampler2D u_texture;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nlowp float alpha=opacity*v_fade_opacity;gl_FragColor=texture2D(u_texture,v_tex)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform highp float u_camera_to_center_distance;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform float u_fade_change;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform vec2 u_texsize;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;vec2 a_minFontScale=a_pixeloffset.zw/256.0;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*max(a_minFontScale,fontScale)+a_pxoffset/16.0),0.0,1.0);v_tex=a_tex/u_texsize;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;v_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));}\"),xr=_r(\"#define SDF_PX 8.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;uniform bool u_is_text;varying vec2 v_data0;varying vec3 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nfloat EDGE_GAMMA=0.105/u_device_pixel_ratio;vec2 tex=v_data0.xy;float gamma_scale=v_data1.x;float size=v_data1.y;float fade_opacity=v_data1[2];float fontScale=u_is_text ? size/24.0 : size;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;varying vec2 v_data0;varying vec3 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale+a_pxoffset),0.0,1.0);float gamma_scale=gl_Position.w;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));v_data0=a_tex/u_texsize;v_data1=vec3(gamma_scale,size,interpolated_fade_opacity);}\"),br=_r(\"#define SDF_PX 8.0\\n#define SDF 1.0\\n#define ICON 0.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform sampler2D u_texture_icon;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;varying vec4 v_data0;varying vec4 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nfloat fade_opacity=v_data1[2];if (v_data1.w==ICON) {vec2 tex_icon=v_data0.zw;lowp float alpha=opacity*fade_opacity;gl_FragColor=texture2D(u_texture_icon,tex_icon)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\nreturn;}vec2 tex=v_data0.xy;float EDGE_GAMMA=0.105/u_device_pixel_ratio;float gamma_scale=v_data1.x;float size=v_data1.y;float fontScale=size/24.0;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;uniform vec2 u_texsize_icon;varying vec4 v_data0;varying vec4 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);float is_sdf=a_size[0]-2.0*a_size_min;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=size/24.0;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale),0.0,1.0);float gamma_scale=gl_Position.w;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));v_data0.xy=a_tex/u_texsize;v_data0.zw=a_tex/u_texsize_icon;v_data1=vec4(gamma_scale,size,interpolated_fade_opacity,is_sdf);}\");function _r(t,e){var r=/#pragma mapbox: ([\\w]+) ([\\w]+) ([\\w]+) ([\\w]+)/g,n=e.match(/attribute ([\\w]+) ([\\w]+)/g),i=t.match(/uniform ([\\w]+) ([\\w]+)([\\s]*)([\\w]*)/g),a=e.match(/uniform ([\\w]+) ([\\w]+)([\\s]*)([\\w]*)/g),o=a?a.concat(i):i,s={};return{fragmentSource:t=t.replace(r,(function(t,e,r,n,i){return s[i]=!0,\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\nvarying \"+r+\" \"+n+\" \"+i+\";\\n#else\\nuniform \"+r+\" \"+n+\" u_\"+i+\";\\n#endif\\n\":\"\\n#ifdef HAS_UNIFORM_u_\"+i+\"\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\"})),vertexSource:e=e.replace(r,(function(t,e,r,n,i){var a=\"float\"===n?\"vec2\":\"vec4\",o=i.match(/color/)?\"color\":a;return s[i]?\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\nuniform lowp float u_\"+i+\"_t;\\nattribute \"+r+\" \"+a+\" a_\"+i+\";\\nvarying \"+r+\" \"+n+\" \"+i+\";\\n#else\\nuniform \"+r+\" \"+n+\" u_\"+i+\";\\n#endif\\n\":\"vec4\"===o?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\n    \"+i+\" = a_\"+i+\";\\n#else\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\n    \"+i+\" = unpack_mix_\"+o+\"(a_\"+i+\", u_\"+i+\"_t);\\n#else\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\":\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\nuniform lowp float u_\"+i+\"_t;\\nattribute \"+r+\" \"+a+\" a_\"+i+\";\\n#else\\nuniform \"+r+\" \"+n+\" u_\"+i+\";\\n#endif\\n\":\"vec4\"===o?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\n    \"+r+\" \"+n+\" \"+i+\" = a_\"+i+\";\\n#else\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\n    \"+r+\" \"+n+\" \"+i+\" = unpack_mix_\"+o+\"(a_\"+i+\", u_\"+i+\"_t);\\n#else\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\"})),staticAttributes:n,staticUniforms:o}}var wr=Object.freeze({__proto__:null,prelude:Ze,background:Ke,backgroundPattern:Je,circle:$e,clippingMask:Qe,heatmap:tr,heatmapTexture:er,collisionBox:rr,collisionCircle:nr,debug:ir,fill:ar,fillOutline:or,fillOutlinePattern:sr,fillPattern:lr,fillExtrusion:ur,fillExtrusionPattern:cr,hillshadePrepare:fr,hillshade:hr,line:pr,lineGradient:dr,linePattern:vr,lineSDF:gr,raster:yr,symbolIcon:mr,symbolSDF:xr,symbolTextAndIcon:br}),Tr=function(){this.boundProgram=null,this.boundLayoutVertexBuffer=null,this.boundPaintVertexBuffers=[],this.boundIndexBuffer=null,this.boundVertexOffset=null,this.boundDynamicVertexBuffer=null,this.vao=null};function kr(t){for(var e=[],r=0;r<t.length;r++)if(null!==t[r]){var n=t[r].split(\" \");e.push(n.pop())}return e}Tr.prototype.bind=function(t,e,r,n,i,a,o,s){this.context=t;for(var l=this.boundPaintVertexBuffers.length!==n.length,u=0;!l&&u<n.length;u++)this.boundPaintVertexBuffers[u]!==n[u]&&(l=!0);var c=!this.vao||this.boundProgram!==e||this.boundLayoutVertexBuffer!==r||l||this.boundIndexBuffer!==i||this.boundVertexOffset!==a||this.boundDynamicVertexBuffer!==o||this.boundDynamicVertexBuffer2!==s;!t.extVertexArrayObject||c?this.freshBind(e,r,n,i,a,o,s):(t.bindVertexArrayOES.set(this.vao),o&&o.bind(),i&&i.dynamicDraw&&i.bind(),s&&s.bind())},Tr.prototype.freshBind=function(t,e,r,n,i,a,o){var s,l=t.numAttributes,u=this.context,c=u.gl;if(u.extVertexArrayObject)this.vao&&this.destroy(),this.vao=u.extVertexArrayObject.createVertexArrayOES(),u.bindVertexArrayOES.set(this.vao),s=0,this.boundProgram=t,this.boundLayoutVertexBuffer=e,this.boundPaintVertexBuffers=r,this.boundIndexBuffer=n,this.boundVertexOffset=i,this.boundDynamicVertexBuffer=a,this.boundDynamicVertexBuffer2=o;else{s=u.currentNumAttributes||0;for(var f=l;f<s;f++)c.disableVertexAttribArray(f)}e.enableAttributes(c,t);for(var h=0,p=r;h<p.length;h+=1)p[h].enableAttributes(c,t);a&&a.enableAttributes(c,t),o&&o.enableAttributes(c,t),e.bind(),e.setVertexAttribPointers(c,t,i);for(var d=0,v=r;d<v.length;d+=1){var g=v[d];g.bind(),g.setVertexAttribPointers(c,t,i)}a&&(a.bind(),a.setVertexAttribPointers(c,t,i)),n&&n.bind(),o&&(o.bind(),o.setVertexAttribPointers(c,t,i)),u.currentNumAttributes=l},Tr.prototype.destroy=function(){this.vao&&(this.context.extVertexArrayObject.deleteVertexArrayOES(this.vao),this.vao=null)};var Ar=function(t,e,r,n,i,a){var o=t.gl;this.program=o.createProgram();for(var s=kr(r.staticAttributes),l=n?n.getBinderAttributes():[],u=s.concat(l),c=r.staticUniforms?kr(r.staticUniforms):[],f=n?n.getBinderUniforms():[],h=[],p=0,d=c.concat(f);p<d.length;p+=1){var v=d[p];h.indexOf(v)<0&&h.push(v)}var g=n?n.defines():[];a&&g.push(\"#define OVERDRAW_INSPECTOR;\");var y=g.concat(Ze.fragmentSource,r.fragmentSource).join(\"\\n\"),m=g.concat(Ze.vertexSource,r.vertexSource).join(\"\\n\"),x=o.createShader(o.FRAGMENT_SHADER);if(o.isContextLost())this.failedToCreate=!0;else{o.shaderSource(x,y),o.compileShader(x),o.attachShader(this.program,x);var b=o.createShader(o.VERTEX_SHADER);if(o.isContextLost())this.failedToCreate=!0;else{o.shaderSource(b,m),o.compileShader(b),o.attachShader(this.program,b),this.attributes={};var _={};this.numAttributes=u.length;for(var w=0;w<this.numAttributes;w++)u[w]&&(o.bindAttribLocation(this.program,w,u[w]),this.attributes[u[w]]=w);o.linkProgram(this.program),o.deleteShader(b),o.deleteShader(x);for(var T=0;T<h.length;T++){var k=h[T];if(k&&!_[k]){var A=o.getUniformLocation(this.program,k);A&&(_[k]=A)}}this.fixedUniforms=i(t,_),this.binderUniforms=n?n.getUniforms(t,_):[]}}};function Mr(t,e,r){var n=1/ge(r,1,e.transform.tileZoom),i=Math.pow(2,r.tileID.overscaledZ),a=r.tileSize*Math.pow(2,e.transform.tileZoom)/i,o=a*(r.tileID.canonical.x+r.tileID.wrap*i),s=a*r.tileID.canonical.y;return{u_image:0,u_texsize:r.imageAtlasTexture.size,u_scale:[n,t.fromScale,t.toScale],u_fade:t.t,u_pixel_coord_upper:[o>>16,s>>16],u_pixel_coord_lower:[65535&o,65535&s]}}Ar.prototype.draw=function(t,e,r,n,i,a,o,s,l,u,c,f,h,p,d,v){var g,y=t.gl;if(!this.failedToCreate){for(var m in t.program.set(this.program),t.setDepthMode(r),t.setStencilMode(n),t.setColorMode(i),t.setCullFace(a),this.fixedUniforms)this.fixedUniforms[m].set(o[m]);p&&p.setUniforms(t,this.binderUniforms,f,{zoom:h});for(var x=(g={},g[y.LINES]=2,g[y.TRIANGLES]=3,g[y.LINE_STRIP]=1,g)[e],b=0,_=c.get();b<_.length;b+=1){var w=_[b],T=w.vaos||(w.vaos={});(T[s]||(T[s]=new Tr)).bind(t,this,l,p?p.getPaintVertexBuffers():[],u,w.vertexOffset,d,v),y.drawElements(e,w.primitiveLength*x,y.UNSIGNED_SHORT,w.primitiveOffset*x*2)}}};var Sr=function(e,r,n,i){var a=r.style.light,o=a.properties.get(\"position\"),s=[o.x,o.y,o.z],l=t.create$1();\"viewport\"===a.properties.get(\"anchor\")&&t.fromRotation(l,-r.transform.angle),t.transformMat3(s,s,l);var u=a.properties.get(\"color\");return{u_matrix:e,u_lightpos:s,u_lightintensity:a.properties.get(\"intensity\"),u_lightcolor:[u.r,u.g,u.b],u_vertical_gradient:+n,u_opacity:i}},Er=function(e,r,n,i,a,o,s){return t.extend(Sr(e,r,n,i),Mr(o,r,s),{u_height_factor:-Math.pow(2,a.overscaledZ)/s.tileSize/8})},Lr=function(t){return{u_matrix:t}},Cr=function(e,r,n,i){return t.extend(Lr(e),Mr(n,r,i))},Pr=function(t,e){return{u_matrix:t,u_world:e}},Or=function(e,r,n,i,a){return t.extend(Cr(e,r,n,i),{u_world:a})},Ir=function(e,r,n,i){var a,o,s=e.transform;if(\"map\"===i.paint.get(\"circle-pitch-alignment\")){var l=ge(n,1,s.zoom);a=!0,o=[l,l]}else a=!1,o=s.pixelsToGLUnits;return{u_camera_to_center_distance:s.cameraToCenterDistance,u_scale_with_map:+(\"map\"===i.paint.get(\"circle-pitch-scale\")),u_matrix:e.translatePosMatrix(r.posMatrix,n,i.paint.get(\"circle-translate\"),i.paint.get(\"circle-translate-anchor\")),u_pitch_with_map:+a,u_device_pixel_ratio:t.browser.devicePixelRatio,u_extrude_scale:o}},Dr=function(t,e,r){var n=ge(r,1,e.zoom),i=Math.pow(2,e.zoom-r.tileID.overscaledZ),a=r.tileID.overscaleFactor();return{u_matrix:t,u_camera_to_center_distance:e.cameraToCenterDistance,u_pixels_to_tile_units:n,u_extrude_scale:[e.pixelsToGLUnits[0]/(n*i),e.pixelsToGLUnits[1]/(n*i)],u_overscale_factor:a}},zr=function(t,e,r){return{u_matrix:t,u_inv_matrix:e,u_camera_to_center_distance:r.cameraToCenterDistance,u_viewport_size:[r.width,r.height]}},Rr=function(t,e,r){return void 0===r&&(r=1),{u_matrix:t,u_color:e,u_overlay:0,u_overlay_scale:r}},Fr=function(t){return{u_matrix:t}},Br=function(t,e,r,n){return{u_matrix:t,u_extrude_scale:ge(e,1,r),u_intensity:n}},Nr=function(e,r,n,i){var a=t.create();t.ortho(a,0,e.width,e.height,0,0,1);var o=e.context.gl;return{u_matrix:a,u_world:[o.drawingBufferWidth,o.drawingBufferHeight],u_image:n,u_color_ramp:i,u_opacity:r.paint.get(\"heatmap-opacity\")}},jr=function(e,r,n){var i=n.paint.get(\"hillshade-shadow-color\"),a=n.paint.get(\"hillshade-highlight-color\"),o=n.paint.get(\"hillshade-accent-color\"),s=n.paint.get(\"hillshade-illumination-direction\")*(Math.PI/180);\"viewport\"===n.paint.get(\"hillshade-illumination-anchor\")&&(s-=e.transform.angle);var l,u,c,f=!e.options.moving;return{u_matrix:e.transform.calculatePosMatrix(r.tileID.toUnwrapped(),f),u_image:0,u_latrange:(l=r.tileID,u=Math.pow(2,l.canonical.z),c=l.canonical.y,[new t.MercatorCoordinate(0,c/u).toLngLat().lat,new t.MercatorCoordinate(0,(c+1)/u).toLngLat().lat]),u_light:[n.paint.get(\"hillshade-exaggeration\"),s],u_shadow:i,u_highlight:a,u_accent:o}},Ur=function(e,r){var n=r.stride,i=t.create();return t.ortho(i,0,t.EXTENT,-t.EXTENT,0,0,1),t.translate(i,i,[0,-t.EXTENT,0]),{u_matrix:i,u_image:1,u_dimension:[n,n],u_zoom:e.overscaledZ,u_unpack:r.getUnpackVector()}};var Vr=function(e,r,n){var i=e.transform;return{u_matrix:Yr(e,r,n),u_ratio:1/ge(r,1,i.zoom),u_device_pixel_ratio:t.browser.devicePixelRatio,u_units_to_pixels:[1/i.pixelsToGLUnits[0],1/i.pixelsToGLUnits[1]]}},qr=function(e,r,n,i){return t.extend(Vr(e,r,n),{u_image:0,u_image_height:i})},Hr=function(e,r,n,i){var a=e.transform,o=Wr(r,a);return{u_matrix:Yr(e,r,n),u_texsize:r.imageAtlasTexture.size,u_ratio:1/ge(r,1,a.zoom),u_device_pixel_ratio:t.browser.devicePixelRatio,u_image:0,u_scale:[o,i.fromScale,i.toScale],u_fade:i.t,u_units_to_pixels:[1/a.pixelsToGLUnits[0],1/a.pixelsToGLUnits[1]]}},Gr=function(e,r,n,i,a){var o=e.transform,s=e.lineAtlas,l=Wr(r,o),u=\"round\"===n.layout.get(\"line-cap\"),c=s.getDash(i.from,u),f=s.getDash(i.to,u),h=c.width*a.fromScale,p=f.width*a.toScale;return t.extend(Vr(e,r,n),{u_patternscale_a:[l/h,-c.height/2],u_patternscale_b:[l/p,-f.height/2],u_sdfgamma:s.width/(256*Math.min(h,p)*t.browser.devicePixelRatio)/2,u_image:0,u_tex_y_a:c.y,u_tex_y_b:f.y,u_mix:a.t})};function Wr(t,e){return 1/ge(t,1,e.tileZoom)}function Yr(t,e,r){return t.translatePosMatrix(e.tileID.posMatrix,e,r.paint.get(\"line-translate\"),r.paint.get(\"line-translate-anchor\"))}var Xr=function(t,e,r,n,i){return{u_matrix:t,u_tl_parent:e,u_scale_parent:r,u_buffer_scale:1,u_fade_t:n.mix,u_opacity:n.opacity*i.paint.get(\"raster-opacity\"),u_image0:0,u_image1:1,u_brightness_low:i.paint.get(\"raster-brightness-min\"),u_brightness_high:i.paint.get(\"raster-brightness-max\"),u_saturation_factor:(o=i.paint.get(\"raster-saturation\"),o>0?1-1/(1.001-o):-o),u_contrast_factor:(a=i.paint.get(\"raster-contrast\"),a>0?1/(1-a):1+a),u_spin_weights:Zr(i.paint.get(\"raster-hue-rotate\"))};var a,o};function Zr(t){t*=Math.PI/180;var e=Math.sin(t),r=Math.cos(t);return[(2*r+1)/3,(-Math.sqrt(3)*e-r+1)/3,(Math.sqrt(3)*e-r+1)/3]}var Kr,Jr=function(t,e,r,n,i,a,o,s,l,u){var c=i.transform;return{u_is_size_zoom_constant:+(\"constant\"===t||\"source\"===t),u_is_size_feature_constant:+(\"constant\"===t||\"camera\"===t),u_size_t:e?e.uSizeT:0,u_size:e?e.uSize:0,u_camera_to_center_distance:c.cameraToCenterDistance,u_pitch:c.pitch/360*2*Math.PI,u_rotate_symbol:+r,u_aspect_ratio:c.width/c.height,u_fade_change:i.options.fadeDuration?i.symbolFadeChange:1,u_matrix:a,u_label_plane_matrix:o,u_coord_matrix:s,u_is_text:+l,u_pitch_with_map:+n,u_texsize:u,u_texture:0}},$r=function(e,r,n,i,a,o,s,l,u,c,f){var h=a.transform;return t.extend(Jr(e,r,n,i,a,o,s,l,u,c),{u_gamma_scale:i?Math.cos(h._pitch)*h.cameraToCenterDistance:1,u_device_pixel_ratio:t.browser.devicePixelRatio,u_is_halo:+f})},Qr=function(e,r,n,i,a,o,s,l,u,c){return t.extend($r(e,r,n,i,a,o,s,l,!0,u,!0),{u_texsize_icon:c,u_texture_icon:1})},tn=function(t,e,r){return{u_matrix:t,u_opacity:e,u_color:r}},en=function(e,r,n,i,a,o){return t.extend(function(t,e,r,n){var i=r.imageManager.getPattern(t.from.toString()),a=r.imageManager.getPattern(t.to.toString()),o=r.imageManager.getPixelSize(),s=o.width,l=o.height,u=Math.pow(2,n.tileID.overscaledZ),c=n.tileSize*Math.pow(2,r.transform.tileZoom)/u,f=c*(n.tileID.canonical.x+n.tileID.wrap*u),h=c*n.tileID.canonical.y;return{u_image:0,u_pattern_tl_a:i.tl,u_pattern_br_a:i.br,u_pattern_tl_b:a.tl,u_pattern_br_b:a.br,u_texsize:[s,l],u_mix:e.t,u_pattern_size_a:i.displaySize,u_pattern_size_b:a.displaySize,u_scale_a:e.fromScale,u_scale_b:e.toScale,u_tile_units_to_pixels:1/ge(n,1,r.transform.tileZoom),u_pixel_coord_upper:[f>>16,h>>16],u_pixel_coord_lower:[65535&f,65535&h]}}(i,o,n,a),{u_matrix:e,u_opacity:r})},rn={fillExtrusion:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_lightpos:new t.Uniform3f(e,r.u_lightpos),u_lightintensity:new t.Uniform1f(e,r.u_lightintensity),u_lightcolor:new t.Uniform3f(e,r.u_lightcolor),u_vertical_gradient:new t.Uniform1f(e,r.u_vertical_gradient),u_opacity:new t.Uniform1f(e,r.u_opacity)}},fillExtrusionPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_lightpos:new t.Uniform3f(e,r.u_lightpos),u_lightintensity:new t.Uniform1f(e,r.u_lightintensity),u_lightcolor:new t.Uniform3f(e,r.u_lightcolor),u_vertical_gradient:new t.Uniform1f(e,r.u_vertical_gradient),u_height_factor:new t.Uniform1f(e,r.u_height_factor),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade),u_opacity:new t.Uniform1f(e,r.u_opacity)}},fill:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},fillPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},fillOutline:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world)}},fillOutlinePattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},circle:function(e,r){return{u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_scale_with_map:new t.Uniform1i(e,r.u_scale_with_map),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_extrude_scale:new t.Uniform2f(e,r.u_extrude_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},collisionBox:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pixels_to_tile_units:new t.Uniform1f(e,r.u_pixels_to_tile_units),u_extrude_scale:new t.Uniform2f(e,r.u_extrude_scale),u_overscale_factor:new t.Uniform1f(e,r.u_overscale_factor)}},collisionCircle:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_inv_matrix:new t.UniformMatrix4f(e,r.u_inv_matrix),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_viewport_size:new t.Uniform2f(e,r.u_viewport_size)}},debug:function(e,r){return{u_color:new t.UniformColor(e,r.u_color),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_overlay:new t.Uniform1i(e,r.u_overlay),u_overlay_scale:new t.Uniform1f(e,r.u_overlay_scale)}},clippingMask:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},heatmap:function(e,r){return{u_extrude_scale:new t.Uniform1f(e,r.u_extrude_scale),u_intensity:new t.Uniform1f(e,r.u_intensity),u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},heatmapTexture:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world),u_image:new t.Uniform1i(e,r.u_image),u_color_ramp:new t.Uniform1i(e,r.u_color_ramp),u_opacity:new t.Uniform1f(e,r.u_opacity)}},hillshade:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_latrange:new t.Uniform2f(e,r.u_latrange),u_light:new t.Uniform2f(e,r.u_light),u_shadow:new t.UniformColor(e,r.u_shadow),u_highlight:new t.UniformColor(e,r.u_highlight),u_accent:new t.UniformColor(e,r.u_accent)}},hillshadePrepare:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_dimension:new t.Uniform2f(e,r.u_dimension),u_zoom:new t.Uniform1f(e,r.u_zoom),u_unpack:new t.Uniform4f(e,r.u_unpack)}},line:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels)}},lineGradient:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_image:new t.Uniform1i(e,r.u_image),u_image_height:new t.Uniform1f(e,r.u_image_height)}},linePattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_texsize:new t.Uniform2f(e,r.u_texsize),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_image:new t.Uniform1i(e,r.u_image),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},lineSDF:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_patternscale_a:new t.Uniform2f(e,r.u_patternscale_a),u_patternscale_b:new t.Uniform2f(e,r.u_patternscale_b),u_sdfgamma:new t.Uniform1f(e,r.u_sdfgamma),u_image:new t.Uniform1i(e,r.u_image),u_tex_y_a:new t.Uniform1f(e,r.u_tex_y_a),u_tex_y_b:new t.Uniform1f(e,r.u_tex_y_b),u_mix:new t.Uniform1f(e,r.u_mix)}},raster:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_tl_parent:new t.Uniform2f(e,r.u_tl_parent),u_scale_parent:new t.Uniform1f(e,r.u_scale_parent),u_buffer_scale:new t.Uniform1f(e,r.u_buffer_scale),u_fade_t:new t.Uniform1f(e,r.u_fade_t),u_opacity:new t.Uniform1f(e,r.u_opacity),u_image0:new t.Uniform1i(e,r.u_image0),u_image1:new t.Uniform1i(e,r.u_image1),u_brightness_low:new t.Uniform1f(e,r.u_brightness_low),u_brightness_high:new t.Uniform1f(e,r.u_brightness_high),u_saturation_factor:new t.Uniform1f(e,r.u_saturation_factor),u_contrast_factor:new t.Uniform1f(e,r.u_contrast_factor),u_spin_weights:new t.Uniform3f(e,r.u_spin_weights)}},symbolIcon:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texture:new t.Uniform1i(e,r.u_texture)}},symbolSDF:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texture:new t.Uniform1i(e,r.u_texture),u_gamma_scale:new t.Uniform1f(e,r.u_gamma_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_is_halo:new t.Uniform1i(e,r.u_is_halo)}},symbolTextAndIcon:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texsize_icon:new t.Uniform2f(e,r.u_texsize_icon),u_texture:new t.Uniform1i(e,r.u_texture),u_texture_icon:new t.Uniform1i(e,r.u_texture_icon),u_gamma_scale:new t.Uniform1f(e,r.u_gamma_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_is_halo:new t.Uniform1i(e,r.u_is_halo)}},background:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_opacity:new t.Uniform1f(e,r.u_opacity),u_color:new t.UniformColor(e,r.u_color)}},backgroundPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_opacity:new t.Uniform1f(e,r.u_opacity),u_image:new t.Uniform1i(e,r.u_image),u_pattern_tl_a:new t.Uniform2f(e,r.u_pattern_tl_a),u_pattern_br_a:new t.Uniform2f(e,r.u_pattern_br_a),u_pattern_tl_b:new t.Uniform2f(e,r.u_pattern_tl_b),u_pattern_br_b:new t.Uniform2f(e,r.u_pattern_br_b),u_texsize:new t.Uniform2f(e,r.u_texsize),u_mix:new t.Uniform1f(e,r.u_mix),u_pattern_size_a:new t.Uniform2f(e,r.u_pattern_size_a),u_pattern_size_b:new t.Uniform2f(e,r.u_pattern_size_b),u_scale_a:new t.Uniform1f(e,r.u_scale_a),u_scale_b:new t.Uniform1f(e,r.u_scale_b),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_tile_units_to_pixels:new t.Uniform1f(e,r.u_tile_units_to_pixels)}}};function nn(e,r,n,i,a,o,s){for(var l=e.context,u=l.gl,c=e.useProgram(\"collisionBox\"),f=[],h=0,p=0,d=0;d<i.length;d++){var v=i[d],g=r.getTile(v),y=g.getBucket(n);if(y){var m=v.posMatrix;0===a[0]&&0===a[1]||(m=e.translatePosMatrix(v.posMatrix,g,a,o));var x=s?y.textCollisionBox:y.iconCollisionBox,b=y.collisionCircleArray;if(b.length>0){var _=t.create(),w=m;t.mul(_,y.placementInvProjMatrix,e.transform.glCoordMatrix),t.mul(_,_,y.placementViewportMatrix),f.push({circleArray:b,circleOffset:p,transform:w,invTransform:_}),p=h+=b.length/4}x&&c.draw(l,u.LINES,Mt.disabled,Et.disabled,e.colorModeForRenderPass(),Ct.disabled,Dr(m,e.transform,g),n.id,x.layoutVertexBuffer,x.indexBuffer,x.segments,null,e.transform.zoom,null,null,x.collisionVertexBuffer)}}if(s&&f.length){var T=e.useProgram(\"collisionCircle\"),k=new t.StructArrayLayout2f1f2i16;k.resize(4*h),k._trim();for(var A=0,M=0,S=f;M<S.length;M+=1)for(var E=S[M],L=0;L<E.circleArray.length/4;L++){var C=4*L,P=E.circleArray[C+0],O=E.circleArray[C+1],I=E.circleArray[C+2],D=E.circleArray[C+3];k.emplace(A++,P,O,I,D,0),k.emplace(A++,P,O,I,D,1),k.emplace(A++,P,O,I,D,2),k.emplace(A++,P,O,I,D,3)}(!Kr||Kr.length<2*h)&&(Kr=function(e){var r=2*e,n=new t.StructArrayLayout3ui6;n.resize(r),n._trim();for(var i=0;i<r;i++){var a=6*i;n.uint16[a+0]=4*i+0,n.uint16[a+1]=4*i+1,n.uint16[a+2]=4*i+2,n.uint16[a+3]=4*i+2,n.uint16[a+4]=4*i+3,n.uint16[a+5]=4*i+0}return n}(h));for(var z=l.createIndexBuffer(Kr,!0),R=l.createVertexBuffer(k,t.collisionCircleLayout.members,!0),F=0,B=f;F<B.length;F+=1){var N=B[F],j=zr(N.transform,N.invTransform,e.transform);T.draw(l,u.TRIANGLES,Mt.disabled,Et.disabled,e.colorModeForRenderPass(),Ct.disabled,j,n.id,R,z,t.SegmentVector.simpleSegment(0,2*N.circleOffset,N.circleArray.length,N.circleArray.length/2),null,e.transform.zoom,null,null,null)}R.destroy(),z.destroy()}}var an=t.identity(new Float32Array(16));function on(e,r,n,i,a,o){var s=t.getAnchorAlignment(e),l=-(s.horizontalAlign-.5)*r,u=-(s.verticalAlign-.5)*n,c=t.evaluateVariableOffset(e,i);return new t.Point((l/a+c[0])*o,(u/a+c[1])*o)}function sn(e,r,n,i,a,o,s,l,u,c,f){var h=e.text.placedSymbolArray,p=e.text.dynamicLayoutVertexArray,d=e.icon.dynamicLayoutVertexArray,v={};p.clear();for(var g=0;g<h.length;g++){var y=h.get(g),m=e.allowVerticalPlacement&&!y.placedOrientation,x=y.hidden||!y.crossTileID||m?null:i[y.crossTileID];if(x){var b=new t.Point(y.anchorX,y.anchorY),_=re(b,n?l:s),w=ne(o.cameraToCenterDistance,_.signedDistanceFromCamera),T=a.evaluateSizeForFeature(e.textSizeData,c,y)*w/t.ONE_EM;n&&(T*=e.tilePixelRatio/u);for(var k=x.width,A=x.height,M=on(x.anchor,k,A,x.textOffset,x.textBoxScale,T),S=n?re(b.add(M),s).point:_.point.add(r?M.rotate(-o.angle):M),E=e.allowVerticalPlacement&&y.placedOrientation===t.WritingMode.vertical?Math.PI/2:0,L=0;L<y.numGlyphs;L++)t.addDynamicAttributes(p,S,E);f&&y.associatedIconIndex>=0&&(v[y.associatedIconIndex]={shiftedAnchor:S,angle:E})}else he(y.numGlyphs,p)}if(f){d.clear();for(var C=e.icon.placedSymbolArray,P=0;P<C.length;P++){var O=C.get(P);if(O.hidden)he(O.numGlyphs,d);else{var I=v[P];if(I)for(var D=0;D<O.numGlyphs;D++)t.addDynamicAttributes(d,I.shiftedAnchor,I.angle);else he(O.numGlyphs,d)}}e.icon.dynamicLayoutVertexBuffer.updateData(d)}e.text.dynamicLayoutVertexBuffer.updateData(p)}function ln(t,e,r){return r.iconsInText&&e?\"symbolTextAndIcon\":t?\"symbolSDF\":\"symbolIcon\"}function un(e,r,n,i,a,o,s,l,u,c,f,h){for(var p=e.context,d=p.gl,v=e.transform,g=\"map\"===l,y=\"map\"===u,m=g&&\"point\"!==n.layout.get(\"symbol-placement\"),x=g&&!y&&!m,b=void 0!==n.layout.get(\"symbol-sort-key\").constantOr(1),_=!1,w=e.depthModeForSublayer(0,Mt.ReadOnly),T=n.layout.get(\"text-variable-anchor\"),k=[],A=0,M=i;A<M.length;A+=1){var S=M[A],E=r.getTile(S),L=E.getBucket(n);if(L){var C=a?L.text:L.icon;if(C&&C.segments.get().length){var P=C.programConfigurations.get(n.id),O=a||L.sdfIcons,I=a?L.textSizeData:L.iconSizeData,D=y||0!==v.pitch,z=e.useProgram(ln(O,a,L),P),R=t.evaluateSizeForZoom(I,v.zoom),F=void 0,B=[0,0],N=void 0,j=void 0,U=null,V=void 0;if(a){if(N=E.glyphAtlasTexture,j=d.LINEAR,F=E.glyphAtlasTexture.size,L.iconsInText){B=E.imageAtlasTexture.size,U=E.imageAtlasTexture;var q=\"composite\"===I.kind||\"camera\"===I.kind;V=D||e.options.rotating||e.options.zooming||q?d.LINEAR:d.NEAREST}}else{var H=1!==n.layout.get(\"icon-size\").constantOr(0)||L.iconsNeedLinear;N=E.imageAtlasTexture,j=O||e.options.rotating||e.options.zooming||H||D?d.LINEAR:d.NEAREST,F=E.imageAtlasTexture.size}var G=ge(E,1,e.transform.zoom),W=te(S.posMatrix,y,g,e.transform,G),Y=ee(S.posMatrix,y,g,e.transform,G),X=T&&L.hasTextData(),Z=\"none\"!==n.layout.get(\"icon-text-fit\")&&X&&L.hasIconData();m&&ae(L,S.posMatrix,e,a,W,Y,y,c);var K=e.translatePosMatrix(S.posMatrix,E,o,s),J=m||a&&T||Z?an:W,$=e.translatePosMatrix(Y,E,o,s,!0),Q=O&&0!==n.paint.get(a?\"text-halo-width\":\"icon-halo-width\").constantOr(1),tt={program:z,buffers:C,uniformValues:O?L.iconsInText?Qr(I.kind,R,x,y,e,K,J,$,F,B):$r(I.kind,R,x,y,e,K,J,$,a,F,!0):Jr(I.kind,R,x,y,e,K,J,$,a,F),atlasTexture:N,atlasTextureIcon:U,atlasInterpolation:j,atlasInterpolationIcon:V,isSDF:O,hasHalo:Q};if(b&&L.canOverlap){_=!0;for(var et=0,rt=C.segments.get();et<rt.length;et+=1){var nt=rt[et];k.push({segments:new t.SegmentVector([nt]),sortKey:nt.sortKey,state:tt})}}else k.push({segments:C.segments,sortKey:0,state:tt})}}}_&&k.sort((function(t,e){return t.sortKey-e.sortKey}));for(var it=0,at=k;it<at.length;it+=1){var ot=at[it],st=ot.state;if(p.activeTexture.set(d.TEXTURE0),st.atlasTexture.bind(st.atlasInterpolation,d.CLAMP_TO_EDGE),st.atlasTextureIcon&&(p.activeTexture.set(d.TEXTURE1),st.atlasTextureIcon&&st.atlasTextureIcon.bind(st.atlasInterpolationIcon,d.CLAMP_TO_EDGE)),st.isSDF){var lt=st.uniformValues;st.hasHalo&&(lt.u_is_halo=1,cn(st.buffers,ot.segments,n,e,st.program,w,f,h,lt)),lt.u_is_halo=0}cn(st.buffers,ot.segments,n,e,st.program,w,f,h,st.uniformValues)}}function cn(t,e,r,n,i,a,o,s,l){var u=n.context,c=u.gl;i.draw(u,c.TRIANGLES,a,o,s,Ct.disabled,l,r.id,t.layoutVertexBuffer,t.indexBuffer,e,r.paint,n.transform.zoom,t.programConfigurations.get(r.id),t.dynamicLayoutVertexBuffer,t.opacityVertexBuffer)}function fn(t,e,r,n,i,a,o){var s,l,u,c,f,h=t.context.gl,p=r.paint.get(\"fill-pattern\"),d=p&&p.constantOr(1),v=r.getCrossfadeParameters();o?(l=d&&!r.getPaintProperty(\"fill-outline-color\")?\"fillOutlinePattern\":\"fillOutline\",s=h.LINES):(l=d?\"fillPattern\":\"fill\",s=h.TRIANGLES);for(var g=0,y=n;g<y.length;g+=1){var m=y[g],x=e.getTile(m);if(!d||x.patternsLoaded()){var b=x.getBucket(r);if(b){var _=b.programConfigurations.get(r.id),w=t.useProgram(l,_);d&&(t.context.activeTexture.set(h.TEXTURE0),x.imageAtlasTexture.bind(h.LINEAR,h.CLAMP_TO_EDGE),_.updatePaintBuffers(v));var T=p.constantOr(null);if(T&&x.imageAtlas){var k=x.imageAtlas,A=k.patternPositions[T.to.toString()],M=k.patternPositions[T.from.toString()];A&&M&&_.setConstantPatternPositions(A,M)}var S=t.translatePosMatrix(m.posMatrix,x,r.paint.get(\"fill-translate\"),r.paint.get(\"fill-translate-anchor\"));if(o){c=b.indexBuffer2,f=b.segments2;var E=[h.drawingBufferWidth,h.drawingBufferHeight];u=\"fillOutlinePattern\"===l&&d?Or(S,t,v,x,E):Pr(S,E)}else c=b.indexBuffer,f=b.segments,u=d?Cr(S,t,v,x):Lr(S);w.draw(t.context,s,i,t.stencilModeForClipping(m),a,Ct.disabled,u,r.id,b.layoutVertexBuffer,c,f,r.paint,t.transform.zoom,_)}}}}function hn(t,e,r,n,i,a,o){for(var s=t.context,l=s.gl,u=r.paint.get(\"fill-extrusion-pattern\"),c=u.constantOr(1),f=r.getCrossfadeParameters(),h=r.paint.get(\"fill-extrusion-opacity\"),p=0,d=n;p<d.length;p+=1){var v=d[p],g=e.getTile(v),y=g.getBucket(r);if(y){var m=y.programConfigurations.get(r.id),x=t.useProgram(c?\"fillExtrusionPattern\":\"fillExtrusion\",m);c&&(t.context.activeTexture.set(l.TEXTURE0),g.imageAtlasTexture.bind(l.LINEAR,l.CLAMP_TO_EDGE),m.updatePaintBuffers(f));var b=u.constantOr(null);if(b&&g.imageAtlas){var _=g.imageAtlas,w=_.patternPositions[b.to.toString()],T=_.patternPositions[b.from.toString()];w&&T&&m.setConstantPatternPositions(w,T)}var k=t.translatePosMatrix(v.posMatrix,g,r.paint.get(\"fill-extrusion-translate\"),r.paint.get(\"fill-extrusion-translate-anchor\")),A=r.paint.get(\"fill-extrusion-vertical-gradient\"),M=c?Er(k,t,A,h,v,f,g):Sr(k,t,A,h);x.draw(s,s.gl.TRIANGLES,i,a,o,Ct.backCCW,M,r.id,y.layoutVertexBuffer,y.indexBuffer,y.segments,r.paint,t.transform.zoom,m)}}}function pn(t,e,r,n,i,a){var o=t.context,s=o.gl,l=e.fbo;if(l){var u=t.useProgram(\"hillshade\");o.activeTexture.set(s.TEXTURE0),s.bindTexture(s.TEXTURE_2D,l.colorAttachment.get());var c=jr(t,e,r);u.draw(o,s.TRIANGLES,n,i,a,Ct.disabled,c,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}}function dn(e,r,n,i,a,o){var s=e.context,l=s.gl,u=r.dem;if(u&&u.data){var c=u.dim,f=u.stride,h=u.getPixels();if(s.activeTexture.set(l.TEXTURE1),s.pixelStoreUnpackPremultiplyAlpha.set(!1),r.demTexture=r.demTexture||e.getTileTexture(f),r.demTexture){var p=r.demTexture;p.update(h,{premultiply:!1}),p.bind(l.NEAREST,l.CLAMP_TO_EDGE)}else r.demTexture=new t.Texture(s,h,l.RGBA,{premultiply:!1}),r.demTexture.bind(l.NEAREST,l.CLAMP_TO_EDGE);s.activeTexture.set(l.TEXTURE0);var d=r.fbo;if(!d){var v=new t.Texture(s,{width:c,height:c,data:null},l.RGBA);v.bind(l.LINEAR,l.CLAMP_TO_EDGE),(d=r.fbo=s.createFramebuffer(c,c,!0)).colorAttachment.set(v.texture)}s.bindFramebuffer.set(d.framebuffer),s.viewport.set([0,0,c,c]),e.useProgram(\"hillshadePrepare\").draw(s,l.TRIANGLES,i,a,o,Ct.disabled,Ur(r.tileID,u),n.id,e.rasterBoundsBuffer,e.quadTriangleIndexBuffer,e.rasterBoundsSegments),r.needsHillshadePrepare=!1}}function vn(e,r,n,i,a){var o=i.paint.get(\"raster-fade-duration\");if(o>0){var s=t.browser.now(),l=(s-e.timeAdded)/o,u=r?(s-r.timeAdded)/o:-1,c=n.getSource(),f=a.coveringZoomLevel({tileSize:c.tileSize,roundZoom:c.roundZoom}),h=!r||Math.abs(r.tileID.overscaledZ-f)>Math.abs(e.tileID.overscaledZ-f),p=h&&e.refreshedUponExpiration?1:t.clamp(h?l:1-u,0,1);return e.refreshedUponExpiration&&l>=1&&(e.refreshedUponExpiration=!1),r?{opacity:1,mix:1-p}:{opacity:p,mix:0}}return{opacity:1,mix:0}}var gn=new t.Color(1,0,0,1),yn=new t.Color(0,1,0,1),mn=new t.Color(0,0,1,1),xn=new t.Color(1,0,1,1),bn=new t.Color(0,1,1,1);function _n(t){var e=t.transform.padding;wn(t,t.transform.height-(e.top||0),3,gn),wn(t,e.bottom||0,3,yn),Tn(t,e.left||0,3,mn),Tn(t,t.transform.width-(e.right||0),3,xn);var r=t.transform.centerPoint;!function(t,e,r,n){var i=20,a=2;kn(t,e-a/2,r-i/2,a,i,n),kn(t,e-i/2,r-a/2,i,a,n)}(t,r.x,t.transform.height-r.y,bn)}function wn(t,e,r,n){kn(t,0,e+r/2,t.transform.width,r,n)}function Tn(t,e,r,n){kn(t,e-r/2,0,r,t.transform.height,n)}function kn(e,r,n,i,a,o){var s=e.context,l=s.gl;l.enable(l.SCISSOR_TEST),l.scissor(r*t.browser.devicePixelRatio,n*t.browser.devicePixelRatio,i*t.browser.devicePixelRatio,a*t.browser.devicePixelRatio),s.clear({color:o}),l.disable(l.SCISSOR_TEST)}function An(e,r,n){var i=e.context,a=i.gl,o=n.posMatrix,s=e.useProgram(\"debug\"),l=Mt.disabled,u=Et.disabled,c=e.colorModeForRenderPass(),f=\"$debug\";i.activeTexture.set(a.TEXTURE0),e.emptyTexture.bind(a.LINEAR,a.CLAMP_TO_EDGE),s.draw(i,a.LINE_STRIP,l,u,c,Ct.disabled,Rr(o,t.Color.red),f,e.debugBuffer,e.tileBorderIndexBuffer,e.debugSegments);var h=r.getTileByID(n.key).latestRawTileData,p=h&&h.byteLength||0,d=Math.floor(p/1024),v=r.getTile(n).tileSize,g=512/Math.min(v,512)*(n.overscaledZ/e.transform.zoom)*.5,y=n.canonical.toString();n.overscaledZ!==n.canonical.z&&(y+=\" => \"+n.overscaledZ),function(t,e){t.initDebugOverlayCanvas();var r=t.debugOverlayCanvas,n=t.context.gl,i=t.debugOverlayCanvas.getContext(\"2d\");i.clearRect(0,0,r.width,r.height),i.shadowColor=\"white\",i.shadowBlur=2,i.lineWidth=1.5,i.strokeStyle=\"white\",i.textBaseline=\"top\",i.font=\"bold 36px Open Sans, sans-serif\",i.fillText(e,5,5),i.strokeText(e,5,5),t.debugOverlayTexture.update(r),t.debugOverlayTexture.bind(n.LINEAR,n.CLAMP_TO_EDGE)}(e,y+\" \"+d+\"kb\"),s.draw(i,a.TRIANGLES,l,u,Lt.alphaBlended,Ct.disabled,Rr(o,t.Color.transparent,g),f,e.debugBuffer,e.quadTriangleIndexBuffer,e.debugSegments)}var Mn={symbol:function(e,r,n,i,a){if(\"translucent\"===e.renderPass){var o=Et.disabled,s=e.colorModeForRenderPass();n.layout.get(\"text-variable-anchor\")&&function(e,r,n,i,a,o,s){for(var l=r.transform,u=\"map\"===a,c=\"map\"===o,f=0,h=e;f<h.length;f+=1){var p=h[f],d=i.getTile(p),v=d.getBucket(n);if(v&&v.text&&v.text.segments.get().length){var g=v.textSizeData,y=t.evaluateSizeForZoom(g,l.zoom),m=ge(d,1,r.transform.zoom),x=te(p.posMatrix,c,u,r.transform,m),b=\"none\"!==n.layout.get(\"icon-text-fit\")&&v.hasIconData();if(y){var _=Math.pow(2,l.zoom-d.tileID.overscaledZ);sn(v,u,c,s,t.symbolSize,l,x,p.posMatrix,_,y,b)}}}}(i,e,n,r,n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),a),0!==n.paint.get(\"icon-opacity\").constantOr(1)&&un(e,r,n,i,!1,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),n.layout.get(\"icon-rotation-alignment\"),n.layout.get(\"icon-pitch-alignment\"),n.layout.get(\"icon-keep-upright\"),o,s),0!==n.paint.get(\"text-opacity\").constantOr(1)&&un(e,r,n,i,!0,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),n.layout.get(\"text-keep-upright\"),o,s),r.map.showCollisionBoxes&&(nn(e,r,n,i,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),!0),nn(e,r,n,i,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),!1))}},circle:function(e,r,n,i){if(\"translucent\"===e.renderPass){var a=n.paint.get(\"circle-opacity\"),o=n.paint.get(\"circle-stroke-width\"),s=n.paint.get(\"circle-stroke-opacity\"),l=void 0!==n.layout.get(\"circle-sort-key\").constantOr(1);if(0!==a.constantOr(1)||0!==o.constantOr(1)&&0!==s.constantOr(1)){for(var u=e.context,c=u.gl,f=e.depthModeForSublayer(0,Mt.ReadOnly),h=Et.disabled,p=e.colorModeForRenderPass(),d=[],v=0;v<i.length;v++){var g=i[v],y=r.getTile(g),m=y.getBucket(n);if(m){var x=m.programConfigurations.get(n.id),b={programConfiguration:x,program:e.useProgram(\"circle\",x),layoutVertexBuffer:m.layoutVertexBuffer,indexBuffer:m.indexBuffer,uniformValues:Ir(e,g,y,n)};if(l)for(var _=0,w=m.segments.get();_<w.length;_+=1){var T=w[_];d.push({segments:new t.SegmentVector([T]),sortKey:T.sortKey,state:b})}else d.push({segments:m.segments,sortKey:0,state:b})}}l&&d.sort((function(t,e){return t.sortKey-e.sortKey}));for(var k=0,A=d;k<A.length;k+=1){var M=A[k],S=M.state,E=S.programConfiguration,L=S.program,C=S.layoutVertexBuffer,P=S.indexBuffer,O=S.uniformValues,I=M.segments;L.draw(u,c.TRIANGLES,f,h,p,Ct.disabled,O,n.id,C,P,I,n.paint,e.transform.zoom,E)}}}},heatmap:function(e,r,n,i){if(0!==n.paint.get(\"heatmap-opacity\"))if(\"offscreen\"===e.renderPass){var a=e.context,o=a.gl,s=Et.disabled,l=new Lt([o.ONE,o.ONE],t.Color.transparent,[!0,!0,!0,!0]);(function(t,e,r){var n=t.gl;t.activeTexture.set(n.TEXTURE1),t.viewport.set([0,0,e.width/4,e.height/4]);var i=r.heatmapFbo;if(i)n.bindTexture(n.TEXTURE_2D,i.colorAttachment.get()),t.bindFramebuffer.set(i.framebuffer);else{var a=n.createTexture();n.bindTexture(n.TEXTURE_2D,a),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,n.LINEAR),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,n.LINEAR),i=r.heatmapFbo=t.createFramebuffer(e.width/4,e.height/4,!1),function(t,e,r,n){var i=t.gl,a=t.extRenderToTextureHalfFloat?t.extTextureHalfFloat.HALF_FLOAT_OES:i.UNSIGNED_BYTE;i.texImage2D(i.TEXTURE_2D,0,i.RGBA,e.width/4,e.height/4,0,i.RGBA,a,null),n.colorAttachment.set(r)}(t,e,a,i)}})(a,e,n),a.clear({color:t.Color.transparent});for(var u=0;u<i.length;u++){var c=i[u];if(!r.hasRenderableParent(c)){var f=r.getTile(c),h=f.getBucket(n);if(h){var p=h.programConfigurations.get(n.id),d=e.useProgram(\"heatmap\",p),v=e.transform.zoom;d.draw(a,o.TRIANGLES,Mt.disabled,s,l,Ct.disabled,Br(c.posMatrix,f,v,n.paint.get(\"heatmap-intensity\")),n.id,h.layoutVertexBuffer,h.indexBuffer,h.segments,n.paint,e.transform.zoom,p)}}}a.viewport.set([0,0,e.width,e.height])}else\"translucent\"===e.renderPass&&(e.context.setColorMode(e.colorModeForRenderPass()),function(e,r){var n=e.context,i=n.gl,a=r.heatmapFbo;if(a){n.activeTexture.set(i.TEXTURE0),i.bindTexture(i.TEXTURE_2D,a.colorAttachment.get()),n.activeTexture.set(i.TEXTURE1);var o=r.colorRampTexture;o||(o=r.colorRampTexture=new t.Texture(n,r.colorRamp,i.RGBA)),o.bind(i.LINEAR,i.CLAMP_TO_EDGE),e.useProgram(\"heatmapTexture\").draw(n,i.TRIANGLES,Mt.disabled,Et.disabled,e.colorModeForRenderPass(),Ct.disabled,Nr(e,r,0,1),r.id,e.viewportBuffer,e.quadTriangleIndexBuffer,e.viewportSegments,r.paint,e.transform.zoom)}}(e,n))},line:function(e,r,n,i){if(\"translucent\"===e.renderPass){var a=n.paint.get(\"line-opacity\"),o=n.paint.get(\"line-width\");if(0!==a.constantOr(1)&&0!==o.constantOr(1))for(var s=e.depthModeForSublayer(0,Mt.ReadOnly),l=e.colorModeForRenderPass(),u=n.paint.get(\"line-dasharray\"),c=n.paint.get(\"line-pattern\"),f=c.constantOr(1),h=n.paint.get(\"line-gradient\"),p=n.getCrossfadeParameters(),d=f?\"linePattern\":u?\"lineSDF\":h?\"lineGradient\":\"line\",v=e.context,g=v.gl,y=!0,m=0,x=i;m<x.length;m+=1){var b=x[m],_=r.getTile(b);if(!f||_.patternsLoaded()){var w=_.getBucket(n);if(w){var T=w.programConfigurations.get(n.id),k=e.context.program.get(),A=e.useProgram(d,T),M=y||A.program!==k,S=c.constantOr(null);if(S&&_.imageAtlas){var E=_.imageAtlas,L=E.patternPositions[S.to.toString()],C=E.patternPositions[S.from.toString()];L&&C&&T.setConstantPatternPositions(L,C)}var P=f?Hr(e,_,n,p):u?Gr(e,_,n,u,p):h?qr(e,_,n,w.lineClipsArray.length):Vr(e,_,n);if(f)v.activeTexture.set(g.TEXTURE0),_.imageAtlasTexture.bind(g.LINEAR,g.CLAMP_TO_EDGE),T.updatePaintBuffers(p);else if(u&&(M||e.lineAtlas.dirty))v.activeTexture.set(g.TEXTURE0),e.lineAtlas.bind(v);else if(h){var O=w.gradients[n.id],I=O.texture;if(n.gradientVersion!==O.version){var D=256;if(n.stepInterpolant){var z=r.getSource().maxzoom,R=b.canonical.z===z?Math.ceil(1<<e.transform.maxZoom-b.canonical.z):1,F=w.maxLineLength/t.EXTENT*1024*R;D=t.clamp(t.nextPowerOfTwo(F),256,v.maxTextureSize)}O.gradient=t.renderColorRamp({expression:n.gradientExpression(),evaluationKey:\"lineProgress\",resolution:D,image:O.gradient||void 0,clips:w.lineClipsArray}),O.texture?O.texture.update(O.gradient):O.texture=new t.Texture(v,O.gradient,g.RGBA),O.version=n.gradientVersion,I=O.texture}v.activeTexture.set(g.TEXTURE0),I.bind(n.stepInterpolant?g.NEAREST:g.LINEAR,g.CLAMP_TO_EDGE)}A.draw(v,g.TRIANGLES,s,e.stencilModeForClipping(b),l,Ct.disabled,P,n.id,w.layoutVertexBuffer,w.indexBuffer,w.segments,n.paint,e.transform.zoom,T,w.layoutVertexBuffer2),y=!1}}}}},fill:function(e,r,n,i){var a=n.paint.get(\"fill-color\"),o=n.paint.get(\"fill-opacity\");if(0!==o.constantOr(1)){var s=e.colorModeForRenderPass(),l=n.paint.get(\"fill-pattern\"),u=e.opaquePassEnabledForLayer()&&!l.constantOr(1)&&1===a.constantOr(t.Color.transparent).a&&1===o.constantOr(0)?\"opaque\":\"translucent\";if(e.renderPass===u){var c=e.depthModeForSublayer(1,\"opaque\"===e.renderPass?Mt.ReadWrite:Mt.ReadOnly);fn(e,r,n,i,c,s,!1)}if(\"translucent\"===e.renderPass&&n.paint.get(\"fill-antialias\")){var f=e.depthModeForSublayer(n.getPaintProperty(\"fill-outline-color\")?2:0,Mt.ReadOnly);fn(e,r,n,i,f,s,!0)}}},\"fill-extrusion\":function(t,e,r,n){var i=r.paint.get(\"fill-extrusion-opacity\");if(0!==i&&\"translucent\"===t.renderPass){var a=new Mt(t.context.gl.LEQUAL,Mt.ReadWrite,t.depthRangeFor3D);if(1!==i||r.paint.get(\"fill-extrusion-pattern\").constantOr(1))hn(t,e,r,n,a,Et.disabled,Lt.disabled),hn(t,e,r,n,a,t.stencilModeFor3D(),t.colorModeForRenderPass());else{var o=t.colorModeForRenderPass();hn(t,e,r,n,a,Et.disabled,o)}}},hillshade:function(t,e,r,n){if(\"offscreen\"===t.renderPass||\"translucent\"===t.renderPass){for(var i=t.context,a=t.depthModeForSublayer(0,Mt.ReadOnly),o=t.colorModeForRenderPass(),s=\"translucent\"===t.renderPass?t.stencilConfigForOverlap(n):[{},n],l=s[0],u=0,c=s[1];u<c.length;u+=1){var f=c[u],h=e.getTile(f);h.needsHillshadePrepare&&\"offscreen\"===t.renderPass?dn(t,h,r,a,Et.disabled,o):\"translucent\"===t.renderPass&&pn(t,h,r,a,l[f.overscaledZ],o)}i.viewport.set([0,0,t.width,t.height])}},raster:function(t,e,r,n){if(\"translucent\"===t.renderPass&&0!==r.paint.get(\"raster-opacity\")&&n.length)for(var i=t.context,a=i.gl,o=e.getSource(),s=t.useProgram(\"raster\"),l=t.colorModeForRenderPass(),u=o instanceof I?[{},n]:t.stencilConfigForOverlap(n),c=u[0],f=u[1],h=f[f.length-1].overscaledZ,p=!t.options.moving,d=0,v=f;d<v.length;d+=1){var g=v[d],y=t.depthModeForSublayer(g.overscaledZ-h,1===r.paint.get(\"raster-opacity\")?Mt.ReadWrite:Mt.ReadOnly,a.LESS),m=e.getTile(g),x=t.transform.calculatePosMatrix(g.toUnwrapped(),p);m.registerFadeDuration(r.paint.get(\"raster-fade-duration\"));var b=e.findLoadedParent(g,0),_=vn(m,b,e,r,t.transform),w=void 0,T=void 0,k=\"nearest\"===r.paint.get(\"raster-resampling\")?a.NEAREST:a.LINEAR;i.activeTexture.set(a.TEXTURE0),m.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),i.activeTexture.set(a.TEXTURE1),b?(b.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),w=Math.pow(2,b.tileID.overscaledZ-m.tileID.overscaledZ),T=[m.tileID.canonical.x*w%1,m.tileID.canonical.y*w%1]):m.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST);var A=Xr(x,T||[0,0],w||1,_,r);o instanceof I?s.draw(i,a.TRIANGLES,y,Et.disabled,l,Ct.disabled,A,r.id,o.boundsBuffer,t.quadTriangleIndexBuffer,o.boundsSegments):s.draw(i,a.TRIANGLES,y,c[g.overscaledZ],l,Ct.disabled,A,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}},background:function(t,e,r){var n=r.paint.get(\"background-color\"),i=r.paint.get(\"background-opacity\");if(0!==i){var a=t.context,o=a.gl,s=t.transform,l=s.tileSize,u=r.paint.get(\"background-pattern\");if(!t.isPatternMissing(u)){var c=!u&&1===n.a&&1===i&&t.opaquePassEnabledForLayer()?\"opaque\":\"translucent\";if(t.renderPass===c){var f=Et.disabled,h=t.depthModeForSublayer(0,\"opaque\"===c?Mt.ReadWrite:Mt.ReadOnly),p=t.colorModeForRenderPass(),d=t.useProgram(u?\"backgroundPattern\":\"background\"),v=s.coveringTiles({tileSize:l});u&&(a.activeTexture.set(o.TEXTURE0),t.imageManager.bind(t.context));for(var g=r.getCrossfadeParameters(),y=0,m=v;y<m.length;y+=1){var x=m[y],b=t.transform.calculatePosMatrix(x.toUnwrapped()),_=u?en(b,i,t,u,{tileID:x,tileSize:l},g):tn(b,i,n);d.draw(a,o.TRIANGLES,h,f,p,Ct.disabled,_,r.id,t.tileExtentBuffer,t.quadTriangleIndexBuffer,t.tileExtentSegments)}}}}},debug:function(t,e,r){for(var n=0;n<r.length;n++)An(t,e,r[n])},custom:function(t,e,r){var n=t.context,i=r.implementation;if(\"offscreen\"===t.renderPass){var a=i.prerender;a&&(t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),a.call(i,n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState())}else if(\"translucent\"===t.renderPass){t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),n.setStencilMode(Et.disabled);var o=\"3d\"===i.renderingMode?new Mt(t.context.gl.LEQUAL,Mt.ReadWrite,t.depthRangeFor3D):t.depthModeForSublayer(0,Mt.ReadOnly);n.setDepthMode(o),i.render(n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState(),n.bindFramebuffer.set(null)}}},Sn=function(t,e){this.context=new Pt(t),this.transform=e,this._tileTextures={},this.setup(),this.numSublayers=Ot.maxUnderzooming+Ot.maxOverzooming+1,this.depthEpsilon=1/Math.pow(2,16),this.crossTileSymbolIndex=new Ve,this.gpuTimers={}};Sn.prototype.resize=function(e,r){if(this.width=e*t.browser.devicePixelRatio,this.height=r*t.browser.devicePixelRatio,this.context.viewport.set([0,0,this.width,this.height]),this.style)for(var n=0,i=this.style._order;n<i.length;n+=1){var a=i[n];this.style._layers[a].resize()}},Sn.prototype.setup=function(){var e=this.context,r=new t.StructArrayLayout2i4;r.emplaceBack(0,0),r.emplaceBack(t.EXTENT,0),r.emplaceBack(0,t.EXTENT),r.emplaceBack(t.EXTENT,t.EXTENT),this.tileExtentBuffer=e.createVertexBuffer(r,Xe.members),this.tileExtentSegments=t.SegmentVector.simpleSegment(0,0,4,2);var n=new t.StructArrayLayout2i4;n.emplaceBack(0,0),n.emplaceBack(t.EXTENT,0),n.emplaceBack(0,t.EXTENT),n.emplaceBack(t.EXTENT,t.EXTENT),this.debugBuffer=e.createVertexBuffer(n,Xe.members),this.debugSegments=t.SegmentVector.simpleSegment(0,0,4,5);var i=new t.StructArrayLayout4i8;i.emplaceBack(0,0,0,0),i.emplaceBack(t.EXTENT,0,t.EXTENT,0),i.emplaceBack(0,t.EXTENT,0,t.EXTENT),i.emplaceBack(t.EXTENT,t.EXTENT,t.EXTENT,t.EXTENT),this.rasterBoundsBuffer=e.createVertexBuffer(i,O.members),this.rasterBoundsSegments=t.SegmentVector.simpleSegment(0,0,4,2);var a=new t.StructArrayLayout2i4;a.emplaceBack(0,0),a.emplaceBack(1,0),a.emplaceBack(0,1),a.emplaceBack(1,1),this.viewportBuffer=e.createVertexBuffer(a,Xe.members),this.viewportSegments=t.SegmentVector.simpleSegment(0,0,4,2);var o=new t.StructArrayLayout1ui2;o.emplaceBack(0),o.emplaceBack(1),o.emplaceBack(3),o.emplaceBack(2),o.emplaceBack(0),this.tileBorderIndexBuffer=e.createIndexBuffer(o);var s=new t.StructArrayLayout3ui6;s.emplaceBack(0,1,2),s.emplaceBack(2,1,3),this.quadTriangleIndexBuffer=e.createIndexBuffer(s),this.emptyTexture=new t.Texture(e,{width:1,height:1,data:new Uint8Array([0,0,0,0])},e.gl.RGBA);var l=this.context.gl;this.stencilClearMode=new Et({func:l.ALWAYS,mask:0},0,255,l.ZERO,l.ZERO,l.ZERO)},Sn.prototype.clearStencil=function(){var e=this.context,r=e.gl;this.nextStencilID=1,this.currentStencilSource=void 0;var n=t.create();t.ortho(n,0,this.width,this.height,0,0,1),t.scale(n,n,[r.drawingBufferWidth,r.drawingBufferHeight,0]),this.useProgram(\"clippingMask\").draw(e,r.TRIANGLES,Mt.disabled,this.stencilClearMode,Lt.disabled,Ct.disabled,Fr(n),\"$clipping\",this.viewportBuffer,this.quadTriangleIndexBuffer,this.viewportSegments)},Sn.prototype._renderTileClippingMasks=function(t,e){if(this.currentStencilSource!==t.source&&t.isTileClipped()&&e&&e.length){this.currentStencilSource=t.source;var r=this.context,n=r.gl;this.nextStencilID+e.length>256&&this.clearStencil(),r.setColorMode(Lt.disabled),r.setDepthMode(Mt.disabled);var i=this.useProgram(\"clippingMask\");this._tileClippingMaskIDs={};for(var a=0,o=e;a<o.length;a+=1){var s=o[a],l=this._tileClippingMaskIDs[s.key]=this.nextStencilID++;i.draw(r,n.TRIANGLES,Mt.disabled,new Et({func:n.ALWAYS,mask:0},l,255,n.KEEP,n.KEEP,n.REPLACE),Lt.disabled,Ct.disabled,Fr(s.posMatrix),\"$clipping\",this.tileExtentBuffer,this.quadTriangleIndexBuffer,this.tileExtentSegments)}}},Sn.prototype.stencilModeFor3D=function(){this.currentStencilSource=void 0,this.nextStencilID+1>256&&this.clearStencil();var t=this.nextStencilID++,e=this.context.gl;return new Et({func:e.NOTEQUAL,mask:255},t,255,e.KEEP,e.KEEP,e.REPLACE)},Sn.prototype.stencilModeForClipping=function(t){var e=this.context.gl;return new Et({func:e.EQUAL,mask:255},this._tileClippingMaskIDs[t.key],0,e.KEEP,e.KEEP,e.REPLACE)},Sn.prototype.stencilConfigForOverlap=function(t){var e,r=this.context.gl,n=t.sort((function(t,e){return e.overscaledZ-t.overscaledZ})),i=n[n.length-1].overscaledZ,a=n[0].overscaledZ-i+1;if(a>1){this.currentStencilSource=void 0,this.nextStencilID+a>256&&this.clearStencil();for(var o={},s=0;s<a;s++)o[s+i]=new Et({func:r.GEQUAL,mask:255},s+this.nextStencilID,255,r.KEEP,r.KEEP,r.REPLACE);return this.nextStencilID+=a,[o,n]}return[(e={},e[i]=Et.disabled,e),n]},Sn.prototype.colorModeForRenderPass=function(){var e=this.context.gl;if(this._showOverdrawInspector){var r=1/8;return new Lt([e.CONSTANT_COLOR,e.ONE],new t.Color(r,r,r,0),[!0,!0,!0,!0])}return\"opaque\"===this.renderPass?Lt.unblended:Lt.alphaBlended},Sn.prototype.depthModeForSublayer=function(t,e,r){if(!this.opaquePassEnabledForLayer())return Mt.disabled;var n=1-((1+this.currentLayer)*this.numSublayers+t)*this.depthEpsilon;return new Mt(r||this.context.gl.LEQUAL,e,[n,n])},Sn.prototype.opaquePassEnabledForLayer=function(){return this.currentLayer<this.opaquePassCutoff},Sn.prototype.render=function(e,r){var n=this;this.style=e,this.options=r,this.lineAtlas=e.lineAtlas,this.imageManager=e.imageManager,this.glyphManager=e.glyphManager,this.symbolFadeChange=e.placement.symbolFadeChange(t.browser.now()),this.imageManager.beginFrame();var i=this.style._order,a=this.style.sourceCaches;for(var o in a){var s=a[o];s.used&&s.prepare(this.context)}var l,u,c={},f={},h={};for(var p in a){var d=a[p];c[p]=d.getVisibleCoordinates(),f[p]=c[p].slice().reverse(),h[p]=d.getVisibleCoordinates(!0).reverse()}this.opaquePassCutoff=1/0;for(var v=0;v<i.length;v++){var g=i[v];if(this.style._layers[g].is3D()){this.opaquePassCutoff=v;break}}this.renderPass=\"offscreen\";for(var y=0,m=i;y<m.length;y+=1){var x=m[y],b=this.style._layers[x];if(b.hasOffscreenPass()&&!b.isHidden(this.transform.zoom)){var _=f[b.source];(\"custom\"===b.type||_.length)&&this.renderLayer(this,a[b.source],b,_)}}for(this.context.bindFramebuffer.set(null),this.context.clear({color:r.showOverdrawInspector?t.Color.black:t.Color.transparent,depth:1}),this.clearStencil(),this._showOverdrawInspector=r.showOverdrawInspector,this.depthRangeFor3D=[0,1-(e._order.length+2)*this.numSublayers*this.depthEpsilon],this.renderPass=\"opaque\",this.currentLayer=i.length-1;this.currentLayer>=0;this.currentLayer--){var w=this.style._layers[i[this.currentLayer]],T=a[w.source],k=c[w.source];this._renderTileClippingMasks(w,k),this.renderLayer(this,T,w,k)}for(this.renderPass=\"translucent\",this.currentLayer=0;this.currentLayer<i.length;this.currentLayer++){var A=this.style._layers[i[this.currentLayer]],M=a[A.source],S=(\"symbol\"===A.type?h:f)[A.source];this._renderTileClippingMasks(A,c[A.source]),this.renderLayer(this,M,A,S)}this.options.showTileBoundaries&&(t.values(this.style._layers).forEach((function(t){t.source&&!t.isHidden(n.transform.zoom)&&(t.source!==(u&&u.id)&&(u=n.style.sourceCaches[t.source]),(!l||l.getSource().maxzoom<u.getSource().maxzoom)&&(l=u))})),l&&Mn.debug(this,l,l.getVisibleCoordinates())),this.options.showPadding&&_n(this),this.context.setDefault()},Sn.prototype.renderLayer=function(t,e,r,n){r.isHidden(this.transform.zoom)||(\"background\"===r.type||\"custom\"===r.type||n.length)&&(this.id=r.id,this.gpuTimingStart(r),Mn[r.type](t,e,r,n,this.style.placement.variableOffsets),this.gpuTimingEnd())},Sn.prototype.gpuTimingStart=function(t){if(this.options.gpuTiming){var e=this.context.extTimerQuery,r=this.gpuTimers[t.id];r||(r=this.gpuTimers[t.id]={calls:0,cpuTime:0,query:e.createQueryEXT()}),r.calls++,e.beginQueryEXT(e.TIME_ELAPSED_EXT,r.query)}},Sn.prototype.gpuTimingEnd=function(){if(this.options.gpuTiming){var t=this.context.extTimerQuery;t.endQueryEXT(t.TIME_ELAPSED_EXT)}},Sn.prototype.collectGpuTimers=function(){var t=this.gpuTimers;return this.gpuTimers={},t},Sn.prototype.queryGpuTimers=function(t){var e={};for(var r in t){var n=t[r],i=this.context.extTimerQuery,a=i.getQueryObjectEXT(n.query,i.QUERY_RESULT_EXT)/1e6;i.deleteQueryEXT(n.query),e[r]=a}return e},Sn.prototype.translatePosMatrix=function(e,r,n,i,a){if(!n[0]&&!n[1])return e;var o=a?\"map\"===i?this.transform.angle:0:\"viewport\"===i?-this.transform.angle:0;if(o){var s=Math.sin(o),l=Math.cos(o);n=[n[0]*l-n[1]*s,n[0]*s+n[1]*l]}var u=[a?n[0]:ge(r,n[0],this.transform.zoom),a?n[1]:ge(r,n[1],this.transform.zoom),0],c=new Float32Array(16);return t.translate(c,e,u),c},Sn.prototype.saveTileTexture=function(t){var e=this._tileTextures[t.size[0]];e?e.push(t):this._tileTextures[t.size[0]]=[t]},Sn.prototype.getTileTexture=function(t){var e=this._tileTextures[t];return e&&e.length>0?e.pop():null},Sn.prototype.isPatternMissing=function(t){if(!t)return!1;if(!t.from||!t.to)return!0;var e=this.imageManager.getPattern(t.from.toString()),r=this.imageManager.getPattern(t.to.toString());return!e||!r},Sn.prototype.useProgram=function(t,e){this.cache=this.cache||{};var r=\"\"+t+(e?e.cacheKey:\"\")+(this._showOverdrawInspector?\"/overdraw\":\"\");return this.cache[r]||(this.cache[r]=new Ar(this.context,t,wr[t],e,rn[t],this._showOverdrawInspector)),this.cache[r]},Sn.prototype.setCustomLayerDefaults=function(){this.context.unbindVAO(),this.context.cullFace.setDefault(),this.context.activeTexture.setDefault(),this.context.pixelStoreUnpack.setDefault(),this.context.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.context.pixelStoreUnpackFlipY.setDefault()},Sn.prototype.setBaseState=function(){var t=this.context.gl;this.context.cullFace.set(!1),this.context.viewport.set([0,0,this.width,this.height]),this.context.blendEquation.set(t.FUNC_ADD)},Sn.prototype.initDebugOverlayCanvas=function(){if(null==this.debugOverlayCanvas){this.debugOverlayCanvas=t.window.document.createElement(\"canvas\"),this.debugOverlayCanvas.width=512,this.debugOverlayCanvas.height=512;var e=this.context.gl;this.debugOverlayTexture=new t.Texture(this.context,this.debugOverlayCanvas,e.RGBA)}},Sn.prototype.destroy=function(){this.emptyTexture.destroy(),this.debugOverlayTexture&&this.debugOverlayTexture.destroy()};var En=function(t,e){this.points=t,this.planes=e};En.fromInvProjectionMatrix=function(e,r,n){var i=Math.pow(2,n),a=[[-1,1,-1,1],[1,1,-1,1],[1,-1,-1,1],[-1,-1,-1,1],[-1,1,1,1],[1,1,1,1],[1,-1,1,1],[-1,-1,1,1]].map((function(r){return t.transformMat4([],r,e)})).map((function(e){return t.scale$1([],e,1/e[3]/r*i)})),o=[[0,1,2],[6,5,4],[0,3,7],[2,1,5],[3,2,6],[0,4,5]].map((function(e){var r=t.sub([],a[e[0]],a[e[1]]),n=t.sub([],a[e[2]],a[e[1]]),i=t.normalize([],t.cross([],r,n)),o=-t.dot(i,a[e[1]]);return i.concat(o)}));return new En(a,o)};var Ln=function(e,r){this.min=e,this.max=r,this.center=t.scale$2([],t.add([],this.min,this.max),.5)};Ln.prototype.quadrant=function(e){for(var r=[e%2==0,e<2],n=t.clone$2(this.min),i=t.clone$2(this.max),a=0;a<r.length;a++)n[a]=r[a]?this.min[a]:this.center[a],i[a]=r[a]?this.center[a]:this.max[a];return i[2]=this.max[2],new Ln(n,i)},Ln.prototype.distanceX=function(t){return Math.max(Math.min(this.max[0],t[0]),this.min[0])-t[0]},Ln.prototype.distanceY=function(t){return Math.max(Math.min(this.max[1],t[1]),this.min[1])-t[1]},Ln.prototype.intersects=function(e){for(var r=[[this.min[0],this.min[1],0,1],[this.max[0],this.min[1],0,1],[this.max[0],this.max[1],0,1],[this.min[0],this.max[1],0,1]],n=!0,i=0;i<e.planes.length;i++){for(var a=e.planes[i],o=0,s=0;s<r.length;s++)o+=t.dot$1(a,r[s])>=0;if(0===o)return 0;o!==r.length&&(n=!1)}if(n)return 2;for(var l=0;l<3;l++){for(var u=Number.MAX_VALUE,c=-Number.MAX_VALUE,f=0;f<e.points.length;f++){var h=e.points[f][l]-this.min[l];u=Math.min(u,h),c=Math.max(c,h)}if(c<0||u>this.max[l]-this.min[l])return 0}return 1};var Cn=function(t,e,r,n){if(void 0===t&&(t=0),void 0===e&&(e=0),void 0===r&&(r=0),void 0===n&&(n=0),isNaN(t)||t<0||isNaN(e)||e<0||isNaN(r)||r<0||isNaN(n)||n<0)throw new Error(\"Invalid value for edge-insets, top, bottom, left and right must all be numbers\");this.top=t,this.bottom=e,this.left=r,this.right=n};Cn.prototype.interpolate=function(e,r,n){return null!=r.top&&null!=e.top&&(this.top=t.number(e.top,r.top,n)),null!=r.bottom&&null!=e.bottom&&(this.bottom=t.number(e.bottom,r.bottom,n)),null!=r.left&&null!=e.left&&(this.left=t.number(e.left,r.left,n)),null!=r.right&&null!=e.right&&(this.right=t.number(e.right,r.right,n)),this},Cn.prototype.getCenter=function(e,r){var n=t.clamp((this.left+e-this.right)/2,0,e),i=t.clamp((this.top+r-this.bottom)/2,0,r);return new t.Point(n,i)},Cn.prototype.equals=function(t){return this.top===t.top&&this.bottom===t.bottom&&this.left===t.left&&this.right===t.right},Cn.prototype.clone=function(){return new Cn(this.top,this.bottom,this.left,this.right)},Cn.prototype.toJSON=function(){return{top:this.top,bottom:this.bottom,left:this.left,right:this.right}};var Pn=function(e,r,n,i,a){this.tileSize=512,this.maxValidLatitude=85.051129,this._renderWorldCopies=void 0===a||a,this._minZoom=e||0,this._maxZoom=r||22,this._minPitch=null==n?0:n,this._maxPitch=null==i?60:i,this.setMaxBounds(),this.width=0,this.height=0,this._center=new t.LngLat(0,0),this.zoom=0,this.angle=0,this._fov=.6435011087932844,this._pitch=0,this._unmodified=!0,this._edgeInsets=new Cn,this._posMatrixCache={},this._alignedPosMatrixCache={}},On={minZoom:{configurable:!0},maxZoom:{configurable:!0},minPitch:{configurable:!0},maxPitch:{configurable:!0},renderWorldCopies:{configurable:!0},worldSize:{configurable:!0},centerOffset:{configurable:!0},size:{configurable:!0},bearing:{configurable:!0},pitch:{configurable:!0},fov:{configurable:!0},zoom:{configurable:!0},center:{configurable:!0},padding:{configurable:!0},centerPoint:{configurable:!0},unmodified:{configurable:!0},point:{configurable:!0}};Pn.prototype.clone=function(){var t=new Pn(this._minZoom,this._maxZoom,this._minPitch,this.maxPitch,this._renderWorldCopies);return t.tileSize=this.tileSize,t.latRange=this.latRange,t.width=this.width,t.height=this.height,t._center=this._center,t.zoom=this.zoom,t.angle=this.angle,t._fov=this._fov,t._pitch=this._pitch,t._unmodified=this._unmodified,t._edgeInsets=this._edgeInsets.clone(),t._calcMatrices(),t},On.minZoom.get=function(){return this._minZoom},On.minZoom.set=function(t){this._minZoom!==t&&(this._minZoom=t,this.zoom=Math.max(this.zoom,t))},On.maxZoom.get=function(){return this._maxZoom},On.maxZoom.set=function(t){this._maxZoom!==t&&(this._maxZoom=t,this.zoom=Math.min(this.zoom,t))},On.minPitch.get=function(){return this._minPitch},On.minPitch.set=function(t){this._minPitch!==t&&(this._minPitch=t,this.pitch=Math.max(this.pitch,t))},On.maxPitch.get=function(){return this._maxPitch},On.maxPitch.set=function(t){this._maxPitch!==t&&(this._maxPitch=t,this.pitch=Math.min(this.pitch,t))},On.renderWorldCopies.get=function(){return this._renderWorldCopies},On.renderWorldCopies.set=function(t){void 0===t?t=!0:null===t&&(t=!1),this._renderWorldCopies=t},On.worldSize.get=function(){return this.tileSize*this.scale},On.centerOffset.get=function(){return this.centerPoint._sub(this.size._div(2))},On.size.get=function(){return new t.Point(this.width,this.height)},On.bearing.get=function(){return-this.angle/Math.PI*180},On.bearing.set=function(e){var r=-t.wrap(e,-180,180)*Math.PI/180;this.angle!==r&&(this._unmodified=!1,this.angle=r,this._calcMatrices(),this.rotationMatrix=t.create$2(),t.rotate(this.rotationMatrix,this.rotationMatrix,this.angle))},On.pitch.get=function(){return this._pitch/Math.PI*180},On.pitch.set=function(e){var r=t.clamp(e,this.minPitch,this.maxPitch)/180*Math.PI;this._pitch!==r&&(this._unmodified=!1,this._pitch=r,this._calcMatrices())},On.fov.get=function(){return this._fov/Math.PI*180},On.fov.set=function(t){t=Math.max(.01,Math.min(60,t)),this._fov!==t&&(this._unmodified=!1,this._fov=t/180*Math.PI,this._calcMatrices())},On.zoom.get=function(){return this._zoom},On.zoom.set=function(t){var e=Math.min(Math.max(t,this.minZoom),this.maxZoom);this._zoom!==e&&(this._unmodified=!1,this._zoom=e,this.scale=this.zoomScale(e),this.tileZoom=Math.floor(e),this.zoomFraction=e-this.tileZoom,this._constrain(),this._calcMatrices())},On.center.get=function(){return this._center},On.center.set=function(t){t.lat===this._center.lat&&t.lng===this._center.lng||(this._unmodified=!1,this._center=t,this._constrain(),this._calcMatrices())},On.padding.get=function(){return this._edgeInsets.toJSON()},On.padding.set=function(t){this._edgeInsets.equals(t)||(this._unmodified=!1,this._edgeInsets.interpolate(this._edgeInsets,t,1),this._calcMatrices())},On.centerPoint.get=function(){return this._edgeInsets.getCenter(this.width,this.height)},Pn.prototype.isPaddingEqual=function(t){return this._edgeInsets.equals(t)},Pn.prototype.interpolatePadding=function(t,e,r){this._unmodified=!1,this._edgeInsets.interpolate(t,e,r),this._constrain(),this._calcMatrices()},Pn.prototype.coveringZoomLevel=function(t){var e=(t.roundZoom?Math.round:Math.floor)(this.zoom+this.scaleZoom(this.tileSize/t.tileSize));return Math.max(0,e)},Pn.prototype.getVisibleUnwrappedCoordinates=function(e){var r=[new t.UnwrappedTileID(0,e)];if(this._renderWorldCopies)for(var n=this.pointCoordinate(new t.Point(0,0)),i=this.pointCoordinate(new t.Point(this.width,0)),a=this.pointCoordinate(new t.Point(this.width,this.height)),o=this.pointCoordinate(new t.Point(0,this.height)),s=Math.floor(Math.min(n.x,i.x,a.x,o.x)),l=Math.floor(Math.max(n.x,i.x,a.x,o.x)),u=s-1;u<=l+1;u++)0!==u&&r.push(new t.UnwrappedTileID(u,e));return r},Pn.prototype.coveringTiles=function(e){var r=this.coveringZoomLevel(e),n=r;if(void 0!==e.minzoom&&r<e.minzoom)return[];void 0!==e.maxzoom&&r>e.maxzoom&&(r=e.maxzoom);var i=t.MercatorCoordinate.fromLngLat(this.center),a=Math.pow(2,r),o=[a*i.x,a*i.y,0],s=En.fromInvProjectionMatrix(this.invProjMatrix,this.worldSize,r),l=e.minzoom||0;this.pitch<=60&&this._edgeInsets.top<.1&&(l=r);var u=function(t){return{aabb:new Ln([t*a,0,0],[(t+1)*a,a,0]),zoom:0,x:0,y:0,wrap:t,fullyVisible:!1}},c=[],f=[],h=r,p=e.reparseOverscaled?n:r;if(this._renderWorldCopies)for(var d=1;d<=3;d++)c.push(u(-d)),c.push(u(d));for(c.push(u(0));c.length>0;){var v=c.pop(),g=v.x,y=v.y,m=v.fullyVisible;if(!m){var x=v.aabb.intersects(s);if(0===x)continue;m=2===x}var b=v.aabb.distanceX(o),_=v.aabb.distanceY(o),w=Math.max(Math.abs(b),Math.abs(_)),T=3+(1<<h-v.zoom)-2;if(v.zoom===h||w>T&&v.zoom>=l)f.push({tileID:new t.OverscaledTileID(v.zoom===h?p:v.zoom,v.wrap,v.zoom,g,y),distanceSq:t.sqrLen([o[0]-.5-g,o[1]-.5-y])});else for(var k=0;k<4;k++){var A=(g<<1)+k%2,M=(y<<1)+(k>>1);c.push({aabb:v.aabb.quadrant(k),zoom:v.zoom+1,x:A,y:M,wrap:v.wrap,fullyVisible:m})}}return f.sort((function(t,e){return t.distanceSq-e.distanceSq})).map((function(t){return t.tileID}))},Pn.prototype.resize=function(t,e){this.width=t,this.height=e,this.pixelsToGLUnits=[2/t,-2/e],this._constrain(),this._calcMatrices()},On.unmodified.get=function(){return this._unmodified},Pn.prototype.zoomScale=function(t){return Math.pow(2,t)},Pn.prototype.scaleZoom=function(t){return Math.log(t)/Math.LN2},Pn.prototype.project=function(e){var r=t.clamp(e.lat,-this.maxValidLatitude,this.maxValidLatitude);return new t.Point(t.mercatorXfromLng(e.lng)*this.worldSize,t.mercatorYfromLat(r)*this.worldSize)},Pn.prototype.unproject=function(e){return new t.MercatorCoordinate(e.x/this.worldSize,e.y/this.worldSize).toLngLat()},On.point.get=function(){return this.project(this.center)},Pn.prototype.setLocationAtPoint=function(e,r){var n=this.pointCoordinate(r),i=this.pointCoordinate(this.centerPoint),a=this.locationCoordinate(e),o=new t.MercatorCoordinate(a.x-(n.x-i.x),a.y-(n.y-i.y));this.center=this.coordinateLocation(o),this._renderWorldCopies&&(this.center=this.center.wrap())},Pn.prototype.locationPoint=function(t){return this.coordinatePoint(this.locationCoordinate(t))},Pn.prototype.pointLocation=function(t){return this.coordinateLocation(this.pointCoordinate(t))},Pn.prototype.locationCoordinate=function(e){return t.MercatorCoordinate.fromLngLat(e)},Pn.prototype.coordinateLocation=function(t){return t.toLngLat()},Pn.prototype.pointCoordinate=function(e){var r=[e.x,e.y,0,1],n=[e.x,e.y,1,1];t.transformMat4(r,r,this.pixelMatrixInverse),t.transformMat4(n,n,this.pixelMatrixInverse);var i=r[3],a=n[3],o=r[0]/i,s=n[0]/a,l=r[1]/i,u=n[1]/a,c=r[2]/i,f=n[2]/a,h=c===f?0:(0-c)/(f-c);return new t.MercatorCoordinate(t.number(o,s,h)/this.worldSize,t.number(l,u,h)/this.worldSize)},Pn.prototype.coordinatePoint=function(e){var r=[e.x*this.worldSize,e.y*this.worldSize,0,1];return t.transformMat4(r,r,this.pixelMatrix),new t.Point(r[0]/r[3],r[1]/r[3])},Pn.prototype.getBounds=function(){return(new t.LngLatBounds).extend(this.pointLocation(new t.Point(0,0))).extend(this.pointLocation(new t.Point(this.width,0))).extend(this.pointLocation(new t.Point(this.width,this.height))).extend(this.pointLocation(new t.Point(0,this.height)))},Pn.prototype.getMaxBounds=function(){return this.latRange&&2===this.latRange.length&&this.lngRange&&2===this.lngRange.length?new t.LngLatBounds([this.lngRange[0],this.latRange[0]],[this.lngRange[1],this.latRange[1]]):null},Pn.prototype.setMaxBounds=function(t){t?(this.lngRange=[t.getWest(),t.getEast()],this.latRange=[t.getSouth(),t.getNorth()],this._constrain()):(this.lngRange=null,this.latRange=[-this.maxValidLatitude,this.maxValidLatitude])},Pn.prototype.calculatePosMatrix=function(e,r){void 0===r&&(r=!1);var n=e.key,i=r?this._alignedPosMatrixCache:this._posMatrixCache;if(i[n])return i[n];var a=e.canonical,o=this.worldSize/this.zoomScale(a.z),s=a.x+Math.pow(2,a.z)*e.wrap,l=t.identity(new Float64Array(16));return t.translate(l,l,[s*o,a.y*o,0]),t.scale(l,l,[o/t.EXTENT,o/t.EXTENT,1]),t.multiply(l,r?this.alignedProjMatrix:this.projMatrix,l),i[n]=new Float32Array(l),i[n]},Pn.prototype.customLayerMatrix=function(){return this.mercatorMatrix.slice()},Pn.prototype._constrain=function(){if(this.center&&this.width&&this.height&&!this._constraining){this._constraining=!0;var e,r,n,i,a=-90,o=90,s=-180,l=180,u=this.size,c=this._unmodified;if(this.latRange){var f=this.latRange;a=t.mercatorYfromLat(f[1])*this.worldSize,e=(o=t.mercatorYfromLat(f[0])*this.worldSize)-a<u.y?u.y/(o-a):0}if(this.lngRange){var h=this.lngRange;s=t.mercatorXfromLng(h[0])*this.worldSize,r=(l=t.mercatorXfromLng(h[1])*this.worldSize)-s<u.x?u.x/(l-s):0}var p=this.point,d=Math.max(r||0,e||0);if(d)return this.center=this.unproject(new t.Point(r?(l+s)/2:p.x,e?(o+a)/2:p.y)),this.zoom+=this.scaleZoom(d),this._unmodified=c,void(this._constraining=!1);if(this.latRange){var v=p.y,g=u.y/2;v-g<a&&(i=a+g),v+g>o&&(i=o-g)}if(this.lngRange){var y=p.x,m=u.x/2;y-m<s&&(n=s+m),y+m>l&&(n=l-m)}void 0===n&&void 0===i||(this.center=this.unproject(new t.Point(void 0!==n?n:p.x,void 0!==i?i:p.y))),this._unmodified=c,this._constraining=!1}},Pn.prototype._calcMatrices=function(){if(this.height){var e=this._fov/2,r=this.centerOffset;this.cameraToCenterDistance=.5/Math.tan(e)*this.height;var n=Math.PI/2+this._pitch,i=this._fov*(.5+r.y/this.height),a=Math.sin(i)*this.cameraToCenterDistance/Math.sin(t.clamp(Math.PI-n-i,.01,Math.PI-.01)),o=this.point,s=o.x,l=o.y,u=1.01*(Math.cos(Math.PI/2-this._pitch)*a+this.cameraToCenterDistance),c=this.height/50,f=new Float64Array(16);t.perspective(f,this._fov,this.width/this.height,c,u),f[8]=2*-r.x/this.width,f[9]=2*r.y/this.height,t.scale(f,f,[1,-1,1]),t.translate(f,f,[0,0,-this.cameraToCenterDistance]),t.rotateX(f,f,this._pitch),t.rotateZ(f,f,this.angle),t.translate(f,f,[-s,-l,0]),this.mercatorMatrix=t.scale([],f,[this.worldSize,this.worldSize,this.worldSize]),t.scale(f,f,[1,1,t.mercatorZfromAltitude(1,this.center.lat)*this.worldSize,1]),this.projMatrix=f,this.invProjMatrix=t.invert([],this.projMatrix);var h=this.width%2/2,p=this.height%2/2,d=Math.cos(this.angle),v=Math.sin(this.angle),g=s-Math.round(s)+d*h+v*p,y=l-Math.round(l)+d*p+v*h,m=new Float64Array(f);if(t.translate(m,m,[g>.5?g-1:g,y>.5?y-1:y,0]),this.alignedProjMatrix=m,f=t.create(),t.scale(f,f,[this.width/2,-this.height/2,1]),t.translate(f,f,[1,-1,0]),this.labelPlaneMatrix=f,f=t.create(),t.scale(f,f,[1,-1,1]),t.translate(f,f,[-1,-1,0]),t.scale(f,f,[2/this.width,2/this.height,1]),this.glCoordMatrix=f,this.pixelMatrix=t.multiply(new Float64Array(16),this.labelPlaneMatrix,this.projMatrix),!(f=t.invert(new Float64Array(16),this.pixelMatrix)))throw new Error(\"failed to invert matrix\");this.pixelMatrixInverse=f,this._posMatrixCache={},this._alignedPosMatrixCache={}}},Pn.prototype.maxPitchScaleFactor=function(){if(!this.pixelMatrixInverse)return 1;var e=this.pointCoordinate(new t.Point(0,0)),r=[e.x*this.worldSize,e.y*this.worldSize,0,1];return t.transformMat4(r,r,this.pixelMatrix)[3]/this.cameraToCenterDistance},Pn.prototype.getCameraPoint=function(){var e=this._pitch,r=Math.tan(e)*(this.cameraToCenterDistance||1);return this.centerPoint.add(new t.Point(0,r))},Pn.prototype.getCameraQueryGeometry=function(e){var r=this.getCameraPoint();if(1===e.length)return[e[0],r];for(var n=r.x,i=r.y,a=r.x,o=r.y,s=0,l=e;s<l.length;s+=1){var u=l[s];n=Math.min(n,u.x),i=Math.min(i,u.y),a=Math.max(a,u.x),o=Math.max(o,u.y)}return[new t.Point(n,i),new t.Point(a,i),new t.Point(a,o),new t.Point(n,o),new t.Point(n,i)]},Object.defineProperties(Pn.prototype,On);var In=function(e){var r,n,i,a,o;this._hashName=e&&encodeURIComponent(e),t.bindAll([\"_getCurrentHash\",\"_onHashChange\",\"_updateHash\"],this),this._updateHash=(r=this._updateHashUnthrottled.bind(this),n=300,i=!1,a=null,o=function(){a=null,i&&(r(),a=setTimeout(o,n),i=!1)},function(){return i=!0,a||o(),a})};In.prototype.addTo=function(e){return this._map=e,t.window.addEventListener(\"hashchange\",this._onHashChange,!1),this._map.on(\"moveend\",this._updateHash),this},In.prototype.remove=function(){return t.window.removeEventListener(\"hashchange\",this._onHashChange,!1),this._map.off(\"moveend\",this._updateHash),clearTimeout(this._updateHash()),delete this._map,this},In.prototype.getHashString=function(e){var r=this._map.getCenter(),n=Math.round(100*this._map.getZoom())/100,i=Math.ceil((n*Math.LN2+Math.log(512/360/.5))/Math.LN10),a=Math.pow(10,i),o=Math.round(r.lng*a)/a,s=Math.round(r.lat*a)/a,l=this._map.getBearing(),u=this._map.getPitch(),c=\"\";if(c+=e?\"/\"+o+\"/\"+s+\"/\"+n:n+\"/\"+s+\"/\"+o,(l||u)&&(c+=\"/\"+Math.round(10*l)/10),u&&(c+=\"/\"+Math.round(u)),this._hashName){var f=this._hashName,h=!1,p=t.window.location.hash.slice(1).split(\"&\").map((function(t){var e=t.split(\"=\")[0];return e===f?(h=!0,e+\"=\"+c):t})).filter((function(t){return t}));return h||p.push(f+\"=\"+c),\"#\"+p.join(\"&\")}return\"#\"+c},In.prototype._getCurrentHash=function(){var e,r=this,n=t.window.location.hash.replace(\"#\",\"\");return this._hashName?(n.split(\"&\").map((function(t){return t.split(\"=\")})).forEach((function(t){t[0]===r._hashName&&(e=t)})),(e&&e[1]||\"\").split(\"/\")):n.split(\"/\")},In.prototype._onHashChange=function(){var t=this._getCurrentHash();if(t.length>=3&&!t.some((function(t){return isNaN(t)}))){var e=this._map.dragRotate.isEnabled()&&this._map.touchZoomRotate.isEnabled()?+(t[3]||0):this._map.getBearing();return this._map.jumpTo({center:[+t[2],+t[1]],zoom:+t[0],bearing:e,pitch:+(t[4]||0)}),!0}return!1},In.prototype._updateHashUnthrottled=function(){var e=t.window.location.href.replace(/(#.+)?$/,this.getHashString());try{t.window.history.replaceState(t.window.history.state,null,e)}catch(t){}};var Dn={linearity:.3,easing:t.bezier(0,0,.3,1)},zn=t.extend({deceleration:2500,maxSpeed:1400},Dn),Rn=t.extend({deceleration:20,maxSpeed:1400},Dn),Fn=t.extend({deceleration:1e3,maxSpeed:360},Dn),Bn=t.extend({deceleration:1e3,maxSpeed:90},Dn),Nn=function(t){this._map=t,this.clear()};function jn(t,e){(!t.duration||t.duration<e.duration)&&(t.duration=e.duration,t.easing=e.easing)}function Un(e,r,n){var i=n.maxSpeed,a=n.linearity,o=n.deceleration,s=t.clamp(e*a/(r/1e3),-i,i),l=Math.abs(s)/(o*a);return{easing:n.easing,duration:1e3*l,amount:s*(l/2)}}Nn.prototype.clear=function(){this._inertiaBuffer=[]},Nn.prototype.record=function(e){this._drainInertiaBuffer(),this._inertiaBuffer.push({time:t.browser.now(),settings:e})},Nn.prototype._drainInertiaBuffer=function(){for(var e=this._inertiaBuffer,r=t.browser.now();e.length>0&&r-e[0].time>160;)e.shift()},Nn.prototype._onMoveEnd=function(e){if(this._drainInertiaBuffer(),!(this._inertiaBuffer.length<2)){for(var r={zoom:0,bearing:0,pitch:0,pan:new t.Point(0,0),pinchAround:void 0,around:void 0},n=0,i=this._inertiaBuffer;n<i.length;n+=1){var a=i[n].settings;r.zoom+=a.zoomDelta||0,r.bearing+=a.bearingDelta||0,r.pitch+=a.pitchDelta||0,a.panDelta&&r.pan._add(a.panDelta),a.around&&(r.around=a.around),a.pinchAround&&(r.pinchAround=a.pinchAround)}var o=this._inertiaBuffer[this._inertiaBuffer.length-1].time-this._inertiaBuffer[0].time,s={};if(r.pan.mag()){var l=Un(r.pan.mag(),o,t.extend({},zn,e||{}));s.offset=r.pan.mult(l.amount/r.pan.mag()),s.center=this._map.transform.center,jn(s,l)}if(r.zoom){var u=Un(r.zoom,o,Rn);s.zoom=this._map.transform.zoom+u.amount,jn(s,u)}if(r.bearing){var c=Un(r.bearing,o,Fn);s.bearing=this._map.transform.bearing+t.clamp(c.amount,-179,179),jn(s,c)}if(r.pitch){var f=Un(r.pitch,o,Bn);s.pitch=this._map.transform.pitch+f.amount,jn(s,f)}if(s.zoom||s.bearing){var h=void 0===r.pinchAround?r.around:r.pinchAround;s.around=h?this._map.unproject(h):this._map.getCenter()}return this.clear(),t.extend(s,{noMoveStart:!0})}};var Vn=function(e){function n(n,i,a,o){void 0===o&&(o={});var s=r.mousePos(i.getCanvasContainer(),a),l=i.unproject(s);e.call(this,n,t.extend({point:s,lngLat:l,originalEvent:a},o)),this._defaultPrevented=!1,this.target=i}e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n;var i={defaultPrevented:{configurable:!0}};return n.prototype.preventDefault=function(){this._defaultPrevented=!0},i.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(n.prototype,i),n}(t.Event),qn=function(e){function n(n,i,a){var o=\"touchend\"===n?a.changedTouches:a.touches,s=r.touchPos(i.getCanvasContainer(),o),l=s.map((function(t){return i.unproject(t)})),u=s.reduce((function(t,e,r,n){return t.add(e.div(n.length))}),new t.Point(0,0)),c=i.unproject(u);e.call(this,n,{points:s,point:u,lngLats:l,lngLat:c,originalEvent:a}),this._defaultPrevented=!1}e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n;var i={defaultPrevented:{configurable:!0}};return n.prototype.preventDefault=function(){this._defaultPrevented=!0},i.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(n.prototype,i),n}(t.Event),Hn=function(t){function e(e,r,n){t.call(this,e,{originalEvent:n}),this._defaultPrevented=!1}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={defaultPrevented:{configurable:!0}};return e.prototype.preventDefault=function(){this._defaultPrevented=!0},r.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(e.prototype,r),e}(t.Event),Gn=function(t,e){this._map=t,this._clickTolerance=e.clickTolerance};Gn.prototype.reset=function(){delete this._mousedownPos},Gn.prototype.wheel=function(t){return this._firePreventable(new Hn(t.type,this._map,t))},Gn.prototype.mousedown=function(t,e){return this._mousedownPos=e,this._firePreventable(new Vn(t.type,this._map,t))},Gn.prototype.mouseup=function(t){this._map.fire(new Vn(t.type,this._map,t))},Gn.prototype.click=function(t,e){this._mousedownPos&&this._mousedownPos.dist(e)>=this._clickTolerance||this._map.fire(new Vn(t.type,this._map,t))},Gn.prototype.dblclick=function(t){return this._firePreventable(new Vn(t.type,this._map,t))},Gn.prototype.mouseover=function(t){this._map.fire(new Vn(t.type,this._map,t))},Gn.prototype.mouseout=function(t){this._map.fire(new Vn(t.type,this._map,t))},Gn.prototype.touchstart=function(t){return this._firePreventable(new qn(t.type,this._map,t))},Gn.prototype.touchmove=function(t){this._map.fire(new qn(t.type,this._map,t))},Gn.prototype.touchend=function(t){this._map.fire(new qn(t.type,this._map,t))},Gn.prototype.touchcancel=function(t){this._map.fire(new qn(t.type,this._map,t))},Gn.prototype._firePreventable=function(t){if(this._map.fire(t),t.defaultPrevented)return{}},Gn.prototype.isEnabled=function(){return!0},Gn.prototype.isActive=function(){return!1},Gn.prototype.enable=function(){},Gn.prototype.disable=function(){};var Wn=function(t){this._map=t};Wn.prototype.reset=function(){this._delayContextMenu=!1,delete this._contextMenuEvent},Wn.prototype.mousemove=function(t){this._map.fire(new Vn(t.type,this._map,t))},Wn.prototype.mousedown=function(){this._delayContextMenu=!0},Wn.prototype.mouseup=function(){this._delayContextMenu=!1,this._contextMenuEvent&&(this._map.fire(new Vn(\"contextmenu\",this._map,this._contextMenuEvent)),delete this._contextMenuEvent)},Wn.prototype.contextmenu=function(t){this._delayContextMenu?this._contextMenuEvent=t:this._map.fire(new Vn(t.type,this._map,t)),this._map.listens(\"contextmenu\")&&t.preventDefault()},Wn.prototype.isEnabled=function(){return!0},Wn.prototype.isActive=function(){return!1},Wn.prototype.enable=function(){},Wn.prototype.disable=function(){};var Yn=function(t,e){this._map=t,this._el=t.getCanvasContainer(),this._container=t.getContainer(),this._clickTolerance=e.clickTolerance||1};function Xn(t,e){for(var r={},n=0;n<t.length;n++)r[t[n].identifier]=e[n];return r}Yn.prototype.isEnabled=function(){return!!this._enabled},Yn.prototype.isActive=function(){return!!this._active},Yn.prototype.enable=function(){this.isEnabled()||(this._enabled=!0)},Yn.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},Yn.prototype.mousedown=function(t,e){this.isEnabled()&&t.shiftKey&&0===t.button&&(r.disableDrag(),this._startPos=this._lastPos=e,this._active=!0)},Yn.prototype.mousemoveWindow=function(t,e){if(this._active){var n=e;if(!(this._lastPos.equals(n)||!this._box&&n.dist(this._startPos)<this._clickTolerance)){var i=this._startPos;this._lastPos=n,this._box||(this._box=r.create(\"div\",\"mapboxgl-boxzoom\",this._container),this._container.classList.add(\"mapboxgl-crosshair\"),this._fireEvent(\"boxzoomstart\",t));var a=Math.min(i.x,n.x),o=Math.max(i.x,n.x),s=Math.min(i.y,n.y),l=Math.max(i.y,n.y);r.setTransform(this._box,\"translate(\"+a+\"px,\"+s+\"px)\"),this._box.style.width=o-a+\"px\",this._box.style.height=l-s+\"px\"}}},Yn.prototype.mouseupWindow=function(e,n){var i=this;if(this._active&&0===e.button){var a=this._startPos,o=n;if(this.reset(),r.suppressClick(),a.x!==o.x||a.y!==o.y)return this._map.fire(new t.Event(\"boxzoomend\",{originalEvent:e})),{cameraAnimation:function(t){return t.fitScreenCoordinates(a,o,i._map.getBearing(),{linear:!0})}};this._fireEvent(\"boxzoomcancel\",e)}},Yn.prototype.keydown=function(t){this._active&&27===t.keyCode&&(this.reset(),this._fireEvent(\"boxzoomcancel\",t))},Yn.prototype.reset=function(){this._active=!1,this._container.classList.remove(\"mapboxgl-crosshair\"),this._box&&(r.remove(this._box),this._box=null),r.enableDrag(),delete this._startPos,delete this._lastPos},Yn.prototype._fireEvent=function(e,r){return this._map.fire(new t.Event(e,{originalEvent:r}))};var Zn=function(t){this.reset(),this.numTouches=t.numTouches};Zn.prototype.reset=function(){delete this.centroid,delete this.startTime,delete this.touches,this.aborted=!1},Zn.prototype.touchstart=function(e,r,n){(this.centroid||n.length>this.numTouches)&&(this.aborted=!0),this.aborted||(void 0===this.startTime&&(this.startTime=e.timeStamp),n.length===this.numTouches&&(this.centroid=function(e){for(var r=new t.Point(0,0),n=0,i=e;n<i.length;n+=1){var a=i[n];r._add(a)}return r.div(e.length)}(r),this.touches=Xn(n,r)))},Zn.prototype.touchmove=function(t,e,r){if(!this.aborted&&this.centroid){var n=Xn(r,e);for(var i in this.touches){var a=this.touches[i],o=n[i];(!o||o.dist(a)>30)&&(this.aborted=!0)}}},Zn.prototype.touchend=function(t,e,r){if((!this.centroid||t.timeStamp-this.startTime>500)&&(this.aborted=!0),0===r.length){var n=!this.aborted&&this.centroid;if(this.reset(),n)return n}};var Kn=function(t){this.singleTap=new Zn(t),this.numTaps=t.numTaps,this.reset()};Kn.prototype.reset=function(){this.lastTime=1/0,delete this.lastTap,this.count=0,this.singleTap.reset()},Kn.prototype.touchstart=function(t,e,r){this.singleTap.touchstart(t,e,r)},Kn.prototype.touchmove=function(t,e,r){this.singleTap.touchmove(t,e,r)},Kn.prototype.touchend=function(t,e,r){var n=this.singleTap.touchend(t,e,r);if(n){var i=t.timeStamp-this.lastTime<500,a=!this.lastTap||this.lastTap.dist(n)<30;if(i&&a||this.reset(),this.count++,this.lastTime=t.timeStamp,this.lastTap=n,this.count===this.numTaps)return this.reset(),n}};var Jn=function(){this._zoomIn=new Kn({numTouches:1,numTaps:2}),this._zoomOut=new Kn({numTouches:2,numTaps:1}),this.reset()};Jn.prototype.reset=function(){this._active=!1,this._zoomIn.reset(),this._zoomOut.reset()},Jn.prototype.touchstart=function(t,e,r){this._zoomIn.touchstart(t,e,r),this._zoomOut.touchstart(t,e,r)},Jn.prototype.touchmove=function(t,e,r){this._zoomIn.touchmove(t,e,r),this._zoomOut.touchmove(t,e,r)},Jn.prototype.touchend=function(t,e,r){var n=this,i=this._zoomIn.touchend(t,e,r),a=this._zoomOut.touchend(t,e,r);return i?(this._active=!0,t.preventDefault(),setTimeout((function(){return n.reset()}),0),{cameraAnimation:function(e){return e.easeTo({duration:300,zoom:e.getZoom()+1,around:e.unproject(i)},{originalEvent:t})}}):a?(this._active=!0,t.preventDefault(),setTimeout((function(){return n.reset()}),0),{cameraAnimation:function(e){return e.easeTo({duration:300,zoom:e.getZoom()-1,around:e.unproject(a)},{originalEvent:t})}}):void 0},Jn.prototype.touchcancel=function(){this.reset()},Jn.prototype.enable=function(){this._enabled=!0},Jn.prototype.disable=function(){this._enabled=!1,this.reset()},Jn.prototype.isEnabled=function(){return this._enabled},Jn.prototype.isActive=function(){return this._active};var $n={};$n[0]=1,$n[2]=2;var Qn=function(t){this.reset(),this._clickTolerance=t.clickTolerance||1};Qn.prototype.reset=function(){this._active=!1,this._moved=!1,delete this._lastPoint,delete this._eventButton},Qn.prototype._correctButton=function(t,e){return!1},Qn.prototype._move=function(t,e){return{}},Qn.prototype.mousedown=function(t,e){if(!this._lastPoint){var n=r.mouseButton(t);this._correctButton(t,n)&&(this._lastPoint=e,this._eventButton=n)}},Qn.prototype.mousemoveWindow=function(t,e){var r=this._lastPoint;if(r)if(t.preventDefault(),function(t,e){var r=$n[e];return void 0===t.buttons||(t.buttons&r)!==r}(t,this._eventButton))this.reset();else if(this._moved||!(e.dist(r)<this._clickTolerance))return this._moved=!0,this._lastPoint=e,this._move(r,e)},Qn.prototype.mouseupWindow=function(t){this._lastPoint&&r.mouseButton(t)===this._eventButton&&(this._moved&&r.suppressClick(),this.reset())},Qn.prototype.enable=function(){this._enabled=!0},Qn.prototype.disable=function(){this._enabled=!1,this.reset()},Qn.prototype.isEnabled=function(){return this._enabled},Qn.prototype.isActive=function(){return this._active};var ti=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.mousedown=function(e,r){t.prototype.mousedown.call(this,e,r),this._lastPoint&&(this._active=!0)},e.prototype._correctButton=function(t,e){return 0===e&&!t.ctrlKey},e.prototype._move=function(t,e){return{around:e,panDelta:e.sub(t)}},e}(Qn),ei=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._correctButton=function(t,e){return 0===e&&t.ctrlKey||2===e},e.prototype._move=function(t,e){var r=.8*(e.x-t.x);if(r)return this._active=!0,{bearingDelta:r}},e.prototype.contextmenu=function(t){t.preventDefault()},e}(Qn),ri=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._correctButton=function(t,e){return 0===e&&t.ctrlKey||2===e},e.prototype._move=function(t,e){var r=-.5*(e.y-t.y);if(r)return this._active=!0,{pitchDelta:r}},e.prototype.contextmenu=function(t){t.preventDefault()},e}(Qn),ni=function(t){this._minTouches=1,this._clickTolerance=t.clickTolerance||1,this.reset()};ni.prototype.reset=function(){this._active=!1,this._touches={},this._sum=new t.Point(0,0)},ni.prototype.touchstart=function(t,e,r){return this._calculateTransform(t,e,r)},ni.prototype.touchmove=function(t,e,r){if(this._active&&!(r.length<this._minTouches))return t.preventDefault(),this._calculateTransform(t,e,r)},ni.prototype.touchend=function(t,e,r){this._calculateTransform(t,e,r),this._active&&r.length<this._minTouches&&this.reset()},ni.prototype.touchcancel=function(){this.reset()},ni.prototype._calculateTransform=function(e,r,n){n.length>0&&(this._active=!0);var i=Xn(n,r),a=new t.Point(0,0),o=new t.Point(0,0),s=0;for(var l in i){var u=i[l],c=this._touches[l];c&&(a._add(u),o._add(u.sub(c)),s++,i[l]=u)}if(this._touches=i,!(s<this._minTouches)&&o.mag()){var f=o.div(s);if(this._sum._add(f),!(this._sum.mag()<this._clickTolerance))return{around:a.div(s),panDelta:f}}},ni.prototype.enable=function(){this._enabled=!0},ni.prototype.disable=function(){this._enabled=!1,this.reset()},ni.prototype.isEnabled=function(){return this._enabled},ni.prototype.isActive=function(){return this._active};var ii=function(){this.reset()};function ai(t,e,r){for(var n=0;n<t.length;n++)if(t[n].identifier===r)return e[n]}ii.prototype.reset=function(){this._active=!1,delete this._firstTwoTouches},ii.prototype._start=function(t){},ii.prototype._move=function(t,e,r){return{}},ii.prototype.touchstart=function(t,e,r){this._firstTwoTouches||r.length<2||(this._firstTwoTouches=[r[0].identifier,r[1].identifier],this._start([e[0],e[1]]))},ii.prototype.touchmove=function(t,e,r){if(this._firstTwoTouches){t.preventDefault();var n=this._firstTwoTouches,i=n[0],a=n[1],o=ai(r,e,i),s=ai(r,e,a);if(o&&s){var l=this._aroundCenter?null:o.add(s).div(2);return this._move([o,s],l,t)}}},ii.prototype.touchend=function(t,e,n){if(this._firstTwoTouches){var i=this._firstTwoTouches,a=i[0],o=i[1],s=ai(n,e,a),l=ai(n,e,o);s&&l||(this._active&&r.suppressClick(),this.reset())}},ii.prototype.touchcancel=function(){this.reset()},ii.prototype.enable=function(t){this._enabled=!0,this._aroundCenter=!!t&&\"center\"===t.around},ii.prototype.disable=function(){this._enabled=!1,this.reset()},ii.prototype.isEnabled=function(){return this._enabled},ii.prototype.isActive=function(){return this._active};function oi(t,e){return Math.log(t/e)/Math.LN2}var si=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),delete this._distance,delete this._startDistance},e.prototype._start=function(t){this._startDistance=this._distance=t[0].dist(t[1])},e.prototype._move=function(t,e){var r=this._distance;if(this._distance=t[0].dist(t[1]),this._active||!(Math.abs(oi(this._distance,this._startDistance))<.1))return this._active=!0,{zoomDelta:oi(this._distance,r),pinchAround:e}},e}(ii);function li(t,e){return 180*t.angleWith(e)/Math.PI}var ui=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),delete this._minDiameter,delete this._startVector,delete this._vector},e.prototype._start=function(t){this._startVector=this._vector=t[0].sub(t[1]),this._minDiameter=t[0].dist(t[1])},e.prototype._move=function(t,e){var r=this._vector;if(this._vector=t[0].sub(t[1]),this._active||!this._isBelowThreshold(this._vector))return this._active=!0,{bearingDelta:li(this._vector,r),pinchAround:e}},e.prototype._isBelowThreshold=function(t){this._minDiameter=Math.min(this._minDiameter,t.mag());var e=25/(Math.PI*this._minDiameter)*360,r=li(t,this._startVector);return Math.abs(r)<e},e}(ii);function ci(t){return Math.abs(t.y)>Math.abs(t.x)}var fi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),this._valid=void 0,delete this._firstMove,delete this._lastPoints},e.prototype._start=function(t){this._lastPoints=t,ci(t[0].sub(t[1]))&&(this._valid=!1)},e.prototype._move=function(t,e,r){var n=t[0].sub(this._lastPoints[0]),i=t[1].sub(this._lastPoints[1]);if(this._valid=this.gestureBeginsVertically(n,i,r.timeStamp),this._valid)return this._lastPoints=t,this._active=!0,{pitchDelta:(n.y+i.y)/2*-.5}},e.prototype.gestureBeginsVertically=function(t,e,r){if(void 0!==this._valid)return this._valid;var n=t.mag()>=2,i=e.mag()>=2;if(n||i){if(!n||!i)return void 0===this._firstMove&&(this._firstMove=r),r-this._firstMove<100&&void 0;var a=t.y>0==e.y>0;return ci(t)&&ci(e)&&a}},e}(ii),hi={panStep:100,bearingStep:15,pitchStep:10},pi=function(){var t=hi;this._panStep=t.panStep,this._bearingStep=t.bearingStep,this._pitchStep=t.pitchStep,this._rotationDisabled=!1};function di(t){return t*(2-t)}pi.prototype.reset=function(){this._active=!1},pi.prototype.keydown=function(t){var e=this;if(!(t.altKey||t.ctrlKey||t.metaKey)){var r=0,n=0,i=0,a=0,o=0;switch(t.keyCode){case 61:case 107:case 171:case 187:r=1;break;case 189:case 109:case 173:r=-1;break;case 37:t.shiftKey?n=-1:(t.preventDefault(),a=-1);break;case 39:t.shiftKey?n=1:(t.preventDefault(),a=1);break;case 38:t.shiftKey?i=1:(t.preventDefault(),o=-1);break;case 40:t.shiftKey?i=-1:(t.preventDefault(),o=1);break;default:return}return this._rotationDisabled&&(n=0,i=0),{cameraAnimation:function(s){var l=s.getZoom();s.easeTo({duration:300,easeId:\"keyboardHandler\",easing:di,zoom:r?Math.round(l)+r*(t.shiftKey?2:1):l,bearing:s.getBearing()+n*e._bearingStep,pitch:s.getPitch()+i*e._pitchStep,offset:[-a*e._panStep,-o*e._panStep],center:s.getCenter()},{originalEvent:t})}}}},pi.prototype.enable=function(){this._enabled=!0},pi.prototype.disable=function(){this._enabled=!1,this.reset()},pi.prototype.isEnabled=function(){return this._enabled},pi.prototype.isActive=function(){return this._active},pi.prototype.disableRotation=function(){this._rotationDisabled=!0},pi.prototype.enableRotation=function(){this._rotationDisabled=!1};var vi=4.000244140625,gi=function(e,r){this._map=e,this._el=e.getCanvasContainer(),this._handler=r,this._delta=0,this._defaultZoomRate=.01,this._wheelZoomRate=.0022222222222222222,t.bindAll([\"_onTimeout\"],this)};gi.prototype.setZoomRate=function(t){this._defaultZoomRate=t},gi.prototype.setWheelZoomRate=function(t){this._wheelZoomRate=t},gi.prototype.isEnabled=function(){return!!this._enabled},gi.prototype.isActive=function(){return!!this._active||void 0!==this._finishTimeout},gi.prototype.isZooming=function(){return!!this._zooming},gi.prototype.enable=function(t){this.isEnabled()||(this._enabled=!0,this._aroundCenter=t&&\"center\"===t.around)},gi.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},gi.prototype.wheel=function(e){if(this.isEnabled()){var r=e.deltaMode===t.window.WheelEvent.DOM_DELTA_LINE?40*e.deltaY:e.deltaY,n=t.browser.now(),i=n-(this._lastWheelEventTime||0);this._lastWheelEventTime=n,0!==r&&r%vi==0?this._type=\"wheel\":0!==r&&Math.abs(r)<4?this._type=\"trackpad\":i>400?(this._type=null,this._lastValue=r,this._timeout=setTimeout(this._onTimeout,40,e)):this._type||(this._type=Math.abs(i*r)<200?\"trackpad\":\"wheel\",this._timeout&&(clearTimeout(this._timeout),this._timeout=null,r+=this._lastValue)),e.shiftKey&&r&&(r/=4),this._type&&(this._lastWheelEvent=e,this._delta-=r,this._active||this._start(e)),e.preventDefault()}},gi.prototype._onTimeout=function(t){this._type=\"wheel\",this._delta-=this._lastValue,this._active||this._start(t)},gi.prototype._start=function(e){if(this._delta){this._frameId&&(this._frameId=null),this._active=!0,this.isZooming()||(this._zooming=!0),this._finishTimeout&&(clearTimeout(this._finishTimeout),delete this._finishTimeout);var n=r.mousePos(this._el,e);this._around=t.LngLat.convert(this._aroundCenter?this._map.getCenter():this._map.unproject(n)),this._aroundPoint=this._map.transform.locationPoint(this._around),this._frameId||(this._frameId=!0,this._handler._triggerRenderFrame())}},gi.prototype.renderFrame=function(){var e=this;if(this._frameId&&(this._frameId=null,this.isActive())){var r=this._map.transform;if(0!==this._delta){var n=\"wheel\"===this._type&&Math.abs(this._delta)>vi?this._wheelZoomRate:this._defaultZoomRate,i=2/(1+Math.exp(-Math.abs(this._delta*n)));this._delta<0&&0!==i&&(i=1/i);var a=\"number\"==typeof this._targetZoom?r.zoomScale(this._targetZoom):r.scale;this._targetZoom=Math.min(r.maxZoom,Math.max(r.minZoom,r.scaleZoom(a*i))),\"wheel\"===this._type&&(this._startZoom=r.zoom,this._easing=this._smoothOutEasing(200)),this._delta=0}var o,s=\"number\"==typeof this._targetZoom?this._targetZoom:r.zoom,l=this._startZoom,u=this._easing,c=!1;if(\"wheel\"===this._type&&l&&u){var f=Math.min((t.browser.now()-this._lastWheelEventTime)/200,1),h=u(f);o=t.number(l,s,h),f<1?this._frameId||(this._frameId=!0):c=!0}else o=s,c=!0;return this._active=!0,c&&(this._active=!1,this._finishTimeout=setTimeout((function(){e._zooming=!1,e._handler._triggerRenderFrame(),delete e._targetZoom,delete e._finishTimeout}),200)),{noInertia:!0,needsRenderFrame:!c,zoomDelta:o-r.zoom,around:this._aroundPoint,originalEvent:this._lastWheelEvent}}},gi.prototype._smoothOutEasing=function(e){var r=t.ease;if(this._prevEase){var n=this._prevEase,i=(t.browser.now()-n.start)/n.duration,a=n.easing(i+.01)-n.easing(i),o=.27/Math.sqrt(a*a+1e-4)*.01,s=Math.sqrt(.0729-o*o);r=t.bezier(o,s,.25,1)}return this._prevEase={start:t.browser.now(),duration:e,easing:r},r},gi.prototype.reset=function(){this._active=!1};var yi=function(t,e){this._clickZoom=t,this._tapZoom=e};yi.prototype.enable=function(){this._clickZoom.enable(),this._tapZoom.enable()},yi.prototype.disable=function(){this._clickZoom.disable(),this._tapZoom.disable()},yi.prototype.isEnabled=function(){return this._clickZoom.isEnabled()&&this._tapZoom.isEnabled()},yi.prototype.isActive=function(){return this._clickZoom.isActive()||this._tapZoom.isActive()};var mi=function(){this.reset()};mi.prototype.reset=function(){this._active=!1},mi.prototype.dblclick=function(t,e){return t.preventDefault(),{cameraAnimation:function(r){r.easeTo({duration:300,zoom:r.getZoom()+(t.shiftKey?-1:1),around:r.unproject(e)},{originalEvent:t})}}},mi.prototype.enable=function(){this._enabled=!0},mi.prototype.disable=function(){this._enabled=!1,this.reset()},mi.prototype.isEnabled=function(){return this._enabled},mi.prototype.isActive=function(){return this._active};var xi=function(){this._tap=new Kn({numTouches:1,numTaps:1}),this.reset()};xi.prototype.reset=function(){this._active=!1,delete this._swipePoint,delete this._swipeTouch,delete this._tapTime,this._tap.reset()},xi.prototype.touchstart=function(t,e,r){this._swipePoint||(this._tapTime&&t.timeStamp-this._tapTime>500&&this.reset(),this._tapTime?r.length>0&&(this._swipePoint=e[0],this._swipeTouch=r[0].identifier):this._tap.touchstart(t,e,r))},xi.prototype.touchmove=function(t,e,r){if(this._tapTime){if(this._swipePoint){if(r[0].identifier!==this._swipeTouch)return;var n=e[0],i=n.y-this._swipePoint.y;return this._swipePoint=n,t.preventDefault(),this._active=!0,{zoomDelta:i/128}}}else this._tap.touchmove(t,e,r)},xi.prototype.touchend=function(t,e,r){this._tapTime?this._swipePoint&&0===r.length&&this.reset():this._tap.touchend(t,e,r)&&(this._tapTime=t.timeStamp)},xi.prototype.touchcancel=function(){this.reset()},xi.prototype.enable=function(){this._enabled=!0},xi.prototype.disable=function(){this._enabled=!1,this.reset()},xi.prototype.isEnabled=function(){return this._enabled},xi.prototype.isActive=function(){return this._active};var bi=function(t,e,r){this._el=t,this._mousePan=e,this._touchPan=r};bi.prototype.enable=function(t){this._inertiaOptions=t||{},this._mousePan.enable(),this._touchPan.enable(),this._el.classList.add(\"mapboxgl-touch-drag-pan\")},bi.prototype.disable=function(){this._mousePan.disable(),this._touchPan.disable(),this._el.classList.remove(\"mapboxgl-touch-drag-pan\")},bi.prototype.isEnabled=function(){return this._mousePan.isEnabled()&&this._touchPan.isEnabled()},bi.prototype.isActive=function(){return this._mousePan.isActive()||this._touchPan.isActive()};var _i=function(t,e,r){this._pitchWithRotate=t.pitchWithRotate,this._mouseRotate=e,this._mousePitch=r};_i.prototype.enable=function(){this._mouseRotate.enable(),this._pitchWithRotate&&this._mousePitch.enable()},_i.prototype.disable=function(){this._mouseRotate.disable(),this._mousePitch.disable()},_i.prototype.isEnabled=function(){return this._mouseRotate.isEnabled()&&(!this._pitchWithRotate||this._mousePitch.isEnabled())},_i.prototype.isActive=function(){return this._mouseRotate.isActive()||this._mousePitch.isActive()};var wi=function(t,e,r,n){this._el=t,this._touchZoom=e,this._touchRotate=r,this._tapDragZoom=n,this._rotationDisabled=!1,this._enabled=!0};wi.prototype.enable=function(t){this._touchZoom.enable(t),this._rotationDisabled||this._touchRotate.enable(t),this._tapDragZoom.enable(),this._el.classList.add(\"mapboxgl-touch-zoom-rotate\")},wi.prototype.disable=function(){this._touchZoom.disable(),this._touchRotate.disable(),this._tapDragZoom.disable(),this._el.classList.remove(\"mapboxgl-touch-zoom-rotate\")},wi.prototype.isEnabled=function(){return this._touchZoom.isEnabled()&&(this._rotationDisabled||this._touchRotate.isEnabled())&&this._tapDragZoom.isEnabled()},wi.prototype.isActive=function(){return this._touchZoom.isActive()||this._touchRotate.isActive()||this._tapDragZoom.isActive()},wi.prototype.disableRotation=function(){this._rotationDisabled=!0,this._touchRotate.disable()},wi.prototype.enableRotation=function(){this._rotationDisabled=!1,this._touchZoom.isEnabled()&&this._touchRotate.enable()};var Ti=function(t){return t.zoom||t.drag||t.pitch||t.rotate},ki=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(t.Event);function Ai(t){return t.panDelta&&t.panDelta.mag()||t.zoomDelta||t.bearingDelta||t.pitchDelta}var Mi=function(e,n){this._map=e,this._el=this._map.getCanvasContainer(),this._handlers=[],this._handlersById={},this._changes=[],this._inertia=new Nn(e),this._bearingSnap=n.bearingSnap,this._previousActiveHandlers={},this._eventsInProgress={},this._addDefaultHandlers(n),t.bindAll([\"handleEvent\",\"handleWindowEvent\"],this);var i=this._el;this._listeners=[[i,\"touchstart\",{passive:!0}],[i,\"touchmove\",{passive:!1}],[i,\"touchend\",void 0],[i,\"touchcancel\",void 0],[i,\"mousedown\",void 0],[i,\"mousemove\",void 0],[i,\"mouseup\",void 0],[t.window.document,\"mousemove\",{capture:!0}],[t.window.document,\"mouseup\",void 0],[i,\"mouseover\",void 0],[i,\"mouseout\",void 0],[i,\"dblclick\",void 0],[i,\"click\",void 0],[i,\"keydown\",{capture:!1}],[i,\"keyup\",void 0],[i,\"wheel\",{passive:!1}],[i,\"contextmenu\",void 0],[t.window,\"blur\",void 0]];for(var a=0,o=this._listeners;a<o.length;a+=1){var s=o[a],l=s[0],u=s[1],c=s[2];r.addEventListener(l,u,l===t.window.document?this.handleWindowEvent:this.handleEvent,c)}};Mi.prototype.destroy=function(){for(var e=0,n=this._listeners;e<n.length;e+=1){var i=n[e],a=i[0],o=i[1],s=i[2];r.removeEventListener(a,o,a===t.window.document?this.handleWindowEvent:this.handleEvent,s)}},Mi.prototype._addDefaultHandlers=function(t){var e=this._map,r=e.getCanvasContainer();this._add(\"mapEvent\",new Gn(e,t));var n=e.boxZoom=new Yn(e,t);this._add(\"boxZoom\",n);var i=new Jn,a=new mi;e.doubleClickZoom=new yi(a,i),this._add(\"tapZoom\",i),this._add(\"clickZoom\",a);var o=new xi;this._add(\"tapDragZoom\",o);var s=e.touchPitch=new fi;this._add(\"touchPitch\",s);var l=new ei(t),u=new ri(t);e.dragRotate=new _i(t,l,u),this._add(\"mouseRotate\",l,[\"mousePitch\"]),this._add(\"mousePitch\",u,[\"mouseRotate\"]);var c=new ti(t),f=new ni(t);e.dragPan=new bi(r,c,f),this._add(\"mousePan\",c),this._add(\"touchPan\",f,[\"touchZoom\",\"touchRotate\"]);var h=new ui,p=new si;e.touchZoomRotate=new wi(r,p,h,o),this._add(\"touchRotate\",h,[\"touchPan\",\"touchZoom\"]),this._add(\"touchZoom\",p,[\"touchPan\",\"touchRotate\"]);var d=e.scrollZoom=new gi(e,this);this._add(\"scrollZoom\",d,[\"mousePan\"]);var v=e.keyboard=new pi;this._add(\"keyboard\",v),this._add(\"blockableMapEvent\",new Wn(e));for(var g=0,y=[\"boxZoom\",\"doubleClickZoom\",\"tapDragZoom\",\"touchPitch\",\"dragRotate\",\"dragPan\",\"touchZoomRotate\",\"scrollZoom\",\"keyboard\"];g<y.length;g+=1){var m=y[g];t.interactive&&t[m]&&e[m].enable(t[m])}},Mi.prototype._add=function(t,e,r){this._handlers.push({handlerName:t,handler:e,allowed:r}),this._handlersById[t]=e},Mi.prototype.stop=function(t){if(!this._updatingCamera){for(var e=0,r=this._handlers;e<r.length;e+=1)r[e].handler.reset();this._inertia.clear(),this._fireEvents({},{},t),this._changes=[]}},Mi.prototype.isActive=function(){for(var t=0,e=this._handlers;t<e.length;t+=1)if(e[t].handler.isActive())return!0;return!1},Mi.prototype.isZooming=function(){return!!this._eventsInProgress.zoom||this._map.scrollZoom.isZooming()},Mi.prototype.isRotating=function(){return!!this._eventsInProgress.rotate},Mi.prototype.isMoving=function(){return Boolean(Ti(this._eventsInProgress))||this.isZooming()},Mi.prototype._blockedByActive=function(t,e,r){for(var n in t)if(n!==r&&(!e||e.indexOf(n)<0))return!0;return!1},Mi.prototype.handleWindowEvent=function(t){this.handleEvent(t,t.type+\"Window\")},Mi.prototype._getMapTouches=function(t){for(var e=[],r=0,n=t;r<n.length;r+=1){var i=n[r],a=i.target;this._el.contains(a)&&e.push(i)}return e},Mi.prototype.handleEvent=function(t,e){if(\"blur\"!==t.type){this._updatingCamera=!0;for(var n=\"renderFrame\"===t.type?void 0:t,i={needsRenderFrame:!1},a={},o={},s=t.touches?this._getMapTouches(t.touches):void 0,l=s?r.touchPos(this._el,s):r.mousePos(this._el,t),u=0,c=this._handlers;u<c.length;u+=1){var f=c[u],h=f.handlerName,p=f.handler,d=f.allowed;if(p.isEnabled()){var v=void 0;this._blockedByActive(o,d,h)?p.reset():p[e||t.type]&&(v=p[e||t.type](t,l,s),this.mergeHandlerResult(i,a,v,h,n),v&&v.needsRenderFrame&&this._triggerRenderFrame()),(v||p.isActive())&&(o[h]=p)}}var g={};for(var y in this._previousActiveHandlers)o[y]||(g[y]=n);this._previousActiveHandlers=o,(Object.keys(g).length||Ai(i))&&(this._changes.push([i,a,g]),this._triggerRenderFrame()),(Object.keys(o).length||Ai(i))&&this._map._stop(!0),this._updatingCamera=!1;var m=i.cameraAnimation;m&&(this._inertia.clear(),this._fireEvents({},{},!0),this._changes=[],m(this._map))}else this.stop(!0)},Mi.prototype.mergeHandlerResult=function(e,r,n,i,a){if(n){t.extend(e,n);var o={handlerName:i,originalEvent:n.originalEvent||a};void 0!==n.zoomDelta&&(r.zoom=o),void 0!==n.panDelta&&(r.drag=o),void 0!==n.pitchDelta&&(r.pitch=o),void 0!==n.bearingDelta&&(r.rotate=o)}},Mi.prototype._applyChanges=function(){for(var e={},r={},n={},i=0,a=this._changes;i<a.length;i+=1){var o=a[i],s=o[0],l=o[1],u=o[2];s.panDelta&&(e.panDelta=(e.panDelta||new t.Point(0,0))._add(s.panDelta)),s.zoomDelta&&(e.zoomDelta=(e.zoomDelta||0)+s.zoomDelta),s.bearingDelta&&(e.bearingDelta=(e.bearingDelta||0)+s.bearingDelta),s.pitchDelta&&(e.pitchDelta=(e.pitchDelta||0)+s.pitchDelta),void 0!==s.around&&(e.around=s.around),void 0!==s.pinchAround&&(e.pinchAround=s.pinchAround),s.noInertia&&(e.noInertia=s.noInertia),t.extend(r,l),t.extend(n,u)}this._updateMapTransform(e,r,n),this._changes=[]},Mi.prototype._updateMapTransform=function(t,e,r){var n=this._map,i=n.transform;if(!Ai(t))return this._fireEvents(e,r,!0);var a=t.panDelta,o=t.zoomDelta,s=t.bearingDelta,l=t.pitchDelta,u=t.around,c=t.pinchAround;void 0!==c&&(u=c),n._stop(!0),u=u||n.transform.centerPoint;var f=i.pointLocation(a?u.sub(a):u);s&&(i.bearing+=s),l&&(i.pitch+=l),o&&(i.zoom+=o),i.setLocationAtPoint(f,u),this._map._update(),t.noInertia||this._inertia.record(t),this._fireEvents(e,r,!0)},Mi.prototype._fireEvents=function(e,r,n){var i=this,a=Ti(this._eventsInProgress),o=Ti(e),s={};for(var l in e){var u=e[l].originalEvent;this._eventsInProgress[l]||(s[l+\"start\"]=u),this._eventsInProgress[l]=e[l]}for(var c in!a&&o&&this._fireEvent(\"movestart\",o.originalEvent),s)this._fireEvent(c,s[c]);for(var f in o&&this._fireEvent(\"move\",o.originalEvent),e){var h=e[f].originalEvent;this._fireEvent(f,h)}var p,d={};for(var v in this._eventsInProgress){var g=this._eventsInProgress[v],y=g.handlerName,m=g.originalEvent;this._handlersById[y].isActive()||(delete this._eventsInProgress[v],p=r[y]||m,d[v+\"end\"]=p)}for(var x in d)this._fireEvent(x,d[x]);var b=Ti(this._eventsInProgress);if(n&&(a||o)&&!b){this._updatingCamera=!0;var _=this._inertia._onMoveEnd(this._map.dragPan._inertiaOptions),w=function(t){return 0!==t&&-i._bearingSnap<t&&t<i._bearingSnap};_?(w(_.bearing||this._map.getBearing())&&(_.bearing=0),this._map.easeTo(_,{originalEvent:p})):(this._map.fire(new t.Event(\"moveend\",{originalEvent:p})),w(this._map.getBearing())&&this._map.resetNorth()),this._updatingCamera=!1}},Mi.prototype._fireEvent=function(e,r){this._map.fire(new t.Event(e,r?{originalEvent:r}:{}))},Mi.prototype._requestFrame=function(){var t=this;return this._map.triggerRepaint(),this._map._renderTaskQueue.add((function(e){delete t._frameId,t.handleEvent(new ki(\"renderFrame\",{timeStamp:e})),t._applyChanges()}))},Mi.prototype._triggerRenderFrame=function(){void 0===this._frameId&&(this._frameId=this._requestFrame())};var Si=function(e){function r(r,n){e.call(this),this._moving=!1,this._zooming=!1,this.transform=r,this._bearingSnap=n.bearingSnap,t.bindAll([\"_renderFrameCallback\"],this)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getCenter=function(){return new t.LngLat(this.transform.center.lng,this.transform.center.lat)},r.prototype.setCenter=function(t,e){return this.jumpTo({center:t},e)},r.prototype.panBy=function(e,r,n){return e=t.Point.convert(e).mult(-1),this.panTo(this.transform.center,t.extend({offset:e},r),n)},r.prototype.panTo=function(e,r,n){return this.easeTo(t.extend({center:e},r),n)},r.prototype.getZoom=function(){return this.transform.zoom},r.prototype.setZoom=function(t,e){return this.jumpTo({zoom:t},e),this},r.prototype.zoomTo=function(e,r,n){return this.easeTo(t.extend({zoom:e},r),n)},r.prototype.zoomIn=function(t,e){return this.zoomTo(this.getZoom()+1,t,e),this},r.prototype.zoomOut=function(t,e){return this.zoomTo(this.getZoom()-1,t,e),this},r.prototype.getBearing=function(){return this.transform.bearing},r.prototype.setBearing=function(t,e){return this.jumpTo({bearing:t},e),this},r.prototype.getPadding=function(){return this.transform.padding},r.prototype.setPadding=function(t,e){return this.jumpTo({padding:t},e),this},r.prototype.rotateTo=function(e,r,n){return this.easeTo(t.extend({bearing:e},r),n)},r.prototype.resetNorth=function(e,r){return this.rotateTo(0,t.extend({duration:1e3},e),r),this},r.prototype.resetNorthPitch=function(e,r){return this.easeTo(t.extend({bearing:0,pitch:0,duration:1e3},e),r),this},r.prototype.snapToNorth=function(t,e){return Math.abs(this.getBearing())<this._bearingSnap?this.resetNorth(t,e):this},r.prototype.getPitch=function(){return this.transform.pitch},r.prototype.setPitch=function(t,e){return this.jumpTo({pitch:t},e),this},r.prototype.cameraForBounds=function(e,r){e=t.LngLatBounds.convert(e);var n=r&&r.bearing||0;return this._cameraForBoxAndBearing(e.getNorthWest(),e.getSouthEast(),n,r)},r.prototype._cameraForBoxAndBearing=function(e,r,n,i){var a={top:0,bottom:0,right:0,left:0};if(\"number\"==typeof(i=t.extend({padding:a,offset:[0,0],maxZoom:this.transform.maxZoom},i)).padding){var o=i.padding;i.padding={top:o,bottom:o,right:o,left:o}}i.padding=t.extend(a,i.padding);var s=this.transform,l=s.padding,u=s.project(t.LngLat.convert(e)),c=s.project(t.LngLat.convert(r)),f=u.rotate(-n*Math.PI/180),h=c.rotate(-n*Math.PI/180),p=new t.Point(Math.max(f.x,h.x),Math.max(f.y,h.y)),d=new t.Point(Math.min(f.x,h.x),Math.min(f.y,h.y)),v=p.sub(d),g=(s.width-(l.left+l.right+i.padding.left+i.padding.right))/v.x,y=(s.height-(l.top+l.bottom+i.padding.top+i.padding.bottom))/v.y;if(!(y<0||g<0)){var m=Math.min(s.scaleZoom(s.scale*Math.min(g,y)),i.maxZoom),x=\"number\"==typeof i.offset.x?new t.Point(i.offset.x,i.offset.y):t.Point.convert(i.offset),b=(i.padding.left-i.padding.right)/2,_=(i.padding.top-i.padding.bottom)/2,w=new t.Point(b,_).rotate(n*Math.PI/180),T=x.add(w).mult(s.scale/s.zoomScale(m));return{center:s.unproject(u.add(c).div(2).sub(T)),zoom:m,bearing:n}}t.warnOnce(\"Map cannot fit within canvas with the given bounds, padding, and/or offset.\")},r.prototype.fitBounds=function(t,e,r){return this._fitInternal(this.cameraForBounds(t,e),e,r)},r.prototype.fitScreenCoordinates=function(e,r,n,i,a){return this._fitInternal(this._cameraForBoxAndBearing(this.transform.pointLocation(t.Point.convert(e)),this.transform.pointLocation(t.Point.convert(r)),n,i),i,a)},r.prototype._fitInternal=function(e,r,n){return e?(delete(r=t.extend(e,r)).padding,r.linear?this.easeTo(r,n):this.flyTo(r,n)):this},r.prototype.jumpTo=function(e,r){this.stop();var n=this.transform,i=!1,a=!1,o=!1;return\"zoom\"in e&&n.zoom!==+e.zoom&&(i=!0,n.zoom=+e.zoom),void 0!==e.center&&(n.center=t.LngLat.convert(e.center)),\"bearing\"in e&&n.bearing!==+e.bearing&&(a=!0,n.bearing=+e.bearing),\"pitch\"in e&&n.pitch!==+e.pitch&&(o=!0,n.pitch=+e.pitch),null==e.padding||n.isPaddingEqual(e.padding)||(n.padding=e.padding),this.fire(new t.Event(\"movestart\",r)).fire(new t.Event(\"move\",r)),i&&this.fire(new t.Event(\"zoomstart\",r)).fire(new t.Event(\"zoom\",r)).fire(new t.Event(\"zoomend\",r)),a&&this.fire(new t.Event(\"rotatestart\",r)).fire(new t.Event(\"rotate\",r)).fire(new t.Event(\"rotateend\",r)),o&&this.fire(new t.Event(\"pitchstart\",r)).fire(new t.Event(\"pitch\",r)).fire(new t.Event(\"pitchend\",r)),this.fire(new t.Event(\"moveend\",r))},r.prototype.easeTo=function(e,r){var n=this;this._stop(!1,e.easeId),(!1===(e=t.extend({offset:[0,0],duration:500,easing:t.ease},e)).animate||!e.essential&&t.browser.prefersReducedMotion)&&(e.duration=0);var i=this.transform,a=this.getZoom(),o=this.getBearing(),s=this.getPitch(),l=this.getPadding(),u=\"zoom\"in e?+e.zoom:a,c=\"bearing\"in e?this._normalizeBearing(e.bearing,o):o,f=\"pitch\"in e?+e.pitch:s,h=\"padding\"in e?e.padding:i.padding,p=t.Point.convert(e.offset),d=i.centerPoint.add(p),v=i.pointLocation(d),g=t.LngLat.convert(e.center||v);this._normalizeCenter(g);var y,m,x=i.project(v),b=i.project(g).sub(x),_=i.zoomScale(u-a);e.around&&(y=t.LngLat.convert(e.around),m=i.locationPoint(y));var w={moving:this._moving,zooming:this._zooming,rotating:this._rotating,pitching:this._pitching};return this._zooming=this._zooming||u!==a,this._rotating=this._rotating||o!==c,this._pitching=this._pitching||f!==s,this._padding=!i.isPaddingEqual(h),this._easeId=e.easeId,this._prepareEase(r,e.noMoveStart,w),this._ease((function(e){if(n._zooming&&(i.zoom=t.number(a,u,e)),n._rotating&&(i.bearing=t.number(o,c,e)),n._pitching&&(i.pitch=t.number(s,f,e)),n._padding&&(i.interpolatePadding(l,h,e),d=i.centerPoint.add(p)),y)i.setLocationAtPoint(y,m);else{var v=i.zoomScale(i.zoom-a),g=u>a?Math.min(2,_):Math.max(.5,_),w=Math.pow(g,1-e),T=i.unproject(x.add(b.mult(e*w)).mult(v));i.setLocationAtPoint(i.renderWorldCopies?T.wrap():T,d)}n._fireMoveEvents(r)}),(function(t){n._afterEase(r,t)}),e),this},r.prototype._prepareEase=function(e,r,n){void 0===n&&(n={}),this._moving=!0,r||n.moving||this.fire(new t.Event(\"movestart\",e)),this._zooming&&!n.zooming&&this.fire(new t.Event(\"zoomstart\",e)),this._rotating&&!n.rotating&&this.fire(new t.Event(\"rotatestart\",e)),this._pitching&&!n.pitching&&this.fire(new t.Event(\"pitchstart\",e))},r.prototype._fireMoveEvents=function(e){this.fire(new t.Event(\"move\",e)),this._zooming&&this.fire(new t.Event(\"zoom\",e)),this._rotating&&this.fire(new t.Event(\"rotate\",e)),this._pitching&&this.fire(new t.Event(\"pitch\",e))},r.prototype._afterEase=function(e,r){if(!this._easeId||!r||this._easeId!==r){delete this._easeId;var n=this._zooming,i=this._rotating,a=this._pitching;this._moving=!1,this._zooming=!1,this._rotating=!1,this._pitching=!1,this._padding=!1,n&&this.fire(new t.Event(\"zoomend\",e)),i&&this.fire(new t.Event(\"rotateend\",e)),a&&this.fire(new t.Event(\"pitchend\",e)),this.fire(new t.Event(\"moveend\",e))}},r.prototype.flyTo=function(e,r){var n=this;if(!e.essential&&t.browser.prefersReducedMotion){var i=t.pick(e,[\"center\",\"zoom\",\"bearing\",\"pitch\",\"around\"]);return this.jumpTo(i,r)}this.stop(),e=t.extend({offset:[0,0],speed:1.2,curve:1.42,easing:t.ease},e);var a=this.transform,o=this.getZoom(),s=this.getBearing(),l=this.getPitch(),u=this.getPadding(),c=\"zoom\"in e?t.clamp(+e.zoom,a.minZoom,a.maxZoom):o,f=\"bearing\"in e?this._normalizeBearing(e.bearing,s):s,h=\"pitch\"in e?+e.pitch:l,p=\"padding\"in e?e.padding:a.padding,d=a.zoomScale(c-o),v=t.Point.convert(e.offset),g=a.centerPoint.add(v),y=a.pointLocation(g),m=t.LngLat.convert(e.center||y);this._normalizeCenter(m);var x=a.project(y),b=a.project(m).sub(x),_=e.curve,w=Math.max(a.width,a.height),T=w/d,k=b.mag();if(\"minZoom\"in e){var A=t.clamp(Math.min(e.minZoom,o,c),a.minZoom,a.maxZoom),M=w/a.zoomScale(A-o);_=Math.sqrt(M/k*2)}var S=_*_;function E(t){var e=(T*T-w*w+(t?-1:1)*S*S*k*k)/(2*(t?T:w)*S*k);return Math.log(Math.sqrt(e*e+1)-e)}function L(t){return(Math.exp(t)-Math.exp(-t))/2}function C(t){return(Math.exp(t)+Math.exp(-t))/2}var P=E(0),O=function(t){return C(P)/C(P+_*t)},I=function(t){return w*((C(P)*(L(e=P+_*t)/C(e))-L(P))/S)/k;var e},D=(E(1)-P)/_;if(Math.abs(k)<1e-6||!isFinite(D)){if(Math.abs(w-T)<1e-6)return this.easeTo(e,r);var z=T<w?-1:1;D=Math.abs(Math.log(T/w))/_,I=function(){return 0},O=function(t){return Math.exp(z*_*t)}}if(\"duration\"in e)e.duration=+e.duration;else{var R=\"screenSpeed\"in e?+e.screenSpeed/_:+e.speed;e.duration=1e3*D/R}return e.maxDuration&&e.duration>e.maxDuration&&(e.duration=0),this._zooming=!0,this._rotating=s!==f,this._pitching=h!==l,this._padding=!a.isPaddingEqual(p),this._prepareEase(r,!1),this._ease((function(e){var i=e*D,d=1/O(i);a.zoom=1===e?c:o+a.scaleZoom(d),n._rotating&&(a.bearing=t.number(s,f,e)),n._pitching&&(a.pitch=t.number(l,h,e)),n._padding&&(a.interpolatePadding(u,p,e),g=a.centerPoint.add(v));var y=1===e?m:a.unproject(x.add(b.mult(I(i))).mult(d));a.setLocationAtPoint(a.renderWorldCopies?y.wrap():y,g),n._fireMoveEvents(r)}),(function(){return n._afterEase(r)}),e),this},r.prototype.isEasing=function(){return!!this._easeFrameId},r.prototype.stop=function(){return this._stop()},r.prototype._stop=function(t,e){if(this._easeFrameId&&(this._cancelRenderFrame(this._easeFrameId),delete this._easeFrameId,delete this._onEaseFrame),this._onEaseEnd){var r=this._onEaseEnd;delete this._onEaseEnd,r.call(this,e)}if(!t){var n=this.handlers;n&&n.stop(!1)}return this},r.prototype._ease=function(e,r,n){!1===n.animate||0===n.duration?(e(1),r()):(this._easeStart=t.browser.now(),this._easeOptions=n,this._onEaseFrame=e,this._onEaseEnd=r,this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback))},r.prototype._renderFrameCallback=function(){var e=Math.min((t.browser.now()-this._easeStart)/this._easeOptions.duration,1);this._onEaseFrame(this._easeOptions.easing(e)),e<1?this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback):this.stop()},r.prototype._normalizeBearing=function(e,r){e=t.wrap(e,-180,180);var n=Math.abs(e-r);return Math.abs(e-360-r)<n&&(e-=360),Math.abs(e+360-r)<n&&(e+=360),e},r.prototype._normalizeCenter=function(t){var e=this.transform;if(e.renderWorldCopies&&!e.lngRange){var r=t.lng-e.center.lng;t.lng+=r>180?-360:r<-180?360:0}},r}(t.Evented),Ei=function(e){void 0===e&&(e={}),this.options=e,t.bindAll([\"_toggleAttribution\",\"_updateEditLink\",\"_updateData\",\"_updateCompact\"],this)};Ei.prototype.getDefaultPosition=function(){return\"bottom-right\"},Ei.prototype.onAdd=function(t){var e=this.options&&this.options.compact;return this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-attrib\"),this._compactButton=r.create(\"button\",\"mapboxgl-ctrl-attrib-button\",this._container),this._compactButton.addEventListener(\"click\",this._toggleAttribution),this._setElementTitle(this._compactButton,\"ToggleAttribution\"),this._innerContainer=r.create(\"div\",\"mapboxgl-ctrl-attrib-inner\",this._container),this._innerContainer.setAttribute(\"role\",\"list\"),e&&this._container.classList.add(\"mapboxgl-compact\"),this._updateAttributions(),this._updateEditLink(),this._map.on(\"styledata\",this._updateData),this._map.on(\"sourcedata\",this._updateData),this._map.on(\"moveend\",this._updateEditLink),void 0===e&&(this._map.on(\"resize\",this._updateCompact),this._updateCompact()),this._container},Ei.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"styledata\",this._updateData),this._map.off(\"sourcedata\",this._updateData),this._map.off(\"moveend\",this._updateEditLink),this._map.off(\"resize\",this._updateCompact),this._map=void 0,this._attribHTML=void 0},Ei.prototype._setElementTitle=function(t,e){var r=this._map._getUIString(\"AttributionControl.\"+e);t.title=r,t.setAttribute(\"aria-label\",r)},Ei.prototype._toggleAttribution=function(){this._container.classList.contains(\"mapboxgl-compact-show\")?(this._container.classList.remove(\"mapboxgl-compact-show\"),this._compactButton.setAttribute(\"aria-pressed\",\"false\")):(this._container.classList.add(\"mapboxgl-compact-show\"),this._compactButton.setAttribute(\"aria-pressed\",\"true\"))},Ei.prototype._updateEditLink=function(){var e=this._editLink;e||(e=this._editLink=this._container.querySelector(\".mapbox-improve-map\"));var r=[{key:\"owner\",value:this.styleOwner},{key:\"id\",value:this.styleId},{key:\"access_token\",value:this._map._requestManager._customAccessToken||t.config.ACCESS_TOKEN}];if(e){var n=r.reduce((function(t,e,n){return e.value&&(t+=e.key+\"=\"+e.value+(n<r.length-1?\"&\":\"\")),t}),\"?\");e.href=t.config.FEEDBACK_URL+\"/\"+n+(this._map._hash?this._map._hash.getHashString(!0):\"\"),e.rel=\"noopener nofollow\",this._setElementTitle(e,\"MapFeedback\")}},Ei.prototype._updateData=function(t){!t||\"metadata\"!==t.sourceDataType&&\"visibility\"!==t.sourceDataType&&\"style\"!==t.dataType||(this._updateAttributions(),this._updateEditLink())},Ei.prototype._updateAttributions=function(){if(this._map.style){var t=[];if(this.options.customAttribution&&(Array.isArray(this.options.customAttribution)?t=t.concat(this.options.customAttribution.map((function(t){return\"string\"!=typeof t?\"\":t}))):\"string\"==typeof this.options.customAttribution&&t.push(this.options.customAttribution)),this._map.style.stylesheet){var e=this._map.style.stylesheet;this.styleOwner=e.owner,this.styleId=e.id}var r=this._map.style.sourceCaches;for(var n in r){var i=r[n];if(i.used){var a=i.getSource();a.attribution&&t.indexOf(a.attribution)<0&&t.push(a.attribution)}}t.sort((function(t,e){return t.length-e.length}));var o=(t=t.filter((function(e,r){for(var n=r+1;n<t.length;n++)if(t[n].indexOf(e)>=0)return!1;return!0}))).join(\" | \");o!==this._attribHTML&&(this._attribHTML=o,t.length?(this._innerContainer.innerHTML=o,this._container.classList.remove(\"mapboxgl-attrib-empty\")):this._container.classList.add(\"mapboxgl-attrib-empty\"),this._editLink=null)}},Ei.prototype._updateCompact=function(){this._map.getCanvasContainer().offsetWidth<=640?this._container.classList.add(\"mapboxgl-compact\"):this._container.classList.remove(\"mapboxgl-compact\",\"mapboxgl-compact-show\")};var Li=function(){t.bindAll([\"_updateLogo\"],this),t.bindAll([\"_updateCompact\"],this)};Li.prototype.onAdd=function(t){this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl\");var e=r.create(\"a\",\"mapboxgl-ctrl-logo\");return e.target=\"_blank\",e.rel=\"noopener nofollow\",e.href=\"https://www.mapbox.com/\",e.setAttribute(\"aria-label\",this._map._getUIString(\"LogoControl.Title\")),e.setAttribute(\"rel\",\"noopener nofollow\"),this._container.appendChild(e),this._container.style.display=\"none\",this._map.on(\"sourcedata\",this._updateLogo),this._updateLogo(),this._map.on(\"resize\",this._updateCompact),this._updateCompact(),this._container},Li.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"sourcedata\",this._updateLogo),this._map.off(\"resize\",this._updateCompact)},Li.prototype.getDefaultPosition=function(){return\"bottom-left\"},Li.prototype._updateLogo=function(t){t&&\"metadata\"!==t.sourceDataType||(this._container.style.display=this._logoRequired()?\"block\":\"none\")},Li.prototype._logoRequired=function(){if(this._map.style){var t=this._map.style.sourceCaches;for(var e in t)if(t[e].getSource().mapbox_logo)return!0;return!1}},Li.prototype._updateCompact=function(){var t=this._container.children;if(t.length){var e=t[0];this._map.getCanvasContainer().offsetWidth<250?e.classList.add(\"mapboxgl-compact\"):e.classList.remove(\"mapboxgl-compact\")}};var Ci=function(){this._queue=[],this._id=0,this._cleared=!1,this._currentlyRunning=!1};Ci.prototype.add=function(t){var e=++this._id;return this._queue.push({callback:t,id:e,cancelled:!1}),e},Ci.prototype.remove=function(t){for(var e=this._currentlyRunning,r=0,n=e?this._queue.concat(e):this._queue;r<n.length;r+=1){var i=n[r];if(i.id===t)return void(i.cancelled=!0)}},Ci.prototype.run=function(t){void 0===t&&(t=0);var e=this._currentlyRunning=this._queue;this._queue=[];for(var r=0,n=e;r<n.length;r+=1){var i=n[r];if(!i.cancelled&&(i.callback(t),this._cleared))break}this._cleared=!1,this._currentlyRunning=!1},Ci.prototype.clear=function(){this._currentlyRunning&&(this._cleared=!0),this._queue=[]};var Pi={\"AttributionControl.ToggleAttribution\":\"Toggle attribution\",\"AttributionControl.MapFeedback\":\"Map feedback\",\"FullscreenControl.Enter\":\"Enter fullscreen\",\"FullscreenControl.Exit\":\"Exit fullscreen\",\"GeolocateControl.FindMyLocation\":\"Find my location\",\"GeolocateControl.LocationNotAvailable\":\"Location not available\",\"LogoControl.Title\":\"Mapbox logo\",\"NavigationControl.ResetBearing\":\"Reset bearing to north\",\"NavigationControl.ZoomIn\":\"Zoom in\",\"NavigationControl.ZoomOut\":\"Zoom out\",\"ScaleControl.Feet\":\"ft\",\"ScaleControl.Meters\":\"m\",\"ScaleControl.Kilometers\":\"km\",\"ScaleControl.Miles\":\"mi\",\"ScaleControl.NauticalMiles\":\"nm\"},Oi=t.window.HTMLImageElement,Ii=t.window.HTMLElement,Di=t.window.ImageBitmap,zi=60,Ri={center:[0,0],zoom:0,bearing:0,pitch:0,minZoom:-2,maxZoom:22,minPitch:0,maxPitch:zi,interactive:!0,scrollZoom:!0,boxZoom:!0,dragRotate:!0,dragPan:!0,keyboard:!0,doubleClickZoom:!0,touchZoomRotate:!0,touchPitch:!0,bearingSnap:7,clickTolerance:3,pitchWithRotate:!0,hash:!1,attributionControl:!0,failIfMajorPerformanceCaveat:!1,preserveDrawingBuffer:!1,trackResize:!0,renderWorldCopies:!0,refreshExpiredTiles:!0,maxTileCacheSize:null,localIdeographFontFamily:\"sans-serif\",transformRequest:null,accessToken:null,fadeDuration:300,crossSourceCollisions:!0},Fi=function(n){function i(e){var r=this;if(null!=(e=t.extend({},Ri,e)).minZoom&&null!=e.maxZoom&&e.minZoom>e.maxZoom)throw new Error(\"maxZoom must be greater than or equal to minZoom\");if(null!=e.minPitch&&null!=e.maxPitch&&e.minPitch>e.maxPitch)throw new Error(\"maxPitch must be greater than or equal to minPitch\");if(null!=e.minPitch&&e.minPitch<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(null!=e.maxPitch&&e.maxPitch>zi)throw new Error(\"maxPitch must be less than or equal to 60\");var i=new Pn(e.minZoom,e.maxZoom,e.minPitch,e.maxPitch,e.renderWorldCopies);if(n.call(this,i,e),this._interactive=e.interactive,this._maxTileCacheSize=e.maxTileCacheSize,this._failIfMajorPerformanceCaveat=e.failIfMajorPerformanceCaveat,this._preserveDrawingBuffer=e.preserveDrawingBuffer,this._antialias=e.antialias,this._trackResize=e.trackResize,this._bearingSnap=e.bearingSnap,this._refreshExpiredTiles=e.refreshExpiredTiles,this._fadeDuration=e.fadeDuration,this._crossSourceCollisions=e.crossSourceCollisions,this._crossFadingFactor=1,this._collectResourceTiming=e.collectResourceTiming,this._renderTaskQueue=new Ci,this._controls=[],this._mapId=t.uniqueId(),this._locale=t.extend({},Pi,e.locale),this._clickTolerance=e.clickTolerance,this._requestManager=new t.RequestManager(e.transformRequest,e.accessToken),\"string\"==typeof e.container){if(this._container=t.window.document.getElementById(e.container),!this._container)throw new Error(\"Container '\"+e.container+\"' not found.\")}else{if(!(e.container instanceof Ii))throw new Error(\"Invalid type: 'container' must be a String or HTMLElement.\");this._container=e.container}if(e.maxBounds&&this.setMaxBounds(e.maxBounds),t.bindAll([\"_onWindowOnline\",\"_onWindowResize\",\"_onMapScroll\",\"_contextLost\",\"_contextRestored\"],this),this._setupContainer(),this._setupPainter(),void 0===this.painter)throw new Error(\"Failed to initialize WebGL.\");this.on(\"move\",(function(){return r._update(!1)})),this.on(\"moveend\",(function(){return r._update(!1)})),this.on(\"zoom\",(function(){return r._update(!0)})),void 0!==t.window&&(t.window.addEventListener(\"online\",this._onWindowOnline,!1),t.window.addEventListener(\"resize\",this._onWindowResize,!1),t.window.addEventListener(\"orientationchange\",this._onWindowResize,!1)),this.handlers=new Mi(this,e);var a=\"string\"==typeof e.hash&&e.hash||void 0;this._hash=e.hash&&new In(a).addTo(this),this._hash&&this._hash._onHashChange()||(this.jumpTo({center:e.center,zoom:e.zoom,bearing:e.bearing,pitch:e.pitch}),e.bounds&&(this.resize(),this.fitBounds(e.bounds,t.extend({},e.fitBoundsOptions,{duration:0})))),this.resize(),this._localIdeographFontFamily=e.localIdeographFontFamily,e.style&&this.setStyle(e.style,{localIdeographFontFamily:e.localIdeographFontFamily}),e.attributionControl&&this.addControl(new Ei({customAttribution:e.customAttribution})),this.addControl(new Li,e.logoPosition),this.on(\"style.load\",(function(){r.transform.unmodified&&r.jumpTo(r.style.stylesheet)})),this.on(\"data\",(function(e){r._update(\"style\"===e.dataType),r.fire(new t.Event(e.dataType+\"data\",e))})),this.on(\"dataloading\",(function(e){r.fire(new t.Event(e.dataType+\"dataloading\",e))}))}n&&(i.__proto__=n),i.prototype=Object.create(n&&n.prototype),i.prototype.constructor=i;var a={showTileBoundaries:{configurable:!0},showPadding:{configurable:!0},showCollisionBoxes:{configurable:!0},showOverdrawInspector:{configurable:!0},repaint:{configurable:!0},vertices:{configurable:!0},version:{configurable:!0}};return i.prototype._getMapId=function(){return this._mapId},i.prototype.addControl=function(e,r){if(void 0===r&&(r=e.getDefaultPosition?e.getDefaultPosition():\"top-right\"),!e||!e.onAdd)return this.fire(new t.ErrorEvent(new Error(\"Invalid argument to map.addControl(). Argument must be a control with onAdd and onRemove methods.\")));var n=e.onAdd(this);this._controls.push(e);var i=this._controlPositions[r];return-1!==r.indexOf(\"bottom\")?i.insertBefore(n,i.firstChild):i.appendChild(n),this},i.prototype.removeControl=function(e){if(!e||!e.onRemove)return this.fire(new t.ErrorEvent(new Error(\"Invalid argument to map.removeControl(). Argument must be a control with onAdd and onRemove methods.\")));var r=this._controls.indexOf(e);return r>-1&&this._controls.splice(r,1),e.onRemove(this),this},i.prototype.hasControl=function(t){return this._controls.indexOf(t)>-1},i.prototype.resize=function(e){var r=this._containerDimensions(),n=r[0],i=r[1];this._resizeCanvas(n,i),this.transform.resize(n,i),this.painter.resize(n,i);var a=!this._moving;return a&&(this.stop(),this.fire(new t.Event(\"movestart\",e)).fire(new t.Event(\"move\",e))),this.fire(new t.Event(\"resize\",e)),a&&this.fire(new t.Event(\"moveend\",e)),this},i.prototype.getBounds=function(){return this.transform.getBounds()},i.prototype.getMaxBounds=function(){return this.transform.getMaxBounds()},i.prototype.setMaxBounds=function(e){return this.transform.setMaxBounds(t.LngLatBounds.convert(e)),this._update()},i.prototype.setMinZoom=function(t){if((t=null==t?-2:t)>=-2&&t<=this.transform.maxZoom)return this.transform.minZoom=t,this._update(),this.getZoom()<t&&this.setZoom(t),this;throw new Error(\"minZoom must be between -2 and the current maxZoom, inclusive\")},i.prototype.getMinZoom=function(){return this.transform.minZoom},i.prototype.setMaxZoom=function(t){if((t=null==t?22:t)>=this.transform.minZoom)return this.transform.maxZoom=t,this._update(),this.getZoom()>t&&this.setZoom(t),this;throw new Error(\"maxZoom must be greater than the current minZoom\")},i.prototype.getMaxZoom=function(){return this.transform.maxZoom},i.prototype.setMinPitch=function(t){if((t=null==t?0:t)<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(t>=0&&t<=this.transform.maxPitch)return this.transform.minPitch=t,this._update(),this.getPitch()<t&&this.setPitch(t),this;throw new Error(\"minPitch must be between 0 and the current maxPitch, inclusive\")},i.prototype.getMinPitch=function(){return this.transform.minPitch},i.prototype.setMaxPitch=function(t){if((t=null==t?zi:t)>zi)throw new Error(\"maxPitch must be less than or equal to 60\");if(t>=this.transform.minPitch)return this.transform.maxPitch=t,this._update(),this.getPitch()>t&&this.setPitch(t),this;throw new Error(\"maxPitch must be greater than the current minPitch\")},i.prototype.getMaxPitch=function(){return this.transform.maxPitch},i.prototype.getRenderWorldCopies=function(){return this.transform.renderWorldCopies},i.prototype.setRenderWorldCopies=function(t){return this.transform.renderWorldCopies=t,this._update()},i.prototype.project=function(e){return this.transform.locationPoint(t.LngLat.convert(e))},i.prototype.unproject=function(e){return this.transform.pointLocation(t.Point.convert(e))},i.prototype.isMoving=function(){return this._moving||this.handlers.isMoving()},i.prototype.isZooming=function(){return this._zooming||this.handlers.isZooming()},i.prototype.isRotating=function(){return this._rotating||this.handlers.isRotating()},i.prototype._createDelegatedListener=function(t,e,r){var n,i=this;if(\"mouseenter\"===t||\"mouseover\"===t){var a=!1;return{layer:e,listener:r,delegates:{mousemove:function(n){var o=i.getLayer(e)?i.queryRenderedFeatures(n.point,{layers:[e]}):[];o.length?a||(a=!0,r.call(i,new Vn(t,i,n.originalEvent,{features:o}))):a=!1},mouseout:function(){a=!1}}}}if(\"mouseleave\"===t||\"mouseout\"===t){var o=!1;return{layer:e,listener:r,delegates:{mousemove:function(n){(i.getLayer(e)?i.queryRenderedFeatures(n.point,{layers:[e]}):[]).length?o=!0:o&&(o=!1,r.call(i,new Vn(t,i,n.originalEvent)))},mouseout:function(e){o&&(o=!1,r.call(i,new Vn(t,i,e.originalEvent)))}}}}return{layer:e,listener:r,delegates:(n={},n[t]=function(t){var n=i.getLayer(e)?i.queryRenderedFeatures(t.point,{layers:[e]}):[];n.length&&(t.features=n,r.call(i,t),delete t.features)},n)}},i.prototype.on=function(t,e,r){if(void 0===r)return n.prototype.on.call(this,t,e);var i=this._createDelegatedListener(t,e,r);for(var a in this._delegatedListeners=this._delegatedListeners||{},this._delegatedListeners[t]=this._delegatedListeners[t]||[],this._delegatedListeners[t].push(i),i.delegates)this.on(a,i.delegates[a]);return this},i.prototype.once=function(t,e,r){if(void 0===r)return n.prototype.once.call(this,t,e);var i=this._createDelegatedListener(t,e,r);for(var a in i.delegates)this.once(a,i.delegates[a]);return this},i.prototype.off=function(t,e,r){var i=this;if(void 0===r)return n.prototype.off.call(this,t,e);return this._delegatedListeners&&this._delegatedListeners[t]&&function(n){for(var a=n[t],o=0;o<a.length;o++){var s=a[o];if(s.layer===e&&s.listener===r){for(var l in s.delegates)i.off(l,s.delegates[l]);return a.splice(o,1),i}}}(this._delegatedListeners),this},i.prototype.queryRenderedFeatures=function(e,r){if(!this.style)return[];var n;if(void 0!==r||void 0===e||e instanceof t.Point||Array.isArray(e)||(r=e,e=void 0),r=r||{},(e=e||[[0,0],[this.transform.width,this.transform.height]])instanceof t.Point||\"number\"==typeof e[0])n=[t.Point.convert(e)];else{var i=t.Point.convert(e[0]),a=t.Point.convert(e[1]);n=[i,new t.Point(a.x,i.y),a,new t.Point(i.x,a.y),i]}return this.style.queryRenderedFeatures(n,r,this.transform)},i.prototype.querySourceFeatures=function(t,e){return this.style.querySourceFeatures(t,e)},i.prototype.setStyle=function(e,r){return!1!==(r=t.extend({},{localIdeographFontFamily:this._localIdeographFontFamily},r)).diff&&r.localIdeographFontFamily===this._localIdeographFontFamily&&this.style&&e?(this._diffStyle(e,r),this):(this._localIdeographFontFamily=r.localIdeographFontFamily,this._updateStyle(e,r))},i.prototype._getUIString=function(t){var e=this._locale[t];if(null==e)throw new Error(\"Missing UI string '\"+t+\"'\");return e},i.prototype._updateStyle=function(t,e){return this.style&&(this.style.setEventedParent(null),this.style._remove()),t?(this.style=new Ye(this,e||{}),this.style.setEventedParent(this,{style:this.style}),\"string\"==typeof t?this.style.loadURL(t):this.style.loadJSON(t),this):(delete this.style,this)},i.prototype._lazyInitEmptyStyle=function(){this.style||(this.style=new Ye(this,{}),this.style.setEventedParent(this,{style:this.style}),this.style.loadEmpty())},i.prototype._diffStyle=function(e,r){var n=this;if(\"string\"==typeof e){var i=this._requestManager.normalizeStyleURL(e),a=this._requestManager.transformRequest(i,t.ResourceType.Style);t.getJSON(a,(function(e,i){e?n.fire(new t.ErrorEvent(e)):i&&n._updateDiff(i,r)}))}else\"object\"==typeof e&&this._updateDiff(e,r)},i.prototype._updateDiff=function(e,r){try{this.style.setState(e)&&this._update(!0)}catch(n){t.warnOnce(\"Unable to perform style diff: \"+(n.message||n.error||n)+\".  Rebuilding the style from scratch.\"),this._updateStyle(e,r)}},i.prototype.getStyle=function(){if(this.style)return this.style.serialize()},i.prototype.isStyleLoaded=function(){return this.style?this.style.loaded():t.warnOnce(\"There is no style added to the map.\")},i.prototype.addSource=function(t,e){return this._lazyInitEmptyStyle(),this.style.addSource(t,e),this._update(!0)},i.prototype.isSourceLoaded=function(e){var r=this.style&&this.style.sourceCaches[e];if(void 0!==r)return r.loaded();this.fire(new t.ErrorEvent(new Error(\"There is no source with ID '\"+e+\"'\")))},i.prototype.areTilesLoaded=function(){var t=this.style&&this.style.sourceCaches;for(var e in t){var r=t[e]._tiles;for(var n in r){var i=r[n];if(\"loaded\"!==i.state&&\"errored\"!==i.state)return!1}}return!0},i.prototype.addSourceType=function(t,e,r){return this._lazyInitEmptyStyle(),this.style.addSourceType(t,e,r)},i.prototype.removeSource=function(t){return this.style.removeSource(t),this._update(!0)},i.prototype.getSource=function(t){return this.style.getSource(t)},i.prototype.addImage=function(e,r,n){void 0===n&&(n={});var i=n.pixelRatio;void 0===i&&(i=1);var a=n.sdf;void 0===a&&(a=!1);var o=n.stretchX,s=n.stretchY,l=n.content;this._lazyInitEmptyStyle();if(r instanceof Oi||Di&&r instanceof Di){var u=t.browser.getImageData(r),c=u.width,f=u.height,h=u.data;this.style.addImage(e,{data:new t.RGBAImage({width:c,height:f},h),pixelRatio:i,stretchX:o,stretchY:s,content:l,sdf:a,version:0})}else{if(void 0===r.width||void 0===r.height)return this.fire(new t.ErrorEvent(new Error(\"Invalid arguments to map.addImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));var p=r.width,d=r.height,v=r.data,g=r;this.style.addImage(e,{data:new t.RGBAImage({width:p,height:d},new Uint8Array(v)),pixelRatio:i,stretchX:o,stretchY:s,content:l,sdf:a,version:0,userImage:g}),g.onAdd&&g.onAdd(this,e)}},i.prototype.updateImage=function(e,r){var n=this.style.getImage(e);if(!n)return this.fire(new t.ErrorEvent(new Error(\"The map has no image with that id. If you are adding a new image use `map.addImage(...)` instead.\")));var i=r instanceof Oi||Di&&r instanceof Di?t.browser.getImageData(r):r,a=i.width,o=i.height,s=i.data;if(void 0===a||void 0===o)return this.fire(new t.ErrorEvent(new Error(\"Invalid arguments to map.updateImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));if(a!==n.data.width||o!==n.data.height)return this.fire(new t.ErrorEvent(new Error(\"The width and height of the updated image must be that same as the previous version of the image\")));var l=!(r instanceof Oi||Di&&r instanceof Di);n.data.replace(s,l),this.style.updateImage(e,n)},i.prototype.hasImage=function(e){return e?!!this.style.getImage(e):(this.fire(new t.ErrorEvent(new Error(\"Missing required image id\"))),!1)},i.prototype.removeImage=function(t){this.style.removeImage(t)},i.prototype.loadImage=function(e,r){t.getImage(this._requestManager.transformRequest(e,t.ResourceType.Image),r)},i.prototype.listImages=function(){return this.style.listImages()},i.prototype.addLayer=function(t,e){return this._lazyInitEmptyStyle(),this.style.addLayer(t,e),this._update(!0)},i.prototype.moveLayer=function(t,e){return this.style.moveLayer(t,e),this._update(!0)},i.prototype.removeLayer=function(t){return this.style.removeLayer(t),this._update(!0)},i.prototype.getLayer=function(t){return this.style.getLayer(t)},i.prototype.setLayerZoomRange=function(t,e,r){return this.style.setLayerZoomRange(t,e,r),this._update(!0)},i.prototype.setFilter=function(t,e,r){return void 0===r&&(r={}),this.style.setFilter(t,e,r),this._update(!0)},i.prototype.getFilter=function(t){return this.style.getFilter(t)},i.prototype.setPaintProperty=function(t,e,r,n){return void 0===n&&(n={}),this.style.setPaintProperty(t,e,r,n),this._update(!0)},i.prototype.getPaintProperty=function(t,e){return this.style.getPaintProperty(t,e)},i.prototype.setLayoutProperty=function(t,e,r,n){return void 0===n&&(n={}),this.style.setLayoutProperty(t,e,r,n),this._update(!0)},i.prototype.getLayoutProperty=function(t,e){return this.style.getLayoutProperty(t,e)},i.prototype.setLight=function(t,e){return void 0===e&&(e={}),this._lazyInitEmptyStyle(),this.style.setLight(t,e),this._update(!0)},i.prototype.getLight=function(){return this.style.getLight()},i.prototype.setFeatureState=function(t,e){return this.style.setFeatureState(t,e),this._update()},i.prototype.removeFeatureState=function(t,e){return this.style.removeFeatureState(t,e),this._update()},i.prototype.getFeatureState=function(t){return this.style.getFeatureState(t)},i.prototype.getContainer=function(){return this._container},i.prototype.getCanvasContainer=function(){return this._canvasContainer},i.prototype.getCanvas=function(){return this._canvas},i.prototype._containerDimensions=function(){var t=0,e=0;return this._container&&(t=this._container.clientWidth||400,e=this._container.clientHeight||300),[t,e]},i.prototype._detectMissingCSS=function(){\"rgb(250, 128, 114)\"!==t.window.getComputedStyle(this._missingCSSCanary).getPropertyValue(\"background-color\")&&t.warnOnce(\"This page appears to be missing CSS declarations for Mapbox GL JS, which may cause the map to display incorrectly. Please ensure your page includes mapbox-gl.css, as described in https://www.mapbox.com/mapbox-gl-js/api/.\")},i.prototype._setupContainer=function(){var t=this._container;t.classList.add(\"mapboxgl-map\"),(this._missingCSSCanary=r.create(\"div\",\"mapboxgl-canary\",t)).style.visibility=\"hidden\",this._detectMissingCSS();var e=this._canvasContainer=r.create(\"div\",\"mapboxgl-canvas-container\",t);this._interactive&&e.classList.add(\"mapboxgl-interactive\"),this._canvas=r.create(\"canvas\",\"mapboxgl-canvas\",e),this._canvas.addEventListener(\"webglcontextlost\",this._contextLost,!1),this._canvas.addEventListener(\"webglcontextrestored\",this._contextRestored,!1),this._canvas.setAttribute(\"tabindex\",\"0\"),this._canvas.setAttribute(\"aria-label\",\"Map\"),this._canvas.setAttribute(\"role\",\"region\");var n=this._containerDimensions();this._resizeCanvas(n[0],n[1]);var i=this._controlContainer=r.create(\"div\",\"mapboxgl-control-container\",t),a=this._controlPositions={};[\"top-left\",\"top-right\",\"bottom-left\",\"bottom-right\"].forEach((function(t){a[t]=r.create(\"div\",\"mapboxgl-ctrl-\"+t,i)})),this._container.addEventListener(\"scroll\",this._onMapScroll,!1)},i.prototype._resizeCanvas=function(e,r){var n=t.browser.devicePixelRatio||1;this._canvas.width=n*e,this._canvas.height=n*r,this._canvas.style.width=e+\"px\",this._canvas.style.height=r+\"px\"},i.prototype._setupPainter=function(){var r=t.extend({},e.webGLContextAttributes,{failIfMajorPerformanceCaveat:this._failIfMajorPerformanceCaveat,preserveDrawingBuffer:this._preserveDrawingBuffer,antialias:this._antialias||!1}),n=this._canvas.getContext(\"webgl\",r)||this._canvas.getContext(\"experimental-webgl\",r);n?(this.painter=new Sn(n,this.transform),t.webpSupported.testSupport(n)):this.fire(new t.ErrorEvent(new Error(\"Failed to initialize WebGL\")))},i.prototype._contextLost=function(e){e.preventDefault(),this._frame&&(this._frame.cancel(),this._frame=null),this.fire(new t.Event(\"webglcontextlost\",{originalEvent:e}))},i.prototype._contextRestored=function(e){this._setupPainter(),this.resize(),this._update(),this.fire(new t.Event(\"webglcontextrestored\",{originalEvent:e}))},i.prototype._onMapScroll=function(t){if(t.target===this._container)return this._container.scrollTop=0,this._container.scrollLeft=0,!1},i.prototype.loaded=function(){return!this._styleDirty&&!this._sourcesDirty&&!!this.style&&this.style.loaded()},i.prototype._update=function(t){return this.style?(this._styleDirty=this._styleDirty||t,this._sourcesDirty=!0,this.triggerRepaint(),this):this},i.prototype._requestRenderFrame=function(t){return this._update(),this._renderTaskQueue.add(t)},i.prototype._cancelRenderFrame=function(t){this._renderTaskQueue.remove(t)},i.prototype._render=function(e){var r,n=this,i=0,a=this.painter.context.extTimerQuery;if(this.listens(\"gpu-timing-frame\")&&(r=a.createQueryEXT(),a.beginQueryEXT(a.TIME_ELAPSED_EXT,r),i=t.browser.now()),this.painter.context.setDirty(),this.painter.setBaseState(),this._renderTaskQueue.run(e),!this._removed){var o=!1;if(this.style&&this._styleDirty){this._styleDirty=!1;var s=this.transform.zoom,l=t.browser.now();this.style.zoomHistory.update(s,l);var u=new t.EvaluationParameters(s,{now:l,fadeDuration:this._fadeDuration,zoomHistory:this.style.zoomHistory,transition:this.style.getTransition()}),c=u.crossFadingFactor();1===c&&c===this._crossFadingFactor||(o=!0,this._crossFadingFactor=c),this.style.update(u)}if(this.style&&this._sourcesDirty&&(this._sourcesDirty=!1,this.style._updateSources(this.transform)),this._placementDirty=this.style&&this.style._updatePlacement(this.painter.transform,this.showCollisionBoxes,this._fadeDuration,this._crossSourceCollisions),this.painter.render(this.style,{showTileBoundaries:this.showTileBoundaries,showOverdrawInspector:this._showOverdrawInspector,rotating:this.isRotating(),zooming:this.isZooming(),moving:this.isMoving(),fadeDuration:this._fadeDuration,showPadding:this.showPadding,gpuTiming:!!this.listens(\"gpu-timing-layer\")}),this.fire(new t.Event(\"render\")),this.loaded()&&!this._loaded&&(this._loaded=!0,this.fire(new t.Event(\"load\"))),this.style&&(this.style.hasTransitions()||o)&&(this._styleDirty=!0),this.style&&!this._placementDirty&&this.style._releaseSymbolFadeTiles(),this.listens(\"gpu-timing-frame\")){var f=t.browser.now()-i;a.endQueryEXT(a.TIME_ELAPSED_EXT,r),setTimeout((function(){var e=a.getQueryObjectEXT(r,a.QUERY_RESULT_EXT)/1e6;a.deleteQueryEXT(r),n.fire(new t.Event(\"gpu-timing-frame\",{cpuTime:f,gpuTime:e}))}),50)}if(this.listens(\"gpu-timing-layer\")){var h=this.painter.collectGpuTimers();setTimeout((function(){var e=n.painter.queryGpuTimers(h);n.fire(new t.Event(\"gpu-timing-layer\",{layerTimes:e}))}),50)}var p=this._sourcesDirty||this._styleDirty||this._placementDirty;return p||this._repaint?this.triggerRepaint():!this.isMoving()&&this.loaded()&&this.fire(new t.Event(\"idle\")),!this._loaded||this._fullyLoaded||p||(this._fullyLoaded=!0),this}},i.prototype.remove=function(){this._hash&&this._hash.remove();for(var e=0,r=this._controls;e<r.length;e+=1)r[e].onRemove(this);this._controls=[],this._frame&&(this._frame.cancel(),this._frame=null),this._renderTaskQueue.clear(),this.painter.destroy(),this.handlers.destroy(),delete this.handlers,this.setStyle(null),void 0!==t.window&&(t.window.removeEventListener(\"resize\",this._onWindowResize,!1),t.window.removeEventListener(\"orientationchange\",this._onWindowResize,!1),t.window.removeEventListener(\"online\",this._onWindowOnline,!1));var n=this.painter.context.gl.getExtension(\"WEBGL_lose_context\");n&&n.loseContext&&n.loseContext(),Bi(this._canvasContainer),Bi(this._controlContainer),Bi(this._missingCSSCanary),this._container.classList.remove(\"mapboxgl-map\"),this._removed=!0,this.fire(new t.Event(\"remove\"))},i.prototype.triggerRepaint=function(){var e=this;this.style&&!this._frame&&(this._frame=t.browser.frame((function(t){e._frame=null,e._render(t)})))},i.prototype._onWindowOnline=function(){this._update()},i.prototype._onWindowResize=function(t){this._trackResize&&this.resize({originalEvent:t})._update()},a.showTileBoundaries.get=function(){return!!this._showTileBoundaries},a.showTileBoundaries.set=function(t){this._showTileBoundaries!==t&&(this._showTileBoundaries=t,this._update())},a.showPadding.get=function(){return!!this._showPadding},a.showPadding.set=function(t){this._showPadding!==t&&(this._showPadding=t,this._update())},a.showCollisionBoxes.get=function(){return!!this._showCollisionBoxes},a.showCollisionBoxes.set=function(t){this._showCollisionBoxes!==t&&(this._showCollisionBoxes=t,t?this.style._generateCollisionBoxes():this._update())},a.showOverdrawInspector.get=function(){return!!this._showOverdrawInspector},a.showOverdrawInspector.set=function(t){this._showOverdrawInspector!==t&&(this._showOverdrawInspector=t,this._update())},a.repaint.get=function(){return!!this._repaint},a.repaint.set=function(t){this._repaint!==t&&(this._repaint=t,this.triggerRepaint())},a.vertices.get=function(){return!!this._vertices},a.vertices.set=function(t){this._vertices=t,this._update()},i.prototype._setCacheLimits=function(e,r){t.setCacheLimits(e,r)},a.version.get=function(){return t.version},Object.defineProperties(i.prototype,a),i}(Si);function Bi(t){t.parentNode&&t.parentNode.removeChild(t)}var Ni={showCompass:!0,showZoom:!0,visualizePitch:!1},ji=function(e){var n=this;this.options=t.extend({},Ni,e),this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._container.addEventListener(\"contextmenu\",(function(t){return t.preventDefault()})),this.options.showZoom&&(t.bindAll([\"_setButtonTitle\",\"_updateZoomButtons\"],this),this._zoomInButton=this._createButton(\"mapboxgl-ctrl-zoom-in\",(function(t){return n._map.zoomIn({},{originalEvent:t})})),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._zoomInButton).setAttribute(\"aria-hidden\",!0),this._zoomOutButton=this._createButton(\"mapboxgl-ctrl-zoom-out\",(function(t){return n._map.zoomOut({},{originalEvent:t})})),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._zoomOutButton).setAttribute(\"aria-hidden\",!0)),this.options.showCompass&&(t.bindAll([\"_rotateCompassArrow\"],this),this._compass=this._createButton(\"mapboxgl-ctrl-compass\",(function(t){n.options.visualizePitch?n._map.resetNorthPitch({},{originalEvent:t}):n._map.resetNorth({},{originalEvent:t})})),this._compassIcon=r.create(\"span\",\"mapboxgl-ctrl-icon\",this._compass),this._compassIcon.setAttribute(\"aria-hidden\",!0))};ji.prototype._updateZoomButtons=function(){var t=this._map.getZoom(),e=t===this._map.getMaxZoom(),r=t===this._map.getMinZoom();this._zoomInButton.disabled=e,this._zoomOutButton.disabled=r,this._zoomInButton.setAttribute(\"aria-disabled\",e.toString()),this._zoomOutButton.setAttribute(\"aria-disabled\",r.toString())},ji.prototype._rotateCompassArrow=function(){var t=this.options.visualizePitch?\"scale(\"+1/Math.pow(Math.cos(this._map.transform.pitch*(Math.PI/180)),.5)+\") rotateX(\"+this._map.transform.pitch+\"deg) rotateZ(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\":\"rotate(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\";this._compassIcon.style.transform=t},ji.prototype.onAdd=function(t){return this._map=t,this.options.showZoom&&(this._setButtonTitle(this._zoomInButton,\"ZoomIn\"),this._setButtonTitle(this._zoomOutButton,\"ZoomOut\"),this._map.on(\"zoom\",this._updateZoomButtons),this._updateZoomButtons()),this.options.showCompass&&(this._setButtonTitle(this._compass,\"ResetBearing\"),this.options.visualizePitch&&this._map.on(\"pitch\",this._rotateCompassArrow),this._map.on(\"rotate\",this._rotateCompassArrow),this._rotateCompassArrow(),this._handler=new Ui(this._map,this._compass,this.options.visualizePitch)),this._container},ji.prototype.onRemove=function(){r.remove(this._container),this.options.showZoom&&this._map.off(\"zoom\",this._updateZoomButtons),this.options.showCompass&&(this.options.visualizePitch&&this._map.off(\"pitch\",this._rotateCompassArrow),this._map.off(\"rotate\",this._rotateCompassArrow),this._handler.off(),delete this._handler),delete this._map},ji.prototype._createButton=function(t,e){var n=r.create(\"button\",t,this._container);return n.type=\"button\",n.addEventListener(\"click\",e),n},ji.prototype._setButtonTitle=function(t,e){var r=this._map._getUIString(\"NavigationControl.\"+e);t.title=r,t.setAttribute(\"aria-label\",r)};var Ui=function(e,n,i){void 0===i&&(i=!1),this._clickTolerance=10,this.element=n,this.mouseRotate=new ei({clickTolerance:e.dragRotate._mouseRotate._clickTolerance}),this.map=e,i&&(this.mousePitch=new ri({clickTolerance:e.dragRotate._mousePitch._clickTolerance})),t.bindAll([\"mousedown\",\"mousemove\",\"mouseup\",\"touchstart\",\"touchmove\",\"touchend\",\"reset\"],this),r.addEventListener(n,\"mousedown\",this.mousedown),r.addEventListener(n,\"touchstart\",this.touchstart,{passive:!1}),r.addEventListener(n,\"touchmove\",this.touchmove),r.addEventListener(n,\"touchend\",this.touchend),r.addEventListener(n,\"touchcancel\",this.reset)};function Vi(e,r,n){if(e=new t.LngLat(e.lng,e.lat),r){var i=new t.LngLat(e.lng-360,e.lat),a=new t.LngLat(e.lng+360,e.lat),o=n.locationPoint(e).distSqr(r);n.locationPoint(i).distSqr(r)<o?e=i:n.locationPoint(a).distSqr(r)<o&&(e=a)}for(;Math.abs(e.lng-n.center.lng)>180;){var s=n.locationPoint(e);if(s.x>=0&&s.y>=0&&s.x<=n.width&&s.y<=n.height)break;e.lng>n.center.lng?e.lng-=360:e.lng+=360}return e}Ui.prototype.down=function(t,e){this.mouseRotate.mousedown(t,e),this.mousePitch&&this.mousePitch.mousedown(t,e),r.disableDrag()},Ui.prototype.move=function(t,e){var r=this.map,n=this.mouseRotate.mousemoveWindow(t,e);if(n&&n.bearingDelta&&r.setBearing(r.getBearing()+n.bearingDelta),this.mousePitch){var i=this.mousePitch.mousemoveWindow(t,e);i&&i.pitchDelta&&r.setPitch(r.getPitch()+i.pitchDelta)}},Ui.prototype.off=function(){var t=this.element;r.removeEventListener(t,\"mousedown\",this.mousedown),r.removeEventListener(t,\"touchstart\",this.touchstart,{passive:!1}),r.removeEventListener(t,\"touchmove\",this.touchmove),r.removeEventListener(t,\"touchend\",this.touchend),r.removeEventListener(t,\"touchcancel\",this.reset),this.offTemp()},Ui.prototype.offTemp=function(){r.enableDrag(),r.removeEventListener(t.window,\"mousemove\",this.mousemove),r.removeEventListener(t.window,\"mouseup\",this.mouseup)},Ui.prototype.mousedown=function(e){this.down(t.extend({},e,{ctrlKey:!0,preventDefault:function(){return e.preventDefault()}}),r.mousePos(this.element,e)),r.addEventListener(t.window,\"mousemove\",this.mousemove),r.addEventListener(t.window,\"mouseup\",this.mouseup)},Ui.prototype.mousemove=function(t){this.move(t,r.mousePos(this.element,t))},Ui.prototype.mouseup=function(t){this.mouseRotate.mouseupWindow(t),this.mousePitch&&this.mousePitch.mouseupWindow(t),this.offTemp()},Ui.prototype.touchstart=function(t){1!==t.targetTouches.length?this.reset():(this._startPos=this._lastPos=r.touchPos(this.element,t.targetTouches)[0],this.down({type:\"mousedown\",button:0,ctrlKey:!0,preventDefault:function(){return t.preventDefault()}},this._startPos))},Ui.prototype.touchmove=function(t){1!==t.targetTouches.length?this.reset():(this._lastPos=r.touchPos(this.element,t.targetTouches)[0],this.move({preventDefault:function(){return t.preventDefault()}},this._lastPos))},Ui.prototype.touchend=function(t){0===t.targetTouches.length&&this._startPos&&this._lastPos&&this._startPos.dist(this._lastPos)<this._clickTolerance&&this.element.click(),this.reset()},Ui.prototype.reset=function(){this.mouseRotate.reset(),this.mousePitch&&this.mousePitch.reset(),delete this._startPos,delete this._lastPos,this.offTemp()};var qi={center:\"translate(-50%,-50%)\",top:\"translate(-50%,0)\",\"top-left\":\"translate(0,0)\",\"top-right\":\"translate(-100%,0)\",bottom:\"translate(-50%,-100%)\",\"bottom-left\":\"translate(0,-100%)\",\"bottom-right\":\"translate(-100%,-100%)\",left:\"translate(0,-50%)\",right:\"translate(-100%,-50%)\"};function Hi(t,e,r){var n=t.classList;for(var i in qi)n.remove(\"mapboxgl-\"+r+\"-anchor-\"+i);n.add(\"mapboxgl-\"+r+\"-anchor-\"+e)}var Gi,Wi=function(e){function n(n,i){if(e.call(this),(n instanceof t.window.HTMLElement||i)&&(n=t.extend({element:n},i)),t.bindAll([\"_update\",\"_onMove\",\"_onUp\",\"_addDragHandler\",\"_onMapClick\",\"_onKeyPress\"],this),this._anchor=n&&n.anchor||\"center\",this._color=n&&n.color||\"#3FB1CE\",this._scale=n&&n.scale||1,this._draggable=n&&n.draggable||!1,this._clickTolerance=n&&n.clickTolerance||0,this._isDragging=!1,this._state=\"inactive\",this._rotation=n&&n.rotation||0,this._rotationAlignment=n&&n.rotationAlignment||\"auto\",this._pitchAlignment=n&&n.pitchAlignment&&\"auto\"!==n.pitchAlignment?n.pitchAlignment:this._rotationAlignment,n&&n.element)this._element=n.element,this._offset=t.Point.convert(n&&n.offset||[0,0]);else{this._defaultMarker=!0,this._element=r.create(\"div\"),this._element.setAttribute(\"aria-label\",\"Map marker\");var a=r.createNS(\"http://www.w3.org/2000/svg\",\"svg\");a.setAttributeNS(null,\"display\",\"block\"),a.setAttributeNS(null,\"height\",\"41px\"),a.setAttributeNS(null,\"width\",\"27px\"),a.setAttributeNS(null,\"viewBox\",\"0 0 27 41\");var o=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");o.setAttributeNS(null,\"stroke\",\"none\"),o.setAttributeNS(null,\"stroke-width\",\"1\"),o.setAttributeNS(null,\"fill\",\"none\"),o.setAttributeNS(null,\"fill-rule\",\"evenodd\");var s=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");s.setAttributeNS(null,\"fill-rule\",\"nonzero\");var l=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");l.setAttributeNS(null,\"transform\",\"translate(3.0, 29.0)\"),l.setAttributeNS(null,\"fill\",\"#000000\");for(var u=0,c=[{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"9.5\",ry:\"4.77275007\"},{rx:\"8.5\",ry:\"4.29549936\"},{rx:\"7.5\",ry:\"3.81822308\"},{rx:\"6.5\",ry:\"3.34094679\"},{rx:\"5.5\",ry:\"2.86367051\"},{rx:\"4.5\",ry:\"2.38636864\"}];u<c.length;u+=1){var f=c[u],h=r.createNS(\"http://www.w3.org/2000/svg\",\"ellipse\");h.setAttributeNS(null,\"opacity\",\"0.04\"),h.setAttributeNS(null,\"cx\",\"10.5\"),h.setAttributeNS(null,\"cy\",\"5.80029008\"),h.setAttributeNS(null,\"rx\",f.rx),h.setAttributeNS(null,\"ry\",f.ry),l.appendChild(h)}var p=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");p.setAttributeNS(null,\"fill\",this._color);var d=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");d.setAttributeNS(null,\"d\",\"M27,13.5 C27,19.074644 20.250001,27.000002 14.75,34.500002 C14.016665,35.500004 12.983335,35.500004 12.25,34.500002 C6.7499993,27.000002 0,19.222562 0,13.5 C0,6.0441559 6.0441559,0 13.5,0 C20.955844,0 27,6.0441559 27,13.5 Z\"),p.appendChild(d);var v=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");v.setAttributeNS(null,\"opacity\",\"0.25\"),v.setAttributeNS(null,\"fill\",\"#000000\");var g=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");g.setAttributeNS(null,\"d\",\"M13.5,0 C6.0441559,0 0,6.0441559 0,13.5 C0,19.222562 6.7499993,27 12.25,34.5 C13,35.522727 14.016664,35.500004 14.75,34.5 C20.250001,27 27,19.074644 27,13.5 C27,6.0441559 20.955844,0 13.5,0 Z M13.5,1 C20.415404,1 26,6.584596 26,13.5 C26,15.898657 24.495584,19.181431 22.220703,22.738281 C19.945823,26.295132 16.705119,30.142167 13.943359,33.908203 C13.743445,34.180814 13.612715,34.322738 13.5,34.441406 C13.387285,34.322738 13.256555,34.180814 13.056641,33.908203 C10.284481,30.127985 7.4148684,26.314159 5.015625,22.773438 C2.6163816,19.232715 1,15.953538 1,13.5 C1,6.584596 6.584596,1 13.5,1 Z\"),v.appendChild(g);var y=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");y.setAttributeNS(null,\"transform\",\"translate(6.0, 7.0)\"),y.setAttributeNS(null,\"fill\",\"#FFFFFF\");var m=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");m.setAttributeNS(null,\"transform\",\"translate(8.0, 8.0)\");var x=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");x.setAttributeNS(null,\"fill\",\"#000000\"),x.setAttributeNS(null,\"opacity\",\"0.25\"),x.setAttributeNS(null,\"cx\",\"5.5\"),x.setAttributeNS(null,\"cy\",\"5.5\"),x.setAttributeNS(null,\"r\",\"5.4999962\");var b=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");b.setAttributeNS(null,\"fill\",\"#FFFFFF\"),b.setAttributeNS(null,\"cx\",\"5.5\"),b.setAttributeNS(null,\"cy\",\"5.5\"),b.setAttributeNS(null,\"r\",\"5.4999962\"),m.appendChild(x),m.appendChild(b),s.appendChild(l),s.appendChild(p),s.appendChild(v),s.appendChild(y),s.appendChild(m),a.appendChild(s),a.setAttributeNS(null,\"height\",41*this._scale+\"px\"),a.setAttributeNS(null,\"width\",27*this._scale+\"px\"),this._element.appendChild(a),this._offset=t.Point.convert(n&&n.offset||[0,-14])}this._element.classList.add(\"mapboxgl-marker\"),this._element.addEventListener(\"dragstart\",(function(t){t.preventDefault()})),this._element.addEventListener(\"mousedown\",(function(t){t.preventDefault()})),Hi(this._element,this._anchor,\"marker\"),this._popup=null}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.addTo=function(t){return this.remove(),this._map=t,t.getCanvasContainer().appendChild(this._element),t.on(\"move\",this._update),t.on(\"moveend\",this._update),this.setDraggable(this._draggable),this._update(),this._map.on(\"click\",this._onMapClick),this},n.prototype.remove=function(){return this._map&&(this._map.off(\"click\",this._onMapClick),this._map.off(\"move\",this._update),this._map.off(\"moveend\",this._update),this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler),this._map.off(\"mouseup\",this._onUp),this._map.off(\"touchend\",this._onUp),this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),delete this._map),r.remove(this._element),this._popup&&this._popup.remove(),this},n.prototype.getLngLat=function(){return this._lngLat},n.prototype.setLngLat=function(e){return this._lngLat=t.LngLat.convert(e),this._pos=null,this._popup&&this._popup.setLngLat(this._lngLat),this._update(),this},n.prototype.getElement=function(){return this._element},n.prototype.setPopup=function(t){if(this._popup&&(this._popup.remove(),this._popup=null,this._element.removeEventListener(\"keypress\",this._onKeyPress),this._originalTabIndex||this._element.removeAttribute(\"tabindex\")),t){if(!(\"offset\"in t.options)){var e=13.5,r=Math.sqrt(Math.pow(e,2)/2);t.options.offset=this._defaultMarker?{top:[0,0],\"top-left\":[0,0],\"top-right\":[0,0],bottom:[0,-38.1],\"bottom-left\":[r,-1*(24.6+r)],\"bottom-right\":[-r,-1*(24.6+r)],left:[e,-24.6],right:[-13.5,-24.6]}:this._offset}this._popup=t,this._lngLat&&this._popup.setLngLat(this._lngLat),this._originalTabIndex=this._element.getAttribute(\"tabindex\"),this._originalTabIndex||this._element.setAttribute(\"tabindex\",\"0\"),this._element.addEventListener(\"keypress\",this._onKeyPress)}return this},n.prototype._onKeyPress=function(t){var e=t.code,r=t.charCode||t.keyCode;\"Space\"!==e&&\"Enter\"!==e&&32!==r&&13!==r||this.togglePopup()},n.prototype._onMapClick=function(t){var e=t.originalEvent.target,r=this._element;this._popup&&(e===r||r.contains(e))&&this.togglePopup()},n.prototype.getPopup=function(){return this._popup},n.prototype.togglePopup=function(){var t=this._popup;return t?(t.isOpen()?t.remove():t.addTo(this._map),this):this},n.prototype._update=function(t){if(this._map){this._map.transform.renderWorldCopies&&(this._lngLat=Vi(this._lngLat,this._pos,this._map.transform)),this._pos=this._map.project(this._lngLat)._add(this._offset);var e=\"\";\"viewport\"===this._rotationAlignment||\"auto\"===this._rotationAlignment?e=\"rotateZ(\"+this._rotation+\"deg)\":\"map\"===this._rotationAlignment&&(e=\"rotateZ(\"+(this._rotation-this._map.getBearing())+\"deg)\");var n=\"\";\"viewport\"===this._pitchAlignment||\"auto\"===this._pitchAlignment?n=\"rotateX(0deg)\":\"map\"===this._pitchAlignment&&(n=\"rotateX(\"+this._map.getPitch()+\"deg)\"),t&&\"moveend\"!==t.type||(this._pos=this._pos.round()),r.setTransform(this._element,qi[this._anchor]+\" translate(\"+this._pos.x+\"px, \"+this._pos.y+\"px) \"+n+\" \"+e)}},n.prototype.getOffset=function(){return this._offset},n.prototype.setOffset=function(e){return this._offset=t.Point.convert(e),this._update(),this},n.prototype._onMove=function(e){if(!this._isDragging){var r=this._clickTolerance||this._map._clickTolerance;this._isDragging=e.point.dist(this._pointerdownPos)>=r}this._isDragging&&(this._pos=e.point.sub(this._positionDelta),this._lngLat=this._map.unproject(this._pos),this.setLngLat(this._lngLat),this._element.style.pointerEvents=\"none\",\"pending\"===this._state&&(this._state=\"active\",this.fire(new t.Event(\"dragstart\"))),this.fire(new t.Event(\"drag\")))},n.prototype._onUp=function(){this._element.style.pointerEvents=\"auto\",this._positionDelta=null,this._pointerdownPos=null,this._isDragging=!1,this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),\"active\"===this._state&&this.fire(new t.Event(\"dragend\")),this._state=\"inactive\"},n.prototype._addDragHandler=function(t){this._element.contains(t.originalEvent.target)&&(t.preventDefault(),this._positionDelta=t.point.sub(this._pos).add(this._offset),this._pointerdownPos=t.point,this._state=\"pending\",this._map.on(\"mousemove\",this._onMove),this._map.on(\"touchmove\",this._onMove),this._map.once(\"mouseup\",this._onUp),this._map.once(\"touchend\",this._onUp))},n.prototype.setDraggable=function(t){return this._draggable=!!t,this._map&&(t?(this._map.on(\"mousedown\",this._addDragHandler),this._map.on(\"touchstart\",this._addDragHandler)):(this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler))),this},n.prototype.isDraggable=function(){return this._draggable},n.prototype.setRotation=function(t){return this._rotation=t||0,this._update(),this},n.prototype.getRotation=function(){return this._rotation},n.prototype.setRotationAlignment=function(t){return this._rotationAlignment=t||\"auto\",this._update(),this},n.prototype.getRotationAlignment=function(){return this._rotationAlignment},n.prototype.setPitchAlignment=function(t){return this._pitchAlignment=t&&\"auto\"!==t?t:this._rotationAlignment,this._update(),this},n.prototype.getPitchAlignment=function(){return this._pitchAlignment},n}(t.Evented),Yi={positionOptions:{enableHighAccuracy:!1,maximumAge:0,timeout:6e3},fitBoundsOptions:{maxZoom:15},trackUserLocation:!1,showAccuracyCircle:!0,showUserLocation:!0};var Xi=0,Zi=!1,Ki=function(e){function n(r){e.call(this),this.options=t.extend({},Yi,r),t.bindAll([\"_onSuccess\",\"_onError\",\"_onZoom\",\"_finish\",\"_setupUI\",\"_updateCamera\",\"_updateMarker\"],this)}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.onAdd=function(e){return this._map=e,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),n=this._setupUI,void 0!==Gi?n(Gi):void 0!==t.window.navigator.permissions?t.window.navigator.permissions.query({name:\"geolocation\"}).then((function(t){Gi=\"denied\"!==t.state,n(Gi)})):(Gi=!!t.window.navigator.geolocation,n(Gi)),this._container;var n},n.prototype.onRemove=function(){void 0!==this._geolocationWatchID&&(t.window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0),this.options.showUserLocation&&this._userLocationDotMarker&&this._userLocationDotMarker.remove(),this.options.showAccuracyCircle&&this._accuracyCircleMarker&&this._accuracyCircleMarker.remove(),r.remove(this._container),this._map.off(\"zoom\",this._onZoom),this._map=void 0,Xi=0,Zi=!1},n.prototype._isOutOfMapMaxBounds=function(t){var e=this._map.getMaxBounds(),r=t.coords;return e&&(r.longitude<e.getWest()||r.longitude>e.getEast()||r.latitude<e.getSouth()||r.latitude>e.getNorth())},n.prototype._setErrorState=function(){switch(this._watchState){case\"WAITING_ACTIVE\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\");break;case\"ACTIVE_LOCK\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\");break;case\"BACKGROUND\":this._watchState=\"BACKGROUND_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\")}},n.prototype._onSuccess=function(e){if(this._map){if(this._isOutOfMapMaxBounds(e))return this._setErrorState(),this.fire(new t.Event(\"outofmaxbounds\",e)),this._updateMarker(),void this._finish();if(this.options.trackUserLocation)switch(this._lastKnownPosition=e,this._watchState){case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"BACKGROUND\":case\"BACKGROUND_ERROR\":this._watchState=\"BACKGROUND\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\")}this.options.showUserLocation&&\"OFF\"!==this._watchState&&this._updateMarker(e),this.options.trackUserLocation&&\"ACTIVE_LOCK\"!==this._watchState||this._updateCamera(e),this.options.showUserLocation&&this._dotElement.classList.remove(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"geolocate\",e)),this._finish()}},n.prototype._updateCamera=function(e){var r=new t.LngLat(e.coords.longitude,e.coords.latitude),n=e.coords.accuracy,i=this._map.getBearing(),a=t.extend({bearing:i},this.options.fitBoundsOptions);this._map.fitBounds(r.toBounds(n),a,{geolocateSource:!0})},n.prototype._updateMarker=function(e){if(e){var r=new t.LngLat(e.coords.longitude,e.coords.latitude);this._accuracyCircleMarker.setLngLat(r).addTo(this._map),this._userLocationDotMarker.setLngLat(r).addTo(this._map),this._accuracy=e.coords.accuracy,this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()}else this._userLocationDotMarker.remove(),this._accuracyCircleMarker.remove()},n.prototype._updateCircleRadius=function(){var t=this._map._container.clientHeight/2,e=this._map.unproject([0,t]),r=this._map.unproject([1,t]),n=e.distanceTo(r),i=Math.ceil(2*this._accuracy/n);this._circleElement.style.width=i+\"px\",this._circleElement.style.height=i+\"px\"},n.prototype._onZoom=function(){this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()},n.prototype._onError=function(e){if(this._map){if(this.options.trackUserLocation)if(1===e.code){this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.disabled=!0;var r=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.title=r,this._geolocateButton.setAttribute(\"aria-label\",r),void 0!==this._geolocationWatchID&&this._clearWatch()}else{if(3===e.code&&Zi)return;this._setErrorState()}\"OFF\"!==this._watchState&&this.options.showUserLocation&&this._dotElement.classList.add(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"error\",e)),this._finish()}},n.prototype._finish=function(){this._timeoutId&&clearTimeout(this._timeoutId),this._timeoutId=void 0},n.prototype._setupUI=function(e){var n=this;if(this._container.addEventListener(\"contextmenu\",(function(t){return t.preventDefault()})),this._geolocateButton=r.create(\"button\",\"mapboxgl-ctrl-geolocate\",this._container),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._geolocateButton).setAttribute(\"aria-hidden\",!0),this._geolocateButton.type=\"button\",!1===e){t.warnOnce(\"Geolocation support is not available so the GeolocateControl will be disabled.\");var i=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.disabled=!0,this._geolocateButton.title=i,this._geolocateButton.setAttribute(\"aria-label\",i)}else{var a=this._map._getUIString(\"GeolocateControl.FindMyLocation\");this._geolocateButton.title=a,this._geolocateButton.setAttribute(\"aria-label\",a)}this.options.trackUserLocation&&(this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this._watchState=\"OFF\"),this.options.showUserLocation&&(this._dotElement=r.create(\"div\",\"mapboxgl-user-location-dot\"),this._userLocationDotMarker=new Wi(this._dotElement),this._circleElement=r.create(\"div\",\"mapboxgl-user-location-accuracy-circle\"),this._accuracyCircleMarker=new Wi({element:this._circleElement,pitchAlignment:\"map\"}),this.options.trackUserLocation&&(this._watchState=\"OFF\"),this._map.on(\"zoom\",this._onZoom)),this._geolocateButton.addEventListener(\"click\",this.trigger.bind(this)),this._setup=!0,this.options.trackUserLocation&&this._map.on(\"movestart\",(function(e){var r=e.originalEvent&&\"resize\"===e.originalEvent.type;e.geolocateSource||\"ACTIVE_LOCK\"!==n._watchState||r||(n._watchState=\"BACKGROUND\",n._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\"),n._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),n.fire(new t.Event(\"trackuserlocationend\")))}))},n.prototype.trigger=function(){if(!this._setup)return t.warnOnce(\"Geolocate control triggered before added to a map\"),!1;if(this.options.trackUserLocation){switch(this._watchState){case\"OFF\":this._watchState=\"WAITING_ACTIVE\",this.fire(new t.Event(\"trackuserlocationstart\"));break;case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":case\"BACKGROUND_ERROR\":Xi--,Zi=!1,this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this.fire(new t.Event(\"trackuserlocationend\"));break;case\"BACKGROUND\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._lastKnownPosition&&this._updateCamera(this._lastKnownPosition),this.fire(new t.Event(\"trackuserlocationstart\"))}switch(this._watchState){case\"WAITING_ACTIVE\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"ACTIVE_LOCK\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"ACTIVE_ERROR\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\");break;case\"BACKGROUND\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\");break;case\"BACKGROUND_ERROR\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background-error\")}if(\"OFF\"===this._watchState&&void 0!==this._geolocationWatchID)this._clearWatch();else if(void 0===this._geolocationWatchID){var e;this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"true\"),++Xi>1?(e={maximumAge:6e5,timeout:0},Zi=!0):(e=this.options.positionOptions,Zi=!1),this._geolocationWatchID=t.window.navigator.geolocation.watchPosition(this._onSuccess,this._onError,e)}}else t.window.navigator.geolocation.getCurrentPosition(this._onSuccess,this._onError,this.options.positionOptions),this._timeoutId=setTimeout(this._finish,1e4);return!0},n.prototype._clearWatch=function(){t.window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0,this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this.options.showUserLocation&&this._updateMarker(null)},n}(t.Evented),Ji={maxWidth:100,unit:\"metric\"},$i=function(e){this.options=t.extend({},Ji,e),t.bindAll([\"_onMove\",\"setUnit\"],this)};function Qi(t,e,r){var n=r&&r.maxWidth||100,i=t._container.clientHeight/2,a=t.unproject([0,i]),o=t.unproject([n,i]),s=a.distanceTo(o);if(r&&\"imperial\"===r.unit){var l=3.2808*s;l>5280?ta(e,n,l/5280,t._getUIString(\"ScaleControl.Miles\")):ta(e,n,l,t._getUIString(\"ScaleControl.Feet\"))}else r&&\"nautical\"===r.unit?ta(e,n,s/1852,t._getUIString(\"ScaleControl.NauticalMiles\")):s>=1e3?ta(e,n,s/1e3,t._getUIString(\"ScaleControl.Kilometers\")):ta(e,n,s,t._getUIString(\"ScaleControl.Meters\"))}function ta(t,e,r,n){var i,a,o,s=(i=r,(a=Math.pow(10,(\"\"+Math.floor(i)).length-1))*((o=i/a)>=10?10:o>=5?5:o>=3?3:o>=2?2:o>=1?1:function(t){var e=Math.pow(10,Math.ceil(-Math.log(t)/Math.LN10));return Math.round(t*e)/e}(o))),l=s/r;t.style.width=e*l+\"px\",t.innerHTML=s+\"&nbsp;\"+n}$i.prototype.getDefaultPosition=function(){return\"bottom-left\"},$i.prototype._onMove=function(){Qi(this._map,this._container,this.options)},$i.prototype.onAdd=function(t){return this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-scale\",t.getContainer()),this._map.on(\"move\",this._onMove),this._onMove(),this._container},$i.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"move\",this._onMove),this._map=void 0},$i.prototype.setUnit=function(t){this.options.unit=t,Qi(this._map,this._container,this.options)};var ea=function(e){this._fullscreen=!1,e&&e.container&&(e.container instanceof t.window.HTMLElement?this._container=e.container:t.warnOnce(\"Full screen control 'container' must be a DOM element.\")),t.bindAll([\"_onClickFullscreen\",\"_changeIcon\"],this),\"onfullscreenchange\"in t.window.document?this._fullscreenchange=\"fullscreenchange\":\"onmozfullscreenchange\"in t.window.document?this._fullscreenchange=\"mozfullscreenchange\":\"onwebkitfullscreenchange\"in t.window.document?this._fullscreenchange=\"webkitfullscreenchange\":\"onmsfullscreenchange\"in t.window.document&&(this._fullscreenchange=\"MSFullscreenChange\")};ea.prototype.onAdd=function(e){return this._map=e,this._container||(this._container=this._map.getContainer()),this._controlContainer=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._checkFullscreenSupport()?this._setupUI():(this._controlContainer.style.display=\"none\",t.warnOnce(\"This device does not support fullscreen mode.\")),this._controlContainer},ea.prototype.onRemove=function(){r.remove(this._controlContainer),this._map=null,t.window.document.removeEventListener(this._fullscreenchange,this._changeIcon)},ea.prototype._checkFullscreenSupport=function(){return!!(t.window.document.fullscreenEnabled||t.window.document.mozFullScreenEnabled||t.window.document.msFullscreenEnabled||t.window.document.webkitFullscreenEnabled)},ea.prototype._setupUI=function(){var e=this._fullscreenButton=r.create(\"button\",\"mapboxgl-ctrl-fullscreen\",this._controlContainer);r.create(\"span\",\"mapboxgl-ctrl-icon\",e).setAttribute(\"aria-hidden\",!0),e.type=\"button\",this._updateTitle(),this._fullscreenButton.addEventListener(\"click\",this._onClickFullscreen),t.window.document.addEventListener(this._fullscreenchange,this._changeIcon)},ea.prototype._updateTitle=function(){var t=this._getTitle();this._fullscreenButton.setAttribute(\"aria-label\",t),this._fullscreenButton.title=t},ea.prototype._getTitle=function(){return this._map._getUIString(this._isFullscreen()?\"FullscreenControl.Exit\":\"FullscreenControl.Enter\")},ea.prototype._isFullscreen=function(){return this._fullscreen},ea.prototype._changeIcon=function(){(t.window.document.fullscreenElement||t.window.document.mozFullScreenElement||t.window.document.webkitFullscreenElement||t.window.document.msFullscreenElement)===this._container!==this._fullscreen&&(this._fullscreen=!this._fullscreen,this._fullscreenButton.classList.toggle(\"mapboxgl-ctrl-shrink\"),this._fullscreenButton.classList.toggle(\"mapboxgl-ctrl-fullscreen\"),this._updateTitle())},ea.prototype._onClickFullscreen=function(){this._isFullscreen()?t.window.document.exitFullscreen?t.window.document.exitFullscreen():t.window.document.mozCancelFullScreen?t.window.document.mozCancelFullScreen():t.window.document.msExitFullscreen?t.window.document.msExitFullscreen():t.window.document.webkitCancelFullScreen&&t.window.document.webkitCancelFullScreen():this._container.requestFullscreen?this._container.requestFullscreen():this._container.mozRequestFullScreen?this._container.mozRequestFullScreen():this._container.msRequestFullscreen?this._container.msRequestFullscreen():this._container.webkitRequestFullscreen&&this._container.webkitRequestFullscreen()};var ra={closeButton:!0,closeOnClick:!0,focusAfterOpen:!0,className:\"\",maxWidth:\"240px\"},na=[\"a[href]\",\"[tabindex]:not([tabindex='-1'])\",\"[contenteditable]:not([contenteditable='false'])\",\"button:not([disabled])\",\"input:not([disabled])\",\"select:not([disabled])\",\"textarea:not([disabled])\"].join(\", \"),ia=function(e){function n(r){e.call(this),this.options=t.extend(Object.create(ra),r),t.bindAll([\"_update\",\"_onClose\",\"remove\",\"_onMouseMove\",\"_onMouseUp\",\"_onDrag\"],this)}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.addTo=function(e){return this._map&&this.remove(),this._map=e,this.options.closeOnClick&&this._map.on(\"click\",this._onClose),this.options.closeOnMove&&this._map.on(\"move\",this._onClose),this._map.on(\"remove\",this.remove),this._update(),this._focusFirstElement(),this._trackPointer?(this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"mouseup\",this._onMouseUp),this._container&&this._container.classList.add(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"mapboxgl-track-pointer\")):this._map.on(\"move\",this._update),this.fire(new t.Event(\"open\")),this},n.prototype.isOpen=function(){return!!this._map},n.prototype.remove=function(){return this._content&&r.remove(this._content),this._container&&(r.remove(this._container),delete this._container),this._map&&(this._map.off(\"move\",this._update),this._map.off(\"move\",this._onClose),this._map.off(\"click\",this._onClose),this._map.off(\"remove\",this.remove),this._map.off(\"mousemove\",this._onMouseMove),this._map.off(\"mouseup\",this._onMouseUp),this._map.off(\"drag\",this._onDrag),delete this._map),this.fire(new t.Event(\"close\")),this},n.prototype.getLngLat=function(){return this._lngLat},n.prototype.setLngLat=function(e){return this._lngLat=t.LngLat.convert(e),this._pos=null,this._trackPointer=!1,this._update(),this._map&&(this._map.on(\"move\",this._update),this._map.off(\"mousemove\",this._onMouseMove),this._container&&this._container.classList.remove(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.remove(\"mapboxgl-track-pointer\")),this},n.prototype.trackPointer=function(){return this._trackPointer=!0,this._pos=null,this._update(),this._map&&(this._map.off(\"move\",this._update),this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"drag\",this._onDrag),this._container&&this._container.classList.add(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"mapboxgl-track-pointer\")),this},n.prototype.getElement=function(){return this._container},n.prototype.setText=function(e){return this.setDOMContent(t.window.document.createTextNode(e))},n.prototype.setHTML=function(e){var r,n=t.window.document.createDocumentFragment(),i=t.window.document.createElement(\"body\");for(i.innerHTML=e;r=i.firstChild;)n.appendChild(r);return this.setDOMContent(n)},n.prototype.getMaxWidth=function(){return this._container&&this._container.style.maxWidth},n.prototype.setMaxWidth=function(t){return this.options.maxWidth=t,this._update(),this},n.prototype.setDOMContent=function(t){if(this._content)for(;this._content.hasChildNodes();)this._content.firstChild&&this._content.removeChild(this._content.firstChild);else this._content=r.create(\"div\",\"mapboxgl-popup-content\",this._container);return this._content.appendChild(t),this._createCloseButton(),this._update(),this._focusFirstElement(),this},n.prototype.addClassName=function(t){this._container&&this._container.classList.add(t)},n.prototype.removeClassName=function(t){this._container&&this._container.classList.remove(t)},n.prototype.setOffset=function(t){return this.options.offset=t,this._update(),this},n.prototype.toggleClassName=function(t){if(this._container)return this._container.classList.toggle(t)},n.prototype._createCloseButton=function(){this.options.closeButton&&(this._closeButton=r.create(\"button\",\"mapboxgl-popup-close-button\",this._content),this._closeButton.type=\"button\",this._closeButton.setAttribute(\"aria-label\",\"Close popup\"),this._closeButton.innerHTML=\"&#215;\",this._closeButton.addEventListener(\"click\",this._onClose))},n.prototype._onMouseUp=function(t){this._update(t.point)},n.prototype._onMouseMove=function(t){this._update(t.point)},n.prototype._onDrag=function(t){this._update(t.point)},n.prototype._update=function(t){var e=this,n=this._lngLat||this._trackPointer;if(this._map&&n&&this._content&&(this._container||(this._container=r.create(\"div\",\"mapboxgl-popup\",this._map.getContainer()),this._tip=r.create(\"div\",\"mapboxgl-popup-tip\",this._container),this._container.appendChild(this._content),this.options.className&&this.options.className.split(\" \").forEach((function(t){return e._container.classList.add(t)})),this._trackPointer&&this._container.classList.add(\"mapboxgl-popup-track-pointer\")),this.options.maxWidth&&this._container.style.maxWidth!==this.options.maxWidth&&(this._container.style.maxWidth=this.options.maxWidth),this._map.transform.renderWorldCopies&&!this._trackPointer&&(this._lngLat=Vi(this._lngLat,this._pos,this._map.transform)),!this._trackPointer||t)){var i=this._pos=this._trackPointer&&t?t:this._map.project(this._lngLat),a=this.options.anchor,o=aa(this.options.offset);if(!a){var s,l=this._container.offsetWidth,u=this._container.offsetHeight;s=i.y+o.bottom.y<u?[\"top\"]:i.y>this._map.transform.height-u?[\"bottom\"]:[],i.x<l/2?s.push(\"left\"):i.x>this._map.transform.width-l/2&&s.push(\"right\"),a=0===s.length?\"bottom\":s.join(\"-\")}var c=i.add(o[a]).round();r.setTransform(this._container,qi[a]+\" translate(\"+c.x+\"px,\"+c.y+\"px)\"),Hi(this._container,a,\"popup\")}},n.prototype._focusFirstElement=function(){if(this.options.focusAfterOpen&&this._container){var t=this._container.querySelector(na);t&&t.focus()}},n.prototype._onClose=function(){this.remove()},n}(t.Evented);function aa(e){if(e){if(\"number\"==typeof e){var r=Math.round(Math.sqrt(.5*Math.pow(e,2)));return{center:new t.Point(0,0),top:new t.Point(0,e),\"top-left\":new t.Point(r,r),\"top-right\":new t.Point(-r,r),bottom:new t.Point(0,-e),\"bottom-left\":new t.Point(r,-r),\"bottom-right\":new t.Point(-r,-r),left:new t.Point(e,0),right:new t.Point(-e,0)}}if(e instanceof t.Point||Array.isArray(e)){var n=t.Point.convert(e);return{center:n,top:n,\"top-left\":n,\"top-right\":n,bottom:n,\"bottom-left\":n,\"bottom-right\":n,left:n,right:n}}return{center:t.Point.convert(e.center||[0,0]),top:t.Point.convert(e.top||[0,0]),\"top-left\":t.Point.convert(e[\"top-left\"]||[0,0]),\"top-right\":t.Point.convert(e[\"top-right\"]||[0,0]),bottom:t.Point.convert(e.bottom||[0,0]),\"bottom-left\":t.Point.convert(e[\"bottom-left\"]||[0,0]),\"bottom-right\":t.Point.convert(e[\"bottom-right\"]||[0,0]),left:t.Point.convert(e.left||[0,0]),right:t.Point.convert(e.right||[0,0])}}return aa(new t.Point(0,0))}var oa={version:t.version,supported:e,setRTLTextPlugin:t.setRTLTextPlugin,getRTLTextPluginStatus:t.getRTLTextPluginStatus,Map:Fi,NavigationControl:ji,GeolocateControl:Ki,AttributionControl:Ei,ScaleControl:$i,FullscreenControl:ea,Popup:ia,Marker:Wi,Style:Ye,LngLat:t.LngLat,LngLatBounds:t.LngLatBounds,Point:t.Point,MercatorCoordinate:t.MercatorCoordinate,Evented:t.Evented,config:t.config,prewarm:function(){jt().acquire(Rt)},clearPrewarmedResources:function(){var t=Bt;t&&(t.isPreloaded()&&1===t.numActive()?(t.release(Rt),Bt=null):console.warn(\"Could not clear WebWorkers since there are active Map instances that still reference it. The pre-warmed WebWorker pool can only be cleared when all map instances have been removed with map.remove()\"))},get accessToken(){return t.config.ACCESS_TOKEN},set accessToken(e){t.config.ACCESS_TOKEN=e},get baseApiUrl(){return t.config.API_URL},set baseApiUrl(e){t.config.API_URL=e},get workerCount(){return Ft.workerCount},set workerCount(t){Ft.workerCount=t},get maxParallelImageRequests(){return t.config.MAX_PARALLEL_IMAGE_REQUESTS},set maxParallelImageRequests(e){t.config.MAX_PARALLEL_IMAGE_REQUESTS=e},clearStorage:function(e){t.clearTileCache(e)},workerUrl:\"\"};return oa})),r}()},3108:function(t,e,r){\"use strict\";t.exports=r(26099)},26099:function(t,e,r){\"use strict\";var n=r(64928),i=r(32420),a=r(51160),o=r(76752),s=r(55616),l=r(31264),u=r(47520),c=r(18400),f=r(72512),h=r(76244);function p(t,e){for(var r=e[0],n=e[1],a=1/(e[2]-r),o=1/(e[3]-n),s=new Array(t.length),l=0,u=t.length/2;l<u;l++)s[2*l]=i((t[2*l]-r)*a,0,1),s[2*l+1]=i((t[2*l+1]-n)*o,0,1);return 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t&&t._gl&&t.prop&&t.texture&&t.buffer}(t)?this.gl=o(t):(t={regl:t},this.gl=t.regl._gl),this.shader=b.get(this.gl),this.shader?this.regl=this.shader.regl:this.regl=t.regl||a({gl:this.gl}),this.charBuffer=this.regl.buffer({type:\"uint8\",usage:\"stream\"}),this.sizeBuffer=this.regl.buffer({type:\"float\",usage:\"stream\"}),this.shader||(this.shader=this.createShader(),b.set(this.gl,this.shader)),this.batch=[],this.fontSize=[],this.font=[],this.fontAtlas=[],this.draw=this.shader.draw.bind(this),this.render=function(){this.regl._refresh(),this.draw(this.batch)},this.canvas=this.gl.canvas,this.update(h(t)?t:{})};T.prototype.createShader=function(){var t=this.regl,e=t({blend:{enable:!0,color:[0,0,0,1],func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst 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float fontSize, charStep, em, align, baseline;\\n\\t\\t\\tuniform vec4 viewport;\\n\\t\\t\\tuniform vec4 color;\\n\\t\\t\\tuniform vec2 atlasSize, atlasDim, scale, translate, positionOffset;\\n\\t\\t\\tvarying vec2 charCoord, charId;\\n\\t\\t\\tvarying float charWidth;\\n\\t\\t\\tvarying vec4 fontColor;\\n\\t\\t\\tvoid main () {\\n\\t\\t\\t\\tvec2 offset = floor(em * (vec2(align + charOffset, baseline)\\n\\t\\t\\t\\t\\t+ vec2(positionOffset.x, -positionOffset.y)))\\n\\t\\t\\t\\t\\t/ (viewport.zw * scale.xy);\\n\\n\\t\\t\\t\\tvec2 position = (position + translate) * scale;\\n\\t\\t\\t\\tposition += offset * scale;\\n\\n\\t\\t\\t\\tcharCoord = position * viewport.zw + viewport.xy;\\n\\n\\t\\t\\t\\tgl_Position = vec4(position * 2. - 1., 0, 1);\\n\\n\\t\\t\\t\\tgl_PointSize = charStep;\\n\\n\\t\\t\\t\\tcharId.x = mod(char, atlasDim.x);\\n\\t\\t\\t\\tcharId.y = floor(char / atlasDim.x);\\n\\n\\t\\t\\t\\tcharWidth = width * em;\\n\\n\\t\\t\\t\\tfontColor = color / 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return;\\n\\n\\t\\t\\t\\tuv += charId * charStep;\\n\\t\\t\\t\\tuv = uv / atlasSize;\\n\\n\\t\\t\\t\\tvec4 color = fontColor;\\n\\t\\t\\t\\tvec4 mask = texture2D(atlas, uv);\\n\\n\\t\\t\\t\\tfloat maskY = lightness(mask);\\n\\t\\t\\t\\t// float colorY = lightness(color);\\n\\t\\t\\t\\tcolor.a *= maskY;\\n\\t\\t\\t\\tcolor.a *= opacity;\\n\\n\\t\\t\\t\\t// color.a += .1;\\n\\n\\t\\t\\t\\t// antialiasing, see yiq color space y-channel formula\\n\\t\\t\\t\\t// color.rgb += (1. - color.rgb) * (1. - mask.rgb);\\n\\n\\t\\t\\t\\tgl_FragColor = color;\\n\\t\\t\\t}\"});return{regl:t,draw:e,atlas:{}}},T.prototype.update=function(t){var e=this;if(\"string\"==typeof t)t={text:t};else if(!t)return;null!=(t=i(t,{position:\"position positions coord coords coordinates\",font:\"font fontFace fontface typeface cssFont css-font family fontFamily\",fontSize:\"fontSize fontsize size font-size\",text:\"text texts chars characters value values symbols\",align:\"align alignment textAlign 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t.offset&&(t.offset=[t.offset,0]),this.positionOffset=m(t.offset)),t.direction&&(this.direction=t.direction),t.range&&(this.range=t.range,this.scale=[1/(t.range[2]-t.range[0]),1/(t.range[3]-t.range[1])],this.translate=[-t.range[0],-t.range[1]]),t.scale&&(this.scale=t.scale),t.translate&&(this.translate=t.translate),this.scale||(this.scale=[1/this.viewport.width,1/this.viewport.height]),this.translate||(this.translate=[0,0]),this.font.length||t.font||(t.font=T.baseFontSize+\"px sans-serif\");var r,a=!1,o=!1;if(t.font&&(Array.isArray(t.font)?t.font:[t.font]).forEach((function(t,r){if(\"string\"==typeof t)try{t=n.parse(t)}catch(e){t=n.parse(T.baseFontSize+\"px \"+t)}else t=n.parse(n.stringify(t));var i=n.stringify({size:T.baseFontSize,family:t.family,stretch:_?t.stretch:void 0,variant:t.variant,weight:t.weight,style:t.style}),s=p(t.size),l=Math.round(s[0]*d(s[1]));if(l!==e.fontSize[r]&&(o=!0,e.fontSize[r]=l),!(e.font[r]&&i==e.font[r].baseString||(a=!0,e.font[r]=T.fonts[i],e.font[r]))){var u=t.family.join(\", \"),c=[t.style];t.style!=t.variant&&c.push(t.variant),t.variant!=t.weight&&c.push(t.weight),_&&t.weight!=t.stretch&&c.push(t.stretch),e.font[r]={baseString:i,family:u,weight:t.weight,stretch:t.stretch,style:t.style,variant:t.variant,width:{},kerning:{},metrics:y(u,{origin:\"top\",fontSize:T.baseFontSize,fontStyle:c.join(\" \")})},T.fonts[i]=e.font[r]}})),(a||o)&&this.font.forEach((function(r,i){var a=n.stringify({size:e.fontSize[i],family:r.family,stretch:_?r.stretch:void 0,variant:r.variant,weight:r.weight,style:r.style});if(e.fontAtlas[i]=e.shader.atlas[a],!e.fontAtlas[i]){var o=r.metrics;e.shader.atlas[a]=e.fontAtlas[i]={fontString:a,step:2*Math.ceil(e.fontSize[i]*o.bottom*.5),em:e.fontSize[i],cols:0,rows:0,height:0,width:0,chars:[],ids:{},texture:e.regl.texture()}}null==t.text&&(t.text=e.text)})),\"string\"==typeof t.text&&t.position&&t.position.length>2){for(var s=Array(.5*t.position.length),h=0;h<s.length;h++)s[h]=t.text;t.text=s}if(null!=t.text||a){if(this.textOffsets=[0],Array.isArray(t.text)){this.count=t.text[0].length,this.counts=[this.count];for(var b=1;b<t.text.length;b++)this.textOffsets[b]=this.textOffsets[b-1]+t.text[b-1].length,this.count+=t.text[b].length,this.counts.push(t.text[b].length);this.text=t.text.join(\"\")}else this.text=t.text,this.count=this.text.length,this.counts=[this.count];r=[],this.font.forEach((function(t,n){T.atlasContext.font=t.baseString;for(var i=e.fontAtlas[n],a=0;a<e.text.length;a++){var o=e.text.charAt(a);if(null==i.ids[o]&&(i.ids[o]=i.chars.length,i.chars.push(o),r.push(o)),null==t.width[o]&&(t.width[o]=T.atlasContext.measureText(o).width/T.baseFontSize,e.kerning)){var s=[];for(var l in t.width)s.push(l+o,o+l);g(t.kerning,v(t.family,{pairs:s}))}}}))}if(t.position)if(t.position.length>2){for(var w=!t.position[0].length,k=c.mallocFloat(2*this.count),A=0,M=0;A<this.counts.length;A++){var S=this.counts[A];if(w)for(var E=0;E<S;E++)k[M++]=t.position[2*A],k[M++]=t.position[2*A+1];else for(var L=0;L<S;L++)k[M++]=t.position[A][0],k[M++]=t.position[A][1]}this.position.call?this.position({type:\"float\",data:k}):this.position=this.regl.buffer({type:\"float\",data:k}),c.freeFloat(k)}else this.position.destroy&&this.position.destroy(),this.position={constant:t.position};if(t.text||a){var C=c.mallocUint8(this.count),P=c.mallocFloat(2*this.count);this.textWidth=[];for(var O=0,I=0;O<this.counts.length;O++){for(var D=this.counts[O],z=this.font[O]||this.font[0],R=this.fontAtlas[O]||this.fontAtlas[0],F=0;F<D;F++){var B=this.text.charAt(I),N=this.text.charAt(I-1);if(C[I]=R.ids[B],P[2*I]=z.width[B],F){var j=P[2*I-2],U=P[2*I],V=P[2*I-1]+.5*j+.5*U;if(this.kerning){var q=z.kerning[N+B];q&&(V+=.001*q)}P[2*I+1]=V}else P[2*I+1]=.5*P[2*I];I++}this.textWidth.push(P.length?.5*P[2*I-2]+P[2*I-1]:0)}t.align||(t.align=this.align),this.charBuffer({data:C,type:\"uint8\",usage:\"stream\"}),this.sizeBuffer({data:P,type:\"float\",usage:\"stream\"}),c.freeUint8(C),c.freeFloat(P),r.length&&this.font.forEach((function(t,r){var n=e.fontAtlas[r],i=n.step,a=Math.floor(T.maxAtlasSize/i),o=Math.min(a,n.chars.length),s=Math.ceil(n.chars.length/o),l=x(o*i),c=x(s*i);n.width=l,n.height=c,n.rows=s,n.cols=o,n.em&&n.texture({data:u({canvas:T.atlasCanvas,font:n.fontString,chars:n.chars,shape:[l,c],step:[i,i]})})}))}if(t.align&&(this.align=t.align,this.alignOffset=this.textWidth.map((function(t,r){var n=Array.isArray(e.align)?e.align.length>1?e.align[r]:e.align[0]:e.align;if(\"number\"==typeof n)return n;switch(n){case\"right\":case\"end\":return-t;case\"center\":case\"centre\":case\"middle\":return.5*-t}return 0}))),null==this.baseline&&null==t.baseline&&(t.baseline=0),null!=t.baseline&&(this.baseline=t.baseline,Array.isArray(this.baseline)||(this.baseline=[this.baseline]),this.baselineOffset=this.baseline.map((function(t,r){var n=(e.font[r]||e.font[0]).metrics,i=0;return i+=.5*n.bottom,-1*(i+=\"number\"==typeof t?t-n.baseline:-n[t])}))),null!=t.color)if(t.color||(t.color=\"transparent\"),\"string\"!=typeof t.color&&isNaN(t.color)){var H;if(\"number\"==typeof t.color[0]&&t.color.length>this.counts.length){var G=t.color.length;H=c.mallocUint8(G);for(var W=(t.color.subarray||t.color.slice).bind(t.color),Y=0;Y<G;Y+=4)H.set(l(W(Y,Y+4),\"uint8\"),Y)}else{var X=t.color.length;H=c.mallocUint8(4*X);for(var Z=0;Z<X;Z++)H.set(l(t.color[Z]||0,\"uint8\"),4*Z)}this.color=H}else this.color=l(t.color,\"uint8\");if(t.position||t.text||t.color||t.baseline||t.align||t.font||t.offset||t.opacity)if(this.color.length>4||this.baselineOffset.length>1||this.align&&this.align.length>1||this.fontAtlas.length>1||this.positionOffset.length>2){var K=Math.max(.5*this.position.length||0,.25*this.color.length||0,this.baselineOffset.length||0,this.alignOffset.length||0,this.font.length||0,this.opacity.length||0,.5*this.positionOffset.length||0);this.batch=Array(K);for(var J=0;J<this.batch.length;J++)this.batch[J]={count:this.counts.length>1?this.counts[J]:this.counts[0],offset:this.textOffsets.length>1?this.textOffsets[J]:this.textOffsets[0],color:this.color?this.color.length<=4?this.color:this.color.subarray(4*J,4*J+4):[0,0,0,255],opacity:Array.isArray(this.opacity)?this.opacity[J]:this.opacity,baseline:null!=this.baselineOffset[J]?this.baselineOffset[J]:this.baselineOffset[0],align:this.align?null!=this.alignOffset[J]?this.alignOffset[J]:this.alignOffset[0]:0,atlas:this.fontAtlas[J]||this.fontAtlas[0],positionOffset:this.positionOffset.length>2?this.positionOffset.subarray(2*J,2*J+2):this.positionOffset}}else this.count?this.batch=[{count:this.count,offset:0,color:this.color||[0,0,0,255],opacity:Array.isArray(this.opacity)?this.opacity[0]:this.opacity,baseline:this.baselineOffset[0],align:this.alignOffset?this.alignOffset[0]:0,atlas:this.fontAtlas[0],positionOffset:this.positionOffset}]:this.batch=[]},T.prototype.destroy=function(){},T.prototype.kerning=!0,T.prototype.position={constant:new Float32Array(2)},T.prototype.translate=null,T.prototype.scale=null,T.prototype.font=null,T.prototype.text=\"\",T.prototype.positionOffset=[0,0],T.prototype.opacity=1,T.prototype.color=new Uint8Array([0,0,0,255]),T.prototype.alignOffset=[0,0],T.maxAtlasSize=1024,T.atlasCanvas=document.createElement(\"canvas\"),T.atlasContext=T.atlasCanvas.getContext(\"2d\",{alpha:!1}),T.baseFontSize=64,T.fonts={},t.exports=T},55212:function(t,e,r){\"use strict\";var n=r(55616);function 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n=t.segments({inverted:!1,regions:[]}),i=0;i<e.coordinates.length;i++)n=t.selectUnion(t.combine(n,r(e.coordinates[i])));return t.polygon(n)}throw new Error(\"PolyBool: Cannot convert GeoJSON object to PolyBool polygon\")},fromPolygon:function(t,e,r){function n(t,r){return e.pointInsideRegion([.5*(t[0][0]+t[1][0]),.5*(t[0][1]+t[1][1])],r)}function i(t){return{region:t,children:[]}}r=t.polygon(t.segments(r));var a=i(null);function o(t,e){for(var r=0;r<t.children.length;r++)if(n(e,(s=t.children[r]).region))return void o(s,e);var a=i(e);for(r=0;r<t.children.length;r++){var s;n((s=t.children[r]).region,e)&&(a.children.push(s),t.children.splice(r,1),r--)}t.children.push(a)}for(var s=0;s<r.regions.length;s++){var l=r.regions[s];l.length<3||o(a,l)}function u(t,e){for(var r=0,n=t[t.length-1][0],i=t[t.length-1][1],a=[],o=0;o<t.length;o++){var s=t[o][0],l=t[o][1];a.push([s,l]),r+=l*n-s*i,n=s,i=l}return r<0!==e&&a.reverse(),a.push([a[0][0],a[0][1]]),a}var c=[];function f(t){var e=[u(t.region,!1)];c.push(e);for(var r=0;r<t.children.length;r++)e.push(h(t.children[r]))}function h(t){for(var e=0;e<t.children.length;e++)f(t.children[e]);return u(t.region,!0)}for(s=0;s<a.children.length;s++)f(a.children[s]);return c.length<=0?{type:\"Polygon\",coordinates:[]}:1==c.length?{type:\"Polygon\",coordinates:c[0]}:{type:\"MultiPolygon\",coordinates:c}}};t.exports=e},72200:function(t,e,r){var n=r(48088);t.exports=function(t,e,r){function i(t,e,n){return{id:r?r.segmentId():-1,start:t,end:e,myFill:{above:n.myFill.above,below:n.myFill.below},otherFill:null}}var a=n.create();function o(t,r){a.insertBefore(t,(function(n){return i=t.isStart,a=t.pt,o=r,s=n.isStart,l=n.pt,u=n.other.pt,(0!==(c=e.pointsCompare(a,l))?c:e.pointsSame(o,u)?0:i!==s?i?1:-1:e.pointAboveOrOnLine(o,s?l:u,s?u:l)?1:-1)<0;var i,a,o,s,l,u,c}))}function s(t,e){var r=function(t,e){var r=n.node({isStart:!0,pt:t.start,seg:t,primary:e,other:null,status:null});return o(r,t.end),r}(t,e);return function(t,e,r){var 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y,m,x=g();if(x)t?(m=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below)&&(x.seg.myFill.above=!x.seg.myFill.above):x.seg.otherFill=h.seg.myFill,r&&r.segmentUpdate(x.seg),h.other.remove(),h.remove();if(a.getHead()!==h){r&&r.rewind(h.seg);continue}t?(m=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below,h.seg.myFill.below=v?v.seg.myFill.above:i,h.seg.myFill.above=m?!h.seg.myFill.below:h.seg.myFill.below):null===h.seg.otherFill&&(y=v?h.primary===v.primary?v.seg.otherFill.above:v.seg.myFill.above:h.primary?o:i,h.seg.otherFill={above:y,below:y}),r&&r.status(h.seg,!!d&&d.seg,!!v&&v.seg),h.other.status=p.insert(n.node({ev:h}))}else{var b=h.status;if(null===b)throw new Error(\"PolyBool: Zero-length segment detected; your epsilon is probably too small or too large\");if(s.exists(b.prev)&&s.exists(b.next)&&c(b.prev.ev,b.next.ev),r&&r.statusRemove(b.ev.seg),b.remove(),!h.primary){var 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r=t.root,n=t.root.next;null!==n&&!e(n);)r=n,n=n.next;return{before:r===t.root?null:r,after:n,insert:function(t){return t.prev=r,t.next=n,r.next=t,null!==n&&(n.prev=t),t}}}};return t},node:function(t){return t.prev=null,t.next=null,t.remove=function(){t.prev.next=t.next,t.next&&(t.next.prev=t.prev),t.prev=null,t.next=null},t}}},11403:function(t){t.exports=function(t,e,r){var n=[],i=[];return t.forEach((function(t){var a=t.start,o=t.end;if(e.pointsSame(a,o))console.warn(\"PolyBool: Warning: Zero-length segment detected; your epsilon is probably too small or too large\");else{r&&r.chainStart(t);for(var s={index:0,matches_head:!1,matches_pt1:!1},l={index:0,matches_head:!1,matches_pt1:!1},u=s,c=0;c<n.length;c++){var f=(g=n[c])[0],h=(g[1],g[g.length-1]);if(g[g.length-2],e.pointsSame(f,a)){if(k(c,!0,!0))break}else if(e.pointsSame(f,o)){if(k(c,!0,!1))break}else if(e.pointsSame(h,a)){if(k(c,!1,!0))break}else if(e.pointsSame(h,o)&&k(c,!1,!1))break}if(u===s)return 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a=n[t],o=n[i],s=a[a.length-1],l=a[a.length-2],u=o[0],c=o[1];e.pointsCollinear(l,s,u)&&(r&&r.chainRemoveTail(t,s),a.pop(),s=l),e.pointsCollinear(s,u,c)&&(r&&r.chainRemoveHead(i,u),o.shift()),r&&r.chainJoin(t,i),n[t]=a.concat(o),n.splice(i,1)}})),i}},82368:function(t){function e(t,e,r){var n=[];return t.forEach((function(t){var i=(t.myFill.above?8:0)+(t.myFill.below?4:0)+(t.otherFill&&t.otherFill.above?2:0)+(t.otherFill&&t.otherFill.below?1:0);0!==e[i]&&n.push({id:r?r.segmentId():-1,start:t.start,end:t.end,myFill:{above:1===e[i],below:2===e[i]},otherFill:null})})),r&&r.selected(n),n}var r={union:function(t,r){return e(t,[0,2,1,0,2,2,0,0,1,0,1,0,0,0,0,0],r)},intersect:function(t,r){return e(t,[0,0,0,0,0,2,0,2,0,0,1,1,0,2,1,0],r)},difference:function(t,r){return e(t,[0,0,0,0,2,0,2,0,1,1,0,0,0,1,2,0],r)},differenceRev:function(t,r){return e(t,[0,2,1,0,0,0,1,1,0,2,0,2,0,0,0,0],r)},xor:function(t,r){return e(t,[0,2,1,0,2,0,0,1,1,0,0,2,0,1,2,0],r)}};t.exports=r},9696:function(t,e,r){\"use 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this.big_endian?16777216*r[t]+65536*r[t+1]+256*r[t+2]+r[t+3]:r[t]+256*r[t+1]+65536*r[t+2]+16777216*r[t+3]},n.prototype.is_subifd_link=function(t,e){return 0===t&&34665===e||0===t&&34853===e||34665===t&&40965===e},n.prototype.exif_format_length=function(t){switch(t){case 1:case 2:case 6:case 7:return 1;case 3:case 8:return 2;case 4:case 9:case 11:return 4;case 5:case 10:case 12:return 8;default:return 0}},n.prototype.exif_format_read=function(t,e){var r;switch(t){case 1:case 2:return this.input[e];case 6:return(r=this.input[e])|33554430*(128&r);case 3:return this.read_uint16(e);case 8:return(r=this.read_uint16(e))|131070*(32768&r);case 4:return this.read_uint32(e);case 9:return 0|this.read_uint32(e);default:return null}},n.prototype.scan_ifd=function(t,n,i){var a=this.read_uint16(n);n+=2;for(var o=0;o<a;o++){var s=this.read_uint16(n),l=this.read_uint16(n+2),u=this.read_uint32(n+4),c=this.exif_format_length(l),f=u*c,h=f<=4?n+8:this.read_uint32(n+8),p=!1;if(h+f>this.input.length)throw e(\"unexpected EOF\",\"EBADDATA\");for(var d=[],v=h,g=0;g<u;g++,v+=c){var y=this.exif_format_read(l,v);if(null===y){d=null;break}d.push(y)}if(Array.isArray(d)&&2===l&&(d=r(String.fromCharCode.apply(null,d)))&&\"\\0\"===d[d.length-1]&&(d=d.slice(0,-1)),this.is_subifd_link(t,s)&&Array.isArray(d)&&Number.isInteger(d[0])&&d[0]>0&&(this.ifds_to_read.push({id:s,offset:d[0]}),p=!0),!1===i({is_big_endian:this.big_endian,ifd:t,tag:s,format:l,count:u,entry_offset:n+this.start,data_length:f,data_offset:h+this.start,value:d,is_subifd_link:p}))return void(this.aborted=!0);n+=12}0===t&&this.ifds_to_read.push({id:1,offset:this.read_uint32(n)})},t.exports.ExifParser=n,t.exports.get_orientation=function(t){var e=0;try{return new n(t,0,t.length).each((function(t){if(0===t.ifd&&274===t.tag&&Array.isArray(t.value))return e=t.value[0],!1})),e}catch(t){return-1}}},44600:function(t,e,r){\"use strict\";var n=r(9696).eW,i=r(9696).eI;function a(t,e){if(t.length<4+e)return null;var r=i(t,e);return 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t=l(t,\"float64\"),r.count=Math.floor(t.length/2),r.bounds=n(t,2),r.offset=e,e+=r.count,t}},{color:function(t,e){var r=e.count;if(t||(t=\"transparent\"),!Array.isArray(t)||\"number\"==typeof t[0]){var n=t;t=Array(r);for(var a=0;a<r;a++)t[a]=n}if(t.length<r)throw Error(\"Not enough colors\");for(var o=new Uint8Array(4*r),s=0;s<r;s++){var l=i(t[s],\"uint8\");o.set(l,4*s)}return o},range:function(t,e,r){var n=e.bounds;return t||(t=n),e.scale=[1/(t[2]-t[0]),1/(t[3]-t[1])],e.translate=[-t[0],-t[1]],e.scaleFract=f(e.scale),e.translateFract=f(e.translate),t},viewport:function(t){var e;return Array.isArray(t)?e={x:t[0],y:t[1],width:t[2]-t[0],height:t[3]-t[1]}:t?(e={x:t.x||t.left||0,y:t.y||t.top||0},t.right?e.width=t.right-e.x:e.width=t.w||t.width||0,t.bottom?e.height=t.bottom-e.y:e.height=t.h||t.height||0):e={x:0,y:0,width:y.drawingBufferWidth,height:y.drawingBufferHeight},e}}]),c):c})),e||r){var h=x.reduce((function(t,e,r){return t+(e?e.count:0)}),0),g=new Float64Array(2*h),_=new 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n=r(72160),i=r(76752),a=r(50896),o=r(26444),s=r(55616),l=r(47520),u=r(28912),c=r(71152),f=r(37816),h=f.float32,p=f.fract32,d=r(60463),v=r(51160),g=r(10272);function y(t,e){if(!(this instanceof y))return new y(t,e);if(\"function\"==typeof t?(e||(e={}),e.regl=t):e=t,e.length&&(e.positions=e),!(t=e.regl).hasExtension(\"ANGLE_instanced_arrays\"))throw Error(\"regl-error2d: `ANGLE_instanced_arrays` extension should be enabled\");this.gl=t._gl,this.regl=t,this.passes=[],this.shaders=y.shaders.has(t)?y.shaders.get(t):y.shaders.set(t,y.createShaders(t)).get(t),this.update(e)}t.exports=y,y.dashMult=2,y.maxPatternLength=256,y.precisionThreshold=3e6,y.maxPoints=1e4,y.maxLines=2048,y.shaders=new d,y.createShaders=function(t){var e,r=t.buffer({usage:\"static\",type:\"float\",data:[0,1,0,0,1,1,1,0]}),n={primitive:\"triangle strip\",instances:t.prop(\"count\"),count:4,offset:0,uniforms:{miterMode:function(t,e){return\"round\"===e.join?2:1},miterLimit:t.prop(\"miterLimit\"),scale:t.prop(\"scale\"),scaleFract:t.prop(\"scaleFract\"),translateFract:t.prop(\"translateFract\"),translate:t.prop(\"translate\"),thickness:t.prop(\"thickness\"),dashTexture:t.prop(\"dashTexture\"),opacity:t.prop(\"opacity\"),pixelRatio:t.context(\"pixelRatio\"),id:t.prop(\"id\"),dashLength:t.prop(\"dashLength\"),viewport:function(t,e){return[e.viewport.x,e.viewport.y,t.viewportWidth,t.viewportHeight]},depth:t.prop(\"depth\")},blend:{enable:!0,color:[0,0,0,0],equation:{rgb:\"add\",alpha:\"add\"},func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst alpha\",dstAlpha:\"one\"}},depth:{enable:function(t,e){return!e.overlay}},stencil:{enable:!1},scissor:{enable:!0,box:t.prop(\"viewport\")},viewport:t.prop(\"viewport\")},i=t(a({vert:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec2 aCoord, bCoord, aCoordFract, bCoordFract;\\nattribute vec4 color;\\nattribute float lineEnd, lineTop;\\n\\nuniform vec2 scale, scaleFract, translate, translateFract;\\nuniform float thickness, pixelRatio, id, depth;\\nuniform vec4 viewport;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\n\\nvec2 project(vec2 position, vec2 positionFract, vec2 scale, vec2 scaleFract, vec2 translate, vec2 translateFract) {\\n\\t// the order is important\\n\\treturn position * scale + translate\\n       + positionFract * scale + translateFract\\n       + position * scaleFract\\n       + positionFract * scaleFract;\\n}\\n\\nvoid main() {\\n\\tfloat lineStart = 1. - lineEnd;\\n\\tfloat lineOffset = lineTop * 2. - 1.;\\n\\n\\tvec2 diff = (bCoord + bCoordFract - aCoord - aCoordFract);\\n\\ttangent = normalize(diff * scale * viewport.zw);\\n\\tvec2 normal = vec2(-tangent.y, tangent.x);\\n\\n\\tvec2 position = project(aCoord, aCoordFract, scale, scaleFract, translate, translateFract) * lineStart\\n\\t\\t+ project(bCoord, bCoordFract, scale, scaleFract, translate, translateFract) * lineEnd\\n\\n\\t\\t+ thickness * normal * .5 * lineOffset / viewport.zw;\\n\\n\\tgl_Position = vec4(position * 2.0 - 1.0, depth, 1);\\n\\n\\tfragColor = color / 255.;\\n}\\n\"]),frag:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform float dashLength, pixelRatio, thickness, opacity, id;\\nuniform sampler2D dashTexture;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\n\\nvoid main() {\\n\\tfloat alpha = 1.;\\n\\n\\tfloat t = fract(dot(tangent, gl_FragCoord.xy) / dashLength) * .5 + .25;\\n\\tfloat dash = texture2D(dashTexture, vec2(t, .5)).r;\\n\\n\\tgl_FragColor = fragColor;\\n\\tgl_FragColor.a *= alpha * opacity * dash;\\n}\\n\"]),attributes:{lineEnd:{buffer:r,divisor:0,stride:8,offset:0},lineTop:{buffer:r,divisor:0,stride:8,offset:4},aCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:8,divisor:1},bCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:16,divisor:1},aCoordFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:8,divisor:1},bCoordFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:16,divisor:1},color:{buffer:t.prop(\"colorBuffer\"),stride:4,offset:0,divisor:1}}},n));try{e=t(a({cull:{enable:!0,face:\"back\"},vert:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec2 aCoord, bCoord, nextCoord, prevCoord;\\nattribute vec4 aColor, bColor;\\nattribute float lineEnd, lineTop;\\n\\nuniform vec2 scale, translate;\\nuniform float thickness, pixelRatio, id, depth;\\nuniform vec4 viewport;\\nuniform float miterLimit, miterMode;\\n\\nvarying vec4 fragColor;\\nvarying vec4 startCutoff, endCutoff;\\nvarying vec2 tangent;\\nvarying vec2 startCoord, endCoord;\\nvarying float enableStartMiter, enableEndMiter;\\n\\nconst float REVERSE_THRESHOLD = -.875;\\nconst float MIN_DIFF = 1e-6;\\n\\n// TODO: possible optimizations: avoid overcalculating all for vertices and calc just one instead\\n// TODO: precalculate dot products, normalize things beforehead etc.\\n// TODO: refactor to rectangular algorithm\\n\\nfloat distToLine(vec2 p, vec2 a, vec2 b) {\\n\\tvec2 diff = b - a;\\n\\tvec2 perp = normalize(vec2(-diff.y, diff.x));\\n\\treturn dot(p - a, perp);\\n}\\n\\nbool isNaN( float val ){\\n  return ( val < 0.0 || 0.0 < val || val == 0.0 ) ? false : true;\\n}\\n\\nvoid main() {\\n\\tvec2 aCoord = aCoord, bCoord = bCoord, prevCoord = prevCoord, nextCoord = nextCoord;\\n\\n  vec2 adjustedScale;\\n  adjustedScale.x = (abs(scale.x) < MIN_DIFF) ? MIN_DIFF : scale.x;\\n  adjustedScale.y = (abs(scale.y) < MIN_DIFF) ? MIN_DIFF : scale.y;\\n\\n  vec2 scaleRatio = adjustedScale * viewport.zw;\\n\\tvec2 normalWidth = thickness / scaleRatio;\\n\\n\\tfloat lineStart = 1. - lineEnd;\\n\\tfloat lineBot = 1. - lineTop;\\n\\n\\tfragColor = (lineStart * aColor + lineEnd * bColor) / 255.;\\n\\n\\tif (isNaN(aCoord.x) || isNaN(aCoord.y) || isNaN(bCoord.x) || isNaN(bCoord.y)) return;\\n\\n\\tif (aCoord == prevCoord) prevCoord = aCoord + normalize(bCoord - aCoord);\\n\\tif (bCoord == nextCoord) nextCoord = bCoord - normalize(bCoord - aCoord);\\n\\n\\tvec2 prevDiff = aCoord - prevCoord;\\n\\tvec2 currDiff = bCoord - aCoord;\\n\\tvec2 nextDiff = nextCoord - bCoord;\\n\\n\\tvec2 prevTangent = normalize(prevDiff * scaleRatio);\\n\\tvec2 currTangent = normalize(currDiff * scaleRatio);\\n\\tvec2 nextTangent = normalize(nextDiff * scaleRatio);\\n\\n\\tvec2 prevNormal = vec2(-prevTangent.y, prevTangent.x);\\n\\tvec2 currNormal = vec2(-currTangent.y, currTangent.x);\\n\\tvec2 nextNormal = vec2(-nextTangent.y, nextTangent.x);\\n\\n\\tvec2 startJoinDirection = normalize(prevTangent - currTangent);\\n\\tvec2 endJoinDirection = normalize(currTangent - nextTangent);\\n\\n\\t// collapsed/unidirectional segment cases\\n\\t// FIXME: there should be more elegant solution\\n\\tvec2 prevTanDiff = abs(prevTangent - currTangent);\\n\\tvec2 nextTanDiff = abs(nextTangent - currTangent);\\n\\tif (max(prevTanDiff.x, prevTanDiff.y) < MIN_DIFF) {\\n\\t\\tstartJoinDirection = currNormal;\\n\\t}\\n\\tif (max(nextTanDiff.x, nextTanDiff.y) < MIN_DIFF) {\\n\\t\\tendJoinDirection = currNormal;\\n\\t}\\n\\tif (aCoord == bCoord) {\\n\\t\\tendJoinDirection = startJoinDirection;\\n\\t\\tcurrNormal = prevNormal;\\n\\t\\tcurrTangent = prevTangent;\\n\\t}\\n\\n\\ttangent = currTangent;\\n\\n\\t//calculate join shifts relative to normals\\n\\tfloat startJoinShift = dot(currNormal, startJoinDirection);\\n\\tfloat endJoinShift = dot(currNormal, endJoinDirection);\\n\\n\\tfloat startMiterRatio = abs(1. / startJoinShift);\\n\\tfloat endMiterRatio = abs(1. / endJoinShift);\\n\\n\\tvec2 startJoin = startJoinDirection * startMiterRatio;\\n\\tvec2 endJoin = endJoinDirection * endMiterRatio;\\n\\n\\tvec2 startTopJoin, startBotJoin, endTopJoin, endBotJoin;\\n\\tstartTopJoin = sign(startJoinShift) * startJoin * .5;\\n\\tstartBotJoin = -startTopJoin;\\n\\n\\tendTopJoin = sign(endJoinShift) * endJoin * .5;\\n\\tendBotJoin = -endTopJoin;\\n\\n\\tvec2 aTopCoord = aCoord + normalWidth * startTopJoin;\\n\\tvec2 bTopCoord = bCoord + normalWidth * endTopJoin;\\n\\tvec2 aBotCoord = aCoord + normalWidth * startBotJoin;\\n\\tvec2 bBotCoord = bCoord + normalWidth * endBotJoin;\\n\\n\\t//miter anti-clipping\\n\\tfloat baClipping = distToLine(bCoord, aCoord, aBotCoord) / dot(normalize(normalWidth * endBotJoin), normalize(normalWidth.yx * vec2(-startBotJoin.y, startBotJoin.x)));\\n\\tfloat abClipping = distToLine(aCoord, bCoord, bTopCoord) / dot(normalize(normalWidth * startBotJoin), normalize(normalWidth.yx * vec2(-endBotJoin.y, endBotJoin.x)));\\n\\n\\t//prevent close to reverse direction switch\\n\\tbool prevReverse = dot(currTangent, prevTangent) <= REVERSE_THRESHOLD && abs(dot(currTangent, prevNormal)) * min(length(prevDiff), length(currDiff)) <  length(normalWidth * currNormal);\\n\\tbool nextReverse = dot(currTangent, nextTangent) <= REVERSE_THRESHOLD && abs(dot(currTangent, nextNormal)) * min(length(nextDiff), length(currDiff)) <  length(normalWidth * currNormal);\\n\\n\\tif (prevReverse) {\\n\\t\\t//make join rectangular\\n\\t\\tvec2 miterShift = normalWidth * startJoinDirection * miterLimit * .5;\\n\\t\\tfloat normalAdjust = 1. - min(miterLimit / startMiterRatio, 1.);\\n\\t\\taBotCoord = aCoord + miterShift - normalAdjust * normalWidth * currNormal * .5;\\n\\t\\taTopCoord = aCoord + miterShift + normalAdjust * normalWidth * currNormal * .5;\\n\\t}\\n\\telse if (!nextReverse && baClipping > 0. && baClipping < length(normalWidth * endBotJoin)) {\\n\\t\\t//handle miter clipping\\n\\t\\tbTopCoord -= normalWidth * endTopJoin;\\n\\t\\tbTopCoord += normalize(endTopJoin * normalWidth) * baClipping;\\n\\t}\\n\\n\\tif (nextReverse) {\\n\\t\\t//make join rectangular\\n\\t\\tvec2 miterShift = normalWidth * endJoinDirection * miterLimit * .5;\\n\\t\\tfloat normalAdjust = 1. - min(miterLimit / endMiterRatio, 1.);\\n\\t\\tbBotCoord = bCoord + miterShift - normalAdjust * normalWidth * currNormal * .5;\\n\\t\\tbTopCoord = bCoord + miterShift + normalAdjust * normalWidth * currNormal * .5;\\n\\t}\\n\\telse if (!prevReverse && abClipping > 0. && abClipping < length(normalWidth * startBotJoin)) {\\n\\t\\t//handle miter clipping\\n\\t\\taBotCoord -= normalWidth * startBotJoin;\\n\\t\\taBotCoord += normalize(startBotJoin * normalWidth) * abClipping;\\n\\t}\\n\\n\\tvec2 aTopPosition = (aTopCoord) * adjustedScale + translate;\\n\\tvec2 aBotPosition = (aBotCoord) * adjustedScale + translate;\\n\\n\\tvec2 bTopPosition = (bTopCoord) * adjustedScale + translate;\\n\\tvec2 bBotPosition = (bBotCoord) * adjustedScale + translate;\\n\\n\\t//position is normalized 0..1 coord on the screen\\n\\tvec2 position = (aTopPosition * lineTop + aBotPosition * lineBot) * lineStart + (bTopPosition * lineTop + bBotPosition * lineBot) * lineEnd;\\n\\n\\tstartCoord = aCoord * scaleRatio + translate * viewport.zw + viewport.xy;\\n\\tendCoord = bCoord * scaleRatio + translate * viewport.zw + viewport.xy;\\n\\n\\tgl_Position = vec4(position  * 2.0 - 1.0, depth, 1);\\n\\n\\tenableStartMiter = step(dot(currTangent, prevTangent), .5);\\n\\tenableEndMiter = step(dot(currTangent, nextTangent), .5);\\n\\n\\t//bevel miter cutoffs\\n\\tif (miterMode == 1.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tvec2 startMiterWidth = vec2(startJoinDirection) * thickness * miterLimit * .5;\\n\\t\\t\\tstartCutoff = vec4(aCoord, aCoord);\\n\\t\\t\\tstartCutoff.zw += vec2(-startJoinDirection.y, startJoinDirection.x) / scaleRatio;\\n\\t\\t\\tstartCutoff = startCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tstartCutoff += viewport.xyxy;\\n\\t\\t\\tstartCutoff += startMiterWidth.xyxy;\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tvec2 endMiterWidth = vec2(endJoinDirection) * thickness * miterLimit * .5;\\n\\t\\t\\tendCutoff = vec4(bCoord, bCoord);\\n\\t\\t\\tendCutoff.zw += vec2(-endJoinDirection.y, endJoinDirection.x)  / scaleRatio;\\n\\t\\t\\tendCutoff = endCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tendCutoff += viewport.xyxy;\\n\\t\\t\\tendCutoff += endMiterWidth.xyxy;\\n\\t\\t}\\n\\t}\\n\\n\\t//round miter cutoffs\\n\\telse if (miterMode == 2.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tvec2 startMiterWidth = vec2(startJoinDirection) * thickness * abs(dot(startJoinDirection, currNormal)) * .5;\\n\\t\\t\\tstartCutoff = vec4(aCoord, aCoord);\\n\\t\\t\\tstartCutoff.zw += vec2(-startJoinDirection.y, startJoinDirection.x) / scaleRatio;\\n\\t\\t\\tstartCutoff = startCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tstartCutoff += viewport.xyxy;\\n\\t\\t\\tstartCutoff += startMiterWidth.xyxy;\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tvec2 endMiterWidth = vec2(endJoinDirection) * thickness * abs(dot(endJoinDirection, currNormal)) * .5;\\n\\t\\t\\tendCutoff = vec4(bCoord, bCoord);\\n\\t\\t\\tendCutoff.zw += vec2(-endJoinDirection.y, endJoinDirection.x)  / scaleRatio;\\n\\t\\t\\tendCutoff = endCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tendCutoff += viewport.xyxy;\\n\\t\\t\\tendCutoff += endMiterWidth.xyxy;\\n\\t\\t}\\n\\t}\\n}\\n\"]),frag:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform float dashLength, pixelRatio, thickness, opacity, id, miterMode;\\nuniform sampler2D dashTexture;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\nvarying vec4 startCutoff, endCutoff;\\nvarying vec2 startCoord, endCoord;\\nvarying float enableStartMiter, enableEndMiter;\\n\\nfloat distToLine(vec2 p, vec2 a, vec2 b) {\\n\\tvec2 diff = b - a;\\n\\tvec2 perp = normalize(vec2(-diff.y, diff.x));\\n\\treturn dot(p - a, perp);\\n}\\n\\nvoid main() {\\n\\tfloat alpha = 1., distToStart, distToEnd;\\n\\tfloat cutoff = thickness * .5;\\n\\n\\t//bevel miter\\n\\tif (miterMode == 1.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tdistToStart = distToLine(gl_FragCoord.xy, startCutoff.xy, startCutoff.zw);\\n\\t\\t\\tif (distToStart < -1.) {\\n\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\t\\t\\talpha *= min(max(distToStart + 1., 0.), 1.);\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tdistToEnd = distToLine(gl_FragCoord.xy, endCutoff.xy, endCutoff.zw);\\n\\t\\t\\tif (distToEnd < -1.) {\\n\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\t\\t\\talpha *= min(max(distToEnd + 1., 0.), 1.);\\n\\t\\t}\\n\\t}\\n\\n\\t// round miter\\n\\telse if (miterMode == 2.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tdistToStart = distToLine(gl_FragCoord.xy, startCutoff.xy, startCutoff.zw);\\n\\t\\t\\tif (distToStart < 0.) {\\n\\t\\t\\t\\tfloat radius = length(gl_FragCoord.xy - startCoord);\\n\\n\\t\\t\\t\\tif(radius > cutoff + .5) {\\n\\t\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\t\\treturn;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\talpha -= smoothstep(cutoff - .5, cutoff + .5, radius);\\n\\t\\t\\t}\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tdistToEnd = distToLine(gl_FragCoord.xy, endCutoff.xy, endCutoff.zw);\\n\\t\\t\\tif (distToEnd < 0.) {\\n\\t\\t\\t\\tfloat radius = length(gl_FragCoord.xy - endCoord);\\n\\n\\t\\t\\t\\tif(radius > cutoff + .5) {\\n\\t\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\t\\treturn;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\talpha -= smoothstep(cutoff - .5, cutoff + .5, radius);\\n\\t\\t\\t}\\n\\t\\t}\\n\\t}\\n\\n\\tfloat t = fract(dot(tangent, gl_FragCoord.xy) / dashLength) * .5 + .25;\\n\\tfloat dash = texture2D(dashTexture, vec2(t, .5)).r;\\n\\n\\tgl_FragColor = fragColor;\\n\\tgl_FragColor.a *= alpha * opacity * 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vec2 pos = (position + translate) * scale\\n      + (positionFract + translateFract) * scale\\n      + (position + translate) * scaleFract\\n      + (positionFract + translateFract) * scaleFract;\\n\\n  gl_Position = vec4(pos * 2. - 1., 0., 1.);\\n\\n  fragColor = color;\\n  fragBorderColor = borderColor;\\n  fragWidth = 1. / gl_PointSize;\\n\\n  fragBorderColorLevel = clamp(borderLevel - borderLevel * borderSize / size, 0., 1.);\\n  fragColorLevel = clamp(borderLevel + (1. - borderLevel) * borderSize / size, 0., 1.);\\n}\\n\"]),this.drawMarker=t(s);var l=c({},o);l.frag=f([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nuniform float opacity;\\n\\nfloat smoothStep(float edge0, float edge1, float x) {\\n\\tfloat t;\\n\\tt = clamp((x - edge0) / (edge1 - edge0), 0.0, 1.0);\\n\\treturn t * t * (3.0 - 2.0 * t);\\n}\\n\\nvoid main() {\\n\\tfloat radius, alpha = 1.0, delta = fragWidth;\\n\\n\\tradius 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paletteSize, scale, scaleFract, translate, translateFract;\\nuniform sampler2D paletteTexture;\\n\\nconst float maxSize = 100.;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nfloat pointSizeScale = (constPointSize) ? 2. : pixelRatio;\\n\\nbool isDirect = (paletteSize.x < 1.);\\n\\nvec4 getColor(vec4 id) {\\n  return isDirect ? id / 255. : texture2D(paletteTexture,\\n    vec2(\\n      (id.x + .5) / paletteSize.x,\\n      (id.y + .5) / paletteSize.y\\n    )\\n  );\\n}\\n\\nvoid main() {\\n  // ignore inactive points\\n  if (isActive == 0.) return;\\n\\n  vec2 position = vec2(x, y);\\n  vec2 positionFract = vec2(xFract, yFract);\\n\\n  vec4 color = getColor(colorId);\\n  vec4 borderColor = getColor(borderColorId);\\n\\n  float size = size * maxSize / 255.;\\n  float borderSize = borderSize * maxSize / 255.;\\n\\n  gl_PointSize = (size + borderSize) * pointSizeScale;\\n\\n  vec2 pos = (position + translate) * scale\\n      + (positionFract + translateFract) * scale\\n      + (position + translate) * scaleFract\\n      + (positionFract + translateFract) * scaleFract;\\n\\n  gl_Position = vec4(pos * 2. - 1., 0., 1.);\\n\\n  fragBorderRadius = 1. - 2. * borderSize / (size + borderSize);\\n  fragColor = color;\\n  fragBorderColor = borderColor.a == 0. || borderSize == 0. ? vec4(color.rgb, 0.) : borderColor;\\n  fragWidth = 1. / gl_PointSize;\\n}\\n\"]),v&&(l.frag=l.frag.replace(\"smoothstep\",\"smoothStep\"),s.frag=s.frag.replace(\"smoothstep\",\"smoothStep\")),this.drawCircle=t(l)}x.defaults={color:\"black\",borderColor:\"transparent\",borderSize:0,size:12,opacity:1,marker:void 0,viewport:null,range:null,pixelSize:null,count:0,offset:0,bounds:null,positions:[],snap:1e4},x.prototype.render=function(){return arguments.length&&this.update.apply(this,arguments),this.draw(),this},x.prototype.draw=function(){for(var t=this,e=arguments.length,r=new Array(e),n=0;n<e;n++)r[n]=arguments[n];var i=this.groups;if(1===r.length&&Array.isArray(r[0])&&(null===r[0][0]||Array.isArray(r[0][0]))&&(r=r[0]),this.regl._refresh(),r.length)for(var a=0;a<r.length;a++)this.drawItem(a,r[a]);else i.forEach((function(e,r){t.drawItem(r)}));return this},x.prototype.drawItem=function(t,e){var r,n=this.groups,o=n[t];if(\"number\"==typeof e&&(t=e,o=n[e],e=null),o&&o.count&&o.opacity){o.activation[0]&&this.drawCircle(this.getMarkerDrawOptions(0,o,e));for(var s=[],l=1;l<o.activation.length;l++)o.activation[l]&&(!0===o.activation[l]||o.activation[l].data.length)&&s.push.apply(s,function(t){if(Array.isArray(t))return a(t)}(r=this.getMarkerDrawOptions(l,o,e))||function(t){if(\"undefined\"!=typeof Symbol&&null!=t[Symbol.iterator]||null!=t[\"@@iterator\"])return Array.from(t)}(r)||i(r)||function(){throw new TypeError(\"Invalid attempt to spread non-iterable instance.\\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.\")}());s.length&&this.drawMarker(s)}},x.prototype.getMarkerDrawOptions=function(t,e,r){var i=e.range,a=e.tree,o=e.viewport,s=e.activation,l=e.selectionBuffer,u=e.count;if(this.regl,!a)return r?[c({},e,{markerTexture:this.markerTextures[t],activation:s[t],count:r.length,elements:r,offset:0})]:[c({},e,{markerTexture:this.markerTextures[t],activation:s[t],offset:0})];var f=[],h=a.range(i,{lod:!0,px:[(i[2]-i[0])/o.width,(i[3]-i[1])/o.height]});if(r){for(var p=s[t].data,d=new Uint8Array(u),v=0;v<r.length;v++){var g=r[v];d[g]=p?p[g]:1}l.subdata(d)}for(var y=h.length;y--;){var m=n(h[y],2),x=m[0],b=m[1];f.push(c({},e,{markerTexture:this.markerTextures[t],activation:r?l:s[t],offset:x,count:b-x}))}return f},x.prototype.update=function(){for(var t=this,e=arguments.length,r=new Array(e),n=0;n<e;n++)r[n]=arguments[n];if(r.length){1===r.length&&Array.isArray(r[0])&&(r=r[0]);var i=this.groups,a=this.gl,o=this.regl,l=this.maxSize,f=this.maxColors,v=this.palette;this.groups=i=r.map((function(e,r){var n=i[r];if(void 0===e)return n;null===e?e={positions:null}:\"function\"==typeof e?e={ondraw:e}:\"number\"==typeof e[0]&&(e={positions:e}),null===(e=h(e,{positions:\"positions data points\",snap:\"snap cluster lod tree\",size:\"sizes size radius\",borderSize:\"borderSizes borderSize border-size bordersize borderWidth borderWidths border-width borderwidth stroke-width strokeWidth strokewidth outline\",color:\"colors color fill fill-color fillColor\",borderColor:\"borderColors borderColor stroke stroke-color strokeColor\",marker:\"markers marker shape\",range:\"range dataBox databox\",viewport:\"viewport viewPort viewBox viewbox\",opacity:\"opacity alpha transparency\",bounds:\"bound bounds boundaries limits\",tooManyColors:\"tooManyColors palette paletteMode optimizePalette enablePalette\"})).positions&&(e.positions=[]),null!=e.tooManyColors&&(t.tooManyColors=e.tooManyColors),n||(i[r]=n={id:r,scale:null,translate:null,scaleFract:null,translateFract:null,activation:[],selectionBuffer:o.buffer({data:new Uint8Array(0),usage:\"stream\",type:\"uint8\"}),sizeBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),colorBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),positionBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"}),positionFractBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"})},e=c({},x.defaults,e)),e.positions&&!(\"marker\"in e)&&(e.marker=n.marker,delete n.marker),e.marker&&!(\"positions\"in e)&&(e.positions=n.positions,delete n.positions);var m=0,b=0;if(p(n,e,[{snap:!0,size:function(t,e){return null==t&&(t=x.defaults.size),m+=t&&t.length?1:0,t},borderSize:function(t,e){return null==t&&(t=x.defaults.borderSize),m+=t&&t.length?1:0,t},opacity:parseFloat,color:function(e,r){return null==e&&(e=x.defaults.color),e=t.updateColor(e),b++,e},borderColor:function(e,r){return null==e&&(e=x.defaults.borderColor),e=t.updateColor(e),b++,e},bounds:function(t,e,r){return\"range\"in r||(r.range=null),t},positions:function(t,e,r){var n=e.snap,i=e.positionBuffer,a=e.positionFractBuffer,l=e.selectionBuffer;if(t.x||t.y)return t.x.length?e.xAttr={buffer:o.buffer(t.x),offset:0,stride:4,count:t.x.length}:e.xAttr={buffer:t.x.buffer,offset:4*t.x.offset||0,stride:4*(t.x.stride||1),count:t.x.count},t.y.length?e.yAttr={buffer:o.buffer(t.y),offset:0,stride:4,count:t.y.length}:e.yAttr={buffer:t.y.buffer,offset:4*t.y.offset||0,stride:4*(t.y.stride||1),count:t.y.count},e.count=Math.max(e.xAttr.count,e.yAttr.count),t;t=d(t,\"float64\");var c=e.count=Math.floor(t.length/2),f=e.bounds=c?s(t,2):null;if(r.range||e.range||(delete e.range,r.range=f),r.marker||e.marker||(delete e.marker,r.marker=null),n&&(!0===n||c>n)?e.tree=u(t,{bounds:f}):n&&n.length&&(e.tree=n),e.tree){var h={primitive:\"points\",usage:\"static\",data:e.tree,type:\"uint32\"};e.elements?e.elements(h):e.elements=o.elements(h)}var p=g.float32(t);return i({data:p,usage:\"dynamic\"}),a({data:g.fract32(t,p),usage:\"dynamic\"}),l({data:new Uint8Array(c),type:\"uint8\",usage:\"stream\"}),t}},{marker:function(e,r,n){var i=r.activation;if(i.forEach((function(t){return t&&t.destroy&&t.destroy()})),i.length=0,e&&\"number\"!=typeof e[0]){for(var a=[],s=0,l=Math.min(e.length,r.count);s<l;s++){var u=t.addMarker(e[s]);a[u]||(a[u]=new Uint8Array(r.count)),a[u][s]=1}for(var c=0;c<a.length;c++)if(a[c]){var f={data:a[c],type:\"uint8\",usage:\"static\"};i[c]?i[c](f):i[c]=o.buffer(f),i[c].data=a[c]}}else i[t.addMarker(e)]=!0;return e},range:function(t,e,r){var n=e.bounds;if(n)return t||(t=n),e.scale=[1/(t[2]-t[0]),1/(t[3]-t[1])],e.translate=[-t[0],-t[1]],e.scaleFract=g.fract(e.scale),e.translateFract=g.fract(e.translate),t},viewport:function(t){return y(t||[a.drawingBufferWidth,a.drawingBufferHeight])}}]),m){var _=n,w=_.count,T=_.size,k=_.borderSize,A=_.sizeBuffer,M=new Uint8Array(2*w);if(T.length||k.length)for(var S=0;S<w;S++)M[2*S]=Math.round(255*(null==T[S]?T:T[S])/l),M[2*S+1]=Math.round(255*(null==k[S]?k:k[S])/l);A({data:M,usage:\"dynamic\"})}if(b){var E,L=n,C=L.count,P=L.color,O=L.borderColor,I=L.colorBuffer;if(t.tooManyColors){if(P.length||O.length){E=new Uint8Array(8*C);for(var D=0;D<C;D++){var z=P[D];E[8*D]=v[4*z],E[8*D+1]=v[4*z+1],E[8*D+2]=v[4*z+2],E[8*D+3]=v[4*z+3];var R=O[D];E[8*D+4]=v[4*R],E[8*D+5]=v[4*R+1],E[8*D+6]=v[4*R+2],E[8*D+7]=v[4*R+3]}}}else if(P.length||O.length){E=new Uint8Array(4*C+2);for(var F=0;F<C;F++)null!=P[F]&&(E[4*F]=P[F]%f,E[4*F+1]=Math.floor(P[F]/f)),null!=O[F]&&(E[4*F+2]=O[F]%f,E[4*F+3]=Math.floor(O[F]/f))}I({data:E||new Uint8Array(0),type:\"uint8\",usage:\"dynamic\"})}return n}))}},x.prototype.addMarker=function(t){var e,r=this.markerTextures,n=this.regl,i=this.markerCache,a=null==t?0:i.indexOf(t);if(a>=0)return a;if(t instanceof Uint8Array||t instanceof Uint8ClampedArray)e=t;else{e=new Uint8Array(t.length);for(var o=0,s=t.length;o<s;o++)e[o]=255*t[o]}var l=Math.floor(Math.sqrt(e.length));return a=r.length,i.push(t),r.push(n.texture({channels:1,data:e,radius:l,mag:\"linear\",min:\"linear\"})),a},x.prototype.updateColor=function(t){var e=this.paletteIds,r=this.palette,n=this.maxColors;Array.isArray(t)||(t=[t]);var i=[];if(\"number\"==typeof t[0]){var a=[];if(Array.isArray(t))for(var s=0;s<t.length;s+=4)a.push(t.slice(s,s+4));else for(var u=0;u<t.length;u+=4)a.push(t.subarray(u,u+4));t=a}for(var c=0;c<t.length;c++){var f=t[c];f=o(f,\"uint8\");var h=l(f,!1);if(null==e[h]){var p=r.length;e[h]=Math.floor(p/4),r[p]=f[0],r[p+1]=f[1],r[p+2]=f[2],r[p+3]=f[3]}i[c]=e[h]}return!this.tooManyColors&&r.length>4*n&&(this.tooManyColors=!0),this.updatePalette(r),1===i.length?i[0]:i},x.prototype.updatePalette=function(t){if(!this.tooManyColors){var e=this.maxColors,r=this.paletteTexture,n=Math.ceil(.25*t.length/e);if(n>1)for(var i=.25*(t=t.slice()).length%e;i<n*e;i++)t.push(0,0,0,0);r.height<n&&r.resize(e,n),r.subimage({width:Math.min(.25*t.length,e),height:n,data:t},0,0)}},x.prototype.destroy=function(){return this.groups.forEach((function(t){t.sizeBuffer.destroy(),t.positionBuffer.destroy(),t.positionFractBuffer.destroy(),t.colorBuffer.destroy(),t.activation.forEach((function(t){return t&&t.destroy&&t.destroy()})),t.selectionBuffer.destroy(),t.elements&&t.elements.destroy()})),this.groups.length=0,this.paletteTexture.destroy(),this.markerTextures.forEach((function(t){return t&&t.destroy&&t.destroy()})),this};var b=r(50896);t.exports=function(t,e){var r=new m(t,e),n=r.render.bind(r);return b(n,{render:n,update:r.update.bind(r),draw:r.draw.bind(r),destroy:r.destroy.bind(r),regl:r.regl,gl:r.gl,canvas:r.gl.canvas,groups:r.groups,markers:r.markerCache,palette:r.palette}),n}},55795:function(t,e,r){\"use strict\";var n=r(38540),i=r(55616),a=r(76752),o=r(3951),s=r(67752),l=r(51160),u=r(47520);function c(t,e){if(!(this instanceof c))return new c(t,e);this.traces=[],this.passes={},this.regl=t,this.scatter=n(t),this.canvas=this.scatter.canvas}function f(t,e,r){return(null!=t.id?t.id:t)<<16|(255&e)<<8|255&r}function h(t,e,r){var n,i,a,o,s=t[e],l=t[r];return s.length>2?(s[0],s[2],n=s[1],i=s[3]):s.length?(n=s[0],i=s[1]):(s.x,n=s.y,s.x,s.width,i=s.y+s.height),l.length>2?(a=l[0],o=l[2],l[1],l[3]):l.length?(a=l[0],o=l[1]):(a=l.x,l.y,o=l.x+l.width,l.y,l.height),[a,n,o,i]}function p(t){if(\"number\"==typeof t)return[t,t,t,t];if(2===t.length)return[t[0],t[1],t[0],t[1]];var e=l(t);return[e.x,e.y,e.x+e.width,e.y+e.height]}t.exports=c,c.prototype.render=function(){for(var t,e=this,r=[],n=arguments.length;n--;)r[n]=arguments[n];return r.length&&(t=this).update.apply(t,r),this.regl.attributes.preserveDrawingBuffer?this.draw():(this.dirty?null==this.planned&&(this.planned=o((function(){e.draw(),e.dirty=!0,e.planned=null}))):(this.draw(),this.dirty=!0,o((function(){e.dirty=!1}))),this)},c.prototype.update=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];if(e.length){for(var n=0;n<e.length;n++)this.updateItem(n,e[n]);this.traces=this.traces.filter(Boolean);for(var i=[],a=0,o=0;o<this.traces.length;o++){for(var s=this.traces[o],l=this.traces[o].passes,u=0;u<l.length;u++)i.push(this.passes[l[u]]);s.passOffset=a,a+=s.passes.length}return(t=this.scatter).update.apply(t,i),this}},c.prototype.updateItem=function(t,e){var r=this.regl;if(null===e)return this.traces[t]=null,this;if(!e)return this;var n,o=i(e,{data:\"data items columns rows values 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Uint8Array}),color:\"black\",marker:null,size:12,borderColor:\"transparent\",borderSize:1,viewport:l([r._gl.drawingBufferWidth,r._gl.drawingBufferHeight]),padding:[0,0,0,0],opacity:1,diagonal:!0,upper:!0,lower:!0});if(null!=o.color&&(s.color=o.color),null!=o.size&&(s.size=o.size),null!=o.marker&&(s.marker=o.marker),null!=o.borderColor&&(s.borderColor=o.borderColor),null!=o.borderSize&&(s.borderSize=o.borderSize),null!=o.opacity&&(s.opacity=o.opacity),o.viewport&&(s.viewport=l(o.viewport)),null!=o.diagonal&&(s.diagonal=o.diagonal),null!=o.upper&&(s.upper=o.upper),null!=o.lower&&(s.lower=o.lower),o.data){s.buffer(u(o.data)),s.columns=o.data.length,s.count=o.data[0].length,s.bounds=[];for(var c=0;c<s.columns;c++)s.bounds[c]=a(o.data[c],1)}o.range&&(s.range=o.range,n=s.range&&\"number\"!=typeof s.range[0]),o.domain&&(s.domain=o.domain);var d=!1;null!=o.padding&&(Array.isArray(o.padding)&&o.padding.length===s.columns&&\"number\"==typeof o.padding[o.padding.length-1]?(s.padding=o.padding.map(p),d=!0):s.padding=p(o.padding));var v=s.columns,g=s.count,y=s.viewport.width,m=s.viewport.height,x=s.viewport.x,b=s.viewport.y,_=y/v,w=m/v;s.passes=[];for(var T=0;T<v;T++)for(var k=0;k<v;k++)if((s.diagonal||k!==T)&&(s.upper||!(T>k))&&(s.lower||!(T<k))){var A=f(s.id,T,k),M=this.passes[A]||(this.passes[A]={});if(o.data&&(o.transpose?M.positions={x:{buffer:s.buffer,offset:k,count:g,stride:v},y:{buffer:s.buffer,offset:T,count:g,stride:v}}:M.positions={x:{buffer:s.buffer,offset:k*g,count:g},y:{buffer:s.buffer,offset:T*g,count:g}},M.bounds=h(s.bounds,T,k)),o.domain||o.viewport||o.data){var S=d?h(s.padding,T,k):s.padding;if(s.domain){var E=h(s.domain,T,k),L=E[0],C=E[1],P=E[2],O=E[3];M.viewport=[x+L*y+S[0],b+C*m+S[1],x+P*y-S[2],b+O*m-S[3]]}else M.viewport=[x+k*_+_*S[0],b+T*w+w*S[1],x+(k+1)*_-_*S[2],b+(T+1)*w-w*S[3]]}o.color&&(M.color=s.color),o.size&&(M.size=s.size),o.marker&&(M.marker=s.marker),o.borderSize&&(M.borderSize=s.borderSize),o.borderColor&&(M.borderColor=s.borderColor),o.opacity&&(M.opacity=s.opacity),o.range&&(M.range=n?h(s.range,T,k):s.range||M.bounds),s.passes.push(A)}return this},c.prototype.draw=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];if(e.length){for(var n=[],i=0;i<e.length;i++)if(\"number\"==typeof e[i]){var a=this.traces[e[i]],o=a.passes,l=a.passOffset;n.push.apply(n,s(l,l+o.length))}else if(e[i].length){var u=e[i],c=this.traces[i],f=c.passes,h=c.passOffset;f=f.map((function(t,e){n[h+e]=u}))}(t=this.scatter).draw.apply(t,n)}else this.scatter.draw();return this},c.prototype.destroy=function(){return this.traces.forEach((function(t){t.buffer&&t.buffer.destroy&&t.buffer.destroy()})),this.traces=null,this.passes=null,this.scatter.destroy(),this}},28624:function(t){t.exports=function(){function t(t,e){this.id=W++,this.type=t,this.data=e}function e(t){if(0===t.length)return[];var r=t.charAt(0),n=t.charAt(t.length-1);if(1<t.length&&r===n&&('\"'===r||\"'\"===r))return['\"'+t.substr(1,t.length-2).replace(/\\\\/g,\"\\\\\\\\\").replace(/\"/g,'\\\\\"')+'\"'];if(r=/\\[(false|true|null|\\d+|'[^']*'|\"[^\"]*\")\\]/.exec(t))return e(t.substr(0,r.index)).concat(e(r[1])).concat(e(t.substr(r.index+r[0].length)));if(1===(r=t.split(\".\")).length)return['\"'+t.replace(/\\\\/g,\"\\\\\\\\\").replace(/\"/g,'\\\\\"')+'\"'];for(t=[],n=0;n<r.length;++n)t=t.concat(e(r[n]));return t}function r(t){return\"[\"+e(t).join(\"][\")+\"]\"}function n(t){return\"string\"==typeof t?t.split():t}function i(t){return\"string\"==typeof t?document.querySelector(t):t}function a(t){var e,r,a,o,s=t||{};t={};var 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return(t=e.year()+(e.year()<0?1:0))%4==3||t%4==-1},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear),13},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(13===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return(t=i.year())<0&&t++,i.day()+30*(i.month()-1)+365*(t-1)+Math.floor(t/4)+this.jdEpoch-1},fromJD:function(t){var e=Math.floor(t)+.5-this.jdEpoch,r=Math.floor((e-Math.floor((e+366)/1461))/365)+1;r<=0&&r--,e=Math.floor(t)+.5-this.newDate(r,1,1).toJD();var n=Math.floor(e/30)+1,i=e-30*(n-1)+1;return 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this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),13},daysInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),400},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/8)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]},daysInWeek:function(){return 8},dayOfWeek:function(t,e,r){return(this._validate(t,e,r,n.local.invalidDate).day()+1)%8},weekDay:function(t,e,r){var n=this.dayOfWeek(t,e,r);return n>=2&&n<=6},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return{century:o[Math.floor((i.year()-1)/100)+1]||\"\"}},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year()+(i.year()<0?1:0),e=i.month(),(r=i.day())+(e>1?16:0)+(e>2?32*(e-2):0)+400*(t-1)+this.jdEpoch-1},fromJD:function(t){t=Math.floor(t+.5)-Math.floor(this.jdEpoch)-1;var e=Math.floor(t/400)+1;t-=400*(e-1),t+=t>15?16:0;var r=Math.floor(t/32)+1,n=t-32*(r-1)+1;return this.newDate(e<=0?e-1:e,r,n)}});var o={20:\"Fruitbat\",21:\"Anchovy\"};n.calendars.discworld=a},65168:function(t,e,r){var n=r(38700),i=r(50896);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear),13},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(13===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return(t=i.year())<0&&t++,i.day()+30*(i.month()-1)+365*(t-1)+Math.floor(t/4)+this.jdEpoch-1},fromJD:function(t){var e=Math.floor(t)+.5-this.jdEpoch,r=Math.floor((e-Math.floor((e+366)/1461))/365)+1;r<=0&&r--,e=Math.floor(t)+.5-this.newDate(r,1,1).toJD();var n=Math.floor(e/30)+1,i=e-30*(n-1)+1;return this.newDate(r,n,i)}}),n.calendars.ethiopian=a},2084:function(t,e,r){var n=r(38700),i=r(50896);function 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return this._leapYear(e.year())},_leapYear:function(t){return o(7*(t=t<0?t+1:t)+1,19)<7},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),this._leapYear(t.year?t.year():t)?13:12},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){return t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year(),this.toJD(-1===t?1:t+1,7,1)-this.toJD(t,7,1)},daysInMonth:function(t,e){return t.year&&(e=t.month(),t=t.year()),this._validate(t,e,this.minDay,n.local.invalidMonth),12===e&&this.leapYear(t)||8===e&&5===o(this.daysInYear(t),10)?30:9===e&&3===o(this.daysInYear(t),10)?29:this.daysPerMonth[e-1]},weekDay:function(t,e,r){return 6!==this.dayOfWeek(t,e,r)},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return{yearType:(this.leapYear(i)?\"embolismic\":\"common\")+\" \"+[\"deficient\",\"regular\",\"complete\"][this.daysInYear(i)%10-3]}},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t<=0?t+1:t,o=this.jdEpoch+this._delay1(a)+this._delay2(a)+r+1;if(e<7){for(var s=7;s<=this.monthsInYear(t);s++)o+=this.daysInMonth(t,s);for(s=1;s<e;s++)o+=this.daysInMonth(t,s)}else for(s=7;s<e;s++)o+=this.daysInMonth(t,s);return o},_delay1:function(t){var e=Math.floor((235*t-234)/19),r=12084+13753*e,n=29*e+Math.floor(r/25920);return o(3*(n+1),7)<3&&n++,n},_delay2:function(t){var e=this._delay1(t-1),r=this._delay1(t);return this._delay1(t+1)-r==356?2:r-e==382?1:0},fromJD:function(t){t=Math.floor(t)+.5;for(var e=Math.floor(98496*(t-this.jdEpoch)/35975351)-1;t>=this.toJD(-1===e?1:e+1,7,1);)e++;for(var r=t<this.toJD(e,1,1)?7:1;t>this.toJD(e,r,this.daysInMonth(e,r));)r++;var n=t-this.toJD(e,r,1)+1;return 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e=Math.floor((30*(t-this.jdEpoch)+10646)/10631);e=e<=0?e-1:e;var r=Math.min(12,Math.ceil((t-29-this.toJD(e,1,1))/29.5)+1),n=t-this.toJD(e,r,1)+1;return this.newDate(e,r,n)}}),n.calendars.islamic=a},24747:function(t,e,r){var n=r(38700),i=r(50896);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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n.add(4-(n.dayOfWeek()||7),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year(),e=i.month(),r=i.day(),t<0&&t++,e<=2&&(t--,e+=12),Math.floor(365.25*(t+4716))+Math.floor(30.6001*(e+1))+r-1524.5},fromJD:function(t){var e=Math.floor(t+.5)+1524,r=Math.floor((e-122.1)/365.25),n=Math.floor(365.25*r),i=Math.floor((e-n)/30.6001),a=i-Math.floor(i<14?1:13),o=r-Math.floor(a>2?4716:4715),s=e-n-Math.floor(30.6001*i);return o<=0&&o--,this.newDate(o,a,s)}}),n.calendars.julian=a},65616:function(t,e,r){var n=r(38700),i=r(50896);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}function o(t,e){return t-e*Math.floor(t/e)}function s(t,e){return o(t-1,e)+1}a.prototype=new 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this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),!1},formatYear:function(t){t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year();var e=Math.floor(t/400);return t%=400,t+=t<0?400:0,e+\".\"+Math.floor(t/20)+\".\"+t%20},forYear:function(t){if((t=t.split(\".\")).length<3)throw\"Invalid Mayan year\";for(var e=0,r=0;r<t.length;r++){var n=parseInt(t[r],10);if(Math.abs(n)>19||r>0&&n<0)throw\"Invalid Mayan year\";e=20*e+n}return e},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),18},weekOfYear:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate),0},daysInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),360},daysInMonth:function(t,e){return this._validate(t,e,this.minDay,n.local.invalidMonth),20},daysInWeek:function(){return 5},dayOfWeek:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate).day()},weekDay:function(t,e,r){return 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o=n.instance(\"gregorian\");i(a.prototype,{name:\"Nanakshahi\",jdEpoch:2257673.5,daysPerMonth:[31,31,31,31,31,30,30,30,30,30,30,30],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Nanakshahi\",epochs:[\"BN\",\"AN\"],monthNames:[\"Chet\",\"Vaisakh\",\"Jeth\",\"Harh\",\"Sawan\",\"Bhadon\",\"Assu\",\"Katak\",\"Maghar\",\"Poh\",\"Magh\",\"Phagun\"],monthNamesShort:[\"Che\",\"Vai\",\"Jet\",\"Har\",\"Saw\",\"Bha\",\"Ass\",\"Kat\",\"Mgr\",\"Poh\",\"Mgh\",\"Pha\"],dayNames:[\"Somvaar\",\"Mangalvar\",\"Budhvaar\",\"Veervaar\",\"Shukarvaar\",\"Sanicharvaar\",\"Etvaar\"],dayNamesShort:[\"Som\",\"Mangal\",\"Budh\",\"Veer\",\"Shukar\",\"Sanichar\",\"Et\"],dayNamesMin:[\"So\",\"Ma\",\"Bu\",\"Ve\",\"Sh\",\"Sa\",\"Et\"],digits:null,dateFormat:\"dd-mm-yyyy\",firstDay:0,isRTL:!1}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear);return o.leapYear(e.year()+(e.year()<1?1:0)+1469)},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(1-(n.dayOfWeek()||7),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidMonth);(t=i.year())<0&&t++;for(var a=i.day(),s=1;s<i.month();s++)a+=this.daysPerMonth[s-1];return a+o.toJD(t+1468,3,13)},fromJD:function(t){t=Math.floor(t+.5);for(var e=Math.floor((t-(this.jdEpoch-1))/366);t>=this.toJD(e+1,1,1);)e++;for(var r=t-Math.floor(this.toJD(e,1,1)+.5)+1,n=1;r>this.daysInMonth(e,n);)r-=this.daysInMonth(e,n),n++;return this.newDate(e,n,r)}}),n.calendars.nanakshahi=a},73040:function(t,e,r){var n=r(38700),i=r(50896);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Nepali\",jdEpoch:1700709.5,daysPerMonth:[31,31,32,32,31,30,30,29,30,29,30,30],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,daysPerYear:365,regionalOptions:{\"\":{name:\"Nepali\",epochs:[\"BBS\",\"ABS\"],monthNames:[\"Baisakh\",\"Jestha\",\"Ashadh\",\"Shrawan\",\"Bhadra\",\"Ashwin\",\"Kartik\",\"Mangsir\",\"Paush\",\"Mangh\",\"Falgun\",\"Chaitra\"],monthNamesShort:[\"Bai\",\"Je\",\"As\",\"Shra\",\"Bha\",\"Ash\",\"Kar\",\"Mang\",\"Pau\",\"Ma\",\"Fal\",\"Chai\"],dayNames:[\"Aaitabaar\",\"Sombaar\",\"Manglbaar\",\"Budhabaar\",\"Bihibaar\",\"Shukrabaar\",\"Shanibaar\"],dayNamesShort:[\"Aaita\",\"Som\",\"Mangl\",\"Budha\",\"Bihi\",\"Shukra\",\"Shani\"],dayNamesMin:[\"Aai\",\"So\",\"Man\",\"Bu\",\"Bi\",\"Shu\",\"Sha\"],digits:null,dateFormat:\"dd/mm/yyyy\",firstDay:1,isRTL:!1}},leapYear:function(t){return this.daysInYear(t)!==this.daysPerYear},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){if(t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year(),void 0===this.NEPALI_CALENDAR_DATA[t])return this.daysPerYear;for(var e=0,r=this.minMonth;r<=12;r++)e+=this.NEPALI_CALENDAR_DATA[t][r];return e},daysInMonth:function(t,e){return t.year&&(e=t.month(),t=t.year()),this._validate(t,e,this.minDay,n.local.invalidMonth),void 0===this.NEPALI_CALENDAR_DATA[t]?this.daysPerMonth[e-1]:this.NEPALI_CALENDAR_DATA[t][e]},weekDay:function(t,e,r){return 6!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=n.instance(),o=0,s=e,l=t;this._createMissingCalendarData(t);var u=t-(s>9||9===s&&r>=this.NEPALI_CALENDAR_DATA[l][0]?56:57);for(9!==e&&(o=r,s--);9!==s;)s<=0&&(s=12,l--),o+=this.NEPALI_CALENDAR_DATA[l][s],s--;return 9===e?(o+=r-this.NEPALI_CALENDAR_DATA[l][0])<0&&(o+=a.daysInYear(u)):o+=this.NEPALI_CALENDAR_DATA[l][9]-this.NEPALI_CALENDAR_DATA[l][0],a.newDate(u,1,1).add(o,\"d\").toJD()},fromJD:function(t){var e=n.instance().fromJD(t),r=e.year(),i=e.dayOfYear(),a=r+56;this._createMissingCalendarData(a);for(var o=9,s=this.NEPALI_CALENDAR_DATA[a][0],l=this.NEPALI_CALENDAR_DATA[a][o]-s+1;i>l;)++o>12&&(o=1,a++),l+=this.NEPALI_CALENDAR_DATA[a][o];var u=this.NEPALI_CALENDAR_DATA[a][o]-(l-i);return this.newDate(a,o,u)},_createMissingCalendarData:function(t){var e=this.daysPerMonth.slice(0);e.unshift(17);for(var r=t-1;r<t+2;r++)void 0===this.NEPALI_CALENDAR_DATA[r]&&(this.NEPALI_CALENDAR_DATA[r]=e)},NEPALI_CALENDAR_DATA:{1970:[18,31,31,32,31,31,31,30,29,30,29,30,30],1971:[18,31,31,32,31,32,30,30,29,30,29,30,30],1972:[17,31,32,31,32,31,30,30,30,29,29,30,30],1973:[19,30,32,31,32,31,30,30,30,29,30,29,31],1974:[19,31,31,32,30,31,31,30,29,30,29,30,30],1975:[18,31,31,32,32,30,31,30,29,30,29,30,30],1976:[17,31,32,31,32,31,30,30,30,29,29,30,31],1977:[18,31,32,31,32,31,31,29,30,29,30,29,31],1978:[18,31,31,32,31,31,31,30,29,30,29,30,30],1979:[18,31,31,32,32,31,30,30,29,30,29,30,30],1980:[17,31,32,31,32,31,30,30,30,29,29,30,31],1981:[18,31,31,31,32,31,31,29,30,30,29,30,30],1982:[18,31,31,32,31,31,31,30,29,30,29,30,30],1983:[18,31,31,32,32,31,30,30,29,30,29,30,30],1984:[17,31,32,31,32,31,30,30,30,29,29,30,31],1985:[18,31,31,31,32,31,31,29,30,30,29,30,30],1986:[18,31,31,32,31,31,31,30,29,30,29,30,30],1987:[18,31,32,31,32,31,30,30,29,30,29,30,30],1988:[17,31,32,31,32,31,30,30,30,29,29,30,31],1989:[18,31,31,31,32,31,31,30,29,30,29,30,30],1990:[18,31,31,32,31,31,31,30,29,30,29,30,30],1991:[18,31,32,31,32,31,30,30,29,30,29,30,30],1992:[17,31,32,31,32,31,30,30,30,29,30,29,31],1993:[18,31,31,31,32,31,31,30,29,30,29,30,30],1994:[18,31,31,32,31,31,31,30,29,30,29,30,30],1995:[17,31,32,31,32,31,30,30,30,29,29,30,30],1996:[17,31,32,31,32,31,30,30,30,29,30,29,31],1997:[18,31,31,32,31,31,31,30,29,30,29,30,30],1998:[18,31,31,32,31,31,31,30,29,30,29,30,30],1999:[17,31,32,31,32,31,30,30,30,29,29,30,31],2e3:[17,30,32,31,32,31,30,30,30,29,30,29,31],2001:[18,31,31,32,31,31,31,30,29,30,29,30,30],2002:[18,31,31,32,32,31,30,30,29,30,29,30,30],2003:[17,31,32,31,32,31,30,30,30,29,29,30,31],2004:[17,30,32,31,32,31,30,30,30,29,30,29,31],2005:[18,31,31,32,31,31,31,30,29,30,29,30,30],2006:[18,31,31,32,32,31,30,30,29,30,29,30,30],2007:[17,31,32,31,32,31,30,30,30,29,29,30,31],2008:[17,31,31,31,32,31,31,29,30,30,29,29,31],2009:[18,31,31,32,31,31,31,30,29,30,29,30,30],2010:[18,31,31,32,32,31,30,30,29,30,29,30,30],2011:[17,31,32,31,32,31,30,30,30,29,29,30,31],2012:[17,31,31,31,32,31,31,29,30,30,29,30,30],2013:[18,31,31,32,31,31,31,30,29,30,29,30,30],2014:[18,31,31,32,32,31,30,30,29,30,29,30,30],2015:[17,31,32,31,32,31,30,30,30,29,29,30,31],2016:[17,31,31,31,32,31,31,29,30,30,29,30,30],2017:[18,31,31,32,31,31,31,30,29,30,29,30,30],2018:[18,31,32,31,32,31,30,30,29,30,29,30,30],2019:[17,31,32,31,32,31,30,30,30,29,30,29,31],2020:[17,31,31,31,32,31,31,30,29,30,29,30,30],2021:[18,31,31,32,31,31,31,30,29,30,29,30,30],2022:[17,31,32,31,32,31,30,30,30,29,29,30,30],2023:[17,31,32,31,32,31,30,30,30,29,30,29,31],2024:[17,31,31,31,32,31,31,30,29,30,29,30,30],2025:[18,31,31,32,31,31,31,30,29,30,29,30,30],2026:[17,31,32,31,32,31,30,30,30,29,29,30,31],2027:[17,30,32,31,32,31,30,30,30,29,30,29,31],2028:[17,31,31,32,31,31,31,30,29,30,29,30,30],2029:[18,31,31,32,31,32,30,30,29,30,29,30,30],2030:[17,31,32,31,32,31,30,30,30,30,30,30,31],2031:[17,31,32,31,32,31,31,31,31,31,31,31,31],2032:[17,32,32,32,32,32,32,32,32,32,32,32,32],2033:[18,31,31,32,32,31,30,30,29,30,29,30,30],2034:[17,31,32,31,32,31,30,30,30,29,29,30,31],2035:[17,30,32,31,32,31,31,29,30,30,29,29,31],2036:[17,31,31,32,31,31,31,30,29,30,29,30,30],2037:[18,31,31,32,32,31,30,30,29,30,29,30,30],2038:[17,31,32,31,32,31,30,30,30,29,29,30,31],2039:[17,31,31,31,32,31,31,29,30,30,29,30,30],2040:[17,31,31,32,31,31,31,30,29,30,29,30,30],2041:[18,31,31,32,32,31,30,30,29,30,29,30,30],2042:[17,31,32,31,32,31,30,30,30,29,29,30,31],2043:[17,31,31,31,32,31,31,29,30,30,29,30,30],2044:[17,31,31,32,31,31,31,30,29,30,29,30,30],2045:[18,31,32,31,32,31,30,30,29,30,29,30,30],2046:[17,31,32,31,32,31,30,30,30,29,29,30,31],2047:[17,31,31,31,32,31,31,30,29,30,29,30,30],2048:[17,31,31,32,31,31,31,30,29,30,29,30,30],2049:[17,31,32,31,32,31,30,30,30,29,29,30,30],2050:[17,31,32,31,32,31,30,30,30,29,30,29,31],2051:[17,31,31,31,32,31,31,30,29,30,29,30,30],2052:[17,31,31,32,31,31,31,30,29,30,29,30,30],2053:[17,31,32,31,32,31,30,30,30,29,29,30,30],2054:[17,31,32,31,32,31,30,30,30,29,30,29,31],2055:[17,31,31,32,31,31,31,30,29,30,30,29,30],2056:[17,31,31,32,31,32,30,30,29,30,29,30,30],2057:[17,31,32,31,32,31,30,30,30,29,29,30,31],2058:[17,30,32,31,32,31,30,30,30,29,30,29,31],2059:[17,31,31,32,31,31,31,30,29,30,29,30,30],2060:[17,31,31,32,32,31,30,30,29,30,29,30,30],2061:[17,31,32,31,32,31,30,30,30,29,29,30,31],2062:[17,30,32,31,32,31,31,29,30,29,30,29,31],2063:[17,31,31,32,31,31,31,30,29,30,29,30,30],2064:[17,31,31,32,32,31,30,30,29,30,29,30,30],2065:[17,31,32,31,32,31,30,30,30,29,29,30,31],2066:[17,31,31,31,32,31,31,29,30,30,29,29,31],2067:[17,31,31,32,31,31,31,30,29,30,29,30,30],2068:[17,31,31,32,32,31,30,30,29,30,29,30,30],2069:[17,31,32,31,32,31,30,30,30,29,29,30,31],2070:[17,31,31,31,32,31,31,29,30,30,29,30,30],2071:[17,31,31,32,31,31,31,30,29,30,29,30,30],2072:[17,31,32,31,32,31,30,30,29,30,29,30,30],2073:[17,31,32,31,32,31,30,30,30,29,29,30,31],2074:[17,31,31,31,32,31,31,30,29,30,29,30,30],2075:[17,31,31,32,31,31,31,30,29,30,29,30,30],2076:[16,31,32,31,32,31,30,30,30,29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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return 682*((e.year()-(e.year()>0?474:473))%2820+474+38)%2816<682},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-(n.dayOfWeek()+1)%7,\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t-(t>=0?474:473),s=474+o(a,2820);return r+(e<=7?31*(e-1):30*(e-1)+6)+Math.floor((682*s-110)/2816)+365*(s-1)+1029983*Math.floor(a/2820)+this.jdEpoch-1},fromJD:function(t){var e=(t=Math.floor(t)+.5)-this.toJD(475,1,1),r=Math.floor(e/1029983),n=o(e,1029983),i=2820;if(1029982!==n){var a=Math.floor(n/366),s=o(n,366);i=Math.floor((2134*a+2816*s+2815)/1028522)+a+1}var l=i+2820*r+474;l=l<=0?l-1:l;var 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i=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return t=this._t2gYear(i.year()),a.weekOfYear(t,i.month(),i.day())},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=this._t2gYear(i.year()),a.toJD(t,i.month(),i.day())},fromJD:function(t){var e=a.fromJD(t),r=this._g2tYear(e.year());return this.newDate(r,e.month(),e.day())},_t2gYear:function(t){return t+this.yearsOffset+(t>=-this.yearsOffset&&t<=-1?1:0)},_g2tYear:function(t){return t-this.yearsOffset-(t>=1&&t<=this.yearsOffset?1:0)}}),n.calendars.taiwan=o},4592:function(t,e,r){var n=r(38700),i=r(50896),a=n.instance();function o(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}o.prototype=new 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i=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return t=this._t2gYear(i.year()),a.weekOfYear(t,i.month(),i.day())},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=this._t2gYear(i.year()),a.toJD(t,i.month(),i.day())},fromJD:function(t){var e=a.fromJD(t),r=this._g2tYear(e.year());return this.newDate(r,e.month(),e.day())},_t2gYear:function(t){return t-this.yearsOffset-(t>=1&&t<=this.yearsOffset?1:0)},_g2tYear:function(t){return t+this.yearsOffset+(t>=-this.yearsOffset&&t<=-1?1:0)}}),n.calendars.thai=o},45348:function(t,e,r){var n=r(38700),i=r(50896);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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n=r(50896);function i(){this.regionalOptions=[],this.regionalOptions[\"\"]={invalidCalendar:\"Calendar {0} not found\",invalidDate:\"Invalid {0} date\",invalidMonth:\"Invalid {0} month\",invalidYear:\"Invalid {0} year\",differentCalendars:\"Cannot mix {0} and {1} dates\"},this.local=this.regionalOptions[\"\"],this.calendars={},this._localCals={}}function a(t,e,r,n){if(this._calendar=t,this._year=e,this._month=r,this._day=n,0===this._calendar._validateLevel&&!this._calendar.isValid(this._year,this._month,this._day))throw(u.local.invalidDate||u.regionalOptions[\"\"].invalidDate).replace(/\\{0\\}/,this._calendar.local.name)}function o(t,e){return\"000000\".substring(0,e-(t=\"\"+t).length)+t}function s(){this.shortYearCutoff=\"+10\"}function l(t){this.local=this.regionalOptions[t]||this.regionalOptions[\"\"]}n(i.prototype,{instance:function(t,e){t=(t||\"gregorian\").toLowerCase(),e=e||\"\";var r=this._localCals[t+\"-\"+e];if(!r&&this.calendars[t]&&(r=new this.calendars[t](e),this._localCals[t+\"-\"+e]=r),!r)throw(this.local.invalidCalendar||this.regionalOptions[\"\"].invalidCalendar).replace(/\\{0\\}/,t);return r},newDate:function(t,e,r,n,i){return(n=(null!=t&&t.year?t.calendar():\"string\"==typeof n?this.instance(n,i):n)||this.instance()).newDate(t,e,r)},substituteDigits:function(t){return function(e){return(e+\"\").replace(/[0-9]/g,(function(e){return t[e]}))}},substituteChineseDigits:function(t,e){return function(r){for(var n=\"\",i=0;r>0;){var a=r%10;n=(0===a?\"\":t[a]+e[i])+n,i++,r=Math.floor(r/10)}return 0===n.indexOf(t[1]+e[1])&&(n=n.substr(1)),n||t[0]}}}),n(a.prototype,{newDate:function(t,e,r){return this._calendar.newDate(null==t?this:t,e,r)},year:function(t){return 0===arguments.length?this._year:this.set(t,\"y\")},month:function(t){return 0===arguments.length?this._month:this.set(t,\"m\")},day:function(t){return 0===arguments.length?this._day:this.set(t,\"d\")},date:function(t,e,r){if(!this._calendar.isValid(t,e,r))throw(u.local.invalidDate||u.regionalOptions[\"\"].invalidDate).replace(/\\{0\\}/,this._calendar.local.name);return this._year=t,this._month=e,this._day=r,this},leapYear:function(){return this._calendar.leapYear(this)},epoch:function(){return this._calendar.epoch(this)},formatYear:function(){return this._calendar.formatYear(this)},monthOfYear:function(){return this._calendar.monthOfYear(this)},weekOfYear:function(){return this._calendar.weekOfYear(this)},daysInYear:function(){return this._calendar.daysInYear(this)},dayOfYear:function(){return this._calendar.dayOfYear(this)},daysInMonth:function(){return this._calendar.daysInMonth(this)},dayOfWeek:function(){return this._calendar.dayOfWeek(this)},weekDay:function(){return this._calendar.weekDay(this)},extraInfo:function(){return this._calendar.extraInfo(this)},add:function(t,e){return this._calendar.add(this,t,e)},set:function(t,e){return this._calendar.set(this,t,e)},compareTo:function(t){if(this._calendar.name!==t._calendar.name)throw(u.local.differentCalendars||u.regionalOptions[\"\"].differentCalendars).replace(/\\{0\\}/,this._calendar.local.name).replace(/\\{1\\}/,t._calendar.local.name);var e=this._year!==t._year?this._year-t._year:this._month!==t._month?this.monthOfYear()-t.monthOfYear():this._day-t._day;return 0===e?0:e<0?-1:1},calendar:function(){return this._calendar},toJD:function(){return this._calendar.toJD(this)},fromJD:function(t){return this._calendar.fromJD(t)},toJSDate:function(){return this._calendar.toJSDate(this)},fromJSDate:function(t){return this._calendar.fromJSDate(t)},toString:function(){return(this.year()<0?\"-\":\"\")+o(Math.abs(this.year()),4)+\"-\"+o(this.month(),2)+\"-\"+o(this.day(),2)}}),n(s.prototype,{_validateLevel:0,newDate:function(t,e,r){return null==t?this.today():(t.year&&(this._validate(t,e,r,u.local.invalidDate||u.regionalOptions[\"\"].invalidDate),r=t.day(),e=t.month(),t=t.year()),new a(this,t,e,r))},today:function(){return this.fromJSDate(new Date)},epoch:function(t){return this._validate(t,this.minMonth,this.minDay,u.local.invalidYear||u.regionalOptions[\"\"].invalidYear).year()<0?this.local.epochs[0]:this.local.epochs[1]},formatYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,u.local.invalidYear||u.regionalOptions[\"\"].invalidYear);return(e.year()<0?\"-\":\"\")+o(Math.abs(e.year()),4)},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,u.local.invalidYear||u.regionalOptions[\"\"].invalidYear),12},monthOfYear:function(t,e){var r=this._validate(t,e,this.minDay,u.local.invalidMonth||u.regionalOptions[\"\"].invalidMonth);return(r.month()+this.monthsInYear(r)-this.firstMonth)%this.monthsInYear(r)+this.minMonth},fromMonthOfYear:function(t,e){var r=(e+this.firstMonth-2*this.minMonth)%this.monthsInYear(t)+this.minMonth;return this._validate(t,r,this.minDay,u.local.invalidMonth||u.regionalOptions[\"\"].invalidMonth),r},daysInYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,u.local.invalidYear||u.regionalOptions[\"\"].invalidYear);return this.leapYear(e)?366:365},dayOfYear:function(t,e,r){var n=this._validate(t,e,r,u.local.invalidDate||u.regionalOptions[\"\"].invalidDate);return n.toJD()-this.newDate(n.year(),this.fromMonthOfYear(n.year(),this.minMonth),this.minDay).toJD()+1},daysInWeek:function(){return 7},dayOfWeek:function(t,e,r){var n=this._validate(t,e,r,u.local.invalidDate||u.regionalOptions[\"\"].invalidDate);return(Math.floor(this.toJD(n))+2)%this.daysInWeek()},extraInfo:function(t,e,r){return this._validate(t,e,r,u.local.invalidDate||u.regionalOptions[\"\"].invalidDate),{}},add:function(t,e,r){return this._validate(t,this.minMonth,this.minDay,u.local.invalidDate||u.regionalOptions[\"\"].invalidDate),this._correctAdd(t,this._add(t,e,r),e,r)},_add:function(t,e,r){if(this._validateLevel++,\"d\"===r||\"w\"===r){var n=t.toJD()+e*(\"w\"===r?this.daysInWeek():1),i=t.calendar().fromJD(n);return this._validateLevel--,[i.year(),i.month(),i.day()]}try{var a=t.year()+(\"y\"===r?e:0),o=t.monthOfYear()+(\"m\"===r?e:0);i=t.day(),\"y\"===r?(t.month()!==this.fromMonthOfYear(a,o)&&(o=this.newDate(a,t.month(),this.minDay).monthOfYear()),o=Math.min(o,this.monthsInYear(a)),i=Math.min(i,this.daysInMonth(a,this.fromMonthOfYear(a,o)))):\"m\"===r&&(function(t){for(;o<t.minMonth;)a--,o+=t.monthsInYear(a);for(var e=t.monthsInYear(a);o>e-1+t.minMonth;)a++,o-=e,e=t.monthsInYear(a)}(this),i=Math.min(i,this.daysInMonth(a,this.fromMonthOfYear(a,o))));var s=[a,this.fromMonthOfYear(a,o),i];return this._validateLevel--,s}catch(t){throw 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n=this._validate(t,e,r,u.local.invalidDate||u.regionalOptions[\"\"].invalidDate),i=new Date(n.year(),n.month()-1,n.day());return i.setHours(0),i.setMinutes(0),i.setSeconds(0),i.setMilliseconds(0),i.setHours(i.getHours()>12?i.getHours()+2:0),i},fromJSDate:function(t){return this.newDate(t.getFullYear(),t.getMonth()+1,t.getDate())}});var u=t.exports=new i;u.cdate=a,u.baseCalendar=s,u.calendars.gregorian=l},15168:function(t,e,r){var n=r(50896),i=r(38700);n(i.regionalOptions[\"\"],{invalidArguments:\"Invalid arguments\",invalidFormat:\"Cannot format a date from another calendar\",missingNumberAt:\"Missing number at position {0}\",unknownNameAt:\"Unknown name at position {0}\",unexpectedLiteralAt:\"Unexpected literal at position {0}\",unexpectedText:\"Additional text found at end\"}),i.local=i.regionalOptions[\"\"],n(i.cdate.prototype,{formatDate:function(t,e){return\"string\"!=typeof 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   ],
   "source": [
    "fig.show()"
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  {
   "cell_type": "markdown",
   "id": "75e9d2a9",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
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   },
   "source": [
    "# Increase width of trend line"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "4d3a81bd",
   "metadata": {
    "slideshow": {
     "slide_type": "-"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[7]\n"
     ]
    }
   ],
   "source": [
    "tr_line=[]\n",
    "for  k, trace  in enumerate(fig.data):\n",
    "        if trace.mode is not None and trace.mode == 'lines':\n",
    "            tr_line.append(k)\n",
    "print(tr_line)\n",
    "for id in tr_line:\n",
    "    fig.data[id].update(line_width=3)"
   ]
  },
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   "execution_count": 53,
   "id": "a005dcc3-dc9c-4f19-8370-387aea01cb36",
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     "slide_type": "subslide"
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       "                            \n",
       "var gd = document.getElementById('39701e92-b41c-4289-b1b3-13751df8da32');\n",
       "var x = new MutationObserver(function (mutations, observer) {{\n",
       "        var display = window.getComputedStyle(gd).display;\n",
       "        if (!display || display === 'none') {{\n",
       "            console.log([gd, 'removed!']);\n",
       "            Plotly.purge(gd);\n",
       "            observer.disconnect();\n",
       "        }}\n",
       "}});\n",
       "\n",
       "// Listen for the removal of the full notebook cells\n",
       "var notebookContainer = gd.closest('#notebook-container');\n",
       "if (notebookContainer) {{\n",
       "    x.observe(notebookContainer, {childList: true});\n",
       "}}\n",
       "\n",
       "// Listen for the clearing of the current output cell\n",
       "var outputEl = gd.closest('.output');\n",
       "if (outputEl) {{\n",
       "    x.observe(outputEl, {childList: true});\n",
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8b883d34-9997-41e9-8d3d-fe26e9d576e1",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "# To save the figure use in your desired format\n",
    "```python\n",
    "fig.write_image(pathgraphs + \"fig1.pdf\")\n",
    "fig.write_image(pathgraphs + \"fig1.png\")\n",
    "fig.write_image(pathgraphs + \"fig1.jpg\")\n",
    "```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "id": "ba940db4-c356-44a2-89a3-f70d07c65e3e",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "fig.write_image(pathgraphs + \"ln-gdp-pc-latitude-plotly.pdf\", height=1000, width=1500, scale=4)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eb1efd0b-2fab-4e3c-8fd6-63defa215744",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## We can access the results of the regression in **plotly express**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "id": "2ecb69b2-8e3a-4973-9d1d-648965b335d7",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table class=\"simpletable\">\n",
       "<caption>OLS Regression Results</caption>\n",
       "<tr>\n",
       "  <th>Dep. Variable:</th>            <td>y</td>        <th>  R-squared:         </th> <td>   0.235</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Model:</th>                   <td>OLS</td>       <th>  Adj. R-squared:    </th> <td>   0.231</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Method:</th>             <td>Least Squares</td>  <th>  F-statistic:       </th> <td>   58.08</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Date:</th>             <td>Mon, 18 Mar 2024</td> <th>  Prob (F-statistic):</th> <td>1.18e-12</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Time:</th>                 <td>18:37:27</td>     <th>  Log-Likelihood:    </th> <td> -271.78</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>No. Observations:</th>      <td>   191</td>      <th>  AIC:               </th> <td>   547.6</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Df Residuals:</th>          <td>   189</td>      <th>  BIC:               </th> <td>   554.1</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Df Model:</th>              <td>     1</td>      <th>                     </th>     <td> </td>   \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Covariance Type:</th>      <td>nonrobust</td>    <th>                     </th>     <td> </td>   \n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "    <td></td>       <th>coef</th>     <th>std err</th>      <th>t</th>      <th>P>|t|</th>  <th>[0.025</th>    <th>0.975]</th>  \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>const</th> <td>    8.9478</td> <td>    0.092</td> <td>   97.303</td> <td> 0.000</td> <td>    8.766</td> <td>    9.129</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>x1</th>    <td>    0.0231</td> <td>    0.003</td> <td>    7.621</td> <td> 0.000</td> <td>    0.017</td> <td>    0.029</td>\n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "  <th>Omnibus:</th>       <td> 0.534</td> <th>  Durbin-Watson:     </th> <td>   1.679</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Prob(Omnibus):</th> <td> 0.766</td> <th>  Jarque-Bera (JB):  </th> <td>   0.656</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Skew:</th>          <td>-0.002</td> <th>  Prob(JB):          </th> <td>   0.720</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Kurtosis:</th>      <td> 2.713</td> <th>  Cond. No.          </th> <td>    38.2</td>\n",
       "</tr>\n",
       "</table><br/><br/>Notes:<br/>[1] Standard Errors assume that the covariance matrix of the errors is correctly specified."
      ],
      "text/latex": [
       "\\begin{center}\n",
       "\\begin{tabular}{lclc}\n",
       "\\toprule\n",
       "\\textbf{Dep. Variable:}    &        y         & \\textbf{  R-squared:         } &     0.235   \\\\\n",
       "\\textbf{Model:}            &       OLS        & \\textbf{  Adj. R-squared:    } &     0.231   \\\\\n",
       "\\textbf{Method:}           &  Least Squares   & \\textbf{  F-statistic:       } &     58.08   \\\\\n",
       "\\textbf{Date:}             & Mon, 18 Mar 2024 & \\textbf{  Prob (F-statistic):} &  1.18e-12   \\\\\n",
       "\\textbf{Time:}             &     18:37:27     & \\textbf{  Log-Likelihood:    } &   -271.78   \\\\\n",
       "\\textbf{No. Observations:} &         191      & \\textbf{  AIC:               } &     547.6   \\\\\n",
       "\\textbf{Df Residuals:}     &         189      & \\textbf{  BIC:               } &     554.1   \\\\\n",
       "\\textbf{Df Model:}         &           1      & \\textbf{                     } &             \\\\\n",
       "\\textbf{Covariance Type:}  &    nonrobust     & \\textbf{                     } &             \\\\\n",
       "\\bottomrule\n",
       "\\end{tabular}\n",
       "\\begin{tabular}{lcccccc}\n",
       "               & \\textbf{coef} & \\textbf{std err} & \\textbf{t} & \\textbf{P$> |$t$|$} & \\textbf{[0.025} & \\textbf{0.975]}  \\\\\n",
       "\\midrule\n",
       "\\textbf{const} &       8.9478  &        0.092     &    97.303  &         0.000        &        8.766    &        9.129     \\\\\n",
       "\\textbf{x1}    &       0.0231  &        0.003     &     7.621  &         0.000        &        0.017    &        0.029     \\\\\n",
       "\\bottomrule\n",
       "\\end{tabular}\n",
       "\\begin{tabular}{lclc}\n",
       "\\textbf{Omnibus:}       &  0.534 & \\textbf{  Durbin-Watson:     } &    1.679  \\\\\n",
       "\\textbf{Prob(Omnibus):} &  0.766 & \\textbf{  Jarque-Bera (JB):  } &    0.656  \\\\\n",
       "\\textbf{Skew:}          & -0.002 & \\textbf{  Prob(JB):          } &    0.720  \\\\\n",
       "\\textbf{Kurtosis:}      &  2.713 & \\textbf{  Cond. No.          } &     38.2  \\\\\n",
       "\\bottomrule\n",
       "\\end{tabular}\n",
       "%\\caption{OLS Regression Results}\n",
       "\\end{center}\n",
       "\n",
       "Notes: \\newline\n",
       " [1] Standard Errors assume that the covariance matrix of the errors is correctly specified."
      ],
      "text/plain": [
       "<class 'statsmodels.iolib.summary.Summary'>\n",
       "\"\"\"\n",
       "                            OLS Regression Results                            \n",
       "==============================================================================\n",
       "Dep. Variable:                      y   R-squared:                       0.235\n",
       "Model:                            OLS   Adj. R-squared:                  0.231\n",
       "Method:                 Least Squares   F-statistic:                     58.08\n",
       "Date:                Mon, 18 Mar 2024   Prob (F-statistic):           1.18e-12\n",
       "Time:                        18:37:27   Log-Likelihood:                -271.78\n",
       "No. Observations:                 191   AIC:                             547.6\n",
       "Df Residuals:                     189   BIC:                             554.1\n",
       "Df Model:                           1                                         \n",
       "Covariance Type:            nonrobust                                         \n",
       "==============================================================================\n",
       "                 coef    std err          t      P>|t|      [0.025      0.975]\n",
       "------------------------------------------------------------------------------\n",
       "const          8.9478      0.092     97.303      0.000       8.766       9.129\n",
       "x1             0.0231      0.003      7.621      0.000       0.017       0.029\n",
       "==============================================================================\n",
       "Omnibus:                        0.534   Durbin-Watson:                   1.679\n",
       "Prob(Omnibus):                  0.766   Jarque-Bera (JB):                0.656\n",
       "Skew:                          -0.002   Prob(JB):                        0.720\n",
       "Kurtosis:                       2.713   Cond. No.                         38.2\n",
       "==============================================================================\n",
       "\n",
       "Notes:\n",
       "[1] Standard Errors assume that the covariance matrix of the errors is correctly specified.\n",
       "\"\"\""
      ]
     },
     "execution_count": 57,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "results = px.get_trendline_results(fig)\n",
    "results.px_fit_results.iloc[0].summary()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6aae2197-108e-4b44-ac32-8990cd57cf46",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": "slide"
    },
    "tags": []
   },
   "source": [
    "# Maps with\n",
    "<center><a href=\"https://seaborn.pydata.org/index.html#\"><img src=\"https://raw.githubusercontent.com/SMU-Econ-Growth/EconGrowthUG-Notebooks/main/pics/logo-wide-lightbg.svg\" alt=\"seaborn\" width=700/></a></center>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a45ea363-31e1-488f-b9e1-e9dee259964d",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "# To create maps we need to obtain *geographical information*"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "377662c4",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    },
    "tags": []
   },
   "source": [
    "There are various types of data in **Geographic Information Systems (GIS)**"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b23ab36d",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    },
    "tags": []
   },
   "source": [
    "* Location of cities, resources, etc. (point data)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f0f619fe",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    },
    "tags": []
   },
   "source": [
    "* Shape of rivers, borders, countries, etc. (shape data)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ed555e4d-1fdc-4d31-b612-46eb3d92206e",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    },
    "tags": []
   },
   "source": [
    "* Numerical data for locations (elevation, temperature, number of people)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ab38d0c9-b079-4b71-9842-8fc263543af9",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## Download Country boundary data from [Natural Earth](http://www.naturalearthdata.com/)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "06e8fc94-2339-4a34-9860-0fc1b11ab1c2",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "headers = {'User-Agent': 'Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/51.0.2704.103 Safari/537.36', 'Accept': 'text/html,application/xhtml+xml,application/xml;q=0.9,*/*;q=0.8'}\n",
    "\n",
    "url = 'https://naturalearth.s3.amazonaws.com/10m_cultural/ne_10m_admin_0_countries.zip'\n",
    "r = requests.get(url, headers=headers)\n",
    "countries = gp.read_file(io.BytesIO(r.content))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "233b1507",
   "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>featurecla</th>\n",
       "      <th>scalerank</th>\n",
       "      <th>LABELRANK</th>\n",
       "      <th>SOVEREIGNT</th>\n",
       "      <th>SOV_A3</th>\n",
       "      <th>ADM0_DIF</th>\n",
       "      <th>LEVEL</th>\n",
       "      <th>TYPE</th>\n",
       "      <th>TLC</th>\n",
       "      <th>ADMIN</th>\n",
       "      <th>...</th>\n",
       "      <th>FCLASS_TR</th>\n",
       "      <th>FCLASS_ID</th>\n",
       "      <th>FCLASS_PL</th>\n",
       "      <th>FCLASS_GR</th>\n",
       "      <th>FCLASS_IT</th>\n",
       "      <th>FCLASS_NL</th>\n",
       "      <th>FCLASS_SE</th>\n",
       "      <th>FCLASS_BD</th>\n",
       "      <th>FCLASS_UA</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Admin-0 country</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>Indonesia</td>\n",
       "      <td>IDN</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>Sovereign country</td>\n",
       "      <td>1</td>\n",
       "      <td>Indonesia</td>\n",
       "      <td>...</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>MULTIPOLYGON (((117.70361 4.16341, 117.70361 4...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Admin-0 country</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "      <td>Malaysia</td>\n",
       "      <td>MYS</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>Sovereign country</td>\n",
       "      <td>1</td>\n",
       "      <td>Malaysia</td>\n",
       "      <td>...</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>MULTIPOLYGON (((117.70361 4.16341, 117.69711 4...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Admin-0 country</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>Chile</td>\n",
       "      <td>CHL</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>Sovereign country</td>\n",
       "      <td>1</td>\n",
       "      <td>Chile</td>\n",
       "      <td>...</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>MULTIPOLYGON (((-69.51009 -17.50659, -69.50611...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Admin-0 country</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "      <td>Bolivia</td>\n",
       "      <td>BOL</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>Sovereign country</td>\n",
       "      <td>1</td>\n",
       "      <td>Bolivia</td>\n",
       "      <td>...</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>POLYGON ((-69.51009 -17.50659, -69.51009 -17.5...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Admin-0 country</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>Peru</td>\n",
       "      <td>PER</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>Sovereign country</td>\n",
       "      <td>1</td>\n",
       "      <td>Peru</td>\n",
       "      <td>...</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "      <td>MULTIPOLYGON (((-69.51009 -17.50659, -69.63832...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 169 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "        featurecla  scalerank  LABELRANK SOVEREIGNT SOV_A3  ADM0_DIF  LEVEL               TYPE TLC      ADMIN  ... FCLASS_TR  FCLASS_ID FCLASS_PL FCLASS_GR  FCLASS_IT FCLASS_NL  \\\n",
       "0  Admin-0 country          0          2  Indonesia    IDN         0      2  Sovereign country   1  Indonesia  ...      None       None      None      None       None      None   \n",
       "1  Admin-0 country          0          3   Malaysia    MYS         0      2  Sovereign country   1   Malaysia  ...      None       None      None      None       None      None   \n",
       "2  Admin-0 country          0          2      Chile    CHL         0      2  Sovereign country   1      Chile  ...      None       None      None      None       None      None   \n",
       "3  Admin-0 country          0          3    Bolivia    BOL         0      2  Sovereign country   1    Bolivia  ...      None       None      None      None       None      None   \n",
       "4  Admin-0 country          0          2       Peru    PER         0      2  Sovereign country   1       Peru  ...      None       None      None      None       None      None   \n",
       "\n",
       "  FCLASS_SE  FCLASS_BD FCLASS_UA                                           geometry  \n",
       "0      None       None      None  MULTIPOLYGON (((117.70361 4.16341, 117.70361 4...  \n",
       "1      None       None      None  MULTIPOLYGON (((117.70361 4.16341, 117.69711 4...  \n",
       "2      None       None      None  MULTIPOLYGON (((-69.51009 -17.50659, -69.50611...  \n",
       "3      None       None      None  POLYGON ((-69.51009 -17.50659, -69.51009 -17.5...  \n",
       "4      None       None      None  MULTIPOLYGON (((-69.51009 -17.50659, -69.63832...  \n",
       "\n",
       "[5 rows x 169 columns]"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "countries.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a41bce55-af73-411a-a3a6-d38c7094c76f",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## The boundary file is a **geopandas** dataframe"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "cf932819-3a6a-44fd-82aa-bb5cea631e08",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'WGS84 (lat/lon)')"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(15,10))\n",
    "countries.plot(ax=ax)\n",
    "ax.set_title(\"WGS84 (lat/lon)\", fontdict={'fontsize':34})"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a5cf8a92-631d-4443-b282-04d09486e0bb",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    },
    "tags": []
   },
   "source": [
    "## Merge with other data and plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "19e38bf0-14dc-41b1-9527-95b24847d6d5",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "dffig2 = countries.merge(dffig, left_on='ADM0_A3', right_on='iso3c')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "f3a66a0c-6e9f-4575-8bfa-8179d6b89ab7",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'WGS84 (lat/lon)')"
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(15,10))\n",
    "dffig2.plot(column='gdp_pc', ax=ax, cmap='Reds')\n",
    "ax.set_title(\"WGS84 (lat/lon)\", fontdict={'fontsize':34})"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4a97a890-4b8f-47c5-99a8-7c25578af7b6",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    },
    "tags": []
   },
   "source": [
    "# Maps with [geoplot](https://residentmario.github.io/geoplot/)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "ca46ea5a-be88-4a4f-b73b-d805ca418902",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"800\"\n",
       "            height=\"400\"\n",
       "            src=\"https://residentmario.github.io/geoplot/\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "            \n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.IFrame at 0x33662ff50>"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "url = 'https://residentmario.github.io/geoplot/'\n",
    "IFrame(url, width=800, height=400)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "edfbbc9b-4068-409b-b896-2f33d8ba0b30",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "# Plot Countries"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "d1a8609b-101c-451f-b6be-d99aba20e4ba",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<GeoAxes: >"
      ]
     },
     "execution_count": 42,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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kCI/jeBgOb0crbNbnd3R0hH6/f+czYoVCAS9evIj9blHmNooieF4A03T/up63v5Vlgj+qk3dVZvWN8XheMOXLS2VXFlUfxuMx2u02HMdBEARMIP7t27fsNp1OB3/+/Ln8m7gk79+/X3gdGI1G6HQ6GA7JNb1areLJkyfs74PBAKenp0y0XZIkKIqC3d3dzK/j69evePPmzdTvk2vEZeMKQQAajdKl25yIz3PEMn+uG9z5NXcZVh4ADoc2+4DISPXD+bDuIskvsNPp4Pz8nE2PyrKMYrE486SkC5Qsy9B1PVYKoE3FWfj+/TtevXrFfva8AL3eeK6xueu6qc3FadDytGV5cF0/9r4/f/6MIAjm7mp//frFes74BXhZHMeH7wfwvAC+H1z7jpEvO6VBBH+HODg4uN4Xcgmq1epSFwOKadoYj3Oz+r+FWVm4jx8/xnpDHYf0aK2CpFTLeDyG4zgIw3BqE5llw7IoGDw7O0Oz2WQ/C4IAwzAyuRBdBxsbG9ja2mI/d7tdnJ6eLuw/5Ie1fv/+nTpZDJCKU6VSwePHjyetCy2Iosg+2263iz9//kwFU7MmjnkJKL7cS8u3mnahA8lb9fG6mDyWZbEgftnqxGhkTwLD+00WgwhK5gAwjW7XhCxLTNTyplTFRVFgB4Qsp6eBqaAlmWRa/YTYdbO2Nr27CYIAvV4P9Xp96Wyfbdv48eMHOzH5DE6/34fneeh0OlO7tj9//qDT6WBvb4+VlulO/aqTfBS6C1zmwKV8/PiRvadlJk6T+L4PWb4IyCzLxXjsXttGhxy3RqZex7tWGi4Wi5ncVtJYdSVBUSQUiyo8L7zXdnKzoH2Cvh+yDZfnkY2KqkqQZQmjkQ3b9u9cBoMKWy9iPHZgWd6VzrU0iZYvX77A88gFPS1jnQXP8zAej2fq6gHxNShnNo1GA9vb27Hf0YHCZdf9JCcnJ2i327Hf1Wq1WGaT5/T0FI8ePZr5eMOhDcfxJuobIiRJmLj8RJwG4EUGkQ4ayrJ4a0OHl+nHv1IAOBqRnZWqykwzZ9WQSJ68qatqsvl+ANcNIIrCZLhBwHhsw/PCW89o1moGJEliiyGAyeuUIEkCswJK4vshhkMLpZI+MyN3cVsfYRgyl4rxeIzhcBjTpBNFEa9fv4aiKDg9PUWr1QIw3VtCy3lkICSa2U+T1YuYTusuU1o+OTlBp9OZDHiQk07TNHieh7W1tdhO+OjoCL1eD9vb22g0Gpmfg0ImyeyVLvTr66XE0MqF13CyD/MuBYFpCzmFz5okvZOB1QaAyQXvIezgZ03UZx06AIid410IhkVRQLmss+8oS0at37cgSUTvMGuPKOmpvWiBcV0Xh4eHsKyLrKKmaXjx4sVcAeRZ0IxYqVTCs2fPpv5+l87N+8A///wT22yvAlotSkJL14VCAaPRCMfHx2xTcJWNbBLeXYsOl3iej/HYuxHtzsuKqC8dANImTMfxYoHKqgOoZbJB3W534Xj7sqQtVq7rw7a9pTKd/Gcjy0S7L0sg226PUCyq0PWLUup47EKWxUmZMmTlU8pl7MyA7AvY1tYWNjY25t4mCMKJST1Rm5ckIdaPQ3fLsizjn3/+id231yNBYFZJmX6/n7ozn1fi/v79O2zbRrVahaZp2NzczPRclFXbJRE7ommf4WQA+O3bNzjO7V/U5+2qs3BdASCVerhPiZi0rBWwXLA3C98PEAQRbNtl0/23hSQJC32OZ+E4HmybbFyj6OJCy7O2VkQYhpAkonIwaz3TdT3WzkL59u0bdF2HruswDAOlUvy18sEFX2WgG5z9/X3WT5eTjbQ2kl6vhz9//rDjX9M0+L7PAjbg4vMfDAY4PDxcyYacimbTXse0WIKWlm3bjq3NiqJA0zQW0BKbVqLbSxNOluUyS78kqipB15VJhTKC54WsbcJxPKbGoaoyPM+HZXkTsXFtkoCxWZKFDhcuo6JxZ4dANjbKc9/I8fHxVPaKao8RwWQZnuehXC5jb28vdt+0zMRViKII3e6YfcG1mnFjwsyeF8B1fYRhxJqYl90JzFowt7e3oWkaRqMRut0ugiCApmmpiyil0zFjgXvWixl/O8ch78cwsmmFXeaCmdwxrq2t4fHjx5nuu8ogcJmM513INKiqiufPn2fyHU1+L7R/dJUsEuO+KwiCAFWVUCxqsQlwes4CF+vSZSWQ6PPMwrZdRBEmkk/hSrPZ1LKL9mt5XpDqviNJIgyDiCYnBzWoKsEiqIQVQCZJfd9HrXax5ti2jd+/f0+57aRl8NrtNvr9PiRJYt7d86wa6/U6dnZ2Yr/LS8BXQ9d1eJ53qzqJSeh5lPV7zdJ+lHQASgvWrmqtGgQh+n3renoAqTH5qku9pZI2adykC2W8ZEAb/QESra/aS1WWZRbBq6qKRqMBz/MQhiG70M3SU0r7wsguNYyV87J8qScnJ7BtO1NaetagRdbn+vr1K6IoYjqC9PWWy2XUarWV6PBdhmRwTnqDspm/04BjWSspWh4GyALveV5qqYdnVTImdzkAlCQiD8TvwCnlchmbm5us4V3X9akgnJ+qfMh+v/NYxbT8eDyGJEmxrLbv+xgMBpnbGWadE+OxC8fxFvYtKYoUy74lv8u090k3SiToU2MbOqo1NxrZAAT4fohKRZ95jtON/bwAOW1jzwdns0q4ac91enqKfr+f+ndRFFGpVOD7/sxhiZy/C76snbz+X4V2ux0bXhqPxygUri5PRLlSD6Dj+CwFeaknT9G54/E8D1++fLnsy7sW/ve//0EQBBwdHUGWZdTr9aly4zKB0KyLOp8ipwMKjuPg4OCAlQIlSUK1WoVhkP5BXddnTt+uIjhbxGUyq79+/UKtVptbwnccD1GEqYbyg4MDlEqlqYugbXtT2oZZ4L8LQRBik4ppItNUpPaqgWAWPavk67tuku//MqxCz+2+wpd3k5nQy3rdUmjDe/I78n0ftm2j2+3CcZy5mfpZmKYD244PZMzyxKaDf+Oxyyo2PLPeH93AZ5FcofDHvqIoePz48dSmPG2N41snJEnCu3fvMj0fAPz8+fPWpnlz7h/JSedms4lms8k2wjROoNI6pOd/jMePH8MwjKm+yMFgsFAFQpIkqKqKQqGQuYLFc6UAkOcyZbFZMgGWZeH37993KiVMoQEg7SWjSJKEYrEIRVGwtrbGArFPnz6xoQpgWjZg1SiKAl3XUSgU0Gg0UgOyWVlL4ML/cdbCnEU6gT5OFugOPXkxSwaTySndKIrw8eNHVrqljxFFEVot0j9ZKFwE5p7np5blkxfn5IUmTVomCAKIohh7j1cdQCgU1JnSBmmv7TqZF/wlv4ckq5T0uK9sbJRjxxWZGowyBTyzNlFhGMJxHLTbbZatBuKlpyiKmI4kRVXVycBW/NhUFAWlUinmPZuE2tMt6scejWzoujrlGpQGDf6ybs6Sm940VFVFpVLB1tZW7PN1HAffvn2L3fbly5ep4vMHBwdYW1tDsRh/n/wgXE7OPARBwNu3b1n72bLJq3q9jmKxiFqtxq5vyzJLbmcWSwWAHz9+RKlUmuqpm0WWoQm6u5x1gaZ8/foVrrv6KeNlmRUA3lWSF4hkgJcWsCUFUW3bhiiKmbX9+OdLPjblx48fsSk9gEwab25uotVqwfO8mCRNWp8f3aEn+y9ov2qhoLKep6w9Ea7r4uvXr1O/39zcnDkwknyftA9jmcxgllLhTQSAdAFZtAkg3pz+RGX/7yvtzoP/LvnPJjnxbVkWjo+PWfP5aDRi4rvFYjG2zs4bbHj69Ck7N+nxu7u7ywakDg4OMBwOZ35Puq5je3s7tbRES/fJDVUWWq0WUxyg68fW1hY8z4Pnefjz50/qGqqqKjRNg+u6Sw8+6bqOzc1NuK6L4XDInn+edmUQBPj8+fPMIZFZE6Y5OXeNZSs3SwWA7XYbruui2+0iDENomobXr19nui/pHUz3/xNFoFQicgGLdshpu7qb5L4FgIIgoFAoQFVVKIrCLuyqqkLXdViWhU6ng0qlMjXhS2+bdvFRVRXVapX1frmui36/D1VVWVraMAxomja3L2cel9XuShtYajSKsf4i2s8qy2KsGT3Nl/eyItPDoZ3aCJ/GTQaA1D6Qaj9S6R8eGnD3+9alZQwMQ2Hm7f3+GK47fREVRWEyFX5RBg+CkKkM3Me+QV7/Lm3jkqZZlga/sUnbMFH4/qOjoyMMh0O8e/cuNYj3fR+np6es6T459KCq6pQWaJprxjxue7OepjAwD/71VioVPH36lP2t3W7j5ORk5a8xJ+c6uNYAkIe/GKVN2s7CdX0MhzZ0XWElr2XLhp8+fVr5IEhW7lsAuCyPHj3C+vo6+9m2bXz//v1Kj5nM0CUDmbQA6+zsDMPhEGEYsgvSouMkDCMMBlbML5KH9mTRklxSxDpNxf6yrhf09bTb2ZrEFwWAq2gd0HUdiqKknqtpn+1VJv+zDj9k8Z2+T9D3PSuD2mq1cHZ2NncDlAxCABJIfv/+PTWwevr0KeuHo8dJ0hFiFrQ8TAfe0srPaWVpqotH6fV6OD4+vhPZ4Cy9fkS5oYuTk5M78ZpzclbBjQWAnudBkiS4rovBYIByuZzaW5EkDEMEQZBJRiKNbreL4+PjS913FTz0ABC4WEBX2Yup6zpkWU6dmptXXk2DXlz5UnW3O4Lvpx/K/JCF7wep2muzdvr8xZgGjnQSfVEf0zLBCw0cZj3uZbN/dGJxlnZfWluA6/ro9y/Xx7dosGvW88/jKq/nJpml60c5Pz/H+fn5zL8nA5c0b9p+v4/Dw8PY/fhFP9k7lCZPwQvWXgaaMVtWKuMm0TQNjx49QrFYnDqf8qxezkNAkiTIsgzXdWMb6WUCwEuL1dEAjgpoUg4ODqZ2rxSiP+XPXCS/ffuGarU6ETosTpUPbdu+1eDvbyEIgpX3m80Lllut1tQGYl5miP6Ob7IvFDSYpjvVd5e01Jt17K2traVeFAaDARu951/LKoM/evu0SUrK7u7u1IU/C4sagul78v1wJRp9y5iz27bN1o7xeIyTkxNYlhWzHQSwtL3RTUOH2fhhjyRZ+siSwV/aMVatVuceB8nnpucxHwiSsvvclwLbtnF0dMTO21KphGKxCNd1WRbyLgZ+FMdxsL+/f9svIydnZYiiiPX19ZnJkkUalmlkXlmDIIRte/C8gPXtBEE4pfBOgz9+AaPTZBdvhJSB6/V4X9aifkJd1yFJUt6Qe8+RZRkvX76EZVk4OjpCGIb48eMHgIsL1bys0GAwiElAkBF7BZqmTORZbNZvtkxAsrGxkVpm/fnzJ+t3XZStukrJstkcTprtp/Ujq9UqTNNEp9PJ/HjJiUaAnJfd7njy2ACwWhefICCevPMmmtNaOKihPG83eB+oVHTWQzrr2Oj1ekuvWYIgoNMZZXLQSAZi1Wp1poZd2u2Tf4uiCJqmxTZto9Eo17zLyblF5gV/AJYe0gSWCABnSbyQi9a0BRm/e6XltyiKMBxeXJw7HZPtnrN6xt5W71/O6qAN2rIsLzWyTmm1WgiCIFU7UJJEVKvkeOODMXrRoyXcNLa2tljfFB1U4fur5mGazkoE0k3TRaGgpV6kl/XPTBMUb7cvzuNoYmi+asZjF6IowDDSF6T379+j2+3Cdd1MfWp3rQ+QH/JIy/olf54XOM3yIxWEafs00zRnVkBM02QB/87OzlQA+PHjx1iZeFawSkvOubVZTs7dotvtYn19fWH1qd8fs2vgIlZuBSfLIivZzMsCpF0w+anBNMIwxH///XerQeDf0AN43aQp8s8q+dq2NyUAnZXh0E4VsB2NbDiOD0kSoCgSisX0Y25/f58NTMwrSVNtvFUFKlQaKXmhzipHkewlo49zlYneyzCrHzCL/dFd7PsrlbRYUDsvkLIsC2EYMrkTfs2SJAmvXr1K7YNOE1MeDocLy5nJc8qyLJZV5ykUClhfX4eiKLGWi9+/f+cZvpyce4ZhGKhWq7HBTd8PM2lyAtfsBczvlJOMxy5M80LjSZZF1OvFmYtqr9dDp9O5dWX2PABcDfOkVZKiytQGTlWlxCTvdInXdX34fghNI+bZuj6dhXIcH6IoMGkLep9kFptnkcsBFaBeFXQzxItOm6aJX79+zb1f2gQp5TYyadTekXxXmFnSzGpJNo9KRYeiSBgM7JmT4MsiisRbm1qh8YMP89oB5vXQ0jaHtMdIDn4s4zObnFhvNps4Ozubex9VVe+EvmpOzkMkrYJ01Yl5KuOWVYJvHtfaXT0c2hgOSZBESnMGKwPzCz0/PUcXvl6vh9FohH6/f6ebjXOWRxRFFvwlv1vPC6YcNaiWnmmCBW0kczedYR4MbJZ1kiSVeY4CF8eWpsUPe1WVQdsnZrUipF3s+azgKgYoeCzLmwhYXwRMxWIRHz58mBtcpGXHLcvBaHQ7F/kouvicguB6glBBANbXy5PnCFCtGuj3Z8sBZYVuYMMwnLkB4L8LXrdS07RUEeOkbSRw8ZlsbJRZeWdZGzJ6UeCnurvd7sL75cFfTs7yVKtVaJrGRMtpNt1xHHz//h1RFKFer6e2D9VqNbTb7Zm6nmksI7W3DDc2XjfLKk5RSFaH3w1fh6aUIAio1+vY2tqKTRY3m02sra2h2+1OGq87mTJ71+2r+5ChfX+8rEq7PWJZvXnQi3oQhNA0BbIswvMCjMcuXNefCu6W8UC+GIwgaXTbdlAqGTMzNURKQ2K3XzVBQHQEqV4hfR0fPnxgmUDaP/bnzx90Op1YIzC9/W0FfzcJXSsuvo9VSBcpM6dx0wZZ+HXjyZMnqSVYftfuecFUmZu+D1VVMweA5XIZjx49YsGl7/s4PDzMg7ucnBVjGMbcQTVN0xbKsIxGo0zBXxZbNzqcGwQhZFmCLIuwbQ+VymJJPuCaAkBNkyGKQiZvVCrbwV9ga7Uai5IbjcZMN4qs8LZIQDwooO4Xa2trAIBGowGABKHD4XDuNF3O8mxvb7N/C4KA8djDeLyc3RNAMnXd7vSGwnF8uK7P+lCT9oL8ccTr39HSPr0Ay7LIegPHYyIv4/sBdF2FKAqTY/xyOmrLEIYRk4jhz5Hnz5/HBhC2t7djny3f9/fQiSKg1RolLNjSbytJ8eGKeRnJeZsHVVWnNop8QEhdcOZZmSUtMvnn29zcjHn+UjRNw4sXL1ig63ke6yWkWb8/f/7MfM6cnJzLkdTU9P0AYUj0NLNoatIWHlVVUSgU4DgOSqXSRMVCm/SRN9l6nqbiAFBXNXcqQTbPcncWKw8ARVFAuaxDEASUSjo6HTPVE1UQBNRqxlzhVBqUAWRBXSZlCpCx6UePHgGIL65pDejJxb5araJWq2F3dxfn5+cQBAGyfGFV9/LlS9aQ/+fPnzxQzECxWGQBNnB9PWn9vgVRFGJuM2nwk8H//vvvTNcPTZMRBAE7nkkbA5huH+3Zus5WBRoEznsf/PHLizr/LTSbQ+i6MtN+L22ydh682HgSPvgTRRG6rmM8HsfWkUU+tqWSNjWkRF03VFVNFXEG4m0TvL1jGIYYDAaZ319OTs5i3r9/P7XZTw7UZXE+oi0880hTtgBWpzKRZOUBYBhGLB0JkIAwbXCRln6z4nnZPFUp/Ac978I868LNX1Rnae/QXfju7i4URUG73Ua1WmWuC5Zl4eDgYOnX/lDh5S6yWqQti2GoKBZVhGEE03RgWW5scnNeoNbv9+H7Pnud/IZBEIRJbyC5b/KEX18vXfuQBS+5FATB5DWJM9/PKodS7guzgj9FkdggB0DO70X6h0EQQpLEqc3hp0+f2L9nlYRmBWKfPn1iZR0atImiyAI/6jIThiEkSZranKYFpPS2oiji2bNnt2qVmZNz20iShHK5zKTCfN+POZd5ngdZlrG2thYzsaD0ej2cnJwgCAI8efIkFvzZtofRyJ6qMCQ36Mu0Hs1jMLAuldnLyrWUgLvdMWukn7XIpmUm5o0vzzL3pvpXvEUSDf7o4sp/EfxUJYX+ezgcIwgiBEGEWq3A3oNluYgizJ0SffToEcs2UgzDwNu3b1fi4/rQUFUJQRCtbFqTUippk++dXDiTWnSLsnTj8RidTieWqZQk0lcxGIwQRfHgj79Ab2yU0e2a19IPSDFNJzY9D5DgM7nY+H6QD09NSNudC4KAdnt+wO66PgxDjfWqUuFyIN1mjTLLaixtehwgFy0S+JEhJF7zcZEDDd2I0knxPPjL+RtRFAXb29sxF6HLQFvQktB1IG1ZLRbVWNA3Go1gGMZM7dYoiuA4PhuSBWiFojjJ5NupldNVc21DIFncBWjGRBDSe3YkSUSjQerg/CLMQ+vkaRZJvFUY/XLoYjkc2lPZAkUhQUkYRqkDK/TCSyRJZJRKs8uLPFtbWzAMA4eHh3/1RdmyLDYtVS6T/686tU28pkM4jo9KxYg18S+SUAHIsfLnzx8WANKMS7GozSwn8xfoer2IVmu4cJhllfyNmb405slO8bTbo0zrk2leZI/pMVQsEqmqtFYByu/fv6ey/smGbhqkSZKE8diCafqT2wls6Gf262/H2mPS/IFzcv4WJEnC5uYmarVabMAzCzQuIMFWNPf+JGMfXzckSUC1WmA9gJZl4eTkhGXjkziOh8Egfcg0iqJrq4zN4lp1AK9KcjGcl1b1PA9hGE7JLPD38Twfvd5qm+IFgTid8OXsWcGqbdv48ePHXxsEzppq6nRGCILVfiaKIqFc1qeac6mR/SJevXo1VR6gZToe3mEhftv0qfec1SJJIoIgjElJzWM4JCLgWc9Bw1Azb/QATCwyA/z333+x38+b6CP2hQ5c15/KViZ1AYMgYI4AlFX7dufk3BeSLRi+Tybr0zZ4dK3gocknmtTRNBmKQrLxjuOzClUYRpOqymzDCtu28f37dwCkYpnM/rmuj9HIuZHMXpaeROCGAkBBEGAYCqKIlFOXhfbh0PRrUpE/Df5t0WCs1zPhedfz4QsCUK0aU1On/GsQBAGe5+Hr169/bRCo6zo2NzfRbrdjPYHUPiwMIzbWflnIsRZBUWSEYcgmdylZL5gbGxupVmWWZWEwGKDdbiMMQ6iqijdv3rC/08nMu2Zhdt+g5XV6XKRRLuvw/WCug1CSMFxup60oErOz5Jm3IU07xviSse8HMVHzXm8M3w9jz0X7FBdNGOYBYM7fRqVSwfb2NguywjDCcGgxm9nrJC242t/fj9knJttDer3xytud5nGnAsBCQYUsi9A05cpNjbz5+jz4IQ66UN/EBTlrJiJ3ErlwVZlFFEUYDJY/qctlHZomT1L7RCOQHn+iKGb+7EVRZKW2Xq8HSZJm3i8tw5NnAVfDrBYRgMj1yLLIWgqycNnvhbSQCKjXp+UZknqBg8EABwcHsdvM6xmka1OyjJ2lmTyL40dOzkMheR65ro/x2L32ACtZkRyPxzg5OYFt21MJHV4UHiBtOjeZ9MkaAN6IELRte6hWDQRBiErFWOrDEAQ62ZlehuHLrcR7M4CmKbFF07IupzV3GbrdcWpTfpJXr14BSL9Q/C1YloVCgWQ7ut0uXNdFsVhEoVBggzrU1JpO9GY5bBTlYnJTFEUUCho8L2CbgTQNtzTCMIwN78yb5k5rvJckcW72Kicb875z3w8nNn5hJi0uAJfWRoyiCL6f/mL4aWxBEFCpVFAul7GzszOzEZxCg79iUZvqYUyuI9QTWNM0NnS2sbHBBkAcx8kFoHMeJMlKCzAtx3Kd8OLKrVYLp6enM2+blHMxDOVaZFyuyo32ABYKZFImi0D0omZoXr/P9wOMRg4URYSiyNA0BWEYwXE8jEY3E/glaTSKqRekNGeB0WiE379/39Arux/ouo61tbWpE8n3g4lLhwdZFicCzWEsyErufvhDXBCEzH2AyzKrz2s8dmFZbh4IXiOVig5RFJlVIJDes0m57I6ct51bBj44THpdU7JsHAGyETFNM3VSkfI3S8FomoaNjQ34vs/Kco7jwPf/Hk3Mh4QoitjZ2YmZOQA3P5dAryuHh4dzdX/TAlW+8klMCqJrLVffqQwgZVEETMSjL3bByfIHv4jS37daI8iyyHS+XDeYOWVzk3Q6JnRdYUKvfEYqSamUXZz2b8G2bRwfH8OyrJjDBbG7kVKnPelJZtte6jEURRHOz8+vLUMShmHqUEihoDIJoSAI0euN82BwRcxb6OY5tdTrhUuVgWnMOMsiLg162/HYmfS3xr97OrCUXOvCMMRoRAJVWZah6zokSYKiKHODP4A47hwdHS313u4jkiQxZQFN0/D48ePY3/lhmeva+OVcH0kXr9uC9pCTtqT5Yuv867VtD47jsWCvULioZjqOD98P4Lr+tUqHzeNGA8BZyLI02cELsUUwKYKa3B3THQAtA2XJLN4ktu3Bdf2pTCYtW4dhyMpD1+0kcV/pdDrodDoASFaQls7T0HUFnhfEtCT5Y+bo6OjaHVuoq8ibN29ivrz0bzSzPR67U3p+OdnJssOdl02TJBG1WgGDQfrE4CKWsQGkp/V47KJSMSYXE4Edp2l9flSyqlwu49OnTygWi7GhKcrZ2Rk6nQ5qtRoURWEBT61WW7mf+m0hyzJbK3VdZ/ZZs1wTePjPlmZlTk5OMBgM4Ps+C67X1tawsbEBx3FwdHS0tOtUzuoxDCPVwpUe05UKSa5Ylsf6/2iANR47MM3VBft88okKtyep1+vY2NiIrfu27cV6E/l/a5o8sRzVbnxIhHIrMjCCQIK+5GTdrIbn0Yj0f6mqDF1XIIpkmthxbv4DuwzFosqmlnk5h6Qg9d/cD5gVVSVtBLQfj/r4AuSYGA5tlEoaCoWLntHb2Pmvra1NZSMofGnypjUDHwJZyxtpHB0dMaceyqK1TRAwkYhQJkHbhcRTVrV/zwti5emrMhgMcHx8PHUhSspPLCpX3XUWWWdRqHuK53lwHAd//vxhmddZ8jv0fslgPgzDmNtLznwEQYCikL77crmM0Wi0sgHHFy9esD7xeQRBiG7XxPr6hT3nqvsD6YDn8fExut1u7G97e3tTAtSeF6DfH0+t77JMNp+u60NRZIiikKpLfBXu1BQwcLGIkoNktmSD6xJ17DCMUCppiKJopZH8bVAsqrGAhMIHAvSgNU0Tv3//fhA795vi7du3UBTS90l3UYoisoX9y5cvN27HR19TGknv3lwuZjl4D+Z50Cw73wf48+dPhGE4lUlO8yzXdRnlsjF1LvL+z2m/z8Lv37+h6zob5HAcJ9YmQr3HZzFP+iUZNP38+RPj8TjT67pLSJKEd+/eTf2efq++78OyrIWl7s3NTTYok5XhcIjDw8O/to9yEaIoYmtrC8ViEaqqpmbETdPEcDhEu92+8vXs5cuXrNS/DKtcW2l2kRder1QqWF9fjwWpnc4IgJBZymzeoKAkCTAM4m61zBDJrQSARECReAGTci75famkM3HFWU3ZrutfejrvPkC/kOTFn/4uuTgdHR2h1+vd2Ou7zyTLrVEUwXX9mFzQTWul1Wq1WKYpDEN8/fo1Zml4k/JED4larcDWE3rhod9vMvhJnls/fvyAZVmpGVrLIj6flPV10roxL3AIwxDtdhvNZhPFYnGuFtiPHz/ged5Swwj8Y/T7fYzHY/R6vdQSFEDssN6+fRv7XbfbRbPZvHf9b2k+y1cdbkmW0okGYw/Hx8fQdR07OzvQdT3fjM9BlmW8ePFiqsVlHlfdhIuiiN3d3ViWjV4js8grrQJeo/PTp09QFAWvX7++1udMDobRPnf6q1mH5rUEgKIoQJIuBi7INAuYfyWP6/oQRQGWRQR+aQYs+WZc1/8rSmB0epAPAOmwwqyG8lzgNRvr6+tTPsx0EwKQz/o2PkvDMFAul3F+fh77Pb0IXWR9V2uH99DJsrglA7/BYMB8nmkAkVa2oYs3LzZP/cYpJycnc4MwyubmJjY3NwFcrqzI97wGQYDPnz8vvA/fEpHkptUGFEWB53ls07/o8+JJC/5M08xk53hVqtUqnjx5Mikj3r7NXqPRQLVaxWAwgGmacF33VjOTpVIpZnP269cvmObFQJVhGNjc3Jw6t65rDU47Viir3lzTtYdu5PispO8HK/fw5dc6qqBimg5KJQ2u6yMMI9TrRfh+wHrKiQxVtmzpUkMghYICw4iXMmcFL4oiwXF8BAHx1xsObfh+sHLLr/tCFJGDkf9CdV1BpzNCo1GKNbguU6rIIZpMyQCQD/5uC8uyWDN5rVbDxsZGzKqQeEuG0PW7qRF1l1l0niT/VqlUmDYfDSIODw9T+8M2NsoIw5A9Bx/8ASQTlyWYOT8/ZwHgMkMjFOpHDZByKH2tYRiyIID+57ouHMeZ61FcKpXQaDTYUNV1oWlaamYEINnIs7Oz1Cwo1VKMoggbGxuxvy3SXVsl/X4fsizj0aNHqFarcF0Xtm2zgPCmMoKCIOD169cs00aPQxIIWHAcB91u98bL+8n3zwd/AFn3qF4ln527rmNvkc7mKvE80renKEqsxee6qjjN5hCKIqJWK8KyXIzHJIsaBMTpqlBQYVkODENDqaRBkqSlKgyZM4CjkQ3fD1GrFaYW32QGMAwj9PsWfP9+DGncNLSXgJrSa5rM+iLTLmqu6+Lr1683/TLvFYIgYHt7O3Uy0LIs/Pjx4xZeFYEugvOkQ/IycHZoDyAQP188j0gqWJaH9fVS5s0U/V74x0wb0gKA09NTtFqthY+pKAq2t7djWZCkXdQiZFmOtQwsi+u62N/fR6PRYI42AHEw+Pnz56Ufdxa6rmNvb29m72uS8/NzrK+vp3qme54X++yiKMKPHz9u1D3p8ePHsc+N0mq1YBgGZFnGeDzG+fn5UuVNXddRq9UgyzJM04RpmgiCYGpT0Wg0YhJYs7jp6gYf1J2fn09VOObd/jpe67wS8KrUFgSBJGx0XZly+roOL/usaJqMSsVYSpaKJ3MA2G4Tvb0wJH68QUB8K29jdPmhQTMOlFlf5Ldv3+A4uXTILGYtmJ8/f16q/DSPer2O7e1t+L4PURSZDZAkSRBFMnjiOE5M2zEpRJ2mb9lqZfemzbmYyAvDCL2eGVuAF4nIA8sNbPAsOpayTC26rouTkxOMx+OFxyV/cfv27RvCMISmaajX6yiXyzPXimQPcdJ2MQgCeJ7HslrdbvdSPVqapmF3dxe6Hh/si6KIPYfjOFBVFZIkxTLgyxBFET5//nzjpc95w1w8BwcHc/XhqHZjrVZL/QyiKMLZ2Rn6/T6znOQ18DzPw8+fP1EqlaBpGiqVCssM0j5Uqomoqip834fneRiNRuj1epmyQlR2RRAEDAYDlvXk78u3TQyHQ5bpmwd/Tqw6k8uLLjuOD02TY+f2qtprDEOBYZBJZ9d1oes6LMu9NaOJNFRVQrVawGhkZ/ZGvxUZmJw4NIqfBX9An52dxezJcuJomsYCMNp/t6rg79GjRzFhWUpaNiqNpBRIGIaxaVLH8e6EiPl9RpJEVCp6Jj9ux/GhKFKiejF/J+37Pv7777/Uv80rfc5j1mBDcmDh48ePc8uPdHKYXqTSmJctoQ4j/X4/U6Zy1pTuvF5DfjiKvhfHcdhGStO0WABNp33Pz89vZShOFEXWX0a1CGmG2Pd9FAoFdv56ngdFUdhkchiGKJVKU9pwl8HzPHz58iX2u9evX2cOqC3Lws+fP6c2o7IswzAMrK2tTbU6UEzTxHg8RqlUivW8LZPN4zcgp6en8DwPw+HwygE9P/Rkmg4TWT49PcWjR48QhsT3+ypVe1WVUC4bbJ0gAu0Oc/a4i9w5GZic+WSxmKIXJ9u2r72P5zpYX1+Hoig4PT1Fu92+7ZeTmbSLJulVwtTwUxqjEZH4mCd/xD9ung28PJIkoFjUYhPgpGoRwbY9FArqzEC92+3iz58/2NjYYL17aQyHQzSbzdTeq+Sx8vv3b4xGI4iiiFevXs0NBGhvF80S84HQqjZ+iqJgbW0NhkHkbXRdT+2hyjK1Wa/XsbOzM/Uevnz5cmXbNertftehFYFlssm0d8+2bZY53dramvsYnU4Hf/78mfr99vY2arUa27SEYQjHcZg2X1J1g+8f1XU9ttlJuibN6kmPogiHh4cLHTF4nj59ikqlMvX7VquFZrN56U369vY265UdDKzURMpVMnWSJKLRKMKybOi6xpyc7vrgah4A3lP48lUyG5E103QfIB7OpEwxGAzQarWmFn1d1+F53soyeFkQBAG7u7swDAPNZjNTD04anheg1yMBQrVqsIn5LOQuIVeHlkOSpJ1D3W4Xx8fHsdsJgoCdnZ2ZlmtRFOG///6bOjaTE5L0tlc5Z5OZP8MwmBuG7/tX3gyKoghN02KTlFnaJvjS3qdPn1CpVP5K6SpRFPH8+fNMOnWzROlFUWTlYUEQoKoqNI3ov/V6vYXBPw32qJ4kxTAMvHjxAkD6dYM/NoMgwOnpKfr9Pmq1Gh49esR6Y2nGs9lsXlpY/MmTJyiXy6lScGnHuCRJME1zbtab33DxFqBJul3zUnZrtJogCAIcx7tTJd955AHgPSdNPDpZMrxvul6iKC6c2ArDELZtsymrMAwxGAzQ7Xanps2ug2RWgw8YFl3I+/1xbLHw/TA1s/vlyxdomjYVKPDk59vVqNcLkKTpIQ6K53n4/v07m/adB+25ajQasX6w4+Nj9Hq92P3TdPiuim3bsG0bQRCgUCikBhppJb5l4DMpQLbyHu86MhqNcHJy8tf2KM9z/gGAdruNs7OzW8tqFotFVKtVyLIMVVWhqiqCIMBwOIRt22zSmWZu46VVE77vQ1EUOI6D09PTK2/Ki8Ui9vb2WIKj3W7DNE2sr6/HMpNppW9KUmvVsjwYxsX5ORzarOqyrNWaIACGoUKWRfh+CEkSMBzen2M7DwAfCPO+yPuoEyiKIur1OorFIhRFYaKraSQDLsdx0Ol0MmmwXeX1zbKOOjg4wNOnT2O/o1laen6UyzrbhXa7JmRZylT6pdD3nGcBr8asDCBAgpX9/f2lg6X3799fatIOIAFaEASx4aBVw2sNVqtVWJa1cJPIN9HzZFlbkhfgKIpiftt0w3ffNqpZ0DQNiqKwDBXNhkZRhHa7jfPzc7x9+3Yq23WTcjZXYdYENCUta34Zslj9/ffff1MtBdVqlUkeeV6AwcCCpsls+IG20ggCJt692QNvWRah6wosy4Wmkf/f9ZJvkjwAfCAkB0SoPAW9iD0EVFVlk2WiKEJRFPi+j1arhXK5zPTzaDBIyyLn5+dX7jXi4bX60rJ9YRjiz58/2NraSp0MbLWGC/s4eZLm5nyWMQhI83LO5eGV+3mpl8sIg2f1pE3Cl7Z4Yegkvu/DcRwcHh5eSfql1WrFBpVoDyJFFEVUKpUpP2SeZbyzG40Gtra2Zjo8JaFOLPcZURTxzz//xI4nim3b+P79O/u50Whgc3MzVvnIIp1y25TLZezt7cV+l2xJyiqJNI9arTZVcRkOh2z6OU1AnQ/+bNvDcEgG54pFDYVCvMd22biFbhxJL6UPx/HvpdJJHgA+INK8TxdNBD40JEliwqz8IrQKy7y1tTVsbm7GHAt4DTjes5leUNPcR+bRao3Y90UDk3kl5fx8Wx2iKKBU0lgfJp3izOKsAQDv3r2bGeAk2zKSzNITHA6HsCwLURSh0+mw4J+fquWnaWVZRqFQYJpx89wPZr2OLEHarGGDRSTtGOdx2cpFoVDAzs4OZFnGYDBYSQbqMmxsbGBra2vq91EUsbaAJHzQCNyPQNgwDDaVzbcHUC7jbpMFPtOezP6JoojXr19DURS4ro/BwGLZubRea2qdNg/inKEjiqJJAoKcJ7ep73dVsgaANyehnXNlqCTC3ygKHQQBjo+PcXx8jFevXrHpuSdPnkDXdZydnS0dEJfLZTx58mTqwsj/fHJygna7zWQMSqUS68nKCgn0LnwbPe/CtkeWJYxGdqx80e3mmb9VEoYRBgObKerTYGhzczNTJmZe4MRvRugFne/Rm3XfcrnMst5pwYTneTEpFd/3Y1OXVGpkXiYv63ug9Pv9pYO/pFQNj2W5cN0A1eri4QhRFGEYBnRdh+u6qTI0Ozs7UFUyxV2v1+F53o1n0mRZZqXRbreLTqeDSqWCMAznDmqEYQjLspjUCtGRu9sBoOd5ePLkyUypmVW24dDzqFAoxM4pPviTZZkJjdNzmq6piiIhbQ82a2MmSSJkWZxsDi/KxqbpwPN82LZ/b4O/ZcgDwHsCzTKcnJzc9ku5db5//x7bhdPG4aw+p6IoYnNzE+vr68xKi8rrJAVtk3I16+vrqVqAlLSsHl/mpSTFSS3Lg2Vd3iw9ZzGeF6LfH7OWiqwBYJZAKwgC/Pr1C+/fv7+0Kj/Pt2/fFt5mVsat3x+jVNIhScu9hsv0ptHgj3/PjuMhiiKoqsz8lOnf+aCBOmIUi8WpXmDbttFqtWLZtCAIYrdJnqvXgSAIWF9fZw5D/Gfuum7M7nERSRtIOuR2kyoHSejEse/7LFu9vb0NWZZj/aqO42A0GqHT6TDR+1UFsLu7u0wihv9+efcmfjiPBH8WW1MlSUShoEJRZPZ3x3EBCLDt6TV1VnZMEIS/bg3OA8B7xjJWUg+ZZrOJXq/H7LaKxWIm7bByuYzt7W3Ww8eX75IXlP39fWxtbcV8SRdJ8SR/n6UEkXNzBEE8QFcUZaHeXa/Xw6NHj1gfF538LZVK6Pf7LHCij3vZ4M/3ffYc79+/h23bODg4mNmP1+l0pnoKwzCC6wbodMyl5IdardbSE6r8eUH6km1YlsecjfjPmX4mfJZsc3Mzpg1HpaFkWYau63jy5Ak2NzfRbDbR7Xaxv7+PFy9eQNM0eJ53I4L4tMcxjWWHW0zTZL1tvLwUVTpotVo3anVHRa6p3IxpmtB1PdbfHAQBjo6Oru26w7ud8JycnLAAk2+38f0Qg4EVG+ogmqwXG3lRFKCqCsZjZ/I+BaiqBE1Tps4H6j1914Wdr4s8ALxHrHLg4SHgeR729/dZebZQKMQa3gGw4RFqME913aIoYtk/PgAgZQATjuOwJmj+wrSMv2y/b0FVZZRK2r3Rj7qPULFW03Rg2x77vsNwuoQjSfHvbl7wx4viOo7DgjNeG5BmhGf1dNHjLEsJ9uvXr7EJdF3X8ebNm5hTiCiK2NraYpsV0zRjDg58ENfvW7GpdAr1aA/DiF0QaZbr+PgYo9EoUzCYlKNx3YtMFh8Ez/Iyp8+R9PmVZRk7OzsolUpQVZX1/bVaLezv7zP9Q+rHe53rIr+eRFGEg4MDGIYB27aXEkIGgMPDQwRBwLTw6GdENQBrtRosy0K/37/ycEUW6MAbfQ20JcH3fbTbbdi2DdM0r1W6ZjweswDw4OCAfZ/0s032lvZ6064eYRhhPPZQr1/cTpJElMsGynNa4YZDOzVD+DeRB4D3iL9RZDULnudBVdVYAKgoCp4/f55aJnNdFz9//px54ahUKnj69Clb+Gi5BgBM00aplN7TlBQbLRRUZk1kmu5fNbRzEyQn5ItFjX3ei5g1BMK3ByzDzs4Ovn//jsFgwC6kAOn3pEEWv3mgw0v8dHG1WsXnz5/x+PHjWJD5/v37KQuvNHjxcQqdkCRB7PREoyyLMAwViiJBkiQmcxQEASzLYgHAcDicynidnJywDF4YhlBVCZYVot0exbyYF61bVIuO4vs+9vf3IYoiXrx4AV3XsbW1lZqJ830ff/78WToY03UdlUoFruvGXl+yXcNxHJyfn7NM63A4vFI2jO+xpN9jpVLB1tYWVFWFYRgwDCOzf+9V4AP44+Nj9t77/f6N6BXKshz73p8+fYpms8nKzLTnk9JqDVPlWEoljbUaAETEfG9vL+akk1RcyN2WCPkU8B2HDyKSkg45BJoBPD4+RrfbhSAIePToEWvW5g/xLPI5SckP03RiWlB0Khsgi3i7PUrNNgFkcfK84K8sL1w3WSfdskAytn0oipKq1ccHb67rw/N8FIv6VEb4y5cvWF9fR6VSgSzLCMMInhdA15XMTj6j0WiuXqDv+xiPx7HyaRiGaLevNjyUvJAm8TyPlXZbrRa63S5evXrFskjJC3Ty++n3+zg8PGQ/P3nyBLVaDYPBAAcHB9je3ka9XodlWTg+Pmai0k+ePEG1Wp2STJr32DyKomBrawuGYcD3fVa+p6QF10EQMFs1/rY/f/5MtQBcBby8iWmaODs7Yw4cq+4TTEoSXef7SoMf5MvCrDU2rc3h48ePUBQFz549YwEkHwB6XoB+/24P4FyVXAbmgcAHgPdR+Pk6EUUxJrba7XZhGAZUVWXllWW9SV++fBnbGc867kVRgCgKl7IXylkNyUWOZk1arRaiKIKmaZAkCYVCAZqmwbbtuR6/PEEQwrI8lErxjGK/b0GSxNjv+d49gJRyfd9nsh+u68NxPBSL2qX6A799+wZBECBJUsweiy8Xz3I6kCQiaxFFESRJhKbJ6PetmRsWXSfT6FnaHKjsCR2QcV0/dmGdJ8Y9HA4RhiGq1SpM04SmaVMuQWEY4tevX7Asi13I+SykKIp49+4de61p0liFQoFZoa2C616DNzc3sbGxkapBGgQBa0NxXRdBEKDdbs/MfqqqygT3+Z7nUqkUc3Bpt9s30lsuiiIePXqUKilD4TdUYRhhOLThuulrt64rqSL7yfORYprO1PDdQyUPAB8I/CKaxaD9byLpRMATRREsy8LZ2dlcCznac0KtktIWp/zYv5vMW+T4vrk0aGDACyfzFx/fD9DtpmdEks+blpWiBvdbW1ux35OMTghNS/csTePjx49sgnaW7yx/jFIbq0Xl8H5/HOvbu7i/gFJJha6ToIv6cS/K2NC+y6SA+VUztT9+/IDneambON6xotls4uzsDADR9qxWq7EyYBpnZ2cx3106aUw3EPx7Ho/H+Pnz55XeSxZokHQx1DB/00AlZsbjMWRZhiAI0DRtrjdxGIY4Pz+/kV7DrCLq3e4YpZKKKAIcx1/Yn0e0PaVYf20ygOz1TIRhdO+cPK5KHgA+IOiXuQrR44eEJEl4+/ZtzDeSegZn8Q2mvX4UvkxA/y0IQn7s31H47HiSs7OzTFOiiqJgb28vljUGZgdHQNzuj16kW60hRJEMoyTLwpZlxS7GnhfAslzIsjjl931V0oaU6LnAD4vwkMCHaFXSi6WmXb493LI8jEYXvV2NRjGTJI1lWTg5OYFt21N2jNRiLSlVI0kS/vnnn0wZS0qz2WQBZTJ7JssyE91OOpzclo2bIAiQZRmSJLEAVVEUbGxsTOnm8dBNsG3bscSB4zgYDodX7klWFAWvXr2C4zjo9XrodDqxv8/TiORJ9k5nRdNklMvxbHUYRhiNbOi6kimIfKjkAeADgehQkR6UXq+Ho6OjW35Fd49GowHHcTIFfTzJnWmaflvuyXt34c+NpFZfllJd0vc5iiLYtofx2J1ZIgXii2vSC1oQgGJRh2HEe/76/T4kSZrq7ev3xzPLpItYNJF+enqKdrsdu9BrmoadnZ2FmTFKcsp43nO7rhtr2rcsF6ORA0kS0Gik9zR6njdxdXCxv7/P+v50XWeivzxpNnWqquL169dLBYEA2ORxqVSCrusQRTEmbQOQ77fb7aLf799oj9wyqKqKWq2GcrkMXdfheR7a7fa1eqbruo5Xr17Ffket4URRxKtXrzI5w4xGpL/6MggCUq0381glDwAfDHwJ+PDwkBmt51wOSZJidltJeG/JHALJQIh3zhOTzwDu7+8z2Z4sRvWCIGBvb48FZI7jYzi0WUBJSZOKSFtck+ujYSjQNIXZSs0iCMKp7FhacDVrUCEpL9NqtTAajTAejxdOcsqyjK2tLYiiCM/zWABHJ0H5Cc3kZom+xk6ng06ng/X1dbRaLRYU0Cx6tzuGokixaW1KFjtLURShqipevHjBXuePHz+mysGyLMMwDOzu7mbus0xmZnmCIMBoNMLx8fGNTMTeFxRFwdu3b5e6T7vdxtnZGdMcpARBiF5vPHezNY9ZPYB/U6/fLHIruAeC6wbwvACKImF7ezsPAK9AWi8KvZDlG5zZFAoqPM+HYaix3bqqSvC84Fb6a0imjVxMgiCIGdd3u92F99/Y2GDB33BoQ9flqeAPIL10i8pIaRcw6uwiSSLq9cJS2anPnz9PlUDT7k+Dv9FoBNu2ly5P+r6f2U83md2jr6fRaKBer0MQhClBX8/zmTA1hZ5vWYcpwjCEbds4OTnBzs4OC0BarRaazSYLznzfx9OnT5f6nNOCP9/3Wc9hzgVra2solUoxiaMkSakV+l2cnp7izZs3sWwuFQ2/Cvzm6ufPn2zYp1jU/voAMCt5AHgPsCwXimJAkiQUi8WlS505s4M/gEgM5MxGVSW4rs/U90VRQKViIIpCFAoqHCeI/f0m4Bf/ZBYsS6mO19lLZhGoeLPvh5mywckMEbnwEWN5WRZh2y4MI97r5/sBbJtMB/OaeQCmytLUpD6Nm1IG+PPnD549e5b6N3qh54Ovdttk5xf//2XLtJRutwvf9/Ho0SNomoaNjQ2sra2x7JIoipd67CiKcHh4iNFoBEEQbtWW7a7CD9rQlofx2IUgRGxQiEIHgUTx4ruQZTkW/LmuvxLLNcvyWC9uFqH1nGnyAPAe4Dg+KxXxTbV5T2A26OKVhPRmXb4E8bfQ61mQJIGVgKtVY3LBFScuKaTp2vNIIDRLtmG1XLh00KzDMgEAn82iAUoYkh5A0jw/+wLlun5MeyxN+oS+HuK6EU29PtN02efUbA5j9mn87fifV+ExfFmS+qNUaoPamPEBNQ1aeSzLjTmSlEolNqWraRqTNGm32zODsOFwiNFoxDQ+ac/e+vo6PM+L6ScOh0P0+/2Y2wWF/xwFQcDu7i4+fvx46c/mocMfc/TfpumgXietSfT4dBwPrhvAdT00GiV2zCdLxqoqTzaVlwu2i0UNhYLKNpzj8ThWAch7trOTB4D3hE7HnKrr12q1PADMQNLOiSIIwqUXob8JEuRdfG7Doc16uoIggiwrCEOgWFQn9mLStVvf0eApLfs0Dyr/Qi9Oo5EN1w1QKmkYDu1MmwEa8BG5DXIxs20fkiSysjR9PbI8nZmYpdm3KLi7jeCvWCyiUChMlUT/++8/SJKEMAwnXqojNoRDhJbj9oejkYMgCFEqkWzr3t5e7DuTJImJE3ueh+FwGHPNoERRhJOTE+bOsba2BkEQoKpqLKgvl8up5UrbttFqtbCzsxM7dlRVXdrb92+h2WyiWq3Gjr+NjXKKLI8A2ybamTSbOiszVy4b6PXGsQ3conOvXNYnvr4yhsMhymUiyD8YDGJDTXn5Nzv5EMg9olIxYvIM5+fnOD8/v8VXdD9ITnvSDECnY95o2fIhoygSqlUSFDqOh+Hw+nfhs2RgbNvGz58/EUURisUiy1SVSiWm85il91OSBEQRyQwKAqBpCkSRXKxIFiO+f3YcD6Iozhz8IBcrK3XTUSioKBRIAMN7ECd7qmZZwlEv4vX1dQiCAM/zpizOqN1YpVLBYDDAeDyG67owDANBEGA8HkPTNNTrdeahPSvo/PbtG5vYpWxsbMTs2jwvgGk6rHpRKmmxgJg+p+/7TJyYf09RFGF/fx+WZU1lBYvFIvb29lYWFIdhiE+fPq3ksR4isiyj0WgsFFIfjWw4jo+1tVIs603//fXrV+zu7sIwDLiuj/GYZMJ1XYHvBwiC9HAkbaiBlu9932f9f3mcQsingB8oa2sl1l+R6wJm559//mHq8LMEa3OuhqrKcBwXxaJ+I7twfgpw2RLweOzCsojciyQJUBQZoigwtwwge1aRp90eQdNkSJIIXVemHmPeOkplbZIXzrTbZXm/URTh6OgIjUZjpgbgZZnlpVwqlZjt2jxM08SvX79ivxNFEfV6HRsbG1NODrwNpiiKeP369ZREzDzG4/FC6RvHcfDt27fMj/m3kZycT4PfVIsisLYWD0T+/fffmD5guz2K9QsCYBp+NEtO5V74jVAQBNjf38d4PMbTp09RqVRSvbD/VvIA8AHDf7m5PVw20lxD8mN69fBZs5uAZOEiFAoqej0rdeELgpA1plN7qTAMoaoydF2ZyuQtw58/f7C9vc1+pkMjtu2hWFRhGCoEQcjs1cv78SYtrZIZQWB2kLrqfsFutwvP86YyQAcHB6lWZHRQo1AoQFVVOI4DRVEgiiJ838d///039/mKxSKePn0aKyF++fIFT548iQWzNMh1XReyLKNarcaszqg/+Js3bzLp0rmui6OjI/i+n5eEZ7Czs4N6vT71+6QVIHDhm06P03///Tdmz9dqjWLH8/p6CbbtTLQhA5YVpwRBgOPjY3bM8cN9ufzLBXkA+IAxDIX10gB5EJgFPgN44d4wSs2w5NxfRFFAo3ERIJABqgCiKEGSBJimA1EUWbmaXpwsy2KlRt/3Yds2TNOEoiioVCrMagsgQ0WPHz8GQM49/iJESrw+ikWNDUMUizpareFScjm0vJ0l0+c4Xsxart0mx3W9Pu3AYVkuCzAp+/v7rBRM3SNevHjBzpf//vsv1u+VnKi/zvXn3bt3qX1k9HOh4sOL4M//379/w7Isdu5TR6Hk4x8fH+cVlgRJAegwjOaqKKytlSAIszcq/HmxtlaEKIpzj/nDw0MMh0Pms82Ta7hekOsAPmAsi/Qa0d3Rhw8fZu7Ec4BqtRor/84rr+U8DOh3TCZPL1w56vXi1O329/cxHKZvcKmrAk+yH40XFJZlCb4fwvMCOI4PRZEmze7Lvf7x2EWxqC0M/i4uoPELn2GokKTpi6lpxgNAPnjje/qCIIAsk2b7ZLP/6ekpHj16BAAxsehVI4rizCECmqmzLCv170l4qR46Lfzo0SMIggDHcaZEoWnPpGmauSYgB19FSRNJ51FVCaIoMLcXYLpVI4pI1i85+Z5GFEXY3d2d+XzjcT79uyx5AHhPMU0nlh6nnrZ5H8sFgiDg+fPnKBQKU8Fer5f3/z1ECgVSch2PxxiPx2xKNO2i8unTp6VdHgRBYMFPEATY3NxkmTPS+0T+T/ugruKe0mwOUS5r0HV16sK5KHvteT4AbapfMHmfcrk8Ffyura2xcmlagEffP0CyaddFmh9wEAQ4Pz+f8p2dhSRJ0HWdvR8avPOahrxMDP9ZKYqCFy9e4OvXr/lmcQJ/vhSLKhzHT/1sRFGYtFyEkCRpplwTn6niH4e/Pc30Je9LX4soiuj3xzMHSHJmkweA95jRyJ6YyV+cJKqq4sOHD/jy5ctfvXPlSxV8PxT1J815WMgyGbqg2a2zszOYphlzx0ibBl8WfkDh7OyMSY0Quzxp5U3ow6FzqYlq3w/R6ZhoNIrsotnvWzEVAYD0xtIAcG1tDZubmyzrFobhwhLoTQVGl9E8VRQFr1+/jpUK0zbHpmlCkiSMx2O0Wi24rstKxoqiQJblv3ot5fn16xd2dnZQq9UgiiJqNQPd7vQxH0XRxCVodtCWdh96e16nkUJ/NxzaEEUiweR5RIQ+l/O6HHkAeI+xLA+qSiYOqV0c5e3bt9jf32cLGIC/QjJGEAQ8e/Ys1iguimIe+N1hqESIokgYDomMRFaIBZkRO/abzWaqW04YhqzUd9nSJQ2OqF+uZVkxvbn19TJGI3uiCyjA95cPMiVJhCiS+14lwAqCcKp3O9kb1Gq1UKvVsL29zS6wYRii2+2i0+lMSb0A8RLwu3fvLpVJXZakEHUWdF2PBRq9Xo+Vs/kBm/Pz86njpdPpsIGXt2/f5n3WE+jQjW3bePToEWRZYsNV8duR/3w/hCQJEAQRQeBjMLCnJnopi4aWkmt4FEXQNOWGhOcfJvkQyANAlkUYhgpVJXpnaeKzlE6nw3a5Dw1N0/D69Wv283XLvdCL6WjkxDxyc5ajUjGgKCJEUVxKykEUSfDHH++8XEga/ATj9+/flw4E+cyy53n4+vUrRFHEu3fvUm8fRcQLl7gk+HN7AQsFFYahxC6E5PgdrcRvOU03ke/Ponz9+nXh+vC///0vVla+joGJZ8+eMckRqnO4DPwAydnZGZrNJvtbpVJhbTPAtKYq//4A4s+c28QRdnd3p3yfZ8UHmiajUNAgyyK6XZOJOUdRFCsNU/ifLcuFaTowDBWu609tpmRZQqlEvLptOw8CefIhkL8I6lmqaURItVy+OLGSauzUvD0MQ5imiVarFfNO1TQNz549i12EBoNBZtP424QP/gAyFXbdWT8iMKzlAeAVGI9dlMsawjCY21SepFBQWfC3KEDY2NiYkjB58uQJvn//vtRrtW0bR0dHePLkCSsxpmXJgIuLmabJrFw1K7itVo2YHA1tWxBFAevrZSZl43nkQhgE4dQFURAEVCo6exx+KlIQhFTR7DQtvTdv3sC2bRwfH8/8TD9//oxnz56hUChAEAQ8efKECUuviuFwiGKxOCV9s4hisYj19fWZwR+AqYG59fX1WADIByW2befBH0e1Wp26rtTrhdRSsOP4sYy+ZXkol/WZ3ydxZ4rLycyWdokmIu2X85fOyQPABwU90TwvYFIYtm2jWCxO+V9KkoRKpYJKpbJQaqJer6NcLi/U7rpN1tfXJxk/0nR8Exnr8dhBoaDNlUHIWYzvB6kXj3mIosD6/U5OTuYGf8lsDuWyU/O9Xg+KomBzc3PKgsw0TRweHiIISP+TrutYX19HrVaDokjQdQVhGE76o8h9ZFmEqsqsvDYcDhGGIRO4BUhZWJLIbfnMG+2BUhR5qr9P15WY/+4y6LqOly9fwrZtHBwcTAV2YRji58+fsax7uVyempi+CtQbGQBevHiB379/xzarPIIgoF6v49GjR7HNq+u6U8EfhQ9iklIy/Jpo2zZEUbz2Mvd9wXXd2DHvui4URYEgYGGmmmTrPNa2wZ+X47G7lI+v74cTIXcxtQyds5g8AHyA8PZmtBcurb9iNBqxHXYS0zTRbrdRq9VQLpchyzI+fPhwqVLMMlQqFYiiiGKxmCo2ats2fvz4MbWDfPTo0Y0GfwCR1DDNPPN3G/DZsnlBR/L4Pj09ZRpws4KJLDSbTRiGwQI0gAQR/NAJcJExFEURlUol5lzieQEsy2WZPEEQYNs2CzQODg4gyzJqtRrruRsMBlAUhWXe0izpksza4JmmydYHx3HQ6/XQ7/cBAJubm6hWq9B1Ha9fv8bZ2Vmq3p7jOGxz+fjxYzx+/BjNZhPn5+dXHhDp9/vY2tqCLMsQRRF7e3up7iOiKLJsZJLk90FpNBos+LNte6o/utfrsfWnVquhVqvh/Pwcvu/DcZzUHtO/ha9fv8ZaIaiFn6bJmUuxjkN6ZPksom0vv5b6fghdl/Mp7UuSB4APlFZrNGUrleT3798QRTH177TkMRgMUK1Wmf7SkydP8O3bN6iqit3dXYRhCMdxUo3bkwiCgEajgTAMsbm5iVarheFwiJcvX+LPnz8oFApYW1sDAJbNS0p46LqO//3vf+xnqn9o23ZMziHn/kGzW7QMNA9qHzWvNLe5uYmNjQ32M3WFWBWmacYCwHmPfXR0hPX1dRQKBciyPJEmIcEblYqhxzyP7/tsAjUMQxwdHTFpjLW1NUiSxJwvZFlm5U5erDnt/D45OcFoNIq1TfCZsqOjIzSbTezs7KBQKODRo0eoVCr4/ft37DWmbdI2NjawsbGBX79+XSlQCsMQtm2zPsBZmoDlcjkW/HW7XbYepQUGmqbF3FsODg6mbkN7Gre3t9m6wrcQuK6LHz9+/JWlYUEQYmLQNDtaLGqZA8AwJC0MoigyzcnLyLgEQYhud5yXgS9JHgA+IASBlIro9KDr+iw7kBYINhqNTHpa/X4foihiZ2eH9QjyfpA0W/f58+e5ZRI+cAPAMgazBD5nTYXxE2S7u7twHAe/f//GP//8M7lfXg64j5DvLIq5V2iagjAM4HmLy2+NRoNN5BYKBRYw+L6PwWCw8iEFvn+u2+3O7AUEyAWPzzKpqoq1tTWsra1BUUjP7snJSarcCP8+6LEfhuHM0iYA/Pz5k9ltAUS+g/qvAiTrxWvhpT2v4zj49esXNjc3WfD6zz//4OTkhA3P7OzssNeTPF+fP39+pQnhYrEYW2cGgwH7XiVJYpmnra0tAMhkMQcgFvw1m82ZfYumaeLbt28xFxGKqqp49+4dwjBk7hSXRRAE1Go1yLKMYrGIIAjQ7XYvNfl8EySD6jAM4bruUhtwTVMmbRLke0xayGXF84LJUMml7v7Xk08BPyA2NsrwPB+OQ0pLZGEpQJYvFuZkIJi0eZqFIAh48eLFXJP3NIP4pPZaWiBKrLqmXQsEQVgoY0EPX8dxoOsX9nj58Xo/MAwFsiyx3h9JEliw12gUJzZnMjqdi3KtLEuo1QwIgoBWqwXTNPHkyZPUDFGr1cL5+fm19G9pmoaXL19CFEWcnJxcqv9N13UYhgHTNGcGIrTPLooifPr0KVO5KzkRf3Z2xgIl4CJgi6IIo9EIBwcHcx+3WCyywZc06LkbhhFs22UeyMDVrOKStnPzSE7yJpEkCdvb26hWq5knl5Pr1yxo1nHZUmSpVIoF4jw/f/4EgCu1KlwnxWIRz58/Z5Ua23YxGmUr48oyKRn7frSU7FNONq5tClgQAEURIUkyfD+4ktJ9zmrxfTJFyWuV+X4QCwCTauz//PMPjo6OMgm+/vz5E+vr6+xCQhdc6o0qSRLq9TorhUmSxOQx6HOSyeSQSbNQxfh6Pb0XMQkf2AkC0V0LwxC6rqPX66FWqyGKIhiGAsvKxVvvOqoqYzQao14vM3kI2/bgeQEkSYSmyeBjt2JRnYifkwuj7/t4+vQpJx1hseb+fr+fySf2sjiOg8FgwPpkLxMA2ra9UIqGZhbp+ZMlyHAcJ6Z1xwd/AAlsbNvG79+/M20AaTbs0aNHMAyDlZzp584PpliWF7ObkyTp0qXSX79+4dmzZ7HHd10XoijCdV34vo/xeAzTNFM/R1puN00TOzs7rGQ/Go0yZYSTmwrqPVwoFGIZ1nq9jnq9Ds/z0Gq10O12WXAfBAEajQYKhQKCIMDh4SEsy8Lu7m4sw5mEPv5wOMT+/v7C13qTUJcl4KJSkzX40zQZlQpJJNi2mweAt8jSGUDDUGAYCvp9C4WClpsv3yFIcC6z/ilBIGbcvu8v3LkDy+3Uk1Nx/E6d9uV9+PAhpu5OMjbDhel6ah6epYzL73T+++8/vH37lj1fq3U3Syg5BCriTKf4KJ7nQ5YvJgSHQwuapjDRWYA06f/58wdPnz5FqVSC67r49evXjTs2UE20675I0/NrmZJqMgvIl2l//vzJhmGuyps3b2JToY7jYTCwY+dmv9/HyclJpmAzCd100uMhq8uRqqp48eLFVPl2UaYwyfb2NhqNRux3x8fHGI1GqFQqePz4cebHmkW73cbJyQkURcHbt2+n/n7XgkC66aebLX5TP4+kFuUyup+LEATi9e15/qXccx4S15YBtCxvkmUS8+DvjhFFiDXPRxHxDE7T/yJ/j/szbm5uZl4Ykxchvufo6dOnsQVaFEV0OqPMTb5ERT77hYm+fl3Xp4ZGRJFOSkoYDPLj9S4hSQLGYwe6rkykiUS2iXEcb5IddFAq6ew79TwPzWaTZW9oBoUflrhJ6OviA6C7At+TyHuqAqR8t6rSIhXDpqVSTVNQLkfo9cao1chwRrVaRbVaxZ8/f9h3t7e3B8MwIIoiC4DSaLVaaLVaLAjO4sxBp4b54C+KIpimubQj0p8/f9DtdvHy5Uv2O9r7eFUsy8KPHz/Yz0+ePEm9He82c9sYhsGCXnr9yBL8CQKgqhLb4AHAYHB1RQlRJBqXRCMzzyYuw6WGQKjFS87dx7I8RBFi8hNJ6Em8ubmJzc3NS/XsjMdjHB4esmEOmnEkmbzw2oy6qRZfFEV49uwZTk5O2OKU3AVtbChotUa5ZMAdwfdDqKoE2/aYl6coXrQJAOS4JVPBLo6OjrC7u8uGh3gKhQLevn2Lg4ODa5UpSjIrs35X+Pfff2PZeboh3NjYwGg0WtlnldwQ6rqKMIzQbA6h6wpKJbIJ3d7ejg1h0Puura1hOBzOHHzgy61ZKJfLbCghCAKcnJxgMBhcuhfUsiz8+++/KBQK2NraillNZiUpngwQJQaAlKrfvHkzNUjTbDbZJHuhULj1fkBZllkgTDcVizJ4NMNfqxVYv+B47M4ReF4OmuhQFBGKQiSD/vYMYFbmm+8tiSSJMU9OURRiE305t4Nte+h0THjexe6I7ydKqqlfVk6l3++nNrJf54g+1eGjC3utVmN/o4EeLUMDYBeinLuB6wYxI/cwjBAE4aQvtMCEjHu9Hp49ezYRnBWmMr0ACcZevHiBZ8+ezZQMWSWSJLGhqLu8qeAzXpblTj5fEc+fP1/p5/Tvv/+yLB7pw1VRqegIwwi9ngXfDxCGYSwI4zOTz549Y1l8nqTGXzJIFARhqszL9wNKknSl4I9nPB7j169f+PTpE46OjnB2dpb5u0/7rOl9eS/m8/Nz/PjxY0r4+i7Yd/KBOB3S4+cAikUNhUI8G07aNuKyXnzwpyjSleIEur5HkTCRl8nnErKychkYXVcmwwchFEVi5eJkP1cW1fCc1REEIXo9i/VJSNKFjlpyYXr9+jV+/vx5qd3m/v7+lCXbdWs0tdsj1utoGAYrCXueP+lVjJjTgq4T8/C88fhuQ23eoijC2dkZGo3GTFmgIAjw48cPbG1toVqtolQq4d27d3PLiquAn4i/igzIddNsNlGr1aCqpP9qMLBRrxcQRRHevHmTKq58WdrtNsvOBkEATVOgaQqGQxu9ngVZFqAoMopFLTWIp/pyabIyACn1l0olltXkB12Aiz5mx3GYZR993K9fv67sfYZhyErZzWYTpVKJiVbzWeGksoFlWax/ut1us6CUlng9z2MBe7If8C6UN1VVZYFcGJJhO11XMRxak/cZQlWVWIBHNxz0++x24+ViWZbguh4kSbhCpYhUDfp9O5cAW4KVBoBBEGI0cmKZF17olEJq9iocx4/t/nNWC22Y508IUr4PWKlNluWY5RJdsF68eIFv377N1TZLw3Ec/Pvvv5BlmenyjcfX7cdLXBUUJf5eyNCAGDseiV+qgV5vnE+w32E0jVxEDw8PMRgMmAhvt9tlbhUU27bh+z6azWbMpH5tbQ2GYUyJF68KOnmq6zpqtRrOzs5W/hyrIIoi/PnzZ5JhU5hvNRWB13V94STyMtBpfD4wKxZV2LYH349Qr1/INSX7kCmzgv1kpi/589bWFvseer0em75VFAWapi29nmVlNBrFMpP1eh07OztTAS6/aaDSRa7rstvx2o68bmPymL9p1tfXmRsNRZJElErku6zXi2i1RlAU0uNnGCRTL4oCRiMHYRjMlOZyXQ80gLsskiRCVaXJxj4PALOy8vosnw533XSZmDCMYJrutfWF5RDCMEIUXQSCFEWRU7Ny47Eb+/3r168vXSLipWiu2y6tUFAm+nEXQwC+H6DdJjvNpFQFANRqBVSrxpR/as7tYxgKO2YHgwF2d3c5qYnR1H80M5I2iFEoFPD69etraaKPoohZjSmKgn/++WdlwwGrhvb7ETeeElqtETsfXr16tdLP5+joKFX2ZX29xNyJKPQ1OI6PZnOIZnOIXm+MwcCCbXtT5VW+vEd6R30W0ALEheTDhw/48OED/ve//7HSsSAIU72H10nSlm5WD+L6+jr29vYAkKwildASRTF2PEuSNDMovm5UVcWjR4+Yv7UoiqkzAGEYTnrwBOi6jDAMMnlRB0F0peAPIANl/HGwKlRVgq7LeKhGI7fWoEd7fXhkOd5DmHN1aI8fT7s9Yn/je3AKBXUqPU+FbpeFZmJuwqLHtn2EYQRFUSb9RmOYpsP6SnjnEHrMRVEEWRYzLVA5N0e5rLOswmAwwLNnz2JZvXnwGwDbttHv9ycXJQV7e3szxaKvgmmaLKskyzLq9fpMYd/bhs9Q1mqF2AVzb28vJqR+VfjJ1iRp2VhdV7C+XsLGRhmlkg7H8TEc2mi1RiwwbDaH6HbH7N/DoY1+38Jo5DAh8bTgkjIYDFb07haTdGnp9XrM55yHz2A2m81YtYKnVCphfX194fNS7+hV8erVK7x58wYACULpUF/yOk31ZknVT4EgiADESzt8LAvdGKz6ckOvGQ81ALxT6Q9ZlmBZLmRZZNlBSSIXaXqC56yGZnMIURRQLusxM/lCQUWzOYQsS6jXC1BVFe/fv1/a0ukmfHmrVSP22gFyvNTrxUlwS94nPw3MNxvTEoWqygu9Z3OuH0FALCAXRXFKKHdewz0NAKMoQrfbRbvdhiiKePbsGQzDQK1WQ6lUwsnJycpKalQgnfaAkT67It69ewfHcdBsNjEcDvHo0SPmm9tut5eWIlkFfIkyiki7ThCELOB+9erVlVw7eFzXxb///ovnz5+jWCzG+v18n8h10DXi5OQE6+vrrHdOlkWUy/pSMmPjscv6CtPIIna/SqhINQ3wnj17FtuIUngBc160PIqiqaBxc3MTnU4n1gtYq9UQBAHq9To0TWOf6c7ODhzHQavVyvS+3759yz7/4XAYywjzr3s4tFEsqqxkT3vIaUVvNLIhy+KNt3YFAXk9q1YncRx/Yi260oe9M9ypEV3H8aHrylRp2HV9FoHTgDDn6oRhhH4/LgZLbbh8P0C3ezEEkiZOOo9isXipyUhNk1Eu63O/Y0EgEi/J4A+gGc9w0kQuYH2dBBC27aLZHGI0irsqSJKISkVHtarnE+u3DD89+Pnz51gZjZbH5vmj+r7PekDphTAMQ/z8+RPHx8cIwxCyLGN3dxdPnz6d6h+7LLRERkt25LiSUCgUsLe3h//9739YW1tjHrabm5t4//79lDvHqlAUZcqykR+cILeRmVsO37CfFDy+Kvv7+6z0TKGBCvU/brfb+PLlC759+8Zuo+sK0xDMSrM5nKlHRwPzDx8+4J9//rn2cqqmabGMNB1OS8NxHPz48WPq70dHR/j06VOsb5EOtezs7ODDhw948uQJ9vb2UKlUYptu2ts5S1eQRxCE2OBKsh2ABFakh8+2PdY7CpCsIJm8JUFpGEa31td/XZP4D3mo5E5lAKNo2heQXMzJ8AJVEadTnZ7nIwjCfJDkinS7YxiGAs8LYp9/FEXwPB+KIrOLV1ZLp6tcXAeDMUolHYoiTRwhyOaAyoOsrU1nhWgjOb+w8wuCrqtQFBmW5aLbHaFaLbJBGHr/RoMErYOBlR9TN4wkCczirdVqTU2IttvtTEMWvu9DVdWpfsBer4fBYIC9vT0UCgVUKhUUi0WcnJxcOjMkiiKePn3KMlxEELeDXq8HTdNQrVZRLpfZ+6CTn41GA5IkYWNjA2tra+h0OqyXcBHv3r1beA7y515ySpanVNIhyxKGQ5sF36ssAwPkPe/v72NtbY19L4qiMBu5tbU1ZqFHB8hev34NTdOgKFJm6ztKEIQYDCxmNUZpt9vMlpJq7v3333+re6Mc1CYt+bnTtSk54Wya80WUz87O8PTpUwAX3sGzLOSCIECz2YwNbLx//z72fNQJJfk4aT7tAKYG5pJVFctyJ+LteRXlvnGnAsA0+HOfNoaLIjGSpg38RAE8ZNmdnOWg09tJGo1iTDtwd3eXCZcuwjRNFAoFCIKAUknL/N1IkohGowRBuAgIAEzkK6wp6aCk1l9aeYV/7FJJn/iVulBVhcnh0AliAKhUDPT7Y5YNzbl+Go2LC9Ha2tpUv1PWjI3neSzISBKGIX79+oVyucz6AZ88ecIcKpZxEtnc3MTGxgY7xkajEU5OTli2xrIsNoW6sbEBRVEQBAHOzs7QarWwtrbGsoLr6+toNBrodrsLZWvSNO/msei2uq7ESq3X0brh+/5U8E5F55M9mZIksXPa94NLZXWSgUhadm1V2d8ksiwz+znf99n7S0448/JbdPBjFnTKnb7mtOCPZrrpNLfjOGy4JHnu0M+e3o8qJfCvcdbELqXTMdFoFCfvWQKQr5X3kTsfAPIQGYEAUUQu5tTiTBQFGIYKw1DRbo8edMr2JnEcD7IsskVinnF5kv39fWYNRUq1iwPAtJ4+ShRF0DQZg4E96ROVYNsuyuW4EO9gYDH3iFk72mRwaVkODENj+lxBECKKHmjX7x0kKRyb9p1lzTzTIG7eBX44HOLz58/Y29tDqVRCuVzG69evcXBwMLfEDJDWht3dXfb4nuexCc80Op0OwjDEkydPIMsyVFWF67o4Pz9ngeD6+jokScLa2hrq9TrzOU7j4OBgZi9ucvMThiELckkZz8fx8TGiKEKlUmHlXn4S/jIOF5eBlvd5rdFKpcIyXSQTf3lpmk5nxDYVL168uJFhNACsDxRIPwaHQwvlshELfBe5sbiuy3zOZznPiKKIV69ewbZtfP/+HRsbG1MDMfx6SP9Ng0NBENDrmfD9MJM+L/X+pckYVZVwyyYlM5Hl9KnlnHsWAPp+GPsiVVWGLIts10g13oZDK5eYWQGDgZ1acs1CGIasmViSxEwnIQ3+LMvC6ekpLMvC7u4uyuUywvBiYeKzibY9nBIVd5wRCgUVhcKFaCl/AUg2YxsGCQaHQ9LATIdDcm4GumGj5/DBwUHs4hWG4cIyGYW6JdCJxXkZpP39fRSLRTx79owNi7RarZnuDmtra3j06BELrlqtVmxycxb9fp8FYXt7e6zXLQxDNJtNtNttlhGUZRmNRgO1Wg29Xo+JOFNGo9HSmob9fp9lpCimaaLRaDCVAL5s+uHDB/z+/XthMHxZDMNgm0k6+FAoFPD06VPWw+t54ZWkQYIgQqs1RKUye1O5ShRFYQE8ZVYWzfdN1OsXgfaHDx/w8ePH1ONIFEVWss6Cruus5Es/S0mS4DjEbpFaggK0JSHbeZUGmY6l62Q0GZa4W9ddQQA8L4Cuy3CcvK0nyb0KAJNQD8JCQYFhqJNmVonpXN1le6a7giiSYGdWcBaG5AJxmYDo4OCAZVmq1QKTn5n1Oih//vxhjeO0IVkURdh2ehaRfs21mgHfDydlMhHjMZkop6LClLRsQBiGscWRH0LpdMwr61TlzMa2Pei6zAziXde9tDAxX8ZVFGWhfZZpmjg+Pmaivevr66jX6yy4o2xvb6Ner09srMY4OjrKbM0VRREL8tK0CvlAsNFoYH19nQWC9Dn5x7oMSRcJfhNEeq/jF8dnz56tNAhUVRWVSgXVapUNqPCBPS/1Iwizz/VliCKg37egqtJk/fBY79oqBaE3NjamBnrmBem+H8KyXBjGxQb1f//739QEdqFQmOuBTL+fRqMR0zjks3qSJKHdJgLNfF8k3RRfNWgjj0OGB+9a8EcQoChEVeQuBaj0lL7tEOVeB4CU8diDLMvQtItehwtV8Jx5FArqxKNzWi+QMhxaqFZJyebDhw9otVqZmtajKMLBwcFkRypgY6M8VaKXpIvyPUAu4PTiz08kEmu32Ts4oiEpQ1HIjo+Yg0sYDGwUixErM5JgQ2Gvz/cDZiA+i0ajiH5/nDoYQgdJ8gDxasiyxGUrLn9xXjYABMiAiOM4ePr0KRRFgSRJ2NraQrFYhKZpbGCB3paWUS/zuubZedGsYqfTiQWCADlWL/O883Achw1b+H44kX8SWXbq2bNnS8vCqKqKQqEAwzAmj00GPviSZxRFCIIAR0dHAEhP29ra2uQ1eRiPvZWeT+S8jZ+7q+p1FEVxKvizbW+hhM1o5MAw1Kl+QJ7k49Lvi7K7u4vPnz+j0+nAMIxY9pFCs5DJoZhVQBy9NPh+AEHAwoz7bUCqCuIk4BIQhncnC7i+Xl7Ya3ndPIgAECANw7SXxXFyr1ceenIC8ZF24tXsolTSYduzPy/XDWKB0/r6OnRdx/Hx8cLGeSoRQC9ka2ulmb15AHB6eoooilCv15mnKB3wmAefwRwMLPa66f2JRSGZGB8ObUgScUSgfrO+78/srwGAarWA8diFrl8Ei/Q1hWE0sdcTMRhYd2aXeZ/o9cYs8CgUCplLvkmSAWBWLMvCly9fUC6XWfN8ckKy2WxeWr+P7xlcBA0E2+02dnZ2UKvV4Pv+ynXsxuMxNE1DqaSjUFDRbpuTYTqbaQNWKpVMAsrVahWPHj2a+ZnToG84HKLZbLLAnP+8gXSDgLuKJElsspiyzAWdTtPS9WRnZwfHx8cASIBK+zGjKMLHjx8BkPL5y5cv2fMXi0Vsb2+nZpazcNm1igzrFSfSSjRzH9xJ9QRSFYqgKDLugJ0yALDP7LZ5MAHgeOwiCEIEQRSzC8ohJ6vnBVBVObYDIurtUkwHbBbDoY3RyEGlQoSjS6US0wZ0XXeu0fqXL1/wv//9j/08ryG7Vqthd3eX/RwEJLDKMpGbtvhqmsyGhSieFzB/YrprnRcs0DJN2rACnfRTVdJjVa0akGVpZsYwJx3fD+G6PlSVDEpcNgDkM2zLBICU4XAIy7JiOnq/fv2CbduZB1HSoAHgvAxgEiors0pnB55ms8myRkSSpYh224RleSwAfPr0Kb58+QJVVeF5Hnzfn1iBXbyPRqOBx48fs/PadV32XxRFWFtbgyAIMQFuwzDw+PFjNgzi+wEsy4PjZJ/Evk2SgetoZMOyln/tfLBdr9dZAMgPkPBZ7OTACO8XnAZVYKDnFs8szcQsVCrkNfOVE8NQ4bo34/yxDGR9lyBJVy95rwrPm+2NfJM8mAAQmB7/zyEEQciCQJ4owtyyapIoIsLRuq7AMBRIEhmYUFUVHz58YFOUyf6XKIpYKSnZr9JqtVCtVtnFOilCShcYmtWjaJo8mdbF0hkDamM0HjsoFLSpHqsLdX4XgkACaDp5zotFU91B6pFJhpFIwFitFu7ECX6TiCIJkoMgvNTFcBUEQcCm1i+bFfnx4wfW1tbw+PFj2LZ96WCUZ5kM4E3Bn4fJTZlpOmzjlCYCTzN6tM8MIAMqf/78mSq7K4qCSqWCJ0+ewLZt1Go1bGxsALjolRsMbmZwj69k0Kn/Zdne3o61pwyHNmz7ct+rZXmQZSnWc6woSiyw0zSNabAuq9NoGCpM00G/b6FWK7C1j2/FSQ7RZeHCw/miLH0TwzaX5a5k3O4aN/qNFYsaZFlAv3/58f6c5Ymi1aqk27YH2/YgCKQ0ShcVKuFg2zZOT09TG8ijKMKPHz9iO1nP81i5l94mHpRdOMD4/oVYtSxLk6zv7NfqOP6UMGwURaxcYZoXFyv6fgQBMRcUHkWR2OQkmW6W4Lo+JElAsSiyoJg+3h1riblWSiUNYRhMSooaTNNBqaRhPHYXZpklSWAXkM3NTdTrdfi+j9PT08zDFhTP86Bp2qUDQCC77mBWaAC47Hu5Lra2tqZknYh7hALb9pi12jwpJT5L5TgO9vf3U9cZamkmCAJev34d+1sQRDBN58ZUG4ZDmwVb29vbrA8xC5qm4dmzZ7HM8ioy/ap6EZwkM4uUd+/e4d9//4XjOBiNRiiVSkwpwXVdeJ6Hly9fTjnAAKTXrN+32NAkhcinKROR/cVtNjx0I9zv91EsFm9MPuiyPFQv36tyowGgrueeqw+JKCK9W5IkwjAUNsih6zqePXsGgKjYD4dD1Gq1KXHfb9++wXGcKb2spJ6Z63qs3wSQoesyoggYDp1Mi5bj+JmycfT9zIPPmIZhwH4OAkAQXBQKKusrbDSKV5JZuG84jo9iUUMQBHBd8m/H8aCq8sIAkNdlVBSFXWQrlQq63S4rjfHMajqnAaBhGJduTL9K8JikXq+zzM1lp5tXDR/8ff36FS9fvoQkSSiXdUiSENsYUQaDAU5OThCGIXRdh6IobEr55OQk9XMWBIFl+yhUVeCyZdNVUavVMgeAr169msq+rS7Df7Hexfsh4xJW6+vraLVaM8X4bdtmAeBgMEClUmF/q1aNKXtPRZEm56cC1/UQBNk2rLWawTYGhULhzgd/tOxLNuR/0Y48AzcaAHa74/wLeIBQJxHTdKGqEjRNYQM5W1tbMz1PX79+zXaz89A0JWbzpqoi+z2QvhArCskOkr7H67ULpPGq74fMro5oxf1dx7rj+HBdfzLVrQAglo1Xze7U63UEQQBN01Aul+G6LhzHYe0CyUwzPZ5EUUSxWFxaykSWZXbxvKpcSLVaZaXW8Xi8VDm5WCzGMuOrhAYz5+fncF0X3W4X6+vriKJospET0O2aKJcNyDI5wA8ODtj96fuYN5iSHJKwbRem6d6p80LTtIXf8d7eHnRdj1m4LdooLoMggPUSz3MyWtQ+0G63WU9nspUGIBUTSRK5lpmIyeOQQbtsr1dRZHYd59fuu9qCRYb8wslm8LZfzd3iRgPAu3Ti56we6uXsOD5kmZRsqZ8vQLJnnhfEhimyuovwoqZJNjbi4/SSJE7kXaSJvuD15v+jiE5aE/Hser0AQYj+yr4TTVPYpDTNEpjm4qwXGdwiAf3Pnz8xHo9jOmh89jjp9TvvGJp1ca/VasyT17ZtlEqlmH4apdPpLHzts9A0jekLWpaFnz9/Zr6vKIqxPrCrDKAkof7ExOubtF/QgI6+90JBZTqaSe/aeWiahkqlgs3Nzane2uHwblh18jZmr1+/nit1I4piTIvUNJ1MQ3PLQFol9NjP47GLjY1yLGFCB2hmQQeVaCDZ7XanpGEajSKazeFEVivMHPgJAsmkBUEU66Pksay70d6QRBAE1GoFmKYDz7t7UjXA7ekC3t2uzZx7De/NnOyFM00HgkB6U3joQvzhwwf2uy9fvrCdr6qqMxXxFUXiyrEhZFmE69IS7fU3gETRhRSN74fQNLJLXsYH+SEQRRHGY2LRd9EoPj9zUSpprH3g/Pyc2YONx2N8/fp1oQtCmo6a53kYDAZTWRPaX8hr+83ShGu1WlcaAHn+/DmbmP3x48dS9+UHNJrN5sKL/zLQ4FkQBOzs7AAA0+HjWV8vMaUAgJTmZ2WhisUitra22FQvxfdJry2dur8LJIfGqD1fGvxxdR02o4ahwvNIn3JaBo23bktD0zRsbW3Fyr2UNF1AyjIZPwDMLEBRSM8zHwDSzXmtRr77Xm98p+R8JEmYeNrfzeAPIMeBritXmsy+DHkAmHPtpJ1zUURKt/xk2vb29lTZg04gJqU54o8VQVUvAkDqDT0c2pPnvtmT3rLcmNj034TvhyiVNAyHFqIoW1mIBn8ACdBc10WxWES328V4PMbnz59jpcSTkxOMRiN4npd5inNWcz1lPB6z/jaqXRlFEXRdZ+U/0zQzZ+LK5TLrbZ3l6zsLkrGosdd1dna21P0XscwgChXopuV0WvIlrksKNE3D+vp6rA+MbgJs27uzVZ92e8QsLp89ezZTxirup7va16DrCiQpgiQpqZtEfgCH2gi2220oioLhcAhRFKeGambBb5JUdfle/CgiyguuG6QGdnyGmA8El1GZuC6iCLBt/077AQuCsFA8/DrIA8CcW6XXG6NaJX6dvLQCD+lLik/xfvz4kWUKTdNlki2qKrOp59uawpUkceKFPIYsK9B1BUEQ3onF8LoJghD9/nJaYFQQl/LkyRMAJIPBCzBvbm4CIKWurL156+vr2NzcnCph/vjxA7Zt4/3796yZXZZlDIeklUCWZezt7U1tOk5PT9nFtNvtIggCFAoFVkIOw5ANR1CS2m2L4M+DVQd/AFI3UlTOw/M8iKIYy3xdeGYbGAwGePLkSaxkHn8cf0qy6S7CB6bzBn74ALBcNlbW+ycIQLmsT8rwAYBo4td8sUb0+xaq1YtMerlcZuXo5HT2YDCAKIowDCO1TabT6bBhnGrVWHqAJQwj1kdNsoFED5IPUCn0tem6cutrnigKKJU0yLKEVut6vK1XgWneToY8DwBzbp1+34KiEDFlItgpxryB6YJCreXo7pdCylTipJk6QLVa4LJ/2SkUVBSLGsZjMtBCArkItFk6a0mjVCKTsJVKEaZJHEiI3VaQNyHPYFafmSAI2NzcjE0BP3/+nLULLNJye/ToUeznP3/+oNfrsfscHR0x4fG9vT2cnZ2h2WyiVquxQIle7ERRjD3exsYGbNueOwUZRRHevn0Ly7Iyl4F54eerahDSXkwayBSLRRZIR1GE79+/IwzDqdLus2fPWG8lvbivra1NlYrDMITj+LCs2fZt9Nyt1QwoCrnkzCp53iR8eXvWtDif8b2MZuAs6NQ7fV4yLDXLj3363EgGXPyAjqqq7Njk3ZRWRRAQe7WkIxL/evgA8LIaiauACPSHUBT5TlrV3TZ5AJhzJ6ADIhRRFFiJhi405+fnLEPDT0cWi6Rh3XGI2v1l+ihUVWLCt4WCBl1XJk4f5CLh+6Sv0LLcSUnBY1qAwEVfEb2giKII1/Vh2z4besnXntksGjKgvWoUvk90lhMNzSRSms3m1FBHv9/H2toa613b3NyMTa3zvtdUZ40GArQsSh/H8zyUSiU2Yet5HpOzMQwDhmFkygbyskjz+u7mUSqVmBST7/v4+vUrRFFkWp0AyfrNyqT+/v0be3t7LOOUDELCMEK7PT+jQkSiBdTrRSZGTyESQbcbAPZ6FtbXyRrz7t07fPr0aeo21WqV/XuVWRp+EM7zgomgfXyBKBazSREl22ZoiT+prQrM3mgtA5+t5zfnadnAclmH7we3Vn51HA+FQnGSELj9BfiuOJFQ8gAw504ShhErU9AFZ3NzE6qq4vT0FOXyxYRcr2cxoehlLirlss7uQ2VrKDRzoigyPM+DLMsIw2jS2ydAkoh8guv6KJd1jMdE3oL2ImqagjDERFPt7jTA31VogECt/+bZBSahGY9ms8l+9+LFi9hAwrxJz58/f2JnZ4dp2vHwJdgfP36wgQFBEFAul9nPaX656+vrsYzh5uYm9vf3F76f8/NzFvDu7OzM1H2bB1+ClmUZiqJgfX2dlQc9z1vYm9jtdlEqlSAIAgsabNub+GrPvojRc5EGOWFIMpCW5cIw1MlE8O3oIWqaPBE/DmJTq6IopkrC8EHUdYpVJ7N/onghWZIM2EhVIYpNDn/48IEd47u7u7HA1fd9dlwTW83VBN5Zg0pdT+9xvAmi6GqWd6tEEISJhZ6wUhmhq5AHgDl3nmZzyPoE6/V66nQbcQTJtsukpV5KMvij0EWTZnGiKEAYYlJOIOUFIpwrwjDUqSyH43hsGCVnPuMxkcKYdSHZ399HsVhEo9FIvc3W1hba7TbLzvHB369fvyCKIra3t6HrOoIggCzL0LTZThcAubAlAx2aXYmiKDXooxiGMaV/mVVcutvtsgAwq0xSkqTncKFQiJ03v379WjgMkpRyAQDX9dlnQsqWAQxDZZJLvHAxJYoidLtjCIJwqxPxikKy/L7vIwwDCALQao1YFnBjY2NKGJoeK6uGD5rSxLDDkATMqlqY+hsvQ0PXMUEQ8OHDB7iuO3WcBUHAyv4AZvboEu3ScFLxCJjTEg+f/SPfpx0LROnveQxD/auUEGZBhqOIhI6myewzvs1MeB4A5sSQZfFOTkv1+1Zs8QHivSZZ+0xkWYwFf4vghw/4CwHJ8IUxvTu+bxEASiUdo1Ee/GXBtn2Uy+mBGNUFHA6HrBxLefv2LQvQ//nnn6ngkEq58OVMnrTyWa/XY4Mjl+0bShM/z/o4fHk7iiImTN1oNCDLMk5PT6cEmA3DwNraGkzTxHg8nhqo4kvovu9nmgROe72lkgZVlVN14HiojiNwYRt22yU44ukdTSSARASBA98PWWayVqvh5OSE9f3pus4kgvjhjFUQBBEsy5obXFKhe36Twg/YWBYJJui6Q33Zpx9HmzxnyKbzZ2EYCgSBlJ8HA2vSY0vuIEnxc8X3A1iWNxUAJln1Z3efcV0ilq+q8uT6MB0YUzvRm/jc8gAwh0EPOv6kv4vQBfFiOo5k4fhSKw0WbduDaTrs/VSrRmxB7XQ6qFQqUwtxu93GyckJAHIx29vbm3gIu6zHK004OFkOuU2rq/sGLfnruoJy+eKi8vTpUzSbTTZ5SsuXYRji+PiY9bqlZQbX19dRqVRiF8ZOp5M6cT4cDrG/vx8TnZYkaSqbtohSqZSaudN1HbVaba57xvv372M/C4KAp0+fMls7gMglFYvFieWey8q7vHwMJa08d35+nul9nJ6e4smTJzHNRFEUoevxx7MsC91uF7quo9FoIIoi/Pz5MxbI3gVc159MsBKReDKYRfRKqRQR9dwFiP0bRZalpTaaWSgU9LmlQDq8w68vhYLKHIcA4q7VaBSnNp9A/Ls3TQeO4y8s3UdRxNbSQkGLlckbjdLU7QsFNeZ+RF83cLEuyrJ0KemZWdRqhUkwSzbXoihMbO3uphNJGjQQTEI8tkU4jncj1+E8AMzhiLj+q7sXAA6HVkxgmMcwFOZewDdY67rCshXt9ih2Mfz3339ZZiUJzQYAxGrs48eP7G+iKMYu1JZlodPpTA0q0NeVB4HLYdseJElgk5KyLE9ZolUqFXz69CmTty4f/NHg8c+fP1PC4rTfjfbteZ63dPAHTE8eJ193MgCkwyS8TqFt2zBNMzagwt8+2QZBL7p8wGDbNn7+/Ik3b96wDU63283sbmKaJr58+cKGXwByLtDP5Pj4OBYgl0olFgDy3BX/9zCMWPlUlqW5r4tOhgMXGnrlsj6RQ7n6+xkMiPLBvF5XkolU2HdK2hsiGEa8p67TMWEYCopFLRaE0X9nlXwhTksiRFGCIJDsHnE5EliZnOJ5AcZjd+IOEkKSLkIJ3raTQoT5M72MuciyyIL3i9aa6MrBH+3dvu05EVGkGpsSPO/6K3F5AJjDoPp5dzH4A0iZ0PNGqFYLbLea3HVeTNzGd6EA2FQxcJEFmSUuPS9LEoZh6lBBt9vF5uYmNjc32e69VNJhGOqdaUS+L5gmmequ1+MSKxfldiKC++vXr9jfPn36xL77f/75ZyqzS8vFwHTGUBAEvHz5kv2cZWAjyfr6OssQJ+n1elM9ZrzcCv8+vn//zmzweH7+/Ind3d3Y+6CvfTAYwDRNVCoVeJ7HhK3Pzs7Y5oS6rCzDr1+/WHm9UChgNBqh3+9PKgYXF16afQzDMCYXc9d0ASWJZFhmDXUkjxv+OLmMhl4aoijA8zyUywYcR0zNLNq2j1JJYAEolSJynOlNT7IUS1sXlrFno1p/rhsPhJLB33jsIAgCFIsaLIsMBVWrIiv102CV/9yIvNbVI0DansT3VV81aCsWtcmGU0Wvd3PHqiCQ/nNiFUm+/zAE867nB4GuizwAzLlXBEGETseEqkqoVOLBW9JInTbxp4kAUzmOs7MzSJLEsoBBEODw8BCj0eVEQzudzlTzvCSJ2Ngoo9Mx74w90n0g2Yv6/ft37O7usp4mTdPwzz//sL8n+/X+++8/9m++HEmlVdKyhzR4c103U3YxCZ/9a7fbcBwHjx8/nvSqXlygC4UCNE1LLRXTbDPfR0ehkjeapsG2bVSrVTaJTO3i2u02u329Xo9lptNEghcRhiELSGk/YqVSQRiGGI1GGA6H0DQNtVoNURTh/PyciQ6Px86tZ1V4aAmYDG1dBF28GHly05DM0jUaxStv6Hw/RLFIBIqJXeC0VMqsKeBiUcd4PL+qMBo58P0ApVL2fmf+OSnlcvz+7fZoMvxWgG0TtxdZFmPDb2mDQJdBVWUIQgTHiffCJQPwqxxfJPhyAAhQ1ZsNhwoFbRLs+ZPXQjZ/RGfx+oM/IA8Ac+4prktKFDTjx1/8+X6lNJJabH/+/IlJgARBAE3T4Lru0o3rvu/j7OwMW1tbqReO6/AT/Vvge7LSmNVbl8xIZNFBW8a+TVEUSJI0Fcydn58jCAJ4noe9vT3ouj6zL+7bt29TEiSnp6ewbTumZ/j27Vt8/PiRBaeLPIL56U9g9me0CNd18d9//6FSqWBtbQ2GYUAURRYMUizLQqFQgKKQIalVZH1WSRRFKJe11Itruz1CpWIw0fZ+34pVDej9+WDnKgiCMPEtlyBJAtK6DajPbpbAvdkcQlVleJ7P3l+3ezW5EeKsRAKSVmsIQRBg214sY5nM0lP29/fn2i/Oo1BQoOsqRFGA41yfg0ehoCIMA1gW6cmjrUSjkXPtPYWO40HTFKiqzP5rNocIgnBij0qCweu8XqzmSM7JuQVM00GzOUS3a6buOjud0VQA9/3799THoreTJAkvX77E69ev8e7du5kl4nnwGRgArOwXRRHW1kor9xR9yHQ6ZPHPEogny6uUWq3GNghJ8eM0YeYoirCzszNVZk1CBzTevn2LV69exbJ/v3//ZtOks4ScqQPH/v7+TEHmXq+Hz58/o9vtsud89+5dZmmSZL9fMiBclsFggF+/fuHTp0/Y39+H53nsu6FlZ1oKJnqBV3q6lVMsqtA0JXWKOQwj9HpjtFojdLvj2IV3PB6j1Wqxn1dxDo9GDgvsisX0toF+34IkSTE3F4AMuTUa04EXkem5+mujUJUD8hqp5Az/99n35fsol4VKDF338WNZLjuXwjCaCDXTAGw+lYqOSkXPLNidxPdDmKbDXGBoJtAwVFQqBioVA2trpdQBn1WRB4A59x7fJ/IG47EDyyLizN2uiSCIpvwfZ5X1fv36NWX1JIoiXr58iVevXuHVq1f48OHD1JRlGvwUKRG9HSb+Xl5ZFuGhQ77DIRxnOohKfq68+C1PuVxmGwQ62DMP0oSt4O3bt3j69GlqICgIAp4/fx7LfvHwLQR8YEhLy/v7+/j06RO+fPky9T6SBEGA4+NjFgRKkoS3b98ufB8AcT/5/v07C3QbjcZc67plUFWVTQibpolv376x0q/r+ndyKpOUFedL+/B/o+5ENKt50XO8mtdDA44gCCEImFoXPC9At2tOvS7gorXkujaU9Xph8hqJ3aJhqGzQRBQFqKqEWq3INjJU8PvivV1+jbMsF6IoXruMliCQ/kn6vTqOD8cJMukWqqoMUbwYVrssRG6HaGSSYRQyrU6ngK8zA3inS8CiSDTeZFnEYJDrqf2t0KmoedN3tj37b7zn5ywsy4pZQamqilevXk1kLy5251tbWwvLaHzf1o8fP1hgyWco03bvlG7XvJNajLdFFAHDoYPh0IlpQZbL5Vif3O7uLkzTZIMJmqZhb28vNgU8K9M2C1riPD09jWWAnj59OtWfRzk8PGT/3tzcZKXhw8PDhSXbeRwfH0NRFDat/O7dO3z+/Hnh/Wzbjg1yPH78eGYmPCu1Wg2PHj2CIAgYDoc4ODiAKIpMa/HuCv9eaOZVKhoGg/mvczi02blKNxirDEqazSF0XWHVATK44THLSYBscKNodkBVqRgYDObr+y1LUnOVZgJp5tRxPJTLOithi6I0eQ1Rakl4PF58PPA2aY4TwHGu3y2DbAwvgmvfD+H7vEPMtHWbIAiTMrENQRBnCmsDmPjJh3O/GzLY40962iOMRg66XROlkg5BuF5tXiHK2OS0ismnZREEMD2wPAD8e5EkMvp/WQ2u9fUSC77mWYIl0TQNOzs7CIKAXdi63S6Oj48XPN/61DDAycnJlOzIIm7jnLsPJC9OlmWxUn2aEwKP7/s4ODhAsVicEmum/VbkAuyhWNRikkLdbhejEZES4gcrDg8PMRgMUKvV4Pt+LKPHT/nOOvZodmk4HE5loQFygdjY2ECj0ZjqBaPahTRLM4+NjQ32nmf5Jy9ClmUYhoGnT5/Ggr8oivDkyRPUajV4XnBnrK6SNBqFWCCVrBCkQY8D2/bgOB5cd/UCveWyBl2fPm5pL2IYRqhWDYji9JAKQKSTZjkOUVmvLFd6QSB6f4Jw0Tt7dnY2JcNEe2o9z4MoSrAsl02yKoqEWq3AgirTdFhpelY2SxAEaJqEMLw7skFE25AIcvO9rPRzIf2Ws48FSSLDPZqmzHxPgkD6EFVVnjymwvrESyVtco4tH/sk18hZ3OkAkIemyiVp2p4m52FD0uLTtlxZqVQMZve2TADIQ5v3Dw4OmAUY0QYrw7ZtVlo2DAO1Wi0mg0GfNyn50el0oGkaNE2b2dOVD42kI8sSK1FdBSq5QF0NkmRZSOcdU1QWaNbt+L/7vs9cPiRJwuvXr5eyIYuiCAcHB1MlZUEQsLu7O1Wutm0bzWZzKiup6zpkWWZlbFEU8ezZs5gYNUB0An///o0oilCtVrG7u4soIn10dzWDXasZrBoQhtGdkmdqNIozW0OazSE0TWbKB57n4devX5BlmckFpa0VJJCjuofzA9dSSWOC2BTbtidyNRfnAVVXkCQJvZ45U69O12UARNiY+gHP2sTTTBwdjLkLSJLAXs9lLj1EU5FM885z9eA3masamsoaAN7pEjAPEaQUmZm3aborVWXPubtk2XFfaCZN73R5r18qmbEsdBKuWCyyAHBraytVRDqNZ8+exXqvhsMhmzTlL56fP3+OiUyvrZVuffN1F/F90huVphPoOD5zbaClNGphxhMEIbpdc+7iPhzaMVeSIAg4sXTChw8f8OnTp9QM3Gg0YgHe5uZmTF+yXq/HhjJkWcaTJ09iU7/LIAgC9vb28OfPn1ibwqNHj1J7FXVdx+7uLtbX19FsNuE4DnZ2dmKBXtr7BUjWlWb+VFVlGaLx2L2zwR9AekpFMUy1brxtTNNhAZ5lWej3+6ySkJSekWUZruvG1jJSboyvlVFEeo4BcrzPCnglSUgdjNF1nbXA0A04Ocwj9PvjuWLFRM4ELKgsl/WZ12wy5EIe965AdCIjlqXz/WCp7C/xp892u0rFSO1zvm7uUQB4YUDe6ZCFPw8AcyiCAGZJNI9Xr17Fev2yQk3hy+UyGyQwTTM1ACRaTgH+/PmDp0+fsvt7nsfKk3wgQBdx0pdUYcKv/Hu7a9OUdwHfD6cyI4OBDdf1p8omtE9HUchEZdYgxba9WAAoSRLzjuV5//59aoaPF17e3NyE67qo1+tQVTU2XPL161c8e/YstXx9enqKTqczNQlaKBSwsbEBVVXh+z7bYGxvb2N7e3vme/r16xdUVYVhGGg0GqykmwY9DqMowvHxMQaDwSQrQq5ssixjb28Psiwzd4i7DBkCIf++K5kmiuP4GAwslMs6DMOIHQuSJMb6hqnvLz9hToN0SRJQqRiIIsRK8bOyi7IsolJJd1jiIaXPiA2lLELXFViWwzbPs0SpL8rNd3ORUxQJpuks9L++LI7jz630aBqZEr6OjdW9CQApg4GFQkG7w03GObfBLPFM2lhNF7csTfNp0Auhqqqs36rf78emKqMogm3b+PHjBwDE7LqOj49RrVZZ79jLly9xeHg4FQhsbGxM9XnJsjS31+Rvx3H8zFnSy3yOycde9kJweHjIJDHSsnudTof15ImiCEVRYBgGgiCYOyE8Ho9jbiWlUon5Is/DNE2Ypolut4t+v4/t7W0mrg2QgJPvYT05OUG/35+yxZMkCc+ePYOmaQiC8M45fqTh+z5kmViw3bVJfFEU2EaGllgdx0G73cbm5masHSAMQ7x58ya26VAU0h5FNifRZJJUwGhko1TSYZoONE2G4/gQBAFra8WpoO/Lly/MexogLS9Pnz6F7/uQJAntdnZNPkkSUS4bME0bkiTBNF2oqgRZliY2c9GkchNBUcQpB5K7gucFKJf1pVxVlmVW8Ect6mq1wrW0K9y7ADAMI5jmRfC3sVHGeOzGfpeTA5CSA/GqDJht1bJ9hLRhnF8oNU1jshr9fp8FgEEQsOAPwFRJsNvtxoYH0nSy6IV4PB5DURQoioJKRUe7fXd6lf52qPsBvTDQY+N///tf7DixLAtnZ2dQFAXtdjvWF0oCERm+78eywWEYTmkVZn9d8azn6ekpxuMxbNuGLMtsAGlrawtnZ2cAwORbgItNDp/V7na7U7qWADlOd3d3oetkErTXG9/ZDA5PGEax8vZdQpbjbhoA+ZwbjQYODw/x/Plz9ne6Lr17945tcHVdZmLGANkYRRH5vyg67HgVRQGlko4wDNlAw2g0wvn5OURRZMFfFEWs3YUGn+UyCSQXfdfEccVHEESwbR9R5KNY1GAYCiu/j0bkcWRZ5Dbwd+8YiqLbm2oPwwj1egFhSATIV521vncBIA/1KCwUVDiOd6d7T3LSIXpS8mT8frULMs3U0AvbMlOPiqLgxYsXqRpwjUYDx8fHEAQhpj2X3E3z2Zv3798vtbgdHx9jfX0d1WoVvu+j0Sig07mbk5V/C3S6ESBZQaqJRkl+/4ZhpGbk+Iz0wcHBVGbtsiQDGtu2WQnadV2YpolisYhyucwCwHn3B6Y9samMDBXXJplw614EfwDJ5lAtwFXYla0S1w1gmg4TXKbouo7nz5+j1WoxjVHaJsJXC0RRZG4SkiQwb/coIlp31NWEegbTINKyLKiqiu3t7Zi00c+fP9n/6aCJqspM45Fo4KmwLG8qMFlbKyEIgsm6HgKIUCionFvTxW3z6/Zs6IYlDEPougzTXG0W8koBoKpK8P3w1k7+ft9iC/Id3DjkZEAQgDAMJrvA1XyP/IWasoy1F0Au3rOcIOr1OgzDiOkDRlEUy/4BmEiKXEiU8BccajN3dnYG0zRRrVYRBAGCIIBt22wilPaLAbiWHeCy3PV+netElsnUI5Xr4Kf3KI7jxPrx0hgOh2yqcpZLyLIIgjBllZdWsl0WftOS1FV0HI9lce4Ltu1D02QoynwJj9tiPHZhWS7q9YuJYLph8DwP3759w+vXr5kuX9LrnAwrhGygQJKESWA4+7tPO1Yty2JVDr6PlZapx2OHCSDz/bCeFzAXDVEUIcsCXNdiE/sXfYoXr0fXiTNLUjooTYPvNiBDUOR1kMGQm4OffbgOeZxLB4CiKEBRZIhieGvDGJ4XoNkc5k3y95ggiCbHkQBNkyfNwlc7npLBH3DRGE9LYicnJ3MzcklXif/++w+PHj1CtVqdlFsugj/XdfHjx4/UDMqPHz/w6NEjNBoNiKKIs7MzNJvNqdslLbuAi8XSdV0oijIpZ89+3zcBNa4nE4d/z0lHvDqJZ+u8QQfHcXB2dobXr1/Hft/tdlEulxEEAbrdLiqVCnNQWAUbGxuxPr6Dg4NYSbhUKrFj1jSXbycwDAPPnz+ffP/Eeec+Zm5kWYQsS3Ac784OrJCMncsydXQdePz4Mf7991/8+++/MU1ROqnteR4URYGmSSwAFEVxUhaeb1dGe/zoBvTg4ID9LW2CfJb7BW+hRtZyB5IkTgnx87dTFHGqv46sdeGdWGeKRQX9/hiGoSEIblajUBTBxLaLRQ2uG6w0CXDpAJCmJlWVHGw3FYApynRDfB783W90nezIiYSHdyXlcz7LZts2jo6O8PLlS/b7QqGAQqGARqMBy7Jinq08fMO17/vwfR9HR0dot9vMHiwMQxwfHy90dzg9PcXp6elS76NcLjMjdbpbrtUKzK/0tjKBtBflLvbqXCelkoZ+f4RyuZD62ff7fViWxdxCvnz5ErNrGw6HTEC8Wq2ySfFVwV+kT09PWe8WhU4FU7/eZdB1Hc+ePZsEGUSY+L5+/7Q/jor43vQFPSuW5UFRZGiazHqJqQD58fExsxTUdZ3J9NCKBd9K43lks+Z5PpPDOj8/R7VaxXg8hu/7aDabc0XE+QlxPsO3iNHIYZt5sm7ES+68z62uk4qeIJDnIH2Ctx/8AcSFiAzk3PyxEgTx71NRVlsFulIJmE5U3dRaQMQs/YUK3Dn3C0UhhyHJrKmQJAlhGGI4dJa+0NC+UID0roRhiI8fP+Lx48col8sxaQXDMPDu3Tt8/Phx6nloZiaKItYLA5DSyJcvX5Z+j8uyt7fHXlO8z0dAvV6IBbo3aR13odf1d+F5ARqNChs2SwqtHh8fxy6iyf4yPutWqVQgCELML/iq0OxeEAQxyzqA9LPS454/lrNQKpXY5LLr+nNtr+4Do5GDRoNsNu/6NWQwsLC2Vor1K9brdViWhU6ng8PDQ7x48QKSJLHsHwAUizrG44vMctJPdnNzM7MgfrJtoNcbx459zwsgiqTdhQ9ARyOHfb5UEJnHstxJQHrx+2rViN3GNF3ousxK4a3W8NbWnut4Xvq+aEBHl4zkc5EAVES5rE0yr8LKqq5XmoO3bf9Gp2OiKIKmKbfeB5WzWjzvYmdF+l3I//mpuCzwO9PxeBy7IJ+cnODr16+pC9+bN2+mFjqasRMEYcoG6TpRFAX/+9//2HOnNaonf1evF7GxUV6JM0bONKpKdMCazWGsbEiPr48fP05lUFzXjZX1qSTQ06dPOU/Z1QSAfOlXkiS8efMGr169wocPH/DhwwdWjo6iCBsbGwsfj89M0uAvDKN7IfOyGIH9f4Fz3p3Att2p8317e5tJxFBZK75f2XG8yYDSxX1o/5jnecy5ZRHUb5qHF9Unz0sGUeL90mTKNxngAGB9i0SmZnp954+9YlGNSfVUqwZkWYRhqCsT8RZFAbWaMfW+boIwDGPrRjJQ5wmCcFJ1JZ/LxkYZGxvlzNnYWdwtIaQFBEEI1/XvRFo4Z3WMRi48L5hIYHgTaYDlte/4k8E0zVRR3aQUB7mfgnfv3kGSJGxsbLAS3SozNFl58uRJatC3yOc1DEmfSKFwPWKlfyukxeVCWoOHXsB455ZyuYz//e9/ePbsWcw+yzAMbGxsoFKpIIoinJ+fL2wdyArvJkJesxrrUeWljBqNBt6/fz9lVciTNizS6cx3TLkvUKu6Xs+8F2VsPpPHw0+X//r1K/Y3TVNQKKixXuhSSYPn+axcTKeJ58G3MADEN1nT5q8vnucxYelGg2xMyUTwRbAThhFEUUr9/CVJYudFUvhcUWTU60WUShrW1kqTgHD6WK1WjZh4O0WWJRY40WyjYSiIIjDNxJuEeA3HVQTmvYbRyIHvhxNrughBEC78PhZxrWEvbey/alN/zsPG94l5PN01koP7aovzxsYGNjY2WMaP6mnRC99wOMT+/j7evn3Ldq/J3S7lMk3zl6XX66VO5fELRb/fx+HhIQDg+fPnKBaL7CJvGCqKRZ01UA+HNuupoQtHTnZcN4CuK1P9P+32iMlqCIKAUqmE7e1ttungPZ8B0lNKA7XT09NUbb3LoKpqLJvDS8zw/P79G4ZhYH19HZIk4fHjx1hfX8fR0VHs+FZVFVtbWwjDkB1Ttu09qOPmpic5r0IURanSMLIsM9080zTx6dOn2EaE3EZCoaBC00gZ1TQdNlhiGAZEUYSu67Ep3+RzUKgYOs2U0aGmpFe1LMtTx6AoCvC8iAVrjuOm2gtS6PFMB1Nm3Y4MZsnscyIOQMRvOG1itlLRY/elsUm9rkBRNJRKOhzHh+f58Lzg2ttq0o7DeadZGBKby1JJm9jMRfB9/0pDsEKU8cy+jB9pvV6c7DoEDIf2g9hB5txdqPxLFEUIwxCSJOHr1694/vx5rEQxHo9jvVBJAd8k3759u5Qw71WRZRn//PNP7Hdp/YqSJLHglV80+Ys4xXV9DAb2g7qg3xZZDdcBMg3+8uVLRFGEjx8/ruw11Ov1mLg4JXmMUyRJwubmJhqNBjvm6WYIINlM/pjp98dL+Z/mXA/FojYlO9Rut2MDPR8+fJj7GKbpQBCEqcfhAzbHcdDr9dBsNmOPR3Uv06SP4s9hQ1GIPFxcfkbArLKvbbvQNIW9Bn5tSq7L3W4XJycnUFUVa2trMbclel/PC2DbHoIgmpRZyePpuoxymWT+fD+A55FexXJZRxT5TK4LINXG0chh5WtNk+/U1LiuK9A0Gf3+GIWCNvXasq5N15oB7PfHWFsrYTx276zKd87DgezagknTsYher8ekEsjfPbTb7akm+Y8fP2JnZ4ctfk+fPo0Jot5G8AeQYO7ff/+FoijY2NhAt9tNPYf4Uje/I09bbFVVxvp6KfOFXZKEe5UxuUmazeHMhZa/qJ6ensY8dVdJr9dLDQBnEQQBTk5O0G638erVK4iiyDI5VKoIoBOc13vBI9qfYZ4YyAC1ceN74tbW1iBJEo6OjgAAg8FgSrKFPw7DMILrelNBXNLlaGtrKxYM8T3ai/D9MFa2jp8f6ZtsqquZfL1Jfvz4wbQJbdvG8fExTk5O8PLlS9YHS5RJSGaQBINEtNq26X/Dye0usmam6bBsPoUOXQACHMeDYagQBKxciPmyuK7PrnVU8ucyXGsGkBys0UR36WZGqKln333UqMq5GqWSFtO74pXzz8/Pp1wNkmiaxqbqKGEY4tOnT9fzglfI9vY2DMOYEqMulUpwHAee56Fer2Nra4uVaQYDa24QSPtiogj54NUcCgV1qkR3dHQEQRBQLBYRRRFzzuCzbavi9evXsUEQgFwgv3//Pvd+mqbFBkT4C+9l1vtlkCQB1aoB3w8xGNiL75ADgKgchGEEy/JQKpHvvNVqxWSmaFuL7wcwTXfS/xdgOCSfsygKMAxlUgJe3ENm2x6GQxuSJKLRmC1wHobhZF2x2fW3Xi+k9ulNP4cLXVdnBoDHx8fodrup911bW8Pjx49h2zbOz89RLpdjmUGit0k+i3nrGBkIKcSCbM/zmRYhP9l818maAVxZAFgua1AUGbZNBDbX10vodsdQVQnjscsuJNdNuazDcTx43t00ls65HgQBWF9PP+iDIGDTcrPY3d1NnYwzTXOqyfo+I0kS3r59yzI9nhewnpdkMJg2xZeTTrmsL7yYep6HX79+wXVXm0V4/PhxbKhjmU2LruvY3d2NBZCeF0y5MqyajY0yc74ZDt18sO8SJEuyP3/+xHg8ZqXb8dhlskWzSLpt0M1MEIQsS9btjlnmWpZF1OvpQSAd8hgO7dhaUiioExejAKqqTHrZXAACikWNtexEERlgubCLS88Efv36NXYO8QEgv+l59uwZSqUSCyp934dl+TEJFTIEEkGWidMGHQ6h9wlDYnShKBJ6vfszBX/jJWB6IaElKNJcWWA7h5s4wWmvYc7fx7xgf1HD/YsXL2IlX0q/32fivQ8FGgw/f/4chUIBiiKx6ekgCNHtXkx75oFfdoZDm7lMpDEajbC/v38tbTC8dIbneVNZ4HnYto0fP37EBgiuKi0xi2JRi3m2k4BARRRdf4uFIBC5jygChkPrQbQ16LoymaglgdKLFy9i7SpZzl8qLQKQNXQ8duE4PioVMhDhukHsmOWzY0noplJR5FgASPvT6nUioj4Y2JNjLGKOLP9v7zy700i6Lbw7J7IVnGR7PJ545///Er8ztsceOcpBQuTO4X4oqtQNDQIEEhLnWcvLEoKmkTqcOmFv09TGmsJs8td1mRNKmqZTcli//vor+v1+wa2kjPfv3wNgU/J8AItJy0hiejb/eXgwmH+/MEyE60mr5eD8/PoGAi9jHdagawsAfZ+XeNkffjQKLl19rBNdVxEEUenEHrFbxHGMT58+4cGDB3Bd99LSL5fMiKIIb968ufO9qlzcularFVT+FUWG4xjXqu15lxgM/JnZEcdx8Oeff0KSpIXKs8vApzizLFvp+J1svp83ELUqzPM7hWXpGAx8nJ+PUKuZ1yYvw2V8uDfuOl1YbgI2WZsgjpm0C299yfcDV6smbFsXE7K8f423dvBAXFUVyLIkgr0kSdHtuqWGC5N6eWEYQdeLmW9Nk6e8a/PBKnf7AC7+T9NMbJtN1ZvC5/jsbABZltBqXfTp1Wo11Ov1haSUTk9PcXBwIJJTqipNSbBw8o8NBj58PxrvO1NVsCx9472xi2DbrCeRW8OtmmC7VTqA82DZR4WyFjtMHCcinW+aJt6+fYuTk5O5r9nf3xcr1+Pj4zsf/OXp9/vCW5Q7n1zmGUrMZl7fcT6rkNfo47CJydV+97z0JklSqYbfZeTfV5IktNvr17/MMvb74UkBXWcOUtdxvvFSXhAk6HTcW9PHNY80zeC6AQAJw2GATqc8M8V9eG3bwP5+FbquQNdVVKsm9vYqqFQM4bbB/rFjVNOUUimVweBiMpb1xynodi9E97mO66Sene9HSNMUnsdsY3VdgabJkCSIf5zJwMwwVCRJhtPTAc7PL47No6MjABc2iGXnFcCOsXy2UNf1Sxc5nc5IlIpZCxu7R1QqBhoNa6HeyU3ieeG4ZK6MXVhWy9pfv/z1hqBGdWI0CuE4BlSVuXfIsozT09OZz1cUBYeHhwBYOYoHQbvI2dnZtTqe3FWiKBbWhu/evRMlLe7CwZvTefai0Wjg0aNHuUnNFMPhEN++fVu4V9D3/bEtp4pff/0Vr169ulQ4fPL1wHQmcJ04jlGoCHleBM+LRA/YJiU2JIktbHo9H7WaBd+P1maldZPEcYo4DsXXZ2cD3LtXKZV/4tTrxVaX/IKPy4+mKRMb1jRVZME4WZbh/HwkegXDMEaWpeh0XJGFMgy1dLhsOAygqgosSxsL/2fjaVtTJG/CkPXoNZuOOA7zC6skyUR/IncqmXWe6LqOJGEGA3yxm5c54kmjfDDoeRGGw2Ib2WgUwLIuZGo0jXnXV6umGJC5biRJQhiyAZVKxcRotJrSyp0JAK8T3tO4S9mi2wAfjbcsHbbNBG3Pz89nlnu4zRWwe9m/Sbi8AoCtkGyaLFPdFrpdTzRgG4aBbrcrfvblyxcRAPKho0nZDlmWUavVYBgG/v3334XeM01TfPjwAU+fPoWqqrh///6lme88WZah3W6LQRLbNtbavsOynyx7km8v4JmfTfeH8wlO01Qhy5K4cd81soyVVLk48sXj5ZO1SZJMZYz5JK+mMaUAXVfF7yp/XeClYtZ6xXT/eEY334LVbDrC0nMw8KCqCoZDH82mPZYxUUXvHytpxojjVASxrhsUrgGKIhccMxRFERns/AL+xYsXhYxgmqY4OTkpBMZBEC882NHtuqjXranA2jBUmCY7309PB1AUaRwbLLTZleG2cZIkib5j/nteJsO9sQCQOzrctekuXrqQJCCO79ZnuwukaVbQzPrjjz9mGp/nLxirlM7uElwahnHzx7VpahiNgtI+pG3HdUPYto5Wq1UIAIGiNFE++AuCAMPhUARhyxyP9Xodtm2LHqdms4nT09OlMtr8/ZIkgW3raw0Ama3i9PayjN2Er6NyE0WsV4pPuN5Vej0W0BiGCts2oKpyIbucD2DKjrHJAEdVZeztVQoBZH47SZKOp3zLj9f8QpINU2RoNGykKeC6PhoNFjzxFgmeOWy3y0valYoxVV7Ov3c+w5ffT1mWCwt+ti0Tvh+LfeQDcWXZ6DhOMRj4sG1D9JHy/ebs71fHGVEI3+zJKet1k7/fsWwma4ValI31ABqGOiWuuG50XcElpfy1kyTpWFHcRKvl3IiJNHE5+bT8w4cPS59zcnIiSmWPHj2aWTbZBTRNExfhbUmEVqvmUhezbYHfUNiUdbFXKK/XBrBFCJca+vr1KwYDJrc1abE1i0qlgqOjI7RaLfGYJEn47bffphxw5sHt4BRFmSqBbRJeCrwO0pT3kW3PJOemCIIYnc4Ip6cD9HoeRqNgrIUXlPb2lcF6Sqct24pBJBPdn6wY8KrL5ARxHMeiXcuyrMK1ZpG/S37KfvI9NU0rBH+LDPrs7VVQq5lCA1DTFNRqFvb3q9jbK8YvYZhgMPDmVki4xRyXhUqSdCEdxFVJEqZxyCom7Hyq1azLXzhmY0LQuq5CVeWxHl+2dsV33gOgqvK1WxUxAc4Uuq6PVwbe1tw0iQtaLUeM+c/KAk5Owr569QoHBweoVCr49OlToTTKUVUVtVoNcRyj3+9vZuevkf39fdELuYh2GDGfvAZXmXXf/Neyv8Ui2pWyLOPPP/+c654AQEhpfPjwAcNh+YCHbdt4/vw5gMVcQLjtIpP1YLIqN902QCyOoshj6RV2jzYMTZQQr8qs49H3I8Txhd5okqSQZUl48i6CritQVUW4yARBgmbzoq8xP8meZRl6PU9UEOZp4/F9ThKmH8yDtjhOpwZs2ESyM/UZJz93t+uOBxMX+mhXhk1PG3PlqCbZWPoqDGOEIUTPBVN7X/03YZrquOmVZWyyjG37JvScuE4SC2zj3OcjtonBwEejwS4OlmWVBnOj0ahw4ua9d3/++edC4KhpGh4+fIhq9eJCwm21biuSJIngD8BW+V3eVrh0BLD8QAXPSCuKAlVVEceXZ2v4sfv3338jTVM4joOffvpJ/JxnRZ49e1aw08rDpWQAtsD1/XDujUtVWdaHZYAkaJqy8E18knXomRHLkSRpYaGXP+/531PXVZimJpI4aZoWbNv4drjjCIBSpxDPC8fB3/TfmLuaLEoYTgvWt9tDNBq2KA3zoSvfjwrtI+32cGZVMkkSyDLLZgZBJAIoNmk9vc9nZ0PIsgRFkVCr2aWyMrPaVySJybhEUQLT1NYWO2RZhsHAhywD9+4tJgS98ZpXmjLLqcsuhJN1/TyWpcFxjKnR6yRJb+TCEUUJej0PYZjCNI3xgbC75cNtJX/y8ezGJEmS4N27d4UbIKfX68E0Tei6jidPnuC3334rBH/AbOmB24CmaYVAYTgMKIuzBoZDX/weG43GUq/N65rdv38f9Xq94PKRZ3LSl38/Go3w8uXLUkHovEXWJPmewVmuOhzPY9kc3ut0oQO7HLatwzDUa2/luavw4KLRWLwMOAlz6ogxGPg4PR2g23XR63kYDIKpgEhRWAbRtrWx0HMiAqE4TnB6OsBwGCw8zLWKBmWasslklu2LRM/ppG9vmmYzJY5UVYUsy+Oyt4QoYp9/nqZwmmaIohTt9rB04Wzb+lRWVVUV3LtXEf2Gm2l/WPx3uPEGNjaxg7mZOq45NMsxxPfjsbnz6vuhacpa07FxnGI49BGGysaU84mr0+26aDRsSJKE+/fvT/VgAUwG47///kO9XoemaTg8PIQkSajX66X2cPmM4W0NAFutluiN5P6di/YGEfPJMpYFtCwde3t7U4Mg88hn/BqNhgggHzx4gMFggHa7jeFwCFmWL5V68TwPr169KmS1W60W0jSF67oYDofY29vD/v7+pftlmhrCMC5cn/kEJbcMWwV2g6VFx7q4CKA2E1GPRuHYX9gUmoFMeUEr6FAu0kqi68qULA1wkWDJL0brdQu6rmI0CmZWKSSJZc4lSUKtZpW2rfFgsVIxpqaleauELMvjLL4K29Yhy1KhlFwGPzeCICxk3xzHEIM57HsdYcikooIg3oio9DJB5cYDQEWRxore86dh5vUf8Fr+qqgqCzBZKWS9F5swTBBFKWVOtpT8Sbu3t1caAHJ49sWyLNTr9UKgx78eDAb49u0bfvnlF/Hc20h+MIb1qlAJbp1EUQLLWi2j0ev1Shce1WoV1WoVvu/DNM1CAFiWwQbYkMgkfAp5URyHuQ4YhgnXDQvnlGHw6XFJeKn6frSwGxOVfstZNajmJdVNy9zwQSFJYuXi4TAYT8jKY3eXy3e+LPgDWLKGD2D4flgoO+u6OjMAVBSlMBE8q7UgSdJCPKEoMlotB0mSIY5jDIcBqlVDaASmaYpGw547B2FZGnRdRaXCAj7uKTy5r64bolazxhI80pQ+5nWzsSGQbUKWJZimNlYjp0Bt11AUWTQKt9vtuUHgxWtYD9aLFy/ETTzfP/XgwYNCaa7T6aDT6cy8EW8LhmGgXq8Lb0zgdp/b28q9exXIsgTP85by5gVYOapSqSAIAjx69GjhLPNgMMDZ2ZmY6AVYAPjs2bNLX3t+fo7RaIT9/X3xfvy4qFZNZFkKw9ARx2xql0/Zq6o81oKLC/1fnc6IFhUrIstsuDFNszv7O5Sk6TYD3ruXd80p0yqcdb0qG/K4yrUtvz3PC+daZJqmhmrVFG4nl/VSt1oO+n13nJxiU7yrmFlwSZrJ7OS8gZc8V84A3oYGXmabQ83tuwoblY+h6xr29vZwenp6qURAkiSFfhYABcX5r1+/otVqiZ83m03RX/Xlyxd0Op0NfJKrwzOXAPu97IIkxnXjOBdaZYt4lU7SbDZhGAYqlUoh+Ds5OcHh4eFMzbVqtQrTNPH69evCY3m4DzGT4GA32/xQSH5hwBkO/bEkDytdSRJbUJ+eDoQbxWQPd7Pp0MJiRWRZGvePKTg7W78t3ybRtAs71nnJlrK0Uz7w4yyqhzmrB/8qovanp4OFM7F8wlnTlIWyr8NhMC41x0Lwftk5An7OzZufuIwrBYCOw6bFJo2fVZWZyksS6xm4bUKuxN2j1/PRailQFBkPHjzA58+fF3odt9gC2MUoHzj+73//w08//QTHKU6+PXr0CAcHB3BdF1+/fl1okvM64BlLvqrmDfzE+tA0BbbNSlaj0QhnZ2dLvV7X9cJUNieOY5yfn+P8/ByqqgoposmAbVL3b9JphN9kyyaBgenBEoDdAAeDYNzrLI338+LWoeuqUEXI38A3LYJ7V4njdGGHim2D+QAX+1NVVUaz6YwHJ9m1cDLYGQwG6PV68DwPQXCRabMsCz///POl75uPG/PXbF1XFm5HKGOZ2DGvUjIPTVOgqhJ0XYemJWPx6GTpRFqaZtA0ZaU2E87So6uqejH0wBol9akJLmbenEDTVDQaNhoNG5aljW1Ttls4mRtjzxrsUFX5ShE3cXNwd5plJjPzgrxlnpPHx8f4+++/8e7du0Kgp2ka6vX6Qhev6+LBgwdCHZ9KdJuBB39pmuL4+Hjp10+KkTOpqaSQUY7jGL7v48ePHzO1AlVVxf7+vggI+bFpGAaOjo5mvv/5+Xnp41mWIQxjcRPPa6PV61bpTUjXaThu1+CyMGmawbZ17O9X0WjYyLIM9bqFapVltPPtAsfHx/jw4QO63W4h+AMufKovy+LlA8pXr16Jr2s1S5yT2wJLiLHhWCAdt1isvq2r9HsuHY2pqgzPC4XGTVkDo+tGqNXYH9r3QyiKLPz+siwbj/1LiOPkRm9CfBQ7ihJEUYJKhUnN8IsZv+BxeOBXrZpXGkohboY4jkVJoVKpzBTF5RiGsdB2Wd8Hm7jk0ircWUPTtKnM4U3CAwwK/jYDv0YsM/k7i0VaCZIkwZs3b/Dw4UMYhgHXdfHTTz/Btu1CUJZfyNRqNezv7+P09HRqe/kbrWXppVOKed22/I1XkiSxL5VKZXyubUf2m7he8vZx+ePQNLUpObd8z+okjx49mtpGGfyw5VJG3W5XLPR5S8a8Hr7rRtPYwMqCRj0bY+kMIBcvzFs0TWbE+NRuuz1EEMQIghhpmo7Tv6zezb++SXivRaNhY3+/OmXrNimLwc2XySnhdtLpeOJC8uzZM9y/f3/u8/NDHrNKZpNEUYQ3b97g7du34rFFA8lN8/3795vehTsNa95nC4xlS79XIQxDvH//HgDzBXYc5lLguu7MALJsyhgo3owvy+BZljYl/BtFkTjety3zQlwPXHYrXwbOW8PxxxfpzbNtu/C8WVJVPD7kC/zJxY1l6Vtj28oHpwAeCMpjd7HrZ+EAkAd5zH4lFhG3okhIkvIGxjTNEIYJPC/CaBQiDFnGMEnS8YTTZrIikgThADGPOE7HFnXZ+B/GBy77cPmVLs9ass+Vkg/wLeXsbCAuQHt7ezg6OoKul9+o8o/PW6VexqK+rpuG+8ze9b4s3oN83fCAJ0mS0naBTZIv9wJsSOm///7Dly9f8M8//0z1oc7KSOflgcoyJooio15nXqmVSnE6+fXr1zg4OLjUf9iy1mc7RmwXqnrRPsWrDf/88w/++ecfUXHhj0uSJEq8s2i32wUpLl1XUWbZfjEQwX4YBAFevnyJv//+WzxnUvfvppi8/oZhtNZYYhld4oXftVYzx+KMkz+RRG/VtsCbIzm81CvLElw3FH+ALGOikEyRG0L4ka8m9vYqyLJMeCUyFXQJcSwJu6erNJgS10+WMdPxep0Zf3OxZ8/zcHJyUsj0DYdDoaM22Zt1GUEQIAgCGIaBJ0+eIE3ZQuPz588iELtueODLbItWF++9DYxGHjRNu9YBNH6DWWXyl5MvdS06Afnzzz9P6VE+ePAAe3t76PV6aLfbU4uQsgDw2bNn4njn/u15LEubCvoApkF4fHwsFtKcsmyNJLHrs6LI1IZwh+CDHpN8+PBBHGtfv37FL7/8gna7Dc/zMBqNCu4zZXDh819++UWcG61WBf2+L7T2fD8SCajJ1ovJYZRtgCe/eFsc1xtcFT55Pcvmbh4LB4CapqJaZUKg+RN3GyVgFEVGv+8JqxXma6ggimKYpgrfj0V/i6apwgCaZyR5f6KiMGsYw2Aq+KzZUgLAgkKeIbzKqDlx/WQZEz/WNAWViglVlcW0Wa/Xw8nJCZIkKVyc6vU6Tk5OlnqfXq8npjR5AFmpVG4sALRtlhVnWe8b2YVrgQ1xGSt7017lfVl1oIVWqwUAePv27cwpcD7gkSffBH///n2cn5/PdPxQVRVHR0ci+OMC0RxNY7JHlmWh0+kUbOB4iVqSJDx+/FiUhPmQEJcfkSQ2+JemGSxrOlPebrfx9etX8X21WhXXwrIMYpaxG+A23jeI1WA6q9PBH1CsnPCs3LIEQYBXr17hyZMnsCxr7NJ0seAxTU0kdcoqNWdnZ9jb24OqKlOKJTdFp+Nif79akL5h1dTlLsytlo0s4+doWtp3OY+FA8AgiBBFzN6IeV0utZ/XCvPoS2BZOkajAEEQQ9NkqCrznGSTyxJkWRKCpgB39bjQ8pEk1iPIonQZts2GRFw3RBjGiKIEtZolxB/pona7iKIEnc5ISHfouioygq9evSpMS142MFLGjx8/EEURbNtGvV6HLMu4d+8eOp3OpaWPTcADhW24AG6Sm8zKT2aKX7x4Mff5nueh3W5D0zT4vo8gCMQNCwD++OMPfPv2DYrCsgX53qYXL16IzF4QBEJwWtd1EYRKkgTHcXB8fFwIAF3XxcOHD0Wgmt//vF8qt+msVCyRZfnw4cPMRQzXF5wX5JEs2N2CD3xO8u+//15qV7gocRzjv//+gyzLePjwYUHJgS9agPLse7vdFueTritbc/3rdEYicOZuacsGgLJ8UX3Nf70oCzuBDAY+FAXCJy+Kbl+wwzJ6GRzHRBAEME0T/b5XqMlXKiZMU4XnMc9Dbu/CTa8BdlH0vADDYTjuZ1EwGPgwDCYhE4YxlTduISwALLd2e/PmzZX6uhzHwU8//QSAnez/+9//Vt7WKsiyjD///BPAYj6dxPI4jnFtgw9ccy/LMnz69An9fn/qOffu3RPSP3///Tc0TUOz2US/38eDBw+m9Ctn+azKsgRdV1CtsnNjXhbn999/h6qq6Pc9ao/ZEfITv5xXr15tVP9U0zQ8f/58qu+13W6XPv/XX38VPd3bJFBeq1nQNBmyLBd0Ehel7HcfhhF0fbHx4oUzgKoqIQwT6Lo8DoamAxxuP9Ltuhtb5VUqBsIwRhguv/00TWEYGjwvhONYQq8oz3DoYzS66I9KEjYo4nkhPC9Co8EugpqmAmAXS/5H48Gg4xgb/R0Qm4HJ/rioVs2pTM7+/j6+fPmy8rZHo5HweL1Kv8eqcEFgfiwT6ycIIhEA/vfffwjDEK1WS9jvTTIYDFCpTF/AF4G/5vPnz6XBH3DhAsKP5SiK8OPHD/z111+F57Xbw7mDQXlLMp5tKcvscPtE9l507dsFdP2if833fXz+/BlxHG9c/D6KIrx+/Rr1eh2maWI0Gs2t0iRJIo5dVd2e/tPBwBOWePW6heEwWOr6HEXJ1HDLosEfsEQAGMcpbFsfp/WnL1iSxDT/sgwwjPLm61bLgaLIK0fgqiqPLVdS0W+zTMYzyyBEE8Nw9lRnfpt542im66aKxk1FkcaaRhKCgJlIm6Y23rctrpETMwnDBP2+h0bjIjUvSRKazebSAaAsy6hWqzAMY2yfZYptXjd8pRyG04seYj1wVQHuNvPu3Tv8+PEDAPDp06fS1yiKAtu2oaoqHj58KG6mURQhCAIxlBGGYWEqfTgcot1uz+0n5a/ltFqtKZeRs7PBQtfQOE7FDbRarZaW2nhZLoo2e4xRz/X2YNsX0/bv37+/dtejXq+30NDVt2/f8NNPPyHLMjSbDnw/KrR/bRLm85uVnmdZxjKS+/tV9Psj1GrOUgFgr+eh0WADjbz1Ik3TcYLqchYOAPnO84bgPNwI2fcDSJJc+ovVNAWjkY9KpbzEtghxnEJVmWYOGwnXkGUpRqPgWkrSfGrYNFVYlj7uibnodYnjdKvEJonVyB9LYRgKXbNZ4rmTPHr0CLVaDbIsF7I7/KZ1lUziqvAb/w0kH3cKfkG2LAv1ev3Sm1OSJCKIcxwHjUYDg8EAHz58AMACd8MwMBwOIcsy/vjjDwAsCLqsLzWKIhH47+3tTeledjqjpRbQSZJBlplXcdnnevDgAQCs5ExgGCpUVYHrBnP3iclxLW67RayXWs2EYWjjvnpFyK/8+++/W2N5WcZoNMKPHz+wv78P4EKQmt/TN7VgkWWWJLJtHd2uO/OYZfrK+kptE0EQCUs4zwsQxykajcVCu4XnooMgxmDANj69k8wmiClbl0sXRFGCLJOu7D8axyzgYyPdWalcwSZJkhSuG4pp6MEgoF6XO0xexHmyZ6oM0zTRaDSgKOyETJIErusiCAIRDC6ynXWSL/ldtfyrKDIsS0e1uh3i1ttGvsR+eHi4tHwQUJSuiKJIBHppmmIwGIjBjv/7v/+b8vrNc5H1DQsyMaNRgNPTwdIBFL+2l0nI5M+TRfuYLsR7ZdRqFgxDubSHUlUVhGGy1UOIdwFeyarVTDQaNvb2KmOzBHZMGYYKWZYQBAGOj4+nLNy2kR8/fhTsGbls0aSY+TrJskzY3zabjtAnbbUc7O9XRfl2OPShqkypZFkLRc+LcHo6wOnpAJ4XLaWvvJT6YK1motMZQZKKFzV+ULDp2Nlvvo7pG11XkCQZej0fisJ9eZk0y3WRZeyz2rYOVVVgGCqCgKWUKxUmlUMTwXePRQSdnzx5AkliF8YPHz4UBkd4ILZKOXlV8rIgwNUt4NhUaIQkYb3AdJxP47ohLEuHruuo1+uX2rktw8ePH3F0dIRarQZJkvDkyZPSAaV8c3yn0ykcu45jlA57zCNv3/Xt27epn/MeR16Guoxq1YRpakiSFIOBjyzLxpaJ87OHF8NLFAFuCl1XEMcJGg2rdAETxzE6nQ4GgwFc172BPVwd13Xx8uVLvHjxAqZpLtx/u+q1LstY5lxR2PvYtg7b1hFFMWSZydkMBh58P0a3662lQrPM4mip5annRbBtY6r/QtdVeF5QqhO1TtiKIxaq2bw5+bp7mnjqO46ZuO9w6COKUjiOAU2T0Wo5aDZtskK6A3z+/Fkc71yYt16vFyQ1FEWBZVnQdV3caL9//z51U76Ji2Xezu7s7OrTb74fjTUzUwr+5sCzgPv7+ytlAefx6dOngiblgwcPpkSjHz9+LL4+PT0taPXNwjQ1IZqfR1EkVKtsITFLvJcPnCwaWGqaguFwJPqlez0PvZ53JWN74mqwzDILUJpNZ+q4/f79O/73v//h1atX+P79+60L/vK8ffu2MDy1t1eZeb9WVaVg37YsfIYgj6ZdOItZlg7HMZAk6aWtDUzJZKXdKGWpTzTr5PS8EJWKhSDY7MnLFeR5JlFRLvwGL4t6JQlrUZ9nE0TJWLMnFdIv3a4rHFEMg6bg7gq6ruP09FRYXOXdErhReRll3sFBEAgxZp4NnCddcFUajYYIVEej+b1Vy0BDJJfjeSFMU4Ou6zg6OhI9fbN48uTJ3HLuJJ1ORxyT1WoVv//+O0ajEc7OzuA4jmgzyHsS9/t91Go1pGlamtGIYzZRGMdJYdCCy78A5cMsmqaJTPOiARyrlljw/WistLDwRyc2RKvliJ4+gF3DPn78eKlbx23l48eP4jqcZRkcx0AUJVP3bj4IeJV7Oh/0KIO3NeThf4f8tZb1viZrdV67kgEdFwkdjYJrG35gUy7cyq3o3Tsf7u6hXClzwQdR+LTNaBSKIDRJUkRRCkVhfZKUIbmd5FdY/X4faZoKR4/JycrZ25heppVdSLlO21XLhI1Go5D1ycM8ualP9TrJMuaEUa9bqFarcBxnpp+0aZqF4G9R8dx3797ht99+E24ClUqlcHz++PFDTCEDwPn5uRhO0nUFnjcZAKYAEkQRc0qaDOaiKCpt9G82m5AkCWEYL7w44CLsxHagqnIh+Js8du4qruuK/tg0TdFo2FMqJVwK7qqcng7EEE2eMv1NtkCbDEQhxNjXxZW2FkXJ+EZ3M6OF7A+zeCSsaaqwS5FlqXDAL0O+7Ox5YWEIJAxj9Ps+ZJllJ7fFf5BYnHzGw/d9hGE4dTL+888/eP36tfj+48ePhTLb8+fPp8pyZ2dnpZObfDJtFWRZxl9//YXHjx/PXBWenw9pYvIGyAfdT548mfm8fKnt5OSktMeujF9//bWw0IjjuHAMTJboisde+bUvTVOYplbYd17O1jSt0FvI4ccvDcPdXvLHUafT2YngD2DSNSwekMV5uGpcsAj9vi9sFgF2bpVdm+M4LW0dySfA1sGVMoCc26DJlGWZSOGqKkvnqqoCWWa/1HWLQ6ZphmrVmjl1yYNQyhJuH5o2feJ1Oh1hJ/TlyxckSYIkSfDmzRvoui5urtz2TVVV/PHHH/j69St6vR7iOEaapnj//r3YZr1ex9HREXRdx++//46PHz8u3FejKIqQBOFMZh2jKMFwuL7SL7E6i/QBJkmC8/PzhbY3Keb87t070XbA3Tjq9Xoh6MsPgkRRebCWptlUIJf/vtFoFKSQ+LQ72ybVcW8rqsoWq2ma3ohM1U2RpilevnyJo6Mj1Ot1pGmKe/cqOD8fLm3LtijM0nF+P3aWZYjjzV+41xIA3jZ4dJ0kqVAyX3dfU1kvAUeWpSkxUzbdPJ3RNAymOdjt3t6G29tGHKfQdVkMcfz555/iBp6maaF5OAzDwrDHp0+fkKap6L178OABDg8PcX5+ju/fvxf+5vmSoKqqePbsGf75559LF1SHh4ci65J/br/vU6l3y+Diyd1ud+ZzlnUCmewV/Pvvvwtl4/PzcxwcHKBer+Pk5ET0MOUHgpYljtmCefLYzA9D0WL29mIYLADcVD/ytvP582c4jiMWSa1WBcOhjyS52+0zOxkAAhc3zjBMpoKxTZOmGSQpg2GoYuonSXhQWgwaFUUWIo+3IdN6F+CLAV3XYRiGCP5838fXr19LddDyfPnyBaenpzg6OhKv39vbQ6PREIKkQRAgjmOcn5+j1WoBgBCOnvV3brVaePjwodCv4r1fg4FPfX5biudFcByjoMM3CQ/MFEUZ9yjPPr4ePXokgq44jvHq1aup53DBW1mWUa/Xp3pDVxFRZr3PCu7fv480TeH7PprNptiXZWVliO3BMBThHLG/v4/v37/f8B5dP1mW4dWrV4XFfqXCBpsWdcu5jexsAJjnJgIrrg/Epu5CJElWeuF3XdZjSMHf9cFlMIbDYcF+69OnTwsLnoZhiHfv3gFgLgwHBweiLOc4jhBPPTk5QRAEwkVhXjbo4cOHIqMEXO7hStw8QcACQNM0ZwZ3pmmKgP6PP/7Ay5cvAVxMBgdBgF6vB8/zclPdI3z+/HlqW5Ik4fDwUBxH+eAvSVL4frRSsDYaBUIL8OHDh1M/J3/p28ukd2yr1Vq4FeGu8ffff+Pg4EAM/d11aELhBomiZKGL8U2XVmRZEtqLtwFNY44Cy5bWOHzSStO0wtTjotOZk5ydnRUGRlRVLbiB5Mto+a/z8M/Cg7/T0wEFf7eAfEtH2QAFwOQ28sdqvV7H4eGhKPUahoGDgwM8ffoUABvuOD4+Lp0qPzg4EL2qwMXittdzcX4+WjlTl6bZVBsK91M9O6OFyG1mUvexLMDfJfgADD937nLuhQJAQqDrSukEFPdMXFUI82bIZtoSLspwOCzctBdxApnF5MAG91KVJKng1jGrVMgDhDiOl7L6IbaHSS/eec/L9+uNRiOkKROd931/bpP+ZJ8f629O5zo0LUoUJTg9HeDsjP0bDPyxMPgdvkPuAL2eS3/DCaIoWjmBcJu4TXf0a0WSLm66u7C6tSwNo1EAxzGnyjmuG45lbW7H74H3N60ylZiX7Wm32yLrArCewDKB51Xg2nCTGb9ZFx2efVRVlS7Wt4woiqFp6sIaknzRwX1Wy7T3ZjFLOmKd0OF3t5gcPNylKeBZ8HOQyyLdVYcaygDOwLaZNcu6hRe3lShKYFn6zOzSbQn+gKLkz7Lks5zValWY3Pf7/cL077JM3sQfP35cWu69rAF7V1amdwnPu7h5PHnyBC9evCh1/eAT5b7vo9Pp4O3bt0sFfwBKLd9oQIO4jLOzoQhyJv3DdxHeX5tlWaks2F2BMoAz8P0Iuq7eeP/ddbHKZOBdhPc6JkkiSnbcEukq/Pvvv2Iys1KpFIZLABYgvn79emZ2j3utappWCCiI7ScIYkRRAk1TROD35MkTnJ6eikldgMm35K3bLqNaraLRaMAwDJyenqLX66HdbmM4HOLRo0fCdpD0+YjLyKsPNBoNnJ2d3VkLuEXodrt4/PgxFEVBENzd82fpAFBVZTSbDno9dy19JdsK+VPuHrIsCUHUKIrESrhs2nJZkiQRDg+TU2avXr2am+kxTbNQih4O/SvvD3G9DAY+mk27kL2ddICZZRVXxtOnT8WiAICQHPrx4wcajYYI/oDblb0nbgbe8sSqXgqOjo7w33//3fRu3Sh8Mn/TNJu2EO2/bpYOADVNQbfrQtenDYwJ4jaTP9d5D0gcxwtLvywCl4QBWMnv33//nZn1azab8DwPR0dH431J0O9T8HcbSZIUvZ6LRsMZf58gDENxg/n48WNBUHwelUqlEPxx9vf3kSRJIbBst6etBwlikjTNMBj40HUV9boF0zR3XnuWn5tBsLlMqGGoCIIYtq3fjgDQ8yKoqkxlKOLOkV/tTfr4rgPHcQqToJ7nzbzA5t0+ABZAdLsuNeDfYqIoFaXgOI6FTuSyzDo2JUkSepJJkuL8fPGMIkEAF+0C3Bv3MtH7u0q+RWeTrVFBEENR5Bvz0V6puzGOUyorEHeOMpmbdU39AswWjrt4AEzv7a+//kKj0Zh67mR50PMiCv7uAKMRW+VrmjbVB7ooXEJokvyxStaRxCpkWSbu7WVZ5l2BuzNdRwaUtZvdTP/93R1vIYg1cNXhjzyapgn7tnyD9ePHj/HixQuR2ZnUDATIaeGuwDzCY8iyjKOjo5V7jI6Pjws3p16vJzQk+32PFujEyvBp4Lyg+DqpVCo4ODjAo0eP8PjxYzx79gxPnjyBbdtbo3DAh7UWCcxMU4Ntr7aYu2loCpggxpSd7OtaAeq6XijdvX79Gi9evBCDJqZp4vfff8fHjx+nSnydDpXy7hL9vo9m04FlWWg2myvZbo1GI/zzzz+wbRv7+/tikth1gxsrJxF3A9cNYFkaTNNEtVrFYDBYeVtcSivLMliWBdu2Z2a+89JIcRzj/fv38P3r73k2DEPs42UT9JLEdD6bTedWyi1RAEgQc9A0bS1yCPmpTF6qe/v2LVRVxePHj1GpVCBJEp48eVJ4XaczInmeO0aaZsJxx3GclX1XVVXFwcEBbNtGlmUYDoM7K1hLXCfs2MyyDE+fPhXe1Iuiqiqq1Sru3btXqimYphmCIEKaXrTDKIoCy9LE+yqKghcvXuD169eF6++vv/4KXdfx/v17DIfrH3BSFAW//PKL+P6ywYwsY723g8HtHM6jAJC4s0gSoKrKwjpoXAImz+PHj3F8fHzlfclbdOV7tfhK17Is/Pzzz2LyTpIknJ6uvvImthfTLPcEXhRJktBoNHB4eCicYfp9j1QZiLWQd8FaVojcMAw8f/5cVDG4KL8kSYjjBGGYIAzLthnB8wLIsoxG42Kx/Ntvv4kANN83++zZs6UD08uQJKnQfrNoRu82a+hSAEjcKbiVWxynaLUqCALmVbrICVrmHew4zlr2K78S5rZueTzPQxRFok+QmvjvLvkbYL1ex6dPnwo/13UdR0dH0HUdg8EArutCVVW0Wi0R8PEbNJOX8XZGsJ7YPM3mxTXv5ORk6uemaaLVakHXdWiaBk3TxMQwD/ySJIXvR/C8cOHhtSTJkCTMb3p/v6hx6fs+Dg8Pr/bBLuH//u//xNdBEImBrZtEkjZrvUgBIHGnSNNM6Pmx4G/xE4gHgN++fcPh4SEkSVpYm+0y8s3N/MI5WVq+8ICNyb3hDjM5oPHXX39hOByWegU3Go2pKXGeJY7jlBYKxNrh7QkACmVWXqWYRT7r1+/7M21FF6HdHqLZtIVTDu9xzbNOncLJ4ZNt0Ft1HB1RFKNeZwH5JipCFAASd4p8wLeMsGa+/Ot5nrggXMX/N08cx1BVdrrVajXR8BzHMVzXLTRAu+7NrzyJzTIaBXAcQ3xfFvxxoiiBLEvIMtZw7vvRrS05EdtPGMZCEuvPP/+c+bzRKEAcp9A0BZqmiEWJ70dXzkinaYbRKEC1ahUez2e/f/75Z/z333+lFZVlyWf/tqWfL0mywufnWdF1BoJStmAITf1IxF2m1XKgKDL6/T5s2xbB2rr6TAzDwNOnTy/VfnPdcCtKD8TmkWUJtq1D11XIsiQyv0mSUgaYuFF0XUG9bpf+LAxjDAb+tUgN8aAnTVMhoTXJVa/RkiQVAsBtinUkScLe3vTi8LJ9zJfQ50E6gMTOYxgqFIWdCt++fduIC0gQBHjz5k2hqZrf8H0/EhdVCv52hzRlk7vn5yOcnQ0xGPjw/YiCP+LGCUPWizcaBXDdEEmSIk1TnJ0N0Otdn87k6elAOCDN0gjk7jer8vDhQ/H1tmT/OLPyc/v71bVoJlIASOw0kiShVmNp9jAMcXBwIE4s111/f1V+m0EQodt1MRj46PU8kvCYgyxL2BKNWILYGXhF4vx8hHZ7dCNuRFGUTGlb5su+eYWFVcgP6G3jNXhWtq8sM7gsFAASO02r5YhV1o8fPwoN9+t0AeHkp+ryzdbEbHjwd1X5FIIgbiejUYB2e4jz8xFOTwdot0drE17mDjrbnHmfV/KVJGZjWqZicRk0BELsNPkgrNvt4vHjxwBYpm5ZDaxFODo6AsBlEsixYRGyLIOua+SFTGwcVZXHg2QZ2eltGezvcfE3CcNYWLA9f/4cp6en8DyvcN1+/PgxGo0Gzs/PxeLbsizs7+/DsiyhvMC3t814XgjLKvaQT/b68TaSRaEAkNhZuDipqirCjWE0GsFxHMjyaslxwzAQxzGShK0mNU2DYRhwHAf1eh26rgvh3uswGr8LZNl2lmaIu0mSsMnWNN3ejBDBMnbDoY9KxYRt23j69Kn4WbvdLpSGm80mWq1WQY1hkm23cnPd6QBwEq6DuygUABI7iyRdZAAbjQZOTk6E8PNl07pl7O/vC7HSJGHq95OBZJZlQj6BIIjtgtv0kbD27cDzIiRJBsvShHQNALRaLfF1ljGBaVVVxYAfF6kGmNzKti/GVVUuCHT//fffAJg1Xj6gXXahTAEgsbOkaTa+4AOyLBemyX78+LH09g4PDwsXG4BffJhVUBjGCMOYSpkEsaXkheSJ2wG/rvLyvabJME0dqioLSSWeOZMkSfT6KYo8NVyyreQ1Q4fDIdI0heM4U9nMZRMLFAASO01eADpfMjg7O1t6W67rCg3Bft9HFMXUR7QhDENFHKeUqSHWDi3Qbic8+EmSFEmSQdMk6Dqz1my3h1BVRWhvapoG09Tg+9HWSb/kkSQJlqUhii7EuSuVCg4ODtBsNsXzfD9ayviAQwEgsbPk+yW+fPmCR48eAcCURVsZefHQNE3x/v172LYtev/SNKXgb0NomoIoSqAoMhJq0yIIYoIkSVGrOWMFgRitlgPXDafs4wxDxWB7dJ8LKIqMVqvci35/f1/IlXEN2VUgGRhiZ8n3jPDgD2ANxJdh2xcq+bIs4/nz5wCYH6aiKFstKXDbiSLWX0kBNkEQZaRphvNz5mOsKAokSYLjGLBtvVD1WYeY8qaYFfwBF/udZRl6PW/l96AMILGz5HWT8h6TixCG0xNjScL6/LZ9muwuQKVfgiDmwbyzk7n6eNu6iKxWzUufkyQput2rmRVQBpDYWfIZwDyLBIJJSe3RdUMMh8HWXlQIgiB2ieGwWBp9+fKl6O/OsmwrxfhlWRKi977v49WrV4Wfx3EC1w3Q6YyufK+hDCCx80xKAPT7/Utfk7ci4ijK9l1MCIIgdpXJqdi//vqr8L3rbpf3+t5eRSQggiDAhw8f8Ntvv4mfd7vuWtuLVs4AapqC/f0q9verK1mQEMRNUq8z+x8e/OWzfs+ePbv09ZVK0YcxSVJ4HokVEwRBbBOjUTHI44t3SZIwGt18uw7P+DWbTuE+9OXLF/z22285b/pg7b3lK2cA8zXqRsOe61VHENtGlrELARdqzvcAapoGWZZLs3ycfJDYbg+p7EsQBLGFuG5Y0NHj1/yrDE+sC8vSUakYhcc8z4PrumKwkLMJ69CVA8BezxNTKtSQTdwmNE2BqsoFSYDJvr9Wq1WqBWgYBn755ZfCYxT8EQRBbC88QSXL7Jq/DVqPkz6+p6enOD8/hyzLU/cYYDNx1soBYJKkOD0dCLVtgrgt6LqKNE2hKOrM6d8yLcBGo4HHjx8XHtu2HhKCIAiinG1ZrE8Gf2/fvoXvs4GVfPC36crqlYdAyNOUuG2kaQpN00X2rywIHA6Hhe/r9fpU8BeG8Vb0kBDENsGGoS4yLbLM/FYJgmDi03m63S6CgCUSnjx5AsNgJeEg2HxPOU0BEzuFLEuoVFj/6jy5l0mZl/zQB/X8EXcF09SQZRmiKFnbMc39Vg1Dg6bJ8LwIqipTsoAgMK060Wg00Gg0pp53HRZ1pANI7BS84ZYPePCT8ePHj+I5ZTIwZ2dn4jX37lVw715laiVHELcJVZWhqhLSNJ2pibkKSZJC0xTEcYI0ZX7bkzc9gthVwjCZ2zYXRQlOTwfX0qdIASCxU3DDbD4JxoO6J0+eiOecn59PvS4IAvz3338iVS/LEmo1a9O7SxAbI00zyLIMw9AQBOubMMwy1hqUphk8L0QYxlQCJogcZdm9IIjQ63lXdvdYBkphEDsFL/umaYosy6AoRQ3LJEmm+v84vEmXIO4CaZqh37+bx7RhKAjDlDKPxNbB2pAMDAY+qlUTnheKxMR1QwEgsVNwPSieAZzk27dvpY+rqorff/+98Bh5/hLE9rG3VxnbfLFz3PcjDIf+Vkh/EESasp7bOE5uXD+ZAkBip5Ck2XeBLMvQ6XSmHq9Wq3j69Kn43vcjjEbk+UsQ24gkSYUBLz7oclNZFoKYZBPHoqaxXttlhq0oACR2inwvUpIkkGUmCB3HMcJwOqP3xx9/TJWJr2M6iyCI9UHZP+Iuoygyoihe2paXhkCInYKXbfPBX5ZlUFUVmqbBNM3C8yeDv3a7vD+QIIjtYPIcTdN0yg+WIG6K/f0q9vercBx9bdtkk/fq0lUpygASOwU/QSYDO4B5AB8cHAhJmL29PfGzKErQ63kLNZWrqiz0BhVleo11030fBHGXSdOMzjFiK7EsTXxt28ZajQSiKLn8SRNQAEjsLGU+wLVaDfv7+wCAw8ND8XgQRAtPFFYqpujHAFgGIj90sr9fpRsUQRDEjuF5kTAiODu7+XsABYDEzsEDMt77p6rF0yAf+HEqFfNSAU8Os8K6CCzz0jOyLAvtQYIgCGK3KFv8O44BTVMwHPrX6phDPYDEznF+zoQ20zSdCv44Zdm+RRts2+1R6XZkWYbrBoWfEwRx/WiaAlWl2x+xHdi2DtcN0Gw61/q+lAEkdg4elM3SApxFtWqOS8GXP5ev8mRZGk9oLd+fsWkkiaYjid3DsjRRhhsOfXhedMN7ROw6vZ4LXVdxfn69Q4YUABI7yenpAHt7lUL/X55Zj+/tVTEaBQuLQKdphjTdruCvXremvF97PQ9huD47sNvMKnpaxO0hvxijBRBxVWRZurImbBgmCMPrv09I2YKd7dS0TtxFmk1bmNXng77JwY1FuC3nSLVqwjS1qcc7ndHOBz2qKiNJUui6ulZ/XGL74BJQBLEquq5AkliVZ5ucofb3qws9j5ogiJ2m03HHrh7FwGfZ4A9gJdXbwGDgl4pZlwWFu0aSpFBVhVxedgAK/oiroqoKHMe4tccSlYCJncd1Q7huCE1TUK9bM8u/HJ4tzGcJu133VpWTfD+C70eQJFbWBlazJ7prWZQsW01PiyCI3cN1Q0RRcmuvGVQCJogSFEVGo2FDlqeDwTCM0OuRHZyuq0hTpkDvedtT/iAIgthlFi0BUwaQIEpIkrRgKaUoMmo1E54XwvepN4z1yiXQdRWqKo9lDCgIJAiCuC1QAEgQC5AkKTod96Z3Y2vIsgxZBsRxClWVIUnrmYYjCIIgrgcaAiEIYmmSJEOaZuPeFwmSJMG212duThAEQWwWygASBHFlynolCYIgiO2FMoAEQaxMpWJAVWV4XnhrJ+EIgiB2EQoACYJYCUWRoesqkoTJ4fg+WWoRBEHcFqgETBC3lLyGHwC4boDR6PomcZMkheeFiOMEUbTbDiIEQRC3DQoACeKG0HUV9boFAPC8EGmaLSWlomlK4XvbNpAk2bVm4jyPsn4EQRC3ESoBE8Q1oCgSKhUDlYohnEZ48AcwS6Flp2jDMMFwyASpuZ57EFBARhAEQVwOZQAJYgNomgLL0qEoMmRZKkzJGoaKdnuE09MBHMeAokiIogT+CuYinhdRFo4gCIJYGgoACWJNsKBPg6oqUJTZyfUgiOE4OiRJQhyncN34TvnpEgRBENsPBYAEsSZqNROyPB34ZVmGNE2hKKxnz7J0JEkCSZJgWTKqVaDdHpKLBkEQBHFtUABIEFdEkoBKxUSaZpCkTPT4ARe9eTz4m/z+4nnXtLMEQRAEAQoACeJK6LqCet0uPJZlF0FgPhic/D6KYvh+hCCIKQAkCIIgrhUKAAliBVRVRpKksKzpyd3JoK+MLMswGARIEtLPIwhiMVRVhqYpSJIUYZigWjWh6wpcN6RhMGJpKAAkiCXg4su8lHtZsJdlGeI4RZKkGAx8SBJz0IhjCvyIu4+iSFBVBbIsQZKkcY9shizLkCQZwjDeyd7XapW1jIRhPGWhKMsSVJVdI/K/G0WR0Ww64nvfj2CaGkYjD5WKhSzLEEUJkuTy36csS9A0RagUKIqMNM0QBDHCMF7fB10ASWItMJKE8TEiIcsgFseyLO3kMXIdUABIEAugKBIsS4dpagAWy/IBQBQlCIJY6PNlGSj4I+4kiiKPbQElVKsmNE1Z+Dxx3RCuG97aaXhdV5CmGbIM4/+nP4ckMaUAWWZZvDCMhGpAlmVQFAmABMvSIEkSsowFZKqqiIpDHn4tchymJ1qtsv9ZcM2CxyRJx4FhKgI729bhOEbp5+DbHI0ChGGCOF7O31tRJBiGhiRJoWkKDEMVg3H5QTdFkVGrmVBVZd7mpkiSVHymMEzEZ02S8t/5TaFpCqpVE0mSot/3t2rf8kjZgnt2ejrY9L4QxFZSq5kwDG2l17puiNEoWPMeEcTNw7M1aZqiXrchy4Asy1NB32g0QhRFSJIEcRyLTODe3t7UNuM4RRBESzni3CSqKsO2DWga+9ySJCFJEgBSQQoq3xd8GflbMg8EsyyDLMtT2zk/P0eaptB1HZqmwTCMUiWCWZyfnyOOYyRJglqtBsdxCj/ngWQcJwXvb/7Z0jRd6v14EKrrs3NPcRxDVVfLTfEsKMuisuByOPSvvTzuOAZ0XYGqKoiiBGHI+r2vK5O5v1+9/EmgDCBBzKXRsKcs1y4jDFkZJQh2s7xF3F0URRpnN6ypn83KJRwfH5c+XhYAqqoMVTVEhipNU1HSTJI0F3ReZLmYzFIm9oFN4/NWi8VKopchSSy4ZfvHMnKzgpiyIJh/H0URfN9HkiTQdR22fTFAxoOpNE0RBAEUhWcLNfH6LMvg+z4+fvyIKCoPajRNg2VZ0HUdrVYLul7uMNTr9XByciL2+cGDB1PPURQZilK0ncwHtpcFtb1eD/V6XXw/+Tv7+vUrut0uZFlGkiQi2H348CFarRZ+/PgBz/NgGAYsy4Lrumg2m8iyDJY1fQxKkjT1HpWKiUrFRJZl8LzoWhbko1EARWEZTtazmcBxdJimvlXJNMoAEsQMZFnCvXuVhZ47GPhIknSqn4cgbiuyLME0Ndi2jjTNRB/fMvR6PXz69Kn0Z7/++qsITjqdDprN5pX3eZI0zdBuD5d+nSQxvU7eJzdP2D2OYxG89ft9RFEE13URRZEIaCRJGgezy18fFEWBqqoIgtUCF55NcxxHBJdhWMywGoaBX375pfT1cRwjiqLSgMt1XXiehyiKRDZyEkmS8Pz5cyiKgtFoBFVVIUkSvn37Bn8V+6MSJEmCaZoA2Oe0bRu1Wm3m84dDX5SNeesCcNGzzTEM9rvj5ebl94udR7quwjBUaJp6LbHUohlACgCJrUHTlKkT8DphJ6oiVvBxnECWZTiOjixDwc5tFr4fYTDwYdvsNWEYrSUDQRDLomkKTFMTWSt+bM7DsnTourJU/16e4XCI9+/fL/x8XuLM02g0YJom+v0+TNNEpVLBYDCApmlIkgRRFEFRFBiGAUVRRIAEXARLeZ3NIIjR73sL75OmKWg07KnH4zhGEASIokgERJ1OB71eb+FtbzP895mm6czATFGU8bXxegdFliUf0Hoe+9uXBbCzCMO4NMPb63krD8mYpjYe0tn8/Y0CQOJWwUs2AMZNvtf53hIcx4Bllff5BUEEXVcXviHynpk4TpBluDX9TMTdYm+vUnrMdrsu0pS50+TPs1k3jTAM8ePHDwRBIPrFJjM9sixDUZSZZcnrZDKbtUgWUNdVOI4+9u2+yPYlSYL3798jCILS7Bax3eQXGJqm4bffflv7eyRJCt+PEEXJ1lSAKAAkbh2qKgOQlp48W4bJsu5g4ItMyTK8fPkStm2jWq1if3+/9DmuG8B1o62dACMYuq5CVeWpQH1SngKAyAQnSTqe/GRlI8NQxz2fKQxDgyxLhe3VapYoJ/X7HoKAZRGY/EYxEOPvWwaX75jX28ZLta2WU/rzRfj06ROGw+FKJcubwjAMPHjwAJVKsW3j/Hwksi6GocKymA83u97Mptvt4vPnzxvbX2K7qFQqaDabUFUVg8EApmmOp41DHB4eLrydTmd040oPFAASRAmOY8C2L5qiWWNwCNsul0WYhDdOT94YTdPEixcvCtuN4wSuGyIMb89N9LbCgzTH0aFpKjwvguexAKxSMWBZOtI0Ra/nFS7Ouq6iXmelIf58ro2Wn3bk2mSzesF4dmiWF/RkJm7yMZ6hajRs8R7DYQBNYwMHnhciSVLUata4nyzDYMBKW6qqiCB2Vpb6n3/+wcOHDwsN+bPwfR9v37699HnbxKzsDi//mqaGSuXiHJ/1e/r+/TtGoxE8z6OFG1GALRpUqKoq2hQ8z4OmaVPnFT+/WQ8ou354XigWHlwbNgjijZSEKQAkiAksSy/cBPIsKmfgeR7evXtX+rMXL16IRmSANUibprVSEzpRJC+OW6tZYipxOPRFCX+S4dBHmmaoVs3CDb/f95AkKeKYZfEqFXOcdcty7ycjCAKRBQAW137cJIvKiSRJIkq2X79+FaVZVVXHGccMtVoNsiyj2WyKadR///135WGDm2RWANjtuoiiBPv7VSRJUpjQbbfb0HVdDG30ej0K+oiVsCwLjx8/hmGw61D+PF3knHXdcCwTk44noq8WFFIASFwLFwr/FzdoPszBy7l8JXTT/RH1ujVXf2pRXr16NbMJ+q+//hJf8yzh+bl75ffcZRRFvlI586r4vo8oiqBpmlgknJ2dAWAad1w/jV/8u90uTk9PC1pmXCOuVquJbGGtVivIgKxCEAQIggCj0Qiu6yIMw1tVtl0ntm3j+fPnhce6XXdqoMN1XRwfH1OwR6ydyUpQniAIxDXiMrIsw9nZ6okDCgCJjSJJEppNe648QhmjUYAgYJOx+QZdvkDa5DVZlpmbR74EfBnD4XCqpwhgPYCT3L9/v1TbLK+AT8yG21HlL0mKIqHRcBaawAZYVufevXsAIIK2eaRpiuFwiCAI4HmeaPaP4/haAgRJksRNgb9v2bABF/k1DEPopXmeNyXnsavIsow///zz0ue9fft2bdIjBFGGLMuoVCpwHAe9Xg+uW54AsCwLP//888ztjEbBygOEJARNrBVVZVpYQRALK6FVbpCOw0ReuVAygMIQRhQlogcLYBO4/f7iF2yuuZSmKaIoLexjmrJ+P261tAhlwR9QLl9R9j0bENBEfxlRjq4rsG0DURQjDBOYpgbT1MTvkOnQXSw2Xr9+jSiKUK/XUa/XEQQBer0efN/H169fC9vWNG3ckxkL3Tle/uROCDcFF/a9DC49MhxSO0EZjx49El+z4yUtSMEAWKvuHEHMIk1T9Pt99Pv90p8rioJWqwUAePPmDX799dfS5/H74yahDOAWkZ9Q5VIinncxRMBFJbMMorn0urh3ryICnGWzfpPwmzpQ3jR/GVEUw/MiyLIkdJWyrDhpyUmSVDTfSpK0VPZvFsfHxxiNRqU/y5eAee9HGMbo9RbXIburXLgzTGe4mAyHJnTG5vHx48eZF1di95iVeee8efOGMqXEjVKtVvH06dOFn39+PrySfixlALcQPqk4qxxYrV4MEPBM1jI9a3GcoNfzoWkyKhVzLEURQJblgszJ2dkQWZaJRnpuqzQPNhEpIY7TKweAPBhbFU1jiuqLoCjsd8GZ15Cb99zMkyQJfN+H53nodDoLN8nz99n18q+qyqhWL4zfy/pbajVz5t/ly5cv6Pf7O9vbRsynLIdBQR+xTSwT/AG4NvMAygCuGV1n1kGqqojSle9HaLUcUTbkN7pezx0bV8uoVIy1DChchctWHdyD0zBU1GrzVdVPTk7EVJ1pmlAURfQ3aZqGOI5FnxVX9QdQsCkyDGPs7ahDVVWhvm8Yxlw5C8/z8OXLF1SrVVSrVaRpOlXKzU/9RlGEIAggSRKGwyE8z0OapuMycrRQ4GHbNvb29krth3b93Gm1nKlFA/+dTMryTEI9W8Qi8GtCv9+n44XYCsqGksrwvBCeF6JaZeoGV+n949AQyJrhwQ/HNLWCQTbP2G0Di0pFlOG6AdIUhUZ0rl2U36auq5c25m9aUoIH1IqiwDRNYdVUBg8ykyRBGIZra/C/LLU/GPjw/Zt3R7hJuAZbXhah3R7i3r1ypwrOhw8fMBjs9nWHIIjbg2VZaDabaDQac9ubeBVuU1AAuAKWpYlyYRwnomS1Drj2Vr7EyEuhSZIgSZKxnIosghj+GlmWYRgGVFUVq1uuN9fv95GmqdCz6vf7oumdby+KokKT9HURhiHevHlz7e+7SSRJEgGnZVkzFeLDMMZoFNy4Ivx1wWWAZFke22lJ4nHD0GZ6a3I+fPiA4XAIXWcuDZTFIQjiNjGZDCjTD/X9CEEQbdwcgHoA56BpCmxbn3tDWiT4G41G6Pf7YupM13VUq1UMBgP8+PFDPE+W5Zk+kmXTpJug3+/Dtm1hZp5lGZ48eYJKpYJutwsAIghVVVVonrEhhhBRFAmZCoAFp5IkodFowLZtxHEsgiPO8fHxxj/XIiiKgmazKcbx+d9iXnmX+4kOh0MoirKwkfhVzMJvA4oiC3cKHuzlp7ZnMe9c+/Tpk8j03UYRYoIgiLKeU35vv4qm3ya51RlA7sWZJMm4HMt77FhgNTlGfVm/0SRhGKLX66HT6QBgKvqHh4dwHAefPn1Cr9db58chNkR+MncWPIhPkkRIhcx7bpJkYz/WFHGcTEnO3AUUhWWQNY31teq6Mres4Xme6O3kiwweYMuyjCzLEAQBfN8fq90nNNhBEMSdY/KeMxk/KQprGWP+4eu/b9z5DOC8D8hv5nyqdtV+uMnyZRiGW5PVIsrhmctlM0k8ezmpHQawPj6ugchEeNe1t8vBJICY/M8mhLNlmcnkqKoy11c2TVOcn58LqzHeezkry00QBLHL7O9XRRBomhqqVWYxmVeouIm2oVsZAF4Wz/Gb+V3LyBAXqKqKo6MjZFmGk5MT2LaNx48fX3m7nY4LIIOiyIiipLA6YzqM8rg388pvtRR8kjZvLs7hMj4sE5ksLSCqaQpqNXMqu8cnocMwxGAwgO/7GA4327xMEARx23n9+vWUN/Vk0mpygc0MDDIMBtfX/7yVAaAsS0K3jgsi56PiRTN6kiSh1+sJuZFqtSpkRSb59OkTVFXFgwcPALAJVmJ7uX//PhyH+cPOUlJfFtcNEccXJUnW68ayYZM9bOfnoysbdi+CrquoVAwR8LHBoeJz2NCFAk1TYFnLuaeUSfpEUYTj42NRxiUIgiAW4+nTp6hWq8K9Z1G/b9+Priz/sixbFwDu7c2WhgjDePwvQbs9hK6rBRuxMkzTFBpzvu/j+PhY9B2V3dza7fYaPgWxaVzXRaPRWPp1SZJAUZSxsDXLeAVBhMGAlYyrVXMhiZvrCozq9YvgbDgcotvtCg9YZjPHhlXyGIYG204vvZgoilyq56hpGg4PDxHHMVRVFVPPqsouF6enp/j+/fsaPh1BEMTdoNVq4eHDh+J7TdMu9SIHgE5ndGNqEVs3BLJo8yIAnJ0NRDnMsvQr23y9evXqRn1BieWo1Wp48uTJ0q/LsgzDYTClz1etmnMXE2WUnReWpcGy9IL48TLnD8voyajVzMI2Xr58Wfr8Fy9eCFmgy/YtT6ViwLJWO2eSJBGZ9fwlJMsyqKoKXdfFsMfXr19Jz48giDuJLMv4888/L32e6wZC+o3rCodhvBHP31urA8gbJBeh22VOGgArZU0OfWRZhtEoKDRaXsasmyyx3WiaNtVzMY8ytfW8DuSiRFEsFiFZhoI4+CTzziHb1uE4xsyff/r0Cb7vi4xc2f+TbieXnbOSJKHVcqaynXmXlHXx+vVrRNFuC2ITBHF3UBQFR0dHU9ddTrs9vDEb0Fs7Bez7EXw/EqW44ZD1MinKxVSiqrKJTB785aNpw7jI4PC06nAYQJYB2559gwWYfRlxO4miSATviqLg2bNnc7X7HMeA4xhIkhRJks7UqXPdEIrCtO7CMJnKMi/qSTyPSsWEZc3PPB4dHS21TX7eAEwuCWBCzY5jIMsyxHEKSYL4Oq97ue7gj/fCEARB3BXu3bs3M/gDbocH/NZlABVFQqs1+5fKs36KIiNJUliWjkplfmC3CL7v4+3bt1feDrFd8IlwSZIQxzGePXsmhkdWZRWrvV7Pnan+vkwpNo7ZZDL3meb/57/mAa3jGFMevMvS6XSgqiqqVbaibLfbaLfbBWcbAFOlYIIgiLuMpmk4ODhAs9mc+Zzh0IfnXf/i99aWgHVdLTS+l3GZrdQk3W5XSFrwGxW3SXMcB4PBAJ1Op1TJm7h7VCoVNBoNDIdDRFEEVVWhqirCMMRoNEKapqhUKqjVauLrsh67efAhE9cNMBrNPq4kiQ1tVKumkHJhj7M+ER5ocnHzssDTdUO4bgBVLZdz4XS7XeGFXK1W4TgOut0uwjCE53kYjUYUxBEEQSzJZZ7wAJMYY3HI5q+xNxIAmqYmMnPcKkzXVUQRm9xd9IM7DrNp42WqfNPkcBjANLVCKa7TGQFgpauy4DGOY7x9+5YGPIgroygK/vjjj6Vekz93VFWBpslQVWWhaeOr4Ps+Op0OTbYTBEFsGNu28fz584Wey1ySUgRBDN+PhL7rurj2HkBVVaaGN3imrWyysswvVVUVEfDx7zmex0yUZVlCEESFALDZnF/S4xkeCgCJq8KnX7kkymVEUQLDYHJFuq5eWpLlHtLcTo1LFiVJIjLYhmHg8ePHMyUGut0ufvz4QRltgiCIa2KZ+EKSpLHGrFIY/kuSdNx3LiOOlxf1X5a1ZgAXaWa/DlzXxWAwEDZVvu9TEzqxcRzHwU8//TT3OUmSYDgcwvd9eJ4n7NRWKb3KsgzDMERQSlZsBEEQN4csywU7Ue6Bzhfj1WoVpmni8PBwpe0HQQTD0BBFicgcAhB94Nylau0lYD5xy2UuoigpSF6wDxmPm9HZZK6iyHNlMdbFaDTCyckJ4jgmc3niRtE0DT///LPIELquiyzL4HkeBoOB+J4gCILYXSaFo2+ChQPA2wRp+REEQRAEcVtRFAW2bSOKIjx9+lRUjQ4ODgAA/X4fqqoubDVXxlIB4MePHwEAlmUhDEOYpol79+4BYPIQvAYuy7KYsi37/6oyHJfx5s0b6n8iCIIgCGJnUFUVv//+++LPX2bjg8EAWZah3++Lx75+/brMJgRsOMQUJdsLuYuLQDH//eQ/0zRRq9WmthtFEQV/BEEQBEHsFMu2wN2YEwjviyIIgiAIgiCul/V6PhEEQRAEQRBbDwWABEEQBEEQOwYFgARBEARBEDsGBYAEQRAEQRA7xlJDILIsk9sAQRAEQRDEliHLy+X07qQQNEEQBEEQBDEbKgETBEEQBEHsGBQAEgRBEARB7BgUABIEQRAEQewYFAASBEEQBEHsGBQAEgRBEARB7BgUABIEQRAEQewYFAASBEEQBEHsGBQAEgRBEARB7BgUABIEQRAEQewYFAASBEEQBEHsGP8PiVhYOGMr2vYAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "gplt.polyplot(\n",
    "    countries, projection=gcrs.PlateCarree(central_longitude=0.0, globe=None),\n",
    "    edgecolor='white', facecolor='lightgray',\n",
    "    rasterized=True,\n",
    "    extent=[-180, -90, 180, 90],\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "87dd66ae-3be2-40be-881f-c4ebc4e45a29",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "# Plot Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "413d320e-4df2-4d4a-899e-43d9f63cb963",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<GeoAxes: >"
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "gplt.choropleth(dffig2, hue='gdp_pc', \n",
    "                projection=gcrs.PlateCarree(central_longitude=0.0, globe=None),\n",
    "                edgecolor='white', \n",
    "                linewidth=1,\n",
    "                cmap='Reds', legend=True,\n",
    "                scheme='FisherJenks',\n",
    "                legend_kwargs={'bbox_to_anchor':(0.3, 0.5),\n",
    "                               'frameon': True,\n",
    "                               'title':'GDP per capita',\n",
    "                              },\n",
    "                figsize=(12,8),\n",
    "                rasterized=True,\n",
    "               )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a9b475a2-84d4-40e4-af07-a07d56db05bc",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "# Data and Borders"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "id": "edf47951-a072-4a6d-9807-41b1fb4edb34",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<GeoAxes: >"
      ]
     },
     "execution_count": 66,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = gplt.choropleth(dffig2, hue='gdp_pc', projection=gcrs.PlateCarree(central_longitude=0.0, globe=None),\n",
    "                     edgecolor='white', linewidth=1,\n",
    "                     cmap='Reds', legend=True,\n",
    "                     scheme='FisherJenks',\n",
    "                     legend_kwargs={'bbox_to_anchor':(0.3, 0.5),\n",
    "                                    'frameon': True,\n",
    "                                    'title':'GDP per capita',\n",
    "                                   },\n",
    "                     figsize=(15,10),\n",
    "                     rasterized=True,\n",
    "                    )\n",
    "gplt.polyplot(countries, projection=gcrs.PlateCarree(central_longitude=0.0, globe=None),\n",
    "              edgecolor='white', facecolor='lightgray',\n",
    "              ax=ax,\n",
    "              rasterized=True,\n",
    "              extent=[-180, -90, 180, 90],\n",
    "             )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1824f679-9aac-4c9e-bd20-fc64b2164cfd",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    },
    "tags": []
   },
   "source": [
    "# Use a nice function"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "id": "527924db-cb85-4332-bd16-7d472a0deec0",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [],
   "source": [
    "# Functions for plotting\n",
    "def center_wrap(text, cwidth=32, **kw):\n",
    "    '''Center Text (to be used in legend)'''\n",
    "    lines = text\n",
    "    #lines = textwrap.wrap(text, **kw)\n",
    "    return \"\\n\".join(line.center(cwidth) for line in lines)\n",
    "\n",
    "def MyChoropleth(mydf, myfile='fig', myvar='gdp_pc',\n",
    "                  mylegend='GDP per capita',\n",
    "                  k=5,\n",
    "                  extent=[-180, -90, 180, 90],\n",
    "                  bbox_to_anchor=(0.2, 0.5),\n",
    "                  edgecolor='white', facecolor='lightgray',\n",
    "                  scheme='FisherJenks',\n",
    "                  save=True,\n",
    "                  percent=False,\n",
    "                  rn=0,\n",
    "                  **kwargs):\n",
    "    # Chloropleth\n",
    "    # Color scheme\n",
    "    if scheme=='EqualInterval':\n",
    "        scheme = mc.EqualInterval(mydf[myvar], k=k)\n",
    "    elif scheme=='Quantiles':\n",
    "        scheme = mc.Quantiles(mydf[myvar], k=k)\n",
    "    elif scheme=='BoxPlot':\n",
    "        scheme = mc.BoxPlot(mydf[myvar], k=k)\n",
    "    elif scheme=='FisherJenks':\n",
    "        scheme = mc.FisherJenks(mydf[myvar], k=k)\n",
    "    elif scheme=='FisherJenksSampled':\n",
    "        scheme = mc.FisherJenksSampled(mydf[myvar], k=k)\n",
    "    elif scheme=='HeadTailBreaks':\n",
    "        scheme = mc.HeadTailBreaks(mydf[myvar], k=k)\n",
    "    elif scheme=='JenksCaspall':\n",
    "        scheme = mc.JenksCaspall(mydf[myvar], k=k)\n",
    "    elif scheme=='JenksCaspallForced':\n",
    "        scheme = mc.JenksCaspallForced(mydf[myvar], k=k)\n",
    "    elif scheme=='JenksCaspallSampled':\n",
    "        scheme = mc.JenksCaspallSampled(mydf[myvar], k=k)\n",
    "    elif scheme=='KClassifiers':\n",
    "        scheme = mc.KClassifiers(mydf[myvar], k=k)\n",
    "    # Format legend\n",
    "    upper_bounds = scheme.bins\n",
    "    # get and format all bounds\n",
    "    bounds = []\n",
    "    for index, upper_bound in enumerate(upper_bounds):\n",
    "        if index == 0:\n",
    "            lower_bound = mydf[myvar].min()\n",
    "        else:\n",
    "            lower_bound = upper_bounds[index-1]\n",
    "        # format the numerical legend here\n",
    "        if percent:\n",
    "            bound = f'{lower_bound:.{rn}%} - {upper_bound:.{rn}%}'.format(width=rn)\n",
    "        else:\n",
    "            bound = f'{float(lower_bound):,.{rn}f} - {float(upper_bound):,.{rn}f}'.format(width=rn)\n",
    "        bounds.append(bound)\n",
    "    legend_labels = bounds\n",
    "    #Plot\n",
    "    ax = gplt.choropleth(\n",
    "        mydf, hue=myvar, projection=gcrs.PlateCarree(central_longitude=0.0, globe=None),\n",
    "        edgecolor='white', linewidth=1,\n",
    "        cmap='Reds', legend=True,\n",
    "        scheme=scheme,\n",
    "        legend_kwargs={'bbox_to_anchor': bbox_to_anchor,\n",
    "                       'frameon': True,\n",
    "                       'title':mylegend,\n",
    "                       },\n",
    "        legend_labels = legend_labels,\n",
    "        figsize=(24, 16),\n",
    "        rasterized=True,\n",
    "    )\n",
    "    gplt.polyplot(\n",
    "        countries, projection=gcrs.PlateCarree(central_longitude=0.0, globe=None),\n",
    "        edgecolor=edgecolor, facecolor=facecolor,\n",
    "        ax=ax,\n",
    "        rasterized=True,\n",
    "        extent=extent,\n",
    "    )\n",
    "    if save:\n",
    "        plt.savefig(pathgraphs + myfile + '.pdf', dpi=300, bbox_inches='tight')\n",
    "        plt.savefig(pathgraphs + myfile + '.png', dpi=300, bbox_inches='tight')\n",
    "    pass"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 68,
   "id": "5e5a8e46-882e-4dbe-b876-23dc947603a6",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 2400x1600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "mylegend = center_wrap([\"GDP per capita in \" + str(year)], cwidth=32, width=32)\n",
    "MyChoropleth(dffig2, myfile='fig-gdp-pc-' + str(year), myvar='gdp_pc', mylegend=mylegend, k=10, scheme='Quantiles', save=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "00202ee2-245d-4d1a-81af-19b9ac615036",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    },
    "tags": []
   },
   "source": [
    "# Quick and Easy Maps with\n",
    "<center><a href=\"https://plotly.com/python/\"><img src=\"https://raw.githubusercontent.com/SMU-Econ-Growth/EconGrowthUG-Notebooks/main/pics/plot_ly-ar21.svg\" alt=\"plotly express\" width=700/></a></center>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "dea5ecb1-1524-4319-9218-e331be13964f",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"800\"\n",
       "            height=\"400\"\n",
       "            src=\"https://plotly.com/python/maps/\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "            \n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.IFrame at 0x333cef410>"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "url = 'https://plotly.com/python/maps/'\n",
    "IFrame(url, width=800, height=400)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e9c1ad42-c0dc-4fcb-bdfc-9396072b6db3",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "# Map using classes (similar to **geoplot**)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1f2541c8-42fa-4a7d-a2b5-a35e5db3c3b3",
   "metadata": {
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   "source": [
    "## Choose a classifier and classify the data"
   ]
  },
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   "id": "282267c1-ba08-4acb-b9fb-5e1b26c44f65",
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    "scheme = mc.Quantiles(dffig2['gdp_pc'], k=5)\n",
    "classifier = mc.Quantiles.make(k=5, rolling=True)\n",
    "dffig2['gdp_pc_q'] = classifier(dffig2['gdp_pc'])\n",
    "dffig2['gdp_pc_qc'] = dffig2['gdp_pc_q'].apply(lambda x: scheme.get_legend_classes()[x].replace('[   ', '[').replace('( ', '('))"
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    "fig = px.choropleth(dffig2.sort_values('gdp_pc_q', ascending=True), \n",
    "                    locations=\"iso3c\",\n",
    "                    color=\"gdp_pc_qc\",\n",
    "                    hover_name='name',\n",
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    "                        \"gdp_pc_qc\": \"GDP per capita (\" + str(year) + \") Category\",\n",
    "                        \"gdp_pc\": \"GDP per capita (\" + str(year) + \")\",\n",
    "                    },\n",
    "                    color_discrete_sequence=px.colors.sequential.Reds,\n",
    "                    height=600, \n",
    "                    width=1000,\n",
    "                   )\n",
    "# Change legend position\n",
    "fig.update_layout(legend=dict(\n",
    "    yanchor=\"bottom\",\n",
    "    y=0.15,\n",
    "    xanchor=\"left\",\n",
    "    x=0.05\n",
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   "metadata": {
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     "slide_type": "subslide"
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   },
   "outputs": [
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    "                    locations=\"iso3c\",\n",
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    "                    width=1000,\n",
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    "# Change legend position\n",
    "fig.update_layout(legend=dict(\n",
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    "    y=0.15,\n",
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XJ4nS0NcIEQEyMzPMAF8XTTPQZiIv5L/8vFwRD7Zj7Jix2LlrJ3bt2iWpFj5oE9Uebdt1kH21R1BwKOL2xSApMR7JSQn7X3WgXVpSKuka9ibqoLCwwEQYhMk+O3fpjjOGninb8m0UsL8uW4LP//eBEQ5q01hq01FsbWs9F+zgI94JqXLf6Xpubu6SxuAOd3d99TApJyo6qHiljDMzMxEgAozmYlxzzdUYNGjQUc9NhYrc3FzjA6GvtUvtv+3lmlZJVIqbRDjoovusfdUom44dOzYKN+6UBEiABEiABFoyAQoK1l9dCgpWMKSgYAU8diWBoxDQwV6ZzBo7OTmZNUaPGw+n4HZwi+oBdxECbGTmuCW2kvR4xC+cjaryErSyta85RZkN9xfPhA4d2huTwKioKDNo1cGtRmfMmDED/QcOhr/k9evA3VtC7XXA7iaDUSfxcGho01n5Tev/gYenlxESNGWkPk0jHHTGvrSk2Lyq2LB543rE7NmF1JRkc1zPvzy3Pps6IevovaVCi70IHhplcaymXhhZWRL5IqJBpgha+j5XUmT0/gsNDUeQRCMEh4QZ0eHN12Yhdm+0XI/bTZqNLmXlFdi9O1r65CAvL18iakqEp6cIBbLI9dNr6OYm783P5N/COltMJYuLi8RnIx/FRerlUYAiWbzlHohqHYEpU6acEC7cKAmQQMsgUFBQYIRINhIggfoToKBQf1ZHW5OCghUMKShYAY9dT3kCOtP7448/4rXZr5sZ49oBtHmVmXNHVw/06d5FZn6vwbx587Blxy5U2DjCKbQ9fPuPEd8CxxbFsDB+J7I2/YbK/CyU5qSJf4Id3FxccNut041Ro0YK7JSlQqIANqxbZwayrvLgOOHiy3D6GcNaFIvmdDLXXj7BpEAEBko1iOAQEXeCJIIjRMSGcLjI9VPxQEUEZ3lf35aYEC+GlPsQvy9Woj/ikBAfZzwblixZUt9NcD0SsJjAihUrjAFs9+7dLe7LDieXwIIFC7BlyxYkSPWb/OJSFBXk11S78fFDqYiQrSPCMHjwYFx88cUn98C4NxJohgQoKFh/0SgoWMGQgoIV8Nj1lCZw5933YPOWrXDyFiNBSV9wj+wCrz7n1oTdS467tnIZWOds/AVZm1cgICwCzjY1+f374hOQW6jVFErhHBgBx8C2cAqMlM2ICaJx8f//RXPea/+thopabaHGQFENGOXV3gn2bie/FKCmNeRsXYWSpJ0oyUwx5+oVFA4vF0eEhQSZaIQEmeWO3hUt52Vj0gwi27ZD6zZRJmLAQ9Id2JoGAa0A4e8vaQ8NbPti92LThrVIjN8nIkKcpJLEGj+K1m3aoK0srVu3Rht5DQ09chpPA3d7SnTTyiLq/6ERI+q1osJlly5dTJSPDpw1EufDDz+USJLdZlY3ICAAwVK9Qz1BlLmPT9MxBG3IBZs6dapEx+ShvEIrnFRJQhNM9JdWUdGKKE4icp09fBj+XrcBSXLvectnUGF2hqlOYytVU8LCwvH23Dcasmv2Oc4E1Eh42bJl2BG9G7kSyeQb2hoR3fvDTr7HnD284OrpI6/ecBKhOTM+Bil7tiFx23pkJMQgQr47hp1xOiOcjvM14eZaDgEKCtZfSwoKVjCkoGAFPHY9JQm89957mP/pZwgaeiE8uw6tNwP1PdBBd3leJiqykkz5wILEPZD6jKYKg629Y03evuSpa8lGjXDQ/8yrmAfqf06Sh17+r5leuYSfm6gIER863vxqvY/D2hW1KkTW34uRs20VTh90BoIC/NCjRw+cdtppmDt3LhYvXoK+/U+TcPpwtFEBQRZPCYVna54E0mQQ+81Xn5r7skxEpHIxgayQ+1PTKTTqxFcqc6QkJqB//377hQMVEBrbwLK50NbBsgoBKgzo+zlz5uDvtevl717+tMVo00Y+F+xcPIz3ir1EPNm7+6AgbgdKJALI1dMXhTnpcI/oDJc2PUzVlsrcdJSLZ0l5YS4qSwrh6hOAChlc+3lL6o+knHTr1k2uVX8j+DSHNm7cOEmfsjPRTuoXUijh8J6BIRh44bVGaC3IycT23xehuCAPZeJN4+Tqbt7rvami5ekD+mP69OnN4VRb7DH+888/uP+BByRNywk+Ya0R1W8oIrv3M+J7fVvKnu3Y+ut3yE6KQ59ePXH//feb6Ck2EiCBGgIUFKy/EygoWMGQgoIV8Nj1lCQwddp05FQ7wn/oJHnQd7eagZosludnoyo/HcnLPoGPlwdyq+zhEt7ZRCOok7+JUpBXfaAuSd5jBhn2/pFwDmoD5+A2sJHSjMe7qZlilQxEdFBSUVJg3pdnJiBr62oMHDgQj8985KBdqsnf9ddfbwZGGiIfIGHzfjLrrd4IwZKvP3DQkON9iNzeSSCwc8dWvDd3tqmIofefCgXqx9C3b1+MHz/ePNS3a9fuJBxJ09+Fem5oyH10dDTi4uKQkpqOnPwC4ynhLCkj1185WapohOw/kWW/LcfPv/xqSrdq9JGLDP5L5LOglfy9q4Dj1X2olGUtM6KirZMr/AaMPUioUeNTR5+gY4LRUq1lmYmmmkr+ng0oFZ+T3n364rlnnmr6QI9whDfffDNSM0SYVYFLuDrI7LaWb73skosMWzV3ZWtaBNT89eOPP5YKNalIkepEeYVFGH7t3XDz9rP4QDX6ZOfKpdj556+mhO9777xl8TbYgQRaIgEKCtZfVQoKVjCkoGAFPHZt0gR0YLty5UqTYqAhwP4yk3q82guzXsIvv/0uD/ku8Oh0OlrJAL+2VUhpRzeZLXSWFAZLmw4Q0pd9iCKZdayW2WAHT3+4d+gP336SSnEcSxZmbfxVZvdUoJCwYRkkVsuMc1VluXm1FaO/7C0rdAxj/m3v4ABHMUd0cnRAt04dcO+999Z5WhqivW3bNhOGnS6VG2wlLWPqtNvr7McVmjaBNav/wNtzXsZ9992HoUPrH53TtM/q+B2deqWk5hbBSQb59j7BsPfwk8XXvNpI+H368s9RlLpv/w49o3rCd9AEU/GltpVmp0g5VYlASNqDvJhNZnZeK2S4yN9ffoVGK9nCVrxXbDXtydEVNk5u8uoMO0l7qiyUSiryuaEiZbWKgGKOqlEO9iJ85klUQ5vWbTB50sUYPnz48TvpRtqSVhzRKAS25kngvHHno+eICfAOiYB/6/YNOomf33oWQ/r2wLRp04yB7po1a7Bnzx5jwKvf+2eddVaDtstOJNAcCVBQsP6qUVCwgiEFBSvgsetJIbBp0yaTM2zpw+PDDz+MvzZsNseog/NqSRVwkhmRakkVUKf+AB9PM6OlecadOnVCz549DzsfDUHevHmzqdagDymaA655y9o03UBzQn/55RekpaVJGHgFklPTJJWhFULH3gSXYMtmynSAn7NtJQp2/VMz6JABvY+UU8wtKDLb02iE49X2fvQYyovzIHHrRqho3769pFuIcCADFy0rOHLkSPTp0+eYu9N8bj1vNdTS0piJUrEhRV6Tk6VcpLAOEIM/LUcYEdkW51846XgdOrfTSAQ+eu8NeEv0zA3XX9dIR9A8dnv+RZfCW0QCdxEVj0dTkbE4NUYEhmgUJkSjQkQDe5mVd7S3NcKAllhVV3xb8RRQbwGNGNHPKn11dXU1i6ZUjB079ngcDrdBAseNwB133Y3YffuQn5sDXxEWQjr1lHtbSgOLn4KLeCk4S8qKeirYiRhX2zTNpUwq8JTLsmT243jlpVlYv349Pvvya1RLlE9gZDvkZqTCUUoxx+/YKBVovI2nT+/evTFq1CgzucBGAi2RAAUF668qBQUrGFJQsAIeu54wAlu3bsVTzz6PjPQ0OHlqWGQ1SvOyYSceA35envjggw/q3LfOkt98250oKcgxBoYRF90FW3lYqZCQ4rK8DONlUK75xvLAXibvHUQ0uGDUCFx77bX7t33DzbciXgbKarKoM32VIky4+wbAw9kRQwYNNNUbNAxcm/4tPfDYU/DuPRKenSVqQU3D6tFKMhKRKxEDOTv/kvNzRIWEKGt4s6PObHoHwFuMHh29G26Yd7RDKM1MRtzXL4lpXmu8Mfu1w1bTgco+edhT4UCXJBEL9DU1JVWEhFRJaQhE567djSDhHyARICIeaJqDVghQwYat5RD47OP3xHE9BBMmTGg5J3UCz2TajHuQkJwqlVxGS5nYXlbtqVw+v7I3LEOZpCpo5ZQKSUFSvxV7ezt8983XRsjcu3evEUdZas8q1OzcSARUnF+4cCH0e1/FaRXRiyXCsESFA/k+1KgcTW3RFJcqERQ0ik79F7rLJEChiP5ZYnA88qYH9pshHyg+pO/bg4y4PUjZvdW8alnimY88JGWMOzTS2XK3JHBiCFBQsJ4rBQUrGFJQsAIeu54wAhddehlyM9NN7rBO1ds6ukiEgYTu2tsj0M8X7777br32fc8992DDhg0162p1BAkf1hBiJ18JR3bzgaPM+jv6h0kecogZGMcvfA3DBvXHXTddb7poPvTzb7yP4FHX7a+kUF6Qi4KYjcjduQa+Trb44N239x+Lmk+9PvdtcbqPlzBjT1MWUkOT9fhbyb/1bDQcWRKl5VXSCSRlojAlBqf17in7Wmn24RQQAQcJl3Zt3RXOAZanTdQFpiw3A6WSU10hokrW+mWwt7PFt18tOKibCgePPDrTpDuo+7+vXwACgoKlckMA/MRF3pqKAHUdH3/f9Ajcccu1eO3VV0wFAbb6Efjuu+/w8fzPkCsDHp8+IjJ2PUM+C5zr1/nftSqK8rDv06cxoG9vE0Wk5qdaDnHc+AtNFJCaY5o0JRFKHZxd8MBdM8w6NKuzCDNXbuIE1HtBBW6tHOQlUXvaVOy+9fY70GnwSESdNhylRYUStVCE0uJCMecsEvFBXuXfatRZUpgvExI5KMzNEhPhAMx+eVYTP2MeHglYToCCguXMDu1BQcEKhhQUrIDHrhYT0AeD7Oxsk2JwpHbdDTdKibQEuASGS0SAPChL7r6Db5gxFSvNzUSZzNZNOH8s1JirPk1DgHX2Q/Mr1VNBX4uLi6EmUX/++Sd27JIc/8xMyJQfSiVywUZmPlR46Na5M2a98JzZhZZk++SzBSZP2UHCL0syxEm9tMgYIQYH+ptQYxUjgoKCcO6552LIkCFmn6tWrTLnqkturogQEpasg4DacGRNo1Bfh6ioKDw88zEUlUpZNJl9tJNBvL0EPZSIm76dmzd8Txtj9Synnofmb2dv/9Oco7qfd+vU3pjq6QDk0Kal6u6Wspj2EhESEdkG4RFtECH5161bt5NQUie4urga13W2U4PAPbffgOefe5ZlHxtwudWg8aVXXkNieqYZ9DiLgGkrYmbAsEtqPEyO0EqlWkNRwi7kbFmOJ+6/+6D0o5ycHFx++RVoJdsIu+BWU/1Bm0YyJC+ai+JMiajSMrbyN/7l55824IjZhQSaPoFz5LtWv3er5DtVy4PaykSBpkWqCO6knj8OdnCR7yp3iZYrLZWURykxqmLc1Vdf3fRPjkdIAg0gQEGhAdAO6UJBwQqGFBSsgMeuhxH4+eef8e33i5CamY38nKz9v3d290CeRBzoA4CdDMznzn7liGXLLrzkUhTKTISmC3i07oayfHkIz043Luj2MgMXGSnh+a+9fELIq9iggocuOsj39fXdvx8VCFavXm38AvSh5AlNx0ipeXDXiAcVIewkTaFSKiN8+vGH+2dR6nugEy6eBPd+4+AkRo5lYspWlp2KsowEFEn0QnlBNvwHjYdPzzPruzmznkYiFEtFCK0KUV2Sh7P6dMPFE8dbZE6pHglqcqUh1dFisKjRIpvF06KwsMCkeqgoYicChUaO2Omipd20xJtcv/sfedr8nK35E1j07ZfYE70d02+5maKCFZfzs88+w3vz5omA6YCoa546oqBQlBiNNDFmDQ7wx/Sbpx3m7bJs2TI89/wLpmSiqfbi7i3pUT7IF38F/ft0EyHBy9XJhHSreSYbCbREAjt27DB+P2q+eOw0o8IAACAASURBVGDTdEg1BNaUo9ycbIlYKDLVJHzEoyFx1xazqoNEDvbr0wuPPHJwpaKWyInndOoQoKBg/bWmoGAFQwoKVsBjV0Pg22+/xfeLliBOPAu0Xrp7x/5wayt5w/LAW9t04K0u5GqMuHveg/jpxyXHpKezemp4qKG7OoA/0DCxMd29dXbwyuumSTRDTo0zuwgkmsbgIoKJm/gqjD73HFx00UUol+gKPU5dNCrh0AoTuh19mEnLzjV11cvEKNLJP9zMOKpfw6FNBZXamcj63HalMksZ982rsKmugIMM8tVsMTA41JSKa2g49Pfff4/Fi5fIbI8KL2lGNPD28RHxxBsurm7i71iBKiltqeKLLjPueYiCQn0uVhNdR6/hvti9SIjfhzy5X+P2xWDzxrXQmcGbb7qpiR510z6sP/74A7NefkVE0zyJVAiHW1RvuEZ2MdVcNAWqWiqt7PngEXy54AuJIvKo82Q07Hvnzp0m+un000+n4VydxBp/hdjYWCNMa/UbjZTT7wIVYu+4447GP7hmfAQvv/wylv68DK2794Ojuxe8gsLgGSgmygH/X6b104dvNN9NRgwX41J/Xx/zfHH77axA1IwvPQ/9XwIUFKy/FSgoWMGQgoIV8E7xrrNmzcKy31fAPTQKdkFRplSivbvPQVTUoVyXailf1koellNXf4sJ4ydg2g1TMX/+fDPQ7tix4xGjFQ7Fq14I73/wEXbt3mOMyVpJykFUu/bHJWJBH8gXL16Mv/76C+l5xSiWGXh7W4mmaFWN4rIKPC8D8cjISIyfeAmqXGUALYMAZ/9IYwxlvBlklr4wbhsKoteatIVyyd/UZko9ag15Odbu3brgqSceN4NsLb24NS4VrhFSvUKEFnt3X/Nq/Ba0DNwBrta6HfVdqCrTEnBSEk5eK2VRXwb1XFADxyO1/L2bUBC7RcwnxYBSzCfF7RGzX3nJRF80pK1duxZvv/MOkhKTMPCMoRh25ki0iWpYua+G7J99Tg6Bv6Q05CcfvitpOjnmXunVq7eIRzY14cRy72pUyoUXXnhyDqYF72XBggX45dffEStCbLmIdLWfFbdLXviYUSNb8Jm3/FPLysoyYkGmpNNpyptGt+3dF4+c7Cx4+PqhpLhETICd4SipY04SYeIqUSW71vyGd96aS1GojttDn1nV40cF7dpl2S+/Yl9GHvpdcAVcvf4/svDQTRXmSNqkpB2Viq+CeixoClLCtvVwrJDv7AqpHlFZjZysjCMegYubu5kQiQgNNhUjzj77bEZrtfw/5WZ1hhQUrL9cFBSsYEhBwQp4p2jX6bfeLrNiO6QsWnf49BsFJ79Q8RQoRqUYiFWICVJx8m4UJ+w04foaDu8j5QNtZfYtJDgQU6ZMwQsvvoJ4mfn06dQPhalxKBfvAnVutpcwRCd5wPJ2d0NU29YYM2bMQZEJt824E3uTMxB2/i0mEqKiMBf5UhnBZt86fPThPHM1/v777/1l09q2PXrZRq1XPfOJp2W/FXB09UCxmDW5BITDOawTnEPaoUo8EqpEANGwYhVJEhe9hReefQZdu3bFJ598gpWr1yC3sAi5WZnm2HV20YQbB0fCKUK49DqrRmz4t5XnZyFl2ccId7fF7NmzjZ/DzTJwyM2VuvGVMrMvDypa4UGFjEo1bZTmLukPBekJYrpWYUQJFS1sbESckJQCTx8/5GSmmUgIfcixkzrz9q6epua9nRi/5cVslmMqhae3DzpFtTGzl6NHjz4ud6yaY2lqy6+//iaVH5LQpVtP9O47AHbygFcuHDRSoVwqYqhhnB53iXhWaJSGnqN5VV5V1RLV4GqiHRzFvdteBBQdrGp1iLDwSPFsaH1cjpUbsZxAYkIcFn/3lYlOyBdDwX79++EayTs+NMrG8i2zBwk0fwIqPi9fvtyUKtwdE4uS0nIUiOGfznxXakSaluKVz0ItdeggpQv9QiPhLKUL/SLawSesDVzlfb6k/+VnpaEwS17lc7xMIt6Sdm/DHKm2ExER0fwh1eMM1N/oq6++Mp5G6nGg34n6qouKloMHDzbL77//bpad0buhQo2TRAPaiueReiJUS0RctQgBkT36oeeoi+ux18NX0e1sWPy5RDOEIahdF1mh+ojb0YjE3NREZMTvRapWjEiINT5C7dq1w3XXXG0iHU6FtmvXLmgpb02F1GcBFZpV2NHvb5P6KP/W0tr6/NWrV696RVqdCtxOxjlSULCeMgUFKxhSULAC3ina9cprppowzVJ5EHDxCUChmBTq4FlLOfkFhsDb1QF9+/bFOeecc9Bsy5tvvokvv/4GoaOvg6sM3A8sq6gz7yos6MC7QpbqsiJkbfwdMn425oGXXXaZEReeePpZaNhw6HnXyzY6mitQvPV3FOz6C1nJ8fCI6IjCtART4nHsuHG47ZYjh2br7OAHX36HwDOvEDFEyrDJIFwH40eb7c+Sso6eqZvxxhtvHHbVV65cCR8J/Q8PDzf+C7NefFlmo/Yh8pL7TH6zNn3wydu2Chl/LTLiS2BYBAb07mE4aZ14NY7SL2HdjjY1cUxMlHKS8qpltPS9znbpw5Z6PejDWG3def0Sr00z0P6aUzps2LDDcq9PxO2qD3j6YK35rJoGYR4qxMjRSVIs9L2eU+2xaphp7YySvtfUizwZsOo56Tq6uErqxMpVK5GSnIJ2HTqiXftOaN+xs3l1lvXZTi4BnVFd+/ef+HHRN/j4o49O7s65NxJoZAL6PafiqT4nxcZJhMG/33uegVLxJjzKCAReElavpoD2aiAsi714BOn3YX6m5PCnJqFYxIKshBjkpCSiIEcq7IhorBU53GTG28vDHcFBgejWrZtJlWtpbenSpSa1QweetcbEhYWFRkTQdD8HV3cRou2FnywiqDuIwai+14mFPetWGa8DFaeD2nVGQJvO8BdTYBcxRm4qTa9xeuxurBdBYsjgQbhXqkq15KZltBPiYuHhFyT3fqRcKycz6aKTBWbCoEwmD+R6Ocl1Td6zw1TV0OdCTYn0lImikOAgtGnTBp3F9FojPkNDQ1syrpN+bhQUrEdOQcEKhhQUrIDHrsasT0vJHav+uQ4Ur7z6GpQ7+yJkbP1yr6tl1l6X4rR4FMdLKoGUaSyVhzFjgNjK1uQaR1x4B5xlFl9bUdJuOAe13R8VoPXaU79/Hd9++fkRr1JSUhKm3XanCXusyUqwkfKREQgdd+TqEfFfvYRLzzsTkydPNtu7UyogaOqFPhwa0UAEA1cnR9xzx2047bTT8Nxzz2FdSgn8h15y2P41XUE9DvK2/IGi1FhJB5E0BpnV0rzP4qzUmprb8oVcWpBnUh8cPfzgHNwWVRIBoVEKreRnNvIQZiOzX1Uyw2/6a0qJPMTm7lgDoYP/3DkDQ4cObbZ3qIomaqyldcm3bNmK7du3YepNt6P/aYOa7Tk1xwPXWvCZMpv62qynMXPmow1Ol2mO585jPvUIqHi7aNEi/C3pXckpqVJusFAGsh3gLYZ+3iGRxtjPwz/4IDAl8jmdFrNTBIMEEQ5ikZueDA2t13QGN5lNj5QQeTX41RlbjXDTwVRLarWeRhphoJEEGr2hkRu5IkaGdeguEWqFcJAoNEc3TzgIkxrhxQXhXXrD5RjpCcqorKTYiDRNuel1V0Eh2N3RfO+31Db58isRNaimRKclrSgvGwUShZOfIQJbegpykvchKykOo0aOwK233moiU6ZefyMKJf1EoxWdHB2M+KCTLFo5SydqWrdubSJB6uMrY8mxtbR1KShYf0UpKFjBkIKCFfDYtV4Edkt1gJun32qUbI0EcA9rh6JM8VVQ0UB+Vq3+AKJuq4mjzuTL//Zv171DP4SMmGL+rb8rz8uSwXiipDvkyb8rjRBQ4ytQM6iuFoVcl4L4XZj33jv1zkfVh6DnXpkjAkVrOARIyKkcS6Wkb6jiXi77C/XzwpyXXjDHMeHiS+HQtrfxjFAjRWPOKE09CzL/XIjXnn/KqPDnjBot0Rg3wNE3GHaSjlDfZjwSJOXCVmZrtDSlpa0kLQ7x376OJx59yIgbLaGpsDDrpZfRf8AZ6NWnPyJbHz2dpSWcb1M5h1tvuFJml1zQoX0HefibbnH1kqZyHjwOEqiLwHRJQdsTvQv+ke0Q3LEHAlq3h09o6yN2y01LQsL2DYhdvwoF2Zlo3TYKnq7ORnDTaAP93NXQ75bc1Fzy4Udnmsg59QBxkVQOexkQhoiIEBjVBQFtO5q0j5bUKuS7OTM+RtIdYpC5bzdS9mw3ZZ6HSqnoe+66syWd6kHnohGSzzz3AnbvjkZkt76I7DUQwe277V+nQqISVDQoKcg1qSimGcNq+U9e9Sf6qkuRiG371izDvHffNqs9OvNx/LnmT3j6BcJDon2c3T0lDdVdtpWHYplEKsrNlkiHbBTLv9UA+6677jLludkOJ0BBwfq7goKCFQwpKFgB7xTqqiqymktpyKcuGqquYYwarq6ha5qOoOHtR2q1rsr6O82/i4mJMVUHNE/SWZyWddEZ6fsffhTVdvJzGaQ7+IbC0StQBvUFRkAoTY+X8pGpJhIgQGaJSmWw72BvC2d7O9Nft6WpAxpGr9ESNzXAhV5TKdSUUWep9HhUIddFc8evv/76/ad28/TbkCARDsX5uXANiUKFDv6lfJuzt6R/iHfEO2+8btIONAriumk3m7xaTcEwPgdioqiO7g4SDaEpH5pioSaMtvI7UxXj37zQGlGllREWaswYZdFXETj0tdW/OaT2Muujho5aWrIsJ13EjwTYqglkRRE+fGeu4dJSmuZsLl/+B1b/udpUrLjp1pYdXtoUrltmhkQnvPgM+vTuhWnTbmwKh8RjIIHjTmD79u146qmn4NmmC/qdf8URt58WswtxW/5BvCzqW9O6dSTOG3XucfOmOe4ndQI3OOOOO7FLKjEpq8ju/UX4tjMDSWMs2oJatfhixG5cg+Sdm5AetxtFebnwkKpGIYH+xh9AfYmCgw+OWGlBp3/YqeizkQ5a/1q7DvmSjhkiqShpcXtFUCqGo6Tx+AcEie9OrulX43FRc0/UiAw1zzSa5vDqS7MO2rZu97fffsO6deuwLyFRDKedkZmcWFMaV6Iy3b18xCAb6N2zpiJHS3quOZ73CwUF62lSULCCIQUFK+CdAl1HnTfG5MTJNLwZAOuMuVYi0FcNx3fxDUJewm6UFeRIGL6dzEhISL5+bUj4vS420s9GHOI15PO03j0xdepUU7LpSO3eh2ZKWbr1sr6t+RJS40F7WbVNeKiZ9VG/ARUvmlJT/wStfqAmRZojqiF66hNQa1Tk5eVlQvY03FV/FhcXBy31psZeqvrnlZQb00JnCQXNz8mqUfX/fSjzkNrZxYX5Jo/UWcUTJ+H9r2CiaSZaekw9DEogvgVV5QgNCdpvhNSjR4+mhOm4H8uWLVskvPR5PPfy3OO+7VN9gxrCfPtNV8n9JqHGci+WS/SPCoojR47EjBkzTnU8PP8WRODFF1/EilV/okzMbdv1H4quZ407bFZd0xk2LvnCzJh269QB48ePR58+fVoQBctPZdz4C9GmzyD0Onfi/gg9y7fStHvsXP0z/vn2E3hLVQ4fL09jbHy1mNMe2PS7vKk9k5wsqvrsoSkuakap6Qgnoul3kUbA6DOVn5/fidhFi9omBQXrLycFBSsYUlCwAt4p0HXJkiV46bXX4dtnJHxkOVbTqgtaMrEmlUHclzWFQWfdTRWEMuSLKWG5eBt4ujlj4vjzMWHChBNC8Ouvv97vFq1VBS644AIjaByrabWEZ555Blt27TGzT+HBAdBBuZanUqFAIzIKi0ulrNeb+0NZNVLj2ptuRal4RLi17g5bN29z3rIBsw1z7lJpoVQqNZSJ0WS5iC4aybBk0fcHHYpGcGjViXgpH6f7S0tLM0JBRm4+eskxPHDvwTPxquariKGzaioqjB071gz2tOm5L1u2zAwANQqkNgJEhQidGTj0geiEXICTtFEVZK699lq8+Pq78PY+9vU9SYfUYnbzxacfYeumdbAXEWz69FuM87wKXXofsZFAcydw3Y3TsG/vHviGixO9DIoD23Y64imt/vwdCW3fhRdfeK5FDhw1HfH99983xol5RVouuchU51HR//8nBGzhJLPPxVJqsaKsHJXyvaYh7hpFN+SK6Qjr3Ku53w5HPP5UEZKyE/cZP4wK8YFIkX8Xiuiv3hghoeFy/+yGu1RReuKRh8x36zfffGO+u5WlPk/od3Bt1KS+6qIeABrJqZ4AGuFQn6bPYPqd7u3tbRYdWGtUhH6/1zbd36BBjesvpPfSW1JWOj4hSSJIS8zEkBozd+/SCaNGjTrlRbj6XGtr16GgYC1BmUORcJoj13mxftstfgsUFFr8Jbb6BK+/6RbktHJD4MirrdqWCg5qnpi7fbW87oG3pwc6deqELl26mJrODS1LpwNrDZVTFfvDj/4HGxnYq2O0Rkw4efkjY/tf6NChA15/7dUjHv9jTz6FFb//Bu+ug+DVa4QxTNRFEvhQUVlVk5IgqQml2SmoSNyBhV8tMIP/m++4B6EX3gk7Z0lXqKOlr16InC0rcNmki3HVVVeZtfUL+L9SESJWohZsJOrDXkphqteCrZgwasve9BveksoY6sdw34MPYfuOnSiRhxT9uHP09oejTwicgqOQIxUovN2c8Lg82Ey75VYEDL7QrHOgt4S+txNxI3PnWqnEEYRh4kg9bdq0ug67yf9exZg777obF15ypVSFOPKgoMmfRCMf4LtzX4O7POhqc5PcVS0bmS154akpyTj//PMx+dJJjXyE3D0JHF8CV1xxBdIzMhHSviuGTrntsI0nbF2HP+a/ibNHnN2infsvvvQyeIW3E2FFy1n6GJNE9T2oKWVcU87YLFJeWb9P1UzR0cUN9iIw1KwnIenyvXsqtRwpHVksZUJVjNKy2AuevM2UcvYKkvx/qUChDD3ED0ANJSskFUBfy2WAXSoTCuo1USERXxr1ee0Vk+uVLqNRolH9hpg+Wt66rLhIcFejSCJmapubXLtMET9CQsMw4qzhpirWyWzX3TANCfFxCGrfRbw0fMUHwcNU41ABJithr6SLqHl3IN6XNEy2E0eAgoL1bCkoWMGQgoIV8E6BrtdOvwOl3pHw7tMwExwVEApityJv19+okugFzbWsFDVdc+RcQzvA3idIqjhsR4kM4B9+4H7s3LnTeCxkZGUjMjwMN9544/5Sior72WefNR4O+oWpEQSPPPII1qxdD5eAcFMpoUhKWNrK7EqlDKC9Og+AW7u+SFr8Nl549mmz/oHthx9+MD4QOsv/8y+/ybq9ETj8UmP0eGjb8+HDcGhVjaefeNw4dc+dOxc/r49G4LlTj3gXFMZtF08DqS8u/g95ezZKpEE3PPfM0/vX1VKLjz77Itw6DYRX1zMkfeT/Zxt0pbjPn8dFo8/ElClTcMU118GmdW/Y+UXAQXwl1Ivh0Ja7/U+k/DYfoRGtkSRf7F4d+8Oj51kSIVEmRpY6w1JgBAYTwi7HVSLVJaqK8/CtiCMtwTxsuph+Dhp6Noaf3bD79BT4Uz7qKT7z2P3ISE/DwIEDjHil+ak6C6ZRPadqOO+pfD+01HNXX5x77r0PO3dsR5ueA9Bl+JjDKjboQHHlZ3NhV1mK11568aS7ymsq3L3334/M7ByJFiiEs8xqu0n1IP1bVMFdZ6bHjBlzmDmqRqbpbLBGq1nSLhXn/q7nXIQwqbjA1jACGsHgWke1ikO3XCTCwE9vPm3MBvV5Q0UZfTYS5caIE60kTdTOpJDaobikFBPum7W/gtXRjrJU0iPjt60To9DVKMhKxztvzmnwJI2lJGbPno2///7bpHJqZIuckDkvTVmwkdrf+t7Pz9c8P9WWxrZ0H1y/bgIUFOpmVNcaFBTqInSM31NQsAJeC+86fuLF8Bw0Ee5te1p0pjq7n71hGXKjJWrgX5dnO5l9d4vsCqeQdqa8o63MdNS2uK9fRnFKLBykbKKWSLTzCzOz7yVJu5C7a614KfiimwziV/yxHF4d+sJWZvGzt65En36n4YkH78VoUfDbX//8/ooIamSYLdEAWet+MvWsv13w2WHHrwP6+x9+TEwSPcxsfqXMJFTKoNuj02kIGl5TGvLAlifnUiilKwv2bZXwTze8+uLzuEEMF9tc8ehBA3wdtCcsfBXONlXwcHFG29YRJixfTRprm5o1Xj31enS44b/H5Krb8XKxR3VYT7h3rl84Y+IPc3FGpzCT8rFhe7SYSOWY0EidFdHa32pqqTNNurhIHfQ7br0ZgwcPtuj6NtWV3333PWyWEpP/eejJpnqITea4Nm9chzWrlhuDsaioDia6Z+FXn+GiiRdK+syIJnOcPBASOF4ErrnuRrgERaDXeZOOWH1gx4ofsennhbh88qXQCIbGaBdMvAht+w1DZI/+ZkZaHe7V/LdYS+/JIDFPSlLaSgHhTz54f//haYj91ddOlbSNjmgT4IWHH3zwiIeu5Zs1DF+/B/RVK1JMv/U2+c7rh/YWlgJsDDYtdZ+VMhGi11onWjSVxLw3P5NFXt3ES8ldIh4saXkZKfjx9Sew6PvvLOlm8bpaNvzJp59FUmKCVESRCQ+ZKCqTKAw1aSyXZxAty23OQ6JdbCWaQ1NpVDCxd7CHp6YpyoSHh5SIVJFBF/WGUtFMU0g0zc5BKmiw1Z8ABYX6szramhQUrGBIQcEKeC20q+bj6cxF4HnTYONZ/y8y9Q9I+/UTFErEwaUTx2PhoiWwC+4AvyGXHNP9ubwoX8L9j542kB+zCWVZyfDuMfygmfzMvxfBLS8O5w4fgnmff43Wkx867IrELXgBV44fjYsvvviw37386mws/XkZqkRQcI/qBTcRTlxC29dpMrXv8+cwacwI8+X3ytx34da+n1Ra8DGpEUlL38fN4oZ/NH8InSWbfNW1CL7wHpPmUFfTc3eX8pT1bQnfz0GrrCRUy5d2idR11gcSj/D2cIroBq/uQ8110LKSxSkxKEmUnNDkGLhKmaZgP29MlnSMM844o767anLrTZPKHuMmTELvvgOa3LE1tQOads0k8UOQqihSElIf8vLz8k3eb7/+/fHA/fc1tcPl8ZBAgwl8//33+GbhtxL1loPBV9wC37A2h21Ly/+tX/ghPp//vwbvx9qOU665FuF9h6HdgDOPualFLz+Ep6QksKbxaVNPnWk334JBk29C4ua/0D7Aw5gDa8WimLh4Y6KcmZJozJJtdOZY/t69A0NkdjwL7du2wY5duzH0SkmVa1OzPbbmTyBpx0as/PxtPPf0U8Y08US1qdffAHu/UPEhuciUejxa00mbck39UKFBXsukSleFCFwqlJVIZEWJiGaFWRI5KT4dpYUF5me6nhEhROzWe/3lFw+uDHGizqk5b5eCgvVXj4KCFQxVUPj0008xROroqmFMS5mttALJKd/1Tcnb/+aHJTKQ7S4RBe3hEtwW9h51mBqKP0Lcgv9i8MDTcN01V2HK1dcgfMIMUwLyRLa0ZR/CoTAdjh0GwqnjoMOEC/VtiP3sWSz57pujHoZWaFBDpfWbt6JAZoR8uw2Gd//zjG/Coa0oeQ8Svp2DuVIaUmf+b5RQ+9LiElSL0t7Kxg4hknIw6uxhuPTSS4+6v/EXXQLvoZfBNbzjcUdTmpWK4uTdsNfSlLLYu3vXuY/y/GyTkpIrUR+uLk54Z85r+0uAqvHh1q1bcc4559S5ncZaQdNWLrnkEjz0+PNo07YdCiXsMjsrA2FyLdiOTiA1JcnkvWZmpGL+R++b2t6aSqSDETYSaAkEdCb+oksuNcaLATKD7xkQcsTTKszOwKJXH5EZ3YMNc08GgwULFuCjT+ajy+Bz0GHI6GPu8gcREy4WQ+NJF1+Ed999Fz8t+xW5OdnoOGgEOg87D189NUMqBrnAWfLYgzp0R6CIBP6ta0TyQ0s6ZifHI3H7esRoiLyc/4R7/wsnEZfZmj+BX9/9L1xsq/Dm67OPejKPPvE0tmzagL5SEnjcuHH7hQetXKERnOpNpc84muLZr1+//cbWmnL6ySefmPLcGnk5e84bGH7NnRKhcPy/bzXCQQWGxO0bsPW3H3DLTTfWy3ei+V/Bhp0BBYWGcTuwFwUFKxj+9NNPeOeTL4wLv6uEnCdGb4WzhEL7SamcObNfbfb1XtWhX/Pdt+6OMaX1NJxKQ6nU+V9nmNkOJ6AhlLt27cLy5cuxZftOU7ZHy0Z6SzqA7xkX7u+gVQtKMxLFwDABRXHb4OVggw/eeRNz5szBwh8Wo0rC7B3EmMfRO1CMBv1RIQPXitJC83ATccGtxw29+hW4yOD8SN4HupO03z9DNx8b47dQVyuUvFUV2D774kt4RnZCtb2z8XkoiF6LEjlXZ/kbuWjiRAkZLcRXX32FkHOulgoP3YyBVYVUclABI3PNd6gsyMaD/7nLlJo6tGm98793J8EtqiZvVdMkfHqJ30ETaOkrv0T+zr9NGoimSWipUE9ha1uchddffrHOahmNcQp6v77w3/9KbvQOMwOnx95XZtqTEpNw7nkXoN+AQUctVdoYx9tY+8zMSMfH897CGUPONEwObT8uWoi1a1biCclzVTdxtuZNQCNONK/+0KZRUvr5rl41+reiZRBbcrvtzrsQLd48nv5BYpwXBo+AULQfMBx2Ytx7YNvww3zEblyDM4cNPSnlUefPn4/Pv/wKjm5e6DX64qNWmqg9xiWzH0PnNuGYOXOmiCST0MrRBT1GjN/vf7Br9S/Y/stCOIrngl/7Huh3fv3TNtQHwFRxEXM/tpZBQFN4Nvz4FaZceYWZEDjQ9FqNtv069YWLpFMkbVuPeIlo8JT0t8zUJJMOqaaSatRZKs9DakKZn5lmIgVCIyIRH7MXnQYMQ0ZSHErlOUi9G1S0GnL5LScUXG5aEjb+uACJOzfDLyAI/aQMuUaealnuU719/PHH4gP2qxgqNVfhYgAAIABJREFUJ+A/99y9v+rXqc6lIedPQaEh1P7to4Oir3/63YQBqgNtqTjHJsiHi73kLn007/3DzH+s2NUJ7aou/1paR2dU1fk9JCQE/2zYhNzsLHi27w33jgPFJC8V5bkZqJCQ8JKsFPTp2Q1tIyOwYcMG82Wq+Vq6XHPNNSesru4JhXACN64PoEuX/YZf/tpgBprKT5m5eXgiPMgfHTt2xJVXXmlU69qmOZsTL54k+fwygy9u0GomaCcz5s6BbUwlgpPVtJRlwlezEBEUYByQ61uu8u233xa3+2wTCq6Gjqria/v111/x4tx5iJx09NDwUuGTKOkH55w5DDNum37QqapR0UMPSdUGmQEoEsMlt6DWCB1/+8nCUed+CuN3iLeEt7lWNnY1OYx5IqikLPsY7dq3R6C/n6nOobXY28u/m0pTrjojqaU3t2zZYoSw+IRE/Ll6lQgMAzF8xCh073Fqm4899uBdcHK0R4Y43I+/6DKcMfTg8Oo/fl+G2N3bcO9//tNULiuPowEEbr/jLsRo+TYJIW4lvikqtrrIZ3WBzGZXVZbDTqKv7GUgayd+MPlxO4xQ2jos2MxEjh49+qSZuTXg1BrURSvq6GeCfo/p525hBdB/wlXGS8FWRBc7McVVv5+89CTsWvUz4rauN59t99x91wkxJn34sScQHbMPfcZMNoOx+jT1T1glYezjzjkbI88+C7ffebdEofma0o16HpXy+bfn79/FVT8GLhJp0G3EhBqjP7ZTloBWhNi0dAH2rFsl/gZOCJUJNX0+dmvTBd3OuuAgLrkiHDh7eMHB+fDITF2xSNIT8tJTEBTVuVF56vNn0s5NiN+yVsSFTSKgOaFvr56m1Lb6g+hzp1hBymspyrXMqaR96rOBlhD3FiEiNyNNWGhJbVc4O9gaQUJFuubaZs2ahRVr/kFQuy7y+Z6FCSOG4MILT97zdXPldrTjpqBgxRXVgfhzz9XUWNbBYFhYGM466yxTJ7epNhVBVDjQD5Ad0buRlZll8tFdwzrAJaIryguyJAS9HE4BEWb2+Ggt/Y/PxQE/C84RXWQ2XcPWy1GWl2Fm210lSkNN9UJDgqCz1jl5BaYygYeTnWGlOV06yFTzmObcHn74YROFoiHj9RkcLlq0yAzatOaxijZ1tauvuwEFrVxQKR/uELdfGy01JaZDWpFBZ/WVub6qh4Iq43bewcLZBa3kevr2Pruuzdf79xVFecjd8RcK965HcXoiIqLao11EqHHMPrT6Q10bfe+99/DdH2sRev7BQsGR+iUveRv+9pV4c/Yrh/36XDGTdPQJhmf3YebesnOVB3wxnNSH/KbacrauksoVCShNT0BJdqoIReVwlC/mLp064tGHH5S8/P8322yMc9DPs3kffCTpDlIGTRzSU5ITZfCchqSEePOw4eHphVff/KAxDq1R91kkn2E/fLsAPy76ViIQnjB/uz/8sAhLflyCs0aMRvw+qawinLJEhNFKD89IRZIjzW436klw5wcR0AfnQ03L9Nou/2MF/PufK58rw00qVnVVpfydymetOsiLkHCkKjGaylWcvNdU3FFfFVsZiHq4u+PzT+e3SOrzPvwIX3/9jQyuKs1AQ6vf6IDccJKoDRcZWBXn5+G00/rjySePv8nr7VLq1kMmOtr2HWIRXw0B//qZu7Bk8SLTT0Xvpb/9gTOvvdsMBtlI4GgENMUlSWb3Pf0CENatX4sBlRkfg7TYXcbM0k5EE3uJPNKy4Sqy6b81EkkXe3mvngwmqkJ8u2q8GvLk2b8Maxd9hpvFoHTC+TWTRs2tTZt+uxmnFOfn4IEHHjCTPWwNI0BBoWHcTK/mZMr4xhtv4PslS+EWEoUKeTiy9wmFg3cQXOTfOhBrSNOHh0NzC7VKgeaVVxTmoLKkwDxg2Dm7w1YW8zuJcCiTwVSZlONz9glASU6GKY2jH1b6IOYtVQmCfDyNa218fDwysnPNgNFTxIjOnTubWaABA068cZwKLmpItUNCwROSkpGdmydCiRtm3HITunXrhlvkAzTPvmaWSks7hol48sqsFw4aFH744YdYsWo13nrzjf14dcZemdW33ODnn3+OuLg4bNu2DRpum18ktZjVxbhCohZkMKqmjPJEJ7Wt5b2kDGjJITU4bHf1Ew25pHX20fSeongxJDRVG7ZJzkElQiRv/E3xRTjSIOrG6VKnXB46zzh9gAmx++CDD7B41XoEnnWFzBD51bm/hO/eQLcwHzz5+MzD1lW+f6z+C1kSCaEmihXC1ka+/FqJuOIovhV2Uu1C722teqGlJW3kPlKTLRsHZ3nvdNQ0D91RpYhkuZt+M1E5XpJS4ehbtwBU58kcsoJW1CiTaIxiMXhM/2sx7rr3AYwacWxTMUv3Ud/19e/0nv/ci1vuuF9yPw83vNR7LiU5CUHBIWaWxuGQkOf67qc5rnfL9ZejVP72dGbGXj6n9G9XKzuoIBoXt8+8r5B7/D/33MOHkSZ4gfWzfMWKFSa3OTomVsT0bCPCFmWmqtOeMdpz9wuBrXxO+A2+SGamD0910NMqlnKxWlGnJCnaDKJd20gFmbY99pvdZq5diow138sspQvcRZD7dP4nSE1NPahKTRPEc1wPSWczNTLtwBDxI+1Av8tUjG9oGzPufJx7y8Nw962/8bHua8lrMzH9+muM75UOgtxad0Hnoec19DDYjwROeQLqofLDyw9j8aIfTjiLO+64w0RRaFqhjhHUh0J9i2orW9ROyujnkJbh1IkQfebWVO26Gj0U6iJU9+8pKNTN6KhrNBdB4dGnnsWGXbHwl4clJ3GVbSqtQsLpqyUHXvPgD1xK5KGtuqIEti5epgKAzj6XpMWiNEVmgdLiTZlCfQh0k5xFF/tWCAkOMqFXbdu2NQ/0B5YZPNq5aujm0qVLoT4R+uGktap15nHx4sXYHr3XOOV6t+uJapcaHwMHWdQLIfnHd2XgngffXsPhO/CC/YJKzsZfkLpqIXr07IXzRp2LV15/AzZuvpLekIwnZz5ixAB1lP7fF1+jMDvdbMvZwweO9jbo06Ob8aXo0qXLEQ9X01Geff4FU6nBWUL8zUy8zsiLmGEiFf5ddPZMPRZOdFPBSMUijUwplVSY3C0r0b9zGzz66KNm12pEqIP9jVu3I2joxSgT0aModjOqpY9ddSW83F2RmJJqQk59+p131EiY6HfvhYPUlO4jIXka1dK7d++jMqo9Z+WsaTg7Je/3l19+QZKIQVLv0fy6lQwUNH3E/FsG0HoNjMAgQoOzXN8iiRzQe0sjBxwkZaFNWAjatW2Npb8uN6kqqty7hXeC3xkTDyrdebx4pyx9Fz3D/fDwA41TKUBLdI4ed9Fhofzp6anYuX0r1qxcjq1bNuLSK67FOaOb52xEQ66VClVlslTJvaMlvPRhJWZvNLR8pC4qpHWVv91bbrkF7jIzzdY0CHz33Xf44JNPkS+f8Y5isuokn52OAZHG7FYFwv3RB3JNK0UodZBUpSO1SnFV3/fF8yYiTI1aHYPaiIjgJBFbG1Cam45AKZXr1WkAKmQGPEMi94pFcBgp6Vqr//pbZr6KjDt7hORPa1lRNe881Zt+x7734f+QJ+avdpIm6ejkDBdnJ3hKCTw/Pz/zPdyrV69jThw889zzSKt0RI+REyzC+ckDU6HeVzrBsmZrNIZdNcOi/lyZBEjgYAJpMbuw6tM3JXWihxHqdMLtn3/+Mc9gKubqopFM+r2p35VaGam2xKVGLOtzu3o5qRCZl5dnFo30Gzly5EE7uum2GQjoOgDFEh2h5WCLZDJSX2ujJbSyhXq95EhqiTYbeb6rrcqSJf4Wrq5u8PL0QER42P6009pqL7o+BQXr72wKClYwbOqCwpIlS/DpZ18gt9oBoRfITHELaaaMjkQ4JHz3uhgKdjJh/hXZySjLzTTRDlLAFz27djKGWQeGL6nD7swnnsSOnbvMYNI9UgbwMltdXZCJCnlo1NxYO69AuEiqh0twVINoqamgmi169zkHzlLhIWPFl8jc/IcMUL3gLGkkfoMvNmGzOtNfJR+wWlWgSMob5kuUg4eXj8nRDfaVnFxJm1FvBR1Eq/qqkRL3PfQoHEI6wN431Jy/TJWKQBRmHpC1KoE1rVSiRtQUUcN8NaVCj9HBK0BePQ7bbO62FUhd/iWcJLXFQQbkPiLGvPz80yY6IyMjA5MnXyYlJNshQMQER4mC0VYhD9V2MnAvTIxG3sbf4IFCjB97Hj6a/xkqHNwQNOr6w9IVsmS9KjGirMiX6yPpNRqB8cITjxhRQatp6ODt8ssvP+ppT5s2DfnBPY0QY1JFRLjS9I3Kolx5zUdZehyyRAxxl/zo8eePRc+ePfd/0R1qypYghj36xahixcfiKu7X9xwRQ0ZZg/yIfZMWv4VQp2q89urLx33bdW1Q62LPmvUi1Kl6yLCzxJgxHulpqeZv6qyzzpb0lu74TCJmRo6egG49etW1uRb3+00b1iJmTzR+XbYE/n7+GDp0iKns09xTt1rahVIHfzW2rXZ0g69UnHGTijvmM0j+5ivluyFv6wrz+Wk+owMj6zz93fMeQrBEVLlGdDps3T3zHoRXz7PM52Rx3FYUJkSb6Cb/iCh0GjwSYZ17GX+lmPWrEL16mfFl8BEB201SAnWGTYVsnc2vnWVTf5WW3iZddjncgyPR57zJElVWIuXvZHAgOebFeTkoknKMxTJQyEjYZ1ip2V0vEdzPO+888/msTb8L73/4URTK+vbyndJh4Jn1EhZy05Lx89yn8f23C02pSE2b6DTo7JMiwrf0a8rzO7UJJEglieRdm5ASvV1ASFSyTL6oOaVf645GrNUIZB3c24t4WPN3no188VwpkveOTi4oEmFA0ypMeoWsUyLpBzbyLHz7rdMxcOBAA3fmY48jOiEFI244+oRLeWmpbEP2Jc/3Bzb9LFEfFTWnzJH0laykffI+Ge7yzO1kZ4NhQwYbsUNTeGs/Z07tK9qws6eg0DBuppeGUT4tSnmXjh1w6623nhADovoc3iuz52Dln2vMDJqGI2tuY3UrW1SKuYpn18HwkkUd51tai/3kSfiefr6UaOxx0KkVJe6WkPwNyNu9QT6kHGU2vUhy3/yRLgOkwAFj4NK2V73C7RvKq/pfIy/trzPi9WWvg3qTDpKTJqkhUgFCohtKc9LhIA+r1fLg5Sy1iu2qy5Erde81rN/BTtIbJNdNfRmcxE8gVEpNHtr04VYjCarkQbr2tdIYPUod4yTJ/U2JESEmXQb7LrCVgaPO5asBUYUMwMtktr9a/tPZPQc3TxNxYSupFTXpK4nwLErBu2+/ddAu9f7TVJHv5YF+n5TVcxMRJU+uh5OXn9yXkl8bKqU0RbBJWfY/PCCVHIYNG2bKKM3/5gdEXHL/MVnt+fARXHHReHzx9bewkfDkKrmuIlPj7hm3HrFk69SpU1HaeiC8pJTlsZr6Q6Sv+vqY5TEP7D96zFhU2zogcNglxsdBhRdrWua6n4y4UZCwS1T1Vhhx7mhcP+UyU4q2MZpGeaifgvoo6AyCl1dNfrHWZl/w5deY8Z+6K340xnEf731qZYeN6/+R5W9sWPcP+kq61ZnDhx9UBux475PbazgB9TP6bcUq4//j03eUEXRrW0m6lPn7Ya7xmtHIOAe/cJSLCO0i0Qa2Epmg0QfVZUXyXh4wpb9zSDsUiNCb/ud3CBtxJVwO+Y7R7ebuXIP0ld+YVD1XeTD1CQpH614DjllxIC8jGRlxMTKrlocSMXEuknBhfZjWWTYHqTCQl5mOSAnPHXHWmQ0yB9NZwPqm01lKWkOI1QdIPwe03KwKyC+99NIxN6OTLj/88AOSJfXjETHTrU2FeOGFF/DTz8sw+cmDvz8O3Jh6HqTFRiNXBgA7RIyxke+iKJm5PF9ytc8880zzvbdnzx68Mvt1lFTZot/4K49a2lK3my8lXn+b9yIuHDcGZ599Nm6+7Q4xYpNJCHk2OvPau6RM5PEvRWwpY65PAs2dwJFSoRtyTnGb/8a6Hz6T9DFn3HrLzea5cuPmzfAJj8KwKcfHiLtCBIj4bWsRu2E1kqO3mShbnSRgaxgBCgoN42Z6qcHhDyv+kVFjFRJ3bDLqWpC/r8zQTjZfWCejvfXue/hxzWa4dTitRmnXmsnyBakh8Rqq35Jb7P+ekPDzCcc0jyyXEoQqKFTIrLSbGEg2x6bHr2aZ5VJasVIestSDQY001QQzR/L8W1VVYKykWSz6ZbmISlUStl/0r5FYpckVVqdeW1GH9cFXTXc0/93L3UXMOZNQLdupkFAx9alwkTxikx8vA+Ssbasl8sAf540YbsJQY2NjjfO/RnnoTH1U52548J47j4lTZ/mvvnYqcvMl1UGVZxEsHEUN1vvzZokeUC8MDX/TgcA/8bkIPPvKY24v5uPHTPRE0IgpxkRUW1HiLqT99inunn4jhstg78A2asz5aH3FIyby5FhNqzAUbliK99+cXa9BvD4Mq7/HvsQU44as/NwjOsIptCPc2va0WKzaNfcuc00DpRTr8GFDjMnngRU/Guue1eunYYAbN23CNkljOXf0WFx21Q2NdTgnZL/68KPCQaaYKmZKdE2mDOgKxFBum6R2qBnjaQNOw+kyQ6L36qF+MSfkgLhRiwjoIPfxJ5/Crpg42PtHwrvvucbTIEGqxLSyEaName2ydfU2oqmNgwvCxtwgaXNx4nXwgxikJhrB1N7dTz7z/OVzyd5EMZVlxIs3jJowusBf0hmcjuKfkrb6OyB1B0ZPn2nRMR9rZR306mxf/Oa/kJkUjwDJER4o5ob6TKHRDHU1TbuJjYuHu6enMUbWAbymENSmBGo4cn2bRippWuDatWuRnJaOQvm78JeKVkHtu8oD+J9wdXbExx/MM89Bml6muc21oc3uXr5SWnOPKUUb2rEHgmT584t3jA9Sr5498Mn8T9H9rLHoemb9U6dyUhLk4X8dYtetNoZwEZLmOOrcc0wkoqbYfbbgS1z08GvHPL0CEXD+lGoP1fId+clHH5jze3XOm5j44MmPCKvvdeB6JHAqE9BytHEy4HfzDUBwhx4IaCuluI/ic2MNp80/L8TgjqENEnKt2W9L6ktBwYqrqV+kK3YlovvZNSVkNJcoTh4E9m3+B3aS+92/T2+TV1s7w2fFro7a9TYpfxQdHW0Ggu5S8961Q//DZuxPxH6bwjZj/ve4+EJMhFtk16ZwOCf1GDTyQE3ACvasl7SAIkyaOAFjx4414ep6v2k4rS61bbMouxpRoyG1Oruj1Rbmf/opvLsNgVf3oUecZdcH7/TfP4W7kz1cpYJWfol4C8hDdpC3m4R7DzVVHo7VVO3dEJcBPwk7ttWQ4KTdxtBMS61dfdkl+FtKk+4Tw8niomKp+nBrjU/FMZqWk3T0qUmhqG0qnuyRkOSlSxYf9PPRYy9A+MQ764weyN++CrnrfsQ3Cz6v9/W7aPIVyJXa0p4SbVGQug+XSQhvUIAvvln4HfYKfw1/Dhp5tUV+JRqVoiUn1WuiQMKmvSQX0MdNSlVJuotWENFFDUlPZrvuuuvRs89p6NazNzp2at5/Yzt3bMVKKesYHxdrEAZICaxdu7abygz+/gEycJNFBJ0gGcAFS3kw/TvRPE62pklAc3Rff+sdJMTGiJ/NmfDuPQI521aZlK38PRvELyFKfBKCjTlwhQw+1TMlZOSUw04me8ty5EpqVYV8ngYOvQTuUTWpPJqOVlfZwDKJHtu34AU4u3mg6/Dz0K6fZVUH6iKrx5SwfSMStq41r67uHujWuSMef/zxo3bVWftJky9HFzkejWIrklJo+RIVUSivDhIKfMOUy81n95Gazvb/+OOPxmw6JV0iJwryjYAQLGJAgMzeB7SpEXG/ef4eiajIN5Fs/kEhpnxv6z6DBXGVme23lf1q5JxPaORhpolbflmIPBFN+o0TU14xr2xoK5TIgvitKi6sQo6EMTtLfvTpk27cf4x1bffzmTfjtVdeNnnen/3wE4ZfPeOYJr11bY+/JwESaN4ENi/7FoM7hFBQsOIyUlCwAt6hgsKBm8pKjEX0n78iRpQ1P3lgVaO+Y+V7W3EYpmtMTIyZJVjy8y8oKCyG/5CJ8GjXssuf6Ix1gDwEukY0bm1fa69dQ/qr27h6SOiMvYlIEcXWW0oa5cmDo5bw0vQXTV9Q4zGNWlHnchfJFy6TqgU6UH1rzmzoTPsfK1ebMmmaT3y0li+hvxUFOcarwggDWh5t31YpfZgGH38VAaol/FTcdGW2Xo0iS2Uf6oKuB+Dbaxj8Bh1c11dnBwu3r4Brp9Ph6B8Be6n2oF4QDWmaJpLwzcu47647TPqEhsW98tpstLv2aTFRdK5zkxrBkrz4bUw6fzQuv/SSOtcfN2EifIdN3i9iqUFlzCdP4COZqas1A125ciWe+e9LCJt4d4MrqGgpOi0vWZ6dYqqjtEIVvBxaYd67b9d5jMdjhTvvvAtjxk9C5641+efNtaWlJuOzj9+TaIMCEdzG7E9L02gDFd7qcqNvrufdko/70ceewIade+HW+XQjiGrbK+lQdu4yg69mt2Ht4W+hv0mRpH+l/DQPwedONca3lrS86HXIWvsj7FpV4YK7nrakq0Xr6oRF0vb12LbyJ0y+9FKoieqR2rx58/DTijUYceP95tcqTOxYsdTkK+9dtxI/iilibZs/f75JPUgTAaFCojP8REAI69ZfxIAI+Ee2P+L29TulSHwPNG1DDUsDWh95vaOd3PEKia7dfllxkcnTdhafovq05R+9isG9u2HqNVeb1a+YcjXC+w5Fh0Ej6tOd65AACbRAAhQUrL+oFBSsYHgsQeHAzWou0C7JAcxMiMWVV12FPhLyp7mOOoOsFQaOd/15nWF4+fW5KLAVV1OZHW6pqQ8xH81EwPBL4SrGjKdyq5Sc4HIZ8OtsvQoHNnYOUtHAQUJ/a151pkpzh2tbzvbVyN/8OxzE3NFLhISG3h8qZhRK3r8UMTaz8nZuUnlCUm1k9GtCho2XhOz3UIOctNXfokLKh4aMmXZcLpuaScZ/84oYcXbG5l17ECYGpCp+1LfpYCLh+zewdPGxyx5pSO/Y88cj6CwxgpRzU9Ek8+9F6CeVRR69906TvlHbtHrI5Kumou1Vx698p5rJJS9fgIkXToAaTp6oNvOxx9C2fRfxchh7onZxUra7cvkvWPjVp3hx1iwTfcDW/Alccc11KPcIllSEy/afTMrS90y6g29v69IM65NCdySCarAb8/Hj6DRgmJgDjj/hkPVz9ee5z+LSC84TP4HzD9qflhi+/e57MeaOp0yKm7bVC95D3r4dxnBMI56ukmcQbe+//z5+WrlGfB8GiXjQDl5BDRN1T/gJH6cdaDrJz28/h+FipnrnjNtN+t5V114n53+6lI4cBUfxKGIjARI4NQlQULD+ulNQsIJhfQWF2l1kxO3Bsnf/K2HjziZFoULM8bTsnw5MdMCnZkpBQcG4647bTa6hNU0Fi9fmzMVSKZGkgzr3Dv3gf3pNakZLaXs/fBSBMrirzadvzufl62IPH1l8XR3w576cE34qlphFnvCDOU47yBI/CR+p6FDflrvzL+RtW4kSiQR44KFHMOyMGjfhYzUNtX7quf/CycUVfh4uxn189OjRB3XRspl3/ec+RIy5EQ4NrBZytGPQwUvKj+/BpjjHmLrp54a6J0+ZfAkmTpxY1+HX6/ebN2/Bfffdh6deeFVSAYLr1acprZQns6ffLPhERK1y3HfvvU3p0HgsDSSg32fnT7wY/gPHwV0im2pb8pK3xQPBV7x0Do6Cashu9s1/Cj4DxsJdfFAsaXs/eBhDJl2HoHbH9ujReu05qWK2K+kC7uKA7hkQImH/x/Z3Odpx/PHJHER4OmHmzJmHrbJ8+XI8+eSTGH/fLJm198S+TX/hn4Uf4cLxF4jIW238cJKlbG9Wbh6GStlEPY6W3nas/BFbln2Hp5543JQg/uabb/CFGMz2HjsZ4d1ObipZS2fN8yOB5kiAgoL1V42CghUMLRUU8qQ+6i8iKJTJjPLIG+6Hd0iE2bvma2qtanXWT9q5GZt+/hreYqp04/XX1ctxVMUJzX1cs2YNdu7ea+q56iyGlsobMWKEyZnXmtx/yu8jJK/cWWpxt4S298OHEXT2VaZEYXNozva2CPN0FOHAQYQDe7T3c4GzvY38zMkcfnRGEX7dLWWzyiVNQVqYl5P83hZrRGDILCpvDqfYZI5RK1okfDvblNN0ldQfjdqokPQGjeRoJW7uGZI3HRASivPPG41JkyYdt+P+fvFPmD3ndURedDfsPeo2Uavdsf69anWSSilrqREXaoxZW+7uSAdXLCJIK/0bl+iQ9BVf4+zTumPGjONXU/2+++/H/7F3FdBVHVt0h7i7O0lIQnB3iktwd9dSaIGWth/3Ai2UQnGH4i7Bi7snQCAJcXd3+WcmTSDEXvJeDO75i0U/Gbvn3rx3Z88+ezdp/g2atSy43lpiCZPQQExY8dmTB3j66D6CgwIxYcJ4dO0qeVvPT5fLPndPnDhB4qYBCCEVe1a/zryzmZbJ58E2xDdv3uSfx58GczhhZWpx8Qn0vUDiqAQqM8GpuvXqYsEvc/KwXiSUqio3zLVr17hwq/mgn/PokoT+e4AD8kyvRBLhd2w1Z2zl6CiIOmZaqDcCLu1E//+tLbLLjV1/IMzXA4YG5JUeE8fLcJjWgDqVjWmZVOcMAXV9Yo3pG5GIbfZ3wqfBdBCiAr3x7PxhyMvK4MjBA9xlweXtey6IqKOphhYtWnBR1+kzZ0FKwwD1uw/hQ0T4e3HbSmbPqGlkDhUt0gwhTYSvAUw498evUCEHjW1bNmEWAb0e7115aUftTn1hYCXewY2oz4jQTsiAkIHKnQEBUBD//giAghg5ZIDC5UfOUKBTgFBPV1g3bYfqDVoWOSI7VfR8ehs2zTpwv9XCgimbvrp8nJSDkorvAAAgAElEQVTxq+HYkUP5mj18+BBnzpyBd1AYwgN8uBK1opEViVFVJ29tC76ZCb1zDPHuT/kpZha3kyRWBIEMtlOKtnoSIyXl2pVpKOh3GAElCZ8CS+oiGFBQx1AFNrrKHEhg4EBJg4EM6+/4lLTbV9/e/8wG9O/QHKGhoXj66jWSksiJQUUZuprqXOBw6tSpEs/RqVOnsOeEExeDLGlEPr9G4nDXoUa+61rkwBERn4wUGSV6vkdxXYrCIoosJ7MC3+Dgzq0lnbLQ9sHBwVhKyvlzF6+W2JiSHCgsLAR+Pt6IJBAhhXQ7GIgQGxON1q1bk+Bca5REyV6cdfUeSJs1eRXIUqmPtJoutxCNonuIpDh07tCOWwkz9flLV68jLDgQymRRmEBCpypq6px6/t71LdkWWkDVtgmBorZcXJWJCsZ4PIdUkCuOHSKWxVce69ZvxPW7D2AxbF6eTAQRS0fdwg5Kti3EzhBzdmCCrzHvnyDR7y30iO2gQta2JYmUgHcIvH4QA/73R5HdGFvA+eopcubJwJKF8yFPtsaM9eTq6gpf/wBEEQ0/kZwr5BQVSZjVCNqmlgh0e40YOoyQIfDBzNwM7egZv3vvPomKvodpzfqwad6R+7YzUNLt/nUuUliHRBlt23QvySV8sW2d/lqINHJKyiIHpPrdBsCcShyEEDIgZEDIwKcZEAAF8Z8HAVAQI4cMUNhOto1WlhYICAqGVZNvuNoxozYm0Rc8ozOqkVq7MlkoFRcxoUGkyBzBmQrspIqp+L+4dAKG9OK5Z+eOPN27OZLVEp1iqZOjg7JVfQIQCmYcsFPalMggEuUjqz4pspNkNd4k0FfamvnirqG8f86opgadx1RaQKGgfDCQYURDw1xWwudtnFzD8vyTc1A8/GOSyzu1VXo+/zN/oZmDFW7dvgN5BQVs3fgXlJWVy8yKkYEWQUFBmE9icXrdppTI3SEn0YGk4VDbRBOLSb8gJ3bu3ImjZIWm3aAjtBrlLatIJyZDoNNWXiKze9sWid8vxnZia5k64yc0bFx8KYjEF/DfgM+ePOSMg6AAPyTTpsD55QsSU1SHhYUlCSyacSs9BwcH2NqWr4d8z/6DIG/mQIBA9VztEFk1La4XkkTOH9EvriKTrF6zZBWgVrMl1Gwa8itim9ekYC/OQmEn4czi8POIIX2TpLd3SDh1Qx6nlrLKcWUdd/iY8cjSrQ6tz0RdmWYCA8gNu04Qa+lM7DTi3gnEBXpCgRwHNEjPqE5NOzx89gKxkRFQs6rLrWw/1Z8pasJY5jLh74z242YXu64gj7e4f3gLzp85XWBbBjA8efKEW/UyxxFmW8rsev83fwEXwLVv2Qk2JCIoS04LnwcrqRD0APKnNY1KTAvKV7E3S2ggZEDIwBefAQFQEP8WC4CCGDlkgMKpq7egVC0Lf69fiynTphP1NRiysrLQpdrjKPI0j4uNhVWDFmjYa0ShMzEbpRs710CW6K5sAyQrQ97NBvqYNWtWgS+Uy5cvx50Hj0iN2pJsEweU2PdejEuuVF2rGqDAmAojGhiC6SVEUgmDe3gCz2dTMw0qc8iEc1AsjjuH5pY8VKpkV5HFBBGY0LdjSxw/fRZqjXshncqL4l6Rjgjb2CnKYujAAcXaXRZ0qQuWrsCj+3dpw0iKkwTOMf96RTVNJJAlG9MoYY4SzLdes3ZrqNm34P9Wksgi6nbwtb1ICfbE6OFDMXDgwNzuM36YBdc3LnyDo2rXDOkxYQh7eB5TJk1A3759SzJNidqmkYL7kqVLYWltiy7d+2ZfeznG2lWLYWJkRGCQIszMzAhEsOB/K9LpbUXH6tWr4e/vj7DoOMTHxRIInEwsMUNip3zcTKYnJRC7pHQ18sw5IPj6fnzTrj3+R6UPX1OwzfTMH+fAoDUxBWzzglmsjEleQxe6bcQrU4om0Cby6SWsXrGsQEZLPLEEZsyYgYh0GZj2nVls+pntq++Jtej900rSVymcUfTpQNe3/Yb/zfwONWt+1F5gpTHs2erQoQMHET6NCZOnQl7PFI2KeJcodqFCAyEDQgaEDAgZyJcBAVAQ/6EQAAUxcnjr1i0SPtyE40eO5I7CXgiYuOKnsXDJMrx0doGxXW3oWtjCxL4+1UjK5TZh7g+39/2Js6dOlmg127dvx4Xrt6DZoj+3p5PT1M+nqM+U+JnyP4sU8s1OCfdDGm1IkoK8oFm3HTkklO/JXokusJjGVQ1QYJeTo5eQwzrobqdDQILAQpDEc+F36k+0rGWFAQMGYMacubAYvoAPmxTqw3VDYt49Ajv9ZVaTNexq0mmkLfccZqfcRcWEb2cgSas6lG0a/QcoMMYPba6J7cNABHYqzZhAjPIubrC1xry8jpgPztCnzXTXjh0wYkQ2GLlhwwbcvHsfmuQOs2Pz3+JOJXL/iZMmYfiYyahhW7TonMgDFtMwPj4OS+b9iOnfTcu3qZLUHJIYp3OXLvyknDmpyFHZg5ZDc6jVFc9pIGddzDY05PoBWJqZYOO63yWx3Coxxto//8KV6/8WqEHif3YDVIxtoNFQPG0M5uoSfecwTh4+UGBOtm3bhmu37yOGymhM2g+FokWdYnPne3Id6rXuAMv6otPpz6+bi2/Hj+HgAYude/bi8D8HeLmCx/MHXGtJR0cXdWo5oHPnzrxUa9SYcTCnsspaHb4sgeViEyw0EDIgZEDIgAQyEE8Mchk5ecjJK9LeSIZ0aXzJTvc+Pjy9g1/m/Mjtx4UoXQYEQKF0eeO9mD0j+zNq1KhiR2HCUvfvU92jxwdOY7So2wSGNWrzzUgClTr4PL6BQ//sL3acghqMnjgFYcSMSKMTMTk6vUFmFp3MxnN6rRKBDFn0wqtKwoWR7x5DXU2N6o2jkCklk/3SpqpZqjkrQ6eqCChUhrx9aWtgbg0hNw5h3ISJGDKwP7Zs2YIrT10LtaVkwoyJ/u8R7/EMCSSEaGxuid1bNxWYFgYa/vb7WmjUbgMli9rITIqncqQksHIi/oeVKBFAlxzkTuKqGVCzbQw1KkVS0MsWXC1tMEHVuA8vkBrgBksS7/xtUd4a8tKOW5p+y1esgJ1DAzRvVT5ftPfv3oSry3PMnze3NMsttz6HDh3C69ev4e7tixgSwmVuPerW9cnKdmip1pAWFwm22U0L80GilzN+/GE6aUJUDVHMUl3wJ52YJtCGrTuQIqcOg0JKGcJuHUY10qoQ1x6SWd2GXtuDC2dO5Vn22rVrcfXGLV5CqNW0N5Uulcz9wHP/Qji06oiarUUDPG7v+wsZMaHoQsCUo6MjrpIj0w4qoRww/y/+wpsUG40Qr/cIev8KQe5vuYaCqo4emvQdA2VNHXFTLvQXMiBkQMjAV5eBV1dOwfX2xWyWqYoaaatkEGhbk7PBGbhbt27JXH6+ugQWccECoCDG01ASQOHzaZYsWQI3T29kEKNBS1sLq5Yv4zXeYWFh0NUlUKCUweouU1JSyH7SACYmJlCgEorjx4/Dx8cHs2dn03HXrFmDuw+fQKvNECibVV2VYwFQKOVDUoW7Rbs+QILbU6QSKMAcDuSJXqwsK4W//6RNv4YGv7IhQ4dBrl432tjntwNjm/+IB2ehaGgJjbrteXuvQ8sgQ2MpKqugWYM6nOpcjemN/BdMI2H5ylXwJ50UJnwmSwrsSiSwqaggl6vNMGbMGC78+M8//+Cdlx/i6HRTncAFVWI1iAsuBNNJdXWVTKz+bWWF3LkHDx7g2r+3MH7K9+UyP3NrCPTxwOTJk8plPklM0r1nb2QQW0GjVivSS2jEdRWk5ZWKHJoJASYREyGJwK2EAHcCgjM4W6Z1i2aYMmWKJJZV6cdwc3PD4uUrEBWbQOV7A8mysXaeNacGecKfSj+Y1gQD74zIipUJEJcmmGZC+MOzSA3zxbJFC1C/fn0+DCshvE0ih6okxKjVuDt3WClteNNnSfvhU3MdnIoaJ50Ayfckohj43hlRQX5QJCtaJXlZKmW0QIvB+Z999q7AXECEEDIgZEDIgJCB0mfA68V9vHA6hpXLFueWvO3fvx916tQRAIXSp5Wcx5gxsRClyoA4gEJBE7q4uODneYugRGr0iVSXK6+sBkMtdTh274rq1avD3l68zf/ChQu5voOenh5On78A7SY9oO7QqlTXXhk6CYBCZbgL5bMGxrYJctoC1WrpGDdqBN/wMwBOjkqHclT9X7x4gTk//wI5cjhhZT66TbsTqyCbrpwY6IFknzeIIuG0EUMH89KB6EwSxJORRzUVLX66XI3KF6KeXYGdlQX+/PNPsS7szRtyXiBLwBcub6BAritG3ScXOp7b1tlQZlTuOm0I4Cu4rODD7v9hFX35sS+8ioiLFy/i8dOXmPit5KwpC7qOJw/v4dzpI9hB5VxVKSZMmIC0LClu/5iclIh0cp9gX62yKuqQVVQl1x0dyNAfKdoYJ/m+RiYJTDJhTT19fTSoU4vbTYr7+V6V8vX48WNs3rELQYFBBCT0I/CtSb7lMwDAjzRRdMl1gZ0iKdHviJx6yU/mmQgmAyFjPV+gb4/umDhxIp/L3d0dP/z4M1SJVaJRvxMvGxQnwh6cQXqAK3r8sLRUw4R6u8GLqLf1ug7gQKkQQgaEDAgZEDJQNhnIpO+Uwwsm4+qVK3wCAVAQP88CoCBGDiUNKLx79w6/LFjCSyBkaHPD6rOllTW433wiKYdXo/KIXTu2wYhqq4sKxnKYNftHpEGa/Jdl0bplCxw8cgy6TbqTjkIIpEkwjoldKeiaiHH1Fd9VABQq/h6U1wpiqFwn4eVlnDxSuJXejRs3wEqLGDOHsXy27dzNWQJxH15CXk4WHdq25uyDnGCiqh8+fODsnZDIGGLzyKFdq5Zcg0GNSoMkEROmTkNAcCi06neEes0WBSrGJ9KGJ9BpO22aUumQOh1qlnWgQqfcKpa1cjVR2DUoed3D5r83SmJZpRrDyckJJ0+exg9z5hOrquQbu6ImfePyCudOHYEOsbUWLJhfqvVVtk7RZAHo4eEBT09P+Pn5gdlxMn0d5krRvn37Yj/HK9v1iLseBkpduHgZHygfJLcPnfodoF678DIajz3zYEguPspG1qWaOs7jBSKfXSbxoHj069UDY8eOzR3nzfsPmDXze5j2+V5i34MZBBIxnYdMsg21adQadbv0K9W6hU5CBoQMCBkQMlD2GWDMsPsHN2LDurX83VFgKIiXcwFQECN/kgYUPl8KK184QoKPvkFhtCGS4ervHTt2LHbF7LRLv+0QOhXTRCoJMaZFBUGzQRful/4lxdcKKCgS3T4pLUOkW8natrPWgg3V4SvKVoN/dDK5SySREGScyGOINFEZNIqjOvLol/+SqKIvLzWYTCeLbLMvajCg4Pfff8fUqVNzldSZ4JoTCZnGR4byYaRIWPGXOT/lCqMVNXZqaipnRJQ0mA7D3n8OIYIcAchLFkoEGCib2tFGxjTPUDHONxHreh86ZAUZm0j2guSywBwlFA2twXKxYvECNGjQoKTTS7Q9A2Dmzp2Lnn0HoV3HvFaWpZkomSxy16xYAGVybhg1amSFMTBKs3ahT/EZYKDdBadL8A8IIOaQFlRIX0SVnn8mIFxUcHbC6fWwHr+q+Ek+a5EaS5pER1dDU0MNo0cMR7dueZ/TO3fuYMXav2A1akmJxxalQxKVaYQ/doI80tFtWuXWARHleoQ2QgaEDAgZkEQG2HtcGjkiyZFNb0VFBr1XSRNTOyeiQwJIFH89+jh2Q7169YSSBzFujAAoiJG8sgYUSrq0AwcOYO++fbAat5KY3BX3C1vSdZe2/dcKKNQ1UgVzh/D7DxzwIPvJCLKh/DQYkFDHUBUD6ujBP4ZtTjM4mBAQm4KIhDT6t+TSpr1c+gVd3I5qcSGYR5Z5TA9En6jh4saSZSvx9N0H6JNoXnKoHyKeXKBNhwb+2Z2XXv/dD7OJuh6PvTu28ikzqTZ+xuw5dNrshgzaADP2kIqKKgx0NLmNIdNuYCVJDOH29CcKt6YGxo4eiYYNG+Zb8rFjx3Drzj14+foinbRO1G0aQFpdj4upyqnrQlpRHeF3j5J95AecOHIIbPNz7949WFlZYfjw4eKmQGL9f//jD2jrGqKLo3i2lWdOHEZsVCh+/vlnia1NGKhyZGAisXNipZQga1iD2Da1S1RSkBYXBe8jK2EzYXWJL+b9phncEcXOzi5fX/a7PGLseCg2G8S1CsoiWHmGz7HVqNWyPWybZ+u0FBRaSnIw01CEb3QS2QinlsVShDGFDAgZEDJQ4Rnwf/0Ud49s4+9S8mSl3G7cLGgZmZfbusK83RHk8RYBri9YnT9iwkOgpKEFZXUtqOsbI8rvAxysLbg4riDKWPrbIgAKpc9diVwexJhGpK7nL17Flr37YdZvFhew+hriawUU2L3VVpLFpGYmMFZX4LfaPTyRsw60FGVho6vE7Skf+UbDyTU8H9hQmZ+NLKL8ex1YjG4d2mL69OkSXWpISAhmzPoJsbEx0CZF3++mTkazZh997tMIuf51wSKEqVohA1LIePsvDh3Yz9XX1/69BZYjFvGSBWY7mcr+kPd8RkIU0qmMqJq0LGRIzI2dwCb4vEXsu4eQlwYG9+uDwYMHF3gdAXRqe/bsWbx9+5aXXMSTbkoaARbSJPooTZZGhDjkU6KXaELEHIzpTChTTbtjr/5ijTRp9CAcO3YUisRSEKLqZ4CV3E2ePhNKds1zhU9LelUZJFjosetX2E5ZV6KuTHTRBFH4fdVvhfZ7/vw55i5eDqsxy0o0tiiNY0irIZhEJNuPnQUD68JtVltbasFMUwlBscn0WS6HM2+CkZqRKcoUQhshA0IGhAxUigwkREeS1psKd6ApLALevYLzhUPYtmUTP3Q5fv4yukwru7JGpl+UEBWB4A9v4f/2BZg2jYqaBqwszNC6dWv06tULQUFBYCXmrBzRlw53mAbSzZs3hZIHMZ8qAVAQI4GVhaGQ/YK0jF6QlotxNWXTlZ3WSEnTzqoM4ksHFBho8DnzgKWRMQ+amqmDMRUKCgYuOL0Lh3tYQhlkveyGZFaJ7jvm4KLTBV5rXhHx9OlTLFq5GtXof6ePHcx1e2BlRDWmridNAymRl5Xg64rIJxeRFhuGU8eOQF5eNKCPfdExO0JlZeV8dG2RJy+nhiNGjMC0H36FuWX1Us84cdQA0mY4KXJ+Sj2R0LFcMsAYNcvW/Amr0eKVFETcP0X2xwnQbz9CpHUzMNJt2+xcka2iOn03+xfE6NoXKAYp0mSfNUoOD+BAgp6ODmbPW4jIpHT4RiUWChLISVdDBxsdGKhmA8JvQ+IIACbrUSGEDAgZEDJQyTIQHexP1rVvEEelojH03/FR4dzWltnbGtvURMvh3+VbcSrZ2L+5eQEhbi44cmAv/7ljr97oPGUu1HQNJH6FrncuI+DtM4T7eUPH0Jj04+TQonkz9O/fnwt4FxeCKGNxGSr+5wKgUHyOCm1RWQAFtsD+Q0YgU0EVxr0/is6JcWlid2Wbqahnl0g5XxlG3Qq3f2MidOzUtzTxpQMKDDCw1ia2gUb2S2diakahIAL7eVUFEnLuPaMqMzZAZQiGYBsaGuYupWff/tDrMoE86i1KvDwmuhh0cQf0tdS4jSs7iWdgwffffy+WRWyJF1IGHZhFLVPNb9qyLfoOGFbiGc6dOgo56SwSzBtT4r5Ch8qZgcTERPTu0xe2U8VzSmFX539uE5TMHaBVp3DxxpwsJIf5I/L67iKFW3Padu/dF0Y9pkFBx1isJDInj9AbBxFPDjIjvp2JgZ1a0fOcbTnLGAc+BCp8iEjkTISCwpxYCq2IrcD6HHMORHxKuljrEToLGRAyIGRAkhl4/e8Z+Ds/gba6CoyNjWFhYQFbW1t+ms80pabP+B7yJrZwaNeDTxsZ6APXW07wd32F2nVqY+nixYiLiyPb+h+hV7MRHDr0ltjy0shK+PWN82BgQg1a00+zZ/P1lSYEQKE0WcvbRwAUxMhhZQIU2GWwGuss6xbQqld43aYYlytS17T4aPid+pNqzRPArP5UTG1h3HNavr6hd08gkfzXpTIJUFBQgVrNllAj67CSnAB/6YDCp0ljbIU6BDAoymS/rOaEe0QS/0+mjyCqUKNIN7KcG/mfXItd61dBi0oRKmNM//4HROvXhbr9xxKJkqyTWQSyUghG5c5MS0YyubaoZcZj364dJRmm0rZlX8av37zFO1fXPGu0tbNH0xZt0bxVwRvCCSMHwIkYKUJ8WRno0r0HLIbOFVsI2PvgMmg06AQNu6YiJSjR2xlpr69j/85thbaPJ32U/oOHwthxMukoWOY6qYg0wX+NMtNTqazpMUJuH4VF/eZoMXAC/4mNjgoHCD6Pu16RBPjG5/t3pqMgT5/pKemZgo5CSW6A0FbIgJCBMs1AXEQIbu5eB3NjQ6xb+0eRc3Xv0RONeo3A+3tXOHOhXZtWmDlzJu7evYsdu3YjmA5o6nXuB9tWnUu05sgAX2gZm+XrE+HnRSDCJUQH+cLa0gzLly4Vm9UqAAolujUFNhYABTFyWJGAAhNrY/XXfkGhYJWXUshC+9YtceL0WWiTHZdWo64l2pyLkYbcrgxM8D60nG8KMwzsodeyT4HDMsX68JsH8f1307hrxYkTJ3D2wkXEJNApDuk/KJraQ8nIitTtrfLoQbCXuGoyH2u1vPYvghwp5cuqapGjhTb3KZfX+niqLIlrEsYo+wxEvbgO5fD32LZpQ9lPVsoZ2O/bb+s2wnLkolKOkLdblMttKPs/A3OdECWY7SATdJw1a5YozSukDduofR4ZVPL0999/w9PLG0NGjEfNWnXIsSMLqVTneIpKSgz1tDB06NAKWa8wadlloM+AwdD6Zjj/TC5tMBtGjz1zS6yjwEAFP6cd/LulMLFP9ru0//Ax7rpi5Dg1n2BkOp18pYT6kHirLxdIBX33xIf4IYsAcFIW4xonDPxu2mcUzOs0znOJ9YzUUd9YPc+/PfaLxpvg2NKmQugnZEDIgJCBcsvAm5vZp/5zZs9C27bFs8OYbs73pE81eEBf9O7dGy4uLli/aQvCw8NRmxgJ1Ru2KnTtyfFxUCCR65wI8nhDpQsv4Pv6GVRU1RAXE416XQfAiqx4WVzfsRrx4cEEWrTmLE9JhQAoiJ9JAVAQI4cVCSiwh38fOTow+zklY1skhfkgJcAdmzeux4GDh3Hz32swotrTtOR4so0kwScSjmPttJt0F+OKC+7KXvwiHp9HeognDuzYTHTXPkR3XZ+nMbOvTIkIQHK4PzKig5FENPALp0/mG/DMmTO4f/8+3L39EBcdAXUzO8QH+yCTTnalybkiMyMNinqmUDAgsIHU9hP93WmMLIBKJ5LDfCFPwnhajbvzvBQUbJz0pHhS1NeReB6EAUuXAf/ja7Dht8UwNc1ro1i60cquV/8hw6HSqAdUreqJPUksibdJud/NdZIoakAvLy9MmjwZmg4tYSKdgLW/l1z5XuwFizmAh4cHNm/eAm9vLxLFjCWqpDwaNmqEJYsXiTmy0L0yZmDsuAlIsyJRxpotSr284Gt7oaCuDY3G2VTakgSzJwugcokODeyKFHdl1rKTpn5L34s9OHDAvqeY7aQ0PZ/yZC1maqiH2rVro1WrVrwOV01NDerq6gSIpeL27dv486+/oGthizYj8wrIMlCBxcvAGDAWguDiUJK7J7QVMiBkoCIyEEsb9TsH/oaRnjb+Wre2VEv4YdZseHh6ofWwqdCztM0dI9zXE5H+nlBQVYeypg6JJrrC9fZFyNN7fIOew+D+8F/SaXgLNU0t1LK3RR/aRzAbxzdv3uD3tesQGhYOaRlZjBw6CAMHDizV2orqJAAK4qdUABTEyGFFAgo5y/6LXmievnrNGQqTxo1By5Ytc6/oux9mIYNOWpi1Xc2aNfHvzdvwj0uDIZ3ISCIYjTvyKdGOXB+hefPmWLxwPrZs2YJb7wKh3XYoV8FnntxRL69DQU4W1bLSYUH0KXt7e96+IFuvz9fFToZ1SOiK2QYy5gN7Abx16xacnZ3hRRZ9KalpBJokQq16baja08urjDxCLu+EavU60GnZL3e4OE9nRNM6kujESVZVE4ZUD6+gYySJNFS5MZilpIm6PL3kplUKBwgmpLZn5w4YGVXe+8E0FUaNGgWbSX8QS+ajh3Fpbz773fH6ZwkuF0P3Z8rDq//ciOqjl/Kpgi5tR3V1OaxZXbiKfWnXVB79ksmDmulICPFlZ2DFihV4nagMrYaiU1wjX92AVt12PDHBV3bTN1oWDDuPK1Wi2PdO2PW9OH7oAK/zLS5++ukn/j3JAAN22hYREQHfgCAkJMTT86qENCrfU1dVhaGBPhgTR0lJCc9fvET1+s1Qt+tAyCsVL/pV3BqEnwsZEDIgZKC4DKQkxiMpLoZIUymQo88mWQVF/udzpwV28v/h2R34vnpIYorhUFRR444Mpvb1YNu6G2mX5RdLd39wHW73LuP4kcPFLSPfz48cOYI9+/bDvnUXzkr4NGLDgnBl8wqYGBkgPjkV6elpXMD2++nfwdraGpOnTEXjRg0xbNgw/tlaULBDiaSkJA7wlkUIgIL4WRUABTFyWBkAhZIsfzGJo7ilqUOzYRfeLZ5quqWVVCFHJQPSJJ5YUDAthMJ+lhj0AYEXtmD/nt254nKRkZEYOX4yUhNiaW+vAFMTE/Tr3RNdu3YtyVJL1JaBDC9fvsSufQcARXXotOiL+A/PEeP2DKZ9vkfIv/TvRFVVtm4E7QYd+dgBp9ZBTt8Sui0KLsso0QKqSGMbXWU0NVVDM3MN0lvIhH9MtlAY01545BuDRPZvFaDF8H7z91gwfz7q168vkhpveaeb0fdmz/kFNuN/I8eS0gmIFrTmD3sXYEDPriRIODbXTSLPlzCd5PcnJN52Sl5xu6j7J9HewRTjx4wq71QI8wkZECkD7FRp9i9zYT1uZbHto11uIeTOCdRr8VcrMWwAACAASURBVA38YlKRlhRHhLMMmPSYkts357PrIrnXFOR88+kkKZHB8D68kgRerxQ7d04DZin7w49zEBMVCV1zKxjbN6BqCCUokU+5soY24si3nNUUpyYlUsVDBrxePoBpzfqo12WAyHMIDYUMCBkQMiBKBlIS4uD26AYSCAhIiApDMgGbDERgzgnslF6GQFJVYkrFRkcTazeTPi9TiaibBWmyb5RXVIamgTGCPN/DxsYG06ZO4SLQ7D05MDAQO0nToP/cPzkIkUEb+9TEBMRHhiEhJhIJxAoOJJvHmGA/XDh/XpSl8jbjJ05GNdpH1HMcAiU1zXz9rm9fjfFD+6Ndu2zAuDKGACiIf1cEQEGMHFY1QOHo0aPYd/wcVKzqIubNPW7TlkwvSIq6JiQWlwrT/rMQfHUP1y+I93JBQoAHVCzrwKjL2EKzFP32AaIen8OFM6dy2zDbOxMCEkSxahEj/QV2Zdd44PBRVFPRgop9K0Q9vwR1h1a5J1+fdvI/uxEZVP6gSoJfOSdjkl5PZRivu70uZyQwFwjnwLhiX8jLe80RD04jmsCf9MQ40M6aKMo/oJdjNuhVGaJbzz4wH/IrZJTUJLqcNCpT8ru0C2lxUbC0scvVkGCnoxs2bMDzN24w7jerQECPPbvdWjbE5AmlO8GV6IUIg1WpDDx69IiLZTFGUFRUFBgIzJwZGKtAktGjT39oEUtMzbpBgcMm+Lsh5MY/MNDRwq5tW3ibESNHI03TGLrtRvL/b6KugP519EnsUIlAz2gcdybWGwGgn0cWbfLDbx9B1PunHAjYt3N7iQRe2Yv2mLHjMHRZ0ZomqcSGu3tgI7TNqqNuZwFMkOTzIowlZEDIAPD6+hm8oVKA5k2bcjafgYEBd1dg79TVq1cvlHHFPsNz2FUMIO3WrVu+dLI2Q0eMRAoxBRmYIEX/U9PWRQYxsFRJx0BDTYV/L9SoUQP9+n1k+BZ2X27cuIHVv/+B+t0GwKZpfjF4xqI4+/svGDl8GAYN6F+pb68AKIh/ewRAQYwcVjVAgV0q011g9O3u3btz6hA7ffULCEYkncAcO3cRY4YMwJMnT7i13dO3HjAd9EuhGYp5fZc27ESPIlppZaMxHzx4EOcuX0dEaBCUDatD2aoBshiKS0JaUlLVIEU1skzgMQvVEE3XwF5IzQf9LMbTUHm7shKHquIAkUalAJ575lUa+0h2V69cuYI/1q2HDgmdav7HcJH03Y6hU9r417eoblsGkRHhVHveHNqkBVIYO4jNH3B+E2ZPGIlWzZtIejnCeF9oBk6ePIk9J85DjrRmpOnTLz0lGWn0R09FDjs2S1YUlWl/TCVwUIbKAdQdWkPZrCbXuUmJCIRUciySSfPnlx9nolmzvM4pXR17wmzgT6RzowtenkW2uZEJqUUCoXEeLxD76Ay2bd5YaivWvzZtxaWLTtDUN0aDHkNJXdy8wKfg0LyJdMK3ngMXQggZEDIgZEASGQhyf4P7R7fBytIS60upXyDKOgICAohllck/J8V5b/9xzhx4+gSgw6Q5BbIS0slS+uiS76g8cxXXQqjsIQAK4t8hAVAQI4dVEVAo6nJZbWgOq4Cpp4aqVof2ZzWwzOs7ljY+UaSbYGXnAEMdTbi880AKUbHMyP/17z9LJ+Qixm0ositDai9cuID3798jmtHD6IOUqcyrqGkgICSUI7U6dBqWkZZKfuL/wGrs8rJayhc1LnvRb2auXiaMh4jHF2CGKKxaWbnuxcgx41DNrC5U64teF16Sm54Q4MYZM4Wd6BY0FrNoHdqzM4YMrNzof0nyILQtmwxcvXoV67fthsWw+bkTxL6+g8wPjzFrxrdgjhwsHBwcCq1jLc3K2LxHTpxCVAyJcRJgZmaoz8HsESNG5BnO09OTn8Bt374dFx+9IfeFySJPF3LrCGprVcOCBQtE7sMaMjYQA9BzSvLc3Nww+6c5UDcwJZA5EwrKqrAkhXJjuzq5497aux7KWrpoREJiQggZEDIgZECcDLDyhvtHtyM5KhSLF8znGmOVLdh78/Tp0xEaEYVEKr9gB3M2Tb5B3S6Fv3c8PLEb8X5u/HO+Q4cOImnZVOR1C4CC+NkXAAUxcvilAQo5qWAvdOx034DEG9lJFovIh2cR8foeNHT0ULO6KXzIrjKArOx0GnWCkqkDSRSkgtXCKiWEkKbCLjGyWr5ds1W+p8Fm4hqEP7tKDhRB0O8g1KYXdRcYDXlEQ0Nok3r5+js+uVoMkrxzbltn4dA/B6Ctrc1BIEbTZhoL4iDqkljftOkzEKVmQbas+emEkhi/NGP4HFqGb8eOKJDiWJrxhD5fXgbY71D33n1hPuAnbrHLIiM1CR47f+X/rWZigyR6oWUuOg62NvhjTfk5iTx48AAr16xFCjElBvXrg/Hjx6N3/4HQ6TyBHH3ye5AXdHeYwOmc6VNEsjjL6T9k+EhEERtIz8wS44cNwjfffMN/1NXREQbWDqjRtB2CPV3h5/yY6MHpMLCpxbVOPJ/dQ59ffyeRs7zWkF/eUyNckZABIQNlmYGc8ob+ffti4sSJZTmVWGNPmTIFqQrqsG7cFipUIqFM7jvVZIrWk2JOO09O70e4L7nn0EHJH6t+4wKMlTUEQEH8OyMACmLk8EsDFO7du4fdB48iIpnoUK0GcDCBWSwGkeK2nmwafv31V36CxDbhEyZPge3ktWCWkTHvHiLJ6yW0FGWwavlS7spQlWLX3v04c+MBTHp9h9Cbh+hNOw36HUdXpUso17XWNVLFxKYmcHINgxOJpJVFsPrqyFsHifmSSBufZCjrmSAhLAAKRJ82phq/xg3ro2fPntDTywa8yjNGT52BavbtCrUmLc+15Mz1gcpEli+ciwYNCq5Xr4g1CXNWngxcunQJG3cdgMXQubmL4kJeVEf7aVmN/9kNcGxRv8xfbv0IjJ787XecLcYADp1W/ZHs8RTt7I353M+ePcO8pSth9Z+7SVGZzKT6X/b8Xzx/tkBx04L6duvuiIa9hsPqP3/0s7//jCb16sDd3R3RicnoOTuviwqjI/u4POFDJZM4GiuRazd2VuW5wcJKhAwIGagyGQh874JXl48Rw1erTMsbJJEQZtl498EjOP6wlMQg5Us15PGl07Hu9zVcm6GyhgAoiH9nBEBBjBx+KYAC01U4ec4JqemZ0Gs7iG+UYkhsMfb9IyRTvWvnbj3wI1FiP41DR49j3z8HuS1l9epWmDxxPD9BrqrB7DfPnTsHg3bDEOf2BLLqetBt3Z+sdSSn6l9Vc/PpulmpQw1dJe4I4R6WUKaXxGutSedCTv0jQJUU4kNWpB+Q5P8OGQkxUJLJQr9ePTFo0KAyXcung8+YMQNh6tbkGNKp3OYsbiJm32qWGY4VBOixU1QhhAx8moFZs2YhXLc21Ozy6hV82oaJg0Zd342je7eXafJYCcS2I+eg1pCsy8gJiAHXCd5vEPf0PKaOG4WOHbOdeJYsI+vJ0CTo0WdyUcGefe14X2xYv06kdU+YNBlWHfrDoLpdnvbO187Q5301fgqnQBZrhUUM6fLcP7IV3aYvEmk+oZGQASEDQgZYBpJio/Hw+A4kk5vC4gXzKmV5w6d3atO2nXj00gXfiAmeHpw7ARednCBTDKuhIp8SAVAQP/sCoCBGDqs6oJCWloYRY8cjVVoJGg27EpBgy7MRdP5vKKQnoD/ZPRal9MrEHQ0NDcXIYOXrOmT4CMjXaEFASSJCnlyGqkUtqNVsARX6WwiA2bdVhLVkYbmPdX+OxA/PIBUbgr2k7F6Yh7Ek793oCZORZduWtA4qB4CWFh/NbVD7kjMGo4sLIWSgoAx8+8OPiNexhRq53nwejInmfWAxLjmJbhVW2iyPIlthKYf2UCUHoU8j0vkmol5cx/IF/+NMGyYe9vPcBZCu3Rmq1T9rS+0Ys0KKbNKCru7D1SuXRV5Orz59YVCjNiKD/MkPPR0p8TGQqiZNQJw0FMjyLJFs2pg6uQnZQqrrGqBOx7ye6myiS38vQWpyCpr1Gw09y8p76iZyUoSGQgaEDJRpBl5dPg63hzcwoF9fjBtXNdyZOnXugkELN5aamcCYXcxy9+WlYwQoXCjT/Io7uAAoiJtBktYgymGW+MN8nSNUNUDh6dOn2LJ9F3nRBtCLVBrkqAaUqW+r12qNTKKVx1LpQhS91E2kD7t+vRy/zptKV92pUyfUmLwOUtLSCL17kk7PnOlfq8Gk7/eQVRbqZivjgxHn5Yzox05UghMHfSq5qVe3NqZOnSpxRHzEyFGQsm4O9TrfVKo0JIf6IuLxeSQGeaFF8+ZYOP8jtb1SLVRYTIVlYOfOnTh/7zmUq9eHhkPLPOvwPLAImczjXFYWO7ZsKlOgeMyYMcio0Rbq9h/ZEhHsd9fXGY0b1MPLV6+4lWUmiURKyylAmj5zzcn1ISc89y2AvoYK0ukzOY6EhH9buhh2dnnZBkUluc+AwchS0oAK2VkqmdgiKyOd/qSRCxD9TXW/fE6yiE2mMr7EYC/E+b6DVYMW0DaxRABRlYPdXbhYo4GVPXxeP4MMgRqW9VsgKsiPdBZqwrZ5hwq7x8LEQgaEDFSuDAS5v4bzlRMw1dfBmlWrKtfiilgNYy5fvfcE7Sd8/OwtyeLf378K93tXudC7Y9fO5coiLck6c9oKgEJpspa3jwAoiJHDqgIonD17FidOn0VoZBT02w7huggpoX6IdX8CNVKrjg4JgCyd9liYmWD0yOFoSv63X3N8N/NHBMRnQqt+ByiS5SQLz/2LoNd6gMBUqOQPRnKYH5KpLCI9NhQRL2/C0NQcXTq042UA7ItNVVUV6uq0QTE3L5FP/fHjx7Fj914YtR8KJdqQVdZgbIV4+r2OpBPcBf/7Bc0JXBBCyADLwKFDh7D/6EnY2Nojopo6NMiWNCfYpjo9MY4AuQT4HF9DJ/5XyixprGQo2rgJ1Go05HMwIKy6cgaWz/sFw0aORqKCFvRa9uW2kfEfniPgyl76LO7I7X5TyHayQXVDzJ+bLSZZmpg67TvE6NhDq15+3/SCxkuNCUfw9f1Ij4uEQ8v2MK7ZAOp6RrlNWQnE0zP7YOLQEF4k2BhPdOZ2Y36Atmn2d4cQ5ZOBOwc3c0CM3RtNcunQMbMSrD3LJ/X5ZmllqQUp+tc7XpEVtILKMe29w1sQE+BN+gGrYWJiUjkWJeIqRo8dB/PmnTlYWtJgDC+mm3CZtHuqSgiAgvh3SgAUxMhhZQYUHj58iH+OnsB71zdQoBczZav6kEpPQYTLHcgrKaNZg7oYOHAgbGxseAYY9bMy1zeJcZtK3JUpoi9duhTPnN+gmqoWdNoMRsC5TbAY/Auk5QXv8RIntAI7RLs+QKqfK6c1MyeSTGLmyMorIpHsT6lgGv/7+adcdffPl3nz5k1cvHgRbt6+yJRRgkGXcZCl56EqREpUCCLuHEU8MRbkFamkSUMDdtbVMXeuwFyoCvdP3DWuWbMGtx48RmpiApQ1tNCuRROMHj0aq1evhru3H5Sb9YMync4XFIkB7oi4cQBnThwVdxmF9mdUWv02AwmwtUY02RBLBbvh6KF/+PfQ4BHEYJBXgWaj7gi+sgvLFs3Hnj17uMMLK4UYOnRooeOy/rdv30b79nnBgmSyB960aRNc3rxFcHAwsqrJ8M9yJQNzKFnUgapV4T7pjP0T/vAc5LJS0W3avGJz8p5ozX6vn6JjKU/2ip1AaIBYolGHershKsCHRDKj4ff2Bep17oeY0EDERYQiMYbs7ejfG3YfBNuWZWPzK9yGgjOgIi+DgXWM8DYkDo98o77KNPnS7//dQ1vQrWtXMP2aqhhDR4yCfcd+MHUoudBzmI87np87gD1bN1e4M5eouRcABVEzVXg7AVAQI4eVEVBg6tnTvp+JVNJHUDQisIBOnqSlspBMG6hO7dpgwIABMDY2FuOqv66uTiQks2H7bliNWvJ1XfhXcLV+J9dicLd2GDYsr+ibp6cnpnw7DbIqGlS7XRdK5rWgZGRVJTPCtEBSCVxgfzKTYhH68DzmLliEb1rnpbxXyYsTFp0vA6ysjX1exWXKIjk8AHps007fA6E3/kFqsCdOHjuCB4+fYdmyJZBRUIE82X9pNOiSq5+TM2DM69tIfXsLrVo05/7jko5p06bhg38wLxdgVZdpCbEYPLA/tz41IhcXRrc9ffEKpowdhc6di94Q3r17F9evX4fLW1fEREaQ2KIt2T2+h4a2HkYOG8yZSH9v3Y5qiir8tE3PogYU1TQQ6OaCaCpTeP/4Ngy7TSSLSvN8l8lEYEOu7oZFrYZo2GNIsWlgZRr/7lyDZgPGQ4XYf0JIJgOez+/B7f41JBBQkEZC0Iytokr5VaV7rFfdHjWatSMdjLxitAxcuLZtFfrPW88XwU5NRVWp93/znBgnJd9ISeZqq/YovR0MoEWW0pfehyIoNrlqX0wpVs8209d3/E6OVEq0mVZCDZvqWLp4cSlGAhITE8tFF6qgxS1atAhhGXJo1GuEyGuPiwhBgOsr+Do/QkSgL6aS3WRfssSsCiEACuLfJQFQECOHlRFQiIqKwqhxEyFPpzlGulqcgcDcF1q1yi/EJcalf3FdGRBz5MgR1K5dG76+vtzepm3btkhNTUXfwcNg2HUiFET0RP/ikiPiBTEHCCXZaohITMvtwf7NREOhzB0hRFxinmZ+J37HxpWLYGpqmuff2Zf4SBIrVbZrAbV62YrzX0qwGnG3zT+AKe0L8eVkgJ3MTyIbxqDQMBh0GMnZB+475kC3WW8om9tzZg0r25o+cQzftLP2zJrx7du3uHD1BjRb9Ie8cV5xwXift1Q6cw01zfRJp2CRRJPFXHUe+MZBu2U/Pi5jRUS9uEqaBT74plVzpKSkICQyGiExSYgL9IKeoRGvw80B/1gJ0tVr1+FPwo1yisoEFDSHLgEFBtY1c9fp/+YZnjsRy0JKirs2RNJpNnv+NYgSz8oSckJKVh5Z0nIw6zeLQJZsBhorAYl1e4pol1uo3747LOsV7o5RUGKOLvoWlg1aojFZUwpReAYyKM++zk8QF0msguhIJMZGITk+lvQs0pBGAEAaMUsyqY2GgTEc2vWAoiqBvNr6IpcynFw5C9Lk1JSWkkzPgCrS6bnSMDRDvW4D+HPwaSTEROL5+UMERr1DWlIShq3YIdy6EmaAlTrY6KggPiUdx5wDS9j7y2ieRlbqyQlxSEmI53+He5MVrddb7N29M/cCFyxcCPcPXpAmEExfVxt//PFHnov38PDAvEWLoaqmju2bNlZIYm7cuIENW3eQhe5KkeZ3J8Dv1bXTMDMzRacOHYoUdBdpwHJuJAAK4idcABTEyGFlBBTEuJyvuuu4CRMRniJFKqWZ/AU0LSYMTmdP85y4ublh1pxfoUgv6XrtR9CPWXWgEJ9noJ11djnADY/suskRDQxR10iVW0wuvOxR6RIWcO5v9GzVoFDF5X4DB0OlcS+o2XxZJ1URjy8gy/s5mjdriokTJ1bYCUileyCq6ILY99Av8xZCp3FXqNduy68inbQ0gq/tJU0EYqiQHaQ0bbp7demEKZMKdgHpO3g4dLtO4haOn8eHvfOwdN6vaNSokVgZYiVEjE1Qp04deHl54eYLVyojmkhuDR/LyOLJqjji1U2uXaNoZE2lCPWRlZlBej/PkR74HupSyfDzdIcRAQfaFrYwtq8LFc2PtrLFLTA9LRWp9KLPC7xzgk67fV49xtsH/9KGM5l/vjM7ZFVtXdRu1xPmdZsUN2yBP7+8ZTnZxMWgVvuesG7UulRjfMmdmKDlC9rAy5B1qIKyCpTIYUOJ7iUDfxRV1fnfCvS3Iv3NQKPSRFxkGIlovuZgk4a+MZjqfKDrS/gSA6Hvr9mbuFeXT8KHTlQT42JgRcCUSa3GeHJ6HwcgOk8VSsREzXsTUw04GGTbrX7N5Q4F5Svg1QPcOb4H6pqa0NDUgoqJDTRJ5JV93lAdJp4R8Ll9y+Y8Yrg9evUmTRA5TJ86OddKV9R7Ial2nbt0xcAFfxGzR6HYIauCNWRRFyEACsXe4mIbCIBCsSkqvIEAKIiRvErW9cCBAzh+/QFMen2H6Df3IOP9GHt2bMuzyt9++w33XdxgNqB0qreV7JIlvpzvW5vDOSiOAwrNzDU4oJATDFD4lLkg8clLMWD067uQ9X2K3du3Fth7+/btcHroDOMe35Zi9MrdhT3jyaQtkRTijQunT1TuxQqrKzYDXbo7wnLYfMgU4kITeHkX6hgog9FYWcydvxAvXr6ArJw8/xMfHwer0cu5s83nEe/lgvgnZ3CcNA5EDaZjcP78edIfIZFUtoEnoFadmBKZ8qpU5iCDpFB/mPSZIepwue38SctGsVoGOk/+pcR9i+twc++f/PTaqEYt6JhURzUxPdPZabvrLSde069PZRj2bT6KYBa3lq/h588vHCL9g1i0GDK5XC83gZgQV7eupBPkOCp90SRAShs2zdrnqxV/d/cyXlw6TiUTGyBHjE8hCs4A00xgYIK5phJSMzJx8V0oZyiw/y7P8HF+zH/XYoL9eHkLY7owPSw1KouRI1cWbfqd1jI2J7ZLxYgjpiTGI9z3A1Uhp8GsVl5wlgmjX960DIMG9MeoUaMwcvQYpGRkoUaLjojzeIm//8ou2ynvGDRkGOr0GAZj27y2vZ+vw+vFA7jdPIfDBw+U9xIlNp8AKIifSgFQECOHAqAgRvIqYdf1Gzfhzou3yJSWRc/mdTB27Nh8q3Ts3Q+GjlOgoJuXJl8JL6fcl2SirgAbXSVEUsmDtbYSchgLbCGPfKOx/1lQua+pqAmzqN7Zc998XDx7qtBmzELU9tu/KtW6JbmY6HePoOT3DNs2bZDksMJY5ZyBtWvX4r5HCAw6jSlw5iSf15B5fwNbN2/iZVyOjo4wH/Qz2QUncctgWRLuldfUL3TVgRe2wEAujZeBNWzYENbW1oW2HTF+MiKjY6BmXZ+LAcuQg1BCwAckkPuIcc9veTmBFNHQSxMRd4/BUE8btenUX9LB6MlXt6wQmeJb1Py+Lk/xiqzi2Ak529CY1W6COp36SHrJVXo8tuG7uu03mNrVQb3uxetTSPJi2dzVCDxjJ8DSMrKFDs1KJU6umAnHH5aWiAkjybVW5rGsqbyhqZkG5KSz9SsqgpkQ+N6ZCyBq6RpyAUA9QxPoGZkRiJlFoKA0AZjycHd5hpBgf8THRtO/yZHmRnvYt+5Muhv5AdSKzPeVzQTqpiZA26YeGpCgKHv+TiybUWFuCStXrkSErCYc2uYHQz0e/gvP5/cRExbENU1+W7GMlwxX1RAABfHvnAAoiJFDAVAQI3mVtOvp06ex+8QFJJGI5ZVLF/OtcvO2nTh77jw0arWEqk0jyBXxEl5JL7HcljWyoSF/2ciJ9Xd9K52WQpynMxKfnsOxQwUj60NGjoF83S5FqsCXW0LLYKI4z1dIfO6EY//sK4PRhSHLKwOXyJ5r+3EnGJDWy+eb9eRwfwQRIJDDRAkKCsKk776H6ZC5/OVa1Ih6dgXx3q+RFBGILh3bY/bs2fm6/jjnZ/hlqkH3P22EnAZB//4DKQISDDqNFnW6AtsxS9RMXxe0Gy1ZoUgmDPn07AEEvnNG75/XiLVG1jk1OQlXNi1Fj1kr+Ckps61lURJhQLEXUYkHCHzvgntHtpJApg3pX7QkwEW8cpqyvNQ0upcnln+PIUvzMhbLcs7KPjYDEOoZqeWWODA2wmM6NHAPJzZSOceRhVPRrnt/tOmarcdSXAT5eeH0gS384KjDxDnFNS/Xn7vRJv0lsWJaDJ4EE/ts55mnJ3ahac3qnLlQ3vHgwQOsWvsnes/J+5nIgITXV45j2JDBaNKkCbfhruohAAri30EBUBAjhwKgIEbyKnFXRtddsWYt0qn++NrV/H7sjx49wuGjx+Hq6gojx8nkAFD4aV0lvsxyWdqnoAIreaiMWgphNw9CNyMKGzfmFz/q1rM3TPvO/GKBo5j3TxHz5BzOlqFFYLk8aF/xJGFhYRg+chRqTF6bJwuJgR8Q+/4x0kM8cfrIR8Bs9+7duHHnHiLjkzlLoaRsgcBLu1DbQAmLP1MuDyCBxHETJsFm0u/57kbA2Y1QqdEY6nZNxb5TPsfXoEbdRqhFIn2SikC313hwbAe6TV9EtfwaVKGRmc81oCRz+ZI+gPPVU1BS12SSPCQMKItQH6YjkwW7lp1IV6FXSYb7otoyS70XTkdgZFsbdTsPEFlgsSKTEE2n2//u/B395v5ZkcsQe25W7iFPehXMXaU0wYCEJnRIwIQXg+OSycWBxFPjUyrUzYFZiDqtX4BFGw+V6JJ2rl1IZVjW9LvYu0T9yrIxsz+9f3gr2o+bTbof2Zbu16g8p0eHNkXa5Zblmhx79uKfi8qfaNVc37EGHZo1KJDFW5ZrKcuxBUBB/OwKgIIYORQABTGSV8m7+vv7g536TZgwodCVDho+Eor1u3+xp9eSukVMmHFEAyMokgOEkyuJXb4Ll9TQEhsn4vYRpAS64e8//8gVRiqORi6xyStgoNToUMS9vY8I0pEYNXwoRowQ3RqqApYrTFlEBnr26QsZbRPIahmRhoIG0mPDEeP2hDv9NK5bmzMJlMjCjMXFixe5raS6Qyuo12zByxFEDaa2H//uIVLdH2L/ji2Qlc1LFR8waAiUGvekUoePIqZBpN0QR24RqqY1yJpxkqhTFdku7MEZqGTEo9UQyYyXMxnbMGqbWBGLIAlBHm8QT+UKCspqyMhIg7aRBeRJpE+fLAp1TKuDKAd8I6xAtdmsNlpeSYUPk5qUgEsbl0BOjqj0RKlnzIceQ8YjKiwE+lS/bWJhjZ3rFkHVwBR1ug6USD7KYpBn5w8jPiqMAyvsj4y8PCzqNiWdgYZiT3dkwRQYWNmjvuNgqOkYiD1eeQ0Q4PoCLC+9flpVXlNKdB72nF6mZzOBtD2MCcyp0bwDiV5qcHvTwgAGsdWq7AAAIABJREFUpo+gIkd/6G8tRRkqacx+zv/1CK9QEOHTxLwlnZIAAqmmz8sPZBaXwN9+noTu3y8utehnceOX9OeH50+Ctq4+mgyZCvX/XEiubV+Fob26oUcPyQGoJVnX5ClToVWzCX9eWLg9uAbvp7dxaN+ekgxT6dsKgIL4t0gAFMTIoQAoiJG8L6Drz7/OhU+GGnSaf72nTaLeRmYf+UNrMxiTzkJlFGhk15Hg+xYBl3aiJyHyLs7OCIqIhunAOahGNZhVPTKSE5AU7I1kEmHMiAlGjLcrp2ErUMlOcmwEZkyZiO7dBdG4qnifX7x4gTt37iAkJAQREREwMDDgAFFhOgebtm7HmTNnkJmWQqfwMlA0toYpaRuIEtGv/kW8y02cPnGMN2fODcxe7NHjJ5DV0IWUrAI5TJCrBP3OmA76Bb6Hl0PVrjm06rYlJkThteqizJ3TJoYcH6IenkH/X0u+gShqHqbsz4TdqtvVRo/B47PdfOhPVFgw4qj2+t2rJwjw9aQNdhZiyXZSmbEPSAuCbcbYH1bmkEG6LAoEnH77v8LXdmDTSiRLSZPzQ5s8NpclyUFZtX155SQ+PLrJnS2q0bVJ0WcEq49m4In745sEmCQSCKAPi3otYNsie4NRmrhzcBNCPrhCnere247+oUqwFPhmiqzxfF49Qidyf7h/bBvTGkVLoqdX9sgu2/gh9xT/4rG98PV0Q3hoAGTJZYNwL+jSab1N03a5J+PsmhgjgYEIstWkIC9TDfGpGVS2GF/ugouF5fel02FEkC3jtLmlK1P68O41Th/cBseZyyr8Fl7btgo92reCsbEx1m3cnAtcvbx4DAoJoVi1qmKALObM8+eW7Wg3ZiZu798AVQU57Ni6ucLzJekFCICC+BkVAAUxcigACmIkr4p3ZTRjdgo1ZPgIbiWpalm0Cm4Vv1yJLD/H+eGES0iutaREBpbwIOG3j0GaNkeadb6R8MjlP1wqgQURd44hzt8dqhqaqG5qhOTUdIRmKkGFTqkTfd5ANzUUf/2xuvwXJ8xYYRkYM34ikhW0kKmkASVTWyrbsuEbyE8jPTEW6SRUmGOxmJWeiqAru9GmdWvcv3eHLBGjIaNEFn8GllAys0dqZAiqySuS5aMlpEibIfjqXgItUqFm1xh6LfqKda1MhyCSNBxSwnyRmRSLlOhwYgUooyGdcmvTyb+SerZlrTjBNssnV87Eog2iU6c93r6CMnnFuzy5CxVyDIgmlfnug/KL+X66rihqs+/vlUgiZw126l+v+2Bxli2Rvq9vXoDbvavcWrEBqbprGBgXOC5jbTBatjfVUCfGREJJQwtmdZpw0TamVP/8wmECKKMQT9R6FgyMYC4KanTa2vI/Nwfn6wRmEfDC3EU8CKQwdWiABo5DJXId5THI8/MHEUZq/Uz/ISUxgQvTsWfQuGZDsqV8Tc4VMdzqlLmEdJz0C2exSCpCPN8RS8auRMMlEPj1L1HUf1q+qdB+biRa+ObFI7g6P0X78T9WmBNCSS7s1eUT9HkQiFHTxbP23E8Anwx939fvNqgk00u0bbDHW7y+dAT/7N3Nx5354xzIk7WkbcsuSIgKx8UNi3Dh3FmJzlmSwebQ4ZnLq5eYMnkSeveuPCUiJbmG4toKgEJxGSr+5wKgUHyOCm0hAApiJK8Kd01OTsbkGbMR6O1B/rzyyKCXhyx6cZbX0IeiqR1ULBygTH8LkT8DS7pY85KHhz7RQnpEzEBmOqni/3dayk5M+X+LEJFPLyHy1Q38b86PaNOmDe9x8uwF7D9ziVthMkFGBa9H2LpxnQijCU2+hAzcunULK1atgV6zHsQcaMbZN2kEOoVc20tOD3rkwJCG5MhgpMaE0+m0FBToZDo9LY1fuqa2DmZMncRFuuSsm0Kz7jcIPL+ZbNQJNLBtAo3abfOkiG2qgm8cQlpMKMz6zSpV+pIjAhD9+gGSfFwgo0oWfySEq0wASDU5RSR+eIHI13eQGhuJRo5DyI4thW9U7Vp0KpXlYzr9nr2k2n7p5HgMnVw+1sD7N69GMq2Z0YlzNooR/j5UelG2ImfBxA5gZQcsbu9dj2SiwzfsOZzmtRD5PjEAhukheD2/h0QCEBhDw6ZJW1g1yf6sYWACYzhkUF5db13Ah2f3aOOdXTqSSc9UOgObiO3QbGDhZYUiL6acGzImi4l9fWLiZLNu3B/dQJi3G1R1DDkYo2VsiVCv93h0cg+JORZsSyzqkv3ePIP3y4fwf/sSRpY1EBrgg5ptuyAjLZ07Veia20D/v3tZ2JiX/16KGrYO6DZwTJHT7vlzMdLlFGhzPRjKBBZ9Gux3K4nAImaHylBGVbp3kgRLRM0Ha+f28Doi3d9izAzxwIScOdct+gFtx87i+ikVET7OT+Bx+wIO7N3Fp1+3bh1e+wSj1fBp/P8/JAHTTs3qY8CAARWxPO4MxA7QvuQQAAXx764AKIiRQwFQECN5Vbzrr3PnwyM2k4TGmiAzJRGJ3i5kjeaOtIRYyKuqE/1XH3rthkO2EF/4Kn75wvLLOAMRT5wIDLjFaenK2vpIiAjmNlgsZFWYaFwGPx2WVVGHtKouiUbqITUqBBlx4XSqHEu+6UowUJHFxr8+iohFRkZiyNBhqDFlHbWJgeeBxahZ0wFDBg1As2bNyviKhOErOgPMwWbLzj3QatgVMVS2kBofnU1np5P+DcRQuXLlChITE2Fvb48GDRpAT08v35I3bNiAC5evwnp8Xvots5VMT4yDEQFVqQQgKBFrgYX/2b8hS2U1+q1L/iIc5XwbYVTaoF6jEXSI4SBNG52CItHrFfwu7oR69TpIIpaEvJw0zGs1hF2rrvR7UHCfz8dJjInCrb1/Ul85TPppGWSKsBKU5H1MSUrC0Z1rEeTviyRig7BNmzrVUCsS26H1iO94iQETdpRkMPDg/O+/cks6wxq1+an60GXiORgkEltFlM1YVJAfNA2/HsvlJGIrXCa3D/bZ3X3WctqUifY8MgtT19sX4f/mOaQJlKnhUB8d+wwjW0RFhAb5486lU2SBGAUGgsXGUWle7cbQMDTnrA8Z+uxnTBNpYkiwYGu4TnX4jVt3QNvOxTOFdq9fCn8vN64LYtOsHYLd34CxHGKJWSNH5RFsDgZksOdVQ8+Yz23XqhP/LClNsOePXWtSXCyxXRqTJezHEtJPHVI+HfvGnj9hZmwCx0HjSjNlvj7bf58HLetaBdojSmSCYgZ5T6U0UW8J3N+aDT4tXboUQSnSaNw7W9solsqurm5dgfNnTpfHcr7KOQRAQfzbLgAKYuRQABTESN4X0HX+khV49OAeyBcMZr2mQoFowzwSIvHh0ErIkaCXnK45tJr2hCydrgkhZECUDIQQrdxcQw6Tx43mApEqKtlCWP36D0BKZjXaCEZBlr00amrAxECfC+6xEwTmwa2rqwsjIyPej9k5fRqDhpGIaENHqFavC78zG/gLoJKpPSKeXsRlp/O8KftMq1u3rijLFNpUsQw8e/YMW7ftQAate/0fa/hzxSwkNTU1+bPDgjk1LFm2AiOGDUFrKm1gsWXLFtwkV4iI0GComttDt+1QDmp9HpGvbiLO9T7tnTK5Q46KRR3OglEyIDq445RSZctz/yJYDptPWgXF+8Vn0WactYt2volY92eQpivtOWMhomgDpsV86T8LJpjI2D6Mxu/010IsWF+wdWypFl6KTqkpTIMhE4oE8Fw7cwivnt7jZSixkaG0fnMY2jjAqnFbKBJgLU6cWjkbLYdO4WyEh8d2cv2Cxn3K35JOnGuoSn0ZSMRKFe6Rej9jZ7BtNyt3sScNCocOeenjDHB5/e85BLq5kJZHLQyZOJvET4s/GT60bQ2C/Hzo+UmnTb8iIqn8RJEEF/UtbeDn+gq9hk1CvabZzBFR483zh3B+cgc6+kaoSaU5xpb53ayiyGHh6K71CAnwQ9uR3xXLlMiZmwEmEf5e3O2DKCzo0GMw+Z9kwvP9G4RHhiOSfmdT6TNEWV2ba5WYs/nJRvENleawzbeZtR0mzCagRkLhR3oSh3asI/vSxtCk3zUNAxOoautx4KQ84vGpvaiuqYCffspmRv38889IVjVAvS79c6d/fGI3TNTlMffXX8pjSV/dHAKgIP4tFwAFMXIoAApiJO8L6hoaGooZP89DYjoJG7Xow2uKk3xfI4LUyOXopTY6JhZqlrWh3YwBC+LX+n4pqWOq8cFXdkHDoSXVYDt8KZdVqutIDPpAm7GHiCdNg/Zt26D9N234Zi86OhoxMTF80zdkyBDMnP0T3D29IaehB2l1HSQHkUgcMWT+Xr8WlpbZp8IFxfbt2+H04BWMe2ZTKNOT4iGjqMKp7T5HV/FTJ6bany5Fp1rpyejbozvGjZPM6U+pEiJ0qpAMMGDK0dERcvQ5pauvjwAPVwIRakKFShpUreqLXG7DLCuDr+/j1HYZRWXotuxPDhTEqFHToTKL4jdIORcfcfcYFxA16jIWCrqin2wnkfho2J3jyEiIhrqOLokINkOQ2xuwjYwabRT83zlDQUUN1Ru2hNezu5i9ZEOF5LuoSZOphICdSMdQDfXLh7fw7uUTJFFJSufJc0tV0sHmurZ9NZU62OWxrWSlB6W1Eax0SavkC2KlEey5Y+4Knk9uIiY8FEbEEgl894o0KALJmUURNes1Qc+h4peBfKBn/L3LC3QfOLrMs8KYEmvnfQvb1lTzH80Ab0X+TKlo6VBphAGiAn050yEy0AdxxHSoRmKP2qSr0apTL9Rtkg1c5sTbl48IVFPBqX2b0IlYGWHBAXj78jHS6LNE39AYw6bMKZPref/6OR7dcEIE3ZNEAnxYOas1le84fFP27gonV8zEiiWLULt2bX5tU6ZNh17dlrCs3wIB9GwwUU1NKhdy+nMeZ5IJIfkMCICC+DkVAAUxcigACmIk7wvsevjwYRw/fR5yNk2hSjRdRktn1nyxHs/R0KEGHj97QWBDdar5Ldg2UZ42iCm0wSsoivrZp+0ViPqeHBVa4BhydKrIaM6FhTTRGTOIBltQcDcAotQXFsx+Lp2cBIoKWbK0S6MX/Jxg+WGnihnJcagxufR1/NpKsohIzK7zrooRdGk70sL90bwR1eTSicj9x3S6qqpNJzQJVKOrAHZfGAU7PSoQv8yeCQcHB+zevRtPXrziyv7pdM9sHWph47o/Crz8zZs34+LN++RY8XO+k152msyYCsmhvvxkWVHfAolBXkRV34Czp0/lnlxXxbwKay48A4xKzPQUXFxc4O3tzRsyQMrOzg4bt+6AVpuh/HlQIbFFcYJ9ZrBnK+71Lfpsi0AGWTLKqmhyxoI8faaIEnFeLgi9eQjaDTpD1b4ZL30IvUnif5GB9HlqRaKPTTgwpkqgbSw5QKTGhFFJxy10nfo/vilgVPzrZAmpoW/CT/nDfNyp/r0ep2w7k7Abo+s7Um15/ebfiLKcCmuzbc086NaoBfs2pXdjCaGT2BekjN/1uwUVdh3CxNkZYDT/ENpkR/h7w7ZuI7Tu0gf6BTBpqlK+Dvy9gpYrBUUSogwjtkUS6U1x+R/6V1NiS9hQ6Ya5tT3UPtNn+Pwab18+hRDKy8DxMyvs8tMIaNtD5R+REWHoMHEOiYvqlMlaGMDCNC4unDuTO3637o7o+eNvXODzOglqamlpIoJKFpmeUsMG9bF8+fIyWcvXPKgAKIh/9wVAQYwcCoCCGMn7grsuXL4KD+7e5h7vynS6p2BSA2E3DuLShfPo6tgTWg068ZO6fEG1kqx8oqBg4lbMD7zYYN/e/9Xa52tb1M9YY/atn12mX6K1scZZTCywsHn/G439+HM9QQawpAS8R+iTS0hLjOHClrJ0eqNgVANKZGenoGNS5CV/Y6WFAXX0kZSWAf+YFN7WOSiORB9j+L9V9vAiHYP2rVvAw90NHzw8oEqCnuokbqdk/F/5zCcXEEB16oYKmdi0UfTT1Cnfz0ZoQhqMHKeKnIqY908QevsI2YkpYfNfa2FqKvrJsMiTCA0rNAPjJk5GMNmiKuqaQJ5+B5kbQ1qEH1IIjEyJDoNh5zFQs6on8TVGkFBogs9rmPX/UeSxsxiT6do+JIb4IoM+I1j5mKptU6jZNETI7aPIpH+TU1Kll+9oSEtlQUPXAK2HfUtgwkcmRAadbqZRScG9w1uQEh8PY9rYmNVqzOvbF/z1D7dQLSpS6ISQnbi+pjKEWBIgdGjQDFo0T3lFRGgQtv2+AH1/LRg0FHUdh+dP5mOw+nghyj8D0cH+3H6THkYkk0vGRKLtu9HJ+DmyLpy9Ykv5L6gSzsjAzkXTBmPJ5mxr2ooO5oBx5sgudJjwU5FuMuzexoQGknaFLIzt6nJBUlGClXCEv3mMHds+3v9OnTph2IqduH9kG2wNNPDjj9mflz4+PrxUTVtbW5ShhTYlyIAAKJQgWYU0FQAFMXIoAApiJO8r6DppyrfwCwlDZmoyF1bq0Y2UmelE/r5PHLRbFi+O9BWkKPcSGfKeHh+JJDqpTyb6fxoxKZKDvehLWYbovbJIjYvkX9BK+uZQNLFD++aNMNGxZaEpcnKlumhyk6jM4b7zZ9SuaQ/vUBJRNK8FjZotSL0+v2hXZnoa/E6uRW0rM6xYtqREl/Tdd9/R+DGwGPo/kfsx1khyhD8SqP69sZ4MZs+eLXJfoWHVyMCI0WORadEIWvXaF7jgHH0BSV4N2yj4Hl4B0wE/8rIHUUXc/E6vh6KWPnTaDOHLSQj2hrKBRb6lfdi3EA279IUVlTGwYLXrLy4eRRgJzMkpKiI+KhINewxFGrEkPlBtOAMgVLV0aXOXBhVVVe46YEIq+qnE+OnafxRhu5l4S1Z6DEB4ePsyjZdJgAVgbGENjzcvqMa9Njlf6KNzvxEil4KUJp/spJQ5bZzY+zdUzaxh26JjaYbhtPOr235DO1Kz1zXPXw9fqkGFTiXKwNFF0+iE3pYzEdgzlhMvH97E6f2bYVe3MezpT92meR1TSjRJFW7MgLttq/6H3iOmwMjciph5H61sXz2iQxoqy6tZv1mZ/r4VlD4G+IRERaHVsLzAvNeL+/B99QgBbq85SMeYhFK05l7ELhAlWAnWmdVz4HT+XB5Qs5tjD3T7P3tXAVbV0kWXSnd3o2B3dyd2d3d3Y3d3B/rsTuxuESUkBEQa6S5B/z2H30DqXs7F4uzv4+GTmTkz6xyuZ9bsvdZ4sorcMA/Xr18TZSihDU8EBEKBJ4DUXSAUeGAoEAo8wCsCXe/du4eNB47DsMN4JNMmOfr1LZiqysDTxxeWg5YWAQT4LzEx0JsriWCp1zIZlNovE4cq5mQ1Vi3v09OvGQtJaRmwJ2IhMDbnUg7+MxR/hFRKA2d2e5pqykiSUYNeq6F5DpJMG6jQa7tx5cI5sS525coVbD94lOz9mtBLDr3oFC/BfVEBKz5TOQWz+2OaHgoGJVHs/xu88CfnoUip4wr6lnRaHYog2sxdvSgoS4sF/F/QmJU6TJsxi9vYK5HFrZxJWc5NobAimcoeGIHgT8SYdh0SoqNNfdTbx1ApWQ1KlpVos54OeR0TJBOJWJzKfFhpRDLpg2SQ1kcaPYeylKmk2+C7QNmP82S2lxFPzpHLjjcUlBRJD0SeRO9ikZqcCB0zaxJaI5cIYwtOaO3nuEUb7HjSKChZrQFpw31CKpEMjFAIcHvNbRCYYKGmoSmqdxzAuSI8O70PrW26w7JMRTy7d5XSugPhT2UEY+eulTh0jNDYuXI24ugkmyngM4G9psP414+fWzGFLCqtuZr95sNncmsU4tcgcHTOUMzbdDhHtwdGHN2/egZvHZ8imtLsS5auiH7jZv+aif1BV7nw307OZSKDnv+khDjokCsI+z1TUlUlYo0OHohcY4RDybK/Vjx4ve0EEj9O/UZmKFIpVQYdFrXq3A+lK2Z+di6dPAAtR8+FirZ+vogy5wxGGNhfvZKtbf/Bw6BZqgJkSOB79bJF+Y4lNOCPgEAo8MdQIBR4YCgQCjzAKyJdO3XrCY3GfSiF3YpbseeOiWBaBqY9Z+d4Gl1EYBFrmfLSJdCkpAaaWKqD/fnHSP70GV4Riaior5zrmM/8YvCfY4hY1yysxkx9nonFyciSCKKmMVcqUoLsHz+nJEC7YQ/SS8j55d5r9zTs37sbhoaGYk1t5cqVeOvugQwSW/xMmhVskyJHpThfMlKhqaqMgNAwUpGPhH7DbohyeYDK1pZ46fgapYZmnrAEnFqNJbMmo2LFimJdV2j8dyDg7OxMJ2DX4RsQDP+wSBh3mpjrM8hnRT4H5qA4PduymgakfRBKDhAVSGTRCLEkRPqJbCalSCekWLESnMYKy44oLk3WdIrqJA6phuTAd9BvNYQTu80t3tvNR7kGLVG2YWsEkqq9NP1+6VqUznPKl9fP5WzqmOjaV4u9HzukkDCbHKny/xw3dy5Dl74jYWhigciPIbDbvBjNO/ZBxZ/E5fjgxU5qD25ajM+EgxZlJZSu14yE7hT5DJml76srJ6gmXJPq+K+hQd8x0CTC5efIoKyxnHCR2CT+0YFYec3TU3uhSDX3jMRiFo6q9D0q6ANenT+Mibb5l60kJyXC8fEdPL9njynLtv+jSOW+LHenl1ymhr+PB3w8XGBuXR5mpL3AIir8I/1uLEKV2o3RxKbHL8OGZSqFkK7D11AgnQimC/E1Dm5eBqvGbaFhbJnvnBiZcHWTLZeZkFO0tWmPthMX44PjY6R99MPm9WvyHVNowA8BgVDghx/rLRAKPDAUCAUe4BWRrkwQ745rAHSb9+dWnEanaakhXlQDXLuIIMBvmZUMlNGlAglCkh6Coer3cgCviCQ8948lrYQYjmzoSm1yi8TkFMy85stvIhLoHfniMpi1noIa6WfIqaAEqd9//lKM6tdToUgZGExIzqTb9BxV8COfnEVDCw1cv3UHSxbaflOD/nlaERERGDthEk4cFc0Cr/+AQYggFxLm+jCd6jTZyfUDp3cw7jwJMbTZ++JxH0cOHZTA6oUh/nQE7O3tsfPgf9DvOIlzAJFUsM2+bv3OUDCjuuKfbNhSwgMQYk+bLwMLJEeGoLi8CoqRy0gi6SUwa0pZLUPKsGlKWTTZX9I/JcZRXUM6op3uolhUAFqPmSvylJ1vnKEkiSTKPMj8XBY3TiwYjQkLNlLJA5VMUKyaPgSTl24nojDzMyqdsh0SYmOg9v+f5zd+AglDptAmMpY2GrfOH+U2LmwspmzPiMAa7XuR4nzO5Sn5jZ3fz69tWYjGgycTeZJpRxkR8B7eVOcfFeBLn0+fOatKpt/D8DKrXIvbIAuROwKOZIUY9d4dqkQosEyDBBLWY6ntquR2MHWJ6Po37AoOj27B6fl9DJWgReLfeO/eE6nAbGsjSaMgljb2cpRV8871FZWNDESF6rmXPv6qtdqfPghfP180HZJ/eSB7Fm7tWIYzJ47mOr0WLVui99LdZGkbAa8nN6GUkYgVy4Ss1sK8nwKhwB9dgVDggaFAKPAAr4h0ffv2LabOmouSQ1YUkRVLdpmltBXhFZ7pHsHIBQ1ydHAOJg/rHFwd2pbW4tqwnzHC4atIY0eT4njm6Ixn/rRxNv61aZI/ohHhcJ1EJg2REh6IT6RQz05dfwzPXVNQkkphcspSSKZTigByXlAxK8+lhasqyqOMVUlEU10n23Rs2ZL5otqydRvKPkjH1atXORvI/OLs2bNgtqejRo3imiYlJaH/4KFIhxSXdr5t4zqYmprmN4zw838IgVZt2sG873yyeczcYPIJP8pwkVLXh+H/CdWfx4oiMiAlKoTEFhM47RRlKn9QJ9cGaW1TTjslgmwjY969znSHINtJGXKGkNEwpKwFd3wmkcV0+mKlCZ8/pdBmtw6qtcvUWcgrXtufIgtJZzoBLLiPPaud9n58g9Kd++PJ7UuQozmEk0bBeCIZju9cDTcnB1KyV0erbgNQjmq+i7NSIwqW1i79g23mC9JmYGnuLCOBWenp6upj0IB+2LhxE4qT0KRl9QbQJ2cHZdJqKIyIJPLg0bGdKEsnq0Hub5BAG2CWxl2zWhVMmTIFDx48ACvdY9a1zIHmnZc3ei7+d8QD9VXkUNlABXrKcgiNz1oWFxqfKfIbn5rB6RWX1FLAm+A4hMTlXT7HyKbx89eTaGfWe5ZGuMrkoJGT1311ffUEdy6dwISFmwrj9v/xY14/e5gIlQdQ19KhkqNUKKmowoAyg6LI2jGavnoOnyIyaVeYi924YAJKN2kPs0q18r3MrT2r0Kx2tTxtmZmGQuNBk+Bwzg5G5arBg4Qb7UnUW4jCQ0AgFPhjKxAKPDAUCAUe4BWhrkyx12r0pl8uJFSEIM53qUE3DsKmflWUL1cWkXLf6xsDY1IQRQTEr9RY8Dk4D3pN+3JZCT9GXoQCaxf58CRiPF9RDWkqnd6qQlbXHBkkXqlU4hNsZ80g4moO9NuNQbKPA4qFeGLrpg1QU1PLF5ucGjCSQhRCokCDC53+eAQYMWUxcAnnVMMnPt49gsRAL44QMCUxRhlVbYQ9u4SUQA/OdaEEbbRZGQRzf9Gs3YlzcMgpWBbPh5OroUb2aYxA0C9ZDqVqNcaVjfMhp6iE0vVbI9TnLfycKVW6YRvuxV5eWRXeDg8R5OaIRBJkZDaYTIXdvGIt1Ok1gs+y4EPjBr5+DCVKe1agTU48nZoaktCh/3tPWJkZkSr7VDx58gQrVq5CSnIylIlcMLUsjdDgQCRRZkVJSuFWUFKBt+tLTJ40CTVr1sw2n269+6JB/wki1WPzWYzr3ctU+nAVHWxs0KRJE1hbW+c63MBho1CxfT9oFNDesLKBKvxjSD8jKY3PlCXSt765BkppKcE/Ogm3vXMW8NVQkIGsVKZaf2r653zn7e/yEq43z2HKkq0SmePxXWtIO0ADNr3y1tmRyMX+sEFO7F4LBfodrlSzIUwsc38m/4Rpr54zGi3HzKPPotxLL9k8PR5dx5f5gfBQAAAgAElEQVRwf6xenjeZ2aV7DySSbsr1a9cwbOQo0lGJw8njuWc0/AkY/O1zEAgF/ndQIBR4YCgQCjzAK0JdW9t04FLZZVQLx8e4CEGZ71KNqCyiIstkkJcCy27QpIwG5vjAtBdqm6pm02D4cUAnynxgWguFaTcZ7/0aMW9ukdL99GxrYUSDWZ95KJHHKVZigCfi3j5EQqAnncqmk18nWYkyHQY5BZTqNRNf5FURQ2J3YaTTsGb1KlSq9PsyMvK9WUKDPxaByZMnI1TBFJrVW/Ge42cqS/AnMiCdhEAzSChR2bQM1Ku1RhI9wxpVmmUKheYSXyjdP5rKhFKC3yElJgIKcrKkedAGqYmJCHrrSC63XziP+K8R4e8DD8ocCHR7QxZv6iS0mA7TijVhVLYy1bD7w+X2BbQdv4Crb+cTTHvA6+lt6BuZoEHLzjCzKourZC1nbWGMfr27Zxva1tYWb1zeQotIhzINWiP8gxe8Xz2EqqwUWFlceDi5AVFZwddsoB69+6BSm54wKFOFzzTz7Pvo6DZEBQeADIkp/fpYnm3Z3Ji1JiPHey/dI7IlXlSQHyKDfNG7ow1pt8jQ57EMd8rvR5v43xmM2KhiqIo7RCRIci5XN9uiBtX2N2jViffyUuh3hTkejJi5gkvx/9eDPWPM7cLF4QmVC0Vz+gQdSHzxT4/da+ZBy7IsyjaxyXOqDhcOIzUiCHt35q+JsX//frRr144yljKzXNzd3VGmTNYDiD8dl79tfgKhwP+OCYQCDwwFQoEHeEWoa/c+A6DasA/kyPJQiMJDoLapGljZAyuL+BpB5O6w+1kgVwbBSAX2c6a5kFuwTIVND/3FJhWY1SLLi2WCcrQz4P78Y6SQsFy0633QDgeGHSfmeHlWChFwYTN0m/RBGpcGHofPZKXJxsygE1pWx2zSNbNGk6V6M6cGKUqLZgJ2TBE/kTZo8Z4voK2uglXLlnx7GSk8xIWR/1UEBg8Zhk+WdTgrU0lEYrAPIp9egFHHcVTKICPSkOmJsQg4twGm+jro3bMHlq+i8gl61hVUSVuB9EdYhkPjIdO4VH1lDR0SY3TkdAA0DM3I6YF+J0iXQIGU4Z9SfXMbIhFYfPT1xDMSzCtPL/9MG6CgwYgK5hAhTWUKTI0+Iy0NxnpaWLs2u9vDjFmz4P0hECVrNERpEo78apfJxPuenNiFyEBfpJJ+QgkqUZKisgL2EdJy1GwoFlKZA1szcxvo2bMnSpcujbp1ya6WyIKfIzIyEqPHTUA8aUEwy94SJaQ4IqbV2Pk5wsacOsJInT/swzuEer0lIsGPSkEUUbZiJUwZN5oEHqWhqa4Gt4/xpH8TXVDoJdKPZR60Ka1DDkBh+WYd5HZB5voRFexHRJUfIvy8EB/5EQZGZug1dJJE5sgGcX/zHDfOHqHnXZ5KKPSgZ2wOLR36bmSeraRCYhctxIGYW0N8XDQsrCt8uworBbHbtOT/Tg7qsK5QjX5eHqXKFR6ZVtAlviKhzCd3ryAtJQWKJNiqQNlSkTHR3z5fchv3vt1GmGmrYeEC23wvzbID23fqAj0DQxzc8++UF+W78N/cQCAU+N8AgVDggaFAKPAArwh1bdmmLSz6L5Ko0FkRgk+kpTIyQV66OEcYMOKAuT+ccfmYqafwfw2GrwOxNm3LZIqpfY3n/jGoZZJZHsBIhZV3RBNxTI0MRvjjs0gmcbnP9ILJsgVYmnhGatYTOFkNXaiWb0QbtDp5rifOxwkf7x9HeStLGBkZcRoJTnSymUwvMJpVmkOzRmuuf1pcFBL93yLpgwtlK3hxqZZW5ibo378/KlfO21JTJECFRkUagW69+0OpRnsokYWoJOL9IVuODBNHl4EJ2EZc2YazJzNPzwcPG4nQkCAY0+9FWGQ02k1eShvy3WA6AGZW5SArI4OPIQFUUkB6DKQFoq6lCzk1TSSQ0GHTodOIjMgkMhKiwnGDRNEqtepCGgUNkUC2kUoFzFhwunGWMoXS4Ete9Fs3rs9RbyQqKgpbt26Fs+tbqBiYkqvCOG4e7yjDgZVjhFKZhCxtvAcPGoxDh+ygY1EGNboM+jZfSeD/4xjH5o3A+XNnaTOU86k301FhP2NZKglSyqjSpjukiKCJ/RgERcJTnuzyfo5U0sC4sXM5ihGpoKdvgPKVqqF+0xZQorIOfbJKZnGWrtmnRzdEREXD7oErET+/l2BnpEJBSi+YOOWzM/sQ7OkCeVqfKrllGJlYokqdJjA0y1/hX9z7GeznA18vN0SQzWcK4RxCYplxtIlV09CCjoEReo3Inu0m7jV+VfvVs4YT4f4FqfRvpaycPJUJWZK4oiOadeiF2k3bkcaE7K+aitjXObFvI/x9vVG5dVfSO5FCXHgokumzpQrptjDCLadgZVbnV05D186dMLB/P5GuuXDhQrjFFYcs6cWkuj/ESREFlkUaXGiUKwICocD/4RAIBR4YCoQCD/CKSNf4+Hj0HzEWRj2Knp/0r7zFrLShbRmtb6QAK11gDhA5BXOE+DlLYdMjf648wlAl84WGkRH5ReSLK5R18IjSt1tBs1Lj/Jrn+fPkMD/EOd9HrM8b9O3bn14++mDGPFu4vnWHZi0bqFpn1ljHf3BFrNMdFEtNhJqyAurXqoFu3bpBlU5ihRAQkBQC7Tt3hU6rYZDXNZPIkH5U8qBkWRma1Vpy47GMnjgvB8jpmEBWI2fP9ljPl1AOd8P2dZkWpj/G8ZOn8OStD2UatMPNPWswbu7qHAXv1sweCWXyhG88eEqW/rHhIbixfRn0KK06NjIMNpOXibROdgrPNhNf49TicahaqSLYJkBK6vvf5zTYLMpU+PAxEgbWFan04iIsSllh7KiR2SxZV61Zg/sPH0OV5m1ZrT5lUjQQaW6iNLp3cANmjRuRZ/p0527dkUT/bhWn9dTpMQzGZavmO3RcxEdc37YY2w6eytbWVFMWUYnpUJItATkifQMCgzFm3FjSYTDNdl/yvdAf0uA2CeuVKlUGLTuLtkksjGmnE5F149x/nBMEIzN0DIxRgzJgcso2KYzrizMms3o8tGUJBoyfz2VWMHHSEH9fhBEBWL1+c3GG+m1t929YCHkdQ1Rp21OkOcSEBuIqOaisIuvmqlXz/x36OiizGldv0o+cb0oi6f0bpLjdQ+1K5TBhwoRv12Viyl26dBFpHkIj0RAQCAXRcMqrlUAo8MBQIBR4gFdEut68eROb9hyCWe85RWTFv2eZLCthjY0Vd3Emsmh73TvHiTCNhYkNTLgMhq+lEXe9o0QiEDIzHzI40iL4uT2evnwFow6Zp40FiUQqg0gJfY9oIhJkySKufq1qmD79+2lTCxLGK0nCeCVYxgOVNwTb74GKTDG0alwf/fr9vhfZgqxV6PN3IWDTpTv0bcZyp2SSiNTojwi8sIVeyE2g3bA7gi9tg5GuNvz8KC1eUx+yhlakp9Ai20lf+G07aHxOwI7t2UXu2rbvgC6zN5AQ4wu437uCqUuzt2H2jSumDUHr0XOhrGOQbSnuj27C/aE96vceTQ6U6dCklHLp/1s/fm3MNga+r58iwt+bK6NQ1zdGZdpUsBKAKxvn5eolnxNuhw4dgq+vLxYsyCzByC3SaS7r16/H85cOXHZSEyJEtIwtJHErcGbpRKxZuTxXUmHBkhVwcnZCo4GTyCIyO2Y5TSKeSBlmP7nN7nS2H7PMMfZ5K0Pihl//nEYChzeunMWZo3boNn9LNswlstBCHISJe97avQpz1x0oxKuINnRiQhwe3ThP5REvYGRWCt2G5FxSJ9pohdeKCUwamVuhfsuOhXeRQhzZ280JN8mRpQllO+UXwR5v8PzsQVykrBxxo0XLVig1fA3ncsOCOTwx3aWM2I+QL1EMX0hzJj4pBVVKW2LpUsFKUlx8c2svEAr8kRQIBR4YCoQCD/CKSNddu3bh7rswaNXvVkRW/HuWyTIOWOYBCybCeNUjZ9XuiQ1MccaZNjdU1jC9liZMDXTAshN+Lotg5EF5LRmYScXDRFcD5saZ3uu+AUHcn8Nj4rDoblCBFpsa7I0P57dAkUTj6tSoig4dOuT4ct+uU1fIm1WEgo4RQh+cweCB/dG7d+8CXVPoVHQQYDX7vn6BSCONARVlFZS0MENCQgIHgJycHOf8YWVlxdXPszr5FNqwsmC2gOyU/cLlq/Cl5tqN+xQItM9UA1w8B8vS8OdXEEMZPQqKijhyYM+3lPtrpGTOXuY+aVpCp0n25zv88RlEuT7Gnp07YGZm9m1OzO60X7/+aDFyNop9yYDL9bPoPGAUdGnD/zUYobBy+hByfmhLYo7tsq2Hpa2/OH+Isg5KQJ7KhiKpJp6VP7DTX1bzr6ShDUYoqOkTEULp2cblqsPr+V3SCvAAO5U3NS+J3dszLVsLK54+fYqly1fAvGpdqOoacZkLTNyxGLPGKGBcXj8HS+bPQdmyZXMcgZVo3H/ugLYTFot0BVZGYs8IhRwyFPIagJVXTB7eB436j+f0CBJIhyCFNsjsKz0tFZ/oS1VLjzsVVi+gs4RICyhAo4dHtkGf7Az/JAeGZZMHYtg00s8xNCnAigq3y1m7rQh4/w6jZq/iyh3+tnj54CYe3b2KNhMWcXpGuZU5+Do+QqjTE/pcEN/pgx1Abdi5Dxb9shOOTDcpyd+NPltluDKrdJebOHrY7m+D8Y+dr0Ao8L81AqHAA0OBUOABXhHp2qVHL6jU7Q4l05xf3IoIDIW+zBG1jVBRP9OyiekmMA2E/NwaGkj5o32Lxtj8JDibbSTTWaihK011z27f6my1NdWho66K6PQSuOGXyl1H3Ihze4z0d/SysW0z1Rcr5dnd2dkZx48fBzutXL16tbiXEtoXMQTm06n382fPUKZ+K1Ro1pE2wgHcpjclMR6fUpI5NGRILT4q8D3ZJ4aQZSOdHFNNtrqeEVcPzF6S06kUISPjC7mQkOYACX6KEunJCYjzeI7kIE8khX7gNuJMsV1GRRMy6nqQVtNBcjDpfKTFY+G82RyR8WOwtjExMehFzgZWozbkeEl2DZ8Dc3Hp0kWOFPkxBgweStoJQdAjK8lE2tjadBsI64rVEEPaCLtWzYUCEQSypAlQqWU3xAR/oLml0+b8exmB252LiCZ9gHqUpcAigvD5RFaPaYRZSnwMrOtmT8n+6O2GF1RHf3D/PqioqIgCE+82w0eOJP2BGCI7PnGaC0mc6KQ6Z4+pV6o8kR1VoSyikCMrT+jVyQadOuXuRtCrbz/ol6uJclRWwu5pXpFIWNtvXYSt+08UaJ2LZk2EnKwsdPT06cuQI5uUiAxTolKujPQM7NmyFoYk0lez08ACjf9zJyaI+dr+BOLp90OXnhvmAqJCxEUGbdRIE5MTzmQbxrzKB8JJiPHugQ2w3fSfROYkiUF83J1hf9oO4+avk8RwEhkj8mMIDm5cxDmhtOzSH8r0zP6Ncfk46WaEhaJ2t6F4c+0kDKkUyJDKl74Gy2Jyu38Vmmoq2LVNPJKx96BhiCAXGhYmzftA3qpWNoiYHkMKfb4y3aYkOpT4HPYe589kLzH6G7H9E+YsEAr874JAKPDAUCAUeIBXBLqydN4RY8ej1NBVRWC1v3eJ/avpf9NPYDPZ8zwQzAYyryjx7CikavdAKrLWPrPsBF2pFGjE++HO/QdQazZEIotLDPJGhustHNq5SSLjCYMICHxF4MSJEzh/7TZZKM7k3AL4xtnVM2lTnQRFIyvIG1lDwbg04r0dIatpQORouSzDfzi6FAYayqhVswaaN2/OCRMymzP25e3tjaCgIK6GeODArJvBd+/eYfykKWjVqhWmTByPoaPHI9WoSq7CpbHkYJL46grOnjqZbXmxsbFgdcXHCQcZcoCQonIElp1Qt+cIIhrKUlnDNbiR1aOqiioaNW+F166uKNu8C5eNcGfPamiRlkLF5p1Fgi05PhYX18zENfurIrWXZKNbt27hgN0h2vGWQJW6TaCorIaI0CAEUTlGAAnGyZFIYN0ewyFNJ8CRgR+gSa4DOZEMDw5vxpj+PVGjRo1cp8eIzKEjRiEk0B/alErfZPBUIhZy1olIio3ClU222HYg+71xeePAjdHShl/N9+rFs/BZTgW1uw8TGVLmxOB65xKSaX5MS4OVtGiSQ8Kz0/sgRTo0LW264qb9BYQEBVIpixFlRsQjNiKU2fVw7joqRNAkxEZyriKMjNMxt0aNjv0R8s4VDyhDoV5zGzTv8GdljT25dZmEG98jjbI7mBsJywZQJHJGk8pXdPSMoW9iztlQJhAh9ZE2sZFEJurTc2JskVkyKKm4b38GrmQByUoyhkxZBC0Ry2ckdX1JjMMEMK+dOkDPgTZnZ2lgVR7B796ic8cOuHPvAYwq1kIiPVv+Lg7Q0tbmhBfZZ6A4MYbeEWPULaDOlXyVAHO3yUm8NvzmfrB3CB1tLViam3Flj19tZsW5ntA2ZwQEQoH/kyEQCjwwFAgFHuAVga7BwcEYNHQ4rEZktxIrAsv/pUv82bkhpzKGHyfENkF6LQZBTtsIpbQV0dpSBWGkPv6ZLKwaVSmDj5ROve3QSUSYNuLEySQR0a4PIe/3grOWY2nnQggISBKBOfPm44uuJWedaFK+Gu+hmXvCe8cnCPPzRiqd2OvQRiTM34fsGlOhWbUFnZQFIZXsTUukp+L8yaNiXY/pCEycZQuVSk0R/+oqLvz/pI1ldClVbAqVcjkLEab5vkEY2U+ePHKIRBhztp+cPXs2HN+8oRIGVbQcMxdxlI3x8Og2aOsaYur0WdCkzcGTR/dx/NRxGJauRBaHrmg9Lm9Ngx8X95b0GjQ/x2P2zBlirVnSjXv36Yt2fUbBsvR3J443zx/A8dl9BJF9o0nJMpRi7smVbbQaPS9bivbpJeOxYe0arvwlv1i1ahXcA8NIa2IMYiibIzokk2Rg5RcsWLbElQ1zs5U8bF+3DL4+3lAiZ4gI0h2wLGWNMVPn5Xrv8prHueOH4EhZW82Gi4Y7IxPYnPQp66FKzbpwcniGsPAwIghiuAyPtdsOZBHSfPn0EWrUqZ9tCpER4eSwEIqoyHCEEHnj8OI50iiTQYk26ix9/0+Mp7cvI5rmy0p5GHkQ5OuF2JgosgCNJheUeC4LJJxcIxSozMe0ZGm893RFChGI6po6qFijPpq2z1940NP5FdydXiCIPh+YT3IsZQexbCMWSpQ1o6ymgYo1G6BavWZ/pFBkXveNEQmeLrQ+x6cYM2EqVixbwG32y5SyxIrl3wVc2b/lspRZw4SR9fVzFpfN6zpPnjzBhn1HoGvzXYvJ/+QqJEcEk6tTMyIZmnEaSoFkJ92xaT0MHiBoJxXW75tAKPBHViAUeGAoEAo8wCsiXfsNHoYSFVpCWUL2a0UENrGX+aOGQhDpI2x86J9ryUPMvcMoU6UmtEtXR3Xt4qhq+V14zNc/AI/c/OGcrp1vyYS4k0yLDkPAufXQoBTp0aNHon797C+v4o4ptBcQ+IrAALIdZGJdjABjJ6nW9VrA5dZ5chWoBAuqv+cTrJ6dWQeyiPB/j7cPrkJGToE7Efd8fBPXr9mLNfyiRYvgkaIEdSImgs+swfnjh7/1nzprLt75B8Oo43iUkMlea50Y6InAi9vpdL06pw3Ro0ePHH+XTp8+jf+On6SNgBSGTV6AjM8ZOL5zNVnvJcLA2AyRZOdIdhO0WQyBzYQFUCF9gtzC9e5l+JE1JCsLSUmMowQBKfKI3wUtLa181810Ai5dugSmhRCbmEJzjqNxMk/A1TXU0aRBfXJ26ZvvOD83sLe3x+kLVzB06pIsegoZlJnxY4mCB22M7M8chkWNhpwOgY7ZdwLh2Lzh2LRxY56uD+y64ydMRFRKOsI+eEGangNNImeiyCmjQhMbWFOJDcvauLRuDrbbnaKT8TRsW7sUH957oUL1eqQxkJlREE3lBfeunsbHQF8sXC1+ffmJQ3vg4PgK1Wx6Q8+yTK54JdLG2ZnsPD+QWKecogI27c5OdoUTQaCtqyc25q6UbXHx9FEuo2HghPkkMlhK7DH+hA6MPGBEw4/BSml86fSdCTwGkVWldcXqRBOASqAyqAzkC3oNn8o1P7JjJWXFBHOlNyaW1jAltwtjC2tOg4UJlTISgxEVf4tOQiI9u4pEgGSQg4sjOWbcvXIKamQFWqlyVbTv3B27tq4jQjURpahUa9zozLIoSQXTr2lPGkrWozOzFmPcnqDE+2fYsmEdlixbDrbHUNA1QePqFTFp/FhJXVYYJwcEBEKB/2MhEAo8MBQIBR7gFZGu48ePR4SaFZ3oiZcGV1B4vjoRFLT/39qPrZvpKDBf8dPOYXmSAX0qaKBuye/q9REx8XgRkoLn/rEF0kUQBTOm1JwaGYIvackIe3YRivTCdf6sUP8oCnZCG9EQGDB4CPQr10fJ6g3AbO1YurNR2SoIdH9N36tRSr/k1dVv712DahXKYPK4MaJN8v+tWCnE+KkzoFK6NjQTArD9p5rjixcvYu/hY1AuU5dO6XL+7Ix6fYsIAXJ1cbyBa1cu5Xp9RrTUJk0JUzqx371qDgYTufCjaN2T21fw5MEN2ExaQroJSXh99STSaAPRoG/mC7zbw+vcBtW6bjOUp3GSyHve69kdhL9zwuhRo9CkSZNcrz1txgz4BYZAisgXA8qGYCn3nKDb/2v0PxPJ4UYp+dFkn1eufDmMGzNG5DTmuXPnkhuDK9RJGFCasjUatukK6/JZ7ekYacG+fNydcOrAZqhTRoEBZa9Y123Bzfm+3SbS2vDH2ZMn8jxFnjVnHtzc3aCipIjOpLtwkMou5qy3w+Fty5FeQgZV2vXCxbWziFA4jZXzp5G2gyZXL6+mkZVwiaPN/qYFE3J0gxDlATq0azMe3b+NPsv2ZGvOLD1fXjgMP0o/r1OvEZ4+vIPmbTqiS++BcHN2RNmKolv3/Tx4UIA/1iyiciLSkqhSuzGqN2xBa9MWZcp/ZZsYyjZ48/w+4qIiOYJAWVUNbo7PqXTlA+o2s0Hjdt2IkFD8K9f246RjoyNx4dBWlKpQjQgQBVyl8oYFS8iNwtiUI1I2rVlKz3t71KtXr9DW2rZDZ8iRyw3T60gi56cNq5fD2tr62/VYmZO4ZRSFNtl/eGCBUOB/cwVCgQeGAqHAA7wi0nXmzJnwK64LrZptftmK2cbaOSQBz/xiftk1/7YLacpLQT7xI5KV9CROIiQGUXopiS+mhPpytc5SUiW4UgpLCwskJqfARE8LU6ZMyVeU8W/DVJjv70WAvRDdefkGDftn2sZ9VSJ/ce4gd4LcaAB/O7mAt44k6Egp70F+VArhhR5dOmPAgAEFWvjly5exbfdeHDm4HxoaGjmOMXrsOIQlk1gknXrL65qRW07XbO2CyIIyMfg9p9MweuTwbBvyXn36Y9Sc1VQrHoID6xdh7oZMZXRPV0c8un6e9AYoJZyyLpgAIxM51DKxhJKaJnyo3IORMhmfUrlTfYZhOyId2N+xlP/3rx4j0O0VDPUNEBUdDUU5GU5MUFlZGQYGBrhy9SonkFmpVfY5/7wIpkHg9ewuQr3fctaU5iZGHFHBNA4cHBzg5eWFT3QizNKq4+LicOPWbShRfb9xeTpFpo2IHBGUb66dgixlD9Rs2JJLdw8nkoK4BHzweovq9Ztxf35Pon2ckKOWLifMqU0b/u5DJ2Hb4smwO7A311IEpoMxaPBgzCSChG1u3Nw9YLtgISYu2oLr5/+Du4sjMiiLJZmyLz5nfEaLTn3QoFXOgo9XT+5HGD0/LOWe6TTo6htizhLRywInjegHHcpQYGtm1nqVWnbhMjSubV0IE0MjjJkyB2E09irbmdAzIIec4AAuGyGWhD8bNGmJtp175Pu8xhPGxw/uRCyVR0RSmYSMrDw6DRgDfSKEimr4ebtTRkJpXu4ihY0dK+dg2RGihIvDY9y9dBzrNu+G/eXzCAzwo6wreXTr0YcIfyUkxMdj5uRROFcA60dRrv+1jYuLC5avos+niEhKmPqESjVqY+3yJeIMIbSVAAICocAfRIFQ4IGhQCjwAK+IdB1IGgoZFrVJaIxfyrE4cGkqSMNITS5fUUJxxhTa5o8A28BFuzxA+OOzKCYty9VcUlEpypS2xsb1or8w538loYWAQHYEmI3i0JGj0XnWum/18gFvX+HV5ePoNHMNb8icb1+A74v7MDc1RsmSJTGYNphsAy1usFIEZqcrr6HHZSikkuvJqWNHch3m+fPnYAK3EWTV+sA9ENLaplCxrplFE4C5QCSQaGO4wzUYGxtj787t3His3KBzly5YuPU49/9P71zGM7J/i4uKgBqJxJlVrgM1EqrTpZRtRhQwlfbwD56IIrE6VjrCxNhYancqlUm0IQtFdpr/9ASdjpNTBDutlpeXp81rKOqR+CPLakijVHL2nZ3qlmnQGtKyWR0pRMGKiSmGkK5DIN27dNIBkJKRg4qOHvc9ngQDmciiFZWzqFHZwc/hcvsSfF7egznVxWtQNkIKzYXVgrPU9HBywqhJJ+s1GrbCtTOHaLNtgsp1GnNDsFT3swc3Y/PGDRwZklMcOXqME74sVZLsMwnjm7fuwNy6PHoMmwxfz7fQNTIm8lSGW7tUPq4QPh7OkCb7OxnCx+nFI6rx9xCZVPD/8B5Xzp0g4oJKMEJDkJIBcvLQgJ6aMsxJWNDh2UM6SQ/gyISmbdrDwMiU7D0t4er0Csf27ySBRXnYrtycbYnenu4oaZ1ZSjFj3BAYkUYEExJUIS2A6g0yMzqE+DMRiAr/yP1u+3m5oxW5vPyoK/LzjN8RkXiPyhrMzMwxfNT4XBf07PED3L9zjUqCcnaekRQS84iY8whLhnqNNpBV18W7XVNw5PAhaJPIoxC/DgGBUOCPtUAo8MBQIBR4gFdEurZu1wEmPWZwFmpC/NsIhD0+g0SvV1BQUoa8rAzKWZdC3bp1UbFiRaiS/ZkQAgKFicC5c+dw/NxltIAf7GgAACAASURBVB7/XWDQ39UBzjfPw2byUl6Xjgr6gBen9sJu3+5sto3iDsyIjyFjJsK452xuUx7n9gj6cd5gwn/5xYEDB3D1xk0UUzeCTovBWZqH3tjPZQSxMoJ4HyfsJ0tHtvFlLhJzNxziav/taSPt5elGFpEjoUhZCCziPgbiHREl1dv3xeX1c2Csr8OVHjDShImmHTt2DFDTRxqJUX70cePGZ8f9TICOzb8+lUawrIbCCFauwE7fRY0YEg28sWs5bDdmalIwcbljpBvBTtctrL+LN+Y0nsvLhzhrt40TTty2JbsTTafOXUisrxdYOnwKETVlq9amMcuLNb/c1rF8yiBMs10OEzMLUZf6rd2hfduRTJlf6qoqcH39Em3a2eDFsyfQM7ZAmfKVoUpkwxe6Z/uoFp6llQ8bPwPGtJlkwciJU//tg6+3JzSJgPlI2QwyJLLXjNZZq8mvyyoUe9FCh28IXCObTD9y3TA1NgArA+rWvQdmrN7L6Tn8HBcOb4d0sS9o1cYGFiVzFiONi4vFYSKerEqao3fv3gUSEBX19jDCs/eg4TDqOecbQRr+6DSsFT9h8eLFog4jtJMAAgKhwB9EgVDggaFAKPAAr4h0HTdlBiJldaFZs20RWXHRXWaU8z18ptPW40e+C8wVXTSElf9qBKZMnQZFq+pZBBjvHliPUnWaw6j0d790cecVR2J6D+024vTx3LMIxB2zVdt2MO+7AFIKygh/dgkkkSgSofD1Ojv37MO58xdg3nsOZ7EWdGU3yhuQsrySAkIjYvAhOgmID8dZmvORI3Syfv48Ji/djk1LpqLx4ClQINcBFkzA8PbulShBGQfaJF7J6qa9nt6B/dUrWZZku3gJnXA7QcPUihO7LM6Jz0mRlaA8lRDkXK4hLiaSaM+cDZ6fPUC6GW9QtkptNG3XnROAPLhxEaav2p3nJew2LUZYsD8J0mlg/96sbaNIwHLosOGk16BL5MRYaJNLgCTD280Jl47sxLwVm6BMorXiBiudWDJzPEqXLoMnjx+SywCVQxB5oErieqFBAeQ4oAabzr1Qo27Db0Pv2boWLo4OnGikmVUZykTQxCcq24ih7BVJr0/c9Qjt80eA2V6unzcG1apVw9IlmSUCc+fOQ0zSJ/QZPZO7/4yQCySHC/bl4vAILVu1QaMmOWebuDq/wfUr55CakoyhQ4egSpUq+U9CAi3adegI/fbjIaeV+TuVFhuBMPudOH9Ccp+3EpjmPz+EQCjwv8UCocADQ4FQ4AFeEeo6csIUJBtWgQq97AvxbyGQSCJKikaZJx2R94+hZSVzLhVcCAGBX41Al5690YLsAVlt+WfaGDtePUE1/o5oPmIWlNTzdyPIbb43dpAwWevmnJuCpKJNu/Yw7j4dMqraCL1xAPWs9DF58mSxhn/48CFWbdkJo06TEHH3CGRSorGfnBfk5OQwZ/4CjB01AoaGmS/pzN7t4bOXZA9py+HzY4T6uOOt/XFUKl+W69uuXTtYkN7JjzFkxCioW5TjRBn/hmBaF09O7qGSFEVYkeCcK9WLWxKp1HngWE5935tEGm+eP4ImRDiUrlgDSQnxWDtnVDYi5ce1OpNl43zbBehMhAJzAJB0eDg74PjutahYtSang5BfsEyRA9s3kg4DuRN4v8P8hYswb/YM6BuaUP17HCdUWb9xC5SrVJVsEg2QQhvF+NhYxNNGNJlOhg/s3EQaEJu5zBUh/i4EGEFwbNdq7Ny+DTo6OtzkmSbL5Wt3MHCSLUcKXD6+F05ko6qsogo9XV0SWjQiTYx4ej6M0Z2EOn/M/PH18SJh0kOcRghzbmFkxK+KXv0HQqZCC6iUyrT6zUhJhM8hW9ywv/qrpiBchxAQCAX+j4FAKPDAUCAUeIBXhLoyYcYP0IR27fZFaNX/7lLZqUdKmD+dKBjhw/FlKEF6CVLK6qhjbYLpU8XbFP27KAkr+5UI9B0wCBVtSKzO/Hsar/vDa/B9/RRtJywq8FRiw4Lx6gKp+e/eUeAxcurYqVtPaDQdgNg3t5BCnuuTRg9Dixbi16lPmTYDIVLa0Kxlg9D7J2CEGGwkG8Scot8gOnXsNAgahmbZfszIF43iaVg0f26Ofbv36YfSpIlgUf37CbdEAZHgYMyp4tLa2ejYZzjuXDpBFpkW+EgiklKkWcAIBla6ERkeihYd++DRzYto32cYQgP98e71I+ygDVpuERISggmTpqBKnSZo1LYrbbpII6YQ4vKxvXAni845S9ZRGULmZjGn2LJqIUJDAlG9Wg00b9kKVtal8ejBfTg7vYEW1Z9LSUvj3p3b+EgaF2zd0dFRlL4uS9oN0pxFYM1GbdDERnIkWSFAIQz5AwKPblzA66d3SRckibu/u3dkfVZv3ryJA4ePwtyqLF49uoPhw4eha9esgqiBgYHYvmMHiXO2RqUq30mx+7dv4J2HExbY2v5yzHsPHArZym2gZFaOu3Z6UjxCLmzCsYOMEBRfo+aXL+AfuaBAKPC/kQKhwANDgVDgAV4R6nqV1L4PnrWHTjvxrNWKEER/1VKTyMUh4MJWWA5ags+f0hB4dh1aNGuGyRNzF3j6qxYoTPavQiCNHBB69umLpsMpE+EHK7ukuGjc2L4UrYlQkFNQKvCaPB/fRITbc+zdnXfKvDgXYCn0w8eMx7SJ48Dm36hRI3G6f2vr4eGBeet2QMmqJoLvHMXyJYtQvXrup+ddKYuj6fCZ2coUmM1mBUsTMPI3t+jcoxeaUd+v2gsFmvAv6nRxzUzYdB/IlT3sXDETUUQgyNMzwE7za5ALROO23eD4+A5ZA95DcyIWTuxZh6P/Hc5XH4Pdt1mzZkNeTQu9RkwvtNUEfvCiEohdtPmXQp8ho6ne/buN3teLMveFg7s2UdZBDHZRCczPkZKS8m09TLfj60k2a3frxjUwkcm2PYegZJlKhbYOYWD+CDDyx9fDFW+fk31i08ZQV1dHuXLlsj2rbdu2hbqmFqxLlYRtLsQA+7zYf8AOk2ZkJQ6YHsq929dw95Y99u3dy3/SIo7ABGoPn7OHcbdp33r4nVyFkX27wcbGRsRRhGaSQEAgFPijKBAKPDAUCAUe4BWxrnbEnJ+79YDSc/lbtxUx6P6o5bLTg6jXtzg3B6P2Y6BoWApBFzdjWDcbLlVaCAGB34HAakrpd/EJQK0ug75teD2f3kKIpysaD5pU4CmxmvxTi8bi0KFDnGWhJIPVvUuRk0JewawSo8mS8cfNYEBAAHx9feHj44Pzl+2hXKUVol5cwtWL5/OdHts4sJrlbvM2cRoIP8bjYzuQHBGCI4cOZhtn1OgxkDMoiUqtu+V7jT+hgcPFI5BKTaRNf+ZGJZhsMWMiw6BvYkGbru+n/rtWzuJ0I4z1tbF8+XKRpr5p0yb4BISh96icCYW4mGjSI1AXaaz8Gr24fx23ydqP6TpYWpVGx+79oPrT2HMnDSdLyyFo2KhJluFGDhvEkVVr1m3iTrR/jqGDB0KRBHSTkpK5NHklZUE4N7/78bt+fvP8Ufh5OmEflTTxiX37D+BzMWm0bteJRBu/Z9hcOn+K01t4So4yMZTJcuF0pitMYUdbpp/QdjRZ4ppm/p5e2Ylm1ctx5VpC/FoEBEKBP94CocADQ4FQ4AFeEez69KUjlq5ZR0Ji84rg6v+NJaenJuH9wfkkJk9q8iTgpVm9FYyKxQi+0f/G7f2rV7Fhwwbcuf8IXeZ+tzm7smEe6pKloTpZBBYkLq2bhdFDBxeoHKEg1/u5zyzbhXB8/oxT6VfQ1EdSVCgRAWTXqGOM1LhIZJAtopyqJpbOnc65qYgS06ZNQ4amCSo27/SteZivJ6JDA/HxvQdM1eSxcOHCbz9jJ91bd+3FW+8PaDhggiiX+K1tGGny4PBm1KvfDBWq18t3LhcoE+CdiwPOnj6Vb1vWgOGnTenZDVt35tqHU9nBib30zH0h29zIcPr2GYpUt8426217DoUJWXLyDWZ9yerh3d48R/nK1TFu2vd/Qw/t2gxtDTUMGf59EzZp/Bh07toNnh7uePb0Cbbv2pdr9sVwEuBr13s4TEtmWkYK8Wci4PTsLi4d3wdDsifduH5dlnKAlStXomXLlqhatWqukw8KCsLKlavRpWc/hIVRxo68IuIou+XCxXMoZlCGK1uU0zRCekwIin9wwMGfhEkliQojQydOnQ6DRj0gY5aZIRNLtreygW+wd2vh2lRKch3/0lgCocD/bgqEAg8MBUKBB3hFtCuzNXqfrgLN2h2KKAL/xrK995PN05cM7lTj2pVL/8aihFX89Qj07D8IzUbOhTRZ3zENhbD3nmg0UPysqIiA93C8fAxS9IwfPlC4KcB3795FrVq1cqwX7khaC7KmFaBSujZKyCtBSk6RyLzMzALP7RMwdepUmJiYoGzZsiLfu2vXruGU/R3U7zeO68N+h51unMO7xzfwhRwaBw8ciJ49e2Ybb92GjXD2fI/GQ7+nJ4t80UJumBQbjfhI0gogckWWRCf9nZ7hg8NDjJu3VqQrH9m2ApFkn1mmtDXGjRsHDY3cnStYJkNMyhfUatwGXm9f4yHVtg8YN5eEEGNhZFaSshM0uDr3N8/u4d6V09AxoE0aZaMYkb5H2+6DRJrPz42YAOOulbNRsUY90oU4iQkzF8KSNBO8PdxwcOdG2P13DEmJiVizegWc37xGzZp1MJMU/1n2Rd+eXTFvwWKUr5BJONmRnainpzv33KSkpOLVKweyiGyHei2Ef5MLdHN+Yaeo8I+4cmIf0hKisJdKE16/fo2ly5ajar1mcHh0G8rk7qGmosSVCzCC4eeIj4/nyiEaNGyE8xcuIja9BGUIjIQUkQs/BssUaFGtNEaPHs17dYzI+CoOywZbvmoNHj5+CoPWQyGv/138Nc7LEakut3Di8AHe1xQGEB8BgVAQH7OfewiEAg8MBUKBB3hFuGsLEpAqNWJttpTbIgzJX7d0HztbfElLwoljR6GqKqTK/nU38B+c8KNHj7Bmw2bU6NgfupalcX71DFjVbgJNEuUztBbt9J7B4vPiHnye3UKHtm04H3Zx48fa9f/++w/PXrziNntss16zWhXUqFGD1NZjcYFe6N+/f08bwzJwI8u2gQMHIDQ0lPv5V02FyMhIzqHB6a0HisnKQ8m8EhRMy0Fe2xj+x5bhvwO7oUaWgOJGxy5d0aDfeA4b75cP4HTtFBqTDsoYEnLLSwht4qTJKK5rRtkNmafzfIKd5BfLQ00+JSEOckpZLRSZhWeg22skxUZyIotxoQGIJX2E5MQEKCqr0PdEkHw9rOs2JUHOZ2hKWQTVG+QvdvmJtGDeOj5FgI8nXF89QbeuXTBgwIAcl8fqvo+dPIU0ytwoU7kWuT7krQ3k4fyS7CgDSesgGkGkjTBi5gqRYWPExN6186h/AMaTBfPNa1cQFRkNOXk5BPj5QktHDwb6enjr6sLdt3btO6FR4yZciQxzeWDRvk0LXLK/yX1We3m9IzHJYjA1NeMyKd6+dYXfhw/k/KGCQVT2oKwqmVINkRcoNBQbAWb1emDDIkR8DObcGHqNnA4Ty8wsGEZwhQR8wH37M9i1cweMjY2zjc8yeL66OHQhXRTlmp2gbJlVR4M5Lfj+txhXL53n7fjQf9hIFCNi6xARs9179wU0jKHbfGC2ecV/cMEX93s4tHu72JgIHfgjIBAK/DEUCAUeGAqEAg/winDXdevW4alPOPRaZP9HpQjD8lctPcHzGaIdrv+yWsu/Chxhsr8FAc5Gcc1aGJmaIyIiHFUqlkcwqZoHfwxD6fqkgl/v+4ldQlQ4vF7cxxcSPGOb1hTakLKyAuYQ8IV80PfszFntn23wT548yREBUaRtkJScwr1wx9Cf2Uk/E1BTZLaVlP7O/l9b15A7+WU2bmzz7PHmJfyprOAT1bY3bW2Dhs1aQ11DE/duXMFxuz3Qo9Nsc3NTLLSdnw3De/fu4fr16/AJpA30p8+khh4He0pXLkg8ePAAW/YcQJU2PbhykAurpuOaiDZtbdrZwKJqPW490kRylGnYmr7LcdNga3a5fQkZ6anc35Wp35pcYKSzTTHC3wcuN89B3cicygdKIYbKLcwq1YbD+UNQ1TVAuK8HZGlDzMgZNR0Drn9MeAi+0Ma/UZMWUJCX5zbMgQF+8H7nidlL12W5xvZ1y7jTeT9fH0xbIX7d+bFda+Dh9JIsJuVoo64EHbLd8/vgS3aLibTp1oBNryEcmSBuPLl9GY/JWaJDn5Hcc2NZtlKeG7bDW5dBnhJSlq1ck+Ol7t6+xT3r7dp3RAkaj83353h4/x4JTtqRnsInsM0ky96Ji4lBcdLvkCcLzbpkLalOGRlH9u0gLYX5MDbnX6IhLi5Ce/ERiImKgJrGdzvct0SgPaXnKzTQjwRIFbBk0UKUKZN7GcsKyhS4d/8+lIytuQ1+camsv6fhZAPdqqIZhgwZIv7k/t9j4eKlcIv6BFl1PcR7Podq9TZQNs+Z3A2234MWVUpJJCuiwBMuwh0FQoH/zRcIBR4YCoQCD/CKeFebTl2g22YE1QJnivEI8fchEHx5O0b1bJ9jauXftxphxv8SAjG0Yfrx5J65GzQbQer8KmrwpNR+l9sXSTG9CSd4KPP/jSsTSGRp4Dm9QLPsh1279yKclPVrNmwBGdpIq6prQoW+2Es9+3+2UZMmWz5mzRcS4Et/JwvN/2+Gf8SWnSI+uXEeMxet+vbXLKXdi9LX7Sh9/djRI/neCjs7OzRu3JhOmgv++fn06VOs37QFlCeAJErXnzp5Epo3b57vtYODg7Ft2zbOfpBhbH/tOiq37sqdcrNsB4UvqZyXPcPz+YsXaEiZELKKSkhNjCfiJp4jcdzuXsKs6dNw9uxZBIdHETGTDMuajSEdHQzLkqVQumwFmJlbIojsHAP8P3BzMjA0hgmRRSxSiKDZv3sbZGgD3X947u4yC6ePQ80mbVGVMhbEDUZIMCHHaPpKpflp6RlAR9+YEiAo1YRHBFAZzo1zRxARGgSrClUpw2FsjqPFEOnFyhx2k4ODCo8ssEUL5iORiC9GdJmXtIKeoRGJPNJzS0KPyqT18GOM6d8Fk5ZsobINTR4rFLr+agTOHdqGyKD3aNq0KRo2bJhjZsLPcxo8dBiStUpBK5fy05DbR1DXXJ0rqypIMEHQdkQ+Wo/ZxHVPJ7JWSi5nG8g0InE/Xt2BCyePFuRSQh8JICAQCvxBFAgFHhgKhAIP8Ip4V09PT0yzXQLTXjn7nhdxeP6K5YfY70bjChYYP16wi/wrblgRniRzS+jZtz/kVDSgqiCLHZvzF/46deoU3N3dER+fgA8Bgeg6eAJMqZSCb4SFBGDfWlts2ncsy1Avnz7EjYunsHeP5OwpRZkr+yzWJheAvHQD8htn0pSpiIyKRpOG9bMRMkwsMIoyO2RpMyEvJwsdLQ2sXr3625AM5/+On4SJmSVmz1mQ36UyNyekSTB8QDfsPHIhz/ZMdG75/GkkoNiVSIWsLggiXagQG71zdaR6+P2YvGTrt6uwDI9bF4/CzfE50ikbY/qMmahUuUqBZ3H29Em8eOmAibMXizTGns2rER0bx5WJmFuVp5PurLX1Ig0iNPplCHg4O8D+1AEi9Vth2OCcS3Rymwxzihk1bgJKDfv+u/hjW3EJBT8/PyqhecvpwWhqamLg0OH4YlELKmXzF0Zl1/XcMQmXLl7I17r1l4FbxC4kEAr8b7hAKPDAUCAUeIAndIWLiwtmzLWF5WDR7LoEyP4sBKKcH8Ak2ZeUo1f+WRMTZiMg8BMCLMV/776DlEEgzZUj1CA1dGlpKbASBnbKXrdu3W8uCTt27MDlK1ehZ2QKXUNTGJDOQDVyDJBUsLTzFdMGY93Ow1x2xI+xkja/XTt3+C1ZP0eOHMGRYyfQuWN7UoEP40oGFBUV0adPH85+kE82BCN0bt++zemtXKOyjZeUuXD16tVvS7exaY/1W/eSdWFWzYS8MN+4djl6DBwBTa3slog/9gv7GIK1i2dzIor1WnSU1G3kPQ7TRWAlDaYlS6NOUxsiST5xAo+JMeHo07dfNhvIgl5w1IhhmLFoNan653w6/PO4djs3wdPdFdFRkZTBoIbhM5YJ2goFBb8Q+z2j8gZWQjNq5HA0I/2TgsSgkaT/UbYFlEyyE6WRj8+ioaVGriUIa9asgaOTCxGu8VQqRiVdJBaraloGMe9dOBcoZcOS0Gs7SqRpJQW9Q9S9ozh/+oRI7YVGkkdAIBT4YyoQCjwwFAgFHuAJXTkE2Ang7BUbYdS54F7xApS/HoG02HAEnF4L+8sXf/3FhSsKCIiJwIiRo9G131BYlSnP9Tx+cBdCggKgrqnNqfP7er+jFHB1JCYkQFPPGB37jSy0tO9Yqn3esngyth7MblM4d+JwboPA0pZ/dSxcvASPHz5ACSkZyuRQhbZpSU7bgOlNFMMXXL18WewpeXl5YcHSFUj//AWfKatASUGe87lfv3Y1LCwyFd5fvXqFo5ShMHXWQpHH9/XxwoG9OzB3ef6ZJmzQ00cOcBaKQ6eKdlIv8kR4NLQ/dRCf4sO50gNnJyekpqaiXLlymD3Plseo2buyk+vBY6bAopR42TXv3FywaeVCyiyRR79xc2Bg8l2RX6ITFAYTG4GH187B3fExDuzn50Dzs0B2OokxJgV4IOGDKxRSo/Hfvpz1R+YvXIQPKXIopmEIGVVtSKvpoITMd/2ONLK0lSJXmuLSsnmuLYPKIOLevUCs830cJYFZFRXRCUWxQRM65ImAQCjwf0AEQoEHhgKhwAM8oes3BNrYdIB+u5FQ0LPgRL341qgK0BYOAuzexLg+RKKvM74kxtBLOp345iC4VjhXF0YVECgYAlu2bMEHEjIcNz270OGPI8bHx+Hs0YP4GBaOAeMLrxTrEYnyebs6YBadGv8Yrm8c6KV6J/ZRyUNeTgsFQ0H0Xi8oe8Du0GGER0aRm4ACpJDB1VGzzW5Bol3HLpCmz/bi9PkRT58djZq3xswpE759djCBy3m0iR41fipKWom26T1x1I40G5TQukO3fKfk7vIG+3dsxPgFG0nXIrtoYb4DFFIDlqWydNkKWJH9Y2HFyuVLKMvGHK07ZscpKjIcB7ZvgALhaGpREgZGJnRPZBAaEoT4uBg8uXcbq7cf5KY2blB3jLfdANUfRAALa87CuHkjwDJZnty8gBf3r6N3r57o1i3/34GcRmRk31QqMTLqPgMZyQmIcXnA/duuRCVhViQMu3hxdvLN2dkZ6zdvQYqSPrQafXfAyUhLwSciEdLjo7jsBEWTrDa2afT3ce7PSD+FhEFp/kxHpfiXdMS8c4SZmTkWzJ+bxVpSeAZ+PQICocAfc4FQ4IGhQCjwAE/o+g0Bf39/jJ8+B0lRH6GgYwzNet0graQKaeXcvcAF+H49Ar6HF0JXSx2N6tVB3759OdE1IQQE/nQEWrVqhS0HT4tMfs0YNxj9x82Dtp6hxJcWGuiLQ5uXYf3u/7KM/dbJEYd3b8aJE8clfs3fPSATyGSaCazcYebMmdmmM2vWbKQWk0UgWTbOnLeYxBeN8pzylQtn8MrhOcbNsIWiknK+y5s9YThadulPrgw18237qxoEvH+Hm2ftsGVrzm4ifObB9CVYWQ0rpxk7agRXFvI1M+fruKwMZNWCmRg1aQYcnj7i3DASiFAjnw6ORGJ2lKMmzcoyjVkThmHotCVUBiFYS/K5P5Lq60+/LxeP7UZlcrOZPmVygYbt2X8wosh+UoHsQstalcKKZUtyHWfJqrV4/PgxdOp3hUqpakiNDkX0mztIjwhEYngQRyTIkSNKWmoKjLtMhqyGPjdW/HtnhN09gnKlrbjPYDkSUpUlwVoDA4NcrVkLtBihEy8EBEKBF3xcZ4FQ4IGhQCjwAE/omg0BVmcbHh5OL5ULEEanJJrVWkG9SvM8vcoFGAsXgRR6WYh+aY+MhGgsmD4BVaoUXCCscGcqjC4gkBWBjRs3kgPBNSxes53U+TOtB0WJ+VNGo/vwKZyivyQjnT7fNswfS9oJh7IN++LJA5ygMoxedOLYo0cPSV72jx6L2WCeu3wd9Vt2wJvHtzBxyiyUoI3Jz8FKUS5fPIOr9NWqfRfYdO3DbUryi1SynVw4YzzGLdhA4/45BOjZQ1uhUOIzZpOGkKRjysTx8HrnwQ3LSIGqtbKL4sXHxWLWuCHYduiMyJcfT1kKY+athbqWrsh9hIaFj8DSSQOwfduWAmmcMFtWtsHPLwaT1kJkIsss+ETvY0QckLZGnP87gP4sLa8IDXpPg7QcohyuAakJUKvdCapW1RHx9CIyAlxw6lhWAjW/6wk///UICIQCf8wFQoEHhgKhwAM8oWueCLBTlpHjJyE8Jg4GNuMgpZD/SZQAqWQRSI8Khv/5zejfpxen3Py15lmyVxFGExCQHALsZHa+rS1eOzqifpNW6NSzP+fJLk6sXjQTZtaVyBmgizjdRGq7dFJ/zFi4ihwNstejP390D/dv2cPEUA+zZ88Waby/vVGvPn1Rqnx1+Hu5YsXa724HX9eVmEhEAmUk3Lt9jStvEKXE4WdMmH4CK6sozDIWce/D3csn8PrJXcydb4vSZbKmh4s71s/tnd68xvKli7Fhz9E8ywf3bF5Dtqba6NJrUL6XjIwIx5rFczBp8ZZ82woNfi0Ct84fRXyYH2UBfbehlcQM4uLisGjRIrz18IRZs974rGEMv5OrUaqkJcxMjPHA8S1MqFwi+u0TJPs5Q6dpf/gcmIvjx45iADk8qJBAo5FcBtasEkSbJXE/CnsMgVDgj7BAKPDAUCAUeIAndBUJAUYstCUFcOYE8aPoj0idhUYFRiDB1wURT87hyL6dXKqyEAICfwMCQ4eP5MTn2nfrS6nZBRP4evX8CY7Z7ca05TslvmSWpnx05yrMXboe2rp62cZnn3cr5k0l5fRY7qW9devWXGowc11o1KiR9qAgTwAAIABJREFUxObDLN5YSry+fmZa8u+IZ8+eYeGylSTepoz+PXuiQeOsSvVnTh7BDfuL+JzxGVvtTvOa4ppFs6CsoUNim6P/CI2eh9fPwdftFTZsyk6i8Fmon98HTKUMhZaUxcHIl7w0bpgQ6ZbVi6j85ohIlzy6fyfpakSi5/CpIrUXGv06BBaO64UL58+LlG0g6qzGTpiAkBQpaNZsB1nN7xlewVd2QD41BkmKulAtXRtxT05h3qwZWLpyNc6e/F6yZWdnh4EDB4p6OaHdb0ZAIBT43wCBUOCBoUAo8ABP6CoyAvv27cP524+hZFEJGanJoDdMfIoKwqekeMgblIRuw6KTIiwyaAVsyDD9eH0vpD4lY8dm2vSQP70QAgJ/AwKdu3TB9AWroG/Iv1Rhy+qlqNqgBSzLVJL40kMCfHFkxypMJA0A4xwyFZgDhbe3F8ytysP11ROkf0ojrQAVhAT6QY9KN8qVLY1BgwZBV1f81PPt27fj/qMnZPOWghRm9Uark6HSgalTp6FB/boSX2teAw4YOgIp2lYoQWnUehlR6NVvCIxNzXD/zg0csduLVh26wqZLLyycPhZNW9mgYfM2vOa3e9MqODx7hNpN2qBV1wG/tQTixJ71MNLVwLgJknU36tCuFTbtOyHyxvIMZW84vX6BxWt35IntLfsL8HB1hrMjtd2R3Z2E140ROvNGwMPpJafJcfSIZEsLWrZuCyOb0VAgC8ivEXBuIzo0qokbd+8jMSkFS+bPFkohed/B3z+AQCjwvwcCocADQ4FQ4AGe0FUsBFq2ag11AxPIkuiPAtXvySoqowQpUr978RCfUpOgWrIalKhmT0FfsLYSC9gfGqdGhSD06i707tqR854XQkDgb0FgxowZMDC3RsfufQs85bs3rsDzLQmIhQZThkACmrbviSp1Ghd4vLw6erk64szBLViyfleWTIq0tDTMGj8EHfqOQumK1bkhvjrfMHV3luHw5ulduLx6iho1a2HJogUiz8920RJERMejU//RUCYRNhaJCXGIJIG+y8f3oASprjP9hrp160JNTU3kcQvasEXLllBW14Y8uQw0aNAQzx/dJUFGE8hQTXePAcNpUyzPDX3pzHHcpg1tr0EjUbs+//uxdvFsJCWnYMTMFQWdOu9+7D6e3rcBh49KToSTOTooa4hWwvDjAq5dPA37C6c4IiK3mD5mELRJU8TEwgqN23XnvX5hAMkjcOX4PmiryGDihPESGzwoKAijqfRUid6vNOp05Jwc/E6uwrUrl7hrBAQEwNiYP4ErsQkLAxUYAYFQKDB03zoKhAIPDAVCgQd4QlexEJg9dy4SZdVRpc33bARWL+3z8gG0jC3gcvcyYskGKyE8BCrm5aFoWQVKZhU45eG8ItbjOdLpVP5rSJHAkGqZOmLN7V9onBoZjIib+3HuhGjpr//CmoU1/DsIDB8xCn2GjYWZRSmxF8U2UyFBAYiLT4QikZXM3cHIrBSMzMUfS5yLuzu9gP2pA1i99QDXzc35NfZuW4823QehQvXsQno/j31gw0LUqFwOw4cPz/eyzEnhs6wyOvcfk2vbV49uw93pObzdnbmygNat22DE8GFgYrmM6JBkthKXdXbjPspYmiI2Ohqzlqzl5sXuAyMSmJaECzlffPz4EcXIy17ZqgbivRyQGhsBbQNjKoPrjHqNSQiugLF361qkfylO5ErueBRwaJG72Y7ujnOX7Hm55cTFxuLhw/tk9RiMSLL5/FJcCgNGTBB5DklJibCdMgplK1XBkNFTcu23ZfViKBH506b7YJHHFhr+egR2LJuObp3bo0OHDhK7+IoVK/AqIAZ6LQYh/Ml5mEsnYOXyZRIbXxjoz0BAIBT43weBUOCBoUAo8ABP6Co2Al169obNlBXfXB8cLh5B1Pu3+FJChk7xPsOyVhPoW1XA23tXEOrjgcSocCgYWHAvo5+pVIKd9IHasShWQhopEQEkJvQWqtrf64hlKPMhQ8OM3CWy1vOKPdm/qEM6eVAHnlmDy2dO/kWzFqYqIJCJwK1bt3DQ7jCWbNglNiSsvMDp9StUrtUIjdp2Fbs/3w6LxvfBso27cOf6VTy5fwtTlm6HFFmriRIRoUHYs2YuWjRvhjp16qB69cyMhp+DEa99+w1Am17DUKpsZVGGRjJtNE/uXQ8fIheKEynLCIbipOiuqamJ2rVqwsbGJpuq/OQpU+Dt5Y0MKkmTouwxVWUV7Nq1Az4+PqhQoUKW6/YeMgKfFbSRFOCGJi3aoHOvAdzP9xCh4vD0IRT1LSFvWpY+v0tx9nNfiWHmX58Y5MXpu5TISEPrdh3RmvQCxI2YqEgsnjMZk0lkUFomf7cIcccXpf3hLUsR5OeDFpR9N4y0P8SJbVs2kT1fKt68eUPlMEowsyzFkT5Dx4qnb7Bs7hRUrVEbbTrlXTbo/tYJR/ZT9trI6STk+Pt0N8TBqCi2DQsJwDEqpzpsd0Bkm9z8cOrRpz+U6naDjJouAs5RVs2eHdDQECy988Ptb/u5QCjwv2MCocADQ4FQ4AGe0FVsBOaRInZMcUVUs+nN9X199QQUU6Ko/ncqFEjJffjIUTCoUAtlm7T/NrYrZS58fO+BT6xemF6K6T/cd2lZeaojTkbV9n2gbWSWZS4PDm8FU7XWadIXclqS96IXe+GF3CHa9SHk/B2wb8/uQr6SMLyAgOQRmEIb2RoNWqJ2g8ZiDz5r/FBUp771W3YUu68kOuxfvwAVKlbGVcqSmLZiF20OxXOzYXoMdy6fRFx0JKLCQ2FkZIhmTZuie/esaenr1q1DdPIXtO05VCRRwtuXjiM5IR42vb9nPyST44K3uxOCPnjD4dEtKtVQJeFIIyJqAQ8PDzSy6YFSpDmhQHoPGbTxf/30Hp7cuogSUtLIoHINdQ1NSJcohoDAQKiXrgmlis04mzkrTXmMmDCdgzOJ7CFnThkD3RaDIa+X9XP5Z7wTAz0R++Y2ZD4lYMX6vDUAfu579fwpPLp3C6NmryINifxt8yRxr3MaI9DXC3vXzofdkWNUZpJZhpJfzJ09g7NuDP8Yiu79hsLQJG+c8hpvDZV/lKtUFW075l/G4PTqOfZt24B6LWzQqE23/KYp/Pw3IODq+BSXjuzCxQvnJXb1WMqC6dl3AJ3FZGDLxvWwsrKS2NjCQH8OAgKhwP9eCIQCDwwFQoEHeELXAiHQrU8/NBs+G3L04h3q4w6nS//h+JHD3FhbtmzBu/AkIgkyCQc+EUelE/bbl8Gi+3QUV9HiM1Sh9WUZFxmUXVBcRg7F6aX9a6RRnaOMiqbI1w1/dglNzFUwatQokfsIDQUE/hQE1qxZg5iEVAwbP03kKW1Ybgufd27ktGCEwVMW/rZN5YNr5+Dj5gj/996YsWoPpydQ0Iihki8P55dwev6QNuaxZO9mgYULFsDBwQGLlyzFlGXboaQsmmOL/3tPXDq6G2Pnrct1OsH+7+Hi8IhS9mVQi4QOfx77M21A0v/H3nUA5Pi17+tnb9kjK0o2Wdl7zzKTVVaKykhbC4mQSqJkZBQiiuy994gkGUWpyKgkMr77PH0irfd9n/et8Jz/v8+PzrnPea7nece5zn1fF5VLsAyA17HRiI2KoMyHJNRXbg4Xu/moP8kWkbsdoaM7Gy1at88wj/6MSajYYTjKKbXOFY6kh1cQfWYXtHUMxNJYMJw6Fn3VJ6JtF8lLJ3JdnAgdvFZYQmsSrYM0MXJrfrt24v6DUMwwNMmta66/v3f7Brw9XbHcbXOufX/tsHbVEty5fhV9hmuga3917lfv3ryGXMWC+Tkp1sX9wZ1vXDiOo3u3YZnDUjRu3FiqVxIdHc25zQjt70VAIBT431uBUOCBoUAo8ABPGCoRAj4+Pjhy/iq6a83Fm6hnOL/NFf5+P1WnBw4eQmUR9pxwozTaDnNKE57hSBv2YtIIJ5UYX1KS8WK/Cz69iSHLtdL48vEDRyj8x04CiWAoXrYCpwxfpeOwDHoQ76kGubxS5rRopiPx/eEZbNucVsstNAGBPwmBM2fOYL3HBixx9hRp2RZzdKDYVIVOWoeinJzoxJtIwcXs9IDU2dnGXVPXmNNtkFZLJrFFRlbcvHiSNvQliExwE8vV4Kj/VsSRnsGE2ebSWlKGOB6OC/GhbA0kEhmwdlNGMcDYl1Gwt7VEjT4TUaRynVx1cFhgrmyL0rEVyGpznpltrmtmApzJHz7g1o1rGKk1C74eKzFCSx8vKPuiVftulFVRJNcY0uiw0kIXs2bNQsdOXUQKN1t3Ojp074feA35m4Yk08LdOD0OCsdndCUtdN0oynBxCkuG0ZCGeRzxFTdIwek8ZMkx7pBeRDLXq/nQEkCi4MEgiBNhr/VSgD/x2Cy4cEgH4jw8SCAX+D4BAKPDAUCAUeIAnDJUYgbFU09ecxBnlG7XE5d2eKP0tBatWOHLxnJ2dER7PshQkV3v/dWFnt69F0tciqNYrY7w3t0+SBsMLFC8jh0od+AsgpbyOwsfYp/gc/xKFyZe9HDlWsBTD1PevUFKerNWoJvlHS018g+h9qxG49+cXh6dPn3LiaT/SEUNCQuC+aSvelqmDr/TlL/7WcdRr2ARvPpJF2yDdDNgzq8iXFC9g9w6J74kwUEAgPxHQmjIVlktdaNOcUYT1aXgYQoJv4fmzJ5xwXfTzCEyhjIR6Sk3yc7kZ5l4ydxKXCSBXSfoWrZ8/f0IxCTQCdrgvJ9KlJdp3688LJ5ahcPbIXvQcPCZDqQVzOdjoao/aterAYnHae3f8q1hYWyzAZ5bFoK6PolXriT3360v78SH8BpascMvgnvFroOX21oiKfUUWxCn4lvwO9RWVoTl2FNzXe3JE7Nfv/5GWhZvYc4szIPlDIhjGpYr9h3Gak9A6G/2Ld+/ecqUQt2/dxL69fggLC4PuPHMoKkv+/EY8Dce2DW6wWOIkzpIz9Y2KfAYHa2OojaGswYHDsGfHZlwj/YsGjVthqGbuQqG8JhcGZ4kAIxVO7PeBw9IlQmmC8IyIhYBAKIgFV5adBUKBB4YCocADPGGoxAi8evUKM/RmQ6FNFzTvPRx3D++GHD7CeqElF1Nz4iQo91JDnWZZi5SJO/H+VZYoWV8F5ZRVUZRO/2OOeKEI1e0yMcdCJO4YfvUUFKcsReESpcUNDUYOxB7bBFam0KxJE5QpWRyJyR8R9vgZaTwkoxSJRCa8fc15QZeoUosrb4i/fhTJT+8gwGdzrvNZkO5EMsUzNzXmVNovX74M26WOaKC1OMNYlvEwqk9nTJgwIdeYQgcBgYKEALMfdN9KIn2/kAms3pttcIqQVkqhQoVQTb4u6hKJ0KRle5FFD/PqGn09HFG7fiN07sPv1Fma671DdrxngvxgYOPMO6yt/ji07dwbg0kU8te2ZJ42ypQpDRUSBVRSborNJPpXYxgRCWX5Cb4lRz/G84A1GEEb3UZNW1AZSWmULluW5iqHzZ5rcD8iFtX7T+EyvBLPbMXq5faoXr16+tKmTJuGNt0GoXWnXryvPacAwdcvkMvHZhSm5zM19RMJV7ZEVHQUEhMSiQQqCnkiW+4F30bVajWQlJiI9p27oWPXXqhdj581srnBNIwcPwVtVDtJfH0JRHQw/ZG1W/dmirHOyQExZEVasXJ1jJpiwIl5yrIx0dGQW5fRtHVHjrTa7bWaK8eoQPP/i22FmQ6MjeZBVTX3Epp/ER/hmrNGQCAU+D8ZAqHAA0OBUOABnjCUFwJfvnyBw/LlePDkBfromOIslT6oNmuImWShdu7cOXhs9UXPacYiCZCJspCz290QHXaf0yaQI3GxXtpz0od9o7X4Ws0UuzQi6XkokRMb4eWxDvLyOYs/jteailcx0ShZviKaKDdExPMXWOe8EuXKlRNl+Rn6XLx4Eas27kT1wT81E5IiQvBf6GlsWucqdjxhgIBAfiCw1GEZQqie3MbRjSMNWGNiqo62pvjy9Sv6DBuHVh2658fSxJoziDaVHxLeYfTUn+8pYgWQQeekxPfwWGbGuU7wbcf37aAsBX9Yr/FNJ33uXj2Pfb5eKFW/Jb4nvSXnnsKo1nsiR5hKq8Uc90bSs/v49u0LvtPzwBx+ipIezpePiShZqSZpNAzFuzPb4b/LN8OUb968gabmeFqvj7SWkm2cE4E7Eff8MTQmz8CDe7c4y8wq1WoSHiQeTKMaNGyMt+RIwQQtpdGOB+3DnZvXMN+Sn+3fjo3rSBTyJQyzKS9hpRD7dm3Do9D7mDrfDtVq1pHG8jPFOH90P476b0M9xUZ4Fh6KyoSdfK1aCA25Bz3z5Zx45b/UPlHWzVq7edi1U8g2/JfuuzSuVSAU+KMoEAo8MBQIBR7gCUOlggDTVDhx+SY6aMzERR93qCjVhb6+PmbPmY+vZSqg/fA0OzJptQjyjq9Lp5y/t/Dr5/Dwzi06+Zqa61SJT+7i7Y3DKFe8ELZt8sq1/68dGJFSRAr1vZOm0Glhox4ketYmPXzMsS1QbVANC+bPFWtNQmcBgbxGQEt7Clq0UcXwMbQJ/T+ZwNbATk1Vew5Cx16D83pJEs+3dY09V38+YNRkiWNIeyBzjXC1mwsLJ2/eoRPfv4XbYiO06dSTRBDTMqC2ONshMuoF6k/MXe+A9wJ+CfCVlTR8eIc3t07gQ+QDKntIhumC+ehFzhi/tiVL7IGSFdCLSClZN9/1K/AmLgrjtHTQuLlotp6SrOnG1QvYs30z7EXUGslpjsMBfji4dyfqN2wEbd25kKuQdVZJMJEXnm4ryL2kPNp06Y0ufUV3U2GZB7++tn9dD3umfD1WkGtIIZjapZXMsMZKnBQUG8J+oRHqKDalTIW0+/eJHJ2KE1nzt7e7187jIpUYbdksmTbG346PcH3ZIyAQCvyfDoFQ4IGhQCjwAE8YKjUEBg4ajEGGduT8UA6HXW1gqKeDbt26wXPLDly5ex/t1SeTTaT0Tr6yW/gBZ2uUatod5Rtln2oYfXAdCn+IxwSN0Rg+XPQvV1ID6/+BNCdORpHmfTMQCh9jn+HtKW/s3Sn7kzlpX48Q7+9HYPHixYiNjUXK51QSpRsO1a49M120ke5k7qS/rqJ0Vc5lie4aOlHsN2ICGjbL3dFAluv4NbY0CQUWl53EXzkVhCl0Wl2dyk8cTabjU6FiqK1mgCKlxM+ykgYOCWHX8TEuAkXjHmHH1i2ZQo4cPQZjps1DnQaNpDFdjjGunzuGY1T7rj5GEz36DZHKfI8ehlAGW3mULFkKYQ/vY++OLVIhE34s7m38a5w+FoSTRwJJiLE+5prbUqlG1p+zrO+61cuQSvahVSlboZZCQxIhVSSL0bKczWgREhQOvXsdjVq0BbMn3bFuGRKprKKlaleUJeFU5eZtULZ8mq1mRHgIvEl/w8R2GerUa5AJq5dUNuK9zhnPI59yLiOUmsKVPOlSxsLf3G5dPo3zR/Zj3JgRGDq04JRP/c2Y/03XJhAK/O+mQCjwwFAgFHiAJwzlhUBycjJWubrhOaX+y7fogNoqndO+bNy9iheXj2KDpwf3d3tKi2Yq8M26D0Kz3vzFE3Nb9O4l81Bz4HSUqJo5xfNlgAu0Rw7GkCHS+cKY21py+r3amPGoOdaUToB+qpmnktXciz2OOLhvD5/QwlgBAakiwFLQNTQ00KVnP0oHrw6lRk25VPCs2vyZE7lN4J9EKLjYGKI3nYQ3bd1BqrjxCSZtQoGtxcFoCipUqoyqtLlTqFkZV69cRnTcazTQtictmrxxVcgKk0deJpg0bizGj/9NeJeeu1kGc1G9Vj00atkOLdqJ5sQgKe5XzxzBjXNHYLuCf5nJ+dPHcO7EEcREv8BXympr3qoNdOaaSbq0XMcd9PfFpbOnKAugBIaPHp/JBvRHgJC7t3Hx7HFERUbQNh94/SoGqZ8+03NRBR/ImaT7wJG4cDwQ7bv3J9JBCdfOHqPsjZdIePeG3CQUaNwTLhti0Sr3XNfEbJW3kvhkfFwsVzLyLjEJGjNEt5bNdYIC1OHckX24R1pOU7S10aNHjwK0MmEpfwoCAqHA/04JhAIPDAVCgQd4wlDeCBgtMEZMQjJ6k1bCr+2i7zq0bVwfOiSuxRorExgydBiGGTmgpJTsJHNa/P7V1qjaRwvF5Kqmd2OuENU+PIPT/90oeF88zwCz587H+xqtMtlIRh1YiyGdWmHq1NxLN3guQRguICASAkPptbt87RaUKJlzyvLLqEisWGSJgaO10axNR5FiF4ROTgtnYeAoLW7TWlCaLAgFJkJ4LmgnlBQVYWVlxV3qwYMHsdH/CGoMzug8k5c4fP2cgoidDhitNgTakyZmmPrdu3fYtGkTQh+G4dOX79Axdchxae/evCKNHcncOsLu3cT+be508r6cE2KUtB09uA+XzhyH9fI1koaQeNzZ44dwwH8nCQBXxwdyDypJtsaMANCZY5ptzEP7dpH95DMkUBlD+MMHsHHLqGnxY+BGJ2tUqVwF0/VzJwVuXruElI/JYFoPazanuSG5LrdDoaIlMFLbQOLrK4gDX8dGc3ongQH7C+LyhDX9IQgIhAL/GyUQCjwwFAgFHuAJQ6WCwL6AA1i3zh09SSSRKbpXrJGWGXDayxEDe3TmTjZZOxB0CNt2+6O/XpoThCxbkCulfiq2R4Xm3dKniTnlg3bypWFiYiLLqUWOzUiWgQMHQlnPJX2MUpXSuH3zBhIu+mGP7/a0L2GuroiPj+dImQehD+G1wZNszOREnkfoKCDAB4Gp06aja59B6N5nYHoYVlu9feNa7uSxCm28mEjqi4gnuHfnJoqwk27SVFBu3hZqE/NvkyrONTvbGGDiLHNUpE1YQWmyIBTYtTmazuAcZ9r+YpNoZGKKF6iAylKw3+WDX/R+ZzSuXQ1LFmWt67B37176rFkHLcOFXMp+0f/bcbJ6/ssnD+LW5TMoWao0vVemcun1JWgzLW67dDIIZw/vhZPHNnGHcv3PnTqKM1SGYGm/WqLx0hoUev8u2YDG4T1pcXxISsSlc6dgumhFlkRJJFm6rrQzwwxDE3itdUK7rn2hQnobTx7eQwqVP5Qkp6NC5OASHnIbMZGPKTthXbbLDAsJhu8WD7o3xWjuN5zY51KXDVz/W0Qy+GzZIHNLUGlhKGqczattMXPqJKioqIg6ROgnIJAJAYFQ4P9QCIQCDwwFQoEHeMJQqSEQERGB9Ru34NGjR6jVtA1a9BvBxT62filmTBibngLo7e2Ng8dOonlfdcg3lt2Hb/TDYFwk5WmFCWmncKy9unIAXeRLcIKRBaWtWOWMm7EfSe08TcuhUqmiZPcVy53WHT4YyJ3M+R84hFJyFZH4OgZfSEH6P9qwLbGzRZs2P8UcC8r1COv4uxCYMUOH0s3rQltvXoYLc11mi2rVqqFVm/Zkp5eAqOeR3H8rKiljwRwd6BvbIMBvO7eBYOUPrC67IDdX2znoP3LSX62h8AP/O1fO4tIxfxKN25ThlmhqT0fx1oNRupZyvt6q6MOeUFGogYWmC7JcR0pKCvQN5yDy2VMS0qyFBo2a49r54+jWtQv6kX1pLXIYWLt2Ld5+SIWGTtYxsgocT2n9ty6exI0LJ1G7rgLmWWa09RUVlMdhD+BkvxAGpjZo2KiZqMNk3i/6RSQ8XZbTazUC1WrIc+5LVapWR8269fAu/hUeEhEwhV7nFStXxZb1LnhP+gnFixcnp4v/ON0F1v9L6hfMMbdD5So/M/9+XXjA7u04d/IIho4ch26/EJA/+jCSw3/XDmjPtZH59ebVBGcO7UH0o7twceFv75pXaxbmKZgICIQC//siEAo8MBQIBR7gCUNlggArg3gcGYXBc+wQ/+IZLu9cB3+/tJRH1uLi4jBpshZGW6+Rad3uY3J9uLJ3Myq37IEStRuT+FckmpZIxMKFC2Vy3ZIGHTZiNCr3mYxSNdLErT69jcX7Exuxa7s32JdnCwsLzpqyRYsWuHHjBm7eCYa+3kwuu0FoAgKyQmDCpMlo27Er1WOnuQL8aGePH8bxQ/sxx8icLAiLcDaETAm+MDmfFKbTSBuLedA3IcKhRs10C8nK5KDANndM+K2gtVMHd+NpKG2mSKywIDVZZSiwa1xLjg9mxvPQpEmT9Eu+e/cujC2toUh6CvnZPsZG4OPlPdix2RNLlizhMsqyc9U5dOgQHj58iDlz0uw+zcwtEBIaBhenFZhG5XZ27j8/d3K6pofB17Dby4XTBRkyYiynEcKnxZG98GKzOXDZtItPGKmP/UrWnYwYYJkLz548QgT9sP/+SKUJLVq3x+H9u5FKIoqaU3RRs1YdyNeuK9YaDLTHYI7FItRXzJqUun75PHZv34S5i9zEiltQOyd/SMQKMx0cCgoqqEsU1vUHISAQCvxvlkAo8MBQIBR4gCcMlRkC27dvx/7DJzDQwAaH19jCYr4htyFmLTAwELsPHkXPqaKfHkm60G9UJnB1/zY6QbgHFCmG71Sre8DfT9JwMhn36tUrTNHVR81h+ihatiKSXz5B6s1AErPKnFYaFRWFufONsMtXcIGQyc0QgnIIzNTVRZuOPdBnUEYXlHBSrfdasxJFixblBN2+fv2Cb7RJYSUQrCTn27evtBGpi9kLFqJU6TLpaO7augEnDgVi2PgZaNO5d4FCOfTuNRzw9YKRffZp3PmxYJaq7m5vDFNH8WxtRVnrE8rg2u+9Frt+c5NZvnoNbsWmoFL7/LP8fPfgEuRehaBuzWq4+OglviW+gQe5E7CMmJyak7MrTl+7g+/J7xGwdzcM5szFh4+pqKvUGJWq1URVymZgIoNZtWULpkJ3nhkaNpZeRsE8nfGwW+mOMuSg8Cc0llVRr0FDtKRMo70+mxH7MhpmVCJRkcQaRWnvqLzBnshEeypvyI4AWmVvCQVlFXTsnX/PlyjXImofv00uaFJfXtA7EhUwoV+OCAiEAv8HRCAUeGAoEAo8wBOGyhSBCVOmo/0YHXwgdegTCHeZAAAgAElEQVTgoB3Y4b05fb6Ag0FwdV6N9sPGQ1E1s/WcLBZ2g8TISia/huOyZbIIzyvm69evMU5zPOqNMUbc+T3opaIMQ0PDDDH9/f2hrq7Oax5hsICAKAgMV1PjBOUqVKycoTtLhb578ypXH87cAsRtNsazQTU7GDfTGOUrVBJ3uMz6X6L6+5ekXj9Cq+CUQ8kyQ4EBuXfLGtStJofZs+me/NJGjdVA6XbDUbZBK5nhnVvg2GOb8TE6DLVGk7bDflfM1dFG797ZE1HmllYIf5eKMo064M3pHdjnt5MjuFjpQ3R0NKXsf8HTp8+QmPCetD1a04a3GKoR8VWpag3uxD7QxxOzjSy5NP9PVFaW8vEjvhNJxlwKmGtCNJUJvIx6DrZpZj+sHKKugmKOl5FAsZZYzsOyNRlLS3K79vz6/adPn2A1fyYRCh2gqa0Dk1laaNFGFU2aq6B8eTl8+/6NiMRiqFs/6+teZGaILj36omf/rB2UHKyMUYlInaGaM/LrEqU675XTQXhw4wLWu2fMtmBlitrk9CA0AQFxERAIBXERy9xfIBR4YCgQCjzAE4bKFIEBgwZjuDEJY5Gg0/kda9FSoSYMDH6qOyclJWEWfZmt0rgtmvaSvZ3kUbdFcHJYhOrVC47w2q83YJvvbuzavRvNmjeDvc1P7QfWZ/pMXbx68x7qg/tj8uTJMr1vQnABgUlaU0jp3pGyDDKK2uloDuNOLOdb2VMddc4nxr+iGP/6FdY7LUVy8gdOIO4bbdQ69R7CWdQVhPb8aRj8t7jBwKbg1EHLmlBgFoHeznbw3pQmmPej3bp1C4tpE1xjSP4JaqYmxCPC3xnyA6bixcF1WOfiBAUFhSwfFbsVzngQ/Q4VOqgh9tRWfIwKR1DAvmwfq5MnT+LevXtEMDxF/Jt3eEsbfyYkWqRIYZSmrJoqlSsiISGBIxrYDxPALUGkQs2aNVG3bl0okkPGylWr0Uq1M/oMzJjB8/uk+0lTgGX1zLdcUhAe8xzX8I4yYoz1tEl8dQDGT9XjCBQvt5X4lPKRyJmvpJ/wmRNfTabPbUPSUfjVBYNpI+zc4kkkpGuWc+ze5oX4twl/jEhrbjcrmsjHbW728N+TMdtxspYWhqlrIPT+TZibmXHPj9AEBERFQCAUREUq+34CocADQ4FQ4AGeMFSmCBhbWCP6VTzaDp+AD/Rl5VbgNvry6oVSpUplmHe+qQVSS1WAysAxMlvP2+hInN68CgH+e2U2hzQCs9RxVo/+e1MfPRadxs7Eue1r6Br2SGMqIYaAQJYIaNGX4m59h2Q6aVy12AIjRmliwzpnTnCuavWaIiN4784NbFnnQqUUeqS1UJg2aCWxfZs34uj9YbyeCarWqC1yLFl1ZLZvVWvWpg1TIroNGJFterys5v89rqwJBTbfY9KOCNhGpQ+/lVD17dcfStMdUSgfNS8+x0XgxfGtKFeyBDZ7uHGb+t+b7hwjxBcqh6pdR+Nd6BW8v3YQFeke1qlYFotIuFaWzcjYFG0794Rq5+7p01y5cJrTEfnRXpELypGAPVjtVbBL1JgrxnydiWQtaUYZCS2zhe3urevY6uECR3fvDH3u3LiKQ6S/YGrnmOVYy3kz0W3gKLRo10WWtyRPYr94+gh+G52xfevmDKUd1jZ2GDpiHF7FxeDUsQNYXgAzIfMEIGESiREQCAWJoUsfKBAKPDAUCAUe4AlDZY7AiRMn4OTiCuVOfRAdFoxUEjHy892RaV6taTNQtHwVdNLQkcmaHt84j+TwW1i1IusvPDKZVIpBQ0NDYW2/jKtXtzSej5Yts//SJ8VphVD/GAKz9Q1Ru74Sxkycln7lTB1+mdUC6BkuQItWbWAyVxd6lB5evWYtkdFhMRxtTODr559hzPnzZ+Gy2ok2Zr3RVz2j+KPIwaXY0Xf9CrRo3w0BO9ah/4iJUOmYN+VYWV1CXhAKbN4LxwMRevM8NnisT18Ge78xmDMPVdv0gVzb/BN/TYl/iRcBrihBJNQ3Wh3LbPlKooElKZPgPyJey7UegNKKaW4370IuITnkLIaSGPDJDcugWKs6DMnRR1YWu+fOnYOz6xo4uG7khEkX0qa5JJHln6l04NdWr4ESJkybna2ugBQfX16hgoks2LHRHZNm6KNx88zlLszB4eLZE5g5x5TTWvj8+ROOH9wP5abNsXqpNcyXOKFGTfks1zB3xnh07DWE+/xSIOeLug0a8Vprfg0+tHsT7t+4hE0bN3BCyT/aKicnyFWujgGD1LDZ0w0d2rdGr1698muZwrx/KAICocD/xgmEAg8MBUKBB3jC0DxDwNrWDlHvktFuhDZOrl+CnXQ6+XuzXbQYLxM+QpV0F6TdQs4ewsenwVizZo20Q+dZPBNzS0rVDYbnOncu/VZoAgLSRMDCwhJ1GzZD38Fq6WHjYqPh6mALG/uVlFmUVv5gZjQbMwyMUVMMBfgUSpueO10T+wIPZbnkhRZmCA8PhyZpK2QnnCfNaxUl1morfaj26M9thHJqTIiy0C+n0qLEFqVPXhEKb+PjsG+zKyxMjbiU/h+NaRAsdXDEo5RiKNdmkChLlkmfyD0kAlqhBuQad0AREq39lppCP6nkEFQYxSulvQ+mJr1D5O7laDtEA/VVOnL/dm2fNxiRXJ5KdMqULInFdjZSf9/03OBFwpa+nCtEx2690KVnP5lgkBdBv3z5jNlaY7BuW+ZykV3eGxASfJsTaVUga1h5coC4ceUCtnut5XQmhozQQO+B2ZctrqTspjdU9lS8eAnExkRhofP2vLgkqc0REf4Avh4r0bxZE8p8yegG8+DBA45YsiIBS5ZhOHXCCBw5ckRqcwuB/h0EBEKB/70WCAUeGAqEAg/whKF5ioCxiRlQpS6qKTbBFbKS3OWTOVNhy5YtCDp5DgNmZ9QQ4LvQO0f3otj7aCxfvpxvKKmNT0xMxIsXLxAWFoYKFSqQGjidulHNpZKSEvffvzf2ZYX1bdTozzzdkRpwQiCpI8A28/PIPcTZyzdDbAfKTNDQnAzlxk3p9eqN+3dvce4OekYLSbBRPFHFWZNGYu36Daheo0aW6w++ewdLlyyCcot25AYhfVJRHNCYvd4BEupjG4kUstRr3KodGjZrA6WmKhlKkiIfP8SRPd6EyXf0VRsPhYb87AZ/XWNeEQr36MT1bNAubN2StXjgmHHjUax5b9rQp23U87q9D7uON9cOQWF89na/SZGhSLy6H0MoO+H39uFdPF4+uo/bh3ZjN7la/F5yJ43rWerggMuXr8DY2kEsok0ac0szhuFUDcxfaI869epnCOvvu4Vzfbhz4wr3GbV2qz8unzuFowf9YeXgItYS9Mlakomy1lcW31Ej/MEdHCRHluETdVFPsbFY80rSOZWyMJh4adSzR7CxWoimTTO/vj09PVFGrhq69+qLMyePkoDnY8yfN0+S6YQx/zgCAqHA/wEQCAUeGAqEAg/whKF5jsCAgYNQta4i9KZOQod2bbOc3329By4Hh6LH5DRvcWm04JOBqPo9EaamptIIJ3EMJkQZGHgAd+7cxYPQEDQmm7KSdPL78eMHOun5RgJYn/D0yWNOmHGchgaaNRP/S5fEixMG/rMIzKMvwO269UWHLhlT/JkI48bt/jhKlo+Pn4RzJ5RMjLFMWfGt8CznzID2tGno0qVbjjgzUuH6tauUrWCC+pQendft7GF/nAjwQeeu3WFiZoHr16/i2JHDCH0QirJyFTHVaDFevXyB88cC8DjkFiZNnoIkEjjcRy4sxem13Ge4JjkJpKXh82l5RSgkUxma+xJjjBmljjFjMuvYREREYIbebChNyz8y9sXeVUh5H4+SVWqheNU6KFaxBopXrEk/1bkT8ud7VqDH2KmokIMWR/yLp+Q25IMtnrKxB3306BGMFhjDiARLa9XJWkCSz/OQF2PPnzrKEQVGVkvTp7tw+hiSP3zAtUtnOdHKqOeR0NadQ5kG0bh59SLmWSwWa2mXz5/GVs81aE22tIM1fpZW/R6EvQ6Z3srnlBTE0evt67dURD19Au05VthDGTVvX8ehNL0PTVuwmD5DMxPwYi3q/51TSXjy+ZMwJL0nt4+UZBzcuQmDBg3M5Lj0a2xW1nnh0jVM0zXEIiJgDWbPos912ZMdklyfMKZgIyAQCvzvj0Ao8MDwbyIUnj17hnr16vFAQxha0BFgtbnBwcEYPXp0jks1JA/xYrWU0aS7dFJtT3g6YLz6UAwcmH/1wDExMURomKF3f/Lg/v4f7gffwNs38ZytmSHVpDdp1iIdk1skcnWDvqw1bdwQ90NCOLsujbFjslU6L+j3XVhfwUbAysoG8g2U0W/wT1vSx2Gh8Nu2gVJ5HeHm7AhVSulu3iprElCUq1thawqV1iqYMDF3l5LnkRFYZGuLKvJ1MWpKRvtUUeaSpE/w9QsI3OGBOpT2v9Ip61PX169ewdjYCB8ou4htOLx37MpQS33k0EHspBT4L1++oY+aJpq37SzJUrgxeUUo/FggE6WsWK40Vq5ckWnNxqbmiC7bAHJNOkl8PXwHfoh8gA8vwpASF4nvH98jNTkJXz8lo0gZORQuVgpt+g5FvZbtc5wm+U0cAp2tyTrYAc2bN+e7pEzjU6kUY9w4Tcycb44GSn/epjL2ZRSWLjTC6g1pIpLMLpNZX9atU4ccMd5CfZwW7lKWQrHixRH24B7pJqyibDrxycWNa52QmJSMsTPmZ8AwgSymj+/3wd1r56DUpBW9zt4TaVAe5cm+lgm3tu/eP71/dMRjHNy1kfQ0ymKCnuQHBV/onu30XIl+pJmydc0S/EfEPtPCqF61CpaJKKw4ZOhQ+gw3R8AeH7i6iJexIfWHUAj4xyIgEAr8b51AKPDA8G8hFGbONkQkpX+7O6/i6jhZ/WaRIkV4ICMM/dMRGKGhiUGGi+iUoijvS8nKtpJ3UDECBAUF4cCBIPLp7oOAvb5opaICUxMTLoKNjS3CHoWhWLESZMlXCS1V2qHvgLS67aDAvahUuQqlidek9FISwGrYABqUuSA0AQFpIcBSdkMfPcVs44xlRkygrQll0Kh26oLtZAknV7kal6EgaWOnkt+/pNCpv6XIIZydVuLk8aMYO30+lR3kvFkUOehvHVnZQsD29fgPX2FhaQ2F+hnTvX+P+zD0AZQbNcYkzbEwtViIJk0zZ1FcPH8OG702IIlOdvsMH4c2JDopbntPzjhrlxjRSW7uwpBMpPDjh6QcpyheshQ+UflGTo2llFcgsTlXsmn8tWlMmIxiLfuhnGJrcS9Dpv1ZGdiHZ8EoUa0unvnYY5S5E4oUK5bjnKe8VmD04L4YSptAabeLFy9inccG2K5YK+3QeRbPSHcSZ4fJLCIT373DuZOHsdV7M2XRfYSO7izMnGuGFXbmpIdQHPom1qghL75DiwVlKzVp3Qm9h/38LGPuKltc6PO+0H+Ip+wDsxVZl+D8CgQrS/pOcp1Dx4lfIpVEZEXw1fM4EegL+yWLsWKlE9avWytRSQzLUljr7g6rhQsFweQ8e1L/vokEQoH/PRUIBR4Y/i2EwoULF7Av4ACdHKSl2s01NqMTWQ2othHU7Hk8Hn/0UOb80LjfaFRVUOZ9Ha8jH+P2/i3YTl+MpNnevHmDs2fPcmm3pUuX5jQROnbsmCnlcYGxMb5+/YbmLZpDfTh9WSNv818b01OIj4/H69evKbX8KX2B80ar1m3RlCy8ihCh0plOh1nb7bOFNgVJmDvHkLIW+BMt0sRCiPXnIXD9+nW4rFmLWZQhw9TpP9EPU2+/fukcFKiOune/tIyeo4cC8DI2FhqTZ0h8kYcD/HDv5mWsXC2eMCorEzKYpYsKVWtAU9dEagKIn0go0n+rG14QoaA9ZSr69Bsg1rXp683A0GFq6Dcg+ywqpgvh7rYGcXFx6D9yItp26SPyHCxDwcVuLhqRin5urQSJ3aV8SsmxW7GixfE5NaMDQVYDHj24D3MzU3To0CH91xO1pwJKXVCehBELanvoPgejLJxR7Ddb4l/X++jqGSQ/uYvVK2Xj9hNLrxFdPT3ozbdEg4YFP0MhLvYlbpK44vNnT7jXPdNJAJ3QVyJiu1z58njyOBwe69enb7JNzcxRV6kp9vpsxpote4gEz5m8ye5ZSU5OJlLCjJw6CqOlajdcPH6Ay0QgVg9t2nWgA6VU+iyNwggt/VwfN7+NLnhw5wrKyVWCAukyvH/zCmXLV6D/bg7Fxi3S4lJLpDIGVjqRSFkQ184dRcyLCNSjw6vV5DLDroOtSVJ9DY7YIvKQfQfIyvY514sQOggIEAICocD/MRAIBR4Y/i2Ewu8QqI8dj1RKG+3foxO3YWO1723a8K9L5QG1MDQfENCYPBU9py5AMTpd49uCSZixRrFULFiwgFcoViu72tkFEZGRYKJNdZu2xns6USlBp4TMFus/OjGZPGYEevcW/1Tyx8JSqG70ypUrYPXLIaQi3bhZ6/SshfCwB3BYZAk1NTXIy8ujX79+ArnA647+u4NPnjyJDV6bkJDwjsTWCnGCa/T/3H8XpS/ZhdhfqH39+gUdu/bGCE0ticG6cuEMDu/bhXWeXhLF2ODhjv2kUzBCaxZaqXaXKMaPQbcuncJ+ykoYMWI0JhOZIEnbtnULIp49hcVCm1yHP6N+HuTOEnI/GD0GjUL3gSNzHfOj5MF1065c+0qzw14iLZ+F3YOrq2t6WJb6ffttIVRSzdnxQprrECdWEjn4vLnkD3XjZdkOe/fyOa7t9cKOzRvFCS1R3zF0GDJ+qh5atP6ZVfPscRiOBPoTQVwYU2cbSRRX2oNMZ09BBblyaNiwIVQoa45titu3b4+qVatmOZWNjQ19Hj0k4jEFK9Zt5Z1FGh31HDu3eBABIIeHIfdQomRpLkNoit48zCOrSU0qZahVTynXy35w+yqnq6BQry4mTZoE9r4WQuWVHz9+gvY8W658aPtaB66UoRZ9ZnZQbZ+lXkiuEwkdBARkiIBAKPAHVyAUeGD4txIKCQkJ3IdCcEgozp87i2Kly6EsKd/v2LyBB1rC0D8JgcOHD2NX0HF0Hj9bKqz/s9uX8eR8EKmZb5YYBvZ6W7RsBRTadoN8oxYoXyWzYv3ZLasxqHvHXHUiRF0EIxfmGy0gFWnyXKfXgEqbtC+pF86ewr3gW4iPi8HIkSPQuXNniU+MRF2L0O/vQoClaHts2Ig55ou4LBs6nqQ/2R/sf7i/pf+9PDmRsGwZSdsjEiH1dFmGrTt2ShqCGzdzxjRKay+JyYZWKCJmlg6rl2Z10qlUe+++zoPXOthg3ena5IIxEd17iuY5/5YympYstsVDIgm7D1BDjyFjULhw1qV9+UUo3Ll5BdfPncDiRRkdEwZRNob8MP10q0be4EkxwMvDXqhWtRLaDRufZdSE1zE45eWIfX67pThrzqE0SEuhWs1aRAa3wrkTh2kT/hHt2rbFqVOnsNprJ1cykN/N3HAaZuvpcp8dorSnT59CR0cHQ0aOw1D6kUYL2L0dwbdvYPhoTZw+FoTZC9JKrxixdff2TTRqkabbokSkunzdBpmmPOCzAQ/vXiU7R9sMmYFeXl54FBlLjhB6cKVMH1aiNGCAeFlI0rg+IYaAgKgICISCqEhl308gFHhg+LcSCr9DYmxlh+BbN2FpukDkDz8esApD8xkBlv4/l2zsqjRtj2Y9SMRQCu0LZRMcdrXBHl/JPbAnT5kGpZ7DiUzIuhQn5EwQkp8/JBG7jDXIfJfPUird3MjzmwK9e59IitJpDhgsTTVwnx95fMfhyqXzmD17NqlSS0fIku+ahfF/BgJ+fn64cOU6DExsZLrgN/Gv4LzUigiM3Gujc1uIz/ZtOHb8OPStV+fWNf33d66e4yzgNMgGUXPCJJHH5dSREd+Tx4/F9p17xEqX/vz5M2ytLBF89zY69hqMHoNH0+lsxiys/CIUVi4yRxNlcuKh1P1f240bN2BhuwS1huqhRGV5qeAnrSAP1xpAw249CmWhu3Rt7ybEUcnbeHKxUFf/KToqrblzisM2tSzLrGfPntwPa5Mma2HiDEMoKudvScQzcm1Z52SPbd5bxMpwmz9/PuSq1sSEqbN4QfjoQQi8PdMEDBetytp5I9DPB6Ehd7k+EbReXfPlqESlTz+a30Zn4FNilkKirM/AQYPRtb8aLp04gMCA/bzWKwwWEJA1AgKhwB9hgVDggeG/QiiwDVVgYCA8vHegcqXKcF/tKNYXOB4QC0PzCYEhw9XQi8odcrICE3dpH0mIKXCFKQ4FHRR3KNd/xOixaD96GqploesQ+zgU947swrZNssuisba2IVKhMNXnKlOd6VfuNVC5SlW8e/cWLyKfkXPEbTgstUflypWxfft2TtyUpbMyXYddu3ZxOg3MS7tbt5yt+yQCRxj0xyJgTAKhzVp3RNfesjvBY+/hM8cPR+ChY1LBKWD/Puyjn/4jJqEhnV5m1759+0pZCfb4mPgO6yUst8hpwVoTxxH5aYyWrVQkui5b64W4dfM6VDp0R6+hGnTaeh2hd67hC5WZxEZFYNX6bRLFlXSQv683Yp8/zlLhnmluLHZ0QvlWfVC2Uf7rKXxJTsTra0H4Hh+JIQY2mS75ztE9KPvpPbp364I+fUTXr5AUO1HGTZg4CaMnTstQDiHKOGn1iX8Vh307tyIuNgoe7pKJR87WN4Bik5YYMGyURJkWXuTy8IS5erXujIcXjmLK9Flo0iLn188GV0ckJqdgnE5ayaLPuuVQrFsTBvqzM0HDPvc8PDxw8eIlvCVhSVaKyLL8+vTOXeBUWjgLcQQExEVAIBTERSxzf4FQ4IHhv0IoMIjmGpsjqV4HpH4D4o5vQdC+PTyQE4YWdASYdoaT2zoMM3KQ6lKf37+JiAuH4OW5Xuy46qPGot+shSiRhVXW3eP7oFiuMGbN4ndyk9Oi9PX1Ub16DRJ1LM/pJ4Q/fsxZUBYvUQxVq1RBp06dULt2bc43O5HqYatVq44ISlONj39N4pYNqSa+EFLIbq1E0SLo0lEV06dOERsDYcDfh8AMSmPuM2QU2nXsKtOLM5wyFg6OK1G/gaJU5jl65BCCgg6BiZpqz7XlfOl/tJgXzxB2/xaO7/PBKCICJdVKyGmhTLTOjGwkd+7Zx/t6li6xwzXSTflG5SZtVDtxGQvtOnSBctOfdrK8JxEhwI3L53GORPKcV2ef/TGBRBpLtlNH8RqZU9BFmIJXly/JCUgMv4XEsGtIeROD8nRiPWCmeZbZCcfXL8UyGwvUqlWL15zSHJxfhAITOvRYvZxO/O+QhoAqLCwseF3WYnt7nKPPaGNrB9RXapRrrCgivFfYW+ED6bUokL1nxzFpAq+3j+xB9N0rGKg2Gj37ZZ2NeP7McXivc8bw8TpoTY4pZ4L8UPjzexgvyFqLQt/QCClU3tSUSNIGjZqDkZm7yBrSytIMysr8RZ5zvVihg4CABAgIhIIEoP02RCAUeGD4LxEK7mTLczo8nhMKS44MpiyFVahZsyYP9IShBR2Bw0ePwWvrDrSl2tiq9RpKbbmHXKyxeb2bWFku2lOmoEaLTlDq3C/LdcQ+CcWdwG3w2eYttXVKGigqKgp2dnakqVAcjk4uWEp1228Lk/7CgNFcSLbW+6cCEPfsMfr364t58+ZJOpUw7i9AYNZsfbRs1xl9B6vJ9GqsjfTI9nQcevXpK9V5xo0ZyW00ipcohVRyMrh6+ggnLqmopITF9tkL9fFdBBNmvEdODg6Oq/iGSh+vNmQgJ3jH9FLyo32l01y9ieo4evRojtMPHj4C8mqGKCaXtYCftNb+nTaDqUlvOXvIhAeX8DkhnkiEmqiv0hHKnbLPOvhGGR6nN65E3y6qnFBfQWnTZ8yEmsbkXE/kpb1eZgfZvWsXGBgYSC309Ok6GEelDwqKuX82W8ybiXrte6F+266kG1I4fQ1fUj/jmv8WvAwPgf58cyg1apphfYzg2r1jMybqW6JSlerc75abTCNywIITkvy9TSN8+47UQp0GP0mOHZTNMKh3VwwcmOZaIzQBgYKIgEAo8L8rAqHAA8N/iVAIDw/HXBMLtG7WCLa2tjxQE4b+SQicPn0azmvcUK1+I6iOni6VpSe8isG5rc6oX1ueKwfIqraWPW/sS/XNW7fxibJiKik0Rsv+2auzX9vnjZZ1qnCiVfnVmOAXs8BiX7TYn5MmT8a0GbrY5bMDFZq0Q8OOP50n2Bc5Rixc3Us1tKQ8vmeXb34tW5g3nxFwdnbG26QUTNYxlOlKVi22QLMmTaSeLbBx4wZcOn8OZcuWwaOwMDiuckajxk1kei0suLmJEZo2a47xEydLba6Rw4fAYc1GlPkl20JqwUUMtJpOkps1VsL06dm/3+obzsXrsvVQqU3WBKuIU6V3S3kdhc9vY5Ca8BpfiTTAhzdIef8aKQlvUbYqaTaQnaFyx15QUs09bT38yimEXz2NL6RVscjKAk3omSsojWlTtGzfFf2G5J2egwFlBq1xdUFdskmUZmMijQaUDeeyMWcnkqSkBMzXmYhxiz2znD7lQyL2LzeGu3fWWac7vT1x/tQxKDVVgdrEmdjkZAOT+XMy2TOz4GPGjsOwCbpoQJaRrN24eBLnD++B7w7JtZNExYyVWhT5v44HHxtKUecT+v1dCAiEAv/7KRAKPDD8lwgFHjAJQ/8CBJycnHD6wiV01tBBlbq5W0nldslJ5Ff9+Pp5PL9/A0qK9TFGbRh27NiBl3HxiH8Vi5LkX830G6qT73ZV0kxgp2JZtXvH9uEJOUgkvX2N/VTTLamXdU7r9SQl/j17dqOmfG28IwsshXr1sWiRbYa5WInIGjc3IgeKUtr0NyS8f0/95TF46HAwcbARFqvxjupmI8izW75xK8pQOIDvlAZbplI1FC1REt9eR8CF0pyvXr2KJQ7L8TEpEWXkKtKX0DpwcpTdKW9u90n4vewR8PX1xakz52G6aIVMJ5d8NXAAACAASURBVNuxaR1Sqe7d1GKhTOZJpTTn0epDse/AYZnE/z3oNO2JmK6jB9UOHaU23yi1oVji7IlyZKWXXy2BNFmsKJtkirYWhg8fnuUyGOFquMAcCpP4kfufiTR4f2UfqpQtTaVYhVCHsg6rUqlWFfqpWrU6KlWuQq4Y97HJexN6TjfJFZIXIbdwN8gHu3cWTIKU1faHhD2GoSk/3HIF4v8d5utMgLmZKdqSw4Qsmp3dIvxXrBQmTMu61O/e7etwW7UUvbXnonI2WYasDPHx+UOwcXDGJ3I1Kl6iBLfUoH27ERcThf7DRqNGTXmsWW6H+DdvMX6WKZwsZyHo4IFMlzSXRCMTiBztR9oqty+fRujda5yzUxkZZvwkJSVhpt4sMBKhTOlSUCE9FSagPG9umniy0AQEREFAIBREQSnnPgKhwANDgVDgAZ4w9I9DgKXyzzKYw7kbKLbpgtKVq6Ohag/e15EcH4sTm5xQt0V71GrWBqXlKqF4qYwpxx/evcEHIg24XGqqc/7yOYUIiXNIpE16kULf0b9vX87bWhaEgoPDMoQ9fgK1MRNQqkxZnDocSKnWN7Hf3z/DteuRfkNZOtlkfuKRkRGcZoKcnBxiY2PQrO8IhJILRffu3XDl6nVMnzIZ0dHRYBuDYuT/bWVhxsViThHxKV9RsZo8kt7F48vHD1Ab2FdqNpi8b5YQQOoIMLG9bT67YGiW0SpQ2hMdDvDDvZuXsXL1GmmH5uLlNaEwZuRwuK/3ok1vZaldzyj1YVjstB7l5SpILaYkgVI+JsPR1gx9Schu7NgxWVr3mi+0QtibVFTvI1lJwae3sfh23R/qw9XRuq1qjsu0WWiMBj3VqPQtazI5gjaOn4isiibdDD1tTaiSTkBBbI8ePcICYxM4ee6Q6fKSiBA205+KreTiUIEsX2XZJmlNgd58C1SrkbX7hw6JsY62WkN2r1lbZYZfO4tnl46hW+/+OHE0CNWJPIiKeIoyVWvRZ1MpvI4Mh9XilZCrWAlrVy5B8dLlSRSyFS4e25ulsKSnpyfOnr/IHRRYLZQNefkrntbW1ihSsizUNbQQQp/L16+cR0zUc3hv5u9oI8v7JsQuWAgIhAL/+yEQCjwwFAgFHuAJQ/9YBFiq5YEDBxATE4OnMfFoO3yiVN0gsgImwNEY36m+mImlff6UQpuXz3TqURZjSbH75KH9dLq/UqZ4MpeGffsDON/6CiTKSKwGbGxsULFixQzzsjKNfv0ypiEHBARgo/d2TNeehMGDc7bhZJsyR0dHVKpUCSl0WsRiNW6cvxZnMgVWCI6dO3fixOmzMFsk22f4yvnTOBKwG+4eXjJBPa8JhaFEtEnLteIHIKNHDIftirWoQJun/GosdTsm+gU8nJchiZxx3NeuJTHYtPr139t8C2tEpxRGpS5p+ixv7pxGOaXWSHn1giNev1O2VKlayihctFimsU+8TODivpFI2NK5XuqdW9fhF7APXSZmLst5euM8om9fwH9fP6NXr14YN25crvHys8PQocNgs8INFStVkckyTh87iKOB/uT4s0TqZQ5ZLVhLW5uyCMagQ9esy1G817sihhwa2qtlXRrECIVbB31RjrIAO46ZjrinD1GEnpd6rdKcRJiOho/ldHj4BHJ/X6CnBfXJs3Ht7BHUqV4p3zMBJk3Wxow5JpCvXY9b34XTx3Dz0hmsWinbjC+ZPDxC0HxDQCAU+EMvEAo8MBQIBR7gCUP/CgRu3rwJG7vFUFAhh4PmbVGpdn2pX9cxUgtPptP6pas9UOL/6Zjr6cs2ywbo1L0PPF2WwZvSKn/UT0p9Ab8EZB72TB9B3Hb//n3OMlJoAgK/I7CWNoxxb5NIQ0F6gm1ZoRwWEgwvt5Xw3i6bdPS8JBQY2TZmxDAEBOUsXiju0zZmpBqsl7vKbLOZ23o+0Mk2OwVOfP8OCxctxx2ytHwSFgwTshbNro2luvViKkzw7jsqx4ci+TOVUhHZmkIp4IVJnyWR/nz59BHk5OtzJS9y3TTw/vohjBzQD9179MptSem/X7VqGeQ79INc9VqcFWDUw2BUqFkLZzY7Y67eDHTu3FnkWPnZcdKkyRgyeoLUXVWYk8PShUYoQkl0Hh7iuxhJiomrqyu+FC7JZdD93phta6FChWE5Xw8NOvWFAllFZtWY7XK1X4QUf+8TFXoHYacDYbvMBYkJCTAzmArL1Vthp68Jb8rCqEIuR/nVBgwYiNUbfNJLNdg69LXHEBHnxrkuCU1AQBQEBEJBFJRy7iMQCjwwFAgFHuAJQ/8qBNiXGnbKWohONphwV1kqh5BvJB3LtfioZ7jkux4LLOzS0zrXrrJHXQVFNGneCpvXOWEDfYGTZKP/V90E4WL+SARGjByFOVTuUJu0OV7HxeJVXAxtaKvSs15DqtcTF/sSi83mYPfe/VKN+yMY51CgMw2ua2X/WnxHOgNaE8ZJXa9hpNoQ2Di6oXKVajLBKKegLDNhhZ0pTOh9rgTpqvxoLkQwGMzWy9ZVKSIiAvomVihRtwm61KmAURoTM03z6dMnvCH7Wjkq5XB1XYU+/QahtUprsa7xzMmjCDpxghPovUM2vbXq1qcsqo8YN3okhg0bJlas/OzMMsuKlioPzSm6Ul2GK2kMVCpfmrclpLiLmjJlKtnOjkTHbhnJodD7d+FDuikmdo5cFoqVyRw0HziWNJDEtxt9+eg+buz3xgq3tDKC7V7ueP78OboOUIeflxP2+e8Vd9lS6c90E9TU1bF+e8b3NHODadCn1wyzchaagIAoCAiEgigoCYQCf5SyiSAQCjKDVgj8hyLAnA4OHjyI59ExePfmNVr2VUfjbtnbRb0nx4cUUqGuppCz9dUn0iU4snYRps8yROOmLbHUcj5U2nfkUoPLlSyK+SQGJTQBgT8NAaajMX3GDBLwrEO2bFXx7HEYdwlFiZjrTpu+jl17oVRp6VgYshNUw6njsHd/ZjE1aeBmMGsm+g8chMFDZL+5nEXERT86mRyunr3ziyTXxEQZrZa5cqKEed0inobDlzaAVoscM0y922cLqlWWI8tPjWyXZGJmjtu3b2O16waUl0HN/pGD+7Fvjy8aN2mMsiSwZ2FhkdfwSG2+w4cPY7vPTtitdJdKzFekkXP98jmcOBSA5csc0KCB+Bt2PgsZMmQo7Faty1Cms9N7A25dvQDV9u3w+l0SphsY49mTcKxYZIFRVq5iT/f6+WMS2/SFHQk3/mj+O7cj4cNHtGjbCV6rrKGnOzPXkj6xJ85hQAJlSlhYWOLps2dw3fTT6eIF6T8stzFBYGCANKcTYv3lCAiEAv8bLGQo8MBQIBR4gCcM/esRePPmDSxIOCzm1WtOeLBuyw5cXWbhokXBTjzuHtlDqbNf6DS2MqIin0KpfXeoDNLIIEB2Y/9WPLx6lrQY/0NREpWaMFUXHbr0gOVcHfp7MS691MBAH+zDoE6dOpxFGUu9Pn36DGJiY1G7ljyiX8agoZJijmnDf/3NEC6wQCLwjeqTR1KGgts6T5w4eYzEN39uGm2tF+LOrZuwohT8atWzdjkR96I8XZZDqUF9jBufOT1a3Fi/9j96+BDOnD5JDiUZN8N8YmY19umTJzAmy7oZM/XQt/8AqYX/Uco0mkQZLexXU3aIdPAWZ4FsQ/qGslMmaGW0i4ykDZL3BjespRTu7NrJkydx8fJ1TNHRF2dKkfqGh4UiYK8PVjguF6l/Qe/EymUma0+BvfOGLMUuRV1/0H4/PAt/iIchd9GuXXsstMx7kuUJvR7MzC0xdNQ41KGMvQ+JCVizYhG3HhtrK+5Spk6fAZ05ZkSS1cDihQtQp30v1CHxY3EbswJ9fvM8V/bwozGCooVqdygoN8dW1yWYPEETffqIXkYj7hp+7R8cHAxTMzM0b9WWrs+U+9WLyGeUhWWIdevWQUFBgU94Yew/hoBAKPC/4QKhwANDgVDgAZ4w9J9BgH1ZZ6dCFy9dwr2QUKSSqGJt2vxPHK9JrgfdORzi4+Ph5+eHoyfPoNd0Y5QqXxFPbl7EkwuHYWy1lOvzX6FCKFuOCSICbyl996D/TjwIvs39e/+hI/Aq5iVeRr1A6pfP6NF3EIoXL4Go5xGor6SMh/eDcensCQwbOlhwTPhnnryCf6GrySq0OJFt2lMzbiJ/XfmEcWNIxd0SCoppWTxPw8M4obT6DRtxf3/z+jWiXjwjhfNb7FVCP0yM7+cPJ87HOtKfVy+cwYZN3mSLmPY6kqSxcoPXr15xbiZMHDWSUu4vnD+LWrVqY65R7taCkszJxkREPIPDkkVYtMSBShKkW7OtPWkC3pIlLLOLNF+8Kl9cHpyWWGLIsJFo1qJVJoju0b19Fh6CGdOnZQkfs6atWLU2VDt1lRTeLMfFv36FrZQ10aVThz+qrCE3EBYvXoJvhYph4gzJCJijB/bi9NEDGD1qFEaMGJHbdDL9PfseumnzFu51KEfZKYsX2WUojxmnOZ5sJWeTmPEnbKFSheEmkpN+D88fQ1LkA8y3WJx+TQZTx0LLwAo1qZTC0WQ6LMxN0aaN+ISFuCCxUp9Zs2ZnsHmdO10TdrY2aNFCOuWW4q5J6P/nIiAQCvzvnUAo8MBQIBR4gCcM/ScRYNkDRSlDIbvGTmwHkwp3P10LXNmzEdaLllE9caksuy+zWsBlKRiQp7gogoxsk+W63JY2YLHYskmwlPonH8ACdNHMMpSV6uzck7umwTSyGTVbtIrzhV+/ehmRaP+hDImSsnTrosWKojIp1lesVJHoBPo/yuZh7qqMaEv7O10092//oVv3HujQUTTxvJtkZ3n37m0MopRq5k+fkvIJzA7PfY0LkQlJpFlSnOasxJEbDZUbYeYsyTZnot4ScxMjNGrcBMwmT5pNdwarQR+B1u07IZXIzx+kpTTnyC0W00/Q1xqFjdszWtH+Ou7iudPYu2sbFi9ehPr1M4rf2trZoblKB3SQAqEQGxONu7dvIvZlFG7fvEYE7CioU53639ZGjR6NmXMt0OD/xJyo18c+o2wWzMJCsvpt2DDnUj1RY8qy34wZOmii0h6njh0ist4E5SpLrg/CMgtvkpaC4/+1FNi6t6xzRtHSFdBr6BgSE30Lbxc7bNsi+89X9poZqzEO9i4buPei16/iyGrVFLt8ZWsJKst7JcTOPwQEQoE/9gKhwANDgVDgAZ4wVEAgBwSGqo1A2UrV6AvDeLRQaZupZ6CfD0Lv38ECa4cccUxOTsJyaxPUqqeA17T5YgrV7FR13hxDdOzYUbgHAgL5ggATMWV6I+u9NnNuJbk1luUzcvgQNG2pgiaNlLlN9dEjh1CPnmu2mZfUfSSreQ8fOshtCFjav5KiEm7cuA7mPvDt23c0a9YcljZ2uS1XJr/XHDMCS5evRF26Zmm140eP4Njx45hjvkhaISWKc/v6FYQ/CMb4SVO58WdPHcPe3TtgZbccZ08fRzO67yzjim1mN6xdjZ49u2PChJ9lK8xt59CRY9CeIblTyKED/jh5NIhzhmjXth1UVdujffv2El3PnzCIpcxb29hi5fptYi/XYMpYOK92ykTsiB0oDwYsW7YMqf8Vw4UzJzHGJvuyGVGWwgiF+0f9sJhsN+/fuUnvR62xxGIelFuqoku/4VyIZQumYpGdDZo3by5KSF59rK1tUEVeAckfP2DYSE0YTtPAHsp0LEM6H0ITEBAHAYFQEAetrPsKhAIPDAVCgQd4wlABgVwQGD1WA30Hq6HvILUMPe9cv4wdm9zRvHV70lSYlWUU9sW7EJ3QmulPwyD10dzJqmLDxpwzhJ2pAeYa6qNt28xEhXBTBATyAoHrdPrP0q7XuHuInL6/3t0Nt0lTwd3DS2ZLdHN1xi2yKpxrZEw2pz83BPMMZ2PajJlo0rSZzObOKXB4WBhWrnCga98otfnZewS7ri69B6Jzj75SiytJoKSE91hmbYxKlStTOVg9jlBY4eSKLZs3QpkIo2gq5Xr0KAwlS5aCfJ26nH3uh4R3sLQwT59uyNChcF3vzREP4jZ3F0e0atGMVPE7ooaU3UXEXUte9p+tbwDV7n3RRcz7z0SB+/TqjjFjxuTlciWa6+zZs3Bf74HqJPz6vXwVtOyXu5Dpl8+fEHwiAO9jXyAx/hX3WVparhIS4mOhPlKDI0H3+GxGAtmbFiEBWbWJulBqqsKtb6fHSijIV4ahoaFE6xV3kIHhXHKciCTtEyccJl2L+7ev0WtGGXFUCjaWslB+lFWKG1fo/28hIBAK/O+3QCjwwFAgFHiAJwwVEBABgQXGJgh98AB16yuiZq06UGrcDAf2+mLi9Nm4ePoY4l6+RIlSJdF7wDA0atYSLA0ycPd23Lp+iVKXK6AJ1SMPVh+bPhNT0WdWWh7r1oowu9BFQEB2CLDPj0WLF2Obz+70SQL2+dMJfD20bKWCJ4/DUb+BYvrv9u3dg9DQEJiaL5T6ohLevydrwpmUtdMZOnqzM8W3tjRD23aqGDo8I7n3e8fw8Ec4fvQwYuh1+e37N6iPGA2V1vzrqZmQnvcmL9SoKZ/rGsQB5zhlJ4Q/eYbhY6QrUinOGljfR3RfPZwdsMDEDAxDJdJ9adGyZZZhgg4E4sTxo+jasx8KffuMMWTbyJqr6xooN23NZTPk1j7ThtFzrRNKk4NIysdk9OzRjbIeeuY27K/7PdtEhEdEQ2umeJvf7V5r8e1TEqys0oQPC3obNHgwlrp4YZW9NWqpdIIiWTvn1HZa61LmUxPUrquAeqTdwiyZwx7cJxmWb5ybBSu3MiU7SkbKrVhsCbUJuqjfKI2AvHbuGO5eOIoNGzzzBBZ/f3/s8N3JXR9zfToSsAfV6H2CrX3nFk9uzfZLFgsijXlyN/7cSQRCgf+9EwgFHhgKhAIP8IShAgIiIsDEl06Q/zlrx46fQA0iFqrVkEf7zt25L+KsftJvuxecvXyxdqU9J9hoYGpDis9P0bRFRq/1oH278C72+R9teyYibEK3PwCB+QsW4EFICCelyDZ3bBP+7es3soosTWUMn2C7yB4K9X/a0A0b1A97A4JE0gwR5fL9dvpQ5o4yXJxWQs/AkLJ2sk9x156kiTnzFnBkR1YtKiqKsi5sUbFiFVSvWQtVqlbjyD92ms6EIH+0q5cvoX2HjOVGzE8+MTGRhONScPzYUTphbIxOXbpwQ+xsrPCSCIr+5OoQdCAAC0wtoCSl2vVxY0Zy9oFsg5Sf7fL507h0+giWr3ASaRlfv36F9qTx5HQxiIRoI2C1cCFnG7k/MAjT9eZmivGInBreko3vF9KwYboICVTrPm/uHMrcSqL7VTGDiJ9IC/hLOj169AhGC4yxeoOPWFd0JHAPQm5dgYvLT8cDsQLkcec5c+ehU68BJFDcGJbzZlLpw1p8pjKBp7cukbZKISh36p2+oiNui9C7Vx/0GZRWwpBVY24KtSiThjXfLR5ISv6EIePShGXjop9j4yor7CdyVNaNWUcyR4dLl69worNMJ6kBlWmVIVHn5q3bkTtODRKxfYQDe3Zg166dsl6OEP8PRkAgFPjfPIFQ4IGhQCjwAE8YKiAgIQK7d+/GixcvcOPmLRQnwcYESv39Rl+wq5PKfBQpwevNow1H46ZZRt9G9mtV5Epj5syZEs4uDBMQkB4CLGX6M23yypQpizJEInTr2QssvT/47h3KCGgPw3lGGSa7c/sWfLZv5ZwOmCApnzZXfxbKV5DDu7dvsdBmESqRwGJOjbk7mBjNg+va9dyJ5e/NUF8X7Tr3omyhoRl+9YxcKdxWLkFJyiR6FReLqmRf94U0IQYOGgz1UaMRST7ytjYLSd/kPaVl1+aw+EJ2srHRUZCTqwDFRk1Ri04bjwT4oRTFYHa0VrReph3Bt00crwEzuxWoQNa1+dkWURnW4CFD6GeYWMsYPmQAJmnPQHTkY7IKbId7D8IwYszE9BifiKAJ9N+Fly8iqVyiBOTl5aGo2ABdu3blZZko1iILeOchJDq6eLWHWM4eJw8H4uq541i/fn0Bv7qfy5uspY1JOobwXL8GXcbPxhU/L6S+f4VEcmtpp6aFui3aUXlDLI6tWwqXDaILG27bsAav499CQ2cBN1nyh0Q4Wc7CgcCAPMFmFDltNGnZBvK1FVD4ewqmTJ4EcwsLxL95SxkL0Vhgsxweq+2xbetPUjNPFiZM8kchIBAK/G+XQCjwwFAgFHiAJwwVEJACAg8fPkRsbCwuXryMR48fYyLZY9VtoJRt5IN0Ypr8Lg7GxsZSmF20EMzZonDhwsIXeNHg+qd6aWpqcqfMzOqxJqXpvnjxnGqSi6IIPS9FihRF6TKluT8ZucCExphVo4XJAkyYrMX926+Nnc4xJwdR2mNymLC2NMU2Xz9Ruqf3mUFuEyyboIGiImd1WU/hp9sAs7e0XbmWNv2ZBdGYqOOj0PtQbtKCiIVSuHvzKli2UOzLaC6bQXeeOWfZ+Gtj5UlMRLX5/0VZmYL7t6+pRIC8warVaziHCT7NxsoCH1M+57sg48uo55x+wk4/8U90Y0lodsXyZZy7w9Gg/Zz97mCynpSrUAmhIXeRlPierHKHCHXkOTwoM3R0oTZOC42pZE7UttVzDYp8/wxz858aFqKOza9+WtpTMFBtLPxJ0Lir9nyc3rQSUzTHYs1ad9Rq2galqESwnkpHHHGzgzmVM8j/PwMht/W6LrcjAeXqGDByEtf1zasYuNsb5xmhwLk9jNPEFN052Oi2Cnv2pL2nscxG9ruZM3W58oeypUuQqGwzzlJSVVU1t8sSfv+PISAQCvxvuEAo8MBQIBR4gCcMFRCQMgIWlguRkvoVsxdkX9fqs3k9qlKGwrRpWfu5S3lJXLiJk7Xxlamzr3enzVaaBSZLD2enhUL7txFgNdjXrl1DYxI7ZKUOhcgOkqWlsy/CH1M+0ol+HJToJP7hgxDSImiL4OA7KFeuHIarj0R71Q6oVq06B+D+fXtJtyAGOrp6IgG6xmU12UoCs2bPEan/r51YlsR+/72cxkPlKlWgRms5RroJ9Ro2xYBho8SKx65TFMtXFpQRcw4L55NFZiUqj0iAkws/xXr2+e26eiVaq3aBukbaZkhW7fTxQyS2qJDJopDZcRrpToKLmztHKEnSZs2cTs9KCtqodsZt0o7p0a0bZSOU5FT2WTmDJO8zrDaeNSbG97e3w4cPw2fnbtg4ivY8MeJOR3MYjh079kdBwywWtfXm4RBl+nwvXxWvnz3C7KmTOJKSOc5UJkHQk6fP0PtCYfQmknP46Nx1Re7dvo5NZBs5ZNwMNG7ZjsMjOuIxtq5Zgn30HpFXjYncWllbkztJW9ja2maaVt/AgN6vnlDJhzInJDlVezK60etEaAICPxAQCAX+z4JAKPDAUCAUeIAnDBUQkAECRkZG+PZfUeibWKNYkUKUOv2d6tK/czMxC0nr+Xrw271LBjNnDnno0CH4+Qeg28DRXJ3zvSunsGmjF7y9t+L8+fPYtEl6ivV5ckHCJFJHgNk9Tp06FWaW1hkEGNlE27d548qlC7TZTEurvkFfmtvQF2a3Nc64f/cuStCmsRBlMiSR9kD1GtXpxL4yUine/AWmOa5ziZ015yYwU09f4us5dPAAfH22QUNzAp147sbHjx/Rb+gIqrvOWbRR4gl/GejiYI2HIcHYsHkrbZj5ZSns2+uH46TPYrFENO0Ccdfv7+uNI4F70bFrD9wh7YJVHtvTQ7CNqbnBNCpfsSeyoW76vxcvDHz+ynJWcm8LLcyg3EwFHSi+LwnQxURFYoOH5Gn47D6yzaWPjy9Havn4iJ76nvtqC26PyVpaGKg+Dqqky5Nbu3rhDG5cOovlDkty61qgfs8yFKYbmqGcXHksNNLHJxLjPHQwMNMaGdleg8oHpsyan+36Tx09iCNkM8reb/qpT0BL1Z+b8ycPg7F3syv25NHn7K+LjCMC1nHFCpiZmnJk2q/Nx8cHZy9c5sjDbZ6u8N6yuUDdH2Ex+YuAQCjwx18gFHhgKBAKPMAThgoIyAiBnbt242H4M8yda4jiRYsgNpFOfIlYYM3aSA8rHZehCp2sSrOxEz2Wbnzjxg20bt0allbWKFm2AlRI7Orw7k3cyTNLTWZ16iNHjsQg2nxFPg1D7dq1oaur+0+cBEoT778pFhOGc3BYhlYqbTCd0nOfP38O51WOnDq5Ean+1yAB0qwae+a2bt6EYWrqqPD/L8/MBrFX774YMixrQbUTJHh46tQJLLZfJjGEZsbzEUdaCIzoKE26D6zpTJuCoaPGo02HzhLHFWVgbEw03CjFunjxYiQQaQRFpYaiDMu2DyuXYroQTJiRryZFVpMwgVhvDxfSitDA3t2+VF5hl95tq4crZaV8gqmZZYahrGrl/xxojtd26cI5+PntgZG1A17FvITVAj2Ym5mJdfJ65coVPHnyBHeJoGJ/MoKrWfMW9NyZUy36eLKt3MyV2vztjbmIjKD3Zbcte3K91ItnTuB/7F0HWI5tGz5tycjMlr333rvMNGRERrQ0FaWUUtoJiUjbyqaI7Fn2JrKz9958/ut+/Epa79vzRnFfx+H4Prrn+fSO+7yv6zz3bo8mLYJFWbbNTQ2YfWT4shVQqlUXp06fhFLVyvD18U53icyC1NknIF1tkUVzPKg0Kwl9VEeiwf+zEn4eJMJvFtq2agrdcWP/yPZV+vUjMcbKQjkVK81auMBfeE91dpkl2K+a2TrBZ6Zdnssw+SNg/kOTckJB/MPmhIIIDDmhIAI83pUjkIMILFiwEIdPnEb3zh1RWE4eB/YfQA/lfthHYlqBgbL9IshEItdvjEIBqnX/+uUrCpJgXSsSp+vQoz9C5zjh7cun0Bqqibj4eJw/fx6D1TSpznkozpw6ga+Uxh3gPxvr169PPpxlFxaWOq9EloOyJkuyux7eT3IE2Bdelnq9n35PmcZAv/4D0UdZJV3xw8xGdZ/lTO4KFQR9A6bb8WtEhIUgiYRLdj4pYgAAIABJREFU7R1TDraszS36txWUEcFuHNmhkv0pUaIE3rx9h2d0KGbWj4w8iKNDbLv2HTFBzyDV0FaTTdGl90B06NJD8k1L2fLh/btwsTXHuo2bMUJLHR5evqThUFPKUVI3371rB1atXA7FKjVgNNlW1Fjpdf7vv69wm24JnXH6CA8JwAxPf6EZy5aaYWmE5ZEplqHZmXzUiKFo06EbaU28wMmjcWhAYrQTJ4wXasXTi48fPwqOOcdPnATT0ahH7Zm7xuOH96FvOCnZwYMJZfp4udN7ZfazHbKznz/Zx9fXFx+/FcSIsfqZLiOvEgrbt2/H0uUrhIM2+0x0c5kp6AmkF3PnzsWX/EWgqT0+1Y+3b9koiKUe2B0L54DUmX53b15F5JLZ6NalM8xM01rPyvLZRkVFYcGCBVixYkUaMdkfFpnXr1xGJJU4ujg7Ybq9vVDa0blHHxzcvR2FixSFoYE++vfvL8tl8bHyMAKcUBD/8DihIAJDTiiIAI935QjkIAJMrHGaw0x0GKqLB9cSUEyhDC7sjqZDfwFoD9UQsgRkEczGkh0KVDR0UKpMOZQupwhm6cYOc5si/NGPrO7Ybe7ysEAMH62LHr2U00zLlNid6dChrq4uHNoeP34sZDswG8FxP93ysC/+PrNng92msT8FqNb1yRNS6aZ/L0JCeB8/fxHsB9evls4CTRY48DFkg8CpU6cwl6zonMkuklmeSRvsEHg7KUmwm1QoXVrozn6XmAZD+46doKfLFNAdySoy9c3++LGjUV2pNsqWV0QhEoVkt/UfKP29bPkKOEep+o8f3iX19ndCPzb2r3HwwH7EUImPqbWjtEuWqP2zp48xx9UBQSFhQnsTI33hANyseQuJ+qfXaFvMFhymkhI5uWK4TZomGZU9MPtOZk2bnfD3moneffujBVnYOdpZ0u0oy64oCmdydRg8WBVDKLtETOzftwfHjh6m94wnaN22I4kzdoeP+ww4z3QSSCH2+3ThwkUkJl6m34Nngt1m2XIV0K2HMspXrEikUUmcPH4E8Qf3wMExpfb8DhFcDtOnYeWKlBINMevMC32Z2Ch7D160fFOmy82rhIIh6au8//gZ8pWU8P5REkKXZE4WsfYVKlcTxCqvX0lE/IHdqFW/CT6StksphbJQ0RpL9rYlBHvbDeELcOvKBXJrccyQpJDl74C6hgZKlFSASt/eGDVqVPLQrExnBGlFtGzXCUfj9gvk7BsSdv3y5TP97jfA4ydPUKRwIYzSHgll5bSfxbJcIx8rbyHACQXxz4sTCiIw5ISCCPB4V45ADiLAUnn9Q5ah18SpePfyGYqRLzWrGf1EN4MHwnyxJlI2tcF9+/aFo/9KIhAKptrN3i1rUbVCGfRW7o8dlBWxj250dMYbon7D9G8Ojx+Jx4XzpwXRRlacUbp0GeGgc/niGTRt0hgNGjSAv/8CNGzaktK869MNSxFSzU9A3MHd6NK5M7bu2oumfdRwZH0Y1cVuzkFk+dA5jQC7HXz+4hXpKqQVF31At4MJCQlCiUOLlq3SLIURTZPNjIk4K4jGjRqTpepLOlBeIJKgMH35lxfEDCtVqgR3T59UfU2MDKCjb4bqNWunuz2TsUPRvGVL4TBsYzs9TRszY0MMGqpDjgytcwSewHlULqRQEuMo84Kl4J86eQJe7rOwco30zghsgVGbNmBz1EYEBocL62WWcuzz3NI+pS5+T+xmRK9bSc4UTWFgkbkuxQd6b1kdEYTufQegRq06wphrlgahKtlg9uj9/eDy7t1beM5yQBVSnH/68B68Z8+VCVZMi8Hbw52wb0ukURe8ffMGwSSUV4gOTuzA16xFG4GcUqD3lB+isD9PnB6hEETp/F+/fIS5ublM1phXBjG3sEDn3oPQlnBML44fOYTwgLno2KkTptvJPqMlJ3EaR7aRd+n9o2qD5mhTXwnGxsZZTufp6YlLRM4/ePAQGuNM0KRVx1R9Prx/Kzg6dGrfFhaE3e+IECIVryXdwcWzp7A0IjxNSY6evgEUK5THzVtJRIhUReFCRZCYcA4BCxcQQT9OsAdlZRC/aiz8jrXzOXIvApxQEP9sOKEgAkNOKIgAj3flCOQgAm/oS7WeEVlItuyM8/u3osc4C5StoiTM+DTpKk5uikBYUGCGKeWstlpRUTHTFe7duxcBgcGwcJ6fpl2Enwvddg3Fh4/vceXCGWhoqCEwKASTzKyFw56kcenieRynVGZ2YGGCYU2btUzuyg4S0WSDuW1rNAlRFsA3Sq9WJoLD1FgypX9J18Db/X4E7ChFt0IFxVTCiSxF+SmVH7CDKSOw+lIJzxB1jVSLY7oKE8bpYMiwMbh7+ybeEoEwUGMEihSVw/Yt66EyWBMbSSjw8vkzMDG3wCL6ks3SWpgVo9rwseiaTgYNm4C5o3x8+xI9e/fBo4ePoDoktfgiEwds2qoDuvZWyRGwJuloCJlAzOrx2tUrQlnHwwcP4OrhjUbkkCFNPKEMoEkGE7F6feqbaLtpNmjdsSs6de+DuL07cfnCaYwcPYGIvjO4eOGsQLg8IptGkkOhQ0mZZM2Fe1RPHrrQl3QSRgqWfB2p/92kW4T9C5hbpbYV3LNzGyJXhGEKCWe275D6cCbNHtJrO9XSAraO7lIPc+bUcVyi9ygj45Q09ZFUUuLl5YW6dTO24JV6ojzQISIiAkepVM7KIW0WDnvOzLrUw90NN6kkpGrVqhmWluTGrerp6aFo5Tp4fDORBDyDpVoie1/R0ByK0cZ2qKL0nTB7/OAulnjZIToq84wOqSbKonFMTAxCQsPo/awolhMJmFE4OMxAjXpN0Lu/Kvw8nTCBMrBYGZCbm5uQ0fCA3ju4daQsn0zeH4sTCuKfIScURGDICQUR4PGuHIEcRoClsE6bZkuK6V9x88YN1G7TFW0Ga1Od+EfsDvbBx1fP6QCQug6UfXFiegZrNkbjGd0isjKGGtWqwnGGg2DX93OMGTMGpRWrY4TBlFT/zsb3d56MOf5BeEolCR7OdmRl5QQv79mY6S5bNXlGKjwgobpPHz5i7aoIdOzYHkMpHZRH3kdg0aJFePLsBaZYT8O0qZaoWbs2xo7TRVEiB1iMHqmFkPDlaUgxk0n6pBcymOqF+2YIwuEDexC3bydUyRquQIH8CF4wmwQVu0J9uE66fTbQ79andy9hMXkqVAcoYy3pGBSmsggWMx3t6XVSAcOzqD3P7hO5RIf5I/t3QFVVDYsD/OFFN/tFKEMnO3Hh/DkELloInTHj0KZdai9600mG0BiliwaNm2EWaTVMMDAljYbvGRtnTp9ATPQGwY4x6dYNVKKbTwVymHhP7zGMjNHVm4Sq1b47NURvJF0ESjMarK6VZokxUeuxcf0qwf1F1nH3zh34z5+HqT8JP0oyRwLDN24fLKdYC80fkMCjOWWcbNr0+w6Kkqzzd7VRUVGBX+jqNGUuS+Z7o1nDupRSPwKDqFyF6WO40wG1efPmv2tpoubR0BqOdloTsWuJFxwcHNCuXTt6Lykq8ZisPGeCFWm0VKqGE4d24ezhvQgMSEumSzyglA03b96MNes24MG9O4iNjc2wN/vct7Sagr5Enj6ncq/jcXuxKGBhcntLS0tcuXoNjRo1hKeHh5Sr4M3/VgQ4oSD+yXJCQQSGnFAQAR7vyhH4zQgwe7Zrdx+itdo4bA9wQxu1UTgbvRw1atQQRBP3kSDeERIrK1tVCU37auLasf2QJ0IBX//D5bgdMCW/9549ewqrVqOb4a79NNGaxBfZ7e/PkXDmqFBTOlJnAmkm9MW6VUup5GEH9CZZoGnztGnqsoTB3toUVpaT0bhxY1kOy8f6QwjY2NhAvnhJfPr8iZxDUvurhywJxPsP72BsmjrVeB/Z/kWEh2LW3ECJV72LynLiSb3e3j39NPxNq5fh9vXLQkaAn68P2rTvgE6du+DokcNEwG2AuW1a73eJJ8+ioZnucLi6e6Je/QbYsX0bzpEjgbqGJmrWSr8848dwH6n8I3BxAK6QfkBxEpgsRiVE7P/NJ09BK7Lf/Dkek86JhZkJfBYtJYHDl3CwNERAcOqyqCuXE1C3fkOh2yMSMUy4cE74//aduiaTPFntmR3e3Z2nY/O2nVk1zdbPGXE6d44P2YhWQeduvdCY6t+ziqnm+oLrR6XKlYWmB/fvw9aYaMwm+71/Mcbr6pIF6lCy4uyVvH1W/sLsPxVKlyL3gnEkCOoNa88gLHCxhJWFKVpSOVBujiekHTCGSh60HBfg3M4NuHL0ACpXroTFCyQjBJgLiLfvPEyyn40NEQtw/9YVLP2NtosXLiZgxowZQjlPFGVE/CAzM8Ncl+wvP5JmRAhlIv4gIIODg6l/FHoPUKcsohtQLFsKjGDgwRHghIL43wFOKIjAkBMKIsDjXTkCfwABrZGj0WWsBeJWBqCLjgnuJ5wV3BkuHtiKag2bE5GggSe3b+DgMn/07tkdO/fsQ89xk1GGSIZt/jPx4cVTlKAaTK0JloJgVUbx6MEdbAiZBzdvP3whJ4dnz56ggqL0InvSQrRyaTDu37mJtm3bYtCgQaKdI6Sdn7eXPQLqRF6FLl2e5tB64vgxhIcGw8DQGLXIHo3dnrNgYnyjRmjB0cufBPgks0d9+vghZlgZYUHE+nQ3sG/XNlw8eQTOru7wdHOh2vziMDWfDL0JYzFYcxTadkrxoZclAkxYbcfm9fBfmOLMwtwoYrduwXRyqqhXr36G011JTISDnQ05LIzHk0ePUVSuKIaPTBFw+7Xj4fg4hIaGCKJzljYzKKW9uiy3Qjfa/+Fq4iV4uzli3aac0zlhTh0HiBTYSRahd24nEbHQUyAXKpOew6+xZmU46tevhx49Uw7PE8aNhpGhIbp0SV9HQKag5MLBWDmDDWW2efiHCqtjOhpHD+yCiYkJOnToAGdnZ3xAUQzW1sczet0s9rAhTY6NuXAnKUtavnw5Nu/aD2WjFP2TGD9HjCOXkIEDB0q0duaUkHj1Olq1aAbbaZlrikg0oISNmJ2pIdnpKpKIKNNMkCbsac3VqlWHATk62JKl6sPHT4WSph7KA3Hh7EnsjF6H+X6y0TKRZl28be5DgBMK4p8JJxREYMgJBRHg8a4cgT+AwOaYbZg3ZzbkS5dHsZKlULFOI9Rs2YlcIMoif/78OB2zCrfPHRMs9Fg6KEufHDV2PNppkKBVwml8evYAg0fqo5zi99u8zOL8iUN4/eg2Rmj/Pj9uVgLB6rTPnDmBG/TFWKVXD7DaWR55FwGtYcPgPMs9zY38/Xv3YGw4kW6jK+H5s2fJAoVmk4zQsmNn9KNbVmnC1mwiLCjTQJFut9ML31l2UFNTwy46qFatWo3S/A0wZtQImNk4oUp1JWmmkqht0s1r8PNwStdaMYBuVotQyQVbQ3rBRBvnzvYiYUtHslJsJNF8rNHS8HCsWbWc7BNbYzKRCrKM5eGBQqaSo7MraaFknTkgi7mZw8cessZk5AITcu1Mt+4tWrUh1fuvgjbLpw9voWdglDzVqRPH4U8HrOXLl8li+jw7xqNHjzBu/Hi4+C6Gt5M1IlemZKuMoc8DZa3xqN3gu+Uiy0ZTkMsHO7vUehm5afMelNp/7sYdlKpQGW1VRwtLu5d4DjcPxmBJAOmoSBjnzp1D06ZNJWwtm2ZMGJQ51sx0cpJ4QGaNGrF0GSpUrIKKVJ60b9dWlCdC32amt+Biw4LZ4c5zd0BE2HfiiMe/jQAnFMQ/f04oiMCQEwoiwONdOQJ/CAF2Uzib7Be7d+8O5s19MC4ebdXGQJ6E1k5SCYSp/gR07dpVWN1tsk8zJvE6tWm+uHp0H64f3g1zJ8luNO5TpsNxsqo0sZj623bK9hYaugQvvwD1ug3AwRUL0aZJQ5hNSv/g9dsWxifKNgIzZzqjWg0laI8ek2oMd1cXcgBphkFDhsCTHA9q16kr2Cg6OUyHHol/Mi0ASePCmZMII2cA74CMbwD1Rw5G9NYdsLe1Rv0GDaFDBytTYyMMG6OHOvUlP7RLuqa5ZH/YoUN7EjdN3+JVU20QgkKXQkFBQXBs6NK1O+LjDoFZKTLxyiUhGYu2ZbUGRigmJd3GOD0TidKrsxrvaPxB0mBYRzaRmmQjmbG2RVbjiPk5y9jYtZOyFkhr4f7dOwLRMnVa6kOwo70d2rZphaFDpSOjxKwrt/ZlZPLEiXoIoPr7UqVKJS9zONkSDh5lhNoNv7++nj66j0BP21ydpcCcYczoYF6ByMJm/bRQoU4TfCKh3/XukynbZ2tufQTCuthzSM+dJKNFM7HkiGUroKUzUXgP3LRmGdqRoHGlXzIKmQbGpDGaiN22LVfvny/u9yDACQXxOHNCQQSGnFAQAR7vyhHIJQgwr3Z3T28UUSiH+h174uTmlYikG7ofdZrzFgQg/sQZvH36EKYzfFGiVGmJVn6G6lSf3b2KcbqGErWXRaP9e3bg0MnTaKU+Lnm401sjUfzTa7jOcpHFFHyMP4AAuy3t07cfhg4bLszuP88XLBvF1MLq+9/95gh/37d3D4kDKmGqkwdl3BSQeKWudpMFRfQOXb9rhPwaiRfPCU4PiwKDMNXSHG1J0HDYCG1oDx8Kk6kzULNOPYnnkqRhwrkzWL00kObLWI1el5Tbv5K/PNMwqVKlKi4lXKS0aEWy9OuSaWmDJPOzNi5OM9CK/Ow70mFEbHz58gW7tsfgA2UEsBveNm3aih0y2/23bI7CluhNWLg4NbaJly/B2dEBa9eSqCSPDBHQnTABrYisbd25d3KbDeH+aN6gpuAgkNvDiDRXitdogIbd+pOWkAucbKYItsR/S4zUHgVtXSMc2L2dSp0eoGH9+nRxsA1zg1YKpVo/hznps/j6zkYdKhnj8W8jwAkF8c+fEwoiMOSEggjweFeOQC5C4DPpHBhMMkWlShXh6uyUZmVaw0eg56BhlEqeUmssyfJ3R0Xi4Z1rlFr8AW/fvkG5ChVJHE4ORqZWQomFrIOlcQYHBaBal4EoTWrcLN6/fokoHxt4Udprs2aS31rLem18PHEIuLq54wbVE+sbGWMhqfkvCkqdqssyBzqSUOLaNavhNi9IqskMR6thXvCqDN0TblxNhL+3M1asWgsLUyOque8NNY2hGK6pBmsnT1T+v8OBVJP+1Hhb1FqcI/tC5UHqaN66vVDqUL1qZRiZmKU75L69uxEWEiTYatanw5AC6ZpIe5MpyVptbaZCXXMkZWB8F2OURcymvQ2j95PmLX6/kN/Bg/sRSmKeweFpSxoc7W1Rv15d6JIoIY+MEbC2tkaJijXRR3VkcqO5DiaUrZN3dCdU+vWD5vR5+EhZCjFz7UkzwwA9evRI42T0p38P4uLiEB0dDXd3yexQ7969K7jiPCGRVRsba6FskWmBaJCIq5HV9ORMKpNxWmhLZWEP79/D2NHagjYGj38bAU4oiH/+nFAQgSEnFESAx7tyBPIYAobG5ugxeARq1JHucHH31jXhJlWuWHHI0Q1J4vlT2L91rWAr+XOwG+Z8+cjkPpuxfcc2bFi9HI0696Vyh/7Jo7Bxz2xdLfiPT9QZiV69pCNFsrkc3i0HEGBfrlevXk0K7VUxkwQSf43gwAAkXE6ElYNkX8BZ/wO7Y7EzZhNm+qRYq6W3dNPxwzDPbwFCggPpEN+IMhRGYqi6Kok/zke58opCF5ZGLE1mBLNcPH38MC6RQJo62Z36zZ1Dt/jv0bBRIziQ6GJGoTNyGGVnWKIduU3kdCz0n48SJUtj4JD0Sy+knZ9ZTTrYmJOopBNq1/59N6Pnz52FB5XJLItMm4HA3CF8PN0QFLRE2u38c+3DwsKQcP0u1MYYJ+/dcdIwwW64ePHUN+C5FZytsTsQe4Sy7l6/QJNeQ3CIRIq/0WfUYv95KFOmTK5Y9qFDh+Axew6a9hiI51fOIGC+ZKWGO3fuFEiEH5aYb8gZYjgRePPD1gifr0uD/FGziiIiIiJQisql1q7hGTm54oH/4UVwQkH8A+CEgggMOaEgAjzelSOQxxAwMjJCnRad0an3INErZ4KN54/sRXnKWGA2deUVKyLp5g306qOCdh06Z2v80NAgfCpdCUrN2mXYf0+wN9QHKGNgPxWhpIM5Ahw+fBj3SOCvYcOGecZTPVsA/UWdvLy8UEROHgaUrfBzsIOhH4nqdezWG116Kku04/lezkKtcd+Bapm237FlE24knkeLFi1IuDBSUF1/+vQZPpOlZRlyk3j88AHKlC0HC7tZdAAvKdHcU43GoGbt2nAh0ckf8fDhQygqfico0otVJJD3gkQoDYxNJJpDFo0mjh8DK1snWpfsnFoMx49ASMTy33IIZTe3FiaGWLMhOl04jMkSd6imBvr3TyEiZYHb3zrGCEqr76Ksjjf03n37RiI6tGkJHRIozUuhSToZJSoq4eGNS+ihY4oKtRsiZt4MdGnfBuamv++1lRFmquRu00vPBqXKV8KhyMXo3KQOxlPpV3ZiylRrlCxTHjp6prh14xrmezqiQgVFVKaMRAcHh+wMyfv8ZQhwQkH8A+WEgggMOaEgAjzelSOQxxAICQnBjfsvMGC4bFKCbyRexLf/vuD9u7dC/XuVGnUEX/MlEdLfmFxOuIComC1opp71F67o2bZ4/fQR2ejJQaFMOXx4/wHlSazrHvlyf6HDYZWqVdGhXdtsf3nLY481zy538eLFwq0oczLo0LFT8j4OUVr7tm2xGKhJ2TQ162a5v4f372KWnQXmh2b8e3f+9HHs27GVvoxfReFCBdGuXTtUJEKhcePGwu8uu/krWLCgcLs5btw4zKF65cKFi2Q69+b1kbhy8TS8fCS7efwxmJaGqtCnZq1aWe5NVg1uJyWBlQTom1iinowEKA/s24XEhHOYamMrq2WmOw4rBRmppY5NW2LT/fnOHbHYuG4NZSdIVyaTo4vO5YO/ePECk4jQUqxQHgMGDEDfPyS0KQYmJl64ZPka1G7XHae2REKePgvkSyrgv69fUatiGThMT7GYFDNPdvqqaWqhr74NipWpIHR/dv82ts13QuNmLdCH7JyZJbK0YWJqBmYJOphKmPbERlOmVZBUYo/Szsfb5y0EOKEg/nlxQkEEhpxQEAEe78oRyEMIfCANBN0JetAxn0GH8PI5svJzxw/g3dN7lEqeWs1f0skunD+DZSuXo1b7XqhQsz6K/iJAxcb5/PED1rqYYuaCVYI6+Sf6e6VqNZOnWLVkNm4+eYnCVJ7x/NIxNCXXAF8fb0mXwNv9ZgTYYdGW7OoaNW6KseMnJM/ObvnZrfOcJSuEg/7P8Y4IrMcP7uMrlSeUJIHRcuUrCJoFzVq1FfzZf45YcibYsmE13aLLoxs5n7AsnayCpRjrTpwIT/+wTJvOtDGB7xw/qb7Uf6XDziSDCVgclPnYWa0xs58zp5Qf+iZrV6/CyxfPBctO9m9RmzaiRy9ldOnRR8wUyX2nW5vhHWmrzPMPENwqciJUB6hg3cZoFKKMpPRixFB1Sv8Oz3X18zmBxd88ZmRkJMLCwsnJoTLe0WuwRIniKFNaAWPGjEk382zmzJl48k0OrQaOwNmdGwVisHlfdQGi45uWolXNiphAApS/M6KiorAkLALdRpugXLXUhOE3el3ePHMECfu3olCBfJjr7UlZBt8JB0mDuTY5O7vA1XWW1H0lnYO3y5sIcEJB/HPjhIIIDDmhIAI83pUjkMcQmKivj+Yd+6JNV9nbvrFDTMhse1hNnU6e29mvYd24bjUpWm9BYbli6DHOEnJ04/Qjvnz6KKSOfvvwDoY2bmnQf09fQj2m6aGegW/yz16e3YO3F/Zj/erIPPa0/q3lTps2DcVLlCJhUWM6SJTEkkUL8ejpc+gaf3eBOHvyKI4c3IuzJHz49esXVCMRRWatmL9AAcjR7woru1Ekz/aBmsPJu70yjlLbSxfOoCwdSCbojkeNGjWkAtTQ0Agde6qgW+9+6fY7SLoN2zevJ2vHjG0qM5pwJtlidujcCSr9UpMf6bV/TqURdqRiz7JxmM1lq9Zt0h32h6CjLx1Sjh07QjaBCihcpDAKFSwkEB6sNOguWS2WJ/Ll5csX8PETf5tvZjgW9u7zsCxoAeTlCsN2+gypME6v8cnjxxG8ZBHekw7F1y9fhbKmuURWyMvLpzs2c3WoxsQvJSCKRC+OD5CjCCxatAiJSQ+hrDYKzykD7fmTR1Qa9BgJpw6DOaL07JnaweXEiROY6eYB9Wmz06yLfR5F2uthx44dObrmnwc3s7LG9TsP8PXTBwyz80l33odXL+J07Fq8e/kcq4k8/6GT8NsWySf6axHghIL4R8sJBREYckJBBHi8K0cgjyHAUszvv/wMFY3RMl85+wLnQ4f5+YsjsuX+8JbIgCPxB7B75zYMM7DGAldrqFp7oWChlFvJYxvD8frBbUyy9Up3/ccP7MD22M2oMXxaqp+/uXURL+LXY0XoEqluk2UOEh8wUwQCA5dgE92gd+rcFa/fvAYKFBLIgbi9O4WD5TCtoWjZsmUacuDIkSN49OgRLl68iFOnz6AAZTRUJA2D4cO0hNKG7Aarx/cOWAr5/wvVMQJBoXRZxNJ/nz5+BJ0xYzFINXPdhvTmnk7OC9rUt3HjJpkujZEJ06ytYGo+GdeuXsUuEi39/PkLLKdOQ916KTaXc3y8EHfogEDENCFLR63h2gLZwm5sW7ZqnWaOUydPYPmypTA2t8GpE0fI374Ktm+Lxuix+ihdpqxEcBnqjhREMBl5ePf2LQTO9SC7z6rCwd+K1pdVMILjh63tj7YBJKgXHx9HKve2RCZ8ETISqlevQVkopdIdjtlH7iI7vYULMxfjzGot/Oe5BwHDSSao17IjkXmpyTbvafqwtDATxAp/jilTp6KIUnPUadctzSaORy1DNfn8YGRlTsbLly/h4j0Pj4uTK1GR4ni4ayk0bWeDEeAs8lFmUBHKmGNxksSF7545DB9vL9T6jSWwo5l5AAAgAElEQVRPObl/PnbuQIATCuKfAycURGDICQUR4PGuHIE8hgCzeus/fCIaNEv/llPsduY6GMNuhisJNaYVpLuTdIu84zcIQnj1yMKuUZPmeEC173EH9uIF3ZgejT+Ipm06ofeQUeQmIY+DO6IQvy8Wg61SxO7WzTLDGGM7VKuVcpj6ec0P799B6KLZqDbUOs1Wnp87gJcnYjCPPLtrk4gej9yLgKenJ86eO0cH4nyoWqUyJk6cgHo/HaCzWvnPKf9Ztc3s569evSJbR2O6LX0KRUrDrlVTCc+fPRXs6Tp16oTJlpZC6UIBypKQNkwnGcCCbjR//V38ee2TDCZiuoOToAnyI/bs3kmvoyhcSbyMipUqEUag7IOPCAlfDlaqUVJCMckzZ08jPDhY0K54QOUjSjVrYc/OHXCYlf7N6o/5r11OwEJ/X8pMmItiP5UknSZi4krCebLtLIpDe7bDa/ZcYX2/xsb1a7Fxw3paZymYmJujSOGi5NzgLKyhbbsOsHNwlAhK1n7WTEcEkYUkj78LgbHjdNGu5wC06py6LCfU15FsXlXRu3fv5A27urriztuvaKc+Lg0Il+N3Id/9RIktG7OLoqm5BW7dvocCZSrh3d2rqNqoJV4/vifo/LAowXR+6LVZpUFTJF04ifnkBMPJhOyizftlhAAnFMT/bnBCQQSGnFAQAR7vyhHIYwhcv34dzm5eGGfhiCJF5WS++j3RkahfSwkdu3RPM/atm9fh7myPpm074w2le167dBZ16AuWYtWago1lzfppb2v9XKei1eDRVItaU7ht3R7gio5de6NdN5UM177ExwEfytZCmTapU9VvrHBBq5ZtcO7YQeFAw4MjIAkC7Cad3UB+oRvzSr8ckLdsiUFAQADmLViEKlWqSDJccpugwEUkaPoVeoYpLhf79+3BxvXr0LlLVyErYnHAAmyIikl33M+fPyPp1k0cpht9NY2hGZYEZLYoNkahQoWSmzy4fx96umPg7D6HsiFiqGyitCAiF39oH16SPSazyGQ6DLWIkHv8lET9rNIXvUskYsHPwxEDB6uR/kUBdOzcBXXr1sNcX18kkPiqxsixpH3yEWuWh+AD09CY7kA2m42Fsg5JY3D/voiNjc1WNpSkc/B2fw4BRqTllyuFAcNSi/T62Bli9MjhUFf/v1YClcj4BgSir6F9msXGrwlCx4Y1c1ScNzg0DCev3kGzfkORdO4YkQYt8OT2NZzdugZWsxYkrylqxWJcPX8Sa0jThAdHICcQ4ISCeFQ5oSACQ04oiACPd+UI5DEELCZboWaTdmjXPeMDudgtrQxwh46OLqpUq55mqPDgABQrW0WY/yPVSBekw0yBAqkF9350WurvBrlKSuQxnqKG/f71SyIVZqFB0zYYoq2X7lL3bV2Ho2fOotIAA0G5n8Wz49tQ9Ol16E1xwSJ3awzTGIKBA7OuXxeLBe//9yNw5coVTJo0CRs3b5M6U0F/wjioDlGnsokhuH7tKtxcZgrkwMUL55Fw8QKRfkWwaEnobwfRzNgQfVRUyL3lPe7euUOCmY2pPKOpkAlRu8531w0jyp4YY2AOpVoZu3BEhgUKr3OWiXQtMQEDNUZgiNao5P2ELPBF0cIFqUQibUZRZpsePVILDvb23CL2t/9m/N4JzSdbopiCIlRHGaSaeE3QHMgV+gZXF2fh3zds2IA1m2OJVLBL1e5M7DpULfoVU6ZMyZGFh4WFYevu/ehn6pRq/H0RflAk+1m10YbCvzMXJC8bPWzbmj45mCOL44P+cwhwQkH8I+eEgggMOaEgAjzelSOQhxAIDQ3F/rij0LdJKSGQ9fKPH9iOUnKF0Kdv+kJ2ayIjULh0JbRIp97117XMc7JAvW79ULNlip0ga/Pm+RNEedvAcf5KoVb+11joboNvtTtCoWF74UfsFjhxsRWcF36/GYrftQVXz8RR3XXK7ZGsceDj/VsIzJkzB6VIW0F7tHTuJizrwZgcHwarqZNA20pErEi5vTxCmQfLloZh/sLfn9I/XkcbZkQ+pqe/8OPJMqHINl16UcZQL4keNssw+vaNuU98Lw9hApuxUWsQEBgsUf8fjUyN9KGiooyhQ4dK1Y83zpsITDI2RoXq9aGimfq1tXllED6/ew4vd1dhY8NGaqPZAG3KEGiWvNGEA7F4nnAUS5YskcnmHz9+DHcPT1y7cYNcKF6jVrO26DA8Ndnx8d0bHFrmDwMr5+TPJyYsGUCaQFGbNshkHXwQjkB6CHBCQfzvBScURGDICQUR4PGuHIE8gMAzEnYzMJqEYsVLQc/aTepbVGm2GLs2DGVKFcfQYSm3kD/3P7h/N7aTZ3ydBs2pPrYXSlBKdUaxyMMWNTv2Ro1maUX1Dq8JRtUKFdFHbSSO7Y8Fqzu/c+MKqtWuj13bolBxgBHyUV17oeIKeHJsG0q+u4/xJt9vr169eAo/Iiu2bI6WZmu8LUcgQwR0dXXRtXtPdOvWA/kL5qcygiK4cJ5KemrXpUydajh29IggoliUyox+VXVnmgKrSO3d2MwCXbqmlApZW1mgdZu2GD4y/ddSTj4OzSED4edPZRy09ozi4P59CAkOgus86Q9rzDrT3YHEJk3N0KBhI4m2wkpPDCaOp8yE6WjUSLI+Eg3MG+V6BFgWz2hj2zTaOdvWhuPTy4ekkeCGW7duQU/fAD3HT0bF2g2FPTFRxGhfOyz290tTriTtppmLymiytW3cWw0lyylCoWLVVILBP8Zb7TQJ1h6BVL5TLNUUF08fwe6NywQxVB4cgZxAgBMK4lHlhIIIDDmhIAI83pUjkAcQMKYbnlY9h6BRi+yr3Uu6zU9klxW7bikqlysNjQxIhf17dmDHts0oWbYihulZZjj0jcQLiNm4Ar31bNK0uXf5HPbTLZCqtj6O7N1KZElJ1KzXCCcO7SaBx+coJFeSlLXzoVCJMvjv7QtMc/VPNYa/82QMJ+96VVVVSbfG23EEMkRgtM5YPCNXBaqxEbQ+ChcpQhaYCmR59whl6PDBDsOvXzwjHYbPws8rKFYUxBOVVfpDrmhR7N6zC86zUjKHbty4BjfnmVgSGvFHUF9M2TvHjx/BHL+FKP5/h4v0FjJ6hBYMLaejdr0GUq/Txng8JltNyTQL4segp8mVwpGsNmfOdEKHDh2knot3yNsIsNePhuZQ9FEdgfYk1vhzRC1fjCSyYixUqACKUAndk+cvUaVxa7QcMFxo9vz+bewJ8UH0RumzAzZt2oQhQ4YI44SHh2Nn/HH0mjA1QzCZhsL5HRtg6ZL68+ZHh01LF6JOtQokMjsxRx7IoUOHsGfvPthPT136kSOT8UFzHQKcUBD/SDihIAJDTiiIAI935QjkcgRu374NUzNzaIwzRd3GLWW62gi/WXjy8B47Q9Gf/MJhqnDhIsKh6fPHD/BbFJbufM4zbFCrYUt0UVFL1jjIaGHedkboPNoYZSpVF26bHt26iiSy3Hr18A4+05dMpqlQjOy4zGf6JaeXsvkf3L1FBzV5HCMbyX5D06ahP310H/MczaA5lA5EBvoyxYUP9m8hcOHCBdjZO2Cad0jyxj2nTsBoyoipUqM2kQpPcPbYAeEmdar1NCGb5jmJGx7cv18QVGRaCf0GDCQ3CZPk/tFRG8nO8ThmzJz128FkZRhmxgZkVWkpCCVmFh6uLqhYvTZUBmtIvU5JCQVPt1lISrqJ4KAgqefgHf4uBEaN1kHXfppo3qFHqo1dPncC79++EWxGNy4NQLv27XDyzHn0M5kh2DVuX+SGIX17YMSIERIDMoacJh49eihk9JUtVx6PHj5AHyK3y1ZVEsb48OaVQA7KlUixNN21xIsybpqi9+DvZMbP8Yk+EwM9bcFKhRqTJkl249SpUyhXrhyq/ZI9lJiYCCcXN7x59RwTKGPqBxGS3Xl4v7yHACcUxD8zTiiIwJATCiLA4105ArkcAWtra9y4dRtaEyZnaLWY3S04mYzA0PFk+0Y3rOyQxL5csdtY5t6wY+NyuPssEG5iWTB1+L27t+Pa1auoXrexYAkmSTBBN5/pRihNhAL7AleINBOatemI7vSl8kewNtlxrLh9PRErF3liA6nq8+AIZBcBKysrFC6liMYtO9KBphDyk8joMn9X6JjaC4QCi8+fP2E+ldl8eE+2jlTmsyQ4NNmd4PXrVyhcqLDwOvoRrs5OKFe+PJUqpThAZHd90vYbNVwTDk7OdDDK/NDz7u1bjBymgUXLN0k7hdA+K0LhcPwhuM9yFsRTzczMsjUH7/T3IaBMYqF2s8MyfM9negXh81wwYZwOZvvOIVFfVdy+cAJdWjejEhtTiQCxm26PcjUa4dDuLWjen8iBb19RoWZ9gZxgcXR9GG6cOUKv9yIoStlxtdp0xfXjB5CPNEImE7mdUTBSwdd+EgYN6A89vdSiwg4zZuALua4wgddfyYIf482fPx87du6ijLwSCFockCp7yMPDA0/ffEbdJq3AhIk1hwyChob0RJ9EAPFGuRIBTiiIfyycUBCBIScURIDHu3IEcikCISEh2HvgECpVq41m7btibfA8NGjeFp2Vh6Bs+e+HfLGxlA5NVy6cxvjJTlRukHL4YPXRcbs24yQJNI7RNcCDe3cRT4cDpfpN0ahlB1SsWkPqqXdtWon6tP6qSnWk7ptRh7s3ryJmZSDVgf9+0TuZbYIP9McRWLd+A5YuW4Zi8iXw+tULgVhTKF0OYy1mUNlDyu0l0+74+OED9mxeDcXSxWFhlXHqtIWpEUZoj0aHjp1/6/68Pd1Ru3YdaFDmTlZhbmqMbn36o1P3Plk1TffnmREKixb6U+bGecwhm8lixVLXomdrMt7pr0FgprML5MtVFz7LMor7t29g6fxZAlk8gw7q7ID+6wE+M0A0tYZh2ERLVCZC0M1KF+3Ux+DSgW2UEfcKijXroiSRf0PHfye5jpKGz5ULp1CPyizaduubKc4JZ47hJpXynT68DyOGa0FbW1tob0jEYdU6TYTsPjbW8yePhLKpMuQUwaxdv379QkSkAgoWLU6lU0+hNqh/sm3mjwmNSY+kTc/BaEBCkYd2RuPFncuYNev3Zzj9Nb9oeXAjnFAQ/9A4oSACQ04oiACPd+UI5EIEbpACtYWlFfSmuqJshUrJK4xaHogTcbswaOREVKxcAzep7rSrslq2dsCIhJWLvVGZ0j+VNXVQvXbaGurnTx7S4YlU6/MVwKARE+gLUsoNbLYmlWGn+3dugJVsbOTZCTJE9d8cyp7sC/PJl8UArfESATDDSAvRW3dk2tZIXxfDhmujZ+/sHdYlWsgvje4kJcHH2wNz5y/Msvsi0lh48/4jRk2YlGXbjBpkRChMnzYV8sXk4Oz83RKQB0fgZwQSEhJgM80OtrMzt1O9RIf3mFVBWLjAH+Up20eaYCKQxg4+KKlQVugW6GWHNp37oFSZcmBkRZdMyIyM5jlxaBf2x6xBwwb1oaioiJYtW6Jjx45wcHQBihRHjToNiJB8iY/v3wo2k8xFglIjhGyE8pWq4RWVTt29dQ1VyivAzs42zTSMOPlWVIFIDRXsjook0rIYbG3TtpMGB942byHACQXxz4sTCiIw5ISCCPB4V45ALkRgy5Yt2BC9DbpkW5WPCRz8FE8e3MOKAA98pNTL2g2b4frl8xg4fAJuXblIWgNjJd7NqiV0c0hfdAaPTJ22+esArBQif37SV8hF8Zm0GCLmu0K1fx/Iy8ujevXqqFmzJgqmY0GZi5bNl5JLETAwMkGX/kNRp1GLLFd4/NBOXDy6D3Pmzc+0rZ3NVPTq05fsV5WzHFNWDS5fSoDLzBlYtnJNukOyt5KC9OcB1ZJ7enlh8nQ3UVOnRyjM9vIQ0sunT58uamze+e9GwMbWDtUbtCanoN6ZbvTCyXisCZkHJ0dH4fAuaQwmIUb9qW4oV7GKpF0ybccyDxa6TsXiBX6CGOuPOHDgABYvCSMi4TlKlCyBqpUr4QNlMbHPokIkMCknJ4crV6/jK5VS4L9vUB08MEMdCPa5v3LNerx8/hRFKLvBbZYL6pGzDI9/BwFOKIh/1pxQEIEhJxREgMe7cgRyIQKjSHF+tKkDFOg2Jat4/vghFnlMo1rvWnhK/z85A3XqX8c5dzwOh/fEUBZE3k2pjFzsg0ekAP6G0tQ/vH+HchUUsThgIZEtH6W+0coKZ/7zvxOBp0+fggnFOc5fIdEG2cHCxWwUomK2Z9j++vWrgsNDUNjvtZc7f+4sggIXpclQYJRk4QKC5mpyxB0+gkp1mku054wa/UoozJhui3p165AC/gRR4/LO/wYCWsOGY4jOJCLGM/89dJ+iC1eXmWjatKnEwLDXdC+10eSM1F7iPpk1/O+/r3AyHokdO1K/7s3NLfDq3SfUqFIBTk5OouZiRIT2KB36HKuAwIAFWY61atUqnDhxgqxuu2HQoEFZtucNcj8CnFAQ/4w4oSACQ04oiACPd+UI5DIEYmNjERK+DBbOmd+A/rzsjcsW4RMJG7IvZvG7N8PEwVeiXa0M9Ebp0uXRT2ucRO1zeyNP6wkYqqGObdt34S2lm9aoXhXKysoYMEAyAcncvj++PtkjwMTbSlepQynQkpcOJVKNdHzsOsz1S99abmlYKK5eTcTMn2wkZb/ytCMy9fmJ+kaoVbu2ILL6I7OIkQnkwJoqEhOvoFCZaqKW9TOh4EPaDYXJ9o+JyPLgCEiKACMVxk12Rpnyiul2OX/8EPZtWY1lS8MlHVJo50vaHY9efcKQ0YZS9cussYv5aHIqWYJKlVLKEAerDkGLTj1R8Mt7ONp/L0/Ytm0bLl68iCtXruDR4ydkOfsZdrY2EmVYzJrlitNnz6FBvbqkn0ClFD/FrVu3sG7dOjA3iA8fPyNfwSKo16QlzlMWx+MHd6GgUBphoSFcs0RmT/z3D8QJBfGYc0JBBIacUBABHu/KEchFCDDtBKup1hhn4YTyUqRqxm5YRg4Kr+m2xwh3blxBBIktWs5aiKJymYuhvX75HMGzZ0hFXuQiuNIsxZfcJJig5FSPQNxLui6IY90lPG5eTUB9Sh0dM0YHzZo1y81b4Gv7zQiMGDkKE0irpHhJBYlnvkd10EzQNJLSk3+Nvbt3YWlEKILDlkk8nqwaMscGA8NJWLdmlXCIuUdiqqxkat48PzRsmFoj5eChOJy9dB39hwzN9vQrQxfhv88f0Lx5C+zftxveVEbBgyMgDQLscDxlqk2megpRKxYLJX0tmzfD1ClWEg8/RF0DY80cSNi4psR90mv4iUrsgn3s0aVzJ+hPSNFZ2bNnDxYtCRE+P3esX4Y3T27T646skL8w3YRSJF6sJGQBgsod3N1c0aBBWp2i9OZzJtHK4cOHoX79+ql+PJTIl4pVa6JWg6aoWKUGatZvkvxz5kLD5rp4/CDCQrg9q6gH/gc7c0JBPPicUBCBIScURIDHu3IEchECjx49wtix4zBDwvTrH0v3stGDoa0nCVCVEf7pwsnD2LIqGNaeS7Lcnaf1ROEAntt0ErJceDoNbl+/TNaaqb+EsWZMXPJk/B4c27+dSiEUKS08IDvD8z5/IQIupKL+7mtBqI7K+CaTuT78rGXCapwj/JwREpr61nQJ2cCdPn0SCwKyft3JGsqXL1/AwW6aQKiVJY/7QgULCdaR7O9FC+VHgZ9SFL5SOfdn+mNlYYa7d+9AR88Erdp1ytaS7MwnQo4U88fojEaPHj2yNQbv9G8jYGxiippNyMGoj2qGQDx5dF+wbd2+PVZisO7fv48JEyZC19IJVZTqStzv54aMdA/0tMWY0dpQVU29PgcHKkus2gCdeg8UuiScjENiwjkMGWVAn8Hx2BuzFmaTDAQdBAUFyQnLzBY6fIQ2CpBFbavOvdLgxV7rzqYjCaOMy7HCw8OFkkAW+vr62cKEd8o5BDihIB5bTiiIwJATCiLA4105ArkMgWH0hWGshSPKlEs/BfTX5TIyQW/KLJT+JWV049IA8sT+iKG6FkKXW9cvoUat1DckSXQAX7HQE9N8QnIZCjm3nPMn4rBtTRjWrV2dc5PwkfMUAlkJuN2mLJfvJUXfs1uuXjyD2HWhCAoOS97nwf37EB21EZ4+c/7I3ieO1xFsKrt26yEIuumNHwNnV3dUqlwFRQqSfsL/V0XcCD59Zdrz3yPx8iV4e1C5QlE5jDUwQzWlWhKv//TxwwjwdYPVFGuoKP8+NwuJF8gb5gkE2K0+0wCYuTDz9+TIQB/07dZBKr2AU6dOwWmmM33GZe4okRFQCaePkuPCciyLSFtyoU06DX3UdNCwRTuhO9NXef/2DVYH+ZI95QtMsbIUnCBkHTt27MDq1atRpnIt9FXTpsuAAshHwsnMpnKOvTGmWk1G+/aptSOY3sLKyFWo36QVXr54hlJki8tI9qaUXTRh/Dg0bpxiGy3r9fLxJEeAEwqSY5VRS04oiMCQEwoiwONdOQK5CAEmsOQ7zx8mM+ZgMd2KaBvZkHJ0+jcbn+lL2DxHU8FLW6le2i8DzPfa33ky7S4fyilWwuP7dyEnXxxP6aaHpXdrjjdF4vlTuH7pLCZYpa7VzEWQ5MhSYiKD8fHVQ5QoUQIsK6Q21Zyz26datSQ/TOXIwvigfwQBVvO8aetOjDG1TzP/4T1bhcyWN6Ti3rnPYEHZ8MyRA1BXU8Vgsqb7EcaGE6GuMRR9lPv99j0wvQQTIz3Yz5iJHXSD+/z5cyRcPA9/ypQoUriQIMj4czBCgQTnU0X0pg1YuWI5GjRuhlETjakOWz7DfTCBus3rInH4wG6hDw+OgFgE3D088fzdV6iPydjG9N3b11hMAsRFCxeG9sjh6Ncv69fau3fvoKaujpkLyP44G3H26AEc3hWF0OC0WUfDicAztPWm0kK55JEZqRC7LgLf3j2Hq2vOCh5PsZ6GC+fPkV7KV7AsqtoNmgmZhk3qKcHIyCh5Ta4e3rhMmiksc6JyjdqpUDgZtxvbqWSyBjkllVYoJRALDNefnSyyAVumXUJDQzF+vGQWvbKeO7ePxwkF8U+IEwoiMOSEggjweFeOQC5DYP/+/YLYW+tWLfC1cCm6gRiVaoVbVoUI2gBfqGZyhMEUVM0klZPdlly/fA5vX79Cu+4qYDet8mQV+Ya8spct9CAXibKCkKOKhk4uQyFnlxPgZk2YvBRsAus1bY1zxw7SrfNpFChQAFUqV0ajRg3x+vVrfP78WRC3MzAwSCXElbOr46P/CQTc3T1w/+lrjDScKkzPyhqCvKajXPmy6NypC7RGjISzowNevHiO3mQHOXDwkORlsi/1oUGB8JkruZCqLPd46uRJeHnMQu++Kog/eIBs695j7PiJUO7XX5imILm+fiUCgWUnMKcH9t+MYv48X+zeuQMqqpoYojU63WaRYYuRcO4UIsLDZLkNPtY/joAOlfsNHGmAGnUaZojEqxdPcTPxIg7uiEL/vj2hra2dJWr9SZR31KRpqFG7IaX7vyc7x8J0m180y36swaEd0bh/9Qxmz/ZJbv/lyxcYGBmj6wDSOaDPDxZMu2jlYm/0Vh2BVp16kcXkFAzTGILBg4mElDI2btwIZiHJShhYtlFl+kzq378/2rRpk2okJmj5hj6nOvbsjy/0OVWtVj0hkyp++3osW/Zdw8WW7DnzyZXCYG2DTFdx4dRhwvWCgO27N6+IXCgJdSJiZO0ewYQl7e0d8OzZU9KJGE66RmOkROfvbs4JBfHPlxMKIjDkhIII8HhXjkAuRODu3bvQ0zeAw7zUwm5L57tRWuUntKcvEHUbtxS+GGUnmICTq4UOylaohK791NGifffsDJNn+3ykL11FKMX713h07zauJZwlxew7wo/yFyhIGSKlsH/bBhK1a5jqS2We3TxfeIYIhEQsx51HL5JJvFn0GnGe5YbGTTK3qzt75jR8fTwRtnTlH0NXU20QFBUVKcPpu92cuYkhFgeFZXs9tuQY8f7DR1jau9H7TKFU40wxHIPppNfQqlWrbI/PO3IE0kNgwMBBgshhiVKlswRooYslfLzchd/7zGJx4BLExMRQhl4JvCKisIpSHYw2sUPCqSOC1kFxmmvgcF0ilKk26JcIneOELu1bpTn46hsaoXG7HmjXTUWwLJ43wxSlShZHo7Y90I0+U1n4TDOAHxF0VapUSXd5zLJ2lqsbkpJuE8n3H3y8vYgM/ICp1jbC5/JXIrQLkBYK+1xiFwNKNZQwd04KsTFm7HgUliuOCVNSZxju3LQSR/ZuFUQkL1+7BX0b9yyx/NHgJolfrg/1wzhdXaynssAXlO3UsWNHgdCQRVnEq1ev4OnpiTt37wnZFAXoTxA5Z/D4jgAnFMT/JnBCQQSGnFAQAR7vyhHIZQhcvXoVFpMt0WOAFjr3Tbnd2BA+n+qe80FjrInoFQd526MiKV8zS66x5uJVsEUvKA8MsCt6FQ7GbsSQIaqp0knzwNL5EqVAwNR8MqrUaYLu/TURMd8VjevXEqwYM4vbSbfgOmsmFgX+OS2SpeGhuEcCizZ2Dki8lID169Zi6jQ7Iesmu6GhOhAzPP2gWCnlQHTyWByiVy8T7Ol4cARyAoEhauqwcl9ERFaRDId/8ewxFrhYYXN0lNRL2LlzN/z859MtvAI6tG+Ht2/f4fjJ03j+9DFGUYZS3f9nHVykW/u1dLgODwtDhQoVUs3DSuWMTcygWLUGlSZOg+OkYahOB/6WXfuhdefeuHf7BjYvX0SZS4szXZ+GphaUyK2hYYv22LVxKcxNTeDq5i4ILLNMgeLFi+Ply5dCmeIXIhjUhwxKlZWhSwf/Ru16CnNuIt0k9bHGQvbFs8cPsW/rWiohMZYKnx+EwtIVkUK/W7du4uCB/YhhOFN2U00lJSHront38ZcQllZWtLdXePrkMVhWBg9OKMjid4ATCiJQ5ISCCPB4V45ALkKApQMyxevGLTugfOVq32u2Ke7fvoloss6S5qYho22x2/ltayPIVuWTwOMAACAASURBVPEaHty5KThKpHczk4tgyTVLYdjtptufN0/vks/57FyzLr4Q2SIwycQc7+imsGnjhjA2/S5qmlEwLRMLM2M4ODqj4k/+9LJdUdajbYuJxhuyjq3foDE83FywPHJt1p2yaHGCSincXRwxefos1KpTX6jTnmKoAy9PD9SpU0f0+HwAjkB6COzbtw8LFgVissv3bJv0gqXo741agWVLI2QCIssMYH/GjBtP2X8tcPboQZShksC3pMGQEWnB9BmGag2D+cx5mONgguCgIOgbGGIiiSRXJKJhY8RCFC/8Hxzs02qz/Fj0s2fP4OjkhDdEaoQGZ2z3yL4bOMyYIZTeeXp4JO85ICAA5xJv4tWzJ2hUvzb2Ucmksvoocp6QvtSCDforofAzuNevXRXIhQP79qJgoYIIDRFHKkZGRiIuLg6fv3zFcyqBWLhwIWH+3anqXw2eoSD+yXNCQQSGnFAQAR7vyhHIRQj0o5pnEwdfBHrbkWCgApq170Lpk5rkee8GhbLlMXikXrZXyzQXzh47JJAITDPgLauTLFsBk2dl/KUt25P95R13b16Fy6cPIyIse8rhfzk8f8X2tLS0BDKhQ6fOlPq7Bi1btUZNEu08cjhecExo16EjGJkwkdwU3LxmZ5jW/LvA2BW7FeXKlYGLiwvWbIhOZXMpZg03b97A9GlT0b5LLzRq2gJrIpYgnLIheHAEchKB7eRkEBy2FGPN7IXPqV/jAGWLfXl5D3Z2djJdBnOccHNzozp/exQsmLYE4tfJtEfpYMBIfawJnoPZVLLAiDaWdWDpFoB7t64hMtAXBnq6UFFRkck6GelRlGxaf47FixejZs2aUFZWFv7ZyNgEr9+8F9wnSpUph3rk7CBJCQnrmxmh8POcjFRYujSMSk680mRvSLJRpvGwJWYralBWx907SWR1WwHF5IoI2P/LwQkF8U+fEwoiMOSEggjweFeOQC5BwNvbG++/yaGvxmjh0J+PUpX3UJo9E1B88fQR3YL4oVDhjFNAM9tG/J4t2BezntImS5GIYz2o6RgKzZkidUGq0eQhPQJM/fvYvhg0b9IIpqam0g/Ae+R6BAYOHAiV/oNw/cYN3Lx+lWqIm1C98y1BrLOvsgoiVyxD9NYduWIfR+MPoFLFinQzqpRG80AWC7S1noL79+8hcuUKWQzHx+AIZInA5s2bsWhxIN22D0LPQcNStY9ZHYoCn17CiW73/2SoktOLnrUrgmfPgMtMR0HPYYq1LemPvKeShddo1rYLbpEuwYplaW0nc3LdLMsjOjoaL1+9BtNkqkOWt0yXITMRZ7YeSQkF1paVYozX0UZk5EqJXCHu37+fLG4cQtkNR44eRa/efcEcZt68IbtNssIsTA4e/3JwQkH80+eEgggMOaEgAjzelSOQixDo27ev4MWdj0mx/z+YZV2zdl3TFRHMaunMToqlYhYvUQoG01LSJLPqx38uGQK3b17BIbopY1acrP62FNXkLlq4QKIvV5LNwFv9SQSCKIX5fMIV1K7bAFcSzqBt+w7QGjaCiLgvsJpsCu/Z83LNF+BriQlU31wDBYoUy9TFIbt4sjKKYkWLwNraOrtD8H4cgWwhYGlphQ//5YeOyfTk/tErlkC+wCdMn57yb9kaXESnQ4cOwZecXaaQ3sNsO0PY2kxF69atwUoh2IHebz79zG0xfGz1sXXrVhEzie/Kygl27toNecp8HDLaUBCmTC+kIRRY/1MnT2DubC+sWpXWlvPevXuCQwWLk1Q+xbKnpkyZIpAHK1asxBy/BZhqZQENdTUw8vZHsDIQQ7K9NJ40SSZaDeLR+30jcEJBPNacUBCBIScURIDHu3IEchECrEYyv3w59NOUjZVSFIlCPbx3B3pTc9YPOxdB+EeWwlLfP354hy9fvyDM1xErly8VFKx55H0EmIf9p4+fyDEhlBw/SuLmjesC4VcgfwFyAclP/59f+G9B+nslUnP/U8/9MYnEVatcAR+/Zm4Lmd0nojpQBVGbNqVJt87ueLwfR0AaBIJDQnHs1DloTZyMr0TobV0bDsVSRTFt2jRphpFp2xuUuWRqZi4Q/lfJytnDjbRGqCzqR+gZThKcUgb174cRw7VkOndGg7FSgujNMVgVmX4mEcv6CItYCq0Jlqheu36aYaQlFJitsh05wjx+9BBdunRJFixm4tLWNjZ49/YtaijVxP17d9GzVx/EbInGUCJllahEw9fbE127dYN9OqSQmpqaUHISERGBYsWK/RbscsMknFAQ/xQ4oSACQ04oiACPd+UI5CIEtEeNQtueg9Chx3f/eDHBPKy9p+ljkr03Spb6t4WOxOAobd9AT1vBH33YsNQputKOw9vnDgQcHR2ReOUqkQYFBM93dv3/jS2N/fen/2evt+70hZk5tPyJiIs7gF7dupIfPZUy0R9ZxtEjh7Fp/TqyTfWW5bB8LI6AVAiEkttC9Jat+ETlBKz8jxF7b169EKwVK1SshDYtm/+R8rPZs2cL7/fVqlVLs58dpAXBMg9/V2iSSGQlcnBqVKcGJtENf3qRmJiIKVNtYDs7rRZK0rVL2LEuHP4LA6Ra8vFjR7CFnCBOHD8G5tIxSnukYH/JRBZr1qqNwapq9D2kFM6cPoVtW7cIzg7upJegQFl96QXLPKnXsDFWEzGyhUiQfyU4oSD+SXNCQQSGnFAQAR7vyhHIJQgwMaiVkauxfsN6jDCYAqU6jUStjHlXB3lPh90c2ahgi1rMP9R5X8w6PLxxHnPmzPmHdv33btXZ2Zlu/fNBVWsUHVq+p++mFx/okDN54khs3Lztj4DBiqS+fHyLb/kLkQK7bOuQL5w/B08qeWA1zjw4An8SgVevXgklZapD1AQ3hTIVKhLB8AHv37/F9nURePzgDurVrQunGamdFV68eCHoLbDD/c/p9X9yL7Kee/fu3QiJINem/PlgbmKEVq1aZTiFNR32qzVqizZd+qRqc+tqAtYGz8WylWlLGCRZL3NrmDbVCp07d4K+vj5iYmIELYf37z/gxcsXKC5fHKqqgyUi3FmWgpuHD6ynWGD9+vVISEhA8+bNJVlGnm3DCQXxj44TCiIw5ISCCPB4V45ALkPgwoUL8JkzF627qNCf1B/2ki6V1Xgv9piGYvIlMNbc4Y+lYUu63r+p3e0bidi5PhyBAdw94295rhMm6qHXADV06tY70y2FBsxB9cqVMHrsuAzbLY8IJdHEwhg2cpTM4Xn14ikqlCuLz5Sh8FXGWQpbNkdj5bII+PnNS66LlvkG+IAcAQkQMDY2xpsPX1CnUXP0GaKdqsfL50/IYjkQSVcvke5QUdI4KULZDIXw8sVLNGzZHrevXwYj20uTJeToUdoYPDh79ooSLPO3N2HaDewQrqGpCUMDg0znX7BgARKu3caoSalLRpKuXcbqJT5kO7tG6vUf2L9XKGNgLhSjKNty6NChqcZglybSiC4y8dsBAwagQcNGKFWyBG7cvAmlGjXg6uoq9drySgdOKIh/UpxQEIEhJxREgMe7cgRyKQKjdcYIdlQ16zWReoWbI4Nw/fJ5mDnOlbov7yAeARezUQgmT3HmGc4j7yPAPOBNTEzhF5r5Df3N61cQRqTC4iVp/dntbKxx7uwptOnYFaeOxaNq1WpUMvEfVPoNgKqahsxAio2JxhC6AaTzlswjKHARPrx7Iwir8eAI/CkE2Otx3bp1YN99C8qVwACt8ahco3bycr7QQfTJw3uCrs2H9+/wkf5UqFxNcEBhwdyNbiRewLY1YdDSGAJ10kn51+Lw4cNwc/egsoewVFu/fT0RkYu9sGLVWqkhOXvmNGUyzaJnI33fzCZjmVGspGTr1m1gZS+FCxUE04oIDw8XLCv79xdfIir1ZnOoAycUxAPLCQURGHJCQQR4vCtHIJciwMSOmHe1c4B0NwXv371FkI89TGfwlPs/9WjdLMdhjq+P4EnO4+9AwGiSCTRH6aJ2/cxLkdavCMe3rx9gYmoubHxbzBZBuHHjxvWwd59L2UIFcOHsSTwkC8a3ZCu3ffN6rN0QLVOQ7t++geKkm1KCbGJlFY8fP4aFiaFwkOPBEcgtCPiQfsGhuHi8JX2TStWU0KBFOzwj1523r1+hWq16VDrYEEr1Gqe73BfPHiPU14mIva8oXlwepanGv2vXrn89wcDODDYkZjnWzAFKdVO/n929eRXLF7pj5er0X+f37txBXNxBXKbygxbkaNGtew+UKFEyGd8VSyNwOP4gAgMDc+RXhLlnsEM3c+AxMzfHwwcPUbhIYUwjAcjGjdN/zjmykBwalBMK4oHlhIIIDDmhIAI83pUjkIsRsLW1Q6W6zdG2m4pUq4zwm4WK9OVKWX20VP14Y/EIPHv8AIvcbRAdtUn8YHyEXIOAnZ0dSpWvjGE6E7Nck4+zLe7duQWF0uVQkkTH7t9JgoXdLHKBqJqq76dPH+HhYIWAxUFZjilJAyYM+YC83g8f2ofWbdpAKR0Vd0nGSa/Ns6dPMN3OBqHBwdkdgvfjCOQYAizdPzY2FseOHUMNSotngqnPnz/HyVOn8YE0Fjr1HgiFcoqoXL0WShDZJldMXljL29cvcS/pBok7PsfLZ08os+8cXjx9hGFDNQVigTkN/Byenp5gJRcsS+LnAyzTdmAaBqzk4EecO3cOK1euhJWVFcqWLZvp3k+fPo0WLVrkGD4/D9yvX3/YeAejqFwxJJ4/RWUgiahepz5qN2iGB0RGLvV3ReSa9anWwi44Znt5CC43JUpQVsiA/tiwcaOAQ6/efWBiNjm5PSuP2rolCkFLluT4fqxtpgliuXeI6JhBLllt2rQGexbMGeLXZ5fji5HBBJxQEA8iJxREYMgJBRHg8a4cgVyOgJmFJZp36YdGdPMiabB0zu3rl8JgmoekXXg7GSFwKn4Pju3dzA9eMsIztwwTHx+PuX7z4TE/bTnDr2tktb+3qPyhvGIllFIoDfb3QoUKpbuVZUELUFK+CAyMTLK91ZMnTiBw0QLcu3uHDkrFULduffhQLfOefQfRsXOXbI/7c0eWzhywYD5CQzihIBNA+SC/DYHr169j7dq1uJhwSbBxfPXyOVhZhGKV6qSncAflFCuiJJF/bbspo17jVtixaQWO7YuFs/NMtG3bVlinPR1WL5y/iKZtOgukA8sE7NCuDSZPnkw35Ra4du0qGjRtLRzIi8vTYbZwUTwgq8RPnz/Bd7YPGjZsmGq/y5cvx569e+m94SsYWVe6bDlhXRs3bMhRXObPn4/YHTshiLgSBp279sAjErJ89OQpChWRg/oYY4TPc8aqtanXEbBwPq4lXoa/v3+a9TGCpXHT5tCdqJ/8s81RGyk7a7OQSZDTwQQblxGe+cn1gxG/THyzdes2cHSckdNTy3x8TiiIh5QTCiIw5ISCCPB4V45ALkfg0KFDmDNvPqzcFkm10vhdW3D+RBz0rP9eASOpAPlNjdeF+qEC+aNbW1v/phn5NL8DAb/5/rj38AkMLGTre28/2QAOjk5QIq/27EQS3RBOtTKHh9dswZ7tR3yjG8WI8GAcOngIpUuXxmBSxe/StXt2pkjuM1JLA56eHqhXr56ocXhnjkBuQICV8cjLywu32cGUebN7z16yhM0H+WJyGDRwgFByyAQGmf3h01dvUaN2A3wl/QV2q//syUNUq64EV5eZZM9oAvmSCpCn1P8SCmXBnBJY5gPLkmjbvj1mznBI3i6zbHRxcRFKkjp06YF8VAIVt28HXlI2xSQjA6HkIieDCTazzAm2bzk5uVRWl4w0dXXzoLKsfAgKCSc7zoJCOxYR4SE4Gh+XIUGgRlaRAYHBJHaZYlFtZmyIli2ao0OHDmjZsmVObksYmxELLENEW1sbHz5+hBuJNzZqJM4tK8cX/csEnFAQjzgnFERgyAkFEeDxrhyBPICA9mgdKGuOQ326AZEm3CaPxYBhumjRUdxBQpo5/+W27NZqroMx1pMoVV5Mt/yXn11We9chkdQpTl7kpZ6+b3pW/TP6ufmE4XDzZHobdbM1RERYsJDSrW9onGF/5uW+d88ustsrRRkTCnTr2h59lKUro2KDHzkcj7WrV2K+n1+21so7cQRyOwK/OhGwA/iSJUGIiz9MJQJF0bxpEzRo0ACdOnVCUlISDhw4AJYB0blzZ9ynciNWZlG5cmXhEP2rho7tdHucP38edRu3xP3b1/GGbBTLlS+PrmSxqKurmyugiYuLgy+5TDExy+JU2sA+x+rVa4ATJ47BhSx0mzVrlu46WRYWO8yvIT2Y/PnzC21YGYqjvR2VIyRRZlMIFOi9J6fi0qVLRIa4oXq1alBWVsa8efNQr359eLi759SUOTIuJxTEw8oJBREYckJBBHi8K0cgDyDAfJxXr4/CpOneEq/2Dd2QMPusx/fvoF13ZXToOVDoe+bIPkStWIIuykPQc6BWpuM9uJtEX3qeg4lXFSteAg2btyOBOZYsySM9BBa4WMHOxirP3Yrwp5k1AnbTp6Nc5RpQHz4m68ZStAhZMJu+pDcl+zpVKXqlNH3y5Akc7KzpdjDrUow1qyIRvWkDpTYXxogR2uirIr06uuaQgQihw4GiomK21ss7cQT+FgRUVPqhfKUqaNa2C07F7YbfXF+UJ4IgvTA2NUPZyrXQX2scwv1cUICEW1kWG9N7yG3BSJQfhPj+/fupnOMaxo8fn+UyBeFWi8mwsbOnw3yD5PYuM2fg+NGjREzUBSu5yIlgrg/nL15EyRIKOH3qBPr27UOaFnuI/KlPpQ+OOTFljozJCQXxsHJCQQSGnFAQAR7vyhHIIwhoag3DsImWqE5pl9JGiK8jHty9BbmixZCfbhzKV6xCBEFJqOkYZTjUTqojvXT2OD5//EApofK4e/um1I4T0q4zL7efN8MUTjOmC7dX/2PvOuCp/t7w09KgSEmlvXdp7z0oTRRKlAYqFQrREIkIKaSiaC+kJWnvPX8t7VJGiCIp9T/n639F1r2+18p5P//+v3LPec97nu/FPc953+dl9u8hEBUVBV3daXD3E3+XA4t5enByduVuK0W1R/89hP0qG/jt2ivU1JnTtKGlrYOf5Pu6XfsOqFOvgVDzBIOOHD6EY+QPJRWYMQRKMwJc+YKtLYgMAgapTERIwHZs37aVK6HIaFSscff+QPQcPAo3L4aiWYM6RKjR+J+Ejoo3amhoYMiwESQjoToaNW6MmjXlcDLkBA4FHEATUpZFtSnyEqnMDzhWVlZc1gjNMqFkzSNCMNBYSlK2ICMU8vPkM89hhAIPDBmhwAM8NpUhUEIQ2LNnD279F4YJOvNEjpiqyX+KCMcP8t+GpI0WvSGRV2gIJdWst61nju7DhROH0KZ9J8xdlFb7ee/WdQTs3wl9cweR1y4NE1ys5mCmni65FRlWGrZbave40NgEPQeOQPfe/cWGwXdS67uAlD0EHgnOl89Q8kE9wP8A3DcKp6i+e+d2vH/3jqRo94OMtCTadOgs0rrxnz9j9sxpGEHSig0MciYkRXLKBjMESjACZ4m44p59B7jOKjOn62bZSWxsLBFuXEj0GX5DbcL4f74tJQXA3t4e78jPGRBNig9EnLIMKYOYpjcLJ08cJ10ZEgqckHz16hX384mStItMF6Fjx+xLNYrb244RCvyfCCMUeGDICAUe4LGpDIEShID6JA2MJ4RC4xz6agu7Fc9Vi1CxihRpnyWNcmXKo5ZCfVQityqPbl/Dt6+fYWS2glOdzmimhrpYsHI9YfuzV6sXdu1/bdyGlQvJh0gdDBw48F/bGttPNghMmz4DM4wWo66IN/s5gZn49QsWGUwl2QId8TP1J+I/EzE3MnjUqFFQGfOnBV1O8/0P7ENY2DOYWVgJ9bxMFsyDptYUdO7aDc+fPESLNsJ90A4jt7GnT51EaEgw0WuYi0OBB0lbuILpNS/URtgghkApR4BqFEhISBToDfxo1YmQqyELn02iiUJn92hWEZHE8PBwTt8gp6434nyk+/btg5/fduLyNxwdHbN02hDnWuLyxQgF/kgyQoEHhoxQ4AEem8oQKEEIhIaGwsd3B+Ytd+UVdVxMJI7t2cqRCP/dvgr5ugqcsrPKBE0oduuVxTdNY9SfPJaVPPyFTKCfB6pK/AJNtWRWOhDQnaYHHf0FaNQ0fyKKf6NE65UPH9jFKapXJn3h23RQxPlTwbh24TRpASmJCuTrtERh0OAh2QK8etVKSBOxRcN584V6AONUlLCHtISrVKkyXjz9D58+xeFLYiLqETGzVq3TFNG/fftGsplSsHvXDly/doVLWf5ADgItSDnP0uUrEUHE5+bPMyCkQqBQa7JBDAGGgHgRoK0RL126TBIAyqBJ8xbwIi1dxW1Ue+DZ71r48fEpDDTGYsiQ7H8GiXtdcfqjQpm05CEnbQtxriUOX4xQ4I8iIxR4YMgIBR7gsakMgRKGgPZUHfQbOZHrhy0Ou3HhJO5cCsUy+3U5uov/HAe7pabQnL0YtesVPxEpceAgqo+3L55g3xZnHNy/T9SpbHwJRkBFZTRWOm8k7dFqFNgunG0tMWjQIHLAb40P79/j4IG9qEcyImgLurKkzdzunX5YaWuPGjVrYq7BTIxQGknaQo7PM57ToSdx7uxpWNumKZ+Hv3nBqdLvJenar1+9RDxRne9NSiFevgjDZ1La0Ie0mezVuw/KlStL0rm7p/t/TdKJVyy1AC3DYsYQYAgUPgJUKNFxrTM+JiRDRnE4Ik7vwIA+vTBx4kTue7crKb+gRlP/GxMdg/v37+fYoSGn6MepqqP6wCn4fDsEgxRbwsjIqPA3WspWZIQC/wfOCAUeGDJCgQd4bCpDoIQhEBYWBlPSF9vcUXyiaA6L9WCw0AItWrfLFQ3jWVOgpDYVHbqLr4a8hMGfHq6XgwW0NdRK5K1NScW8qOOmKcaGRK19ucOGAg1ln99mJCXEwcJqWfo6Gz3W497dO0RYtTLatGuP/x7cR/eevTBg4GAss7JA8+bNSRqxBOaSWm2aBp3jIUFFmQjE+eMXKa+oIVMVP3+B+0ONiplR4TT1SVqgWUmC9m9/+/pE1NwNZ89AUNAhseKw0NgY/fr2xYQJE8TqlzljCPwrCJw5cwaHDh1C9+7dQVs8vvwQjUZaVvj1/RtirwUh/uUDSFaXw8/EeDRv1hTP37xD2QqV8e1zNPbt2k5ax1YTCgrahtF0qQ3nO5VoL73eaY3jQQFCzWWD8o8AIxTyj51gJiMUeGDICAUe4LGpDIESiMDChcaQa9SKtH2cKJbonz+6h5P+vli+ZkOOhwjBQkuNDcgB5BdkZGtCoWEzDB2rKZYYSpIT2o6zIpKxfNmfA19Jip/Fmj8E9A3mYJymLlq2aZ8/B0LO2urhAjlZaczUN8xxxhFymL9w/izevH5FCIIAuK9fh1s3rmO8qhrGjMv5QG5psYiIwqlBlmRYtGnVDClEof4XFW0Q0UYrD8Px48fFVr/t7OwMCUKWPHz4AKaEWGjWrJmIEbHhDIF/GwHf7buwNyAIsp2H4UfUK5STkYdUU0VIVMuaLZX08QWSo95BtuNA/Pgajx/x0Ui9HQRfH+HEW01NTREp2w7SrXtwoH447IH5OmoYMGDAvw1yEe+OEQr8HwAjFHhgyAgFHuCxqQyBEooATb2eu8wF0uRgz9dC/P1Q7vdPTNbL+QCTcY0bVy/i3asXiI+LIQrOH9FtwAi06tANEhUr8g2l2M8P3O6Br7GR3AGOWelBYDY53PccMBQDh40U66Yf3L2JHVs8OK2EMkTHhKqiJyV+hfLIUdDWybv3+8UL5xDofxBOLm6wNF+M5qTXu+70mdnGuHL5UnTq3AVjxo7jshE+RbxHvYZN8kUoaKqPh6urKxo2FE8J1Ny5c9GLlFs0a9YCfr7ecN9QsFkgYn2IzBlDoIAR8PDwQMiNh6g3RvQuTzS0iODNmKWqhOGkO4swtsFzEy69ikGNXmnCsKkpyYgIcEbAHipyyKygEGCEAn9kGaHAA0NGKPAAj01lCJRQBPz9/RF0LASzze1572CLkxUUu3TDqPGTRPZ16VwojgXuR9kyZTFotAYSv8SjEelCIVdbQWRfxX3Cwa1uJHWUkAnu7sU9VBafGBGgt+cpvytgkk72B3U+S613sEaFssAwZWVShpCK36T84NevVAwaMlRot8eOHoEXKYmgpQ6zSRbF0OFK2c6dpDoWbh5ekJevzb3+Muwx11VCsVtPodcSDNSaqIpVq2zFppw+RVsblsusSb13E0yepMb1qm/btq3IcbEJDIF/DQFK/k2eqgvJXqqQapAmnCqsJb57guhLBzF3hh6Uhg0SdhpUSJZTbeXZqFSrQfqc5z4W8N1Cf37IC+2HDRQNAUYoiIZXdqMZocADQ0Yo8ACPTWUIlFAEaD33jFkGmGJkRQTi5HjtYvfGNUTwrSf6DhLu9iKnxVYvW4TkpER8JkJvw8ZpoWu/YbziKk6TU8lhj2pNHD7ElO2L03MpjFimkC4LC61sIVuD3/dZdrG6rl6G5k0bc9/LfIx2i0hOToaUlFS2bu7cvgVPdzcsNrdEM6IKT+3xfw+QQmqvHz8Ng4bmZJGW152iCTOzxVBUVBRp3t+Dp0zRJkL1ZaA32wA9iSYEtd07tpOuEm9haWnJyzebzBAoCQhQwcSAgABOB0VLSytLyDYOa3HryUsojJ7Dfa+IYvFPrqPiiwvYsmWL0NN+/PgB1SnT0EDjz/ffb/L7781uW+z08YI0aTfNrGAQYIQCf1wZocADQ0Yo8ACPTWUIlGAEVEaPwZyla4meAb+DzrrlRlDVnIquPfuKBY2kr1+xcJYWrD3+nQ4ICZ9jsd56AY4cDhILRsxJyUDgyJEj2H8wACscCyYrhXZ0aNemDXSm6xUIIK9evsTRI0H47+F9REREQKFePYwcORqNmjQmGQDtuOyIPbt3I+lbMqYIUWIhCHLBPEPMnjWTN6FgZm6Odu07ESFIqTpgmQAAIABJREFUjfT9Hz4UgNCQYHh5eRUIJswpQ6A4IEAPj6fPX8KnhERUrkv0TOI+okGNanBbuyY9vLNnz2LN+o1oMmV5vkJ+vWcVzObORr9+/USar6wyBvVVTSAhUyt93scT3hjYtiHevHkDCwsL1KhRcJ1uRAr2HxrMCAX+D5MRCjwwZIQCD/DYVIZACUbA0dERr8OjMWXuEl672OxoCc2pM9CsZWtefjJOXmZqCNVp8yGvIJ4aa7EFlk9H30jmhaP5TBw/diyfHti0kojAokXkFr4XaZ/Yv2B6sK9ZYYbu3bpAc/JUscETFOiPs2dOI+LjB/wkN4udO3flOkIoKnYm2UyyMFlA6rDJRSctLzCYYwR6IzlDdwp8/Hbl2iEiY4AuTuTQ8zuVO1jk13bu3InzFy5i3QbPTC6uXb0Cn81e8PXdll/XbB5DoFgjsHHjRgSFnEaVus0h108N5SQqcfHG3j6BH89vYP/undy/p83Ux+/2SpCq31Lk/cRcPwb57x/h6uwk8txxGtqQVzFEBUmZ9LkpRNjxwxFPEnNTJL5/BufVNmjZUvS4RA6mkCbQrM9NmzZhwYIFhbRi1mUYocAfekYo8MCQEQo8wGNTGQIlHAG7NU74FPcV6nr5+yV4ZPdmVJeRIhkKeQvAiQKV1YJZaNK2M0aq64oyrdiO/fnzB2yMpiAk5ESxjZEFJn4E9A0MoaY9E01biI9syxjl6qWmGNC/H1TVRdcvyW639Hb/yOFDUB41miMQGjZqnCMo2loTOd2CVq1aY/YMXUwmpR39BwhXZ+3jvRmRH97D2to6X6BTQcdbt27Dy3tbls4ycbGxMF1ohJ07d+TLN5vEECjOCMw1mo/wJEB+kBbKV8mmjePXGLzYv5aQDBXxIzEBUg3bos6I6SJtibaFDfd3hsHUSVBSyl5TJTeHGlN0ULHzSFRt3CHTMNqOsrykNH4TsZcXWy2x3tmRK9X4F8zHxwfBwcEkY6o9li1dWiRbYoQCf9gZocADQ0Yo8ACPTWUI/AMIODo64dGzFxhKdAuatBS+pV1Fku/88O5tnDm8C8vs3cSGxHdSyz1/hiYsXXxRoYKE2PwWtaNlBupibZVX1Pth6+eOQFhYGExJhoLrlt0FBtWqJQs45fXcWj0Ku3hsbAx2bvfDyxfP4eKWe4lGZGQE5syegQOBRzj3C+YaYMiw4Rg9drxQy1ENBS+vjfmqp/batJnrDmNhlbXt6rdv3/D+3TucOhlCkihSMX/+fKHiYYMYAiUBgcDDx7D37E3U6KueZ7i/iTjrjy9xKEuyF8pXzl4bJTcntDPD650r0adXT1hZmOW5XsYBKqS1rPyIGagsn3OGYXjQeuiMHY5x49I6QZR027x5M96Ff8SVSxdw8uTJItkOIxT4w84IBR4YUkKB1lmxX7w8QGRTGQIlHIFbt27BgWQr1CIlBqrTjFCpcpU8d9SoZmX8/BqNT4m/ISNmwTkLoxkYrqqD1h275RlHSRngbmOMDeucISPzJw20pMTO4hQdARsbG1StWQdj1aeIPlnIGdZm8zCefCAfoTxKyBnZDzt/7iwO7N8Derv/+9cvDFcaicrkZ8DwEUqQzub9SjMZ6KHd9f/lBnMNZqFn7z6gApR52Q4/XzwimgzOzmvzGpr++unTpznhubjPnzF5ii7pYpF9CcnB/Xuxb+9u1K2rAJVRIzFqFD9chA6QDWQIFDACz549g/GS5Wg0OSuRVpBLx904hqgbwVDs2g1rVtvluRT9LLFiDWkJq5F7KeWHo55Q6t4Os2bNytNnSRkwXU8PUZGRcHJyIplbrQo9bEYo8IecEQo8MAwJCcE6NzcivJR208CMIcAQKL0I0H7VQUGHoaw2Fd0HKucKRHna9/7rRzSuWxNfIPoNSG7OD+zwwSOiIt+weRsupbls2XIoX74CBoxULZEPJybqIzY5WCCIdXkokc8vP0FP1dHFaEImiEusNLsYPJ3tMHjgAAwcnH+NhtOnTmKn3zZ4+6bVXQf6H8Ctmzc44uvx48dQnzgJzVu0QpOmTdNDeP48DGvX2MNzkzd2kayGK5cvYu26DXlqKHz69Incdi7Ctq1b84Q0KiqKZHgs4nxKS8tw2Q+1a9dBo8Y5l2FcvnQRW7w80L179yKtZc5zc2wAQ0AEBEJOnYOry1pUqC6P+hOMRZgpnqGUZPzy+DI+3TyBZeampKNKzq1ily1bhqeJFSDXVy3XxeMeXkCl93fhTb5f/xVLSEjAzJkzUblKFXiQ9tBVyH8Lw6hg7uXLl+FNyi6MFy7EkBwI18KIpaSvwQgFHk9wN1FoPhYcgu2+ef+C57EMm8oQYAiUIATMzC3w4MEDDB8/GT3yIBbe3A5FjbqN0ayVePu+B+7djnevXyKVpG7StouvX4RBRWMGOvboX4KQTAv14a0rOH90L7aTgxuz0oGAqpo6TJauRh2FegW6YUPtCdiybXu+VNOXWy1BZMRHOLmuz7FlpKX5InwlnVeGj1DGKNIZRmDnzp7Gnl07EBsTg70HD+W5x5s3rmO1rTWOHj2a51g6gIqbKTRoiLGkp30D8l9hLOZTNMwXmWA7ITmYMQRKOgLTZhsi6WsCklPLonrv8Zz+QCXZOkW2rdTvSXiz1x7q48ejeZMG6Ns3a2cnTR09VOo2DpIKzXKNk+opvCQlFSHH/y2hYioWG3joEBYTMrRbt4LNsKTtfje4e+La9RuoKiOLhPg4TJ86mSuDY5Y/BBihkD/cuFlMQ4EHeGwqQ+AfRuDjx4+wJmnb79+9J8TCFHTrn/WX1LWzx/HgxnlYrXIpcCSsFs6GpiFpNyVXu8DXEvcCoYd240vkK6xZ86ell7jXYP6KFwJjx45Dz36D8PjhPfwiN3yf42LQjIgzzrdYKVSgX8lBQkoqG9G1v2Ynf0uCjfl8+PhuT3+Frkcze3IzTvdg+AiMHiNcDbP6hDFY67IeDRr+Odxv9vJEx06d0L1Hr2yX+v79OxEqO4Y9O/wgJyfHqaALa4Zz5mKWwRxO9FFYo6Ubt29eh7nZYmGnsHEMgWKJgNXyFXie8BsJr/6DRPkyqNpxKKTbFQ8yPfrcHvz4HIVWDevAzvpPCQY9T1g7e6DuOOFEnuPvk04Vn8Lgtd61WD6D/AZFL2Mak0wqKSnxZm5mjCclJYXL3pqqO52UWURwmVsVK5TH9OnT0bFjx/yGXurnMUKBx1uAEQo8wGNTGQKlAAHaN9rWbjVRjZaE9jzLTAcVKjTosT2AlCOUL3Akjh/aj3OnQqBvYU80HiQLfD1xLrBviwu6tm+ByZMni9Mt81WMEdCdpocKRGl94IhRaNNeESnfk3HpbChehj3By+dPSdvE3/R/IP///7+n/Zv7CvlLFUkp1KlXH2Yr8iah7t28Bg9S/lCvfn2ScRCBlJTvqF23Hukf35984MzagcV9/TpIVKiAmfqGQiOooT4e9mucs5Qc0Fuyv7//aUaR61pHXDh/lis/0NbWFknN3cXFBWXLVcBsw7lCx0cHjhk5nHRSCRFpDhvMEChuCFy4cAEu2/agrspcpMR/QmToNiiMmYeyFSoWq1CjLxzA99f3MHqUMgYNGgRjIkJbfcBkSNYXXj/gmZcxqK5KrVq1itXeinMw4eHhWEyySBs1agRJ8ntimo426tSpQzKztqNDhw6MUODx8BihwAM8RijwAI9NZQiUIgSo4Frb7v0wUDmtNnLTGktER4ZjvfeeQkMhYA+p1754Fsa2Javu0t3GBHP0Z6BXr+xvcgsNQLZQoSGgo6sLpbETSZbC4Exrvnj6CLUV6qNMmTLkT1mUIVok9L9l6b///3f6Gs0wCA46gJtXLiKepLJWrFgR5YiWSFlC3lWqVJlk6tTCq7CnREgxhhy+03RGVDV10E6xG7zdnfA9OQVfvyQglbQsla5WFfVI2UAP8v47eyoUVatWw2ILS5GwyIlQ+NsJzUqYPlWLIxLMzERThxf4srS0hEL9hpg+Q3jBNtoHfvIkVa6TCjOGQElG4MyZM1i/MwB1RxkU+218eXEXCURf4ff3b5DpqsS1qRTFYi8dRN8msjA0FJ7cFMX/vzaWZo6aLDLHxFkmePfyGe5cPkN+3mpy5SeMUOD/tBmhwAPDf4VQSE39hVv3nyHs1Tt8jIpFnVqyaNuyMTq1/VPHdf3OE0RGx3JoSUiUh3RVKbRsVh/VpatmQfDYqWtc3bZgbLNGCmhK/pQme/HmAy7feAjlwT1QU1a6QLZ+895TLFm9GToTlTB5wlBujcdhb0C/Hh7xCe3IMxzYuxOkJCtnWZ+OuX7nMcqVK4feXduifesmmcYI4+cnecanLtzCgyevuPfMwN6KUKhdM92Po8cenL50G5udFqFeHbkCwaAkOZ2lb4DY2DjI1q6Hn6QxW+0W7RDz5A7MV9gX2jZsLU0wbLw2GjYT/hak0ILLZqFLoYcR9eYJUcheVZRhsLULGQE7OztUlpbDuEnavFb+GP4OXxLi8S0pkfsTRzQLLpw9iWRygC5HUlwTCWmg0LAZWnXoiosnD3H/Vp8+HxUqVkKLdopYMUcDC00WI4YQD7euX0eP3r0xfkLugmnZBTx5kho2btlKyIisvy8F4+Pi4kBbQh4+HJSnQGNuoDg6OuJ7yg+YmuWuFJ/Rx/OwZ7BfZYMdO/6UfvACnk1mCBQRAvb29rgX9R01+k0soghEX/b3718cMSqK0Uys9/7OWKSvm60egyi+StPYSZqTUYN8BktO/IqvCXHYt2cXt31GKPB/FzBCgQeG/wKh8PDpKxgvd+cOoOXITY10VUnEfv7CoSJdTRIHN69EHfka0DK0wb1HL7Kg1btrOzgtN+DmCaztQN0s4+iB1cd5MapUrsQD8ZIzde+h01jp4gc/tyXo0qEFzl6+izlLXBHka4emDevy3siPn6kYoWmKWjWrY+cGK+7Z3X4QRtLq0w5e9NnFJyRyfzfSU8Vs7dHpa7puPoDNO49wREPKj58kxfcHlhhNJqTEMG6MMH7o+jpGdtx7QlamKuK/pK1F9ysgohKTkjFaxwJ15WtixwbRbvR4A1RMHXh6euLkuYsYbbIa35O+ItDeFJ7b/Qst2jk6aphv7YZqRISoJJjbivmYpUda3ZGUUGalC4G584zQoVtvDBspnE6BMOhcv3wO+3dswzhtA0hWkybZDn80DRK/xEOyamby99LJw/gS9RoWlkuFcZ/tmEMBB3Hj+jXYrs65/CKYiKtt89mMQNLeka/RPu47d+3Gxs0+Qrvy8nRHTHQkVq4UTqNCaMdsIEOgEBG4cOU6HDdsRAO1RYW4atEtFXV2N9rXrIClS/P/86nooi+alT+T9rlBQUEkU60SVFRU0rtJMEKB//NghAIPDEs6ofApNh6D1RdyB8v1tvO5gy+1H+SQGUpunm1c/QgJYIZWzRpwhAIdH7KHpIOSA+gHQkAEHL8A793H0LhBHezzWkHIgrQaNUooTBw9EMtNdPE18Rt2B54CPcROGNkfNoun80C85Eylh/SEr0mQkZZCeZIFcPribcyzckPQtlViydbw2BYId/IndO9ajvChRrMiQs/fgrbaMI64ocTQ+OlW3HO7G+qNCuXLITrmMwaqLsCY4X2weslMbt5MUydcu/MIV494cPOE8XP01FUsttkIB6vZUBnaiyMUlCcvJpkKNXBwy58PpQJywmmZAZetUdqN1u/NIL2jJ67w5KAI9VqNXt17YtSESWKFRiAs9z05GRXJL05qn4j40AZSK65vkXdduViD4eFs5Twt+PpuYzWiPDAsyVNnE52CUapaaK/YVSzbuHL+NI4E7Me85cILoXquWoSxY0djlMqfLg2iBOPi5ABSj0EyHbI/5Lg6O5Hypwg4Oq7JUwxS2HWnTdeDvaMzaRkpXHacttZErLK1RYsWaZ8BmDEEShoCVK9oJskCbDFrbUkLPd/xppJSiXD/tejStgWWL1+ebz9sIstQEMd7gBEKPFAs6YSC6UpPHD99DQc2W6N186ytpb6ROtJypC5VQqJCJkIhI2RHTl6B2SovcogdDvO5WtxLGQkFwdihE41RgaSYHt+Z/WGG3pifuXQHvUj6/b6gM9xhmGY1rFs5D/Jy1Tk3tDTDfVsA9h8+y71OSwnmz1DliApq1MfF6w+4OLy2H8bz1+GwmDcZfbq1y/Yp00O+65aDeP3uI0eq9FBsDcv52kj+ngJ9M2cua4MSA5QoGTWkF3ltCreHpG/JUJ2xDEqDeuDa7UegWR6VK1WEoe446KiP4Na6cfcJljn6wMfFnFMpV5+1nMsYoHupSPBs1rgeIXGMOKJl3+EzHPFCrUmDujAnh6iendvk+M789es3Og3TwwTl/lhhqpvrO9jObQd2+ocidJ8zV5bgu/8E1rjvxhG/1RwRRI2WP+jMXw3HpQYYOST7Q//ffigJcfe/MNw47pW+/jqC5aYdh3E+wA01qv9RWNeeZ0ewjMbp/cJ/iOfxbVnspyqNHIWxi9egkmRa+vNR16WYOGkyuvXOvwp1yBF/3L11HfFxsVzttxS5fY2O+EB6OktBRlYWC8yt4bbGBkoTp6Fh05JR7pD09QvWWurjmJCt8or9g2cBioyAv78/gkNOwcJWPIeEi2dCEHwkEHOXOgsdS1LiF2y0W4ztO3cLPSfjQFpK0LhJU0zSTPv9mNG2em/mMgOsrKzy5TunSU5OayFbUw5aU6bm6ffB/XtYu2Y19uwpPD2XPINiAxgCIiDAEfWEfGygbo4KVWVEmFnyh6amJCP2SiBiH13FwEGDYWmRP+2Vko8Evx2wDAV++NHZjFDggWFJJxT6jZuH2uRGef+mFXmikDFD4e/BNMuhmpQkArfaci/9TSjQA3DfcXOz3F5n9GPl4M1lPNBU/fFK/fDs5XtcvvkQzcnBW+CXjgkKucTdrnft2BKHTlwkOgBP4E1KKegBXOCD+m1YT547vE+bpIz+PbO2gaE6D4tsPDlSYorqMO6GnR68NzoYoyY5DK9Y60vmdYBcDRk8evaae02XaBUsMtTgiIHeY+Zw4VPfTRvV5UgOSgpscjTlCIyT529iwbIN3MFdVqYaaQfkixNnr0Nz3BDOJ11XdVR/7uu/CT5tWjbCT1JG4LP7KKJIFsGFwPWZykgyYkUzCMboLMFer+WcTkJuNkbXkiNM7oRs4coiBMTAf2e3pU+jmRS9VAyxYKYaZk5Wydbd335GTjFDVckqXAwCO3H2BoxXuGeJS0A63QnZzJFTpd2mz9JH6xGTULNBUw6KIEczTNaZiS49eucLmr1+m/H0yWO0aKsIubr1UYvUB8rVqcf5Sk39iXvXLiBolxckSRu9YeMmo1PPAflap7AnXT1zFG8f34aLs3gOk4UdP1tPPAhQQVOTZashU51/mc750OMIDT4KQysnkYL7QoQdXazmIOCw6H3faYuyhUZzsN7DKz0DgWoMmZkuRONGDWFiYiJSLMIMpinQtFOF3szZeQ53crDjSO5FpPc7M4ZASUCAlg6+evUKP37+wtOwMJSXkkGtwVNQqWba773SaL9+piDu+lGkRjyDo601GmZoUVtc8EgmGZOfPn1CvXrF7zkxQoH/u4QRCjwwLMmEAhXU6zhED6OH94b9kjQ1aHrwv3j9fiZE6MGdpsHnRigYLXUj4ny38eD0VvKBqQxHKND0duNZ6oj8FMdlDpy7cg9WC7S5A3V2RskAmkZ/jaTdCw6d9LBNsxVoVkOlihIYpLYA0zVGwkQ/TWyH7qHz8JlQGtgda5bqc4QCJRyopsDfIoN/r0nJFKofcO1oWuo5NUoI/CJCN9WkqqR/jR62Y0jJgKGFC4cDTecXEAoLyf5maI3ixgoO5YP7duYyDzISCjQTIK+SB7oXWppw4dp9rHDahq0ks6G7YvY3yUdCSVaIrRcykgLZYXroxCVOtDEjZguXb8Apkplx/9Sf+lqa+dFhyHROQ4FqKfxt2fnpQRSUKZlByRyBXSIilLMWOcHTfmEmEicyOo4rrRGGAOHx7VhipqpraEFxDGlV1LwtEqIjcNLLjle3B/0p42DhtJWUNmQV3xSAcu1sMK6cPkpSvV05Ic7ibu9ePsW+zc44sH9vcQ+VxVfACFgsWUKETOtDTStrC0dRlz4TchRnTwbDwNJR1KmgGTMOi0lmmJo6pkydJnS71yOHD+HiubOwd/qToUVFEJdZWsDf/6DIcQgzYcHChVAZMx59SevLvIy2izxy5AgvIci81mCvMwT4IvDkyRNs3boVr95/xK/qDVBOShrlq1RDFYUWkKguz3V+YQYkvg/Dh+ObMGvWbKiO+6OdVRyw2bDBHQ//e4iaNWvCkvxcr1w5588shR0vIxT4I84IBR4YlmRCgW6bHiL7dm8Pj9ULORSSvn1HN+XMNxo0e6FNi0a5Egp6Jms4IT96A03tb1FGejM+R3d8JmHAv2GnZAA9hGc84AefuQ4Taw/u1p+WDdAyBFqaIFnlj7AjPazSgy09rGbnI7vHS0s5uirNykSmZBxHBQdph4KA4+c5TARGsx6O7XBIJxSWG+tg4pg/YnFpehRVOJ0EYQkFKmq43HEr6bDxPlOo9JkM6JU1s4IOcqAlCycvc1kMOZlABLJjm6bYvt6Sy06gRomI42euZSIUaFmHIiFmdCeRDAwDjUwuc/JDCZlmjRU44kNglDSixMsW0tWBlq4IjBJV7QdPg7XpNKiplIzbcR4/FvKcqkluXFsPGY/6bTvj25fPOLx2CTx8D+Q5L7sBPh4uqFRNFoNV8tZgoDesGrNNUad+7lkt+QpEzJOWGahzLezKkzZ/zEo3AlFRUdDVnQZ3P/6H71PHg0iXh1NER4ToGuTDfpI2kj5rl5OSrqqwtRPOh4baODi5rEe9+vXTV3z08CG8t3jBfUPOP8PzER43ZefOnbh27QbWOLvm6eLq5Us4eGAv1ru55TmWDWAIFCYC10lXFW/f7Yj+FIM6CvXw4tlT1Og+imQhKKByncxdqQozrpKw1te3j/HleiAO7vQrVuFGRkbCxtYOSirjiZbNPsybNwdt24rWKrOgNsQIBf7IMkKBB4YlnVCgaetfyA38OX83LrOA2uf4r9x/qSjjcnLrmRehQG+3afp/h9ZNSXtAU24uJRRoKYD+1DFcaj8V6hP4zwnu7MgAgfAfvQWnWQE0nX7OtPFEZyCt9l9gdA2aSSEsoUDLG3qPnpPjjbz12m1E1+Asd7M/YlA31KstR8ojNnI6ALkRCgMmzOe0A/y9bYQiFKgOBD2Y01aLZnO00Kp5A8TFf8Gk2dYcyZMToWC/YRenfXHOf122cNLXqD5G5/YtsGXtIi6dVWBOG/di657juHfKmxOLpCYQalw8RzNdA4J+PTc/E/TSVIXpXgUmyGSgJSq0VEVgtL1Ru0HTOL0HdZWBOb0FSs3Xp07TQ6New9FYsRe358t7vaBAymJ09OeLjMFGl9WoodAY/YbnrYTvbmOM/sqqaN+1j8jrFOaEQD93tCUtaadOzbv+uzDjYmsVHQLGJqbo3GsA+gxM60STX6NaI1cuXsBs89X5dYEXj+/jVOB2eHqlEei52flzZ3AowB9rXbMSB5u9PIkY40exdlag5RVTdXS4VpcdOynmFR5WLl+KBvUVoK+vn+dYNoAhUFgIzF1gjJev30KunzoqkjKGbx/CIN2KiTqLgn/0mZ1oXbMSViwTrz6LKDFkN5aWPCxabIZVjhuwyd0ZHdu3wfjx4/m65T2fEQq8IWQaCnwgLOmEwgafAHj6HYKp/iRM01DOBAWt9zde4ZEnoUCV/unBP6OKf3aijHnhnB0ZIBCNpAdnSgJQ3YDs6vzpgZWmuwlLKNBY6I18DdLukIoVZjR6mz5cwwTVSBvMjIfl2YvX4t2HqBwJhYjoWAxRN07vnvB3hsLVW49AMzkypv0LNAe81xINiC5pIozPX4Vj7DTLXAkFgSZBdiUPlCygpMGw/l25dp4C0kCwR0G5hKCdJf26gDgQaFHQr+Xlx8JuM3nuV3AreBMnVElNoGFBhRoFHT/o16M+febKVVjJQ9pTMDY1hWSLrmiimKaZ8DUuGmd9nOG0wTuvb5Msr5sakiwZvYVoIITQosvSuRg1aTpatOss8jqFOWGtpQFMFhihV680woUZQ4AioDxyJMkc8yNaIFL5BuT4of24ee0qZi5Oa6+bX9u+3hafoz+io2InzF+Ys/bA+DEjiZjjXkhVTRNg/dtod4Xtfn5cCzNxmJ7eDHTt3gPT9NI6+ORlo5WH4cSJE2LrLpHXeux1hkBuCNCShnNXbwGNO0OqJfv5z/fdEn5oHeZMUcPQoUP5uhLr/O/fv2P06NGwc3LHpfOniDAtIVatrcW6hqjOGKEgKmJZx7MMBR4YlnRCgdbtj5xsxnUzGEF0CEYP78VlE9Aygt2BoaSe/0EmQoGKAS431kXit2+kbWQMJ4pIx84h3Q1ohwOB5ZdQoPoH1H8DhVrE9yVOpHFQb0VssEu7uaU6DrREgBIgfUipRiQ5xNNDOU3np+n0ohAKazfug8+eY6CaB7Qzw7fk71wbRqqLcDjkMqfFYEPqZamwI12Dajn8XfLQu2s76GmNRPjHT/D0DcTHqNj0tpB/Ewq01San9zCoO0fe0IyLFk3qcS0cadmJnuYofIj8BDfvgxymuWUovCDdK6hIItVzoC09Bbb30GmsdPHjujksIPvIWFNIszpoJw9a3tCVlLXUlpOFveUsrnPG/GVpt2eXDm3g5gjjhz4H+jyG9OsMQ51xCCMimuZ2mzB8QFe4WM/N9F0lICyYKGMaLGqTNNBlnC5qN/vTyeOI8xKoTZyMnv3SSmg+x8bAxsqEkDUVIC9fG6PGT0KL1u0Q/u4N9vpuQmVJKdSoWQsXz5zEEudtQv0Uc1g8AyqaM9BWsSc3/uXTB2jSsr1QcwtrUEzUR2xcbQ5ad86MIZARgeDgYBw9cRLGlqKTAXt3eONCaDB+kd95PQbPMyayAAAgAElEQVSOwAhVHV7g/viRgvvXLyCWZBjcvXYWY8dPQKOGjdCjV28iFvcCjRs3hebECXB0XkcEyP6UOvy96No1DoR8lcBConnA1x4/fgxLSyvs2idcacjlSxexzWcz/Hx9+S7N5jME8o0A7eSya/ceSJDuDEm/yqF65xGQrN8y3/7YxD8IxN45BZmYpzA1WYgmTYpXmQgtY7a2Xoma8nXRqHEzHA06AEfy87BqDuRrQT9XRijwR5gRCjwwLOmEAt061QjY4OOPHf4nucOlwGTJ7f1Ypb4wmDqW0ywQHOYFr1Mtg6YN60KHdD4YMbBbJhQ5QoFoC1CNAWFNcLtNBRnpoZcaPWg7LjNIF0mk5QC0DIMKQAqMjqdCgjSVfukaH4Scu5FJhyGn9X8QQUZaOrCHHMIFRg/iPi5mnDgl1QJ48z6Se4mWJNAffpVIa0jatUEgykhv4QUaCzQOKm4pwILGSMUqj263R6P6tTk/lCzYujeY2x/1GbLHiWsbSYkNAfb9erTniJy/hQ0z7kMgoqgxdjCWLvyTFk7903aZ2dl45X6wNdPjXqJ6FzRbQoAz7ayxzdWCIzgEcQrjZyd5z9i57UxfjgphUr2LjKKW9EXakpJmd7C2kWlQjVQZjZHzV0JSpkY6dvdOBuBn1FuYWK1CzKdoWBnPxhhTB0S/eY7Y8NcIf3wHutP1sd7JFs26Ex0KkpXzk/Sgjv/wGvOXZ1/68vf74PDuTbh79Tx5L6dCgXSY+PX7FxI+x2L+inWoIFFR2G/VAht39+oZHN27FatsbdCxY/b6IQW2OHNcIhBwd3fHl5TfmKQ9Q6R4l5oYokvfYejQrS9HxolLwO2E/3bcuniKZAi1JKKNCRy5nUjEGylxYb3ShnxQzv1DfID/ARwOJAeqXbtE2k92gw8ePIir12/AZpW9UL4c7GxQS64mDAwMhBrPBjEECgKBkaPH4sf3ZNTsNgI1umbOlC2I9UqTz5/fvuLNHjtIVK6COXo6aNmyZbHr/kA1XwIPHcKAQcMgVbkC0cvRLZJHxAgF/rAzQoEHhv8CoZBx+7Smn3YaqFenJtfRoDBNkF1wOcidpMjHce0jc4qBZlbQDAl6oKf6CXyMHs5phgY9BMtIZ06lfRsexX1ApIf/jCYgFChhMnJIT3wh3SEoGSGM0dgjSCaDPMkQqFA+TcOAikS+DY9E/bpyQuO+bstBeJMWk5SUoNkG+bH3H6NRrmxZ1JH/c7AV1Q/dz+u3EVwrTPrM/jZBJoOD5WyoDGMpjElJSRg3bhw0V23JBNWnty9w3s+NtMarTsp7EjDObG2mQw8t69ltOYOUSfRCT/U/h6m7wfvw+c0L6ItQEx4fF4Ooj+/QvE0nXAgJxJO710kKuJ2oj14s42OjI7l063evw3B8L2kdW0Cq92IJljkpcgTOnDmDI8EnMXfRMpFiWW46B31GjOcIBXHY/RuXcGyfN2rXawQVjRncLRu1j+9ecaKnu70cUU9eFkYLcm8J+eD+Pax1tMee3bt5h3Xjxg2sJyrqm7y3CeWLlmPs3LEDsrL5+/0h1CJsEEMgFwRu3SJaXWtcUK1tP8i2z7sjCQNTdASSP4VzQpZvA0mHp6R4BOzfI7qTAp6RmJiIkJAQjB07tsjKrxihwP8hM0KBB4b/GqHAAwreU0UpV+C9GE8HGQmFjF0eeLoVaTrNsBg6yYQjOzJ2cRDJSQEPTvqWzOle1CRkwx5P0Q4ABRxakbm/dOkSHIlA29jFa7LE8PhCMEk8+I0XN85Deb6N0B0Onl0ORdiVUzCxdc/XvmhHhRXuewvlF3k4ybh4E/YYzx7expsXTyFbUw5fEuJJaYcEVtlYo3Xr1vnaA5tUOhC4du0aXFzdsHq9aHoj4iQUKJHw7tVzjCZEQt2GTbMF/tnDOzi2ZzN8d+SeeXDv7h3s8N2K9evF02WBipvRjhIKefR5f0Rat61ZvQp79vAnMkrHO4/tsqAQGD95GuRHEr2nKtnrjBTUuqXN748vsXiz1x7BR7PPYi1tePy9X0Yo8H8HMEKBB4aMUOAB3l9TqTgkbTtYEg6eiUnJGKu7BGZztTjxw6Kya3dIzezqzZwmw+QJ/NTPC2IPa0h7S1qC4kNaS1JdDGaAt7c3zt24h0F6aR1R/raXty/j8fnjGLXgT/cMYXB7/98t3Dy8C+YOeSvP/+3P0WIWDC2dUKmyJMnIScuaEbfRmnP/bRsQHxOJKhUroGvXLhgzZgxq1Mh/doy4Y2T+ij8CDx48wPIV1ljrtUOkYMVFKFwkGT1vwp5g8pw/7XJzCsR6nia2+u5E9VwyALb7bkNURDjRPrAUaT85DV63bh1SfqRiHlHJz812+G3D08f/wdHRUSzrMicMgfwgcOfOHaxwWo/6ajkLm+bHL5uTPQJvSfmDp7M9FBQUGER/IcAIBf5vCUYo8MCQEQo8wGNTGQKlEIElS5bga+WaUFRSy3b3x9yWo0H7rqTN5miR0Yl5/xo3A32RmvIddeo1hOZs4T6k+TgvIxoKlZCUmIDWHbqhn9IEsdSYJ36Jx9WzwVxJRWrqD/To2hkLFiwQeV9sAkNAgMCLFy9gZ78GVquF0w0RzBMHoXDj/ElcOhWEBdZZW0Bm94QO7dgIWcnyMFqYPXlI57x+9QrLl1pg7x7xpCHTDCjPjRuxZev2XN80y62WQGnEMAwalCYCy4whUBQIaE6dBqkB2qgom7kVeFHEUhrW/E1KVMO2LILtSmt07969NGxZ6D0yQkFoqHIcyAgFHhgyQoEHeGwqQ6AUIqA7XQ/1uw9Fky59Mu3+zrF9eHzxBNr0G4FOyhPzjUxSQhxiSB3319hIPDh1GL2HqGDoGI1c/VHB0cDtnujQvS92b3TEzEWrSG14w3zHQCdePxeM00f2oXnTJhgyZAiUlZnYFi9A2eR0BFRIuzEbZy+iNyJ87b84CAXafWSUBvn+bdxcqKfx7uUzBPptgM82v2zHUzKBCiOampqgbdu2QvnMa9Ar4tPIaD72BwTlOJSua2WxCAcOHMjLHXudIVBgCMTHx2PSZG0003MosDWY4+wRCPd3xmIjA/TqVrxbSBfm82OEAn+0GaHAA0NGKPAAj01lCJRCBMapqqGP1hzUJF0WBPaU6B88IWTCaBN7seoYfCMZAlf2bUY5/EZDcghSUv3TESQn6NevWIBpxisgVU0m309nk4MFypf5hc2bvPLtg01kCOSEwBTtqZigNR2K3dLanwpj1uZGpBNDGyir6wozPNOYPV5OeHT3Gke01W/SQuj5r5/9h4Pb3LBj195Mc86fO4OAgwcQHRUJPT09sZNt6urqWGnnQFpXZt9hwtnJAclJiVi5cqXQe2EDGQIFgcAc40VIkO8A6RZFVzpaEPsqCT7fBbhCuV936M9M6/5V2o0RCvzfAYxQ4IEhIxR4gMemMgRKIQIjyE39BNKSlLZxEtj90EBEvXqGoTMXFwgiH549xLPLJ/GBHHDG686BYg/SdjIbi/kYjp2b1sBIyDaU2flwtzVB107tWWlDgTxJ5pQiYG5uDjmFxpigKXxbYto2Mjk5GcPHT0b7rpmzg6jPty+e4MaFkxgyVpNkPvzp6kNJgSO7t8Bw6VqRyb4b50Pw4OpprPfYyD24gwf2Yf+eXZCWkYGaqipGk0yLgrCwsDAsNjPDgIGDoT5RAzVq1kR0dBRHYpwIPoZ6RLBxvZsbJCQkCmJ55pMhIDQCtGuL+46DqK0yR+g5bKD4EAg/7A7lPl0wS2+a+JyWUE+MUOD/4BihwANDRijwAI9NZQiUMgRevnyJuSQdWX155m4M/509ivAn9zBcf0mBIvIlJgqhXvakBtwVlatkbpFKF95Fyh1eEfJh4kwTNG/dQeRY/Nxs0aVja8wgt67MGAIFhUBQUBDOX76GOaZLhV6Cljx06DkQ544dwBJn30zzaPZBoJ8HuvQZgif3b5C2j01Ay4BkZOVw58oZqE6bixbtugi9Fh1Iu5jcu34BtatXJRoKxtCfMQ3S0tUwf/58NGmSfeaASAvkMTglJQWrVq3Co0eP0LNPX5w7fQpKSkqgXSDq1GH16uLEmvnKHwI/f/7kRIrv3L2PL3KtUF1xaP4csVm8EHjquQDHjx0VuqsUr8WK8WRGKPB/OIxQ4IFhaSIUfv0WDaiyZUQbz0YzBP51BI4dO4YdB4Mw7C/igLaLfEMOMkpzhD8g5QerZ1dC8f7eNRhaZF+z6rJ0HuRatEPUi8foM0gJPQYoCb3MheAA/Ez4CCo6yYwhUNAIqKgQHQWXjSSbQLguIQINhbjoCNJV4QPUpxtxIdL2jod2eMLQygmSUtW4r10KPYzPhHwrV64CWnXsikbN24i0nbD/7iBo1yb8Sv2JqlWrkkP8BBw+FMAdnorCPD09YWBgUBRLszUZArkiMHL0WKSSD5cVSMvIhpPMUaZceYZYISPw8YQP+reux5GdpdkYocD/6TNCgQeGpYlQSEkFRCEVJEj3ufySCi/efMDtB8+4JyMnK4OBvTsJ/ZR+//6Nn6m/UKF89u3vfpFN0DHlypXN0+e35BRERMVASrIy5GpkX1NO/X2I/ISqklUgXU0yT5+iDPhJFHkjomLJbdlvKNSuKVTMwvoXxC0rUxVVKlfKc1rSt2R8io1HvTq1SOpvVrYo/ksiYuISUFNWGtWk/qTznzx/E58TvnL+eyi2KdXtI3NqGXn/pD8SYqLRV2N2ns8hvwOSE7/g0JrFWO62M0cXK+dP4dpV/viejIvb12P+clfS/UG4tOgNK42hrTWRuwVlxhAoaAQMDOegNyG9+g4Srl2ugFC4T7IGatSqw2kpXA4Nwv0blzFp5kJUrykvlpB//viB9SsXwHyFA6rXqIllJgZYTbpSrFi2BJoaGpxAKTOGAEMAoBl7s/X1IVm3BVJ/fENDtZy7oTC8Cg6BuAfnIRV+G15epVvziBEK/N9jjFDggSEjFHIGjw+hsG1fMNy3BmBov65o3KA2Zk0ZDd/9J7DGfXeWBbt2bAnfdRbpX98VcAoum/bhxvGsPxwpkTDP0o0bu8EudzbWwNwF56/eS/fbsJ48/NyWcAdmavEJiTBd6YnLNx9y/+7cvgW2rxff7ezmnUfguvmPCneVyhWx0cEEXTq0yBOL6JjPGKiatT0f3fOg3oqgh/zFtl5ISfnBxT5iYHc4LTPIliigr2sYrMSDxy+5sRISFTBqSE/YmqWltX9N/IZR2uYc2SAw6s9xqT5HgKz38ceHiBgEn70OS6MpUFPJvn6fx7dhiZlqZ2eHt19+oscE3fSYfxHS6NoBb6SQQ/yAqWm3pgVhwe4r0aP3IPQaPCpb9ycCdiD843v01jRE5MsnuLzHCxaOwt2o/vqVCs9Vi7DR3Q1SUllLKQpiP8xn6UZg7dq1iIlPxEwj4XRHBITCr58/SPeR/dz3W92GTTB1npVYgfxKhFC9VpvB0WMb59fGYgEiiTZJpYqVYGdni5YtW4p1PeaMIVCSEdCZMRuJlWpAfvAUsbQqLslYFFXsCWG3IB1+E+vXuRZVCMViXUYo8H8MjFDggSEjFHIGjy+hcDjkMg5u+aNCTW/Aoz7FZVpwjoUr2rVqAucVhnjxOhxac2y5Ay49fP9NKBw8eh6267Zzh2h6qM6LUHAg5MWw/l3Qnvh/Gx4JtVkroDl2MBbP0eQyBoZOMiYZGGVgoDMOSoO6I4HEV0deuPRbYd5ylBipQepv+3bvgB8/fmK6sQOXeRG0bRXywiLq02cMUltAcJmDJg3/1MvSLIeEr0kYom4MdZWBMDWYhNfvIzBptjXMyL6mqo/INjQbFz+MH9kPTRrUxZnLd7DYZiO2uZqjW6dWXCxuWw5isuowNFSQ58gKE2sPbHI0RZ9u7dL9KU9eDD3NUaWaUDA1NUVqjQboMHRcJpxPblyNNv1HoE6LDihbXvwpn5GvnuLiLg/I11YggnT9oNCoKeo1asbFEPH+Na6ePY6PkREYNN0E0W+e48xWZ2jpL0YzEXQUgg/4QloiFcbGxsK8vdkYhgAvBG7evImtfrtgusxOKD8Z20a+ef6YZN5URN0GBaNlEPH+FdeG9TvppFBZqip6DRmN4/u3cqKIzBgCDIHMCIxQHonG2tYoX5mR0UXx3vh0IxiNfkXC3t6+KJYvNmsyQoH/o2CEAg8MGaFQeITC3ytdv/ME0xbaI8jXDk0b1sWPn6mIjI7F4ZOX4bP7WBZCITEpGXHxX7DcaSsqV6yYJ6GQcT1KQvRQMYShzljMnKyCIyevwGyVFwK32qJ543o83kHCT6V7pURGxmwMwey/sRAQCgE+tmjRJHN8lKgxt9uEC4HrQcsdqJmRbIXX7yKw12u5UAF1U57NERKUXPnbHoe9gdrM5di/aQXatGiU/jIjFABDQ0NUb9sLzbr/ydI47+sKGYWGhGQYLxT2+R306d1LRDz/D/ER7/Ex7BEpa/gGGbna+Bofh+bdB6LNoFG4HuCLr1EfMNlgMeTkFURaynedDbortsX06dNFmscGMwTyi4Ce3gwMHjkOvQfkLeaWkVDI73qizHvx+D5otkKrDl1x5TQRPPseh0WLFonigo1lCJQKBFxcXHD59WfID9QoFfstbpv89vElokO3Isi/dBOejFDg/85khAIPDBmhUHSEgspUC3KYV4CL9dxMQew/cpYrjciu5IEOXLBsA34S8iGvDAU69jshElw27cfpi7e5UgdPB2NIV5XkDuDHz1wj2QPt8fxVOPea0QxV9OwsmniXMG+9nf4ncfz0dbx8+wGe9sbo2KZplml/YyEgFNq3boLq0lXJwb4hppAMAvr3E2dvwHiFOy4HuadrPnj6HcIu/1COZMjLwl69x7hpVqSkwQAjh/RIH/7q7Ud4EyLn9KXbUB7UA0sXTs3kihEKgBK5iRlr5ohKkmlEzrWDPtzBvq9W4bfMSiUK28lf4yEpUwNxH95yZRdNmrfCGK386Tg4LNKDzcoVaN++fV5vIfY6Q0AsCHz9+pXUYBvC1nUT52+P7yaMnzQVFStl1YQpbEIh4wa3uVoTsq0d9Fj3E7E8d+bk30Lg+PHjWL/FF02mCHeh8W/tvnjs5sMRTyj3bI+ZM2cWj4CKIApGKPAHnREKPDBkhELREAqCQ3HIHidOrDCjiZNQoEKEVEuBHqJlZarBY/VCTlRQy9AGVDhyusZI1CVlDoHBF3H19iNklxHA4+3FTaUZFTfuPuEED9dY6WNAr46ZXGaHBS1DsF7rizq1ZLmShKOnrnJCiRQvuqfBpOShft1amKo2nBNM3H4ghGuTlhehQMslRhMiR7JKJRz2XZ1JJPLOwzCs3bgP/z17zREr61bO5fQWBFbaCQUHBwe8jElET/UZHCQfnj3AveADUDay5vsW4TX/3aPbuBm4g+glbMm3n89EUHKb6wrs3Z2z4GO+nbOJDIFcEIiKioLutGmoVFkSzdt0QoVyZaA3Z2GWGWZzp0NJfRpad+wmVjxTSSeHcnko029fbwsN1THo37+/WNdmzhgC/woCy+wcES3fGeVk6/4rWypR+6DCjFU/3MHGjRtLVNziDJYRCvzRZIQCDwwZoVD4hEIq0REYrL4Q/Xp0SBcGLChCQeCXijmOn76U00jwtF/IEQr0QO5glXabS2PqSsoAZhPxSP2pY3i8o3KeSjUd9hw6jTshm9MH5YWFYOCzl+9J/FbY6mJObspacQSJs9d+vCH6CQq15fDk+RtCjNTMteSBEhFT5q4CFXykxIlAnPLviGlZyYAJ8zlNhskT/iiwl2ZCgfbbVtPQ4tpFVpGW5SA76mKFlv1GoBnRNCgqS4gMx1lScrF4NT91Z3cbY8w1mIWePXsW1VbYuqUYAR8fH1y/+wg6RlbYSAQRU4nwYp06ddGj3yCEv32NU8FH0LXvEAwbP0VsKN2+fArH9m1DVWkZ6JnYQqpamljv3xa0ywuVy6ZimZX4BHvFtgnmiCFQTBBISkqCmpY2mujYFpOISlcY0VePoOHvaKxZs6Z0bTzDbhmhwP/RM0KBB4aMUMgZPHGLMgpW2ksO1SuJSOA5/3XZHmrFmaGQcXdUaPDF6w+cboKVgzeoVoBANJIe7BWHz+BEB+eT0oeCsIDjF7h1753yRvlyaS0x88JCEAfNLOhFNCDc7RZkacFJRSx7jDKAwdSxmDs9+zr+z/FfMWXeKiQnf8eejctzJBME6/UeMwfjlfthkcGfmsjSTChQXIYNGwZN280oU7Ys4j6+44QPJyxxKYi3ilA+X1w/i7DLoVhgndb1JD9GW+S5Wc+H1iR1jB9fsBoQ+YmPzSk9CEzWnorBYyajWZuOeP8qDI/vXUdM5EdUq14DfYeNQU0iSCouu3n+BO4QQsHScimiP0XD3m4V9C0cIC37V7actytSkxOwzsVZXEszPwyBfxaBhSaLECEhjxrds+9E9M9uvBhsLPLkNozq3hq6urrFIJqiCYERCvxxZ4QCDwwZoZAzeAVBKFBNg75j53KH1SWkBWFGo1kEtBvC/iPnSLvF/bh0aAPKkraFgsM3PfSnkhZ9xis8SLeEn3CzMUJ5oqhftmwZrgXkeD0r0rFhLCc2SMsEHD32QJuUBDRpUAe3STr/TFNH7sad3rzT8gY94zVwJWn9A3p2xPaDJ8mN/z7sdLdCp7bNuLICqmugRnxRIcf82CrSkWJIvy7o0Lop191i1iInVKpUkevyQC03LI6fvkZi+I5BfRQhUaE8VqzdhpBzNzgShuooUI2F6tJSiCR+bV39cI0IXF4IIC3/JCtzvnXmr+ZKSewsZoKKWSppLUIqKYnwIm0rq5LSCWplycGYln9cvfUId/97jrEj+kC2ejUui4JqWNAWl/16/KmnL+2EgvIoFYw2WY3KVaXx/MZ5vLx1AcP1LfPz1uA959XtSwi7GAKj5fwIDU+7xRitPAzq6uq8Y2IOGAJ8EHj8+DHMLCxh4eTDx02ec0/4+yHqTRic1/3Rmxk3eiQWO2xG5SqS6fP93GzRqml9zJ+fe3viPBdkAxgCpQQBWnY5btIU1JtoTrod/SmXLCXbL7JtpiYn4WOgCwL37iiyGIrDwoxQ4P8UGKHAA0NGKOQMXkEQCpt2HMaGrQHk8Ls+XVBQEMEjUruvTlo7ZrTeXdths5Mp96XNO48QoiGziu0iQw3oTlTi9An6jzeCkZ4qZmuP5lorjptmSbpG/GlTSQ/HLtbzULmSBOeP+qI+BUY7Huj8v+0iFXGcZ+XGZTC0atYgX+8wfbO1uHDtQfpceninGg6NCcFBLTcsqKbDMkcfrhSDGtUyWLvMAIP7dub+vcJpGyFeznJ/p/G52Rpl0qKgJQsNSAvI7euXIDziE4ZrpGGY0ahPWn5B9R1mLV7LteMUGC37mDd9QqbxpZ1QUJuogV5ahpBVaIR3/93C/RB/jFqYRg4Vpr25fw23Du9Gv2Gj0W9E/rMKbl06hTsXT8B7c5ogHjOGQFEjYGFphdpN2qH7AKUCCYW2WD1MShg8PDw5/zevX4PbOhf0GjoWPQcpp695dK8PGtWWwQw91vGkQB4Ec/pPIvDu3TsYGpuhodbSf3J/xXVTCc9u4ufDUOza7ltcQyyUuBihwB9mRijwwJARCjmDVxCEAo9Hla+plFiIJrf4tWvV4IQI/zaaBRBBWlXWryOHCiQTQGDWJCPg3qMX8Pe2yde6gkk0C+EDOdDTrICcNAtyWoC20aSZDdSocGSZMmXSh9KsA5qd8Hfc+Q2WZodQUobilZPP0k4o0JIHLTtvDuKo12G4c2Q3Rsxdll/I8zXvS2w0Qr3s0aRLH8S8fQ5JkvGiM0/0D28/SY26DckQCgk5ka842CSGQEEhMEJJCUvIz1+Jill/XotjTSpA6m5rgs6du+DV23eESBiFzr0HpbuOIh1TDnq7wM93qziWYz4YAqUKgREjVdBI0xIVpGRK1b6LcrNRVw5hcBMZ6OvrF2UYRb42IxT4PwJGKPDAsDQRCj/JZfev38KDVaEsyCFW+PEZR27bF4x1Ww6ic7vmaN6kHsznauXPURHNoqKRVD9AefCftopFFEqRL0vJlbfhUbhx7wmWLdQhZSADijymwg5gw4YNuPcmAr0nzuKWDnQwRfdxOqjbsnBbLD67chovbp6H8rwVXBy0y0T8h9f4kZyMcVNmQaFhM6Gg8XaygmL71pgzp/DbXQoVIBtUahHYvHkzXkfGQ0UjrZtKQdiPlO/Y77MOWvqLs7hfMVcD+/buhbR09iKNBREP88kQ+FcQWGBsguhqTVG94x+S7l/ZW3HdR9TlQ+gg/RNWVlbFNcRCiYsRCvxhZoQCDwxLE6HAAyaRp9I0+6fP33LzZEitf+f2LUT2UZQTaEvJRvVqZ2qrWJTxFOXa14k+w9fEJC6ENi0bobZcWpeD0mT29vZ4/fk7eqhOw+MLwXj/3x3S8cGi0CE47+cG2QZN0W7gH9Grj88eopxERZwjrzVo3Iwo5eeesRB80Bf1alXHzGlTCz1+tiBDQBgE9GbMQud+w9G5z1BhhottjAfJXFi53AqNGzcWm0/miCFQmhCgHZGUlZXR0jD/YsHixus30dz69eN72h+SnVexury4lyhSf+8CXKGhPBCamppFGkdRL84IBf5PgBEKPDBkhAIP8NhUhkApQcDf3x/7go5jxJyluLx3E8pVkECPCbqFvvs9S2dhnBkR95Sqlu3a904cJBkMFzB17hLUa5Q1W+H4/q34kRCN1avtCj12tiBDQBQEtHWmY9KsRaghn6Y5U9DmsFiPtIa0JKUQaTo1zBgCDIH8IbDS1g5PkqtAtsuI/DngOSvpwwskvn2ExJf38P1LLEnNTUWZckTAm/ypVkMePytWQ83e4yAhnbmrC89li2T6byKE+Xa3DQ4f2FMk6xenRRmhwP9pMEKBB4aMUOABHpvKECglCDx79gwLTRdDbakb3pB2dvdPBWK0ceEeymPCX+P6wW1QNlqRKwt2wNcAACAASURBVOqfI8NxassazDKxgVydetzYb0mJcF02D0MGD8J8o3ml5KmxbZZkBCZqaGLMZAM0bd2hQLfxPfkbnJbow87WBh06FOxaBboR5pwhUEwQCAgIwNb9h9FAfVGBRvTl9UP8JlkH5SpWIZkHKfhKxAm/RbxChfJliVh1E67Vc9++fUl3rcx6LB4eHgg+fR7JXz5DSr4BKjXuCNlOgws01oJyHnf7JKTjnsNjQ/HJCCmovebllxEKeSGU9+uMUMgboxxHMEKBB3hsKkOgFCEwaYouhugvIZcdPxFob4pJKzcW6u6jXj3F5X2buQwFYcx/1QJozTZBo+ZtQW9fbaxXoH37wtV8ECZONoYh8DcCtP2cppY2tOaYo1ad+gUG0Ic3L7DJ0RI+3t5QUFAosHWYY4ZAaULg6NGj8NoVgAZqJgWy7cT3TxF90R+ypJw2hegHpXz/BklJKXRX7ABtbW3IyAgnCBkTE4O4uDg4ObviRdhT1BmogWptehdIzAXhlGYnPPcxx/at3qhVq1ZBLFGifDJCgf/jYoQCDwwZocADPDaVIVBKEDh16hQ8Nm+FiklaVkKQkznaDx2Hxp16FhoCohIK8VEfcXmXOxR79EfEy4dY5+paaLGyhRgCfBDYsmULrt5+AD1jaz5ucp17aMdGRLx9gW0+mwtsDeaYIVAaEbCxscGjb1VQo9tIsW2f6iB8OOaFxPDnkK2tAF1NdSiRjjDisvDwcMwwNEJTXdscXVL9haRX91GlSUeufKIoLflTON7sc4Ar+b3etm3bogyl2KzNCAX+j4IRCjwwZIQCD/DYVIZAKUHA0tISCRWk0XmUBrfj+Ii3JFvAh2sbWbYsaYdSCHbn2F7QJi2dR07Kc7XIl0/wjIhHTtKdi23rrOHns4W0Ra2Q5zw2gCFQXBDQnT4TY7TnoE79RmILiWYk3LwUirdhj9G6ZXOiim4pNt/MEUOAIZCGAO02EPajGuR6jhYbJOGH3dGkekUsXbpU6AwEURenWkk7gkJQd+z8bKe+2rkSKQmxaGlQtOR8yucohB9yw9HAg6Ju8Z8ezwgF/o+XEQo8MCxNhELyj18itY2sRPpGls1n20gej4RNZQgUOwTUJmmg81gd1CHlAwLbtUQPE1d4oryERKHE62+3EH21DFCrkXAdU0I32ePTu5c4FBiYpYa0UAJmizAEeCAgiobCozvXIFNTDu9ePCMr/ua0Q2rXa4xHd66iAumA8pF8H/x36wpSyS1n504dYWJigipVqvCIjk1lCDAEskNgwqTJgGR11BllgDJCkO0/EuPxKyUZqUkJoAflshKVUalWA5Qlwsc/EmK4zgypyYn4dj8U+3dsK3DQL1y4ALu1rmiq8ydTISUuEhFndkFHdTR27A+APNlb+cpSBR5LTgtEhGxFnxZ1sHDhwiKLoTguzAgF/k+FEQo8MCxNhEL45xSk/PwlNFp1ZSRQkYjb8LFLNx4i4UsilAf3yNFNPHk9Ji4BNWWlUU1KvB/yUlJ+ICI6DnXkaxChnnJ5biUu/gu+ffuOurWzqv/+/v0bn2LjkfA1CXXla6JyJfEcJH+mphLihpA32bA330n8dM26JP4yZTKzO9+SUxARFQMpycqQq5F9zWBuvikYFJ8PkTEcPhUl8n+DnVMsH4nvizcecLhLVamc6/sgz4dTRAOSkpIwZdoMjDa1zxTB7qWzoWq5DhJ/CT4VVJiBDovQduBINO8xCLR2Mq8Pa5TwOHnyZEGFw/wyBAoUgdn6+kD5KtBdsCzLOnGfIvEpKgIPb1zAnavn0LpdR3z9ksD9TKZt6+Li4gmRIAE5uZqIjopCLflaMJo7l7WDLNAnxpyXdgRiY2MxSXMyGk8yg0QerRnp56kkooUQf+Movn2OhlRVadSsXg1xCV/wmega0N9xcqS04euXePL9WxubNhReVsCmTZsQ+uwTavUZj2QS4/tgb9jZWMNzszd+NukFyWZdiuxR01KHiGMbcSTgQJHFUFwXZoQC/yfDCAUeGDJCIWfw+BIKL99+xOipFlhva4TBfbO24vqa+A2jtM25A7PARgzsDsel+ihXrixmL16Li9fTDqMZbcFMNcycrIJDJy5hyeqs9a83gzdxHyydvfbBe/ex9Knmc7WgrTY82w1HRMdigt5SxCckcq/LylSFgc44aI0fwv37+p0nmG22ljuAU6PxmehPgo46v7ZISd+SMUJzEQx1x0FzXNpa1Ogv29Xrd2Knfyj3bwly2N/oYIweiq25fxuYu+D81Xvp4xvWk4ef2xKOlBFYTr7p689evseCZevx5n0kN3z+DFXMmpJ9emJeOOcWy5Pnb+G77wRZJwIv3nzAtaOe2eJfnL+42NwcKZK10FFJLT3M94/v4u7xfVAppE4PKclJCPW0Q5nfqaAERxX64atRc7QbNBoVJasiMT4WVWXluPhe3LqIh6GHsNzSHIqKisUZWhYbQyBXBC5euox16zegZfsuUFLTwafIDwj080AM0QepLluDK1swMzMrtLIj9rgYAgyB3BHw27kbgUeDUa56XdQapMW1a/zbaGeCpHdPgKQ4BOzbXewg9SYirYcv3EIdJT0897YgxHwIKFmiQciShuqmiL5wAPXGGRVJ3B+OeMBAYwzXweJfMSri6bFpC1atskOndmmfcfNjjFDID2qZ5zBCgQeGjFDIGTy+hILqjGVo3bwhbM30sl2EZia4bTmIyarD0FBBHifP34SJtQdR3TZFn27tSGZBLL6QbACBJZHMAS1DG9gsno4JI/sjMPgiljn64OCWlZn8N2ukgJBzN2C8wgN2FjMxamhP7D10BnZuO7ixrZo1yBIPvUnffiAEWhOGoqpkFWzY6o+9QWdwlfzwrlK5Eq7deYxHT19DZVgvyFSTgh057O8jrwvIi/y8BSkZQg/r1KwWaGciFK7eegQ9kzUcFt06tsRKFz+cOHudHMg3cpkMDu67Max/F7Rv1QRvwyOhNmsFNMcOxuI5mpy/3HyHR3zCcA1ToojcCjO0VKDYrhkothnJiIz7yQ1nmjWRVyzU1+mLt2FB9lsSCYURRPhpgqUryUT4kz1zwMYIg6YZo0a9Rvl59Pma8z3pK/7H3lmAVZW0cfyvhISCIBJ2d2F3rLW22Lp2Y2Osrond3V3r2l1rYDcuBnaiYJBKp/jNO373Slzy4C7I+36Pzyf3zMyZ+Z2zeOc/b5wWokJ2IXYtXrQQCxYswK1/nBAaHAST7BYIDQmV4RdZxPs6cfw4FCpUKFn34U5MIDURcHd3x587duDSpcswMjbG6JF2KFu2bGqaIs+FCTCBGATmzZuHM2fPwqJGG0SEBQkPSy1oGRjBx/Ek8uW0RL8+vVK14E2JJS8LQbNR48YYbTcCI37/A+9CdeH/6p7wKM0gQjoGQN8877/63CNEWMjrP6fh1Mnj/+p9f/TNjh07hlWbtkFHhJEUsjRBv379UKxYsSTflgWFJCOL1YEFBQUMWVCIG54SQeGf+8/QfdgsXD60XJ72J8YeP3+Ddv2mYO86e5QoEnujtmT9Puw85IArh1fI8AXa6E5dtBV3Tsf2Uhg7Yy0c7z3Bub2L1beu1XooOrSsh6G92yQ4ndfCu6K58K5QiRsxO2z46zhWbjmEW+LEXUcnedl+yTMjJDQMNr0nYuSADtEEhYlzN+LBk9c4tPlbHB8JHg06jsKfKyYIAaBwtOmQ10SV5oMwqEcr6blBFt/Y42atE+KEIxxProG2VsJhIPFxjslF01yoTVoVFObOnYuXXgGo1qGfeqmvnK7C1fk26vTQnLgpwZdLYQNnh0Pwe/MUG1avlO7d2trf3r/bt2+Dyu1VrlxZ4R24OxNIfQR8fX1hLAQFNibABNIOAUpoHBoaivDwcJHD5At69+6N8uVje6ym5hXt2bMH69evh15mI4y0G4VtO/7El0I1YVTo3/UA/Hz/AnKHvcPsmXFXokjNHOObGwk2PsaFRL6MAHj9c0aKCu1sWiVpOSwoJAmXxsYsKChgyIJC3PCUCArb9p7CiXM3sWt17PjXmHekzTuFJpy76oQm9apgkl33WJPy+eyPum2HY7JdD7RrXkdep43uhDkbULNyaWTKpIMaFUuhTbM6UmyYsmAzropwibN7FqnHIu+GXFbZMU+EVCRkW8X85wkvgAv7l0TLT3D5prPwdjgnPBYeYbQIeegovAKUWhWR4IfCOKKGPPSymwMTYyMssh+kHr5k3Z4iHMQWTet/y0dB+RUWr9srN+vkXbBahEQYZzGMNh1NY5OwQvkSLM2zyRwMxYV4M1Z4NhAbTRYfZ1X7hOaSVgWF9l26onqXwchq8b1G/Zv7jnA+e0iEO8xU+uiT1d9bJJi7tG0pjhw6mKz+3IkJMAEmwASYABNIOoEbN25gyjSxoRdeCplzFRZhEd8PG5I+WuJ7BLx5hIxPL2LT6mWJ75TGWrbv3BWZKzSBtokV3h1aihNHDydpBSwoJAmXxsYsKChgyIJC3PCUCArkIZBFJFgkV/6E7M6D51i4Zg8ePnNB1fIlsHTaEJkzIKqRQHDh2l2c37dEnbzw9r2nOHDiEkyEB4Trew84XHYC5WCgTTiFKPS2myvCAiqiTrWyMn6f8hE0rFUhQUHhwdPXMrSiffO6scQN8pA4cOIyXri8Q78uzWTuA6WmadNP+RzISyNquEiZ+r0xYVhXtYhBORIof8Hz127CC8QIq2bbIU9O8wQFBRImCoqwkI7CW4OEhVVbD0lPiQuCbUzuNFh8nFU3S2guaVFQcHBwwKr1m9F81KxoTJ2ofGN4GCq0SvjdVvpuaOrv7+2BM2tnY9zokahRo8aPuAWPyQSYABNgAkyACcRB4MWLF/jw4YM4eFqHPO1+15grIiXhvT+5Hg2tC8PW1jYlh011Y3UdMAwZ8peH3/2LmDVhNEqW/F5ZK6HJsqCQEKGEr7OgkDCjOFuwoPBjBIWOA6bKRIwDuiW+DjFVWKjTZrg8Lf+tzfeEM24fPGXiwgWTbeOtErBlz9+Yv2oX7p7dKL0UaBNLoQlUlaGEyOVw3OEGBnZvGW/Ig4vrR7TvPwVlShTEunmjZfJFTUaeCgNFksaj22ajQB4rBW8gEJeHAokEC6fE7aGguiklcLTpPUlWalg9J3oZIU1jk6BAuSVaNf62GaUEjRR2Qd4kpYsXSHAtMTlH7RDXXNKioDBgoC1MildG0erfk2U+v3oaro/v4Ze+YxLk9CMbUD4Fh/VzMU0kXixePPlJjH7kHHlsJsAEmAATYAI/M4GZM2finnuITED5I+3tntk4sH2TOsTxR97rvx67ZZt2yGLdGEH3HZAzZ040a9wATZo0SXBaLCgkiCjBBiwoJIgo7gYsKPwYQeH36WuQ1TgzxosT9aRY9ZaDYdOkFsbYdlJ3GzpxGZ6KagGndy2IdyjKCzDSfqXIDbBWJFLMFK0tla/sP2YBti+fgPKlo+cgUDV8JDwkfhsyU4ZOLJk+JN78ApQwsn77kdiwYAyqVUy8gqppAZo2/ZRDgeZzYON02eW9SKTYUCRS1JRDga5TMsuXLiID+v9zLqjuo2nsX9rboWWjGjLMgkyVu2Lr0j9QUSSATMji4xzXXNKaoEC1qKfPmIl2k5ZBJ5OeROLn9REnl09Fx6mpo1LFyaWTsHT+HFhZKRO0EnrefJ0JMAEmwASYABOITeDz58/o0LETigz8nq8rpTmFeLrhg8jXdfzwgZQeOlWOt3LlSlx47Ca8PnTw6dEN6JlaYILdYFStWjXe+bKgoPxxsqCggCELCnHDUxLyQKfYFIKwffn4OG9AlQzuPnwhT8pNRf3hXSI3AeUtWDN3FGpVKS37UdlBqhZB7vwUuhDVVm87jFJFC6BCmcKgHAskGFCCuiNbvsW20yY8e7ascgy7KStgJv6uyulA5SFt+kwUpSFbydAG58ev0Ml2mgy5mCDCNCiLL1lmQ32Zn4AqQFB1h5piXhkzZJQ5Gijnw+WDy2FsZIgbTo9kZYWZY/smWmCIEAmKIr9EopbNMAzpZSNDEFQhB9dvP0Tf0fNlUsjK5YrJ+1EVDKry4B8YJD0xqAQmeUc4iZCRfqIteXWQdwdZfGNTOc3t+8/goBArjETOBRqbynNePbxcVrRYKipvUEWJE3/OlWPFx5kqdSQ0FxojLQkKjx8/xriJU1CldVdYFSunfuV8PT/g9KoZaD9lpYLfOCnT9erO1SiWy1xmvGdjAkyACTABJsAE/hsCrdp3hkWTAdA1sfghEwh47YwAx8PYt3PHDxk/NQ7aa8AgRBauhZCPrxH5NRK5Ir2xeHF00ebixYuoU+dbTjUyFhSUP0kWFBQwZEEhbnhKBAXHu0/Qc8QcsUldIT0VNBm16f/7QlBlAJXFDEnoNnSWLB0Z8+Sd2tMp/sGTl9V9c1qaYe28Ucj//xCEBh1G4oOHjwxboFwKM8RmX19PV7b3/uSH2mIjP6xPWxmWsffYBdgv2BJrmtWFt8L6BaNl6AQlQFQZeUDMnTBAhnWQzViyHftFPoekVH3oMXy2zE8Q1Q5umoEiBXKBQgeoVCSVpiSjNawVQgt5Q1AIR+teE+Du+UndlQSYxVOHqtcX39iUQJHCNW7dEXWghdFaVs6yk2Ukyf6YtV6Eh1zHfYdN8uf4OCdmLjRGWhIUXr9+jUFDREUQUXY0qgX5+8Jh3Ry0GDU71nvyb37gcu8mXl4+gT+3bv43b8v3YgJMgAkwASbABGIQCAsLQ7NmzVGgx3ToGBolyCf4owt0jM2gLcokajK/Z7cR/OYBqEwkWZCHK1avWIYCBRIOSU3w5mmkAVUHeR6WGebVW4vKD4F4s2ce9DNpo1zJ4ihatCi27NgJLT1DZDXIhO2bN8pVsaCg/OGyoKCAIQsKccNTIiioYunLlSwE+9E947wJtaPNPW1Mc4sqA0ktwRgUHAoKPzASCSDJkyCqUelEup47R3aRkPebx4ESo1N/2sTTnHNYmKmTQ9KYjUQ4QqO6lWTlh5Q0mr+Xz2dRgcE82v3oHsTM0+uTrNZgaPDNLT8p9tk34Bv3RPCJj3Ni5pKWBIWgICHYtLZB55mxy5GeXj0TuUpWQInavyYFdYq0pWSMr52u4c3daziwZ1eKjMmDMAEmwASYABNgAsoIkKjQqXtvhEZ8gXHJmtAxygZdUytkyho9Ufb7E2sQ+O4FTMrUhVmVb2W+Veb/8h4+nt+BbKamaFS/nvzeqqenh44dU/Z7pbKV/ju9FyxYgNveGWFW+XvuhACXBwhye4avIf4wLtcAIR5vkPHldWzbtEFOigUF5c+GBQUFDNOToOAdGCFc4SMTTcvUUAc6WsnfiFP1gda9JspEgbWrRg9XSPQk0kBDSiZZs9XQWCUm08DUf/gUKaRl+cYDcBfCh6f3ZxGykTryDyS08OYtW6Oh7XgYmVlGa3pj30aEBgWiTvdhCQ2R6OuRXyIQ5PsJ+lmyQktHB5GRkQj29UGQ3yf5eVhIMJ6KZJAhAX4oVLAgptlPgbFxdPEs0TfjhkyACTABJsAEmMAPIUBu+GfOnMGz129laW8tA2NoC2HBqHg1vD24BEMH2eLyDUfcue2IbKVqwKRyM2jp6sHnn1PI8M4ZMyZPRP78+X/I3NLSoG07dkbmSi2RpeD3sNOY8/c4/ycalcmPvn37sqCQQg+XBQUFINOToKAAU7K70sm0dIv/tWayx0jtHSlkg7wk8uT8MfFzqX398c2PvETuP3opm+jrZUp0fon/es2DRciDYYHSKF7ruyfC9d3r8NnLHU0GT0rR6T2/eR5Ox/cIISECJtmt4OP+Drp6+tDNlAmGmbMgl6U5fvnlFzRq1ChF78uDMQEmwASYABNgAj+OwJMnT7B79248ffUWi+fNgoXFt++JHh4e2LFjB06eOo3MlvlQKp+VOCyY/OMmkkZGJg/RHr37ItIwGyyb9NdYjtPvuZMMB/G+dRynThxTr4w9FJQ/ZBYUFDBkQUEBPO7KBH5SAlu2bIHjczdUbN1drpDCDf5eOQ3tJ69I8RX7CZHiyral2L1jm6xrTWWS2JgAE2ACTIAJMIGfn8CxY8fQvHn08Ieff9WaV9ihc1dEZMuDHPW7xWrwVXhvepzfDi0/D5HQPALzZk5Dvnz5WFBIwZeFBQUFMFlQUACPuzKBn5CAt7c3unTtik7T1qpX9/L2Zby9fwv1eo9K8RV/fPkYtw9sxn7Oi5DibHlAJsAEmAATYAJMIG0QePPmDYaOHIOw8HDk/rU3MlkVijbx139Nx/gRg1GjRo1YC2IPBeXPmAUFBQxZUFAAj7sygZ+QwMiRI6GVowhK1GmqXt2FLUtgZG6F8k1TPjnS/bOHkFMnDKNHj/4JafKSmAATYAJMgAkwASYQNwEKATE3/57A0tnZGeMmTIJF4z4wyPFNVAjxckPA1d3YteVbEsaYxoKC8jeMBQUFDFlQUACPuzKBn5BAp9+6omSj9shVwlq9uj32g9BY5E4wFjkOlNinj24wscwVbQjXh//g/ond2MceCkrQcl8mwASYABNgAqmewMaNG+Hj44N69eqhYsWK6vmGi1P5AwcOyKTLDRo0gLa2dqpfS0pMcOCgwQgKi8S2Dd+SdlMeBQMDA2ze9idOOr2AeZ1vBzlvd83GuqXzYGkZPVm2ag4sKCh/GiwoKGDIgoICeNyVCfyEBJq1aIlfh0xBZtPscnXB/r5wWD8PzUfOTPZqw4IDcWLJZFEGCtA1yIIi1evD5/1bBPl4wN3lOZYtWYzChQsne3zuyASYABNgAkyACaRuAi9evMCgocNgVKAsgj68REaRjLly+XJ49MIF3h9cYVLYGgEf36B0iWKYO2Nq6l5MCsxuwDA7+OqJRJUiJ0K1PFlw8fJVlLSuiO4dbDB42HAU6b9Q3uXd0ZVoVKkkbG1t47wrCwrKHwgLCgoYpidBwS84Al8ivyaalpG+NrQyJr9sZKJvxA2ZQCoh4Ovri/YdOqLzjHXRZqTUQ+Hdk3u4d3wn9u76C5SA6cKFCzAyMkKuXLnQu3fvVLJ6ngYTYAJMgAkwASbwowhERESgVdsOyGljB11jM4R4uiLo3XPoW+SDvlUBeVv/V/cQ7HQCe0Si5p/Zzp8/j3nLVqFg92mIDA/Fu8PLYVz2F0S8fwLDYC+4uXsiR5O+cHf4E3Xr1sHoQf3ixcGCgvK3hQUFBQzTk6Bw39UfgaFfEk2rTO4sMMyklej2mhpedXwAP/9ANPmlSrTLEV++IGOGjMioQbDw9QtEuPila2ZqHGvI4JAwfPTwRmZDfWTPllXj3MIjvkBHO+55U5nH9+7esLLIhky6Oslen69Yl/cnPzlPo8wGyR4nasevX78i4ktkvPOnMpyffQOQyyq7Rn7JmUikEJreu3vBIrtpvPeOOnZ8z5DqL1PJyByCcQY6lhdGz+XQ35fVQzSrXw0G+pmSM90f1sfBwQF/HTmFqh36QVv3+9yOL52MIlXroXCVesm6t6/nB5xZPQPHjx6V/e/fv48yZcokayzuxASYABNgAkyACaRNAnSgMH/FWuT/TXOZyEC3p/h0aRcO7d2VNheYiFm7u7uj75ARyN1+LDLqRP8e+OnyLtQumkOGhEyeOg2/deqIFi1aJDgqCwoJIkqwAQsKCSKKuwELCnGzUSoovHr7AS26/4HlM4bhl5rl1TcKCg5B485jMKhna3RuXV/9eUBgMPqOng/nx6/kZzktzbBt+XhYik0ume24xbh04566fd5cFti2bHw04eHlm/do2WM8Tu6Yizw5v9X7VdmzV24YMXk53ri5y4+G922L/l01/5I6fOoqxs9eHwvO7b/X4YsQQ5p1Gyc3zCprXLcy5k8aCC2tjAreRuCvgw5YvG4PHE9+rzCgGvDkuZuYvmQbSHAh2712CkoVzQ9P78+o23ZErPuumDUc9apbI7616OvpgsYdO3OtWFekHMOuf3v07dIs3nXE9QxJEJm9fAd2HDgr++sKwWbN3JGoYl0cJAZNW7RVikV0zzO7FiCHeMapyezt7eH5RRcZxP/cntxF7W7DECGU80vbV6B+3zHIapG8ko7E5ea+DfB5+xJaQuwiwWXB7JkoWLBgalo+z4UJMAEmwASYABP4wQR69rNFZJGaMCr0/bux6pYBz25Dz+021ixf+oNn8d8N36yVDSybDBCeGXmjTSLwhRO0XG5iw8plSZ4cCwpJRharAwsKChiyoBA3PKWCQtu+k1G8cF7MGNtHfRPapNMGl2ziiG7RBIUFa3Zj79ELOLhxOgwN9NHJdiry57HCqtl2sv3clTvRsHYFlC5WAG/fuaNdf3t0bvULfh/cWV5v1Gk03n30kn+PKSjQ53S9snUxsVluDutShRAUHKrRC4L6H/r7CibP34T9G6ZFA1QoX06Qh8CyDfvxW9uGyCtEizOXbmPU1FVYN380alQqlay38aXLO3QZPAMkqtCpfUxB4bjDDfw+fQ3aNa+D39o0hGnWLLKdgb4ePLw+o167EVhkPxgF8n5PGkiCDF2Pby3BIaGo2nyQFBBse7TG8bPXMWHOBhzbNluy12TxPcMb/zxCn1HzJItKZYti2uJtOHXhFm4eX6P2piDulcQ/JKlRUPitW3cUqt0c1/ZuQKeOHXHk5CnkLVsF3q6v0aDf78l6tlE7vX/qDLdHd+D+6jFKFSmIadOiv1+Kb8ADMAEmwASYABNgAqmawNSpU/EkNDOyVfpeTYomHB7oC9e983Di8IFUPX8lk+vZuy90yzaGbp7o35cDXJ/A5+JOHNm/J1nDs6CQLGzROrGgoIAhCwpxw1MiKPxz/xm6D5uFy4eWy82vyuhUPyQ0DDa9J2LkgA7RBIVf2tvJ0Igxtp1k8/3HL8lN/YPzm9Vu86pxKGyhitgID+rRCv1+ay4/fi9EA7cPXuhlNyeWoDBu1jqxsXUUG/U10NZKOIyDNuFTxWn6ndOxvRRiEnv8/A3a9ZuCvevsUaJIvmS9uj8QLQAAIABJREFUjRQO4O7pg6NnrmHTzhPRBAU63SYPhCIFcmP9gtilBVWCwsFNM0Sb6BUEaDLxreWEw02Mmb4aTmKdqvCP6i0Ho6sQLciDRJPF9wwnzt2IB09e49DmGbLrBxFa0qDjKPy5YoIQcb4lHUzNgkKTps1QqkFrvHE8L5IiFcf7kAywKlIK9//ej2YKkjLSuv283EVyx7nCK8MCTX9tjJYtWybrXeFOTIAJMAEmwASYQNom0Lhpc+TvMhHaht/Ce8P9feB6aBkyRITi+JFDaXtxGmbv6uqKSdNmItyiKEwq/BqtRYDLA4Q/uogd61cke90sKCQbnbojCwoKGLKgEDc8JYLCtr2ncEK4te9arTlGrEozW4zo1y6aoFCmfm/Yj+qJNk1ry0k5OT9Ht6EzcUUkajEx/iZKkKv44nV7ce6Kk/QuWC3c6Y2zGKoXofJEiOmhUKv1ULlhtjTPJnMwFBcb/7HCs4HyEGgy2oTTSX3NyqWRKZMOalQshTbN6kTLL/BahHRsFJv/c1ed0KReFUyy667gTfzWde+xC5gnPDGieiioQhpKFy+A8PAIEToQKj0h7Pp3kF4KKkGBrhOnEkXyoqvwnlAxi28tG/46jk27TuDakZXquXeynQbyxIjqWaJpYZqeIYk5JsZGwltikLpLybo9RTiILZrW/5ZHI7UKCmFhYZg+ex7+cbwFu+FDsWnLNhRv2Bbm+Yvg9KoZaDZiBjIms4xTwCcvnFxuj62bNiJ7ds3vnOKXhwdgAkyACTABJsAE0gSBS5cuYe6y1chcoBy0hKjgf++cCHNYjNu3b6NVq1ZpYg2JnaT9tBm4fuM6rBr0QOb8paN1C/V+D88zm3Bo947EDqexHQsKivDJziwoKGDIgkLc8JQICmNnrEUWkaiQwhoSsxmlU/hS9XpF23iqTv5P7pgn8iGY/38zGiJzKTx/7SY8H4xkOITqGjWIS1CgTW1BsUnu2LKeFBZWbT0kPSUu7Fsi4/xj2u17T3HgxCWYCO8K1/cecLjsBMqTEHWjfOfBcyxcswcPn7mgavkSWDptiMaxkvJ6ahIU7j58gd9EOATlofilhrVMyLh4/V7UqVZO5qeg5JBTF26Flbmp/DuFR1CSyNMiRwGtNb61UJjJCdH+3N7F6mmSKJDZ0ECOHZ9pEhTa9JkkvTSiihEkFE0Y1hUdRXgKWWoVFGhujx49QokSJeQ8G//aBG0nLIGOnj4CP3vhzJo5aDpiGnT1kp6A8/ymhahpXRL9+/dPyuvAbZkAE2ACTIAJMIGflMDVq1dx+PBhWfVp4sSJP9Uqjx8/LspAXsGdO3dgXqUpTKwbRlvfl5BA+DidEVUuniHczwe9unVBRxFqmlxjQSG55L73Y0FBAUMWFOKGp0RQ6DhgqtwAD+imOelhXB4KU0f3gk2TWnJSmjwUVLMlAcKm9yRZqWH1nG85FsjiExRm/dEPrRrXkO0oQSOFXZAHBZ3sJ2Rb9vyN+at24e7ZjbGqIHzy9UedNsOlxwPlN1Bi8QkKF/YvUVe2oPksWrsH98R8VFUUVPdVrW3z4nEyZ0RMi7qWrWKclPZQIKFn4ZS056Hw8OFDTJgyDeGhwTA1MUFQ+Bc0HzlL4ru2ex2CfD+hQf+xyXq8RxeOx3DbfqhTp06y+nMnJsAEmAATYAJMgAmkBQIDBg+Fd2gG6OYogqylaolKDrrRph322QNv9syDtbU1mjRuKLxvw9GgQQNFS2NBQRE+2ZkFBQUMWVCIG54SQYESCGY1zozx4mRak2kSFCiHQtP6VTF64DeFct+xi5iyYLPGHAp0nRIhvnR5r47Xp8/iEhRo7JaNasgwCzKV98PWpX+gokgemJBR/oWR9itlKIKmUoeUd4CEEFX+h4TGi+u6JkGBBIuarYYiqkCwfscxLFm/D87nNscqHUlJI6uJ/BIrZ41A3erlYt0q6louXLsrcyhQrgiVpwY9mx7tG8eZQ0E1oKZnSDkUHgmPjQMisSYZ5bVoKJJhpoUcCkuXLsX91+9QrklHvL5zHflKWSOLRW41vzNrZkFHPzPq9ojfcyMm8MgvETi+aAJ2i5rSOjrJL1Oa3HeK+zEBJsAEmAATYAJM4N8g0MKmLYxL10VW67gFglfbJmPy2FGoWrVqik2JBQXlKFlQUMCQBYW44SkRFOgUnMIEtouyj1EtQpRcjBTlCWvZDMOQXjYyBEG1kZ2/epcUEQ6J5IIGBnroNPB7lQdy5ScPgW7tGqGAqD7gJMIN+okSk+QRQJ4BZJRfwPWDpyxVSUkB8+WyFBs4bXmNTvO37z8jK0gYiZwLJFRcueWMqyI/A1VC6DF8tixTSV4MZKu3HRYlGQugQpnC8Pnsj/5jFkBbxM8f2TITVMmAwhDI28HUxAi7Dp+TeQ/WzB2FWlW+xYYNHLtQlGH8qjGJoibi5HFB898r1r9EhDNcPbwCGUUJSlUCSaqYQW2oTKa71ycMEPOhfBC0UacSjBRGUE+EQ+iK9dov3ILTFx1x8cBSmUchvrUEBoWgctOBGNi9pfjTKlaVBypRadNnoqgA0Qrtm9eVU4/vGV6//VCW/qQqD5XLFZOcqQpGWqjyMGjQIGQuZI3itRrHekQfXzzCVeGl0GrMXGjrRq+ZrOl5+nq8xz+Ht8NDVIcgD5Lu3buji6ilzMYEmAATYAJMgAkwgZ+NgJ+fHzr+1h05mvaHvmX+OJcX8PYRvjifxfYNq1MUAQsKynGyoKCAIQsKccNTIig43n2CniPmyI0xeSqojDbuFNMf1VTVCehkvc/IefKEm4xyAmxfPkGGNdC11r0miEoIn9RdafO+eOpQ6Ot9c6WiWP0vQqxQGQkVqioNlMyRNvm37jyRl8nLYOUsO3VIAIUs5BElIFUCCJ20Hzx5WT0WiQ1r542SpRRpbf1/XwiqNKEy2pAP7d1G/kilH+n0nqpY9OkcvSRQXLRpze1FGcyoVl0kglRVdaAEkFSOUbV+ygexbv4oWGY3VZeFVK2d1r1wsq0MOSGLby10/diZ6xg7c6361sP6tFWHqnh/8kNtIf5E/Sy+Z0iiB5WK3HPkvBxPS4gia4XQUq1iSfX4qTWHQtsOHVGxTW9YFiwe6zF9fPkYTkd3yhwKCZnX2xe4sGUJ5s6eJRMwZsyYkRMxJgSNrzMBJsAEmAATYAJplsCvzVsiT7sx0DU2i3cNLzePx7yZ01C6dPTkjEoXzoKCUoIc8qCIIAsKceNTIiiochyUK1kI9qN7JukZkUdAmIinos1yTCNhwVOc0NPpvKHwYkiqUUJDGiN3juyxcg/EHIs2vh9FKUdKcEgVJaIarY8223IsUSlC5QlBbehEnsIxrh9dlaw5xrcmKsOora2lzqWgaktlJz0EF7IcQoCJmVchvrVQHxIjKPkk9dWUpDKpnOl+Xj6fRRUN81ghGalRULh//z5mL16G+v3HQ0tDJYcXjpfw/MY5NBlqHy+KLxHh2D3FFmdOn04qMm7PBJgAE2ACTIAJMIE0R2DIsBEIzF0RhoUqxDv392e2oExOU9hPSF4+qvgGZ0FB+WvDHgoKGKYnQcHFKxgh4d9P8BPCls9MH3o6GRNqFud1qsTQutdEmTSxdtWyyR4nrXUkjwCyhMouprV1KZ1vUHAIhk5YJsSiCJFw8xnOiCoUOYTnx39tly9fxryFi9FGVHSIyy5sXQIjM0uUb9Yp3um+e3Ifj87sw1/btvzXy+L7MwEmwASYABNgAkzghxN48eIFho0eiwiR1FpHlMA0zFMS2ao0F6G7WsigpQ2/Z7fhcWU/KliXxcxpU3/IfFhQUI6VBQUFDNOToKAAU7K7nrvi9C1c4deayR4jrXUkLwLK05AcD4q0ttakzJdyL1y6fk/dpUbl0rKs5X9tTZo2g2nOvDDLUwgmOfIgb5nKsaa0e/JAUfFhJgyzZktwurcPb4OHyLmw+68/ZbgDGxNgAkyACTABJsAEfnYC79+/h5eXF3bv249Hz10Q4P0B2nqGIp+XEebOmoHcub8nuk5pFiwoKCfKgoIChiwoKIDHXZnAT0DA1dUVFy9exJUrV/DqtQs6z1gXbVVvH/yDRxeO4dchUxK92g/PHuDuyT0IDfRHiRLFMM3enis8JJoeN2QCTIAJMAEmwAR+BgJBQUEi0brBD18KCwrKEbOgoIAhCwoK4HFXJvCTENi8dRuOHD+JBv3HwcDYJNqq/hrfBx2mrZVVPpJqPu/e4My62Vi7ejXy5s2b1O7cngkwASbABJgAE2ACTCABAiwoKH9FWFBQwJAFBQXwuCsT+AkI7N27FwdOnkUj2wmxVvPqzjW8cbqGen1GJ2ulb+474sGpPdi3Z3ey+nMnJsAEmAATYAJMgAkwgfgJsKCg/A1hQUEBQxYUFMDjrkzgJyBg0649qnYcCPN8hWOtJjjAHw7Cw6D5yFlJWmmQrw/unToA14f/YOuWzTA3N09Sf27MBJgAE2ACTIAJMAEmkDgCLCgkjlN8rVhQUMCQBQUF8LgrE0jjBM6cOYOdR06hVvdhGldybtMC6GXJiurt+yZ6pX6eH3F69QzUrlkDY8emfGmkRE+EGzIBJsAE0ggBymUzecoUNPn1VxQpUgQ5cuRgITaNPDueJhNIDQRYUFD+FFhQUMAwPQkK7v6hCPuS+LKRFlkyQVeLs9QreL24ayonQP/9T7SfhjbjF0ebabC/L/5eMRW5i1ujYutuSVoFVYTYtnULfxlOEjVuzASYQHomMH/BAhQoXAo+3p54cP8O3r93Q+dOndGmjU16xsJrZwJMIJEEWFBIJKh4mrGgoIBhehIUjjz8CO+gsETTalnCEtkMdRPdXlPDq44P4OcfiCa/VIl2mUoIZsyQUZTVy6Bx/LCwcLwX5RetLLKlaGlBX79AhEdEwMzUOFHr+vr1KyKECKOjrRWrfWTkVzFHL1hkN9V4PVE3iNKImHz08AGNm9PSDFrJEHPCI74kay7E+6PnJ8lb01pjriWp7ak/ze3Q35fVQzWrXw0G+pmSiilF2/v4+KBzly7oND16ZYeTy6fComBxlG/aIUn3u3/6AODjhsULFySpHzdmAkyACaRnAnZ2I1GsVDmYW1giJCQE950cUaVyBbRu3To9Y+G1MwEmkEgCLCgkEhQLCspBaRqBBYW4uSoVFF69/YAW3f/A8hnD8EvN8uobBQWHoHHnMRjUszU6t64fbQLPXrlhxOTleOPmLj8f3rct+ndtIf8+dsZaHDt7PVr7PDnNcXLHPHh6f0bdtiNiLWbFrOGoV90aAYHB6Dt6Ppwfv5JtaMO+bfl4WAoxID7766ADFq/bA8eTa6M1O3nuJsbOXIsv//f4sOvfHn27NEv2S7p+xzEsWb9P3Z822mvmjkKFMkXw/LUbWveaGGtsEhzuO2xSf/7yzXu07DFe8JiLPDkt1J8fPnUV42evj9X/9t/roK+ni0Vr92DjzhPq6+OGdEG3do3iXEt87Qf8vhBXbjnH6juiXzt0bdsI0xZtlYIO8TuzawFyiOfwX1ujxo3RfspKaOt8F8/Ob14EY4ucQlDomKjpBX72BokJ/h7vsHPr92eSqM7ciAkwASaQzgk4Ot4GJcjNnDkz9PX1UKZMGTQWv5vZmAATYAKJIcCCQmIoxd+GPRQUMGRBIW54SgWFtn0no3jhvJgxto/6JrSxpQ0u2cQR3aIJCu8+eqFRp9GobF1MbM6bw7pUIQQFh6q9CX6fvkYKDTPGfR9PXy8Tclllh4fXZ9RrNwKL7AejQF4r9f1IODAQX04WrNmNvUcv4ODG6TA00Ecn26nIn8cKq2bbaQTw0uUdugyeIYUI2txHFRRIEKnafJAUEGx7tMZxIXJMmLMBx7bNlmMmx0i4yGaSBTUrl0F4eAR6j5wrPSOObJkpf3Zx+xht2A07juPyrfu4dmSl/Jy4ET+ymILCob+vYPL8Tdi/YVq0MQrly4nTFx0x0n4VZv3RD80aVMXuw+cxa9mfsm2xQnliLeXUhVvxtv/o6QP/gCB1P3p+XQZNx/Tfe6NN09ryc/qsUpMBqUZQaN+lG34R5SL1DLOo53331H6EhwShUqtuiAgLhbZu3J4U/h7vcWHrElSpYM05E5Lz8nMfJsAEmAATYAJMgAkoIMCCggJ4/+/KgoIChiwoxA1PiaDwz/1n6D5sFi4fWg7TrN83al4+vggJDYNN74kYOaBDNEFh3Kx1OHXBUWze10BbK3aIAQkKn3wDsH5B7BJ+KkHh4KYZKFIgV6xF/dLeToZdjLHtJK/tP35JbrIfnN+MDBlih12Qe7672BwfPXMNm8TpfVRB4YTDTYyZvhpOp9erwzGqtxyMrm0aSq+LlLBednNk6MPWpX/EGs5PbNhrthqCcUN+Qxebbx4e74WY4PbBC9RPk6AwVXgG3BHzjWnk9eF47wnO7f2eQ6BW66Ho0LIehvZuo7g9eV3sPOSAK4dXqEMpUpugsG/fPuw7fgqNB02Ktt7bh7fh6c2LMMpmjhajZmt8rO6vn+L5xePYuHJJSjz2eMcgN2A9Pb0ffh++ARNgAkyACTABJsAE0hIBFhSUPy0WFBQwZEHhxwgK2/aewgnh1r5r9WSNN6jSzBbkBh815IE2spl0dWBpnk3kEvBG8SL5MHZwZ+mBQEaCwvlrd1C+dBEhUhihaf2qqFWltLymEhRKFy8AE+MsKFEkr3Cxbyj/Tlamfm/Yj+qpPiV3cn6ObkNnio3ucnUbTRPde+wC5q3cGU1Q2PDXcWzadULtHUD9OtlOA534R/XGSM5ruePAGREOcAuv3r7H6jkjUbZEwVjDzFq2Q4R+XMOlg8uiCS8qDw9NggJ5UNSsXBqZMumgRsVSaNOsjtzgT1mwGVdFiMLZPYvU9yGPAmI+b9LAWPdOSnufz/4iDGU4Jtv1QLvmddRjpTZBgSZmO8wOlta1kKdURfU8I0VOi5BAfxxdMA4dp63R+Dgpx8bOCX1B1SJS0nx9fbFnzx6YmZmhZs2a2CNcgV+9eo2OHdqjcuXKKXkrHosJMAEmwASYABNgAmmaAAsKyh8fCwoKGLKgEDc8JR4KdPKdJbOBDGvQZJoEhZJ1e6Kg2JR3FKfjJCys2npIejNc2LcEuuJnCgugfAL6mXRx9+EL3Hv0EtPG9EbbZrXhKxI/Tl24FVbmpvLvxx1uwEjc/7SI09fV0Uaper0wf5KtECG+JYd8/PwN2vWbIvMvUB6GuEyToEDhEyfE+FFP9ckzILOhgcwXocRow+549wm8P/lh3sSBqFOtbLTh3EXiRPK2oBCFVo1rRLsWl6Bw+95THDhxCSbCU8T1vQccLjuhcd3KIjxkEG7eeYzednPRsHZFeS/Kw7DjwFk0rFVBo6CQlPa0lgvX7uK8eH5Rk2+mNkHh+PHj2Hn4OOr3Gxfr0X35EoFTK6ahbs8RMDDWnG+DSkvWq1QOvXv3VvLoZV9PT08hJOyFg8NZdO9ti6dPHsL94zuULlsBFStXx9qVi9C6ZXM0aNBA8b14ACbABJgAE2ACTIAJ/AwEWFBQ/hRZUFDAkAWFHyModBwwVSZiHNDtW0LFmBaXoBB1o0wJGik0grwcyPMgpvUbvQA+n/1i5Qagdqq+mxePkzkZyENh6uhesGlSSw6TWj0UVGucK7widh0+FytMgbw0nJyf4czuhbFCNeISFGJy27Lnb8xftQt3z26UXgrnrjiBvC4olKKEyHlBYszA7i01hjzQWIlp7/bBUybeXDDZNlaFj9QmKNCaKDFjhymroKWjE+s9+/TBFZf/XAEIbwRtXV1Q4dWMWtri73rQMzBEluyWeHzpb/z111/Inv2bN01y7fTp0zh15hyq16yL3X9thpFRVjRq0gKPHzrjxfMnKCrqs48ePYpDH5ILmPsxASbABJgAE2ACPx0BFhSUP1IWFBQwZEEhbnhKPBRo45vVODPGD+uq8QaaBAU6eW/ZqIYMhSBTeRFQHoGKZYvGGkd1mn/iz7mxrtHmuJpInLhy1gjUrV5OnupTiMTogd+y9u87dlG6+8eVQ0E1oCYPBVUOBcpJQJ4TZLSeHu0bp1gOhYMnL2Pi3I2457BRHdagqpqxbPow1K/1vWqGaq6JFRQoT8VI+5UyjCNm2UYq89l/zAJsXz5BhJYUTvC/rLjaD524DE9fvJUeIjEtNQoKF69cwZxZs1GyXnOUqNM0llgT4OMJf28PhIcGi2SNwfAViRjdXz+Dn/j/L+Fh0NLWQQZRAvWk8HZQavSPoqurK/r37w9/f3+cOHESRYoURrFixZA7d26lw3N/JsAEmAATYAJMgAn8VARYUFD+OFlQUMCQBYUfIyjQKTi51m8XpRmjWoSIS48U1Qtq2QzDkF42MrxBtSmncoTb95+RlRiMshjKDT+VILwq8hxQpYZJ8zbJJISUq+C+KP9IYQa/iUSIlGeByhDSRrVeDWsZ4mC/cIusYHDxwFKZI2H+6l1SRDgkkjYaGOih08DoVR56DJ8tS0mShwQZxcZTdYW9os+S9XvFHFaIU+mMcnMfGBSCyk0HylP8gd1baazyMHDsQlFS8qvGBJKaiM9cul2IBBVQpnhBkQ/ik9zU64kKFlTlQWXkkfFB5JagahIxjebqKrwCqEznoc0zkC+XJXQEB7LV2w6jVNECogRlYeHR4S/H1tbWVo9NCR2zZ8uKJ0IAsJuyAmbi76rcF75+gbDpM1FUs2iF9s3ryvHia0/XaRyq8EEVNGKGbND11Cgo0LyG29nh5YuXCAsNRZkGraS4ENOo4sPp1TMR5PsJYaIKRPlf28LXyx2uD5wwZdIEzm+g4Hcxd2UCTIAJMAEmwASYQHIIsKCQHGrR+7CgoIAhCwpxw1PioUB5AHqOmCM34uSpoDLauFNMf1RTVWYIDQsHbcRv3XkiL9Pp+cpZdjJkgaxBh5FiQ+2j7koJGRfZD5HtVKURvwixgoxEioXC3Z7CLsjIY6HPyHl49MxF/ky5FugU3soim/y5TpvhIpeChVoAoXbt+9tHm2d1kcxQVWHi2JnrGDtzrfr6sD5t1eEdVGqSPBaoikWfzk0T9XbSui/fdFa3pbwOtCFXlaF0FgIKJX7csGAMqlUsGWtMCulQrV21flVVB/J0II8HlZFwsnbeKPXYKq5aQjChXAozxvaFvp6ubE65HGoL8Sfq+uJrT326DZ0lS0eSsKHJUqug8OLFCwwaNBhWhYrhw6un0uvgl94jYZb7e2JMx8Pb4fPCGRFamdBsxHS5PBIWDs4aicxZTbFv55+Jet7ciAkwASbABJgAE2ACTCBlCLCgoJwjCwoKGLKgEDc8JYICnfDb9J6EciULwX50zyQ9oc+iNCQJALlzZI/lek4n5l4+n6UQQF4LUY1KPdLpPlkOcV1TOUg6oQ8LD4dlds0J9pIyUdrAU5JDupfKy4L6n7l0G6OmrsL1o6tgKLwhEmskqNDpPyWzNDM1Tmy3RLWjTfxHUQaTElXGHJtKedJ1Tbw1DZ7U9jHHSK2CgmqebTt0RJ5y1eHn/h5vH9+Bto4uzAsURdHqDXH7yA5EhATil35jYZzdSnZRCQpV2/XBo7P7sWfnX4l6JtyICTABJsAEmAATYAJMQDkBFhSUM2RBQQHD9CQo3Hr7CX6hEYmmVSWPCbJk+uY2nxyjigyte00U5Q/tULtq9GoFyRkvrfQhjwAypSUk08p6EzvPoOAQDJ2wTAg6Ed8SS4r8CjmEt0RqtIGDh8A3OBxlGtrg46sneH3nGoJFmINeFmPU6TYU2XLlV09bJShQack3d67i5uEdqF61CiZNmpQal8ZzYgJMgAkwASbABJjAT0WABQXlj5MFBQUM05OgoABTsrtSRQDyNmj9a81kj5HWOn5w95Y5IJLinZDW1pic+VL+jEvX76m71qhcWpYHTa22f/9+bNvxF3IWLYO85WtIEcHP4wNMcuSJNuWoggJdCPzsjYfnjuL9U2foi3AcK/PsKFq0KDp37gxj45T1PEmt7HheTIAJMAEmwASYABP4twiwoKCcNAsKChiyoKAAHndlAumAAP0jdfDwUWQQoQ9lGrdDFhMzZM5mDp1M38JZKFHj8cUT1SQyitKTmQyyoEqbnvD3+ojPH93g9sgJppn1sXqlKD/JxgSYABNgAkyACTABJpBiBFhQUI6SBQUFDFlQUACPuzKBdETg7NmzOHjkKFzfvkWoKB1pYpkbecpUhlWRUiJfBxAaGACfd2/gcvcGcpgZ47XLW1CK0LCgQFSsUh0z7L+LDukIGy+VCTABJsAEmAATYAI/lAALCsrxsqCggCELCgrgcVcmkI4J3L59G5u2bIHbuw/QMzAUJDLgS3gounbuCBsbGwQEBODly5cwNTVF7ty50zEpXjoTYAJMgAkwASbABH4cARYUlLNlQUEBQxYUFMDjrkyACagJvHv3Djlz5mQiTIAJMAEmwASYABNgAv8iARYUlMNmQUEBQxYUFMDjrkyACTABJsAEmAATYAJMgAkwgf+QAAsKyuGzoKCAYXoSFF56ByEonKK6E2eFshlAXydj4hpzKybABJgAE2ACTIAJMAEmwASYwL9MgAUF5cBZUFDAMD0JCnPPv4br55BE0/q9Xn7kyfotk31y7arjA/j5B6LJL1XUQ/iKn70/+cHM1BhGmQ2SPHRk5Fd8/foVWlpJFzs8vD4jY8YM8t6JsaS2T8yYUdsktBYqtZgxQ0Y556gWHvEFVJ4ye7as0NfTjXXboOAQePn4IpeVeay+SZ1jYtoHBAYjNCwc2UyMYjX/5OuP4OBQ5LA0i3bt3qOXePbKVX5WIE8OVChTJDG34jZMgAkwASbABJgAE2ACTEBNgAUF5S8DCwoKGLKgEDc8pYLCq7cf0KL7H1g+Yxh+qVketOls1m2c3OiqrHHdypg/aaAUB6wb9UOY2JTGtL3r7FGiSD75MQkJQycsk39fMWu4uqmn92fUbTsiVl9qU6+6NVxcP6LvqHn44OEj2+TPY4UzZfLiAAAgAElEQVRNi8bC3CyrRgDxtd+69xTmrdwZq1/FskWxdekfiX4b41qLagASBRp3HoNBPVujc+v66nHnr96FLbv/Vv9cvnQRLJk2RL2Z72Q7Dc6PX8nruro6aFa/KmaM7SN/HvD7Qly55RxrjiP6tUO/35pH+3zSvE04cOISrh5egazGmTWu691HL4yaugqPnrnI67mssmPWH/1QrmQhfPT0QZs+k+DrFyivmWbNAtserdHF5ttajjvcwJWbznC8+xilixfA4qlDEs2OGzIBJsAEmAATYAJMgAkwASLAgoLy94AFBQUMWVCIG55SQaFt38koXjivejNLngnLNuzHb20bIm9OC5y5dFtuRtfNH40alUqBBIgv4kReZXcfvoD9gi04vWsBcorT7f3HL2HG0u1SdCCRIKqgQJ4E9dqNwCL7wSiQ10o9BvUz0NfD0InL8F5sfpcJcSOT2GR3GjgVBfPlxNp5ozQCiK89rcPD61O0foP/WIJSxQqI+w9K1NsY31pogPGz1+PwqatyrIkjukUTFDbuPCHXWMW6uGTWbegs9GjfGCQKkE1fvA02TWvJU//z1+7g9+lrsGXJOFQqV0xu8v0DgtRzDBKeA10GTcf033ujTdPa6s+3CdFk7v9Fk/gEhT4j54E8EHatnoyMQhQaJji7e37C/g3TpAfF9n2n0aVNA2QxNMCKzQew+8h53Di2Sj4Tlc1Ysl14rPiyoJCoN4cbMQEmwASYABNgAkyACUQlwIKC8veBBQUFDFlQ+DGCwj/3n6H7sFm4fGi5PJnWZI+fv0G7flMQ1QMhajsSJCyym2DVbDv5cWBQiNy8TlmwGfqZMmkUFA5umoEiBXJFu91n3wDUaDUECybbqkMvjp6+hnGz1uHB+c3IkCF6OEFS29+68wS97ObgyNZZKJg3R6LexvjWQgOQF0dIaBhsek/EyAEdogkKMW8w6I/FcPvghSNbZmq8d6UmA9C+eV38PrhzrOtL1u/DzkMOuCK8EHS0teT1SzfuYciEpZhk110KOvEJCk1++x15c1lgzdxvwgwJEcs3HYDjybWx7vVaiB/NhceKSkBSNWBBIVGvDDdiAkyACTABJsAEmAAT0ECABQXlrwULCgoYsqAQNzwlHgq0sTxx7qY8uY5ptLGkU/ZzV53QpF4VuXGNabSptR23GCd3zEUe4c0Q1UZMXoEIkUNAk4cCuc6bGGcRIRJ50VV4QtDfyaOgeovB0nuhcd1KciiK36eT+fP7lsQKe0hqe9okF86fM1kn7JrWEnWtVZrZSs+DqCEPUa+Hh0egektaV2W1J0jU689fu6F1r4kirMQWTet/z2NBbXw++4swkeGYbNcD7ZrXkd2oPQk5C6cMkl4h7fvbxysoqISZsiUKSk+EWcv+RL8uzdGrU5NYz1QVKnJh/xKZ+0FlLCgo+AXGXZkAE2ACTIAJMAEmkM4JsKCg/AVgQUEBQxYU4oanRFAYO2MtsoiEi+SuH9PuPHiOhWv24KGIu69avgSWivh/ivVXGeUWaNhxlEjSVxRzJw6I1V/TJpxEgKkLt8LK3FQKCBSfTwkfKVyCQhxoY+zi+gFDe7eBjo42aCNMooImQYFumNj2py44YqT9SnVYRlJfRaWCwpDxS3Hp5j2c+ms+rCyyRbu9nwhtoBwWhgZ6OLp1dqwkluTpceHaXcmAkj5SosymXceiV8cmGNi9pcyLkJCgQLkmugyeLsMr7j9+Ke6hhR0rJqhzXqgm9ODpayngkKdETAGJBYWkvjXcngkwASbABJgAE2ACTEBFgAUF5e8CCwoKGLKg8GMEhY4DpspEjAO6tYjzBhS+UKfNcIwVrvi/tWmobnfo7yuYMGcDHPYugmV200QJCjEbPXvlJsMFNi8eh8rWxWRiwAVrdoPEjMyG+qCT/Scv3moMeaCxEtP+y5dI/NLeDrWqlNHoHZCY11KJoDBT5JP466CDTARJCSGjGiV07DpkJihZJYWBxKxq4fbBUyZ8jBoGsu/YRRlO0rxBNWQggcHHD9duP0DD2hXRo0NjWJcqHGtJDTqMlM95/LCuktmwScskY6fT66EtxAUyEh3a95+CMsKLYd280bGEDRYUEvOmcBsmwASYABNgAkyACTABTQRYUFD+XrCgoIAhCwo/RlCgRIBUGYA2mvEZuevbNKmFMbadZDMqh1inzTDpwj9lZA+NXRPahFMnOp2v1nwQVs4agbrVy8Uap2XPCSIxYCaNIRmabqqp/e7D5zBNJEC8eGBpostQxhw7obVoCnmgUpMkuBx3uC6SLf6B8qWjb/QpB0TXoTMREhKKXWumaJwbJZ18KgQV8uBQGeW0IM8NlbmLxJN/n7+FDi3qokPLejLBZlRTMZ4zvj9aNKouLzk5P5NJInevnYJSRfNLL4ffhLBRo2IpLJk+RC0yRB2HBQUFv8C4KxNgAkyACTABJsAE0jkBFhSUvwAsKChgyIJC3PCUhDxs2fM3HC47Yfvy8eob3PjnEahyQ6vGNWBqYoRdYkNO5RcpoV+tKqVlO+q3aO0eXNi/NFYyR/IIoCoQI+1XIeJLBJZNHwZtbW3prn9S5GugigX1alhDV4Q02C8U1SEuOsrNviqPAiVfpP47xan+yi2Hop3s9xg+W+YMoJKHZBQ2EV/7UFFpoqZI9EhiiCbRZODYheJeX7F+wWiNgONbC3WIEPOMFOutZTMMQ3rZoKPY0KvCQii3BOWYoJwQRQvmVo+fU5RspAoYv3YZgy+RkVgruFLYCVnGjBlFLgpz+XfyzKA8CZTssk61snG+AJpCHmJyIsGDSkWuXzAGmUVoxRSRxPHijbu4dHAZHj97AyphSWEtE0ToS8b/J78kD5GoHhMsKCj4BcZdmQATYAJMgAkwASaQzgmwoKD8BWBBQQFDFhR+jKDgePcJeo6YEy2hH33W//eFctOrMorVp7wGZMEhYTLBYBeb+mqPhaizW7/jGKgqQVQbM6gTenb4FRQmMXn+JrGJj5SXafO9UFR1IHd8MipRSd4AZFR1Yt7EgahWsaR6KAq9oOSPKgEkofbr/jwqyiAexOWDy2FsZBhtTgGBwaCNNlVn6NO5qUbA8a2FOtDG/fa9p9H6qipY0Nh0j5h2aPMMWY6xUafYIgbxuCPCEMjIg4BKR1L7+EyToBCTE4U3zF+1S+aj0BJlI4sWzIPfxTOhEpV7j12QVSJiWnXhrRBVaGFBId7HwBeZABNgAkyACTABJsAE4iHAgoLy14MFBQUMWVCIG54SDwVKrGjTexLKlSwE+9E91Tehzyn5H7nL5xYn25QgMaWMwiU8hJs+WQ6RoDBqOUi65vreA+aiugCdkCdkSW0fdTwSI0ZNXYXrR1fJhIjpweh5Ul6KbMLzJKnGgkJSiXF7JsAEmAATYAJMgAkwARUBFhSUvwssKChgmJ4Ehf3O7vAMCEs0rXZlLGBmqJvo9jEbqkoWrp5jh9pV43atT/YNUmnHiXM3ypnNGNsnlc4wdUyLclCcvngbj1+8QRXr4skqu5k6VsKzYAJMgAkwASbABJgAE/ivCLCgoJw8CwoKGKYnQUEBpmR3PXfFSXojtP61ZrLHSGsdP7h7wyiLYbrxTkju8yHByfWdh+yeQ+SvKFYoT3KH4n5MgAkwASbABJgAE2AC6ZQACwrKHzwLCgoYsqCgAB53ZQJMgAkwASbABJgAE2ACTIAJ/IcEWFBQDp8FBQUMWVBQAI+7MgEm8K8RoPwjAQEBMDQ0lFU72JgAE2ACTIAJMAEmwAQAFhSUvwUsKChgyIKCAnjclQkwgR9OgEqdbtmyFVevXYOPtze0tLXQpXMXtG37rToKGxNgAkyACTABJsAE0jMBFhSUP30WFBQwZEFBATzuygSYQIoTCA4OxvPnz/H+/XvcuHEDXt6fULpcBZS1rojXL8Xn796iZLEi+PXXxil+bx6QCTABJsAEmAATYAJpjQALCsqfGAsKChiyoKAAHndlAkwgxQhcvHgR58+fh7Pzg28hDRmArFlNUbhocXz+5IO3Li9RztoaVatUQc2a6SfJaYoB5oGYABNgAkyACTCBn5IACwrKHysLCgoYsqCgAB53ZQJMIFkEIiMjsX//fjx48BCvXr1CFiMjeHl5IZupKfLly4uqVasiW7ZsMDAwwP3792FhYYFq1aol617ciQkwASbABJgAE2ACPzMBFhSUP10WFBQwZEFBATzuygSYQJIJXL9+HVu2bkeRYiVR55eGuHz+DPz9PqFe3TqoVatWksfjDkyACTABJsAEmEDKEPDz84OREPnZ0hYBFhSUPy8WFBQwZEFBATzuygSYQKIJ+Pv7Y8PGjQgICkWfAcNkv7v/OOLWtfOwt5+S6HG4IRNgAkyACTCB+AgcPHhQeraVK1dOerqxJZ6Avf1U4THoiQULFkBPTy/xHbnlf0qABQXl+FlQUMCQBQUF8LgrE2ACCRKg3zEXLlzCuXMOGDx8DEqVLa/u4+b6Bru2rceiRQsTHIcbMAEmwASSS+Djx4949uyZDLHy9w/A8xfPQaFXQYFBMMxsCHNzcxgaGKJAgfyoXr26/Jkt7RG4JqoBLV26DI2btcbzJw9Fcl83GUbXvl07lCpVSvGCKFlwREQEwsPDZZjeNeFxR+9RhfLlUbduXcXjp4YBhg23Q826DXD6+CFs2LA+NUyJ55AIAiwoJAJSAk1YUFDAkAUFBfC4KxNgAnEScHFxEaENW/Hpky+at26PkqXLqdu+dXktPvcWX+YDccHhb2Q3y4bJkycxTSbABJhAihF48OABzpw5i5cvX4rfN59QVlSLyZLVBHnzFYCBoSGMjbPiy5dIBAb6y99Fn3y8ERISjFMnDqNdu/ZiE9o2xebyMw/04sVLbN++DVOnTv3PlklCws2bt+Dh6Y1uvQciq4mpei53/rmFE0f3o3ixYmjUsAGKFCmS5HlevnwZ+0Ten8yZjeDm5gptbR3kzpMXRUuUxlchKLx+9Qz37zhh+PBhUpBSap8/f0ZAQID8kz17dplTKKaFhISI9/eL/NhQvM+ajK67urqKObvJ/wYCxXuuq6sr/1/Vz8XlDTJkyICnT58gWIzZz3YEChQqil3bNyCnlQU6duygdDnc/18gwIKCcsgsKChgyIKCAnjclQkwgVgE6LRm3rx58JZCQgcULlJM3SYoKAiH9/6F0JAAcUroj/z586GY+JJHCRd1dHSYJhNgAkwgRQgcPnwEZ8+dQ9XqdWBdsYqoGGOSpHEnjR2GZk2boFmzZsiUKVOS+qanxleuXMHWbX+ijCjrq53hCwYO6C83p/+W0WZ5xYpVyKClhQaNW6BEqTJx3vre3X9wcM8OmGQ1Ru/evWBiYgIt0Y/+fP36VXoaeHh4RPsT+RU4cvgQmrawQbkKlVFU5P6Jy0iQOrjvL3h7uosxMyJY/HuXXXi6FBUCRqNGjTSKAjHHevz4MXbv3o3AoBB8/PgBRYuXxH0xbxMhkIQKsctUCAv58xcQ4skNITSY45UQy0xFMmMSOehnE1MTKUDkzJETN2/dFLkQjKWQYCV+tsyRWwgQEUJIMxFz+7+gkDmzeL/1kM0sOzJnMRLjm8k+KnM4dVQ810jkzZsHxYsXB5V1JiGDPDTo/8PCwmRTEkDIc4Ouk9E7QGIGfUb//dDf6d94ys1APxsbGwvPkXxxCiH/1vvzM92HBQXlT5MFBQUMWVBQAI+7MgEmEItAt+7d0dKmE2rUrhft2snjB3F4324MGTJYfrliYwJMgAmkBIEDBw7IcrP+AUKkzJcfx48fQ5OmrdC2c/dkD+/v74eDe3fAVXhT5c2XB02bNJGbITMzs0TH5NNmSltbO9lz+Lc70sbzyZMn8PT0lBs9ykHg4+MDStJHrv7vxB/afBKbLGIj6ub2DkZCqBli94cs9ftZeJ3ZTxj1LXdB2bJy7ZaWlvJ0/PNnX4SEhsBYMLSysgKJy7SppNPxcMGJTvnz5MmNEiVKiA1zfrx+/Rre3t4IDQ2VGGij+vatKyLFxt9AX09scPOCxIwMGXXQuv1vsLC0SjQu5/t3cOX8WTx//lje11iswUfcq0DBQvIdyiY21Sam2WEmNubZzS1RrnylRI9NDd+/E+sVpY4p/4Bhliy4dO40XF49h+vbtyhStAhKiI05saH3KYu4Tuukd+XM2bNi458bFSpVQ4XK0asahYWFwluEWNC4oWIjnyNXLphbRF8zXfMWuQ98fLzkRj9P3vzCiyJfkuauqfGZU8fw+ME9quQs1vAGuuIdyJM3n/To0RYiAYkV5OGTzcxc7flAggL90dLWEu9Klv8LDuEivCgL3r11gZ+/LyKEKFGoUEH8PmaM4jnyABBeQttRpkwZlBX/7bEljwALCsnjJnuxoKAAHndlAkwgGoHJU+zRom1n5MyZR/05nfosmTcNNapXg41NaybGBJgAE0gyAdpY3r59G+7u7vJkmTaqR44cwVtxQl2gYFHUqPOLqBbjLzZm4SK8ijazKefxdPmig9xQubx+KTd1BQoURL16dVCzZk0pMMQ0iq3fJr7c0+k5bSqrVqkiN47Uluad2vIzULjAAZHEUEuLmGVAQeFV9k7ktyHX+CBxkm2W3QJG4lSbTsCziT9+vp/lBtIqZy7ky18w1vqfP3uM9+LE/JPY4NImlJ5FdgtLfBGb5gCxYaeNJo2hI8bX1zcQ45vDV/wcHhaOW9cvytPsjMJroHiJUnKjT2YoQg2oXXZzC7wTY1N/Or0vL7xP0or5+fni1YtnwgPio9yMBwcGQE9fX2ysv0hRo3S58hp5ppX1JWeef4waJL1auCx0cuhF78OCgnKGLCgoYMiCggJ43JUJMIFoBA4fPgwPbz80a9VO/fmOreuQL3cOtG/fnmkxASbABBJNgE6pKQ/CufPnxQl1iIyLz1+gCNxcXeRGrHCREqgphIR/2zzcP+Lq5XO4KE6eCxUqjGzC5dzY2EhunK9dv4ZMukJEqFkX1WvVxZNHD8Tm/K042X0tNsde8PL0ECfI3qhQoaLcRJM44S1+phNl24G2KFiwwA9fDp32P3z4EP/84yQTC/qLxJQt23RKNZtZEqHJ44Ht5yfwQohPi+fNgLVIaplfJM8sWbKkDIPkyhxJf/YsKCSdWcweLCgoYMiCggJ43JUJMIFoBCiOcsasORgxZpL6C6GbcJHcvmkVZs6cwbWt+X1hAj8BAWdnZxn/rC829Snh0k9eBx8+fJCx3k+fPsVrkdCVTspps1u5ak0UKVZCnEYrz9D/I9C/eP5UnuYHiJwwmYQ3QuGixWXSx/iMTuC9vT0RIEIJgkVcfPj/49AP79+FEcOHylj1H2HkiXDy71O44+SEOvXqw9TMQrAtjoIiAR8bE/gvCTjfd8ILkRTS28sDjjevi3AOc9SuVUsKCzly5EDu3Lllbgj6nROfkTBHnjXp0VhQUP7UWVBQwJAFBQXwuCsTSGcEfH19pcsxxdjWqFEj1uqXLluOQsXKwFokr4pqniJJ1eK5U2Xca3WRgJHKa3Gis3T28vBy0zwB2vD36dNXbkKfPn4kTrTzY9RIO+QS8dxJMUroRuUbHRzO4dKlSzJZGyWDo824gWFm5MydV2bQz5r1e6b+pIyfltv26tIaJ06ckIkCU9J27d4jQkac0L5LjxSJq0/JufFYTCAmATqIeCu8et66vAJ5BOmK3xFOTo7QEV5AVjmspLiQK2dO4eFTQIbI0PcJEhO2b/9TegBRpY3GjRsLT6AK6QYuCwrKHzULCgoYsqCgAB53ZQLpiMCZM2dAmdPDxGagdJlyIjFWJvQRmbJVNmDgQJmcixIzxWW3b17D44f3cfHCWfmP/fBhw9IRQV4qE0i7BBwdHbFx02bYjZ0i8gEYyYVQYr3N65bB/eN71K1TR36hp+otmUXCvrZt2wpBIGu0BZMr+4SJE3H3zh3UEOEAJBxUqlJDigls3whQiMRdx6sYOXJEiiGZNHkKKlaphUpVY4vAKXYTHogJ/AsEAkUZTS/hxeDl4S6rYFCCSh9vD1F1IkwmqWzZpqOs1uHkeBNXLjmIpJtfUKpkCVhbW4twooLyd1NKeFX9C0tN8i1YUEgyslgdWFBQwJAFBQXwuCsTSCcEKNZ2/8FDUjBQ2Z9b1sHM1Ai9e/XCipWrRH13MzT8tUWiidy+dQ0XzpzAokULE92HGzKB1ECASsz9m6Xx/u01f/z4UWb1pwz/JBIcPHQIZctVQJuOmqsmuAmX/8cPnUUZuWBRHSCzcFM2BOVOqVy5Mho2bCi/4FMuBMfb/6BLj/4iD0Khf3tJaeJ+FDaxZcNKVLAuIwWZhIxOZgPEBos8RygvAnl+kAcZhYr4iQSVj588Fkkh9VG1Rl1UrlYroeH4OhP46Qh8eO8mxYVHD+/BU4gQlMNER0cXllaWMlEqVRzp17dvLPEzLYJgQUH5U2NBQQFDFhQUwOOuTCCdEJgsTrjKVawuvpjWjrbi1UvnoUH9utJ1uWGzNiIWt0iSiDicOQn3dy4YPWpkkvpxYybwXxFYKcSzd+/eidKn3zbKVLeeEsh16NBB45SoHBxVJyBRjtrSCZmBgb7cbFeqVElWWrpx44aoCOAGUfIeb0T+AKpUkCNnbrx94yLHptAC+sxC1LSnUntU0o/+v2XLlimCgcoCUgm++6L04nURZ0/j5xZl4SgDv2WOXChdViRMS4YIcPP6ZTjeuCpK/4WIcIYSIm6/ocxmzxadwK0bV3D3n1u4d+cf/CrKU/br2yfBpIT0Di5ctBgf3r8TuRsMoC/eqZy5cotKCqJigEheaSWem7moiJBdnNqammZj5EyACfyfAIlv/qLiBiVJDRAlULduXIUWLVpID4ZChQpJkSEtGgsKyp8aCwoKGLKgoAAed2UC6YTAqlVrkCt/EVSMURublr9wzhTkE/XDdfWN0MJG86YqPkz7d22Dnm5G9OvXL53Q5GWmBQK0yaZNGyULJDf+y2LDHfnlK8qImvS58+QHedgEihJ4pmbZRd367Dh3+hjGjx+PwoULq5dHfecvWChqseugvKgtbyhO7ikJX0hwkIwNDg8LEZn+/VClem1Rli+rcNm1ELHAeiJ+XluW1CNPiEhxCk2ihKwOIL4A+/l9RrAINaAqB48f3EUbUYqV4oVpvm/evJE17anEIp1W0wk2GcUXU3gC/UxlDJ8+fQa3d24iNtlDtPcS3gfl5Ua/SrXayCeEAwMhKLD9eAIkSG3buBIR4j3o3r27THSZGKP3cfDgIZg2d6lIQJcpMV24DRNgAvEQOHHkgCjp+VT8jvUUAl0mdO/WTeZnoBK1acVYUFD+pFhQUMCQBQUF8LgrE0gnBBaJk7BylWqimKgLHtOotvi4kbYoWqwoKlWrg7LWlZJMZdPaZahZQyRrrBPdAyLJA3GHn5LA9evXxaY9m0zEldJf8GhzRm7iKvHg40d33LnjJHOBBImNv7m5pdxk58lbQNa9jytZ3nuxQd/150aULFEczs734fLaBcVLlsLgEePifCYPne+iZOlyyX5m79+5Yu/OraIeAvBUuLfTCXWu3HmEmBABXSFMfP0aKcemTOkhIaFy7iRcZBauvpaWVjDLbiFLMaZ0AsBkLygddjywZwfOnT0Jck8hQWH69GnSQyQuO3r0KE6dPoOxk2bxc0uH7wsv+ccTePb0Ea5eOoc7t28iRIiz1UQiaRdRwvbLl0jhOZYTn0TSxyxGRlKgpT/6IqwoXHiQZRbhXtmzm0kvNAshDlN1iqJFi8qks/+GsaCgnDILCgoYsqCgAB53ZQI/GQE3NzdQ8jVnEe9M/3j6C3dAiqGmzVTXXgPjXO2xw/tgltUQFy5eQufu/RIsm6ZpIPJUKFIon0zWyJY+CJDr6enTp2UcOH0JMxJf0urVqxdt8ZTsM2fufHB76yJO6yPRv39fdclC+qLm6uoq4/2pZCm9vz4inpxO4SmunL7oFRNCV/v27eWYFMf/6NEjPH/+HJHi9P+2423pWl7WuoIMKcgmNth58uZHgYKFYWGZI1kP4drl8zAxNUMuUaVAlbwwWQMloRN5LnBiwyQAS0VNaUNC7td/Hz8EE2ND9OrZU+Ps6Lva0mXLRIWNkujQpafMjcDGBJjAjyVAeWHIO4wsQ4aM4t+LDNJDLCwsVPyb8UWKepTkMUQkhwwODpRJIqn9t1wN2rh88Rzyi5C10qXLiH+38sqQiqhebCk5exYUlNNkQUEBQxYUFMDjrmmaAG2UXUS88muhPKtOP81FjDJtRn7mhGuaHhrFdk+ZYo+AwED80rCp2BCZCqXdQv4jSRstOkWljVdc5nzXCU8fOmHYsKHoJlwFJ01fKE9Bk2LnRD4Fb3c3DB/OlR+Swi2ttn3x4qV81i1s2iMsNEy45AeKkAADcfrjiZyiLBiJBffvO6N4KWs0aWGjXua6lYtEycKH8t3Mly+/eGcDxGl7DuQvVFR8ucsoTo6MhReDmbgeJL7gBSFQiGJfwoJFhZJD4vQ+N8oIDxrafOfMlUe+4/rinmxM4L8iQL9fN69fCXMzE9gK8UyTkch77sIlNG/dUfxu5nwI/9Wz4vsygeQQeP3qBVzEn9cvn8vvU29cXmLihAkyZ0NKGgsKymmyoKCAIQsKCuBx1zRNYMeOHaLe90lZvuyl+EXv7eUphYX79+4Kd+FMMBfu1bSpIdfg4sWLiZrIb+EuNt65xabEbkTKlfRKDRBnzZqFwJBwDB7+u5wOnZrRqScxoT/BYnPWoFGzWFP1/fxJ1nw+sn8nhgy2lWyOHDmCV2/eyVO0pNjD+3dx4+o5TJo4ISnduG0aI0AhBuvWrYNhFhO0bNs51uypWsCrF8+kC6m+yBNAlUPiE7MSs/zLFx1QvkIVGAovCDYmkJoI0EZjxeI56CsSMVJIj6kQc+nfIfK2oX9zqOLGW7cP6N5nUGqaNs+FCTCBZBK4euk8jh/Ziy2bNydzBM3dWFBQjpMFBQUMWVBQAI+7po3C5XwAACAASURBVDkCVE7LzOxbzXNKWjZn7lzh/vxCujkXK1FaxsZRQrNIUbs4RLhjUzI0SoxGrv9kMlmZ+DksNAgL5s9XtH7aWFHZotRglBxs+vTpcHV7BxIJKMFblarVhCu6P96LxHS5RBK6QkWKifVnxrPHD0Bl4qgPuf4ZGRvBXng35M6dSy5lxAg7NGjSCuUrVkny0nZt34CK5cuidm3OpZBkeKm8w9WrV3Hn7l04nHVAz762qFS1ZiqfMU+PCfx4AuQ6Tfk3HG9exfMnj0SSzs8y/ppCeKjSB/27VLc+h4H9+CfBd2ACP57AvTu3sWrpfOzevUvmtklJY0FBOU0WFBQwZEFBATzumuYI9O7dR8Rcv0WlylXkyTtlSqcwhxcvXiAoMEgkwzJAhDidNxMu0WZm2eRJEQkQJCzoiqzrlCzL19dXln8bPHhwstfv6emJYcOHizg7TzkOlY/LKZL9RDUKyaB7JtVIAEluyAYJCbRWOiVT2bZt2+RfyWuB4tzpFI1iAskbgb70Uq36J0+e4OHDhzL3Qs++g1GiVNmkTlu2v3HtEjw/vMWA/lzxIVkAU0knqjZAp6sUsvD02VMhPn0VITBGqFytFqqKigZsTIAJMAEmwATSEwHfzz44vPdPjBs39ocsmwUF5VhZUFDAkAUFBfB+oq6U1IxOEGlzSEljSpUqJU9J4jJnZ2dZhozq9dIfTVlsaayoG9PUgGvLlq0IDosUZdpqSU8ESrhDG2VKqkNJrqjuuqeHuyin9gGBIjb75tVL4rTeFwMG9Ef9+vU1LkFVXo6yxNMfd1GK7ZM45f8sksJRHoEypUujTJkysvQcMaMkPuvWr8fild/c3fbv2g6qQ+7xv/buBLyq+szj+MsO2QgkgSQkIRAIYZMlbCIqKi51amfUutWpjg7MTFudZ1pqF9tp6zJTl2mtY63tPCOPnVodxk6LCiO4UawKyCpbNgIJ2QghARKWBILM+/5jeDKMtkn+yUkO+Z4+pzdAzj33fE5uvOd3/v/31f3OnDnLFZmz57QWcslJia6dmIUaZmzrn6rI/sijj2k7ugZX3HDGjBluv1b0zlYLAlobUlj7OQtabMitBSi1dUfda6zT12YV8D9Yv9YV0cvMmqBDyaNlzNjxetd5rmt757Mse+nXMmZ0mlx11VU+T8O2AQtYEUSbyvCHP7yr3QMSZFr2TG1FONR1SBgzNst72kLAh8PuEEAAAQQQ6BCB1179rdZRyJOHHnywQ57vk56EQMGflkDBw5BAwQPvPNr0a19bLPn5+ZKkd8n1BrcO6/9Ih//XSOa4TJmiF8N2cdrcru1d7cf+3C//w/Utt7v8sdqGrLy8TC+Ah8kkvXj+cMsW1w/9oosuku9o4ZnWLBs3bhSbjnDNNde05tvb/T129/62274gP/rps62+i3/4UI3899JfachQrlMdGlx9BSsGZ7UWbKSBtYY7psUMrTDcMF3jtC99jBaGs/Zsx/QiPj93p17UH5FaHcpqgYUVjbvl9rv+3zHYFIIKHfraVysDR0ZGuzDChsGue2+N5O7a6eaUn9JRC1Y5PioqUhI1yEkcnqi9krUqvfZLtov/11aucrULLAR5T+eNWyhSqYGAzR0fM3acrF/7rmt7dMXlV6jDrWdfg4UNFhzk5ORoaFAla95ZowXtTmh/+mx9Pf1dgBCnoUakTnmwO832Gqw42J8KN9pzoh74zmK5954vu1CLJRwC9n7/8RNPyrxLF8jsC+fpz0wwbbLCocOrRAABBBDoSQL2ua+ycr/7jHxGp9CePHFUvvrVzq29RaDg/xNGoOBhSKDggdfFm9oF6KcVK7O77q252Gs5PN7uSOfl5bkwoFiHK1frBb79nY00sDvd3/3ud90R23M/88zP5Y033pAZs+dI3ZFa6aN3+O1iuSA/x9Uh+Oxnr9M2OZOaChnqHfsz+r+BeiFud8htBIT1fbc78cf1ovXlZS9LxphMSR+Vodvvkid/8kSn3s20i+frr79ebr7tDj2aXq7Ke2LyCJkw8YI/ekZLS4pcK0Wb82oGQ7R/u1WL76cX3EEuDQ31WjCxWo4cqnZBTom209tfUaZTJlLluhtulcGDB599Oad1+oKdm5aLff+HWzbIxvXvu1EUNmfXRmekjUzXQMnm7E6SUXpXub1t89prYcHNK79bKrNnZstl8y9t79OwXcAC9l748RM/kXXr1rr38RfuXKTTiBIDfhXsDgEEEEAAga4TqNxfrvWl9slGHXEaExMlp/UmUGJiohvFe+WVV3b6CyNQ8CcmUPAwJFDwwAtoU/vAbqMH7A50rl7wF2mbw7KyctcSzdr72YX61GnT9WI8Ty/+D2n/9RrXHs1qAiRp+7XJeqfX7qSf0otLu3CsqCjXsKDa/V1UdJQ0nmqU2NjBMm5clhse39QPPtoNr7dpAVa80Ia223x5CzAsqGh+tMDBvs/+zb7XagxYDYItOkrhyquv1ev13jpcf5i7YC8p3qu95It1jv5J/d6TMjwpWdLS0mXq9FlnW7dZGPFvP/2R/vK9wo1wWLt2rezKydVREIP1z3O128L4DlNfunSpO14bXXBSDYbGJ2p7uhs67Pm7+xPZdA8rPGkjJloTPnX08dg0j/36s2hBQi998k0b1snXv75YZs2a1dG74vkCEFi9erX86lfPy/U33y7ZMy8MYI/sAgEEEEAAga4V+K8XnpOVK15201RHpo3Uz68LuqSwNIGC/88BgYKHIYGCB57npnaX3grg2QW7jTawefPNc93tQj2/oED71Ra5Iean9d9HZ2Rqtf10LYY3UlL1brLdGW++W20t/qzFmk1DiNXV7kofrDqgw/T3uzvQ1vu2T+8+bihyRESku7NuQ9YHaBhRp8PjrYvBcR0eb/Pjj2k/+GNa3d/uxvfT4fd9+/ZzQ90twLDXaR0Qmh7PyEdWf6B/PxdKNH9va+72/zG6RvV4/pf/Jvv17nuihg4zZs3VEGWPbN28XiJ0FIS1MByqowNsCsaoUekyYcIEDUPG/Z+ntIKGNgLCakPY3G4ztuDDaiVYOGLbWnFBq03QPMrjlVdelaee+lf53sOP653W//t8nqeazc8RWLVimTSePC59+/R2dTZsvfjii3EKmYBNkXl1+XLZsnmLTqVJkVu/uFBGpKSG7Ch4uQgggAACCLRNoLAgT95ctVxmzZjmpgXb58uuXAgU/PUJFDwMCRQ88D5h0xdffNGNHijXO6/JejF87733uK4ANj+9oqLC3clf/8EHkqsfxNPTR0udXrj36dNXUtPSdI79ETfXfdCgSC1qNkw/mKfJCA0PkvTufk9cLFg4dy62+VVXVbqQxGoS2BCz3F07NIiplYZ6LbKo0wGszkCmjrY4cfyE1jTQGgMZ49yoDQtVTp9udHfDy8pK5JCGNlaHYL+el0QtfpiZmSl2l/X7D//IhS0sHSdg5yt313YpyMvR/wCvkHvuuUc+97nPddwOeKZOF6ivr9cWqwWyQzt57Ny1S0dE5bt6IZdecY3MnTe/S0a5dPpBswMEEEAAAQRaCOTn7ZJlL70gvXudkUWLFnXoyFkfaAIFH72mbQkUPAwJFDzwWmxqw/2/9/0fyOAh8TIqY6x2SEhyowfeeO3lpoKFOqc4PkGHQ2mdgFQdZZAxNjPwufcdc6Td81lsBIKNoLAOBv37D2hTDQYrmnNQQwobfn/p5XQW8DnD1h2jrLTEWVbrCJma6ir56Mxp2aPTdS6YcoFMnzZNrr322jadH5/Xw7btE7BpQHv27JHCwkIpKS0V+++EBaLzLpmv05OswGeWjMnMcsVHWRBAAAEEEOgJAps2rJX1766WG2+8Qabp55nutBAo+J8NAgUPQwIFD7xzNn344X+S7DmXyJRpM87+S8uihx23J54Jga4X2LXjQw0KCqRcR3vUHjmko2526lSaOMnIGCMjtHbHsGHD3JqSkqK1MtK6/gX38FdgU39stelAzVOt7NFaglrhVWtpulsDhH3F+9z0KZtqlaajqEbp+RyZnqF1WUb2cEEOHwEEEECgpwpYIevS4nz58pe+1C0JCBT8TwuBgochgUL78awbgvnZdAa7o7dvX4kWH0yRL97dPX/ZtP9I2fJ8ErCWktb+suVixRldkUYd1u6mhfTq5abi9O3bx434sJaVVifD/s3mCb7y26UycmSaDNbinRYWpKen659HuhEiLF0nsGnTJlc3xH4nWaHR3NwcV4DVplJZG9hJF0x1HUGsLorVFBmmbUetForVXomLS5A4nWqVkpomsVqjhAUBBBBAAAEEmgQeefB+eeAH3zvbQr27uRAo+J8RAgUPw/MxULB59s8990vJyhrnCr1Z54FzFxsi33zHzi6ipkyZ8icVLUDIzc11H9jfeustnd/fXy6ev0DOnBEtdBghEbqfyVOy3d09FgS6o8AJDQ4e/sf7tPDmUTftwIKDMdrqr6K8VAbqz+0g7QKSmpaqow7K3V3sRg0Q4vVCs+rgAS2gaAFDX20nmShXXH5Zq94z3dHgfHtN1v3ltddWyquvviLTsmdqODBUEnSKlRVJjIqO1oKXTQVYP63F7PnmwfEggAACCCDQkQK1tYfl6Scekaf+9cmOfNoOfS4CBX9OAgUPw/MxUNirbRXv/8535NLLrpLXli+TBdr/tbi4SDsXaBcDbROYpB+0d2z7UO/CDXFzgO2Cyu7aLVq00BVQtNEGNvzXOhns3LlTRx7skwF6oWVBhXVaGDdhkmTpmqA1EVgQCJuAFUh8VJN2q+0xeHCsjB1rNT+Gy/Tp02Tq1KkSrRehLN1XwFrIWrC5UUcjWHvWrPGTdOTBNLniKmpTdN+zxitDAAEEEAirgF0P/Pd//ockJybITTd9vlseBoGC/2khUPAwPB8DBeO45ZZbtP1fU7X+bVs3ueHbNoLA7thFfdxJoSXbrh3bZK0WWrHh4DbaYMCAQZKghRWH6NBfCyBStONCP4Zze/yksWl3FDhy+JAL0Qq0anGO1kQ4deqk9lFOlbvvvsu9D3rqYnUFysrK3CgmC1tGjBih7VhjA+OwQNP2b61P7dFGRdXUHJLt27e5WgbjJ07SwojjZcLkqYyICuyssCMEEEAAgZ4s8O8/f1JSk4fLXXfd1e0YCBT8TwmBgodhWAKFVatWuQ/OQ3RUgX2wt0cLBj5tsd7ob61eI7ffYX3RKQjn8SPCpueJgCXsewsLpLSkWAvvFcnpxpPagaFpuk5kVLQbrbD2vTWSp8UVH3/8cZk8efJ5cuR/+jBytI3rf730kms1uk1HL8UMHixJSSMkQ0cv7dJ2l5Xa4cCmSU2bPl3mXTRX5s+f72oQdOSyceNGWbnqddm+bZsbIXXB1Gmu1oFNXxiemKwtUJMkfdRousN0JDrPhQACCCCAQBsElv3m1zIsLtZNI7TrkOZ14sSJXdo+mUChDSfxU76VQMHDsLsHClbf4I477pAFV/+ZFBftkSM67cBGEdijhQrZ2dlyySUXf+J8bqtz8Pbbq137s6wJk900Bat5wIJATxR4+iePaoG+Sp3iM0YyRo92d95tGs9RnQpk68CBA10/5e7WCqkzz5VNb3p2yRLJycmVv7vnPtfiMi4+wV3In7vYRf7ewnx5/w+/l3XvvyP//M8/VKupHfLytmmI8OyS5+T6m27XAGG4G1nFggACCCCAAALdT+DNVct1qnSF1J/QKdL6OeLQoWpXmPpb3/xGl9UrIlDw/zkhUPAwDEOg8O1v3y9RMbHy2b+4SQvGpZ892uqDVbJ543q9e1gqhQW58sADD0iiFow7d7Hhy3acO3bsdMUUF335H9zdxQEDBrqLKKuPMGhQhERrxfpPupDw4GVTBLqFQP2J4/KzJx+Vf3n8sW7xerrDi7BaK08/83OZOXteu4LGh7/3DW0f9bcyadIk78N5+umnJSo2Qa685jrv5+IJEEAAAQQQQMBPwFpi9+nTR7tbfeQ6XFkF9pqaajlQWeFGLX70UaPsLsjXG5w17uZMdEyMfOO++2TOnDl+O27n1gQK7YRrsRmBgodhdw8Umg/NCiM++NBDkpSsLepGZ8hEnTucNnKUa3VnxRYLd+fLfz6/RJ752dN/tKWLVbn/1fPPS9HeItcir6lVXoO2S0uQnTo/2WotxOgvhVEZY6VOR0L01eChv3Zz6Nuvr2utFhU9WHuyj3YrrdU8fvDYNFCBE3p3/Sf/8pD00zaQc2bPluuuu65bz7236QUdPaWgJbh1gdlTVCx/d+997T4P5WWl8psXlsgjj/yw3c/RvOHSpUultKJKEnWaRcvFfv9YcHpUi8keP3bUrVYLxrpynNK2kFbzokFbgN7511/SDg+zvF8HT4AAAggggEBPF1jyi6fkqHZ2qKgod6FCnz69deTgUOnTu4/WVBvh6ipZy+zBOj3SRkvbal2zunIhUPDXJ1DwMAxLoNB8iBs2bJBNmzbLps2b3AiDIr3LGB3dNIfJRhl8U4cb2Ru9vYsNa66trXWF6ix8sAub5tV+Wdj0iby8fCksLHTzmfU3iIYPmTJj1lyt1ZDa3t2yHQKBCOTu2iEb1r8nJcV75P5vf0uSk5MD2W9bdvKMjhoo0FaIVqvAgo+OCBbsPXzw4EFZuXKVfKjTC8aNnyx/fuOtbXlZn/i9D/3j110bKWun6bu88847YnUUWrZ3tHox9nvHOm/YamFn89+Zi63Wzva3y16Vxd/6vu9LYHsEEEAAAQR6rIDdZHzwu4vllptvls985jOhciBQ8D9dBAoehmELFFoeqt2ZGzBggMfR+21aU1Oj4UKeW3dpUbe5lyyQWXPm+T0pWyMQgECZFmZ84rGHpP+A/jL/0ku1AGGSu1htXi11t699lxdffNE9T1PC37TaNCO7aHbTjfT9a49WcNXeR8//+gWZO2++TJsxW95YuVz27M6TBx/4gbZoTWjTS3n//fdl9erVUrF/v1Tur9RWsEe1yGG2jBo9RuZdusDdaWjrYqMBbFRC0d5CKdqzW2u6FLoRH48/9pg7hq5c1qxZo3YvypTpM+WGm77QlS+FfSOAAAIIIBBKgScee1AWXD5frr766tC9fgIF/1NGoOBhGOZAweOwO2zTgoICN2rhBb1wuuiSy90caBs5wYJAGATsAnnb1o1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   "source": [
    "fig.show()"
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  {
   "cell_type": "code",
   "execution_count": 75,
   "id": "404a1c53",
   "metadata": {
    "slideshow": {
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   },
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   "source": [
    "fig = px.choropleth(dffig, \n",
    "                    locations=\"iso3c\",\n",
    "                    color=\"ln_gdp_pc\",\n",
    "                    hover_name='name',\n",
    "                    hover_data=['iso3c', 'ln_pop'],\n",
    "                    labels={\n",
    "                        \"ln_gdp_pc\": \"Log[GDP per capita (\" + str(year) + \")]\",\n",
    "                    },\n",
    "                    #color_continuous_scale=px.colors.sequential.Plasma,\n",
    "                    color_continuous_scale=\"Reds\",\n",
    "                    height=600, \n",
    "                    width=1100,\n",
    "                   )"
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   "metadata": {
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     "slide_type": "subslide"
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    "fig.update_layout(coloraxis_colorbar=dict(\n",
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    "    yanchor=\"bottom\", \n",
    "    xanchor=\"left\", \n",
    "    y=-.2,\n",
    "    x=0,\n",
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   "id": "4162424c-5f64-43f5-95fd-43967edd7115",
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   ],
   "source": [
    "fig = go.Figure(data=go.Choropleth(\n",
    "    locations = dffig['iso3c'],\n",
    "    z = dffig['gdp_pc'],\n",
    "    text = dffig['name'],\n",
    "    colorscale = 'Blues',\n",
    "    autocolorscale=False,\n",
    "    reversescale=True,\n",
    "    marker_line_color='darkgray',\n",
    "    marker_line_width=0.5,\n",
    "    colorbar_tickprefix = '$',\n",
    "    colorbar_title = 'GDP pc',\n",
    "    )                  \n",
    ")\n",
    "fig.update_layout(\n",
    "    autosize=False,\n",
    "    width=800,\n",
    "    height=400,\n",
    "    margin=dict(\n",
    "        l=5,\n",
    "        r=5,\n",
    "        b=10,\n",
    "        t=10,\n",
    "        pad=1\n",
    "    ),\n",
    "    paper_bgcolor=\"LightSteelBlue\",\n",
    ")"
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  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "id": "a8dbc1a2-2cab-4527-9933-1039aedd15bd",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
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          "title": {
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     "metadata": {},
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   "source": [
    "fig.show()"
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  {
   "cell_type": "code",
   "execution_count": 83,
   "id": "f3e419cf",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [],
   "source": [
    "fig = go.Figure(data=go.Choropleth(\n",
    "    locations = dffig['iso3c'],\n",
    "    z = dffig['gdp_pc'],\n",
    "    text = dffig['name'],\n",
    "    colorscale = 'Blues',\n",
    "    autocolorscale=False,\n",
    "    reversescale=True,\n",
    "    marker_line_color='darkgray',\n",
    "    marker_line_width=0.5,\n",
    "    colorbar_tickprefix = '$',\n",
    "    colorbar_title = 'GDP per capita',\n",
    "    )                  \n",
    ")\n",
    "fig.update_layout(\n",
    "    autosize=False,\n",
    "    width=1000,\n",
    "    height=600,\n",
    "    margin=dict(\n",
    "        l=1,\n",
    "        r=1,\n",
    "        b=1,\n",
    "        t=1,\n",
    "        pad=.1\n",
    "    ),\n",
    "    paper_bgcolor=\"LightSteelBlue\",\n",
    ")\n",
    "# Change legend position\n",
    "cb = fig.data[0].colorbar\n",
    "cb.orientation = 'h'\n",
    "cb.yanchor = 'bottom'\n",
    "cb.xanchor = 'center'\n",
    "cb.y = .1\n",
    "cb.title.side = 'top'"
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   "cell_type": "code",
   "execution_count": 84,
   "id": "7ea0bab3-a66a-4fe4-8472-44c24b24739a",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
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          "Hong Kong SAR, China",
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    "# <center>Exercises</center>"
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    "    <b>Exercise 1:</b> Get WDI data on <b>patent applications by residents and non-residents in each country</b>. Create a new variable that shows the total patents for each country.\n",
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    "<div class=\"alert alert-block alert-warning\">\n",
    "<b>Exercise 2:</b> Using the <code>my_xy_plot</code> function plot the relation between <b>GDP per capita</b> and <b>total patents</b> in the years 1990, 1995, 2000, 2010, 2020.\n",
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    "<div class=\"alert alert-block alert-warning\">\n",
    "<b>Exercise 3:</b> Using the <code>my_xy_line_plot</code> function plot the evolution of <b>GDP per capita</b> and <b>total patents</b> by income groups and regions (separate figures).\n",
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    "<div class=\"alert alert-block alert-warning\">\n",
    "<b>Exercise 4:</b> Plot the relation between patenting activity by <b>residents and non-residents</b> in the year 2015. Make sure to show the 45 degree line so you can see how similar they are.\n",
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    "<div class=\"alert alert-block alert-warning\">\n",
    "<b>Exercise 5:</b> Create a static and a dynamic map for patenting activity in the year 2015 across the world. \n",
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    "<div class=\"alert alert-block alert-warning\">\n",
    "<b>Exercise 6:</b> Explore the relation between economic development as measured by Log[GDP per capita] and patenting activity. Show the relation for residents, non-residents, and total, all in one nice looking table. Also, produce a few nice looking figures.\n",
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    "Notebook written by [Ömer Özak](http://omerozak.com) for his students and anyone wanting to learn. Feel free to use, distribute, or contribute."
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    "[<center><img src=\"https://github.com/measuring-culture/Expanding-Measurement-Culture-Facebook-JRSI/blob/main/pics/SMUlogowWordmarkRB.jpg?raw=true\" width=\"250\"></center>](http://omerozak.com)"
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