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{ | |
"cells": [ | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"# Using Python to Access NCEI Archived NEXRAD Level 2 Data" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"This notebook shows how to access the THREDDS Data Server (TDS) instance that is serving up archived NEXRAD Level 2 data hosted on Amazon S3. The TDS provides a mechanism to query for available data files, as well as provides access to the data as native volume files, through OPeNDAP, and using its own CDMRemote protocol. Since we're using Python, we can take advantage of Unidata's Siphon package, which provides an easy API for talking to THREDDS servers.\n", | |
"\n", | |
"**But first!**\n", | |
"Bookmark these resources for when you want to use Siphon later!\n", | |
"+ [latest Siphon documentation](http://siphon.readthedocs.org/en/latest/)\n", | |
"+ [Siphon github repo](https://github.com/Unidata/siphon)\n", | |
"+ [TDS documentation](http://www.unidata.ucar.edu/software/thredds/current/tds/TDS.html)" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"## Downloading the single latest volume\n" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"First we'll create an instance of RadarServer to point to the appropriate radar server access URL." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 1, | |
"metadata": { | |
"collapsed": false, | |
"jupyter": { | |
"outputs_hidden": false | |
} | |
}, | |
"outputs": [], | |
"source": [ | |
"from siphon.radarserver import RadarServer\n", | |
"rs = RadarServer('http://tds-nexrad.scigw.unidata.ucar.edu/thredds/radarServer/nexrad/level2/S3/')" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"Next, we'll create a new query object to help request the data. Using the chaining methods, let's ask for the latest data at the radar KLVX (Louisville, KY). We see that when the query is represented as a string, it shows the encoded URL." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 2, | |
"metadata": { | |
"collapsed": false, | |
"jupyter": { | |
"outputs_hidden": false | |
} | |
}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"time=2020-04-01T20%3A36%3A42.722194&stn=KLVX" | |
] | |
}, | |
"execution_count": 2, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"from datetime import datetime, timedelta\n", | |
"query = rs.query()\n", | |
"query.stations('KLVX').time(datetime.utcnow())" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"We can use the RadarServer instance to check our query, to make sure we have required parameters and that we have chosen valid station(s) and variable(s)\n" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 3, | |
"metadata": { | |
"collapsed": false, | |
"jupyter": { | |
"outputs_hidden": false | |
} | |
}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"True" | |
] | |
}, | |
"execution_count": 3, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"rs.validate_query(query)" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"Make the request, which returns an instance of TDSCatalog; this handles parsing the returned XML information." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 4, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"catalog = rs.get_catalog(query)" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"We can look at the datasets on the catalog to see what data we found by the query. We find one volume in the return, since we asked for the volume nearest to a single time." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 5, | |
"metadata": { | |
"collapsed": false, | |
"jupyter": { | |
"outputs_hidden": false | |
} | |
}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"['KLVX20200401_202635_V06']" | |
] | |
}, | |
"execution_count": 5, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"catalog.datasets" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"We can grab that datasetthat dataset and call `remote_access()`, which sets us up to access the data remotely, without downloading the entire file." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 6, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"data = catalog.datasets[0].remote_access()" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"We define some helper functions to make working with the data easier. One takes the raw data and converts it to floating point values with the missing data points appropriately marked. The other helps with converting the polar coordinates (azimuth and range) to Cartesian (x and y)." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 7, | |
"metadata": { | |
"collapsed": false, | |
"jupyter": { | |
"outputs_hidden": false | |
}, | |
"run_control": { | |
"marked": false | |
} | |
}, | |
"outputs": [], | |
"source": [ | |
"import numpy as np\n", | |
"def raw_to_masked_float(var, data):\n", | |
" # Values come back signed. If the _Unsigned attribute is set, we need to convert\n", | |
" # from the range [-127, 128] to [0, 255].\n", | |
" if var._Unsigned:\n", | |
" data = data & 255\n", | |
"\n", | |
" # Mask missing points\n", | |
" data = np.ma.array(data, mask=data==0)\n", | |
"\n", | |
" # Convert to float using the scale and offset\n", | |
" return data * var.scale_factor + var.add_offset\n", | |
"\n", | |
"def polar_to_cartesian(az, rng):\n", | |
" az_rad = np.deg2rad(az)[:, None]\n", | |
" x = rng * np.sin(az_rad)\n", | |
" y = rng * np.cos(az_rad)\n", | |
" return x, y" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"The CDMRemote reader provides an interface that is almost identical to the usual python NetCDF interface. We pull out the variables we need for azimuth and range, as well as the data itself." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 8, | |
"metadata": { | |
"collapsed": false, | |
"jupyter": { | |
"outputs_hidden": false | |
} | |
}, | |
"outputs": [], | |
"source": [ | |
"sweep = 0\n", | |
"ref_var = data.variables['Reflectivity_HI']\n", | |
"ref_data = ref_var[sweep]\n", | |
"rng = data.variables['distanceR_HI'][:]\n", | |
"az = data.variables['azimuthR_HI'][sweep]" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"Then convert the raw data to floating point values and the polar coordinates to Cartesian." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 9, | |
"metadata": { | |
"collapsed": false, | |
"jupyter": { | |
"outputs_hidden": false | |
} | |
}, | |
"outputs": [], | |
"source": [ | |
"ref = raw_to_masked_float(ref_var, ref_data)\n", | |
"x, y = polar_to_cartesian(az, rng)" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"MetPy is a Python package for meteorology (Documentation: http://metpy.readthedocs.org and GitHub: http://github.com/MetPy/MetPy). We import MetPy and use it to get the colortable and value mapping information for the NWS Reflectivity data." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 10, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"import metpy.plots as mpplots\n", | |
"ref_norm, ref_cmap = mpplots.ctables.registry.get_with_steps('NWSReflectivity', 5, 5)" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"Finally, we plot them up using matplotlib and cartopy. We create a helper function for making a map to keep things simpler later." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 11, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"import matplotlib.pyplot as plt\n", | |
"import cartopy.crs as ccrs\n", | |
"import cartopy.feature as cfeature\n", | |
"\n", | |
"def new_map(fig, lon, lat):\n", | |
" # Create projection centered on the radar. This allows us to use x\n", | |
" # and y relative to the radar.\n", | |
" proj = ccrs.LambertConformal(central_longitude=lon, central_latitude=lat)\n", | |
"\n", | |
" # New axes with the specified projection\n", | |
" ax = fig.add_axes([0.02, 0.02, 0.96, 0.96], projection=proj)\n", | |
"\n", | |
" # Add coastlines and states\n", | |
" ax.add_feature(cfeature.COASTLINE.with_scale('50m'), linewidth=2)\n", | |
" ax.add_feature(cfeature.STATES.with_scale('50m'))\n", | |
" \n", | |
" return ax" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"Use the function to make a new map and plot a colormapped view of the data" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 12, | |
"metadata": { | |
"collapsed": false, | |
"jupyter": { | |
"outputs_hidden": false | |
} | |
}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"<matplotlib.collections.QuadMesh at 0x119540190>" | |
] | |
}, | |
"execution_count": 12, | |
"metadata": {}, | |
"output_type": "execute_result" | |
}, | |
{ | |
"data": { | |
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\n", | |
"text/plain": [ | |
"<Figure size 720x720 with 1 Axes>" | |
] | |
}, | |
"metadata": { | |
"needs_background": "light" | |
}, | |
"output_type": "display_data" | |
} | |
], | |
"source": [ | |
"fig = plt.figure(figsize=(10, 10))\n", | |
"ax = new_map(fig, data.StationLongitude, data.StationLatitude)\n", | |
"ax.pcolormesh(x, y, ref, cmap=ref_cmap, norm=ref_norm, zorder=0)" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"## Download a collection of historical data" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"This time we'll make a query based on a longitude, latitude point and using a time range." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 13, | |
"metadata": { | |
"collapsed": false, | |
"jupyter": { | |
"outputs_hidden": false | |
} | |
}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"time_start=2012-10-29T15%3A00%3A00&time_end=2012-10-29T16%3A00%3A00&longitude=-73.687&latitude=41.175" | |
] | |
}, | |
"execution_count": 13, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"query = rs.query()\n", | |
"dt = datetime(2012, 10, 29, 15) # Our specified time\n", | |
"query.lonlat_point(-73.687, 41.175).time_range(dt, dt + timedelta(hours=1))" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"The specified longitude, latitude are in NY and the TDS helpfully finds the closest station to that point. The time range we request is an hour of data form 29 October 2012; we're looking for data from Hurricane Sandy. We can see that this time we obtained multiple datasets." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 14, | |
"metadata": { | |
"collapsed": false, | |
"jupyter": { | |
"outputs_hidden": false | |
} | |
}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"['KOKX20121029_150259_V06.gz', 'KOKX20121029_150854_V06.gz', 'KOKX20121029_151451_V06.gz', 'KOKX20121029_152046_V06.gz', 'KOKX20121029_152639_V06.gz', 'KOKX20121029_153234_V06.gz', 'KOKX20121029_153829_V06.gz', 'KOKX20121029_154422_V06.gz', 'KOKX20121029_155017_V06.gz', 'KOKX20121029_155612_V06.gz']" | |
] | |
}, | |
"execution_count": 14, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"cat = rs.get_catalog(query)\n", | |
"cat.datasets" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"Grab the first dataset so that we can get the longitude and latitude of the station and make a map for plotting. We'll go ahead and specify some longitude and latitude bounds for the map." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 15, | |
"metadata": { | |
"collapsed": false, | |
"jupyter": { | |
"outputs_hidden": false | |
} | |
}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"<cartopy.mpl.feature_artist.FeatureArtist at 0x120bd3310>" | |
] | |
}, | |
"execution_count": 15, | |
"metadata": {}, | |
"output_type": "execute_result" | |
}, | |
{ | |
"data": { | |
"image/png": 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B+j99vXHR4ezdtoyDO38hNSWFUqVKsnv3pscerPEioqNj+OKLH1i6dBVpaZntN6/Vbkqn/lNxLuv1UtckhMgbEoKFyIUePTozbtwMli5dxZAhfZUuRzwHP7+z2b6vVy/nftBniYmJpXXrbgQH38fR2YUxn295riWsMtLTOLFvC1fPHEKPDlD9+z9ApUKlyvwzKSGO4FtXiIp4kG3/+vVrs3DhDCpXzh6gtFotp0758+ef+9i1aze3bwcRcMmfgEv+bFk267muydzcjOHD+zFkSN88ufmsMJk+fQGHDx8HoGmH/kQ9CMG+pAsmGjPu37vJ3+u/4eSB39D9u8bwa69VZuPG5bn+JSA2Np5vvlnGt9+uIDU18xeXStXq83b/T3Bxl/YpIQoTVU4frWW9qFLpo6MDCrAcIYqOHj0+5NKla5w9u0/pUsQz6PV6qlZtQnBwaNa2f/7ZSO3aL/bI5Pj4BFq37sbly9exs3di4te7sLJ9elhK06bg+9d6/lz3FfGx0c99LrVaTalSJfHx8aZ//+688UbD59ovLCyc/fuP8Pvvf+HrewKtNg0rKwusrS2xtbXF0dGekiUdcHJypEQJW5ycHGja9PUnrqlb1Hl51SM8PPKx7aZm5iQnJWZ936RJAyZPHkXdujVydZ7ExCS+//5nFi1aQnJyMgCe3tV5u/903Crm7aO5hRDP78M2ruj1+hxvYJAQLEQuBQQEUqdOK86fP4iLSymlyxFP8ddf+3j//cFZ35uamhIYeAqN5vl7eJOTU2jbtjv+/hewtrFjwte7sHN4+j/30LsBfDWpK3ExUQCULl2S4cP7Y2lpgV6v5+Hbb+bXmd+YmJhQubInFSp4vFTPssh0+fJ1du8+wLVrNwkICCQoKJiIiEgyMnQYGKjp3Lk948YNxdOzfK6On5KSyvLlq5k//1sSEjJDdTmPyrwzcAaeVfNuPWEhRO48LQRLO4QQueTpWZ4SJexYunQVn302SelyxBPo9XpmzPg827YBA3q8UADWarW8+25//P0vYG5hxdgvtj8zAAffvsaX498mKTERV9cyfPrpBNq3byU95AWscmWvx1pIdDodoaFhWFiYY21tlavjhodHsnXrLubN+5qYmDgASrt60HngDCpWb1ikVs4Q4lUlIViIl2BgoMbQMG8Wzxf5Y/9+X65du5n1vVqt5sMP+z73/unp6fTqNZQjR06iMTVj7MItODg/fc3Ye4GX+WJ8Z1KSk6hbtzpbt/6CmVne3jgnck+tVlO69Iut+pCens7p0+f4++997NjxDzdv3s56zalUWToPnEGVOs0k/ApRhEgIFuIlZPZb5m4mSeQ/vV7P9OnZZ4HbtWuJs/PzPZQgLS2NAQPG8M8/BzE2NmHM/I3PvLM/LjqchePfITU5mddfr8PmzT+90KyzKDxCQ8PYu/cQv/32F76+J0lJScl67eEqHE06DKD6621khl+IIkhCsBAvQavVYmX17JUBhDKOHDnJxYtXUalUWT2348Z9+Fz7RkfH0KVLf86cOY+hoSEj5/xKWY+q2cZoU5LZu20pZdyrULVOcwCunj1CanIyFSt6smXLT9LXWwSdP3+JKVNmc+TIqWzbbUs4ULVuC6rWbYVX1Xp5viyeEKJgSQgWIpe2b/+T5OQU2rRprnQp4glmzFgAgJGJKdqUJKpXr0rVqpWfuV9AQCAdO/YiNPQBZhaWjPhsDeUqVMs25v69m/wwvQ8PQoMA6D1mIfXffJd7Ny8C0LZtCwnARczVqwF8/PFc9u49DGTO9np418CnQTuq1H7jmW0wQoiiRUKwELk0fvwM2rV787k/WhcF6+RJf/z8zmFoaIhelwHAxIkjnrnf/v2+dO8+hJSUVEqWKceI2eseuwnu5IFtrF40nvS0NKysLImLi2fVonEA3A3IXI+4SpVKeXxFIr/cunWHadM+Z+fOfwBQGxjQpE0P3uo+GkvrEgpXJ4TILxKChciFH374mZiYWL79dp7SpYgneNgLbFPCmYiwIJydnXjzzSZP3WfZstVMnPgZer2eKjUb0n/KUjSm5lmvp2lT2PD9xxz5ZxMArVo1Y+nShXz33U98/vm3rFo0DkNDI4DHViQQhc+9e6F89tkXbNr0O3q9HpVKTYM3O9Ou5zhs7HP/tDghRNEgIViIF6TT6Zg1axF9+rwn/cCFlL//BY4fP42hoRE6XRoAY8d++MSbl9LT0xk/fgYrV24AoMXb/Xi7/yfZxoeH3uGHGX0JDQpErVYzZ85UBg3qhUqlYvLkUahUKubP/4b09LTMm6bKy0fnhdWDBxHMnfsVq1ZtynpSXJ2m7ejQZxIlnFwUrk4IUVAkBAvxgqZP/xydTse8eR8rXYp4goe9wJWqN+TCqf2YmBjz/vvvZBuj1+u5ciWAbdt2sW7dVoKD76NSq+k5ch4NWnbLGncv8DJ/b/iGM0f+QqfT4ehoz4YNy6hWrUq2402aNBKA+fO/oWJFTwwN5e21sImOjmHBgu9YvnwNaWnpAFSr35yOH0ylZBl3hasTQhQ0eZcW4gUkJSWxZMkvTJo0UkJOIXXx4lUOHTqGgaEhNvaZa8G2bt0sa53eixevsnHjb2zevIPQ0LCs/cwtLBky/Wc8vGuj0+m4eGoff6//isBrF7LGtG3bgu++m//EByxMmjSSpk1fp2zZ0vl4heJFXbp0jRUr1vLrr1tITdUCULlGA97uP40ybtK7LcSrSn6KC/GcNm/ewcSJM7G0tGT06MHP3kEoYubMhQA0bNmVC6f2AtCrV1cAVq5cz5gxn2SN1WjMqNbgTWo1fYcKPg1IT09j328/sWfz90RHhgNgbGxEjx6dGTlyIOXKlX3m+evVq5nXlyRyIS4uns2bd/Djj78QEBCYtd3TuwbvDJj+2GofQohXj4RgIZ5hz56DjB79CaGhYXTo0Iqvv54tC+MXUteu3WD37oOo1Wq8a7fg4B+/YmFhRpMm9blyJYBx42YAUPeNjtR7syueVethYGBIVHgI23+aw+G/fkWbmgpAiRK2jBw5kD593sPaWnq/iwK9Xs+xY6dZunQVu3btIT09s+XB2NiEWk3b07htX1w9qz7jKEKIV4WEYCGe4PhxP4YPn0Rg4B2aNWvI/v1bcXCwV7os8RSfffYlAPVavMNV/0MAdOrUlrS0dN5/fzAZGRnUbtyGvuMXA3Drqj9/b1jM+ZP7sx6mUblyBSZMGEbbtm9Ky0sRERYWzpo1m1i+fC337z/I2u7mVYXG7ftR4/U28mALIcRj5B1eiBwsXbqaSZM+o06d6mzdulJ6PIuAmzdvs2vXblQqFW3eH828UW0B6NGjMxMmzOTOnSDs7B3pPnIBer2erStmsWfrcgBUKhVvvdWcsWM/pGZNHyUvQzyHtLQ0rl27yblzF9mw4Td8fU9k/RJjbmlFg1bv0bB1DxxLlVO2UCFEoSYhWIgc/PTTr7z5ZhM2bFimdCniOc2ZswjIXOoqKjyUhLhY7OxsiIyMYs2aTajUagZ98hMmpuZsXT6TPdt+QqVSMXhwH4YP70fp0s4KX4HISUpKKleuXOfcuUscP+7H6dPnuH37LhkZGVljVCoVVWo2pHH7flSu2QQDA/nRJoR4NnmnEOI/dDodN27cYvr0cUqXIp7T3bv32LbtTwDa9BjH3xu/AcDW1oY+fTKfEtep7wTKelTJFoBXrlxMhw6tFatb5CwuLp7t2/9k6dJVXL58PWuW91E2dva4uHvjVa0RdZp2wsrWQYFKhRBFmYRgIf7jzz/3AdCq1RsKVyKe19y5X6PX66nRsDUlHEtz5vAfQGaLBECDFu/Q/O1BEoALMZ1Ox+HDx1m2bA1//70/66Y2gBIOJXH1rEq5SnVw9axKmfKVMbOwVrBaIURxICFYiP/YsGEb5cu7ygoQRcS1azfYuPF3ANr3Gs/Vs0dISU4CMj8m7zLwY5p26MfW5TPZu/1nCcCFTGDgHVat2sCqVZuIjo7J2l7O05tGbftQvWEbTM1kdQ4hRN6TECzEf9y+HYSHh5vSZYjnEBoaRtu23dHpdNRq1JqSLh4c3LESABONhsGfLKditYZsXjaDfdtXolKp+OWXb2jfvpWyhb/iHm13uHTpWtZ2axs7GrR+n/pvvoeD87PXZBZCiJchIViI/3jwIIImTRooXYZ4hri4eNq27U5kZDRl3LzoNeYrAOo0e4fkxDja9PgIB2dXCcCFxJPaHQwNDanWoCWN2vTGo0pd+QRGCFFgJAQL8R9xcfFUquSldBniKbRaLV269OPWrbvY2jsyas6GrHVg3SrWwK1iDfR6vQTgQuBhu8Pq1ZuIinq83aFGw7ZozCwUrFAI8aqSECzEf6SkpFKjhjxVqrDKyMhgwICPOHXqLKbm5oyZvwULa7vHxv25/msJwAqJj09g27Y/pN1BCFGoSQgW4hHh4RHo9Xq8vNyVLkXkICEhkV69hnHgwBEMDY0YNWdDjmEq8OoZdq7JbI/4+eevJQAXAJ1Oh6/viX/bHfaRlibtDkKIwk1CsBCP8PM7j5GRkfygLoSCg0Pp0KEXgYF3MDbRMOzTlbh6Pj5jn5wUz9LPBqLX6xk4sBcdO76lQLWvjlu37rBq1UZWrdoo7Q5CiCJFQrAQjwgOvo+xsbHSZYj/8Pe/wNtv9yU2Ng7bEo6MmrsBpzLlcxy75qtxxEZH4OHhxqxZkwq40ldDfHwC27f/wdKlq7l48WrWdisbW15v1Z36LaXdQQhR+EkIFuI/VCqlKxAPpaens379NsaM+YT09AzcvKoydOZqLKxscxx/fO9mzvj+hZGRIb/++qP8QpOHHrY7LF++hr/+knYHIUTRJyFYCFHoaLVa1q/fxpw5XxMWFg5AnTc60Gv0Fxga5Rxso8JD+HXxZAAWLJiBp2fOM8XixUi7gxCiuJIQLMR/6PVKV/BqO3v2Il269CcyMgoAmxIOtO89nvotuqJ6yjT9jl8+Jy1NyxtvNKR3764FVW6x9PR2h/f/bXdwVbBCIYR4eRKChRCFxtGjp3j77T5otWmUcHSmfe8J1GrSAQODp79VRdy/y4n92wH4/PNpTw3LImdPbXeo34KGbfrgWbWetDsIIYoNCcFCPEKtlvCklN27D9K9+2DS0zOoVr85AyYvwcDQiPQ0Lbs2fMXhnb9Q2q0CTTsMxLtWU9QGBln77lz1OXq9no4dW7/wI6/1ej3x8QmEhYUTFhZOfHwCr79eBysry7y+xAKh1+u5ceMWJ0+e4cCBoxw/7kepUk6MHj2YVq3eeCzEPrHdwaMyDdv2oWajdtLuIIQoliQECyEU9/ff++nefQg6nY66b3Sk90eLUBsYcOuqPysXjOBBaBAAsf7HuOx/DEsrG4Z++gvlKlTjQchtTh7ciUqlYtq0cc99zsDAO3TvPoTAwNtZs54PlSzpyI4da144UCshOTkFf/8LHD9+mn37fPH3v0hSUlK2MffuhdC9+xAcHe354IP3SE3Vcvt2EFeuBHDt2o2scdLuIIR4lUgIFuIx0hRckAID79Cnz3B0Oh1N2nSn27A5pCYnsm3FLA79uQ4AR0d7vvxyJlevBvDDD78QGRnF6YO/Ua5CNXb8Mg+9Xs8777SlfPnnC24JCYl06tSboKAQIPMjfwsra6xsSpAQF8P9+w9o3LgjW7f+TL16NfPt2nMjLCycEyf88PU9ycGDR7hx4zY6nS7bGDNzC8pXqIZX9Sa4VaxO4JXT7Nu6lAcPIpg//9tsY6XdQQjxqpIQLMQjVCoJAAUpKSmZzp37kZqqpUqtxnQbNocLJ/aw5utxxMfGoFKpGDy4D5988hFmZqa0bfsmpqamTJ06h4x0LXq9njNH/wFg8uRRz3VOvV5Pv36jCAoKwd6pFBO+2omFlV1WH3FKciLLZg3gsv9Rxoz5mGPH/sy363+WjIwMrlwJ4Pjx0xw4cJQTJ/yIiIh6bJyjc2k8qtTDy6ch5SvVwr6kS7a+aA/v2rR4exDnT+zmypkDWNk6YV2iJDYlnPDwriPtDkKIV5KEYCGEIvR6PR9+OIHbt+9ia+9Il0GfsmRmP86d2AeAl1d5li9fRNWqlbPtZ2iY+baVnqZFpVJhbW1LdFQEiYlJj50jJwsXfsfu3QcxNjZm2GdrsLQuke11jWi6aF4AACAASURBVKk5zd4ezGX/o5iaavLgSp9ffHwCfn7nOHr0FPv3+3LhwhVSU7XZxhgaGePqXhEvn0Z4VK2HW4VqmJpbPfPYagMDqjVoTbUGrfOrfCGEKFIkBAshFLFs2Wp+//0vDA0N6TP2K+aOeIvU1BSMjAz5+OOxDB3aNyvwPsrQMPOGuIz0NADcKlYn+uhu/PzO4ePj/dRz7t17iDlzvgbgg4nfUrKM+2NjUpISOPLnGgCcnUu+1DU+jV6vJygomBMnznDw4DF8fY9z5869x8ZZWdvi7l0Tz9ca4eFdm9LlKma7KVAIIUTuSAgW4hFGRgakpaWRnp6eYwATeePy5etMnjwbgJ6j5rPmq7Gkpqbw2mverF79LWXLlnniviEh9wEwNM6cpS1fpT5nju7m8OFj9OvX/Yn73b59l169hgHQuttQqtVv9diYK/6+rFwwnLiYaNRqNQMG9Mj1Nf5XWloa589f5sQJP/buPYyf33liY+OyjVGpVDiXKYeXz+t4VG2Ae6Wa2NjnXxAXQohXmfyUF+IRnTu3Y+LEz+jffzS//PLts3cQufLNN8vQ6XTUa9YJC2t7IsJCsbGxZv/+rc+8MWv9+m0A+NTP/Fi/fMUaAJw86Z/jeJ1Ox6VLV+nTZwTJySlUqlaf9r3GZxuTkpTApiXTOLp7CwCenuVZufIbKlf2eu5r0ul0JCYmER+fkPX/Bw8iOH7cj337fLl27Qbp6dlXoTDRmOLmVQUvn8a4V6lDOU8fjDWmz31OIYQQuSchWIhHaDQaVq/+js6d+7F58w66dGmvdEnFTnJyCtu2Zd5s1qLLULb/9BkAQ4b0eWYAvnz5OsHB9zHRmFKx2usAlHGvjFptQEhIGLGx8VhZWXDt2g0OHTrOn3/u5cSJMyQnJwNgZ+/IgClLsp3n6tkj/Pz5cOJiolCr1YwbN4xx4z7EyMiI2Nh4zp69gL//BUJCwoiOjiY6OpbY2Dji4hJISEgkKSmZ5OTkx3p3c2Jn74hHlTp4+TTCvXItHEuXl9UYhBBCIRKChfiPN95oyIcf9mXQoLGsWbOJNWu+x8JC7p7PK7t27SY1NRVnFzcsrGy55OeLSqWiT59uT91Pp9Mxf/5iAKo3aIWBoREARkYmlCxTlpC7t+jSpR/Xrt0gPj4h276WVtZUrN6QDn0mYWZhDWSuArF5yXSO/LMJgLJlS/PRRx+SnJxM374j8fM7R1hY+Atdm6GhEcYaDRqNKRpTM8wsrHGrVAuPqg0oX7EGFtZ2L3Q8IYQQ+UdCsBA5mD17Ch07vkWPHkPw8KjL559Po3fvp4c08XyWLPkFgMbt+nLsn/Xo9XqaNGlAyZKOT9wnIyODAQPG8Pvvf6M2MKDZ2wOzve5RpR4hd29x+vRZIHOdXK/X6lK5VnMqVmuIfcmy2ZYMu37+GD/NH0ZsdGTWtrt3gxk9+uNsx1WrDXAu40p57zo4lCqPqbkVGlMLNGYWmJpZoDGzzPza3BITU/NnPt5ZCCFE4SHv2EI8QZ061bl27RiTJ89izJhpLF26mk2bVuDs7KR0aUXWvXuhnD59DrVaTa0mHZk9tAUAQ4d+8MR90tLS6NNnBH/+uRdDQ0OGfvoLLu5Vso1p/d4oQE/JspWoWK0BJV08s4XeRx39ex2rv56U42sOTqVwq1gD9yr1cfXyoXS5ChgaGefuYoUQQhRqEoKFeAq1Ws38+dMYMqQPXbr0p2rVJowd++FzP5hBZLd27WYAqtRuwr3AS8RERWBra0Pz5o1yHJ+amkr37kPYt88XIyNjRs75FQ/v2o+Ns7V35v3h85+rhpiIzKfEWdvYUa7Ca7hXaUA5r2q4eFRBY2qeyysTQghR1EgIFuI5uLm54ue3h8WLl/HppwuxtLRg+PD+SpdVpOj1en7+OfMxyI3b9uXAb8sB6N+/OwY5rHubkpJKly79OHLkJMYmJoyZt5FyFaq9dB1teozlza7DMTIyeeljCSGEKLrktmQhXsDIkQNp27YFy5evUbqUIuf4cT/CwsIxt7SijHtlzp88CECfPu89NjYgIJB27Xpw5MhJNBozxi3cmicB+CEJwEIIISQEC/GCpkwZzZ079wgNDVO6lCJlxYq1ADRo0ZXje7ag1+to0KA2Zco4Z425ePEq3boNpE6dVvj5ncPM3IJxX25/rAdYCCGEeFkSgoV4QRUreuLgYM+8eYuVLqXI0Ov17Nz5DwD1W73HoR0/AdC+fUuOHj3F1q276NixN40ateeffw6gUqmp3/xtpn6/m9LlKihZuhBCiGJKeoKFyIWuXduzdu0Wvv56ttKlFBkmJiakpmq5F3iZqIgHAFmPTn7IwMCAhq260eq9kdjaO+d0GCGEECJPSAgWIhfGjRvO99+v5PTps9SqlXe9qsWVSqWiRo2qHDhwlLDgQAwMDNDrwdzSEmsbe6ztnSjr4UPTDv2wsnVQulwhhBCvAAnBQuSCjY0Vnp5uzJ27mC1bflK6nCLhjTcaceDAUSLv3+br7ddRqw2euJavEEIIkd+kJ1iIXBo0qA++vsfR6XRKl1Ik1K1bA4CbF09iYGAoAVgIIYSiJAQLkUsffPAeOp2OjRt/U7qUIsHHxxu1Wk14WAjJiXFKlyOEEOIVJyFYiFxSq9XUq1eLb79doXQpRYJGY4K7ezkAbl87p2wxQgghXnkSgoV4CRMnDufy5eskJSUpXUqR0LhxPQBuXDqhcCVCCCFedRKChXgJDRvWw8LCnC+/XKJ0KUVCw4aZIfjqmQNkpKcpXI0QQohXmUqv1z/5RZVKHx0dUIDlCFH0DBkyjsOHj3Ppkq/SpRR6wcGhVKnSGMhcE9ixVFncKlSnXKXalHWvQqlyXhgZa3J17IyMdC6dPoBzWU8cnF3zsmwhhBBF1IdtXNHr9TneiS0hWIiXdPduMD4+TTl7dh+uri5Kl1PoTZ06h40bfyMiIuqx11QqFQ4lS1POyyczGHtUpUz5yphozJ54PL1ez/kTu9n84zQiHoRiY+fA7FUnUavlgy4hhHjVSQgWIp95ezeiQYPaLFv2pdKlFBkxMbFcuHCFc+cucezYKc6evUhISFiOY+3snXD1qopbpTqU9aiKi7s3ZhbW3Ll+ng3fT+bW9YvZxo+Ztx6v1+oXxGUIIYQoxCQEC5HP5s79mi+++IGOHVszZcoo3N3dlC6pSEpISOTSpWucPXuREyf88PM7x717oTmuxWxpbUN8bAwApqamTJ06iqCgEJYsWUWdJm35YOL3BV2+EEKIQkZCsBD5TKfTMX/+N6xdu4Xg4FAcHOx55502jB8/jBIl7JQur0hLSUnlypXrnDt3iePHM4PxrVt3ycjIwMBAzYABPZk8eRTW1lbcuHGL2rVbYmhkxMIN55/aRiGEEKL4kxAsRAEKDQ1j/vxv+P33v4mJieXzz6cxYEBPpcsqVtLS0rhx4zb29nY4OJTI9lr9+m24ejWAPh99Qb0WXRSqUAghRGHwtBAsd44IkcecnZ346qtZBAaeYsyYIUyaNIugoBClyypWjIyMqFTJ87EADDBgQA8AfP/4paDLEkIIUYRICBYiH33yyUe4u7vSoYPMBBeULl3aY2BgwM2r54mJuK90OUIIIQopCcFC5LOdO9cSHBzK1KlzlC7llWBtbYWPjzcAd25cULgaIYQQhZWEYCHymYODPYsWfcYPP6zE319CWUGoXLkCAA+CbylciRBCiMJKQrAQBaBHjy40alSXzp0/ID09Xelyij1vby8A7t+9qnAlQgghCisJwUIUkA0blqHVptO37wilSyn23NwyH5t8/+51hSsRQghRWEkIFqKAaDQafv31B/74Yy+///630uUUa+7u5QAIvx+kbCFCCCEKLQnBQhSgxo3r0737Owwa9BExMXFKl1NslS1bGpVKRXxsDGnaFKXLEUIIUQhJCBaigC1ePAdbWxvefruP0qUUW8bGxpQoYQtAxP27ClcjhBCiMJIQLEQBU6vV/P77as6fv8y3365Qupxiq1y5sgA8CLmjcCVCCCEKIwnBQijA07M8U6aMZsaMz7lzR/pW80OFCh4AhIfcVrYQIYQQhZKEYCEUMnbsh1Ss6Enbtj3Q6XRKl1PsxMfHA2CiMVO4EiGEEIWRhGAhFPT772sID49g/PhPlS6l2LlyJQAAJxd3hSsRQghRGEkIFkJBdnY2fPfdfH7+eR3Hj/spXU6xodfrCQoKAcCpdHmFqxFCCFEYSQgWQmFdurSnefNGdOs2EK1Wq3Q5xUJERBQpKSkYGxtjZeugdDlCCCEKIQnBQhQCa9f+AED37kMUrqR4uH79JgD2JTPXCxZCCCH+S0KwEIWAsbExmzatYN8+XzZv3qF0OUXejRu3AHAu66VwJUIIIQorCcFCFBJ16lSnX7/uDBs2kaioGKXLKdIuX74OQCm3KgpXIoQQorCSECxEIbJw4QwcHR3o0KGn0qUUaRcuXAagpIuHwpUIIYQorCQEC1HI7Ny5hqtXA1iw4DulSymybt68DYBTGVkeTQghRM4kBAtRyLi6uvDppxOZN28xAQGBSpdT5ERGRvHgQQQqtRrHUq5KlyOEEKKQkhAsRCE0bFg/fHy8ad++pzxN7gX98cceADwq+WBkrFG4GiGEEIWVhGAhCqnt238hJiaOESMmK11KkfLrr1sBqN3sXYUrEUIIUZhJCBaikLKysmT58i9Zt24bhw4dU7qcIiE2Np6TJ/0B8KnfSuFqhBBCFGYSgoUoxNq1a0nbti3o3v1DUlJSlC6n0Pv7733odDrKeVbGysZe6XKEEEIUYhKChSjkfv55McbGRnTrNlDpUgq9desetkJ0UbgSIYQQhZ2EYCEKOUNDQ7ZtW8nhwydYu3az0uUUWomJSfj6ngSgxuttFa5GCCFEYSchWIgiwMfHm6FD+zJmzCeEhYUrXU6htGfPQdLT0ylTzgMb+5JKlyOEEKKQkxAsRBExa9YUypQpJU+Te4J167YBUOsNaYUQQgjxbBKChShCduxYQ2DgHT777EulSylUUlNT2b//CAA1GkorhBBCiGeTECxEEVK6tDOzZ09l0aIf5Wlyjzh37jJarZYSjs44OJdVuhwhhBBFgKHSBQghno9Op2Phwu9ZtOhHTE01JCfLkmkP+fufB8C9Uk2FKxFCCFFUyEywEEXAypUbcHOrxRdffM/gwb0JCjrLa69VVrqsQuPIkVMAuFWuo3AlQgghigqZCRaiENu1aw9jx04jIiKS9957m4ULZ6DRaJQuq9Dx8zsHQDkvH4UrEUIIUVRICBaiEDp+3I+hQydw+3YQrVs34/vvP8fGxkrpsgqlhIREQkLuo1KrKe1WUelyhBBCFBESgoUoRK5eDWDQoLFcvHiVevVq8ttvq3FxKaV0WYXa+fOXAXAqWQYjY5klF0II8XwkBAtRCAQHhzJ48DiOHj1F5cpe+PrupHJlL6XLKhL8/S8A4FaphsKVCCGEKEokBAuhoLi4eIYOncCff+7FxaUMO3euoUEDubnrRfj6ngDArXJdhSsRQghRlEgIFkIBWq2WsWOns27dNuzsbPn552/o0KGV0mUVSQ9ngl09qypciRBCiKJEQrAQBWzx4mXMnv0VJibGzJ8/jf79uytdUpEVGxtPWFg4arUBpVwrKF2OEEKIIkRCsBAFJCwsnE6d+hAQcJNRowYzdepo1GpZqvtlnD9/CQCn0mUxNDJWuBohhBBFifwEFqIA/PjjSqpUaYRWm8qZM/v45JOPJADngTNnHt4UJ0+KE0II8WJkJliIfBQeHsE773zA5cvXGTv2Q6ZMGa10ScXKw8cll/OSlSGEEEK8GJmKEiKfrFjxK5UrNyI+PoHTp/+RAJwPbt26C0CJki4KVyKEEKKokZlgIfJYVFQMnTt/wPnzlxkxoj8zZkxQuqRiKzQ0DAA7B3mgiBBCiBcjIViIPLR69SbGjZuOg4M9x4//iadneaVLKrZ0Oh1RUdEA2EoIFkII8YIkBAuRB+Li4uncuR9nzpxj0KA+zJ07VemSir0HDyLIyNChMTXDRGOmdDlCCCGKGAnBQrykixev0rp1N8zNzTh8WB53XFDu3QsBwMbOXuFKhBBCFEVyY5wQL2Hr1p00bdqJatWqcOnSYQnABSgoKDMEl3Aqo3AlQgghiiIJwULk0rRp8xkw4CMGDuzFzp1rMTSUD1YKUlBQMAAOzm4KVyKEEKIokp/aQrygY8dOM2LEZG7dussPP3xOt26dlC7plXTz5m0A7EvJzYdCCCFenIRgIV7AkSMnaN++F3q9ng0bltOyZROlS3ql7NlziJEjp9C8eaOsNYJlZQghhBC5ISFYiOd06dI1Onfuh16vx8WlFG++2Vjpkl4ZiYlJTJgwk19/3QLAoUPHUKlUANg5llayNCGEEEWUhGAhnsPdu8G0a9ed1FQtANOmjcsKYSJ/JSQk0qBBm6wb4QCcnBy5ePEKICFYCCFE7siNcUI8Q2RkFG+99R4xMXEAODra06nTWwpX9epYuXI9QUEh2JZwpFGbngDY29uRnJyCgYEBltYlFK5QCCFEUSQhWIinSExMon37noSE3M/aNnHiCFkJooCkp6ezaNESALoNnY25pRUAhoYGAFjZ2MmMvBBCiFyRECzEE6SlpfHee4O4ciUga5uVlSXdu3dWsKpXy7ZtfxAVFY2dvRNV67YgMvQOADqdHgBbh5JKlieEEKIIkxAsRA70ej1DhozH1/cExiYmGBmbADBq1CA0GhOFq3s16PV65s1bDEDr90eiVquJDr8HQEZGBgAOJcspVZ4QQogiTkKwEDn45JN5bN26CwNDQyr4NCBNm4qdnS2DBvVSurRXhp/fOQID72BmbkG95l0AiIl8AGTO0gM4yBrBQgghcklCsBD/8f33P/Pddz+hUqlo33MsF08dBGDFikVYWJgrXN2r49ChYwBUe70VRsYaAOJjo4HMXm0AOycXZYoTQghR5EkIFuIRW7bsZOrUOQC8P2wWp/ZvRq/X0a1bR5o2fV3h6l4t+/b5AuD1WkMAtKkppKamZLZFRMcCsjyaEEKI3JNb3MUrLS0tjXPnLnH06Gn27DnIkSMnAejQczQJsZEE37mJra0Nn38+XeFKXy16vZ6zZy8CUL5SLQBiIjNX6LC2tsp6Wpyzq5cyBQohhCjyJASLV0p8fAKnT5/F1/cke/ce4tKla6Snp2cb80b7nlRr2JZZQ1sBsGzZF1hZWSpR7ivr5s3bJCYmYWZugX3JzJaHhyFYp8tAq9VibmGJlY29kmUKIYQowiQEi2LtwYMIjh8/zYEDRzl48Ci3bt1Fr9dnG2Nn74hn1fpUqN4YD+862DmWYt6I1uh0Ot59twPNm8vjkQvayZNnAChfsVrWOsCxkWGZf8bGA1DGrYIyxQkhhCgWJASLYufUKX9+/PEXjhw5SVhYeLbXVCoVpcqWp4JPQ7x8GuLuXQtL6xKkaVO4ff08pw9s5/yJv7l3OwBbW2sWLJihzEW84vbvPwKAV7X//wISHRGabYxrxdoFWpMQQojiRUKwKDb8/M7x8cfzOH78dNY2Q0MjXD0qUaF6Ezyr1setYnVMNGYkJcQSeMWP3Zt+4Jr/Ie7duYFOl5G1n4GBmmXLvsTaWtoglHDs2CkA3L3/H3SjHwRlG+Pq+VqB1iSEEKJ4kRAsijx//wt8/PFcjh7NDE6GhkY0bd+bWk06UaZ8JQwMjYiJDOPGxZNsWTqD6+eOEBZ677HjuLiUonHj+jRt+joNG9alZEnHgr4UAcTExBIcfB8DAwNc3L2ztkfdv5ttnIt7lYIuTQghRDEiIVjki4MHj7Jo0RJOnfInLS0dvV7/by+unoctuQ97cx/t0VWpVFSvXoX586dRq1a1p57j7NmLfPLJPHx9TwAPw28vWnYdTmJ8DDcunmTPlu8IuHCS2JiobPuq1Wq8vNxp1qwhjRrVo169mtjYWOfdX4DItZMn/QEoVdYdI6P/P50v+t8b4wCMjU2ybpgTQgghckNCsMgz6enp9Os3ij17DpGSkkqlSp5MmTIad/dyGBkZYWRk+J8/M782NjbC0DDzz8uXrzNt2nxatuxKqVIlmTBhOL17d812ntjYOPr1G5W1jqyhoSHVG76FnaML926cY3r/hiQnJWXbx8TEmNdeq0zz5o1o2LAuNWr4YGqqKbC/G/H8jh7NXKbOq1rDbNtjo//f3+1ctnzWDXNCCCFEbkgIFnkiISGBBg3aEh0dy6RJIxk0qBcazYuHzCZN7Dl48DeCg0OZMGEmH300jSlTZtOrV1emTx9LcnIKrVp1IyAgEANDQxq36UFJF0+2rphNakpy1nEsLS2oXbsaLVo0pkGDOnh7V8DQUP51Lwoe3hTnWaV+1ja9Xk9CXFzW924VaxZ4XUIIIYoXSQXipYWHR1C/fhvUagPOnTuAnZ3NSx+zdGln1q79Aa1Wy6xZi1i5cj3Llq1Co9GQmJiEjZ0DI2b/yu5N37Puu48BqFnTh759u1G/fm3Kl3eVmcIiKC0tjStXrgPgVqlG1vaEuKhsNy6W9ape4LUJIYQoXiQEi5cSFhZOzZpv4uRUgiNHduVq9vdpjI2NmTlzIsOG9aN+/beIjo7Fxtae94bP5btpPYkKD8PAQM2nn07kww/7olbLk8CLskuXrpGWlo5tCYdsD8KIibifbdyjN8wJIYQQuSEhWOSaTqejRYsuODqW4NSp3fkWQENC7vPmm+8SHR2LvVMpqtR9kyWzBqHX6XBxKc26dUvw9pYHJxQHJ074AeDuXSvbdm3K/3u8DQwMcHbxKNC6hBBCFD8ybSZy7YMPRhIREcWePVvyLQAHBYXQrNk7hITcx8bOHgMjYw78/gt6nY7evbty4sRfEoCLkb17M2929PLJ/pQ+U4v/r9zh4FwGA0OjAq1LCCFE8SMzwSJXVq7cwI4d//D776vypAc4J8HBobzxxttERkZRqqw7zq4V8Dv8B5aW5ixbtohWrd7Il/MK5Zw6lbk8mnvl7DPBZuZWWV+7ej596TwhhBDieTxz+i4hIaEg6hBFyNWrAYwdO41x44bSsGG9fDvP5MmziYyMooybF33Hf8MZ378A2LVrnQTgYujevVBiYmIxNjah5H/aHUwt/h+Cy8nKEEIIIfLAM2eCXVwy78JWqVSo1SoMDAwwNDT8d31XY0xMTNBoTDAzM8XUVIO5uTmWluZYWlpgbW2JlZUVNjbW2NnZUKKELXZ2ttjb2+HgUAJjY+N8v0CRt1JTU2nd+j1q167GlCmj8+08gYF32LHjb1QqFYM/WcH2n+ag1+to164lVatWyrfzCuWcPHkGAFdP78faa4xNTLO+LuXqVaB1CSGEKJ6eGYKjowNISEggPDyS8PAoIiOjiIqKJjo6lpiYOGJj44iPjyc+PpGEhARiY2MJDb1PSkoqKSmppKZq0Wq1pKenk56egU6XgU6X/QlharUaAwM1hoaGWQ9NMDExwcTEGI1Gg6mpBgsLM8zNzTE3N8PS0gIrKwtsbKyxtrbGxsYKOzsb7OxssbW1loCdj9q374VKpeL331fn63lmzfoCgDpN25GanISf75+o1WpmzZqUr+cVyjl8+BgAFao3eew1lUqFtZ09sVERlPWoWtClCSGEKIaeqyfYwsICCwsL3Nxc8+zEOp2OmJg4wsMjiIqKISoqhpiYGGJi4oiOjs0WrOPjE0lKSiYqKobk5BRSU1NJSdGSlqYlLS39kYCte+wRvCpV5ux15gy2AcbGmU8qMzHJnMU2NdWg0WgwMzPF3NwUCwtzzM3NsbKy+Hc22xpra0tsbDJntG1trbG1tcXGxuqVW47rs8++5MyZcxw5sitff8m4ffsu27f/hUqlom3P8axbPAGAnj274Ooqj8otrg4dOg6Ae+XaOb4+fcl+0tK0aMwsCrIsIYQQxZRiN8ap1ep/Z2/z/qYqnU5HXFwCkZGRREfHEhUVQ2xsZrjOnLlOID4+gYSERBITk0hKSiIhIZGIiMh/Z68zZ7DT0tLQatPJyEgnI0NHRkYGer3+saCtVqtQq/8ftI2MjHII2yaYmj5sGTHDzMwUM7PMWW0LCzMsLCywtrbCysri39Btg7W1Jba21piZmeX539GLOnToGIsW/chXX31GhQr5uzzVnDlfo9frqdWoDbFRD7hy7jhGRkZMnTomX88rlJOYmMStW3dRqVSUq5DzjW+m5laY5viKEEII8eKK5eoQarX635lbq2cPzqX09HSiozNnsKOjY4mLiyc2NrM9JC4u/t+gnUhiYmbQTkxMJjk5mYiIKO7dCyElJRWtNg2tNo309LR/Z7Qz20UyMnSPzWpD9taRh7PbRkZGGBkZPhK4jTE2NkajyezVfnSm28zMDHNzU8zNzbOCd2b/tiXW1pZYWj5sMbHM9tCLqKgYunUbSIcOrejdu1u+/Z0C3L17j82bdwDQrtd4fp4/FIBhwz7A0dH+abuKIszf/wJ6vZ6SpV3RmJorXY4QQohXQLEMwQXB0NAQBwd7HBzyN5jpdDqSkpKIjn4YsOOIjs7sw46LezijnUBCQhKJiUkkJyeTlJRMSkoKycmpxMTE/duXnYpWm05aWhppaWmkp2eQnp5ORkb20J1T8Aaws7Php5++ztdrBZg7N3MWuEbD1jwIvsWdm1cwMzNjzJgh+X5uoZyjR08B4Fm1frbt94NusGfLj7TvPR5rOyclShNCCFFMSQgu5NRqdVZPtotLqQI558PgHRsbT2xsPD16DOG11yrnew/0lSsBbNz4P/buO7rJ8gvg+Dez6d6UUvaSKRuRvadsZMkQ+bE3yF4yZQmI4EIEBARlqewNskGWbNkUym7pnkl+f8QWEbAjSZO293OO55TkfZ/nFjhy++S+9/4GwHudhvH1pG4AjBo1ADc3V6vuLWxr796DABR6u3LSa/qEeL6a9CGPgwIpUKIS79ZtY6vwhBBCZEKSBItX/DPxDgjwx9XVBb1eb9U9ro1R2wAAIABJREFUAwODaNKkAwaDgQo1mhB05xqPH9zDy8uDHj06W3VvYVsGg4E//7wEvDwkY9eGb3gcFAhA4ZLv2CQ2IYQQmVfWam8g0kSlUhEfn2C19Z89C6ZRo3aEhISSp2AxOg36jH0bvwFg+PD+6HQOVttb2N7RoyeJjo7BxdUdT1/Tpx3PHgWyZeU8APxz5cPbT7qCCCGEsCxJgkWyVCoVCQnWOQmOiIikSZMPuH//Idn8czFg2hpCQx5z48o51Go1HTq0tMq+wj4YDAYGDx4PQNXGHVEoFBiNRlbO/5iEBNMPXhVqt7JliEIIITIpSYJFstRqFXq95U+C4+LiaNOmG1evXsfd05shs9bj7OrOwc0/ANCkSV3c3a3X4UPY3urVG7h+/RYubu40bDcQgNOHtnLl3LGka8pVbWqr8IQQQmRikgSLZFnjJNhgMNC160COHz+Do7MzQ2etx8PbD31CPId3rgGgd+8PLbqnsC8REZGMHTsdgNY9JuCgcyI6Kpw1C19MBczmn5NsAflsFaIQQohMTJJgkSy1Wm3RB+OMRiODB49n+/Y9aDRaBn/6U1Ki8+fx3URFRpAzpz/vvFPWYnsK+zN79iJCQ8PJmbcgFWuZSh5+WTKNiPCwpGsq1JJSCCGEENYhSbBIllqttuhJ8PTp81mx4meUSiX9Ji8nd8GSSe/t/3UxAL16dU3qUSwyn7t377No0fcAdBgwC6VSyZ2//uT3batfuq5cdSmFEEIIYR2SBItkqVRKi50EL168gjlzvgSg+6hFvFXqRV/YZ48C+evCKZRKJR07yglgZjZixGT0ej1l3q1H/qLl0OsTWP6ZqSZYrTZ1bvTxy4F/7sK2DFMIIUQmJkmwSJZGo7FIErxr1wFGjJgMQIf+UylbtfFL7x/atgqABg1q4eXlafZ+wj4dO3aKHTv2olSpaNNrEgD7flnCg8BbKBSKpK4QrXt+YsMohRBCZHaSBItkqdWWeTBuxYqfAajdvBvVG788AEOvT+DQth8B6Nu3m9l7CftkMBgYOHAMAPVa98QrWwAhTx/w6w+zAdBoTKfAJcpVpfS7DWwWpxBCiMxPkmCRLEs9GOfi4gKAb45Xn/a/+Md+IsJD8fPzpUqVimbvJezTmjUbuXbtJi6ubjRsNwCAHxcMJyE+Hq1WQ1xcPGq1hg4DZ9s4UiGEEJmdJMEiWRqNZZJgHx9vAKIiQl9578UDcV3kgbhMKiIikjFjTC3RWvUYj87RmbNHd3Dhj4N/l0GY/o416/IxXn9PjhNCCCGsRZJgkSy1Wo3BYH4S7OXlDkBUeMhLr4c8fcDls8dQKpV06vS+2fsI+2RqiRZGQJ4CvFO7DTHRkfy4YAQADg5aDAYD2QPyULvl/2wcqRBCiKxAkmCRLFM5hMHsdRKnv0WGPXvp9cM7TG2x6tSphq+vt9n7CPvzUku0/jNRKpX8tnwm4aHP0WjUxMTEAtBl2OeoVGpbhiqEECKLkCQ4k7p48SoDBowhZ85SjBo11ay1TCfB5ifBbm6uwKsnwTcvHAWgffuWZu8h7FNiS7TSlepQoHgFAm9cZP8m03hspdL0v6HK9VuTr0gZW4YphBAiC5Ejl0zCaDQSHBzCzp0HWLhwCZcuXU1679Spc2atbWqRZn4S7OlpKod4HvzopdeVShVg6kIhMp+1a3/7R0u0yRj0en74bBBGoxEnJ0eioqJxdHam9f8m2jpUIYQQWYgkwRnU7t2/c+DAES5f/oubN+8QFPSQ2Ni4pPc1Wi1ePjl4FHSb4sXNGzig0VjmJLh06RIA3Lt1nbiYaLQ6RwCUag2ARafSCftw7dpN+vUfBUCb/43D2y8n+35byr3b11CpVEllEO36TMPJxd2WoQohhMhiJAnOgH79dRsffjjwldc1Wi3ZA/JS7b0PqVCzBT9/OYZHQbcpVuwts/az1Emwl5cn+fPn4ebNO1y7cJzi5WsCoPo7CY6PTzB7D2E/oqKiadOmO/Fx8ZSuVIeazboRGvyIX743dYjQ6bRERkZTsFhZKtZqYeNohRBCZDWSBGcw8fHxjBw5BYBKdVpTpExVfHPkxdc/Dy5uXi+1F3tw9y8A8ufPa9aeWq3GIt0hABo3rsvChUu4eHJPUhKsViWeBMdbZA9hHwYMGM3du/fw8vWj68cLUCgUrP5iFHFxcTg5ORIZGY1SqaTzkLnSFk8IIUS6kwfjMpglS1bz6NETvHz96DRoJu/UbkX+ImVxdfd+JZF4+vAeAAUK5DFrT1M5hNGsNRLVr18TgAsndie9plJrASmHyExWrPiZDRu2oFSp6PvJD+icXLj4x37OHd+LUqlMGo3csF1fsgW8OjxFCCGEsDZJgjOQsLBwpk37DIDWPT5JKiN4nbiYaCLCw1AqleTKFWDWvlqt1iI1wQCFCuUHIDz0RYcIpdr0gYSUQ2QOFy9eZejQCQB07DeNgHxFiIuJZsW8oQA4OzsRFxePl68fDdu/WtYjhBBCpAdJgjOQtWt/IyIiilz53qJMlUb/ee3jB7cB8PX1Rq02r+rFUg/GATx58hQAFzePf6yfeBIs5RAZXXh4BO+/352EBD0VazalSsMOAGz9cR6hIc/Q6RyIiIgEoMvQ+Wg0DrYMVwghRBYmSXAGEh4eAUDhUlWSraF8fP8WAPny5TZ7X9NJsGXKIR4+fAKAm6dP0mtKeTAuQ7h8+RoNGrRj0KCxbNy4lQcPXm51ZzQa6dlzGA8ePCJbjlx8MHB20nt/HtsBQExMLEajkXJVG/FWqcrpGr8QQgjxT/JgXAai1ZpOTPXxscle+/j+TQA8PT04cOAIERGRhIdHEhERSWRkJGFh4YSEhBIXF0/fvt0oVuzNbdS0Wg1Go2VOgh89emyKyydH0mvhwabXPDykRZY927//ECdOnObEidP88MPPAHh7e1G5cgXq1KnGw4eP2b59L2qNhj6fLE9qgQegddAlfe3goKNtX/MGuAghhBDmkiQ4A0lMguPjUpAE37sOwLZte9i2bU8y66qZO3fKf+5r6ZNgT7+cSa89fXgHgNy5zatdFtZVpEghAHSOTuTK9xa3r1/k2bNgNm3awaZNO5Ku6zJkDtlzFnjpXoXyxSCUVj3G4+bhgxBCCGFLkgRnIFptYiux5JPgstWbcePSSVQqNTpHJ3ROLuic3dA5uuLo4sH5E/t48uA2jo46Bg7s8Z9raTSWOwm+e/c+AB4+LxLe4KcPAcx+gE9YV6lSxQFIiI9j8Mz1ANy/fYVrF45z9cx+7ly7wDu1W1Gh5qs9fxWKF0lw1YYd0ydgIYQQ4j9IEpyBJCXB8XHJXAklKtSmRIXar33vz+O72fvrUgB++GERefP+d92wg4MWo9EyJ8GBgaa2bW6evgDo9QlEhIUCEBCQ3SJ7COvw8vLEy8uT4OAQHt2/gX/uwuQqUJxcBYpTu/lH/3nv8Hm/8vT2GVTO2VEq5VEEIYQQtif/GmUgGk1iEpz8SfCbPA66zZJP+wIwcuQA6tatnuw9Wq3lkuAHD0z1v+5e2QAIffYIo9GITueASqX6r1uFHShZsggAd69dSNV9CoUS33zl8Momp/1CCCHsgyTBGUh8vKmFmD4NrcRioiK4dPp3Fo3vRFxcLLVrV2XkyAEputfBQWOxJPjZs2AA3D1NSbCbpy9Ozi7ExMQydOhEi+whrKdy5YoA3L56ysaRCCGEEOaRcogMZNUqUx1mwberpej6mOhItqyay4UTu3l473bS6wEB2Vm6dEGKR9VqtQ4WS4JjY02lHJHhpmEZao2WvpOWM3fE+6xY8TMlSxahR4/OFtlLWF6ZMiUBuHn5pI0jEUIIIcwjJ8EZxMOHjzl8+AQKhYJ3672f7PUGvZ7FU3uwe8N3PLx3G4VCQaFC+ejZszM7d67Fzc01xXubaoLNif6Fjh1bA7BxyeSk1woUK0+nQTMBGDlyCr//ftQymwmLK1rU1ErvYeAtG0cihBBCmEeS4HR0+fI1ChasyPTp81N976pV6zAajRQvWyVF7aV+WTqNS2cO4+io4+efvyMw8CwnTuxk5swJ5MiRugfQLPlg3IgR/XBw0HL90lmunD2c9Pq79dpSu8WHGI1G2rfvyY0bty2yn7Csdes2AeCTPWcyVwohhBD2TZLgdLR370GePQth9uxFfPrp5ym+LzQ0nG+/XQFA9ab//RQ+wLE969m1YQkKhYJVq76iXr0aODs7pTluBwdtmu/9Ny8vTwYP7gnA+m8nvpRct+4+gWJlKhMdHUPz5p0JDQ2z2L7CfGFh4cyevQiAlt0n2DgaIYQQwjySBKej69dffIQ8a9ZCFi1amqJ7qlRpzOPHT/Hw8qFYuRr/ef3tq2dZMe9jAKZOHUOtWlXNCxrLdocA6N//f7i4OHPv9jXOHX0xZEGpUtFj7GKy+efi/v2HtG/fk4QEGaVsLz7//FuioqLIU7AoxcvXtHU4QgghhFkkCU5HiUlwyXdM/Xtnz174n9fv3LmfqlWbcv/+Q7LlyMXQ2RtRqd78LOPzpw9ZOL4zBoOBdu1a0KdPV4vErdM5WGSdRC4uzowePQiADd9NxqDXv9jLyYWB01fj6OTMsWOnGD78E4vuLdImOjqGhQu/B6B1z8kpfqhSCCGEsFeSBFvQmjUbCQh4m40bt7z2/cBA07S0Bu/3AyA0NOy1J50JCQnMmbOIdu16EBsbS8kKNRj9xQ58/d881MJgMLBw/AdERoSRPbsfM2eOt1iiYslyiETdu3fE29uTJw/vc2Lfxpfe8/bLRd9Jy1EolSxb9hNLlqyy+P4idU6f/pO4uDiy+eekUImKtg5HCCGEMJskwRZy5MhJ+vUbRVRUNCNHTnltcvv48TMAfP3z4OTs8vdrTwEwGo2cPXuBYcMmkD9/BaZNMz0817j9AHpPXIbO0fk/948Kf07Q3RsAPHz4iAIFKlCnTisWLFjM5cvXzCpn0Ol0ab73TRwcHPjkk+EA/LJ0+itT8AoWr8AHA6YDMHz4JA4ePGbxGETKHT9u6gtcsGQlG0cihBBCWIYkwRYQFxdH+/Y9MRgMKBQKnjx5xsaNW1+6JiIikujoaFQqFa4ePrh5eAFw8uQZZs1aSMmS1alVqyXff7+a8PAIvHyy0WvcNzTt8nGKxsy6uHsxdtEOGrXvR0Du/Oj1Bk6fPs/EibOoXLkxb79dk40bt2IwGFL9/anV6qTv05I6dGhFzpz+hIY84+DWla+8X6VBB2o3f9Ex4ubNOxbdX6Tc3r2HACj8dhUbRyKEEEJYhuK/TggVCoUxJORaOoaTMT18+JiiRavgoNPR4qPR/PTlRPLkycWZM3uSShIuX75G5cqN8fT2ZfqKP/h8ZGuunP/jpXUcnZypUKMZ7zboQJ5Cb5tVzhARGszlMwf588hWLpw+SExUJAC5c+dkypSRvPde/RQl14k8PQsRGHgGFxeXNMf0Or/9tp2uXQfg6OTMlKVHcHb1eOl9g17PwvEfcPnsUXLm9OfQoS24u6e8x7Ewn9FoJFeu0kRGRjF5ye/4+uexdUhCCCFEivRpnAej0fjahEpOgi0g8cExo9FIlQYdcHZx5c6dQHbu3J90TWI9sKevqUdvroKlAFCpVJSuVId+k5Yye805OgyYQd7Cpcyu53Vx96JCzeZ0H/MNs1efpX3fKbi4eXD37j26dh1AuXJ12bJlV6rKJBKnvVlS06YNKFWqONFRkfz85ZhX3leqVPQYtxjf7Dm5d+8BHTr0ko4R6ezWrbtERkbh6OSMT/Y316ULIYQQGYmMTbaAxBNVfUICGo0D9dv2Y+P3M5g8+TPq16+JQqHg3r0gAHyz5wWgSeePKfFOPXIVLIGjU8pONkODH7Fm4SiCH91D5+yKo7Mbji7uOLt44ejqYfq1kws6JxeUKjWRYSFEhAUT/vwx4cGP8M+Vn2sXTwNw+3YgnTr15YMPWrNw4YwU7R8TE5vK35nkKRQKvvtuHpUqNeTEgS1UqneQomVfHgvt6OTKwOmrmdavAUePnmTkyMl89tnkN6woLO3EiTMA5Cts3qcTQgghhD2RJNgCjh41lTX4/j1Fq3rjzmz9cT6XLl3lyJGTVKlSkVu3Ak3X5CgAgIPOicJvv5viPW7/dY5F4zsTER5q0dg9PNxTdJ1CobB4TXCiggXzMWLEAD799HOWfzaISUsO4aB7ebiHT/bc9J20nHmj2vH996spUaIo3bp1sEo84mW//34EgMKlq9s4EiGEEMJyJAm2gPXrNwNQvkYLwNTrtnbzbmz76SumTJnLtm2rkxIJnzTUUx7fu4Ef5n2MQa+nZMliTJ1q6kIRHh6R9F9ISCjBwc8JCXlOaGgYcXFx+Pr64O/vh5+fLz4+Xnh7e+Ll5Ym3t+k/Dw/3pIfeUsIa5RCJhgzpxU8//cLNm3f45fvptOs79ZVrCpWoSMf+01i1YDTDhk2kcOH8VKnyjtViEqZ2ffv3m/7u5i9W3sbRCCGEEJYjSbCZ9Ho927btAaB0lcZJr9du2Ytd6xdz/PgpPvvsS/788xIOOh0lKtZO8doGvZ6N309l90bTkIJ27ZqzYMF0tFrL9+1NjkKhsGoSrNFoWLJkPrVqtWT/5hW8U/d98hYu9cp1VRt25P7NS+zfvIK2bXty+PAm8uaVOlVrGTFiEg8ePMLZxZW8hd+2dThCCCGExciDcWY6ceIMERGRuHt6kyPvW0mvu7h5UqVBO4Cknr/vdRr6SveDN4mODGPh+I7s3vg9CoWCTz8dx1dfzbZJAgygUFj3JBigdOkS9OjRGYCls/q90js40fu9JlGk1DtERUXRrFlnwsLCrRpXVrVs2RqWLl2DQqmk98SlaLSW7xcthBBC2IokwWkUGRnF7NmLaN26GwBlqzZ55aGhBu0GoFCYfou9fLJRs2m3FK39+P4tpvWrz+Wzx3BycuSXX5bTu3dXmz6UZKoJtvyDcf/2ySfDyZbNh8dBgez46YvXXqNUqeg5fgk+fgEEBgbRsWNv9P8YvSzMd+zYKYYNmwhAx35TKVi8go0jEkIIISxLkuBUio2N5auvllG0aBWmT59PdHQM+d8qSeOOQ1651tPHn2qN2qFQKGjffwZqTfKnuJfPHGRa/wY8e/yA3LlzcvjwZqpXT/kDdNZiKoeIt/o+Tk6OLF48F4Ctaxby4O7r+1SbOkasQadz4vDhE7Ro0ZXAwCCrx5cZRUREvvRDRGBgEG3bdsdgMFCjcUeqNvrAhtEJIYQQ1iHDMlIhISGBcuXqcveuqedvQO4CtO41mSKlq7zxlNag1xMZ8RxXd+9k1w8LecK4bpWJj4ujZs0q/PDDQlxdLTucIq38/IqxbNkXNGpUJ13269FjKOvWbSJPwaKMmL/1jYM9rl04wcJxHxAXF4dGo2HMmMH07/9Rqh74y6oeP37KsGET2Lx5FyqVEj+/bOTPn4fbt+9y794DChUvy6AZa1Gp5PdSCCFExiTDMizk6dNg7t69j1Klote4bxj71R6Klqn6n2UKSpUqRQkwwMYl04iPi+Pddyuwfv33dpMAg/UfjPu32bMn4ubmyp3rlzmwefkbrytUoiKTlhzi7Yq1iI+PZ9Kk2VSs2IA//jibbrFmNAaDgSVLVlGqVE02b94FgF5vICjoIYcOHefevQd4emej14SlkgALIYTItORfuFRITHYdHHSUrtzQomvfu3WZY3s3olAomD9/SqpGGqcHhUJJfLz1yyESeXi488UX0+nadQAblkyj1LsN8PLN8fprvf3o88kyzp/Yw8r5w7l16y716r1Px46tmD59LO7ubukWt707f/4yvXt/zKVLfwFQuGR5Og2eh6uHN0+CbvP4/i2Cn9ynbNUmKX6IUwghhMiI7CvTSgc3btzm3LmLqRoXnCjpxDf1t/4no9HImoWjAOjatS2FCxew7AYWoFRab1jGmzRr1pDatauSEB/PyrlDkv0zK1mxDlO+P0y9lt1RKBT8+OMGSpaswdq1v6XpzzsziY2NZcSIydSo0ZxLl/7C2cWV7qMWMnjGOnz9c6NzdCZXgeKUq/4e9Vr3wtsvp61DFkIIIawqSyXB0dExVKvWjJo1W1ChQn1+/HF9qkYBJybBRgtnwX8e38WNy2dxdNQxYcLHFl3bUhQKJXFx6XcSnGjhwhk4ODhw+dwxTu7fmOz1Wp0jrXpMYOyiHeQpWJTw8Ah69hxGo0btuXXrTjpEbH+MRiPduw9h8eIVGI1GqjfqwJRlRylfvamMQRZCCJFlZakk+MyZ80RHRwOmE+F+/UZRqFBFJk6cSVDQw2TvTzoItuCpYkJ8HD9/ORaAsWMH4+lpnx9B2+IkGMDf348ZM8YBsGbhWCJCg1N0X0Detxgxfysd+0/HQafj+PHTVKjQgE8/XWCT78OWZsxYwJYtu1BrNAz/bAMdBszA0cnV1mEJIYQQNpWlkuD79x8A4Js9J50GzSR7QG4iIqJYsOA7SpSoTrt2PTh27NQbk9wX5RCWS4L3b1pK8NPH5MiRnZ49u1hsXUtTKpXExyfYZO+uXdtRtuzbREdH8cvSV8cpv4lSqaRa4w+Y/P1hylVthF6vZ9asL6hYsQGPHz+1YsT2Y8uWXcyatRCA/43+kvxFy9k4IiGEEMI+ZKkkuF69Gri6uvDk4T30CXFM+PZ3hs1ex9sVawGwc+d+GjVqT/ny9Vi1at0rpRKHD58AQOfkbJF4IsJC2LTiMwDmzPkEjUZjkXWtQalU2uwEVaFQMGnSCABuXzmT6vvdPHz435ivGTT9Rzy9fblz5x6NGrUnNDTzT5qbPj1xWuEQSlWqb+NohBBCCPuRpZJgDw935s2bAsD6xVMJC3lCweIV6PPJMqYtP0q9Nj3ROTpx8+Yd+vcfTcGCFZkwYSb37z8gLi6OESMmA6ZJcJawaflM4mJjqVChNA0b1rbImtZiy5NgAG9vLwCioyPTvEaR0lUY9cV2vHz9uHnzDi1adElVTXhGFBISCkDpyo1sHIkQQghhX7JUEgzQqlUTKleuQFxcbFJHBjBNd2v10VhmrT5D58GzyJ4zD5GRUXzxxXeULFmDGjVa8OjRE7yzZad6405mx/Hg7jUObl8DwLx5U+3+ASXTSXD6PxiXKLFncmx0lFnruHn4MHTWelxc3Tl79gIdOvQiIcF2yb21RUWZauB1jpb59EIIIYTILLJcEqxQKPjqq1loNGrOHtvD+RN7Xnpfo9VRuX47JnxzgI9nr6PUO6YT2itXTJPz3u89BZXa/LKFn74cg9FopH37FhQv/pbZ61mbSmW7cggAN7e/k+BY809uvf1yMXjmWhx0OvbvP0zv3sMzbQu1xJNunZP9DF4RQggh7EGWS4IBcufOyZgxQwBYOf9jYmNePV1UKBQUKF6B3hOXMn35MRp36E+Lrh/z9jv1zN7/0unfufrnCRwctEyePCr5G+yAUqkkIUFvs/1dXEwnmQnxcRj05scRkPctBkxdhUqlYv36zYwePc3sNe2N0WhM+sFFToKFEEKIl2XJJBigf/+PKFAgL2HPg/l12Yz/vNbDJztNOw+nQbsBZpct6PUJSWUYw4f3w9c3ZSOVbU2lSt+Jcf+mVCpxcNACEBMdYZE1CxQrT6/xi1EoFHzzzXLmzv3aIuvai6CghxiNRpQqlUU+vRBCCCEykyybBKvVar77bh4A+35bzt3r59Nl34NbV/Dk4X18fb3p3797uuxpCUqlyua1szqdDoDoSMt1dShZsQ5dh5k6dEyZ8hkrVvxssbVtKTo6hjZtPgKgQJHSNo5GCCGEsD9ZNgkGKF26BB991AGA5XMGotdbN8mLjgzj12WzAJg9eyIODg5W3c+SbH0SDODs7ARATJRlToITvVO7NW16mAZyDBo0ji1bdlt0/fRmNBr56KNBXLlyHXcPL/439ltbhySEEELYHbWtA7C1SZNG8ssv2wm6e5N9vyyhbuteVtvr8plDxERHUahQfpo1a2i1faxBpVLZtEUavKgLjo6yfH/fOi17EB7yhB3rvqFr1358/vk0PDzciY9PID4+noSEhJe+dnd3p0mTukldK+zJ1Knz2L59L2qNhgHTVuPm4WPrkIQQQgi7k+WTYBcXZxYu/JSOHXvz6/LZlK32Hl7ZAqyyl9bB9HG+u7ur3bdE+zeVyvblEIkdImKskAQDNO82mvDQpxzZtZ7+/Ucne71Wq6Vt2+b069eNIkUKWSWm1Fq3bhNz534FQI8xXxOQr4iNIxJCCCHsU5ZPggEaNapDvXrV2bXrd1bOH0b/qT+iVFq+UsTZ1ROAZ8+eW3xta1OplDZPgt3d3QGItnA5RCKFQsEHA2fj7pWN6xeOo1arUak1qNRa1GotKo0GtVqDSuPA3b/OcufGFVauXMvKlWspVao4gwf3okmTujab/Hf79l369DFN1mvVfRRvv1PXJnEIIYQQGYEkwX9bsOBTSpeuzeWzR/libHu6j/oaF3cvi+6RuF5oaJhF100ParXa5jXBnp5uAMRY8MG4f1OqVDTrmrK2dfduXWbfL4s5se83zp27SLduA3F3d6VHj84MGdIbJydHq8X5OoMHjychIYHSlepQt1XvdN1bCCGEyGiy9INx/5Q9ezZWrfoSR0cdV84dZ1LPGvx1/phF93BxM50ER0SkffSvrajVtq8J9vL6e3SylcohUitnvqJ0HjKXWatP836viXhn8yc0NJw5c76kUqVGXL58Ld1i2bPnIAcOHEGt0dCu36cZrtxGCCGESG+SBP9DnTrVOXFiJyVKFCUiPIx5I9ux6YfZFhnOAKBzckWhNE1eS5zklVGoVGqbDssA8PIylUNEhdtXOYmjsxu1m3/ElKVHGTR9Fd6+2QkMvE/16k1ZunS11afRxcXFMXDgGACadByEh7efVfcTQgghMgNJgv8lZ05/9u3bwIABph6+W9cs5LOPW/D82SOz11YoFDg6mtp8BQeHmL1eelKrVegt9MNAWrm5uQIQHWFfSXAihUJBkdJVGfdO8pe1AAAgAElEQVT1XipUb0JCgp6hQyfQsWNvwsKsd3q9aNFSgoIe4uXrR91W1utuIoQQQmQmkgS/hlqtZvLkUWzcuAxXVxduXv2TL8a0s8jaTs6mRC442D4TuTdRq+2hO4Tp9y4yPNimcSRH5+jMR6O+pOvQOajVGrZv30uFCvU5c8byA1kePnzMjBmfA9Ch/0zUGq3F9xBCCCEyI0mC/0PNmlU4eXInAEGBtyxSFuHs5gG8+STYaDSycOES+vcfhcFgMHs/S7GHcojEnrzRERnjwcJKdd9n3Jc7yZ4zL48fP6Vu3TYsWLDYouURI0dOJi4unmKlK1OiQi2LrSuEEEJkdpIEJ8PPzxedzjTZzRIPZLn+3SHi2bNXk+CYmFg6derD+PEzWLVqPYGB983ez1LsqhwiMmMkwQB+OfMzZuEOqjfqgMFgYOLEWUydOtciax8/fprfftuBUqmk/YAZFllTCCGEyCokCU6BxEllkWHm1/G6eWYDXk2CHz9+Sp06rdm6dc+La/9O+uyBRqOxeRKcdBIcbZ0+wdai0eroMGAGtVuY6szv3Xtg9pp6vZ7+/U2t3Oq2/B++/nnMXlMIIYTISiQJTgF3d1N/2ohw85NgV6/sAAQHv6hrvXjxKpUrN+bSpau4uJr2UigUSfvaA1NNsH2cBMdEZbwWcwDBD24BULlyBbPXWr78J65fv4WrmweNPxhi9npCCCFEViNJcAp4eprqeC3RmsvV3QeABw9M3SZ27NhH7dotefYshJz5CjNw+hoAnJ2drDK1Lq3UarXdnATHxkTbNI60un3tTwDKli1p1johIc8ZP34mAG37TMFB52R2bEIIIURWYz9ZVjqJiIjkl1+28eOP64mOjknRPV5epiQ4Msz8JNjFzVQTHBT0iIULv6N9+57ExcVTpnJdhs/dhFJlGuJnT6UQABqN/STBcbEp+3OzJxFhITwPfoparaZIkUJmrTVhwiyioqLI/1ZJylVvaqEIhRBCiKwly41Nbt68C6dPm07kZsz4gh9//JoSJYq88fqtW3eze/fvwIvODuZw/ntq3L59h9i5cz8ADdv1pVmXESgUCi6d2gdA7twBZu9lSWq12uYt0pycHFEoFOj1ehLi4zJUO7C7f58CFyyYD41Gk+Z1zp+/zMqVa1EoFHQcOEcmwwkhhBBplOVOghNPEwECA+9Ts2ZzFi5c8tq2VRs3bqFTp74YDAaqNepA8fLmt6By+bs7RHx8Akqlkm7D59G860gUCgXx8bHs/HkRAIMH29fQA61Wa/OWbQqFAm9v0w8Rl88ctGksqXXryhkA3n23fJrXMBqNDBgwGoBqDdsTkO/NP7wJIYQQ4r9luSR42LA+AGi1DlSs8R56vYHx42fQpElHHj9+mnTdmjUb+eijwRiNRuq06EaH/p9a5NTNJ3tuVCoVTs4uDJuznoq1WiW9d2z3WiLCw8iTJxf169c0ey9LMpVD2L5vcb9+HwGwZeUsG0eSOjcuHgGgUqVyaV5j/frNnDt3EZ2jE80+HG2p0IQQQogsKcslwVWrvkOePDmJi4ulaLla9Bz7FQ46R44e/YNy5eqwffteli1bQ58+IwBo2LY3rXtMtNjHzi5unkz67gBTlx0lf5GySa/r9Qls+3E+AOPGDbG7j7k1GrXNT4IBunf/AEdHHXeuX+H6xZO2DidFjEYjd65dBKBcuVJpWiMiIpLhwz8BoFX3cTi7ulsqPCGEECJLSnMS/OjRE0vGkW4UCgVDh5pOg3etXUjpyo345Nv9FChahoiIKDp06MWQIeMBaNZpMM0/HG3xhNTbLxeOzi+3Pzt1cDMhz56QLZsPLVo0suh+lqDRaOwiCXZ1daFXry4AbPkhY5wGP3/2kKjICHQ6Hfnzp62f74wZX/D8eRgBuQtQpWEHC0cohBBCZD1pSoK7dOlHkSKV2bfvkKXjSRfvv98MZ2cnggJvcfPSH3j4ZGfo7A00/3A4ir/bkrXqPppGHdOn/6rRaGTLyjkAjBo1ELXa/p5XtIdhGYn69fsItVrNlfMnuHfrsq3DSdadv84BUKxYoTT9QHXz5h2++mopAB0Hz7Gr1nlCCCFERpXqf007d+7Ltm17KFOmJN26DbKL08HUcnTU0b17RwB2/LwQAKVSScO2/Zn49R4+nrOeeq17p1s8F07u5XFQIO7ubnTs2Cr5G2zAXk6CAXx8vOnUqTUAW//+4cGe3bp8CoCqVSul6f5Bg8ZiMBioUL3xSyU0QgghhEi7VCXBnTr1Yfv2vWzatIqtW38kLi6OgQPHWCs2q+rd+0MUCgXnT+7n2aN7Sa/75cxPgWJpe4I/KiKUo7vXcWzPek4f2srFP/Zz7fxx7lw7z4O7117b39ZoNLL5B9Pgg6FDe+Pg4JC2b8jKHBxs3x3in4YO7YtCoeDM0d08eXDH1uH8p+sXjgJQsWKZVN+7c+d+Dh06jkajpXXPSZYOTQghhMiyUvy5+wcf9GHnzn1s2bI66R/zBQum07PnMPr37272AID05u/vR6NGtdm6dQ8HNi2j1f/Gmb3mhsWTOLxr/Rvfd9DpqNboA2q37IGnjz8A1y+c4O7Nqzg6OvLRRx3NjsFatFoNBsOrbeRsJVeuHDRr1oBff93OttXz6TJ0nq1Deq3YmCjuXL8EQIUKqUuCY2Njk37IbNp5GO5e2SwenxBCCJFVpegkuGPH3q8kwABt2jSlTJkStG3bw2oBWlPv3h8CcPrgb2avZTQa+fPEHgBq1apC9eqVKF++FEWLFiZv3tz4+HgRGxPD7o1LGNv1XRZP/R93/voz6RS4b99uuLg4mx2HtWg09nUSDDB69CAAju/9hdDgRzaO5vWunD2MXq+ncOH8ZMvmk6p7Fyz4jkePnuDj50/tFt2tFKEQQgiRNSWbBHfo0JNduw6wdeua136c+/PP3/HgwUNmzVpolQCtqVKlcjg66nj25BGP7t00a61H928SHvocZ2cn1q37nl9/XcGuXes4cmQLZ87s4dq14+zc+XNS/9/TR3YxY3BT/rp4Co1GQ79+3SzwHVmP6STYvpLgt94qSK1aVTAYDOxa95Wtw3mts4c3A9CqVZNU3RcU9JDZs02DUzoOmI1KnfYpc0IIIYR4VbJJ8O7dv7Nt22oqVCj92ve9vb0YPXoQs2Yt5MmTp6+9xl5pNBpq1aoKwJ/Hdpq11qVTBwBTH+I3Pb1foUIZfvppMefO7adnz844OJjG/n70UUc8Pc0fyWxNWq32tVP1bG3sWFMHj9+3riIqItTG0bzMaDRy/rjp04HGjeum6t6PP/6E+Ph4SpSvRtGy1awRnhBCCJGlJZsEb9u2hvLlX58AJxo6tA85c/rz/vv/s1hg6aVNm6YAnPr9F7PWOX90GwDNmjVI9tpcuXIwc+YErl07zi+/LGfq1FFm7Z0e7K0mOFG5cqUoW/Zt4uPi2Pfr97YO5yWBNy4QGRGOh4cbJUoUTfF9R46cZNu2PShVKtr3+9SKEQohhBBZV7JJsKurS4oW+umnxfz55yV++ulXs4NKT7VrV0OpVHLn+mUiwkLStEZCfBzXL50BoGbNKim+z9XVhRo1KttlX+B/M50E21c5RKLx44cCsGfjYuJiom0czQvnju4AoGHD2inqD2wwGPjhh59o185UY9+gTS+8/XJZNUYhhBAiq0o2CX733cZ07dqfmJhX23v901tvFaRLl7YMHjwu2Wvtibu7K2XKlADg4sl9aVrj5pXTJCTEExDgT44c2S0Znt3Q6RzsshwCoEaNyhQqlJ/oqEgO7Vht63CSnD1kqgdu0aJxstceOXKSihUbMGjQOCIiIslXuAQN2w20dohCCCFElpVsErxixZccOHCEfPnKs2zZT/957dy5k3F01NGlS3+LBZgemjZtCMD549vTdP/NS38AULdudYvFZG8cHDR2mwQrFArGjTPVBm9fswB9QryNI4LQ4EcEBd5CrVZTvfq7b7zu7t37tG/fkyZNOnLjxm1c3Tz48OP5DJ+3Ga3OMR0jFkIIIbKWZJPgJk3qcvPmH3zwQRuGDZtA+fL1CAwMev1iSiU//PAFu3f/zqFDxywerLVs3boLAP/cb6Xp/ojQZwDkzfvqR9eRkVF8++0KSpSoRvny9bh69XraA7UhrdZ+T4IB3nuvPv7+foSHhnB091pbh8P5E3sB04AMR0fdK+9HRkYxceIsypatw44d+1Cp1TRq15cpy47yTu2WaRqvLIQQQoiUS1GfYKVSyZw5n/Dnn/uJjY2jRYsub7y2atVK1KlTjS5d+ttdS63XOXPmPCdOnEGt0VCzedp6sUaFm2qJ/1k/HRT0kLFjP6VQoXcYOXIy9+8/5MaN21Sr1oy1a83vS5zeHBy02HEOjFKpZOLEjwFYv3gKEaHBNo3n7CHTn3Hr1u+99LrBYODHHzdQvHg1FixYjF6vp8y79Zi85CDNuo7EQedki3CFEEKILCdVY5MDAvzZufNnbt8O5NtvV7zxuhUrFhEdHcOwYRPNDtDapkz5DIAaTTrh7Jq2NmVREc8BcHNz5dy5i3Tu3I8SJarz5ZffEx0dQ658hek+ciFlq9QnPj6enj2HMWDAGGJjYy32fVibKQm24ywYaNu2OWXLvk1MdBRrvzZ/AmBaxcfFcPXPkwA0aFAr6fWTJ89QpUoT+vUbSWhoGAF5CvDxnPX0HP8dXr45bBWuEEIIkSWlKgkG07jhPn26MnbsdH7//ehrr9HpdMyfP40ffvjJrj/+v3LlGvv2HUapVFKvTZ80rxP9d3/a8eNnULNmCzZv3onRaKRUxVoM/2wDYxbtonyNpvxvzLe07zMJpVLJypVrqVGjBUFBDy317VhVRkiCFQoF33wzB5VKyYkDW7h67ohN4rh19SwJCfEolUpWr97I+fOX6Ny5H/Xrt+XKles4u7jSecgsxizaTYFi5W0SoxBCCJHVKf4rsVEoFMaQkGuvvH7jxi3Kl6+PTufAgwcX3nh/zZotCA0N48yZvRYJ1tK6dOnPpk07qFy/DZ0Hf5bmdab3q0fgrb8A0Gi1VGnQjrqt3tze6s5ff/LVpA8JDXlG/fo1+emnxWneO73cv/+AEiWq87q/D/Zm+vT5zJ69CC+fbHzy3UE02ldrcq0p+EkQs4c05Xnwy8NjlEoldVt2p1HHIegc7XdEthBCCJFZ9GmcB6PR+NoHbVJ9Egxw9appxHBsbNwbr4mIiODevQdoNPY77nXbNtM0r4btBpm1TukqjfD1C6BV9zHMXHWKdn2m/md/1zyF32bwTNPDW4cPn7D7E1YAR8eM06ng44/7kjOnP8FPH7N19fx039/LNwfTlp+g36SlFC9bBa3Wgbcr1mTSdwdo2X2cJMBCCCGEHUjTlIZr124AvDF5S0hIoHLlJqhUSvbv35j26Kws8cE9Dx8/s9Zp3HEojTsOTdU9fgH5cXZ1IzI8jCtXrlO0aCGzYrA2nU5r6xBSTKvV8u23c2ncuAM7fv6GirVa4587fX9/lSoVJSrUpkSF2um6rxBCCCFSJk0nwefPX076+t+JsMFgoHr1ZoSGhnP8+A6cnOz3aXel0nQ6btSnfxcLhUJB4RIVADh06Hi6759aWq0pCc4IHT8A3n23PG3bNsdoNPDDZ4MyTNxCCCGESB9pSoIvXfor6ev4+JcHEzRp0pHbtwM5cmQLHh5u5kVnZUqlCgC9IcEm+xcpa+ocsGvXfpvsnxqJo50TEmzze5UWM2eOx8XFmdvXLnJ4u/1MkhNCCCGE7aUpCb57917S19HRL0Ykd+zYm1On/mTfvo0EBPibH52VJZ4EG2xwEgxQqGQlAI4dO5Uh6oIBYmIyTls3Dw935s6dDMC6xZMJC3li44iEEEIIYS9SnQQ/fx5KZGRU0q+joqIB6N9/FDt37mfz5lW89VZBy0VoRUql6ds32OgkOHuugjg6ORMeHsH167dsEkNq/fOHnoygTZumVKpUjrjYGNYsHG3rcIQQQghhJ1KdBP87WYuOjmHSpNmsXr2RNWu+oWLFMhYLztpUqr+TYL3eZjHkLlAMyBh1wfDfHUHskUKh4OuvZ6NWqzhzdBeXTh2wdUhCCCGEsANmJ8HffbeSzz9fzJdfzqJu3RoWCyw9vKhASN9SBH1CPMf3bmRq79pcPW+aLHb//oN0jSEtFApFhppylyhPnlyMGjUQgB/mDiEuJtrGEQkhhBDC1lKdBF++/PIEuK+/Xs706WNo1665xYJKD3FxcURERALg4uaVLntGhoeyfc0XjPqgHMvmDCYo8CbOzk4MHtyTIUN6p0sM5lAoMt5JcKKBA3uQN29uQkOesWnFLFuHI4QQQggbS3Wf4PPnL7706zZtmtK794eWiifdJJ68urp5oFJbfqCH0WgkLjaaqIhQQoMfc2T7Ko7uXp/UXSEgIDvDhvWlffuWODqm70SztMuYJ8EAGo2GxYs/o16999nzy1LeqduWnPmK2josIYQQQthIqpPgv/4yTYtzcfMgIuw5LVs2tnhQ6SEwMAgAL9/sFlsz7PlTvpzQiScP7hITHYPB8GqtcYUKpRkxYgC1a1dNejAvo1AoFMTFxSd/oZ0qX740nTq9z8qVa1k+ZyCjF2xHqVLZOiwhhBBC2ECqsjCDwcDDh48ByJHH1AEio3ULSJTY5s3HP4/F1jyyYzV3rl8mKjISg0GPWq3C3d2VHDmy8/77TTl8eAs7d66lbt3qGS4BhsQkOGOWQySaNm007u5u3Lv1Fwe2LLd1OEIIIYSwkVSdBN+7F4Rer8fJxRU3T18AoqMz5kNGt27dBcA3wHLjdI/vWQvAN9/MoWnTBhmozCFlFApFhv2hJ5GbmysLFkyja9cBbPz+U8pUaYKHt3ljs4UQQgiR8aTqOHLu3K8BCMhdiPs3TaOT7Xks8n+5evUGAD7Zc1lkvcdBt3l47w5arZZmzRpmugQYTMNFMnI5RKKmTRtQvfq7xMfF8cNng4mLzdiJvRBCCCFSL8VJ8M6d+1m+/CcUSiWlqr7Hg3u3cXZ2omHD2taMzyqMRiOHD58AIGe+YhZZ89TvvwJQr14NdDoHi6xpbzJDOQSYvo9Fi2ai1Wq5fPYI47u9y+lDWzPM1D4hhBBCmC9FSfCTJ8/o3n0wAM06DeXyH3sA6NmzS4Y88Tx79gLPn4fi4upOroIlLLLm8d3rAPjgg9YAhIaGYTDYZhyztSiVykxxEgyQM6c/mzevJG/eXIQ9D2bx9D7MHd6SB3f/snVoQgghhEgHySbBRqORbt0GEhERSf4ipShTtQkXTx9GqVTSu3fX9IjR4jZu3ApAmSoNLPKA2qN7N3kUdBcHBy21a1dl+/a95M1bjnz5ytO370j27j2YaU5QM0sSDFChQhlOntzJjBnjcXTUcf3SGab0qc9PX44lOjLM1uEJIYQQwoqSzQC//XYFhw+fwEGno/vor9m78VsAWrRoSLZsPlYP0Bo2bNgMQJlqlhnwcerAbwA0aFAbtVrN8OGfABAWFs7q1Rto3fojcucuS6dOfdm0aUeG7bVrOgnO+Mn8P6nVanr16sL58wfo0KElRqOR/ZtXMvbDShzesTrTneYLIYQQwiTZJHjs2OkAdB7yGTpHZ47sMn3sP3RoX+tGZiXXr9/i/v2HaB10FC75jkXWPLbnZwA6dmzF2rWbuHfvAe4eXoyc/xsN2/bFxy8HsbGxbNmyiy5d+tOwYfsMWX9qejAucyXBiby9vfjyy1kcOPALxYsXIToykpWfj+LT/vW4/dc5W4cnhBBCCAtLNgnW6/VUrNWMctXe4+C2lSQkxFOuXCmKF38rPeKzuCNHTgJQtFQli0yKe3D3Gk8e3kenc6Bq1XeYOHEmAM0+HEnewqVo/uFIpiw9yqTF+2nedQQOOkfOnr3Ab79tN3vv9JYZT4L/7e23i3Pw4G989dUs3N1duXf7OrOGtuDpw7u2Dk0IIYQQFpRsEuzjl4MO/WegT4hnz3pTKcSIEf2tHpi1JD7IZ6mT2D8OmLpCNGxYm59//pXHj5/i5evHO3XavHRdtoB8NGzXj+YfjgJMJ+yJI5QzCqVSRXx8xoo5LRQKBe3bt+T8+d/JlSsAo8FA8OP7tg5LCCGEEBaUbBI8ZtFOtA6ObFw6nfCw5/j7+1G3bvX0iM0q/PxMQz5Cgx9ZZL0Te9cD0KZNU6ZM+QyAFt3GolK9fg5JtUYdcff05v79h6xevcEiMaSXzNQdIiVcXV2S/r7ExkTZOBohhBBCWFLy3SEMBhaO68iejd8DMH36mAw58jeRr6/pYb7w0GCz1wq68xdPHwUBMHHiLEJCQsnmn4ty1Zu+8R61RkvL7uP+vmc2MTEZ5yE5lSrzl0P8m4uLaRhMXEzGnIwohBBCiNdLNpud2rcul88exdFRx7p1S2jRonF6xGU1fn6mJDgiLNTstf448EvS1zdu3MbB0ZHOQ+Ym+0NChZotyOafk5CQ53z33Qqz40gvSqWS+PiscxIM4OLiAkBcrCTBQgghRGaSbBIc8vQxefPm5siRLdSpk3HLIBJ5eLj//bF+LPFx5o3LfXLfNHrZzcOT93uOZ+aq0xQsUTHZ+5RKJW16TgZgxowvCAl5blYc6UWlyho1wf/k6mpKgqUcQgghhMhcXl+4+g8NG9bmu+/m4ezslB7xWJ1SqcTV1ZnQ0HDCQp7i7ZczzWu16zeDqo27UrBExTfWAL9JiYq1yVOwKHeuX6Z+/bbs3Pkznp4eaY4lPahUygz3MJ+53Nz+PgmWcgghhBAiU0n2JPjHH7/ONAlwIk9PTwDCnz81ax0XN0/eKlU51QkwmDoQ9JqwFE/vbFy/fou6ddsQHBxiVjzWplKpslxNcFhYOAAJ+qxVBiKEEEJkdskmwQqFIj3iSFe+vt4AhJmZBJvL08efEfM24emTjZs371C3bhuePTP/gT1rUamUWaocIjIyig0bTCO2S5SvadtghBBCCGFRGbfNgxkCArIDEBbyxMaRgIdPdkbM24yXrx+3bt2lbt337TYRVqvVWaocYu3a34iNjSVn3kLkLljS1uEIIYQQwoKyZBKcM2cAAKHBj20ciYmHtx8j5m3C2zc7t2/fpU6dNjx9+szWYb1CpVJlmSTYaDSyYMFiAOq07mPjaIQQQghhaVkyCQ4I8AMg9Ok9G0fygruXH8PnbcI7mz937gRSp05rnjyxr0TYVBOcNWpj//jjLLdu3UXn6ES5ak1sHY4QQgghLCxLJsGJAzNCngbZOJKXuXtlY8S8Tfj4BXD37n3q1GnF48e2rVv+J9NJsN7WYaSLL75YAkDVhh3QaHU2jkYIIYQQlpYlk+DEUbhhdlIO8U9unr4Mn/srvtlzEhgYRJ06rXj0yPa1ywAajRq9PvOXQzx7FsyWLbsAqNH0Q9sGI4QQQgiryJJJ8IvuEPb5AJqbpy8fz/2VbP65uHfvAXXqtOLhQ9sn7KYH4zL/SfCyZT9hMBgo8vY7+GTPbetwhBBCCGEFGTYJ3rx5J+XL1+fGjdupvjfxJDgyIszCUVmOm4ePKRHOkYv79x9Sp04rHjx4lPR+REQksbGx6RpTVpgYp9fr+frrZQDUad3btsEIIYQQwmpSP+XBTgwaNJbg4OdUrtyYR48upeped3c3U8/buDjiYqLR6hytFOUL8XExXDp9kD/2r+evc8fwy5mXMtWaUbJi3TeeNrq6ezP8s9+YM6w5QUF3qVChPg4ODoSHhxMfn4CLizPHj28nR47sVo8fQK1WZfpyiD17DvL0aTDunt4UK1vD1uEIIYQQwkoybBJcrNhbHDp0nLi4eCIiInFxcU7xvQqFAldXV54/DyXs+ROrfeQdExXBhZP7+GPfOi6ePkxCwovOCmGhIVy7eIafv56Et292SlduxNuVG1KgaDlUak3SdS7uXnw89zfmftySB/duERkZlfReREQks2YtZP78qVaJ/9+0Wi16vSFd9rKV+fO/AaBm849QqlQ2jkYIIYQQ1pJhk+Dy5Utz6NBxADZs2EKXLm1Tdb+Xl8ffSfBTqyTBW1bNZduahej1L2po8+fPQ7t2LahXrwZXrlxjw4YtHDx4jGdPHrLn16Xs+XUpWq0DRUu/S458JdDoHNFqdWi0Omq36sWToNu4evjglS2AsJAn/PTVBFauXMeoUQPJnj2bxb+Hf1OrM2+fYIPBwNixn3L06B+oVCqqNuho65CEEEIIYUUZNgl2c3NN+vqrr5amOgn28/Pl5s07hIdYvgWZXp/AzrVfodfrKVbsLTp0aEmzZg3InTtn0jVlypSkQ4dWxMfHc+zYKTZv3smmTTt58OAR507s59yJ/SncS8/y5WsYOXKgxb+Pf8usD8ZFRUXTtWt/du/+HYVCQYf+03Bx97J1WEIIIYSwogybBP+z/OHKleupLolIrKO1xujkO3+dIy4uDj8/Xw4f3vyf12o0GqpVq0S1apWYOXMCt2/f/bsu9RkREdFERUURERFJVFQ00dExREVFExsbQ3R0LDExsSgUULFiWYt/D6+j1WpeOtnODB49ekLz5l24evU6Wq0DvSZ8R7Gy1W0dlhBCCCGsLMMmwa6uLye8Fy5coVKlcim+P1euHACEhli+9dilP/YDULdu6h+syps3N927f2DhiCxDrVZjMGSeJPjixas0a9aZ4OAQ3D29GTD1Rxxd3Lh5+RQx0ZEULF4RrYMMyhBCCCEyowybBP/71PfcuYupSoL9/U2jk58/tvzo5PMndgDQqFFti69tSxqNJtOUQxw4cIS2bf+XNAY6OjKCaf0bYjQak67x8ctB7wlLCchXxFZhCiGEEMJKMmyf4H8nwSdOnE7V/dmymXoFPw9+YLGYwNQRIvDmXwBUrfqORde2NbVanWm6Q0yaNCcpAQaIi4vFaDTi6upC/vx58fHx4umjIKYPaMS+35a+lBwLIYQQIuPLsCfBzs5OL/361Klzqbo/cWpcqIVHJ187fxyj0chbbxXA3d3NomvbmoODBoMhcyTBnyXPF+kAACAASURBVH8+jQMHjuDn50uOHNnJmdMff38/tFotAJGRUQwePI516zbx89efcPXMAXqOWyJt04QQQohMIsMmwT4+pqf3tVoH9AY9d+7c4+zZC5QuXSJF9ydOjQu38OjkCyd3AdC4cT2LrmsPNJrMkwSXLFmUkiWLvvF9Z2cnFi+eS4MGtejXbyTnju/j8pmDFC9fM/2CFEIIIYTVZNhyiDx5cuHg4EBcXCylKpkSzjFjpqX4/qQkODTEoqfBF0/uA6Bu3czXYUCjyXzdIZLTpk1TBg/uCcDRnT/aOBohhBBCWEqGTYKVSiVFixYGoGjZGqg1Go4e/YPjx1NWG+zq6kKNGpUxGAxsXjHbIjGFPH3AsycP0Wq1VKhQ2iJr2hMHB4dMcxKcGu3btwTg3LG9xMZEJXO1EEIIITKCDJsEA1StWhGAJ0G3qNOiOwCjR6d8hPCMGeMAOLxzLY+Dbpsdz5WzhwEoX/7/7N11dFTX18bx78wkE3cI7u4WJDjFNbhbabECxd2d4gWKU6S4UyQQCFZcChQLDgECQSPEk7nvH1Pylh/BkpEE9mctViBz55zntnR158y5+xTB0tLyE1enPJaWFt9kEZwtWxby5s1FbGwMl076mDuOEEIIIQwgRRfBpUoVA+DulVPUaPYTWisrLly4zNGjJz/r/Xnz5qJx47ooisK2ZeOSnOfKqb0A1KtXI8ljJUf6wzK+vSIY4PvvWwFwfO8fZk4ihBBCCENI0UVwsWKFAXh4/wY2do7UaNodgCFDJnx2S6uxYwej0ai5eNIX/9uXE51FURT8LumL7ypVyiV6nORMvx3i22wV1qRJXVQqFbeunCckyPBHbQshhBDCtFJ0EZwhQ1ocHOyJiozk+ZMHVG3UGWsbW65fv8n+/Uc+a4yMGdPFn9C2edHIRGd5+vAW4WFvcHJyJE+enIkeJznTai1RlG9zJdjNzZWyZUuiKArnj+wwdxwhhBBCJFGKLoJVKhUFC+pP83pw8xLWtvbUad0b0O8N/tzV4MGDe2FlpeXW1Qv4XTyWqCyWWv3xuhERkURERCZqjOROq9V+k3uC3/r/LRFrzJxECCGEEEmVootggAoV9Key3b12FoBK9TpiZ+/A3bsP2Llz32eN4erqQt++3QDYtGBkogq9VGkzkyFLDqKjo9mz58AXvz8lsLS0/KZPTqtduyparZbHD+7w7PE9c8cRQgghRBJ8sgiuUaM51ao1oXLlhlSoUJ+yZetSunQtPDyq07JlF2JiYj41hFF5ePz7cNz1MwBorayp23YAACNGTP7svrY9e/6Ak5MjAQ/vcvZw4j7uLle7HQBLlqxO1PuTO2trq2+6CLa1taFmzSoA/HP66/xBRwghhPhWfLIIPnv2AufP/8OlS1e5csWP69dvcvPmHe7cuc++fYc4e/aiKXJ+UPHihQB4ePcm1y/otzKUr90KR2cXHj4MYPPmnZ81jp2dLePGDQJg69KxxER/+ZaGkpW8UKnUnDnzN4GBz7/4/cmdlZX2m30w7q20ad0Bvtm90UIIIcTX4pNFcPfRy+g5biU/T1xDn8nr6PfLRgZM20zeIp4A3Llz39gZP8rNzZVOnVqjKAoLxnzPwztXsLS0okGHwQCMHj31s1er27RpSpYsGQkJeo3v9qVfnMXeyZX8RcsAsGHD1/fwlJWV9pteCQZ4/fo1ANa2DmZOIoQQQoik+GQRXLh0NQp4VCZfsfLkKVKWXIVKk6NASXIW0O/F9fO7ZfSQnzJt2mhq165KTEw0s4Y051nAfcpUa4aLmzuBgc/55Ze5n1W8aTQapk8fC4D32jm8CXn9xVnK1WkPwPLlX98Ru1ZW3/Z2CICgoFAArG3szJxECCGEEElhkdg3psmkbwN2+fJ1g4VJLLVazYoVc2jQoC2nT19g1qAmDJnjTZMuo1k6uQczZizgxImzLF8+hzRpUn90rKpVK1CqVDHOnLnArlVTadlz8hdlKVjqO6ysrbl//yFXrvjFd6/4GtjZ2aLT6ShUqBJarQWWllqsrLRYWlpibW2FlZUVNjZWWFtbY2Njja2tzb9fbbG1tcHOzhZbW1vs7e2wt3/7Vf/LyckBW1tb1Ork/axmcHAIANa29mZOIoQQQoikSHwRnDE7YP7tEG9ptVo2bfqdatWacvPmHWYNbsrg2bvoPGwBq2b24+TJc3h4VGfx4hnUrl31g+OoVCqmTx9LxYoNOOq9nqpNupE6XZbPzmFpaYVHxfoc99nE1KnzWLVqniFuL1nInTsHw4b1ITDwOREREURGRhEZGUVERCRRUVEEBwfz/HkMUVHRxMTEEB0dQ2xs7H9+6YiLi0On06HTxaHTKSiKkuDqslqtQqVSo1arUatVaDQaNBoNFhZvv1pgYWGBpeXbX5ZotVq0Wsv3CnNr67eFuRXW1m8Lc2tsbGyxs7P5tzC3xcrKCisr7b9fLdFqrbC21v/Z1tYGCwsL3rwJA8DaRopgIYQQIiVTfezjbZVKpSzY8yDB1yIjwujbJD8ajZrAwGtoNBpjZfwiL168pFIlLwICAsmWuxB9p24mLCSIpZO7cef6BQDatm3G1KmjsLGx/uA4nTr9zLZt3nhWbUj7/r9+WYan/oz6oSKKonD69F5y586RpHv6VkRHRxMa+oY3b8IIDg4lLCycsLAwQkPDCA8P582bMMLDIwkLCycyMoKIiCiiovSF+Nuv0dHR7xTh+kI8hpiYWGJi9MV4XJy+GH/7S1+U61AU3inKP/bfxrC5u8mUo6Cp/tEIIYQQIhG618mCoiiqhF5LdBEMMKhlYUJDgtmxYxUVK3p+MsiuXT4ULVqIjBnTfUbsxPP3f0SlSl4EBYVQyKMS3UYvB5WK/ZsXsGPVdBSdjkyZ0rNhw1Ly5cuV4BhXrvhRoUJ9bO3smbbh8hd/TL9qRh9O+m6jdu2qrF270BC3JcwsNjaW3Lk9ef06iHHL/iJ1uszmjiSEEEKIj/hYEZykDZgV6ur74vbpM+KT/XgvX75Gu3Y9qF69KdHR0UmZ9pMyZ87Irl1rsba24vK5I6z5dQAqlYqazXsw9NeduLmn4+HDACpX9mL37oT7vRYokAdXV2fCw97w4OalL85Qr91AVCo13t6+XL9u/ocHRdJZWFgQFRUFgLWtPBgnhBBCpGRJKoJrNuuJg5ML9+75s3Llho9e+/Tp83+/PmPZMuN3TihQIA9bt65Ao9Fw4sBW/lwxBYBMOQoyauEhinpWIzo6hrZtuzN58pz3PvpWqVTUqVMNgEunPu/kuf9ydc9A2epNABgzZmoS70aYWmjoGzp27EWzZj/EH4OtKAqRkW+LYNkTLIQQQqRknyyCZwzw4ujuPwh5/f7hD1prG5p3GwfAqFG/xD85n5CIiIj430+YMOuj1xqKp6cHK1fOQ6VSsXfTQg7+2/tXa21DlxFLadC2DwBTp86ldetuhIdHvPN+L6/aAFw4titR89dt2x+1Wo2Pz2GuXr2RhDsRpvT48RMqVfJix469HDhwlO7dB6EoCvfv+6PT6bC2tsHS0srcMYUQQgiRBJ8sgm9fu8i630YwvIMn9xPYFlCiYn2y5spPWFg448fP+OA44eGR//l9OJMnz0lk5C9Tt241Zs3SF+qbFo/n3BH9IRYqlYrarfvSfdRSLC217N17kIoVG/DwYUD8e8uXL42lpSXPAh7y6tnjL57bJVU6ytdqAcCoUVMMcDfC2K5du0n58vW4d88fFzd3NBYW7NjhzcaNOzh2TH80d878JcycUgghhBBJ9ckieO7cSRQunJ/Y2BhWTO1JXOy7p6+pVCpa/zwNgN9/X8eNG7cTHOftSnDGbPq+uUuX/oG//5cXlonRoUNLhg7trc84rQ/X/j4a/1rhMtUZOnc3Lm7u3Llzn7Jl67Bhww4WLlxB797D0Wj0/4iunD2YqLnrtO6LWqPh4MFj/PPP1aTfjDCaiIhImjX7gaCgELLmLsiw33yo1aInAMePn2XvXv3fgXwlP9xiTwghhBApwyeL4LZtm+HtvZ7Uqd0IDPBn/5b3Ox1kylEQz6qNUBSFtm1/it9D+V9vv5ezgAfFPKsTF6dj2LCJBriFzzNwYA86dWqFotOxYGwnHtz8J/61dJlzM3z+fnIVKMGbN2F06zaAoUMnsnHjDiIjo1CpVDi6uidqXifXNFSs3RqAESNkNTg5Gzt2OgEBT0mVJj19f9mCvaMLFhZaABwc7DhxQr8SnKdIOXPGFEIIIYQBfNaDcba2Nsyfr3+4a9fqWbx46v/eNU26jMXZNTW3b9/jp58GvfegWViY/pABrbU9TbqMRq1Ws3v3fi5cuJzUe/gsKpWKadPGUK9eDWJjYvh1WEsCH92Nf93OwZneUzZSu0V3subIi2fVhjTtMorek9byy9rzFPWsmei5a7fqjYWFBX/9dYoWLTrz9OkzQ9xSooSEhHL//vv//r51V6/eYNGilQB0GjwfrZW+h3RUhP7v7fPnLwkKCsHaxpZ0mRNuqyeEEEKIlOOzu0NUq1aRWrW+Iy4ujlUz+75X5No5ONFj3Co0Gg3bt3uzePEf77y+detuANwzZMctTSaqNOgAQN++Iz96KIEhqdVqli2bhaenBxHhYcwa1ISgl4Hxr2s0FjToMITBc/fRvv+vVG34A3mLlsPByS1J8zq6pKbNz79gYWGJj89hihb9jmXL1qDT6ZJ6S58lIOApAwaMoXjxqmTJUpxixapy5swFk8ydUhw/fhqAEhVqkS1vsfjvR0boH+DcvHknAHmLlEn2RzsLIYQQ4tO+6P/mv/46EWtrK25dOcfZI9vfez1j9vy07zcdgKFDJ3Dq1HkAzp69gJ/fbaysrSlZqQGg3ytrZW3DpUtX8fb2Tep9fDatVsvGjUvJmzcnwUGvmDWoCeFvgo0+b5lqTRmz5DD5ipQhKiqKAQPGUKlSQ/z8jNtD+MWLl1St2oRly9Zw797/rwA7OEiLr/968kT/w1C6zHnf+X5UeCigb4/mmjotzbpNMHk2IYQQQhjeFxXB7u6pmDRpOADrfxtOWOj7xWOpKo2pXK8tiqLQokVnnjwJZObMBQBUqN0arbUNALb2TtRv1x+AgQPHEhMT895YxmJvb8euXWvIkCEtz548ZM6wlkRHvb+P2dDc0mSk16T1/DB4LrZ29ly5cp1y5eoxduz0+P6zhhQWFk79+m15+vQZaTNmpYpXJwCyZ8/ywZPyvlVvH9J0dHl377fm3z3BGbLmYugcb1zdM5g8mxBCCCEM74s/1+3QoQWFCuUnIiyMzYtGJ3hN065jyZ6nMCEhoXh5tWffvsOoVCqqNOz8znWV6nXAxS01AQFPWb58XeLuIJHc3Fzx9t6Ai4sTD25fY9H4TsTFxRp9XpVKhUelBoz7/QSeVRuh0+mYPXsRJUpUi/9I/nMoisKff+7F07MO3boNfO/12NhYWrXqip/fbZxc3OgzZRNPH+i7U3Tq1Mpg9/O1CAjQrwQ7OKd65/t12vSjdc9JDJixA3snV3NEE0IIIYQRfHERrFarWbJkBmq1mlMHt3Hrypn3rtFoLOg6ejkOjs7cunUXRVEoXKoyrqnTv3OdhaWWJl3GAjB+/AxCQkITeRuJkylTenbvXoeNjTXX/j7Oqhnv73U2FjsHJ9r3n02/qZtwc09HQMBT6tVrS5cu/QgLC//oeyMiIqlUyYsOHXrh53eLDRu2v9PfWFEUevYcwl9/ncLK2oY+v2xCrdHgd+kMKpWKZs28jH17Kc6zZ/rDYBxdU7/zfZdU6ahQpw3WNnJMshBCCPE1SdQTPnny5KRXrx8BWDWjNzEx73+U7+icip/GrYp/iKh6s54JjlW8fB0yZ8/LmzfhTJ8+PzFxkiRfvlxs27YSCwsNZw7/ybZlpt3zmatgKUYvOULtlj1Qq9Vs2rST8uXrf7SDw+bNf3L58nVsbGxJkyErADt3/v/RzhMnzmLDhh2oNRp+nriGtBlzcP7oThRFoUyZEri7p/rAyN+uV6+CAP3fWyGEEEJ8/RL9mPuQIT+TLl0aXgQGsHf93ASvyZq7CH0mr+f7gbPJkd8jwWtUKhUtek4GYMGC5Tx+/CSxkRKtdOni/PHHfFQqFfu3LuXA1kUmnd/S0ooG7QcxbN5eXFOl4f59f8qWrYuv79H3rlUUhVmz9PmadR9H3Tb9AFi/fhsxMTGMHDmFGTP0e7A7D51P9nz6081CXuvbspUqVdwUt5SiKIpCaKj+UwhH59SfuFoIIYQQX4NEF8HW1lYsWqTvBLF3w2/v9Nz9r1yFSlOqSqOPjpU9b3GKlK5CbGwcI0ZMTmykJKlV6zvmzp0EwJalkzjlu9XkGTJkzcPw+fvJV9STiIhImjb9genTf3tni8axY6e5d88fG1s7PCo1oGDJKqhUai5fvk6FCg2YN28ZAK16TKBo2Vrx73PPkAOAa9dumPamUoDg4BDi4nRYarXxD24KIYQQ4uuWpIanFSqUoVGjOuh0OlbN7J2k/bRNuoxFpVKzfbs3R4+eNNne3P9q06YpI0boV1ZXzezH1XOHTJ7B1t6JnhPWUqtFdwAmTpxNy5ZdCAx8zvDhk2jYUN9fuUKdtlhaWmFj50iuAvq+tjdu3MbRyZl+v2ykYt1274ybOl0WAO7cuW+6m0khnj17AYCdvaOZkwghhBDCVJLc9X/69DHY2dly1+8fTh7YmOhxUqfLQqW6+uOFvbzakzNnKXr2HIqPz+EEj2E2lv79u9O5czsURWHhuM7vHK9sKmq1Gq8OQ+g6YhGWllp8fA6TL1855s9fjk6nw6NCbeq27ht/fdXG3VGpVBQu9R2jFh8lV6HS742ZOn1WAB4/fmqWHzCSs7dFsON/uj8Ev3pGRLhpH9QUQgghhOkkuQh2dXVh6lR9q7RNC0bzJvhVosfy+n4Y5Wo0wcbWjlevglizZjMtWnQmc+Zi1KvXht9/X2uSPcNTpoygQYNaxMbGsG7u++3HTKVo2VoMm+eNW+q0KIpCxqw5GThzGz8MXfjOx/aFy1RnzvabdB+zHDsHpwTHcnByQ6vVEhUVxatXr011CynCvXsPAHBySwPAXb+/GdK2JHOHtzZnLCGEEEIYkepjq4IqlUp5/frTJ5opikKNGs05d+4iHhVq88PQhUkKpdPp8L99mUsn93Lp+B6ePLr/zutZsmTEy6s2detWp0SJwmg0miTNl5DQ0DfkylWaqKhohs3dTaYcBQ0+x+eKigzn8X0/suYumqQje8d2rsDTx/74+GykZMlin37DN6JGjWacPXuRFj+NpXK9jnSvkyX+tQV7HpgxmRBCCCGSonudLCiKokrotSSvBIO+w8OiRdPRaDSc+8sbv4vHkjSeWq0ma+4ieHUYzKjFR5j8xxla95pMgeJlsbCw5MGDR8yZs4SaNZuTJUtx2rfvybZtewgODjHE7QD6Y4XbtGkCwP7NCww2bmJYWduSPW/xJBXAAO7pswFw9+6H2699awICnnL27EXUajUlKzXE7+Lx+NdqNOtuxmRCCCGEMCaDFMGgP4p3wICfAFg1o49BjyF2dktDhdqt6TlhHTO3XKXXhD+oULsVTi5uhIWFs3PnPjp16k22bB5UquTFnDlLeP06KMnz9ujxAwDn/9pDaPDLJI9nbsGv9G3SVAn+PPRt2rBhBwAFSpTHxtaBtXMGxb9WrkYLc8USQgghhJEZrAgG6NevG5kyZeD1y+fsXj3DkEPHs7S0In/xirTuNYXJq88zauEBGn0/hKw58wPwzz/XGD16Kvnzl2fWrEVERr5/kMfnyp49C2XLlkSn03F09x+GugWzCHx0lwd3rmNpaUnt2lXNHSdZUBSF339fC0C52u05tm8dz58+AsDewQn3DNnMGU8IIYQQRmTQIlir1bJkyUwA9m9dQsCDm4Yc/j0qlYp0mXNRo1l3Bs/xZtr6S/wweB458hYlMjKKceOmU7BgRTZu3IFOp0vUHP376z8SP7zjd+JiYwwZ36SOeeuL+Pr1a+DgYG/mNOYRFxfHlSt+rFixnu+//5n8+cvz6FEA1ja2ZM9Xgu3LJ8VfW6x8rY+MJIQQQoiUzqBFMOhPX2vZshGKojB/dHuO7V1H+JtgQ0+TIDsHJzwq1af/jO30GLsC97QZefnyFV27DqB06VocO3b6i8esUqU86dOn4U1oMBeOexshtfHFxcZwwkffvq5r1w5mTmN6ly5dpWrVxmTIUJgKFerTt+9Itm/35unTZ6g1Guq0+hmfjXOJCAuLf0+h0jXNmFgIIYQQxmaQ7hD/Kzg4hJIla/D8uX4frVqtJn/RsnjWak2hUlWx1FonOvCX0MXFcfLARrb/Pok3ofqH5sqXL820aaPJmzfXZ4+zePEfDB48jszZ8zJ03j5jxTWaSyd9WDi+MxkypOXy5aOovqFNwbGxsRQoUCG+F7CDkws58hYjZ+Fy5MjvQcbs+QkNfsmIjmXjPy3QaDTM2HQFK2tbc0YXQgghRBJ9rDuEhTEmdHJy5Ny5/ezY4c3y5eu5cOEyV/4+xpW/j6HVainiWR3PGq3JU9gTtRHam72l1mgoV7MVHpW8OLB5AXs3LeDYsdN4etaheXMvxo4dRNq07p8cp3XrxowaNQX/u374375M5pyFjJbZ0OLiYvFeNwuALl06fFMFMMCmTX/y7NkLXNxSM/jX3Ti5pnnvmoPbFr+zXSZb7oJSAAshhBBfuU9uhwgKStxWBkdHB9q1a87Bg1u5du0Y48cPIUeOrERHR3P2yG7mDG/DoJaF2TB/OPdvXjLqKWZW1rbUbdufiStOUrZGU1QqFRs37qBw4cqMHz+DN2/CPvp+e3u7+HZpvluT1gPZ1DYvGs2D29ewt7ejbdsm5o5jUrGxsYwbp39As177QQkWwJERYRzdswbQ958GKFKunulCCiGEEMIsPlkElypVk0uXriZpknTp0tCz5w+cO7efM2f20bdvN9zdUxEW9obDu1bzS58GDG9fkj9XTeXZ43tJmutjHF1S067PDEYtPED+4uWIiYlh5syFFChQgd9/X0tsbOwH3/vTT50AOP+XN2GhSW+/ZgonfDZweNdq1Go1GzYswdXVxdyRTGrLll08ffoMZ9dUlP6ucYLXnNi3nuioKPLnz8OLF/rTDguW/M6UMYUQQghhBp8sgp8/f0nVqo1ZtmyNQVZrc+XKzqhR/fHzO8GBA5v5/vuWODjY8/rlc7zX/8bozpUZ17UyvlsXE/wqMMnzJSRtppz0mrCWflM3kSFLTkJCQunffzSNGnUkLi4uwffkyJGVUqWKERcXxwmf9UbJZUj3/C6wZs4QAKZOHUXZsiXNnMi04uLi/n8VuN0ANJr3d/7o4uLYv3k+ADVrViEsLBxHZxfSZMxh0qxCCCGEML1PFsFlqzcmLk7HgAFj6NChJ2Fh4QaZWKVSUaJEEWbOHM/du2fZunU5Xl610Gq1PHl4j81LJzKkbSmm96vP8X3riQgz3Glwb+UqWIrh8w/ww+C5WFlbc+zYacaP/3B/4969uwJwcPvSRLdcM4Wgl4H8Nqo9Op2ONm2a8sMPbcwdyeS2bt1NQMBTnFzcKFO1aYLXXDrlQ9CrF7i7p0Kj0f+nULDkd9/cvmkhhBDiW/TJIrhZ1/F07D8DCwsLdu70wdOzDjdv3jFoCAsLC6pUKc+KFXO5f/88y5fPoVKlsqjVau74/cPqXwczsGVR5o9ux8UTe4mJSfwBGP9LpVLhUakBXUYsAeDXX5ewe/eBBK+tWbMyrq7OBL18jt+FvwyWwZAUReG3UW0JexNC0aIFmTVrnLkjmVxcXBxjx04DoG7b/mgsLBO8bu+/Dwz27duNnTt9AChcRvoDCyGEEN+CTxbBswY3pbBnTYbO9cbNPR0PHz6mfIX6bNr0p1EC2dhY07BhbbZvX8mdO2eYPXsCRYoUIC4ujstnj7JoQlcGNCvEimm9uHHpBLoPbF/4UvmLV8SrfX8AfvihN3fu3H/vGo1GQ7duHQE4sGWBQeY1tMjwUAIe6H9IcXNzITo65R7wkVjbt3vz+PFTHJ1d8KzWLMFr7vr9jf/dG1hbW1GnTjVu3LiNSqUmT5GyJk4rhBBCCHP4ZBHsf+c6swY2wSVVWkYs8KWoZzViomPo0qU/P/88nKgow63K/i9nZyc6dGjB4cPbuXLlKGPGDCJbtsxER0dx+tCfzB7aiuEdSvH3sT0G2a9cs0UvCpWsTFRUNI0adUywa0THji1Rq9Vcv3iSl4EPkzynodnYOdJlxEIsLbX4+v5FxYoN8Pd/bO5YJqPT6Rgz5t9V4Db9sbDUJnidz/o5AHTq1IZly/TdIXIVKIa17bd5mp4QQgjxrflkEezm5srDezeYObAxurhYuoxYSvNuY1Cp1fzxx0YqV25okiIrQ4Z09O7dmb//9uXUKW969+5CqlSuBL16wZJJ3ZnevwGP7l1P0hwqlYpOg38jVZr0PHz4mB9/7PtecZ06tRseHkUBuOt3IUnzGUuRMjUYOnc3Lm7u3L37gNKla9GlSz927PAmONjwe6uTkx079vLoUQAOjs6UrdEiwWteBj7k0plDqFQqWrb0YsGCFQA06DjMhEmFEEIIYU6fLIIPHtxCqlRuPLp/i5kDGxMRFkKVBt8zaOZ2HJ1d8fO7TZkytfHxOWyCuHp58uRkzJiBXL9+nClTRmJra8Ndv3+Y2KMWf8zux5vgV4ke29rWnh7jV2NpqWXfvkMMHz75vUL42bPnALi5Z0jSfRhTusy5GT7/AHkKlSQyMpJNm3bSsePPZM1agkGDxhq1L7O56HQ6Ro+eCkCdNn0/uAq8f7N+K0u9ejVYuXIDMTEx5C1Smhz5PUyWVQghhBDm9ckiOHPmjPj6biF1ajceP7jNjAGNCAsNImvuIoxadIh8RcsQERFBixadGTNmqkmLKwsLC7p2bc+VK0fp2LEFKpWKEz5bGN6xDAe2LiYuNnH7YdNmzEGnwXMBWLBgOW3bdicyJDC3JgAAIABJREFUUr/tQ6fT8ejRE/11mXIa5kaMxM7Bid5TNjHk113Ub9ePLDnyoVKpWLJkdfzq59dk5859PHz4GHtHZ8rVapXgNRFhIRz32QjoTwJcsULf7q7xj6NNllMIIYQQ5vfJIhggc+YMHDy4jTRpUhPgf4cZ/RvyJuQ1dg7O9JywjgZt+wD6zgrbtu0xauCEuLg4M2vWBE6c2E3p0sWJjopiy9KJjP6xAlfPHU7UmEXL1uKnMb9jYWnJnj2+VK/ejBcvXvLoUQCxsbHY2tlja+9k2BsxApVKRZZchajTqjdD5u6lfb+ZAAwfPglf36NmTmc4+lVg/V7gOq36YGlpleB1R/esJjYmhmLFCrFt2x7i4nQUKV2FTDkKmDKuEEIIIczss4pggIwZ0+Hru4V06dx58uge0/t78Sb4FWq1mtqt+9Kyu74VV//+oz55DLGx5M2bC2/v9axdu5A0aVLz8tkT5o3qwG+j2hEbE/3F4xUqVZXBs/7EwdGZK1euU65cPXbv3g+Ae4Ysho5vEmWqNqZGky4AtGnzE7du3TVzIsPYsmUXDx48xN7BkfK1E14FjouNwXfLIgBatPCK73DSsNMIk+UUQgghRPLw2UUw6B9OO3BgC+nTpyHw8QOm9/ciNPglABXqtCVD5hwEBYUwefKvRgn7OVQqFbVrV+XSpUOMGjUArdaSK+eOsnvNhw/B+JiM2fMz7Dcf0mXKzrNnLxg2bJL++9lS7sqh1/dDKehRkaioKLy82hMUFGzuSEni53eLnj31p+PVa9sfS611gtedP7ab0JAg0qdPw9Gjp1AUhVKV6yf7bS1CCCGEMLwvKoIB0qdPi6/vVjJkSEtggD/T+3kREvQCtUZD2776j9oXLlxp9hVGKysr+vbtytatywHYt2kRD27+k6ixnN3SMPjX3eQvXi7+exmyp9wiWK1W88PQhaTJkIUnTwJp3vxHYmJSZj/h4OAQGjfuSHR0DEXLVKVivQ4JXqcoCvvW6384q1u3Onv2HEClUtOgw2BTxhVCCCFEMvHFRTBA2rTu+PpuJWPGdDx78pBpfRsQ8vo5WfMUpXQVL3Q6Hb16DU0WHQjKlStNp06tUBSFZZO7ERMdmahxrKxt6TH2D6o2/B7X1GkoWPI7Ayc1LWsbO36euA4bOzvOnr1I//5jzB3pi8XFxdG6dXeePHlGmvSZ6Tho3gePPL599SwB/nexs7PlypUbAJSv1Qy3NJlMGVkIIYQQyUSiimCANGlS4+u7lUyZMvAi8DHT+jUg+NUzmnQZjdbKitOn/2bXLh9DZk20CROGkT59Wp4HPmb7ismJHket0dC0yxgmrjxDqrSZDZjQPFzdM9Bz3B+o/+35fOjQMXNH+iJjxkzjxIkzWFnb0HPCGqysbT947b71+iOSS5UqzsmTZ9FYWFC3zQBTRRVCCCFEMpPoIhjA3T0Vvr5byJIlIy8CA5jWrwG6uFgafj8UgD59RhIeHmGQoElhY2PNypX6lmcHt6/gzrVzZk6UfLimzgD/rp66ubmYOc3n2759D/PmLQOg68glH/2h5Nnje1z9+wQajTr+YJcq9dvj5OpukqxCCCGESH6SVASD/gS1Awc2kzVrZl4+e8LUvvXxqNSAtBmz8OrVa6ZOnWeInEnm4VGUHj06AbBscjeiIsPNnCh52LFiMrq4OKpVq0jhwiljn/PVqzfo0kW/itv4hyHkK1bho9f7bPoNgPTp03Hnzj20Wi21WvY2ek4hhBBCJF9JLoIBUqVy48CBTWTNmplXzwPZvnwSbXvruzHMm7eUe/ceGGKaJBs5sh9ZsmTi9cvnbF0y1txxzO7pw9ucOrgdlUrFpEnDzR3ns7x+HUTjxh2JiYmhRPlaVGvc7aPXB78K5LjPJgBevXoNQPUmXbFzcDZ6ViGEEEIkXwYpggHc3FxZu3bhv6e2bUZrbYtHhdrExeno1WuYoaZJEisrK1atmotKpeKo93r8Lh43dySzevuDQLNmDciVK7uZ03yenj2H8OzZC9Jlyk77/r9+8EG4t7YtGw+ARqMhLCwcaxtbqjX5eOEshBBCiK+fwYpggHz5ctGxYwsA1s4ZQNOu49BqtRw/fgZvb19DTpVohQsXoH9/fRG0fGpPIsJDzZzIPO75XeDyuaNYWFgwZsxAc8f5LLdv32PPHl9UKjU/jV2J1irhfsBv+V08zulDOwF9JwmARp2GYW1rb/SsQgghhEjeDFoEA4wePRB7e1vu37rGjX9OUL+9fu9m797DiYyMMvR0iTJoUC9y5cpOSNArNs7/9k4LUxSFzQtHAtClSzvSpUtj5kSf55df9A83lq7S4JPdOaKjIlk5/d19v+kzZad8rdZGyyeEEEKIlMPgRbCTkyMTJui3P2xaOIqyNVrini4jz5+/ZObMBYaeLlEsLS1ZuXIearWaUwe3s3BsR1489Td3LJMJeHCTuzcvY21txaBBPc0d57M8evSErVt3A1C7VZ9PXr9z1S8EvXqORqOJ/16bvjNQ/+fPQgghhPh2GbwIBmjXrhm5cmXnTUgw+zbMpU0f/UNyM2cuxN//kTGm/GL58uVi9uzxWFhYcOn0IUb/WImtS8Z9E9sjLhzbBUCdOtVwcnI0c5rPM3PmfHQ6HUU9q+KeIdtHr3109xoHtv0O/P82iOLlapI9b3Gj5xRCCCFEymCUIlitVjNv3hQADmxbhkuqdBTzrE5cXBx9+iSf7Qft2jXn4sWD1K9fE51Ox/5tyxjRoQx/7VmD7t/i6Wt07vA2AJo39zJzkncFBYVw7NgpFi9excCBY2nRojMVKzYgb96yLF++HoC6bT++fzkuLpYV0/Sr2xkzpgdAq9XSvPsE44YXQgghRIpiYayBS5UqhpdXLXbs2Mv6eUNo13cWl88d5tCh4xw4cJRq1Soaa+ovkiFDOlatmsf585fo1WsY16/fZO28YRzctpCWPX8hT5Gy5o5oUC+e+hMY8BCtVkulSqa5t+joaPz8bnP9+i1u3brLgwcPCQh4yrNnL3j9OpiwsDCioqJRFAWNRoONjTVOTo6kSuUaX8gGBj4nd6FSZMyW76NzHdy2lMcP7uDoaE9IiH5Vv377AXIwhhBCCCHeoVIU5cMvqlTK69e3Ej3406fPKFKkMtHRMfQct5KHd6+wY8U00qZ15/z5A9ja2iR6bGNQFIUtW3YxePD4+J6yBUuUp1n3ibinz2recAZyYMsitiybRPXqldi4canBxn3w4CHTpv3Go0cBBAa+4PXrIEJD3xAZGYVOp0OlUmFlpcXe3g5nZyfc3VORIUM6smbNRI4c2ShUKB+5c2fHwuLdn8uCg0PIk8eTqKhoBs7c9tEtDc+f+DO2axXiYmMpUaII589fInXajIxefBiNhaXB7lUIIYQQKUP3OllQFCXBfqpGWwkGSJvWnSFDfmbcuBmsmzuYkYsOcWzPap4+fUKtWi35889VODs7GTPCF1GpVDRtWp+6dasze/ZiZs1ayJXzx7jauQrfNWhP3bb9sbFLGXtoP+Ts4S0AtGjR0GBjxsbGUqVKI1QqNTlyZCVPnhxkzpyRnDmzkj9/HvLmzYm9feLaki1YsIKoqGiy5yn80QJYURT+mNmbuNhYihYtyKVLVwFo22e6FMBCCCGEeI9RV4JB/1F40aLf8eRJII2/H0LB0tWYNagpoSFBZM6cEW/vdaRPnzZJcxjLkyeBjBgxia1b9wBgY2NH97EryFWwlJmTJU7I6+cMbuMBwNGjO3ByckSlUqNWq9BoNKjV+t/rv+p/OTjYf/JAiiZNOnH27AVu3jyJtfXHe/d+ibCwcPLk8SQsLJzek9aQt2j5D157cv8GVs0ahK2tDXny5OTChcsU9axK15G/GyyPEEIIIVKWj60EG+XBuP/SarXMmTMJgJ2rZ6K1smHIXG9SpUmPv/8jKlZswK1bd40dI1HSpUvDsmW/cujQNgoVykdERBhzh7fh/o2L5o6WKDf+ORn/+4oVvShSpAqFC1eiYMGK5MtXjjx5PMmVqww5cpQiWzYPsmQpTq5cZRg7djp37txPcMwVKzZw6NAxtm5dbtACGGD58nWEhYWTMWsu8hQp98HrQl4/Z8OCUQDUq1eDCxcuY2FhSfPuEw2aRwghhBBfD6MXwQDVqlWkatXyxMREs2hcJ5xcUjNkjjeZsufl5cvX1K7dimfPXpgiSqIULVqQQ4e2Ubt2VWJiopk9tAWP7l03d6wvljlHQTJkyYGTixtOzq44ODlj7+CEnb0Dtnb22NjaYW1tg5WVNVqtFRqNhpcvXzF79iI8PKpTpkwtFi/+I36/tL//YwYMGE2fPl3x8Chq0KxRUVFMnz4fgHrtB390NXrdvCFERUZSokQRjh07DUCd1j/jkiqdQTMJIYQQ4uth9O0Qb71+HYSHR3VevQriO6+ONOs6lujICKb39+LhvRvkzZsTX9+tye5huf+KiYmhefPOHD58HBs7OwbN/JO0mXKaO5bR6OLiuHn5JMf3ruHiyf3ExsQA+hZ45cqV4urVG6RN687x47sMPvfy5evo128U7ukyMnrJX6jVCf+89s+p/SwY9yOWlha0adOUFSvW45o6DWOW/oWlpZXBcwkhhBAi5fjYdgiTFcEAp0//Te3aLVEUhe6jl1G4dDVCgl4wqUcNgl+/pFq1imzYsOSDBU9yEBUVhZdXe06f/ht7BycG/7rrk0f4fg2iIsO5dNKH496ruHnlfPz3L18+Et/GzFBiY2PJn788z5+/5PtBv1KqcsIP8UWGv2FUp3KEhgTRvXtHli1bQ3R0DL3GryJ/iUoGzSSEEEKIlMese4L/q3Tp4gwb1huA33/pyavnATg6p6L35PVotVYcOHCUYcMmmTLSF7OysmLr1hUULpyfN6HBzBjQiNcvnpg7ltFZWdtSqkpD+k7dyvcDfwUgVSo3ozzUuGXLLp4/f4mLW2o8KtT/4HVbl40nNCSIPHlycO+eP9HRMRQsXl4KYCGEEEJ8ksmXXPv1607ZsiWJioxg8bgfiIuLJV3m3HQdtRSVSsWiRSv5/fe1po71RWxtbdi5czV58+Yk6NULZgxoSEhQ8t3TbGhnfDcC0LVre4Ov2ut0OiZMmAVAnTb9UGs0CV5359o5/vJej0qlolOnNuzdexC1RkOLnpMNmkcIIYQQXyeTF8FqtZqVK+fi7OzIgzvX2LFcX7TkL16R1j31T/MPGDCGgwf/MnW0L+Lo6MCePevImjUzL589ZeaARoSFBpk7ltEFvwrk2oUTqFQq2rVrZvDxvb19efQoAHtHZ8pUbZrgNTExUayY1gvQF+ILFiwHoGazbt/E1hQhhBBCJJ1ZNt+mSuXG6tULANi/dSlXzx0CoHztNlRr1AlFUWjduhvXrxtuP7IxuLg44+OzkfTp0xIY4M/swU2JCA81dyyjOrFvPYqiUKmSJ2nSpDbo2IqiMG7cDABqteiFhaU2weu81/3Ki8AA0qVLQ5o0qbl//yGOzm7UavGzQfMIIYQQ4utltifQypUrxaBB+tW8ZVN6EPQyEIBGP4ykcKkqREVFU79+22TdOg0gdWo39u/fROrUbjy6f4vlk7ubO5LR6HQ6ju5eBcBPP3Uy+PiHDx/n5s072NjaUaF2mwSveeJ/k70b9T9ATZ48nClT5gLQqucktFaG7VMshBBCiK+XWdswDBrUg5IlixIRHsbi8fr9wWq1mh+GLiRjtty8fPkKL692hIdHmDPmJ6VPn5YdO/4A4ObVc2ZOYzw3Lp0g6NULXF2d+e67D5/ellhjx04HoFqTLmit32+Vp9PpWD61F4pOR4sWXuzc6UNUVBS5C5WkiGdNg+cRQgghxNfLrEWwRqNh9eoFODo6cO/mZXatmgaA1sqaXhPW4uTihp/fbTp06IlOpzNn1E9KkybVv7/7cMu5lO7In0sB6NSpNZoPPLCWWKdOnefSpatotVZUaZDwKvPhP5fz8K4fTk4ONGvmxZYtu1Cp1LTuNfWTRzsLIYQQQvyX2Rvyurun4o8/fgNg76aFXPtb/0Cco0vqf1unaTlw4CjDhyfvp/7fdkn4WN/llCw0+CX/nDkCQIcOLQ0+/rhx+lXgKl7fY2Pn+N7rr549Ztu/D1H+8ssohg2bAEC1ht+TJmN2g+cRQgghxNfN7EUwQMWKnvTt2w2AZZO7EfzqGcC/rdOWoVKpWLhwBcuXrzNnzI+KX4n8OmtgTu7fhKLo8PT0IGNGwx5H/M8/Vzl58hwWFhZUa9z1vdcVReGPWX2JjYnBwsKCPn1GcvPmXewdnajTtr9BswghhBDi25AsimCA4cP7ULx4YcLD3rBkQmd0cXGAvnVaq5/0q379+4/m0KFj5oz5EW8/jv/6qmBFUTjy5+8A9Ohh+Afi3vYFLl+rJfZOru+9fvbIDvwunQb0p8lFRkaSMUtOfhqzEmsbO4PnEUIIIcTXL9kUwRqNhjVrFmBvb8cdv4vsXjMz/rUKddvyXcOOKIpCq1bd8PNLfq3TXrx4qf/NV7g39fbVs7x6EYijowM1alQ26Ng3b95h//4jqNVqajbvleA1Zw7oD+fQaDSUrFSPIb/uYvgCX7LlLWbQLEIIIYT4dliYO8B/pU3rzsqVc2nSpBN71s8jT9Hy5C7sCUCTH0fz/PF9Lp89TP367Th+fBfu7qk+MaLpTJo0G4CCJauYOYnhHflzGQDt2zfH0tLSoGNPmaI/grl0FS+cUyV8BHPTbuMpcf1vCpWuhr2ji0HnF0IIIcS3KdmsBL/13XcV6NnzRwAWTegcvz9YrVbz49CFZMiaixcvXtKwYXsiIiLNGTXenTv32bZtDyqVCq+OQ80dx6DCQoO5eHI/AJ06tTLo2P7+j9m+fS8AtVv3++B1aTPmwLN6MymAhRBCCGEwya4IBhg9uj+FC+cn/E0ok3rW4MGtywBorW34eeI6nJxduX79Fh07Jo/WaWPGTENRFEpVrod7+qzmjmNQZw5tIS4ujuLFC5MtWxaDjj116jwURaF4uRqkTifHHQshhBDCdJJlEWxhYcGmTcvIly8XIUGvmdq3ASd8NgD61mk/T96AVqvFx+cII0ZMMWvWGzdus2uXDyqVivrtB5s1i6EpisKRHfqtEIZ+IC4w8Dnr128FoG7bgQYdWwghhBDiU5JlEQz6/sGHDm2jRQsvdDodf8wexNo5A4mNiSZ9ltx0HbkUlUrFggXLzdo6bfToqQB4Vm2EW5pMZsthDMe81xD45BG2trbUrVvNoGPPmrWQuDgdBUuUJ32W3AYdWwghhBDiU5JtEQxgZWXFwoXTmTFjLGq1mr/2bmR6Py+CXwWSv0QlWv40HtC3Tjt8+LjJ8/n53WLfvkOo1Wrqtvu6VjPPHt7O2nnDAf32FCsrK4ON/fp1UPwPLvXafV2r50IIIYRIGZJ1EfxWp06t2bdvAy4uTjy4c43x3apx59o5KtZtF986rWXLriZvnXbgwFEASpSvhWvq9Cad25gunfJh+bQ+AAwa1IMuXdobdPzffltOdHQMufIXJ0vuwgYdWwghhBDic6SIIhjAw6Mop07tpUiRAoS9CWHGoGYc+nM5TX4cTSGPSkRFRVG/fjuePXthskznz18CIEdBT5PNaWzXL/zF4gldURSFrl07MGRIb4OOHxr6hvnz9Qdv1O8wxKBjCyGEEEJ8rhRTBIN+n/D+/Zvo1KkVik7HxoVjWDmtFx0GziFDlpwmb532zz/XAUifJY9J5jO2O9fOMX90R3Q6HW3aNGXy5OH/fxy0gSxZspqIiEgy58hLzoKlDDq2EEIIIcTnSlFFMIClpSUzZoxjwYKpWFhoOHNkF1uXjKXXxHU4Orv82zqtl9Fbp+l0Ovz9HwGQPmvKL4L9b19mzrDWxMbG4uVVmzlzJhq8AI6MjGL27EUA1G8/xODjCyGEEEJ8rhRXBL/VsmUjfHw2oVKpOHFgK0EvA/l50gYstVp8fA4zcqRxW6fdv/+Q2NhY7OwdsXNwNupcxvbE/yazBzcnOjqKatUqsnTpTNRqw//VWLVqI6Ghb0ibMSsFPCobfHwhhBBCiM+VYotggGLFCvHjj20BWD27L+ky56LryCWoVCrmz1/OypXrjTb39es3AUifObvR5jCF50/8mTmwCRER4ZQtW5I1axZgYWH407RjYmKYOnUuAPXaDZRVYCGEEEKYVYouggFGjOiLk5MDj+7d4uT+DRQoUZmW3ccB0LfvKKO1TrtyRb8fOFOuYkYZ3xR0Oh1LJ3XmTWgIRYsWZPPm39FqtUaZa9OmP3n58jVuqdNSrFwdo8whhBBCCPG5UnwR7OjowJQpIwHYsmQ84W+CqVivPd95Gbd12rlz+s4QGXMUNPjYpnLKdxP+d/xwcLBn+/aV2NhYG2WeuLg4Jk6cDUCdtv2NstVCCCGEEOJLfBXVSIsWDSlUKD8R4WHsWDEZgCadR1PQo2J867Tnz18abL64uDguXboKQIYU+lBc+JtgNi8eC8CUKSNwcnI02lw7d+4jIOApTs6ulK7SyGjzCCGEEEJ8rq+iCFapVPz2m/5BuKN71vHo3nXUajWdhy02Suu0qVPn8fz5S+zsHUmXQo/83bFiMhFhYRQsmJdWrRobbR5FURg/fiYAtVr1RmNhabS5hBBCCCE+11dRBAMUKpSPdu2aA7Dm1/4oioLW2ia+ddq1azcN0jrtzJkLTJv2GwDfD56LpaXhjhM2lUd3r3F0j/7Y4vnzpxr1IbX9+49w9+4DbO3sKVezpdHmEUIIIYT4El9NEQwwbtwg7OxsuX/zKmcPbwfAydVd3zrNUt86bdSoXxI9fnBwKG3adEdRFL7z6kiBEpUNlNx0FEVh9ex+ALRv35xChfIZda6xY6cDUKNZDyy1xtlzLIQQQgjxpb6qItjZ2YmJE4cBsGnhKCLD3wD6fbtdRy7+d9vE73To0Is9ew4QHh7x2WMrikK3bgN48eIl6TPnoFGn4Ua5B2M77buZB7evY29vx7hxg40614kTZ7h27QZW1tZUqtfeqHMJIYQQQnwJlaIoH35RpVJevzZ8ZwVj0ul0lC1blxs3blO14fc07TIm/rWju1axbv7I+D9bWFjg6elB8+YNKFKkAFFR0URFRREZGU1kZCSRkVFERUURERHJrVt3WbRoFRYWloxcsB/3DNnMcHdJExEWwoiOnoSHvWHu3Em0bdvMqPPVrNmcM2cuUKdlT+q3H2jUuYQQQggh/lf3OllQFCXBfZ9fXREM8Pff/1C1ahMA6rTsSb12A+L3vT7xv8nff+3m/NEdPHl474vHbtdnKmVrtDBoXlNZ/9swjuxeQ/78efjrrz+N2qrs7b8DC0tLpqw+l+JP1RNCCCFEyvPNFcEA8+f/zvDh+nZpxctWp+Ogee/tSQ168ZSLp/bx95HtvH7+BEutFZZWVlhaWqG1ssZSa43W2hZLrQ1aa1uyFyhJyUoNU+RpZ4/v+TGxZy0UReHIke0ULlzAqPM1atSRw4ePv7caL4QQQghhKt9kEQzg7e1Lh469iImOIVO2PPScsAZHl9TmjmVyiqIwtW9d7t+8Sps2TZk3b7JR57t+/RZly9ZBrVYzadVpnFzdjTqfEEIIIURCPlYEf1UPxv2v2rWrctB3K25uLjy8d4OJParz6N51c8cyuTOHtnL/5lXs7GyZMGGI0eebOHEWAGWrN5UCWAghhBDJ0lddBAMULJiXEyf2kD9/bkKCXvNLn/pcOuVj7lgmExEeysYFowGYNGkYzs5ORp3v3r0H7N69H5VKRa2WvY06lxBCCCFEYn31RTCAu3sqfH23UqdOVWJjYlg4rjNT+9Tl8mnfJB+ekdz9ueIXwsNCyZcvl9G7QQD88stcADwq1MEtTUajzyeEEEIIkRhf9Z7g/6UoCtOn/8b06QuIjo4GwC11Wmq27EWZqk2/usMcAh7cZMJPNVAUhUOHtlG0aEHjzhfwlEKFKqHT6Ri9+CBpM+Yw6nxCCCGEEB/zze4J/l8qlYqBA3ty8+YpRo8egLOzEy+fP2Xt3OEMbl2cnaumERr80twxDUJRFNbM7oeiKLRq1djoBTDAzJkL0Ol0FC5VRQpgIYQQQiRr39RK8P+KiYlh27Y9TJ06jzt37gOg0WgoVbkBNVr0StGF3Pm/drF0cg9sbW25cuUILi7G79ObLVsJgoJCGDxrB1nzFDX6fEIIIYQQHyMrwR9gaWlJ8+ZenD3rw86dqylXrhRxcXGc9N3G2C7fMWdYS25ePsXHflBIrg5uWwTAyJH9TFIAg/4EPgBbORhDCCGEEMncN10Ev6VSqShfvjS7dq3h1Clvmjf3QqNRc/3iSWYNbsGEblU4c2gbcbEx5o76WYJfBXLX7x/UajUtWzY02byOjg4AhIcGmWxOIYQQQojEkCL4f+TJk5NFi6Zz/foJ+vXrjp2dLQEP77F8Wh+GtvNg/5aFRISHmjvmR507/CcAFSqUMXpLtP9yddWvAL8JeW2yOYUQQgghEkOK4A9IndqNkSP7cevWaWbMGEu6dGkIDQ5i67LJDGldnM2LRxMTE2XumAk66bMWgI4dW5p0XldXFwDC38hKsBBCCCGSNymCP8HGxppOnVpz5cpR1q1bRJo0qYmOjsZ3+wqunj1s7njveRZwn8f+d9FqtdSsWcWkc7u764+kDpPtEEIIIYRI5qQI/kw6nY7Dh08QGPgcgIIlKlDAo5KZU73vzMEtANSq9R02Nqbte5w2rb4IfhP0dbSZE0IIIcTXy8LcAVKCwMDntGrVlQsXLqNSqfBqP5AazX9CpUqw44bZKIrCSZ8NALRv39zk87u56bdDvAl+YfK5hRBCCCG+hBTBn3Dy5DlatepKcHAItvYOdBu5jFyFSps7VoIe3b3KqxeB2NvbUqmSp8nnf/sQXmjwc5PPLYQQQgjxJWQ7xEesWLGeunVbExwcQtbcBRm10DfZFsAApw5sAqBRo3rxPXtNQVEUNm7cwaBB4wDQxcaZbG7ihWgcAAAa9UlEQVQhhBBCiMRIFivBISGh2NvboVYnr5p80aKV8QdlpE6Xleio5NkNAvR7ls8c3AZA27ZNTTbvnTv36d59IGfPXgQgS878NO4yxmTzCyGEEEIkhtmrzqdPn5EzZymqV29GVDIrMtetW0TdutUBOHtkF6N/rMjvU37i2eN7Zk72vttXz/AmNBg3N1dKljTukcXR0dH4+v5F164DKF26JmfPXsTK2oY2vSYzaPZu3NNnNer8QgghhBBJZfYi2N//MTExsfz99z/07Dk0WR1RnDVrZlavns+5c/tp2LA2AGeP7mZ058osmdiFJ/63zJzw/53yWQ9Aq1aNjPLAXtj/tXfn8TFd/x/HX5NlkliSELFlsSeWIAm1RGjw01qK2BtV+xJRVLUlUhrU2qoWRWylKCGoahVF7bu0giqCiBCEJIJsM5n5/ZFKq00lk8xMJl+f51/ce885n8M/78edc895msqOHbvp128krq7e9Ow5mE2btpOVpaHJq52Y/vVRfDv0Nbm3+UIIIYQQuSny5RAWFuY5f46I2IGXV32CggYVYUX/VqNGVb7+egExMbHMnPkFERE/EHl0N5FHd+PZrA1v9J+IU1X3IqtPrcok8uhPAAQEdNdr39euxfDhh1M5dOgEarU657pjRScavdqVxq/6F+nchRBCCCEKQvGiN68KhUKblGTYt53nzl3Ez88fcwsLstRqFAoFW7asonVrX4OOWxixsbeZPXsB4eHfodFoAOg1fDJt/IcWST1RJ/eyZOoQXFyciIo6oLd+IyJ2MGrUBDIzVQA4ValBY78eePt2pLxTNb2NI4QQQghhCCM7VkGr1eb6E3mR/3ZduXJFFAoFmqwsmrbxR6vV8tZbI7l+/WZRl/afXF2dWLx4DlFRB+jWrRMAZw5sK7J6ju/OPiZZX3sDp6dnEBQ0gWHD3iMzU0WDJq2ZseY4Hy3ZT/s+oyQACyGEEKLYK/IQ7OjogJ+fD1qtlrIVnKnr5UNaWjpdu75NSsrjoi7vhZycKjFp0lgAHtyLK5Ia0tOecuHMQQB69+5S6P6io2/g49ORDRu2YmZmRu/AUAI//pqyjpUL3bcQQgghhKko8hAMMHbscAAO/7iWwROX4ljRmbi4eN56ayRZWaa956yrqxMAjx8lo1ZlGn38qBM/o1arqVvXHVdX50L1tXnz97Ro0YkbN2Kxd3Bkwhff07rLIJM7GU8IIYQQorBMIgS3atWcSpUq8CTlEb8d28noGd9iZW3DkSMnmTx5TlGX90JKpZKyZe0BeFgEb4OP714PwIABfQrch1qtJihoAsOHj/9z+UMbpizdj2vN+voqUwghhBDCpJhECFYoFISEvAvAxsWT0Wo0jJi8AoVCwZIlXxMe/l0RV/hiz97AJsQbdx3zk0eJXD5/GoVCQffuHQvcT3DwJznLH/oEhhL48SpsStrqsVIhhBBCCNNiEiEYoG/fHrz+emvUKhVLpw2mpscr9Bw+GYBRoyYSGRlVxBX+t1q1qgPw4K5xQ/DZwz+g1Wpp0sSbcuUcCtTHhg3bWLFiPQqFgrGzNuAnyx+EEEII8RIwmRCsUCgIC5uHo6MD8beusyUslNZdBtO8bTeysrLo0WMQd+/eL+oyc1W3rhsA925FG3XcZ0shBg58s0Dtf/vtAqNHBwPQJzAUt/rN9FabEEIIIYQpM5kQDGBnV5oNG8JQKBQc3Pkt507soe+YuVStVY/k5BS6dx9IerppHa0MUL16FQDu3rpstDET79/m5rU/sLCwoFOn/9O5fULCQ3r0GERWVhbN2nSj1RsDDFClEEIIIYRpMqkQDNCoUUOmTBkPwOpPx5KS/ICgaWuxtS/LpUtXGTHifZM6WhnIWT6g1RivrlN/7kvcpk1LSpcupVNblUpFr15DSExMxqV6bfqOnSNLIIQQQgjxUjG5EAwwZswwfHxeISM9jWXThlCilB2jP1mPhYUF33+/iy+/XFbUJT7n2cEeFV1rGW3M43s2AjBggO4HZAQHz+DcuYuULGXLqGnfYGlppe/yhBBCCCFMmkmGYDMzM9asWYi9vS03r/3OjjVzca5el4EffAnA1KmfsWfPgaIt8m8uXco+Wrq8s5tRxrtz8wr379zC2tqatm1b6tQ2LS2db74JByBo2hrsylYwRIlCCCGEECbNJEMwQLlyDqxduxiA3RFh/PHbERq1fIMOb44CoH//UVy5ck3v4xZkqcWVK9kfxDlWctV3Obk6tS8CgM6dX8PKSre3uEeOnESlUlPRuQrVa3sbojwhhBBCCJNnsiEYwNe3KePGBQKwfGYgKUkJvNHvfeq/4kdGRib+/gNITn6kt/GGDx9PxYoedO7cj7VrN5GQ8DBf7WJjbwPgWKmK3mp5kZP7twDw9tu9dG67fftPAHi26KTXmoQQQgghihOTDsEAISHv4unpQeqTx6ycNQKAwRMXU6GyK/Hx9+jbd4TejlbetWsfmZmZHDlykjFjQnBza0bz5h35/PMlXL4cnetbYpVKRWJiMgAOFQp3bHF+PElJIjnxAUqlJT4+r+jUVqvVsnPnPgAaNm9viPKEEEIIIYoFkw/B5ubmrF+/hJIlS3Dlwll2hy/C2qYko2d8i41NCY4fP0tw8CeFHkelUvH48VMA+gRNw82jEWZm5vzxx1WmT/+cZs06UKdOCyZMmMaxY6dzgvetW3fQarWUKm2HpdK60HXkJf7mFQBcXJwxNzfXqe2lS1dJSkqmRMlSciSyEEIIIV5qJh+CASpXrsiKFfMB2LHuc65fOotDBRdGhq5GoVCwfPk61q+PKNQY9+49AKBEyVL4vTGAcXO3Mm9TFMMmLaFxy/ZYWdtw714Cy5atpVOnvri6ejNw4GjWrcse16FC5cJNMp/uxGaHYA8Pd53b7ty5N7ttYz/MzIrFf70QQgghhEEUmyTUvn0bhg59C61WS9j0oTx9/Iha9Zvy5shpAIwZE8Lp078WuP/4+LsA2Jb56/hh6xKl8PbtyJDgMOZtvsB7czbRunN/7MuWIzU1le3bdzF//lIAKjjXKMTs8u/2tfMAeHs30Lnt1q0/AuDp+4ZeaxJCCCGEKG7yDMHx8feMUUe+zJgxCXf3mqQkJ7Lm09FotVpavdGflu17o9Fo6NlzCLdvxxeo72fzLFOuYq73zc0tqFW/Kb1HTmfm2jNMWbqXLgPG41K1FhYWlni17FLgeeki7voFAOrU0W07tsTEJC5duoJCYUYdL922VRNCCCGE+F+TZwiuW9eXrl37c/JkpDHqeSGlUsnGjWFYWSk5f+YgB3asBqBP0Eyq125ISspjunUbSFpaus59PwvBZcu75PmsQqGgkmstOvQZw6TFe1n4fTSezV/XecyCuBsXA0Dt2rodzLF37yEAqrt7YF1CtxPmhBBCCCH+1+QZgs3MzDh06Djt2/ehZcsu7Nq1H41GY4zaclW1qiuLFs0GIGLZNC6c3o+5hSUjQ9dgX7YcV69eZ+jQd3Xe7/fZdmgl7RzyeLLoPHmUSFrqU5RKJc7OlXRq+2wphFfLroYoTQghhBCiWMkzBM9ae4p2PYejtLLiwoVLBASMoGHD1mzYsBWVSmWMGv+lZ8/O9O/fC41Gw+LQwRz/eTOlbMvwziffYmFpyc6d+/j006906rNevdoARJ8/boiS9eLZR3Gurk4oFIp8t1Or1Rw8mD2vBs3aGaQ2IYQQQojiJM8QbFvGke6DQ5izPpJugydSytaOuLg7BAVNwN3dh0WLVvLkyVNj1PqcL76YQWDgQLRaLd/Mf589mxbjVNWdIROzw++sWV8SGPg+Dx7k78CLVq2aAXDz6kUyM3RfTmEMz7ZHq1+/tk7tTp6MJD09nbLlyhvtQA8hhBBCCFOW790hrEuU4rWeI5m19gz9xs7BoXxFkpKSmTx5Nm5uzQgNnZvvwKkPCoWCWbNCmDr1QwC2rZ7D5rCPadC0HT2GTkKhUBAevp369V9l8eJVeb61dnAoS9WqLmRlZXHt9zPGmILO4v7cGcLLS7edIXbs2AOAp08HvdckhBBCCFEc5RmCD/7wDempT3L+bmGppMXrbzJt1XECp6zAtbo7aWnpfPnlcurUacE77wQTExNr0KL/bsyYYSxZMheFQsH+7atZNTuI1l0GM2XpXtw8GpGenkFIyCwaNfo/Dhw4mmsfCQkPmThxOnFx2TtL3Lp2wWj16+LWnyFY150hduzYDUBDCcFCCCGEEAAoXvQBmUKh0AKUq+DEmJkb/vOn9OiLp9m57jMunTuRc619+zZMmjSW+vXr6rnk3O3bd4iAgEBUKhXuDV5hZOg3KK1siDr5MxsXTSI5MQGA1q1bMH/+dKpUceHevQQ++2wxq1dvRK1WA1C7YVMGfrAIu7LljVK3Lsb1qEN6Wirnzx/K94dxMTGxeHm1Ram04vOIi5hbWBq4SiGEEEII0zCyYxW0Wm2uH1LlGYKdnSsRFxePlbUNgVNWUtuzxX8+fzvmMrs2zOfskV05uzM0aeJFSMg4WrZsptPHXAURGRlFly5v8/RpKk5Va/HurE2UsiuLSpXB3oil7NywELVahbm5GW3atOSXX46gVmcff1zHszldB06iipvuh1AYw+NHD/kwwBsrKyXx8Rfy/W+5YMFyPv54Lg2b+BEYusbAVQohhBBCmI5CheCbNyPp1y+Iw4dPoFAo6DXiY1p3GfTCARPv32bP5q84unsTanX2Wlw3txoEB4+hc+fXMTc3L8R0Xiw6+gYdOgTw4MFDHBwrMm7uFhwqOAOQ/PAem8OmEHlkV87z9bx96TooGJcaHgarSR+uRB1n/sQ3qVWrOqdO7c5Xm8zMTNzdfUhOfsSIj5bh6WOcvYyFEEIIIUxBoUJwUtJVsrKy+Oij2SxduhoAn9d60PedOXn+tP70cTK/fL+KfduWk56aCkDFiuX54INR9O3bA2trqwJO6cXi4+/RsWNfYmJiKVXalndnb8ap2l87Klz7/Qy/HfuJJq2741KjnkFq0LcDO9YQvmQK3bt3YuXKL/LVZvXqjYwbN5lyFZyYuvIIZmbF5pRsIYQQQohCK3QIfmbDhm2MHj2RrCwN1d0bMDJ0DaXsyuZZQGZ6Gkf3hLM7fAGPkrJ3kLC1Lc3o0UMZNuxt7OxK6zqnPD16lELXrv05d+4iSqUVo6Z/g1v9Znofx1jWzR/P0Z8jmD59Iu+8MyTP59VqNXXr+pKQ8JBBH3xBk9bdjFClEEIIIYTpeFEI1unVYEBAN3btCsfOzpbrl6P4JKgd1y+dzfN0NqW1Da27DGTGN6cY9OGXVHRyJSXlMTNmzMfNrRkTJ07PObZYX+zsbNm1K5y2bVuSmZnB/Al9+GrK29y6dlGv4xjLw7s3AXBxqZyv5yMifiAh4SFlypWncasuhixNCCGEEKLY0fn38caNPTl27Efc3GrwKOkBn47vzpTBPuzatIjkB3df2Nbc3IImfv5MWXaI0Z+spXrtBmRmZhIW9g0eHq0YNuw9rl69XuDJ/JO1tRXh4csJDByIubk5F84cYubojiwMeZObV6L0No4xODrXAODmzbg8n9VoNEyfPg+ATm+9h5kB12ALIYQQQhRHOi2H+Lu0tHRCQ+fy7bdbePIkNed6zbpe+Hbsj6dPe6ysS+RZQMyVc+xcP4/zpw/mXGvZshk1a1YjLS2N9PQMUlPTyMjIICMjE7VazZgxw+nc+TUdpgl3795n3rzFrF4d/td2aA2a0HlgMNVre+vUV1E4+ONaNn71Ed26dWDVqgUvfPa773YyaNBYStuVYdba07ItmhBCCCFeSnpbE5wblUrF3r2HWLFiHQcOHEOj0QBgYWmJl8/r+HboR02Ppnl+lHX/9g12bfySk79sz+njv1SqVIHffz/ywmf+S0LCQ+bNW8KqVd/mnCJXq543XQdOoka9VwrUpzFcOX+C+RP65Lk7hFarxdu7LTExt+gzcip+nQcar0ghhBBCCBNi0BD8d0lJyWzZ8gMrV67njz+ic67b2pfBp10fmr/2JuWdqr2wj0eJ9/n16E6y1GosLJVYWCqxVFphYanE3ELJipmBqNVqLl8+Tvny5fJd2z89fJjIF18sZ9myNWRmZofhmnU9GRayAtsyjgXu11Dyu0/wrl37CQgYQclSpZm17gyWSmsjVyqEEEIIYRqMFoL/Ljr6BmvXbmLduggSE5NzrjtXq4Vvh7dp/Ko/JUvb6dzvp+M6c/1yFF9/vQB//8IfA5yUlMzChStYvHg1GRkZOFWpyYfzf0BpbVPovvVtXPc6pKencvHiYSpXrviv+1qtlubNO3L5cjTdhwbTrntgEVQphBBCCGEa9LY7hC5q1qzG1KkTuHr1JDt2rMPfvwNKpSVxN66ycfEUPgzwZNFHAezetJhLvx7hSUpSvvqt07g1APv2HdZLnWXK2DNlyvucO/cL5co5cPtmNMtnDkeTlaWX/vWpvJMLAKdO/Zrr/YMHj3H5cjQ2NiVo1bG/MUsTQgghhChWDPYmODdPn6ayY8ceVq5cx5kz5/51v7StHc7V61Ct7itUqeWJS4162DtUfO6n/6vnT/L5hN44O1fm/PmD/+qjMC5fjsbPz5/09Az83uhHn6AZeu2/sPZELGHbqtmUL1+O3377BRub55c6+Pn5c+7cRTq/PY6OAe8WUZVCCCGEEKahSJZD5OX27Xj27TvMqVO/cubMb1y/HoNKpf7Xc6Vs7QgKXUO12l4AqDLTGdejLllZWURHn8TBIe/DOnRx5MhJunbtj0ajodfwybTxH6rX/gsjS61i6nA/Eu7GMXbscEJDP8i5d+zYaTp16ovSyorZ689iU0L/B5AIIYQQQhQnRbIcIi9OTpXo3783ixbN4sSJn4iPv8CJEz+xbNk8hg/vT8OGHlhbW/Mk5REn9obntLNUWuNSzR2A48fP6L0uX9+mLFw4C4DNy6Zz7sQevY9RUOYWlvQfn31k8sKFK7hy5VrOvWnTPgOgrf8QCcBCCCGEEHkoshD8T+bm5ri716RXry7MmTOZAwe2sX79YgBuXDr73LO1G/kBsH9/wbZJy0vfvt0ZP34kACtmjuTm1fMGGacgatZ7haatu6LRaBg58kO0Wi2RkVGcPBmJhaUlbbuPKOoShRBCCCFMnsmE4Nw0bFgPgPhb15/7UM29oS8A+/fr5+O43ISEjMPfvwNqtZoFIQE8vJf3SW3G0nPEVKytSxAZGcXGjd8xdWr2W2C/N96mZGn7Iq5OCCGEEML0mXQIdnAoS5ky9qjVau7d/us45eq1vTEzM+PmzThiYmINMrZCoSAs7DO8vRuQ+uQxXwb3IT31iUHG0lUp2zL0CvwYgPHjp3Do0HHMLSxo12tUEVcmhBBCCFE8mHQIBmjQoA4AsdF/LUlQWttQp2FzANq160VsrGHe0iqVSrZu/Rpn50ok3I1jz+avDDJOQTRv14eqbvVIS0sHwPe13tjaF/zwECGEEEKIl4nJh2AfnyYAxPzx/LrgIZOW4lzNjQcPEmnbtofBgrCdnS1Ll2YvN9i3bSWpTx4ZZBxdKRQK+r/3BQqFGebm5rz+5piiLkkIIYQQotgw+RDs7d0AgOuXTj933aakLe/N3WKUINyiRRO8vOqTmZnBvq3LDDJGQVRydeP9eVt4/7OtlClXqajLEUIIIYQoNkw+BD/7OO5O7A00Gs1z9/4dhHsaLAhPnz4BgL3blpP2NMUgYxRE9dreVHX3LOoyhBBCCCGKFZMPwY6ODtjb26JWZXL/bx/HPfN8EH5osCDcokVTGjasR2aGab0NFkIIIYQQujP5EAzg4VEXgNjoC7nezz0I39Z7HSEh4wA4e+h7vfcthBBCCCGMp1iE4BYtGgP//jju754FYaeqtf4Mwj30HoSbNvUG4H78LVSqDL32LYQQQgghjKdYhGAvr9w/jvsnm5K2jP90q8GCsK1taSpWLI9Go+HOjct661cIIYQQQhhXsQjBnp4eANyJvfavj+P+KbcgfO9egt5q8fauDzy/b7EQQgghhCheikUIrlDBETs7W1SZmSTcicnz+ZwgXKUmDx48pFevoWRmZuqllhYtsvctvv77Sb30J4QQQgghjK9YhGCAunXdAIi9lvvHcf9kU9KWMTM3Uqq0HefP/8748aF6qcPTM/tNcMwfv+qlPyGEEEIIYXzFJgT7+jYFYM+mBTx9nJyvNrZlHAmaugYzMzPWrdvM2rWbCl1HgwbZO1XcuxuHKjO90P0JIYQQQgjjKzYheMCAPpQta0/cjavMHtORxIQ7+WpXrbYXAaM+AWDcuMlERkYVuAatVsv8+WHZf9ZoeJKSVOC+hBBCCCFE0Sk2IdjJqRKHDn2Pi4sTD+7dZvboDsTHXslXW98Ob+HzWg+ysjT07DmYu3fv6zx+amoaAQEj+PzzJQB0HxIsRxULIYQQQhRTxSYEw7MgvB0Pjzo8Tklmzrudufb7mXy1DRg1G9cadUhKeoSvb2cuX47O97h37tzFz8+f3bt/wdJSSVDoKtr1CCzoNIQQQgghRBErViEYwN7ejj17NvHqqz5kpKczf0Jvzp3Yk2c7C0sl73yyHudqbjx8mIifnz9Hj+a9w8PZs+fw8enE1avXsS9bjuCFP1K/SVt9TEUIIYQQQhSRYheCAWxsrImIWEnv3l3IysoibPpwju76Ns92pe0c+GDe93g0akl6egZduvRn48ZtuT4bFXWRd94J5vXX+/DoUQrV3OoT8tXPVHJ10/d0hBBCCCGEkSm0Wu1/31QotElJV41Yjm60Wi2hoZ+yYMFyALr0e5f2Ae+iUChe2E6TlcWmJR9xcGd2cJ4wYTQTJowmJeUx4eHbCQtbw/XrN3Oeb9amG2+NnYuFpdJwkxFCCCGEEHo1smMVtFptrsGwWIfgZ5YsWcOkSdk7QLTqGECfoJmYmeX9knvv1jC2rJgJZO9DfOXKNdTqLACsrK1p2qYbLTsNwLlaHcMVL4QQQgghDOJ/PgQDbN36I8OGvYdGo8GzWVsGBy/B0tIqz3a/Hv2JlbNHkZWVHX5r1G5Iqy6D8fJpj6XS2tBlCyGEEEIIA3kpQjDA4cMn6NlzCJmZmdSs40XQ9LXYlCidZ7tb1y5y6dfDeLXoiGMlVyNUKoQQQgghDK0wITgGqGKguoQQQgghhDCkm1qttmpuN14YgoUQQgghhPhfVCy3SBNCCCGEEKIwJAQLIYQQQoiXjoRgIYQQQgjx0pEQLIQQQgghXjoSgoUQQgghxEvn/wEdXgFGGsFzCAAAAABJRU5ErkJggg==\n", | |
"text/plain": [ | |
"<Figure size 720x540 with 1 Axes>" | |
] | |
}, | |
"metadata": { | |
"needs_background": "light" | |
}, | |
"output_type": "display_data" | |
} | |
], | |
"source": [ | |
"ds = cat.datasets[0]\n", | |
"data = ds.remote_access()\n", | |
"fig = plt.figure(figsize=(10, 7.5))\n", | |
"ax = new_map(fig, data.StationLongitude, data.StationLatitude)\n", | |
"\n", | |
"# Set limits in lat/lon space\n", | |
"ax.set_extent([-77, -70, 37, 41])\n", | |
"\n", | |
"ax.add_feature(cfeature.OCEAN.with_scale('50m'))\n", | |
"ax.add_feature(cfeature.LAND.with_scale('50m'))" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"Now we can loop over the collection of returned datasets and plot them. As we plot, we collect the returned plot objects so that we can use them to make an animated plot. We also add a timestamp for each plot." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 16, | |
"metadata": { | |
"collapsed": false, | |
"jupyter": { | |
"outputs_hidden": false | |
} | |
}, | |
"outputs": [], | |
"source": [ | |
"meshes = []\n", | |
"for ds_name in cat.datasets:\n", | |
" # After looping over the list of sorted datasets, pull the actual Dataset object out\n", | |
" # of our list of items and access over CDMRemote\n", | |
" data = cat.datasets[ds_name].remote_access()\n", | |
"\n", | |
" # Pull out the data of interest\n", | |
" sweep = 0\n", | |
" rng = data.variables['distanceR_HI'][:]\n", | |
" az = data.variables['azimuthR_HI'][sweep]\n", | |
" ref_var = data.variables['Reflectivity_HI']\n", | |
"\n", | |
" # Convert data to float and coordinates to Cartesian\n", | |
" ref = raw_to_masked_float(ref_var, ref_var[sweep])\n", | |
" x, y = polar_to_cartesian(az, rng)\n", | |
"\n", | |
" # Plot the data and the timestamp\n", | |
" mesh = ax.pcolormesh(x, y, ref, cmap=ref_cmap, norm=ref_norm, zorder=0)\n", | |
" text = ax.text(0.7, 0.02, data.time_coverage_start, transform=ax.transAxes,\n", | |
" fontdict={'size':16})\n", | |
" \n", | |
" # Collect the things we've plotted so we can animate\n", | |
" meshes.append((mesh, text))" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"Using matplotlib, we can take a collection of ``Artists`` that have been plotted and turn them into an animation. Using the FFMpeg utility, this animation can be converted to HTML5 video viewable in the notebook." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 17, | |
"metadata": { | |
"collapsed": false, | |
"jupyter": { | |
"outputs_hidden": false | |
} | |
}, | |
"outputs": [ | |
{ | |
"data": { | |
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"BPbUx1PPYFNA2HNJo |
Are you, by chance, coming from a non-edu domain? Since the TDS is locked down to .edu only, siphon will only work there?
I need to catch the error and be more clear about what's going on (obviously), but the root cause is that you're getting a 403 (Unauthorized) error.
I am having the same 'content-type' error. I am not on an edu domain. Any way to get around this TDS lock down?
Sorry, we kinda have to be careful of data charges. One option, if you're looking for data from the last two weeks is to use our server at http://thredds.ucar.edu/thredds/
The other option is that you can browse and downloda the data over http directly from the S3 bucket at https://noaa-nexrad-level2.s3.amazonaws.com/index.html
For anyone else encountering this, we have relocated the server to https://tds-nexrad.scigw.unidata.ucar.edu and it's no longer locked down.
I am also getting an error trying to run thiswith:
Fedora 35
python 3.10.3
pyproj 3.3.0
cartopy 0.20.1
---------------------------------------------------------------------------
ImportError Traceback (most recent call last)
/opt/Data/Personal/NextCloud/Documents/IT/GIS/python_to_access_nexrad.ipynb Cell 25' in <module>
[1](vscode-notebook-cell:/opt/Data/Personal/NextCloud/Documents/IT/GIS/python_to_access_nexrad.ipynb#ch0000024?line=0)[ import matplotlib.pyplot as plt
----> ]()[2](vscode-notebook-cell:/opt/Data/Personal/NextCloud/Documents/IT/GIS/python_to_access_nexrad.ipynb#ch0000024?line=1)[ import cartopy.crs as ccrs
]()[3](vscode-notebook-cell:/opt/Data/Personal/NextCloud/Documents/IT/GIS/python_to_access_nexrad.ipynb#ch0000024?line=2)[ import cartopy.feature as cfeature
]()[5](vscode-notebook-cell:/opt/Data/Personal/NextCloud/Documents/IT/GIS/python_to_access_nexrad.ipynb#ch0000024?line=4)[ def new_map(fig, lon, lat):
]()[6](vscode-notebook-cell:/opt/Data/Personal/NextCloud/Documents/IT/GIS/python_to_access_nexrad.ipynb#ch0000024?line=5)[ # Create projection centered on the radar. This allows us to use x
]()[7](vscode-notebook-cell:/opt/Data/Personal/NextCloud/Documents/IT/GIS/python_to_access_nexrad.ipynb#ch0000024?line=6)[ # and y relative to the radar.
File /usr/lib64/python3.10/site-packages/cartopy/__init__.py:107, in <module>
]()[102](file:///usr/lib64/python3.10/site-packages/cartopy/__init__.py?line=101)[ pass
]()[105](file:///usr/lib64/python3.10/site-packages/cartopy/__init__.py?line=104)[ # Commonly used sub-modules. Imported here to provide end-user
]()[106](file:///usr/lib64/python3.10/site-packages/cartopy/__init__.py?line=105)[ # convenience.
--> ]()[107](file:///usr/lib64/python3.10/site-packages/cartopy/__init__.py?line=106)[ import cartopy.crs
]()[108](file:///usr/lib64/python3.10/site-packages/cartopy/__init__.py?line=107)[ import cartopy.feature
File /usr/lib64/python3.10/site-packages/cartopy/crs.py:22, in <module>
]()[20](file:///usr/lib64/python3.10/site-packages/cartopy/crs.py?line=19)[ import numpy as np
]()[21](file:///usr/lib64/python3.10/site-packages/cartopy/crs.py?line=20)[ import shapely.geometry as sgeom
---> ]()[22](file:///usr/lib64/python3.10/site-packages/cartopy/crs.py?line=21)[ from pyproj import Transformer
]()[23](file:///usr/lib64/python3.10/site-packages/cartopy/crs.py?line=22)[ from pyproj.exceptions import ProjError
]()[24](file:///usr/lib64/python3.10/site-packages/cartopy/crs.py?line=23)[ from shapely.prepared import prep
File /usr/lib64/python3.10/site-packages/pyproj/__init__.py:57, in <module>
]()[50](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=49)[ from pyproj._datadir import ( # noqa: F401 pylint: disable=unused-import
]()[51](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=50)[ _pyproj_global_context_initialize,
]()[52](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=51)[ set_use_global_context,
]()[53](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=52)[ )
]()[54](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=53)[ from pyproj._show_versions import ( # noqa: F401 pylint: disable=unused-import
]()[55](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=54)[ show_versions,
]()[56](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=55)[ )
---> ]()[57](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=56)[ from pyproj.crs import CRS # noqa: F401 pylint: disable=unused-import
]()[58](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=57)[ from pyproj.database import ( # noqa: F401 pylint: disable=unused-import
]()[59](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=58)[ get_authorities,
]()[60](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=59)[ get_codes,
]()[61](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=60)[ get_units_map,
]()[62](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=61)[ )
]()[63](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=62)[ from pyproj.exceptions import ( # noqa: F401 pylint: disable=unused-import
]()[64](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=63)[ DataDirError,
]()[65](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=64)[ ProjError,
]()[66](file:///usr/lib64/python3.10/site-packages/pyproj/__init__.py?line=65)[ )
File /usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py:16, in <module>
]()[1](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=0)[ """
]()[2](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=1)[ This module interfaces with PROJ to produce a pythonic interface
]()[3](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=2)[ to the coordinate reference system (CRS) information through the CRS
]()[4](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=3)[ class.
]()[5](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=4)[ """
]()[7](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=6)[ from pyproj._crs import ( # noqa: F401 pylint: disable=unused-import
]()[8](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=7)[ CoordinateOperation,
]()[9](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=8)[ CoordinateSystem,
(...)
]()[14](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=13)[ is_wkt,
]()[15](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=14)[ )
---> ]()[16](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=15)[ from pyproj.crs.crs import ( # noqa: F401 pylint: disable=unused-import
]()[17](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=16)[ CRS,
]()[18](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=17)[ BoundCRS,
]()[19](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=18)[ CompoundCRS,
]()[20](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=19)[ CustomConstructorCRS,
]()[21](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=20)[ DerivedGeographicCRS,
]()[22](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=21)[ GeocentricCRS,
]()[23](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=22)[ GeographicCRS,
]()[24](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=23)[ ProjectedCRS,
]()[25](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=24)[ VerticalCRS,
]()[26](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=25)[ )
]()[27](file:///usr/lib64/python3.10/site-packages/pyproj/crs/__init__.py?line=26)[ from pyproj.exceptions import CRSError
File /usr/lib64/python3.10/site-packages/pyproj/crs/crs.py:27, in <module>
]()[11](file:///usr/lib64/python3.10/site-packages/pyproj/crs/crs.py?line=10)[ from typing import Any, Callable, Dict, List, Optional, Tuple, Union
]()[13](file:///usr/lib64/python3.10/site-packages/pyproj/crs/crs.py?line=12)[ from pyproj._crs import (
]()[14](file:///usr/lib64/python3.10/site-packages/pyproj/crs/crs.py?line=13)[ _CRS,
]()[15](file:///usr/lib64/python3.10/site-packages/pyproj/crs/crs.py?line=14)[ AreaOfUse,
(...)
]()[25](file:///usr/lib64/python3.10/site-packages/pyproj/crs/crs.py?line=24)[ is_wkt,
]()[26](file:///usr/lib64/python3.10/site-packages/pyproj/crs/crs.py?line=25)[ )
---> ]()[27](file:///usr/lib64/python3.10/site-packages/pyproj/crs/crs.py?line=26)[ from pyproj.crs._cf1x8 import (
]()[28](file:///usr/lib64/python3.10/site-packages/pyproj/crs/crs.py?line=27)[ _GEOGRAPHIC_GRID_MAPPING_NAME_MAP,
]()[29](file:///usr/lib64/python3.10/site-packages/pyproj/crs/crs.py?line=28)[ _GRID_MAPPING_NAME_MAP,
]()[30](file:///usr/lib64/python3.10/site-packages/pyproj/crs/crs.py?line=29)[ _INVERSE_GEOGRAPHIC_GRID_MAPPING_NAME_MAP,
]()[31](file:///usr/lib64/python3.10/site-packages/pyproj/crs/crs.py?line=30)[ _INVERSE_GRID_MAPPING_NAME_MAP,
]()[32](file:///usr/lib64/python3.10/site-packages/pyproj/crs/crs.py?line=31)[ _horizontal_datum_from_params,
]()[33](file:///usr/lib64/python3.10/site-packages/pyproj/crs/crs.py?line=32)[ _try_list_if_string,
]()[34](file:///usr/lib64/python3.10/site-packages/pyproj/crs/crs.py?line=33)[ )
]()[35](file:///usr/lib64/python3.10/site-packages/pyproj/crs/crs.py?line=34)[ from pyproj.crs.coordinate_operation import ToWGS84Transformation
]()[36](file:///usr/lib64/python3.10/site-packages/pyproj/crs/crs.py?line=35)[ from pyproj.crs.coordinate_system import Cartesian2DCS, Ellipsoidal2DCS, VerticalCS
File /usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py:11, in <module>
]()[8](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=7)[ import warnings
]()[10](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=9)[ from pyproj._crs import Datum, Ellipsoid, PrimeMeridian
---> ]()[11](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=10)[ from pyproj.crs.coordinate_operation import (
]()[12](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=11)[ AlbersEqualAreaConversion,
]()[13](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=12)[ AzimuthalEquidistantConversion,
]()[14](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=13)[ GeostationarySatelliteConversion,
]()[15](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=14)[ HotineObliqueMercatorBConversion,
]()[16](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=15)[ LambertAzimuthalEqualAreaConversion,
]()[17](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=16)[ LambertConformalConic1SPConversion,
]()[18](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=17)[ LambertConformalConic2SPConversion,
]()[19](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=18)[ LambertCylindricalEqualAreaConversion,
]()[20](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=19)[ LambertCylindricalEqualAreaScaleConversion,
]()[21](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=20)[ MercatorAConversion,
]()[22](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=21)[ MercatorBConversion,
]()[23](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=22)[ OrthographicConversion,
]()[24](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=23)[ PolarStereographicAConversion,
]()[25](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=24)[ PolarStereographicBConversion,
]()[26](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=25)[ PoleRotationNetCDFCFConversion,
]()[27](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=26)[ SinusoidalConversion,
]()[28](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=27)[ StereographicConversion,
]()[29](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=28)[ TransverseMercatorConversion,
]()[30](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=29)[ VerticalPerspectiveConversion,
]()[31](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=30)[ )
]()[32](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=31)[ from pyproj.crs.datum import CustomDatum, CustomEllipsoid, CustomPrimeMeridian
]()[33](file:///usr/lib64/python3.10/site-packages/pyproj/crs/_cf1x8.py?line=32)[ from pyproj.exceptions import CRSError
File /usr/lib64/python3.10/site-packages/pyproj/crs/coordinate_operation.py:12, in <module>
]()[9](file:///usr/lib64/python3.10/site-packages/pyproj/crs/coordinate_operation.py?line=8)[ from typing import Any
]()[11](file:///usr/lib64/python3.10/site-packages/pyproj/crs/coordinate_operation.py?line=10)[ from pyproj._crs import CoordinateOperation
---> ]()[12](file:///usr/lib64/python3.10/site-packages/pyproj/crs/coordinate_operation.py?line=11)[ from pyproj._transformer import PROJ_VERSION
]()[13](file:///usr/lib64/python3.10/site-packages/pyproj/crs/coordinate_operation.py?line=12)[ from pyproj.exceptions import CRSError
]()[16](file:///usr/lib64/python3.10/site-packages/pyproj/crs/coordinate_operation.py?line=15)[ class AlbersEqualAreaConversion(CoordinateOperation):
ImportError: /usr/lib64/python3.10/site-packages/pyproj/_transformer.cpython-310-x86_64-linux-gnu.so: undefined symbol: proj_trans_bounds]()
That looks like a conflict between the Fedora packages for pyproj and PROJ. Given that it's an ImportError
when running import cartopy.crs as ccrs
, it's definitely not a problem with the code on this gist. I'd recommend raising an issue on the Fedora issue tracker.
Understood. Thanks.
Following the example script exactly, I am encountering an error where catalog.datasets returns an empty list for either real-time or archived queries. Perhaps just a temporary hiccup with the radar server or some change with the backend?
Having the same issue as btang8 - receiving an empty list even though the data is there
I've been digging in, but haven't had any luck so far figuring out what's wrong. I'll keep digging, though.
FYI, Kevin Tyle shared a sample script with me that accesses radar data in a different way, in case others are looking for a workaround: https://www.atmos.albany.edu/facstaff/ktyle/atm350_2023/core/week12/radar_AWS.html
I get the following error when trying to execute line 2 (the RadarServer declaration):
KeyError Traceback (most recent call last)
in ()
1 from siphon.radarserver import RadarServer
----> 2 rs = RadarServer('http://thredds-aws.unidata.ucar.edu/thredds/radarServer/nexrad/level2/S3/')
/Users/tjlang/anaconda/lib/python2.7/site-packages/siphon/radarserver.pyc in init(self, url)
66 if url.endswith(xmlfile):
67 url = url[:-len(xmlfile)]
---> 68 super(RadarServer, self).init(url)
69
70 def _get_metadata(self):
/Users/tjlang/anaconda/lib/python2.7/site-packages/siphon/http_util.pyc in init(self, url)
345 self._base = url
346 self._session = create_http_session()
--> 347 self._get_metadata()
348
349 def get_query(self, query):
/Users/tjlang/anaconda/lib/python2.7/site-packages/siphon/radarserver.pyc in _get_metadata(self)
69
70 def _get_metadata(self):
---> 71 ds_cat = TDSCatalog(self.url_path('dataset.xml'))
72 self.metadata = ds_cat.metadata
73 self.variables = set(k.split('/')[0] for k in self.metadata['variables'].keys())
/Users/tjlang/anaconda/lib/python2.7/site-packages/siphon/catalog.pyc in init(self, catalog_url)
55
56 # If we were given an HTML link, warn about it and try to fix to xml
---> 57 if 'html' in resp.headers['content-type']:
58 import warnings
59 new_url = self.catalog_url.replace('html', 'xml')
/Users/tjlang/anaconda/lib/python2.7/site-packages/requests/structures.pyc in getitem(self, key)
52
53 def getitem(self, key):
---> 54 return self._store[key.lower()][1]
55
56 def delitem(self, key):
KeyError: 'content-type'