{ "cells": [ { "cell_type": "markdown", "metadata": { "tags": [] }, "source": [ "# Plate Tectonics\n", "\n", "IN THE SPACE BELOW, WRITE OUT IN FULL AND THEN SIGN THE HONOR PLEDGE:\n", "\n", "“I pledge my honor that I have not violated the honor code during this examination.”\n", "\n", "**PRINT NAME**: \n", "\n", "If a fellow student has contributed significantly to this work, please acknowledge them here:\n", "\n", "**Peer(s)**: \n", "\n", "*Contribution:*\n", "\n", "\n", "By uploading this assignment through Canvas, I sign off on the document below electronically.\n", "\n", "----" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Downloads from the Internet \n", "\n", "We will need some files from the internet that will be used in this assignment. If you get errors in the following cell block, it probably means the machine (or the node in a cluster) you are calling this command from does not have direct internet access.\n", "\n", "**Note**: If you are on the Adroit cluster in Princeton, please make sure you are within a *Jupyter on Adroit Vis* session since this node has internet access. You can use any other session for the remaining cells in this notebook; *Jupyter for classes* is suggested since a dedicated class environment (GEO203) with all necessary modules has been created for this course." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "tags": [] }, "outputs": [], "source": [ "import os\n", "import requests\n", "from pathlib import Path\n", "\n", "# Define the list of remote files to retrieve\\n\",\n", "remote_urls = ['https://portal.globalseismology.org/files/DATA/GLOBALTOPO/ETOPO1_Ice_g_gmt4.grd']\n", "path = 'Files/'\n", "\n", "# loop through all remote URL and download the files\n", "for remote_url in remote_urls:\n", " # Define the local filename to save data\n", " # get the trailing filename after the last / of the path\n", " local_file = path + os.path.basename(remote_url)\n", " \n", " if not Path(local_file).is_file():\n", " # mke the directory if it does not exist\n", " if not os.path.isdir(path): os.makedirs(path)\n", " \n", " # Download remote and save locally\n", " r = requests.get(remote_url, allow_redirects=True)\n", " open(local_file, 'wb').write(r.content)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "----\n", "\n", "## Part I: Plate Tectonics\n", "\n", "The theory of plate tectonics posits that the Earth’s lithosphere (crust and upper mantle) is broken into a number of jigsaw puzzle-like plates which move relative to one another over a plastically-deforming (but still solid) asthenosphere (and mid and lower mantle). The boundaries between plates are narrow zones marked by a variety of topographic and tectonic features, and there is significantly less (but still some) tectonic activity in the interior of plates.\n", "\n", "You will be exploring some of the evidence on which plate tectonics is based, and analyze data that are used to interpret plate tectonic processes. \n", " \n", "### Topography of the continents and bathymetry of the sea floor \n", "\n", "We are all relatively familiar with the topography of the Earth’s surface above sea level, but less so with the bathymetry of Earth’s surface below the sea level. Before this bathymetry was known, most people assumed that the sea floor was relatively flat and featureless, and personal experience with lakes and rivers suggested that the deepest part would be in the middle.\n", "\n", "Actual mapping of the sea floor, however, revealed some surprises. Such mapping began in the 1930’s but accelerated during World War II with the advent of submarine warfare. Princeton Geosciences Professor Harry Hess played a pivotal role; as captain of the USS Cape Johnson, he used the ship’s echo sounder to \"ping\" the seafloor and measure depth profiles as the transport ship traversed the Pacific Ocean. After the war, this data led him to propose the process of seafloor spreading, a hypothesis crucial to the development of the theory of plate tectonics.\n", "\n", "\"drawing\"\n", "\n", "*Image: Harry Hess with a blackboard*\n", "\n", "\n", "\"drawing\"\n", "\n", "*Image: USS Cape Johnson*\n", "\n", "Modern methods to measure bathymetry include:\n", "\n", "- Multi-beam echo sounders that map a wide swath of the seafloor.\n", "- Satellite measurement of variations in sea level due to variations in gravitational pull over bathymetric features – sea level is slightly lower over low spots on the sea floor and slightly higher over high spots.\n", "\n", "\n", "\"drawing\"\"drawing\" \n", "\n", "*Image: (left) Various methods of seafloor measurements made onboard a ship (right) Satellite measurements of variation in sea level due to variations in gravitational pull over bathymetric features.*" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import os\n", "os.environ['PROJ_LIB'] = os.path.join(os.environ['CONDA_PREFIX'],'share/proj') # This is required for Basemap plotting to work\n", "\n", "from mpl_toolkits.basemap import Basemap\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "fig = plt.figure(figsize=[14, 7])\n", "# lon_0 is central longitude of projection.\n", "# resolution = 'c' means use crude resolution coastlines.\n", "m = Basemap(projection='robin',lon_0=0,resolution='c')\n", "m.drawcoastlines()\n", "# draw parallels and meridians.\n", "m.drawparallels(np.arange(-90.,90.,30.))\n", "m.drawmeridians(np.arange(-180.,180.,60.))\n", "m.drawmapboundary()\n", "m.etopo()\n", "plt.title(\"Earth's Topography and Bathymetry\",fontsize=20)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "*Image: topographic map of Earth*\n", "\n", "### Mini-tutorial\n", "\n", " - **Opening netCDF files with xarray**\n", " - **Making a topographic map**\n", " - **Plotting a topographic cross-section**\n", " - **Finding the maximum and minimum values in 2D data**\n", "\n", "We use ice sheet elevation from [ETOPO1](https://www.ngdc.noaa.gov/mgg/global/) Global Relief Model. In this tutorial, we will read a `netCDF` file using the `XArray` module and then make a topographic map of the United States and a cross-section across it. `NetCDF` (network Common Data Form) is a file format for storing multidimensional scientific data (variables) such as temperature, humidity, and pressure. Feel free to use the codes from this tutorial to plot the topography within region you are curious about. \n", "\n", "**Note**: Plotting the entire Earth may cause the Python kernel to die! Hogs too much memory! If you want to look at the global map, please look at the image above or the physical map in the precept room." ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "import xarray as xr\n", "import numpy as np\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.Dataset>\n",
       "Dimensions:  (x: 21601, y: 10801)\n",
       "Coordinates:\n",
       "  * x        (x) float64 -180.0 -180.0 -180.0 -179.9 ... 179.9 180.0 180.0 180.0\n",
       "  * y        (y) float64 -90.0 -89.98 -89.97 -89.95 ... 89.95 89.97 89.98 90.0\n",
       "Data variables:\n",
       "    z        (y, x) float64 ...\n",
       "Attributes:\n",
       "    Conventions:  COARDS/CF-1.0\n",
       "    title:        ETOPO1_Ice_g_gmt4.grd\n",
       "    GMT_version:  4.4.0\n",
       "    node_offset:  0
" ], "text/plain": [ "\n", "Dimensions: (x: 21601, y: 10801)\n", "Coordinates:\n", " * x (x) float64 -180.0 -180.0 -180.0 -179.9 ... 179.9 180.0 180.0 180.0\n", " * y (y) float64 -90.0 -89.98 -89.97 -89.95 ... 89.95 89.97 89.98 90.0\n", "Data variables:\n", " z (y, x) float64 ...\n", "Attributes:\n", " Conventions: COARDS/CF-1.0\n", " title: ETOPO1_Ice_g_gmt4.grd\n", " GMT_version: 4.4.0\n", " node_offset: 0" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Read ETOPO1 topography data file\n", "ds = xr.open_dataset('Files/ETOPO1_Ice_g_gmt4.grd')\n", "\n", "# Display the content\n", "ds" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Plotting the topographic map of the United States\n", "# WARNING: Plotting the entire Earth may cause the kernel to die\n", "\n", "min_lon = -130 # left-boarder of the map\n", "max_lon = -60 # right-boarder of the map\n", "min_lat = 20 # lower-boarder of the map\n", "max_lat = 50 # upper-boarder of the map\n", "fig = plt.figure(figsize=[9,5])\n", "obj = ds.z.sel(x=slice(min_lon, max_lon),y=slice(min_lat, max_lat)).plot()\n", "# a line representing the cross-section in the next figure\n", "plt.plot([-125, -65], [37, 37], 'k')\n", "plt.xlabel('Longitude', fontsize=12)\n", "plt.ylabel('Latitude', fontsize=12)\n", "plt.grid()" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/opt/export/course/geo203/anaconda3/envs/fall2022/lib/python3.9/site-packages/xarray/core/indexes.py:234: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n", " indexer = self.index.get_loc(\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Plotting a cross-section\n", "plt.figure(figsize=[15,4])\n", "ds_slice = ds.sel(y=37, method=\"nearest\").sel(x=slice(-125,-65))\n", "plt.plot(ds_slice['x'], ds_slice['z'], 'k', label='topography')\n", "plt.plot([min(ds_slice['x']), max(ds_slice['x'])], [0, 0], 'c', label='sea level')\n", "plt.grid()\n", "plt.xlabel('Lontitude (degrees)', fontsize = 12)\n", "plt.ylabel('Elevation above sea level (m)', fontsize = 12)\n", "plt.title('Topography cross-section', fontsize=14)\n", "plt.legend()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "The lowest point is at (lon, lat) = (-65.45, 20.00) and 8081.00 m below sea level.\n", "The highest point is at (lon, lat) = (-121.77, 46.85) and 4161.00 m above sea level.\n" ] } ], "source": [ "# Here is an example on how to determine the location of the highest and lowest points in the United States map\n", "# Don't be surprised when you notice that the lowest point is outside the US\n", "ds_usa = ds.sel(x=slice(-130, -60),y=slice(20, 50))\n", "\n", "# min/max elevation\n", "ds_max = ds_usa.where(ds_usa==ds_usa.max(), drop=True).squeeze()\n", "ds_min = ds_usa.where(ds_usa==ds_usa.min(), drop=True).squeeze()\n", "\n", "z_min = ds_min.z.data.item()\n", "z_max = ds_max.z.data.item()\n", "\n", "# finding the location of the min/max elevation point\n", "lon_min = ds_min.x.data.item()\n", "lat_min = ds_min.y.data.item()\n", "lon_max = ds_max.x.data.item()\n", "lat_max = ds_max.y.data.item()\n", "\n", "print(\"The lowest point is at (lon, lat) = (%.2f, %.2f) and %.2f m below sea level.\"%(lon_min, lat_min, abs(z_min) ))\n", "print(\"The highest point is at (lon, lat) = (%.2f, %.2f) and %.2f m above sea level.\"%(lon_max, lat_max, z_max))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### TO DO" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Question 1** Checkout the topographic map above and focus on the Atlantic Ocean between North/South America and Eurasia/Africa using the tools discussed above. Note that the deepest part is not in the middle; instead there is an underwater mountain range that runs down the middle of the ocean. This is termed an ocean ridge or spreading ridge (more on spreading later). Note that while the ridge is a topographic high, it also has a valley (the \"rift valley\") in the middle. Also look at the ocean ridges in the Indian, Pacific and Southern Oceans.\n", "\n", "About how high does the mid-Atlantic ridge rise above the deep part of the Atlantic Ocean floor? Please make a cross-section plot of the bathymetry building on the tools provided above." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Answer**:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

\n", "

" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " \n", "**Question 2** A \"mid-ocean\" ridge isn’t always in the middle of the ocean. Describe the position of the ridge in the Pacific Ocean called the \"East Pacific Rise.\" Please include a cross-section plot of the relevant portion of the Pacific Ocean to support the description." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Answer**:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

\n", "

" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Question 3** Where is the only place where a \"mid-ocean\" ridge rises above sea level (hint, follow the mid-Atlantic ridge northwards)?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Answer**:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

\n", "

" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Question 4** If the Earth’s lowest spots aren't in the middle of the ocean, where are they? Focus on the west coast of South America and note the deep linear ocean trench about 100km off shore that runs along the length of the continent. Describe the locations of two other trench systems." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Answer**:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

\n", "

" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Question 5** Where is the lowest point on Earth's seafloor and the highest point on Earth's land surface? What are the elevations of those points? Which is greater, the elevation of Mt. Everest above sea level or the depth of Challenger Depth below sea level. By how much in absolute and percentage terms? Does this surprise you? \n", "\n", "**Note**: You will have to focus on both regions with `Xarray` and then use the tools above to get the range of values. Working with the full global data will likely throw an error!" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Answer**:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

\n", "

" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "----\n", "## Part II: Seismicity\n", "\n", "An earthquake is a vibration of Earth caused by the sudden release of energy, usually as an abrupt breaking of rock along planar fractures called faults. An earthquake initiates at its hypocenter or focus at some depth below the land surface or sea floor. The epicenter of the earthquake is defined as the point on the Earth’s surface above where the earthquake initiated.\n", "\n", "But only rocks that are relatively cold and brittle (the Earth’s lithosphere) can be broken in earthquakes. Rocks that are hot and ductile (e.g. the Earth’s asthenosphere) will deform without breaking, and therefore do not produce earthquakes. By observing where earthquakes occur, both horizontally and with depth, we can learn where stress is concentrated and infer the material properties of the Earth.\n", "\n", "In this section, we will examine the distribution of earthquakes. You will notice that most of them are near plate boundaries. Each type of plate boundaries has a unique moving pattern shown in the image below. Keep this in mind when you look at the earthquake epicenter plot later in this section.\n", "\n", "\n", "\"drawing\" \n", "\n", "*Image: Three major types of plate boundaries.*\n" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "import json\n", "import numpy as np\n", "import plotly.express as px\n", "import plotly.graph_objects as go" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [], "source": [ "def cutoff_track(lon, lat, cutoff_lon):\n", " \"\"\"\n", " Insert nan between two points that cross the cutoff lontitude. \n", " Avoid horizontal line when plot the track\n", " \n", " Input Parameters:\n", " ----------------\n", " \n", " lon: longitude array\n", " lat: latitude array\n", " cutoff_lon: divide the curve at this cutoff longitude\n", " \n", " Return:\n", " ------\n", " \n", " lon, lat: updated arrays\n", " \"\"\"\n", " xtrk = np.mod(lon - cutoff_lon, 360)\n", " is_cross = np.where(np.abs(xtrk[1:-1]-xtrk[0:-2]) > 90)[0]\n", " nans = np.empty(np.size(is_cross))\n", " nans[:] = np.nan\n", " lon = np.insert(lon, is_cross+1, nans)\n", " lat = np.insert(lat, is_cross+1, nans)\n", " return lon, lat\n", "\n", "def load_plate_boundaries(filename):\n", " \"\"\"\n", " Input Parameters:\n", " ----------------\n", " \n", " filename: input JSON file name containing the curve locations\n", " \"\"\" \n", "\n", " # Opening JSON file\n", " f = open(filename)\n", "\n", " # returns JSON object as a dictionary\n", " boundary = json.load(f)\n", " \n", " f.close()\n", "\n", " boundary = np.array(boundary[1])\n", " lons = boundary[:,0]\n", " lats = boundary[:,1]\n", "\n", " lons, lats = cutoff_track(lons, lats, 180)\n", " \n", " return lons, lats\n", "\n", "\n", "def plot_earthquake_map(catalog):\n", " \"\"\"\n", " Input Parameters:\n", " ----------------\n", " \n", " catalog: dataframe containing earthquakes\n", " \"\"\" \n", " \n", " rlons, rlats = load_plate_boundaries('Files/ridge.json')\n", " tlons, tlats = load_plate_boundaries('Files/transform.json')\n", " hlons, hlats = load_plate_boundaries('Files/trench.json')\n", "\n", " \n", " fig1 = px.scatter_geo(catalog, lon=\"ep.lon\", lat=\"ep.lat\", size=\"centroid.MW\", color=\"ep.depth\", \n", " labels={\"ep.lon\":\"longitude (degrees)\", \"ep.lat\":\"latitude (degrees)\", \"centroid.MW\":\"Moment Magnitude\",\n", " \"ep.depth\":\"depth (km)\", \"ep.timestamp\":\"origin time\"}, \n", " hover_data=['ep.timestamp'])\n", "\n", " fig1a = px.line_geo(lon=rlons, lat=rlats)\n", " fig1a.update_traces(line={'color':'skyblue', 'width':3})\n", " \n", " fig1b = px.line_geo(lon=tlons, lat=tlats)\n", " fig1b.update_traces(line={'color':'lime', 'width':3})\n", " \n", " fig1c = px.line_geo(lon=hlons, lat=hlats)\n", " fig1c.update_traces(line={'color':'orangered', 'width':3})\n", " \n", " fig = go.Figure(data=fig1.data + fig1a.data + fig1b.data + fig1c.data, layout = fig1.layout)\n", " fig.update_xaxes(range=[-180, 180], tickvals=np.arange(-180,190,30))\n", " fig.update_yaxes(range=[-90, 90], tickvals=np.arange(-90,100,15))\n", " fig.update_geos(projection_type=\"robinson\", lataxis_showgrid=True, lonaxis_showgrid=True)\n", " fig.update_layout(title_text=\"Global CMT catalog (N = %d earthquakes)\"%len(catalog), title_x=0.5)\n", " fig.show()" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/tmp/ipykernel_335290/1742011327.py:2: DtypeWarning: Columns (15) have mixed types. Specify dtype option on import or set low_memory=False.\n", " cmt_cat = pd.read_table(\"Files/Global_CMT_1972_2018.csv\", delimiter=',')\n" ] } ], "source": [ "# Read earthquake catalog\n", "cmt_cat = pd.read_table(\"Files/Global_CMT_1972_2018.csv\", delimiter=',')\n", "cmt_cat = cmt_cat.sort_values(by=['ep.depth', 'centroid.MW'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
\n", "

Review

\n", "

Feel free to adjust the filter parameters in the cell below to have more or less earthquakes on the map. You may hover the dots to get the information of the earthquakes. The colors of the lines indicate the type of plate boundaries: Red is a Trench, Green is a Transform, and Blue is a Ridge boundary.

\n", "
" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/tmp/ipykernel_335290/2441878313.py:18: RuntimeWarning: invalid value encountered in remainder\n", " xtrk = np.mod(lon - cutoff_lon, 360)\n" ] }, { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "customdata": [ [ "1995-12-02 17:13:16.400000" ], [ "1999-10-16 09:46:44.100000" ], [ "1987-11-24 13:15:56.300000" ], [ "2004-08-28 13:41:27.900000" ], [ "2011-06-05 11:51:12.000000" ], [ "1976-07-11 20:41:47.500000" ], [ "2009-11-17 15:30:45.400000" ], [ "2014-06-14 11:10:59.800000" ], [ "1979-04-15 06:19:41.400000" ], [ "2002-10-23 11:27:19.400000" ], [ "2009-08-10 19:55:35.600000" ], [ "2002-11-03 22:12:41.000000" ], [ "1992-06-28 15:05:30.700000" ], [ "2002-02-03 07:11:28.400000" ], [ "1988-01-22 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90qV/PcNx0sQzGO34/fvJOHLyoskiDcT+nyNnkZWV9yNkYWFeYKWwvAgSC+y7vfu5mut0hCkmwWtcvh6kIrP8/LPBffBql3YqqsHoBiOFr3Vtr54vpvIxXZIRPBII1mAZK9IvKEEiKdfGb9P3U5S8umacV4tW/o4Vc0aphQPNSJQu3whEaFg0IqNjseqX7ar/Wm2VRpCYEsd0Q0PLjyAZqthp5FJfvIPvHb5/DNPMjM25ghAk9tWUd5JGkE5uX6rGiu+sD9/uiv5vPKgL4juEioVcFGIEVv+92bTTB4os//D1pyqVkimVTevXwIzPB+qIVG4zNDUtHXXbv6MiUiTLYoKAIFA8ERCCVDzHRXolCEBzcik8wNVhzbQogD5E+nULhs6ytiqrH0nQzu3QZ5RaZdYUqXIjSMzPb/LSB8rp1Gowtu09ii/nrNSl4Oj3Rz99xFSCRKlnSj4b66ex6WDoeGspRDyWTijT2LiaXtgEiWTl2V6foMMzjTHts/65ztQrN4IwYuK3uhQj/QNJ4kYM7KU+yosgmdqG4ZgzkjVq0mJ8OaIfur7YIkcfNSeU6XAuTg5o13OY0XsxlSBpRLvHS60x/uO+D+FhOE48QCOzTEtzc3E0mSA9yddCXgSJ1yV57/fJNF3qodYXEiFioM359Zv2YPzMFQ/JltNx7zdsmnKoV80fo1IvDa2gBIn1Lhy/vEyL+pJcfvPD72q+GbP9v89XNXAaQSIpYOqcoRWUIGl9pIQ7pdxZe9S62xB1/8RB3x6XIJn6TtIIEskuo6fcs2v0h6/l6IsW5coNW6YQMmJKXBmxZrSWRqLEe+vWsRW8PdyMns5UQEZ1SbDEBAFBoHgiIASpeI6L9EoQUMSDf0j1nX3CwtXs2PhEhVBmZqZyNvIiSNpeQNvWzngotUcrGD63+ztFJnIjSEyvadxxoCq05qqyVrRO53DwO93xVLXyqqZm1z8nMGHW9zny600lSKwZYu3QgslDlLhCfmbM8R42foHaP4kpiXR+aIVNkFQUoe+nRusLtD5r9WP8nemLJJas44mJS1BS2KYQpIK0YUiQKMgxbsZ3Dyn7sT+sf2AdxNpvPler3UzFMxYtMJUgaQ61YXRRw8LYOLHuqU33ISpyxcgLa1dMkflm6uCkuSvzmxqwtLDIEenM9wRARR9zq0HSzqczTGGAe6GRKlWVe48tX7NFpQxq+45pCxiGEQm2weghhQly2/OpoARJU2Fk6t6rndsZvc2na1VSqXHzlv2iIkqs+WFaaMWyfqqGhvfMuqInRZC0sdYIkpZiRlXDeZM+KjSCVJB3kkaQtIvzHbtq3hidOiE/196bTKM1JlJiZ2ujE87hM8Bawr/2HMlBoHMT1xGCZMoTKccIAv8uAkKQ/l385eqCQJ4ItO0xTK1M5iZcwNSdmm3eypMgac7zirmj0KD2g1Qbrmg36ThQ/fH/Y+VU1Y/cCJKWJqPl3WuCCkumf4KmDWrq7kHLz3+UCBLrXVj3wtSV7+eOzlWUggSR+x0Zc7xJXnb+cxx9X3kBFG54EgSJKUr1nn9PKZYZbnqqAbHznxP46LOvdXs2aZ9rUS5jBElfBY3HF6QNQ4Kk1UUYc9KHfD5fKRRSlpoqWpS5JtE9uHmhTvGM1zeVIPFYOvbGFN74nbFx0idqjFT8tfuISQQpMSlZLQjkZ1Qb+/vXr/M7LMf3phAkwwYZWaXMt5urky7dkqp4Hd8YrQi6Ye0gI0uMMBlK0mvtFpQgaTLlxqIxhn0lqddPpdO+18REioogcQwbvNBfzbnDf3yT4znPLYKUmJTy0HgaijQU5J2kESQSmDMXr6kFA753Fk//RJf6qEV2l84cjib1apg8l6hKyPRoEk/9/em0BljTWfuZfpJiZzKicqAg8O8gIATp38FdrioImIQAJWYHjp6jCr5nj//goX2QTCFI2oo2FbaY0qQZIy2MuOinRuVGkLQ0Pa2OSXNO9J0Hrq5PmbdaqZk9CkFibn6Xtz9TKX8s5n/v9Y456nuYxjR36Qbl1NPxz83xNgS2sCNI+qSLKTJ0rDRj+hBrbEgo6QxT2pr3otnm7QcxctK3OSJIa37dqeSFDVebtVQtU9owJEha9JFpQKyT0mSQtfofRm7++nGack61lClNhY11LYdPXlD9Z1qZKTVIudWJ5EWQqGTWssuDCIIpESSTHppHPKigBIlEmYSeNUeTR78LKvTRSOCf6z1CLWxsWfWVTg6azwfTVDmPc0sjLShB4vW0CK2xyCtl+Cl44u7mrOoNDet+SPC4XxMlrE0lSBrB1lTcNLhz2yjWMILE47XUXkYxNRlsSmVzUYH1jvpzTpNM37lulpLPp3H/qfdHzlSET6tjKsg7SV+kge2NmvytiqJRNGTmuAHqvaMtMnAhZMXc0boFFx7PiNGp81dVjSOx42KMJt2vzYFmLw9SeBtuqEslPCo5GqsPfMSpK6cJAoLAE0BACNITAFWaFAQKEwFNQpltUmSheuWyKjWKuf1UXqJaUl4pdiRRfT6crNS1SJIonkCFpnnLf1Hd3P7TTJT0dlf/rREkrkg/27qBkp3++9AZVcSsvz/Rut93q1Q6OuBaKhtV7uiw0B6FIPE8pi/RYafxnlo2qg17e1tcunYbB49fUGmH773+Uo6NYg0JhCH2T4Ig6feT6UrcE4WkiLLdVP+jYAHJHo2pZ3TsWHty4Nh59Zl+BEmrNSMJpjx4amqawtrLw83kNozJfHN8F/3wu2rrlU5tlWTztys3Kced8tOUETfE3JjymikESavX+H3F5BwqaWw/LyI7Z8kGlZpE+zcIEkkLiRGN+1lRRIEKjkydc3Vx0s1tfk/H9of121CutI+Svt96P52K85+1Xto+QjxWi/4Rz4FvvIyEpGSs/nWnwp5744wd+oZumnL8GcWgMQrCc969r+zGVFPDPasM5zeff85xGtPYSDjCwqNx9HSAqunTUv8+nrBQRero8LPdsIgY3Z5GPNdUgqSJvvAdQaGB4LBIvN61vRpnpkoaijQYI0gUrPh0yhIVRaLyHlN4uZeWpvinP+eYFsj0QKbBdWjXRMmVM1KtmUaQCvJOMpT55uJM/5EzFV7640OZfL77KCjSrUMrONrb4sKVW9iy85CKKnHBSFvI4Lu1Xu0qsLG2UmqRXIDi4gjfT/qmEXFTtzMwHG/5XRAQBIoGASFIRYOzXEUQeCwE+Id71uJ1arVS30hQKCn9UvsmqFQue4+VBSs2YuGKjdDf6yYmNgETZq1Qf7Q14x/9aZ+9n2O/GO4lxM1P6YxoZIfHM32Kq+TaZrR0LD+f/l0OR4WOV9WKpVU9hv5qtqk1SFq/6ERSPYrOnL7Rcez6Qgv07tJOETOtFmhg3874oG/nXPHVEaRdy3OkkPEELR2KTvGkUe8UaIxY8zDp61W6vVt4MsnI6EGvoU7NimrzUEowa8Y+9+jYSu1Z1PeV5zF8QLZIA+27n/5Ux2t7D2k1Kqa2YWzMOUaLV21W19OMDimdcwp/6Bsd9NW/7FT7t5Qu6YW2zZ9WhJrOn6Zulhc4JMeUSjZGVvMaJ25eSnl2GgUeGM0sSmNN09PPvmv0knwGSPg04z49rB/Tf376dH9WOdTGjA77jEU/5ZD5Jj4k1HSiNeOzyvEzZqzRYa1OfsZ9q6Z8/aMaM32jkMioD3or0kWi8uFnc3O8Q/g9Izd8vxz4fYFaeNFEN3ITaWD0hO8JbcNYXo848bllNMqQ6GoESb9GjYs2rN2atXi9rrsUE2EqHZ97fYLE/nCbAS4GaUZZ/5uBIeozTfWyIO8kEjmSmLO7vtMpN8YlJKnFGS50aHLfTGFcse4v1Vd9uXa+O9/v00kR6POXbqjIuSH2nMsUftAfa/Zfex+Z8lzlN+7yvSAgCDw5BIQgPTlspWVBoNARoBNwLyQSzOP38/VUK7AFMf6R5wqsu5uLKtDOy+jYhEVGw9fLXUeMDI/XjvFwc1akpTCNTlRoRDRiYuLVan5+/S3MaxekLaYpRXAjUDdnlf6nb1wZD7wbBjs7G5Tx884ho214Dd7vnXvhcHCwVftPaVaQNoz1mylft++EqggHU+u4T5Mp9kr/CYpAavvj5HUO69n6DJqkoghMK+O+O/814z3eDgpRG+7SQWaRfn7G5/X23TCldEaRDkNnOb/zC/o9+8b0M0qI83nR9ijT2mH6JCNhfH+U9PbIV5I6r+tzXt0LjVBjbW9XsPeQ1q72PuNGyqwrzK3ujc8GI+YUp2G01phEutbmk3gn8fokkhRZ4XvOycHuIWiYcnnvvpKdr2cJXVqr/oGMUH7w6RyjkaWCjrUcLwgIAk8WASFITxZfaV0QEAQEgWKNAKNWv23bjwa1qyinmc7zxq371V5SmiiHKTegCXnkJ39uSltyzP9PBAoiDPK/hhAjb536joGVlYXagiAvkve/dm/SX0Hgv4iAEKT/4qjKPQkCgoAgYCICTNtktMjQTN34Uv88pkwtW/2HqhFjrZiYIFAQBP6rBIk1Th+Mnq1qEJfNGoHGT1cvCCxyrCAgCPwLCAhB+hdAl0sKAoKAIFBcEKDzdvbidZVOxxQm1plR+Yw1ZQU1Rp/+2p1d58a6OKZNiQkCpiJABTvWrFH8oaDpw6Ze4984jqI4R04GwMnRTinliQkCgkDxR0AIUvEfI+mhICAICAKCgCAgCAgCgoAgIAgUEQJCkIoIaLmMICAICAKCgCAgCAgCgoAgIAgUfwSEIBX/MZIeCgKCgCAgCAgCgoAgIAgIAoJAESEgBKmIgJbLCAKCgCAgCAgCgoAgIAgIAoJA8UdACFLxHyPpoSAgCAgCgoAgIAgIAoKAICAIFBECQpCKCGi5jCAgCAgCgoAgIAgIAoKAICAIFH8EhCAV/zGSHgoCgoAgIAgIAoKAICAICAKCQBEhIASpiICWywgCgoAgIAgIAoKAICAICAKCQPFHQAhS8R8j6aEgIAgIAoKAICAICAKCgCAgCBQRAkKQighouYwgIAgIAoKAICAICAKCgCAgCBR/BIQgFf8xkh4KAoKAICAICAKCgCAgCAgCgkARISAEqYiAlssIAoKAICAICAKCgCAgCAgCgkDxR0AIUvEfI+mhICAICAKCgCAgCAgCgoAgIAgUEQJCkIoIaLmMICAICAKCgCAgCAgCgoAgIAgUfwSEIBX/MZIeCgKCgCAgCAgCgoAgIAgIAoJAESEgBKmIgJbLCAKCgCAgCAgCgoAgIAgIAoJA8UdACFLxHyPpoSAgCAgCgoAgIAgIAoKAICAIFBECQpCKCGi5jCAgCAgCgoAgIAgIAoKAICAIFH8EhCAV/zGSHgoCgoAgIAgIAoKAICAICAKCQBEhIASpiICWywgCgoAgIAgIAoKAICAICAKCQPFHQAhS8R8j6aEgIAgIAoKAICAICAKCgCAgCBQRAkKQighouYwgIAgIAoKAICAICAKCgCAgCBR/BIQgFf8xkh4KAoKAICAICAKCgCAgCAgCgkARISAEqYiAlssIAoKAICAICAKCgCAgCAgCgkDxR0AIUvEfI+mhICAICAKCgCAgCAgCgoAgIAgUEQJCkIoIaLmMIPD/FYEzZ87g559/RoUKFQoFgoyMDFhYWBRKW5mZmTA3Ny+UtrKysmBmZlYobbGRwmwvv7Y8PLxx63o8LgdE5Oi/u4czfEu648C+QERGJJl0b84u1qhYuQRiYqLBsSpb3hW16nghLCwEKSkpD7WRX99Muuj9gwqzrcIeg8Kca4X5DNy8eRPdu3dH9erVCwK1HCsICAKCwH8aASFI/+nhlZsTBIoegcuXL+PSpUs4deqU+nF3d4ezszOeeuqpR+5Meno66GDyh+TIysrqkdviiWyPTiYJjaWl5WOTJLbHH7bFn8e11NRU1bfHvU/2g5ixPVtbW6Pd8vX1hbWFJ8aN3pfj+/IVPfDWu40wftQe3Lwerfsu6/5/5UUFS5ZyQgkfW8RERMPZ3w31mvqj9TP+uBgSjoyMzBzXIW4cU31ymersoIz7AAAgAElEQVRYwmhfMy2skGbrnC+8TqFX4BRyRXfc3VovwiYhJ/njl2YZ6bBKitUdZ56ZpvvdLD4KGSlJhTKmHAPeJwkc7/Vx50haWpqavyT3/Hmc9s6fP4+YmBiEh4ejXr16ePrpp9ViRsWKFfPFWQ4QBAQBQeC/ioAQpP/qyMp9CQJFiACdq3379uHAgQOKHNHJatCgAerXrw8fH59H6gmdQDr2/KEDSAf/cQgDndPk5GQVxaCTamdn91iOJW+KfUtKSlJOqqOj42NHkOhIx8fHq3acnJweCTfDkxISEpRjzv4Zs4T4VHw94wjOnw3N8XWvPjXx24ZLOPB3YI7Prewt4VbOFU7ejogPTVTf1e5VHVYO1ihRzlV37I0fziDxdjTK9qkNhzIuhXIvpjbSwM0CbUq76Ijv1JPhpp6qO653JRf4O1iq8eC4cL6cjs7AzjsJOdoq7fgwWS/t9OAzWwszeNllk2aSGg/zbHJjY2Oj5vTjRB35jHBOk3xZW1urn0d9RkJDQ3H8+HEcO3YMR48eRbVq1dCsWTM0b94cJUoYJ6wFBlVOEAQEAUHgfwQBIUj/IwMl3RQEihsCsbGxmDdvHiIjI8GoUePGjZUz1bJly0d2+ujIk8DQ8aNpTt/jOJEaMWKbGtF63LQ6tkniQcfZ3t7+sYkW71VrU+tjYYw3sSSJy4tshYclYkj/v2BnbwVb22xHvko1d9jbW2HmlIOo0LYsvGt6wdHLHm7l3GDt8MD5Dzx8Bwe+PoKOc56Dg6d9ji5fWn0O6dcj/xWC1NjDGvXdzOHg4IDAhHSsvhJTYDhJkDTyQwKSmJiIY1GZOBKZXuC2DE+wsTCDp4053K0Akik/Zzu42jx62ijnjraYwGuRJJGAPepzw/b279+v+yFZcnV1xaBBgwqNuD82iNKAICAICAJPEAEhSE8QXGlaEPgvIsBI0e7du5XzVKtWLXTq1AmtWrV6rFvlirrmzNO5e5yVcP2OcHWdPxrRepxUJK1dEi06y2yTq+50wtnuhQsXcO3aNfXD9CTeDz+ns3n79m11nLe3tzqHKUx0aEky27dvj9KlSyMuLk4dz0hFbkYyypqRGzduqDZJfC5evKjS1hjpYN94flJykoqS9X71VZU6tXv3Hnh5e8G/VCn4+fmptEf2wcPDA6eOhyA6Kgn2DtaIj0+FWVYWqtX0xOmTITh1JwEZtb1hYWM8bTDyRjT+GLoNtXvVwFO9auTo9sklJ2F+JxalXqwIW+/s6FVJWwtUre4BK6ucdV8qhTIrE9ZW1uo4L3tLMPJizIxFbIwdx8ge29XI4e34bNKdY35kZCE08QHhSebvSdm/tyvlAO/7kR/tnN2BMTgc/nA7jzX575/sbGWOMk7WqOxqDX9Hq1zvP79raZFX/ss5SqL0uDV7fNZ/++03nD59Wi2AtGnTBk2bNs2vK/K9ICAICAL/swgIQfqfHTrpuCBQdAhs27YNV65cwd69e5WD3bp1azzzzDPK6X8cowNLIkGCpK16P250h/0h+WC7bItpTI/rILLNOXPmKOJTtmxZHDlyBAcPHgLMzJQTevXKZVSqXBV29g4qqlSufEXVB5qdvT1Cgu+p41KSk3HtSgDsHBwREx2FxIR49fkXX3yB6OgYrFv3E2xt7VQbJUq4ISUlVREqEiczczNcu3oVTs7OqFe/CVJTU+Dl44vQkGD4ly6DqtVrKQxjY2JgY2uDn9esQLdu3TBv/nz1mZmZ+f06rgzUqVMH7/QbgLgYM6xcdha7t19DXEyauoaLsz1KeNgjLDQBtep4o36XKoiv5pljmEPOhSE1IRVRN6Jxeu15OHo5qMgSCZNmFuZmSpzB3PwB0SEJW7j8RVhY5iRIvF9G5Aoj7VG/oySynFuFla6oP7eINeeWIfFSJEuPdMWkZiAm9UHdlTGiZuwZIhHUyJIhUTPlmSOmWjSW859E6XEXCIgnF0f4ExQUpIhS+fLlFckXEwQEAUHgv4SAEKT/0mjKvQgChYzAli1bsHXrVuVosZ6oXbt2KFeu3GNfhavbGjGik0nnrTCMzjAjB1rNyKPWY/z4448ICAhASGgYwsPClMJXs2ZN4enpiV179sLGzhFBt2+hfsMmcPf0Rtly5WFvb5wsJsTH4ef1qxEbHYVzZ06q/rEeKCsLimD2H/gBbKytEBQcidCQeyhfoTISEuMRcP4sqlWvhZJ+/ur3s6dO4Py50wqrUWMn5QlXfHws7ty4BFs7O+zes08RRDq3lhZm8Pb0gbOjD35dex3xMba4diUGiYnZ6nJZmVkoXcYLWVlmCArMFi+o+nwFtB2VM1oQH5qAhNAEBJ8LA8lSyLmc9Uta5+rW8yGHRFp6OlJTUpGSmoIvprWAhWWiimwRz5IlS6p/2T+mhOUVQdO/6VmzZuHs2bOq1s3C0hJ3goLQo0cPFdXUNxIvtstUyMIyzjP2lwScba9ctQonT5yArZ09HB0ckJ6ehn79+qFSpUpGL6mRpttxaYpg5UeaXKwtFFmqWcLmoaiWKffEZ42RVI0oPepzoX8tRjB37dql6pX4DD/77LN47rnnTOmOHCMICAKCQLFHQAhSsR8i6aAgULQIXL9+HX/++Sd27NiBqlWrqmhRkyZNjHaCzqEmraz/r3awoewyf+cPjedqP8bO1b+gYTvGrqup3GlOq2GH9c/R6pGMXSM6Olo5kzR7e0fY2tkiIz27sJ7pbVTkYzoboxKMgLl7eCrnm8RHu69U1lGlZyAzIw0RERFw9/BQRMvFxUU50SRGmpqZGbKQhewoC5HhfxEiEgsSFTOz7O+14/ivMdMdc/8c7Xjtc0aQkGWBPdtvYt2q89mph1Y2uBwQiZSUdHUF/s/bxwmR4Yk5ZL17LnsJHhXdjF6XkaSLv19G8NlQFVFKSUhBVib7nok69XyRlpai7kcb9/c/rIfa9dxUemFKaioszM2RkZmJsmXKqGO08dOON7yoNhc4TxkR4Vg4O7sowlK2bBlFILV5ptXgcG5oc00bo4LMW/0+aPOI/dTUFRnl45wiSbaxtUVyUqIihbw39pEpjYwokpjo35/WFtu/k5SJu0lZuJGQifBU42PM45yszFDe3hy1XS3gmItgonZvhs+J4fOnYWFsYAvybB8+fFhFlbioQJLEH0ZaxQQBQUAQ+F9FQAjS/+rISb8FgUJGgOlz3K8oODhYpc/xp8x9p1Xf0aSDp+3pkt+/mqOmpdKxy1qNkSnnag5cXsfyO211nG1rdT+rV69W4hH+pUvj1V69VGQiLCwM/JzpgrWeqo3ge3cxYMAA7Ny5E3Hx8ahapYpaDf/tt99hYWmF/gM/hJ21GU6fOYtffvkZbq6ugLkFPho6CqGhIfDy8taRl++WLsDVy5dQuXJlRaao/HX9xg1V53MpIECl56WmZ6L3633h6OwGC7MMWJmlIy3TEhnILtDXJ0GGpMjY79nnaMTqAZEyN8uCBTKQmmWla5O+9LZN17Dp50sICQlGQnwsSpcui8BbCUhMeFBX41vSEUFBcYiPy04R1IyRpAZv1YaTd95plTu/3ItLe66qca5Tzwcx0TGwtbdHRHiYihp27FwedRrY4MSJEwqTqOhotG3TBjVr1lRpdkw5JHnUn2f6pNpwLnCMGanRyJXh9/xciyxqSoimzD1T57xWO8e5xTqdqKgoWFpZw9zCAk5Ojrh5/Qb8/UshKjoGzDbMzMpC5UqV8Morr+gk5rX+aPfJjLyAqGRciUlVxEkvQy/HmHjZWaBnWQfEpQPHw7NJfSUXa5R3zImf4f2SrGlCKPo1SrxnY/hxLJKT0xRhZx9ZQ2aplyapnXPnzh21sMKoM+Xjub8ShVvEBAFBQBD4X0NACNL/2ohJfwWBQkbgl19+AVPpGAVhPcGQIUMK7QqaBDEdKDqndH4Ly+jk3b17VxEfpvkw5WfgwIFYvnw5tm7bhsiICOVkV69RA7NnzdJdlnU5dnb2cHV1Q3h4GHr27IE1a9YiNjYGVlbWmD9/nqo3atSokSKJy5d/h507d6jvRo+bDG8fXzg4OCIyIhx7d2/HjWuXEXDhHDy9vDD4o4/w1VdfISMzC35+/rB3cISNjTX6vjsoR/2HOTJhbZ6GtCxLZGQ9unpZblham6Uq0qW1bWVmhrMngvHt3GPqlKtXAlDCzQ3e3r4IvBWDyMgHm8D6lnRC0O0YxBsRNdCu98GEFkhgVKiG10PqdQGbruDAN4eRkZGGytXcEBEZgTJlKyA8LFSlEPbr3wzpZmdw7PhxJCclYejQoaqWhaYpseUmSf44c0eTZNdENR6nLcNz2TbJHec45yMjKSQg/Jcy99wPbNeu3YrK8pngvOTcYroq5xnJRG7Gti+EJ+BWshmux2cgJSP36JLWBgUuKrnYqLQ8Eqa82tb6Y6iemJbGCCgQHp6IMydDEHQrVol4WFiYw93DDlWqu6NGLU9kZGTB0enha1DhklE+4vLSSy+pHzFBQBAQBP5XEBCC9L8yUtJPQaAQEaAa2saNGxUxooQvlehYy1FYxhV7jRxp+70URtu3bt3CoUOHEBwSgnZt26przJu/QIkglK9QAV/PnatWsFevXqOcUd7b6NGjdZcODAxUROrq1atK/ICpg9//8AMCb99WEQ/+lC1XDp98/LFy1lmLFBwShpq16+Ls6ZPo1vN1lPQrhbtBgZgzcxLS09LwxhtvoGPHjjrBiu9WrMCa1athY2OrS6dasPRHMO2O6Vc0azNGbLKQmlV4hFG7SUahbMxTkZyZXddlZWEOs8xMfPDmH4iJjkZYaDCSk5OUGETNmjUQEZ6EWzcfiCt4+zgiNDgB0dHZEQljZmdnhblLnse3y84gydoC1TpVhneNbCGHM2vPK+EGtxK2cHEFLl0KUEIVxIoRo8GftEJk3DGcO38epfz8VG0b983SjJuWMn2xMMQ6DPvOdDwa5z8jIYyWUn3w7Nlz6vcKFcorKetHMY2A5VZTx/TMv//+W5H6oDv34OTiipPHDqt7pYoh5x4FUDinmZ7GqBg/d3NzU31j3/nvnTRLXIhJV9ElU0wjS8197cBaJmOm7Q+mqShmpGfh7z238cdvV9RcyMvqNy6JHq9Wh4urDRwcH57PjBRu2rQJ586d0xEl3pOYICAICALFGQEhSMV5dKRvgkAhIxASEqIiLKwXeP755/Hyyy8ruefCMm3PITpcXEmns1hYxpqVXr16qdSktm3bqqjPwUMHYW5mBktLK5WWReU3pmpt375DCRRkpKejXbu2ePfddzF27FjllJcsWQqubiVw8/pV+Jf2V6SBiWrpmZlo0/Z5JMSGo23bNqAIQHh4BCytLFU0QMkmW1mreyLpY70LnVgKA+gbU76WLl2KmJg43L0bhNJlyuDK5cuoXqOmIgs9e/REo8aNYWbjAhcyiEI2S7N0mCvylb1fkXlmFn776SJ2bb2hojhMK3R0dECZMmVhx/qqjCycPhms64W7uz0SE9MQfC+bTORmHbtURqkyzvhxxVk06FcXVV/KFiSgkt32z3ajtJ8TnJ2tVXrb7duBcHFxVmmHn09uhUpV3HNtVxM/KMy5w4tRFIJzn4pr58+fx7btjApaKeLBf+NiY1TN3ZQpUx6ZnPFeKdfOiCajJ9x0lal35cpXQHR0FCwsLGFtY4Mx479SNVEUc4iLjcXunX8phUNPLx8EBd5S/bl146pKSfT18caECRPU8SRhxIfz72qSGY6GJitZcu6rVNnFGjYW5rgSk5JDNU8D2sYcCL10BiFnDiP26jk42lorgYxSpfwUMaMAS2xsAjLSrbFg1jEEBcbfr4wzbYK++HIldOtVDda5kDBK05Mobd68WY1B3759lTiHmCAgCAgCxREBIUjFcVSkT4JAISPAuog1a9bg119/RdeuXfHCCy/kKKJOTk5HJlN3KJxwf9NSptLY2Jqe/kXnjcSosDZjZd0S03P4w72FmIrEqA/T9CizvXjxElhaWSE1JVmRFw9PL3XtxIQEOLu4qH/T0lIVOWLR+KJFi5SD5lfKX6m1hYYGK4eVPy1aNMOJk6cxeMgQuDo7YcMvG3HxwnnliDq7uKrrREVGID42FjVr1cSI4Z/kO0KMhGj7OWnyyhRy4OczZsxEmQqVVUSqsI3Ro3SVumeuJLadbCzxTq/f1GWYnHXm1HG4u3ugfPlsNcL09EzcCYxDRESi+t3BwRoOjla4cikyz67Z2Frimx86YvTQHXAq54ZnJ7bWHX/n6F1E/nklh8S39uV3P3XOUb9ieBGOJedRYUpz8xovvtgBlatUQ+duPVHW3webfv9dzasaNaqrSCPJEevFHsc+/uQTlb7Jmrf0jEwcO3EGrdo9q1Q3jh4+gFZtnzW5+bt3AnHgn704fGAv5s6Zo+sb01VJkmhMi41Lz3ooMhSSlI6zESm5kiWemxEdhujzx5B46yLuXLmILl26IS3FAXO/OgUvb2842NsroliQcahb3wdDRzXOc4NaRnBZo7Ru3Tr07NlT/VC8REwQEAQEgeKEgBCk4jQa0hdBoJARoCNFYsQ6I8rwMgLDzUppCfGpoJN76sQ9nDgegju3YxAbm6JIkqurLcqUc8XT9XxQq7YXkpLSYW+fHZEwNDpsmrS2tjFlYdzGgAEDVQqUg6MjnnrqKbzSswe4H9PFgEto1rSJIniMGo0bN05FYqpWraJWxDWVMEpz16tXT3WFqU10htke+8pUL26eSnyYbsZoF0lj/foNsHTpEqVW5+HhqRQQGKFiNCM2Lk6pkrHN/v37P9ItatEKikQw9e/bFeseqZ3cTmJ6na1FGiys7JGcmAZnZxucPRGCmZP2Z8s5mGUgPS1DYWRn90BanSTpzKkQ1Szvl2N//kwo0tIf7N9j7JqfTGiBgJAEJNhZwaeWF9zKuiItMQ1W9lY4P3HfQ6c0aOyHfgPqGk3F0j+YSoJUCyyMNDumZY4bN16Jbnz51VzM+moCGtSrq+qevLy8Hgt/RmKZQsa+kvhyE2VGgSZ9NRtW5mmqBoxk9VFsy+8/Y/NvG1QE0k9FekrB398fx48fR40aNZSACokFSR0JONNGuWkwySWFQkieGOGkhPgft+KMRpW0ftmkxMM3JRE/jDug9suKjIyAi6srXDgGFhZq3muiFfndC1PuqFRoa5v3fTOyRpLENF+NKJkq8Z5fH+R7QUAQEAQeFwEhSI+LoJwvCBRTBEiMqKpFh57EiM4VjdGitLRMrF55Fru230BsTApiY7mxajoyMymzbAYbG0uVHuXsYgsLc6BDp8ro3qu6+o4KVpoxBYgko7DS6Zii9O2332Lfvr/h7euLwR9/Bns7S1ghDT//uhFb//oLsTHRsLa2QdeuXdR+QiyCZ/odV6YvXAzA7Vs3VVSoadMmKn3w0KHDiEtIhJe3j6r5IKkq5V8aNrb2KpJCwYJaNWuo+ojZs2cjNTUNt2/fUg6io6OTEloIC7mnHGzeb0pykkpPW7BgfoFGXlM701bkx3w2Fs1atUedpwuv9svZ3gLIAE6dCMEvay/Ay8cBl86FY+sfV7K1wykT7WQLDy8HlCzlBCsrCzWeHPeElAwkOVoj9FwonOyskJKcjjtBcTnusWRtb3hUcoNHxRLwq+MNJx9H3feBh++oPZFqdK4CC0szXJl35CF8Js5ohzLl8o8WMGpIp78w9sc6ePCgSlEbNHQUoqMicPzwfsyePUulwuVF6JkquWzZclSqVFEtKnB+7NmzRwmZsDaI9vbbb8PCwgqNmrVUKXQeHl4qatmhUzelHqhF89IfQYgjMTEB58+eVmmiJ08cRkpKMiLDw2Fn5wBPb28kJybAzdUFb775Bvbu3YeNG39VtVVMIbV3cFDplEzV48LBRx99hAQLW3DfJdYu5bbv0rKO09Wc5+KDlZWlOp/TJjMzQ6csaMqk79WnBto+Ww52uSyq6LdB5TsSJUaFGd02TFk15XpyjCDwX0QgJDwKQz+fjzGDX0eNKo+//2BeGI2dtgxlS/mgX+8OjwTlF7O+R3BoJGaMGwB7O1v8tnU//tx1GIu+GvZI7Rk7if7BiInfqlrM6WP7F8oG8Hl1TghSoQ2dNCQIFA8Etm/fjp9++kkpY1Epq1WrVrqOsbZk/75ALF54XDm/EXrqZbn13r2EHfxKOSlnZ9CQBkq5ys7OUhEjvqi4Uk3SQaMzFRuTrCIEkRFJiI3O3oCUBfuuJewQF5sCVzfjdUlUjrt2/YbaeLVO3QZwcHIC0hLh5GiP77//AZFRkahdtz7qN2qGFUsWoEbN2rh18xocnZxx5dJFJYDw4bDRmDF5HDp37oymTZti9OhPUcLdA6M/n4ywsBBMn/y5Uk7jij/33qlVs6aqi6FAxY3Ae2jV9nmcPnkMv/28Fm++MxBlypbHj98vwb7d27PT+VJT1U2ydoKRKzrK2r3nNfpakT0dfjrlVDdjml2rZ15Au/YvPPbEsTA3g0VmJgJvROPLz/bh4vkI1eaAwfWx+ZcAnDsVoiIA3FBV37x9HFCjkR/sSzrC7+UqsLi/6p8Qmoj0uBRYOFrDMR9Zb6091h7FXI2Eg7UFos+GIM1A5KFFmzJ4rW+tfKNHbI9zi38MC5LelRuIY8d+DnNLa7w/6GPMnTERjRvWR5cuXdRYkrSSZBuLjgwePAQubh7w8y+NQ/v3oly5smozWBI3RnVSklMUIWFEkumdvV5/G9Vq5NyklmqFlHJPR3bKY2FbUmIigu8GolRJD0RHx2Lbth14re+7ustcOHcaxw4fwO1b1zBi+HBdWu2WbTuQVaURzkZmP5+arem5UEXtMjIZaUxXNVLExtHJSUWwmH6bnpGRLXefjy36voNJY601wygvN54lYerTpw9atGiR3yXke0HgP43A7TsheOG1kVg2awQaP129UO71yMmLeGvoV/hr9TT4l3wQQe/x3jjUqloenw97s8DX2fH3cQweOw+rF45F7erZNc2LV23C0tV/4MiWRQVuL68TbgQGo2OfUfhscB+82qVdobZt2JgQpCcKrzQuCBQdAkz3YQE0NyalMzNx4sQcF09JzsDKFafx0+rzisj4l3aGm7sdbGws4FfKGS4uNiothnvoMIKUmpqBiIgEBAXG4Pq1GISHsbbHHl17VMVzL3B1+MEKf8b9VKytW67h13UBOHrojopS6Zu1lTnoJPd8rQbqNfR9aHX5w48+QuDtQLRs2x6R4WFo07qFWsEmccrMyMDkmQuVNLehxcXF4qsvP0P75zviTtBtBN+5hRkzZqjDWHO1Y8cutcdRSPBd9RkFGqio1q1bV5V2SEd85aof0bvvAKODlZaaioP796FajZoqfYo2b/YUXAm4qNKbOnV6CS+++GKeA00nWiOTPHDW7NkqHYuKeC+93AO1HyOKRHJkY26GNSvOYt6MQ7pNZ3lfHw1vgPUrL+LKpQjl3BoSpGaD6qPa8xVgbUR9zNSZax6VhFNbryP1bhxs4lOM1h35+Ttj0sx2sLDI3hDX0Jg2RoVBpoiRsFKKu0OHDkrB7XFtxMiRSiSidJlyKFexMg7v36uii9x7iSmZJACGqV1UXPvkk08wdMRY1Kr9NI4fPYif165EWFgoPL19lIphjafq4M23ByDw1g1s2rge4yc/kJLX77OFWSYou56SaY1MFD5J4rWIqpUZVe3MdOIc+n3YsHYl/t67Q6UU2tvZ4dKlS2o+lmvfDSVbdNQdmpqQgvAj9xBxMhip9wluRkamIkpJSQmw5N5Ojg5KiS89PQPOzk7ZxNvCQhEnpvc5OjioDXT79W+Bl7tVga1dwVIMDxw4gPnz58PXtyTefLMvKlasojYxjghNRFxsqtpHiu8sFzcbeHjZIzE+DQ5GZMYfd97I+YLAv43AkyBIh05cQL9h0/Dnj1+htF92uj3tUQlSQmIynn9tBLq80ALD3nsgWPSkCBL7uvrXHZg0dxV2b5gDL4/8F2sedRyFID0qcnKeIFBICCQlpqniedZ+8I8/2YutnZVRR9PYJbkKznoWqmZR3Y0pZ3TcGTmiE5SenAXK9nK/m3v34mFtZ4mk5DScOnQPmemAo70V6ARZ21vCw8deeVv797JA/DbMzM1QrrwrnnraC7XreuPkyVBcvhSOZi080bwV925JhYuzFy6ei8LUCQdw1yAlS7+/asPOzEx1f5WrueOzic3h7UNp4Oz6CUZlWM/h6uqqlOhIjriB6+nTp9XKd2BQkEpvatC4Bby9fXRE4ME1srB1yybYWFuoFe6WLVuqtDs6awcPHYKTkwvqPN0Irm6uWLPqOzRp3EjVaLCuKZFRJRd3eHl5wM3dG66uzrC0skFacjJuB95GSbWn0YMNUkk+4uOiERwcguCgG7h69ZraT4l1IfyODqO2Sa62SSmdftZr8Tuulh85ehRenp64cuUqhg0frZxnbaNYfdzMkIksmIPRCB6j/2+WmQUsYYYV357CkgXH728am711LKMLw0a3wKYNl3DxXLhyns2ZL3nf2o5qCm7+WhALvxaFiCuRCL8ahTunQlDO0xat25fD7u03lNNqrprP3kw0OyqTBS8fR4yb0hqOjpbqc2JARTmmRVKyneO+f/9+NGrSFHfv3EW58uURGRmFOk/VAJ1lKi1yTrA9DVvDf7WNSg3nm3YOr8c59vff/8DPrySuXL2KFs2bqwgr0/nYHut5tH5T1GTJkqXo3LUHPLxLKsx3796JyPAQ3Lt7FxUrV0PLNs8oqXRtm97cxoljyh9uDMx6JP6W3znaGOecD3xLkCrkPh/MzTLVtdLuKxhqeGjnnD5xGBHhEbCzt0Gdp5vgfKolzsZkGJ0CJEmhB4OQFMw0S/0+c0NikqYMsFYsNTUFlhaWanw4vxh5YhTKwdEcK356FS4ujrpxMzZOfL5JUDnGNNb7Bd6+Aw9Pd1w4HYXURHP4lHJF4PUYhAUnIDUlA7b2Vip9tFQ5Z7XJcZnyLvD0coCtfcHIWEHmvhwrCDxpBIMqOj4AACAASURBVGJiEzBt4Rps35e9X131ymVx9FRAjgjSraAQzPjmJxw+eUHtsdei0VP4pP8rKOHqhOTkVLzzyXS0b1kPJ85ewcHj5+Hm6oT+fTopAsOUvbeHfoWbgcGoXrkMbKytUbGcH8Z/3FcRJBImP19PbN5+UKVfv/pyO/Tu+gysrXJ/rtb8uhMT567EwU0L4Oz04G+kIUFKTknFhJkrEBufiKmfvofrt+9h+sK16PVyW6z9bRdOnruCBnWq4ovhb+HcpZv4ft1fuHH7nup3357Pw9f7gfIp3z1NO32AXp3b5SBlhT0+QpAKG1FpTxAwAQEKJNCOHLyLC2dDce9OPEiUrG0s4OXtgIqVS6BxC384OFjB3sG4OALPJ4GgdHGdOnVU7j6dTQszS2SlmyEpOg3X9oYiJCAOsWHJ4OK1vbs1bN2t4VjeHhaOFji4JxCbN1xGbFSKImlUd3P3sUfTZ/zRpK0/fv7pIv7adFX11dHZGi91qYz2HSpg/9830blbJVSo4IGvZxzGD0tP6+7azNxckT06nZppjqfm4tHBMjczx0fDG6Jbr6q4cTPgvqKcuUoNJDkiseFKNdOtKNRgbm4BG1sbODo6w87WDimpKUhMiFer1u4eXrC2ssLNG9eUc5ackqxWu5OSk2FvZ6/qQugAe/n4ITQkWG1YStUyXkero+K1+DvbYyqckmS2zsaeympOznTCfPRcxfturhnUprRRkeGgMITuXu+TBA0HjTTRSaRgBOt+eB1uVlu+QkU4ODobnTk619QsO4XxgauaBQtza+zZcRufDt3x0Llc0X/j7dq4eC4C+3be0hEWj4rueHlue9gYiRrFXAxH0PrzsC/jAhsvR6TFJCP6RgzMHK1x8q9rSqyD12ctmoWlOV7uXgXlK7vh790375c4ZY+wRgCoavbB0IawsMxS40kjWaEaITfbTU5JgZMj0zftYW/voOagdnZGWrKS4A4KugNbW46HhSL/HF/ixh9DrI0RJMNjDH9nqh3JGmWoSWLZAw8PdzXmrFOytLKGv38Z1TdGNiMiwtTcKFW6jKqFe2h8HhqnbDQovc6DM7PuK0XyStqxRsY2m0g9sAeoPph3hvOB55Ak0TKzSLi1kTB+jjks8NNPl3ApKRMl6vrC2vXh9FdGks7POvDw3KTmx/202oe+NANSU1Ixc2E7xMaFqOeKpJP1Tdkb05qpcaQABKPDjLAyVZfHeXqUxN3bybhzOx4RoUnYtfk6jv1zF5nqBZV9H5xsJGRW1hZo1MoPbTuUQ8VqJVC5ugfsHCzzFYgw4RUthwgCRYoA/x68OvALnAu4ge4dW6F+7So4dPwCNv71j44ghYZHo033Iaj3VGX0eKk1oqLjsGT1H6hRuayq9YlLSELjDtmZEF1fbKFqitZt3oOgu2FYNX8MKpYrha+X/qwiMAP7dlakqoSrM55r3UARpAuXb6FuzUp4tnUDBN4JVcd9O+1jNG+YM3VYH5gxU5ciKTkFs8Z/kAMvfYKUmpaOIWPn4diZS1g1bwwqV/DH34fPoP/I7Kg76568PdywaOXviIyKhYO9Lfp0exbOTvZYsGIjur3YEiMH9c7R/rSFa3HleiCWzBj+xMZJCNITg1YaFgQeRoBpbklJaVjz/Tkc/DswX4iq1/LEq2/UhKe3Qw6iRAfzm2++UY429xNp07INUhPSlPeQFJuG4AsxiLiegOjgZIRfjcO9CzGIjUhBbEQyrG0t4eRpg5JPucK3eQlkuVtg/Q/nceLgPZ3ja2lpDh8/R3R7uzrCIhIwf9ZRXV/LVXTDqPHN8HR9H3wz5xjWrb6gvsvKzERqWqoqKs92Qs1hZW2tHBl+x/82NKbuDBjSAD16V0WWpQXsrbNw9uxZJS5x43r2PjBcUXYr4Y4S7u5IS01TZCQuLkY5sNmF/Lbw8fXFnaBA5YCNHDkCJ0+eVG3QKLvs6uqCLDNzjP58Cs6dOYWQoGsq3WjZsqVqv6OJEyehQuVqeO3Nd3Hh/BmsWDxftVOrVi0VYRgzZoxy1OvWb4S33s35h2Dm1Am4cukCmjdvgREjcr6sNalyQxlj7pPDTWjv3buHylVrYMBHBX/JW1uaA2mZaN9kBRIS0lT6GhXqiFlmFgmoGZ59sTL8SpXAd4tOKiworvDynJzk6Mb+QOyaku0AO9paoHpNz4dkuPnHm85wcHACQoLjVUTSzBwYPKIxwsIScOFsWI6hZUpdt1eqoVYdb12KFdXkpk2fDmsbO1Wv41+6bJ7zn1EUS6QiNCoRCQnx+HX9GkWQQ4Pv4fq1q6hXvx5at2qlalU0MYcBAweiVcuWKnWOmwDT4aaR6FBgYeeuXSpKRWED1g9xnyJzC0sMGfwRvv9hFV7q9irOnDyGY0cOIiIsVEcqOQemf71EkbqZU8ertDqymxFjvlTRRVONGwQTybRHVLYz9TrcC4sRq9RMayOR1getEJ1ZUw7i6n1Jd/e6PuCPU9mcaSskSeH3I0oZydlEl8ZoFVNySfoMCR2/H/ZpIzi4pqrUSabKMfZEQnr00D+oVKW6SokNuHAG586cRuPGTTBi5Bj8vf2Weo/9uOiMIkaMbvN9orumikzmNO691KBFKfTuXwulyznDv5xLrqqbpmIoxwkCRYmARhi+GvM+OrZvoi5tmGI3/Zu1WL9pD/b8PEcJIdAYffly9g/4+9evYWVtpQiSigi9lL3tAlPgGr7YX/3Oz/NKsfPz8cTsCR/oajI79f0UjepWVyIRuVmXfmPRo2Mr9O7yTI5DNIJ04PcF+HjCQhXNWjX/M1QuX0odp93vr8u+VISJtnztn5i56CfsWj8L3p4l1GezFq/H1j1HsHX19Bzt79h3HJ9OXVLoNU76FxGCVJRPgFzr/zUCFEg4ceQuFs87ofae4T5DyUnM7U8Ha3iYzkbZbQogqHQVczO1wkzr0LkyOveoqvYlmjt3Lnbs2In+AwbC3ckNPs6+SLmchvCzkbi+NwQxQYmwtLeEo489XKu4wqueJxJj0nD9QDiiAhMRE5KM8KAEtfzr5m+Psk09UL6LD37bcBlbf72qc0Z4fdYP9B1SF9YOFpgy/h/d+NV52gcfDm+E7X9ew+aNlx97XGd/8xyatfZDUmq6ThaZQgms7WARPQkSxRWIEVNxQoJD0KffALg6u2LDupVqk09iVcqvlIpQcLXaw8sH164EqFV+n5IlMXDwSFXDxKL5uJgIrFy1BlERIcqxq1ajNjp1fUVFvcYMH4SuXToroQc6dlTVu3Pnrrqus4uzStNr99yDuo2d2//E5YvnlGBExQoV8fnnY3V4aLLe+mps7B9V1VLTMtClR2/UfKqOio4V1KzNzDBv2l4s/ea4ipZxBZ4RM04ZkkYLSwuQqAz4qD4Gv/unap4pdc0/bADr+1HJS39dw86pOaMDjPqwHs2YcAE3lSXOjIBS/XDe8g74bUOA2ljWzd0WZcq6oWHTkvDwtFd1bNr8Xbt2LVasWIH2L7yEV19/2+RbtTVPQWqm1UO1O6wL475Cx44cQERYCJo3b6aUGim/bmVjh+jICGRlZeL9999XaXys92rSrCUaNW2JH1csUSpwfqXKKOL1QoeXER1xD2VKl4azR/Yfb80CLp7DiaOHcCXgAgYP/0zVr9GmTRqLzPRUhIVHYOa8pSbfDw/kPVH+uyhIkqUiSQ/jp3WYG8yO/Xg3wkITctxD2a5V4V4nu95O30iOmHoXcjBIV6PE7xm1yjJCkt4bVA/1mvohOdV4Gp/WdkpyAko4OWLXlpuIiUzGoilHER2ZrKKs+qZFj7T92vS/Y3of65I+GNMQDZv5oUwFF5NU9Ao0eHKwIPCEEFi2ZgtmfbsO+379Gu5u2dkEhgSp75CpKuWO6XGaMWWNEaJ1i8erFDkSpOmfD8CLbRvpjmF0iGJHy2eNzJMgGYo0DBw1W7WxcOpQo3edlpaOOu3fwdcTP0K75k/nOIYEae7Sn/F8m4b4a/cRbPxuIiqVe/B+1QjSznWz4OOV/V79fdsBjJ68WJEeRpFoKzdsw9T5q3F+z4oc7Z+9eB29BnzxROuQhCA9ockuzQoC+gjQgdy+5RrWrTqP5OQMhNyLR4yBypf+8VSMY059CXdbnaNar5EXmrdzxO7d29GjS2/Yptjh8upLuHskHMgEQi7GIjUp434Oyv1cpfuNejfwRIXO5RF2IxHn/rwHM/MshN6KR1Jcui6aVK1vKWz+7Sp2/nFDnZWpVm6hogmDPmuIxLR0LJxzFCXc7eDv76ykpCdMa4V9u2/jgAnRsLxmhL29JfYdfwtJmVlIvS/uwEhBcPBdxMfHqVqPiPAwJbHNdJymLVrDr1S21LJW1/D7r+vh6emF+PhY+Jb0V8RjxJD3lYIdHVtFOpX0cgrSMq2wYsVSBJw/hzf6DVBKdxfOncGh/XtgZ2ujSA7rIlisP2rUKFUDxboo1g3Vb9Qcnbv10t0OU4YY5WJEa96sySrCUaVKZYwcOVJFnwyjR1OmTkVaBvBO/8GP/JBcCTiPKhXKol2jVchIt1BkW0XtsouActjgTxqpNMljh7NFKhhFav5hfRxZfgoRV6OQwsijnjHFs3JV9xxy7vrfk0QSy5Zty6H769UUEcrO/cuWhzcUYmCNCTEc8OEnqN+oaYHu2cYsFemwUISCEUUS5ibNWqFc+YpKOY52+9YNfD1zEgYOGICQkBCsXLlSEWrOFW8fH3h6+eGV1/uqSGJelhsZM3bOVxM/Q+WK5XH02HFMnrGgQPdkiQy1R1JKpg1YMfQkjRErkhcKRBiL8JAgfT58N0KDcxIk9onpdt5NSqmIkqZuqN/X6IvhiixFB7C+jSmEmfdTCB/Mwfc+rIenG/shhRM+D7POAg7tuY2YqBRMG7VfbUXAdF9DY1qnWjjiF/fzB0miSNw5//kdBRuGfdEE7TqWh0/JBzL0TxJnaVsQeFwESCZIKk7vWAZLy+wFM0OC9Er/CWpPsgFvvvzQ5erUqKjewcYIEqM8niVcsXj6xwUiSB+O+VotGuZGkJg6V7f9O5g/aTDaNKubo08aQSLRYRRrwidvqdRBzYwRJNY+jZz0bQ6CpNU4GRIkpiISj10bZqv0vCdhQpCeBKrSpiCghwDT6qjqtmjOMdy6GYPoqCST8aHDyU07U1LjcfPGDXwwrBXefqc1rqy7hhtbbiPiZjzs3awRciEWKQkPUl/0c/XV/qDZ/4cqvSvBqaIr/ll2HTb2lrh3NRYJ0alwKGEN/6dL4KmBZTBv6lFcOMU6i2znjSkudIinf/8ctm65ipvXoxF0KxahIQmoULmESrebNO5vREclm3xfjCxolRhaTcg7A+uhz7u1kV2d9WSM+9Jkb95pgcULZuPUiaPw8vZGTHS0qh9q3To7ZUt/g1ISMqoD7ti5C+2f76TIGS0+LhbzZk1R8uGt2z6nIlCXA85jycI58Cvlh8/HjlUpXvrRI6Z1DR8xAi926q4cfVOMRfCsm7p18zoCzp/FnaBbqFatKurVfhHvv7EtuwktBUkv/Yi1HQmJiajf0BcvdKyG8aP2quOyD80mNPyFtT36xMrK0hyNm5d6KM1O6yvnA23+dx1ylWzXjr1w4QK+/HIier7WF42aGJdtJsE8cugfnD9zCvUaNkHDxs10sDBVTBMd2LVtC1auWAxPLy+VakkjEcrISEdUZIT6Q87fqTTXu08/XLt6SaXx1W/YVH2enzHaQic/1UDgwPC8kOB7Ks2OBLrdsx2VWENBjddiChyJy5M2YsjrGSNJLL2e+9UhXL6YLQufm5EklWxTNtcaJUaUSJYykykLzjmmKq4wanxzlKnohtQ8Nhzmnlu3r0YpAYYvhuxR6ZsUYHBysVZ1bmmpmYiLSUFocCLcvexRs44H/Mu7wt6Boh9AcmI6Qu7GIzgoHpfOh+PO7Tj4+jli8rftUL+ZX67z+EnjLu0LAgVBYN3vuzFh1vdYv3iCLkJkSJBY73Pw+AVsWTkVtrYP3h3a31CtBkk/ghQeGYNWXQej7yvPY/iAXjh17ipeGzTxoYiOMRW7/AgS74/kq2fH1g9JbmsEiSl285b/gjUbd6o6JdY70R6XIFFa/NMpkmJXkDkmxwoCxQ4BEqL3X9+MywGRSvmpIMboiK1dFp5u4Itnnq+IF1+qiktLL+HWvrsIvhgLR3cbJEWlIi5Ej5zoESJeS+Xv369+Jykp17E0PBr4YPuMALj42CIoIAbJCelw9bVDpee8YVPHHl8M36e6SZJEssA2nm7qiw69KmPjhkv4Z88tLWiAPv1qw8rWHD+vvWjyrWUTpPt9Uy5wtgjEPyffRmR8qs7fN7lBEw7kajrtxu27WPj1DCXUwHtr1rw5hgwerKJAms2cOVMp07HGKTQsFC4urnh/4DD4lnpQb3Lk4D9Yu2o5Bg4cgF9+2Yj0jHTcuH4Nb731ltpUlI6/YfSI7X/xxReAhbVJEaSL58/i1/WrFIHz9fVRG5bWqFED7ds/h5XLTmP6pOz0ONZ4qZQ4PYLEiFZCfDxcfJ3Rd+aLCDkZjHXTDqs6EM6DbIW3bFJtKP/duFkpleppzEiQer9VC23a570RKKNnw4ePgJevH94baDxFg+3PnvYlYqMj1Ka+p06dVkSzZZv26tJqH6H70Rb+Hh8Xp6J0z7Rro1Ie9+7dq2qNFn7zDfr0fR+Nm7XE5YALqFSlmtEUwfymCaNI6ZmWKmqVlxHbu3cC1T5Zj2rafMyPkD1q+/rnaSTJMN3O0swMG9deVKmypphTOVf4tin7UI0Sz2X6HaNK93bfhJlZJkrU8UX/V6qhhL0lMoxEg3gO3wEOVubYteUGstJSYGVlBkuLLGQk34VFVjTMzTPh7ecJvwoV4OxVGuZIRmqSNdKSM2BuTYGHTGTxx9oc4fcSYe9kjTu3Y3H2WIgSdWjRvjTKVXJTqcligkBxRiAkLBJtewxT5Oi9119SXSXJoHCCtg/SxSu30P3dcWjVuDbef6MTnBzsEHAtEN+t3aLECrjYxQhSp2ebKoU3bty6fO0WJfygyXprUZ/Xu7VHtw6tkJiYjDo1KxqV+TaFIJG0paWnY9pn/XPAqy/SQPXaEV8uUql2S6Z/gqYNaj42QWJt0rmA6ypt8EmZRJCeFLLSriCgHLpULPvmJJZ/c+KhfPq8AHJ0tEanHpXRoKEvypZ3h6e3PWzMzXFg5mmEHglF2BWqa5nD0cMGwedicm0q22m+r/50P8rAzxhJynS0xcHvb8DR0wZBF6NVUb9vDRc0+aQyDhwJwolD95CelqlqpKiwxwjRZ3Nb48jBIPyzNxB3AmOVP+5awhazFz2H0R/vUseZatm0iNztQZrRus09UKqCK5JSCkYk87vmzasXUbZ0SaxctRqHDv4Daytrtb9N9afq4Na1q/hn304MHjxYSYOvXrMGm37fhHIVKiEsNEQp4PmXKY8BH3780GXWr/kBlwLOonvXrggODkb79u2VkiDJAXFmXZChrVq1Cleu3cL7g/LfYXzsyMFo07olXn89Z5EsU5BmTj6A1d+fy8aQBEkvvc7RywHl25RB1Zcq69TqzDOzcHLSP9i/g4pzLKzP1J1nuNlt3Xo+uUaHWrT1R683asLRyfiGv+xPUFAQpk2bhopVaqJ7rz65Dg/3sBr/6VDMnjULa9auBfdDeqf/EFSu+mBTRJIW/ejH1i2/Y/f2P7KVzxwoIZ2upKXfeLs/6tRrmN9UyPN71qdxXhYFaWFHeG+sRWJU80kb92JidEdfuMHGyhw3r0Rhql59oSn9yC/9Tr+NEtbmqOZkhQoOOQl3KhUzHa2REBGlML+w+ydkxh6FeUY0nL38UbJ8abh7u6tFjLSEJKRGRSIl0REJKTWRmlURAZvu4c7xCPg28EDVLmXgWcVZEaWE2BQkJ2WoFGYvXwf4lXFGVGSSeocmJaYXaPNaU7CQYwSBwkJg0/YDGDVpsa65zs83Vyp2JAGNnq6mPmfkhbLarDvSjFLfcyYMQlpGhiJIFDgg4aKVcHPGlNHv5lCi+2H9VqV+R8U4buzKDV6ZrkY1PP2NYrn5K9VQF0wekust/vjLDkz+ehUObV6o6pw0W/LjZvBH2yiWxOyD0bNx4Nh5rPt2HCKj45SKnb4gw5adhzD8y0U4+ucinQiFsRQ7Zgu07j70ob2XCmsctHaEIBU2otKeIKCHQFxsCto1/EEp1+VmVGBinQ/T1bgq36pdGfiXccHVcxG4cDwUpSu4olYDLxz87jJu/nQFafEZSE/IgJOHNZJj0hFPCe+8TAUWmE6lRWyyf/8/9q4DPKqqab/bd7O76b0nJJCEQCD03kRURARBsPIhgqLSrICISlNRQaUIqFhQERRBOohI74QE0nvvfVO27//MudlkE5IQsPzfpzuPmGTvueeeO/ecu/OemXlnwPK+uLIrF9UF9SxMpaKgHlJbEbo+4AleVyk+eOsco9G1sRHB1l4Cpa0YvYZ4Qi80IS66GAlxpSy5m4gTXnp9AK5HF+HiubwOPX+uvgtJ8xyMl18fiIefDIeq3iJcsEM9tt3o68/X49GpD+PIkSO4fv06UlJSWP6Kh6c3rkdfhZubB1Q1KlYT4ttvtzHDmxjwbG1toVQqUVVVhYOHDsHPPwhPPTOHFc18dd4zeHTa0yx8a+mi+Zgx/T/Mk0FCL29iTTPXdWk5MgrXO/rrcSxcurLNQVdVVeLj91ewopzvv7/6pnYERN9ddhY/bY9vDJuj50ASMi4YEVPDG4kYLE92K63B0XWXcfJYBgNUjLJbcLNx3qOnOyNdaCl3j+2ECVNDIBBwFOUthVj7iBWQSBEmTH4M997/YJv3SExx+3b/wJgCk5OT4entj2kzZt/k+SHD3tCQh0SdEbX71csXcPzXw/D188P0WXMQG3MN4RHNY+DvdNpwuUhU1PWvzQ+i8VF+EHmS2soRutN7aOs8jt2Oy0liq48H2MlEeH7GIdSoNLd9OcpNsg91ZrlKMvdb5/uI+TwGlkKVQiTX6pFao4eXLgMe+d+BV6WDZ0hPOHh1hVhQCJ4+GwZNCUwGLXh8G/D47uBJOsFk1EFfW46a6hCUpMoQs70A1bm1UPjIEflcF8g9bGCS8JCVVoWi/Fq20ePlq0TvoZ6MxEEk4sO/kwPzjrdGRHLbSrCeYNXAn6gBqhdUUFwOL3fndusPVatqGa23i5N9YzvLELvhAyJY7g8db03oe4rC75wd7Zjn6U6Frnnf469h0thhmPf0Q3fazW2dZ2buswRXt9VBBxtbAVIHFWVtZtXA7WpApzVgx3dxeK/F7qxcIWY5Hn0HeMHNXQ53TyVs7cRQKKm2iwCHtqdg99YE5n0a93gXjJ8WwsLgTs4/C0d7MQoTqxmg8uhii9xrFa0mM7c2VmZAW4Ak157O8H8wEL8suQHXICUyr3M7Tp7d7DDi3XAsmv0bykvq2GeUCE2F4/oM8cL85f3x6drLyMlSITe7CiUldbjr3kAEhzjhu6+u31JNbYEjOnHK410xf9FACIQ86AymW7JftXWxwoJ8/LJrOxLib2De3LmIjIxkOSMkGzduZPWj3N09kJOTjdDQMMjlNsz7Q9TfVMQ1KCgIvXr1AtFxk1fpxx9/xG/Hf0do1+4I7x6J77d9joqyUsYWR6F0a9euYUQOJFS3iXa9LUP2LMdZUlKCWbNmYc5LixESGn7TLRw7vB/fb/uCFUh98sknG2rzNG9GeRnff30dH79/EZoG2mWFmwID5/aBWzhHXmAWXZ0O2RdykXQkBWKVGk/OiER6aiV++DqWsc+1Jr36esDWtgkA2dlLMe2ZCIR2dYFAyNEut7y/FStX4tKlS+geEYmu3Xpg2Mi725wLX2xeh8y0ZEycOIHVOjp95jwWv/VOq+25PCQ0Y30T8Hlthm3dcgLeooFl3tMf7asj5//dXiu6HoUuakwcSBLxeTjzW2ajN7IjY26tTXvhdx3p00tUja6i0wgyfgOJiXKieFRwq+lU9u4iT6kfeJIh4Ml6w6DlozjTD0deuwFNtQ42zhJ0GuuN4Am+ECmESIgpgVAswMEfk5ESX45eAz0w48VIhgw1dXrYO0utdOAdeTjWNv8TGmgtB+nvGPjRk5ex4M0N+OHTpegWeudhxx0ZK+VlUZjhnKcm4olJbX/HdKSvW7WxAqRbach63KqB29AAsSlRLRpW795kQkJsCfQGEyRiPpycbWDvKINObYSNUoiinBoWN0+Uya7eCijsxDh3OBsJ0aXITKyAg7MUz7/dD6d+yoS8To/ig5mAHtBU6SAQ8eHgKUNhXNvhdTcNu8GT1JiTBGDwuwNwcksa9BoDKorqUVuhhb23DYa/GYqvvrnOaiMxO4XHY54iCuvbuGssysrqcfVSAc6fymFkDRRmN/3Znli94my72motrI76JiGf0gMPdcGit4eiXm9k+rsT2fn91zj+60E8NGkS7hkzhgEj8gZZCtUfWrBgAby9vRk5w8GDB5knIz+/AHyhiBliQr4AVdVVcHZyYqx2lZWVOHL0KM6eOcuMevIuLVgwn8vPiuQoTilnjIqO0vUsiR5a3sdHH33EwhuebaX+0fI3XsG999yN++8fx8CPkcjBeEBudjXKSuoYMCDWP2I6pOdA7HRJRXXwmBDazGtEwChmexzSjmdwNbIahDyWYx8MxvC7AvDboTScO5mDjPTKZkMcPMyX7bSTV3PYKH8MHeXLxkG77uRhIzEDTvp99er3kZmVzcIGqZjureTpJx7Czp07GYX7F1u3IjunoM2Qw5ZeD+pbKhaAwsOqWjDw3eq6HTlO9AJivvZv8+rQmCzJQzoyxj/ahrxytLAplJAxv0kEWL74JDLSms+DO7lOS4pw8hqJ+UCNvuPruavwN4SJT8JHmNjkZTYRQ6cWJiM3dvDcwJdMglEQiOqKYPz46EWoCuqh9LJB+NQABE32g1pvRFpiOWO22/L+VcRdK2bED3OX9oPSXox+Q72hsBOBjXYdIQAAIABJREFUT/yWehOEYj74Qj4jihAQNuPxoFPrIZEL2fvPKlYN/DdrgAq2EhX4vBkPsTyfv1PeWP0Fikoq8dGy5xvD4/7s65PXi0LwdDoDu84f8Xx1ZGxWgNQRLVnbWDXQjgZUVVrwhTwU59WwL1/yEGk0eoiEAvYlnJNahfKSejg6y3DlWB4uHc1D2o0y8AUcJa2btxyqSi2yUysREO6IHsM90CXSmQGm9GvlgNqI8t9yIVPrUZpewwxXAkhyexFKU2tu69mYc5LMFLrBDwWinifiqL/FPJRm10JmL8KI10Jw9Go2ju5pnrxNRsL6Xffh3TfO4MUlA1kNHDLcCwtq8cY7Q7H4xd/aGQ+XbcQoAhpSozhDhwv9Izz06LRwzHmlP+raYb1q6wJUE4e8L05ODnji8ceZR4fACgGZ1l6kZnpwYpbbt28fA0BGiDDl8ensEhQuRiQNX322AQV52bCxkeG9995jx8rKypCUlISBA5vTVhN4oHtpLffIctwU6rd27ccYOHQE7OwdmMfFwcER504dR2lRIZ588jGoqg34ZWcCDv6SiozUima3rVCKYWtH4UICRM6OhLRzc5a26z/EIWFfcjNg1FJvROdNXsxuEa5wcpYhL1cFCgmVKyS49/5O8PBSQqvVMyBmGYpEHjMGUixILZYufRO9+w/tEI03EU9s27qR1fMiEgsqevzs7NlYv+XbNueOjK+GrZ09VHU61DXkpzkqxdDojKi1KFx6W4uhncYiRujx1xd0NQ+BPDoEktRGSbuFXYUCHiRCPvRaI9jvEiFXfFVjgE5vhEQmhFprhK6BabA9fXBFa8kzJ2Jgs16lw6tzfwV5vv+IEKD2GBuElJqmMNlguRBOJiNy0qqgclegumFTJEBSDakxAQm6ppotlte25RcjUrwHXcXHmX7Ak4EnUMKkrwb0NYBRB55kAkyy0ajId8O2+86zzR4bJymGv9UD9j0cUFRai4K8WkhthFi37CJqa3ToP9wbLyzuC12tHqUpNciJqWAhxqRXW1cpPEJs4d7ZFnnxlawUgkuAAhF3ezJPulTROnnJH9GZ9VyrBqwa+O/TgBUg/fc9E+uI/gc0QOQFtLufl12DrLQKttPu6CpFcnQ50mLLodMYUJCpglgqxKCxPqit0GH3hngUZKlQX6NjX7RknBBQoX82tmK4eMpRWlCLqjI1egz1wNvfj8KsXnswe3VfnJp7BgGh9si6Wg65rYiFjUhsBCjPvLl+ya3URyDH7EUKC89DcI9qZP6eDolSiMxcW1yuGI7Rr4fhdHI+9m5Puqm79bvG4sWZR+Dtb4dFKwZj7aoLqK5W48XF/fHK3GMcI0SL/I3WPEettXv97cGY8EgY6urVNxUHJSPSCMqb4XjYSMy/Z6Un4+jhgwgI8MfDDz/MjlGoGwEc+mf25tAOFIElM/ixvDnKO/LyD0KnwCCL/o0wgY8b0Zdx5tRJLFz4GuuLAMOVK1dY+FuXLl0a+ydyBvKsEPii65KYKVjN1zT/ffbsWegNRsTF3oCbuwejpHayt4eqSoLoK2X47osYlJe1zC8z69YEuYsCgxb2Z3WNGg1towkVh1Kxd0vUraZBs+P2DlK4uMkhl4vw4ORQ3PdAJ4glXHiTGUiax6/VckTsYrG4UY90LzX1WvTpN4h8p0xn5udleSHzZ1cunsH16ChMnDgRTk5O2LFjB/z8A+Dh5Y/4uBj2dPNyc+Hj442auno8OP4ByGRySCVCqOq0rI5U8/45vbQ2R8yftde+5RhpfhFI0jaEoZnnanv31Nq87Hh7mtkmlpNEgKXxefJ5ENDnQgFMOm4u/XowHWdPZCMxvgzlpeTNM8HR2QZdwpwwdKQv7hsfjLo6PURSHgOQ3Dpp/ZmQd45EbxIyr1xJYR2WLzmN+toGL02ztdw09xqZXxrXOXds8HAfTH+mJzQGA04Uq5Fa0wS28rcnYuIwB9gb9kInl0IROAT+huXg6XKhFbkj3ngf4tT9UWJoKoJp1oOEV4Mg4Un0F22FLb8APIEjIHABDBqYdFXgy8bBKJ2MtBN87H3mMhuezF6MJ4/fA40AuH6liAEjYrNz95SjJkONGwfzkHG5HLUVmsY6YkxX9H40miCUCtD9Hk/0meyHnNgKxBwpQL+Jvhg6LZC9fy0II29rrVkbWzVg1cD/hgasAOl/4zlZR/lfpAEKo1PX6/H9phsIi3CGX5A99m5NxO7P4kG5GhSGlJ+pgruPAtMW9cTZPVk4tz8bcjsxHN1kLEytvETNKGrpm1xVqWkwqPnw9LdlYR6DH/RjicXbVsTguff64PT8s/DuZIv82ErIlASQ+JApRCjLuD0PEjMAeDx0dT6DgZ4/w07CFXm0lAtFQ6F65D0cjK3EgR+Tmx2jHerlm0bghemHIJMKMWZ8EIJDnXD6eBZmzuuFBc8c+kNPavfRqfD0kYOM8JYBOQ1le8ykfA2GH2e6ZmWkMoM9ICCg0ag3gxQzIKED5t8tP6PPMzIyGGj18vFrtf9SxmanYf1Tv0T0QD+J7plC80in9Hdr1zQrpLVrmz8jMAeTEMmJKuzflYKDu5vrvaVSvft7YejipnpBdLz0ejGiN0Vh8iMhyM2pbqBdb2nUMi00VdlsAWSFQh5OXp0OmQ2PgZ/WdEYgk4SApnn8FLJYUlqKzl3CGvVXXVUBqrTu5OzSOHzzM6QPkhLj4ObqyqjLSX/EApifn89ILswEEFQguLy8DN0jIiAQiMh65YIxqYxTw52wOW2+K660UzNpmjeWwLq5FixPMLcnsGIyEewxV+xqfk3zOe3NS8sxdqQ9hXWJxSJoNWDeIdqI0TKPDo8Vc02OL0ViQhlio4sRfbWw1bVGIXOP/icc8xcPAEwG1NSpzSWvWtUZkTYYG+5Twq5twqcfXcGN6KLW13KrNwVMfbIbRo72gxEGVjtNwBPgl6x6FJoaQtN0BgyuSIZt5Rb49J0OieEr8A0J4EscwRPIYNLnAYYalBiDcVU7GWn6odCY5DeNoadoJ4ZLPuLWv9ANPL4jTNpS8OWzoRWMxeEXbyD5QC47HjrRD6PejYRQKULKjTIopCIcWZOI1EslUBVqIBLz2bqnMF/a8CJPHOncUkQSAUY91wXOAQpc+SUbSgcJHnqjO9w6KSGW3Xly+x96UVpPtmrAqoG/XANWgPSXq9h6gX+KBuhLn2LTK8rU2PL+FUx4PAzZ8RX49I1LjC2JgJJBZ2SeI7mtGLNX9MH5/Tm4fJT7sjaLrZMEHv62zFNUXlQHvZ4MsaaCrF4Btnhx3SDs25yI1KgyzFjaE1eWXoKbnwIFcVWwUVLIE2DnLkNxYnWH1SsR1CHYIQoDvXa3CowsO9IovLFP+gh2xAej1iRjRgOBQk9/JQbf64d33zzDjAqpTIi3PhiOuBslGD02ELP/c+Cm8VjurLc1WDKhqDjk4VOPo05ngFZPNNQdy1lISUrAeyvfwLRp0zDl4Ycb84Aov8XsxWlPSStWrISqpg5PPzcfcnnrTFyfb/oY1RVluPvu0diz5xcEBofg3vsn4KU5T2Pv3r0MnFE4H3mPqDjs7UpdrRYXzuTi0N40HN2f2ubpYrkI/eb2gXc/r2ZtYnYmIOb7OPh5KZCfp8ILr/ZDQlwJjhzoWH0bc2fzXu6HR6Z1Y4yFJNeuXUNMTAwyMzOxePFidp+thdgRrffcefOwaOk7cHR0ws8/foe469cYlfiUR5/C4MEDGZii8Ljqqkp89EEDQ9/q5gx9ixe/DrVGj8FDR8Jg1LN1oVAq0atXJAQdKOJ6u3pvrz0BJCI0+DuKudJ6lgr4sJEKceFUDg78ksqKSyuVYhgNJsTfKIFWa2RU1T16uWPgUB/YKEQ4djgdl9pgjqScx08+v4cVVdW0UYeI7p/LuSK6cTEMJj7EQj74JiApvhT7fk5CShJH3tKaEBgbMdofEx4OYYQKJj6XeykVCXDlbCy+PJCFiBlNBYL9Sk6hvzIXzm41EJsOgy9xZt2atBkNEJeYGAigENOeFKm6oYjSTUGJMajx8ndLVqKrqOk9w+PbgyfyhkmnhsDlCxQlCfDduN+hrzcwRDvryjhIXaXIj6/EriUxqCquR2WBunFrgEIKif7bHHbc1r32fdgPQYNccGhDIpR2Ejz2TiQ693exgqQ/c9FZ+7Jq4L9IA1aA9F/0MKxD+e/VgE7HMXeVF9fj/dfPYfrcCFw+nIcdG2JZmIunjwJCkQB5aRxgmTI3HPXVehz+qnVPgMRGCP8QexTlcSF1ZCAxG4ZhAhO+jpqExfcfZcbRzOWRuLT4IryDbJETU8mSinX1Bnh2tUduVNvGi1mbrjbZ6OV+FMEOV0EgyVI0BhvU+w/CpfP2CHDNRbD4fLPjV1SdMTN5AdtppVyUJ1+IQHB3J3yzOQZH96cxA2T0fYF46LEwuHjY4MlJe5qd3xFwZD5hwcL+mPRYONQt8ieIsYwM5fYA05db1kPIN+K1115jNYgoDM6SRKC9mUVFYcsqqvHCgoXtTsA1773NPEaj7h6L3n05Su9Vby9CZI/ueOKJJxh5QUsyiI7MaAKfh/alIDWpAl9tutbmKV3GBYP+yV2bdtWJiOHkyrNIPJnN5qfSVoKAQHuUltZj2QfDsXl9FFKSiBHs1kLEDGs/HQMbOQfw8vLy8NrChXBz90JC3HUMGTIEL7zwQiMAbMli99XXX2P/vv2oq69DRPcIzJ07h1GrJySlYN7LSxoHUJCfi/dXLmWU6pYAlvKyiB48JuY6HnjoEfTq07/xHJpH5hydW9/Jn9eCrknhZwQc/ioRi/gQGoHzp7Lx0bsXWX0xEl9/O7YhQ+CIvByWQh63bj1d8fDjYSgprsfOb2NZvbLWZOPXY9E90h317eQlkReJiBuI3jxfwwWwVhvASA4IOBgLVChJqUBNjRZCAR9OLjJ0CXVCUGdHVFZpIBALWA4UCQEso9aIh4evh4e7J7rMGQCpH0eS4qxOx+MhSghql3LeQJMeJg0VmDa//BjxPLmGuH8mPWDUIkcfgTj9fcyr9LzyXgaiWJhwgzCQJPQATzoSWsMEHHolE4m/ZIMv4GPAi2HoMycUGx89g/oqHYozath7laS+Vse8Rh2VQU8Ews5Hhv3rEuDiJcf8b4YgoAd5wKwEDh3VobWdVQP/KxqwAqT/lSdlHef/qwbIiCVPz+vP/IZ7JgQjP7kaOzfcYDH7SjsxK0aYcr2Mfc937uGMic+GYc2zZ9ocMxE0iCUC+IXYIyetmhVYNWfVkN2wI2kqngj6EUIJH0u+G47DTx5Hl17OyLhcBhuFkAEk9y62qMiug0Z1M1WzGRT5KBNa9RYRMDqe/Siybe5DyIwwHFoeB4WrBAON6zHI+zQkvKbcps4nP268j1Wf34WftycgorcbnN3k2PF1LNKSy3EheSZuRBfinbfOsvAukvbovFsqxs1dgUOnHoNKo2esf2ahvAiRkM+S89uT91e+gYryUgweMgQjhg9nJAkeHh4dmjNE5f3V19vw+tscAcPtyL49P0FVUYRnn32WhYlRTtLtCD33c6dzWVjmvBlthycGjvRnniNLKY4twamVZ6Ct07OQpqpKDTMavbxtWRhnp84OGDTcB+vWXL7lkHr18cBn346DRNqUgE7g5uDho3h50dt4c9F8aDQajBo5AlOmTGH9tXavFJZHIXKrVq1CSVkZ6mpr4eTkjKEjxqBPfy4k8OL50/jtyH6sX/dJ47iIHnzduvWoqKiAo6Mjxk96BAMGDWs2bglPy6i+KVvn7xIiMqB5bKbE/rOvK5MIQCxvyxeexP7dycyLSvmMISFOjPWypKgWtbU6FBXVIjOtEnHXi0EhvmYhD84TT3dnFPtfbLqGijKOYbCl7D42FR6+to3rqEhjgNYIlGuNKNcaUGswsd/bEhrjOE8bOIi4UgFERkNsikQG0dLRK+HxsPGds9i78wx69+oFsbscHjO7NXY9xe0ivNQrwRN7wKRJAkzt1F/iiQG+uAEoUcFgBST8WoAnaABJTWNmAInnBL7bNsT/mI29z11la9J3sCvGfNwPBz9KxJXdOSwGk94xlAt6J4QUE5f3QPyFIsSdKgJ5+5efHMNySK1i1cAf0UCV5q+lx25rbHaS9D8y7H/0uVaA9I9+vNab+zM0QKFlleVq7Po6AbUqLfoN8MKmNy4hLYFjFusU4oDyonpUl3Nf9E++2gNp0eU3hdZZjoUZGAYji2d39rBBekJFY+FCyi/67sZkPBK4k1Hwzl3TD0mb4+CoEKIipw4mHWcg2diJGVFDWXoN8wxR+FyQQxR8bRNu8hSZr12tccaVorsRVzYUar0MPiO8IPazx/U9edCbTCjJqcXC/xxCQA7HKBZtNwaX+qyAnYMUHr5KkOfrxJEMpKVUgGLzH5jcBd99cR2LVgxBbm41vtx8DdeuFN4WOCLv2dYfxiO0uytqLXZzGbU4Dx2qd1NeVoqiwnyEBvvh510/Iz0jHa+9+grLb7mVMLpvvyA88sRTt2ra7DiBgaUL57PwsUkPPcQY2W638CTll9Du/7XLhTh2sPUvKgqrG7dlbDMK74zjmTj/8WVm7HGkGxzhR3U15bOZ0L2nGwuNeuPdYdi7KwnxsU1V11ve5MQpIXh92VBILcARtdm8eTPiE5Px2pIVSE5KwLvLFrP6Tffddx/roq06T9u2bcPZcxcw4q57sW/3Dtx77z3Yu28f1qzfipPHjyIm+gq8PNwwd86cxqF88MEH0JsE6D9wKEpLijFwyPCbngUBJD3+Wm9OaxOAGPRuxS53WxOnobFExIGjOdMPMkOdPHh+AXZIjilFRaEaWSmVjA1TJhfB1VuOgDBHuHja4MyJbBw7lI4yRtDAUfBPfCQE3SPdsO6DSyBvd0vpHOqE1T+Mx66s289ZNPdFY3Ukvu4W4iMTsOKvJMSGl59ejUWzdkOjqUdQp07s876vRqJIwoEIH2ECJtu+xQEjfRt5Ti0vwqeixQLAqOZC8BgNJgeSaPKz7LJcDdCpJ4SOy1GY4IIfHzmLuhINbL1s8MDWQbhyqAC/bkxi79lala6xftjtPju3ICXGLgrHx0+fYaGoo2d0xsSF4bBtpbDy7fZtbf/v1UC1OvDm9NC2eFH+xM9tZVaA1NasswKkf+96tN55BzSgqtKgukoLdZ0Ob889idfeG4Stb0bh8sk8lpOjsBXDw1uB9DgOLNk6SrB4yzAsnURsbm0L7fCbk4G9g+1QU61FZamaASIyeLcnTMbjnX5kv4+d3hmOGh0qLxaBwnEqc+sZZS001egZngOvuiPopLzS5sU0BhlSKnrhauEYFNf5snZmJrueCyKQeLoctWUaFGXWQGTDx8qHPoIw4TRr97l0CQ5kdUVtlRadQh1RkK9i9xgY7oDu/d0ZcAzr4QJVtRaOLlJ8+slVnD2Z1Ujn3QEVY+mqYRhzfxDU7eRJdKQfy4KbP27/BseO7Efffv0wauRIRgAwYMCAZl6lQ4cO4efde+Dh6Y1n57zckUvc1ObooX2wtRGha9cwxmZ3O0JhPieOZYAY5J6asrfNHIghiwY2yzmqzKzEofm/NoYYWYIyAkpqtR7OLjasVkREL3d06uKAb7+8cdPQInt74IWX+iKkqzPs7JqKwlJDKmYbFRWFdevW4alZcxjL3uqVb+Duu+/GjBkzWF9tAaQDBw7g8NFjcHf3REZ6Mgs7dLC3R0BgMCrKyxAY6M90RcV4zUKU3zl5hXjxtaWNn5HnkMK1QB4TRspA1HU8UNlYnd7UIeB8O8+jrbbEZkdBZxRq92cJqz0k4uPdpWfg7CRjBaN/35WBa6cKWF4fzQ3yHLUUKmw6ZJw/+t/tjZ3fxuG3w5S7Q+k/PDz1XE8WCrv969hWhzlv8z0o92heD6y1ho5iqlvEg1zAh0LIQ4JKD207a9NNIsAYNwIwgNAEfLchBru+O8FqjNFzD+nujAmzgvC9BRYartiJSB4RLXQsz5B7aTV4kwxEaEITgkAShekZwU+ug/CjXJicJDD1G4Gafm9h9xuVKLhSBrGtCOO/HIySQjU+f/YiZHIhK6tA6+NOZdySboi/WITYE0UsF+yj6Afg7H173uM7vbb1vH+mBqprO91M7NqSEPYv+NtWcXt5qv9M7bd+V1aA9G962tZ7vW0NUDhLYZ4Ke7YloiivBv0GeGPb6mikJ3GAyMtPyQq/lhVyuT0Rg93Ra5gnvl0Z3fa1eA0hKg07vTZUC8lX3uBF4li6Np0ej+WP/M5Ai1+YAx5/zhs5q39Gj4AsSKqS4C7Phq2oba8AeYqyVSFIrYhk4KilEECSOkkxYFlf7HktGnInCfISKzFjx2B02jsZyuwL7JSno+fjSmVn5iWrqtIwJi1L6X+XNyY/G86Y7CgccPnrJ3H698x2a7mYz6eCpW+/NxxDRvqDTMGOkjK0plgKgxLzddAaRY3X1mo1+PrzT6FW1yEjPRVhoWGs4OuaNWsQHRMDZ2dXDBkxGv0GNCWR3/YEAaCtKcGun35CZlYWnpk1E+HhHSvQRwWCf9oez2y9tSub536Zx+Ea7oJRK5q8KQSOfnv9BKtvxJLKG4r/Wo6b+qOdbW8fW0Z4sPDtwdiw9jLbOXfzUCA8wg2j7g5gdZTkCq5QqKW8sXQpioqKoaquhp2dLWM4C+sWgfvHT8Kr857BmjUfwtnZmRV5bU1KS0uxafMW9IjoCw8PZ6QkFTCPo4BvB2Kl8w/wBI9fCQ9vCdRqDQyGeqz96CNGzDDtqWcgE/IhBA8aFYVbGlnxYgopFdsI2FgFIgHsPWXMwDUIAHUrHpM7eY5tnSOAAUKe4U8NsxPzeDh/Ipvlv1w9noej2xuIOXiAQiFma82cJ9PauNx9FZj8fDhS0yuw7fMY1oSe7wcb78auHQmIjSludlroA53R++kejZ85iPmgMbhLCQTxIRfQ7xwjm3ktkUfPYBKw0LvfS9WobaPQqxkgkSdLKRPi6Qd2ISkhDp6enggJ98aTs3sj2HETTteFIUo/kl1DwqvD84pRt/+YeBIuN4lAEhssD7wyPYSb8zgPkoWUiHrgZNxI5PIHYvT7vcF3kuLdu49BYS9meq+raT9st73BdRniik6DXbDj3essZ2/snFCMf7Er2zyyilUDd6IBlYrztv7dolRaAVJbOrcCpL97Nlqv9z+jAQJHGckVEAr5WL3oLMY82AmxJwpxcn8W85yQdA53YoVgtcSYBGDMo0HgGYHjP7TjtiaAJKBq7U2hMEERTshOrYJea2B7qh+9awPViaPgZ15HkCIbbtKb6bhbKpK8Q7Glg5Fa0QtVGo4dqlVpMKrDZoSitEiHwtgqVJdq0P+pAHQZ74ng15pomcddXgGhdyDU9YbG5HFzn7SBS/dBhtzCjwdj1PhAfPjuOfyyq32Kajp/6Eg/FtZFxXCJYastwjozQQN5ztTtFLCkXBFjO7v8q1cuwaNTp6Bv37544okn0af/YEya+sQfnouU3E61ZIjpjJjbcjJS8fLLL8HFpUmHbV2E8oW2rL+KrLQqHGiD1vuetaPhEGDf2MXhBb+iIqOS/W2mJ27B1M2OkVcpItKN7Uh+8uV9rCgx0coTMCYDvCUoonNiY2OxZs1aeHr74YmnnsG2rZvAM+kRGRmJ7du3Y+z4yVCr66GUiTBw4ABWiLelEM15dlYe8goKcfp4Kfb8FA1VdT0EQiG0GjXLLyorK2feJyr8GhZOtXuc0atvGHz9PGCqN6I0uwZnvkhH8qliFCepmvkYpEohPLraIXiYKyIn+kBmJ4LUVgQtDx0qjnqnD/zPJGtgBV55PMZWt2tTPKJO5jcOi941lAdWWdGy/lXrI5+2sCdKK+vw9Wdc7ajBI/0w/C5/rPvwYrMTFK5yTPh8LPuMvENTvW3aVYW5cK3GKGHrijxIbeUoEcAiTxN5/Mrza/HuK6dRWlqM6uoqvPBqH/QOiYK3UzT4Rj2+1i2DyViJ8fI3YWu6ucZah54PX8aF1hm5ely8fB1EKzPbPFVrkkMVOAaqu57Hu7PLYNQbWQ5VdQd13FrHUoUIT27sizXTTrG+fMPssPL3e1kpB6tYNXAnGqip7HRTBcG/wGHU7OuC+lfaWwFSm6aSyZIK5k6eqvUcqwb+oRqoKK1HRaka9fU6vD3vJBavHoJPX7uEG5cLodeb2I5taA8XJFxp8uRMfr4rchOrcfW3vLa1wgMDXeYQO4WwDn2Dy9CZH4tQSRx62HXccMitC0VhtQ8yZBOh0rmwfKRbCRnPbn1cEPhQEI6vTYRQIkDYA57oNtkb775yFltM4xu7mFqxkyV+F+Q175f6oPtnBW+p0K1chDc3Dke/u7xx7GgmDu5NRtTlAkZsQSIS8UFEDENG+uKhqWHsd56Yj/p2GKQon4EAktJGxMBRVSshR9Q30TETQKI8kdbkt18P4uSxQ/j888/Z4cceexwvLXoL7h7NqbJvpbfWjnPAjM/yZ8pKi/HxB6swedJEjBkz5pbdEbX37p2J+P1oBi6fazKSzScSMCKAZClEzEBSFFuMnAt5qMqsavM6EZHuDAitXDsSXr63Dq1KTEzE0qVv4qNPv2J9vv36i7j3njHYu3cfysrKMOv5BejZqy+yUuOQm52Bu+66Cw4ODqztt99+i+TkFPTuPQDZmQZ8vuEq/AKCIBKJUVOjgo2NHLW1Ks4rZe/QjE5doRRjxarhsBELseOlKMTsaWftWJgQBI76PumP3pP84NPdntHDtweib/lA2mlAHiQCDVqLIq532h/ReeemV2LLiiu4cDSnWTcEjmg9tRZe19b1Zq/si8uX83F4Xypbk2s2j8HWzdHISueAtFmGvz4YXYPsMSjcGS5EtnALoXsWkOfM2DGjn3KqYi8W4KuPOe95t16uuP9BIQKUm8DXV4InUEJjOxQGzWGIdfHtkzO0NzYKq+MrWM0kc6idaG0ueCkNXiUbCVDXOvFDvUGOqNJeiK3rj9Pa5RjeAAAgAElEQVQZ4W1uzNxKN3R81rZB+OKlS6gsUcPWXoK11x+Ak7tNq5sPHenP2ubfrYHa8iaA9CemGDXViGulAh5dR+FoBUhtzTyrB+nfvSatd9+OBijviOobJceV4fvNNzBzQSS+WnYN0Re5Ao1UlT0g2IFjr2uQqfO6I+1aGWJOFbTZMwGiSKcUdLdNRE/7JAQpmhtJbZ2YKegOnn8EEi/JYXAIQUKiM5ULYV/I2ho9nPzlkCpFjNlOXcXtrrYm9p1s0XdJL5z+NBX2HjIGjmTeUmz9KBpxBy7hYP83Gk+7N3Yd8sqaJ2azMCc+j7FpmcPiKKTLw0uJZ5b2ZuFPvgF2EIsELHlapzWyRHPaiyHAxBcJUN+ON8hyzLQr7WInQWWNltXQaU243X0uHKg1ibl2BceP7sf7q9/DiRMnsH37Dry5as2fMvelfGLWEjeG9RF99bChg/Dggw/esv+qSjWO7E/D3p8SceNa85AoOpkA0pDFgyB3aXu3n2i+f3q0ObW6+cLde7ix3e0l7wxDUGcOyLQn6enpWLnqHcx6bgES4mPx885v8cADD+DIkaNYvvoT2NrasdP5Jg2S4m9g8+ZNWLF8OSue+/TMmXjppcU4d6oKh4n+vYNC3qy3lw1F0Y1qfDPjIvTqtpnUuC7NOStNBr5fH0c8uKo7vMLsYRDz2gXdHRzWTc3+TJpxpUiA7zZcx+crm/IGidGSvLEEkNT1OpbT11FxcpNh4adD8fqC4yjIU+HR6d2Ylg7+kmLRBa1ZYMqT4Xj+5b6os/Bet3cdxuLHM3UIJBHj5Plj2dj3XRJGj/PDPeM9IFV9BqhjAU0hIHYDz/E+GNQ/ctTerN7RHQqRNjDufy0LM+Vfr4NwEwesTS520L/9OxJfWAvf+kNt1nyr09vgSkkvxFeEIrvGF1kqLj+zo/LEhr74+cMbKMyogVwpxsK9I9CllyukNtbisR3VobVdkwZqSygn8+/wGVlujpggd+n4+/rf9rysAOnf9sSt99thDZAxn5tZjatnC3B0dyoem9kNXy6/hrgozpilZGrfTnZIu9FUi+jBmaEoz6vDhYM56GGfDAJDZgDU0yEJ7tJSuEtvXZcmrdYHvOCeqPMbiA0bNEip9mEG1JgngxDS3QGZ3ybBTiFCaVoNK4goEPGgqzOwcCMCKCZK8i7Vor5KC4MFfa9zNyf0eikChYnV8Il0gMJVCp6tAF+ujkLMhSJ4jvTGS1Uvwy+Hy0GaHzcLx0sj2O9mrxH9Tgx85rA4lnCuEEMiEcA/yB5TXu6GE8czobCV4JFp4ewnWWeUT3In4uYgZQBJ00quCe1ws/yQdna5jxzci0P7djF66h07d2LKY9NvopC+k3HRtc3FS08cP4ojB/agtqYGH3/8Eby8bu2dIg/Snp+ScOxAGq5ebB1Qd5vaFeFTw9ocHrHZXfikdRpvswdp2YcjWE2dW8myZcuQlp4OHo+o1QUsjC42Ng6FhUUYOHQEJkx6hHVBZBgUPrVy+ZtYu2YNPv30U/TqNRD5OfbY1yJUkM/l0LNdTBbWRyzRJhOMDURkK1eNQFF0Fb6afoEjYiDPJBEztCktDQiuoXOAHFPW90ZAL0eoeSZoLeYK5caIhDwY9Zy3k8ZBwJ28n3QtE49IH249NwkskB+pLSB+K/2yYrAiAcvTeaTPThgNYGuGwBF5k6nmkUBIzI1csVVizCTq9vI2qLstrzd6SifInEXYuikaPfu4474Hg7Ghgd6dB44NktYrfb5o2WDU3wYhCm0CEL36re6bAFJOciVcHAE50iG3qQMKloEnkgH6akDqCb77s9Cr1sOkIQ9SY+G3W6nu5uPEYMeTAYaGnEieAOLnEhvb6X9W4bNBv8GgNWHcHC00ez6Hr00cpHU3e2rNJxFgKql3RkJlKANNCRUhoM/aEgqx++mDGyjKqIHMRog53w5Gz+GerEi4VawauF0N1BU1kdbc7rl/pL2NW9uFyf9Iv/+Ec60A6Z/wFK338JdoQK02oDBXhSun83FkTyqmPROBL5ZdRVwUF+ZEhg0xhCXHlGGs+znc53Eekfa3zr9pbbAZal8kaLvibE4AYlQhqNXLodcZsOHEAzj6VQoOf5XCjByKcY8c5YkRDwcgZ28mtGlV0NbqUVuqYXS/lNdEu/AUfmRjL4ZMKQJfyINBZ0Tw5EAEPxgAndYEVakaCicJDDwTlr1wEsk3ykCU05Fv9MHD9d8iOP4Q3PJjGUHDzBvzWe4KCRmVLYtWEj005biIRAIEdraHe6ASvcd4Y+f2OHbOhCkhuGdcMKMRt6xx1NGH5qgUs/A6qrvSUiR8DfQm0S0LeR7atxsnjh9Bl9CujJXtzxChSY0Tvx/HN19/BbFYBKL9tre3Z/TYHSlSS0Dhi41RSIovx9H9HfuSGrVyOPMsiWw4WuX045m42ApAMucg0c9Ptt7LCBluJdnZ2YztjwrtjhgxgjUndrnz5y9ArlRi+sznUVZSAgdbG5ZjsnPHD3D38EDvXn3g6tIdW9Y3Gag0XWg+1tZqUVGuZj81GgMDKAT0ZTIhlq0egSBnO6weeqwZgx8BGCrw2ba0DpI8w+3wyIbe8A63R5VaDwbO9CYoFWJcv1aImKgiVqOrRqVloWgOjjL4BdqhTz8vuHnIGVmetpW6PuZxcIDYAK3p9gxgyp8zaAzsGagqNIg+mY8fN8aitkaHqnINCCgbDIBeb2D5fETTTWud6qvZO8oglQsZOUppcfMiz5b6Ifa6VT+MxvyZh1kNrDffG46lr/xu0YTWrwkTpoTixSUDbyrG3N7cMIewWnpKW2vvoBRCoFWh7spKiBX2kHp6w1TzK6At4QCSTQB4DvfDaLwKY81RwNSSJOE2GO1oAAIlB5AYox0f4ueaQpN1P2uwPuwXRM7sgvpaPdMzz1GKlO+PIUxyHvf4HoGsRdHstnRwumAwNsXPuunws98Pxua5F1BdpmGbZfO2D0HEUA/GbGoVqwZuVwP1+UGN/qO/M8TOxrNj3z23ez//hPZWgPRPeIrWe/hLNEAAJSu9CsmxZdi++QbmLumPLa9fbgyxIyOma6Qry0F6OmAfZvjv7/A4ois7I6Y6BFHlnRFd0QXOnjYMhJTk17KfZCSSoRQ53ANLtg7HmmfP4tLhXNg6SlmyvYuPHCMf8oezuwya5Epos2tQmamCvs7AwBCBJCJ8sAuwhd9IT3R5KIDVMNIZjTARmJEIwBPxsPyFkzh3JJvtWvvf64fei3ozYDT9Y85AJiGAdLmyM9v5b0mmQOfZ2okZ5TkBJaqVRAbogjUDcGBfCgryqln42dBRlPjfHXojGcmGxmKfPBhhAr+hbhIHwijXw7IYKCNqaOUcMlYp/Ifol5ufw329cH6C1vtseR1zW8tzjHoNzp09i+qqCrajL+DzERQcDApF8/TwREREN8TExDC9pKamwWg0YNy4cXB1dWX3QYQFfD7VuzJAIODCbghECYVCdo5OC+ZBqq3WYmMHirman0fIA50ROaOJkezCJ5eQ/lvzJHWlrQQBgfaQK0UMIFEspuU4zL/TOMw04eaxmceenJyMhIQEqGpqoNPqEBYWioqKSgQE+LO+Lly4gPvHPQgXF1e8POcoSou4uQsTD1VVauTnqhjo5vxHgIurDRsTFUP1D7DH07N7YUXvwyhMrmqMnDPPL8rRo/XF/e9m4cz9m6XPI74Y/lxnuATJwRfxGUvgoX0pRJHIMZ419Mdsas5lxTpx95Bj/OQQ9OztTsOHTs/lHDXNQ25OEeU3zTeaVy3nacs5xbxWOh7L4Tu0JxUp8WV4dkEffLXqGs4czmJrxizmDQYK26V1TwWEzbog74S7t5JtTORmV7Va54j6eeLVHrgclY+LZ3Kx5ftxePHZIzcp6PmX+uKxGd2g1WluKrhreT8t1yWBQ9JXE9V58zWmkAkh0RfCGPUi1DxvyLvPBCp2wqSJ4x6/ie5VAJ6yD2DjAX3lesCgapgaDU+z8YF2ECjxbTiQZdSz5yh+rmlzquyDAlzemg3fYe749a0Y9JofiutHC3HtQC409QbYOkkgUeehp8NlhNonwE+ZDec2iHDIk7QianEzXcodJZjyfiQ+mXmGPSd6RkuOjkZAmIMVIHX4W9Da0FID9bnBLd5qLd9yf83fMm8rQGprJloBknWNWjXQhgbISCnIqWGMdSsWnMTyT0fh47nnWIiduRgj0V8X59biUeefbwJIBIJIoiu5+jjXKrqgRm+D1Bof9jcZkyycxmCEV5AtVJUaVFdoufIeDSExYqkAE54Jw/hnQrH93ev4/Yd0lsdDdZDoi94nxA4RA13ROdIJLj4KCIwmSCR8yB2lULhJoanRM8Akd5CgOL+OhbmJZDzUqw2M6vb1x49BaSeB0ksB/3ndIXLk6pmM3TkH3a7+wH6/UtUZz8QuYB6clt4jmY2IjZV2vik8yItRS+sw7EF/SByFOHs6u9HQu3dcEB54qDPAI4DEGabmV34zMMOj3KbmhrHlV4NZN2S0mUxkyvHBtzjn5j5JzxQS2LxPPoVZ3TQOoKqqClR4low6IiegOj7FxSWor6+Dl5c3amtrGJW3SCRCVlYWamvrIBSJUViQx2r7VFdXo2fPnuw4iRkotfydz+Pj7Ok8SMRCPPfkgeaz0NJJ0orDZPxnYyF35equEGHD6VVnGfW3WXz97ODoLMPAod545D/hEEnaHof5HEsARcCpvr4eOTk5cHJygk6ng0ajwfXr1xEaGgo+XwCdwYTgoE6IulyMDWsuccCex0dGWgUqKzkWNtJ4/8He6D/QB17eSlawNjOjEtOf6oGyS9XY9Vp0w3znZgD9x9j5GjYJ2K2bQQ1jO2zIe7Owoek4NeFC+HiY+eMgdL3LHa/OPYKigloolBIGyuzspOz8eir8XKFGSVEtigprWR2qkDAn+Prbo2cvd4RHuEAgJEBrhN5oZOF3RoOBA8kN84jmHM0pesYCHh8mI0NzbC3TTROFPY3px21xOLo3DS5ucox/OITVp5o+eHcjQUvLVw8Lw5OJmEeWcpGIDMYs7l4KKO0lTL+0dlvKwHt94ehng2+/vI7PtrcOkD77fhy693KFWqNuZY01bSiY15jluqNQVqOJYBSXg8jj07rjQSwWQmKshPHidPCcB8Ko7AqhzAam2mMwaZIBdT7nQeKLALv+4HvMga5kAaDLtrgFLvySCbvlDoAkxmZnAIw68K/XQri5KXwu69mrkAYH4NR7cbBxl4HnLEHsb0WIO1nI5gl51imEkd5b5ncagSQbYS16u0TBT5GFUAfOI3o4Zwy2JT/WTN3hoz3h3s0We9bGsZG6+ijw8q5h8A91YN4kq1g1cLsaUGcF/794kGR+lrmKtzvqf3Z7K0D6Zz9f6939AQ1UlKmRn61iBu6GFZcxZkInpF0tw68/pjF2OxI3TzmEAj54xVnwkJYhqrIz7p4aBHtHCfZsTLjl1SkHgr6gO/dwQlp8BcvtYXYi7XjzeXD3plA7I3xD7fHS+sFIvlqKb5ZdQ16qipFEME+TlvMWKRwloEKSBFQ0dXqIZSLc93Qw+t3jA61GD6FMwHY3S4rrUJCjgpubAqueP4WK0jrUqHToOj8CPndzicp2FTmY/W5k4/gfjFmF7Bp7Li/awExZlj8hEgtQV6tj9XTIW+DfyR61dTp4B9lh1NRA/LSjuQ5eXToIQSFOHSZpaEuBLPcIBhgFUlZMVKvnDNk/KvGx17Hx4/cgFotRV1+Pzp1DkJOTje7dwhEYGIiz587hrTffZMf37NmD8xcuYva8V1lNpZzsTFy7egk/7/wOlM/Tv3//Ww6HDN29u5Lw64E0XDiTe8v2ZgOS8pK6PdK1sf1vS07AzHBnGV731urh7JncqeTn5+PNN9+CQqlkoFGr0+GNpcvg4urG8lKoMOiGtZeQcKOEGcvJiWWoq+OAWnAXR4x/qAs0agMO70/BlYsFbK6TARkVPwvv9juK8pw6VuuTzmUbBpYDbfjD0ohtiw7efBr11WeqP8a8HAIoeCgvU8PeUYry0nqUltShqkLNNgcoFDUoxBFubnLY2UtRWVKP/AwV8jKq2XxW2EngF2QHv872jKFMqhCivk4PvoDmvwFimQQEsGuqdMjNqkLU+QJkplaiVqVja8zb3xZBoY6I6OOOzDSOTe73Axnw9bPFhsWXIJeLmB4o1I+tKaOJrR/yKtH1KR+JjtPvZiZI6sPF3QZ2jlKkJpXftFkR2NUBI6YE4vMN1/DW6mF4o1mIHWBjI8LxK9OgMZhYKOHtipBvglRAHl8RI4chpj1ip3RyFMJ4dS54Nl7g2wXBqIoD3+cRGPOWA+qkJi8PXVDiDJ77TIAKZZcua2UIFrtDtwJJjKiB6L51EG4pBD9G1dhfxVs3kJtjgwMvX8PUXcNw/sdspJwpRmGqCjqNgYVwEgkP6Z69c9sRG2HdTblID63qgUsHcxB/lstHHfiQHyYt7s48SAJRe+Ght6t1a/t/iwY0GRxAanyX/U3+JGmAFSC1NcesAOnfsvqs93lHGkiKLWNsbLu/TWBG1riJnbHmxXPIaCgUS2FlnUIdkBjVVKeIknRf/mQQtq2KRi6FD7UnPMDRVQalowSZSZUM8NDuLds5NpkQ1tsV+VkqBPVwRMQoT5b3NGSML1JjynF+fzZSospQWVTPEr7Jq+ToLkOnHo4YcL8Pwvq7QiQhI0tLcWss94O8RTXVGlw5l4+rJ/Lxw/objaPrNrMrwp9uMrrHLR6Jrgbu+Iemlfg1wwdF+TVsR59CoGiXnIxhGq9MJmK/h3RzRllpPSQ2Asx9rz82b4xqdvcUyrRq7V2o0ej/EMWulK+FSCyBUs55vAgcVdbq/hBI2rR+DS6dPw1XN3fce/8EDB0xGrt/2o6zJ4/h1VdfZV4hEvJCVFRUYNYzz2Lui4ugUlUz+uohw0ciKSEeX362AV3DQrBw4cJbzjkyiC+dzwMx2i1ZcLx9Q00ugkQiZEYpzZMRn1LoHCdnV5xB9hWO6MHL25Z5Knr0dsezC3ozCvY7lStXrmDVqnfw0NQn4OTkAjt7ewQFcCBaDyEcFGI8MWk3BDwe0lLLG9nXho7ww6Spofhi0zWcPZHdzPs4YXIIXny2Hz4YfowFQpJnhgt547xA5tA62iRoz3i9CSw15D0pXaWYvXsItAIjtm64hqT4UvTo64HuvdwR0s2JXcfWVsKYx078koHzR3NQmFODshKi9a/nmBYbcu5oEyKoqxPGTwtB7xGeqKnWMUBnay9muYjfb7mB6EuFDASSUC4QeVcov4iE1uv7X46Bo5MU9bU65klav/AC2/Qg4EegkH5SKQHa6CCgRJsN5L2uqtAwwER9WXpuvXyVbD3nZFU3e6xu3gpMXdANu3Ym4P6JwVj/YXPyjocf78oY7DrOj8d1T/oSCXiwVYiRk17JQgVPHs1CcnwZ5r4ajjCXCxBVX4as01gIaq5AYNcZMNVyeUZqMr4a2ObMo1WEQeD/DnRl78BUf7aVqdlBkMQ8SHrmRRK9kQVeGUftbfrPShR7PoDoI2oIFFLY+StRkleL3z9PYd50dY0e6jp942aUJQDtyDrx6+mIQdMDsWX+RTZv6V04bW1v3D0tGORRt4pVA3eiAU0qhdj9/SIJsgKktrRuBUh//3y0XvF/SANkoGWnVaG0uJ4VQFz68TDs3hCPk/syG40g7wBb6DVG9iVslj6jvDB0nB/WLeDYudqTwHBHqKq0qC5Xs0R2Mkjoui4eclCIHRlDL386GFs/uIb4qBJ2bOJToeg5wBNe/krYKMUs14S+rOmLv75Wy3Yx3b0VqK7WID+3Bp6+SpYjVKfS4rWZv8LR1QZCAw9Hd6RBpBBi5MYRcOjc5GlI2pGCL6MGNg57bNw6eIb4oqykDoX5NcxIp1wjCjUkY5N2v2lcPfp4ID2tghl+y74egY8/uHTTrc9f2B+h3V3vqGYN0X7LxYBBr4VUJmc78OR9ICHmstLq1uuftKf/ysoKfLR6BfJysxES2pXVSDLL9998ARjUmDVrFgu1I6GwO/IqLly4CDZyOfMoZGZlQqFQoq6uFm7uHojsEYHnnnuuQzOdjOXjRzNw6rcs7NvVvAYW3R+FhpFXgoxwVbWGhYjpdAbcv25MYxHZa2svoi6zigFEVzc5M/CpHg6F2f0RITB46NAhVgtJLJFhxrNz4e3GUYbr+RIY6g2YN+sg886Ya2WNuMufFSv9cOU55OWSB7Z5aOZHn94Dh2IBfn49mh0z59xZjpOV5+P+4362mv/GncHl6HNhXwxsGU2Yvn0gFH5SHPg5BT37uSMhugQXT+SiMLcGM1/shdoqHbavu46aai7MijYpHJ1tYOcgYcCktKiOgRSNRZ5Q935ueOXDwRDLBNjywVWc/jWbASB3TwUK81UgjzPRdNO6YB5gALMX9sGDj3bB1dMF7H1BtObrXjvf6IVl4EMsYOQr5KkioTHS/Tq6yNhmRFlxHdt0sJSQ7s7IyapqRgfu4afA5LnhSEwoYyDuwJ4mw4fWzZHzT0CqFKNW3ZT7dKu5QUVtheChpKAWMRcL8OM38chI5lg7fQJs8dlP42A6MwHKni9AUBsDoVM3mNLfA8/1Hph4xTBVn+JC6wwW4ydvocdM8JwnQZf/BKBvjVmuAyCJL2feKV45IHo9nrsVmRy6D8+iKJWPohIZKkp0KLhRhW4TvLFlxnnYuUqhKtOgslTNPO00t24XID36cR+c+zkTsacK2fwM6uWE6R/3ZeF1RKxhFasG7kQD2uQWAKmtREtz53/ScXFnK0Bq63lZAdKdzGTrOf8aDdDObnZqNWOG2vVVPPs5+v5ArJp5EmmJFUwPZCQFd3VCZmIF1LVNxse46V3g7qPE18uae1EslefkYQOZQsR2sCnRlwxGYl0SingIDHNkhue0JT1x7ngOSvNq2bWqq7SoKlez3eV+o7wxcUYoigrqoKnXoUt3F3j7KZEQV4pzp3KQmV6FZ+ZGwi/QHoU5Kky56ycWYjLsHn/I+EIc35+FERuHwyG4CRxVplRC/PIyLAvZxoZaoHbEvRdXsGtH9HFjBmQ2FShtMGDJiCfvkZOTjIE6MpSJBGLpF8Oxbs3NAIloiGc8FwlDGwn4bU0uM12zwER1j/jQGviQS4Ug48/McKdqCO+63Qn60pynMWzEaDwwcUqzUzd+vBrRUZfh5OQMO3s7KBQKDBwwAKNHj4ZE0sQM98qrr2LokCHY+eOP8PDwwOr33rutIdA8uxFdjE/XXEbUJc4TREQLjk4yluRfVFRrkXdiQpd7OmHEwiYAe2TJSRRdK0SnYAc4OMgwf/EAhPdwYV6+P0sobNBg4uOFOfO4LvliqCrqsXrZGSTElrI5EBDowMg43lz4O4oLapkBaWmAOjhKcejYY/j9vUSc+zaDEV80kTG0AEUNE4wBIGYvUzgaB7YsvUc0/+iYJfX8uJXdMXh6IPbtTMKuL+ORmlDOQu1eWTkIN84X4eD3KSxElT4jUKTVGKFR61nondRGxNYiXYvmVXWFhoEfR2cpq+c1YmIAhFIBDv+cirysanbfPv52rH1OZjV0WgOc3Wzwnxd6IKSbC/Z8k4CivBoGniY+GYotb19hGyFVpfWNz5RCvmjTwcFZyggZqis1rNAr6cvL3w65mVUoKWpisXNwljFARflIZukS6cw8xxTe9/VnMchoCO2j46+9NRj3T+wCNfGrd1BoXdlIBMhOrcTXG6Lx6z6uXoo5DHLWS70xfmQBZDVnIXH0gcjOG8j7Gqa6JPAd+gN2oTCWfA4IFYC+KfyN64QHvv87gE0n6Eteg0nbmpHWkJfUVlyl0J6F2AkTQ8Ff+x13V1IZtKvPobrGDlnpAnw3+zIC+zhh6pY+WDn0KJROElaGgUIqBSJaG6Y288FaU9Ndc0OgMxhw4NPERu/R9HV9MWSiP8sPo7loFasG7kQD2kTyvDZLzP1b/haHts28W1unhqqmDq7ODs0KIGt1elRUqeDqZN+YI2p5z6pa8sTr4WCnvBNV/NecYwVI/zWPwjqQ/1YN1Kl0zHNCRtjKl09h8n/CUFuuw2dvX2G7vSRk2Lh6yJGRUMnCOMwyfkYo/ELsseuTWJTkNHmY6LjSQQJ3PwWyUqpYmAYZZ5STRF+y/iH2cPK2wfApnfD7vnRkJFSgvkYHsUyIyIEeiBjgzsCROaeD3qu0I0oGMeUvaDR6ZlRqtUbmYSHj7d5e36IgV8XCQAaN8oWfjx0K/OzgPaypZk/eqXzErzqBPV0XQinkdn03ZY1l/+jlTXkRtCOfnlyBuno92ymnnXbauQ/q4gS1Wo/qKg1cPG0w441e2PpZ9E2Ple718+8eQFV9S5rfW88AShEX83VQGzlwQkYc5SCZ2djs5CI2FvImqcjTcod5SWkpSSzv5sDen3Hh7EnG2kbi6xeAN5YshqenJ2Ooayk1NTUMRN2JkO7I4P1g2Tmkp1QwKuzMjCqWh9JMTCYMmtMH3SaFNH78zYM/QcgY6YAXXx+I8ZO7MPKBP1tmz34Ob761DGKxDQQCDpxeOpeH8vJ6llcT0Mkep09ksWKx50/lMFp35g0iMZmw8K3BeGhiGPa8GI34YwQEuW1QltfG0u+4tmbiBUbQQBv95IUiHm4KoxNwz5uRObDcJSIyM5/J9ThmURgGzgjEw0N3ciFqJhPmLR2A/LRqHNqezELdCOyUF9WhskzN1eiy8PSSV4dAEoW6klfA00/JvHaxV4uZt2r2W31QVlaPS6fzkJZUwTxN/sH2nCdVb8Lzi/swj3JpYT169HFDt17OcPO1BZ9oxPUm8CV8CGUiqErqcf1qMTa+fRkpMVx9NNqICApzYjeSdKOUhUgGdHZAblZ1M6rvrj1dkJxQxsAWyV2TO6FTpAOEQgE+eZ/bmCCtTHo0DC+9PhAaowm6DuYekTdOIRGwvKpPVlxgIbmWQjre+tNIeNZ/AYVvXwj1maptPo4AACAASURBVODzNDAVcECFJ3IAr/NSGDPnAIKGUDhjy/XOA7/ThzDJ/GGs2Axj7aGbyRno4basl0Sf8cTgiYIgsBkH3vIPwYvnPEgm9wDoP7yMsnwDPpsWhYrsWrgFK/HI531QlFyDk1+kIONqOcs/0uu4MOaOepBGzu4MmZMYO1YRcyU3z0Y9HYy7ZgSDogCs5Ax/9tvm39WfLp4jdfq7RRR2M0A6eSEGqzdsR2ZOIRvO7q0r0DnQm713N32zF+u/3M0+d3SwxfqV8xAR1on9XVevxmsrtuD4WW5TmD7/ZMVcODveug7f333fHbmeFSB1REvWNv96DVAoGeUnZKVW4os1UZizpB/SYyuw6Y1LKCnkdnYJINGOdHZqFXQNOQn0+aCxvrj/P11wZk8WTu3OZAQKlHPkGWCL3PQqZvgZDCYGksgIixjkjmGTAhDaz4UZcW5eCvAaQozIkCNDUtKQ4N3egyEPE3mgZFIhls77HYd+5nZpCYRF9HbDkEX9Ue/GMaGRJO9IQdTaaKztuhkjnGPYZzV6GfMeqfSyRpYxuk/ySMVGFzOPGuU42dpL4eNvi+xMLi+i5xAP9Brtib17Wt+d2vjlWBgFvFZrG7V3TxK+lnkxiG6YClPaK0RQa40gzxEZLe4NLHy080+FZanA7O0IF263DBXl5VCr6+Hs6oawrhGMoS4tJRFTp07FyJEjG6m8b6fvjrQlY43Y1fbsTMTqt8+2mqclkYvw6I4JkCi4cJ7CG8U4vuQkIwCYNrsHA6xnTuTgzXeGw9Nb2RZTdkeG06wN9VtUXAKdRozD+9IQfbWQeTVUKgp3FLJ5TPkzBBz7D/FmrHX79yTj2OF01s+j08IxfJQ/Irq54fDiWFw7kNeMRczMRGdmrbO8uNnZSECHwJBlWF5LA5c2GO56JQSRj/rh8dE/obJCg0nTuqJzqCO+eu8aPHyUKCuuR3Eet7nRltDcps0EAj82ChHzEFDIK3mJaDNj+VejsOubeORkVCMrrZI9K8pxevTZ7gwEde3mDB8vOYpO56PsRimq0qqhV+thJOpz4mARC+AU7gj3gZ7wGurFNheWPP07zh7JZru1lPtEXqVEAkkKESN9yEipZB5FuhYVZaaNEKozRe+FmW/2hm9nO3y2Pop5I4VCHp6YEYHnXuoDnlCAGrWObb4IGduguWgvRxBB68WyzpjIBOSkV2HbpmicOpp1k4oIHOw9MwHStLchDxgBkUwKU+YaQMuRFjBOP7+nWUFYU81ZDiTpW9E33wZ8n/kwSX0BYzmMdcdgrD8HmGhzpiV9I8cUSMCILx8DnjAYvKPfgvfZt43j0877DMaI+5F4UY1ts64yj75rJyXzIBVnqRBxlye+nX8FMYfyWZgsha3Ss2xPHH3kGP5MMKthtXttbKPnvN94X0x8vRs8/ZWMOMMqVg38EQ3ob/z/eJCE3Zt/R588H43nFn2EmY/dj/H3DIaDnQJSsRhSqRjRsal47IUV2LZuMbqFBGLd1p+x/9gFHNvxIXtnffH9AezcfwLbPnkdMpkEs19bg0A/Dyx75ak/opr/t3OtAOn/TfXWC/8vaSAuLg5dOofi/9i7DvAoi657tmaT3fTeKwkJJfTee5EuoCAKgiIKCCqCiAI2QARRERCkCIg06b1I6CV0QhLSSO+9bcmW/7nzZpNNSAjdj9+9j5HNvmVm7lsyZ+695xQVKBETmYtD26Lx+ruNUJijwLpvr+PqaW6FlVJrCNCkJxSxPHe92TmbodNAL7Tq6cZy4FPji3D7fDqKcpUMHNk4msKbWKhe9YalvQQkUusXZM3S6CjViiIYRUVFkEqlFfTRD/NfSTEn0EnilOG3sjCq505u4lJOidxxRisEDKma8xx3IB42WzdhoevPFacef3MaruZz++knqTQ5a9rKGXl5CkZcQalJ/kG2yMtXsJoOslHTGyGvVIlroVy6WHX7/peekFqZPJZwLBFBS/hKFj3i8fiwtRBDQZGi8rQ6SgeykolRqtRUfKef9NGEkCbXtdnev7chMyMVifFxcPdwR3JyClzdPJGakgChQIj+/fuhdevWFdGhRxGCfdL7OzOjBMcOxrII0N4dkfjnyH12j5ARKGo3uTlLsdPblbln0LGtM6PTvnguCTeucqt+EokIi5f3fOxIEhFQWFtzdUZklEKWmyNnEYxvvjyGuGh9PQlNtMHqY6h3bu7mjKJaLOYjPa2YscMNHx3EyAeOH47Fms0DWJ3V8JFB2DXzFkJ+j+ZW4nm8cjY3LnWORQPLVawMfUj76UkcyB/6tDvD1Dqix6bODPiuMQL6OmFIq78gtRBhyYbeWPllKIuwxkflM0p9/T39MGY8iuYQSKLnkO5zWwdT2DpLER+djybtndDxFS/8+dtttnhCz8JbU5pg0Eh/uLrIkLgzBmnnU1GaKUdJagk0CjUDThURtXKqfwJKUmczBI1vAP/RAUhKKMKrjbYykNGwhSOLSlF75hZiEBEDkT1Qv+iH/F5aXAZnL3PMXtEJYbcysW3zXcacN/a9YLRu54bEpEI0beYMrU7LagbpXBRJpusiMRXA3ccSnr5WbJvAhEvJLMiU49jeaKxeeq3G25h8svfcCIiivobEKRBCkZYDSOXGEs2k/uC5vQFt8mxAQACCKONqrhHk2Q8DrHoA2kxAYAVoMqBTp0CnJQZAGqUEPIEdeCJvQFsEnaYQ/ONnwVu/paJNTZNuUAz8DGqXRjiwIB4XNyewdEfvFrYY+mNTXNibgGZD3OHlZ4lrB5JxdVsi7p3PZP6syRx8ZWjYywUBnRxweut9XNmfyLpC4Lzj694Y9HEDWDmaIvT6GfTt2+dJH3fjcUYPMA9obv07ESRBcCVAonfT0Alfor6vOxbMflAceelv2xERnYA1P8xgfc7MzkfXV6dh55r5CKznieHvzkXvLq0wYVR/tv1oSCg+mvcrwk6trzEV73/90hsB0v/6FTL271/3wOrVqxEbG4tFixYxbRJFKdHxlmH35ki07erOagGibuRg3/oIXD2VyggTqHCbZji5GXIU5iqZEGzTLi7oNMgTeZkKVlxNBfQ0QSFxVScPGaMWFor50JRpGPGCoRE4Imppw7qXhzmmMF/BABJR+8567wROHb7PvaCYvpIO5k4yvL6+D2BVdeXzvQXNYJWfxE69L70NvogcU6UZDiTxYOtgBk8fS0SGZcG7njUDdBStIiOCiIV/9cDqX6+joKDmCdGTACQhT82mzWU6EczNRKw+IiOPA6EEgBihgZkIuaRvotOx7aYmQpiI+CzVLocK8qvNhsPv3MK+3dsgFgnRtGkTtGvXjmn9bN78J5ycnNjEp1+/fhU+II0jMzMzJvb6PIyiIXNnhSDxfj48vCxRP8gOQY0cGBPb/Zh8yJ3NIWvnVtG0TKlGYH4pIiOycedGBqNeNjT/+raY+WUHNpmuy9LT0/H72rVISEiEWCRG82Yt4OHuh/xcCSLD87D656tM+4ZAOmdcehzdy3RPEfig9omIwM3DgqUGUq3akJH1MXVGawaePb2tcP1cKkSpGmz9+Dq7Jwn0cHVFelaG8qwqww4byOSwYwgIVQpeVabH8cBSXD842BlZpXJMef0Q+o/wR4NG9ji1K55FRfTgqC5/sBHyeCzFjqJI+lQ2AklWdqYsmvPFqi7YtTmcRZElZgKs3TUAisQi3P31NgNFhUy8+dFSSflCPhxaOKDjT50gsjJFO5s1DJw1bu3EiBoo5Y8m55mpJRVse3RdyedjZzaFUq1mkaN+w/wxaFQAE7m+dCEFAYE2uBSSjJiwXKadpgeh1ccf0MgOPYf4ol6ANYtivjfiAAN9NZmtnSm2HB0KScpKSKycwFfcgS7rUMWu+kocnutrgEANbc42QGgGaJWcsGsNxjP1B8+qK2DmD11ZMnRaikarAB5xq8sBDX0WgW/eBygoAu/TMUBOFnRWUkBsidLh88FvPgB5uWKsGHIWecnE7qlDu7e84d/PGampRTB3MYXEXAg3D3MItXwUZimQcCsXaVFFkBeVQWjCh7m9BI5+MqgUWoSdS8fNY6kozlcyv5FA97DZjdGwsxMTm7WwNsGcOZ8z/bO33345V8kf5Tkw7vP8PaC5zuklvmgTNKskBsrNL0LHwVPQrX0zKFVlUCiVaN0sCONf7weJiRgzvloJK0tzfP7hGxXdbNBlLFYsnI7ObYLRqt97+GbmePTq3JJtD49KYKDp4v5fYWFema3yosf4pO0ZAdKTes543H/CA7t27cLBgwexbNkymJtzBYeUUiYUCSEvVrGUu8z0Etg7SdkknSJBUbdymKYKUf4S+PGubw2K6KQlFCMrlSu2p5SZ+k3t4RNozVY5CVTVlFrE2istZZPHyonpw11P4K2gQMXSc4h+u4H18krqZINJaFALJwyZ3w5ZtmbshP53D2HoxrfY52KNKfpc/Jql1lVMRMub1YOkDt09mOAmFbvHRFUWi/d+zQ8OfjIcPcQVdddkT5JiR9EjlVbEhGFdbE1rZK2j2gmKGlH6HZmC0pkeYr/+uBA+3h4YP358lb0yMzMfSKOjolOqMbKyenJdoYf1hSbgxGa3ZcPtKrtR+pqLqzmj7lY3coTSobLGqWBPBJLDsh46xvHvN0eHzu4shfNh9v3ixSgoLMEH02YiPysT6SkqxEblsWgDFf1T6hwJxBJdPGdcbRsjNyivNdLTXdM9QwCP2iRq+BOhbzGg+t3HZ+HsJsPo0Y0YzTcRhjAKa64cpGYzqHuv+FguDEvgSt82faZzyBxMMPVQF+zfHY2ta++wdNhbZ9Jw41w6stJLqoCpuhgm6ZyUkiqRkN6XmtX50fjdfS1Y+mvb3u5o2NoBt69lYNioQCij8xGx7i4KYgoYQNI+QQ2cxFaCvn/3g5m7Odpb/w7/hnaMxfDujUxWL0M1SUTkQiYy4aNBSwe8Oqkhtq4NY9eCCD8INL32TiO07eyG3364itNHE0Alc1Y2pvD0soSaAGk5056h02m8/g1s0WeYH7b/EYYju2NqvCbUh12nX4U0czMk1nZA1l7oiri0XL2xa8WXgOczFbqSS9AVneZS7bSKWkESO1bsBJ5ZIGDiBZ6JPSCyh44iT8pM8EwDoCtKAm/VUvCucRIEOnsnKMcvg1IhBL9xN/w9KxIJ13KRFV/M7q1Rq1qyVFDfzg5MxyrkcDx6DvVj9yG9u8JPZyAjpojViOZlyZGZWIL0OPq9mEUyCYz7NrdBp1G+aDPEg90ypEdFYJWM3gnTp0/HoEGD8Morrzz0GTNuNHqgNg9or/47AInfohIgUXTo1XfmYuTArmjXoiEKi0uxcPmf6Ne9DeZ9PBbvzliC+n7u+GjiiIphECiibX27tUbDruMqwBLtEBufioFjZ7MUPGdH25fu4hsB0kt3yYwdflEeCA0NxebNm/HBBx/A3//B8Ldey6SkRMVWz+mPMK00EyUuTdLZhJQVmJMGEY/VL5AOkZOrOfvDTD91WVlZGQNIBM5qIgWo6XhKlVEpy1iU4+aVNLzeaycHvmqgSh6/oS8E9bkX17A/3kS9cCqUBlbF98PKeC5MXsXKV+1pItWinQubnFJURs+Y5eghwydL2mHt6pssLasmo9qONZsHovAxSBr0wrBKnZhNtK3NxSwipCdhIGBE31NkiSZFRGVMqXYPs3uRYfj1x0Vs5dcwSlTbMSqVCvTzpCQMdV1r8uWUCYcYlXdtVv+TdhBIuOhVSUIB4jdVnZTWdBwREiz8sUedUaRt27YhPDIGk6d8hOiIHFw+nwIrSxMs/uZCtdPqkQxFfrSshoNRzFcnxdBxICm4qSO+/K4Ttq6+i7NHExhN+daTr+L3V88h5kr2w8FRecvVCQ/11Sks5U7AaQnRZwIQrcd4odv0AHz2/kl2z8//tRvmjz+FmPDcGkHBw66LHgzSAgatMtBiBiOU0OkQEGzH7r9xs5rC1dMcjkI+rn9/Hfn38hg4qgmA1HUP6LdL7Ewx+J8hUPP5GBz0F5zcZYiLzGVRLHqHkFE/CKi9/11rbFsXhpuh6ax/xMNAemNqlZZFqd+Z0RwXTibi9tVM1ieKOhHoZmmKBCr1zHT0QadjNOX0DhszJZgx6e3fUXMd4f5zg2EpPwJTS1vokn8D5PcfeFWwL0ycwPN8F7qSc9AVnCwHSSpA+wj1gXThTVy41DbZYPBKSoG//gYvtFLjSTVyNkqFdpD0GYvzf2Zg92e34NnMBkl38tjYZt/og1sn0qCz4KNBGwfs/iMCXQZ5w8HJDM6u5izFjmqViFwjJ7EEJXkqFoUUinmwcDSFvacUKrkGZVodA0ZUJ1pd7yguLg6//vorRo8ejWbNKgW2H/V6G/czekB7uZJ0p9Ib1evwqvvp6bfzWz8IkM7u+QU2VtyC8O7DZ7Hglz9x+eBKfPr1KlhbmWP21NojSN/OmoCenVqwY/URpEsHVsBcxi3EvkxmBEgv09Uy9vWFeSA/P58BI4osUFH+w4yK12nST4CIsViV6dgfUfqdqH1p4kaghSaSNDmhfR/VKKVLIpGw9LpHNZqA0gSOIlrb1ofhq49Os0MNax/od6/O7ui1qDPbZpmXhEkLK/+w97v8NVLkNlUnPOX1S3oRTaI2NzERMErvmHu5jE1s+pJ2uBuejevloqU19blpS2eMn9QUmvIV2EcZl5inggYCaHSCCt0jw3Q5ihgRo1opRTNqWBnXt7Fj60ZcvXyRpeqZW1gwgdf335+ENm3a1NmNkpISBjofNc2xzhNW2yHybja+/fJMrYeZB9jCY3ilkG/K/nvIv5XxSM18s7g7S4l8mO3btw8lpUq0a9cbC+aexYT3muLDiUcZKUBVo+iDFkqVCiKhEAqFlk0YiZq6iu+JiIDPY7VHlOo3ru8eRuRB6ZlTZ7dGzq1C/PHeFSS1uwvnkMBau2YIjgyjTPrvaYWfTfTL9ZZmnOuBqNg8zHj7GAIa2WLOks6YPfo48rIVVQRX63KcXhCZnhuKIlE7pDOmf44cXGXgC3lYuKUnI4C4MP0MCqLyUXi/8IkiR9X749rFDV1Wd8Wahddx6XgKUhMLGd04gRvyg0+QNd6d1xJbfr+DkwdjIZWJ2UIMRRuJyS41keqMNLBzMsOUL1rj703hjHWPTCoVM/BEP1TbRO8meamaaTJRhJsiYvT++mxxR1w8nYgLIUkPRPjW7egGX9u7MLM0gy7hl9oBEjUotgfcRgHaQujy/i4nYaBFGwJKD9Fl4vHBs+4BnvVrQEE8EHIRvC3LK1yl8WmKoiaDYD5mBsKOZWPVsPPsmjgHWKAgU4FWY7zh3s4WXi1skJFSAoWyjOlL5eYr0DDYnvlMbxR9Y1014XxAPiaATNedFr5MpcKH1lGcOXMGa9aswfLly2Fp+XKydtX1TBi3Pz8PaC/SO7A64KmN91vfj6ffzm8bWTEoovRu88r7+GvlF2gcyNW5bt93CvOX/sHqiH5cvQORMUlYvfhjtq2mGqQ+XVphvLEG6fndKMYzGz3wb3tgzpw58PT0ZABJn/qmp5KmvtX2ueK1xSiXuRSMuo6rbbtcTmxVOlbzYrhPXW1QrQdRIVPz636+gWVfXXxgYkjb6vX3RZc5bdnpWp77Dd33z2GfL1rZYvLBb2q8BBQNY2KcROtd35ZpyNDkNCE+HxPntURmbilCTsY/9PJNn9UW9Rvb15n+pj8JgRkTRs7wdExRvy1fgoi7t1nUw87ODitWrOCAZDldt97HtV0PAqsUPaL969r3ca850bHv3BKOIwdiKoVmqv3tk3pawXtM4wrfRv1yBaqCciKQmhYSDb4b/Gp9DH41gE30a+obfXfp0iUIBBLs+7sAbm7mTM+K+vSg6VCmonouLcRiE5Z6RpTkxcWccHCF6cDSwQ6fGY0dv9/FueOJkJmL8NHX7fHP5liM+7wpht5/DaG9jqD19DFo8NODhe61gSPWhkFdkn5cbd/2QacP6uHTd48zcdhuA3zw2rgGmDbkMJvsciyQ5RzNDxFw1gvPUjMUlaJjqQaIoit6IzBBIGX57r7IOpGE2F2xyA3LgdpAXPZp32NdVnWDe28PjGy6ndX5ZaYVs750HOCJAWPrs9qiI3tjWM0aPfCkg+XoKMWtqxmMoU2PanwCrPHh/Lb4fvY5pCYVsfuArhktKpDuk7WthNUrUiQ8P1eB8NtZbK7m6mmBTxe0xw9zLyA3m6sx1Ltt4kctMGKoABameUDKGuiKqqaG1qQIxHPoBzj0hq7wLHQloUBZGsf+olMDOuov3T/cPaQ06wBTy7bgWbSj5QzossLAi4oA9mwEL/YmNC5+UL72JUy7joBapcOdQ+nY/N5VKEs0sHY1hbWnFG9tbIPIq1mwcjWDvasZ062ycTID6UiZG6Q1P6v3+YYNG5CQkID58+c/7aU3Hv8f84D2fFCN79rKPwg1OeQZRJDaR1Q58Xszl7L5wo/zP0BOXgFmfL0Krk52WDrvgwoWu40/z0ajQB8sW7MTR05dqWCx+33LQew4EALabiYxwaRZPxpZ7P5j97FxuP/PPbB27VpERUXhs88+qxCnpCELBIIKPRzDzzRhpkm3oRl+V9txeuFL/b/V26jtfPrva2qDTfZ1YihVWpjLxNi08hYWzj5XlTmLI/pi/xu1ZwhkTlJcs9mK8w6/wT0uDsWxDhC+OuOB1dLqESiqVSB678BmdvBvY4e4uDxcOp/Iqa/oSLyTm0rpOcnos5OLOb5d0g1lZYqKPhnuq9XxwedxvqRaI9I9MjTDc9W2ryEHmn6SplJrKCeJRYAoGqfXNarp2j3K9TDcR9+/x7k/qrehLuPhp8VXGBlDbbU4HkMCYdPEucIdBZFZKIjMRu4NmmQ+KCFj+F2zls5454Om4PHVVe5jw3uQJqr37uZh2aIreH9aK8ycehx5ecoKYVBDvEad0PtWodSwqB5RTlPaaUUUSQcEN3PEhm2DMbbPHlaT17ytM5oEO2H1l1ehWvMPTg38o2I8byxqDPFnM6tcb0PmxAdeO9WIG+p1sMeo1S3x59owbPjpOgMBRLlNfdg8+Q8G5GNK3TnNo/L7v6ZXGWPVE3Jpe2w3WhAoF+4lFssK4wHte3lgydZeCHnnHxTE5KO4XBftWb0ibYJs0G/3K1i/7BaO/BUNd39LtO3rwSLUf2+KQH6OHK5eFrgemg4raxP4+lkj7l5ejeQKPQf7wre+Ddb/coOxW1L0iECSnNLHymv16LvSYhUibmez60jXeMiYQJhZiLDzj7ssIs493zomjrt29yuw5MeAl7EFuiwuPVdvtUqmimzAs2kDWDThRGRVaYCukHsf8KXgiRxxsqQZMuRadBCeh6drB2hVJtAkR4J36QiEO5dw18XaCepvjjHuhjIFD2qJLdJTtNj4digT8h33ZzuYWIqQmlyIwFYOyEwpgZ2zFIXFcliYC8Djk7wCl4b7LN7n+nEvXLgQQUFBePPNN5/VbWA8z3/AA9qzldkBL3K4/I53qzSXnJaF6XOXs/Q4stbNAvH9nPeYlhE9o79u2IOVf+xl26RmEqz+/hM0aejHficdJAJUIRc4/cOG9b2ZTpK97fOp233efjKm2D1vDxvP/1J54PLly9i4cSM++eQTeHt7/2t9p8JfkUj0ROlctOKdmVEMewcZ/jkUh/dHHqicdOtnLeXLwObOMnh1dkPMyL8Q3m8jG2+/8DfgNXskLh1PfqjK/OA3A9HzVR8ENbfHwX3RWL/mJhydZGxiVdskf+bc9vANsIW8DvIEQ8dT9KisnJzhcS/IT0u+hUpVhtioCAwYOBDvTJjwuKdg+yuVSqYM/qhEGY/bCFFpz515CumpNWvzVE+v05+fqKNzrqQg68yDWjWGffDytcZn8zqwKEFNRumDISEXcPEMHyqlDs1bOmP+LC41s7qVlalYFE0k4mqhaG2AgSOVtkJ0U0Nf6oBx7zXFG281wtv99sLRRYZpc9vg0Op7OH8kEWqrUmSFr4RGnIYDM0oQHK/Fq6M9YTp9DsT5ZlVo5Wvzpx5AuTW2wgd7OiEuNg/j+u9lx7qY5GLS2w5opTgOt+hd7BRpCltsSe2OfWmtUVRm+uBpeYBQQAseXG0do4cvT9kktkqKzjKqfJYly8PEL1qgTztH3P75FnJuZaOsFsrox70fDPcfEjIMMm8LRN7OxrljibgYkszIJtJTilj0rmUHF+jKxXSLClS4F5bNDq8JoHyzsjsunU5mNUYkoEtgSKUk+m+OLMPSyoSlS9LYSUA3O5MjiFmyqTe+mPIPYyakKBM5mL7/fmUHdOxgBlHJFWhjv64yzFoBkuFelHpHNUoiy3K2OiXyVTz8JliAeprLSBQ0xig3AWxy48E3tweK8iH4tDsgL2JnUfSfDjnfEnw7Z4ibdYXO3A5x10ugVGgR2NOZpcZJZEKW+nznWibcvCyYDANFA5+XUQRpyZIlDCC1aMHVYhjN6IG6PKANaWiQYldb6tyz/57fpSpA0veT0ucoVVdfi2TYf4VSBWK8c3awqTHttLCoBKoy9UsrEKsfqxEg1XXXGrf/ZzxAq4kTJkzAmDFj6qw7ep5OISIAmpDrWfMety1K18rLlUMiEaKkSIWO9dZxq7PVwJHheQunnEbOD3vYVzbXAjFjx29o3s4FseG5SLlfhIIcBStiJvY9ezcpY9/r0scLCfEFsLaR4Mb1dNy5lYFb1zMgEnH6LNWt78B6eGWoPx5ScfDAMRRBEvPLmPbR41pcTBS+/nImGjVughbNmzCR1yc1IsqgVebnVX9EdWxfzDiFjPSqAEnqaQkzTys4dPJ8aNcVGcWI33Sbae2Q0XEiSwksAuwgcZRCZCWBvYkA1hIBLIkevVSN7m5SOJoKUaDS4MT9XNgVpmLulHMYMLg5mzj/9UdYjW2qVArmCwLwZJQVRRNsAuZUx6IXfKVbbs43HeHhZolvpp1Bo+YOeH9WS3zz6l50EJ9CkdoM0cVuMN6v7QAAIABJREFUWNLrJ9jncRNesvOpnbAuYmLl7fqQVDiqcQrs5YQ3VrVCbqYct29m4KtpIXjf/RD7qc2u5fvDX5aELcnd8JsBGYmelIG0lfS0+Bza5zE6f3qeOEpy7swr9vWDJDIP8fvjkB+V/0xqj6r3ufmsFgh6pwG++PA0Lp1KYiCF9NaS4wtZrQwRRDi5myM7o5QRDhANOAGc6gCF0h17DfZFg6YO2LUxgl0rGicZpQsSaKBnnEhC0pOLWdqdvbOURaMGvB6AG6FpuHohlQEoVkep08HN2xLrd/eFlSQb2ttvA2U5Fd1/JIBU4wXiY5X5NtTTXkOmuCm6O8lgl3abkCu7DoI9q8E7zb2rdM26Q/vZVmiz06GKiYCoXlMInd2RFlMKKzcpQFiOD6Qnl+Dbj05jxsIO8PC1ZKmfz9NOnz7NFtpIIoKeFaMZPVCXBzSnGtW1y3PZLujKsUEa7UEPGAGS8a4weqDcA0uXLmVA4uOPuQLEf8sKCgpY3ZF+Avq4/SAackqNkslERFKL13psR+Sd7IcCJLVnLpKiKleAPR2/g0xtAb/6NnBxM2ein1SsTBN5YuujdKkFK3uylLCcHDlu3UhH+07u2Pt3JNNfUlF6ksHEtnN3T4x+uzH7/mEkCtXHSuCIUvDKdI+/4rt351/Yu3s7LCwssG7duqdin6NrQvVHz2uyQ5PeH767gOjIygmm/+RWDNholGoITCrHn34sFhInGawaO1ZxV1m+AnxTYZV967p3GtlIEF2ghEKjg6lahU1vbcDbE7vj7u0cnDoWD7FUBBVpGzlIIXU0Q3ZCFhQ5xNoorojwcDNVrlanoFyAlb6ilLZFP/WAUMvDsrmX0GdoPfTpYouy795EJzsuBaM2u5DeGevuvltrJJLuRWtXM/SZFYSgXk44tj0Wl44mYey8Zni73x6sbfM9Wgso3bNumxf5JtP80gvW0jj0VPZsHJTKx+PBTCpkmk96IxKDvbdeQ8zyW8i8msHIGZ6HefX3RrtF7bHgiwsIOZrAgImJqRCJcQUsjZDquqimj2qHSHZAoSC9sEptKb2WE4E/nUaLr1d1x0djjlak1Rn22cpGwkgMiAiC6NlzsxVw8zJH9wE+4AnBhGO5NsWMxIHelyPfboiPZjcCL20zdIkrKk73ZACJQngynBS/C0t+GVq6N4XOxBXa2NPQ5ccDpbnglZZC+HtlO9q/E7kwJl8GnVIFnlgCnYkMiTHFcPI0h1qrxY2Lqfhl/hV8tbIrvP2t2fiet/3000/sfTF58uTn3ZTx/P8PPKA5QfWlzz5C9KBgXFUBOUEPI0Cq7fYxAqT/Bw+WcQhP74GdO3eCWLx+//33x2KMe/qWq55BoVCwvPinTeXKyixBYYEKTs4y/L3xLuZ9FMKVpDxkNT4p+iuoPTg9I9mmlrCfMKrW4X31c1c0bumEpIRC3L6egcDGdvhzwx2MHB2ErZvvMrFYfVnW0JGB6P2KH9TQQV1e1/GofiPtozKtkDHYPa4dPbQXRw7sxi+//PKAptHjnIsmgQSQnpf+EfWFJrUUsfnnWBzrmuuAAFgFVwVA9H3SnggUluseeY0JZpEiQyPq7+rfPc5YIw7cQEOBDvfStRAHOsGjjRtyYnNh68sxGt4/n4izi4gFkNPnolQ7tYar7RIJRSy6oSxPn6SJObHnWUnFWDTrPHZ03wKvrJrT9mrq431hR2yImIisLFEFsYSjqwbtghPg1CUY9SMX4HqnFfh9WQxibufCwlqCZcf64vVWa3Gk26ewKtEhTtoQZY7BuJrvj9X7ZOhqdwsDnC6iuVV0lSY/DpuIM3lNWTsUIdITrJSz4zMwQIsCND59aMbdxxLbrwzH2SkhyL2Tg5K0ksdx9SPva9/MAb0298b3X13C0V0xIBBDjIG0UCEU8RDc0gktO7oy+m8icShTaRlYSkksQmxELmuHasMoKkjP/8xFHbB7UwSiwirBuL4zLIJGzNoSAZzdzKFSqVmkigSxJ81uibEDdzMmPwJJVMfE/ANg2YY+6NDVHtqbbwPFXOTx8QESB47YCUUOALHX2XRHXPR65KMQTcy6AY5e4Ju5gPeqR4X/FL9/AL7EATzz+hAIGwJlruCb8KDWyJASVwhHTxnuXs/E8q+vYNpXbRDY2J5JLjxvo0yAd999l+kjDRky5Hk3Zzz/S+4BzbEm1QpJqxeWPp/fBb3qlop4yV37xN03AqQndp3xwP8vHiCChbfeegs9evRg//5bpp+IU2rd00YqSCyytLiMkSjk58oxuvffiInMrRLVqT5ORacYpB3/teJrd/8vIEyoSvVNG6nQe9vJ4bhzMxO3rmUw1FUvyBZLF17EqLGNGOV3THQuGjdzwutvNoTMwgRa0qp5CP12TT5/mvQ6Ol/UvXCsXfkTNm3iaque1EiLilIen5f+kb5f/1zPwKnEIigySmDbyrVKd8sKFIyQIfVIdMW9QdEliix5jAhi6XRkeoBE56BjSuLz2XczpjaDxM0SiUVlyJCrUaDSIrMWtjVhiQpqae208tvH7UFRWhHThBKKRIzyWyASQcCEZPksgqgn9Pjgo1bo0tkLH71xBPOmWaPzhQ8hU6axvt7I90c9WRKii90RVeyO63n+WNRoZZVxy9uOhmrcD9BKLCEuSoLu0AbIDi6o2KdYbYYptz9BbKkHZBYi/H55MCLfaotuYo59746HEOe9z8PTzxqfv3mCO04HtLaLweL6KyETVlKYL70/ApsTurBd9FT2nK6yjgkuazVapkNE1nuEH16f3Bj1Aq1xbkoIcu7kQJ7Bsbw9a7NtaIs+O/rhp0VXsWdzBFw9zKGQa9C8vTPadnOHSqFBSYGK/VBqHD33PAHg7meFwKZ2CD2TgpDDCRW1SWPeD0Z8TD7OHnuwbo3GrRfcpfQ7YrEjYEj1SovW9kTI0ftY+8t15kMibJDKytMsAew4NQLenhporw0HVFmPB5B4IkAo5Si/RfbgmTUEXN8GVKXQqUoh8GiHLmVNMLnIE/3i42E6q3JSJ1/eHzoLHaAqAU/mCIilEPBaQmQ6FBqNGXLSeYxh8Y+fb2HgqAA0bO4AyXOsQTK8/qSjd/z4caxfv/6Rdeye9f1jPN/L4QHNEQJIL94EfR4ezX/xPfrfadEIkP53roWxJ/+SB1atWsUiBDNnVmXQetHdMaT1fhZtUy2BmsQPs+RISyrCuAG76wQpaceXQ9EpljVP4Mj66z4smmRomw4PZdoqf62/C41awyaN7bt4QGohxt9bwzFhUjNWF8EXCsAX86EypH5+jIGJeFw9zZOk19Fxvy77HiIBMG/e3Mdo9cFd6bqQmZrWUNT/VGeuPJhAy5boAihriLDp9Y709SL6Ohn90SQcK3GUsV+pFklfh6Tfbm5hgl9+78voofVGKXXn0kpxNUuODk5mDDRFF9Qt3Jkdm4srq68h8242+PwHV+FpjZNY4igVjQBxp66eWLqyF4a03IpJs1pCoAROLtoFAjZEmFDdJnjvRzOrKDS1qhQnLdaY4a+coRhodQSOYo6AoLodymiHW5o2+KT1cYiSKlNG+k91wNiMfxAblsvEQPdt4DQ/KCJE5/qr2bdVQFKR2hTz7r2J0zlNWLRFT/9sbilmBA0EFt74MBi2tqaIuZCLiQub4+7iq8gMzWDisI9rYkEpunv8ipj8dojOa1/j4c4dXNBtdTf88sM1HNwehX4j/NFvWD3kZcgZOUZydCFKi8rABw9CCZ/VCFLEKPxaFq6dS4GrjyW6DvZG+I0s7NoUju4Dfdj2QzuqRtH0jet12vQCwMSS5+giRf8R/lCVaXD8QCwun01mIMnSWlJBHU/H7z49Au7OxdCFfwjI4+sWg6W8PYEELH+PHC5yAM/UH/CeBqjl0N0/DNgHQeBWqUXXPkWEc+PKKnwl/6kpdLaO4Jk6MpDEkpQk5qx/QnFPCAQjmX7U6cMJcHKToUkbp+deg2R4IYmwgXSRqL7VaEYP1OYBzcGm/4pzBP1v/CvtvgyNGgHSy3CVjH18bh4IDw/H7NmzWY2Kjc2D0ZLn1nC1E1MUi5jrqPaI0pWehSnkaraaf3RfDAYM98fBHdGY/1EIpwNTi1WPIrHJZIINHIe/DfEtV8z7qSt6vuKDowdiMf/TEMz5rjO2bLiNFm1c8dGctgi9mIIOXT3Y6nLeUzJ6mfBV0GgFUD9met32LX8g+l44CA989dVXT50aV1RUxK7JswZIBFIOJRTBwUyI6HwVAynVLXHHXRTd41Kh1GoNS2l63OjiiNEN0bOfDyPtqG7UB4mAx4ga1tzNqyDQ4Km1uLP/Hmz9uGci4UISsmNykROZa8BaVHsSFdFGk2AxRRgOnRqFbz86w6KMzZo5Yf5bIQ+IFhv2i4Dclw02oJft+ad6DH4aAsxu6Iffbv+No9ui8eqEBti1Jhx3LnMiqATgnEyysbTBb/CXJVdpa39GW8yNGMOlm5lUij2/O7s55Dkq3L+Wh9xUOWasaYfSM4lIPJbE1SA9LIfVoAUbSRJk4hx0dF0HAklkl9NeQ3hOjwfGXH9sIIio4bMppzB4VCDcvS2w97cIXD6cjOToApbMRliVInh6HSo7VzM07uSE1n3dcCc0A6GnU9D3tXrwbWjDSBeotuj43likJhQioxqwqx5Fog71fbUeuvTzwvqfbmDIW4GY/3EIuxfJN3SN9W8Ueo/9vr0fGjeVQpiyHLq884C6uFznqJxenVgTKMSlB0XE8iG0YGKyPGkz8DzGQJt5HbrEE+D79INS9QtMvXdX8Uv+EMCyHI/Kv/aFzlbEzscz94BOYAKeSMaxM5DQLM8XQvE0lBYLcetKOtr39KiIED7VDfaIB+fl5WHcuHFYtGgRAgICHvEo427/NQ9o9lcKtb/IsQsGXH+Rzb1UbRkB0kt1uYydfdYemDp1Krp27fqv54g/6+iR3k9U2xJ6IRXXL6fhzXca4+i+WHzzcQhKS2vnkstZshvFY65Aa1kuQkrq8km2+ONECHr098HFc8n4Yto/LPXoiwWd8OH4I+jZ3xcNgu0xfExDVsxuJhWjsJxR7UmuGScOq3os9rr4+7E4sGcHMtJSMGTIYLzyyitP0vQDx1B0kdIe9YKyz+SklP6Vq8DBhAdpvctySqEqLmMpcin77lU0RwCJ+qBP/3qUfji7mmPhsh6PdMzZxCKcSSlG3PEwjOrghekTTtZC866fDj+8yoSiFETq8cPynpCIhDjwVxQ++bodxrfeU8GeVtMYBAIeTKUi9Lc8jAle+6tEePT7E/vdt/fGYZrfNjSxrIw26bdPfw9YNhSQ7W+EMRu+g3+gLS6dSMakOS2xcl4o4sJzOSpvrQ7mQjlm1NuJLrY3q7R1r9gNk+58BI3EkrHXjZrcGDyVDrGXuGhUbpoco+c0RrCnBHd/C0P+vXxoy7gUvIeZTJyNvl4/gP6tbuklATibMg7FKruKTV3XdIN7Tw9E3slF9PUsrJ59jaXTGWIx8hkBFo2eHIUHWNhI0LavG/qN9Wd1OJGhWSjMUMDcygT5eQrkFirg4CkDaTuFnk/B+ZNJrLaJjGqM6OrqffTKSH+MGN8Ab/TahZkL2+PAzmjcvp7OyCCI7Y6sctlFh5nz22Dwa94QycOgyzoIFIcDWjmgLSsXg6VoJoEkCSC2AEy8wbPrDZ65L7T3D0CXfhX8oDehlC8ALyYKUUfj8fvrQmxorkIhX4uxx4BvN/LgkqmDJtgcyokGKalmzgDfBBCagieWAnwRoHOFQPQ57oUXMIILDy/LF0LUoL+I+/fvxz///IMff/yxrtvDuP0/6gHNvub/BkcDBIOu/Uc9XvewjQCpbh8Z9/h/6oGjR4/iwIEDrIj/3zR97RGxrT3rSTiNi0DS1HGHmUbR1FmtGTvV4i/O49yJxFpX8rVWcmDtRWT0PQ2HnAB485pifOlk8I5q8fXnZ9mEcfgbQeAL+di6IQyDhgeAJ+QhK6MEv21+heX455U8DqF31Ssg5GmYSKxK92h0vFcuncPZU8fQqGEDRtHu4VFZxP0015ZWxAsLC586ClW9DxS5WXU3l7HHGZqDqRDtBTp8M+vUA90uU3Mir6TN86i2YFkPuLlbPNLuERExmDxhB/JytZgyvT9u38hgkcIH7dEAEps063Tw87fB738OxPRRh/Htqu6Y/epxJEYV1JruSQCQWNIKC5RwluSA0u7oX31KHv17Jrsp4uQe7BwtbKPR1+E8mjdQoczGA+9MjsOhAC6v3nX4BJjvb4w5P3bG4S3RDCi+Nb0JS7UjLSYOZOjYcycTlGKu/x/oYldZ3xJd6o73wz5CvXa+6NDTEyF/xLGISextLpLm19wO8zd1xLnpZ5BNOkhFD09TdJLeYyl1+qhRTRdGpTHDjcyBLJrEF/ExOnIMtDxg9RfXsH0Zlz7ICfzqj9aVM8qVi9rqgFfGBaDrq94IC0nHtUMpKMhSwMXXHLkZco6FzkrMfEdkDhJrEXxb2yKwvSMO7ohikSUWqRRyKZkkmDvps5Zw9jBnKX70bDu4mGHT6tvg88DIIRijncFguvbxwrzvO0GVmAdLXwn46mzoiu8CyuTyiBKJwpoBYnfwrBoDAhEDNdq766FLPA5+y6lQJ66DYEcIBPcqFxEUwVLs/cgK6XGF+HB+JTW8croPNIHWAF/I0Q6a2DJhaKpp4pm70WDAQwOA/w4+mhiCNycEo0kLpxcKkqZNm4YBAwage/fuj/Q8Gnf6b3lAs7vFvwOQhl79bzn6MUZrBEiP4Szjrv+/PEBpD8Qy1LZt2391YJTCRRO0p2Wuq20QRNhwcHc01iy7BqFIgM+/6wQvH0sk3i/Ars3hLO0kIbaAiSmSkSaKh7clWrzig5iJN2GtcodPcXsUhWVi83tH2So1MWn9uKY3Zk05wcRN3/2wOSLuZuPMyQQs+Kk7hr4ehKLHEIOt3neWXqcTQK17ONuUSqXEL0sXIi8nC+PGjUXHjh2f6bWkyB6RNBB4fVQj0VeawJKgJk3IaSJKejVkpDVD6Wy74oqqpNR5yETs91H1LGHJA8LvZOHHhRerNElCtfzHAEiz5nVAvQBbTtizDiNxy5MnQmBq0gi7tsUxUDVgiD8mv12TltCjAyR9s8vX9oGlVIKcTDkSwvKwccFNprmjJ3Oo3j1zCzEjBqiN2INovgkoEkgQCHlw9jbHzN86Yv0vN7Dz85lIa8gxqRFAku1rzArzx05tih8+Oc/0jF57rxGKC5SMHjz+Xh6jJKfUUxrZRM8DeNfzYEWXSK8p6o0dOHLCDLkpciRG5rO+61nh/ggbguTt95BwOAFFCUUPTWFtYHscrZy3sXOrNKbIVXiw+iNKuQuyLSeRKG/5XMo48AeMR7MZzXHtQiY+G3q8Ik5jCJC4tEseey7dfC0xYkoDKIvVOPhrJHJSuDw0U3MRvBpYw7epLROAVSrUKMpVojhXBaGQB3mJGipo0PENH8jVamxccYv5XyjgwcLaBHN/7oI/V91G8/au2L05HOM+bMqYMen+NpUKWfqm/q7o0N0T3/3SDcl74xA69wI8X/FB85lNINTkgCcSsew6PhUH8k2g05QBZcXg6TTQJZ+ALmYreD59AWUu+Et+Aq+0MiKnM+VDNdENGn8zNibxxnQIL+Wzz9ogOyhm0wSTIlTEsiEAj0CSTstIHnhSB642iTcaeXnBmDXlND6d1x4NGtnXKHRZ1/PyJNtDQ0Px22+/MaZUoxk9UN0Dmr+r1vq+KA8JhoW+qKZeunaMAOmlu2TGDj8LD2zfvh137tzB119XVX9/Fud+3HM8b40dAj6Z6SVYtuASDu2KZoXmVCf0+thGaBDsgBKi/y1PN6JJBK0GU6E2TXr2JBSBEmnICtOKsXHoLvaZIlH3Y/OxbwdX9P79ip74ZfEVJMYXMN2kC2HjIVdrUfKEaXYSvgJKrQkelLus6t2fFn8DrUaFxYsXP67bH2l/ol2nSXxd9Uc0kacJKulCnT+TiKjIHOZzvTm5yBAQaIfWXTxwVstHoQFxRXdXKVo6VCWAoKhfcmIhfvr+MvLzOJIIAmqPoo1l7yjF9Jlt4OgseyRwROemiVtqWgZmzf4cUyccQn6eEj16ezOq+PWrqhfxPh5AIjDTqo0rFv7YHRE3s+DgLMWXr/+D9ISiWkESiZESKYUeWBpeLJqUEyCgUjoumqbDqFnB6DzYCz98fgG7vpiJ/FZcamLLHaNQ9GYbNmnuNsAHHXp4YO2C60xQtUNvT7Tt4Qaq1bsbmoWEe3nITitl13Gw6yVMklVl1Pur4G2c1QxCenwxFCVlKCO9JAD9JwRg7IwGuDDjPHLCch4aRSIgNMhvfsVwdkQtrEino219vb+HWMBd73R5fVjtvgGRpRivBexARhIXMaG0NvqvMvrFPZ/eQTYYPaMxbp1IxamNXOQvuJszGnV0hFcTW2TeK0RpngrQcFFlKxdTWHuYMbKHpMgCJIbnIyYsFy0Hu8G5gSVWLAplxBSvvdsQ0AKHdkbjuzU9MHnkQSzd3AeTRxGI1LF6QxJepbtiwIgATJ/ZCor4QtxYROQV6ayfDi0d0WFpR8hP/Q1lxE2Y13MCT6OE2McfQhcHpFr7wfXyJDYuQaMPgBnDwDNIA1a3sURZfzuu1ohMYgN+sRSSqQQaOVN+7F4BntgXFE0SmrE0Pp6ZKyCUQK0hBsAFiL+fj+VLrmDNloGP/Iw80gujjp3mzZuHxo0bY+jQoc/idMZz/D/ygGZHq8oIkn5ctckiPcPtghFX/h958dkOxQiQnq0/jWd7CTxAERuqPfr0008RGBj4r/aYqJLp53lTSNMEPidbjuG9tiMtuQgikYCbJFlL0LiZIxOEdXWzYKvxpKEUdiMLF88kosHIIDQfRwJ2nO3+4BjaN7SFs6uMAS4ybz8rjJ/cHLOncSvgtPq/eEVv9Bngh5ziupnRql8ASq0T8dVQaiuppvVsYob7XjgXgpNH9mHlyqoT2Wd5QUtKShgoIWHU2owiRhTx2bLhDvNdbWYeYMvou6WeVhW7tLA3RQ83aa3H0GR9x5a7OLgnuhwg1U7gIRLx0W+QP159PeixXfD551+gQXBz9O7TD9Hh2Vjy7QV2j5Cu1emT8Tiy3zDV7vEAkpePFUgoeOqMNihTqpGfLUdoSCqWTj4PAZ+LfFSPFFHbpFVDqZyGxsBRuUApfU+/N+/ugoHvBrLo5a7NEUg+/DNymkewwwZdnojXwybjn/33ceVMCrq/4o2Bo+pjy/LbCA1JQVmZBkFNHRDUzB4+ATawsZdAKBawKIv0zkF0j/4KEl3lNc3ROGDurSm4l8/VvOhFZNdeH4jiG5m490cECmILmbivofX1XgxKr6MaIwJC+hQ7SqMjcga9UV3ScP9ZFb/rHDxx1HsxvltIZAyc6TWauOgbj0WAbBxMMXZOU9wNycTZ7fdRv7Uduoz0gaKgDBFH0nD/YmW9k0QqZOyWmnKQbh9gjvo9nVCvkwPuXczC/nWRaD7ADTa+Zji8OwYTPm6GxbMvQClX46uV3bBnUwSmftkaP8y/gKS4AnYuJ1cpXhvXEIHBDnCxNEF+VAFC3j7KhGnLsxjh2tUdrec1g+JuGATZt8AvzYCkaXuku9bH1jzumfBTx2DYgQ/Bu8hN2ihqpJzuAa0bV+fETObK1RUp0iBeGw/hRc43FFkikFTFRFJAreJS7SzrARIHlKneREJcAMIjshgl+og3GkAqq/35rnrCp/stKiqKkTWQiOzzfuc/XU+NR79oD6i3tX7RTbL2hCMv/yvtvgyNGgHSy3CVjH18ph7YsmULYmNjGUAiUVY9KxilMOkZ5Gr7TDUp+johw8/6CbzhRN5we23tUAoXTb6pD4ZtGu5fUzuGDnmUdqhfJSU6JMTmY94nIbgfmwd5qZpFR5QKLo2FK22htKXKaoKO01oieGQliMz74zbcXWX4edFlFnkimzClOVKTC3FgdxRbAbawMEGn7p74fnlPCEz4UCiJglgLLbiaBh5o0qSnnNYx9j5TU7OK6yCABpmZ6bhw/jyr/cnOzoadvT0aNgpGUlIS3Nw9YGdri2vXr0KjUqBz5841Xrfa/PY414quj4mJCSeIWu3+IOBE36/+5RrOn0liYyPX6UuEDD/TtoCpbSC2qpzoSbKK8XZ7F0hEXHSopnuPxqAu47FV+quXk3H7RhaL0hXkK1hDVtYm8PC0RPNWLmjawgmlpSqYmAhAx+kn0oZ+qO2+vnbtOgRiU3j7+EGg4+Hw/ljs+/sebO1MMWhYfZw6Ho/9uyoJIx71gaRo1pDh9THxw+aQq8ogJmpBDR+FeQrsWHEX25eFVRBIMEIATniImwebi1kqGDGz0VhYWh0Vveg48gD6vV4TW4yd25Tt89mkE6ymJvv0SuSWA6QmY2aig6Yzgls4ol4DGyTGFrAIFgmhJscV4fSBeKQlFDEaawJlqYlF7BnRPwL1HYuxodMfMMvkdJXIMhR2eO/KPEZVrheSdatngRUXXsG9DRGI2x2LosQiaA1STIcHzIRM9KAwKwGmw/dnVHFnR7d18LO6UPFdicYMa+MG4lx2E6Qr7Mrb5JxEjH+WNhIMfCcAZaUa7F8Wju5j/NCwgyMurI5FQmhlmxU+FPAY+GR6STxiR+TOZe1uik6T/CE0E+CPb2+g1yR/NOnijJ+/vowr51JY1O7zHzrh2oVUfLa4I25fS2c+o+vk6m6B26EZaN/RFbE7YyGWCnHl87OVdVLl19SprTOazGgGUxMFTG0F4KmLcRG2OJ/HpYG2KriEbt8NqBi7cppH1aiQuQeXRidP5d4lOWUwnc2JK5Op3nKCup2BeLLAhJOsVSsYaQMkduDJ+kIpHwu5Qoxliy7ii+86QSzm3nt1vWsN3++P+7dDvz/Rfvv5+WHEiBGP+hgZ9/sPeEC9pU0No9SHkGpzwNNvF44yAqTavGsESP+BB884xKoeGD16ND7++GPUr1/ej3f3AAAgAElEQVS/yh9Ewz94tQGUuv6AGrZUF1ii7TQx1kcnHgcUPU47tC+dm88XU0o+rl1Kw7GDcdi5+S4UCg1I76Q26/FFe9Tv51uxWX0oGut/uMLSksjq1bfFpI9b4LOpJxitM9UvUXqehaUJzt58GxqtFmVaFXg8qjfhUoH0euDZWZlITopnWkplZVwkzcbWDoH1A5Ceng53d3cm0Er+SUtLQ6lcjvy8PFDaW4eOXRATE81qJPz9/SvAVV0Atja/1XatqH0CSHof6sE07S8Wm+CHby8wMoMKUFQ+vur+dB8cCOtgp4qvSxLyEbP+Blq1dcV7H7aAVsvVLVVvR39P6EGrRsNnAIGAApvcajjwYGJCtNXaCnBb23hqAtMUUY2Pj4dIbAp3Ty8IiFxMJ8T+XVE4uDuKad307OvLtGQ2r7uN7KxHE0SlVMtP57RD6w6u0ELD+srnkd/EEPKESE8qxqld99lknBjvqA6I4Z9yjESpngRkaCJPYIi+J7FWlgYq4KNRB0cMn9YQGq0O636+jqsX0mBpZYIrSe9W+Ln+8I8hOOHDJvfWtqaYtagDqCYvKaEQvv7WcHKWsQWC/EwFUuMLkZ5YzASVLawlcPM2R6tubjBTliD35+/QWbAHpjxu7MfS2mPj/UHIVNpVgIA2/dzw5dauiNwQjpgdMShOKIK6PMW0OujRd/Bm5kBGyFBhPB5avmuPIPEO8C/vA0orI0e0DwGkw2ntsD5+ALsHxCZCtOrpil6j/PDjW2fRa1w92Nmb4tiCcGhUWuY3qjsUinjMv66S+5AISpGm9EYpA3g8qMvo+dOiTMW9Bzq/5weXJlY4vycRI75qjA9eO4y0xCL24H78dTsc2xeD92a1xLoV19GkuTN6D/RFSZ4KvoE2sJSK8M/E03Dv7IybCy9XEjcYMDg4tnJCww+CYd/YAnxdMTZlS5Cp5HZ4LXYDvFZzgFHrZgLFbO9K30hd6MasAEf6DeLtmRCezGO/6sz4UMzxqkzFo4InoYTpIzEudBML6PjmEJrvR2GhBonx+cjOKUGXHh7sHVlTpLq2d0ZtC1N1/R25d+8eCCSRiKzRjB7Qe0C9uV15jaEhCc/zz7ETvlG11tV4RQxex7raqmSNXjJ64P+hB4hu9cKFC1iwYMEzHx0p2hMg4KqBudVdsUntBfIvQoC0+iBpIhQdmYOLp5Pg5mmBfTujcOlsMmO2q8k6vx6ERlNbVGy6svYWLv9+E83buCAg0BYjxzRETk4p8nLkUKq0jDI44X4+khIL8cOKXrC2MYVCq4XSoObmfmw0Dh/YjfC7tzFs6FAQYCVAROBj7bp1GPPGGzhx4gT73lATiogEPD09MWnS+xg8fDSyMlJRlJ+NSZMmPfNrySZoWi0IPJDIY3WjtLpNa2/jXEhCnW1bBTvCdUCl/okio4TRd5OoK1nPfr4YNjLwoWk+BKQJrD3rtJxr165h46bN8PYNwIhRb1WMhVLf+FodSx1cvfwaqwVq19Edbdq74uLZJJw9lYh74Q9GROgEHl4WeG1MI4x4IwhyJTEREnCr6iYTkQAirQ5ZaSWIC8/D0T+icfdyJosM0fSAgSUBFy2ie5ZS7Rghg4AHqaUYPUb5wL+ZPUxkAuzbFoV/DsaxybPN6AxcWPFtRWOD+q3D/VAlVEo1hrwRCBdvc8a6SEQN1FZ2ZimICv3bZd0gFvFZ3dbapTeQnytHekoJ7Jyk8HK2wJVdSehqdQZjzH6qMpDdyT2xIur1iu9a9nbFF5s6IetKBu6svI3CuEKoClUItt6DJg77KvYjgoaY/PaV6XU8HmTu5mj7XRvYN3WAXAOk7d0Hx78mw4af+cA9FlPsjvM5zWBmLoJJ16G4k+DEwKSXvxUOzb3DkYSYcosVaiVFITUYG/Ab2jufYecicLT45hwkFXlCIOJqDsnx7B2m1qLntECYupogPCwLaimwefUddi3m/twZIUfj0aStE1Ytu4qRbzXE4OH1EXY1E0NH1UdBQhHOTDmLekO8cWPR5YrFEGqzPEDNIp8ydxk6LGkPoY8ZVidXLtB8cv4TCPf9wfpINUf0w8zEitUdofhBVkVeqRaSb+JZNImsaqodD6A0O1Uxp4sklkGn40NkugbZGQ6Q2JojNDQVHbt6MGmCF2Vz5sxB+/bt0bdv3xfVpLGd/3EPqDcSQHrxJnyzMlr94lv/327RGEH6374+xt49Yw8Q1ergwYPRpUuXZ3Lm0iIV+AI+Y4KLvZuL7IxSFl0hKlxndxnqNbRlNQ60Qm4mq0pZ/bzJGWobIGnThByPx77t99hEkWqQJGYiZKQVs9V6qkMiYOPsIkNEWDYyva1hUd+24nSNdVpY5CiQeK8AybEFyEovZRNQYkuztJPA0U0K/6Z2aNramRENePhYgLL4KH3q7x1bcePqJTRu3Ajt2rZFs2ZVxfFo9ZVS7moCJWzyo9Hi2tU78KvnzcQub1y5BydHDxZRsHUwhYunBfusXzV/motMoISiVaSBZGi0pnQjNB0/Lnq0lTf/ya0gKk+tK0koQPymShpp/Xk//7oT6gdVat9U7zdF16g/z4rpMDIyEitXrWLis63bdUaP3v1rdBWlxImFPOzdeQ8nj8YxgoBGwXbw8bUBEU+kJBexdD+KTFKkqXETBzg4Sammn4nOqqvRmBs2QgQLZqS3owPCQjOQHFeIa8dTEB6ahYJsBdREgkD7SEnHBnDzt0CDdg5o3s0VyfGFDOz8ufo2LvyTxPbz9bdCYsB13N68lJtTp9qiY6+l7B5v0MwBvg1ssOqnqyguUrHJOqWGSaViWFiK8cEnrRjhQ6OmDlixIBSbV9xm5+g7zA/13G1waU8Sq60bovoePR0rBWw33R+EWAIrWZX3scxKhN9CB8HGyRTxB+4jbvd9OCT+iSZmG9k5c5Xu2Bc3n6tfEvJh08AG/q8HwG+4HyNLId2yE/vvQ6oVIvFOAVzi/kZP+3NoYlV7iqNcJ0V20HDs+NsD9aR3EV7cGiJdMUiwl6yZ/TX0dD9S4X652gxbY97EudQOFd9RbRdpBNEzRml3/ec1RHR0Hhr1dcbHbx2FqkyLlTv74+zJRGTnlSIqPAcz5rZD2JVMjJvSBEWpcsjvF+L6d9fReFIgQr84XxFZ5RHYpfVxujHK0bKZoxk89gzAP5mc9pKf4jaGXfsdvH1/sd+rACQrP0CeAqhrjl4KokphsoRLcyVTzvCDpqEzIJKBJ5QCxJKn1YCnK4NWWQox/1MoygIQd1cC2yBzODpLWfT7RdnZs2exd+9e/PDDDy+qSWM7/+MeUG+gZ7F6ytwLiCCNfTpB7v9xtz5V94wA6ancZzz4ZfLA1atXGVvXmjVrnrrbilI1AxO7N0bgzJF45GTJUVSoZJM6Q6PaEUr7GTImCEPeqs9qSSiqRBNvmvBWn3w/dcce8QQEhm5fz8T7Yw6AoiFUK0KpORx7mA6F+QqkpRTDzsEMPQfVg9XrDaE2iPzf+uQ8REoNpOYiePhawsXTHA4uUljZmcLW2QympkIQaYCZhQhiCTfp0pTpoFRSpEkJN0/HGntaWkosYpoKv1DkghZ+iwvLWH1JXp4c29ffwJ2ruTARC6HRlsLR0R4qpRKqMhWkUhlcPSzQrrs7uvTzYpEPqsmhPzMU3JNIHn0SVBuDHbECzv7oJAOUdRmRMjj1qkxRjF1zvSJyZHisj581Zs3twPxfkxFoJGD2LO4XGtfkyVNQP6gx+g4YAmubSvBbU9uUxgiNDmamQqQkFSEqIhPpKUXQ6PgMSNPk0svbiqWrFZWooOPzHgqMqrchoRQwAAU5CsRH5jFwy+cDRXlKFj2iSTtRTacnFyEvTwlLWxPE3stlrGrJCYXsXvP0sWIpnmENTiLvixMI0HWFyFQI6eAueG96c7Ro54KVP17Fkf0xFc3rb2cLKwmWrOzFop8NGtvj4qlkHN0Vg5DD8egx0AcN/R1wYUcCW/RIiy1CZ6vTGOZ+DD6yygn5Gxe+Z7VJhjby00Z49f1AyGxNoN26FOK/ZrLNRa7dkNZrBcw9zWFT3xYEHnhiAavLunAiGZvW3Ea7rm6IuZQLvhLMJ/S+EWuLMM5rH4a5VqUDr+serGn7vbxALEj8GFdn70S9jR2RHZwAu1uesLnlBRNTASgblljuBixugrS0Imz/M5zRfg8cFQBHdxljNgxqaI/2ndyRcr8Qo95uhMjjqTApVSL0m2vovqIjTr97jI2NHj4Cfvp8O8NgYuGugSgp11vqk78JwWcOgnf+JAdyJroyEViKHvEoNa7k4dFa8Yb0CsIGdf8AlI0n9kIloFVyyIxY7fhUAyiEiXgudEWl0Ig9cOtILhr1dYVEVjsBypP4uK5jJk6ciPfffx/BwcF17Wrc/h/wQNlakqioDRA9v+9F48/9B7z7ZEM0AqQn85vxqJfQAwsXLoSXlxdee62SNepJhkGTlZCD97FtdRhLJaOIzKOYja0pPv+xExq1cAJfqGar3hKJATvTo5zkGe1DIOj6lVTkZsuxYdUtxgBWMYMpb2Pg8AAMGl4fWVkKZAfZQSmpnEDk7IyFt4CHBi0dUJKvQtTVbLj6WqB5VxcU5qhw6WASoq9nIzOxhDGXmZqL2Yq6Z0MLdB7qC88gK5jJhBCbVp2UEECiVDutloCMDpnppcjKKIaTizm2rgnDpVNJLJWKCCLKyoD01Bw4uVjCwVHGVstzKNVPrmMpWt37+2D4W0Fw87KAUqmGokQNU1MRLG0lDGyoVVommGlopSVlLLqQFFeI1MQCVpdBqTeuXhbsp0ypQU6uHLM/qnuSSlEj3wnNICj3W/7tDJZaV5t9t7Q73D0fTOej/Skd81ncLxEREYz1z8XNC2+Of7zURIp4UHTORKBl9NxqLb9CUFSt1bEao+qpdI9zu8okQmiVFEEsQ0JcPgpzKYqkY+lfZlIhRCYCmFuYIORIPHasu4vcrFI4OMtg72iG7Cw5E5bVajUYtH0gxOXpUo6lchRfTkNcTD46dHZngPnI3mhcv5JeBSgt+70PVKVq2DtJcflUCpxcZTj8dzSrT+re0xun1scywdTS/DIG5Mg2t5sBRwmXZrgy+nXsSupZZbh6sVUrB1N8NkOLxvu4VDydvScUK6LY/ZqdrsS53fEozFaAb8aHXysbrFx0Fa+M9Mf1A6mQikWIuJ7F/EwAn6LTYk0RmlpForf3XfjYF8JBFQ2xpm6wbti5RLkbmi0XICc4AeJ8M6isSmFz0xN9u38OkwIpS88jOYDgkR5waGaJ85eSWGqjo5sMJaUqnDxyHyPHNEBOqhy9h/jBzlKCO7sTYWfFx8WZl9Dh21aI3R6J/Hu5HECqVptHvxe+0wglA7jFAxOdHFPDx0GwkQNHZIrZXhx7nbk7UFbA/dRmIhmEESYQL+bShbSBFlDMcqaYs0HVY/nBPDFMzdcBPEfwRNZQa6UoziljgPBF2s6dO1nt3yeffPIimzW29T/qgbLfO/0rPRNN4NJujfagB4wAyXhX/Cc8QCvww4YNw7Zt2xgz2pMaTZh2rAnDrk0RjxRBqN4OTXKnfNEavYf5stQfPSPek/bnSY8jgPHPsfu4EZoBa1sJHByluHgmCeG3s5AUX4A33wmGWCxkzFjOzjKcupCB+rOaVzQnkavhdjcPR1ZHwsnTHCM+bIiMhGLsXh6OuFt5LGJERmmFQ6YEoU0vVzh4yGBqJYZGScXQgIlMBG15bRJNfvliHnJzKIWGh2P743DmZDw8va3QuLkjfv3mCpLuF7L6CAI3BK4cnGSwtTNjETCqq1LIVbC0MkXvwfXQtbcX0uKKcP14GnITS1kUiYRxaYJMEREXLwu06OGKPm/Wg4uvOUQSAW5eTMOp/fFIjObEJ9WM2IJfrrXDDT0g2I4xp/GEwKULyYimCWANRqDIfXhQFUrvqOVXUEbsc7VYv0H1MOy1oBp1WfTAUU8Y8aTX/eeff0Hs/QRM/GA6rKxtnug0Ih5H0FGme/Yr7pTmRvE+qZmYgaSo8Gy2CJGdVoLTJxPg4WOF7r298X/snQd4VMXXxn+bsptN770nEEJJ6E06glRpFlBAbCiIClhAURBQ/CMWVFBRQQVFRQUUkCYgvfcO6QkkIb1uSXb3e2Y2nYDS9TPHB5PdnTszd2buZt4573lPi7Y+WFtacGDXRc6ezKQgX6j3WeHupca+oRM54ZUeym3T12BnsMNGbUWbdr40iHTHxc2Wc6czZYxVTqaGoSMay/ibvBwtAcFOTB27hWGjG0vPcEioM7/PPUtmehH2dkouxpnzEUW7nKGn907CHZIkxU6INpSbEFAQMVQCVIlYJ9cpn/Dj7sqM9T23LKoAk8LT2v+ZSIr0JYS2cOGL9w8xckw08ftyyE3VcGDrRUmFlDGNZSIool5BMWzXJxBvb1us1nyNzYUT+KrjpbMkwuU0WVp3MjUeBDokoraqpKaJ94c268aeFzZTGFgp/y36Xu+bTnR4bLQE43ZO1th72TDwvabs2XeRFh18wRK++Pgg8TG5fLSoFz8vPM24V1uhzSnh8NcxNOriybaxW6k3JBRrtYJz354uy6JmBkkloU7o2vhQEuKEvok7RkGfBLrp1tPq03EoUssSv9azRTshUH6mcGmAqeBsGT+vliUrlemCsYjPQPXiBlnA0ECN7hW/Kmc+VaXpFahtP8EU+xIKtwEoAiZhNFlSolOgKuvPdT0Y13iRoFgLJbvly5ffNOrsNXahrvg/aAT0n3eulEEtl0C9DT+VT9UBpCstgzqA9A96QOq6cutGYP78+Yi4i48//vi6GxHJJVd/f45vPz0qg7uv18R33uR37qJ7/zDsHG5fYHDN/h4+kMbBvReZMflP6ke60aSZN0EhTnTsGkTi+TxiTmbSuJkX371/FL3eSOiEaFwaV9KxEr45TxNLBZ0Gh/D7l2fZsSJRemnE5kptb8WjM1rQaWAQecnFHP8pkdhNaRgN4Bpij6OPGpWDFXbuKpyD7PBr4YraRUlySj6ffHiAtavO06ylDw892oR3X90l6XViIylkhUXuGhF0LuiKoi1BAxQn7PoSAyOfaoqtjRWrPz1L8mnzZkuYCLZ3clGREJNboawlEuH6BjgQ0dydFn39yM/XsWNjoqQzCSsRst6WlhXqcnLjJZLBns4kvJErQ8c04cyZTHaVSXxXHd+a1Lq/8h7JzWmEGy+82q5WsQYB8IWs+I0CpAkTX2DUE+Pw8KpU1LvWdXwrAVJ5X8R8Kq0spKdKYTJhZaGQiYkT4nLJztKQerEQraZExgU5OiqlmIcA5QUFelJT81G098Wzoa+sTp+aQ6MCPQFBzqRfKJIxSILmKiiBPv72ck4FLfNiUj47NyURVs+FTasT+PXb0wwc0YCRY5vy5cT9HNyeSnhDF84dzJKgJ8w+iXt8duKlzqS9+2Ep+x1XGEi6zh0vVaZcZ942mXjZmEFIghcos+1wLCllyJ+fyfdMmLBRWzPmwzakZxSSr9GxbkUsAx+KQKmzZNtyswy5SNhaOTbmRLkivrF9/wAatfRk6RP70BaUoKuSXLW8/Butp0iQVG6vuvVk6dBs9C5Fso/2Ce7EjNxe8XnTGYNpNn2wjMkROZPu/7wlag8ldi5KFn16mJU/nqFn3zCem9Sa35fFMOThBujyDGyadpj75rZiTZ/VWNlac9c7bdnx7GZKNaUVIKlgWAPEv3KzKCohpEjD4J2PYrmncqNWIe9toUThFIQp/1zty7QMHFGajUkbg/rpWBQa8+GM7jlvDM3ta3jGBXBtgJL+kCRi1RSgDkUR/ikmSx8MpULA4e/TcK/12alZXsTEilx8gm5XZ//tEdB91vWytVqd1VGu/1rxTXBTyque/vO/PfBXufs6gFS3NP4TI/DKK6/QrVs3evSoToO5lps/cSCdGc9t5UJy/rVcdlnZcuHIH7beT2DY9XuzbqgTgoZiMLFnRwoTn15PUmIeQlb5kSeisVUr2bIqnjfnd2Pp3GOS4iOoPQ07+RH0SqUXyaKolI55epa9e4LTezJkfSJeqEVPP56Y3hxjoYHt750iYVsGYV29CO/ihcrJmksn88lLLkKbL+S/Fdi4KHENtif8bi8c/eywtLfk4sUCeVr9wdQ97N6aIvPhCBPUORFzIrwFwgsm4oGEieD6J55vzskdl1i94KxZCa2qWirgH+IklenSLpoTfwYEO0qQZetsTUA9J9r1DcQj0Jbk2DwKcnVkZheTlaYlJS6vIpGpALdHDqXJ03+1rRVPv96K7FwN27dUj4+oKswg2rq0LZGMbVePoRDS6O9/0kuqkdU0AZAEOBIg6XpNPAMiJ9VLU2ZebxXyutsBkGp20NrKAl2hnglPr6/2kQKhemeqyLFV/mGhsZDOb/arKHv6432c2pBSqwj7sMcb06lXMI2aenD6mPAoaVEpLZn35l4O70lj4vR22GPNpm9j5bzriw1kXijCzqqYnt47aO9+iKirCChU7XCiF3yd2ocdf95nXp8KqNfUnf7PNUDpasUbz/8pgdqC5fdSWmhg/gt7sbW1lnE+NbdFDaLc6TY0lPBIVxaP3I2moOSyhLvimkXdh1dc+8a+t/hq8XKS7j0o32v00T20njCC7V8tqABJgnIX9GtLOj35FGo7a+59K4qmg/w4fPASj963ApH497Ol/cnN1HLmaAbdeoagzdHzy2M7mbi9N+sf2kjO6RzqD6uH0lbBucXmHFJJjZJx976L3OcrBS0siku4f+4kQvKWVPTROKAf2l7xUlgBK1uw865VvQ5rBxROEVCaJcGRXJsrsrBeWSn5rX/CC0Nz2ypToECpfBjLvFxM2eWiFULpzhVFg2UYLTwxYYmVsjxP2w09Kn958Z9//smmTZuYOfPGnsm/bKiuwD9+BLSfCIB0+81m7Jbb3+i/pMU6gPQvmai6bl7/CIj4jXvvvVeqBtnaVv1j+ffrFNSu10dvYuvGv5Z1/qtaJUBSKGjR3pe3v7gbe8c740USp+AiYezvv57nf1N3EN3Cm4dHNWHauC1Mmd2J0kIjS+cflwHWajsrxr7emqMWCqwaV1Kzir6L4+BnZzAIqpwCug8L45HXmxKzLpWts0/hEmRHs4eCKUjVcGbNBdJPCK9OOXKppL2Ug5mg9u50ntwIhyA7UjOLeW3cJglicrI1XEotkoBIqJoJMQzhXTDT7ax5dVZHzu3JZPO3sdIjIGMehEpYlckQaoOR0e7En8+lfrQbzTv7EBLtyoVjuRK05SYXSzEAe1clhcV6nANt8W3mgkuALWePZXHiYLqkcgnPW7kJMYGX3+vA+fPZHD6QKt92iHAj8P5G1ZbBldTrqhYS9/nJV31rpdgJuXG1Wl1N9vyv1lnVz1evXs0vy1dIcOTs7HItl15W9k4AJNEJS5OJDavNCWwrzSRzKxlNlRtakdy2Z69QYmytMPqb71VfqGfFwyuwMlZ/1vwCHBCxgWK9BIQ48uBjjaXEt4h9c3BQ8v7ru2S+oedeb8uKWSdJjssjrKEr8cez0evMnoppDT+knfvhq46pAEZ/RsFHPo1wHfVCRVnhyXpwchNcQ+zYvSuFZV+doP+wCDrfE0RUc29GRv9Cwyh3zh3NqhCAKT9HrtfIjbuHhUoK4JLH90jvbW02v/PoCordyzs/YMnvn5PW+bQs2rvbFLy3mhNBVwVJ4rUASlGf9GGG1XR8urqye0cyP3x9kskz7sLbz4ELCflkXCiifacAitK1xK5OofOYCJJWJXBk7lGs1Ja0mdqSpLXxFB04zoRV88kPSsY+vx6T5g9lyN7l+FicrNZlU0Q4vLYErWYyptL0MoDkBYWVyWDNFyhQuDYFRQmmojJVSJMJKfn9ejKKrMqxKBnoSmlPJ0y2whusxEY9F1PCdCgppxeWKeyp62PZcDmlWhNWtjefPlrb3JT/bRLpJ+5UPOoNfRnUXXzTRkA7r/tNq+taKrIZVxn3dy3X/RfK1gGk/8Is/8fvUZzQbdy4ESHScL12cPtFpo7bIjdPN2JiIyY29SLWQtiC3+6lcTPPG6nyhq7NzS0mISafD97eQ+t2vvy5JoH8HB3vLbyHCYPXoikulfE7A0dF4uJswzFXG1ybVdLsLn4Xy9mPzZutFj19GfdeW86uTGHHB2cI6+ZFZF8/9n12nuR9IpjdHK1dIyVORf/NeVIUUsGs3bgI2o6PYOefyUx8fL2UlHZ1tyU9rVDmxCkqNospCMrd6IktUJks+fHtYzJmSHixBEiqzYvk5WfP3UPDaNHdj50LYzix6iIlGkOlHDEK/Oo7ItKRZqUXy/44eKqIGhRAg15e7Nt6kR8WHpfqauXm7WfHlI87ybxIIomqAEhurf2x8bbDUmXeaGXtu0DahstzuFSdPGcXNXPm9UBQ/2pafn6+jFMoT1R7rZMuvEfB4ZH0H3j/tV56Wfk7BpCE99Dago/m7OXoofSyflUHSCKWbuCQCDavimfd6rN0mdEZr2gvMk9kkpuSy8EPD2FlZfbCubjayHgjIbAmXUNChMJCQbd+oTRo4sa+7RcIa+DKovcP06KdD44WSjYujpFeGmcXGxKrUDhFfYJq56POktS7bYOSSB25kwRvM7VOWOBHPQidMQCr3LJDGgU0aefFQ9ObkpFZxCez99OhZyCObirmv7efeV/1ZduPcRzZnCZBc7kXSXhdxTMSEOpEp0HBtLzLh8+GbK+Q9K45YZOavyVjkoQtPDWa15ZuJ62T+XX3wRMI/LXSK1wTJIky7WK68+yJt/Gx85BxXFs3JUi6a1SUF4nn8mndzoeSfANKvZHM/Rk0GRbC+qEbKL6kwaW+M22e8sD/6w6c8VbhU6Cny7smZvaaSr+QGdW6qncNRdu7A/btumN0KEBfNB8slSgcAjEV1KDYqb1l3JGp6DAYiyukw0WFFkk6mFuITXYlxdYYqEI32Q8rpwew1Kgg/YcqbZcBJPH14/UECq9H0escUDlev9iufdwAACAASURBVLf2Wh4ykRNJMBs6d+58LZfVlf1/NgKaj+++EyJ2qJ/7a8Gh/2dD/bdvpw4g/e2hqiv4bx2BKVOmSHrS1KlTr+sWhJz3wncP8sPCE7VeX6zRyI2roD+VA58rNSTBgTjpLANIfYfW59nX2uDgpLquvt3oRUVFRVhb23AprYgDuy/ywsj1THu/C8XZehbOPiQpNt7+9jzzRmsWvLwPp7u8CXqmYUWz23usp7SgBBdvNTN/6U7m4Rw2zzhBWFdvAlq58uesk2hyhMzulYFRzXuQwMZSQePBgXR/M4ptW5N4efRGqWAW3sCV5MR8Mi6ZaXIt2/oydnIr3nrwz4r4C5HPRXi9xMa3qhdJJNUcOj4KN3sV62edojDbnH9FWFV2t6Aahjd3Izk+T1ILpRqZpYX0hnV4th7ZBRqWfnGcXHFfZdbr/nCCI53ZsK4SBFWl2V1YdZbco+Wb+tpnrUEjD8ZPaiNz89Q0AZCEB+l6KHapqamIZ2D0uBcJDAq50SWDUmFWbdSbbs8GsmqHBdVOqN3NeXMnx4+IBKomLMoodsIDN/ThRhLkb12bION71L4q+i6ozPG0csSvGHKNOLuoJFVMaIlUzZUuwYcCOt0TTOtOviz/5hQt7vLl7PFMolt5s+fHZLb/loCTqwqltSUp52vQbRWgDc5kz/43KHU2xyl6rmpG4Ic9cP6zMvZGvC88x5O/70SpFSz7+iT3jWpIaD1nmXtszYpzODnb8NhTzXiy3Ur8AhzJSismL1sn+2cwmnDztKX13f48PKEJ01v8Xiu9TrQzIHQ5A0KWy77sSu3Isw96cui1X+TrZjMG03T64Gpr4vC05cQ8so3CoEoBh3pFjViWvppXHtkpgVh0Cx+GDm/Irg3JtO3oj6+/g8g+y+rBG+m/uAs5J7PYO22frLdD9AYaYAYkhSVurIqfSonBlpGRT8r3ikrcOJV9N7ajJ+CoPoaT/REcOg9FX/I1Bu0eFK4RmPLMNL1yU7g1B0MuJu35si8W87GLzuTAH3mvcSG3KcOWDMYr1pzPSpgxyBHF1E8xZX4IpTUV8QRR03yGY9liD3qNHcrbJPs9a9YsmQR6+vTp1e6x7sV/awQ0H/a4XOS77G/YFUW+b8LntuM3/rcG+hrutg4gXcNg1RX9d47AsGHDmD17NoGBZlWkazXhjXjk7uXEx5i57TWttLRUbrIEXcJaqcRGpaoW2F+1fPlmrBwgeQc68PXaQTLY/HabiMcR1C2RlFV4ZX5depa5M/ewZN0gXhn+B+kpRTIe5u4BoYTUd2bRa4fovKIHVm4qbDR5JK7P49TsY5Lq9tzH7Yhq6cHPo3bjHGBH9AOBrJt0GF1Byd+Wfq4RMiQV7+r19GHQ521Y/1sMsyZtp7iwlJB6ziTG51GYr+PFN+4i5VguW5eJmAXzCPb22SX/LYq/l6JSW2KLAmQunVGvNqUwVsPJXy7IGKPa/uiU75I8AuyxVCmk8l25CaqV8Fj1fK0hBjsLflp8kvRUM1ATIOr9H3qxZNFRcnO0Ur0ueERUxbV/pWAnCg64rwEDhjSQ8so1TSheiRxI16N6uGjRInILNAwd/thNWWJ3yoNU3nkh3qCytmDZkhOsWx1TQbHr2TuU3Etaln1ZnbbVanILAu8yP/s739kFMYV4+dhLAF0VHJXXLwQQxAzc/0QjhFdv5ZLT2Dsp6TU4HHt7JT+8eYzd65NxcRN5w6xIiytAJ/J1yXWg4MSihVwcbs4t4nA8kPYtp0vwUlUCXXhiXvqmA171HDh+7JJMtvvH2lgy0ot5YlwLmjTzkop67u62XDyTz8cv75FKk0kxIj5OLw9ZbOysaXaXNy8v6MgbUWsoyqsUcii/F9GfBi6neanZm/Kt4lJb+oSNZOsXZpGIoFUt6HnfCzKJc3kSVzM9VcG+uUs4Mc4cp2Nf6kCP48PZN8CfcA9fCeSmv9ONT9/aT+9B4TRs6knO4Uy2vrQXt4YutJnQmDNLzhL7Syxu6iRsfezwu68dqqxTnNjhTH58Ht62Z0krjqigwapcbGj+chNUut24+GZi37o32qI3wKYUkz4TSszqgTL5q3NDTEXHwVhYzXuUom/O8pxPKtb5wweGEPBTFZWucC+Mj1aN+1TINVD+fSx/9xsP7sPR61XYONz6Q4CUlBQmTZrEd999d1Oez7pK/p0jUPxBT7MjW6QOu40/7SaalR/r7PIRqANIdavi//UIxMTEMGPGDBYvNmexvx7Lz9XxcNefZc6gK5mUsC3RoynWyG84J0fHWouWxx9VBQNrT4xABOjfbhOJasXJpb29vUyS+dZLO3B1U3H/o424r+mP0qslNoZDRzfm5PZ0iuo74zs0VHaz8e7v6LdyvPx9l6YrvvN+4dSyRA4viafP283Y/u4pLp3O+0twVBMUid1S+WZF1O0R4UhEb186vBiJzmhg/Ih1nDh8Cf8gR/JydMyc143Jby0m3yOdzAGHscpTs3bfDpqkV3p3RD3pDiFcsmjNpl3mU3wny3TcVBkE2CeSqXVHU2pLYkEQRzLMdCPhharXwl22ZSyTLK86P31mNKHQZOCPVbGkJJs3bg8/G4XOWMqh/an43RuBc5SZW1WSp+Xcx+bT9KvZnHk9pbJabZabmyuBbNWx+av6yj//7LPPSEpJY9wEc6LSG7U7DZDk/FgoUBhMkvK6/PsTZGTq6NM3nMlPXE4XCb8vlOhHzMk4s4+lcXHp6cvUAMu9B2LBivg2AU6ExPyLs9qz+fd4qWy4b2sKHXoE0vPecNYtOMfWFWYvlbuXLVmpGrLTitHZF7H1zIsV3qNWPSfjujVCiosIE/8PinRm4pcdsLS3YNm3J6TAx5mTGfKQJLyBC9ZKG1lvVFNP/AMc6dItmIPrLrD8s1PymUxPLiT7kkZu7IXIy9w/erPgvh2c35NRMbWiHSEzLtaLAGez2z2PW5ma3uv5T/Dmni9lWfsEDx4I+0D2TxwACKB0scMpcpon4XIkCGPPdE6MX0eEthH5R2xJ/sKFkMNtadchQOZB2rEuiehWXjSJ9uTi2mTO/xLPxYNZNB/TkLDe/pxdcpa4lZXxQwE9AwjqGYA+X0fW0QzyY3IoTi+WSneWKkucI1xp8nR9HJzSUVufRhkcjc7wBUaSoFiIbJjAPhiF2gNTwZ5q3iPzzSvYW/gEe4sel69UigKePjcQ9ZeVniRTX09M7cvj8CoBUrl3H7vGWNZfSF6OEqW9tQTBt9pGjRrFtGnTCAm5cQ/vre5rXf23ZgSK3ut1ayr+i1rtXigXK7kjzf+jG60DSP/o6anr3I2OwPfff09ycjJjxlw5KeZlJ4hl9DfxvqDO5WUZeKTnCqmaJqxm0sOqfRTXCM+MAEmWIlCghtV27bJdD+DuqUIAlqvZ1fpZ7QS0Sv+v9r7oZ/k9CvrW2CFradfdn8BgZ14ZvlHGGwSGOkk5658+P0392W2wLNssNF8/j56bzZSQZLeuKKYs54cHthPSwQtLpYIDX8b8fXAkQJHYoJXx4eRJe9lxu42TNc5B9gz8tDWu4WZJ5lkrfmLZxTWoOmfh6mrDbr+NlDqZwatzIeRUZwz9rSVUbLLBVqGVJ+y/xg3hj5ReBDdyJu1iIQIg1zQLawuGLWrNnm0pUrzh4oUCmrX34a7egfy28gwNx7dH6WxOAqy8kEdIscjTY4lOb5Cb+vi4XM6fqaQwNWriybMvtsLCsjK2qWqbBoPIg3N98sNijhMSEnF2ccHOXgCwqiIZl0HUvxwvQWkTZqwmgfGXl11WQCE8OBVdKTsyrfmAVX1gavnd2sqKEiGWYLLk+y+Os3rZOZnrSlDQhCdI5kaq70yjyW0r2o/76CC5cbkyCbDwIol4GkFrFPMj5MPT04rk+hNxP8+93oaWd/mxbmUMHp62aDSl5GfpaNfVn7j92axfdF5K0Ns5WEuP0t7+y9kzaZFsy+F4AO1azpBgW3hindxt6DEinG4jQ1m+7DRzZuySp8WCxio8U2H1BeWvtIoQhzhKBicXG5mnKelQHrt+S6S0xEhRQYkUSBAiD/M29WPfknh2L46XCWfFMy/uXXqtZIAVDK6/km6+a1FbFrErrz937V1VMR4PRX6EzTmz8IoAVYemLicrOgGfc2G0j+1O1/ERzA96lyMLwH5+J9Q6eya80hZHRxWO9jakJxfQ/776nPzyDHGrktDl6SlI09DmxSb4t/cidUcqsYsPUSJUJw3m+Cv3pu64NXLFMdgRGw8bCY6MegPabC0FSYW4RjgQ2CMAleEUlo7OlFptoSRnARh0KFwai2MHTJpTVbxHletYZ7JnadYSCgxmKft6tnkMWfsA/H7IfM82FhhfCpM/5XKTS88MlMrNsuUJCgsM5OZqcPVQIp6/K9nN+F5esGABoaGhDB58HV9e1/7o1V3xDxyBwjm970iv7F9ae0fa/Tc0WgeQ/g2zVNfH6x4BEZzevXt3unTpcjmVogxICKBQTl2q+rv4oyjyq2SmaXio289SsOCvTFyjLYtJEnFPihogqeof0/K6lu24Hy9fkcvH/Ee+6mb47/x+pf7X1lbV/gtKoLg/EddiKIXRA1fx8JgmZKVqmTtpl1SPi2jsxsPPRTFn7C5afdAOm3pmz5jXxRM8+mGlLGl6g1EsWjWAfnOa89tzByjOuhxUlLdddXtenlBTxgxJztPlI+zb3BVHf1u6vt4YHKwZFtCX7VaVtBkR9C7iPeyPBsgA+ME58Sz85HK60V/NXdXPU4qC+TZvNhqFrUxQW6KrvkES3Qzt4EHkED82/hYrN9ZKtQXj3mjDHwdTcelfGW/SJKOAi+eypbCEWm1NcKgTkY09pCz6uTPZbFofxzMTWiIU1QRdsxwIlc+9mEch8y0odtezPkQ9X3y5kJZtOhAaEloBbMyxO+WeDeGzuPrv5eNjpTCPRampOmCrGsclIjr+qr6q7d/I7zaWJdjaOTDugd/NSm811lBJiY7Qp5qjDjFTq4rSi9j4wkZKc4U4h0Kuc18/B5IT8ygsKMHGpjL3lZefHTPmdTVT6EwKmURZKDba2ikJCnXCx9+BQ+svcGRzKnEnsln+w0Qy68fLdrrPfJ5G63vg4KKkSSdvGnfxIj4xl3nv7+PsqSwJwARwEip6Iv+Y8OYmJiURFBxaLSZOeMuEh7n/wAiC/JxY+s5Rci+ZY5GKi0oZ8z9zotbt74ncX3mU6gxybYl14+hug5OHDY0d9nGfg1kUIVvvSevJQcT22i9fd/v8YTrMHUpehpbEwHNkN0sm4+4zNDrfggEFw2g/MpStmr1Mf+VPLA77SECxad8IPp27nzHjW3Ng2wW6dg5k/zvHiP89CddQBwpSiynO1NHwoTAaDg3DZcNU7PZ8Ids7n30XW5PNHh5hVafLwd+eoH5BRAyrJ+8pPy4T385+2HvowZhGSc6HGO01UJqBSVdJq61ZU2rpA/yUNbGijT7GWUTNnge55kMoUzc3TN09KkBRTYBk0WwHOq0T3y08xtDHm6BSW9zQ9/KVQFR5B7dv387mzZvr5L6v5Uv6/1nZwtmVsZK389bsJ625nc39q9qqA0j/qumq6+y1jkDfvn0RXiTHK1De/k59IrHk4NY/VHiQrnZNeSySysbmMg9STYEGUY84Xf5h+/3mIOfbbFWV0cSp+6jeKxn7SiviT+cwf+o+6UEKa+DCqJeaMXPYFkIjXWg2KZqcYDMN7KEFAwiM21XR63Pcw8W2U/ljduLVlerKrrCwspDHt2IzdyXTOheT+uRJMjzTsB/izxHb7RRaJZPhcOGK14TF2BB8ycRza0q5d38lsBFSy/GZTbEOPkOpnZbOx0Dmpelp9jwN/tOKgJxKEJyqC+FH3btoTHYyZinrUjHFRWVevjIs1/+9aHbuSCEvUytzSX39x2DOGEwcLjDXk3rsEj88XfUPkPl030qogDXz4sHhjbl3cIT0Ygj58tpMrCkRg+TsfP05s156eRI9eg+kcVTTG15l/wSKXdWbsFcaSEnQMueVndXvTaGQSWYLC3QkZ+XT57O+0nkmKF2aPA1/vPAHtnZ2+Pk7yNifzMzK5M8CvIh8W2Jlzvykm4x1sndQYmtrJRMTe3jZSe+UEI0QOZO8fR2k8INnFYrkqrVH8LR3x2A0sn/XRf7cnMCp4xky35gAPaI+AbCEaqFZWMTI3n37iIpuXqu3cMKrbWnS1AtLhYJTey6xb10KsUezuat/IJ4+dhz9OZmcmEKST+VKj6xHgJ30IOWmadHk6vmwy5MVct9jbIfz2cpv5XgJOe8xYd/g7KPm8IA/SAo+j4WPnuDDTXi17UTqt/Jg0vg/2LQ+Vn4Hhke48f2vg1n6zRF69onAQaVEabLg4JyjxK1JwtrWSgqaFGdqpby/VzM3HlA/hKXeLGiR0mU+iQXN0WZqUGjzsbKxQuXviUdzT2y91dLDmfDHBY58eRZLlQX1hwQT2E2IvriALgZLp2CM2o0YNVswGgWtUBzGqLBQuGFhEYSFRUNMJelsvuTBgdKOsk0VhTyzryvKXxLMa8TFGsMLZrpwVS97+QKyjP4DXYkX77y+i1HPNpWKgbfSRCyoiJUVcvx19t8cgYK3LwdI5bFIVxqRm/G546t1AOlK41sHkP6bz+J/4q4PHDjA119/zbx5827ofoWS2aieK+Tp8Y1YbfFHIREuzF7UE7/A2w+QcnJycHGpzIkzoudyRj3XVG7250zYKU/WBUAaPj6aJW8cwclFRZs+AZyLL4B7A1F62lwGkvQKezaeH8yh9E5oS6vnnKpK5hIbwqoUoJrjKoDR/nFr2ffsWsTv5aYucURjXXuiXhF/VE61E+WD02HlNHDPUuGXZ/ZoaQx2FJfY4mZjjtfYEWFNx4/NoEfkg1nwRCT3lil+ifc25w7jm0N9cPVU4+5rR162llQRc1TmLons44NVPRtOH81EqbJg2mdd+XDnRVzqm6XQ9yw8wu6Fl+fIEap4QoxBbM4aNvFg+v+6EtHQTdKWalpVMY3rXX9jxo4lqmlrBgx58HqrqLjunwaQHG2MbFqVwspvz1TemwBHmCTwETRJvV6HQ5A9HSZ3QGmvxNbTli2vb8GQUCTBiBD9qGkCyArq3eiXW5B+qYgfl5yQMu7lVhGzUrbJduyew9lVb8mPPYv96PfYfNIuFJFU9r0hKHx29krsHaylQp2gs4l1UNVOnDiBWm2Hf0B1QZn2XQIYNqoJYqVKWp7SEqPOSElpHpZGOzKSNWhySlj54mEcnJUiSxCp5/IpyNRWuGgebfQZ7Xy2y+ZWxQ3moU2VSnVDw+bikOBB3NTNFLa7QKpTCqPjX6C1rgNBLV3o132ppPZptXrend8L30B7opq6cfpYDpGRHpxdfRFNYj7HPzslnw1LawscfW2lHLkq+wz3B78i29UqvUl+YjduuVtRH/wB9dl15I9agiayF/kJBVw6mk3y1lSy4wqk/L4Y4/Bu3rR/uzXF59OwcVTg0tAJC/0+KNqLycoZhYUSk1GPQijT6S5i0sSAPg0d9nxl9TX5mKl23Ywf0Xr6W6A101glQHKxLqPXiXcqD2osmm6ntNSZOVN3ExTmzKBHImXC3ltpzz//PCIWqVmzZreymbq6/6EjkP9W/1oI/DVJ+Tf/teOUOlB+pSVRB5D+oQ9LXbdufAQ++ugjKY385JNmOdnrNeE1WDD7AD9/VV0d61rrEwHQYkNcFSj0GRbBhGltr+g9uNY2/m55QbsSEt/lnjURhD5j/FZadvKVQgETh6yT9J9Wnfx47OXmLHrtIGf2ZdDviQhyUjWcPpJFw8WdpJrd4MUjq3mS5Eao1JZTmS3ZnDiEHK2H7FY5Batchrs8PqJqnwUY2jhnMcdGVlGeuspNdSzthM37zdn+4BJzKQW4/dpUUu284sMZMyiEBz56WcYX1WYH3Fxp9X22lDtuNn2ILNIjYB1D65vrS9WHMHmHmZok5s4n2EF6fyTVqtSIrauKvu9G8clb+4mMcqf9vUGcCnRGZW9WJfxt8iZityXJvDkt2/jJYPagUGdEMlOx0RXhahkZRSQniHwyfrTt4I9dDU+SoN0VFxffkBd03LhnGTriSULD6/3dJXLFcndS5ru2TtlaGlix5Dzb1idVfCzWWlZGMRcvFFa8p9NpaftiG0J7mj0HMavOU7jzAif2X6pIwlqzfuHtGflMNBnZxXz3lTnQvyYwKr9G3ymWrHWfypetitvTfvzr7N91QSofCo+OlZUCBweV9ByVizbUbC89LY38gsJqcuwRDd2ZPLMDBcWllFYRDPn6y09o0qgJoUHReHs6sOXbOBmTt/+LOLISi9Dkl1CiNdPtxHPRP/QX+peB/1Xxg3nqy9OkliWM7d/jNYL2NGH/qz9Lif0G3b154MAz+DdwZPOeREkLFPLe7Tv58/qsjixdcpppb3bi1NEM7Cws2f/hWRr09OXP53dUeGTE+rZxVuLplc9AG/N3sM5oy3LjMto0+JHQGPMzltt+NDltR6CwsMZocMBkVJMdm0HKtnySt6fh18KN3t93JzcuG6WhFHt/G1TKQ5hihUhM7TF75eN6wqIPv1u8Kl8GmI7w8IIBEG8GucaH/aCh+WCqupqhBZYtDqDTKvl41l6yMjRM+6irpF7eShOHeeI5Hzt27K1spq7uf+gI5M289470zOn13+5Iu/+GRusA0r9hlur6eF0jMHHiRLp27Ur//uJk5sYs5nQ2j/Q05xK5HjPrDlQmiC2v472lvWja0lvS2W6n6fV6KQohko8KE16yX745RWGhnoAgJ76Zc4TiAj3PzWyHvrCUHSsTObkjjbZ9A3F2s+FMphbfCY0qutzw5zX0OjUFZdHl1DcBlA6nd+Zc62TONCogXW2m/lS13KAMbPLsiFrSiSUbZ6JzMm9inBI9yAvKwOWCB1EJreic3ov989Lx295QnlL3fqkhEff48NZjW0lPKZTB+QaDUdbfoKUnPQeHkvreIobVX1Kh4iUU69RWxWRp3TmQH823yUMlzaiqLez+cMXLkZuWVCSSFW96+tmhtrcmISZXzunQr9vw/rTd9H+wPtiBtlclCFk5bh2dWnjRs08Ye3dd4NC+izLuyOyJMJ8GevnY0aChGy1a+/HAQw3x8LaXVK5yEwBJxIuVxyBd6zpJT0/nzVlv88rUt6/10lrL/9M8SGpLAz9/dZZdm4TKGVKNTaznc6dFcuJKE1FRWoOGwV8PImlzEv7tfWU8zU/DV19RPl3Q5/oPi6BAo+enpScrN9I1DjpEK1UBUmR6Sz489COLvzjK5nVlKm5C3dJJRXRzL5RlCYRrDrBOq+XEyZM0bmKmQkY19+L5yW3R6A3oRXyVAH5ZGWz5Yz0xZ04wa9ZbxJ0vwt3VlmObUwmPciN2Zwa/TTmGUKAQXkoBwkXcVO+An+gXZM5/tDphCGN+PEdKs+Py9eB+0/DaHMn2WV9j3aWYJqZoxmdNwslDzbqNscx9dw9u7rZ8t3IwX3y6leAwK3r0asilZCU+7nYsvXcLncZHEvtLHFknsqV3TCzvsrBKnm7yFEoL8zM9fVpfmm7bwoAt5tfF97VE170BBr2JkqJSijONlGoiMRk7YjL4orlkIuy+EIwGA7r4bKzVVrg2tMB0sgeYrh4XmqRoxg+WH8t2BEB6aMNQFJvN60LGId3tcdl3kcKuERYRi9AUq3l/xh6S4/L4+Ie+tcrv35QHqqyS33//nT///JN33nnnZlZbV9e/ZATyZgy8Ix4kp6m//ktG6PZ3sw4g3f4xr2vxNo3AoEGDEDlgqtLIrrfpwnw9r4/ZxL5tV459uVrdtcUftbs7gLGvtCa0fiXN7Xr7d63XabVaudkTHrZyiz+Xy7KvTshkrOeOZOHlbUdWcjFp8YVEtffip/dOENLIha73h7DzYCYe4ysBknNcEW2yc0h5/0s6evwoq3QukxWu2bc3RsD0EbX3uOObQyQgOjZiG4HbIole0plue/qhzS8h8C4PPJq78uMkM2XNwkqBSP46blUXju1NZ/knp8jJ1MrNmQjWb9rZm4gwF7bNPSdPtW3trXG1zsCyNJ/E/KvnxJrXuTJeY+LOD6QUePlmT2z8hCdJnMpfSMynz5xoli4+zhMTW3C2UIuxjX/FzQWk5HHsjzh++eE0Bfm6qyr7Ca+Cl7ct73zYk/adAlDbWsv7UCoV8mT5egGSoJgWavSMfOzKSo7Xsn7+aQDJztrE6h9i+eO3ODO9S6Hg7OksCZJqWnFxEfZedvT7oh9GnYGkbcmc/PU8uXGX0zaFqqKQeO59fz3SM4s4n6enXs8QTv8eg0c9V/yae1OQWkjKoTTitidT0Px0hQfJ+1QjJq74HGdnlaTvLV10HJ22FCtrSwKDnKQog/Ck1maCZufs4sbocZ3oNSAcvRFKysCRKD/tlfHYqJQ88sgjhIU04tSRTIQioJujmk0LzmEyGGncxYedn8eQsDdLHiRYWikYWf9TWrtvlU2uTHuMKdtTOeVkVrDq9NhTtP2zN0nfrJeeopj9WUxXvIFbfQes3C35YPZuJk3ryPHjl0hJzqdHHweOHN5HZPDdhNdz57PWvxPS0ZPQtu4cmH3EnBPKwgxWhQ1u/x3+RWY54QlPw6gNEF2p/o3+6SbiicbQpR4KhT0mA2iyS8k6645n9DMUaB3YtzmLHg+EUpKUjXOkHaaYUSiKq9Aqa4l8TFI05wfLj2S7lwMkd0zd3S/LhWXh9xx4jiLngoFly85wZE8asxf2kGqCt9KElP9jjz3G8uXXfxB3K/tXV/etHYHcaYOqAKTasvSVczBu7k/n6Stv7Y39i2uvA0j/4smr6/qVRyA+Pp4pU6awdOnSmzZMKQl5PNjxp+uqr2aCWCHt++6399CwiaeMXbndJoKCReyFrW2l50TQ7L7++IhMCiuCx49sTWXxzMPSu/XMO234cc5xsi4W8+KCjqxYfB7v6ZVceZdiA1FH89jxxKw2cQAAIABJREFU/mlyk4sJcT5F96BfCHE+Xe3Wcu3Ngggr28OjL4J4XdVscm3p9+TTeB8Nkt4jYb7NXMlL1RDSxQv7cHtWTj8uT33Fxs9aaUlUHz+6TozgyykHiDubQ2Z6sTztvbufO03sL3Bi5QXyTV7klnhSKqSdpZfpysIQos1JLd6kflnfvzv3MOuTzTkqqoKksCaupF8sovX4MH5bdZ5ZX3bnp10XsWrpW3FLBSn5xOxKYcsHe//2FAtVs1GjmzJ6XAuOHU6nRWtvjEYDTs5mb9+12K5du1jw+Rc8+uQz1G9QCWivpY6aZZUWZoVAvfH2Jzeurd8OKiNHdmfw1cfHypTdSkiIzaWkpHb6lUZTRNg9oYS3CeRSeiGJ21K4dKxScr28DaW1pcwL9MTM9uw7lEbUuJZXHLaM89l8bhpB4YPmfFfuK9vzv9R5vPn6VoYMbUiX7sGs+y2GrZsSpLx4i9a+kqpZ0wSNq3kbdwLCigkIDsHD19es7lhmyUkJfPPlfD6Zb46rTEnK58yRTC7FFxLo68jGD8+QdDIX30gnOgwNoaSwlNPrU4ndkcHczk9iKz2nHnyZPInYDeHkKJPxTQin40Zv/KNdmFUwh+0tVuGgd+SumY/y9MODsPdU4eKv5o+N8Rw5nM7b73VHbzKx8qfv8HVtTqtW4cxrtlp6jLq/1oS0rRe5sD1VekdFDFLUo2E0s/0al11mFbv/DbfglZFGjjxdCZJM7koUmXq0bzXAGGSPQqEGSw8UCmcMJQr0pUPYvsaLk/sKmPhRe6xMGiwKfseYKFINVI6P+fk0byCFd1BQ7NZamil24cbtDNn4ZBUPkjvGbuZYwQpTWGAZvRWdxpbCPNiwIY6tvyfw9ud34+JeeZh0I8/P1a4dPny4TGru5+d3q5qoq/cfOgI5U4XEe9W/S1V1QSvXdZXFelPKu8xY8Q8dkTvfrTqAdOfnoK4Ht2AENm3aJOkKM2fOvGm1Cy/SptXxvDPJHOh8LVZToEHIQfceXE/GptwJEwBJeI+EzHdVE7SxPVuSadHOl3kv7OXo9lQZM9Hybj+CIpxZ/uFJejwcjsLfjqIelUDA20JBwKpUYjelkbirMmGli00Gzb23EeJ0CnvXC3gYK0/q820smTXQhi3FHREUO6+jwTgnehC1uFNFl1QO1jgH2qEtKiG8ly8aA2z+7JzcXNq7qrBzUqJ2tOap5R1ISywk6Ww+lms+osml7/FSXb7pPZvbUCaF3ZjcizPZkVcc+l4N93C/j5macyanAbMOTZG/VwVIDi4q3HzU1HvEn/OJOdw9MIz12xLJLjVRv3c4WjszgEg5nMaysdeWayKqqRfRLbx57sU2fPX5YQmSevQKv2YqZlxcHLPfeYfHRj9PQFDwTVlq/xQPktLaAlOJESd7JTnZWl4ataEM/ArZfoWkWhbk6xEqlMU1JPpNlNBiRBSC5BXUKYB1z2+mUOQ/KjNrW2vCuwfi08aHwI7+FKabPU9XMgE03mnUvOJjt15j+ebp8Tw9arX0UAQEOtKpW7CMMysu0uPooEJfYpAJaEUuIy8fe8Lqu+Dr74hOW8LS7xeTW6jloRGVctjllb/x6gQmjH+eyMhILiTlc3z/JewUVmz/Opakwzl4B9lz4Xy+zNfUsJMXjTp70dLjIMErzXUVK31Y3nEDKT3N4gXCnH5OJuWPNDaO/wzbYgfioo8S8fSD9I7oRPcn6pGYU8DGDXG8NqOTpLhp9QZSU+KJP3WJzp1a8XGz1dJzZ+enpveMpuyaeoDCpEIi7w+h6eN2uJ0Zg/Vi8yHB4SaWNH/PwNxP4fkaezNjoArtzABQKMFChUJhh8IqCBMqjKZBpCU3JStVQdOOniht9BhP34+puIorqsYEbbZ8noMW98t32xsX0XHxTBSnzXFpxsHemJpXV6dT+DyKwms0mQmWqD1UbNuYxG8/nOH9Jb1uS5zoG2+8IWnhnTt3vinPal0l/54RyH5tSHlSrtv60/WtOo/llVZJHUD69zw/dT29hhEQifdEHiKhCnQzTcg9i2SU82b+fY+AaL8qQHrylZZ0uSdYSnuLzdGdMCEbLShb5fmfyvsgBCkSzuWSd0nDwtcPkpZciF5rkIBkxKSmnNufSdyxbB79oC3rViXj/Lg53kapgDY7s8g8U8C+z89Xu6XyQ11BKeoV9DXt/Kpn7k4tDGJz4n2czmxx2VC4hdqj0xhw8FZTf0gAMXuzyIwtxNbRWlLsNHkl6IsNdBoTjspZScDONwiMW/y3hjSpIIjf4gdzOKO6Z0Dca9vmOTxqbw6WFuVe2/dmRZ0VIEnkQmrkSucZkWgVBnJztJJ+1KyVN4u3XyByiBmA6Qr17P7yCId+/PsiH55edoSEu9Ag0o0nxrVg7uxdNI7y5unnWkqZ8GuxmW++ibOrF0MeHH4tl12x7J0GSAIYWZlMpKYUsnlDPBvXxjHysSg++98BLiblU1pqThIrVMdc3dW4uKrRakvJytRU0O6EhHfjEZFSyME13IX0oxmc+vmcjHNpeH8E9fuE4VqvduprZkw27uGuXDicLsFvm8ei2em5gNV+r5mfhe1huN0zhoU/DGD802spKpeGLxvRiEg3JkxqR4/eoVLFTlAra86pOOBZvmIlU6ZfHo/y4btv0rnjXfTp00cmqRXUWFtrK6a0+V1SAh2cVbh4qSnI0aEtLMXN15ZuNt/Sw/4H2YP9FoP5Y/g7KBpVgoOYp/aiPZ5L5kNHKWiZgke2D24/RKPItGHymu5czCukeRtf9AaTBEfChFT56SOHCfFuwIrHdpMXV4imqITQzl60HhFGyoZk2r4Qhr3Pm1BwBJsn9yAAkEWSjq5z4M9o84AItckzTylQFZtPz0sGuVEyyLVsk6gCCzUKK0GJdcRkMY5SQwO0BSbcfS2w0J3EePaRioSx1cUW4HOrn8hT+Mh6R50fiveXmyrWtfGZYEw+laqRCtsGMvZIV6zkwLJ0Gt3ry6F9afz0zUnm/dj3mp+763nYvv32W0R8qKDa1dl/awSyXxVA/vZ7kFxn/fzfGuhruNs6gHQNg1VX9N8zAi+//DIDBgzgrrvuuumdFp6kQ3tSeXfKTrLSKmV/r9aQoOqERrjw0DPRNGnuiae3ncx/cqdM8N2vlFcnP1vL4v8dZd+GZGxsrUk8mys3Bx5+dox6rTkbF8fg5K4ipJErcV0rT6Hvt7Gm4EgOP43aXe22zPEICvnPWGqU9LshEZ9dFqMk1O4Op3WSyndyo2lnhXs9R/LTNNh6qujxdjM2vHOKomw9wrPkEWqHd4QjTj5q3EPtcT61DLefxl3TkL5z6DXO5lT3JPnVc8TFeI4JwS/IupIKA3ltr1m+WVhVgOQb7si4tV15/3+7adLME09fO77/5gSxBXrund29Wl/eb/fV3+6bkFgXeZLSUwt5ZkJr3D3V/PjtSdre5c8TY5tf09r59NNPySvUMfKxp/52+1creCcBkspSga6ohIWfHmLlz2elhLdYX/0G1cfPy4ElnxyrpkgnPElCXlscRnh525OeXiRBhaCNevo74NwjkHNrYmnxeBTezbz+cnxEXqufxlT3Bg6Z1wvbNnpOOf/OZs3nKOe0Q72kFYt+GsCzj/+OppZYqKEjGjPjna5XlI4W0u7jx0/gkSfG4eNXGdMmOjhn1lQiI+oxevRoUlMKsLK0YO+vyXz/4iFJaRMJrcX9BTd0xtZBSfLpXJ7zn0qkk5nu+t6x58mc/CROnSvvN/7hnZSkaSnVGzCUmrCxt8In1IGifD2j5rchuIUrglhZUkVFT9R19uhBnKxDSFmTxr4F56TnTrTfpE8A9y2IxlL1NUbtT5iMBSiKNFgkalG9ncKOtpZ0nFGZo2z8cvjgs8rh174ZhDFQeNcFTVIEM9ljITxJCg8sle+hsLRh8/xz9HzOD3JWY0q8nClwwqI3y62fIUYxh2Gbs+i7pnIjaAqxxfh4QGWDSi8sIhZSavIl6WAhF0/mE9HXh9MnMzi8J5XRL7aUMYy32vbs2cNvv/3GrFmzbnVTdfX/w0Yga7LZ03m7ze1/1xc2cLv7eSfaqwNId2LU69q85SNw//33M3/+fDw9PW9JWzpdqfSsfPf5MTYujyUtpVJOuGaDQfWc6dQ7iA73BBFWzxWRhPJavQA38yb+Kq+OOAV+ZchGefpcXKiXIOlifL4UOvANdmDEK03Z8UsCHv52ZPf2x1CmuNbfSYUyrojt754idkt6RZcrAJKQtS6L/bGxKqa9/1q6lalqVb0/4VFaePR1nCJ8KMrS4+CrJriTFyoPFed3ZVC/g4eM2yresYuY8+4UpBTRwPUgA/3fraimQG3B/IcbYuvUiIxYJSdLHfDeqCLolDUDXVcR4XKaI5ktmH/8hWoxHp6Bdhg8tPgl7eH5qLmyvqoUO/G6KkBq/UAQ97zSkPv6/sQ7n/VApzXw5PDfaPNYU9o9Xj0pa1WanYhZEZ6lq1mrtn5kZ2lk/5auHMyCjw9y8UIBDzzUiLt7h/7tvCyCarpi5a8Me+RJAgNDbngp3SmAZGOp4MyxDF6duInz57KrrS8haDHr/W589cERzhy/nFopnjdnZxtCw13Iz9eRl6fD18+BE0fSKTUY6De/J95Na/+uEHN1ak0MzYc2YuucPcTtMavllZt/M28Gz7un4vXX9/2CPlfLe5/25Nkna6dW9ulfjw8W9LpM0r1qvQsXLuT02RgmTpparb13Z01l1CMjiIqKIik+j+L8Eg6tTGbD3LMUFejlGbSHny32jkrS4gqlaMmrjd4kwuGUrOeds1PJHjkQ58GVACFz3AEMZTmTBEASiaP1mlK8guwZMqMpDbp6ka+7XPRi9S9LaRnVAxeVLZ92WCfpuCL2K2pwEAM/dKa0eCwmQxaYxFo3oigqlR4kYYebWPCgSxpJluZ6q8YkGRqo0b0q4nCEh70sYN3CAQvrBiiseqOw6M+xtbn41HfAN9ISctbIeCRFXBHEa2R9hVo3ipIK8Em5WH3NO1tjGBcMNuYYMIW6HoqwdzEq/CjMsuCzQdt5ZkMX6T2PjcnBztGau7oHVXvub/ghukIFGRkZPPPMMyxbtuxWNVFX7z90BDJfvvEcdddza+7vmEWV6uzyEagDSHWr4v/dCAgVqE8++UT+u9Wm1RjIz9WSLJIkHkwjNalQbi7kCbWfHQ2iPXBwUOIbYIdKZS0TRd5p+yvZaE1hCf3DvsPb2w4XNzWaInOcRHZ6McJ75uKhZtjEKDQFpSQ3dkbrbL6nDpYWRHnZkn4il6/7bKm4zdoAUvmHIkZJAKVmXtsQoKncMkpCWZw6F4VQqnO3ocespsTuvISb/hyqLYsJNOzA0doc63RCdy/1lZtQKipjSIRKnlDLKzchDNHlGLz6v4a00po3isJETNKKMC8+eioNR/9EGlwqJiQNnItgWllqpRXxg1gRJwJozSYAkthwq9RW9JrZGNeGDkx9YTPfrBjE9ClbWbX8rCzX6/WONOwTXut0//TMWpIPpV11KQgPkkjOmRCXy5SZHeVcrPzJrNo1f2FfnJwvTyp7pQoF5XTf/gP0HXAfbdtXxnhdz1q8EwBJeI5OHErjpWc3ckEk6q1i5YTDDl0C6T+wPjOe21pN9a1qWXt7JQ0auUs6pIj/O3H0EiX6EvpWAUgiFsnGUUmwAn5+dw97fo+VVYh8RuJwQ6MxJxYut07Pt6bpA2YvpKDfLX1kFZGNPRj4YANmz9hR6xAPvK8Bsz+8+6rfB0K58OVJk7n7nn60btexop4pLz3LtKmvERQULOXiTx64xKUDeSyfdVx6z4R3193blqRTefJAQqzXac1nEelsXjuLui3h0j1m0RFh2n1ZpE07JnMsiSxtQvxEZWuJraNS5vq6741omvXzo1BnkHLj5fbJR3NIv5jMu3PeIyOxhO1vHiNmY5qM1XlqazscPD7FoPsdjEVIWbpaLM/CyD2uFzhurZdUu/gqz6x2pr+k5KEopyFborDyQGEZjsJyPoWZpZzYlCb75uBWCjnH4bvRKNZdmcoqPUci/5EERwoUHoOx8JtAaYkKbZE13489gGuIPV3H1yf2dA5xiTkMeaQhIh/W7bJnn32WMWPG0LBhw9vVZF07/4ARyHjpQSksIp7Xqj/Lu1bz/fLXN/q557t1AOlK018HkP4BD0ZdF27uCBw9epQvvvgCkShWmPCYlMfa3IrfBe9dgCIheKCwMFGiN29KBKgQsQ8mowGFhREbG7Mgw63qg/DwCBP9udrvIv+R+FeuYFezfEFOCf3CvpWeCxcXGwKDnRAxGwIoicPcgjwdl1KK6PtJBzSRzhWT57brEg8PD8dYYuLIt/GsLZPjrgRICow1KDpVZ75b8C/VPEoLw9ryS9Mw/Nq4Eetzlo9fbkSj1PevuFiKLVXMeUjHkTCzSl65PbIRGRBuYVLgWHS5el2hlTUHGpXQ5aj5CqGs1+xT2DTck1DFJRl/JOKQhAkKkZhXpY0lruF2RD8ahEuQLVs2JDBsVGN6dliCvmwTGdDcm/vn9661v38HIDWJ9sJoMnL2VJZMIDtjdlfenm7ecN/dK0R6kkTMyd+1X3/9ldNnzvHo6Gf/7iW1lrNSmDe7pabbEz9no7Qk40Ihox5YSWJC3mV9KgdIYm6GjmyMv58jH76x9zL55vILxZqObOROUXEJaReLyMkqxiCSBZWZs4uK59/qSNyZTBZ8dFA+B+I/ldJKAmPxTJdbZJ9wekyppPGKpMB/vLWTgYPrU1JqqAC0NTv97Autee6lNpL+d7Xndf369Zw4eZoRZRLtsefPsubXnxg5cgQREQ3YtDoOtdqavNOFfDXxgIwVDG3swoVz+dIDLL8SBEBqVgmQlj61kqTQyj4XHsomZnTtMZVCBGXEey1pPiAAGzsLinQGtCUGFi/6BE1xMb173UOrVq24kFCAPkvPtwO34BvpzOPrOqLN6QqGPDBVB5RiLBTFRky2ZtBxzFpHO3ezV+7rOSCeV2H6h9wpvacsTkpohosbUdhiYR2OhdUk8i/WI+FQDjqdkXqOJ/FcUCPRpkjsqjWv1aRoFf6N3TFFOqBQ+YLTXSg8hoG1N/piFQWZBn6eeBhxONRvZhSllias7CxJiM+jXTd/bGwsbunfkKp/EyZMmCCTmzdu3PiGntO6i/9dI3DpxWEVztJyp+nt+On53vf/roG6jb2tA0i3cbDrmro9I7Bu3Tp2796NSBR7u00AE/GvPFhY/Kwp8X27+1Szvav1R0h/l2qt6Be2pIIOJ6738LLDy8tO5gIRXg1xkm7V3ReHLuYAaGEdjCbqe5mpPQaNgcNL4tg88wQlWoMcE7G5FCfSVzK1i5Ke9VfQyua7iiLCC/ThIDNoMfX865Eb9EYlOBr98pM8mL+JbnFXVrm6Uo1bo2D+iRcZHJPOHxd7S2AkcsmIOCohFS4U0nrPjmLDmlhGTm5GUWEJOn0pTw5fVTHfjj72NOpbD5W9Es/6rjJ3jvhdmKDX/fryJmqj2olNrRivZq18sLJUSCU2AVAX/zyI5KQ86UGJPZ/F2Amt0Go1VwQCtd1bfn6+3PA7ODr+9WBeoUQ5ILm6UPp1V1/tQpm/Sm3LuMfXsva3mKtXqkDSDvsOqE+jxh4s/vgIKYnVvU2iAjGXwSFOuHvYUlhYQuy5bHNotAkaNHHjkeebsXVzAscPXyIlMV9S8oSJORBjVw6AxVw++ssQlDW8wts+2s+jPYKYO3sPifG5tfb5m58G0qGLHyIf2dXMYDBw6dIlPDy95JrIy82RxQWg8/LwYdHcYzRr7Y261JJ3Bm7BM8BOeoEykooqwJEoP6352xUxSFUBUt7WdNIWxKA5d3keKHGdWItDZkSjUFrS+aFgnD1sSEtPRXihq+WXM1qTllhE3rE8bO2tiOx7AV3uODBePv6iXsszGlRvm6lvpR0dmDbBiln2OVSNRTI0t0P3fGWMo9mTJLxIXlipR5J9vjcGhQ0nNqbiqTtI061m95POLQDjgLGonRwwudqDnwvYWoOFA9j4g8IGE2pKdZboBCNvXy4/TzwkhWC6TmxAcGtXEmPzCIhwknPv5WuD0Xg5yLs5K/zyWt5//326dOki1ezq7L8zAukTHrodeKhMBL9cDB+8P7h5qVD+v81WHUD6/zajdffDd999h1BpGzvWrEJ2p02j0cjNTbkH6Z/eH5HQsrf/ErS1xBwIYQl3DzV+/o64jYnESiRMLbO8Y9mU/BDHpC874eyuQptXQvLuTDa8dpSiDC0lxQZKddWpNlYqC2yclNi6CyoNsswjfuNxt6wENQIcieSSX5WFGOkMtvxyZjx5Og+Gt3sBhcmCOFtniuOi6bp5N1rHYukN+v0lG9RceQOqNdpKKoPa0kztKzaopacoS+fBquT7yC4pi0kxCa+fyJ1kpNRgkrl22o8JR6s2sebHc8z6vgfx8TmcOp7J/A/MeXBqswc+6Y2IV6lqgmYnQNKfc/fKNSI27+KwXPSrVVtfqbImct2IBKPvfdJTyjr7BTjKRKPBYc6IXD01aZti/vR6owSkMlGnAglMJUVMZcmECRPx8Q9i+KjR17UUbyfFTm1tyYGdKYx9bA1CYbE2qwrYxPoU8YGduwUxbGQTtqyJZ8PKWAlgq5oo1zjaUwKAuPM5KG2suGdwGE1aerFi2WkO7kuV3lMRT5OUkCdBqIOjSqrgiXVQbgIkdRrfmsjeYRXvleRpsd6VzLzZ1cVKygtYW1lwKnnc3/b+vfba69g7u+Lk5MIf61bTokVzzpw5x+RJU/jx02T63F8Pa6MFnz+yGzdvWxKO5ZgPIsrSqAj1yEnNPyTKfr/swpr7P+Z4y6Hy9wvvnyZjaYL83Xy4U32ExYHAkwvb8u30I0R19WHAxIaonY1YWBlxd3evVrgwX0dBlg5XN3EYshR9wQdgujxuSbaVWYr6hUR5vTFQScxrXkQEJ9M0Fg6X5TMWHibNp1Vj5sRatpSCDVbqIeQlPoKVrQOrp52gu98yfA+ZYwaPtxjKmgc+xk9lSQtnK8IdLZCZdI3iOQCDAYqyjKSdymPnl3GcXHuR6CEBNB7gh05Timu4A0UaPYGRziQn59GuUxUxh+t6Yq7tos8/FwmGnXnggQeu7cK60v/qEUgbP7xWit2VqHU3632fD7/9V4/brex8HUC6laNbV/cdGYG5c+fi7+/Pfffdd0far9moiCUQnhkhO/5PsL/qT0GenrE9fpMc/KtZx3mdcIn6P/auAzyq4vue7S2bzab3RnpIIfRepIpUFRSkCVIUEEEEQUUEQRFRlCIgoCCogHSU3ntJAoSShPTe62b77v+bedk0EpIgIPz+ud+XL2Xfm5l3Z3YzZ+6551YWWtTnq3HznXOwcRZjwfYekFoIkZ+qgFjMxdV1D5B6JZcCJC0pZkTyeHhsGHRG6MuLt3IEHGhVOjj4cTGYNwui3MpcITIOlUGEqKwuuJbRFyqBAyS2Ipz/5ANsfZUBUwPmj0JchztowwuvAFOm8Ucru6NAHAYzXi4s/S2w/3wYrt3kQsbORmeHs8hR2eBcBsnzqBkXeVhSu+0Yd1gESvHr95EIbG2LCZ+E4fdtd0CAyZafy3l6dThu5qVxdbr03j8PUJReiuyYPGRFZsHHz4rmH+XlkvXDxvwvOuPc6WRcOJtM6+qMHBeC3i97wtXNnB71k01xQb4ahYVKOpaSEg0K81TIz1fSTT3Jv2nf2RkWch4exN2Hq1cQBX5EYbEx9iwBkhmfjRnvHMaR8jyg2sZZFSDxeIQKxaJgikil933FC117uuNuRDaib+chjUSEitRgs1gIbW2PoDA7BLSwQWGRChdOp+DE0QQoysUzSFvkIOBmea4YobIpFLULa7QdH0rlvk2mzC3DvrknaU5STSPA7eMFnagEeUMsIiKCFr2WW1pi9KhROHTob7Tp0BVhQYHY90sW3L3lcHGR4uJPCciMLab0Ogp0jEy0TGopwADPo3jF7GfaXbxVa+z46G/6c9GZbCR/FE4jo8ToUjCtBxYLth5meGVuIDbMvAZrFzEcfMwxZVVbWFiLqPhDTSPRTjMzNrQli6Arq4wE1/ac/G254B4tginXqK9VOs7xlUgcBbiVa7yoP3YEEWyoMHJ6wBKDI+wGvfpT5J2LQ9ndSLhcXQixmolI7R79K2ICX664RZalhm+SEmy1ASXZKqTdLkTarULkJyng1s4aoa86Q1GsRU6iAv3nBSLmTh5CO9vjyN8P0LKtI7z9ahSTbcik/Ytr9uzZg/T0dCrW0GT/fzyQMb1KAt4zfGyHH8qTbZ9hny9KV00A6UWZqaZxNtgDZDPRq1cvSlN4HowUZeXz+c8NQCLj4fF4dUa0CA//l68jsPX7R2/2fcf5w3ecXzUXF34WjqI8FbxbWGH4jOaQWAhw/0I2pDI+rB3ESL2cg8SLuShIVECnJJLCzGm8yEYImbsE9iFyFJdvYob2T4D5b1PA1VcqBGaKOkMiUUOay0Rq9ndvjUEfMyfjbfPao+3Nzhj69zJ0vcUMq4zDw/mUCYhI6wi5hxnElgL4j/ZGerQCR36KhrJMSxPbyZ6wOkwo/0OVI3VSd6nTNC8I7QT4fe1tGpF5b1FbRN7PQFxsIcwtBPh1feQjlxyh2Q1a9hLM7c0eeV3SmSSkHYhB+LUMSukiAOmTxV2QEFcAZxdz9OrXjEaQyGZeq9YjO6sMu7fdRcTVTGSklUKl0EEg4qCZtxxd+rghJMwePoFWtBYQUTpzcpFS0QeSxG+AEQY2G0q17iF4WOvGlsVEYzTGpyt7TOiF2lIN+nfdjpycuuX0qwIkMl0EyJBirPpyxUSirEYEL7x9rODgaEaV1sh8k3ydl/p44PbNbMRG52PDjzeqPS6hqskthTTniKgJknWirSJSUPViEkl6dXUfWh/JZDd33cO5VczarGrhMZNhaydu1EfT1atXKZBt17YtPv1sAVq374KzsSvFAAAgAElEQVQgP1/sWJcAaxsJ8jLK4OMgx6mfYpCVUFoRPeIJOHDxk0GXGo9lIdMr+lw7NxxFchfoS3WIHnwG2iLtQ1RNElHq9o4XLbJ7fmciLImcvqsE3u2tMXxOCCSyh+efAHO+QANt8RLoypi6S48y7rkSSrEj9qU0n9Ls6sxDMjXEFoOb4Qd2/hDkr1kH2+IzFV0oIcHKV04BnWuoNZJDmYgCIF8DcbYGdhwWnMPkKExX4vaRdPrmf2dbR9w8nwm5gxAGnhE/LL+KX3YNrsjnrO9ZntTr58+fx7Fjx7Bw4cIn1WRTOy+AB9Knjv5PRum4qmF1A6sOTqPVoaCoBLZWFrW+P0oU5PNSB7mskmHynzzcv+y0CSD9Swc23f78eWDSpEmYMWMGrTT/PBgBJCKRiIo4PA9WWlpKwRoBSXVZenwxXgt5tLqN2F4MnpSHFh+3hLkXk0yd/v1tCHLUdOPt38YWfcd4g5zE56UocO9CDjoMcUVBkoIWeCV1jsh1ykItClIVSLtThKSIfOiVBrz8cSCa97LDLy1+x4g+38E2j6nhUptVLTr50dIFCOD/gDFHCrCmrz3mT8zE2FeWwDXWE6oSLeyD5bD0s0C3hS2wadpVxJ7KphtfsrF7CCRVOUn372OPFm+6IvJyJo7+FUfBEJFs/2RzV4wY8hcsLUVoHmyL75ddrneKSW5S2PBAhA1/tEpV9N5oHPr6Im2vfSdnLPy6O1UI43I5+OvPu3B3N4evvw2WL7iAM8eSKihSJBpgbi7Ay0O90b2vOy6fSqXjjr2bRzf81rZi5OaWgc1ho/NLrvANsUbvQc3A43Nh5LKh1NROizI9WM0IUn5+LgQCEY1aiMWSep+/oReIBBxEXk7DuOH7KNWtLquZE0XWGwGUpkhQXfeRvLp1WwZg15930aadE6XS/bquOsAl7ZAIXVaGAmmptefpkPYJje2DzzpA1c4FbEllntn5Vddw7zCjgkfy9lb93A8du7pScEaiWCw2G0YiAmEkIi68WqMyNcdPBGiiY+Mx7b0ZOLA1HmKxAAd/j8HyX3vjuwFnUJyjgrpMR6NCpEgsoVpmJZZiSsB6dHVgRD6ud5qI4wOY2l4JH4aj6HR1WX4eKaT7kj2GfRGA6EuZ4JKcQz4HPCELJbkatBzgBbmdkD53VSOglM0qhq50LbQKJmLVULvzoBBtOufh862VCpLawXKmaGwVY6cYIVyaBiiY3LCqdkg3G3suhsFqujfkbzLCKjVNGl4AzZ5UpN8tQl5KGdqP9MDgRcGIupgNkYwLCycRPv/4FHr08cTIcUHPXHk0OjoaK1eufCYqrA2dm6brnr4HUt8d83An5Qr3dfb+BF53Xvtrrc0TEDRh1jIoVWrsXM+AdUI1/mnLfqzavIf+bik3x6ov30dIAEMxLlOqMGfxepy8EE5/J3//YfF0WFtWFqV++p58cj00AaQn58umlp4TD7z66qtUxc7Ssvo/1v9qeCQfyszMjNLsngdrCGAjUaAVMy/g2O76BQ46/tAZVqFMPsLF989BE1cCe0czWFoKYe8mxctjfeDkZY6M2BJIrQWwtBFi/ciLiL+cSzeHeq2RbgxJhIb87tnGGuM3t8P1n6KRei4TBUt90H/HNHjfrb2mTIylBL5/MBLfXdf3QfedbRDacREGf854+6NXvoHtNVJThQW2gA2JvRBDd/SgUZ/cdAWyI4uQfa8YWbEldHNJ6H9iOR+WbiSiZQGPjtZIvJuPU38nQlmihYWVEDwuF6+M9kHXwR5Yu/IapWaNfScEH0491mDRBEJ/kjlKYWYrhnOYA7y6uFIhB5PlxRXgzwkHMXpCCAKa28DeUYJ7d3Kxb1c03v+wLfKzVVgy79xDQIBQx0ZNDKYFLg9uj6F5M6Qv4mMCSIViLlw9ZCgt0VAlN0LXIzS+AW/6YvyMljCQYqOPACQEIKWnpWDrli0g4IgAIx6XDyOLhQ9mfwJzWaWy4b9Z72I+B/v+uIt5s04+spnaRCOEQg6NIJFnr8tITtGKtb1x/UoGYqLz0bd/MyqKsXndTWSkMeICfD4QGGRPfUV8X1Iu2FC1zYBgW4ydGEKjfSevZqD/l90htasEivf2x0CeUYKxE0Ko78OvZiAhrpCCVBKRIjWc7B3M4O1riXadXWAm4UJcDrJqG3tsbCxmz/4IU9+dgewECxgNLHw//zJW/9Uf949n4vTaWCqkQsRE3JvLkXq/iNZsa21zA7OCV9ImC82d8dP8CFws+RkXrNahW5e54BeKIZHz0e41JwT3coSdcwE0uRHIj4uGUVcAllEPsVwGpcYSNv5hcG7dBTwBF+Aw0TBCa3xwNx9BYSzoVUehKS5/A9azCESTE8BSMgD4dAhwL5CDKduZXEUi800oeFVN+FkaLThLTGMQgxPQEtcvWcB53kzkin1wZWsCsvragxdY+6Ysb30cirYkwiXYAn0+9IeZnQDpiSWQWAvgGSyn9cbuReVg6cqeNN+PAO5naQUFBbQI8M6dTQU8n6Xf/+u+UqcQ+nVNxPP0f3de+8tDj06A0Cdfb8Tew+cR4ONWAZAiox5g5NTF2PrjPAT5eeLHTbtx8PhlHP/zW/o/ZuP2Q9hx8DS2/jAfIpEAU+asgKebA76Y/fZ/7d7H6r8JID2W25puel49QPJrZs+eTYvEPi9WWFgImUz2zKkadT0/UTKTSCT1ArbCXBWG+v9eTda4tjZrAqTcCKZQJ9k4W1mL6eZv0AR/dBvqDkWRFmVFGti6mmHtsPO0tpHRwIggULqXwYAJmzrAPUyOyJ+j4dnDAXtcmQ2YrCAFXpPXwJyfi2KNNXq5MyfUShYf4iNMbohlsjWUsjL6RaxZuhf2nDyMc0tuQVOsoSfrVj7m6DA/FDF5pdi8PAKBLW3h39wats5mMJcL6OaytFCN7DQFkhKKkHAvHyUFGpozQtTDsrOLERhqjc829oBYLKKb55FD/sLbk8Mw5/1jlI5Vn1FVPy6L9mUyAo6Gr30ZfEllZM/sZDwyMkrg2cySKqIRAYFPF3dBVkoZflpx/aENe8furhj5ThA2Lr+BO+E5FUn3tK4Gm0UBAAEO5OdmvnIKrgiFysXNnOY7eQda4qsNvcDmanD6/DkkJjyA1FxGv3r2ehnHjhyEhVREIzSJCQk0z8/FhUli/3jePHB5QkyZPru+x2/Q6yIeG1vXR+LrLy488vraABJZe0SIgUQH6wJJBJh8/UNPxN7PR2QEE0EhwhidOrvi4rlkXD6XAo1GSQ83dFojlEodpTia5jcgyAYv9fWAi7uMzsuVi2m0DUKzG7qyN/hVQI7Z3WzcO5GI4qJHq9aR+30DbDBsZACcnKV1Ri8ePHgAKysbRF0tRHGhGh+PO44Fq7qBr2Ej9mw2Ig+mQmYlhEjKQ/IdRkmPzPnGzpMgLq83Nrbba/h13i76mkWkK6YtXon+bwSBVXwZVqIL4PNLkRZTKatOFQXNeTRfh/g35CUHcK1bgeM4mIKkOzdLkZZcgN6vmMOoT4Qqn+RU1J/fxtuTD97eynxHItrATq7M9aqah6TNFkC6MREsri9Y8fHYFzcD3Y/NwXftjqPXfH+4drFFxoMi5BhZSCvRQnWvGEXX88GZHwCWmDmgsrtegFAnMUSWfGQklsDZTwYLOQeW9hKwqKgEodcyFFsWjw+DEeDwny6dtOYCnz59Or7++mvKPGiy/x8eSJ7034AI13WbHnLwhm0H8ffJK3ilZ3scPnWlAiCtWLcD92KTsGE58xmfnVuI7q/NwK4NC+Hv7YbXJy5An25tMGFEf/r6kdPXMPPz1Yg6tfm52f80ZjU1AaTGeKvp2ufeAyRaM2bMGOzdu/e5GSsZEwFIz4s1NKJFTqCvn0nDzKGHHzn0Nkvawb4TI/d9df5lZJ7LqHa9SMLDzpvDsWvLXbw1OZhuPGjukQE4sOg2zm+KY6SzdQbYNpNi8vaOYOmM0BapcWlROFJ/bF/RnuglJrm8q8s2hNodpT/fYnsj5HDsQ2MUFoswfdB8dPfuAoeO9jizIAJalQF8My7afxSEIhsePnzzCC0CKSDqZyodpQwRUQnyu4k+RBXg+GwqdV5QoIKbuwVGzmuGKzeOYsiQIXBwcKARgUN7YnDndg5276ibDmgaJAEY5JSOAEOTERGFjq/6wndMKLgiho6pSi2GML0EZXH52PbLbYyfEgaZhI9f19xEZkZlbha5NrSVPSbObInvPrmElPiqG1umBxNIonLreiN9bpKXlJ1VSgEPAQwpSUVw9ZThxz/6oqAoGadOHad0zMysbKoMadDr8f770+Hu7l5RR8s0/oyMDHz55VIEBLdAdkYGMrPS4OHphVHjJj/W0pfwONi++RYWf3r2kffXJTtONvECAZf6mYCkqr4mDUrMeFj2Y286ZyQPqeo8jJ4QDF9/KUpLSqBWiam4AxG90Gr19D4CvhLiC3HpfCpOHU+oJolP2uk8tTVCXquk+OpVOuRdTUP+1TSQnxti3Xq6U9BdU1nOdK9GbUBhvhLx0QUY33cf5i3vjMgDaejxuifuncxCangBfV/lpZVRH5AT3ok+69DF/hxt4ozIHd32MQp2xLwLfPH5P2FoqwdE5jykxxZXA/DkfqEZD2UlBLyw4BEspwIQQgkXRrtBuBnjBUWZHh27GmDU3YJOtR96DUMRrc9qgqSq1xutuVB+y9Dl4lRdcajwa9iJ2HAqKUDShFt47WBvfNfhOLrP9IXvACekRBdCZMaDRMqHVM6HRC5AsU6PByVaxCu0aCviQajQwcKWTwEkR1MCY34WdNmEpmoEy8wcXEsHQCwFiycAi8ejkW1wBGCRGnPPACyRz5WtW7dScN5k/z88kPTO+P/kQd02bKzW79Ez17Do+63Ytf5znLl0EzsPnq4ASLO/WAsLmRTz33+r4p7AbmOx5qsP0LVdCNq8PBmL54xH766t6et3Y5IoaLp0YDXMpU+Ofv2sHNUEkJ6Vp5v6eSYeyMzMpPlHf/xRf4LwsxgQ2ZiQjSWRbX1erDERrdIiNSLOZmDuiGN1ngUTsQbPYc3Ak/AQvfk+ojdXAgRzSz6+2dWX5rn08P4VMrkAP/7RH3aOYrr54rLZSI0qxLEV95FwORctX3VF22FukDkIsC0qD9pSHXTN5dR1rCwlhCNOwVl6H6/6Lq1w58EH0/F65AaozCsjNwQcTRswD063XQE2EDopAGwhF+EbYqBVG9BtYSjyLLmYO/oYI3/NZ0NdQ4Lc1IGFpRBunhb0dXsHCSYtbgO5oxirV30HpaIYS5cuoRvk3Jwy3L+bi2Gv7HxoM1517smGl4CvqtEjkhvkH2hDo1H+k1rCKdSu4hZeXhl+HrsfgcG2eOOt5ti4Ipxu6qua1JyPBd90wx/rbyPqRuVm33SNaZNNQBKl27EJSDJAZimErb2EAiMSCSGgS6nQIqilHTbsHQTSrsmIspajo2NF7Z7aZOtPnTqF48dPICg4CHa2tjhy9CisrO0x8jEkxaUiLo4fisPU8Qworsvqq8tE5pbMMRG7IJQ2k3iDhVyIVRtfxvEj8Yh7UEgl0Dt2ccGAV32Rk52GvXt/xyfz51OBFZOR9/PdqBzkZpdRyt31K+m0jhIRydBo9TCT8ODgLMXo8SGQeFnijrDyXtKGtlAFVZaCgiVFUu01kqo+J1FQI4p3PP7D9FwS3ZRK+Tj9dyJ2rI9Cp55uyLxZhMSoQgyc6AcnVyl2f3ET6TElNA+JmJ/0Lj5psaSiiznWvbFsO3PQQMxcy8eFvwdDGauBvgbNUmRlBwtXX4isnSAwt4XQ3ILmUPH4GmiVecjKZEHm3h5m/NswGtNghAaakoYLDXBuKMDbm09pddzz1esnmXKRrpROAPki5ppZBs4P99BhcWv82OMken0SiFaj3OmzKou1iNibgnuns0BqANt4SGDpKIaDrwwOflLYuIvAUhVBe/cKDJkx4Ni7gdssDGyuESypLQz5STCWZAM6LVhCM7AsnMGSMJ9DRjYfYHPB5j29nNIRI0bQPCQbG5tHrv2mF/93PJA4nqxrE6Xu2X1331gJkG7fi8f4Wcuw+bs5CPT1wI79p6oBpImzv4WflwtmTqqUoCeg6PNZY9GvR1s07z6uAiyRmYlLTMfAsfMoBc/B7tmqQT6JldEEkJ6EF5vaeG48EB8fj0WLFmHz5s3PxZgIZYzk/DxPESTCca9W5LEeTykVOmSnlmLRxNO4G159Y05u9XzdC82nBdFWimKLkBfJXGNrK8LgIR5QcDm4lM2Al7yoXAhFXAQ1k8FKwodIqYOzjQhinRGKQg0MagPMzHm4ey8fl9yqn56yb+ZDMPMyRgR8ChtxMm0vt8wV2+4uwqr9S/Gg0/2KJ5nddREDjsqNxWGh90+dcXNrHJLPZ6Hv922QaNTj80mnaPI8oR/VplDm6CKFnYMZHbNXiBXenBEMjoANVbn63uz338GXixfTiAqx0lINftt0C4vmn6lTWIDWOiKy3HqmNpGruww2dmJK3SKb7TG/DIRFFTU00u6uSYcweUwQIi9l4tKZVORkMzlXJhsxPoiU0MTOjXfqnE1aX6mc0UeiRyaJb08fOcrKtDSCR0QgkpOKIeBzMOq9EEz+sDVVIKxqpuKmDanrRcD4O+9MxJgJ7yKsVdtGvSeFfA4yEgoxqPefVG2wppGIl42tGBIxj0ZIios1FODVjBSR+4jPyTPTYr9gfO/gJMVf/wxDWloppU8SWXBSOPZB/H0s+eITSnFq3rz5Q/0Sqp1AwMGDmHykp5bQeebxSPscGu0hkUby+vxZJyEPsYN9n2bgkFydKkaiSGkHolESnVfxV4mER4EQAXAmdUXyoo+/NZV4pzWtyo1c89MP1zHkdT8KiO9H5CAjuRQeTjLsW8nI4y/e3Yvut8IPpiLmfDaSbxZSP43x2YZ+LkfoNSqYYesHYzCr53qU8Bgfe2fJsGVT14q+hHJ7OLfqCDNHL7DU12AovQVoUsARO4AjcgX4NmCL3GHk2oAl8gMMBYCxEHrNLei1F6FXV88hIzWQOOEKsMqYxagPE1NQREy4NB3s+w9TVE1RpCuKmbhSwmzOLM9moVlSKcya2+DPqTcwaks7eHezxW8zr+P67hQEvmSPkD4OMLMUwMnXHFJLPgQWPPDEHOhSE6A+sw1sG0cIWrwEtlAAY84D6O4dhT7pYeVB0h9LaA6OVydwW7wGlkgGCMwoQHwaNn78eCxYsACurpWfYU+jn6Y2nx8PJLxN6tLVBoxMYyzX7n+o1Ou/e91j04YKJyz+fisu3biDLu2YkgWETnc3JhGv9u+Kd8cOxhff/gK5hRTzptcdQfpy7gT06tKK3m+KIF0+uAZSs8Ypdz4PM9MEkJ6HWWgawxPzwK1bt7B27Vr69TyYVqulJ+5S6fMhd0k2SETF7nHGoyzT4eLhJOxccwe3rjA5GzwzHlp/2Q7WLaoXjWyM7zsJ2OCmKiAU8eDhLwdLa8CBb24iZZRXtWYIQGqx5JuK3CO1XoQV+nexfMuvyHdl8p6ITR34MbzOV5cfJ3937e4I9z7OOPFpBIb+1gV6ZxGV675zMRs56aV0Y0o21yQp28pGTDfQRNjAI0CO7kM94eIjg54DaKqcrP/68xp4N3OrVnOL1IJZt+o69v8VTSMNRYWqamCJ0PfMzfmwtBbD2kYMlVKLxIQiWhSW2Mff9cL9LAU8BvlWPFPcwVh0dhBj58a7iLqZTTf4UgczlGSUwspahGXremPWqMNQlT2CvsXUjK2k2pVHkYgin62DBMlJRfANsEZUJBOBMjPn4+D1kVRwo6qR9UNfbyD9Z/z4CRg7cRqaefk0ZllQlTdLKR8dQzZSIEKMzEv7js4IbWlPJcwz00upbDkBD+ZyIa31dP9eLhVMOHuSKURa00wRtEGv+VJlQBaPDQ2px2Uw4PyZk9j1528I8PejG9T6jEiAk+ghAbyMGalC3fyZx5GRzoBYnoUQEjcZ7HtXB0r6EjWkV1Lg6GxO5cfZbDZUKi2lOxIaH1HOI8+dEF8Abz9rvP6mP81JIpGwE0cSkJpcBHtbM2SmlKJ1Jyds+OoGhr0diG9GnqVgf8aPHXFqaxxsXSTwbWNDJbrzkhXQ5eWjd8TrEKsYKqxBIMQ/rwfhldGVwGD4NU/MON4czq06wya4Bwx5f8GYf4Q8DHi2XcCxaEOOA2BENozku6EYMOrB4tiAJWgOtqAVjLr7AEsKTdEcGPQPKDqvWiC2qm8NbkJoR1hDsDS1TpeTXKQrnrtxMZ9RzPLLU8K3UI+Iv7Nwe38aphzthvCDabi8IxHdxjUDW2eAbydbWHtJURxfjJzwbDh1sQevOBaGy79AENoNfP9WYLEM0FxYB0NaVH3TzbzOYoEbPBD8zpNgZBNQ/ORB0tSpUzFt2jT4+lZ+BjRscE1XvageiB87qfzDmfVMv3v+ur7CZeev3sb9B8zhI7GIqFjcuhePMa/3wYghL1EFu/sPUrD+m1n09dpykPp2a4PxTTlIL+oybBr3/7IHrl+/ju3bt2PFihXPxWPq9XooFAqYm5s/F+N5EpS/onwVPY2/H5mL+5llSPF+PPrgDcs/UCJIgY+EC5aKqYlksFCCk8hFakopfC0nwoLjAc7RVHAPp0FQVojxZhMh4DBA4nx+f7yx+TbSgio/0Dsd6o4Pt8yHmYMAfDMO2bNBma9DSXoZCmKK0P279rj4TRT6r++IxDwFpbS5ecigUeuRlaxAab6KUnL4Ig6cmsng6CGlif5sAQeqWmrgXLtyEft2bQNJqg4NDa2YY7KJ/fLTs7h6KY3m9hDaD2mXBAGIvDaJEBQXq5GVUUprE5nM29cKk6a3xCdzz2DqgWEwlEce9CUa6GLzkZ5SAjWXDY8uLtCUanDt51twIzVdnKXYtqa8+NMjVlq1KBKPTUEhWRPBLe2oSAOJfpAxkYKofD4Xk2a3wtvTWkBsVpmk3pgIEgFTrw8bhjUbtkEgFDb6PcA3Als2ROKH5Vcw5HV/9BvohTPHEnHlXBpi7lZGX0wNk1yx4Jb26NDVBc7u5ji0Nwanjlfm2ZiuI7WQvvr+JfTs54USNQMqTx0/jK2b12HUqFEYOXJko8dKbiCHCIf2x+Cv36MekvUX2plRkETAUsV4LybhxrFExNzPoyIQVc3NXUbrN3Xq6koBcdsOzhSskrU1e+pRtO3ghMIcNaIisrHw2264dDIVxXkqxF7IxfndiZjyVVvc+DsV8TfyKZ2TJ2DD0lECkRkXjuw4TLeYD56OAbs6Lg+fveeFpf0r6bHxkSvhYOEKffpaQJsDvkN3cGz7w6C5CIP+FoxQAnqiRFkIUHEDqgQBcCRE3QAc8UBwhJ0BtgU0xfNh0MXjFrcY6gsKdF39cBFqg7sc7MTqfzeK2ICETYGVbuG7uOg8DeEpPLgkXIRPTCT8xkzB0U1KxF/MQddZvogPz4dbqBxZ13PQdnQzaArUuLrwKkpTS9F9dReIedkwnFkFfkgXCJq3hzE/Hprj3zw817UlflUtqMxigW3TDIKBSwAxEeB5siCJCA2RNVj1M+WxFmTTTS+MB+JGT/lPIkjNtvxUp49qUuxMKnZbfpiHIH9PfL9hFw6fulqhYvfz9kOUkkdeFwsFmDL3uyYVuxdmBTYN9H/eA+fOncPhw4fx5ZdMjY//2v4XAVJNn35Vrlpn+ruAw4JduchAcmklNUqi1OHq9vsw95DBpYcLPm5RP7/eo7QD3v10OXi/xqKd4x60dWTEN0o01uj7vjMuDmHq1kiUEky/9x6mFIyHmbUGAnM9OHwuPe016AB1KQ9lRUSlSouse2p4DHTBmh/D0X+oNwjFjNYULWcwcKCFzsABYdHpiQx5FSGF2tbTnA8m4713p6Bdu3bVXiYb3o1rwunmXkuEHkjekc4AsvGNiy0oz3kiAKXyttfeCACXz0bk9QzMWPcyYhpQO4t7NxcX10Qi6nr13CMzBwkcwuzg2sUZyWdTEXsonlLAaHck55wIRZAisURandDsFFqaG0WiGLk5Sqp4F9TSHpsPDKIJ7yZrDEC6cuUKtm7bjnkLvnqstyKh2emUOhw7FIfoO7nY9dtdlBYzCmckd8rTWw47BwkkElL81YjiIjXS00oRF50PazsRho1uToU1Nm+IrEbTa9/ZGRt+G0ijR2VqPX7duBbxsffw0Ucfwdvb+7HGSm4igHPc8L0gkePa6p4FtXYAu7c3dOUBp/yEQhz6oDIHqK6OW7d1pMA5MMgWRUUqzPvgBAWLmUkKGsEiuXz9X/NB9O1cmEsFWDj4OF59NxAGjREXdjDy9ASgM2akanTzl8sRsGsQODrmPZrp7ImXPy9ChCsDPAcoWuH363oaReW7DgdEttBr9sBI0qEIMNI9nOtGbySy30YNWDwira8Hx2w0OMIu0JQsQy/pbpzj5mLsUeDDZGv4ZhjAPZdfp791fV2gHWkDnng8WBwn3LmohsWuH+AaX6lsaHALRmGbSShuORyKfA1ST2eh41QfPPgzFje+Cqfv67AZzeHVzwqGS5vAsbSGsOMrYBUmQn3068q+SV2qCt29GpWj6XxVeZ2INbDZYMkcIRi+CuCJnijd7rPPPkO/fv3Qvn2lQM1jL8qmG18ID8S+RQDSszfv3+pm29QESOQzdvUve7H21310oBKxEOuXfYjQ5gzbg9RBmr3oJ5y+yPxfbu7nQesk2Vg93iHqs/dG9R6bKHb/9Qw09f9EPUDAEdmUzZkzh9kKkH9k5aeBJB+I0FiINfZnAnRMdYwa8zPpR6PRwJSv0Zh7yThJNWrTRutJ/EwVvVSqCvnYJ9HmriQlclQGqA1GCNgsDHHmwb5c4tjUfonOCIOOjTda/07V4ohdSnmn3rnvsmcQhswfCVamEpNbTKmIHq3yaIdp65iirFKtFF9lzsFE0VCwSTK7IhIouw/o8igAYLHNAKELWJIQGAU+MOj0UOmF+H3bAwwbHdBBkSgAACAASURBVAitQUspDUa6PQI4LD0MRgIeyIao8u+1/Rwbcx+lxQV0U00keUmk0LTGyLpTKo3Iyy7Dj99exd/7YykI8fKxpKp3hJ5FNqsmgESofSvX98OFsymUbtf/dV8k+NjW6yOr3DKsf/sIRE5SOLS0gwkYke9VLelMKk7MPUufkmfGh9CcD0VWGY1OOLma08N/AuBInlJGegmNEhKRhjOx48DlMe8Z05ok3+srfEzWWlRUFJKSktG1R+96n6O2C7gcNgRcPr794iI2rg6nm/yO3VzQqbsrHXNsVB4yUkqp3DmtK2UpgLOHDP7BNrhxOR1nTySheQsbuHvJsWrFVQqgCE3vu5/6oF0nZ5Sp1LgbFYmC/Dz07NmTmf/yemWNfa+Se69cyMC6H69T0GlaB8wKYtECsS5ectx1ZpL9iRUkFOLgjCMM7bEcND3q51WbXoajkxm+XXIR7Tu50KKtASE2+HzqabTr6ozJc1pBVarD6b8SEHclD6+87YvNH15HSYGa6aB8sYX2dEDv4TrYRi2Ez+2rFeNZNzIEk8fcrPj9Urg/Wlm/DRaRTFduBwROMGoTAUN1BcVqc8fmAUTIwKgFi+cBo7EYXLPJ4Ij7Y4FhPBZx/6KXz1PIMa/UkuYicc+WgL+tkiZrak+3aCY4rT5ChGYbirl2cP9oHtzvVEaMq/UrsUAKtyOsp0xD1CVr3FrFRFTNPc3RbWU78FLPgJVyCZLXZoLNMUL1xxQmKa8CGNUARXWtWEpVJZ8GJGDGBts5DPyXP4UWHPp5Xd//mKr/k+r6edmyZejQoUPFmnysN0/TTS+UB2JHvPufjNd7+5pG96tSa5BfWAIHW8ta5buLSxQghWZf1AKxJoc0AaRGL42mG55nDxCAdPnyZcydO5cOswkgMcnhJqDyNADSpgdlKC7PyxngLISbqHLzXBWAadRG7N0ajZ++vk7HlDJzP7r188DRvXEghT1dvWTo2tsdMX8lIKcsFxkhyei0vzuCVrWpplxXqJfDcbe6otbRNNVofK+YCGPONrAMpWBJ/WHkO4DFtQBY5ZEPgwJGTQ6gzgRL5AmjrB+MXDmUpL6NSlMNCDUGIKnVKiTExSAnOxsarYaKNUjNzKj0NwHFZLNEgERpiY4CkSsXUhF1KwfXLqcjO0sBkYgLRycpSE2dkDB7OLlI8d64v2FrL0a3nh5I9bWhdZEsuWzcu5yOsuwyWLewg7V35Sa7Me/HjPAsmrtEwNPdHdG49kMEHZe9kxlVcSNUQ7LxI4VSCUAiog17Lr0JRxcxCGAwrSXyvSEAiUR0+UIxApszSb+NMQJ4+FweNv0YgYgrmVQlrnN3Vwo+Th5IwK1rTB5cbUawQMeerug1yBPxDwgY1cLSTowNq2/gg4/bY+gwP3CFLETfv4/C/Bx07NiRPk9jQVHV61UqPX5eHUHzn2oCpA6dXek8f/nZWXT9tCvsmjPRU41Ci2PzTyIvvrBBAInQQYcM84etnRjZmQpIxQIaQVo29wK8/S0htxJi/rddYdQb8efy2+jc3w27ltxGXEReNYD0+mxv+LifgzH/IgIiLsC8kIkalXh54t1lzfCb2TH6+6ji5tiseh+6stWA0ANGbRxgYCiudRoBSIRmZ1BSQMYxew0cyQDolDtxQJCD14SMgE5nnQ0O57vAaCyiFDrxB9VzxkokLAT/ZERipaAjTn8IdK2fSYpSjTXCswchtrAj/EY0Q9AYFxhOrQTfMwDC9n2hPfcTI8ZQFZU2ZnGSawmwYhGgxAK/xwywvbtR8ZYnAZC++eYbGpHu1atXY0fVdP0L6oGYN9+rOCgxHZLUYHU+ldd9/3h+akY+b1PXBJCetxlpGs+/8kATxe7R7nsSOUg1e6hKsZsRbAVhuaRwbSMhEYp3Xz2IOxGM0t1n33fFnAnHoSrT4tWxgZizoB2OTTqHjOu50OuMsPGXoSixFGHSHRX0ul/byjF2EZOrEGIIQHj8UIBVBpZ5O0DoDGgyYTSqwSIbNRNAMmqY03OOOcCRwVgaBba4OfTiABSp+FBpKgu2CtgaaA1cGIg+eAONAKW5M99FQPNg5OVkIz4uFn379kWbNm3oV1WjSmkxeUhJLKJRJEIJi4/NR2R4FuZ81hEz3z2Clq0d0LajM7bsjEbyzSz8vG0glnx0joKW5MQieHR1QacPWkMo5VN59bqMUOssfeQws6+9BsXvfXdDWaSCg7NZhYIaifAR8MbUhOJhx9lh8PazrOiiMRS7zxZ8jq49+sG/eXADPVl5GdcIHN4TiyP7HyA4zBa9+3vhp2XXcPJgQqPaGjjSF606OtIcMlIQN6iFLXhiPsrUWiz+7CNMnvTOE8n1IOByxuTDlAJH6kWZAKSPnxU6dHHBvJknqEpeyBuBCH4jsOIZLv5wFXEnH86Tqu0hLS1FVMChZx8Pmmsl4HIQcSEDG74Nh1+QNRWs8AmwwsfLO9O0oMz4EiSE52PLvPDy4BHD53xvdSgslOthVKbCvDAXARGV9YriFs2BV9tK6ll0agu4se1gNOQB+odzh6qNk0aPRIBBTaNIbH5LcM3HQFOyBEZdPIp59rC3OlNxS47qF8jhBKNRBc78eWBlZ8Eo5oOVmIrxX4khTSpDZDPgTPnyIdQ89yxg8AUgJJ5pJqkcQLnVgpczFH4wTFsHM3vAcHkjpKM+BUtXBPXeueXgqIFRo7pWHAFJbA4gsYJw1EYqAU5k8okqJjlceFxrotg9rude3Pui35hWKwAyBX6f1ne/P398cZ32lEfeBJCesoObmn+2Hvj/JtJA1KpI8UqS+M9hM0IAJCJA8gZIMcua9qQBkkpvxPe3KpPlR3jL4Folob+22S/IVWFs393IzVZixsJ2WPPlNWSklmLmF+3w5phAHJ14Dtk386Aq0kJkKYC5sxhehZvRxm4PbW7hKODzUUzLN5LeQAthPwqMjNoMsATOgDYLRoMGLI4QYAtRnjTBJJKzRABbAujzwOK7wKjXwigOQr6CA025dPfjAKSaz5mXm4ON63+EQavB2LFj4OfnV62walJiET6ZdYLmrNyMqNzZLf+xN2a9dwT+gdboN9AbSxaco0IS36zqha2EMmQETeg32avr+8IumIlG5McWICM8G6UZCpBIUX4Ms5l9eW1P2Leonap3b2cMLq24DjdPGVXaI3LmREK8qFBNARKRnt5/dQSc3SpFRhoDkHbt2oVzFy5hzieLG/VBIOCxkZOmwKKPTqN5qC2lp61edBnJ8cVUzEBZpqmSU1N/0+26O1PBiVYdHOkpf2xcAlYu/xL9+vXFyBEj6m+gAVeQqNGY1/fAQAoAlwMkQpscOS4E61fdQNQtJmenWQ93tJ7QAjwxs4FW5JRh9zsHG9AD6HwQaXOievjj+n60PhepfbVj4x0q4EDe32IJHyMmNUdoOwcU52ngEyjHitHnEXE0nb5ObPZv7cBL/hzQM9EgApAIUCKm97DDoC9VOGTNFBseqLTEjoIwhlr3KDMJNNDIkQ4snhu48o+hVayGQXOLCjiwWHz42SQgmc30KzOwEaITYaTKBqNTSO6SCvwNWWDfqy5jT67NtOPh5ODmuOuhRJK9Oc5zrmLvAmDGFOB0CJAzwRPWyeWoqcY4VWEDoHP3gWjoe9CH/wFF/BWouRIU8JJgoeZBpn78mkYsDodGXQWDvoLRJhhqIvphBM07lMj4NCpLQG1jrEmkoTHe+t+49t6w6f8JQArY+cP/hgOfwlM0AaSn4NSmJv87D/x/kfkuU2hoPsX5MymIvptHc0ZILRuBgEvpN16+ljRHwdlVRulrJiN5JERV73FkvmvOKhFgyFbqcDy1cjMzt4Fy37lZZZgx8jDadXPGtXNpuHo2DUvXvYQ+Q73wz6hTNIJk0BmhU+khdRCjr+NyOLOv0CGM+xD4pTfwWWFXfI5PKNgBn0SOUgCeLQxl12FU34VRk1xek0UPsM3A4jmAJfABW9wOYJsDLAHNkwDHCjquK3JKmU2MgKWB3siBDg8X52zMys7MSMeXC+ZQYJSdnYUWLcIgk5nTPKXBg1/DD8tu02hQSnIRCvJVtOnPvuyKlcsugcPlYM6nHWlEgszz9A/b4V5kDkoLNIi8kVGRt2TtY4n5n7bDwoknoKqhgmYaKwFIfDMe8mIKkB9biMA3fCsiSgRM7Ri6D/5B1rSGkIubjG7kaRFfLhtE7e1CwgQIqqyhxsp8T54yBa7uzTB2wnsNdh+ZiXUrroMoJr45tjmWzj6PZBMNzUjyoYz0eUnxXqOBZPk8bOTEldD0yEEBkVbv+JILJs5pDbm9EAs/m4vWrcIwbty4Bo+pvguJutz4N/fRXC3yRSJIRHmOjGPNSoZWarL+3/WGpQeTuFyarcCeiYfqa56+bqJkxj0oQEgLOyxf1RvbfrqFHT9HUboXKVJLDk1IXae5X3dCfp4KwS1tUZqvxfppV5B0pxBlRRrM2NwWnLi5AMm/AwvmLA0CTv5TMYaM173g+M6Dit/nF9vhk4J6ShVQcQYCDhgRDa78fRgNWdAq/6jIfSJ/XyLTY5UoFUWsStW++QoHfHZWAt66BLDKGCqnyYxiTrW/GX1CoW4mB6vTLOwx7se5ZiqcUB9H1MQ8cDXqOv2Y5iTBWz+HIqEsAknSMmw9dQbrvQfjpq0CvsWD8N0JNuZ2uY8d+xj6akNBE4kWgcUBJ3ggdAFv4vjPqSjOUcPSRQzH5jIEdrFDWbEWQimP1sdqiDXJfDfES/9b19x9fcZ/ApACd33/v+XIJ/g0TQDpCTqzqan/3gP/64ViCTDKyVZi+y+3cDfq4aKtNWeA1FgZPioQfv7WFZSPxhaKrdomiRhdz1HifEbteQgNBUikTY3agL93xiAmKhebV0Zizc7+aNnaHufnX0fy6XQYdQZoFDpKVxkb9AHM2cwJd4u1gNHVGadUG2ChzgO4VgBbAEPJ3zCUHKan0HUamxSr44AlbA6ObBjAdwK0eWCJg1CitUKJUksBkhZcKtTwb42AJHsHR2i1GtyMuIGc7ExkpKVCLjODzMwfh/YQKiFw5zYzlxOnhuHimRSax7JqU3/Mff84MjNL0aOXO/z9bXBifzwKC1TVpMFnfdYepw8m4E4tRXwfGj8LaDejJQKGV9ZXOfPJeYgL1DTvSGouQFwsoypGAFJIa3tsOjC42gl4YyJIpJ2DBw9i9eo1mDF7PoJCwup1KRFm0Cg0mDP5GF5/KwBn/0nEheMpFfeVC4qVy/GBRr6IRDxVGywXZSERVDJ+8lXVRk8LxaAR7li19nssXfJklS5JNHDssOoRpHGTWmDZogtISS6uNo6hG16BxIYpnJh1JwdH55+q1y/kAlLnydFZWhFF3PX3MNwLz8HXc8+juFANVw9z6HRGWhvL2k6C9xe0hUwmwOVDqbBzluDg9/dQWqjBmC8DwUtZAuiK6PvLzIIPp3vx4F26xIxDJMCSDR0w35YZl4WBjSNZTgjWMAVdHzJKrRMAeka8gcX3A8/iQ6gKiBALUaAov4MoDXKEKOJZ4XWzK7jNYwDN4TxndC3kg7chC7o+MvC/zwRLaYDBlfjICHZy9eKxBrkFtK8Mh9F3AAwqA0rSWFBG3ICQowH71inYasufo8pAIwIl6LFIgcLysl7v3v8Ta/yG0yvEOinMtCLo2FzYEol7vRqXtjewsDFBwCw2OA4BMPZYgBOb03DzcDr4Qg4F8kSYpd1rbugxgagjGsGvJbJf059NhWIb9Hb4n7ooaugH/8nzNN/93X/S74vQaRNAehFmqWmMDfZAZmYmZsyYgT/++KPB9zzNC58kpY3kqxzcHY19f0U3esgdurhiyvtMdevCwkLIZKR2h2nX0vDmSNRoeyxDvalpMj4bUwIrc1Ua0mpJkYZunoa2/QMrt/WFs5M5ItbfQ+KBJBSnKMATcqBV6jAtuJxTRzZrR8xwquRrhGrMacQI2kzoCjYDuoeLTLIE3oCwOdhCL4DrSOuz0OJIhHqnywOLIwNL4AejJhcQ+iKjiA0+iSCBC/0TAEh1+sBoxIO7N/HbxnsoKTRHbk4ZzUXq2dcTcrkQf267g/GTQhEbXYB/DsZSahVRuPt06kmYy4SIvlup+NV3sBccHcywfe3tel1Opjx0QhBajA+quPbCh2egyS6jtZpysstQkK+kUQ8SjXxvXhuMmhJCI0kmayxAIvedOHEC+/YfwJTpcyCzeLTkK6HXnf47Afdv58DHxxLL51fmx1R9QAYomfTEqgUpypPnK/NLTBEmQnn748wApKbHPyTLXq/z6rmARJCmTfibUiJJBMnLxwotWjng048eBj+9v+wOu8BKoQYi9U0iSfWZpZUITk5S3C6n6709uQUGDfHFhFf2UdEGPp8D7wAr5OcoYWEphKePBT5d2Q3JdwpxcF00OgxyxfGND9D+FWtYYzsMpTEUvzj7mMNC7gPx2m/BKiikwzCEuaHFolzc4jHjeiRIIqIMNM+PkQznyt6GEWXQlv1e+Uj084YR0mbzgmHUROEWH0hil2KASlT+GgdgccFSsmEUkfkrp8Ua9eDtTgV3X6UkuMFaDv2QOdDKHCm1LWXDfhgdA5CTbYOMw/fgI/4HzW2OgceqPMwh+UzdvwEFSetOvo2Fbf+CldKAjmk2+CkkHj3SuuOk0ymYq7nYcTAEnVMbIIZCARILbJk9BG+sh1LBQkF6GYpz1Ui4kYekmwXISyuDWMbHwLmBsPOSQiqvA2iWe2vEiBFYuXIlbGzqL4VQ35ppev3F8MDtIUzx1WdtQXu+fdZdvjD9NQGkF2aqmgbaEA8UFRVhzJgx2LuXqZfzPFhxcfG/LhSrVumx5edInD1VXempMc/n42eN+Ys6o6xMQRXW6lMhq61tEjk6n1l79OglJwla25KNTuMsL1uBY3vj0WeoN9hGIOVKLiKXRaA4sRQcPhMBmOT5RkWjm3dPxVh1Z4DnAKMqCvo8QhGoFFkgF7JEYWCZvwQWSwKD5gYMmnsw6pIr6D/0GrYcLF4zsCV9wTF/DUaDEgqdBdRlCujBhs74+HkJDfEAqYuUm56CD6cdBMsgQ262GhIzMWZ+3B4fTD5Mc29GjArC3A+Oo6RYg7ETQ6BTGhB5OYuCGAKqiFnbirF0dU/MGnUYGlV1elLNcZA0kdC3g9BiQiVAyj6dgsh1NykNLbY8v4mAJQKKjkWNoXStqlZWxvRLqIONsU2bNuHO3WjM+vjzR95GxBl+XRMBL29L/L0j5pFqdaQhwnCqqvZE/lYb5Y78nUjuT5wdircmt4BU2rjx1/esilINVn93DTfDiYqdAV26eyAjvRR//VlZfNXUBslD6jC9UryDACRSE6k+c3E1h5WVCIRiV1KigaOjBDsODcOst47g4qkUSikkwMjaTgxFqZZKmoe0scf7n7XFomGnKC2x+zAPOLqLINacgjL+AAWTzULl4PCbQ5AdCcG6LRXDiP3AG637xKOIzawrApLup7nT3KEKM+Ue6UuYP7G44FotgU6xlhaHrW7MoQyb7wsjPdAg7ZiqDxFAZCin6RGgVf6eJjmDhO6qV4C3PRvcY5V+MprLoXznO3ADe+HBl7/CIHVAmdAHMTsSoC7SwNzGgME9d4IXdaRiGApLMUo7hkFqYAoXFwl0lE53oFkOooQq2MWnQMYRwdbCvUEAiUTgiJId28wagrc2oTixjK5HgVwIvpQHrUIHpdKA05vjcO98FvpO90ezdlaQWdVdOHnIkCHYunUrzMzKw131LYym1194D9waNKua3D/9HKsi//+0fg/Z3wSQ6lo8TQDphX9bNT1AVQ8olUrMmjULa9bUru1P67yQTx0DoKPVQUmhTIAIEYlEjUukbajn/03EhvRBNl4H9sTg0N6YhnZZ53XkRPudqaEQi/kV9V4a2mjN6BEpCNvTWQJvmeCRynX1tV9aokRRvhaFeWoI9WyUZSqRdTYdcfsSwSL1iQxGTGr2ZmUzf12k1YmM+hzoMz4GUFmMFmwp2PLXweI5Q192AAZ1RH3dM3s6vg84stHgmA1CcakBSkLbohUxn64JeBwU5+fj87nHkJOlQWkxC4Ne9UNsTD7OHE/EzI874PL5FBw/HE/pb0tXvIR1394Ah8XG/Ts5VLCA2Mh3gmHUGrH7l7t1DtgUMJR7yzF4S7+K6wqj8xH7QzgtXkuiH+Q6voCLSbNaYszUUMjk1TdyjxNBIp0Ryfdhw4Zh0dc/QG5pVec4+SwW1i67ih593DFzVOXGtq4bTACpLlBU9b4yhQKtOrhgzY6BEP0LlbHaxkI+Vk4ei8emtREwGA0Y/Ko/Du6NRfj1jIcuJ+CIgCSTNRQgBQXbgsdn03mKic6nSHD34eGUhvj7+ttITy6hAi0EGJFoE6F3+QdbY8GP3ZF6vwgLhpygKmuDpvhj4Hg5BGlfQVmqg7WTCBqFJ/jWWvB2/ADetXL6rpiLm4ud0TUgGUVsBrB8U2CNqcVVooCk5hGLWyn/zbEB3/pbqPIro741HcDmecGoyySrgkGzRkK1q2MGWUIm8mtQgZWtgvCjSrEIXUhL6Id+CrZjc8Sv2g+NXgq1ZRDub4ml9Fzy2TFgT29ITy+A6OTGimEYzKVQtwqGUcSAf3ZxCXix8eBk5kAlZEOoMiDJiQfbwI4w8h59UEJqIZG5Z1u5gT94BU6OOUxpi6QmG0fIgXWIPey6ukHqboGSQi1+m30D/T7wh0cLK/AEtdN4p0+fjq+++qrRhxBP99OqqfWn6YGbA2eXvweqMjtMFcxNPT/530P2L3+aj/VCt90EkF7o6WsafG0eWLx4MWbMmAk+j3Di9bQmCEfIhVGtoz+Dy6H/wAxaPVik9ouKJFUbUVKqgUjMoSpQPC4HHG7jKWi1jYdEtchJoKkAZWNnLTY6H1/MO93Y2+q8fthbAejR2xOS8mKuDW34r/hixBJKXLlNCZRDRgqz/ksjoFav5eDKqVQIdGyaY6HMV9MoUmlKKXRKPYZ7zYO1gImeGWfNAjqNgC7zE0ATW9E7AUUsq7dh1NyBXsEUo2yM0agT3wcwexdKnTlKVf8+B6kh/RNKmVjIxdLPD+DW9RI4OMoxdLg/Pv7gBBwczTBrXgfMnXEcKUlFIFTJgUN9seHbG5CIeSBrg1C7CIhZ8E1XbP3xJu7drD03jRz024fawfsVT3i97FExNHWeEofHH0FOFkOlIuu+ZTtH/Pr3ULoZr2mPC5BIO19/vQxObl7o0asSoNVsX8hhY+tPkZBJ+Vi7tLq4QW3+bBxAKoWjsxy7L42AxKySNtiQeWrINSTS+/abeylAGjk2BKtXXEVyUvX8I1LX6pXv+1TkIJF2iUhDfRQ7qZQPTy85pUISCXyS15Sfp8TyNX3g62tF5fPVSh3SU0uooqWFlRCOLlIUFajx/W/9IDXj4fQfidi+NJLeP3tDKzhwtoNvSISrnwzKXBsIXZ1gTFsDyZZMIJdZRwZXIbYukGKsC/P7W6VSbMirUpyI0FUJuKEghxw2BIJrPg7qoropQ5UAiRRpNgEkgJ2sBjuciVDqBpfT2wg4IiDJoIXgswf0Gmo8HlQv9wa70yywZE5I/vUElGUiKPi+iPkjDjqljtaIavd5S7i10oD3zzcQnN1RMY0E+Og8XMFNyQBLWT3HyXSR3koOdbuWj5x6IvNtNBrA8eoKVpsp2N9rH+M3PYmGkaLMPEidJLBqYQefMcHgSATYt/wepduxuSwIRNUBGMkRnThxInbu3NmQJdd0zf+IByJe+eg/eZIWB5f9J/2+CJ02AaQXYZaaxthgD5AaLjqtERyjnib5556PR+n9TCiSC0keLcPgIIncfC4kntaQhbnCzNsWOj2gIpQUJzHNw8jKLEFISwdwef9+k1xSUgKRSPRYlDYSIVi64BwS4uqpP9JgD4Fu3jb/PphGCRpjVesd2Yq4eNvv0bkkDW2bbLhT4hW4ejoNwhI2Xpnqh0NLotC8gxWufRWBvJhi9PXeCB9xOUjs/jIMb3eDPn99RRcsrj3YttOgLzsGg/LxwCSLYwkIfGjtJL3ZR9AYXaGoWxSroY/XoOu4HBZu37gBHleM+7cNVEVOJObi6y8uoN8Ab7Tt6IQv5p1BYaEKg171RcvWjti5+S7dCCfGF9KIQlhbB7z9Xgus+PQi0pPK6U7lvZOoEM+Mj7eOvVbreP4cuhclGQpK0XJrJsO2o6/B1qH22kn/BiCRTd+Fi5fx0SNkvwUsFg7vfYCEe/k48Hv9+XYm0YaaNLvaHlSr0UBuxcemA6/DzevJrN+q/RARlT077uHQvhiMntACyxdfQEZG9dwiu+a26L24W8VtpFjsnyMZCftHmY+vZbVcMPK8tyKzMHNuOwSHOmDPlru4cjoVJCsrNamYyv2TWjw2dhKM/6AFXD0t4O1vha0LI3Dw52i06eOMQWOFYCevgF9ra6gyOZAED4QhfT5E6A3O0sqNk9GKB91AS+g71KJkxxFVocURLNMSXMkQqIvnVzwOf3suWEkaQMIG5wbjD6JOp33HCfowJn9J8FU62PcZoGK04kL1rVv5/RyALQZ/QyI45yrpdZo+faEXGsDptgAsmQPSthyF0miLzFQ5Uo+nVgAkqyAr9N7YGboDiyF19gBr1bRH+llvZwNOVuUhA4k2ab09obevJR+IFotlU4odr/NkaG274tRoRpGQzWWDI+BCrzVAXaSmYEnmKUXAe61h4W+DG0cy4NvVDlb21Sms0dHRNP+oLhZEfeuk6fUX0wPh/Ulx+ycfIapUSKHvrHJKq8lHRoQdqqx59mJ67umNugkgPT3fNrX8H3jgn92x8A2wQvahKBgSs2HhQjZBLGjyVVBml0KVWwaDUgu9RkcpEFwRD1IvK3i+3RZ6oQipSWUwtxLAzlOKa5fT4Okth629hNaHeVwjAInP50MgeHRibm3tE9rT53MbpnDV0PHpdHqMHBeMfgN86Gl0fUZU64iZ5LwJta6/mxQ+sidzj9bDZAAAIABJREFUAq8oVeLI7ngoSvRo5iiDdwsrxF3IgdicB7mMi8OTz8NGnITBlh8yQ5WYQ7swEOBVbmLYtrNh1EZAX3a8vsd5xOsssMQtqSQ4oV2yLD6HQmtDC4w+Czt94ghKi3Iw8s0xdGObm6PEzfBMfLP4Anr2awZPTwus+OoykpOK0OflZug/2AeH/4qlYCg3twyZ6aXo2MMVr78ViJ+/vYHoW4yQg4laR8BP39U9YRdaudHLuJyB8K13aN0k8jqpE/TDtn6wshXXKeLxuDlIJh9Of/99DB85Hh7NiKrXw0beaeEX0nH6UAJOHaq/KGxjAJJapYKjiwTLNw1AQIunkwCv1ejwwZTD6N3fm9Y/SoirnltE5L2JzLfJ7h+IxbWNj6aCkgKxJP+oalSbqOaVFKsx/t0wKtEeGmqP5fMuIiutFHYOEuRkliE3uwyEVjzoTT+06eQIKzsJWndyxLbFkdi96i5mrg6DFfckmjnfhi6zGOIW44D81eA7dgT72klwfj5RbYIMLgLoxtmCfK8wKu9NIkEM1ZUlCAJXOhrqovL3K8lXGxNX61yrVvjCaEWSyLTg/5AJTjgDngx+IqjnOtJoESvXAM4FBTg3qojDTFwMVdl9GBV54HT6GGwHP2T8vANl8jDEHMhDUWwhQ7EjjAEj0HtLF1iJ7kPg5QNj5N/g/PghWDqGnmoUCUnRIgqAtD6elHbHi4mnlLuqpgnwoRGnqmai17G4AvCHr0dhogGnRh+Au+QS3ESXoNBZ4bZiOGAuh8BKBFW+GkJLAcI+7QxzHyuApcf921loFmAJIaE9cwUIDw/Hvn37sHDhwmfxsdPUx3Pigev9CF3cBGCe3fdW/3z1nHjg+RtGE0B6/uakaUT/wgO/rriBvt1sYNnMHFwR4caTDSILRpoHzIbRYIBeoUVxbCHyrqWg4HYGCqOywOKw4fFWGFyHhSL6ah6EFny4BVnQGkMlRWp6Oi8qL+zY2OGRDSWh1zUWICnLdPhjaxROHq29+GFjx2G6Xq/Xw9PLEvMWdqZ0wkdZzUKwQg4LHe3FjyXGUFc/xUVK/LIyEhaWInTp6YbYs9nw72CHuIs5CBvgjILYYtz4/jaGiMcD2cm0Gf0IWxjaMsVL2bIhMPLk0JdselyXVNzH4nsAPGcYVYUwCjzBtVqKPIWeFnR92vbn9l9gbWGGUaMqczeIciGR31657Apc3GVo294JWzbexPF/4mk04NVh/pRGdDc8B8nxRVT+28PbAkNH+OPiiRQc/D2a0kfJ2iWb5hYfhEEWxtCjUi6k4ciHTLSN1Gd57+M2mPhhq4eksWs+97+JIJG23ntvKrq+1A+duvao1aVCHptGj/765S5OHKh/7VdA/FrEGmp2oFGr0cxXhsWr+8EvxPqpTKlWq0VyYgkuX0jFySP/x955QFdRbW/8N3P7Te8JCaQCIaGDFAEpojSfFcHy7A17A0WxY3m2Z+/dZ1cURYqIoNJ775AEUklvN7l9/uvMTSc3BRD/uLLXUkLumVP2zFzOd/be35euRpBi4wIIizCrbIRKnyjoElA39sGlGax6dZ3XuZiMWpJTQ+uAbm1D8USKA5R5v13Ke29uok/fcAx6HW88uZb0faVqeqaPn57SYitGs5a7Hh3Cnu2FDBjaibjEQA5sLmLpZ2lMuj6BaOPXGMu34Tb1xRDqQiPvQxc5GPeqF9B9lA4NNLYUs+yJJp1ZE4FTI0iuegIUbQz64CewltRrTDUHkJRQLdaXetVQg7vRv5+PZkXjyGdzTnGf0QNp5hqsH14BWh80/a5D7pTKkU+/QRl4EcumLVNpH2wVNel7QFi/UM7+ZDTSwaXoB5yN7d0pyPv3IjmcKGYjrojwo2qNHBlFBOxsDFxFyp29T4qndqkuegTalHEoieeTs7aCTbNXk+L3Mz38POK/Zc7O/FlyL07MdJ7UlagRYWhNEiHdSpGcmdirS9m1tYDufePQ+cXi0MVRVmkjukvSX/J8dnT6/9MD68eJiOvJA0a15Cin/fL0/0+H/D+YVQdA+n9wEzqmcOI8sG3pbnqN6AzuciRc4HLgdhUgiUJ+WVA6d0YRR+qi+N+up3xvAWV7i8j7PYPSHblEntWdlHvPIGtfBSVFVlKHR5CeVkpRQRUDBkdhPAYiB1FjI0CaYI5rj1VXOXh05u/qBvlEmki9EfbZ9xepUYOWbF+Zne/TGtdQDI80MzzqxDGAVZRbefnRNaT0CkfrkJDsENctkNAuZnWzvm9BDt3GRRKW/iXSSzd7pmuScTwah+TXCTnyEZyF96EoHg2W4zJtiEr7LUJIrtI0NOHX4/Y5n2JL+6N/7Z3HjDtvZMzoUQgNlIYmmNcE4+BPc/axYV0OvftEYDBpWLIwndXLM+nWI4TBw2JI6RlKSaEVS7ldZaRLSg4hLjGArWvz2LI6j81rczEP7UTSxd3U7jd/uB15VxHjL0hi8tWpqpaQf2Dr6zwegHTkyBGee/5F7pj+EDpd86QoQgdJ61bUKNicT7yTTtT6qE5ipw0O12ghNsHM8x9OIibuxKfYiSkI/7jdEhXlDtIPlKrpsbu2FZB1uJyQsxMJHRhVN1ODzYlpcy6rlx1iw9qco1YgRJ4F+6S2mXpIof9UUmpVmSmFBlJUJz/mfb2X/oM7sXxRBgu/3a+CY79Ag6qfNOXaVLUeqd/gSIJCTWoqcrfUINK3lhAW40OY6wtK1q0kaOQtuHMew5R6L46K/4DLH82ClWh/qqfYFhMVaXeufj64k/3BRwNGpyeyJJnQhTyJo/JF3K5sdU3aX8pQYmsOYxK64TZakHcdwd0jQCV3kKrc6ARAqokgebuVzrMCYdpzaKRJWD+9Bim8D1LXibh0EVh2Z2L1SeS3G1cg62QcVfVCtGLf2e+evvS5LgalugjKMrAvOZq96+fUezE4LRicVWyJnoCxuozLP7iAsMx6Cn1Ru2Tv0xN3pwj1wE0y+qO74FWK1x4kbxds/TWT/mWfkxq4oG4ZecYxuKfch+JjQ7YsQePORO9vwC8pSCV4WPtnNr7+ehKTgzicUURI566E9p2OxvjXRDnb8Kp0NDnJHlh71kN/C0Aa/OuJ1YM7yW77S4frAEh/qXs7Oj/ZHqjc+xM+kSG4LHNx29fgdh05agqyLgHZdyLagKtQ3E7sBXbK0yrJX5lJ5txddJnSj4QrB3AkswqL1Ulin2DWrcomuosPEZ1MKhtXe0zUPIn/ZLl99UxGo5mrLm69NqE9c6lvq/DKOxMw+0oqJbE3W1rgYm9F489Hh2lI9mvfWlqao+LW8tLDqxl8Rhd+/yKNC29IQSfJlB2uYtDkWFa8vJdN/0vn/v2j0VyTDAUeVjD3+GCUS29EkV24LCfIT7IPkqmfSj+sVGahOCrRxc/F5vLFavvrCpLKykrVzVZIyNHsbmrNnCTukwaz2aASM4i6I/E8hYX74LC71NokoVsU09mPiChfREG/IG/Q6SWqqlxYq5xqNGF7kZXfizzr6OqvZ3SAFrOPFpfb0ebnWmWBVFP3Wk/PbO6+FxYWYjAYMfs0X+OkbqhlAyuXZvL47X8c2+Pt5aqoGF8Cg/W8+vV4FFGn2JbCpXbMQPhEpzVgs7nZvC6PBXP389UnO1SgEtY1mEs+/VddbxV5lXx5xTxSU0KYeKEHtM79bg+ZhzwpeYJ4Iz4h0MPYKERwG5hwvcOh0LV7CF0S/Fm6JI3zL+xBr14RvPbMOkaPi1cpvX/98SAbV+aodUli7Y+8NJLP39rGtJmnsX3DEQpyqpg2cyCH95XRo68vJavmItkOYeochc6YhhxgwmVfApINKT0T3Uf5SJktvwfu7iboMwp3rA6ndgNKFwMi6qQ+M+L90nRGcewByQf5UDma5SVq5EiApKYmapGUMAPuWB9cp5twdzFgCJuHkpWLfeFTyKlTkeJHUrr5MEp0d/xig/n5Xz9TlVeFyy7yZBuQ4ykw8dtxhCZUo/Hzw7n2U5y7GrMkvnP6B9i0ZqLLdpMd0AM/ayEGl4UrPpuCIa1xNNPZuROOgQPQRY/GlZFDeZ5EelZ3lt59HgElmQz69FUG5HzcaElFgwdgi45UMxYEcVBAt2B0fnr27ywiL9tCbFIAslZRD8ViBt9BdM+z2vH0dTQ9lT2wZuwjfwtAGrJk9qnstr907h0A6S91b0fnJ9sD9vWXQ7Q4xOyLbEgAOQxJMqKodLIlKM4cFNsB3NWrUZylaAOmoQ24Glelm+L1Byk9UMWBTzfT9+lJBPaOJHtPOS4JwhN9WbsqizETEtTTXAEqagFPaz8LQGWz2fCp2RC21l7d/IuTSUmjAiSxQRIbHGHefm5cfNmwEPPonwXjktiwvfD6OKKifT2kFTWb3aY/f7K/nPxqTw3OJYl+KmudYKY1aj0bnpau9dZn099bKuy889wG+gyM4rsXdpDcL4wzLoij+GAlPc+IwFpk570zlzIzbSz+m96GV8VJm8fcb76NU/cxiqteOPW4njkVIPVVI0i4bLgrs5F9L0aKuIlSi6CG9w4mj3XcBT/Noaggj+nTm2f9Es+O8HPDCKTYHItaMnXTWSOWqtVp0TRDKig+dzgEGIC1hTZW5XtqyoSw70092h9FEfMR1t6U0Vr/CKKGjEOHufK6W726zKjXoJMkxqZ8ehQ4aHqRtwiSCI42xBU6vYbU3mF0ijcz5gIfBp7Wp01raM8zLt6rkmIrd123iD9/O0Sf/pEU5FtU4hd0Mjcurqer373gIEtmr6hbztiJCVx2bS++/mwn+fkW/P0NDSK8R7/HNruL627ux2+/ppGVWa4m50yc1FUtBfro9c1Ex/ozbFRnNZ1u99ZCMtPKiE8KJKVPGF++s4NZL57B/G/2EhPnT1iIGZ0sk5Jqpmx3Hv7RReikTRijEnBav0HRVKPYd6tkDCKSpF1SCtXH9i4ooQaUUA2SqC+qOrq+T9QfOc8O8JA3iO89jb8nhc9pQWMchS7gCRyL38aVtRntuP+gGIPIWriHclsoYX0jcFfaWHxFg1rEBiBJ76/nwqXnYqAITUgo9qUv4dr/p3oPdkeM5Nfu0wi1HKLQx0MQIX4enPEdiUUbVCpww+qNdbVLTZ9Dt8FPjcp9fvs81sYWk/qui+sOP4C5qnH9VWVSPEpEMDq7DWVwNwwJYVhtLg7uLVXTZQXgzcosQ4q6ip4jzz3Wr5WO604xD6waIwDSybfTlz5x8gc9RUbsAEinyI3qmGbbPODYdx9S51ScbMGl7MONiCCJf8hlZCLQSIlopH7IxOG2b8VtWYgsJ6ENexFXhYPS9fsp3GWhZEchCdcNwTcugL2bS0geFo4iKaqQZq9+kW0iN6idsaj5sVjEhsdTM9Meu+Ki79vTvE1t3YqC2+Xi5XcmEhHpXYiwzO7irZ317Hl39Q45Lr0jb5OrrrKrqVTBwWaWfHwQV5WbsHgfLri+B0VpFvqcGcWHE5cx6fledB1ZDdNHI+2tSUdKScZ2R/siet6dJDZjvkjG3uCqVskalOoj4A5CE3Q/1bouVNhPrFZWTnYmTz5yHx9//DGBgc2DFQFIxDPUXmHWhusU9/L7tAqONKglEZ8fyz09nhQ7MWZRURGzZz/FfQ+3nNqhcyt89PLmVtPsvAMkCfGs11pi92CV/OKK23uzcv0XPPjgg216X9rayOlUyDhYwqWTvlMJM4SFhJpVod28wmqG3TaAxLPq6dWXPLWS3T8fUAGuSHUVBy89+4Uz84kR/DL/IGkHGqe0NZ3HiNGxBAQbmPt9PdOf0ajlgYeG89aLG/jpa8/vRe1TUvdgIqN98Q8wMGBIFAH+Rn78bA83P3gaS39MY+x5iSz+cj8XXtOd7J/3466uIPGCJAzGDHS+TpyWN1CoQHEI0gwJqdqNvKcKKdOq/ikoQuXDVqg5TGmrzxq2E9EixwXBuIY3YMqTRMqeQdVAEuDMEPwpkj0M6+e3ICdNQE49F1uxk5x9GrZ+nMbo5wbiE25i/zcHWP/E+vruG4Ck5MuT6DbORFCvKDSBgTg3foVz07cobhcFvrFsiZ6optn5Wwvom73Q04dabyQhVVlVAgdNphC5bd72p0ygz/MrueSXc8gakMl3T+fhm5aO7Gj+e8p2/Ri0Cf4UF7lwy2Z8g/ywVdvJYzIpI+ojjsfi045rTh0PrBzdsoD2X7WSYcv+nnH/qvWcyH47ANKJ9GZHX3+7B2z5M7D7Lq2Zh4hyNFdcLyFL4eik85HdIbitf4DLiS7kJWyHcqnMqCDj5wwixvfEv3soWsEolleFwV9PcUmVegrbHsIGcQIttJC8bYC9Oc1mc3HXTYuorDixqV1izyiiWh99dYHXdcw/VIlRK7G+JtogmOvu7u1d3PN4brzY/It0nz1bisncUsLBTcUc3F3CxKu6Mvm2VFUgde+CHPK2lXDucyEoW19EfuiNuiFd5wTjPCf4eKZQ/7wIgCRS7CpF7YuESxK6Mwa0/s9gN8RQZpVxNUl3Op6BBTjq17c3N9xwg9duTgRAWpFbxYo8j75MrQmq9su6BrQb9B4vQHrhhRfILyzhrhn1kcDmFi9EdBWbi3+PnUNJUfM6NeretfZ/TV/1Bpvi6C7+KglIWLQPD744nBuuu4qvv/6q1Vv30EMPExYWyp133tliW0GmIeqA/nXGF6oOUUMT4EQb5cuZT9VTe1cesTDv1l+wV3p0xUTkSRCBCMa57imhzHp6BHO+2qXqHDVnQsPpv2+N4/lnVrFnd330VPx+2i0D2LurkE2rc5mr0qQ3pfaFKVemcub4eNYuzWLchV3R6iRCw80s+N8+Lr6qO+ue+IPC9YcYcO9AYs4Ixxyaj7P6XRRnBoojs2ZKDR0ugdYXKb8M+XA1UqYdzX4ZSRMNO7Y0WoKg966NHCkmGfcAH5zD/VTmusYmg8bPo83grETnezUa32k4lr2H68hBdGMewC2ZKc3XsWL2Frr+qwuh/ULJ3lFO6tkRHP41k5UzVnqY7Bo8I/oAPac/eRrOLUuIOrsnvv1SoboY57rPcR1aD26nJzKuXiP+L4FIjxY6EVojmu5j0e1NQ/ruebVbhz4IW/wZ+O716B8JO+25IfQJ6YF/wSbuXRODv96B74/LkGwNRK1r2s6d8RXn+ryppsEKYh6NTocpKJwc7fXED5zY6jPa0eCf4YGVox5To/y1VlMq/Zf/ffgfHQDJ2xPUAZD+Ge9WxypqPGArvgu7caUnaqSIzYdI4ahN4xD/2Gk8quziP0VBJ49AL0/BafkBSQpE53czhYu3oonuTs4fmfh1j8DUJYAqq4J/tBGrKKr21REY2D7CBQGQ/Pz82lWHZKm08/arG9my0VNzcyJNCOK+9v45KntZc/bmzmLKRQ5/jYnUOiEM+1eYAGuCOOK957cQHe7L/Lf3kplWrm5SRpwby+3PD0GWJJY+sYNJL/RAY1sAH92CvLB+Y2if1RmlIfVwuycq6A516oZMJWko2wgaI26nA0X2xxD9CQ6LBYux2wmj/X73jZfIzTnMO2+/3eJsBUASPqpN0Wz30gRxgEvh5W1FdZd28dVxYYJ/u8GR6OB4ANLGjRt55JFH+PfVNzJyTD3Vtbc16SWJtb9l8uYz61TK6obWsAJKEBYIkgkVvNbgARGVETT28UlBBIWYRBCZu2YPpVN8APffezuvvfpKi8QpeXl53D/zAQICArj/vhlER0d7db1gD5w+7ReWLDiadc/HV6fWCoWf05WuZ9dHkL66ah4F+5uPEp17UXdGjYvj57n7mh3z4adG0iXOn08/2say3zLq2nSK9mPEGV1U/axL/t0TnVbm2092qQyHTW30+Him3T2Anevzierix+lndiY/00JBloVuXQNY8+SfFCw/SPSIWPrdPZDAJDPu6o9wVS9CcQg2ySbpcUIwVhbRHkHVLe6DgjbgJmTzBOzlD6sCzuJzKb8KqcCCEqpDMNl5NdkHJC04q9AYx6HzuwN3dg6O315Ge/ZsFNmM1e7Pors2kDA+mp6Xd6U4p4q5924h+exIBv87FleVk3VPrCNjvkdkurYmKWJQBKlXJ1E5/ws0rkq63DwVc/d4lXbbfXgD7iP7UCqPiEIvMJiR/KOQI1KQOvXBlp1D8dKNlK1YjyYgCPM5l7H/k12cWXZR3VLOe3UCWeEBJFQMY3TB2dhkIzbJzPBfn+O0Fe9gsJaTFT+YsNzdzLnqUyZ0+gypOFMVjRW1Y6JeMMs5mYQxdxzL695xzSnogRUjn1ABUi0wOll/jvjz70ntOxVuUQdAOhXuUscc2+wBW+kt2HW/eYQLa6zCEUW5M4oKRydSrHMxvu7Rz3EODsA5OAw5chAG+XqcFZ+j9bkUSXMa5Rv2UJKpUFHoJnJEF0yRPrg1IECLoAwXCvXtMaGFJGpIvDF3eevrz6WHeO+Nje0Zqk1th4/qzL+v6YM4ca41ITYqUnT27CpkgUPC3UAjSe9yc1m0maAgk1rnotU1D6zaNHiTRgIIlRRXsmJxDl17BPPCNctVbR+7zUVEjC8TruzGpKu6IYuNr7OCgIgcnLn3oH1mD9LhPE9vZhnbk3Hqn+232lNiE5I2DDRhUL5JBUuK24HL6cAQ/iKSPolqTSRl1uNfu81m5ZH77+SGG67njDPOaHHKgsVOUEcfD0ASAzQU+hV/F4BXAN/22vEApIcffhhJY2Da7c3XWzWdi04jI6KX37y7nT9/OURxYTUisiqeDRG1EZtJUV/lscakEb5+evU9dTpcWKqc3PrAaYyeGI9TA1decj6//NK4QL/h2AcPHuTxx59gwKCh7Nm1nf79+nqN8gkyjN8WpnPjpT95daUAaBNfPJPArvWRTgGOBEhqzsSBwAvvnM32rfkcSm+sozR91ul0TwlDMNxlHirjvnvr623i4gPp1SucJx/21NWMOjOOs8YnkLavhJXLMtm6vjFpTVSMH+dPTeaSq1PJyignsXsQbqdCRZGNQLOWHZ/vJuuHzciKQo/Le5F8dSLGYHBW/+whRnHWHN5IGk+dkIiyqOlo4WgMw5GNg5G0XVCUUuyVz6I4dtXpJbX43EkC0OrBZUVjPBed7zUoFrAveh7tGTNQFD1Wuy/zrltLnxuTSZzYGScK1ZUusjYUsfqdg+rTcMF/+xMYpsdR6WT/d/vJXZFH2YFSbGV2upwVQ9eLYnGun4/OXYop3IQ+vhtyeDTaoAC0PibQapBcThzF5VgO5FC+cSdVez0gWBMehXnMeWTMyyD390NMTaivqXvsP5+wMSKTIFtnUsoaR4EEM54wq8lD9W6QXEwM2EGsdRvOigy01n1ISiUHKs4j9Zx6Lan2vqcd7U8tD/w5fPbfApBGrnz41HLUSZxtB0A6ic7uGOqv90BVXg9cvp60FQGM1hXfgM3lR4UzCoNcQeru7+j/1nt1E1F8ZKqeTESTeA5a6UzclsXoAp+mYs1edLHx7PlsH92v7UN1sR27XqK4xEp0vC8msxB+bfvm8li1kETKzbWX/HjC2bZmPz+KzrEBqj5TlcVBZaWdOV/tZtWfHp2h1Icab9oPf7uTir1Fas3ShHOT1I2Xpoao4UTcVQEgtVojq37NJG19MT+8uQtBcx7fPYjRkxMoSbdw5ez+akTA7F+MUvIicrYT+cm3oNqTtiIiSPa7o48BJIlNnRYkPZIxFewFYM1U65FEXYJIuZF97kd223FHXEhB5YmpQ7rhqov5fs6cVokCBDgSUSRfX+/1Ym25By9tK8LWQM/pzGifY9KzOh6AdNvtd3DpldcTn9C8SGztOgRJg2Ah08iQm1WJr4+OL9/dzrrfs5A1npodETUqLbGq6XcCpAiAJJ4PQVUeHGLCYNRQUmKloszOBVf2ILlvKLl5Fq66oRcfvPcO06bdpAo4N2ciDbCwqJQ7ps/i/bdeoXvXeKZOndpsWzH+tRf/xIY1HkprbzbytoH0vDSl7uOWIkii0eiz45l0UTcW/OiJIgl2wjtmDCY8wkc9yBBmsdh5+/WNbFjvqckTekt9+0bxxCyPvpUwQZU/dHgMfftHkpwSSuahclUvy251oTdqCAk10bN3GHEJgsyhiB69QtEbNJQWVBEUYqTwYCX7Pt9G+ZZMlPJqQgd1pu/dvfGPEzpSJbgF6HGK8R1IQkpBFwuKDcWajuRyqAcLaANBI+GwfILLKkChN/Flkc5mVt9HSYpFb5qKpD9NJYRw7P4DbcoFOMtLKSvyYeO7Bxhyb2/0wXpW/plFfLcgXG435UU20tcUkPZTPoFBRjV9cez0ZKJTAxA077JOg6yVVPIPkb2n0UtUb1hB1ca1uB1uZK2M1qjBaXNjKbIREGWiPK2Equxytb0wY9/BGPoMYb8g1Ki57+NiniZQn01+2AjmXPcKZUGdvT4LBtlFuN6qZjr08smiszaTMpsWP8lBgLkLUvlaNm9yM3DKfW15tTva/AM88Mewp/4WgDRqldBf6rDmPNABkDqei3+UB6qyk3AFKBTaurGi4G5sbl/151oTKQ7Dl3hyx2vNHa7F8k53DNp7kOwWtMZxIMXhLK3iyKZStEFmrJVuApL9WftnDiMmxaLRyBhNbQdIgqRBMNOJNLv2mAAJi34+yPdft64H09Z+TxsSzZXX91TnL8s6fvxuDz/NqS/0FvSzydNPV7tz2ZxkfLoNR5kVl7U+KhfT2Z9b7xmk1i3UbtbaOn5z7QRAEvTIhw+Wq1Gtm0//iYpSO91SQxh2XhfydpRzxsVx+Pgb6DnaH6VyMYozDbavRPNMPZFF+0BSTeRITEjjo1IQo4uHsnUgTsSFAKbbqZ6Ka4Ofx535KXL3Zym2B2F3HBuDV8O133vbdbzyysuEh4e36DoBSARIau+z07TTJVkWNhTU17QMDDMxNsY71ba3SVVWeggI2gvY9u3bxyuvvsasx5/zul69VkZyK2TsK2HRDwfYt8OTFigIBs6cGK8KnX75znZ1cy8IF4LDTCoJgogmiTRNwfZYVe0/lBDdAAAgAElEQVRQQX9FuZ2IaB+mXN9T1cX5ZeFBFXRHRRs4f0oAw4YNbhacPvbYY2RmZXPO+RczeOgIPv/kXXyMOm655Zaj5m2zukjbX8J5o76kugaoe1tcdL9Izn+9Pq1w/+J0Fj3mifQ0ZxpZ5ttfL+aLj7erYOm8i7o3S61eVmbj1hvmq+mFgvZ9wsQk7r21JjqmZhzWs1QaTVpVLykw0IBg9fNQxNvIzangrulD6D8wimdnrCC1fziX3tALP389elnGVuWgIq8KW6mN6sOlWDIEMHITOSiSsH6RmMO1aLSSyuImgIeMHa1Rh7v0Nyh4A0mpRgq5CClwtNDrxlU9H7dzE4ozHUWpqdmSDMi6RCRtMhrtICRtd2RtLEpZPm6bE7ddwebwobxIvJsGAuN8cekldu4sYPfOQkpKqunUyZ/BQzup9ysvvZw/XjuAPd+hRtvEd3ZgjImY/sEqK6kpQIdGJ6M1azEYXMiygm3nJty5ByncnklJdjU+/jq69A/Gkl2OpUhGF98Nfbc+lO0vIf3HNKpy67XXugUsI0ifhf+wnjhTJFan/ItyfJHMnbBrg8i31Ue3E0xrmBQ2k92WiWytmEK5MwKb28SwoCMMM/yqMhGmpYfRdeTlx/O12nHtKeSBZUOPFmw9unqw8YJOxOdjVp9YsppTyOWtTrUDILXqoo4Gp5IHagGSmPO6ohtYX3x9o+kLfYoe1nkMcb6O4cOiOu0Ny4sxkNgDk/YR3Pb9aExTsGaUIvkFkrepCKesIaJ/KB/8ZxNTbu9JSKS5XREkUUMiBGOPZZMrircfe2AZGQcbp9ocy33R6TS88u4EjCaRBiPz2ovr2LSucY2TT2wgcVf0VrsXoGjPC6u8DnXPA0Pp0TNc3YAcj9WmIDrsUFlmZ/FX+/no4U107RnCgDGdcJS66H9mFF/eu5GnNk/Cx8+OUv45imRDWfgM2k/qU4eEgKVjWmQrNUkNwJHsKQ5Xo0c2ET06BGo9hV6lFhZ1a7rQl3Glv4ImcjzVwZdTWt185KE9PnjykRlcMnVKqyl2x/PsNJzPF/vLOFxZXyQu6pAESUN77VgjSE899RRHCoqZ+fCTzQ5pMmhwWl189Momdm72pME2NBGxFRv3lN6h/L4gg7V/ZHMku1KNFMXE+qsZdrm5leopf1KPYE4f25m+Q6JYvTKLdavrozsHD+yjV58oPvz86jo2ytzcXBYtWsT+AwcpLS3j9rsfICAoiJXLl/HRu68zevRoZsyYcdScRKrfd5/t4v7bf23VjaFdg5n68Tl17Soyy1nz2HLKyqxYKh3YVJDnATMCvPj66nj900kMHRGjRsi8HUSIKLMganjq8eWI9/uOuwdxZa1+WhOA1NIkBw+N5rZ7BlFWaFN1yUSk7sJ/96BH71A6dfYnOMxIWb5VpaI2++txWJwUZ1RyZF8FuTvLyd1cov5erEMO1pA4NJDBF0fiHxWEVLUcKleAowjJnILkdzrIDjVqi1prJKtiBiLyJCl69bBCwQd3ZRWugmzcGj9cPpGU51gxBRtwmzV88+12PvlwmQqOY2Nj61geHXYbYyeEc9kVpyM5NBQdsrB9XqYaVdKgbSSO7XS48QnWEzc0hP4Xx2ISU5EUqqsVbMXl+Ppp0PvosVfL5P2eRvH2Io6sz6Mi7ejvYh9tEfH+a4m5chRGw0KUruHoet6KYqykovoj3smqJ5YxyJX4a3IocNQf3ol7M8j/Q4YHZaPTnE/poR0E9b691eeqo8E/wwNLh/znb1nImDUz/5ZxT4VBOwDSqXCXOubYZg80BEh7ys9RU+wqHJFHXT887CUG/+81dMs8p5e2a0OwnxOAUfsYQvhIZ/oXbqsBp02hNMNCeZ6N6KFhTL9wMY98NpqQcHOz6vbeJnqsTHa1/YlUogfu/u24Ge1mzT5DLRi32xy8+cp6tmw4WkhXF2gk8fr+qpChsJ1Pej/lFp/PeuIMuvUIabTxaPMNq2koImxarTjJNVBRamPnxnxW/ZzJvpUFJPQKJik1WE0Fmv/MDq59dwgRcQYCI6tRrNtwFM1AszIf7Sc19Ug1fQpmO8Fw19ga1Kmo9RIesg1JL3RP9FCxzdNcKyJ9oq7CjqTtgUY7Elf628i+MdDzK8qtOqrVtK5jt2nXXMKXX37Ram2RAEgiRfNYaOIbzm5OWjn7yzzpp8KMGkml+W6vHStAEuQMZr8grrx22lFDGnUyxUeqeWHWCpXJq6mJlLoqi50De4tV7a7ThkWT2i8ck0lLblYFleUO4pICiersh0tyU5BXxf79xWzfkk9VlQcUWiyV5OZkqxT3Xbsmcf7knlwwJVmNWD708MMIFubRZ55Nr74D6iI1mzasZeUfv/LE4481Wz8oIlXPPraSD9/Y1Kobz5w1jOSJiXXtKvIs/HDNz4haKbNZh16vUUGJ+K4Q6YMCaNx090Cm/DsVEflpyaxWFwf3F/H0Eyu48OJkvvlsF9u3HvFwJTSIIHnrIyTERGxcIGPOjickyERIiJn3/7uR1UszGXxGDJOvTlHBZk56OSazVp1vYKgJrUbGXuEgZ0spR/aVU5ZnpaSgGq2PhsAuZqL6BxKbHITJT4e1ogS/QAMmfx+1jlGSBJGOw8NSp0ZqtaD1x11djrPcgd3iRjH44rRUIxnNyL4atm46wp9rsti0of5QJyPtAHa7jYSEBDWqmZGRgaWqit9XT0fwzGg1Epn7M9AZXMRGJVJVbFfTN3UmDaYgHbk5lWRnVBAaZaZzgr9a/1iYXcWmhTlcfHcvwqKMHFmVzbYXVlPuhVRD+DVQn8WAyB/wnTQerd9+5Kkv4JC/wmH7Erviz8c532F3txyxPTNoNj185iNLgSj55+KT0lFA3+qL9Q9psGTQs3UpdrVLqiNtqOUXqSFxOJGfn7X+/n+IB0/8MjoA0on3aUePf6MHGgKk2mn8duQR9pRPajSrCVH30WP+XPRfe3R+7FODsE0NQiuPQSePR6sfB4qW8r0l6EL8OLSqiNhRUdx81s/c+8Yweg4KbzbdpaWlCyY7oWXTXqKG2j6LCqt45tEVHMmrT+toq6vFqfTMx4aTkBSspvotmneAbz7fjk539MbLGOFL4g3967puDSAZjDpee2+CunE6VhPRNbExrNX6yTlUzopFhwkOMrHog/1cOr03uTvK2L4gm/F3JOOqdpE6JhhTQAX2/DtQHGnImwvRfZzdSMDSNdQf51UR9fRV6gRrGOsE45biQtJFgxwAldvBbRdFCp4Ikti0KU40gomrsgR3/kKQNRB9K66IKZRanMcsHFtYWMCHb7/Myy/9t1WXifQ64Z/jBUhNqb4FQJqWGtxuJjsxF2EmU1Na5paX8vjjj+OWdNx0692NGgo67+oKG4/etgxxon+UCQZpWVLTqARoaGgixTM0wqym24l99phzEnDiZt4PjdnfDmWkUVlRTkhoKCEhIfjV1HM9//rZZGXv5pVXX+We+x4jIiqqUf8vPfsEyd2TuO6665pdnMXi4ME7lvD9l7tbXHxTcCQar3h1PVu/9n6dJEtMu2sgdz0wRF1fayZ8J2oJly3N4FBaGe++vqGudrFWnLlpHxpZIqZLAEFBRjWaJv674OIe5OdU0amTLwd2FfPNRzspzLPw72l96DMoUmUVFHU6gvzCYXerETwRxRKgKjrWj4hoX7Q6mbJyG6WFVkqLrUTG+NA5PpDd6/PZuDRHZQEV6W0iMmb21ak1T4IdVHyH9B4WScqgcLXf8goba9bmsG5NFnm5FoqLm6c9LyosoKSoEL1Br7Isdorpwq13DkdoRVkFw6HLxT23XsP777+vshIKqxXwFhErQfQhopICTI+/IImta/MozKnGUeRg8u09OPTDfiy5lex5xzthTrzfGgaF/Q8ltDOMHEf1ZUbc9qWq4LdI2f0k6zM1la456+G7mATTnyQYl3oAo4jeH+qM/8Blrd32js//IR5YPNB76vFfucSzN3TUuXnzbwdA+iufvI6+T7oHmgNIYhIi3W5r6SVIKNjcfiphw03rh2L+xhNBqQVIstQJo3YWGv0IUDQUb83Hr2sk+3/JocvISK4d9iP3vDaMQWOj2x0xEVESAY68FYa3xVkiBefjdzfz+5J6at/WruvdL4Ibbh2gnlSLgm0Rjbr9+gVqXUtTsCYKmgVA6nrTAM8motrJ2oeWqqk7BqNIT1HZe9WNV+3plgAco8+K47KreqljHIs1pbKuqrDzyStb6NYzlC6JAVQW2FTR2KytJXROCcQvUI8zvZTB9yQjKZtwFNwL7mqkIgfajw4h7xOpcR7zgKRIT11RLc27Kh4sIkdxYqsPVbs94rDCRPSohpVLknzRBs9GSX9epf1W7CUovgNxB52D06+PymjXULuirWtf+utCtm1ex3PPtp5WIQCtSEGs3di1dYym7faV2fk+rbzRrwXVd7eA9t2zY40gvf322+zcvZcHHqnPtReRIR+DhudmrmiWilpMVrSpKLeRfqBetLglHzz+2hjWrslW2RiFiQiDW3HTNSnpqOd92MjOTDg3mmeefZJHnnzhqG6FTtW4s8dy3nnnNTukiCDNuus3vvvce41g09ojETn67cmVZG9uHPFsOoBY9833nMYdM4dgbsfhgxBedroULj1vDhlppSpJQROCPxVwhQhdqHAf9V0WY9WaeIcnntuVtN0lWModjBwXx7Z1eaz5PYvYpEB69Q/nh492cXBPiQpoff31CCpzQdoigE5xQbVKyS6+a3Q6GQH0RFpeUKiRK27vy7gLk9AZNBzcWURhdrX6heIboMcvxEBotA9iKpu3HuHjD7eqwKutVllZQWlxMYFBQfj6+dOrTzi33HkaLkkQetiZ/dB0pk+/l+TkZLXLpuyQAqwJqngRrSsvs7N1dR5up5sR47qQ9s0e9T0/NHcPxSIy14z1DJpPatAC9RPHlMHYL64R4pJN7K4cz5K8o0G2Xq7i0rjH8ddkgbtS/Q7DbRPFn7gOxeA/sJ5so61+6Gh3anpgUf/GtdEnaxXjNx2dOnyyxv7/Pk4HQPr/foc65tcuD3gDSKITAYwW5DyHvy6XckcUl6y85KgIEmgx695D1vZGQktlhhV9kJm8XZX4Jflyw7Cf1AjS0PHeGYq8TfhECH6KvgXVuKhZ+PnHfaxbma0yWTU1cWI8cEg0E/6VSHRnfzUlpvbabz7fxdLFaTicTrQajRoJU/dQEhQcsagMV5O/vLCuy2+nzsEvwICfn14tfK+udqqbLrsonHYrKnAKCDDy5U8XqSfAfn6Gdt0z0bi5OpuSwmqev28F51zanS4JQUhOhbRNRWRvLiG0s5nYOBMHf8nh7BdTcVtew129BsUh2LScaD/KQrO6XmPGeU0srqGBdaKZKp23NgqcZR7GOm0QaMyeuiNhbivYC9GYL0JyaKF0pQdAaQNRNKG4/cfi1EZh8+1J1THo+H731f/QSs5mC/+bOu940zNr+yuzu5iTVkF+dX0URkSRrkkObBfd97ECpJKSEqZNm8bEcydz1nhPLY5WgjW/ZTLnk5ZJSA6nl1Je1jZH9xoYwYVX9OCjD7aQeShd3fx379a41qOhj9/93wQenDWLGQ81ro1au2oFc775lM/+9z+vz7Ogxn/9ubW88eL6Fp/5K+dchF+kJ70q7c9MKnIrWf/hVmw1QrHNXSwAxqPPjeKK63u3mzFSAItVyzN5+5X1uIXOqtOtbvBFhEik8glCBxE9UnVQmzFR7zV6bLx64LHg2/1qxCelV5gKkCI6+aqgaNemfP5YkKHWgdWyu+3eWqCyBtamCgrCBvH9Iq47+6IkouP8+PmbfSqI6jUwXI0qie8vkVYp0u+GjI3ml4VpbN7UMnhsyxeMqOF69Z0JVNlFuqKV++6+if888wyJiZ40x9aYRYXwb/GRKvWAxnK4gjUP/knS1GS2Pr0cW4lgoGts/UK+QxA1CLNfm4pjUjhoA8BZwCcZb1PubJzqLQ7pkn3nMyL4JZD9kTQhHi028Z3kqoD0YHwG/NGWpXa0+Qd4YGG/F5sRdW5Kw3Di/z5hcweVvLfHpwMg/QNerI4l1HugJYDU1E+Gr0uaAUjgo/9SZVISdEu2YgV3lR3FZMZid3PLyHk8+tloUgeHqalqInVDUGULa+1n8bnYXNbq2bTWvqU+xdh2m6JudkRaTWFBlbrJ0OllQsPMhISasVTa1PoKscGuNUHMcO2lP6obJlGLIf4uPhbA5/ChMvUEVe+jY+oX9QBp+d2LycmuIC+nslFfov5DpNIIXRoBlC6a2oM+AyIZfHoM0TG++PgKql7PDqy1tYr1iA1LLTOaaC+UPbetyaeizIbN4qJ7aghF6RYOrCogLMaHEdcm8snw+Yye3YvEMxWcxTPVGgbcFep/2lfWIW/xgCQl1IDjuWGegnBNELiqPKEwAYrEHMXfVYFLD100glHLPBxNwDSo2I6S9X5Nv07wScFtHo4jbzlS6mOUWUQqnttTZK5erVZ9qD+L0nPBrdb053k/fEVSYgIjRoxo1Tfi/gnmuFqCj9Z82ZK/q+xOKt0SX6dV1lF+nx/rQ4KvYDT0sGyJ8bylZInPBdAXJurFGrZt+LO4n7X9Nfz5119/5cDBdC6+9CrB+oyPSc+M6xZjKber+q4e/3m0XtWfRXqdRmbzBu8b5obta5/zmc8OY+mSXezfW0hEZKTnXteigSY/P/afkaxeu5De/U4jspPn4EPct19+mY/TVsXll1/erG/Eep0O+OGrPTw6Y5mqyeTNznxoGMkT6uuPRDsRQZp722Kv14iDh29/mULv/mF171177r3N6ua9N9azfk1eY/FJz0326o+GfkrpFa4y21VVOlj7R5ZaJ2Y26QgIMtCjTxgJycFYq5xkHiijKL+KoiPV5B6uID/PotKtd04MIHVAOD5+OtYsy2Ldn1lqSl1IhFl9xkS0xuZwMXJiHBGdfVm2NJ20g22LFHp1XIMPvvjuIsorqnEhsWb1cgqP5BAX24VRo0YhIvpCm058fzfnV/H8iu9DoUnltDhZdtVCfDv7ETYwgt2vr1UZ/RrayNQ5RFYvVX9lv64njkmh6oFNuTOMT7Pm1jUVoKjQ3k3V5ruk07/x1zYgyVFp0qNVgCQd8sXc8+e2LLOjzT/AA/P7iHTrWgB08v6ctLVtmnT/ABe3ewkdAKndLuu44P+zB44XIEnoMOu/QtJEI9Kr7OVgO1KGT9cI9mwo4P3HNnL/O2fgHyqrUY/2WsN/iNt7rbfNqNhoNNzcin7FprRpe0GCkJNVxUMzltZtQgUtcm52JflH6lPSBGvTJQ0iSK+P+rT52hBBa6DXqJscwSSVkBjIldf35YWnVnLFdX0QDHdut6PNfmrON067lsyDZRzJtKg6J4LWee/yIxj0GqJTAsn6M4/Vz2zh2lVnYjBsw5k/E0kXBMZQsFShe/gXpELP2pz3j8Dd1eQ5pdWHeU5pHdnqia0igFFDIKmLRhd0P0rxXCSfPkiBk1Esu1Gy3kby7Q3+Z2Lb/xFS/PXYzd2xiwr/ZkwSqYhNNubiNDs76zBJSUkqMUVb7EQ/NysKnWwt9ZBMxPvITIisB7PenrPa33vAq4hGtI25sGF/Iq0pPT2d+MSu6LVa0veX89Kjq1twgaRGQHZszW+Lm+rajJkUR0IPf/5cltXqdZddlUqfgULbzBe5bk0KGWkHiYuLU9PyagFjU98IkHgovZIbpv5EWYlNTUEV0RlRmyNov2trqpoy2NVO6renVrJnwcG6OYrUt8SuQWqURqS/PfvGWDUVTPi89p1udUE1DcR3gpj704+sYO9uT7rhsVpS9xBGj43jtCExqjyAAEXiGEC8+y6HIJUQfwdBTS4L8SoF9XslfW8J29YfUenZxevlFlTsEgSHmVWGyqGjYygus7JpfQ5rVme1K6WuLWv5Ys6FVFZW1QHuyooKiosKCAsLUw9jWnqGxbup1RjUqJtg7Mv46SBbn11D1MgYokd14cBnWynZUc+2eOYlBwhd95I6LdegYKrvFRFrVDD0VU59FPK2uMFsLb9EjR6JKNLRplVTfzV5URgTP27LMjva/AM8MK/3y38LQPrXtsY1of8AV56wJXQApBPmyo6O/j944HgBkizFYNK/pUYEZF03HGUO7KXVGDoFs/aXLNYszuKOFwarOfTHYiISIDZVx0rUcCxjNrzmt1/S+PjdLeqvRBRJRIYKG2jjiN9H9Azn7CdHqW0OLj/MvJmeU1FvJiiJBQWx0FR553//UjVYxGbojFFdeP3Diar+SFusvLxcja413bSIyFhJQRU5GZUEBRvRIFFyqAqzn06NUu2bk46jws7Y/6QiSbux58xCNgaAZSfaz3KR13rqblwXhuE6d6QnamTdj+IsagCK6qNssi4ebcAtuEt+QqlYqcY0JG0gctRMJPNAlLK1EDga2+5XUYzRuKKnUm5rvYi+1gev/fcZQoL8mT697akNpaWlag1SS5Gdtvi4tk1DRrv2stkda4pd7dgz7ruPLvHduGTqv1nw9V6Wzk/3OnWxmXbYXHX1RM01bC6CFBpp5Jo7Upj/Y8sAyW530KufgUFnBNCz3+C67tevXcmKZYt5/vmWC6dFuqu4JzNuXszm9bkqmBMpfSJFTYAdUaMkxGoFwYpK1NAkiiRS7T6d/D29+oYzYkwsA4Z04uCeYnIOVxAQaCQhKUglPYhNDFAJEMS70BbCBvV5r4lYm01mXnp2DZsbML+151kRbc8cn8BlV/ZSa4zaYu+88w55eXmcPnQ00TGdCI8IR1br/2QMJp36XWG3uwkINHDVpXNrhH7b0nPb24jDm/c++RcVTYg93nvzZVJ7dGX8+PGtanlZKuwYTTqsxVbsZXY2PLySkp35BPUIIe68JCyHSsn+LU2d1JBbzYS87Ym8u8O0VL3eRf25IUASgOiCyFsI1TcmETl6VRLagt4Yu9VrvLV95R0tT0UP/Njz5b8jgMR5O+86Fd11UubcAZBOips7BjlZHmgPQDI/nINmpyeXvPr+CJyDfdBpJ6NjLJLsi6w7DXupzaO2bjayYv5hNY1m6ITOBIR66KHba8fKANbecZprLwqlv/l8J/N/3KemxJUUW8lIK0GqSa2qvWbItX3peq6nZqPgQDGLn1xBQQv0tqKdOEkWJ62vfzCJxx/8XU3ZE3b2xESeemFMmzZ1LYFHu80TERPCnLlp5YSEGakucRAQYaL0kIXM37MZekcK9vJSJPKR+Bwsy9H8uAfNAs8pr+v8VFwX9oKqbShuQf1cD4pq1y6bR6H1nYq78FOUyjUN3CjS7jTIoVcih9+qMty5irdhy1qIlPIoJVVtv0Mz7ryRmfffR69evdp8kWBAFCl2tZHCNl/YpKHVpfBbloXtxY1rKEQdUkQrVNK1XR0vQNqwYQOffPoZs2bN5oOXttSJwTa3JsHELkRh99YQLrRn3S9+Mpo3/rseo9Hs9bLCwkL6DPDh1hnj0ejrWfnefOU5hg0dxIQJE5q9VqSVbt98hF/mH8Q/QI/LqfDaf9ZitTWOJIravNAwk7rJLi630fWC7mp/fab0qOtX+S2dmAA9S+els+q3TFXwVqvVcPrIGAyG+gijqOs5fUxnJl7cDYPJA8BaMkHCItIhRaREvDdLFh3kq//taI8L8fUzcM2NfenZJwyzT+tkHg888ADpGRlEx3ThimumER7hqbsRaWpGjR2bW6fWO9YGa/WyxOOzfic7q7lISrumelTjpG7BTJ95Os4mdVZ7dm6n6MhhRo0aqUaSWjLxPemoduGqdlK4qwSjn57V9/yGNd+iMvlFDIsm8vRO+Eb7EjJ4P/rLJiDV0Mrbbg7HMcoXucBJfkAKuys9TKpqzVEbTJvtj7Hn5ja07GjyT/DA3JRX/5YI0vm77vwnuO8vWUMHQPpL3NrR6d/lgWMFSFVPROHqacZs/AR3+c9ofCcj6/piL7Igm024XbBqcRbRSf7EpwapDE3HYiJdRmxajkUw9ljGa3iNYMATG6RF8/arrFJbtxypSXkRm3/PLqLH+ER6TknBGNyYwvm72xaRMjGJxU+tUMka1NQal6IWztcyTfn5G3j9/Qk8/uAflDUoqJ/56DAunJqCTysbOlETIEBQbR1S0/WKOYuCbp1GQ8bOEqLj/dXT+pxtJfiFGgiJNeOstLLr2d9IvmsYxqAVMOcRNF/vVLtyD0/Acbmg9hab2MbgSDb0RWM6G9wOlJIfUGyHvLhbRg67FjnsenDaqdr6JHLflyixOFtls9u3Zxdzv/sCvU7DQw891C7a7loh3eONPH64p7QRSUPtIm9ODWozUYO4T8Jqa+mO5bkU67/88uv4+JWD5GV5p60Xj6W47zu3tS/FTszpyTeH895ba/ExB3mdYlZ2NhPPj+X6W8fV6VoJJrR333yRhx+apVKCNzRBUCKITN59fSOH0j1ioSKCevlVvXjv1U2s/jOzWep3QVwS08UfQepgiA9gwjOj67ot+nYPP/y3nj5aPNOJ3YLV9t6+ZyZM7sr4yUlqiqs3EwcOIrpVe5/E4Y4AJj/P3cvyZYcp8UKZLfoTwrCjzoxl/DlJKvgTtYat2auvvsrChQsZO+4cLr3i2kbNZdzoZCc2d2OQJeDfD9/u4ZcFB1rrvt2fnz85mQn/6opDILIGVlJchK0inzVr1jB58mTCw8O99m2tdqC4RRjTTWWmBas4MLM72fLMaiyZ5Wj0GhSXwtD/DiHizJVIHz+E/tvGLHcNo0ntWYQ2y4CxV8vkJe3pr6Pt/28PfJ8sANLJtwv33HHyBz1FRuwASKfIjeqYZts80B6A5HehJzVCWOX/4pADRmKUb8JReA+6sC+QNDHY8yvBYETS6di+Jp/OyQEERxjR6tqWatJ01gIAiHSpoCDvm7a2rfTYWs37fi9ffrpD1VISuiIelqmaanig3wXd6XlVH6+dh+VXEmVzUl3lUCNGAihlHSpn184Ctm48wrYJa2kAACAASURBVOwXRnPrdQuw2+pFVAXV76pt19Ux6XnrvC0sf7VsXDaLk6oyB6LGxzfAQN7OMsJiDeh8NKy69FO0Zj3Dv7kMvr0f6WPPPzzK8CScVyWoLHdIJtCEIWvjkfQ9VaYppXw5imVdK44VYFJG7vw8st8onFm/4IyYRKngeGiG7zsvN4fPPn6HA/v2EhUVSVh4OLMefLDdGkLe0g/b+xQsybKwoUFKpUEjqTTfA8NNJy2CJOb81ltvcfrpY/jy7UxyM1vQ9ZJAp5I0NChkb+Oin3p7BG+/vgY/H+/vmkgDu+62ZMZOPB17DaX06hV/sGXDKmbPfqLRSFVVdtatzuGDN48Whe2aHKKmlD5451IyD5V5qLWbsfiEIEJ6hDB01rC6Tzd9sJ1N73sEigWgiYr2Izk1VH2/WrKeA8O59cFBXpt4Y2kT9YJiHEGdLmjAc7Iq1BQ3kSbbOTaA+MRAlZ5bRLEE6Utb7cEHH0Rv8uPGW45O2dFIbjQ4sSuNAZJeK6vps/ffs6Stw7S53Stvjcfoo8fhOpoq3CRbufLKK5k7d26LdUgiFbAov5qwUBMl6RWkLcqi08BQ3HYnB7/aQ9biNBUknbt0IpqQp3GX/IrpsUPIhxpHaC0fxqH4tN2XYpEdAKnNt/of0fC77q//LeuYvPe2v2XcU2HQDoB0Ktyljjm22QNtBUhyuh2fez31CeoJ3/tDMWrux10+D8WdgyF8Dkq1DUXR4nBpqC4TtQQ2ZKOk1gQY26FL0nTyJyoa0GanNGi4fWs+/3lshXoi7xAbwtpNvSSRMKwzg287DW2TVCuNW8FVo5NycEkGCx79oz5XGkjoGkzfgRGMGRdP1+4hPDrz96NqRu6cMZirru+rij96s+aovptrK0DmwZ0lxCT4k7u7nMgkXyyFNvSyYJxyk/bhasp25DHs84uR1jyP9MxsTzfJibgfvs+jceS2eWqQ7Jko1v1gz26DO1Uk6Yk+aXzRpqxAqSrApo06KoJUWJDPB2+/itVapbJm3XTTTQQHB7dhjOabiGdGCLO2ldTB20BNxWIv6xpAF9+210+Jfo83xU70IVKxRo0cx+blOgQ1dEsmPC6YzUQ9SHvshY9H8cZLGzEZvQvaimjY9Ie7kpDSpw7UPPHwDHqmJHPbbfUbB1H7s3ZVFh+8dTQ4qp3TaUOi1Zqh/zyygsyMMq+EA0NHx3L642dgr4lC//nkavbNT1P1gjpF+9FdgKMGukQtrVkwxN00Y2CzQOZEPTNt8XlWVhavvPo6l/z7WqKij5ZA0Eme1EOHcjQpiV6SeO2ltYjvphNlg4Z04tob+x+VXif6F98RYj5CuDghrgt33eW9BkN81wj9p759I1CcbqoKrax7YTsplyWqESRJgZylGYx6dxB2+zW43fuQqiUMH2Wh/cOTNqiEaameHok7rvUUxYbr7wBIJ+ppODX6+bbbG42yEMTBZcMzt7/q71P233pqOOhvmGUHQPobnN4x5F/ngTYDpHwnPtMOe/4B89Fi/+oJNPYAnGWvofG/Dp3vTdhzy9FFROKwuilMs+ATaVTZtPoOiVJpa4/V/s46JBH5uWrKXHZur9mU1gq+yhLRXYMZ8/zYumVpbC7sG7OxJoXgE+7RcPn1yRXsnt98Ooxg3Tp/ajJnjI1DkEH8OGdvXV+JSYF8MXdyi0Ky7RFE3bIql4QeQRgMOiwlNnQaCa1WwVpQzZGF27EWVNL74cFI2xYgPXK15z4nmnDdHHOst60GHKk9qT/LkXchBV+G1aFvVIP066J5LPjpe3r16smdd955QtIpTxS5x0vbiurovcVK2lN7VOu4EwGQfvrpJ2SNkbK8KBb/UM/i1tzNESlnIh1MgI62mIhERkYbuXHGQOZ97y1V0tNTYjcf+g9VSO7dD18/P1b8uZRPP3ibuXN/aARGRaTl4Rktk5WIzUz/QZEMHBTN+69tYvUfmVRbRVpb42jSbdMH4xoagzbKV51D0f4Slj+6ihCTlugu/m0GR7W+GHdREmefn3hUTdKJqltri89Xr17Nd3N+4N4HHm+2uV6y40KDSzn6gMSgkykvtnLvHd4pz9syh4ZtXn93InqTti4q2PCzWrC2as06fl34IzOm30tsbKzXIdb+kU2/QRG4rG4q86qpyqti3fNb6XZhHG67C61Woud1naiuuBS3kgayycOQWWuNxKaajyw2N3gHQGrvXT+123+T9GYd+34tC//J+HPqwVtObcf9hbPvAEh/oXM7uj75HrDmT8LhWwDuolYGl/GdlomUb0PxMaDMfgpH8I8qw5k+6CmQe+IoKMaSU40mLJSyPAfB3f3ZtTWfxJRggkO9n0q3tmqxwRQF1H9HHZJg3Xpi1h/8PHe/Z5oqQFJUooaISB8Sp6SSOCZO/chldbL0hTWc9dDwuiV9eeVPXgkbkrqFUFJSjTj8vmPmUPXnj2oY80QHa3dc3yJAEm3Eps7f379VtrbCvCq1NsJW5SQ80oRORPRcCmlz9uMTpiP7h80MfGUSbF2E9KCHWer4AFJtulODDY4uBk23+VTb3JRW16fPPPP4AyQlxqvg6ESZAEii/kgwIB6rCaHYt3Y21pg5lgjSiQD4ixYtYueu3UwcdyX/uX95y0uqSbPbtuWIqkvjzUSKY3WVRX12zp2aQlLPcP5c2jJAevSZUWzY9AvLV6xETWM0mxkxYriqfVRrIv1MREWzDrUM0MT4Qluse49whgyPUVNPF83dz44t+djsLnXuw6f0YODVvbH7N76PVWll5H26s82Mj019MPvtMYSG15NRiHdarEcwH54My8jIUCNu737ybbPDGWUbdkHQQPNpZgI2rVuZxUfvexg2j8duv3sQPftE4Ggm5VX0a5DtuBQZp6LllReewt/XxKxZs7wOKfSdDh0oo1u3IEoPVKA1yFiLrPx622qih4WTenkSnYc7sVc9gNO9FjQ+4K4GpT7NuLEib9tAkjY3CGPKhuNxRce1p5AHvkwQ7LkNhOCa0nPW/r3pn7VrPMbPL02/+RTy0smdagdAOrn+7hjtL/ZAdXZfXMFBSHIAilIObqGBYVdpu0VqlSTpQfJRNY4MT65Au9YDpJyXJ+Mc64PG9zy0fvdiT89CCoriwPPziLv7fHK2VxDY3RetUYNPgF7N0T8eO5mnu03nuWRhGndOW1T3a8UttEkktShckDMMf2wkrkannvU9vDq0eV0OwXAlahd27yxU9wKC2vu+R4dRVm7ls4+2qx3MWTiF5JTQFt3W1vRDl8NN5sFyvnxxGzc9NhDJDSZfDfu/2EOn0yPJ/nkbve8fAAWH4Jr+njFNMs7ZjcU6W7+HDetAmm5sJLTJv2GVoiiuYe3bu3snX3zyLu+9927rXbejhbd6krZ0Icg0RE2MAK7v7i2lzF4PMmb2a/l+NNf/iYggCbKS6TPu47HHnuGp6ULAs2UaQPFMlZfa6ogRmpuXh9a6Wj14mP3GGP5cdojMQx6K9+Zs8LAYrr2pj8rOtnfvXnJzc1UB0aa2enkmb768vlVXCx+7FTdajfiegX4Do9TnXaOV2bOjkJK4IAxdvadZlv6RRfW+Eux59ZpkrQ5a02DI6M5MvroHPn6eNC5xACPu08k6hLlo8mRcTifPvfwOvn7+jabtIWhwYHN7B/eqILACy5Zk8NXn7WPaazjYNTf0ZfDp0ThrxJmb+k+IOAuAZK2Zi5oGW1XOU0895dXVggHwuZkreOC54bidCpnL8zEF6ZA0Euv/u0OUJDLp3Qic9v9hd30DslinYBepPrpPL9+rzQ2uzQ3sAEhtfQH+Ae2+iH/nb4kgXZ5x0z/Ae3/NEjoA0l/j145e/yYPWLMG4AgoBUkIX/p6ivGFMKh6cilqbgRYqkZSIjAsC0X72mfqTN3dfXA8ej76wKdBCcGyej1l+Sby5m2g8w0TqXKZCEkJRGPUkJdtoXOiH7pjJGoQ44kNr6BsFkruJ9t27yjg6UdXsKm28L3mpFWIQU6+NIUly7NIvLYvet+jc+aPBkgeACFYtyrKhN5LtVpLIdi1hMbJf98Zp/4u7UAJ509JRlDvtmRt9YsQqizItfDx7M0MHNOJEefEYfTRULqrmPKDpfhGGQgb6Id0eC/cOrRuSOcLHvry5ii+m9nNNDjOa+7UV0Lu8hKK33iOlNrUy5csns/m9at56b8vntDbKqI2AsS25XkREQ9xS4sLq9izq4jcnApVP0cU4du7hXDE7Lmv/jqZa3sEIXSQ2mMnAiCJ8a67/npuu2MGpXlGPn61FTpjwY0BZB0up6SomY0nqIKqDoeds87pwZhJ8Xz/7R6vywoJM/PcK2Nb1fUREdcXnlrFgX3FrbpI0HMLE4cDGqOWwN4RyEYt/pG+GDv7g6lxWq6gjtY0Q62e+fwG3E20e1odHHhzzqS6yKu4RyJl1Wz2TnHelj7b2ubii6fw72tu4rTBpx91iVYScEXBobScliyowGVFYd+eQt58ZT1Wa4MITCsTEcyat909iNj4QFxNajcaXtp0LiLaO6B/X66+2pOG25wJwpmlP6fRJTGQLjH+VORZKdxWRHCiH1qDBq1JQ1DMHhRnGtWuhz3fGWoUqapxFKlR5zUPtLdBFQVtthljL8/hUof98z3wWezRh2q1KXYtPCaNg5NNGrbl+isO3/jPd+4xrrADIB2j4zou+//pAUfeHUh+fXGyGbdyAIV8FMUKkgGZcGQpCS19RTgBNn6B9skF6kKU2CDcr36DbBhK5R+rkTv3YPfTC7BkFJFw/Rn4DkrFFPF/7F0HdFTV8/62J5u26b0XkhASeu9NehMUBRRFsFEEBWzYQOwgTRRBQUV6kd57DWAIhIT0hPReN9nNtv+Zu9lkk+wmQSl//GXO4bDZ996998297+18d2a+EYN+suNjCtAqxBam4n+eh/Q4w+yuX81EeZkc7751EmWU+F4dZvfKGx1QViLHT9/fgKWzGbq80haWzuZwbaetZUKycdxOlGYR61jtDzyF5plbCJEYXwQHRzPY2JqypHGiNKak83kfdscfv9xCWAdHdOzsjIBAW1ZQ09RMwGq+UEI6FY0kr5xao2hW+CHt1pcVybH+kxvoMsgd5FHq2NcZQiEXEd9cR8CkVrDyFoATEw7M1+ZVaUPsdAnkhsqL6q9p/ePGQ2K4zu8AtlORXaQ15siDMe/Nlxk71oMUCrGjsKmmPAL0g7h/TywO7InDvZQSKBRqRoVOdNG0eW3la42wWbXMZ+1sRBjoZt4kY5r+vdBYSIzRsTf3vn9YuxbZOfmY+9YC/PTtdcTcbIKsgexOLocRNpA3qb5UVEgZCciK38fg+OEko94mC0shPvuqX52QNENjpiKvpM8ZU/Yz3ZMe6X9au5R3Ul+IZISUbB3sAOdBvhBIDG9+lCSX4PwH5xmY6bOgM8SBNuDqFWCtiC1Ewb6k+wZJ87/sAZ8ALWMfeWKp4PKjAkizZ89Gm3adMXzU0w30IuJUsdA6QwQNhvQu5HEYc+Gu7TE4diSxDiNm/fPFYgGeGuaLcROCIFOoIVc0DqpoLCpow+tI3pv3Otat+6nJ0FV638x65iC+3jCYrYPsW8VIO58Nzx72cG5nAz7+BlQZkGnWQa1OBLgUqUBhv/fvDdTdIz/DHCZtIpv7OLWc94Rr4HeP9Y/lDqbce+Wx9PskdNoCkJ6EWWoZY7M1oMj5ABokgiP0AYfvDvBswYEQGk0VOJpCqBX3oKmKgboqGpxKLkQza3eZNYdLII9PQ1V2IfLvypG6OZzRYNv3DoDbSwMgdrIA1UEpLJHDxd2cUVz/G6EwOzIyyZB5lELenEP74uHiYoEli85CXqWGpaUQy9YOwfSJ+5jnQV9GfNUfPr21VeGvbohERkQ20m9kQwMN7OzFcHI2R3ZWOftMeUE5OVKUlsjYjj8Zga/M7IByqRyxMQUoLKhEXm4FQts5YGx1scxDf8UzsNlngCcGDfWFqZgLiaTxnW+5TAl5pQontiYi8nwW7lzJxXcHhsLZwxwV6WWI+SUKXb/sAc7tU8D8QWzsdXOQmvKaNC9PgOs4B7Cbhuxi7fnJCfHYvf03fPfdtw90Sol4gAxwY7WHKioUDKCu+PoKo26mAqP5eVKUFMshlSpAdMUkJhYivHbkuZqxVWaXY4S1AK2C7GBp1bz8pgflQbp27Rq++OJLvPjSK+jdqz8+m3sWhXlNhNpxAR6Hg/S0UuTn1j23vLwMC5b2hULJwcWzWgKW+uLfygZzFnYBFXDVCdFeU60lKsSqqFIzkH3hzD1kZREoBb789ELNuXweh20GWNuYQmJjwt4PZDAz3bpZwH1MEIRGgBFHqQbnXgn2fXgRCikVKgZahzrAyt8aji8E1xlq3vY4EFC6H5kwrTXznJE86nfL558vham5FWOxqy9EqS1Tmxgoy2z87kjPxBpnaSFCfFwhoiJzkJNTAblcARMTAcuXbBPmAC8fCaQVSloUrC5bY1I/vI68jUs/eRczpr+CDh06NHqtUqHGiX2JLHpg8muhkJUqUJxeicxr+Qgb4wAeNxsc+TZoxGaQqX/QtsWtXmOGQu2aMbEsB6l1Sw5SM1T1nzhlk+v62hA7XeyCRluisCY16SH8PTWzBSAZW0AtAOk/8Wi13IROA4rMb6AW3ABUOdCoSqqLguondnO1uUg8a4DvCOF7J8BJzWeXK15bg3KNExSSAMR+dwzK0kqWuiT2tkfrz5+FiscH35xovzUQUi7SfdIj15+lB5Hs/k9mngyJqc/sQY8+HnD3sMTq5dcQGGQLDy8JViy9zGqi6EvQcL86RA3y8ir8OOhPOLuYw8ZWzIrFEmkFeSxKimTsJU/giYQAkoeXFeZ+0A2//hSB6Nt5ddofOsofM2Z2wKafb+L8mXswNxdizDOt8OrMjqDCs8ZyvcjjRAQNGYkleLP3fmbYhnRzxOLN/UG1fQoicuDc1RbCtMvAgiFsLP+OpMGwpnmuH0FjPQHZRWoW3vXFpx/A19cL8995559MjdFrKKeEQJIhrw2Bo7MnU7Di66vsxzQ3R4qszHJm9NcX8ghO2jgKIr3wyahNkRgaZo/R4wObJNGg9h4UQKK2fvjhBySl3MP7iz6DolKJ5R9farwukq5klwaorFQgM60MdP9E1/36wo6wsZfg2KGGrHgEwMdOCMTAId6ssCsLOTTl4eaNHERcy2R1zcjgpo2D/XviWDjioKE+7Fxam4biWKhOkaurBaxtTSE0E8B/ZmcWWlfzLiqRoThSWzRUmlqCdt5WyEgoxdE9tSyQRItP4WFCJzM4T29Tc23RsVSUXr2/2k8DR/tgzOQgcDhaggaJRPJA12BjjW3cuBFx8UmYOe+9OqdR/SM+lJDXq3/U3IHReiZvEoXfKZUqRqtNc8ETcJgnj2ocGeFiaNBFfarxzZt+Rn5OJr766stmDScloRibVtzEsGcDENrBAeX5cgg4aohEGqjLSsHjfAieZDAU2AulppoOnkASq3ZMpA3N23TRDYafbg6T0BYPUrMm5z9w0q8uvxi4Cx00MnaD//74S5nT/gPaezi30AKQHo5eW1p9TBqQZ1wBV/wX1Ko0RshAniNQiB3lH1EeEod+sETgQACeyQDwNp0F9q5ho61sNwEVo5cgce0ZSJPzGDgiETnboM03E6HmCiCyFoEj4EAuV0IgMs6oRdcxdrjqpFzKB6CcIxJKJievER0nw1co1OaE6L6nz/rn67djSK1N9VO/bZlMjd/W30b4pXSEtnNC/0HekMlVWP11OP4Oz0KFtGG9med/GwWRhRAWTlpq4qtfXkJedD6o0ryVtSkS4wtRJVNpbYFqQ0B377S//tWaQThxJIklzlPokr60CrbFoiV9sHNLNM6fTmV6cXQyx7K1T8E3QMLou/V1QrWAFFUciM34OPJ7Ar545ay2OQ0w5rVgvLa4I1ClgrKsHJalN4CFQ7WH/zXNd0Pt87x/hVrcCYUlMuTl5iAvJwudOnU0uvrvd650a4LWA3mQdGtF145KycHlC5n4bukl1id5kSi00Zh0ndYWXV+mEFOtpEdk49jnF2DB42DBop4YOtoPPJ62kKixdchCyaiQJZ9vdI0bWu/G1vjJkyfRKqg1HB2dIBTw8ee62zh/vHH2OWqLPU8awNXTHMOe8UdGejljZ6yS0/gBe0cz+PnboHM3F7Tv7ILKyirmHaJx01o7uDeO1Srq0t0NQSH2WPVtOMuV08mgYb4Q8LnYs+MuRHohcPpzSJ/dQx3RdWYnmFY/Gyq5EkUR2cg5m8yYIHUmTO9+nkhPKMOxvbUAztffBhTyR7lKHnPas/91krrsOlRE/kE7yNVEKmwd671XaCOCU01IMGCUN0Y91woKJdVv0zDWQ30xtvbuZ66MrYnExEQUFhUjOKRukWkCSBoNB2o2Su1o2dxBw75jnzlEbqH9TOCOztd+1ivT1kTWoH7bxvrhc1SMvY7GIK+U4sb1cHTu3JmFrerezcbetXS8ME+OhOhiHN+bgKentkZoRweoq9SQJaVBlngXVh0SwVFFgysZhkrVYmg01UyqRNpAebD0O6Su++4z+qByheBnecMkSBsC3iL/fQ1scPr1sdzktOyXHku/T0KnLQDpSZilljE2WwP3Dt+B+2BPQF0EtfIuNIo4aFSFoK1HIm3g8F3BFXYEh+cEDf1M//Q+uHu+Z+2Xd3kV0antUZ5ENOG1XZr5u8B71hCYukhgYiNCSbEMYgs+uDwt+5u+0dIcA5gMTF3BT/IikdFLgEn/+/sBS8YMHP329D/TGLOzKvHBvJPMkLK1EzOAMnPqYZSVypkniMKyKDmZLFAuj8gk+BjwQQ9499PWC7m95Q7+/u028w7FxuRDLidwVFcXOr3Q/7Pe6YycvArs3XGXGT6ySq2RrZOAIFt8tWIgvvrsAuJiKLRIA4m1KQNJbcLswRfUAkjSlUKuYSE1O76PwsYlf9eG72iAlz/pgGdmhQAyFcQZp4CFw7Vz9KABEkcIftBZSKvMIZUpcPbUMQQFBsDf37/OmtC/z/udK9280XXkQaJisST0N62hjDQp3njpIDP0797Jb+D9q//g6AMkyiX7ZfzOmlMoVPL3XWNBYWgcrvYBMATUCdSTkAF+v+vd0Jq8fv06yqUVaNexGyM4UCs0qChT4uieeIRfyACFNxmS1u0cMHCEJ2wdubCzt2VhhCITAcu3otw2yr9Sq9QQijhsbRKuy8kqx4qvw1n4IeF4YpprHWqPxR+eR2kxbaTUSt+BXiyMbtPPkSz3SWwm0OYhAbBwMIOZgxjd53SBeXWNMN2VRZHZSNsbo/c8aI39Tt1cUVWuxq5fo2s68WtlAzMzAYqKZDALtUPgtNCaY9HrIlEakcvC+Xh8DssTY95ZPYBUE5MD4OmpRE7hxTx8dL/NBUj67xpj7wz97w2tiYsXL6KkrBw9evWvo0MBR8FqH1EOErHZ6Wi+m/OZYBW9o7XS+E65cYCk7ZP6owKxutyjxNgolJWVok+fPs3emOLz+Phk9hn0HeoNpULDAJIlXwV5bAJKTl+G05Su4PNXgit0BsxCIdMs0zKpklBxaspLovvRKGojG/QKdQM87XnEtKpRgZ8qgUlYExT4Bp+Mli+fRA2sd9xogOVbuwFiiP1bmyX7749Pz2kBSMbWSwtAehKfpJYxG9XAroFbMWh1H5hYaSCQWAAiHjga+qGlVwz92PKhqSyBPL0A0ouXYHrnEMyidrP27nEHI6GsdwOCM5veIbDpHwaHLi5QKjVslzkgzB4mJv8+d4iYt+jfv014v98lQexcW3+PwpkTKbCSmGDee90wut8Wlk9EBiYZlxTeRoaWioxzmQqew/wQND6wpqvcmzmIO5mCGzu1xiC9sMl7pP+ZTibjcvyk1jC3EuLnNTdYGBeBL+pDXwYP88VTI/yw9KNzNbWZbG1N8duusfDyrhsuJC2rgkqhwfJZF3HjdCaK84iIo9aWmji3DSYtbAsrQQEw3rWmG+W3WvDyIIRr0Qccj2XILRPg3JmTOHviCD799BPY2to+iObrtEFGMeWV6IdNEchc/OFZ3IrIQdStPFAR4KYkeJgfBn9QW9eKAJKWdEMrPXq7Y+P2scyrYUweZIgd9ZGfn49XX3sNcxcsgo+vlmVQSCCnSg0LcwHy8yqQmyVFRbkCfAEX9k5mcHG3QGZGLmxtTJCcnNxkDgmtt7i7BQyA68TZ1QLPTArGe3NPIjOjVge642HtndClmyu++fwi+4qWF9Fo87hcdJ/TuaZemL6eiiJzkHc+FYp6YIvOIQbHgABbfP/xFfaOoTeSj581sjLKQHlQJE/9/BTE1fWMiMzh1Fva4rQUeurqbsE2KghEGpK3l3aHX6ANC68jcgbdJkxTa+JBHN+6dSuycovw7KRaNjgWXsdRQq42vpaob0VVFaLv3EJWZgarY0Vocuz42jy5BzE+/UK1+3ZvR/jls1i1apXRnD5DfdL6277hDmPpNDcRICjUDhK+HLyMFOT/vhfOrwyFeeBdcFTnwRW6AxZdUaX+BSpNXG1zDADxtUCI/R7p11dTaVnv1LQWNBAVvwKBz8IHcfstbTwBGvjJwXAJjYc99FdzGzI4ymRVKCwpg5O9TU2Opf44qhRKFJWUwcFWYrBmYZm0km34WltZPOzhP9T2WwDSQ1VvS+OPWgOb2/8CT7cy2HX3hXV7D3BVcnBUFYBcCnVlJVTlFYCJGBwLO/AdnKA5vAH2179hw8xXBuGWrLZApG7sLi8MhsDBBq4D3CGTqhD5dw7a9XSGpaR5Se1N6eBRJ1TrxkNG94fvnGZhctPfbI+RfbawQ5QXER9bwLxINVxuGg1jtesyrTY8S9cO5SQdfPc00v/OZjExZEBQeKIuD8nMTIhe/T3hG2iNVd9eZQCMDD1qv74sXTYQN8IzcPp4MjhUYIQD9OnnieU/DakT5lRSKGc76nOfOsRybRJvFbJaP0yqbY7eY7zwu+iXsQAAIABJREFU3rreMHvJHpBqd3JV73tBY/PP2Qf1LB3wvH4GzNph254zOHnsAEv27tSpU1PT/Y+PFxUVwdpay1JGQsBowezjyM4sZyQZTYlvbw+M/KLuDv/OmUdYmJ2+/L5zLPo/5WOU2e5BAyTq++2330ZQm/YYNlJb1FcnrKYWl8N+pLUQnMKxwADpts2b8OOPa2Fj0zh1PLWVllqC9+edrNP26PGtcO5kKk4eTzGoOnsHMd5+rxtef+lg7XgA2DqbY+KWuuPMicrD9fV/w0Shgr2DmUHdmZkLMe319nhzgtbjR3lQbds7MlIN2lgQmAnQ6/NesPKuLe56dPpRVOiRUVDbBJQoJ6e+rN5BNN+PPv+IxvHZZ5/B3tkDo8c9WzMs8h7R/rbOa6M7QB7I3dv/QHFREZRKBUqKCiESCeDo6Mg8pLdu34bIxBTtO3bFkOFjmlrWTR6noDphde2jpIQ4fPflpxg9elSj1N6GGqUNiPTkUhzZmoDwY+mYtaQLnEyrICrJQc767TDxdIbrK6MhEP8MDlJZnitXMhxKzVUo1AegQeMEJLo++dzOEPCnQFMqBt+lT5P313LCf0MDa+036XlKjfuMtD9wD+7463l1AdKsD1bi1EVtDp2NtSXGDumJea8+w/4mm+HH3/Zh9a97ao6v/nwOwoK19QUrKmVYuGRdzfX0/cols2Fn82gKVj/oldACkB60Rlvae6wa2N5tI+w4GdoxcABzX0eYukogtBWDJ+IzZqSqUhlk2aUsz8hEmozOptocJKXGBOekH9YZv8DaHG7Th4EjEsCilR1MbUQ4vDsevYZ4wsHF7IHcK1HyUoy7MYayB9KJkUYoX2X18nCMHR+EkX02M88OJZ3bOYhx904BC7Eipi4SYwCJjsUcSsSxxVrqYt2LlP7X7Xj36u8BLz9JTcFNMhapLzIU9aVDFxdMfikUiz84o22LhQpxsWbDMHTv7cFClRQKFQNg0tIqvDX4EBRyFWPPy04trxmrbv7JsD7z5q/Aba0XQPW6Gwu1+7fCtRwIrusnKKmSYMXy72BvK8Hrrz/ciuS0TsiAJM8AeQB/XHkDxw8n4uaNugDH2L01FyD1GeCF1RuGMkPfkBAhAsmDWq8U4jV7zhx06toLg4eOanJqjh78CxfOncSI4cMwcODAZlCfa7Bg9glkZ5bVtO3tZ41OXVzw7ty6oKl+5wsW9WAkDeR90knvWZ0R+rTWkyrNq0DiyWQknEhin2mBhrVzNAouR4wOwKn9yTh7NBXWNiZMxznZ5cwrRM+KWGKCTou7Q2SrXaNpR1Nwa/2tOqGTEokJvH2t6/BGdOzpgonTQ8ATUGihokmdNKnk+zxh8pQpeOHlNxASWruBIuLIWe0jXVhdfl4u9uzYjKzMdEisrODh4Q5fX1+EhobC2dm5pkcC4Hfv3sXy5d/jjbfehbuHNqx33ZrlmPHm3PscGSDkKBhw/OPPbbh+5QLGj38ao0ePvq92KMwzJ0uK4rxKzB97FGE9nNCtnxsCPTiwlaiR8dXPrD3Ljq1hN7ItBOJfweWXAKpicMXtwDHvC5XqKlSaSKgQXx16pzN0eeByPcBDCPi8XoCGA46aB3l+CEz9fO5rnC0nP7kaWGO76QHCnubDqJkFL9ZRGoGfwX06wcPVAVf/jsYb732PrWs/QpsgH9yMSsCkmUvw+6r30SbQB6t+2Y0DJ67gxLbv2CbWhj8PYvuBM/h95QcwNRXh9YXL4OPpjM/mN2S3fBJmqgUgPQmz1DLGZmtgz1NbYVXWkMWqsQZ6my0Bn6PNPwiveBPl6tofa/sRXVFawEObWe2RFlWOVoMdsfLTq+jc1xXtuzpDXF25vtkDNHCiLnzK0tKyJln437R3v9fSj39BQSUGdNioTfDnAA5O5oxdKzGusMY4Iwa0qbvH1zRPniMdGxp9zosrRH58IeRlVUgjb5JChdJUbT7Tc1PbsFC9PzdpCx8KRXzmGdCFFukaJVD0y9bRWPH1ZdxLLa0BXAMGe+PLFQNBdU9ovMmxxez69Yuu48qRNHgFSlCSL0NBdmWtJ6m60b+e+xnW2eHsL/WzjlB3srxfFdU5nyPyBs/zR2gEdti1/wIO7duJ1157lSV8P0zRD52iHJvxw7YjNbkEmem1hn9j/ZP3iECSTva/dwqJ5xrSYdMPXWzWLAZMyWivLw/Dg0QAKSSsI0aMrl1f584ch4WlFfMclZeVshCsm39fg72dLcaMGc30TYWF6bkxJlRs9NihBGz/406ddTFkpB+uX84w6j3StTdwiA/Ik/Tjyuvw6emOnjM7scKvOsm5k4djH5yuJlHQejyp9peDo7hBaAp5OF3dLBHSxgFL3zmPgEAbFrJLnlAKO5Wp1PCeHAyHjrV1x8rTyhD7zTWWU0U1y4gxkoTyBt3cLWrC7T5e1RdOruaMzY8AtEj0YLzbTa1nAmNffPEFLCV2mDx1GrgayhVUo7y0hK2fvyNuwN3TB9k5Ofhr11a4u7li0KBBzXpWPlu8GGbm1ug/eBg2/fID4mKi8d5HS+Hr36qpYdUcp+wNE64cf2zZgRvhl/HWW3PQtm1DL3j9BonJk+aLUoQoN01N5QsyyvHr53+jvFCBsJ5OMBPwEdZahIC2EqR+uhpquZYcxapbGOyeCgPfbDd4nDiAowTUMnCEXuCY+oMj9AA4FHpEBY/p+RJAo84HFHmAPBkcCt016Ye8/eFwGK8tUdAi/30NrLL97YF6hpoLkWbVA0j1Nd1/wjxMHN0PMyaPxLKftiMmPhU/fzufnZabX4x+49/Czp8/RZC/JybM+BhP9e2MV57X5v0ePXMN8z5Zg6jTvxoMxfv/PqstAOn/+wy1jO++NHBx0SXIT57WXtNULdDqlkNNNsOOH8P+ui2bhDxVEPNgm3o7wnFsL8T+EYO+vw7Fjc33EDzOFas+vwp3Pwmmzm7Laqc8CCGyBgJKj6qwY/0xl5VW4aXxexFxPQsq8upwOMwwJEPsXmoJigvpxxyYfdl4xXljeqAcF4c8Kc5tiaqpT0PED2IxeUIahtlRPlRGWhmOH04Ap5r5z8pKhMNnJ8HK2oQl429dGwUXTwuk3ynBpi8iWNiem58lSgvlKMisqDFuaEyHes2BOV8b3qKZ/wxUjhH/eMo4Ajdw3b8CxKHILwU+/uAdeHm6Y8GCBf+4zeZeSAVayfCl5PuCvApMnbgXUTdzWW2upsQQvffZleGI2FZLGKDfxt7jE9GxiwvTa315GADp2+++Q2JiEqa99hb2bN+MouICFBcVIiAgAFJpBfg8HgQCPjOsR4wYwYbUGPU5HScPJT2f0577CxnpZYwYRMkKE3Px2df9MO+NozX1oSgs1JAQPfhHn/fGdQtTiO0a1ua6tDIciSdToNGoa9aqqSmfFUMm4KMvRCpy62YOXpvVEVnJZUiOKWaMe9lZUhTkVzBjvO1LIWg7NaTmspsbo3Dz1yiWE+boaAahCR9FBZWM2py8SORN6j/SGyOeCYDYXIDi4mIGGHWsbE2ti397PDw8HCkpWRgwqD9SEssRcSMd0VFJsLKUQKGogIlYidZt7ODta8tYBLt1M87wWH8s27Ztw4mTpyEWmyLtXio6du6OqdPfvK8hU5jfrci/sWnjr3h1xgz06NGj0eur5GooFSpWq42KXaenliI7oxx9Bnni5J4krF54FeT9fuHtMCSE56P3EEcEBpuiaO9RSCNra+qZh/jBfkR38C2iwOWfA49XSnR94FCpcZUcGq4AHMaoygM02nc/16wTOBYTUJWjxr3vtsE8LBgu08fe1/22nPzkauB7awJIj17eKnrBaKep6TkYNnkhfvhyLvp0DcP8z9ZCYmWBD+ZMrrmmdd+pNcc7D3sNSxZOYx4okui4VAaaLu9fA0uLBxNx8yg11AKQHqW2W/p66BpIOZqKknO3UHD6lrYv/RxYI717C0/BXXCJAaO0qu7Mg8QzM4H7jGFI2JXEWPHsursh604ZrNqY488fb4Mv4mHslCD4BTed/9Ccm6ZQNjKAH3VytW5slA+x8acIrF1+nYWpKZRqBpSoGK6Doxn7nJdXgZ7vdod3T/fm3FKdc4QqNS5vikSSXjhYaVIxY82rL1SPx8fXGpvWR9SE2ZG3aPPecWgT5ojy0ip8+dZ5ZgC/MCsMHzx9HIW5lRCZ8OHkac6uyc+UQlahQpjlXXwfps0xg9gS+OUc1JUHoS6434RYDjji9uC6vAuYtsa27btw/Nhx+Pn54YUXpsDVtZYI4r6V08wLaH2Q4UtrJDGhCG/NOIzrV7OYcWVMxq8eAnt/mzp1j+hc8vglnr+HY0tqSQv021j2w1MYNzGQFeWsLw86xE7X/s6dO3H+wkXYWEuYIUvhc40JeY/oualPcEJhm5SXdu1KBgP3Sz48V9sMhwNPbytMmtoGC+ecYN8TlbfIlM/yeuoDJWKoe2phd4h9a3O/6Jq7RxKRev4eilOKUVVeVUMqouuobXsnVGN79hV5ijIzyhjhBJE1/LZjLD596wwO7Y5vcIv9P+8Fj57a9VSeLcXOZ/fXnGNtbcKYI4n1jujyxz4XiLc+JfY/Kj0gZ/8a86g1c6k16zQCaQQ6v1q8Dwf334FAIGSJ2U5OjixXTlRdvoAaI6A5aIgPxjxDdZqIIt4w0YR+x+fPn8e6desYKx+tfWsbW3y7UhvK1hwh5jp5eQHee+9dzJo1C926dWv0stJiOcvnO7AtlnmoiUGxuEiGngM98Oq8jvh16d+IOJcFHp+L1z7qhLgLeRjyoi88rOUQyUqQtW5rnfb5FmaQ9AqBVed24PDiwBPFgivIBTQF4HAUAM8coA0Xng80vI6oylch589TKL8dz4C9/YQhcJjQ4kFqzlz/F85ZLnk8AGlusWGAVC6txJTZS2FlYYYNyxawjaUZ879DoJ97TU4S6Z1A0SdvT8XQ/l0Q0u+lGrBExxJTMjFq6vssBM/Z8cGTFz3seW8BSA9bwy3tP1INSPNkyDmbitLrMSg8d6du30acPXzIWP6RTvhWYjg/NwAZl3IhvVeKHj8Mws29mWg/2QtnDqdAKq3C1XMZrPbK4DHa5MQHIY/bi5SWUoqnB2+DTFbt1dFwWHgdGeDEdEe72BJXC8ayxXO3QuDIWka4e5fTcWdPLBxDHFixTDt/a5DXQlc3qTH91A/16tXPA30HeNXkK+mSLb5bMxhDRvihtEiOhVOOIyW2CGsPjMD3sy4h6nIu5DJt/R4bR1PYOorZ315VkVji9TnrPlHqDpcj0TA1kUFTeRua/N+gLtfmJhkXDjgCF3CshoErGQKNyBeHj57BsGHDkJqaCk9PbX7EoxAyFGkuKA8pPrYQb758kHkkajnOG46CAJJbu9qQLd0Z0YcTjIIjOoc8LC9MC2MAub48DA/SP9EfPS803yYm2meXDPaK8iqmm6+XXERYOydkZ5fj0N54Fu5Ghi15BTp2dkH7Ts5Y9uXlOt1SrSMGCKvfEwSOxq7ThoroJD+xCOG/3kTShTSYmgogpPpIdaiatWe2bmNfh1SEwrVu/p0DkZCH5T8OYUVuCZCt+TwcsVG1+U1CcyHGbx/JCs+SZN/MxZE5WiY7ndA4CWQ5uZvjkxV9Wb0nkkdZeJpCF4/sj8eurVoPZLlUigqplIEzLb040ZI3BEEmpgK8OrsDglvbQWzWOLud7n7JO5uVlQWxuSUWffZ1s71jJfkZiLlzG3l5uXj11VcNLjGaF9r8obVx/VIGLp9MR1JcMWJu5SHjXinLkXxxZluMmRiIGX3/QlWlij1u42cEozKnCn6Blgh0V8GnowMKdh1GRXQCyszksJDWhjjyzE0h9veE2N8BIic78C0l4PD5UFfJoCwqQmVSDioSsiBLTq8ZI0/AhddnsyEOqA2J/SfPSMs1T44GvpP8XqeWsH4dMLqLh/X3OyVTGiiJWOxmL1qF7LwC/LbyfUgstWHF5EGylljg/dnGPUifv/sKBvXWeop1HqQrB36AhXlDD/z/99lpAUj/32eoZXz3pQFVlQpJO+KgUSihyCtA7sGr0FQ1HYKk68S8tQccRnRF8oEUlCYWw39SMExb2SM/QQrTVqY4uCsBnoES7P8zFiOfa4XxLwaDL2x6N7Q5N6HLRaLChVTr51ELhbt99fEF/LXjbg1dN+Uk1bDDsdo3XFBxy7R7JRizYQQsqo2zzJs52P3mUWZcUg6CTrrPaI9OL9XWdmnOPd1ZFY5uofZYsyy8zs780u/6g7xLGcml+GLOeURdz8GQCX4Iam2P7d/fRmZKOQuPoV8SsnGt7EzQ1zESb9t/y7qNVbbGN+WL8fHm/nD3FUIjSwJUBdCUnIFGHgcocgA10QzzAZ4NOCIvgBKsTduw3AG1Ro0L1+Kx4tsv8cor0zB0qLYA7aMS8g4QoQF5kDLSSjH12b2Iisxr1IPUZ05ntHsmuGaI5DXKiy9kuUf0vzH5etVgPDspmHnl6sv/F4BEHiTKt1EqwMLUYqLzWT7W919dYUN+dWYHHDuUiJuUD6cnRELRKtAG61b/Xethrj5O3iSJoxmsvSQIGhUA9y61nkGOTAn5uRSsqy7KKxTyQOF0hI8YN4kes1xgsB0LIdUJeXzuJZewul7klfj43TNo39EZk6eF4q8/7uLUgWR2qlNbB/T/vCcIKOmEPEjkSdKXp8b64oOveyMyIgfde7qxsK/KSrmW+ZGS/In5jwMWUigQ8JrlsWnuOqZQwbUrruHqxVqDXnctgQelQlvnzQDRXk0XYyYEYegoP5ZT2BwhBsf33nsfU2fMhIdn08QF+TlZsLc2xZ07d+p4IundRJ43PpfLShfQvRRlV6K0UMY2GsxtRHBwN0NuphS3buTg0I54DB7rC1d3S7w96nCNAdtjqAd8fCS4cyYHk94Jhqd9FSxthDi560usGXsOCzb0gUtubW5c/b25+j5fVhpB7ySrTq3h/s5UcPiP/negOfPRcs6D18A3VlqApANCj+r/BaV1AVJpmRQzP1gBeZUC675+B1aWtaFxlIN0NyEN6755mynAUA7SkL6dMa0lB+nBL5CWFls08CA0oKhUIWLpZVYzxa6jEwov3EHJjXioyrR5NIZE7O8Cq85B4IjFSNqTBJVMCYfOzmj1aluEb0xBl9d9cSciV/svMg/SMgX6DfPG+JeDQYbSgxIyPskIflAMYfc7rtxsKcY/tR3FRRQXr92VJ4Y4faEQpdwcKbyf8kXvOdpYYwrZ+vmprXUAEv3ej5sYDL/+HjgTng2RhZCFe5Gwz36GwxNLo3JhnSfFxhXXqpPftWx2y9c+BaqVFBORh9+W38SVk+kQmfCweMMAnPg9AZHns5GTLtWCJBIOBy977cNLXtoQpd1ZA7E6+TmoFGr4hdniy939YOvE04bxye+Bw3IBtOCOw+FDw7cDR+AIjaoCCpghv1QLtL9esghurk5455137le9/+p8/ZwbIrcYO3gbY7BrLMROvzAsdb556r5GgZFugFv+Go/O3V1ZEdP68v8JIHE4AuzbGYucbCkcnMywWC+cbu7Crvh9wy0kJtQFgt17uSMkzAE/rrheJ4cwbHwQI2JwbdvQ41aUUoy0KxloY8plBCZ/bIhESnIxM/BZ4Vb9eDqAeUh03jcywu3sTTF1elsUFMrw1qtHalTq5mGJ0eNaMaB14q9keM/uAHOnWoMkemccwldpKXdJ2ndzxsDRPpBXKVk9tudfbANvfxv2nFw+n4Y7Ufksn4m2CEgfwSH2aB1iD6EJj5GuUKjbvxHyHG1YewNXLjQER9QuARCi96ecsaZk/HPBGDTUp9mepJEjR2LJVyth79hwfnR9aQva8pBw5wbUahX69u3LDlEoIIVjUhFiesIP/xKH83tTkRZfgkqpoqYYMYVamlsK0b6vM3qM9kCrzvbIz61E0p1CLJ52pgYguXhZYPr7HbBy+iVMnBeEAGclfnhxFYIyHOG6LQtrJ17Bhg9rCUdoDMYDYbVGsY4B1MTDGV4fzgDf2qLBumpKpy3Hn1wNfGnxx2MZ/Ltltd4goumeMOMTNo5ln7wJsanWE0obti6OtjUsduRVIla773/eiSOnw2tY7Nb/eRA7DpxhXiexiQivv7u8hcXuscxqS6ctGjCiAaVMDXmpHNGrI1AcXwSbYGvYhjmgqqgc8sxCqMqk0FCytqkQfFsJxJ52qMgsR9alHBTczoOFpyUsA2wQ8lZHXNmQhLBn3RF1Ow/xMYUwkwixceVN+AVZY9gzARj9XKsGeQv/dmKIrYzCqLShKo9WaFf15rUszHrlMCs8KperWK6Pvji5mLPvqPbO7Eu1FKG7Zx5BVmRuDXU3hTHNfb8b3p93AqkpJXXaoByE8auHMoOKQvH0mcF0J0ZuvYPyXCmSTiYzC2LvsYnwb2WDyCvZOLM/BXs3xjDDhxgFh4z3w7FNCchNK0dOmpSF15G0k8RiZbvv2Of4cne8fG1RnXGYiPmYMDMEfSf4wMlNAIGQAw6fC3mlBtfP5yE2Mg9T5rZFFYEktZCxcS1aOBsbNmyAg4PDI50cAkgURkVhTLQL/t7cE9ixJZrl2xgT0u3LO+saak2BJBtbU2ze/TR8/K1hZaDW16MM5WpMwVKpDJt+voWE2EJMeimUkS7k59VugsxZ0AVbNt5GfFxdgNQ61AEjxwRgyaJzcAiwhV8fD7i2dTQIjKh/RYWCMdUVJhez4XTv7c5CPdNSSnDlYjpuRWQ3MGRD2zqCz+egY1dXDB7mg/IyBdPlixP2oLRUy3amL/SsdHw6EJWB9jVfa6pUqNoRw5gELW1E8PK3RkpiMS5fTGc076PGBTCwFn4pg4W6kbdIZ2Trt03X9xvsjUkvtoGzmzksLYTNBiX67dBmyamjydj2R5TRaVEolSxXobkkEYuW9EZAkF2znqPJkyejR5+B6NtvMKysrbFjy2+IuXMLHy35FuFXLiA2OgpZWelwc3XBhPHj4e7uzsahVGgglyugqtLgyO9x+PWTCBY6rPPYUPilLidKUaWuCSumOndh3Z0w5cN24Ik4eHPoARRRQepqmf1FV1zekYq8VCnKLuzEUd/dsFJZolteGI44ncf6RePRMcqtWffGABI4EAd6w23OZAhsLMEVNA0ym9V4y0lPhAa+sNj8WDxI75fX1n7MyS9C//ENqfSpHtL5PSvZZtCajXuxdtNfTKdmYhPmZWob4sf+JoA1f/GPOHPpJvs7JNAbVCeJymA8idISYvckzlrLmJvUAIGkqgol4n6LQs6FdMjyZDCxN4WJjQkEFL7CA1SVKlTmV0KaXgqNSgORjQm4Qj4ce7rBfaQ/InakIXikCyJv5aK0VA4nLwus/PQKzCyELB9n+vwObEf3QUtVVRVLtqZQu8chZAhdOZeOD+adZLTC9ZnmyNCTWJuwXI/nN42EXbVXiMa6fdpBZEXnoV1HZ8z7sBtWfnMVVy813G2mXA/aadYHX8byZXa/sh8U3nT2+ktsV/7auQzkpkvx3YKLLPyPkqsnvBICNy9LXN6bygyi7NQyRuYQIo7ByrbfQqo0RZbMFi9d+6hGpWRM0s66jYMp7F3NUFIoQ/vBrhCYcnH1dAbbVR7+fADa9BGgSlmJ6Dt3sH37VhayM2/evEc+NboQTIlEwoy4/btjMX/mcebla0xe3jW+DgCN2B6Nsyu0tOeGZPTTgXj5tXbMg2QoTOr/gweJAOL2zVE4figJg4b5Ii6mAH/tjq1zO9Nea4cLZ+4h/Ep1XbTqo9Y2plj63QBMn7wPkzaOqvFq6l9MuUYlqSVIu5rB/tUXCjUlkNS5mwvIC3QvpZQRMNB6pnC3oSP94OJmwYAMebL3bL/LitVu/DnSqN6HfdIbtnreKzOlGsH5UvD4HPbOoRA9Chek9jp3c8XPa26wotVUd4m8ZLReqYaZp7cEdvZi5t2iArREhELkA8mJxQxIDh3hC79WNhCJGoZPNraOSkpkmPnyIaOn0LNIXhry4DRXnF0ssHT5gGaFAF66dAlHjhyFtKICuXl5sJFIkJaWhrbtOyElKR6+vj4gEEUEEbTBpNFw2QaKtKwKlPv01bRzuHwoTevxq1evjcZLOVMCIbElUvidsqa8gX9rW4x9IxgagQZrPgpHQY4WhHfq54qwoVaY328yysIa0uW7Ftti68xn6uQjGdILi6zjALaj+sN2RB+IbMhz9GDYUZs7Dy3nPX4NLDGrBUi60dSE71Z/8TD+XlRRC5CaqwWZvAqFxWVwdrAxuClDYXpVCuUTWyBWp4cWgNTcFdFy3hOnAblUifLsSpSllCL3/D0URedDo9RAKVMxDxIF6XP5XPBEPPadTZgDPEb4oiRPgdy4crQa7YKrZ9MhMhdAZMbDnz/dRuLdIvgH27Af9K9+GQTaZXwYQqxN5EF6VPVM6t8DeY9Sk4uxaO5p3LiWVScPiRiWgoLtEBWZi77vdkfQsFqiiktrrsNNocLTk4Kx4usrBvMUqC8LSxEz7PW9H8HD/DD4g54N1Bm5JQruMgUWLenDgGn033koLZJhyZtnUVIoZ1TN5PkaP701PH2scPVQGngcLirLFRCWpGGV6yzWZrlSjLE3VrOEfQqlsbIVwcLahBl1hXmV6DfRh7H3/bEqEv4hWsadV97rAJinMW+Am5sb7O3tG7CmPYz5N9Ym0ThbWVmxHyWiZh/QdRPSUkvvKw+JwiF/eXonC4s0JOt+HwnK0zHkPaLzHxdA0tamoXApBSJuZOOTd0/D0tIECz/qgVcm7WNgjuaWCYeD4aP9Wbjl9j8bUpl/9HkfXC2QwX9U3Zo6yRfTcOKLi0w3BCBMTHh1cov09eXtI4GllRBm5gLYO5izWkb0XmgVbIfBQ31qwtlond+4monvll5u4M2i9ojQoe/kNij3s4Faj9jg4pdXkXhYm5tE4upliYEjfDBmUiCOHEjA5k23cS+lhHm07B3FaNvOGT7+EsTGFCA9rZRtEJA+yCPo4W1Q8n7ZAAAgAElEQVQFdw8r/H0ti+lp+Bh/RkXeXJBUIa1iejx5JMnocqfwNi6Xip7en3H/xlud0K1X85kxCwoKcO3aNQwZMgSXL1/G6dOnGfU7FZxlXtYKJStSWVFRhbysCji6mGHpi2dx63xOTX4Hea6JgIE8RvVDVFnRXlM+y0+itUafg9vaw7ONNZwDLLBs/iUWLlfWJw4FO7ci3yrToE66l3fBbze/BedsHCrjU6AsaVivTOhoB4vOIZD074aqsiqIXG0htjZtNH/rUb5vWvp6dBr4TPzno+tMr6ePKp5/LP0+CZ22AKQnYZZaxviPNFBRrmA1LFw9LFAQWwqlXA1pSjHkeVKoZVRdnQs+gR8nc5i6WqI4TYqie5VwCJFAJlAjJbEEZlYCcAUcbFx1E1HXc9GhhzMoD9rD1xKzFnUGOAoWxkFGtr7of0fxu5RXRKL/mYxc3W6m7kda/7ix9nTfN6cP3bm6vuqPQb+/+vdB4IzLFWDn5misX/030u+V1tSNcXazYOxPchMBBn3Yo8aLZFIig11iAVYvC0dykjYkqb5QkVg+j2Owfs/b73eDPNQJWZnlNQnyVdIqtLHgw8PBBOY8LspLlbh2PA05ORWIS5cinQg1ionhDegzwgujXwzCxX2piLmcC7GZAKskU2AKbZL7KvVSJHBC2W47eYyIHrxNTycMmOiDMwdScGhLHKxsTeDlT3Vc1Hjnm+4IbGcDhUJex5DS16fu/ozNs6H10Zz5MLQ+9HXJ44pw6K9EFlpGxpwxMQQ81z71p0GANGZCICPC6NLdBVxeVZ31+rDWeWNrkO5JKBSynLBTx5Jx9GACxj0TjKUfn2frsWcfD3j7WWPNsmvs9unZFAn5LDctsLUdho8OwEcLquuiARi7YjBjViTvCt+ydnMjL6EQF1ZfR0ZELaEDtUVAvg61lJ6S27R1BIcqo1arXpdU/fEXveHhZcGMda0IkJtTiTED69JA05Ex4wPRtpcHkrwb5uNF74jFNSKSqBb3tg7oOr8zsqLyIbibj9HPBODk0SSEtXdiBZcP7InFtcuGjXVqgp4FAr7DRvuxvEK/VtZsnFyuss48139HsWvFYkYKwvIR9erL1WfWMroI67Fw6V/XKtgWFA7J42kZM0mMvdsMrUFaH1VVGlbkOim+BM7OFiwscfdvdzHsaT9s+eYWTvxZWzycnisCsuSJI28RAW/aYKkPlHT5WrRZ1LqdAzKTy/DMOyGIyUrHT+0/R/4LdVkQ9e89NKMDVq5fAtdQR9gE2INH60SthrK4jJgzwBGbQGBvC2jUKM8qQ7GMD1OJGM6B1hDpkXs0ps+WY/8tDXxi+mct4Uv1rT0Mj5F+VAC1/6msBSAZW0ktAOm/9Yy13E09DeRklWPHhmgMHesHRxdzlOfJUJErZ7t1Cpm2Xgp5kvhmfIidRCgsqATRXQe0tUN5mRwXT6bh4PZ45GSWo20XJxbqQvLK2+3Robs2vE4/ZEPXff0wDv2QjvqfjZ2rT/v9sPow1rfuPsjIk8nUKC9VME/F7YgcpCYVM6pzohfOy5HCpZUtlP28azR/YvZRpCcWoaioISkGGTi000470vWN+tD2jnhrQVd8tPAMy38at24EzByapgZVlCtwa80tJOxNZD8w9i5m6DfSG90HeeDOlRwMuTEdvurbbHyrc1/FZc0A2DiJ4RtqjdbdHBF1NRenDyQjLVEL6HyDbGBixken/q5Qc+Ro08UCA4a2B+WGUc0dugd9YNvY3NZfH//kOv05ohpEZBCSd5G+r6hQYc6Mwzi8L76Ol0//MSBiDAol0wmBgc0v7mvwriDq6G/XDIanlxUoz8zY2PU9SA9inTe2BikHjggYiNGQ6ggR6YCLmyW+WXyBzfWUaWG4czsXZ06k1LkfotAmELTk2/5Y9tUV3EspZgQMw5b0M/iOJKr5lItpDUKbLC1Ftd+R7V4NDshz5OUjYaQefEF1qJoGjPxh9jtdYGKqJf/Q3VvUrTxMHLmzTl22F14Jg6mQjw3f/o22r4YhaHxAg7GRB4k8Se693NDr/a7gVxvPBfFFqIwrxLiRPog9m4pvFl+sCQlrzo/AlJfD8Ozk1iw80NaOwtHqhp3VX9OJ8UX45L0z2qZ1etD7rGLeI25DUgED5xpq49eto1koYXOepQsXLmDP3r/QqWMHeHn64W50AVISTODlZYX2HV1w7nAKtq2/g7mfdoOFqRCfT6ked7Vi9OuHU38EpgkoySpVUOgIXqrPJVBJvxGOrma4/ewBZA29DtdWlrhbkYBK13yDqnb9owcm/f4hegx3gbmlAOqMHAjUVRBbCiE0F4Ej4EKl5kKu5EBhZoHyYiVsPK3Qurs9zB9SREJz1kTLOY9XAx+ZbDEwAP0HyND4/v3xz1oAktGJbwFIj/eZaOn9IWuAvEi7Nkbj9JEUOLuYY+h4f/i1tkFVuQoKmQrySgIAKpaTZC4RsnCKvJxKXD6dhuN745Bwt5jVOwlu5wBTMZ+Fj3i3ssZbH3dl+SsPW8gopzovZBQ/LiE6ZS5HgPU/RLB6SDa2Joz+WWItYjvPZLx6vtkJgmqGrGvrI1AakY2YO3k1Hift2DkwNxcwzwzt2uoLGSLf/zgE+3bH4nI1Q5Zvfy90n9252bd95cPLSD2Zpt3QJ8peKxGC29vjBdu96Jn3K2snsu1CRDpPZDS+ybFFiInIR2FuRU1IC91X2+7OLD9q4httsGH5eYyd3AGjJgWhSlHJ6IsfV9gjjZ/NBZdbU/uHviMQMWbwVi2jndqwJ+mti1Nr9GioBhI9G18sHwhTMwE6dXFuNIn/UYXY0XMZHZWL5V/U7tQ/NcIPF87ew/lTqex+5r3XHb+tj2zAVKe72bETguDiao716yMx4N0eDCTpCzejFL9/cIYx+5GxTAVXa4pLUxKymZB5GupLqyBbxjxH1O/6jG3L1g6BvQFQHxuTj3FDttc0M3FyCMQiLTjSSb/Pe8G9ukCsfn9UC4nov42JZVIhIv+KxcG/GhadbezheWq4L774fiAIBJLHpTE5tC8eWzZpNxnqizb3SMWejaaEQK1+2QDd+bT2iB2zOTLj1Vfx0sszIBKaYt2qG4i+nY0584ZDowAObYtnNYwcnc3w1c+D8PX084iPqK0zRe3rAyRdf+RRIo+RXK6skxdJ5xbPCEfqG8dQ0lq75hqT/nunQvRcH1YYmMQtwAreIdZw9zWDlZ2I5ThRSHBxnhxpieWQlSnRd7IPOgx0YbXbWuR/VwMfigwBpIevjyXy5x5+J09oDy0A6QmduJZhN18D5Kn4ZOZpZKaVsVyTykolo8B19jBnO+VCEz5kFQp2POpGLjLvaWPFydh0cDGFX5AduDxujd20eG1/2D2iHzPy4JBRTIQNzWWGar5mmncmjYGFC2kE+OqzC4xeWCf9B3mzRPBbYhM4h2qNuPyEQpx87xQsJUTkUMBC8cj4JBBEc6FjmNO1QcbZ4m/6IyG+ADu3xNS0bWklwmc7xsHUUoRCmQLRxY2TEdCFqYdTcfnTq9U70RrmZRjldAWftfqdtXs6PxRz71QXjaxrC4NC/9x9LBlQnvhmG1w7fw8nDl3DhCn98fLb7cAXaEAEGuRFelxC5B2U61GfBp5IC6Y9/xfOnkw1aIDqEzXUz0EKbeeABYt6spyMvgO9mjSWHwWLHc0b5cAd2BsHB6pLZGPCirhSjhnRWSclFiMpvhBDRvpjyYfnkJdbt04QzY/IXMhqQA0Y7I3k/ErYhNSCjJNfXkReQhEmjfVn5AnbN2vzlOqDIfJCkVGrL+RxcXWjGjdq9kzqcm7enNcZ7To4M49EfSGmvRcm7EFJiRw9+nigRw83fDX/Qp3TiN477KUQ+A6p9cbWb6eK8urMG7JbuhZXYOs3VxBpoDZRY2v1pVfbYe7CLrCxNW6c04bGnxtv48SR2jA1/Ta1zHWN5x7Rc0/emaJCGSN9YQWo1RrmNaLn/4PFvdFvkBcLfSWSC2NCOXg7d+1Grx7D8cXHl1AhleO5F8JQnC3Doe3xKMirRG6WFK/O74CO3VywcOjRBk0ZAkh0EvM6mgvY2EqdcpH7wiXkvHARMq+6AMvQ2MS33BD82RRM8h6JwLZ2uPLXPdw6m4PyQrnBW3H2tUD30R7oMsIddh5iWNmYwMLi4eSzPq53VUu/96eB94UNQ3Dvr4V/dvbSqon/7ML/gataANL/wCS33CIYMPr87XMsTp2YpkqK5CjIqWAMR7QDrxMiICBD3sbOFI6u5lCplcjNyWIJ+rRDOufjriwES/CAisM2Z24IIFEIzOOqjURjJNII8pzweHxs/T2KhXTppP9gH8h8bVCiZ2RtfeUAuGVyxnaXkVbG6LzJ8KhPGd4qyI7lH9y+mVMnmb5NmANWrR/G6sfowm5SU4qQlivDuy8eRb8BHnBu54jMIjks+7lDrZcYHvXDbcT8GVsNzIDW9tn4I2gxG26Z0hS9L2kLx9bMOZfLvIGUbB8QaocBT/sgI7UUpw5FMjbBnv3aYt7SbowCnPRALHKPS/RrIdUfAxUg/eOXW/hp9Q0W+qgv9eshUUhZ1vUsPPdiCAYM8WGGae/+BI6a9oo+Cg9SaYkMEddzcPHsPURH5bF8I6lUAb8Aa6Qml8DbV8Jyb557IQSbfo7Eji13UJBfG9JJ4MiQx4itgRwpNj27i6mHQPic+V1x+2Y2A+eM7lmPY6A+QKK6UOQ9IlEolODxecywnjGrAzp2dmVeZkNSVFiJGVP2IyW5BB8t6YM1S67iXkJd6nvddeRJIq+RjZ+kDlgqjC/CgTdOoO+s9vAY5Yv6YImjVGPLa4fYBkVzhYzyb1YNQv+nvI0WbaVn9rcNkTh7sm4YI/XBagupNUaZ68iTQkQHGellbP6MCRX1pTwqa2sTTHyxDUQinsH6cunp6aiSiTB/5kncSy3BmPHB8PaQYP2yvxmIjr2VD76Ah5VbhiDyZDZ2LG9ISW4MINHY8l68jOJxkcgedqNRFTpIXcEPdwbvoDcszgZAHFnrmWzd0QEhnR0Q3Mke8goVCtIrUFmmYPlxFjYiOHqZQ63UIC2hBK4Blhg4zhdUbqBF/rc1sJD/eADSV8oWgGRs5bUApP/tZ/J/6u6LCmTMMMlILYNKrWE7mLqkY/rMqs9ztRXN6R+xGZGkpqZCranCmj+nMippQzvED1uRZWVlLMzucYV3kdeCwAExqBFLFIGdQ3/FMwpvyttqOyYQiuod+qLkYhxadAY8mZJRHVPYYmZ6GWPWIkOcxNZOjKcnBjKPBRmmZ6tDpqiYJRmbk6eGQiiqa6yHX05HQW4lPpmlzSmY+V5nQAmcjy2Gz7TWNVNAOUlJuxMgdjSDUw9tntiixS41x3td/BZStRi86kRtmnPycvUb5Y1RLwTi7NFUxN3ORUpKIoKCguHkZob5X/VkRgyFPFLCenPCiR7GmiCyD908GGqfwneyMsqxf28cLpxNZUWNqahv/Twk7rkU9O/qjKSEYrQJc4Snt2Wza+M0ByCR0azNMSPjmWuQCtbQ+ClZvrxczhjf/tpVl7abiD3cPKwQSUQK1aH3IaGOLCSQ6g2dSSuDUmLCmjVU7FXX3/nV1xC5s9ZTKZGYYNrr7VFZUYXNG6NAdNY6MTcXsnVCQuDIP8CGFZclrynNhYeXDV6f0xFOzuYs5M6YkD6mPL0HQa3twFEBm9fcanJ5CM2FeGpFf1j7SZC4Kw6nv73G2OpoTKVcDsqzpRi+ZiBs/K3rtHXow9NIupDWZPu6E3r09sBvO8awsFlDQs/Gtj/u4PD+uiF8NAVKPZBY/1ryAqbd09KfNyWUe5ibXY670dq8npnzOqNNW4c6a5I8/zRHzwzfjpg7BejSww1zF3TDx2+cYlEBBGbJ+29jb4oNe0fjh4XhuHmqIWlFfYCklFQgZ8plZM4+btBbxC8xhfX5QFhGecIxyRehEb3R82lP3IrIxak9DVn9iGmTNuLo/l29LWHrZMpCV2kNyKRKLUFNuRL9xnlh3KutIbHVrtkW+d/WwAL+Nr0EP72Ex5qgUN3KfbD/f90CkIwuvBaA9L/9TP7P3T15Yvb8fhfH9xoOFzGkkC59XBHWk4/M7DQMHz7sseiMAAqBJArvehwFZOmmyZNF3hyqMUJCNUbob6VShYTcChwu0RZnFfE46KdU4MqFdCTEFyInU8pAJYUz2tmbwdffGi6uFrh4NpWFhBFACQqxR//B3ujZ14O1S0QO9YUYu/KypVi+6Ao7RF6+tdtHYPXHV5FaWoWOi7pAYyBfhM598evecC7QGsVL772Eg/ndGDimsDIygF/7sBM69HHGnk0xyEwtQ3FJMbKzshASEgLfYBu8/n5HZuQ0Fl5GbdFuuw5oUyghl8NlYUQklNdE+WyGagvdz6IqKipitV6MSWWlguXFUA6YTK6EkM+DTK7CVbEQldXuEaFSjcFmPAT4ShoA0abGYgggkaeAiDcEAh6SEouQnUleQw3LWXP3sGTGobOrBfMmGAuhIjrsiOvZ+GF5OG7+ndNgGDwuBx5eVqwWkA4gubpZsKK53l1c0f3dHk0NHa4llTi0+gbOH29o2BKD37hnghjwP3ksmYXt6Uga7O3FcPO0rHEuUV7ToOE+6DfQV5u31ISQwbz+hxsIbuOAlZ9cQdLd2jDVxi6lsDvPNvbIuJ7NgC4x81GBWtIVGeAEokKfD0LwhFZ1Qu/qg8DG+qDCua/P6ohhY/wNem3o2nOnUlndJX0hrzBNBOUh1hcy7xLjilj9uObIF8sGMG8hEXHo5LkXQ9F3oCcDPrQhExWZh5ioPOTnSWFhZYKu3V1xcEscDu6KZ57AnPRyVhONPPxfrB2Ab1+7gOTbDfWsD5AKRkcg6dttBoGR9flWsN/YHY6/dWfvOXonUU0p30AbjJ/dGplZ5Ti8OY693/Q94xZWQpSV1KXQp2fezknMiILo/TZyaiuMfjkQZpaPL7e0OfPScs6j08DbXAJIj16+Uz/76Dt9QnpsAUhPyES1DPPBaYAMKpKzh1MQcSUbaUkNQ13snc0Q2skR/YZ5seRdik2fO3cugoODMX369Ac3mPtoiRjMKKTlYReQpeKW2oKJPNYfARjaodUyXSmrQ+0aGkVr7xSipErrIepob4qedtoaQzrzUUujS146YnFSV9Mnc6pzZjRaSmUjQpeeOpaEvCwpli26UgMy3v+yN1QKFeJvF+B0eC76ruhjsIWB+z9Axwvr2LH9OV2x6O4U+ARZo9dQT4yfHsLqXW1Ze5vtPsvklYiLuwtnZ2e4urii52APjHspmIE8Crmjf5aWlIMCxnBFwIhoyRPjC8GnGiomfERczULS3WKUFskhFHJh52AGGzsTBLS2RceerhCZ8lgo5z+RiopK5k1sqiAngRJiAyTPAOnvdqEcxzJrQ++shDwM9zSHh4GclsbGVVYiYyCQim+SUI5KfEwBLp5Pw4kjSYiJytdSJlNdomo02LqNA3r392BFXcnbQqxh+vdPBv/JI8ms+CuFyqWmGA4/8/K2wu3IXC37JAcshLPP211h5WsDS+e6uWFED095RkTdnXEzB1WFlfByMcOocYEoL6/CkQPxrNCqvgS0skH3Ph7o0NmF6Y48nqxopwYsBNPd0xJ+rWwZbTOtB5Go+QYu5eMlxxfjo9dPsTw8/dDexvRNfVLuDl1D9Yzu3iH9aq+gsC16nqx9rDBmU93Nmz1vHUPGzVracmN9UMgg5U4t/rYfA/CGJC+3AvNeP1JziOaXPGgEjnQhsLqDBIypPlNRUa0nTr9NKysR/ANt4epuqc0tE/EwbHQATh9PRk52OdJTS9n8kHz8RV9W9JY80PnZFdi8/jZ7Xzu5muPp54Pw6ZyzbAPCx98aSXFFzLvtG2iNj5b1wTfTL+De3YalBuh9pJBUIG79RhBA0hfyFhEg8lgzGFY5TqzQr07IM0T5U7RRMuubLvDrYodNX95ERnwJZBVKlJXI2bNA+mAFgvnaekoEgqysRQy82Tmb4eX32yG4kwPMW8DRP3n9/WevmfuYANLyFoBkdE21AKT/7OPWcmNNaYCMH9qZpNCY0hI5quRE2ctlxUhZKBgH7AdOJxReNX/+fPTu3RuTJt1/9emmxtOc4wSSyCDSeXGac01zzqHQJtoJj4stQFZmGXJzK1BcKENurpSFyZBRExxih159PRgboIVFw7CQE+lSXM/T5oE4mvLxUuCDzdW5cjEd+TkV+Gz2mRrq5fEvBCMrtYxRFbft6ozLuTIoncTgllTBVsCFvbMYmfZieCRdxPM/jalRReSLh1Hh1JoZM1vW3cblk2lwcjOHq4cloqOjEBAQAKFQC9imL+iAtt2caq6lRHECSFR7hQqAHtwbx4qDOjubY9+WWFw7n2FQ5UQ2QF4UAg1Bbe0w7oUg2DqImwRK5H0gkJ6cWIR7ySXIyytnQFNibcqYvygfh3alxWZE/92QcU1/MLuSShGvt7ttwuNguKcFciqVDNTS34aEwAIBBWKPO34wCXEx+WwdkiF4L7UUjk5mCG7rgC7dXbXhl/vice2KNryJ7peeK8orofuf8nIo2nZwQkiYPQPhlHvyd3gW1q64xrxOjRnXtPYy0kpZkVx6Pt3bO2P0skF1hiwpqsS5P6Nw9XBinVpPBF4J5BC67t7LnY2V5iTmTj7S75WwsCjKyZHYmDAK7yEj/BhTo6lYyEC8zlNEoJ/eBfebi0Z62fZLFH5YGs4ADnlgaONBv1iyId2T54qeRSFtWgh5jFRCJ+T9pPBgyleqD5DIi1SWXc7IKmKMECxQO4HBdnB0MsePm0awd58hoTn68O1TDMCQkNeYNk7qE8eQnijkltZEffFvZYOefTzRvpMT8wIScUVOjhRisRBu7hZMJwGBNiDSkLiYQhZO2LmrK3ZsisaFY6mgEGkqL0B7K6MmtkJuhhQ7N0WzeQkOs8ediDymI58ACT5d1Q+r5l5B3PWGVNzSsDRE71xTx2tEwMhn3kQGjnRCAKZSqmTzREKeTwKptFk2e1k3FFfJ2eZDRUkVbp7LQuyNfPY8E5gmLy6rE0ceZQ4Hvq2tMWxyAPqN9WEsdvXDh5vzjm4557+tgTncrTUM+o8uwA5YqW7JQTK2sloA0n/7mWu5uwesgaysLLz77rsYM2YMxo4d+4Bbb7o52rmlULsHRf1NhjUZrxfPpuHE0SRmANF3IhEfDk5iBATZoU2oA27fymU792VlcvTp74H+A33YOWRYUgI2VaRXWpkg1qaWDeutUFujBnfTd9rwjJSkYtBO9psTDoBD1jEHaNPBEd37uuP7Dy/DP9gWfYd6oU1nR0Rdy0FCdCFy0srh92YYTNzMMf2XwXDIusMavjBoI/becsKlE7W5GlQc1kIiQkpKCspKiyGxtoaToyN+2vd0HVIO5kWqVOOH72+wvKohw/0QH12IresM0yDr3wmPy4WXr4TRnVOO2+Cxfhj+jL9Bg4kMdvJM7d8Ti+tXMlneC4WZ0fe29mIMH+WPkNYObIedFZekvDqNBhpyK0ADC4nWwCODTl/+jC/BvfKGCfNtbEyYR0kntBtOYECjBnZticafv9xmXhVidLSxNWW1hdLTymoN/OrcPcoHmjA5GPGxhdi0PpJ52HRCAI68FGMmtMK4Z4PQobMz25yYOe0QO4UAUmxMAQNNhoSS+Kk90jvJ2O8H18k3IgrzwhNJIHrvj9+tLRBL5xL0s7QyqUPCQMCOwBABJfpsYSVClVyJ8jIF3n6vW03+kf5YjDEJNrWm6d52bLiDFUtqact1QKmKnh8l6bqWpl2XB0l5fASkyCNBnpWC6pweli/J5UCtUsOztzsGftm7ZgjEVEheMx2tOQEkyrsiwETHSAg40eewdo4sFPKTL/qw592Q0FqgQr1//BLJwKIxWm+6n1sROSzHUycEBsZOCAQV1t23KxYnjiRr77MaiwcE2rI1zbw11d99v3bI/7F3HeBRlU33JNn03ntIQkkChNB7BxGlIwIqoIDyiyL2iigqNlDBhhUrdqlSlCIdpIUOAUISSO+9t/85s7nJZkmFBOTzzmOeZXfv2+a+d53zzswZtA92xqeLDuPQnjgBKfSikQmPz9D89wbg80WHxSNHgNQ6yAGnjyXLkDws+XL9GHy38Cj2rb1cbTkERye2vgPmHSni+eEQ+Lw6GpqM6kx+PJQgyFFKEtDjyVA6eplfXDFQcuR++/Y0+g3zRa9+Xgju5gJnZ0tEnctAfm6xHK65+VjBwdVcwKSFjbH8ZqqiaqAmDTxieGNIGj5UAVKtG1IFSOqzqmqgkRq4ePEinn/+ecyYMQPDhw9vZOtrv5z5SMyFIVlATfH/DRmBhjRPYn/94bSc3OsygOm3p1F7y20tMXN2JzEY1/wWBuYD0VhguJRuDkbLB7rAzNVSuggxKMfANva1Mns1ZJ6613DOG9ZcwI+fnkT4mdTK0J7n3+qH5YuO4PLFTDHeWE+Ele9JqOHoYi6nvDSwbt13PzyztCE1cyKfwpHsADG46C3kyXlgR2cx0Gi7pSYnIS01BcPGBuKJBSOqgYyEuCy8/NwOlJUZYOyEABzcEYc/VzWuBo23j63UkyJI6trXA9PmdBQQJuDUzAgpyflY8tZ+7Np+ScLIWI+HoKBlS3s8+HAXhHRzQ8ThNEQeSUVMWCaykgtgYGQIe1cztAixh383R1jYmaCUgIkePU+LypA4rl83HFJXx/Qi9bDRVHgqssBwugXP7JTcDxrsDIMkoOBcMtIKUVRUESqmW36pIrRu5pzOcHazxIfvHqwWqkQbmIQHI8e1wUOPd8NfGy5i3y6tIUtvyqmTydVAle786CGgF+lEhfGvW/h157v7cWZzpBj9T83rLXWhdugxrxEI1Cbtgp3Fy0V5cG5XdOvlWWNODg8omAfIQ4rGiHiQPj+FDb+dFwrz6nu74p1e/jXVamdrKs8d9zAJDzIzCitJZLjftaGrQLtJgcrEFywAACAASURBVOj5aJc6p0SGu90fHUa/OV0lf2n72/vgbmYkYaFzn+6Bnn28am1PgPfsU9uQnJaHkqxiMfotW9gi91ImzFytYOpqiZjQBFw4VhW26OpuhWkzOoCFZr/+/JiE1Wqja7UU/PTWublZISpSC3ToqSblv4uLBZ68d7N4o+j5MzSErJtCpsAvVo3BzFFrUVJcKl7IoBBnKdHAgwECsne/uxVx57Pw1QtHtHXRACRO24eId3+pBEc1eY309xoJOfhMUhQPEg9SXls7FC8/uh3JCXkCoHKyijBxZnt4+FmJl5ceZS8fawmJZCiqbiRCY/aMeu1/RwMPG/5UuVe5an0ykeZ6v6xMrYNU2y5TAdJ/5/lTV9qEGjh58iTmzZuHp556SkLurrfwFJs1ea4mH4leAFIlv/vmPjHEA4Mc0aLiFJ2npEy4z8jIl7pQF86n4dzpFDCBnf+T3741EmkpBUhKzJHTfnovvLxt4D7IV37cTWzNYBfiKurIPp8Km3MpePCRLrCyIUV4/cnsdemRJ8x7d0Uj7HgKViw7XulF6n9LC/i1ssdnbxyqLBJLw1FCgIwM5OSdaSSftnkPna3OyxAzTj2KAxmt5RpSW5PwwaeVHRRfR3lZGcIvhOGDX0ajY+e2ldNi/tozc7cgJTkHI8cGIuFyDn77SuuVaqz4+dvJyT3n0P/WFhhzT6CAA4aQLV64V4pWUreFRaUIO5WC+a/3x8R72mHfj1HY+sUFJF/ORW4G2bK0JmBFipf8j9Xc2hgBvZwx6ol2sPMyR0xMNlq0shXAyJPxPfF52JOgPUUnqUahMM5phXTR+VsvooO/HV54dJt4eBThaT/pxElgwNA51hCjV4uhR8X0FOkAJTqy7p7RQZgM39Up9qr05ehojvlvDBAv5MF9sbI/uKfOnEzW9lWL+AQ5IeT/usDcyVy8IJSk08k49uFBnDuTIn106OQqe/aNl3dX66U2gOTgYA4vHxtoNAZCe049kxxAX6hrhlgyvE4/90b32uTkZGF81C3wTC/rym9OY/uGSDH29UFSbetlWB1BIdtQ7yQ+oBdFFxwpbad/PgyG7Z0btRWzI9ORuica993RphpAOp9ZhFOpBejqYi55agWl5fj6VCoyy4DcSxkoKyiFdYAjSiu8fUYVLHg5SbmIORCHiLXnhOGPnieGXCqhhIreqGuSs9BLSvIDhl/Si2VlaYpZ49ZJbToiQYJiCwuN1JDimunpW7B0EObetbGy5hfDO8+fSpX3fJ6mPtQBY+8JxJw+fyDbPRnnl3+NzAFVrIgERx2GPA1LHXpufaXxd4NjMz+OwpA7Fh6fOKc9uo/xwn1j1grpCAkieg32xszHOuPwgTjxlAUFO8nBhiqqBhqqgdlGWoDUtBx19ff3aakKkGq7RypAaujuVa9TNaCngYMHDwpIeuONN9CtW7frrh+yylHoSWqo8H/2zJvZ+lekMIJZWGpwYG+s1JqJvZyF7OwiGGsM4VjBNscQqBFjW2PbX5F45/V9crJP5jB6EpirRKOcxhsZxCxbVM85ouEU9s4+yYt54dX+aOFnV2+OTH3rIJMXc1RemLUNGWn5lUYqKb/3b43G3s1aT4Rip3N+AiDKgW+C30dXW62n59GwWdieHiL/JlOZX6C9JF8roUH0Hg0a7YD/e3xUJa07geXH7x3C8aOJaB1gj06d3bHwiV31TbnO79uHuGppf/OLccf0dvBoYYWZd68Tw8zb1wYZ6YUCGH74bSy8XW3x+0snEPZPktRVkTXqem74Xg+DMnxy4LSWmPRqR8THZiMhLhfd+3siPb8EBUYGsC4tR1E58FN8dSpmBgL9s+wI9q2oqiPDMDTe96iL6SjRAVQmDJuzMJawOAlH0gNJc5/ticSEXPz6Y3Ugyf64N557uS/274lBfGyWgBuG5ilGaU3KG/RCX3h1r6JtJxnDt5NWwc7KGFbWpkKWQa8gc2penbdT2N8oBHSSY6NHI0hg1r6DiwC0QcP8cM99HSo9Sfrj81CivmLBZ8+exaJFi1FcXITJkydj5MiRld1sXhWONSvCxJCnB/ZSVIaw8NUnBA8Mc2N4Hb0qNYEj9vHIgp4IKwd8bm0pXTIPycbNCkG3tYSJZd2EEi2NgEAva5xMLRDAzLw0RZhTyOcoqaCqZlxdc774dxQ6OJoi8mIGdu+4LHuCaq98HknF7mWD6KMJAvroUX1xYT/4+dtj+/pIOdgwt2TYKCTfjAVgo8IzcHh/rACPeW/3x9y7N1WcCgD+bewlP5GeHA7EkLuHv2qDl+PeRGjvP6uF1JleckS7Ox4WcFRXTSQBSKZGcn8UFjuSqyz4eQi2br6IZYsOiQrIavfkwt7YsPo8Bg7zxeBb/WFrpxZ9rW9Pq99X18Asox9viAfpi9K71VtRiwZUgKRuDVUD16CBnTt34p133sGCBQsQFBRUyeyk26XC9iT2rDDBGVS+8jPd75V2WvY4bcK98m+lrW4bFg6lMOSnpjbV5wGcD0vD0UNJsHc0xw9fn8DB/TUTCijt7n+os9BhswYKDRMa2TzJ9WlhKyFhND65HuaCWPtVp54uSMxB+NdHUVaoNbTeXDIUbh4WYmAqoYGN1UdxkQGOH0nAuVNp+GLxkUpA4ONvi4ee7Y5P3zgkHiZFdA2gZ31/xz3u2rwUFowdHvoqio1t4OxmAc8W1kLDrUjHPna44972sLHTgk/O93hoMpa+tV8MsLumBmP1d2dxKlSb91AlyhlgbZ9pv1dwjK29mVCes7ArDa2Js9rh6bmbJZeBeSfM51jx6zg4mZnj6zkHER9BUKoNT6JIngo9ZEbaGl6KMMdDahGVaC9s298Fj3zXF6lpBQg7kYygjs6YOmaVeIMIxkYsuxV2vrbVV0Jq5VVh2P7BYfmcIWhkl2NxZZ0Ukwr9GEjYHJPS9UESQcn7y2/Dwvm7pFCqckxKggka/D37agkTpBCpQTniYnIq82wq11NhYAeOboNuMztVm6fU/dkdLXvBxcVS8rOYHzXjwc5Sp0v2eDkk145eIQUfCdGeAdAmyFGIWqbPCpHaOsYm2ue0pudS2bvcD7rPmzIhtomLi8OxY8fg7OwCd3c3+Pj4yDPC5znqQhaWvKjNQdL+DgA52fQM5YmnTv8Emdcx/I0U+ax/RP0zF682efubYaLnAhjAxNqksmgsPW3d7wtByIQgaUpQWR9gqnWQJvxi5SN/wbKgBK++PVAIUo7sjhMPW0JsTiXYsbE1gbu3FQI7OCEg2AlH9seh79AWmDlibaX31MXNEsamRkLRX+KbhvSX/kT6PdpyALri89ooeH4wtFq+UW0giaF73DM8GOEzwn+Pvj8IQ6b5465bfpf71bm3B558tbeAPO67diEusFHZ6Zpwh/x3urrf6McbstgvVYBUq95VgHRDtqQ66P+SBjZs2IBVq1YJ/XdwcPAVRUSZM6QUFlWMLl3jSvd7BTDoGmfKv3UBktKG/TDcjqE8ihFG3er2qRhjBQWl2PpnFKIuZuA9Gvr1SL9BLTBwSAu8/Ky2MKuSf8LwOuYsMTwmIz1f8ktuf2sonHQSvEsLSxDx7THkxWdXUj2zOOy7y4ahpIT5C9XBX0P1IeE55QbYvycWf60Mx9Y/IgRuENx06OyKaQ93xOdvHcbJQ4mVxibnTsPTRpOPPzvPh5WRlmlvdWkHfBT1OFq3c0RZeVkl6Og73BPdBlrD3dOl0jtHHPrmS3sQGZEunrA+/Xy0bHp6YLch8EhRO0OOmFfC2jb8NxPu577UAy1a24k37+8tkWjbzhkBPg74eOreauCI3g6NsJppWczoeeGrYvTLXtAYiFeEoV1kzmo30A2zv+iF40cSUYZy+Ac64OPFB7B5fQScO7rAqY0D3Jk70cuz2s5IPhSHXcuOwNLAQHJJdEkXdC+kJ4y1YkiFXO0aA2DsxEAh/fjy02OVTchYFn4+XRLhv185Dr98f0pICJiwH34+rdocvHt6wrWdC4JGt6n2eUFaPr6bvKoykZ5f0iPo6m4pJBCZ6YX49EMtwCM5BCnXFaGOWIz09tGtMebONgIwNRotcNF/hpT9Sa8tc4+4f/WfMd02unlKunvbwMAIcydqCSl0hfePHguGVdJTJICuwoOh3FM+/zk5Wg8wwa++ePvb4t5HO2Le03/X+mSzgG6/R7ph65t70aG3J1rdESRhsVcr5WQ3rCEUsaH9lUSkY2QLa+zYGIXQPXFCdkKqbm04nhbB8r6Qypv7m/k8fYZ54+nX+2Jiv18Rd1lL1sE8Q9/uZtjf/3ekzt90xfCWJ7wRMGN6rSF1NYEkIVQwgISPMv+oZTsHzP95EL5cGoqToYm487626NbPUzyeDBEcPqqVmmvU0BuvXneFBmYY/XBDQuy+Lr0xjLw3wxZQAdLNcJfUOf7rNbBu3Tp89dVXmD9/Prp0qTtRuqkXoxSRZT6SAsT0x6DReep4kjDVffXp0WoGZW3zefv9ofjswyM4fza18hIaIqwVkxCfI14Eej9iojPR/YHOCBqlNV6Td11C+olEFGdcWQdl+MjWGDcxsF5q6/p0RAP82OEE/PrVKezcdKnSkxQY7IQ772sn4Xbrf6zKOVD6m+K+HU/7/i5vo+2M8fB9DijfMxcuJ9oLEcPdszvAzUeDl19+Bi+9NB+tWrWSa+kpe/KhzfJvFrONj8zGup/OShgVvXimpqY1Ju1XenrY0AASVkUPi+LZoaHLUDMTMyNcjsxASA83jJjUGnFxOZgwuS38W9pj8fjtOL4tQdjK2B9JHEzMjVBcUIbiwtJKYKesUclJEqI/AwMBUeyfY986OwA9J/viu8+PY8wUbT2gC2Fp+GzJIfFiBHZzR5fHu8POr7o3qaywFJse24zIk8kCxmoTkhwwbC6XYWM6l7Xs7Ynpr/bD8QoiDWFSyyxAxPEkhO+6jEce64qczEIpLMx9dfpEEkztzeHVwwO5SXnoPbc7THTqRqVHZWDzvO2S1G9ZwaaYmqoFvorce38Iho1oJSCetNH01BC8MffFv7UDhg73RwtfW8nxqinfSH+NDQmvq2/f5mUX4bevz+DAjpj6Lq32PQE8gRZgiBOhiUhP04bZ6QpJArIKCrH6t7B6+27Z2kFCZQmgmTMYMNgPxdamKCwrl3wjWxNDsE5WX3cLRGTkIzmnAKdzIJTwlMvZxQh2NAOKSnE0PB17IjKRb2MGEz0SjJijCbB1t4a1m5a4RV9Mc4pw5p0jiL2UpS0zcCr1yuz0imeHhCYMeeP9Y0gb2e2OH0xAdGQmsqYeROp7q1FiUz1U1O1Uezxv/hTwRSB+f7d+lsnKmm0MXbY0lsMFPk8sFv3C9wMQn5Aj4cjBnV1w+kQyoi9lYcS41uI5ohdSFVUDV6uB+4x+uNqm19TuGxUg1ao/FSBd09ZSG6saqNLA33//jbfffhsvvPACBgyouWBpc+mLxhtPty0tmddxZXI5vTwrvj6JDxYfkCTvSiOabHMTgoT5K+5YIrIq6pyw3lHn7h549/V9V0yZtWRatdGe/vu3shdjrcUQP3S7Xxv6xATujOOJyDhRvQin0tEXK0Y3yUkrT5lPHk/E3xsi8fMXVbky9o5mGD6uFfxa22P7ukjs2xaNQp18ijcCVmCEg9aDlmEF+H0HeOV2xyP2/4c78u5BYWkZnpwzEzk52XIve/XqJUxrK746IW3umByEH5YdRdjJJAGk1Lu5uYW2aKjkPAFZvc4hYcZW5PQ+j1LbKsPdMNMcZTrvrb/vDvM4Z5gEZSP3hAWszvrggZl98f6i/Xjxlf4oTy3DgYcKUBKjNb7MKkLECvNYuLf6rdG9p/o3jUDJ1EJb1PO1vcORW1QsRBet2ztJPRrmJS15Y78AhcjL2TA0NUKPB0IQcLs2l4WSdjQBP8zZXKP3Qnc8UpgbmBhhwLO94NXZrZJIoa69TwCmyS1CXnEpcqIykHgyGS1Gt4GVy5WGdXpkBja/uB1FFbk7NExJ/011EOSxZhALEY+ZECD1ug7+E4tOnV1lrwa0dURwiKvUkCLQbIywBhnvN8HwtQhzZVgstjHCQxB6rfjH0C6y+NGzoYAk0pO//fUwIRBhuFddwmfX3YOHKVo4QNr2L74fJeAjs6hUgJGusOZTfWUFeABDEpd1myLAcLeVa8Jx/mgCynKKJASUOWEOAY5oOyMEmopitCQDOfTsLlw6kybMdPQEM7SuxsQgHRePhLrdFSDPwrqMP3HmjS9R4Fm93pH5rlZwWngbrPcFYPAIP8x+thsOb4vFNy+Hamvc1SMcjpT/udnFGDC6BR5+r6fQdP+y4rTk3zk5m6NzN3cpWMtDgboIO+obS/1e1QA1MFU8SOUVERHKY6C8139tuu9XlE5Rb0AtGlABkro1VA00oQb279+P119/HXPmzLnuFOA04BiOZ2VldUUBRxZ7HTv0J8lrIUDSlaHP9UHgcK0hTBpg1k/p5GuDA39cwN6tUTVqh/TeTMwnTTZPWp17eqLb/Z2rXRv1/QkBS/oyZUYIht3u3yRGBQtHZmUWICUxHz9/eQp7tlyurKHDnJ5ufTwR0s0VMRGZSIjNhcbQEG62xbjt0DjYZ2rDuNb0BsYt0M7Su6wFbLZZw3aNDRyjnTBw0EA8NHsuvv38GPbs1BJADHzGFG9v/wEJ/Q9Xeq5o3LFOEaXEOg8FwY3zENS3BVt82w895t8LTbo5ivK1ifLK/0zl3/poqZYO6Uka/lAAet7li0+XHMGd09tiwaM70Ka9I4aO9cfKH85i+1+Rla2HvtSnGkjav/QgIkMTkXwhDTbuVugxM0ReDyw/jqz4HATd3hJ5yXno+4iWRrqp5fhPpxD2x3kU5V1ZJ4k5UATvLJhL+uep00Pg5GqBzIwCDL7FH04u5pJwz3Cpxgr1S6BAL61+cdTG9kUmtL9WhWPLmosNakrPEf+qwnTLhIWSxBck9+BBwbS5HZGcnoeVP5+ptU/mMAUw38rCuBpZyszZnaVwbk3FS/mbwrEbwpbJEN71q8PQf5AvZty1TryT1LeWKVIjOW495/WtnF9+Sj7W371RvI0kJGE4ZGZaQc0ASWdVDEW17ZGPgt9X4oTTgWrrNY1xROCXd6DgrfbacKWKEL1ufT0xd353mcuPb53AgU1V9c9qUhhzjlw8LXHXUx1w67TWkhsHA0OpkcXoYI2xUY0U8A26oepFqgZq0MA9Riuu+LSmkG3di5ri+x9VgFTrflQBkvqoqhpoYg2QAnz58uXieZg0aVIT9153dwUFBZX038qpJumBP3z3AH767pTke9BwUSRoeEsMea5PrZ3SEGZtE4bK8I9iam0ixnBwiAuSkvIkRKznggGwdK7OpsdQu6Rdl67om8xtc57odlWGak0T5el6Tk4hNEYmKC0pxYWzaTh/OhVpyfmSu+DuZYOO3Vzg7m0jYWqkTTY6vRMGzwyu7G5HCPDKFICviliXWsPhhAP62wxEfLSRhNlFdz+IdL8qAHE9b67lZWd4rO4Mj7VdBByZZFrC7rhPg8GRMldHL0ssPjICG1eFIyUpDwksRvvLOQwb1xIde7rhuYe3VlvW+E+Hw72jS+VnvPfKPlBotuvTQ1FOEXLD02GVU4hde7Tg0beTG6y8rOHarmG01NEHYrH99d0wqMhfq21Mnv7T2H9ryVAhFWH+U131j+qbO7+/2uKwtfVNL8ayNw5WIxSp7drikmIhCTGUAsBaoeeItakKCkvRe6g3Qnq64bX5u+TAQjf0joCA3jVSrds7mAuZhy7RYf/BvpgyvUONtcoaW0qADJjMj0pLy8fsezeIh5OeIRMTjYCswJGtJf9JV/Yu2I/MpDx4eFsjPaUAUXtjawdIFV6krGkHkLR4FcrsqjyzxjkWcPxkECzf6QdPKxcJl426kKH1slYQ47h6WuLuWcHoP8xXcvL2/nEZp/clIeZ8JnIyCiWnz8XLEq07OmLoXS3Roa8bSorKYGGjgUbTOG9jQ/aUeo2qAV0NTK4BIF0PDf2sAqRa1awCpOuxA9Ux/nMaiI6OFk9S+/btxZt0PYVFZAkaGG7H027mu/QM/gKGVqaw8bbB2W1VBv6I1wfBr493g6dH45geA0pGVAZSwlJQGJsNpx6ecG1fZUTze+Ygnf/o4BV98wT/gy9ua9ITWP3wJ6FBZiQNWd5qq7+0+D5gy7fV5keA9PiDwLGqyLIG60b3QqMsc9j+2APmX3eD2QkvObkuKS1DiU8aNJcc5NKikFjkjj4pTGoEmUnFqchvHwP/NqRDN0JpfhliUhOR0UHruapJyodpP00qcMKOuH7YED0MuSX1076/e3wUDCwMseSl/Qju6opF8/bAxtYMM5/qjKOH4rFhlbZeFMXGwwpTV42/Kj1sWbgXsaEJAqh7D/BG5x4eWPa+lh7ZwcFMQDKpoIdMDEK/Yb44HZ4udPEsPMqCw5lhKdj3yWEYWZshNzEH2Yk59QIk9m1hrsHnK0ZJjhxDvq41BIqkCwwzqyl89aoUU1EU94NX/tHm3dQiBBb0XtVUEJq1olx9rDBktJ/kHRHAM+yOOWLcUzwIYPgX3zMvTF/6DvDBjAc7yXX6oj10yBHPUX3FqEnvTjbEL5cdRV5OIewdLbB44T4BR/Qc0WvNYqvWjuZ48I+JKNWjWVfGjtp8CdtfujKkV3duCV/8AAIkRSyLrWG7MQQez98JRyN7RJxPl68Y+mbnaI64S1nIySqm80c83ZyLg7M5bhnlLwWaCRxtHcwkR6+0uAxZGYVSvNnNx0pANn876HFTRdVAc2tgktH3N4Sk4dfSqc29tJu2fxUg3bS3Tp34v10D9OYsXLhQQmNeeumlaw7Nacx6mRdDI4cGDpOK7xqzEk5Bzhi2cKB0E7EnGrHHEqRGikL9y89J/5tyMgksxllyDexWylwvfhEK0n3ry/crr87grk0HDC1UcrAaFQL1/QLg+1eu6HZnsCG+Hl6Gtb20eUq6QqPMYUsnGG72A8LtBOjRSFTIC2iM2h4IkJpSPPRmDgY9d5VRcLqUWSRSANCxq5tQerOPT1aOhKe7NfZ+fhF/f3MRMTP24tCb36HYtnoCummBFQpGV9ctgdLHZx7A6fTAOrfLw9/0QfAt7njlsR0YOtofLz2ipT/39rPFA093wTOzN8M+wBFjl1UgML3emLNGrxDD6LLjc+DUWgv6+Dnfm9mYYu9Hh3FOJ0Rz8HA/tAxwwPJPj8q1ZGkLbOskeWQjx7RBSBdX7Cddd4UQJHHv0AlAVj8CAGFyrMeDxOb33BeMR57soa17dI3C/D56UxoSZtbYoXi/f1eIRvQa00tIjygBSk0Ab8L0tug52BtrfjuLTX+EN2roydOCMWSYX425gFq2vBxhxqwv34r1qki7v2ypFvQScDD89p3X9wvrJUNgCytqJ902uhWG/F9nnEkvgl3L6jXT2Pav6X8h7mx19kJlUYUhsUj4YgX4qojxZQeMfO8lTAgajEXP7QGp/kmaQBp6CoEP58OQxrQUrbeJAEnL9qhlDRSKfEMDAZQMzRw7JQCzX+guxY+ZU6WKqoHrpYEJRt9fr6GqjfO7CpBq1bsKkG7IllQH/S9pYOnSpQgPD8esWbPQoUOH67Z0epJIfPXHyot485U9cAx0qgRItU2ChSWLziZj7J1BWPTmfkmyd27tAK9ObvLXUGGivbm7FZJ3XkLqwStrLX33+7hrPtXXn4t2vWXiOWuUJEYB3y24wpuk9HHJyx5bOwbgR2MbZOb7YpbLNJzenIXNay7KKTMZ9RQjkG1IdU3DkZ/T0KJUY37TA0g8ZSeBAIGst58Nps7pgEGD/bBq/gkc3RQroT8sDBs75jDC526GoYURLIJs4ZJlgX/uqx4Op8z54zP3Y3t8v1rVMOXtLugyygt/rDoH/wAHLHxyJ5IT82DvYIZx9wYhztgIVt3dYV3hLdTvaNfSQxJ6qYTb0avYcoAPjv58RkCSmZnWqKfnQMQAuOu+9igsKsOa36tY1ujhIdX53fcFoyC3GGFnqyfbK+OWlGgp0QmS6K0QKmw9Ic04a3W5uFnhyx9GXXNYndI9gTdBNz1IzSE04EncsPaHMJw9VlVXi6Cfou/B6THQC2PuCRQD3sxCIzT78XE5WP1rGE5UhMHWNE+SMQwa6otxkwIl7K021jWCI45pbm5e53K5xw/sjRFWTArvCWnUyRz46gu7pCYWawgp8uk3I7Br/SVs+O082k0ORM/HqnIWI9dHIOyb00iIufIwJfXFTVdQd9us6A6XJ++AYYY5xk0Nkrpev3xxEnl5JZXU36I7jZHknrl4WIpnKDmBXjaySJbJniRIoqfL1cMKQ0b64Z7ZHYQyXBVVA9dbA+M1313vIWW8VSXTbsi4N8OgKkC6Ge6SOsebXgNkQzt37hwee+wx9OtXu+Ha1AvNysqX0JdNO6Ix5M0h9XYfezwRoUsPYNbDXfDso1uqXc98EwUwETTxj0DI0tkSGhvTajlIxxdsFwOZRom+8NR2+Q+j5fS2qYWJ9DTsrioU6uIxgB6lfWtrndbrnYZg01gH9D03Gn88nineo+wsnlhr02WFUpuf6XiPpCaQLuOcHkBycbGQMB4m3pPiW2NuiDmPdceaBSdx7M84MeaKC7WhVhSednc5dHvlHDN2JML73aWY3uYHWGiq8jIWnZiLg8k1U85Pe6cLvEMcEBOfBSNTQyxdsB8RFzLg1c4RPWaHwL7rlWA46WSy5Lf4t7HHm4PrLmpI0EdhyJd20sDLbw3A+rUXcPSINpeNQm9b6wBHvLV0CD774LAAy9qEgKG83EDqapHhmnTpSo0h9sO9Rh3dN6sjmFtDkHatwv4yMzNhY2PT7B7gvJwiEAieOJiA8DOpSErIQXmZgYAggr6ADk5o19kFpSRGsb7SM8bcQhr8rMtz8QJr8xQJQHdysRAd+/rbCWBhqFltwkMGheilLt1RL2GnU/DGy7srL+M+Z7jk6+8OxkPT43UDIQAAIABJREFUNyKdhAsVQvKMrfunYWKfX2HsaoHbPx4ihWwpl3fF4J/XD8DdwwrhYWmVzwpzjBhSlzNayx5JIQsk2ensPxxYjcVx7JRADB3dEn+vj8DK76qIKhRvsqevtRxYcM8QAPEZpRAcEVRPur89Bgxv0WR5kde679T2/z0NjLlBAGmtCpBq3WwqQPrvPYfqim+QBvbt2wd6k0aOHIlp067PqQ0NovcX/4ON6y7glg9ug3FFPH12Yq4w1nl2dIWJZZWxRZrv32f+gY++vB3TJqyuV1MstEkgFBuTLYUn7f3sYO5qhcRdl1BSrKUm1gdJNNSeX9Dvmmsh1TS5JgmHokdp7xpg9VIgsTrJxMKhrTD/GW04k1mME8x2tYLJ9pYw391KcotocIlHqbBUDHnmPig1j2pUpgEQEOiIRHpG0gqw8NPB+HjpIXz21QgcXHEZu769iPxcFs6sCtGjvrscuq1adydHb4cmKRWvdHkTvlbanCWG2z20990rhrUb6IrOr4aId9HY3BDpNYBY/UZxRxOx88VdYnQv/Xo4np27VTw5tYmFhUa8Zqy9RKERuviTYXjkgU1X1OCaNKWt7If5T20Xso3ahCGjtYWbKW1Y3HjqjJAaSQfq3cw1XMDcNoIBMkNeT8nKyIWhoRGMNBptOBhrADUS8Mm+qysHT29BBEd8fggG68vZ4r2d+8BGoRxXhCx2Rw7G4f3PhuPNBXsFpClhpR06uuK9Zbfijl4/Y+ii/mjR36uy3Zppm5B2Ph1BIc6IPJ+hBdXlQNxvX1YDR6TudnnqDsnpq6RDrhiA5BO9BnrhlY8HYcMvF4R0JPxsmoTP8ZK2nZyF1IL7kZ8xL43EEENH+mPSzPYwNdc02Z65nvtEHet/RwOjNNXzYa/Xyv4oufd6DXXTjaMCpJvulqkTvpk1EBcXh/fee0/yGZ555pl6w1iuda2Muf9yWSi2/nkR/tNCKokUIvdGY8M8bd6JUysHAUoMoePrt5NW4elne+Knb0/inE6R2Jrm0rWHh3hLWAeFFMK6hAikvVZyKGiUKDJiTBuMmxQkCeTNITRqCczqCxFq0Ng5GcC+NSjbsxqG/6zDuId9sWZMzdTnpic84fRrb5gu74LydDPRBfMdpL5nLcJwPAJGFkYdcJsv2oQ44r239mPFyvEwTTPAN08cQk56UTWmOhqvXk8EwfUu38peU9fHIHLBCVhq8vBJnycqPUlPHXwNUdk+cl3AZz3k1bqLY4OWzouYZ7R7ySGEbbgoIWsMc3t16WC8Pn83EivY7GrqzNraRPKylJozk6a1g6WNCb754vgVl2/7ZxpatrZHWmoBXp+/E2l6BV/ZgCChpKQUxsa1hz8RHNF7pHgHGrzIOi68Jo/kVU7gqkNFr3I8NmOxYz43BIK1FZtWuid19x+rz2P96qpCzPRt8jeAXtApMzog6mIGfv3hdOWMxk0MwpixAZg7eSOmbplQ6T3iBQeWhuL0z2Fw9bQScpLYqCzk9b+AmC0fVra3/2ggnJ8cX0mrr2Szazn5mFOkrVv0wjv9cPpYEkK6uor37fzpFAFxLPjKem32TuZo28FJwFhwF1cJAbVzaJ7QyWu4HWrT/6AGRmi+vSEkDRtVgFTrblMB0n/wQVSXfOM18NFHHyE0NBRPPPGEMN01lzA8a+UvZ7H293NwvSMILhWUymQGC/2l9popo8YFwNbOFN98fqz2qRkAAwa3kJAeL28buV5fGJLFkB3S5Cqn0os/vAVuHtbNtWQJu6Jh2xBjrzGTKI2NwNRVq7HFeyUyhh5DiVVVOJt+P1bfd4fN+hCYrW1XLRSopEUa+KeIl4+t5JDQzpv2SAh+fzoVl0ILJcTxyad74fH265CbUQWQMjpeRoltvpygt3yjE4wdtTovSi1E9MPn0CbMAsv6PFnZPz1I9CQRTHk/2bbe5RbnFiMjIgNevra4cCAOF/bHCjiiEMwR6L7zxTA8M2cLUlPyryhWy+uIhZmgL/W2yiG1iJZ8PhwvPPE3YmOyqs3h2fl9MO3+kMq9w/yQzz86goP7q9eR4j4qKy+DxqhmUM0+yMrWlIxjBA0EK/SoXC9R2OOuR0ifsiY+n2Tpq63IdE3P9PTJa8WrqQjvD8sJcC/bO5pj2swQPHjvBqkNRggzfVZHdOnigXcXH8Hty4bCxKoqzO/Qh0dx8oezEnLbpp0joiMycfmxdWDuEcXm++5wu19bzJI1kCTUVC9klUDJysYEz77dF5+8cwgxUVkCgIaO8MeIia2leC73r5OzJYxNADMzkxrrPl2v+6yOo2pAXwO3ab65IUrZVHLfDRn3ZhhUBUg3w11S5/g/qYENGzbggw8+EPKGW2+9VcvQZaA1APRDXGr6riHX05Ny8Xwmvt2fCKs2jjBz0CZeH//pNHZ/dqRWvTo5W2Dxh8Mw+771cjJckzBsqk2QI9JS8uDlw7AcpWxd9fJ1NOb5H9cU0tkVsx/tCiONNqdGf70NWZOufmq7Xre4ZkOu5/rqmw9P1tNSijGszwpYWRnDZ0I+jCZfwJ85W5DZveo0XVdXDLtzfHKcgCIycOVMu5L2vCbdkia8l1k3JIRnITO5ELbHfGCSYYELj/6FYrvqbHa67Y89CIREaD/Z52OBsVO03iPrro4YGbMQ7vlVYDzpt0iMv9MP3y48gKyUPIQejAeLiTJE8JUPB+GbT4/i6KGKfCEDwMZGC8Y+XnE7/m/KemEEIwBnPpCuMPeHQCqfxVwNgOde6Yvz51Kx5jfqqGqP3DUtGPNe6wdTMy2IVuisi4sgIZskkDgm+UoVRrEw/ikJXAZgGN+AoX4Yc0cb2XtGGtYHKruqPaU7f2UfEKzw+dFlRWzKZ7OmfVnXmE21j/V/W5Qx+bnynTKWkuOl6IchjsdCk/HBIlJtV3/OM9ILJQeKeUgjxrYWMoQfvz0lTafd3wED+rfAE1P/Qv/5PdF6hH+1PbPpoW2ID00Uam43DytsW/IS8vppQ1ndHrgHNt/1kL0kd1/3Z0anFwKklz8YiCWv7UdaUj78WtnjpaUDkJ1bKAQoXXs4w8a+DAEB1cf+n/yfi7qom04DwzRf681ZN1m1puU0zfebS6bfdLq6XhNWAdL10rQ6jqqBGjTAorIESe3atcODDz4oORY0WPTDXJTPdA0WGpW610fnliA8qxitbYzhZkqGJm2BxoOpJdhxPh3GOrTdBEihK05IFfva5M6724HJ1V9+HHrFJQwfa9XGQWL3XVwsxaPBcLIrAZ7WmikrKxVzasknt8HZxbwiZEq7TmUdHERZX106aOj1ZB9j//xTjFx9nekurCE6Li0BfvjmFJYvC5W1tmxjjzF3BOLjT3bhTNvdyJ12EDm9L9ywvd7xInB0tnb4Tp9Ur+c0/cAvaGMyGE5lgOHBZOz98hzmfNgDbz23B6Vl5TgZmij3m8Dmve+H49fvTmHP35clVI4n97Y2pvD2t8WoiW3wx+/nERWRIUWHy0rLpb0iNramYBgWwdMDc7vA3FKDZUsOVQNS//dIFzz8WDdYWhujvFybW6R7z6nbvNwSIb2gwc18lpysImiMjWT/cO+xdlRRcZmQMSjASOlDF0won+n2r7/P9K/nfqH3SGFErO/6ptjHnB//LCyq17FqyL6k7nWBnfLs17XveT1LEVDXZOjT/W2pSWe8vqioHN99eRx7d1bRsSv3naGRvPdHDsYLkciCtwbih69O4vDBeAwf2QoPP9oNU4auhGMb+yu8SOnhGdgweyvcOrkg8DY/7Jn8Bo57/C5de30yDl7LxoPX8DemmiiRuwyxszXB21/fgkfu3ghTUw3e/fZWxMRk4fjRGIyZ6A6/lu7w9na/Yc+mOrCqgbo0MFTzdVVuHeh5Nah4rxxFKO/1X6/t+20lM9QbU4sGVICkbg1VAzdYAwzlWbRoEVJSUjB16lR07lxFf9uQqR1KykewoxmS8kvw44VMaWJmZAAfejmsjRGWVogYnuZXyPHvTiBi92WQqIGhMQyL0TM75Eoyg734Wn9s3ngRO7dVkRXQWKanoX2ICywtjcUYaohMnRmMnn08YWNbfyHThvRX3zVKqF1Dil3W15fyPZPTv1t+XBi3Pn7vII4dSUSvfl6Ydn9H/LUqHHs3X0b5rRnIn3UEl3r+hQKj6iFl7Mc01hGWCS4wNTeCo4sFUpPzkJKSJ2QWBb0bVs/G4pITLKOcZFoaJ1MYmhgiHxnIdknAvHX5Uuh2Te/qqxr14nsY12MCWrma4edH9sPETIORTwXinXn7oDExRMSFdMmbYr7G95vHY+70TUKucClCmzhPcDJhalskJORg747L8G5hg7S0AiTG5Qi1HvVNw5T7gfvqwSe6SX8fvnNQABS9C20CHfDM/D5o18FFCsU2hFKZhjnBrhY4aGvWNLdwPAKHJslja8BklTC36xlax5wjrlEfkNU1XbIMvjZvJ2IuX7mvs7K09O5HDycIgUdwR1c8/WJvvPXKXskDWrtlMoa1/U48lPQg0ZNUm2x1X4Rtbovl6yEJT2No/DOSD5cQmoSinGIc/eIkrNwt5T2Fv0kdurpi+IRW+OrDo1j81TAUl5QiMioCnbu6oG27wHoL3jbgNqmXqBpoNg0MNF7ebH3X1fGO4pk3ZNybYVAVIN0Md0md439CA6+88goOHjwoIXdjxoxp0JoJjrbF5sLVXINgR1Nsjcmts11pYQkivjmOU7svS+icwjLFcKniYi3jmK6wPs+Tz/fGV5+F4sDeWDF4WVDR3dMKHl42MNY0zFodN7Etho9qifJybT7N9WIFY4FP/jVVHgmNu5l3r8PIcW3Qtbs73nx5jxTpdPe0xtjJbWE5vCXyjbV5MgVGmdjj8hnizU8hpzQNCfnhaLdmFMZH3ocWAXZITc3HxvXhOHMySdi1CCBIwUwjtNAjFbc+4oQJk9qK0fn2qu+Qcim38kTRY21X2B7zrvFeM09Jv6gsLxzXdTCGjGyPHb9G4uw/SXD0tYRXFztsXHUBmZmFYtQW5pegTXtH3PtICB6d+acAJE9vG9knCXE5WPTpUDw9ZwtSkvJgYmwouWTMPWM+EufN0LreA7wx4Z62OHIgHmtXnRPg17GzK4bd1hI9+hIgm8LE2Aga44bRvPP+kV2tOQq11qRABVhfT7DCnDkWZa2vMGuDfhQacBFrHREcNbZmGGmy58zcWK2+kTIcDw/I3kjCEe4lguRuPT3x8BPdpFYS880+eu0g9m2LFi/S2O+qMzHqTjvdJBrmpTYwK7UF/21fVPNeJ0X4tmd3y2HOXbOC0aqdo9B1G5saIDT0ELKz0jD+jqYtSt0A9aqXqBpotAb6C0DSD1Nv/ve7iu9v9Fz/Kw1UgPRfudPqOm8KDZw4cQKffvopPDw88Oijj9ZoFBaUlouH6HJOcaXHqKGLy72Uiajvj4vBGx+XLUYvRfKey7UGDpnHmFytSFA7J8ya0wU7/76EbX9FggxlrKti2DD7FrMf64aOXdxgUUEx3tBClA1dU33XNSWrXW5uERa9tg+ZmQW4c3I77N8Tg6D2Tti/OxoXE/MQ8kT1U3EN664UlqDM5gzamjvC6JI9tm+OxIH9sTgemgATU4b/MV9HG+pIQ49EA2TX8mvtgG9+HA0He3OUFJbik/v34+S2hGq5UvWtXfl+2EMB6D7WB2GHU7DrtwikpxRg4Ax/nDqTjMSYHMn5yc0pRk52IWY+3hnlhsAn7x2S5s6ulvDzt8PEe9vB1tEcK748joiL6UhLyZcwOld3K/Tu74VBw/zQrZcn8gtKZF/Fx2bDxs4ULAZLw9rN3UryhgiwGyMMA+PevF7eHI5HkNQYz0pj1qN/7fVmrWtoraOa1sRisLOmrBMvkL6whhPDMc+dSRE6+MJCrdeavxVTZgSjYxd3JFzKwTMzNms/r8GLlHRcW2uLoXYNldRTKcg9m4a5s4NhyZph5Zn4+ecVGD9+PAIDAxvajXqdqoEbqoE+xl/ohNhV5NtVhto13/t9xbNu6Lr/zYOrAOnffHfUuf1nNfDJJ59g586dmD17Njr26ovLOSXILNJ6eJLySpCYX4rC0jIQLOlLa1sTDPWyxPmMIgFR/CusuM6orBwn3tAWd+SJL3FQcmIu0tLyq4p6VnTIcH9TEyPYO5ghsL0zBgzygZWNGc6cTMTJY9rQlrpk4FBfTJzSXvow0aH0prFLkMRirsx9aG6hsUuWLhq8V1VAVmeCNPTXrTqP1b+dxcwHO+HVeTvFQxIc4ipU1YWD/FDC0KziUtgWFMM2NRcRZ1Nx9nQKDuyLQVJCdQ8f27J2kq43T/mM9+bH1ePhaGeOhHM5aNnBHtuWh2PD0jMok62gvX91iUeALYbPCYBnoB3Oh6Zg98pIJMXnwdDcAHfN74jXntyJ1m0dEHE+XU79jYwN8dW6MXj12R04HpooXi3WuiI98qQZ7fHP7hjxHpKpzNLKRAAdacrd3KwkZJDvC/JKkV/IvCJDWFpoJPyO9OAKQG7s/eZeoWflWu9dQ8fNyMiQgwnmRTW3MLyW4XwcT5cMornGJfjjmPTg1lfrqKY5kHjhsdl/IocMhTUIayFFsEhtdpGw2gnjXIXMnN0Jjz7VE09O+wvHDyXKngiZ3l6MQobKJR1LlqK4tl7WAAsIj2sN107OyInPbRBg6mhliEt/rxQv9/33q6fizbWH1H6bRwM9jT9vno7r6fUfFSDVqiEVIN2QLakOqmqgfg2wsCy9SR1G342Sll3rbcCcI4qLuUYAkq4QXBEoRaQXwi4uG18urWJT44mtYscwzI7/pleDxq7yOY2O9iGuePy5XiguKkFJaTmO/BOHc2dThEK3sKgM5ubGcPewFLBAjxH7ohFdkxC00PClUXg9wu0YoqVQNl+NYai7hvTUfMyZtQkDBvsiOioTq349Ky64/IICOPlY48kPRuCVSWuQmVEguTanTyRLDZ/ahPTDJCSgTiiifyMDyed54OHOuHNSWxTllGLT5+cx9sEgGBkbYMvnF3BicxySorQeQH1p2c0JIcPc0X6QOyzsjLHjl0ic3JWA6MgspKfkY+rCTjh9OhmnQpOEaONyVKYYvffM7gAPHxsseWO/eLUC2zqJh2jawyH48ZuTCDuTAnNzjYQUjhjTGqPGB0huEsMAm0sIWGxtba/KoG/snAhWaNQ3NvSsseNo73O50NHTM2Zi0jiv2tWMx+eNe4zP29WCsTx6UBfuw8XzVVT1unNhcVp6IxMTcoQAhgcKusQKby8dipb+DpgzcaMAGamPVkHGpS0JQEBVrq1lZWCAgvxiGJhq4NbJGT0e7wIrN0tE74mFd1/PK1RglJWMgRY56Nat29WoR22jauCGaqCbyad1eJB0SRtI0qDvUbr67w8XVbD63NDV/zsHVwHSv/O+qLNSNSAaoMH2weEYwNqhXo0810mbtF+f8JSXxu/3y4/j0D+x1S7nqW55eRkMjYxgWJENz5o2E+5qi979fa4whNmPnBJXXEvDq6HGMpmyuD4ah9fDk8RQO8q1Gr9kbvt++QlcOJ+K8ROD8OC09cjLz69k47vnvhCYmprgo3cPwoOn4QBio69MalcUTyAkYXb5VYyC9NzQWGThzJV/ToS9jRn2rL2Ev768gHEPtkWXIe4CGArzShB7LgvZqYWSqG7nagZ6jfKzimDjYoaT2xNwYncCwo4mi+eI4ZODp7SEc2tLLH//KFq1dUBcTDbiY7IR0t0N9z7SEV8tO4rwc2lo294Znbq5YersEISfS0VyUh5c3Kzg528LZ1cLlJUaiPerOYXkBbxvTZVDxr7Wrl2Ls2fPiv6cnZ3RvXt39OihLaKbmZkpe/F65AI1dD/yOeGcj4SGYtDAgbjllluuUDnnffz4caSlpQkjZuvWratdQ88RDwnoRa2vEKzS8MyZM1i6dKkAKha3pvC34/cfT+OvDbWTiRSXlOHY4QTZa3n5xcJySPBDcXWzwtc/j8H+bdH44FVShdcszMVThM8CLUJ5JZ4yAMauH1etoXV+Gh7o6ntdgGZz7ne17/+uBjqbfHJDFh+qAqRa9a4CpBuyJdVBVQ00XAMkXjgdn4acUsDIVFvHiGJqpCVI6OtmATONAYIbWRGe7HXMOdq1/RLOnEwWI565AzzZtXNgnpETevfzETYqAic51W1iUTxJ1ytBnaF2BGTXagAzJO7hBzai/8AWiL6Uhq8+PwIzUzMUFORLns27H4/GZx8cRujheAQGOUnOjhSErUFoqJMVkMYkc3oIMhUmOF5+y23+eOfDYUhLzMf6r85h42fnhOig6xBPhPR1g7OPJcwsNXIQn59TguToPMReyMS50BTERGRKvpFioPa70xeB/Zzx5dJQGbPcAIgMz4CXnw2eebMPtqy7iH27ohHYzklyjvoObgFTPe8QSRMIiq8HqG2KfKCkpCQJz1u+fDnOhoXBwsIKFpbWcHRyQnZWFmKjI0GCFBcXl8rwsybe5oiMjBQw9smnn+Jc2DksXrxIgIpCPJGeng57e/vKYZOTk5GYmIjVq1cjITERjk6u6NajL3bt2Iz2bQPh5OQkgJzMlxGRkTh37hwcHBxhbW2LjIw0tPT3Q//+/dGnTx8hKaEXjiG7p06fgbWVFVJSkuUM2s7eDuVlZUhOThFvVn5Bvlxvbm4hz4hGYwxvLw/4+fmJx5eePGuLFnjtxd2yTzkPW9uqQrr8neBei4/LRWJ8jhB3kBVR2c/cNyRuWLh4CLauDcdni6rXYlMYCnkow5w4xatqYWECC+5xAwMYV4Anew8zjFrUD+XGBmjhYH2F17yp76Han6qB5tRAiMmy5uy+1r6PFz10Q8a9GQZVAdLNcJfUOaoaAECj6aPl3yLHwAQTRtwKR28/tLE1kTwkkjZcrTAspqCgWCrZM6yOJ75FxaViLJqaGjZ7cjwNPRpfNBiv1btTnw44Fg1BnqRfC0iiIchwsyWLDmD4SC+s+TUc+3ZfRmlJCcwtLNC1uyfufaAj5j25TfIxSFDA5HW20xcx+owNhbCB9YNIfqENNdIK78tLrw/A+DuDEH46FSf3JeKPD84iJ6NIcrt8W9mJRzApPlfuHRPp9cVIY4DbZwfCwccCPy8/JUasvZMZLp5PR6sge8x8ogsO7o6RukPd+3lhwC0txLDVzR1T+mSoIuV6kCYQ0PI+NTYEbcuWLQgLCxOPUExsnOwtcwsr3PfAw7C3r+6NXbvyZ4SfO41HH50rYZgEATt27EAuvZvGxuKRIXgimOF39QnBysZNmxAXG4eCCjDJfWdiogUcvXr1wsABffHyggXIy8uHlZU1iouLYGZqKqEzUg+puBgEdv0GDkG/gUPh6aUt+Hv29Els37JRCzjKAUcnZ9g7OKJXn4GwqZjbubOnEXb2JC5eOIdbbxkCHx8ffPzxMljbOqB1QBAK8vMQG3MZPr7+Up+srLQMRkYatAlsC1MzUzg4Ogv4NTY2wfGjR/DH6p8l7NPE1FRA2bQp0zDvyR2Ij8sUb3Nw+2AYG2tk3rJfjTQCoBlaStIGHgxwT0oh2gpil74DfDDv1f44ezQZy948iISYKrIYMhxy35EQRdufobApSjhehX669HXG84v7wd7RAlZW1cOJ67s/6veqBv6NGgg2/fgGcNgBpwof/jeq418xJxUg/StugzoJVQMN18D777+PrVu3ChV4cycjMwSORhEBRXMmrROM0Ti9HuF2SrgRDd5ryUci01zo4Rh89tFu3Ht/d3z03mEcPhADC3MLGGmMMORWP9xyW0ssenWPeObo9Qm/kCZeIkV0x2dYEYFSVqaWCp3fKQV5n3yhF4xNjNC1mwdOHUkSg3XXr5E4uD4ahXml8GxhLd/T0MzNrvJUsb5R19u80HdCCxw7EI/1v12Arb0p3L2thWFu6NiWCAh2FKY6hsuVlZTBopa8MWXO1B/leniQdAkTDhw4IJ6gmuqEERCFh4cjKTkZ8fHxMNIYw9bWQULzuvbog6B2wXXe67ysVKSnJuGnn34UsG5tYyfgIzmJoWJFSEhIQI/u3fDUU0/V+KBevnwZ333/PS6cvyBGTkBQO/To1V8LxM3M4O7hhbzcHFhYWsHMsBDFpQYoLtcWuM3NyYWtnR0OHdgLdw9vCW318PKSe3wt+1NjUALD8mJk55XA1EIb6tkUYmJkgKMH4/DB4r2IigiHrZ0tXF1cxKPEPZGers0ZYzje2VPJspfz8kokn0gr2lpW9Ew/v6AfXFwssPLbM/hr1UUkJ+SCOXmkvWcOo0ZjJJ5OUsKzjX+gNe68vzU69fSAt49rUyxH7UPVwL9CA4GmH96QeYQVPnJDxr0ZBlUB0s1wl9Q5qhrQ0wBPlz/77DNcunRJQFLPnrUXXbxW5THkhkCJ3p3GnuQ3Zmwl3O56gKSmoFZ+99334OnVAq7Ovli3Khxj7+iJX1ccx9qVpwVMmpuZYeBQf9x9bzC++eKY0Hrb2pnhUmSmsNbpFjw1NTWSoqlKKBwLs9LQvmV4S0yZ0QErvj4hIXQvvzkAdnZmuBiWjkM749CqrT1iLmQi+mwWUFQOG1sTSdIwMAas3czgE2SHo/vicWB3LCLPp8Pb3wad+7ijax9POLqb4/A/8VLTydWd97ZhIZTXCyApOWrcfyQriYmLQ3kZYGlhBjd3d0ydMgV//vknDh0+IvszIKAtWvi3grunFwKD2jdm6wloKSozRhkMxROin6fz3tuvwt7WCvPmzavsl9edPn0ahw8fxtmwc7CwskGPnv3QqWv3Wsc2MSgW4t7i8ubN3SI4MjIoRVGZiYzXlMJ9a6YxFCKPk8diYWKsQXJKCjIy0kV3fI7Nzczh6uoKI0MzRIRniEeU1OD0dNKbpPhHyXA5eWp7TJjMel/GSIjJxqkjiQg7kSoeJFtbLZhv3dYOwT3s5ZDB0dn6ulGwN6Xe1L5UDdSlgTamH1zxtULGUFu7pvj+QuFc9cbUogEVIKlbQ9XATayBbdvNTlneAAAfYElEQVS24auvvkLHjh0xYcIEyQngqbPigdB/1V1qbdfU1Iaf0ZNEofFII4gnxo0Zp6FtlFCdqx2nvnUpOuA4Wi+NUa3rqEt/Fy9GwEBY+CxhbmqBc2dzkJdbKvTGK38+jRPHEqX/gEAnjJ/UVmpL7d5+WXK9eE1CfI54k8zMSIUNAUdMRKcXqUt3D/E+5eQU4siBOHTt6QEfX1vs3n5JTtfnPt0Lrm6W+HtDJI7sjQNr0NhYm8DY1AiuHlZwdDGDjb2ZAAqy6Tk4m4uXiSFOsdHZ+HtrFGxtTTBlegcYaRiWpyXbqGvvKN8r+0BXbyQAYB4NwQwBFL1z7u7uiIuLE48M7z3vZ2FhUWU4FkP0+Lmvr69cw7GVnBMFkLNfeoTs7Ozh7Oompn58fJxcm5ebC3NzM9jYOcDK0qrS6FbubwU5mgBRhUdEXvXKMRqypYSsGVR9V9EmIz0VaWmp4hnxcHcXD1Z0TAyKCgtRXFwi7Yw1Gtg5OMLW1u6qx6mcY+XcSH5dHdjoz7u2NoYGWia4snLDK9bakHFq1Z/O3BgqWFRYhmce2SIMjPpSVFyE4qIiOVDRaEyEJZGeUQr3OdntpN6aMGiWy+HA2DsD8ciT3ZGTVQQLK2M4OVnId0lJCbh0OQKeXu5o27btTfxrrU5d1UDtGmhp+n6NIXZXPI96v1/X+n1E4aPqbVEBkroHVA38b2qARunzzz+PiIgITJo0SYASjVgasMqrAk5qAkj619bWhn3QYOUrDUX+1dZWMaY5nq5hrTsn/bbKdeyfayIAo1HdkDZXOw6Nea6DYzVmHHrw9u/fj0uXozH5nmlYu/I3tGvXFp5e/nBydEJaaj4y0/Oxd1ckLkdlC3BqG+witNlOzhaIidYyx0VfzkJSYq7kJvG0nLWUOnZ1l5pUPHVnkc2y8jKcPJoozGFpqdqiqWbmGtw+pjUGDvETUJWXU4yoC5mIu5wl3imG5jm6WMDZwxLO7hZITcoTz9KxI3GwtDLF0Fv9xCg1t9CCQ63hSgbD8kpQQ7DNNbLYJkOmSDQQGxsrjG+89uDBg/LKkCoWNo5PSECbNgEoLCpBQV42Llw4Dz//ljA2MYO5hSVyc3JgY2cHV1c3FBcVoyA/B2Fnz8LWxhLx8Ynw9PJAbGwcnBwdkJ2Th2G3DEWZgUZyZ5QK84YoEy8PX1NS0+Ravifx7ZWeEu35qm4bpa3Shus2NihGSblG+lHGMUAZcnPzsH3LBhSXlODeadOwa9cuIUVIz8jCsNtHCSGCNgROOw7blFfMTX8czo8enVKG1emNU1MbZc7V11X3OGxjaFAmuigur2KB4xprm1vN42h/JWprY4RSGYc5SokJBXj52R0orqjRpuhCqdGVk5OFwoICAY8sQpyaUlixP40qDli0YxH8P7+gLyIjMsDC1B06ueLQof1YsmQJWrZsiTfeeKNZvdf/m/9nUFd1M2nA12yp7uNz5UnOFSckekjpKr+PKnzsZlLTdZ2r6kG6rupWB1M10HwaYHL4t99+K0bc1KlT0a9fv2YZjCCJJ/w8VW/OPBTSICs1aa4mF2Px4nckBNHbx1u8DY6OjrCzs8O0adMq9UKQRiIAhg82phDp9OkzoDE2gZWNDUaOmSAhXa/MexIoL8WoMRPQu98AGGu0J/gnjh6Db4sWsLG1ERDGtbCWEItuEhgpzF8EOiRqkPek+DbRFl6lMNGdyeoMg6MXqKSYXh+CYENhmcvPZ2FWrQeEzIQ0kk3NjQVosR4NvVTMceLJPZPdxWulJ/T2LFnyPhKTEmFna4fMrEy0De6IyPDz0HDehoYoKi7GLUMGC9vZ2bALsLS0goeXN269fcwV/V2KikALX/9692BOTrYQFeiLuWEB8suat5AwwREtkZpC3j549w0kJcShVauWSEpKRrmBIfr1H4Le/QfVuybdCwgmTA2KUFhmUgGOGtW8QRfzvhsb0ENjgCI9cNSgDhp4EUP3jA1KZAyCPTNjI+RmFWDp2wfES1ST5OXlagkaDACNIfddGTIzcmFoaCKEDt16eeKp53vL/mQYXnRMBJYtWyagnL9j+pTlDZyqepmqgZtKA95m790QkoaYgidq1FNKWiasLMxhZtb8Ndr+rTdKBUj/1jujzkvVwFVqYPv27fjhhx8kxGno0KEYMGDAVfZUezN6DpSimk1J4EDPkS673LWQRIwePRoGBtowwNIyFqzUhgUOGzYMc+dq465TU1PFC8IQM+a5UGedOnUCk+4nTpxYTQHR0dHw9vaWz958800kp6RKGFFiYoKckGfnZMPfzw9FRcV44vlXK9seDz2E7Vs3Yc7Ds+Hm5tasJ+EMVZP8J/MqOvi6bj5BKAkOjh07JusJCGI+yDSEXzgn98Hbx/eK5iY0xA0g+S3NJQQuDBUjqGguoSdEY1ha6xgb/1iNE6GHYGZhjt59B6F7r76Nngo9NMaGJeKhKi2voHBrdC91N2CIIPVFz1Rz5TZxDOZPkV6E3ildb52psRHMjQ2x5vcwrP41rNbJJsTHgmCprJQFpC3Rvn1LTJneCV16eMiBAUk4mFNGL2VzHvA0sfrV7lQNNIkGPMzebZJ+GttJXMGT1Zpcjk3E7OeWICo6QT6/Y0R/vPT4vUKY8l8TFSD91+64ut7/jAZ++uknrFmzBl27dsXkyZMrjfumVIBC4ECDvCm8SS+++CIOHToMOztboSemdyckpCPuuGM8fvnlF4wfPx6hoaEYOHCghH8xRK5v375wcKhO3cx5vfraa4iJjoGJqRlatmqDxIR4FBTkScgP51pSWiJJ5RnpGRg0eBBGjhyJFSt+RHpGOjLS02FpYSFgprCoCO5urjhy5AicXVwk38XExBhBQUHCmnb5crQALGMTExgaGqHvgCHo3XdgNTWfOX0CURdO4Y7x46vVu2nKe8G+uG6uqaF06Q/Ong1DQw06du6GkM7dagRE+nOkB4HSXMY4+9Ya44YoKW++/ymbGhZJ//SENIeIF0/G0DTbOhi2R10RtDSXrhSvUV1jGJGCu7QMFmYabN8WhUP7YnFg/0Wkp5HavhQF+fkCuF1cHXHrbZ3Qd6APuvbwEE9pUnKCPNsM2eTzfeeddzbH7VD7VDXwr9aAq9niGzK/xIKnq4076+l3YWVphjeeewDxyWmY9H8LMP/xaRh1S+8bMr8bOagKkG6k9tWxVQ00swbogSFQWrVqlXhOCJTILtWUQg+MwgpXVxFW1nFiyBsBTlRUFHJy86T2C0FOTm4OLC0sxcBPTk6SkJzSsjLY2thI3aKAgADMmjULR48ew5at21BeXgoDA6OKHCVD2NpYS3gC69bQA9SlSxcJqSPT3+nTZ5CUlAgHRyf06T8Y3j5+OB92BsEdO6NV6wBRBQ04KwtjyRMprmAzO3vmJLIyMhB9KRIaY2P0G3SL0D6bGJvgwP49iI2OgourOwLbBaN7z9q9C4WFBVjy9qtyAvfivBcEvFxLDaa67h3vBfXFUML6hLp+8MEH0bJNEGbMajjV6/UASGSVo/eoqRnYFJ0IBTbKUFTePB4qreeoWMAXAVJzCNegIVNdubEQMjS1aFAKI8NSlJdrQxDruxdxsdHYvWML7KytYGlhg6C2rZGZQfZLeznwcHGxk7w30uOTypuhwARGGzduFG8t/xrq+Wzqtar9qRq40RpwNlt8Q0LsUnQAUlZ2LnqNehg/fPQiOrZvJSp5/f0VSEhKw4ev//fY7lSAdKOfCnV8VQPXQQOsJ/Pjjz9i9erVckp72223CXtYUwpzkwh2SKxADw3D2e6++x7xwhAQlEg9JdbbsYBPC38MGXYbIi6Gw8fXD/l5eRJ+Q++Oh6c3wi+EISkhHmbmLARpDWsbWxQW5KF92zaSHK9rsLGYZfj5M3D39Ma+3TuQm5ONrMwMAQr+LbU/8lmZmVIUkyFlCxd9ADu9YqGKHpTQLlI+12cQ1qe70yePIezMKRw7egit/P3EAGSIHnVEkNRcdaXqKq5KSurjx4/jwoULiIuLh69/a4y78y64unnUt5zK7+mxoDRXrouRQRk0KEFhM4EXenZMDItRUkYI0PTAQumfrHj6ZAkNVnIdF7J/glQDg3KhJr/Wfao/FPvX0oST7KFuD1tsbDROHjuCA/t2CfW2jY01hg4Zgm7dutXqUWb46l9//YVff/21Ehg1pABvU+hO7UPVwL9VA/bmiypYF5QZKqwLzfs+Pf/ZSpVcjIrD6PtewI6VS+HsqD1k+/73zVi3eS9++/yVf6vqmm1eKkBqNtWqHasa+PdpIDExUWjBmac0fPhwKTZLlqhrkb1796JPnz7SBfN9CAD4R5D0/PMvICoqEiPH3onbR42/lmEq29I4FE+P5HU0LjwqIz2tVnCkDKCczDfEg5Gbm4MN61YhPy8XqSnJ8PTyEWAYduakkDS4urkhoE0bjBs3rhIQUTcMySMVdnMI+09LS8OmTZtw7vx5WFpY4czZ0wIS3d094OvfCq0D2qJr996wtLJq9BSa24OkDa8zaDbPCwkTCIyaw7NTFVbXPJ4j7nvqn/u+OUIclXA66qau/uNjY/DnhjWIjLgAW1sb9OzRQ9gz6yJTIQviH3/8gfXr10tu5PTp0+Hs7Nzo/ac2UDXwv6gBW/O3K7g4q+jotNyczfs+K/+5SnUeOxWOe+YsxP4/PoaNtaV8/tsfO/DJd+vw92/v/S+qvc41qQDpP3fL1QWrGoAY0MxPYngLc2lIaMBT38YKAdGIESOE6ICMZsbGGqkPw5A4hvT5+Hgj4lI0XNx94eTs0tjua72ezGBK0c3mSORn6BKNxWLxMtQOwvbv3YnffvwWWdlZAgjdXF0lxI+eIgLQ2oRkChSregBKZmYmDh06JCCWOVl1eZ2Y4H7x4kWkpKTivvvuw9ffrhCdu7t7IqBte1jb2Ag187VKcwOk5gyva07vF0kfFEKG5sgHYj4TAVhzhNQphwIM1asvnO7vzZtw5NA+WJib4qGHHoKnp2edW4ohtQRFJ0+exKhRo+TP3t7+Wreh2l7VgKqBJtaA4kHauep9ODnYSu+qB6mJlax2p2pA1cDNoQECHOYn0dvAEBl/f3889ljD6iIwpI4J1dbWNhJaQ++UoZERWrcJQkz0ZXTq3A0T7rwTFqQJNSivYPJqnMenPi0yJI4hWVfjTaqvb31K49quz8rKxIvPzJXQPhsbWyxf/mW9wIdECgz3Y84FQxBrkqNHj+KXX39DQkKCnMwzbJDgi0QWukJw+trC1xETE4sWfv4IDumCXt07o9xQS8Xc1NKcAIkeEgKN5sgNUrwvDEvT1iJqOqkiSyAhQ9PmHFV5jQheqtc3utYVsG/uc5Qb1OlVKyzMR3xcnJCXfLz0bYSEdJDaRHXJhx9+KLXZuM8VYHSt81XbqxpQNdB8GqgpB2nh0u+RmJyu5iA1n9rVnlUNqBr4t2tgx44dApZokDMEhn8tWrSoLPTK+SsFZ5XXdevWCbsbw8rS0tJhb28nHozg4PaIiY0V8gMXVzdYW1lh4MAB4gGJjonB4cOh6DtgEMzNreHl7V0RSKAEFFR/5bhKwcyaXpmLQaOdOR88AVc8PnW10QYu1D+e1oBkgU9tSFZNbVLTUrFz6yakp6XC1dUFd911l3iT9HWlFGIl2KG+FAZAgiUWZeXnSpv09HT89PMvaBMUjA4du8q4TGrfs/0vqXdEDxH7UIq8Llm6VHSbnZMLO1tb0XfvPr1RrrGEvZ19jfqtT6+16YiAlEKd1KXHhuhX/xp6eHj/eC9r6vtq5sw2indHAdIN3RsNGU+br1NWyYinW9y1oePoX6fMmZ5S0p2LV6cWnVS11f7CaMvJ1ry3lc8FiBqUCjAqEX1XFdvlNYcO7EdeTiYO/LMPZmamUujX3MxUQkMZFsfiwT179qwMqVP2LSm6t27dKjlGpMxn2B1ZJlVRNaBq4ObQwANPLYa1lQVef+5+xCemYvLsV1UWu5vj1qmzVDWgaqC5NcBTX3qUaOjQECKldq9evWoclkY9jXR6k0jny9A9ekUU2m1+xz+eIisGvVKQNTMzCwUF+bBzcIKFuVmlQVzTQFqjjzlOLDjJPitedYAOzXWah/pJ65WGdh1taRTWLFWJsryGnofqxqcyLyA/P09ykcrLgdLSElk3gRKNSnrnSMxAsgwCHYbW8XuyzdGDxD9FlwyrI+MfvVGs42RmboaszCywkGxhYRFMTU2knpKuEGSRnIH5R0oxWo7JzxydXavNuWb9VgDG/2/v7n6sqs44AL8zY5APWwUHFUQrdfxIiB0FrR8VrBBj0sv6D5i0aXphb5qmt73yzrte9E8wadoY0qQXXJBoUppgayiow1iFgU606EBbPjSCI827DttQHCkzsydrIc9JJhFzZq+1n3efyf6dvfe7rsAoRboT8YvOyOesycBqYDTnuOejLCDa1bN7T1ezhR4Ll9azq9lijoUv/W4MlU543fF2uf3sEOY6br/KaLAPGfr/1+jS4DifeuZ7O5tLPycZ2POZumyUko1W8njMz3E2WMljtTs+v6jRhf+X/841jPK5xoMHD8azzz5bfvpuArPUf/dsnwCBiCPTx+Inv3wppt//qHD88Adb41c/f946SA4OAgQIXCyQzyjlt8F58pTrKe3YsSM2btw4b6RchDU76GV4mp39PB5+eEts37491q1fH+eHlsWqG0fnvc25fiFDUn6jnyGq78U58+pGnlzmt/mXu0Xr4zNnyonmxFsHSig8evRwHDn0bvzzg/fj9OlT5eQzT30zwKxYvrzcfvTEE0+UAJXdvNI8mytMHpwsYeriBfo2bNhQtjk+Ph579vy5rNl04viJErDu/NZdpVNfdqbL9zz26COxdvSW+MbN63qx7TayVLfY5e2Sefred/OBwbNqgwVO+3qVNt5Dn5Vw1Gc3v9LBL7ebV3bKcfZV0XJ+e9I9U5dX5mZj7kVrf/Prl8qVtnym8EqeR8xudLt37y7PyOUXAfnMYQYjLwIErn6BYzP/ihtWrohVK5df/TuzwD3QpGGBcH6NwLUksGvXrtIa+tVXXy0PZedVpbwF70oXJO2sJiYmSuDKNYpyTaN77rsvtm3dGrfeelucHxosqNlH2+Lu1rjBieZ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"text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Filter to improve readablility\n", "Mw_min = 6.5 # Moment magnitude\n", "Mw_max = 10 # Moment magnitude\n", "depth_min = 0 # minimum depth in km\n", "depth_max = 6400 # maximum depth in km\n", "datetime_min = '1000-01-01 00:00:00.000000' # 'yyyy-mm-dd hh:mm:ss.SSSSSS'\n", "datetime_max = '2050-01-01 00:00:00.000000' # 'yyyy-mm-dd hh:mm:ss.SSSSSS'\n", "\n", "# Don't change these two statements\n", "mask = (cmt_cat['centroid.MW'] >= Mw_min) & (cmt_cat['centroid.MW'] <= Mw_max) & (cmt_cat['ep.depth'] >= depth_min) & (cmt_cat['ep.depth'] <= depth_max) & (cmt_cat['ep.timestamp'] >= datetime_min) & (cmt_cat['ep.timestamp'] <= datetime_max)\n", "plot_earthquake_map(cmt_cat[mask])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### TO DO" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Question 6.** Examine the regions on and around Earth’s ocean ridges and ocean trenches. Both the spatial distribution and the depths of earthquakes associated with each are different. Describe/illustrate these differences between earthquake associated with ridges and earthquakes associated with trenches." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Answer**:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

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" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Question 7**. Using earthquake depths as evidence, discuss whether the Earth’s lithosphere is thicker at ridges or at trenches." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Answer**:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

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" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Question 8**. Consider the belt of deepest earthquakes parallel to the Andes mountain chain (the 150-800km deep earthquakes). On what plate are these earthquakes? Explain." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Answer**:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

\n", "

" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "----\n", "## Part III: Volcanism\n", "\n", "A volcano is an opening in the Earth’s surface through which melted rock (magma), volcanic ash and/or gases escape from the interior of the Earth. Most of these are on land, but some are underwater (called “seamounts”). Hovering on a particular volcano icon brings up an information box about that volcano. Hover over the dots in the interactive plot below to check out the *primary volcano type* (also see legend) and the last known eruption.\n", "\n", "Mid-ocean ridge volcanism: While the volcano map below shows more than 1500 volcanoes, the vast majority of volcanic activity on Earth does not occur on land nor does it build volcanoes; instead it occurs at fissures underwater along the mid-ocean ridge system." ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Volcano NamePrimary Volcano TypeLast Known EruptionCountryTectonic SettingDominant Rock Type
0West Eifel Volcanic FieldMaar8300 BCEGermanyRift zone / Continental crust (>25 km)Foidite
1Chaine des PuysLava dome4040 BCEFranceRift zone / Continental crust (>25 km)Basalt / Picro-Basalt
2Olot Volcanic FieldPyroclastic coneUnknownSpainIntraplate / Continental crust (>25 km)Trachybasalt / Tephrite Basanite
3Calatrava Volcanic FieldPyroclastic cone3600 BCESpainIntraplate / Continental crust (>25 km)Basalt / Picro-Basalt
4Colli AlbaniCalderaUnknownItalySubduction zone / Continental crust (>25 km)Foidite
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1327Leskov IslandStratovolcanoUnknownUnited KingdomSubduction zone / Oceanic crust (< 15 km)Andesite / Basaltic Andesite
1328ZavodovskiStratovolcano2016 CEUnited KingdomSubduction zone / Oceanic crust (< 15 km)Basalt / Picro-Basalt
1329Protector SeamountsSubmarine1962 CEUnited KingdomSubduction zone / Oceanic crust (< 15 km)Rhyolite
1330Mount Haddington Volcanic FieldShieldUnknownAntarcticaIntraplate / Continental crust (>25 km)Basalt / Picro-Basalt
1331MelvilleStratovolcanoUnknownAntarcticaIntraplate / Continental crust (>25 km)NaN
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1332 rows × 6 columns

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" ], "text/plain": [ " Volcano Name Primary Volcano Type \\\n", "0 West Eifel Volcanic Field Maar \n", "1 Chaine des Puys Lava dome \n", "2 Olot Volcanic Field Pyroclastic cone \n", "3 Calatrava Volcanic Field Pyroclastic cone \n", "4 Colli Albani Caldera \n", "... ... ... \n", "1327 Leskov Island Stratovolcano \n", "1328 Zavodovski Stratovolcano \n", "1329 Protector Seamounts Submarine \n", "1330 Mount Haddington Volcanic Field Shield \n", "1331 Melville Stratovolcano \n", "\n", " Last Known Eruption Country \\\n", "0 8300 BCE Germany \n", "1 4040 BCE France \n", "2 Unknown Spain \n", "3 3600 BCE Spain \n", "4 Unknown Italy \n", "... ... ... \n", "1327 Unknown United Kingdom \n", "1328 2016 CE United Kingdom \n", "1329 1962 CE United Kingdom \n", "1330 Unknown Antarctica \n", "1331 Unknown Antarctica \n", "\n", " Tectonic Setting \\\n", "0 Rift zone / Continental crust (>25 km) \n", "1 Rift zone / Continental crust (>25 km) \n", "2 Intraplate / Continental crust (>25 km) \n", "3 Intraplate / Continental crust (>25 km) \n", "4 Subduction zone / Continental crust (>25 km) \n", "... ... \n", "1327 Subduction zone / Oceanic crust (< 15 km) \n", "1328 Subduction zone / Oceanic crust (< 15 km) \n", "1329 Subduction zone / Oceanic crust (< 15 km) \n", "1330 Intraplate / Continental crust (>25 km) \n", "1331 Intraplate / Continental crust (>25 km) \n", "\n", " Dominant Rock Type \n", "0 Foidite \n", "1 Basalt / Picro-Basalt \n", "2 Trachybasalt / Tephrite Basanite \n", "3 Basalt / Picro-Basalt \n", "4 Foidite \n", "... ... \n", "1327 Andesite / Basaltic Andesite \n", "1328 Basalt / Picro-Basalt \n", "1329 Rhyolite \n", "1330 Basalt / Picro-Basalt \n", "1331 NaN \n", "\n", "[1332 rows x 6 columns]" ] }, "execution_count": 37, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Use encoding='cp1252' to avoid UnicodeDecodeError: 'utf-8' codec can't decode byte 0x92\n", "# in position 87438: invalid start byte\n", "# See this https://stackoverflow.com/questions/29419322/unicodedecodeerror-utf8-codec-cant-decode-byte-0x92-in-position-377826-inva\n", "volcanoes = pd.read_csv(\"Files/GVP_Volcano_List_Holocene.csv\", encoding='cp1252')\n", "\n", "# Dissplay the content of the dataframe\n", "volcanoes[['Volcano Name', 'Primary Volcano Type', 'Last Known Eruption', 'Country', 'Tectonic Setting','Dominant Rock Type']]" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/tmp/ipykernel_335290/2441878313.py:18: RuntimeWarning:\n", "\n", "invalid value encountered in remainder\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "geo": "geo", "hovertemplate": "lat=%{lat}
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Basaltic Andesite" ], [ "Omanago Group", "Lava dome", "3050 BCE", "Japan", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Niijima", "Lava dome", "886 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Rhyolite" ], [ "Kozushima", "Lava dome", "838 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Rhyolite" ], [ "Esan", "Lava dome", "1874 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Diky Greben", "Lava dome", "350 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Barkhatnaya Sopka", "Lava dome", "3550 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Shisheika", "Lava dome", "2240 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Unnamed", "Lava dome", "Unknown", "United States", "Subduction zone / Continental crust (>25 km)", "No Data (checked)" ], [ "Kaguyak", "Lava dome", "3850 BCE", "United States", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Augustine", "Lava dome", "2006 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Mono-Inyo Craters", "Lava dome", "1380 CE", "United States", "Rift zone / Continental crust (>25 km)", "Rhyolite" ], [ "Mammoth Mountain", "Lava dome", "1260 CE", "United States", "Rift zone / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Salton Buttes", "Lava dome", "210 CE", "United States", "Rift zone / Continental crust (>25 km)", "Rhyolite" ], [ "Prieto, Cerro", "Lava dome", "Unknown", "Mexico", "Rift zone / Continental crust (>25 km)", "Dacite" ], [ "Papayo", "Lava dome", "Unknown", "Mexico", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Chichon, El", "Lava dome", "1982 CE", "Mexico", "Subduction zone / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Ixtepeque", "Lava dome", "Unknown", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Quimsachata", "Lava dome", "4450 BCE", "Peru", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Ticsani", "Lava dome", "1800 CE", "Peru", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Jatun Mundo Quri Warani", "Lava dome", "Unknown", "Bolivia", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Guayaques", "Lava dome", "Unknown", "Chile-Bolivia", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Trolon", "Lava dome", "Unknown", "Argentina", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Huequi", "Lava dome", "1920 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Fueguino", "Lava dome", "1820 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Diables, Morne aux", "Lava dome", "Unknown", "Dominica", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ] ], "geo": "geo", "hovertemplate": "Primary Volcano Type=%{customdata[1]}
latitude (degrees)=%{lat}
longitude (degrees)=%{lon}
Volcano Name=%{customdata[0]}
Last Known Eruption=%{customdata[2]}
Country=%{customdata[3]}
Tectonic Setting=%{customdata[4]}
Dominant Rock Type=%{customdata[5]}", "lat": [ 45.775, 37.615, 36.671, 38.25, -38.12, -19.12, -9.52, -8.62, 7.877, 25.178, 33.282, 36.921, 36.795, 34.397, 34.219, 41.805, 51.452, 52.802, 57.153, 57.87, 58.608, 59.363, 37.804, 37.631, 33.197, 32.418, 19.308, 17.36, 14.42, -14.133, -16.755, -19.78, -22.895, -37.738, -42.377, -54.97, 15.612 ], "legendgroup": "Lava dome", "lon": [ 2.97, 23.336, 27.14, 34.57, 176.5, 177.98, 150.53, 120.52, 125.068, 121.553, 131.39, 138.036, 139.507, 139.27, 139.153, 141.166, 156.978, 158.24, 161.09, -155.411, -154.028, -153.43, -119.029, -119.032, -115.616, -115.305, -98.7, -93.228, -89.68, -71.367, -70.595, -66.48, -67.566, -70.906, -72.578, -70.262, -61.43 ], "marker": { "color": "#EF553B", "size": 15, "symbol": "triangle-up" }, "mode": "markers", "name": "Lava dome", "showlegend": true, "type": "scattergeo" }, { "customdata": [ [ "Olot Volcanic Field", "Pyroclastic cone", "Unknown", "Spain", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Calatrava Volcanic Field", "Pyroclastic cone", "3600 BCE", "Spain", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Kula", "Pyroclastic cone", "Unknown", "Turkey", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Karapinar Field", "Pyroclastic cone", "Unknown", "Turkey", "Intraplate / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Vaiyots-Sar", "Pyroclastic cone", "2000 BCE", "Armenia", "Intraplate / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tskhouk-Karckar", "Pyroclastic cone", "3000 BCE", "Armenia-Azerbaijan", "Intraplate / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sodore", "Pyroclastic cone", "Unknown", "Ethiopia", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Bora-Bericcio", "Pyroclastic cone", "Unknown", "Ethiopia", "Rift zone / Continental crust (>25 km)", "Rhyolite" ], [ "Tullu Moye", "Pyroclastic cone", "1900 CE", "Ethiopia", "Rift zone / Continental crust (>25 km)", "Rhyolite" ], [ "East Chamo Basin", "Pyroclastic cone", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Segererua Plateau", "Pyroclastic cone", "Unknown", "Kenya", "Rift zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Elmenteita Badlands", "Pyroclastic cone", "Unknown", "Kenya", "Rift zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Olkaria", "Pyroclastic cone", "1770 CE", "Kenya", "Rift zone / Continental crust (>25 km)", "Rhyolite" ], [ "Igwisi Hills", "Pyroclastic cone", "10450 BCE", "Tanzania", "Rift zone / Continental crust (>25 km)", "Foidite" ], [ "Bufumbira", "Pyroclastic cone", "Unknown", "Uganda", "Rift zone / Continental crust (>25 km)", "Phono-tephrite / Tephri-phonolite" ], [ "Tombel Graben", "Pyroclastic cone", "Unknown", "Cameroon", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Todra Volcanic Field", "Pyroclastic cone", "Unknown", "Niger", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Tahalra Volcanic Field", "Pyroclastic cone", "Unknown", "Algeria", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Atakor Volcanic Field", "Pyroclastic cone", "Unknown", "Algeria", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Manzaz Volcanic Field", "Pyroclastic cone", "Unknown", "Algeria", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Kutum Volcanic Field", "Pyroclastic cone", "Unknown", "Sudan", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Meidob Volcanic Field", "Pyroclastic cone", "2950 BCE", "Sudan", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Bayuda Volcanic Field", "Pyroclastic cone", "850 CE", "Sudan", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Nosy-Be", "Pyroclastic cone", "Unknown", "Madagascar", "Intraplate / Continental crust (>25 km)", "Foidite" ], [ "Ankaizina Field", "Pyroclastic cone", "Unknown", "Madagascar", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Itasy Volcanic Field", "Pyroclastic cone", "6050 BCE", "Madagascar", "Intraplate / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Vakinankaratra", "Pyroclastic cone", "Unknown", "Madagascar", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Koro", "Pyroclastic cone", "Unknown", "Fiji", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Sessagara", "Pyroclastic cone", "Unknown", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Waiowa", "Pyroclastic cone", "1944 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Sarik-Gajah", "Pyroclastic cone", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tarakan", "Pyroclastic cone", "Unknown", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Hainan Volcanic Field", "Pyroclastic cone", "1933 CE", "China", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Tengchong", "Pyroclastic cone", "5750 BCE", "China", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Izu-Tobu", "Pyroclastic cone", "1989 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Ivao Group", "Pyroclastic cone", "Unknown", "Russia", "Subduction zone / Intermediate crust (15-25 km)", "No Data (checked)" ], [ "Vernadskii Ridge", "Pyroclastic cone", "Unknown", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tolmachev Dol", "Pyroclastic cone", "300 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Veer", "Pyroclastic cone", "390 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Kostakan", "Pyroclastic cone", "1350 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Zavaritsky", "Pyroclastic cone", "800 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Cherpuk Group", "Pyroclastic cone", "4550 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Udokan Plateau", "Pyroclastic cone", "220 BCE", "Russia", "Rift zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Vitim Volcanic Field", "Pyroclastic cone", "Unknown", "Russia", "Unknown", "Basalt / Picro-Basalt" ], [ "Dariganga Volcanic Field", "Pyroclastic cone", "Unknown", "Mongolia", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Ashikule Volcanic Field", "Pyroclastic cone", "1951 CE", "China", "Intraplate / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Honggeertu", "Pyroclastic cone", "Unknown", "China", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Arxan-Chaihe", "Pyroclastic cone", "0 CE", "China", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Keluo Group", "Pyroclastic cone", "Unknown", "China", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Longgang Group", "Pyroclastic cone", "350 CE", "China", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Ingakslugwat Hills", "Pyroclastic cone", "Unknown", "United States", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Behm Canal-Rudyerd Bay", "Pyroclastic cone", "Unknown", "United States", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Atlin Volcanic Field", "Pyroclastic cone", "Unknown", "Canada", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Iskut-Unuk River Cones", "Pyroclastic cone", "1800 CE", "Canada", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Tseax River Cone", "Pyroclastic cone", "1690 CE", "Canada", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Crow Lagoon", "Pyroclastic cone", "Unknown", "Canada", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Milbanke Sound Group", "Pyroclastic cone", "Unknown", "Canada", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Nazko", "Pyroclastic cone", "5220 BCE", "Canada", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Wells Gray-Clearwater", "Pyroclastic cone", "1550 CE", "Canada", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Sand Mountain Field", "Pyroclastic cone", "950 BCE", "United States", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Cinnamon Butte", "Pyroclastic cone", "Unknown", "United States", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Mono Lake Volcanic Field", "Pyroclastic cone", "1790 CE", "United States", "Rift zone / Continental crust (>25 km)", "Dacite" ], [ "Craters of the Moon", "Pyroclastic cone", "130 BCE", "United States", "Rift zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Carrizozo", "Pyroclastic cone", "3250 BCE", "United States", "Rift zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "San Francisco Volcanic Field", "Pyroclastic cone", "1075 CE", "United States", "Rift zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Pinacate", "Pyroclastic cone", "Unknown", "Mexico", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Jaraguay Volcanic Field", "Pyroclastic cone", "Unknown", "Mexico", "Rift zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "San Borja Volcanic Field", "Pyroclastic cone", "Unknown", "Mexico", "Rift zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Barcena", "Pyroclastic cone", "1953 CE", "Mexico", "Rift zone / Oceanic crust (< 15 km)", "Trachyte / Trachydacite" ], [ "Durango Volcanic Field", "Pyroclastic cone", "Unknown", "Mexico", "Subduction zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Mascota Volcanic Field", "Pyroclastic cone", "Unknown", "Mexico", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Michoacan-Guanajuato", "Pyroclastic cone", "1952 CE", "Mexico", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Naolinco Volcanic Field", "Pyroclastic cone", "1200 BCE", "Mexico", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Chiquimula Volcanic Field", "Pyroclastic cone", "Unknown", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Singuil, Cerro", "Pyroclastic cone", "Unknown", "El Salvador", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Negro, Cerro", "Pyroclastic cone", "1999 CE", "Nicaragua", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Licto", "Pyroclastic cone", "Unknown", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Auquihuato, Cerro", "Pyroclastic cone", "Unknown", "Peru", "Subduction zone / Continental crust (>25 km)", "No Data (checked)" ], [ "Andahua-Orcopampa", "Pyroclastic cone", "1490 CE", "Peru", "Subduction zone / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Nicholson, Cerro", "Pyroclastic cone", "Unknown", "Peru", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Negrillar, La", "Pyroclastic cone", "Unknown", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Unnamed", "Pyroclastic cone", "Unknown", "Argentina", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Antofagasta Volcanic Field", "Pyroclastic cone", "Unknown", "Argentina", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Resago, Volcan", "Pyroclastic cone", "Unknown", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Caburgua-Huelemolle", "Pyroclastic cone", "5050 BCE", "Chile", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Carran-Los Venados", "Pyroclastic cone", "1979 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Cayutue-La Vigueria", "Pyroclastic cone", "190 BCE", "Chile", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Apagado", "Pyroclastic cone", "590 BCE", "Chile", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Crater Basalt Volcanic Field", "Pyroclastic cone", "Unknown", "Argentina", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Puyuhuapi", "Pyroclastic cone", "Unknown", "Chile", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Reclus", "Pyroclastic cone", "1908 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Pali-Aike Volcanic Field", "Pyroclastic cone", "5550 BCE", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Helgrindur", "Pyroclastic cone", "Unknown", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Picos Fissural Volcanic System", "Pyroclastic cone", "1652 CE", "Portugal", "Rift zone / Oceanic crust (< 15 km)", "Trachybasalt / Tephrite Basanite" ], [ "Royal Society Range", "Pyroclastic cone", "Unknown", "Antarctica", "Intraplate / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Paulet", "Pyroclastic cone", "Unknown", "Antarctica", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ] ], "geo": "geo", "hovertemplate": "Primary Volcano Type=%{customdata[1]}
latitude (degrees)=%{lat}
longitude (degrees)=%{lon}
Volcano Name=%{customdata[0]}
Last Known Eruption=%{customdata[2]}
Country=%{customdata[3]}
Tectonic Setting=%{customdata[4]}
Dominant Rock Type=%{customdata[5]}", "lat": [ 42.17, 38.87, 38.58, 37.667, 39.797, 39.742, 8.43, 8.221, 8.159, 5.708, 1.57, -0.52, -0.904, -4.889, -1.304, 4.758, 17.68, 22.67, 23.33, 23.92, 14.57, 15.32, 18.33, -13.32, -14.3, -19.033, -19.85, -17.32, -9.549, -9.57, 0.074, 1.83, 19.905, 25.23, 34.9, 45.77, 50.55, 52.63, 53.75, 53.83, 53.905, 55.55, 56.28, 53.75, 45.754, 35.742, 41.59, 47.45, 49.37, 42.33, 61.43, 55.32, 59.68, 56.58, 55.12, 54.7, 52.5, 52.928, 52.33, 44.38, 43.241, 38, 43.42, 33.78, 35.347, 31.85, 29.33, 28.5, 19.3, 24.15, 20.567, 19.85, 19.67, 14.83, 14.054, 12.506, -1.78, -15.07, -15.42, -16.261, -24.319, -25.078, -26.12, -36.45, -39.25, -40.35, -41.3, -41.88, -42.018, -44.3, -50.964, -52.082, 64.866, 37.78, -78.25, -63.579 ], "legendgroup": "Pyroclastic cone", "lon": [ 2.53, -4.02, 28.52, 33.6, 45.497, 45.992, 39.35, 39.05, 39.137, 37.713, 37.9, 36.27, 36.292, 31.933, 29.683, 9.717, 8.5, 5, 5.83, 5.83, 25.85, 26.47, 32.75, 48.48, 48.67, 46.7, 46.942, 179.4, 149.151, 149.075, 100.189, 127.83, 110.229, 98.5, 139.098, 149.68, 155.97, 157.58, 158.45, 158.05, 158.385, 157.47, 117.77, 113.25, 114.279, 81.646, 113.111, 120.8, 125.92, 126.5, -164.47, -131.05, -133.32, -130.55, -128.9, -130.23, -128.73, -123.732, -120.57, -121.93, -122.108, -119.03, -113.5, -105.93, -111.678, -113.5, -114.5, -113.75, -110.82, -104.45, -104.817, -101.75, -96.75, -89.55, -89.631, -86.702, -78.613, -73.18, -72.33, -71.754, -68.59, -68.266, -67.4, -70.92, -71.75, -72.07, -72.27, -72.58, -70.194, -72.53, -73.585, -69.698, -23.283, -25.67, 163.33, -55.78 ], "marker": { "color": "#00cc96", "size": 15, "symbol": "triangle-up" }, "mode": "markers", "name": "Pyroclastic cone", "showlegend": true, "type": "scattergeo" }, { "customdata": [ [ "Colli Albani", "Caldera", "Unknown", "Italy", "Subduction zone / Continental crust (>25 km)", "Foidite" ], [ "Campi Flegrei", "Caldera", "1538 CE", "Italy", "Subduction zone / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Acigol-Nevsehir", "Caldera", "2080 BCE", "Turkey", "Intraplate / Continental crust (>25 km)", "Rhyolite" ], [ "Kone", "Caldera", "1820 CE", "Ethiopia", "Rift zone / Continental crust (>25 km)", "Rhyolite" ], [ "Gedamsa", "Caldera", "Unknown", "Ethiopia", "Rift zone / Continental crust (>25 km)", "Rhyolite" ], [ "O'a Caldera", "Caldera", "Unknown", "Ethiopia", "Rift zone / Continental crust (>25 km)", "Rhyolite" ], [ "Corbetti Caldera", "Caldera", "Unknown", "Ethiopia", "Rift zone / Continental crust (>25 km)", "Rhyolite" ], [ "Ngozi", "Caldera", "1450 CE", "Tanzania", "Rift zone / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Taupo", "Caldera", "260 CE", "New Zealand", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Macauley", "Caldera", "4360 BCE", "New Zealand", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Tofua", "Caldera", "2022 CE", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Niuatahi", "Caldera", "Unknown", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", null ], [ "Dakataua", "Caldera", "1895 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Witori", "Caldera", "2012 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Lolobau", "Caldera", "1912 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Tavui", "Caldera", "4946 BCE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Kuwae", "Caldera", "1974 CE", "Vanuatu", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Singkut", "Caldera", "1881 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Toba", "Caldera", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Ranau", "Caldera", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Sekincau Belirang", "Caldera", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Suoh", "Caldera", "1933 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "No Data (checked)" ], [ "Hulubelu", "Caldera", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Krakatau", "Caldera", "2022 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Buyan-Bratan", "Caldera", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Batur", "Caldera", "2000 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sano, Wai", "Caldera", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Banda Api", "Caldera", "1988 CE", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Dacite" ], [ "Todoko-Ranu", "Caldera", "Unknown", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Taal", "Caldera", "2022 CE", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Laguna Caldera", "Caldera", "Unknown", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kikai", "Caldera", "2020 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Rhyolite" ], [ "Ata", "Caldera", "885 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Aira", "Caldera", "2022 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Asosan", "Caldera", "2021 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Hijiori", "Caldera", "Unknown", "Japan", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Naruko", "Caldera", "837 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Towada", "Caldera", "915 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Nishinoshima", "Caldera", "2021 CE", "Japan", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Ioto", "Caldera", "2022 CE", "Japan", "Subduction zone / Crustal thickness unknown", "Trachyandesite / Basaltic Trachyandesite" ], [ "Shikotsu", "Caldera", "1979 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Akan", "Caldera", "2008 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kussharo", "Caldera", "1320 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Mashu", "Caldera", "1080 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tomariyama [Golovnin]", "Caldera", "1848 CE", "Japan - administered by Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Chirpoi", "Caldera", "2016 CE", "Russia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Zavaritzki Caldera", "Caldera", "1957 CE", "Russia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Ushishur", "Caldera", "1884 CE", "Russia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Nemo Peak", "Caldera", "1938 CE", "Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Kurile Lake", "Caldera", "6440 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Gorely", "Caldera", "2010 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Opala", "Caldera", "1776 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Maly Semyachik", "Caldera", "1952 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Uzon", "Caldera", "200 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Krasheninnikov", "Caldera", "1550 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Emmons Lake", "Caldera", "Unknown", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Aniakchak", "Caldera", "1931 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Novarupta", "Caldera", "1912 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Silverthrone", "Caldera", "Unknown", "Canada", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Crater Lake", "Caldera", "2850 BCE", "United States", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Zitacuaro-Valle de Bravo", "Caldera", "3050 BCE", "Mexico", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Humeros, Los", "Caldera", "4470 BCE", "Mexico", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Coatepeque Caldera", "Caldera", "Unknown", "El Salvador", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Ilopango", "Caldera", "1880 CE", "El Salvador", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Masaya", "Caldera", "2022 CE", "Nicaragua", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Cuicocha", "Caldera", "650 CE", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Pululahua", "Caldera", "290 CE", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Chacana", "Caldera", "1773 CE", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Quilotoa", "Caldera", "1280 CE", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Blanco, Cerro", "Caldera", "2300 BCE", "Argentina", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Maipo", "Caldera", "1912 CE", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Atuel, Caldera del", "Caldera", "Unknown", "Argentina", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Calabozos", "Caldera", "Unknown", "Chile", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Maule, Laguna del", "Caldera", "50 BCE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sollipulli", "Caldera", "1240 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Chaiten", "Caldera", "2011 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Qualibou", "Caldera", "1766 CE", "Saint Lucia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Grimsvotn", "Caldera", "2011 CE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Krafla", "Caldera", "1984 CE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Deception Island", "Caldera", "1970 CE", "Antarctica", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ] ], "geo": "geo", "hovertemplate": "Primary Volcano Type=%{customdata[1]}
latitude (degrees)=%{lat}
longitude (degrees)=%{lon}
Volcano Name=%{customdata[0]}
Last Known Eruption=%{customdata[2]}
Country=%{customdata[3]}
Tectonic Setting=%{customdata[4]}
Dominant Rock Type=%{customdata[5]}", "lat": [ 41.73, 40.827, 38.537, 8.788, 8.357, 7.47, 7.193, -8.989, -38.82, -30.21, -19.75, -15.379, -5.094, -5.576, -4.92, -4.12, -16.829, 3.248, 2.58, -4.871, -5.107, -5.25, -5.334, -6.102, -8.283, -8.242, -8.724, -4.523, 1.25, 14.002, 14.42, 30.793, 31.22, 31.593, 32.884, 38.599, 38.729, 40.51, 27.247, 24.751, 42.688, 43.384, 43.615, 43.572, 43.844, 46.532, 46.925, 47.52, 49.57, 51.45, 52.559, 52.543, 54.135, 54.5, 54.596, 55.341, 56.88, 58.27, 51.43, 42.93, 19.4, 19.68, 13.87, 13.672, 11.985, 0.308, 0.038, -0.375, -0.85, -26.789, -34.164, -34.65, -35.558, -36.058, -38.97, -42.833, 13.83, 64.416, 65.715, -63.001 ], "legendgroup": "Caldera", "lon": [ 12.7, 14.139, 34.621, 39.701, 39.188, 38.58, 38.39, 33.554, 176, -178.475, -175.07, -174.003, 150.094, 150.516, 151.158, 152.2, 168.536, 98.501, 98.83, 103.925, 104.317, 104.27, 104.59, 105.423, 115.133, 115.375, 119.986, 129.881, 127.47, 120.993, 121.27, 130.305, 130.57, 130.657, 131.104, 140.162, 140.734, 140.88, 140.874, 141.289, 141.38, 144.013, 144.427, 144.561, 145.504, 150.871, 151.95, 152.8, 154.808, 157.12, 158.03, 157.339, 159.674, 159.97, 160.27, -162.073, -158.17, -155.157, -126.3, -122.12, -100.25, -97.45, -89.55, -89.053, -86.165, -78.364, -78.463, -78.25, -78.9, -67.765, -69.832, -70.05, -70.496, -70.492, -71.52, -72.646, -61.05, -17.316, -16.728, -60.652 ], "marker": { "color": "#ab63fa", "size": 15, "symbol": "triangle-up" }, "mode": "markers", "name": "Caldera", "showlegend": true, "type": "scattergeo" }, { "customdata": [ [ "Vesuvius", "Stratovolcano", "1944 CE", "Italy", "Subduction zone / Continental crust (>25 km)", "Phono-tephrite / Tephri-phonolite" ], [ "Stromboli", "Stratovolcano", "2022 CE", "Italy", "Subduction zone / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Panarea", "Stratovolcano", "Unknown", "Italy", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Lipari", "Stratovolcano", "1230 CE", "Italy", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Vulcano", "Stratovolcano", "1890 CE", "Italy", "Subduction zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Etna", "Stratovolcano", "2022 CE", "Italy", "Subduction zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Milos", "Stratovolcano", "140 CE", "Greece", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Nisyros", "Stratovolcano", "1888 CE", "Greece", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Hasan Dagi", "Stratovolcano", "Unknown", "Turkey", "Intraplate / Continental crust (>25 km)", "Dacite" ], [ "Erciyes Dagi", "Stratovolcano", "6880 BCE", "Turkey", "Intraplate / Continental crust (>25 km)", "Dacite" ], [ "Nemrut Dagi", "Stratovolcano", "1650 CE", "Turkey", "Intraplate / Continental crust (>25 km)", "Rhyolite" ], [ "Ararat", "Stratovolcano", "1840 CE", "Turkey", "Intraplate / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Elbrus", "Stratovolcano", "50 CE", "Russia", "Intraplate / Continental crust (>25 km)", "Dacite" ], [ "Kazbek", "Stratovolcano", "750 BCE", "Georgia", "Intraplate / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Aragats", "Stratovolcano", "Unknown", "Armenia", "Intraplate / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Porak", "Stratovolcano", "778 BCE", "Armenia-Azerbaijan", "Intraplate / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tair, Jebel at", "Stratovolcano", "2008 CE", "Yemen", "Rift zone / Oceanic crust (< 15 km)", "Trachybasalt / Tephrite Basanite" ], [ "Alid", "Stratovolcano", "Unknown", "Eritrea", "Rift zone / Intermediate crust (15-25 km)", "Rhyolite" ], [ "Gada Ale", "Stratovolcano", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Bora Ale", "Stratovolcano", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Ale Bagu", "Stratovolcano", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Dubbi", "Stratovolcano", "1861 CE", "Eritrea", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Nabro", "Stratovolcano", "2012 CE", "Eritrea", "Rift zone / Intermediate crust (15-25 km)", "Trachyte / Trachydacite" ], [ "Mallahle", "Stratovolcano", "Unknown", "Ethiopia-Eritrea", "Rift zone / Intermediate crust (15-25 km)", "Trachyte / Trachydacite" ], [ "Sork Ale", "Stratovolcano", "Unknown", "Ethiopia-Eritrea", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Borawli", "Stratovolcano", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Afdera", "Stratovolcano", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Rhyolite" ], [ "Ma Alalta", "Stratovolcano", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Rhyolite" ], [ "Dabbahu", "Stratovolcano", "2005 CE", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Mousa Alli", "Stratovolcano", "Unknown", "Ethiopia-Eritrea-Djibouti", "Rift zone / Intermediate crust (15-25 km)", "Rhyolite" ], [ "Gabillema", "Stratovolcano", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Rhyolite" ], [ "Ayelu", "Stratovolcano", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Rhyolite" ], [ "Adwa", "Stratovolcano", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Rhyolite" ], [ "Fentale", "Stratovolcano", "1820 CE", "Ethiopia", "Rift zone / Continental crust (>25 km)", "Rhyolite" ], [ "Boset-Bericha", "Stratovolcano", "Unknown", "Ethiopia", "Rift zone / Continental crust (>25 km)", "Rhyolite" ], [ "Aluto", "Stratovolcano", "50 BCE", "Ethiopia", "Rift zone / Continental crust (>25 km)", "Rhyolite" ], [ "South Island", "Stratovolcano", "1888 CE", "Kenya", "Rift zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Longonot", "Stratovolcano", "1863 CE", "Kenya", "Rift zone / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Lengai, Ol Doinyo", "Stratovolcano", "2022 CE", "Tanzania", "Rift zone / Continental crust (>25 km)", "Foidite" ], [ "Meru", "Stratovolcano", "1910 CE", "Tanzania", "Rift zone / Continental crust (>25 km)", "Phonolite" ], [ "Rungwe", "Stratovolcano", "1250 CE", "Tanzania", "Rift zone / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Kyejo", "Stratovolcano", "1800 CE", "Tanzania", "Rift zone / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Nyiragongo", "Stratovolcano", "2022 CE", "DR Congo", "Rift zone / Continental crust (>25 km)", "Foidite" ], [ "Karisimbi", "Stratovolcano", "8050 BCE", "DR Congo-Rwanda", "Rift zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Visoke", "Stratovolcano", "1957 CE", "DR Congo-Rwanda", "Rift zone / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Muhavura", "Stratovolcano", "Unknown", "Uganda-Rwanda", "Rift zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Cameroon", "Stratovolcano", "2000 CE", "Cameroon", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Oku Volcanic Field", "Stratovolcano", "Unknown", "Cameroon", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Tousside, Tarso", "Stratovolcano", "Unknown", "Chad", "Intraplate / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Voon, Tarso", "Stratovolcano", "Unknown", "Chad", "Intraplate / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Sahand", "Stratovolcano", "Unknown", "Iran", "Intraplate / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sabalan", "Stratovolcano", "Unknown", "Iran", "Intraplate / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Damavand", "Stratovolcano", "5350 BCE", "Iran", "Intraplate / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Bazman", "Stratovolcano", "Unknown", "Iran", "Intraplate / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Taftan", "Stratovolcano", "Unknown", "Iran", "Intraplate / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Amsterdam Island", "Stratovolcano", "Unknown", "France", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "St. Paul", "Stratovolcano", "1793 CE", "France", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Heard", "Stratovolcano", "2022 CE", "Australia", "Intraplate / Oceanic crust (< 15 km)", "Trachybasalt / Tephrite Basanite" ], [ "Kerguelen Islands", "Stratovolcano", "Unknown", "France", "Intraplate / Oceanic crust (< 15 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Est, Ile de l'", "Stratovolcano", "Unknown", "France", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Possession, Ile de la", "Stratovolcano", "Unknown", "France", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Cochons, Ile aux", "Stratovolcano", "Unknown", "France", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Taranaki", "Stratovolcano", "1800 CE", "New Zealand", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Whakaari/White Island", "Stratovolcano", "2019 CE", "New Zealand", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tongariro", "Stratovolcano", "2012 CE", "New Zealand", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Ruapehu", "Stratovolcano", "2007 CE", "New Zealand", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Raoul Island", "Stratovolcano", "2006 CE", "New Zealand", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Monowai", "Stratovolcano", "2012 CE", "New Zealand", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Kao", "Stratovolcano", "1847 CE", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Late", "Stratovolcano", "1854 CE", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Fonualei", "Stratovolcano", "1957 CE", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "Dacite" ], [ "Tafahi", "Stratovolcano", "Unknown", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Baluan", "Stratovolcano", "Unknown", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Blup Blup", "Stratovolcano", "Unknown", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kadovar", "Stratovolcano", "2022 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Bam", "Stratovolcano", "1960 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Boisa", "Stratovolcano", "Unknown", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Manam", "Stratovolcano", "2022 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Karkar", "Stratovolcano", "2014 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Ritter Island", "Stratovolcano", "2007 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Sakar", "Stratovolcano", "Unknown", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Garove", "Stratovolcano", "Unknown", "Papua New Guinea", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Bola", "Stratovolcano", "Unknown", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Krummel-Garbuna-Welcker", "Stratovolcano", "2008 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Lolo", "Stratovolcano", "Unknown", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sulu Range", "Stratovolcano", "Unknown", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Hargy", "Stratovolcano", "950 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Bamus", "Stratovolcano", "1886 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Ulawun", "Stratovolcano", "2022 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Lamington", "Stratovolcano", "1956 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Hydrographers Range", "Stratovolcano", "Unknown", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Victory", "Stratovolcano", "1935 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Ambitle", "Stratovolcano", "350 BCE", "Papua New Guinea", "Subduction zone / Crustal thickness unknown", "Phono-tephrite / Tephri-phonolite" ], [ "Balbi", "Stratovolcano", "Unknown", "Papua New Guinea", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Simbo", "Stratovolcano", "1910 CE", "Solomon Islands", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Savo", "Stratovolcano", "1847 CE", "Solomon Islands", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Tinakula", "Stratovolcano", "2022 CE", "Solomon Islands", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Motlav", "Stratovolcano", "Unknown", "Vanuatu", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Gaua", "Stratovolcano", "2022 CE", "Vanuatu", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Mere Lava", "Stratovolcano", "Unknown", "Vanuatu", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Lopevi", "Stratovolcano", "2007 CE", "Vanuatu", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Epi", "Stratovolcano", "2004 CE", "Vanuatu", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "NE Shepherd Islands", "Stratovolcano", "Unknown", "Vanuatu", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "North Vate", "Stratovolcano", "Unknown", "Vanuatu", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Traitor's Head", "Stratovolcano", "1881 CE", "Vanuatu", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Yasur", "Stratovolcano", "2022 CE", "Vanuatu", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Aneityum", "Stratovolcano", "Unknown", "Vanuatu", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Matthew Island", "Stratovolcano", "1956 CE", "France", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Hunter Island", "Stratovolcano", "1903 CE", "France", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Narcondum", "Stratovolcano", "Unknown", "India", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Barren Island", "Stratovolcano", "2022 CE", "India", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Seulawah Agam", "Stratovolcano", "1839 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Telong, Bur ni", "Stratovolcano", "1937 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sinabung", "Stratovolcano", "2021 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sibualbuali", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Lubukraya", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sorikmarapi", "Stratovolcano", "1986 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Malintang", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tandikat-Singgalang", "Stratovolcano", "1924 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Talang", "Stratovolcano", "2007 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kerinci", "Stratovolcano", "2021 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sumbing", "Stratovolcano", "1921 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Daun, Bukit", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Kaba", "Stratovolcano", "2000 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Dempo", "Stratovolcano", "2022 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Patah", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "No Data (checked)" ], [ "Rajabasa", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Pulosari", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Karang", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Perbakti-Gagak", "Stratovolcano", "1939 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Salak", "Stratovolcano", "1938 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Gede-Pangrango", "Stratovolcano", "1957 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Patuha", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tangkuban Parahu", "Stratovolcano", "2019 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Papandayan", "Stratovolcano", "2002 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kendang", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tampomas", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Galunggung", "Stratovolcano", "1984 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Talagabodas", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Ciremai", "Stratovolcano", "1951 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Slamet", "Stratovolcano", "2014 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Sundoro", "Stratovolcano", "1971 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sumbing", "Stratovolcano", "1730 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Ungaran", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Telomoyo", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Merbabu", "Stratovolcano", "1797 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Merapi", "Stratovolcano", "2022 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Muria", "Stratovolcano", "160 BCE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Lawu", "Stratovolcano", "1885 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Wilis", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kelud", "Stratovolcano", "2014 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kawi-Butak", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "No Data (checked)" ], [ "Arjuno-Welirang", "Stratovolcano", "1952 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Penanggungan", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Semeru", "Stratovolcano", "2022 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tengger Caldera", "Stratovolcano", "2020 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Lamongan", "Stratovolcano", "1898 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Raung", "Stratovolcano", "2022 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Ijen", "Stratovolcano", "1999 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Baluran", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Agung", "Stratovolcano", "2019 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Rinjani", "Stratovolcano", "2016 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tambora", "Stratovolcano", "1967 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Inierie", "Stratovolcano", "8050 BCE", "Indonesia", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Ebulobo", "Stratovolcano", "1969 CE", "Indonesia", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Iya", "Stratovolcano", "1969 CE", "Indonesia", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Paluweh", "Stratovolcano", "2013 CE", "Indonesia", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Egon", "Stratovolcano", "2008 CE", "Indonesia", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Lewotobi", "Stratovolcano", "2003 CE", "Indonesia", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Iliboleng", "Stratovolcano", "1993 CE", "Indonesia", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Lewotolok", "Stratovolcano", "2022 CE", "Indonesia", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Ililabalekan", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Tara, Batu", "Stratovolcano", "2015 CE", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Trachybasalt / Tephrite Basanite" ], [ "Wetar", "Stratovolcano", "1699 CE", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Wurlali", "Stratovolcano", "1892 CE", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Teon", "Stratovolcano", "1904 CE", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Nila", "Stratovolcano", "1968 CE", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Serua", "Stratovolcano", "1921 CE", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Manuk", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Colo", "Stratovolcano", "1983 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Soputan", "Stratovolcano", "2020 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Lokon-Empung", "Stratovolcano", "2015 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Mahawu", "Stratovolcano", "1977 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Klabat", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tangkoko-Duasudara", "Stratovolcano", "1880 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Ruang", "Stratovolcano", "2002 CE", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Karangetang", "Stratovolcano", "2022 CE", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Awu", "Stratovolcano", "2004 CE", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Tobaru", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Ibu", "Stratovolcano", "2022 CE", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Gamkonora", "Stratovolcano", "2007 CE", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Jailolo", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Hiri", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Gamalama", "Stratovolcano", "2018 CE", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Tidore", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Mare", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Moti", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Kie Besi", "Stratovolcano", "1988 CE", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Tigalalu", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Amasing", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Bibinoi", "Stratovolcano", "Unknown", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Balut", "Stratovolcano", "Unknown", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Parker", "Stratovolcano", "1641 CE", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Matutum", "Stratovolcano", "1290 CE", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Apo", "Stratovolcano", "Unknown", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Leonard Range", "Stratovolcano", "120 CE", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Makaturing", "Stratovolcano", "1882 CE", "Philippines", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Ragang", "Stratovolcano", "1916 CE", "Philippines", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Kalatungan", "Stratovolcano", "Unknown", "Philippines", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Malindang", "Stratovolcano", "Unknown", "Philippines", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Camiguin", "Stratovolcano", "1953 CE", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kanlaon", "Stratovolcano", "2017 CE", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Silay", "Stratovolcano", "Unknown", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Cabal’an", "Stratovolcano", "1820 CE", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Mahagnao", "Stratovolcano", "Unknown", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Bulusan", "Stratovolcano", "2022 CE", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Mayon", "Stratovolcano", "2019 CE", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Masaraga", "Stratovolcano", "Unknown", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Iriga", "Stratovolcano", "Unknown", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Isarog", "Stratovolcano", "3500 BCE", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Malindig", "Stratovolcano", "Unknown", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "San Pablo Volcanic Field", "Stratovolcano", "1350 CE", "Philippines", "Subduction zone / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Pinatubo", "Stratovolcano", "1993 CE", "Philippines", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Patoc", "Stratovolcano", "Unknown", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Cagua", "Stratovolcano", "1860 CE", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Camiguin de Babuyanes", "Stratovolcano", "1857 CE", "Philippines", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Babuyan Claro", "Stratovolcano", "1924 CE", "Philippines", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Iraya", "Stratovolcano", "1454 CE", "Philippines", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Popa", "Stratovolcano", "6050 BCE", "Burma (Myanmar)", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Kueishantao", "Stratovolcano", "1853 CE", "Taiwan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Yokoatejima", "Stratovolcano", "1835 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Akusekijima", "Stratovolcano", "Unknown", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Suwanosejima", "Stratovolcano", "2022 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Nakanoshima", "Stratovolcano", "1914 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Kuchinoshima", "Stratovolcano", "1190 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Kuchinoerabujima", "Stratovolcano", "2020 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Kujusan", "Stratovolcano", "1996 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sanbesan", "Stratovolcano", "650 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Fujisan", "Stratovolcano", "1708 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Yokodake", "Stratovolcano", "1200 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Hakusan", "Stratovolcano", "1659 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Norikuradake", "Stratovolcano", "50 BCE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Akandanayama", "Stratovolcano", "Unknown", "Japan", null, null ], [ "Yakedake", "Stratovolcano", "1995 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Midagahara", "Stratovolcano", "1839 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Myokosan", "Stratovolcano", "750 BCE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kusatsu-Shiranesan", "Stratovolcano", "2018 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Harunasan", "Stratovolcano", "550 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Akagisan", "Stratovolcano", "Unknown", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Hiuchigatake", "Stratovolcano", "1544 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Nantaisan", "Stratovolcano", "9540 BCE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Takaharayama", "Stratovolcano", "4570 BCE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Nasudake", "Stratovolcano", "1963 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Bandaisan", "Stratovolcano", "1888 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Adatarayama", "Stratovolcano", "1996 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Azumayama", "Stratovolcano", "1977 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kurikomayama", "Stratovolcano", "1950 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Chokaisan", "Stratovolcano", "1974 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Akita-Komagatake", "Stratovolcano", "1971 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Hachimantai", "Stratovolcano", "5350 BCE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Akita-Yakeyama", "Stratovolcano", "1997 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Iwakisan", "Stratovolcano", "1863 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Hakkodasan", "Stratovolcano", "1550 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Osorezan", "Stratovolcano", "1787 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Izu-Oshima", "Stratovolcano", "1990 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Toshima", "Stratovolcano", "4550 BCE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Miyakejima", "Stratovolcano", "2010 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Mikurajima", "Stratovolcano", "4100 BCE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Hachijojima", "Stratovolcano", "1606 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Aogashima", "Stratovolcano", "1785 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Izu-Torishima", "Stratovolcano", "2002 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Sofugan", "Stratovolcano", "Unknown", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Kita-Ioto", "Stratovolcano", "2022 CE", "Japan", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Farallon de Pajaros", "Stratovolcano", "1967 CE", "United States", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Maug Islands", "Stratovolcano", "Unknown", "United States", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Asuncion", "Stratovolcano", "1906 CE", "United States", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Agrigan", "Stratovolcano", "1917 CE", "United States", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Pagan", "Stratovolcano", "2021 CE", "United States", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Alamagan", "Stratovolcano", "870 CE", "United States", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Guguan", "Stratovolcano", "1883 CE", "United States", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Zealandia Bank", "Stratovolcano", "Unknown", "United States", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Sarigan", "Stratovolcano", "Unknown", "United States", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Anatahan", "Stratovolcano", "2008 CE", "United States", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Oshima-Oshima", "Stratovolcano", "1790 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Hokkaido-Komagatake", "Stratovolcano", "2000 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Toya", "Stratovolcano", "2001 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Niseko", "Stratovolcano", "4900 BCE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Yoteizan", "Stratovolcano", "1050 BCE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kuttara", "Stratovolcano", "1820 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Rishirizan", "Stratovolcano", "5830 BCE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tokachidake", "Stratovolcano", "2004 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Taisetsuzan", "Stratovolcano", "1739 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Maruyama", "Stratovolcano", "1898 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Rausudake", "Stratovolcano", "1800 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Shiretoko-Iozan", "Stratovolcano", "1936 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Raususan [Mendeleev]", "Stratovolcano", "1880 CE", "Japan - administered by Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Ruruidake [Smirnov]", "Stratovolcano", "Unknown", "Japan - administered by Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Chachadake [Tiatia]", "Stratovolcano", "1981 CE", "Japan - administered by Russia", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Berutarubesan [Berutarube]", "Stratovolcano", "Unknown", "Japan - administered by Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Moekeshiwan [Lvinaya Past]", "Stratovolcano", "7480 BCE", "Japan - administered by Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Etorofu-Atosanupuri [Atosanupuri]", "Stratovolcano", "1932 CE", "Japan - administered by Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Hitokappu Volcano Group [Bogatyr Ridge]", "Stratovolcano", "Unknown", "Japan - administered by Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Odamoisan [Tebenkov]", "Stratovolcano", "Unknown", "Japan - administered by Russia", "Subduction zone / Intermediate crust (15-25 km)", null ], [ "Sashiusudake [Baransky]", "Stratovolcano", "1951 CE", "Japan - administered by Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Chirippusan [Chirip]", "Stratovolcano", "1860 CE", "Japan - administered by Russia", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Moyorodake [Medvezhia]", "Stratovolcano", "1999 CE", "Japan - administered by Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Rakkibetsudake [Demon]", "Stratovolcano", "Unknown", "Japan - administered by Russia", "Subduction zone / Intermediate crust (15-25 km)", "No Data (checked)" ], [ "Rudakov", "Stratovolcano", "Unknown", "Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Tri Sestry", "Stratovolcano", "Unknown", "Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Kolokol Group", "Stratovolcano", "1973 CE", "Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Milna", "Stratovolcano", "1914 CE", "Russia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Prevo Peak", "Stratovolcano", "1825 CE", "Russia", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Uratman", "Stratovolcano", "Unknown", "Russia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Ketoi", "Stratovolcano", "1960 CE", "Russia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Rasshua", "Stratovolcano", "1957 CE", "Russia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Sarychev Peak", "Stratovolcano", "2021 CE", "Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Raikoke", "Stratovolcano", "2019 CE", "Russia", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Chirinkotan", "Stratovolcano", "2021 CE", "Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Ekarma", "Stratovolcano", "2010 CE", "Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Sinarka", "Stratovolcano", "1878 CE", "Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Kharimkotan", "Stratovolcano", "1933 CE", "Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Tao-Rusyr Caldera", "Stratovolcano", "1952 CE", "Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Shirinki", "Stratovolcano", "Unknown", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Fuss Peak", "Stratovolcano", "1854 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Chikurachki", "Stratovolcano", "2022 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Ebeko", "Stratovolcano", "2022 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Alaid", "Stratovolcano", "2018 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Kambalny", "Stratovolcano", "2017 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Koshelev", "Stratovolcano", "1690 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Yavinsky", "Stratovolcano", "4050 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Iliinsky", "Stratovolcano", "1901 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Zheltovsky", "Stratovolcano", "1923 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Ksudach", "Stratovolcano", "1907 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Khodutka", "Stratovolcano", "300 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Visokiy", "Stratovolcano", "Unknown", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Vilyuchinsky", "Stratovolcano", "8050 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Koryaksky", "Stratovolcano", "2009 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Avachinsky", "Stratovolcano", "2001 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Bakening", "Stratovolcano", "550 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Akademia Nauk", "Stratovolcano", "1996 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Karymsky", "Stratovolcano", "2022 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Bolshoi Semiachik", "Stratovolcano", "4450 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Taunshits", "Stratovolcano", "550 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kikhpinych", "Stratovolcano", "1550 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Kronotsky", "Stratovolcano", "1923 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Komarov", "Stratovolcano", "950 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Vysoky", "Stratovolcano", "550 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kizimen", "Stratovolcano", "2013 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Udina", "Stratovolcano", "Unknown", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Zimina", "Stratovolcano", "Unknown", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Bezymianny", "Stratovolcano", "2022 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kamen", "Stratovolcano", "Unknown", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Klyuchevskoy", "Stratovolcano", "2021 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Sheveluch", "Stratovolcano", "2022 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Khangar", "Stratovolcano", "1500 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Ichinsky", "Stratovolcano", "1740 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Alney-Chashakondzha", "Stratovolcano", "1600 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Gorny Institute", "Stratovolcano", "1250 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Spokoiny", "Stratovolcano", "3450 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Ostry", "Stratovolcano", "2050 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Changbaishan", "Stratovolcano", "1903 CE", "China-North Korea", "Intraplate / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Ulreung", "Stratovolcano", "2990 BCE", "South Korea", "Intraplate / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Buldir", "Stratovolcano", "Unknown", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Kiska", "Stratovolcano", "1990 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Segula", "Stratovolcano", "Unknown", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Davidof", "Stratovolcano", "Unknown", "United States", "Subduction zone / Intermediate crust (15-25 km)", "No Data (checked)" ], [ "Little Sitkin", "Stratovolcano", "1830 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Semisopochnoi", "Stratovolcano", "2022 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Gareloi", "Stratovolcano", "1989 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Tanaga", "Stratovolcano", "1914 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Takawangha", "Stratovolcano", "1550 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Bobrof", "Stratovolcano", "Unknown", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Kanaga", "Stratovolcano", "2012 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Moffett", "Stratovolcano", "1600 BCE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Great Sitkin", "Stratovolcano", "2022 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Kasatochi", "Stratovolcano", "2008 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Koniuji", "Stratovolcano", "1150 BCE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Atka Volcanic Complex", "Stratovolcano", "2007 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Seguam", "Stratovolcano", "1993 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Amukta", "Stratovolcano", "1997 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Chagulak", "Stratovolcano", "Unknown", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Herbert", "Stratovolcano", "Unknown", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Carlisle", "Stratovolcano", "1828 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Cleveland", "Stratovolcano", "2020 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Tana", "Stratovolcano", "Unknown", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Rhyolite" ], [ "Uliaga", "Stratovolcano", "Unknown", "United States", "Subduction zone / Intermediate crust (15-25 km)", "No Data (checked)" ], [ "Kagamil", "Stratovolcano", "1929 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "No Data (checked)" ], [ "Vsevidof", "Stratovolcano", "1878 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Recheschnoi", "Stratovolcano", "Unknown", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Makushin", "Stratovolcano", "1995 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Akutan", "Stratovolcano", "1992 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Fisher", "Stratovolcano", "1830 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Shishaldin", "Stratovolcano", "2020 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Roundtop", "Stratovolcano", "7600 BCE", "United States", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Amak", "Stratovolcano", "1796 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Frosty", "Stratovolcano", "Unknown", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Dutton", "Stratovolcano", "Unknown", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Pavlof", "Stratovolcano", "2022 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Pavlof Sister", "Stratovolcano", "Unknown", "United States", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Dana", "Stratovolcano", "1890 BCE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kupreanof", "Stratovolcano", "Unknown", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Veniaminof", "Stratovolcano", "2021 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Black Peak", "Stratovolcano", "1900 BCE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Yantarni", "Stratovolcano", "800 BCE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Chiginagak", "Stratovolcano", "1998 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kialagvik", "Stratovolcano", "Unknown", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Ugashik-Peulik", "Stratovolcano", "1814 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Martin", "Stratovolcano", "1953 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Mageik", "Stratovolcano", "500 BCE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Trident", "Stratovolcano", "1974 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Katmai", "Stratovolcano", "1912 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Griggs", "Stratovolcano", "1790 BCE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Snowy Mountain", "Stratovolcano", "1710 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Denison", "Stratovolcano", "Unknown", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Steller", "Stratovolcano", "Unknown", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Kukak", "Stratovolcano", "Unknown", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Fourpeaked", "Stratovolcano", "2006 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Douglas", "Stratovolcano", "Unknown", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Iliamna", "Stratovolcano", "1876 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Redoubt", "Stratovolcano", "2009 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Spurr", "Stratovolcano", "1992 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Hayes", "Stratovolcano", "1200 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Churchill", "Stratovolcano", "847 CE", "United States", "Intraplate / Continental crust (>25 km)", "Dacite" ], [ "Edgecumbe", "Stratovolcano", "2080 BCE", "United States", "Intraplate / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Edziza", "Stratovolcano", "950 CE", "Canada", "Intraplate / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Garibaldi", "Stratovolcano", "8060 BCE", "Canada", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Baker", "Stratovolcano", "1880 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Glacier Peak", "Stratovolcano", "1700 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Rainier", "Stratovolcano", "1450 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Adams", "Stratovolcano", "950 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "St. Helens", "Stratovolcano", "2008 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Hood", "Stratovolcano", "1866 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Jefferson", "Stratovolcano", "950 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Bachelor", "Stratovolcano", "5800 BCE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Shasta", "Stratovolcano", "1250 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Lassen Volcanic Center", "Stratovolcano", "1917 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Mehetia", "Stratovolcano", "Unknown", "France", "Intraplate / Oceanic crust (< 15 km)", "Trachybasalt / Tephrite Basanite" ], [ "Coronado", "Stratovolcano", "Unknown", "Mexico", "Rift zone / Continental crust (>25 km)", "No Data (checked)" ], [ "Sanganguey", "Stratovolcano", "Unknown", "Mexico", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Ceboruco", "Stratovolcano", "1875 CE", "Mexico", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Colima", "Stratovolcano", "2019 CE", "Mexico", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Jocotitlan", "Stratovolcano", "1270 CE", "Mexico", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Toluca, Nevado de", "Stratovolcano", "1350 BCE", "Mexico", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Iztaccihuatl", "Stratovolcano", "Unknown", "Mexico", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Popocatepetl", "Stratovolcano", "2022 CE", "Mexico", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Malinche, La", "Stratovolcano", "1170 BCE", "Mexico", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Cumbres, Las", "Stratovolcano", "3920 BCE", "Mexico", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Orizaba, Pico de", "Stratovolcano", "1846 CE", "Mexico", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tacana", "Stratovolcano", "1986 CE", "Mexico-Guatemala", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tajumulco", "Stratovolcano", "Unknown", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Santa Maria", "Stratovolcano", "2022 CE", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Almolonga", "Stratovolcano", "1818 CE", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Atitlan", "Stratovolcano", "1853 CE", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Toliman", "Stratovolcano", "Unknown", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Acatenango", "Stratovolcano", "1972 CE", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Fuego", "Stratovolcano", "2022 CE", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Agua", "Stratovolcano", "Unknown", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tecuamburro", "Stratovolcano", "960 BCE", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Jumaytepeque", "Stratovolcano", "Unknown", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Moyuta", "Stratovolcano", "Unknown", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tahual", "Stratovolcano", "Unknown", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Suchitan", "Stratovolcano", "Unknown", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Chingo", "Stratovolcano", "Unknown", "Guatemala-El Salvador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Ipala", "Stratovolcano", "Unknown", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Apaneca Range", "Stratovolcano", "Unknown", "El Salvador", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Santa Ana", "Stratovolcano", "2005 CE", "El Salvador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Izalco", "Stratovolcano", "1966 CE", "El Salvador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "San Salvador", "Stratovolcano", "1917 CE", "El Salvador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Guazapa", "Stratovolcano", "Unknown", "El Salvador", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "San Vicente", "Stratovolcano", "Unknown", "El Salvador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Taburete", "Stratovolcano", "Unknown", "El Salvador", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Tecapa", "Stratovolcano", "Unknown", "El Salvador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Usulutan", "Stratovolcano", "Unknown", "El Salvador", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Tigre, El", "Stratovolcano", "Unknown", "El Salvador", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Chinameca", "Stratovolcano", "Unknown", "El Salvador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "San Miguel", "Stratovolcano", "2020 CE", "El Salvador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tigre, Isla del", "Stratovolcano", "Unknown", "Honduras", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Zacate Grande, Isla", "Stratovolcano", "Unknown", "Honduras", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Cosiguina", "Stratovolcano", "1859 CE", "Nicaragua", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "San Cristobal", "Stratovolcano", "2022 CE", "Nicaragua", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Telica", "Stratovolcano", "2022 CE", "Nicaragua", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Rota", "Stratovolcano", "Unknown", "Nicaragua", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Momotombo", "Stratovolcano", "2016 CE", "Nicaragua", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Mombacho", "Stratovolcano", "Unknown", "Nicaragua", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Concepcion", "Stratovolcano", "2011 CE", "Nicaragua", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Ciguatepe, Cerro el", "Stratovolcano", "Unknown", "Nicaragua", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Orosi", "Stratovolcano", "Unknown", "Costa Rica", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Miravalles", "Stratovolcano", "1946 CE", "Costa Rica", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tenorio", "Stratovolcano", "Unknown", "Costa Rica", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Arenal", "Stratovolcano", "2010 CE", "Costa Rica", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Platanar", "Stratovolcano", "Unknown", "Costa Rica", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Poas", "Stratovolcano", "2022 CE", "Costa Rica", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Irazu", "Stratovolcano", "1977 CE", "Costa Rica", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Turrialba", "Stratovolcano", "2022 CE", "Costa Rica", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Baru", "Stratovolcano", "1550 CE", "Panama", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Valle, El", "Stratovolcano", "Unknown", "Panama", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Romeral", "Stratovolcano", "5390 BCE", "Colombia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Bravo, Cerro", "Stratovolcano", "1720 CE", "Colombia", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Ruiz, Nevado del", "Stratovolcano", "2022 CE", "Colombia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tolima, Nevado del", "Stratovolcano", "1943 CE", "Colombia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Machin", "Stratovolcano", "1180 CE", "Colombia", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Huila, Nevado del", "Stratovolcano", "2012 CE", "Colombia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Purace", "Stratovolcano", "2022 CE", "Colombia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sotara", "Stratovolcano", "Unknown", "Colombia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Dona Juana", "Stratovolcano", "1906 CE", "Colombia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Azufral", "Stratovolcano", "930 BCE", "Colombia", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Cumbal", "Stratovolcano", "1926 CE", "Colombia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Chiles-Cerro Negro", "Stratovolcano", "1936 CE", "Colombia-Ecuador", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Soche", "Stratovolcano", "6650 BCE", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Chachimbiro", "Stratovolcano", "3740 BCE", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Mojanda", "Stratovolcano", "Unknown", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Reventador", "Stratovolcano", "2022 CE", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Guagua Pichincha", "Stratovolcano", "2002 CE", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Atacazo", "Stratovolcano", "320 BCE", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Antisana", "Stratovolcano", "1802 CE", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Aliso", "Stratovolcano", "2450 BCE", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sumaco", "Stratovolcano", "1895 CE", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Illiniza", "Stratovolcano", "Unknown", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Cotopaxi", "Stratovolcano", "2016 CE", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Chimborazo", "Stratovolcano", "550 CE", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tungurahua", "Stratovolcano", "2016 CE", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sangay", "Stratovolcano", "2022 CE", "Ecuador", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sara Sara", "Stratovolcano", "Unknown", "Peru", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Coropuna", "Stratovolcano", "Unknown", "Peru", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sabancaya", "Stratovolcano", "2022 CE", "Peru", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Chachani, Nevado", "Stratovolcano", "Unknown", "Peru", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Misti, El", "Stratovolcano", "1985 CE", "Peru", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Ubinas", "Stratovolcano", "2019 CE", "Peru", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Huaynaputina", "Stratovolcano", "1600 CE", "Peru", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Tutupaca", "Stratovolcano", "1802 CE", "Peru", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Yucamane", "Stratovolcano", "1320 BCE", "Peru", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Casiri, Nevados", "Stratovolcano", "Unknown", "Peru", "Subduction zone / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Tacora", "Stratovolcano", "Unknown", "Chile-Peru", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Parinacota", "Stratovolcano", "290 CE", "Chile-Bolivia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Guallatiri", "Stratovolcano", "1960 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Isluga", "Stratovolcano", "1913 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tata Sabaya", "Stratovolcano", "Unknown", "Bolivia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Irruputuncu", "Stratovolcano", "1995 CE", "Chile-Bolivia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Olca-Paruma", "Stratovolcano", "Unknown", "Chile-Bolivia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Putana", "Stratovolcano", "1810 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Sairecabur", "Stratovolcano", "Unknown", "Chile-Bolivia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Licancabur", "Stratovolcano", "Unknown", "Chile-Bolivia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Colachi", "Stratovolcano", "Unknown", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Acamarachi", "Stratovolcano", "Unknown", "Chile", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Chiliques", "Stratovolcano", "Unknown", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Lascar", "Stratovolcano", "2017 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Cordon de Puntas Negras", "Stratovolcano", "Unknown", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Miniques", "Stratovolcano", "Unknown", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Caichinque", "Stratovolcano", "Unknown", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Pular", "Stratovolcano", "Unknown", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Socompa", "Stratovolcano", "5250 BCE", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Llullaillaco", "Stratovolcano", "1877 CE", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Corrida de Cori Volcanic Field", "Stratovolcano", "Unknown", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Lastarria", "Stratovolcano", "Unknown", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Incahuasi, Nevado de", "Stratovolcano", "Unknown", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Ojos del Salado, Nevados", "Stratovolcano", "750 CE", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Solo, El", "Stratovolcano", "Unknown", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Tuzgle", "Stratovolcano", "Unknown", "Argentina", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Aracar", "Stratovolcano", "Unknown", "Argentina", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Condor, El", "Stratovolcano", "Unknown", "Argentina", "Subduction zone / Continental crust (>25 km)", "No Data (checked)" ], [ "Peinado", "Stratovolcano", "Unknown", "Argentina", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tupungatito", "Stratovolcano", "1987 CE", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "San Jose", "Stratovolcano", "1960 CE", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Palomo", "Stratovolcano", "Unknown", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Risco Plateado", "Stratovolcano", "Unknown", "Argentina", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tinguiririca", "Stratovolcano", "1917 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Planchon-Peteroa", "Stratovolcano", "2019 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Descabezado Grande", "Stratovolcano", "1933 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Azul, Cerro", "Stratovolcano", "1967 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "San Pedro-Pellado", "Stratovolcano", "Unknown", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Longavi, Nevado de", "Stratovolcano", "4890 BCE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Blancas, Lomas", "Stratovolcano", "Unknown", "Chile", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Chillan, Nevados de", "Stratovolcano", "2022 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tromen Volcanic Plateau", "Stratovolcano", "1822 CE", "Argentina", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Antuco", "Stratovolcano", "1869 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Copahue", "Stratovolcano", "2021 CE", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Callaqui", "Stratovolcano", "1980 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tolhuaca", "Stratovolcano", "4000 BCE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Lonquimay", "Stratovolcano", "1990 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Llaima", "Stratovolcano", "2009 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Villarrica", "Stratovolcano", "2022 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Quetrupillan", "Stratovolcano", "255 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Lanin", "Stratovolcano", "560 CE", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Huanquihue Group", "Stratovolcano", "1750 CE", "Argentina", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Mocho-Choshuenco", "Stratovolcano", "1937 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Puyehue-Cordon Caulle", "Stratovolcano", "2012 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Antillanca Volcanic Complex", "Stratovolcano", "230 BCE", "Chile", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Puntiagudo-Cordon Cenizos", "Stratovolcano", "1850 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Osorno", "Stratovolcano", "1869 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Tronador", "Stratovolcano", "Unknown", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Calbuco", "Stratovolcano", "2015 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Yate", "Stratovolcano", "1090 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Hornopiren", "Stratovolcano", "340 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Michinmahuida", "Stratovolcano", "1835 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Yanteles", "Stratovolcano", "6650 BCE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Corcovado", "Stratovolcano", "4920 BCE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Melimoyu", "Stratovolcano", "200 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Mentolat", "Stratovolcano", "1710 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Cay", "Stratovolcano", "Unknown", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Maca", "Stratovolcano", "1560 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Hudson, Cerro", "Stratovolcano", "2011 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Lautaro", "Stratovolcano", "1979 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Aguilera", "Stratovolcano", "1250 BCE", "Chile", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Burney, Monte", "Stratovolcano", "1910 CE", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Saba", "Stratovolcano", "1640 CE", "Netherlands", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Quill, The", "Stratovolcano", "250 CE", "Netherlands", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Liamuiga", "Stratovolcano", "160 CE", "Saint Kitts and Nevis", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Nevis Peak", "Stratovolcano", "Unknown", "Saint Kitts and Nevis", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Soufriere Hills", "Stratovolcano", "2013 CE", "United Kingdom", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Soufriere Guadeloupe", "Stratovolcano", "1977 CE", "France", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Diablotins, Morne", "Stratovolcano", "Unknown", "Dominica", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Watt, Morne", "Stratovolcano", "1997 CE", "Dominica", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Plat Pays, Morne", "Stratovolcano", "1270 CE", "Dominica", "Subduction zone / Oceanic crust (< 15 km)", "Dacite" ], [ "Pelee", "Stratovolcano", "1932 CE", "France", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Soufriere St. Vincent", "Stratovolcano", "2021 CE", "Saint Vincent and the Grenadines", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "St. Catherine", "Stratovolcano", "Unknown", "Grenada", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Snaefellsjokull", "Stratovolcano", "200 CE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", null ], [ "Hromundartindur", "Stratovolcano", "Unknown", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Eyjafjallajokull", "Stratovolcano", "2010 CE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Tindfjallajokull", "Stratovolcano", "Unknown", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Torfajokull", "Stratovolcano", "1477 CE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Rhyolite" ], [ "Hekla", "Stratovolcano", "2000 CE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Thordarhyrna", "Stratovolcano", "1904 CE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", null ], [ "Bardarbunga", "Stratovolcano", "2015 CE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Tungnafellsjokull", "Stratovolcano", "Unknown", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Kverkfjoll", "Stratovolcano", "1968 CE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Askja", "Stratovolcano", "1961 CE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Fremrinamar", "Stratovolcano", "1200 BCE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Oraefajokull", "Stratovolcano", "1728 CE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Esjufjoll", "Stratovolcano", "Unknown", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Snaefell", "Stratovolcano", "Unknown", "Iceland", "Rift zone / Oceanic crust (< 15 km)", null ], [ "Jan Mayen", "Stratovolcano", "1985 CE", "Norway", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Flores", "Stratovolcano", "950 BCE", "Portugal", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Fayal", "Stratovolcano", "1958 CE", "Portugal", "Rift zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Pico", "Stratovolcano", "1720 CE", "Portugal", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Graciosa", "Stratovolcano", "1950 BCE", "Portugal", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Terceira", "Stratovolcano", "2000 CE", "Portugal", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Sete Cidades", "Stratovolcano", "1880 CE", "Portugal", "Rift zone / Oceanic crust (< 15 km)", "Trachyte / Trachydacite" ], [ "Agua de Pau", "Stratovolcano", "1564 CE", "Portugal", "Rift zone / Oceanic crust (< 15 km)", "Trachyte / Trachydacite" ], [ "Furnas", "Stratovolcano", "1630 CE", "Portugal", "Rift zone / Oceanic crust (< 15 km)", "Trachyte / Trachydacite" ], [ "La Palma", "Stratovolcano", "2021 CE", "Spain", "Intraplate / Oceanic crust (< 15 km)", "Trachybasalt / Tephrite Basanite" ], [ "Tenerife", "Stratovolcano", "1909 CE", "Spain", "Intraplate / Oceanic crust (< 15 km)", "Phonolite" ], [ "Fogo", "Stratovolcano", "2015 CE", "Cape Verde", "Intraplate / Intermediate crust (15-25 km)", "Foidite" ], [ "Brava", "Stratovolcano", "Unknown", "Cape Verde", "Intraplate / Intermediate crust (15-25 km)", "Foidite" ], [ "Ascension", "Stratovolcano", "1508 CE", "United Kingdom", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Nightingale Island", "Stratovolcano", "2004 CE", "United Kingdom", "Rift zone / Oceanic crust (< 15 km)", "Trachyte / Trachydacite" ], [ "Buckle Island", "Stratovolcano", "1899 CE", "Antarctica", "Rift zone / Oceanic crust (< 15 km)", "Trachybasalt / Tephrite Basanite" ], [ "Young Island", "Stratovolcano", "Unknown", "Antarctica", "Rift zone / Oceanic crust (< 15 km)", "Trachybasalt / Tephrite Basanite" ], [ "Sturge Island", "Stratovolcano", "Unknown", "Antarctica", "Rift zone / Oceanic crust (< 15 km)", "Trachybasalt / Tephrite Basanite" ], [ "Pleiades, The", "Stratovolcano", "1050 BCE", "Antarctica", "Intraplate / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Melbourne", "Stratovolcano", "1892 CE", "Antarctica", "Intraplate / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Erebus", "Stratovolcano", "2022 CE", "Antarctica", "Intraplate / Continental crust (>25 km)", "Phonolite" ], [ "Hudson Mountains", "Stratovolcano", "210 BCE", "Antarctica", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Penguin Island", "Stratovolcano", "1905 CE", "Antarctica", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Bridgeman Island", "Stratovolcano", "Unknown", "Antarctica", "Intraplate / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Southern Thule", "Stratovolcano", "1975 CE", "United Kingdom", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Bristol Island", "Stratovolcano", "2016 CE", "United Kingdom", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Saunders", "Stratovolcano", "2022 CE", "United Kingdom", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Candlemas Island", "Stratovolcano", "1911 CE", "United Kingdom", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Hodson", "Stratovolcano", "Unknown", "United Kingdom", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Leskov Island", "Stratovolcano", "Unknown", "United Kingdom", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Zavodovski", "Stratovolcano", "2016 CE", "United Kingdom", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Melville", "Stratovolcano", "Unknown", "Antarctica", "Intraplate / Continental crust (>25 km)", null ] ], "geo": "geo", "hovertemplate": "Primary Volcano Type=%{customdata[1]}
latitude (degrees)=%{lat}
longitude (degrees)=%{lon}
Volcano Name=%{customdata[0]}
Last Known Eruption=%{customdata[2]}
Country=%{customdata[3]}
Tectonic Setting=%{customdata[4]}
Dominant Rock Type=%{customdata[5]}", "lat": [ 40.821, 38.789, 38.638, 38.49, 38.404, 37.748, 36.699, 36.586, 38.13, 38.531, 38.654, 39.7, 43.351, 42.7, 40.53, 40.028, 15.55, 14.88, 13.975, 13.725, 13.512, 13.579, 13.37, 13.27, 13.18, 13.304, 13.088, 13.013, 12.595, 12.469, 11.08, 10.082, 10.063, 8.975, 8.558, 7.77, 2.63, -0.914, -2.764, -3.244, -9.135, -9.229, -1.52, -1.506, -1.458, -1.383, 4.203, 6.25, 21.03, 20.92, 37.75, 38.268, 35.951, 28.07, 28.6, -37.83, -38.72, -53.106, -49.58, -46.43, -46.42, -46.1, -39.3, -37.52, -39.157, -39.28, -29.27, -25.887, -19.668, -18.806, -18.023, -15.854, -2.57, -3.507, -3.608, -3.613, -3.994, -4.08, -4.647, -5.519, -5.414, -4.687, -5.141, -5.416, -5.466, -5.5, -5.33, -5.2, -5.05, -8.95, -9, -9.2, -4.08, -5.92, -8.292, -9.13, -10.386, -13.67, -14.281, -14.45, -16.507, -16.68, -16.992, -17.47, -18.754, -19.532, -20.2, -22.33, -22.4, 13.43, 12.278, 5.448, 4.769, 3.17, 1.556, 1.478, 0.686, 0.47, -0.39, -0.979, -1.697, -2.414, -3.38, -3.522, -4.016, 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"Stratovolcano", "showlegend": true, "type": "scattergeo" }, { "customdata": [ [ "Ischia", "Complex", "1302 CE", "Italy", "Subduction zone / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Yangudi", "Complex", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Rhyolite" ], [ "Homa Mountain", "Complex", "Unknown", "Kenya", "Rift zone / Continental crust (>25 km)", "Foidite" ], [ "Eburru, Ol Doinyo", "Complex", "Unknown", "Kenya", "Rift zone / Continental crust (>25 km)", "Rhyolite" ], [ "McDonald Islands", "Complex", "2005 CE", "Australia", "Intraplate / Oceanic crust (< 15 km)", "Phonolite" ], [ "St. Andrew Strait", "Complex", "1957 CE", "Papua New Guinea", "Subduction zone / Oceanic crust (< 15 km)", "Rhyolite" ], [ "Long Island", "Complex", "1993 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Umboi", "Complex", "Unknown", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Langila", "Complex", "2022 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Mundua", "Complex", "Unknown", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Suretamatai", "Complex", "1966 CE", "Vanuatu", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Peuet Sague", "Complex", "2000 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Talakmau", "Complex", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Marapi", "Complex", "2018 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Guntur", "Complex", "1847 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Dieng Volcanic Complex", "Complex", "2021 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Iyang-Argapura", "Complex", "Unknown", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Sangeang Api", "Complex", "2022 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Inielika", "Complex", "2001 CE", "Indonesia", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Kelimutu", "Complex", "1968 CE", "Indonesia", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Leroboleng", "Complex", "2003 CE", "Indonesia", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Iliwerung", "Complex", "2021 CE", "Indonesia", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Sirung", "Complex", "2015 CE", "Indonesia", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Ambang", "Complex", "2005 CE", "Indonesia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Dukono", "Complex", "2022 CE", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Cuernos de Negros", "Complex", "Unknown", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Mandalagan", "Complex", "Unknown", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Banahaw", "Complex", "Unknown", "Philippines", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Io-Torishima", "Complex", "1968 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Unzendake", "Complex", "1996 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Hakoneyama", "Complex", "2015 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Ontakesan", "Complex", "2014 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Asamayama", "Complex", "2019 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Zaozan [Zaosan]", "Complex", "1940 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Iwatesan", "Complex", "1919 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Etorofu-Yakeyama [Grozny Group]", "Complex", "2013 CE", "Japan - administered by Russia", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Asacha", "Complex", "Unknown", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Mutnovsky", "Complex", "2000 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Gamchen", "Complex", "550 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Meager", "Complex", "410 BCE", "Canada", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Three Sisters", "Complex", "440 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Pacaya", "Complex", "2021 CE", "Guatemala", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Pilas, Las", "Complex", "1954 CE", "Nicaragua", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Rincon de la Vieja", "Complex", "2022 CE", "Costa Rica", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Barva", "Complex", "6050 BCE", "Costa Rica", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Galeras", "Complex", "2014 CE", "Colombia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Taapaca", "Complex", "320 BCE", "Chile", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Cordon del Azufre", "Complex", "Unknown", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Bayo Gorbea, Cerro", "Complex", "Unknown", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Nevada, Sierra", "Complex", "Unknown", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "No Data (checked)" ], [ "Falso Azufre", "Complex", "Unknown", "Chile-Argentina", "Subduction zone / Continental crust (>25 km)", "No Data (checked)" ], [ "Tipas", "Complex", "Unknown", "Argentina", "Subduction zone / Continental crust (>25 km)", "No Data (checked)" ], [ "Trois Pitons, Morne", "Complex", "920 CE", "Dominica", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ] ], "geo": "geo", "hovertemplate": "Primary Volcano Type=%{customdata[1]}
latitude (degrees)=%{lat}
longitude (degrees)=%{lon}
Volcano Name=%{customdata[0]}
Last Known Eruption=%{customdata[2]}
Country=%{customdata[3]}
Tectonic Setting=%{customdata[4]}
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"mode": "markers", "name": "Complex", "showlegend": true, "type": "scattergeo" }, { "customdata": [ [ "Palinuro", "Submarine", "8040 BCE", "Italy", "Subduction zone / Continental crust (>25 km)", "Phonolite" ], [ "Campi Flegrei del Mar di Sicilia", "Submarine", "1867 CE", "Italy", "Rift zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Marsili", "Submarine", "1050 BCE", "Italy", null, null ], [ "Boomerang Seamount", "Submarine", "1995 CE", "France", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Clark", "Submarine", "Unknown", "New Zealand", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Tangaroa", "Submarine", "Unknown", "New Zealand", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Rumble V", "Submarine", "Unknown", "New Zealand", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Rumble IV", "Submarine", "Unknown", "New Zealand", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Rumble III", "Submarine", "2008 CE", "New Zealand", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Rumble II West", "Submarine", "Unknown", "New Zealand", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Healy", "Submarine", "1360 CE", "New Zealand", "Subduction zone / Oceanic crust (< 15 km)", "Dacite" ], [ "Brothers", "Submarine", "Unknown", "New Zealand", "Subduction zone / Oceanic crust (< 15 km)", "Dacite" ], [ "Wright", "Submarine", "Unknown", "New Zealand", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Havre Seamount", "Submarine", "2012 CE", "New Zealand", "Subduction zone / Oceanic crust (< 15 km)", null ], [ "Curtis Island", "Submarine", "Unknown", "New Zealand", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Giggenbach", "Submarine", "Unknown", "New Zealand", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Unnamed", "Submarine", "Unknown", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Unnamed", "Submarine", "1932 CE", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "No Data (checked)" ], [ "Unnamed", "Submarine", "Unknown", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Unnamed", "Submarine", "2017 CE", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "No Data (checked)" ], [ "Hunga Tonga-Hunga Ha'apai", "Submarine", "2022 CE", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Fonuafo'ou", "Submarine", "1936 CE", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Lateiki", "Submarine", "2019 CE", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "Dacite" ], [ "Home Reef", "Submarine", "2006 CE", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "Dacite" ], [ "Unnamed", "Submarine", "2019 CE", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "Dacite" ], [ "Curacoa", "Submarine", "1979 CE", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "Dacite" ], [ "Dugong", "Submarine", "Unknown", "Tonga", null, null ], [ "Lobster", "Submarine", "Unknown", "Tonga", null, null ], [ "Tafu-Maka", "Submarine", "2008 CE", "Tonga", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "West Mata", "Submarine", "2009 CE", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Vailulu'u", "Submarine", "2003 CE", "United States", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Malumalu", "Submarine", "Unknown", "United States", "Intraplate / Oceanic crust (< 15 km)", null ], [ "Central Bismarck Sea", "Submarine", "1972 CE", "Papua New Guinea", "Rift zone / Continental crust (>25 km)", "No Data (checked)" ], [ "Hankow Reef", "Submarine", "Unknown", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "No Data (checked)" ], [ "Kana Keoki", "Submarine", "Unknown", "Solomon Islands", "Subduction zone / Crustal thickness unknown", "Dacite" ], [ "Coleman Seamount", "Submarine", "Unknown", "Solomon Islands", "Subduction zone / Crustal thickness unknown", "No Data (checked)" ], [ "Kavachi", "Submarine", "2022 CE", "Solomon Islands", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Unnamed", "Submarine", "Unknown", "Solomon Islands", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Eastern Gemini Seamount", "Submarine", "1996 CE", "France", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Banua Wuhu", "Submarine", "1919 CE", "Indonesia", "Subduction zone / Oceanic crust (< 15 km)", "Andesite / Basaltic Andesite" ], [ "Unnamed", "Submarine", "1854 CE", "Philippines", "Subduction zone / Crustal thickness unknown", "No Data (checked)" ], [ "Cendres, Ile des", "Submarine", "1923 CE", "Vietnam", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Submarine Volcano NNE of Iriomotejima", "Submarine", "1924 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Rhyolite" ], [ "Kurose Hole", "Submarine", "Unknown", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Dacite" ], [ "Kita-Bayonnaise", "Submarine", "Unknown", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Rhyolite" ], [ "Myojinsho", "Submarine", "1970 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Dacite" ], [ "Sumisujima", "Submarine", "1916 CE", "Japan", "Subduction zone / Oceanic crust (< 15 km)", "Dacite" ], [ "Suiyo Seamount", "Submarine", "Unknown", "Japan", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Mokuyo Seamount", "Submarine", "Unknown", "Japan", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Doyo Seamount", "Submarine", "Unknown", "Japan", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Kaikata Seamount", "Submarine", "Unknown", "Japan", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Kaitoku Seamount", "Submarine", "1984 CE", "Japan", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Kita-Fukutokutai", "Submarine", "1954 CE", "Japan", "Subduction zone / Crustal thickness unknown", "No Data (checked)" ], [ "Fukutoku-Oka-no-Ba", "Submarine", "2021 CE", "Japan", "Subduction zone / Crustal thickness unknown", "Trachyandesite / Basaltic Trachyandesite" ], [ "Minami-Hiyoshi", "Submarine", "1975 CE", "Japan", "Subduction zone / Crustal thickness unknown", "Trachyandesite / Basaltic Trachyandesite" ], [ "Nikko", "Submarine", "Unknown", "Japan", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Fukujin", "Submarine", "1974 CE", "United States", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Kasuga 1", "Submarine", "1959 CE", "United States", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Kasuga 2", "Submarine", "Unknown", "United States", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "NW Eifuku", "Submarine", "Unknown", "United States", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Daikoku", "Submarine", "Unknown", "United States", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Ahyi", "Submarine", "2014 CE", "United States", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Supply Reef", "Submarine", "1989 CE", "United States", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "South Sarigan Seamount", "Submarine", "2010 CE", "United States", "Subduction zone / Crustal thickness unknown", "No Data (checked)" ], [ "East Diamante", "Submarine", "Unknown", "United States", "Subduction zone / Crustal thickness unknown", "Dacite" ], [ "Ruby", "Submarine", "1995 CE", "United States", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Esmeralda Bank", "Submarine", "Unknown", "United States", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "NW Rota-1", "Submarine", "2010 CE", "United States", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Forecast Seamount", "Submarine", "Unknown", "United States", "Subduction zone / Crustal thickness unknown", "No Data (checked)" ], [ "Seamount X", "Submarine", "Unknown", "United States", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Mariana Back-Arc Segment at 15.5¡N", "Submarine", "2015 CE", "United States", "Subduction zone / Oceanic crust (< 15 km)", null ], [ "Unnamed", "Submarine", "Unknown", "Japan - administered by Russia", "Subduction zone / Intermediate crust (15-25 km)", "No Data (checked)" ], [ "Unnamed", "Submarine", "1972 CE", "Russia", "Subduction zone / Oceanic crust (< 15 km)", "No Data (checked)" ], [ "Srednii", "Submarine", "Unknown", "Russia", "Subduction zone / Oceanic crust (< 15 km)", "No Data (checked)" ], [ "Piip", "Submarine", "5050 BCE", "Russia", "Subduction zone / Intermediate crust (15-25 km)", "Dacite" ], [ "Bogoslof", "Submarine", "2017 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "West Valley Segment", "Submarine", "Unknown", "Canada", "Rift zone / Intermediate crust (15-25 km)", null ], [ "Endeavour Segment", "Submarine", "3490 BCE", "Canada", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Cobb Segment", "Submarine", "1180 BCE", "Canada", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "CoAxial Segment", "Submarine", "1993 CE", "Undersea Features", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Axial Seamount", "Submarine", "2015 CE", "Undersea Features", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Cleft Segment", "Submarine", "1986 CE", "Undersea Features", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "North Gorda Ridge Segment", "Submarine", "1996 CE", "Undersea Features", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Jackson Segment", "Submarine", "Unknown", "Undersea Features", "Rift zone / Oceanic crust (< 15 km)", null ], [ "Escanaba Segment", "Submarine", "2260 BCE", "Undersea Features", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "East Blanco Depression", "Submarine", "Unknown", "Undersea Features", "Rift zone / Intermediate crust (15-25 km)", null ], [ "Kama'ehuakanaloa", "Submarine", "1996 CE", "United States", "Intraplate / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Teahitia", "Submarine", "1985 CE", "France", "Intraplate / Oceanic crust (< 15 km)", "Trachybasalt / Tephrite Basanite" ], [ "Rocard", "Submarine", "1972 CE", "France", "Intraplate / Oceanic crust (< 15 km)", "Trachyte / Trachydacite" ], [ "Moua Pihaa", "Submarine", "1970 CE", "France", "Intraplate / Oceanic crust (< 15 km)", "Trachybasalt / Tephrite Basanite" ], [ "Adams Seamount", "Submarine", "50 BCE", "Undersea Features", "Intraplate / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Macdonald", "Submarine", "1989 CE", "Undersea Features", "Intraplate / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Northern EPR at 17¡N", "Submarine", "50 BCE", "Undersea Features", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Northern EPR at 16¡N", "Submarine", "50 BCE", "Undersea Features", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Northern EPR at 10.7¡N", "Submarine", "2003 CE", "Undersea Features", "Intraplate / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Northern EPR at 9.8¡N", "Submarine", "2006 CE", "Undersea Features", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Galapagos Rift", "Submarine", "1996 CE", "Undersea Features", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Southern EPR at 8¡S", "Submarine", "1969 CE", "Undersea Features", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Southern EPR-Segment K", "Submarine", "1990 CE", "Undersea Features", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Southern EPR-Segment J", "Submarine", "1890 CE", "Undersea Features", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Southern EPR-Segment I", "Submarine", "1915 CE", "Undersea Features", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Hollister Ridge", "Submarine", "Unknown", "Undersea Features", "Intraplate / Oceanic crust (< 15 km)", "No Data (checked)" ], [ "Udintsev Transform", "Submarine", "Unknown", "Undersea Features", "Intraplate / Oceanic crust (< 15 km)", "No Data (checked)" ], [ "Kick 'em Jenny", "Submarine", "2017 CE", "Grenada", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Eldey", "Submarine", "1926 CE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", null ], [ "Vestmannaeyjar", "Submarine", "1973 CE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Tjornes Fracture Zone", "Submarine", "1868 CE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Kolbeinsey Ridge", "Submarine", "1755 CE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "East Gakkel Ridge at 85¡E", "Submarine", "1999 CE", "Undersea Features", "Rift zone / Oceanic crust (< 15 km)", "No Data (checked)" ], [ "Pico Fracture Zone", "Submarine", "1865 CE", "Undersea Features", "Intraplate / Oceanic crust (< 15 km)", "No Data (checked)" ], [ "Don Joao de Castro Bank", "Submarine", "1720 CE", "Portugal", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Monaco Bank", "Submarine", "1911 CE", "Portugal", "Rift zone / Oceanic crust (< 15 km)", "No Data (checked)" ], [ "Romanche Fracture Zone", "Submarine", "Unknown", "Undersea Features", "Rift zone / Oceanic crust (< 15 km)", "No Data (checked)" ], [ "Walvis Ridge at 33¡S", "Submarine", "2002 CE", "Undersea Features", "Intraplate / Oceanic crust (< 15 km)", "No Data (checked)" ], [ "Unnamed", "Submarine", "Unknown", "Antarctica", "Intraplate / Continental crust (>25 km)", "No Data (checked)" ], [ "Protector Seamounts", "Submarine", "1962 CE", "United Kingdom", "Subduction zone / Oceanic crust (< 15 km)", "Rhyolite" ] ], "geo": "geo", "hovertemplate": "Primary Volcano Type=%{customdata[1]}
latitude (degrees)=%{lat}
longitude (degrees)=%{lon}
Volcano Name=%{customdata[0]}
Last Known Eruption=%{customdata[2]}
Country=%{customdata[3]}
Tectonic Setting=%{customdata[4]}
Dominant Rock Type=%{customdata[5]}", "lat": [ 39.48, 37.1, 39.284, -37.721, -36.446, -36.321, -36.142, -36.13, -35.745, -35.353, -35.004, -34.875, -31.85, -31.08, -30.543, -30.036, -24.8, -21.338, -21.15, -20.852, -20.536, -20.32, -19.18, -18.992, -18.325, -15.62, -15.431, -15.333, -15.37, -15.1, -14.215, -14.601, -3.03, -4.883, -8.75, -8.841, -8.991, -8.92, -20.98, 3.138, 20.33, 10.158, 24.57, 33.4, 32.1, 31.888, 31.44, 28.575, 28.327, 27.68, 26.667, 26.127, 24.417, 24.285, 23.5, 23.078, 21.93, 21.765, 21.6, 21.485, 21.324, 20.42, 20.13, 16.58, 15.93, 15.62, 15, 14.601, 13.4, 13.25, 15.406, 45.022, 46.47, 47.6, 55.42, 53.93, 48.78, 47.95, 46.88, 46.52, 45.95, 44.83, 42.67, 42.15, 40.98, 44.267, 18.92, -17.564, -17.662, -18.325, -25.37, -28.98, 16.55, 15.83, 10.73, 9.83, 0.792, -8.27, -17.436, -18.175, -18.53, -53.998, -56.153, 12.3, 63.733, 63.416, 66.309, 66.67, 85.608, 38.75, 38.23, 37.6, -0.433, -32.958, -76.83, -55.912 ], "legendgroup": "Submarine", "lon": [ 14.83, 12.7, 14.399, 77.825, 177.839, 178.028, 178.196, 178.05, 178.478, 178.527, 178.973, 179.075, -179.18, -179.033, -178.556, -178.712, -177.02, -175.65, -175.75, -175.55, -175.382, -175.42, -174.87, -174.775, -174.365, -173.67, -175.725, -176.283, -174.23, -173.75, -169.058, -169.787, 147.78, 146.717, 157.03, 157.16, 157.979, 158.03, 170.28, 125.491, 121.75, 109.014, 123.93, 139.68, 139.85, 139.918, 140.051, 140.633, 140.572, 140.8, 140.929, 141.102, 141.417, 141.481, 141.935, 142.326, 143.47, 143.71, 143.637, 144.043, 144.194, 145.03, 145.1, 145.78, 145.67, 145.57, 145.25, 144.775, 143.92, 144.02, 144.506, 147.019, 151.28, 152.92, 167.33, -168.03, -128.64, -129.1, -129.33, -129.58, -130, -130.3, -126.78, -127.05, -127.5, -129.879, -155.27, -148.821, -148.586, -148.525, -129.27, -140.25, -105.32, -105.43, -103.58, -104.3, -86.15, -107.95, -113.206, -113.35, -113.42, -139.845, -143.373, -61.64, -23, -20.266, -17.118, -18.5, 85.25, -38.08, -26.63, -25.88, -19.596, -5.22, 163, -28.167 ], "marker": { "color": "#FF6692", "size": 15, "symbol": "triangle-up" }, "mode": "markers", "name": "Submarine", "showlegend": true, "type": "scattergeo" }, { "customdata": [ [ "Pantelleria", "Shield", "1891 CE", "Italy", "Rift zone / Continental crust (>25 km)", "Rhyolite" ], [ "Santorini", "Shield", "1950 CE", "Greece", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Karaca Dag", "Shield", "Unknown", "Turkey", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Tenduruk Dagi", "Shield", "1855 CE", "Turkey", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Zubair Group", "Shield", "2013 CE", "Yemen", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Zukur", "Shield", "Unknown", "Yemen", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Hanish", "Shield", "Unknown", "Yemen", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Erta Ale", "Shield", "2022 CE", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Hayli Gubbi", "Shield", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Asavyo", "Shield", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Mat Ala", "Shield", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Tat Ali", "Shield", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Alayta", "Shield", "1915 CE", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Dabbayra", "Shield", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Manda Hararo", "Shield", "2009 CE", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Kurub", "Shield", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Dama Ali", "Shield", "1631 CE", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Dofan", "Shield", "Unknown", "Ethiopia", "Rift zone / Continental crust (>25 km)", "Rhyolite" ], [ "Tepi", "Shield", "Unknown", "Ethiopia", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Marsabit", "Shield", "Unknown", "Kenya", "Rift zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Barrier, The", "Shield", "1921 CE", "Kenya", "Rift zone / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Namarunu", "Shield", "6550 BCE", "Kenya", "Rift zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Emuruangogolak", "Shield", "1910 CE", "Kenya", "Rift zone / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Silali", "Shield", "5050 BCE", "Kenya", "Rift zone / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Paka", "Shield", "7550 BCE", "Kenya", "Rift zone / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Korosi", "Shield", "Unknown", "Kenya", "Rift zone / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Ol Kokwe", "Shield", "Unknown", "Kenya", "Rift zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Nyambeni Hills", "Shield", "Unknown", "Kenya", "Rift zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Menengai", "Shield", "6050 BCE", "Kenya", "Rift zone / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Suswa", "Shield", "Unknown", "Kenya", "Rift zone / Continental crust (>25 km)", "Phonolite" ], [ "Nyamulagira", "Shield", "2022 CE", "DR Congo", "Rift zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "San Carlos", "Shield", "Unknown", "Equatorial Guinea", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "San Joaquin", "Shield", "Unknown", "Equatorial Guinea", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Santa Isabel", "Shield", "1923 CE", "Equatorial Guinea", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Grille, La", "Shield", "Unknown", "Comoros", "Intraplate / Oceanic crust (< 15 km)", "Trachybasalt / Tephrite Basanite" ], [ "Mayotte", "Shield", "2019 CE", "France", "Intraplate / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Karthala", "Shield", "2007 CE", "Comoros", "Intraplate / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Fournaise, Piton de la", "Shield", "2022 CE", "France", "Intraplate / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Prince Edward Island", "Shield", "Unknown", "South Africa", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Marion Island", "Shield", "2004 CE", "South Africa", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Mayor Island", "Shield", "5060 BCE", "New Zealand", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Niuafo'ou", "Shield", "1985 CE", "Tonga", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Ta'u", "Shield", "Unknown", "United States", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Ofu-Olosega", "Shield", "1866 CE", "United States", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Upolu", "Shield", "Unknown", "Samoa", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Savaii", "Shield", "1911 CE", "Samoa", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Taveuni", "Shield", "1550 CE", "Fiji", "Subduction zone / Crustal thickness unknown", "Basalt / Picro-Basalt" ], [ "Ambae", "Shield", "2022 CE", "Vanuatu", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Newer Volcanics Province", "Shield", "2900 BCE", "Australia", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "McBride Volcanic Province", "Shield", "5050 BCE", "Australia", "Intraplate / Continental crust (>25 km)", null ], [ "Kirishimayama", "Shield", "2018 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Fukue", "Shield", "400 BCE", "Japan", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Abu", "Shield", "6850 BCE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Oki-Dogo", "Shield", "Unknown", "Japan", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Washiba-Kumonotaira", "Shield", "Unknown", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Shiga", "Shield", "Unknown", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Nikko-Shiranesan", "Shield", "1952 CE", "Japan", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Numazawa", "Shield", "3400 BCE", "Japan", "Subduction zone / Continental crust (>25 km)", "Dacite" ], [ "Tolbachik", "Shield", "2013 CE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Plosky", "Shield", "Unknown", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Bolshoi-Kekuknaysky", "Shield", "5310 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Terpuk", "Shield", "800 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Titila", "Shield", "550 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Elovsky", "Shield", "7550 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Nylgimelkin", "Shield", "3550 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Severny", "Shield", "1550 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Voyampolsky", "Shield", "Unknown", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Ch'uga-ryong", "Shield", "Unknown", "North Korea-South Korea", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Halla", "Shield", "1007 CE", "South Korea", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Yunaska", "Shield", "1937 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Andesite / Basaltic Andesite" ], [ "Okmok", "Shield", "2008 CE", "United States", "Subduction zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "St. Paul Island", "Shield", "1280 BCE", "United States", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "St. Michael", "Shield", "Unknown", "United States", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Imuruk Lake", "Shield", "300 CE", "United States", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Wrangell", "Shield", "1912 CE", "United States", "Intraplate / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Heart Peaks", "Shield", "Unknown", "Canada", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Level Mountain", "Shield", "Unknown", "Canada", "Intraplate / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Spectrum Range", "Shield", "Unknown", "Canada", "Intraplate / Continental crust (>25 km)", "Rhyolite" ], [ "Indian Heaven", "Shield", "6250 BCE", "United States", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Belknap", "Shield", "480 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Newberry", "Shield", "690 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Medicine Lake", "Shield", "1060 CE", "United States", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Black Butte Crater Lava Field", "Shield", "8400 BCE", "United States", "Rift zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Wapi Lava Field", "Shield", "300 BCE", "United States", "Rift zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Hell's Half Acre", "Shield", "3250 BCE", "United States", "Rift zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Kilauea", "Shield", "2022 CE", "United States", "Intraplate / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Mauna Loa", "Shield", "1984 CE", "United States", "Intraplate / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Mauna Kea", "Shield", "2460 BCE", "United States", "Intraplate / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Hualalai", "Shield", "1801 CE", "United States", "Intraplate / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Haleakala", "Shield", "1750 CE", "United States", "Intraplate / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Guadalupe", "Shield", "Unknown", "Mexico", "Rift zone / Oceanic crust (< 15 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Tortuga, Isla", "Shield", "Unknown", "Mexico", "Rift zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Socorro", "Shield", "1994 CE", "Mexico", "Rift zone / Oceanic crust (< 15 km)", "Trachyte / Trachydacite" ], [ "Atlixcos, Los", "Shield", "Unknown", "Mexico", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "San Martin", "Shield", "1796 CE", "Mexico", "Subduction zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Zapatera", "Shield", "Unknown", "Nicaragua", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Lajas, Las", "Shield", "Unknown", "Nicaragua", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Santa Isabel", "Shield", "850 BCE", "Colombia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Fernandina", "Shield", "2020 CE", "Ecuador", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Ecuador", "Shield", "1150 CE", "Ecuador", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Wolf", "Shield", "2022 CE", "Ecuador", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Darwin", "Shield", "1813 CE", "Ecuador", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Alcedo", "Shield", "1993 CE", "Ecuador", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Negra, Sierra", "Shield", "2018 CE", "Ecuador", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Azul, Cerro", "Shield", "2008 CE", "Ecuador", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Pinta", "Shield", "1928 CE", "Ecuador", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Marchena", "Shield", "1991 CE", "Ecuador", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Genovesa", "Shield", "Unknown", "Ecuador", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Santiago", "Shield", "1906 CE", "Ecuador", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Santa Cruz", "Shield", "Unknown", "Ecuador", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "San Cristobal", "Shield", "Unknown", "Ecuador", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Rapa Nui", "Shield", "Unknown", "Chile", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Payun Matru", "Shield", "5050 BCE", "Argentina", "Subduction zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Theistareykir", "Shield", "900 BCE", "Iceland", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Madeira", "Shield", "4500 BCE", "Portugal", "Intraplate / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Hierro", "Shield", "2012 CE", "Spain", "Intraplate / Oceanic crust (< 15 km)", "Trachybasalt / Tephrite Basanite" ], [ "Tristan da Cunha", "Shield", "1962 CE", "United Kingdom", "Rift zone / Oceanic crust (< 15 km)", "Trachybasalt / Tephrite Basanite" ], [ "Bouvet", "Shield", "50 BCE", "Norway", "Rift zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Morning", "Shield", "Unknown", "Antarctica", "Intraplate / Continental crust (>25 km)", "Phonolite" ], [ "Berlin", "Shield", "8350 BCE", "Antarctica", "Intraplate / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Andrus", "Shield", "Unknown", "Antarctica", "Intraplate / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Takahe", "Shield", "5550 BCE", "Antarctica", "Intraplate / Continental crust (>25 km)", "Trachyte / Trachydacite" ], [ "Montagu Island", "Shield", "2007 CE", "United Kingdom", "Subduction zone / Oceanic crust (< 15 km)", "Basalt / Picro-Basalt" ], [ "Mount Haddington Volcanic Field", "Shield", "Unknown", "Antarctica", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ] ], "geo": "geo", "hovertemplate": "Primary Volcano Type=%{customdata[1]}
latitude (degrees)=%{lat}
longitude (degrees)=%{lon}
Volcano Name=%{customdata[0]}
Last Known Eruption=%{customdata[2]}
Country=%{customdata[3]}
Tectonic Setting=%{customdata[4]}
Dominant Rock Type=%{customdata[5]}", "lat": [ 36.77, 36.404, 37.67, 39.356, 15.05, 14.02, 13.72, 13.6, 13.51, 13.098, 13.106, 13.284, 12.888, 12.38, 12.17, 11.88, 11.28, 9.35, 7.42, 2.32, 2.32, 1.98, 1.5, 1.15, 0.92, 0.77, 0.62, 0.23, -0.2, -1.151, -1.408, 3.35, 3.35, 3.588, -11.47, -12.83, -11.75, -21.244, -46.63, -46.9, -37.28, -15.6, -14.23, -14.175, -13.935, -13.612, -16.82, -15.389, -37.77, -18.367, 31.934, 32.657, 34.5, 36.176, 36.408, 36.688, 36.799, 37.444, 55.832, 55.2, 56.483, 57.2, 57.406, 57.55, 57.97, 58.28, 58.374, 38.33, 33.361, 52.643, 53.43, 57.18, 63.45, 65.517, 62.006, 58.6, 58.42, 57.43, 45.93, 44.285, 43.722, 41.611, 43.183, 42.88, 43.5, 19.421, 19.475, 19.82, 19.692, 20.708, 29.07, 27.438, 18.78, 19.81, 18.57, 11.73, 12.3, 4.818, -0.37, -0.02, 0.02, -0.18, -0.43, -0.83, -0.92, 0.58, 0.33, 0.32, -0.22, -0.62, -0.88, -27.114, -36.422, 65.883, 32.73, 27.73, -37.092, -54.408, -78.5, -76.05, -75.8, -76.28, -58.445, -64.15 ], "legendgroup": "Shield", "lon": [ 12.02, 25.396, 39.83, 43.874, 42.18, 42.75, 42.73, 40.67, 40.722, 41.599, 41.161, 41.063, 40.573, 40.07, 40.82, 41.208, 41.63, 40.13, 35.43, 37.97, 36.57, 36.43, 36.33, 36.23, 36.18, 36.12, 36.075, 37.87, 36.07, 36.357, 29.2, 8.52, 8.63, 8.762, 43.33, 45.17, 43.38, 55.708, 37.95, 37.75, 176.25, -175.63, -169.454, -169.618, -171.72, -172.525, -179.97, 167.835, 142.5, 144.567, 130.862, 128.849, 131.6, 133.334, 137.594, 138.519, 139.376, 139.566, 160.326, 158.47, 157.917, 159.83, 160.108, 160.53, 160.65, 160.87, 160.631, 127.33, 126.53, -170.629, -168.13, -170.3, -162.12, -163.45, -144.017, -131.97, -131.35, -130.68, -121.82, -121.841, -121.229, -121.554, -114.352, -113.22, -112.45, -155.287, -155.608, -155.47, -155.87, -156.25, -118.28, -111.881, -110.95, -96.527, -95.2, -85.82, -85.73, -75.365, -91.55, -91.546, -91.35, -91.28, -91.12, -91.17, -91.408, -90.75, -90.47, -89.958, -90.77, -90.33, -89.5, -109.356, -69.241, -16.967, -16.97, -18.03, -12.28, 3.351, 163.53, -136, -132.33, -112.08, -26.374, -57.75 ], "marker": { "color": "#B6E880", "size": 15, "symbol": "triangle-up" }, "mode": "markers", "name": "Shield", "showlegend": true, "type": "scattergeo" }, { "customdata": [ [ "Samsari Volcanic Center", "Lava cone", "Unknown", "Georgia", "Intraplate / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Bagana", "Lava cone", "2022 CE", "Papua New Guinea", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Bliznetsy", "Lava cone", "1060 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Tilocalar", "Lava cone", "Unknown", "Chile", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ] ], "geo": "geo", "hovertemplate": "Primary Volcano Type=%{customdata[1]}
latitude (degrees)=%{lat}
longitude (degrees)=%{lon}
Volcano Name=%{customdata[0]}
Last Known Eruption=%{customdata[2]}
Country=%{customdata[3]}
Tectonic Setting=%{customdata[4]}
Dominant Rock Type=%{customdata[5]}", "lat": [ 41.542, -6.137, 57.35, -23.97 ], "legendgroup": "Lava cone", "lon": [ 43.7, 155.196, 161.37, -68.13 ], "marker": { "color": "#FF97FF", "size": 15, "symbol": "triangle-up" }, "mode": "markers", "name": "Lava cone", "showlegend": true, "type": "scattergeo" }, { "customdata": [ [ "Ghegham Volcanic Ridge", "Volcanic field", "1900 BCE", "Armenia", "Intraplate / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Groppo", "Volcanic field", "Unknown", "Ethiopia", "Rift zone / Intermediate crust (15-25 km)", null ], [ "Gufa", "Volcanic field", "Unknown", "Eritrea-Djibouti", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Assab Volcanic Field", "Volcanic field", "Unknown", "Eritrea", "Rift zone / Intermediate crust (15-25 km)", "Basalt / Picro-Basalt" ], [ "Beru", "Volcanic field", "Unknown", "Ethiopia", "Rift zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Northern Lake Abaya Volcanic 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km)", "Basalt / Picro-Basalt" ], [ "Khaybar, Harrat", "Volcanic field", "650 CE", "Saudi Arabia", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Rahat, Harrat", "Volcanic field", "1256 CE", "Saudi Arabia", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Kishb, Harrat", "Volcanic field", "Unknown", "Saudi Arabia", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Birk, Harrat al", "Volcanic field", "Unknown", "Saudi Arabia", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Yar, Jabal", "Volcanic field", "1810 CE", "Saudi Arabia", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Arhab, Harra of", "Volcanic field", "500 CE", "Yemen", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Haylan, Jabal", "Volcanic field", "1200 BCE", "Yemen", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Dhamar, Harras of", "Volcanic field", "Unknown", "Yemen", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Sawad, Harra Es-", "Volcanic field", "1253 CE", "Yemen", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Balhaf-Bir Ali Volcanic Field", "Volcanic field", "Unknown", "Yemen", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Bir Borhut", "Volcanic field", "Unknown", "Yemen", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Kuh-e Nader", "Volcanic field", "Unknown", "Iran", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Ambre-Bobaomby", "Volcanic field", "Unknown", "Madagascar", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Kaikohe-Bay of Islands", "Volcanic field", "400 CE", "New Zealand", "Subduction zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Auckland Volcanic Field", "Volcanic field", "1446 CE", "New Zealand", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Garua Harbour", "Volcanic field", "Unknown", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Managlase Plateau", "Volcanic field", "Unknown", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Goodenough", "Volcanic field", "Unknown", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Andesite / Basaltic Andesite" ], [ "Dawson Strait Group", "Volcanic field", "1350 CE", "Papua New Guinea", "Subduction zone / Continental crust (>25 km)", "Rhyolite" ], [ "Gallego", "Volcanic field", "Unknown", "Solomon Islands", "Subduction zone / Crustal thickness unknown", "Andesite / Basaltic Andesite" ], [ "Ly Son Group", "Volcanic field", "Unknown", "Vietnam", "Intraplate / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Olkoviy Volcanic Group", "Volcanic field", "Unknown", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Sedanka Lava Field", "Volcanic field", "7050 BCE", "Russia", "Subduction zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Tunkin Depression", "Volcanic field", "Unknown", "Russia", "Rift zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Jom-Bolok", "Volcanic field", "5180 BCE", "Russia", "Rift zone / Continental crust (>25 km)", "Basalt / Picro-Basalt" ], [ "Azas Plateau", "Volcanic field", "Unknown", "Russia", "Rift zone / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Taryatu-Chulutu", "Volcanic field", "2980 BCE", "Mongolia", "Intraplate / Continental crust (>25 km)", "Trachybasalt / Tephrite Basanite" ], [ "Khanuy Gol", "Volcanic field", "Unknown", "Mongolia", "Intraplate / Continental crust (>25 km)", "Trachyandesite / Basaltic Trachyandesite" ], [ "Wudalianchi", "Volcanic field", "1776 CE", "China", "Intraplate / Continental crust (>25 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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "rlons, rlats = load_plate_boundaries('Files/ridge.json')\n", "tlons, tlats = load_plate_boundaries('Files/transform.json')\n", "hlons, hlats = load_plate_boundaries('Files/trench.json')\n", " \n", "fig1 = px.scatter_geo(volcanoes, lon=\"Longitude\", lat=\"Latitude\", color='Primary Volcano Type', \n", " symbol_sequence=['triangle-up'],\n", " labels={\"Longitude\":\"longitude (degrees)\", \"Latitude\":\"latitude (degrees)\",\"color\":\"Last Known Eruption (years before present)\"}, \n", " hover_data=['Volcano Name', 'Primary Volcano Type', 'Last Known Eruption', 'Country', 'Tectonic Setting','Dominant Rock Type'])\n", "\n", "fig1a = px.line_geo(lon=rlons, lat=rlats)\n", "fig1a.update_traces(line={'color':'skyblue', 'width':3})\n", " \n", "fig1b = px.line_geo(lon=tlons, lat=tlats)\n", "fig1b.update_traces(line={'color':'lime', 'width':3})\n", " \n", "fig1c = px.line_geo(lon=hlons, lat=hlats)\n", "fig1c.update_traces(line={'color':'orangered', 'width':3})\n", "\n", "fig = go.Figure(data=fig1a.data + fig1b.data + fig1c.data + fig1.data, layout = fig1.layout)\n", "\n", "fig.update_xaxes(range=[-180, 180], tickvals=np.arange(-180,190,30))\n", "fig.update_yaxes(range=[-90, 90], tickvals=np.arange(-90,100,15))\n", "fig.update_traces(marker={'size': 15})\n", "fig.update_geos(projection_type=\"robinson\", lataxis_showgrid=True, lonaxis_showgrid=True)\n", "fig.update_layout(title_text=\"Active Volcanoes (N = %d)\"%len(volcanoes), title_x=0.5)\n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": { "tags": [] }, "source": [ "### TO DO\n", "\n", "**Question 9**. You have seen that earthquakes are associated with plate boundaries, and we mention above that volcanism exists along the mid-ocean ridges. What about volcanism associated with trenches? Describe the spatial distribution of volcanoes associated with trenches and surrounding features (e.g. coastlines, island arcs, mountain ranges)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Answer**:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

\n", "

" ] } ], "metadata": { "kernelspec": { "display_name": "fall2022 [~/opt/export/course/geo203/anaconda3/envs/fall2022/]", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.12" } }, "nbformat": 4, "nbformat_minor": 4 }