{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Example - Clip Box"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import rioxarray # for the extension to load\n",
    "import xarray\n",
    "\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load in xarray dataset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "xds = xarray.open_dataarray(\"../../test/test_data/input/MODIS_ARRAY.nc\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
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       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
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       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
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       "  word-break: break-all;\n",
       "}\n",
       "\n",
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       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
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       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (y: 200, x: 200)&gt;\n",
       "array([[ nan,  nan,  nan, ..., 656., 656., 554.],\n",
       "       [ nan,  nan,  nan, ..., 694., 694., 642.],\n",
       "       [ nan,  nan,  nan, ..., 456., 575., 642.],\n",
       "       ...,\n",
       "       [993., 817., 817., ..., 471., 479., 498.],\n",
       "       [893., 893., 816., ..., 479., 479., 469.],\n",
       "       [816., 816., 832., ..., 515., 469., 485.]], dtype=float32)\n",
       "Coordinates:\n",
       "  * y        (y) float64 5.05e+06 5.05e+06 5.05e+06 ... 5.004e+06 5.004e+06\n",
       "  * x        (x) float64 -7.274e+06 -7.274e+06 ... -7.228e+06 -7.228e+06\n",
       "Attributes:\n",
       "    crs:        +a=6371007.181 +b=6371007.181 +lon_0=0 +no_defs +proj=sinu +u...\n",
       "    res:        [231.65635826 231.65635826]\n",
       "    is_tiled:   0\n",
       "    nodata:     -28672.0\n",
       "    transform:  [ 2.31656358e+02  0.00000000e+00 -7.27400965e+06  0.00000000e...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 200</li><li><span class='xr-has-index'>x</span>: 200</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-30c63a87-57cb-472f-837d-4f925d7c1c64' class='xr-array-in' type='checkbox' checked><label for='section-30c63a87-57cb-472f-837d-4f925d7c1c64' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>nan nan nan nan 687.0 687.0 ... 491.0 504.0 504.0 515.0 469.0 485.0</span></div><div class='xr-array-data'><pre>array([[ nan,  nan,  nan, ..., 656., 656., 554.],\n",
       "       [ nan,  nan,  nan, ..., 694., 694., 642.],\n",
       "       [ nan,  nan,  nan, ..., 456., 575., 642.],\n",
       "       ...,\n",
       "       [993., 817., 817., ..., 471., 479., 498.],\n",
       "       [893., 893., 816., ..., 479., 479., 469.],\n",
       "       [816., 816., 832., ..., 515., 469., 485.]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-af2aad65-513d-46c2-8e63-fda2854beb0c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-af2aad65-513d-46c2-8e63-fda2854beb0c' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.05e+06 5.05e+06 ... 5.004e+06</div><input id='attrs-30d9748d-4a6f-413c-9e83-c0ff31dcab89' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-30d9748d-4a6f-413c-9e83-c0ff31dcab89' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-00a56479-fbb4-4223-92f1-b83428597e50' class='xr-var-data-in' type='checkbox'><label for='data-00a56479-fbb4-4223-92f1-b83428597e50' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>Y</dd><dt><span>long_name :</span></dt><dd>y coordinate of projection</dd><dt><span>standard_name :</span></dt><dd>projection_y_coordinate</dd><dt><span>units :</span></dt><dd>metre</dd></dl></div><div class='xr-var-data'><pre>array([5049992.781974, 5049761.125615, 5049529.469257, 5049297.812899,\n",
       "       5049066.156541, 5048834.500182, 5048602.843824, 5048371.187466,\n",
       "       5048139.531108, 5047907.874749, 5047676.218391, 5047444.562033,\n",
       "       5047212.905674, 5046981.249316, 5046749.592958, 5046517.9366  ,\n",
       "       5046286.280241, 5046054.623883, 5045822.967525, 5045591.311167,\n",
       "       5045359.654808, 5045127.99845 , 5044896.342092, 5044664.685734,\n",
       "       5044433.029375, 5044201.373017, 5043969.716659, 5043738.0603  ,\n",
       "       5043506.403942, 5043274.747584, 5043043.091226, 5042811.434867,\n",
       "       5042579.778509, 5042348.122151, 5042116.465793, 5041884.809434,\n",
       "       5041653.153076, 5041421.496718, 5041189.84036 , 5040958.184001,\n",
       "       5040726.527643, 5040494.871285, 5040263.214927, 5040031.558568,\n",
       "       5039799.90221 , 5039568.245852, 5039336.589493, 5039104.933135,\n",
       "       5038873.276777, 5038641.620419, 5038409.96406 , 5038178.307702,\n",
       "       5037946.651344, 5037714.994986, 5037483.338627, 5037251.682269,\n",
       "       5037020.025911, 5036788.369553, 5036556.713194, 5036325.056836,\n",
       "       5036093.400478, 5035861.74412 , 5035630.087761, 5035398.431403,\n",
       "       5035166.775045, 5034935.118686, 5034703.462328, 5034471.80597 ,\n",
       "       5034240.149612, 5034008.493253, 5033776.836895, 5033545.180537,\n",
       "       5033313.524179, 5033081.86782 , 5032850.211462, 5032618.555104,\n",
       "       5032386.898746, 5032155.242387, 5031923.586029, 5031691.929671,\n",
       "       5031460.273313, 5031228.616954, 5030996.960596, 5030765.304238,\n",
       "       5030533.647879, 5030301.991521, 5030070.335163, 5029838.678805,\n",
       "       5029607.022446, 5029375.366088, 5029143.70973 , 5028912.053372,\n",
       "       5028680.397013, 5028448.740655, 5028217.084297, 5027985.427939,\n",
       "       5027753.77158 , 5027522.115222, 5027290.458864, 5027058.802506,\n",
       "       5026827.146147, 5026595.489789, 5026363.833431, 5026132.177072,\n",
       "       5025900.520714, 5025668.864356, 5025437.207998, 5025205.551639,\n",
       "       5024973.895281, 5024742.238923, 5024510.582565, 5024278.926206,\n",
       "       5024047.269848, 5023815.61349 , 5023583.957132, 5023352.300773,\n",
       "       5023120.644415, 5022888.988057, 5022657.331698, 5022425.67534 ,\n",
       "       5022194.018982, 5021962.362624, 5021730.706265, 5021499.049907,\n",
       "       5021267.393549, 5021035.737191, 5020804.080832, 5020572.424474,\n",
       "       5020340.768116, 5020109.111758, 5019877.455399, 5019645.799041,\n",
       "       5019414.142683, 5019182.486325, 5018950.829966, 5018719.173608,\n",
       "       5018487.51725 , 5018255.860891, 5018024.204533, 5017792.548175,\n",
       "       5017560.891817, 5017329.235458, 5017097.5791  , 5016865.922742,\n",
       "       5016634.266384, 5016402.610025, 5016170.953667, 5015939.297309,\n",
       "       5015707.640951, 5015475.984592, 5015244.328234, 5015012.671876,\n",
       "       5014781.015518, 5014549.359159, 5014317.702801, 5014086.046443,\n",
       "       5013854.390084, 5013622.733726, 5013391.077368, 5013159.42101 ,\n",
       "       5012927.764651, 5012696.108293, 5012464.451935, 5012232.795577,\n",
       "       5012001.139218, 5011769.48286 , 5011537.826502, 5011306.170144,\n",
       "       5011074.513785, 5010842.857427, 5010611.201069, 5010379.544711,\n",
       "       5010147.888352, 5009916.231994, 5009684.575636, 5009452.919277,\n",
       "       5009221.262919, 5008989.606561, 5008757.950203, 5008526.293844,\n",
       "       5008294.637486, 5008062.981128, 5007831.32477 , 5007599.668411,\n",
       "       5007368.012053, 5007136.355695, 5006904.699337, 5006673.042978,\n",
       "       5006441.38662 , 5006209.730262, 5005978.073904, 5005746.417545,\n",
       "       5005514.761187, 5005283.104829, 5005051.44847 , 5004819.792112,\n",
       "       5004588.135754, 5004356.479396, 5004124.823037, 5003893.166679])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-7.274e+06 ... -7.228e+06</div><input id='attrs-ee56b91c-468c-4d4d-ad20-772a210aedbe' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ee56b91c-468c-4d4d-ad20-772a210aedbe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a47375a5-e337-405a-8fc2-ef4176e4ba9b' class='xr-var-data-in' type='checkbox'><label for='data-a47375a5-e337-405a-8fc2-ef4176e4ba9b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>X</dd><dt><span>long_name :</span></dt><dd>x coordinate of projection</dd><dt><span>standard_name :</span></dt><dd>projection_x_coordinate</dd><dt><span>units :</span></dt><dd>metre</dd></dl></div><div class='xr-var-data'><pre>array([-7273893.821307, -7273662.164949, -7273430.508591, -7273198.852232,\n",
       "       -7272967.195874, -7272735.539516, -7272503.883158, -7272272.226799,\n",
       "       -7272040.570441, -7271808.914083, -7271577.257725, -7271345.601366,\n",
       "       -7271113.945008, -7270882.28865 , -7270650.632291, -7270418.975933,\n",
       "       -7270187.319575, -7269955.663217, -7269724.006858, -7269492.3505  ,\n",
       "       -7269260.694142, -7269029.037784, -7268797.381425, -7268565.725067,\n",
       "       -7268334.068709, -7268102.412351, -7267870.755992, -7267639.099634,\n",
       "       -7267407.443276, -7267175.786918, -7266944.130559, -7266712.474201,\n",
       "       -7266480.817843, -7266249.161484, -7266017.505126, -7265785.848768,\n",
       "       -7265554.19241 , -7265322.536051, -7265090.879693, -7264859.223335,\n",
       "       -7264627.566977, -7264395.910618, -7264164.25426 , -7263932.597902,\n",
       "       -7263700.941544, -7263469.285185, -7263237.628827, -7263005.972469,\n",
       "       -7262774.31611 , -7262542.659752, -7262311.003394, -7262079.347036,\n",
       "       -7261847.690677, -7261616.034319, -7261384.377961, -7261152.721603,\n",
       "       -7260921.065244, -7260689.408886, -7260457.752528, -7260226.09617 ,\n",
       "       -7259994.439811, -7259762.783453, -7259531.127095, -7259299.470737,\n",
       "       -7259067.814378, -7258836.15802 , -7258604.501662, -7258372.845303,\n",
       "       -7258141.188945, -7257909.532587, -7257677.876229, -7257446.21987 ,\n",
       "       -7257214.563512, -7256982.907154, -7256751.250796, -7256519.594437,\n",
       "       -7256287.938079, -7256056.281721, -7255824.625363, -7255592.969004,\n",
       "       -7255361.312646, -7255129.656288, -7254897.99993 , -7254666.343571,\n",
       "       -7254434.687213, -7254203.030855, -7253971.374496, -7253739.718138,\n",
       "       -7253508.06178 , -7253276.405422, -7253044.749063, -7252813.092705,\n",
       "       -7252581.436347, -7252349.779989, -7252118.12363 , -7251886.467272,\n",
       "       -7251654.810914, -7251423.154556, -7251191.498197, -7250959.841839,\n",
       "       -7250728.185481, -7250496.529122, -7250264.872764, -7250033.216406,\n",
       "       -7249801.560048, -7249569.903689, -7249338.247331, -7249106.590973,\n",
       "       -7248874.934615, -7248643.278256, -7248411.621898, -7248179.96554 ,\n",
       "       -7247948.309182, -7247716.652823, -7247484.996465, -7247253.340107,\n",
       "       -7247021.683749, -7246790.02739 , -7246558.371032, -7246326.714674,\n",
       "       -7246095.058315, -7245863.401957, -7245631.745599, -7245400.089241,\n",
       "       -7245168.432882, -7244936.776524, -7244705.120166, -7244473.463808,\n",
       "       -7244241.807449, -7244010.151091, -7243778.494733, -7243546.838375,\n",
       "       -7243315.182016, -7243083.525658, -7242851.8693  , -7242620.212942,\n",
       "       -7242388.556583, -7242156.900225, -7241925.243867, -7241693.587508,\n",
       "       -7241461.93115 , -7241230.274792, -7240998.618434, -7240766.962075,\n",
       "       -7240535.305717, -7240303.649359, -7240071.993001, -7239840.336642,\n",
       "       -7239608.680284, -7239377.023926, -7239145.367568, -7238913.711209,\n",
       "       -7238682.054851, -7238450.398493, -7238218.742135, -7237987.085776,\n",
       "       -7237755.429418, -7237523.77306 , -7237292.116701, -7237060.460343,\n",
       "       -7236828.803985, -7236597.147627, -7236365.491268, -7236133.83491 ,\n",
       "       -7235902.178552, -7235670.522194, -7235438.865835, -7235207.209477,\n",
       "       -7234975.553119, -7234743.896761, -7234512.240402, -7234280.584044,\n",
       "       -7234048.927686, -7233817.271327, -7233585.614969, -7233353.958611,\n",
       "       -7233122.302253, -7232890.645894, -7232658.989536, -7232427.333178,\n",
       "       -7232195.67682 , -7231964.020461, -7231732.364103, -7231500.707745,\n",
       "       -7231269.051387, -7231037.395028, -7230805.73867 , -7230574.082312,\n",
       "       -7230342.425954, -7230110.769595, -7229879.113237, -7229647.456879,\n",
       "       -7229415.80052 , -7229184.144162, -7228952.487804, -7228720.831446,\n",
       "       -7228489.175087, -7228257.518729, -7228025.862371, -7227794.206013])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-385e9570-f830-4782-83c0-4339e8e097a0' class='xr-section-summary-in' type='checkbox'  checked><label for='section-385e9570-f830-4782-83c0-4339e8e097a0' class='xr-section-summary' >Attributes: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>crs :</span></dt><dd>+a=6371007.181 +b=6371007.181 +lon_0=0 +no_defs +proj=sinu +units=m +x_0=0 +y_0=0</dd><dt><span>res :</span></dt><dd>[231.65635826 231.65635826]</dd><dt><span>is_tiled :</span></dt><dd>0</dd><dt><span>nodata :</span></dt><dd>-28672.0</dd><dt><span>transform :</span></dt><dd>[ 2.31656358e+02  0.00000000e+00 -7.27400965e+06  0.00000000e+00\n",
       " -2.31656358e+02  5.05010861e+06  0.00000000e+00  0.00000000e+00\n",
       "  1.00000000e+00]</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (y: 200, x: 200)>\n",
       "array([[ nan,  nan,  nan, ..., 656., 656., 554.],\n",
       "       [ nan,  nan,  nan, ..., 694., 694., 642.],\n",
       "       [ nan,  nan,  nan, ..., 456., 575., 642.],\n",
       "       ...,\n",
       "       [993., 817., 817., ..., 471., 479., 498.],\n",
       "       [893., 893., 816., ..., 479., 479., 469.],\n",
       "       [816., 816., 832., ..., 515., 469., 485.]], dtype=float32)\n",
       "Coordinates:\n",
       "  * y        (y) float64 5.05e+06 5.05e+06 5.05e+06 ... 5.004e+06 5.004e+06\n",
       "  * x        (x) float64 -7.274e+06 -7.274e+06 ... -7.228e+06 -7.228e+06\n",
       "Attributes:\n",
       "    crs:        +a=6371007.181 +b=6371007.181 +lon_0=0 +no_defs +proj=sinu +u...\n",
       "    res:        [231.65635826 231.65635826]\n",
       "    is_tiled:   0\n",
       "    nodata:     -28672.0\n",
       "    transform:  [ 2.31656358e+02  0.00000000e+00 -7.27400965e+06  0.00000000e..."
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "xds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7f6aa6241360>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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uB6zEZc3X3oZ8TcMAaE+UxpfBIMLinV6QTS4l7PraBaEzRsLIqEbskkvYpjhgZEZaxoJerHGdceJN4vzAMaRIY4AQ2tg7BiN08FVy+w7zBPMzGdKVD7FI0rZ3y+8zDIMIQki2MwroX/PJ7qZLSJcGy60gLGORXv3rBqSB6QN88YIIk9j2+jN8sr0bXqlgVWL2vgvRtSc2J8LhAIO2sMn5tQT5pEU98EqiHCknGDtH/LtynadtOeYwm1j61YjfO8/DXrcITjIsnKvAM5w/qNG74kMuojAAYHKJt9t60j+gfOIl5/qsAbUG1TofoC0U8iMbgrMQWLJelMkSpAcrrM6xBDp6KIQSAZuf4d9JqI6fs8Zyyy9Rs/RzpRwpTh7b95OH+NzrhShQipLQ5Tp/v1r3obim6xP1xX6soASYIUptNSAUBwazc8E2wSWI4SRJ5qZHGL1Q4ejhQGsFnk7niO9LaBCE66LuKxR7/r43XeU88OUWK/dwXeoUyGworekQEAAWZK3Ktdc9wvBa60Jg1DJ8t+L0EPIJ/z0eJXitwwCozUlO4807EgWzNsDO129heLXG/tt4BZD9TxZT24nht70b7M662HNleLLb+d4WZJEadnKsWBCIlZuuTITyYPggoRx5Id30PMyzt6MBopdBGMOYbFNQFAMOkSgAhzCaQsJrPnwCAPOzGbK5cd5OUhlMLyikVniWGz5EszhNyKYvt8AkETw/o7D9iaXbd31mhMWZwgl98ZoclFMRDAUWJdh6D+HFg5tecNQ9xfcqTOL3yFnl1MZ1DS4MIddilcvskhdOojAAYPSiIJ3sB3azbgCT1Z1AiNtagMaG5HrXVzA2/5IsG6DRqLd8nK/pJVjZuHrnKAY86JSQrHQkuGfnUvcckwqYnlfOExGPsLbzqn+Nn53LgWQMupCQkQj1MO9R7Ps8SGPnbTSUD0kCbCTIvayGXrgCPvcWhsOml3L3eT7VWJxS6N22QADrOYtHYlJESqKzV6Lp85psuspBkAFgcF2jHCuHssOMvdaZeNcKOHok8DY7Bv2XlFuzAKJcG88bg85hfPkhUu5+jTe/ynjzVYSfjJNxMk7Gm3IYGLT3+O/VBhH9JBHtENGnj33+nxLRM0T0JBH93eDzHyGi5+x33x58/j4i+kP73X9LQSOhVxpvWU+jHqTY+fot6Bw4ejjD0CIuZucV8olx1mu6NFhuK5f4Fis4XXq0Upv5grukZutNEpE6Y7itWEUStxePYXqBH4EkIru34zqHNmdIqFi/89OE+Wlfl9Hb4fCYDn6jE3JIkO5+G3kxq/UMw5cqNH1r8U40u/59STZzcjNMcMrIpmzJSwhHwnBhmOLgHV1noRf7OsLLpyuDzlEbWaPlOHHWbpvHxYOjF9lMlnDU4lRcOwDEiBeTAKMXSxw9zK6hWOMSYikODXbeH6DcdimK0x/3MACgf8NvYIgwu+RN73RpUA0U+jd9Bji77RNciwfXXBw+nbeo+z7U1uZkiyN97qIpkghim1T+WuXcZN5IkWeYqFcN0LttIbEjQtP3v1M1z1UJ4bQdTvxKWNKFJ4vQ/YlhuWUAXZbcSGiNJ6sY9hzmlpLSYHildXDZ1VYGFYSjBi+tQK0tcM0Uml7q8oJuzQV5wP7NJmJboNZgeJWflUkJg+vAlW8NCjtbn9Oo+4Ry7C9z8RU8oTf/jQ8phMW4UvD4mocB2vu0KwA/BeAfAfiQfEBE3wymWnqPMaa0hc4goncC+D4A7wJwDsCvE9HjxpgWzN/3gwA+AkanfgeAX7rbgd+ySkO1DBVNKo2mUMhmPJnXn2lRjRMXHirXKIpp5hMD0iYSfMVejcbG4XVKEUoFsKEgCS8lhCaJk4jLU4hQMd3bxiGARKg5oZFYKKSVTU2PIb3i5uuUMHrJC7qma/MFQQioXE99FbcipzAA3q9qPcqrfz2IM9u8SdPz524SoH/D5hrWVCRwJw9y/UnnwId9lpsJskCYhOGS7l7LdRkSdTgv4Qkfew5DOvnURMV/oxc5/rD+tH9gh2/rRfDi7Y+HcXNC0/Mxa1GQIsiLvQadHR84nz3KQW8nDI1BHtRhJIsAPgQgXfnvVhsZqoHyISDDOZdQSLc5OSHdFoQ2oJxRrQ2ZBkojXRpH95JUXPcwP2sBHBVX1jtmgCLO12RznmOu2p04eR4mfUN4bLYwXFndkTnAfwUtBnAoV67HKL6/RQDHThctiuustYrrAFqDdp0nkygMgKvjdVCd3XQUsrnxTAjGxHUVCaHpKhcSlqK/9Sfj65VBGigOgOm38yIa/DZPdjHcAGD0onbX+jKo8hc4DO5feMoY82EievDYx38ZwN82xpR2G4tEwfcA+Fn7+QtE9ByAD1hm8JEx5ncBgIg+BOB7caI07jxIGySVx3OLcNV5TBvRva2RlCaG0SrC0saOR5crpzAAXvgh740r4pOkmyTZxRo/0CgOvPBUdYw5bwu2pqWoEGDrXixsnVJkbZMBVpupg16KshB4I2lEgrd3o0I2TFyhnkAsxbM6+M4FBr/FkkSs2jCpHy7G4dUGndtLXP+jQ3vt/Pn8jD/g6Ip+GcpIhliUkhjv7nGdRyggurcD4ZKy8BRvIFmy1D94h5d8zAdlrf0FX7zcE1Ub5Eex4gr5ikxCuPat6xhdtrQTDdfT+HtqouLDtpdj9ZAttjuqI1qQyQPsHYoFy7kG7+mIRyHCOCkNqPF8SFxN7T1KaiwCKhHjRiFd6MgzWG2Qy0mkS96ntnO76rKnE1rvs3OEwnaIyecMWAjnbzlWUaGk1L8AL0cg9W630Akhn3pXNT0KlKqsjylrsmqr71kYenzRUoMCCA2LP1fJ0YVDjLX+rQbzM7FoC713URYbA2stfPsCBx895YyH0Ys+igCwd39/BqG9G0HXax+PA/hGIvoxACsAf8MY8/tgfr6PBNsJZ19tXx///K7jras0WiCb8IRebXqzP1kxFM/BM0txjYPq2iCJNnkwj+CCUtMghUWGLAY9EHzqWEgkJkM06O62WNpj6IQFoyzmthOjp0wCNCk5AS3fSbI5qSzef3ZnG6ceJtF1AoRqACw/6C1srmfgMbhqMP6czyjml2+71+3pNQDAhkUCHT3M06sICsDCZGeybFAPMrRWYYv4Xa0FfE7K8y11Jjoq6Bq8yJpNVbyByRIsznXRC5LnIO9tCWghtO6N8gK7zQDdUxhe4Qe09y6eF3vv5nuUTYD+Le2Sslx5rNC/wuexOu1DV0cPd9Dd0zh8mH9brck181/VsCUv4ajubY22IIf4qvoKTR/IjzyKLjRm8pmGTskR+VVDQpsp5w2SRsSFRYYNIlH8hfW+ltt+++LAI85EYYiC5Op846qym67C7Fz4nDj807vtlejguUO0I7ZCqGpBbQuT2dqbwlaoD700X27z/TZkASjB9YaeshhJIVRdzsmfkH+ZrngNiNfV+zcDDll+J2uJg4+ewsZT8frQGd1HZeFPqT4ehnjlsUVEITneT9yJhPXYSAGsA/gggK8B8HNE9DBembPvlT5/1YO8pUe1lr2MABDwIQix5EJBEyF0jhECCnIonBtpGVe+hmRrquHfeCZVi/kPitKqgYoWo8SFAeDwUQv3lDoSqYIOOIKyykN2Scdek4R3wqK8cgNIPuOtdSn4AuLQT/rSbSBN0J5Z5310eTqJsgDiYrj1z65ATVgtz0Ii9IYWW4nLp8j5jW1V8fB5thDpBa62ah+/BFU1WFzw5xp6CrIkRBCu1hPoNK5gzw9rTB7kWLbO2LKfPMjnVewZTB8gZAFKKFsYjJ86BABMHx+hc9CgsdfRuxpgQMHnNLhuj3WdPciQvBHGW+vlWCEtjcs/Ucu1De65EJMxiuXfWAUjXFVJyduKQVIP4vyTKI+IcNIAw5d4LiW1QTVMnEAmw/9yC40t15NISM/OKtRDX+w6vMrX0b3GH1DVOIXBByCYJHUexuICh6Wiyu9gjXT3AvqYURKFAQU5GFN/BHNa2BdW/lqSoBARsB7rh5gTcKtsI3JGwCISA9j9/RgG+Hw8jd0voJHcVQD/3BZBf5SINIAtvDJn31X7+vjndx1vWaWhM8JyO4fOOEkd4uMBH1rhD71bz9/FsV7AL26x2I9TbrvXCUUCOkyo2y1A2qAc+xWqM2B2jt+vPccnttrKon2HcddsZqJzjGjVwYpDCup0l72g0BORAjHAJuZtfnBwvWVFYYfUXwh8cnC1RLmWRYnD3o3KWcOiMKSugWqD1VbqFHJTJMcS+r5+AQDqUQf5E8+DyMKHn72K+dc/El2b3E+APZlyI4/u5fj5EumM72EzyJEsa6w/bROollb88G0+aZMfebhqb7dF7/LU7+v32LPX22vus7bHz0Ws5CjU2AFg72V311juK6swlwbpUqOWwkbi7UUJdHdtuLEX8GkZDw3nC/DzjjTzm7mwV8FhzHAuqtpT7jcJIV1oD3dO2dKXotJ0ZTA7q1yuoem9PLm8+UmvXVfnR9GaEa9e6N9Va5iY046kNtB5kHcLilmzuaXOCc59do49MRkbT2kX2oPh8xUvqrfDLNNZELpLKrhwF2let9NLAR9VkLfL/CN/zUPfu6fxhYx/AeBbAPwmET0OIAewC+bs+2ki+nvgRPhjAD5qjGmJaEpEHwTwewD+PIB/+GoHecsqDecCd4BqmLoJKQVkoXVRjhNv+RNFqA8JTYnFXo4UioM2snjDCmeHZrH7CAvv3PYd5ZA/1ZCicJa48JH1QzFZXhYoAI+H19HxBNWT1MbRqvN1EAZBx5J8rp0i7F+eQp9aw/57GHpSHLSoRok7XrmWRZZj74ZHaQFs6ReHnhtKRtfyTc3OJ4Dx1nFureN05jUibW/i8KvYQszmGje/xk/hs7/XoB4kKG7zD48eYUu3d4sFVrpsncIAgOxgCRiDts+SfH6x667L3Y/U77+4tYI6CNyOnDWcuunjb6qwWuHMaUweUFHyOSkDNJK15KUAL1tyhbcMo/CyyvZ0qbGydN/JigWdeAZJxcWO4lE4YsGRT+ZS6b0+zq35ubxaVygOtTNo0qXmwjt7CtOL7CUJi+72J2tMLmUulJfOG1Qb3rMQhSEoQrPGEzYuNA095swpoKaI57OszTDHUY98jk1CS93b/JyrUYLZeYWSHWCU64TR8/64kuAXT2W1wWG9ha/xdbVHANAMcF/G5+lp3HUQ0c8A+CZwGOsqgB8F8JMAftLCcCsAf8F6HU8S0c8BeApcHvrDFjkFcPL8pwB0wQnwuybBgbew0iDNQiefAdMLictF6IxpxSVu3XbIFr/5ZKpRFFmQ6dKgZwWfTuAqngGf1BNlwR6MicnqxkmURCwOtCfVgyRg/bnrzHtC3X2GsUq1bDbTcR+EytgeFl5ZlKMEnQmfb5urCObJVdasLICYvO/g3WNm9LXTrRolrj8HwIo4XWlOwQHOchQlkS7ZupTFvdxOozDc2nMsiMJGVIutBIVVRMOn9pzCAICr35Jg8wkfRxfrfv+d3kwcBkiybH8RNT2S+Hrbl9xLjXLNa+N0qbHxpA85pddtYqkXhF0WAQlZ0cHyEU4A5UcN+jcyV4Us92xqq8ypYaYBMTyXGzzPXJMkS1ciXljb4US0FNRRy0JPwjLLTQ5XiVeoGkbUHaciFwNE1Xws6Y+hKj7nbMbPZvc9PTQFoOyzGFzTmJ9VGD3vJ+L6sysHPlhtF6DGILFoLrKgAaPCzkYB2o0ISWNw+Kj3mJebgsjS9p6E9DH+uc0vAGd+1z/X3h9ew+I9552BBLB36O+ViQACbYdYKQZw8OV2APQ4sKdrn81xgsovdBgQ2vtUGmeM+f5X+OrPvcL2Pwbgx+7w+ccAvPvzOfZbVmkAFn1ChP6N1odwDMeXXSVuqbmWwVpg0ofCoU6MJ40DeDFW4zRI1sUoFaN4cYcTNqrSPWBrL6wfMBRTZOvMx6hHVxqgNR6RRAAycjQQ5Vo8SVPLqOvCHEOF2UXPVtq1VPFhfw9ZvMVhG31H2kT5GZMA5VrilIJJuZI9VJAh2ohaBhUIRHhyyQoQgReD0NvxdSblB7cjCpDNJ4z9XRrtc/2z3rwP6yZcjYxVFtPH13B8DJ73noS6vovmobNeWXTZLdAdazUfTNCe3XDbt0XAAbadufAIwJGQaow4pwGvTJKVcZxIgG/CVAdWbjaDy9O0RczXVA8AaHJ1GumSw5xiDC22EgYC1H7/1Bpn3YdWPwCMXqztdfhrOvUJf1+TWY1yq/BcWvY5t4VAfq33aZ+datmYkuudnU0AJFEeQ5TF4SN2jdn02fAqr0/JRQ2v8k56f2iZBKsKvY+9gPJbH+W3QxXX8jScBA9DuEIUyfcCaPpB6GrFJyU0JXfrnvj5DE6Ev/nrqd/SSoM0YJQByMdLqWWrJmwNapTPWejUFlHd8qtfNb5znvAmCc1zUvLiDa3nsCDKKClCs655N+b2l7agUpexWqeX0SHolDC4xou8tuEgsSAdI+0sdvcl+Tyz6TFXH2C9GOEGMuQL3NquipSJa9NqZ5FYyWLxSbLWeUkELE77KSehC8fDRPxMwvDf/jti61HOCfCeRRjGGV32N6caZ8huA7C5itVZlsDzc3y8bB4/Cwmzqes2NqEU0hdvAbn3PnQR9CZ551mstlIMrpR2v2H3KbsLq/z7NzX6N31YcbmpXgaoaHpBKNKe1vCqv7bFKXLQFo7DeyRRPWCFIfdEpwy3lWNkC65tcEi0Qx1du04J2US7jo2sVID+dT4hoalPZvy+3CqQ1NqFH9uckEI5KGzWMKeYCGplkViuCLYyjgPK3YNACYa1UW3BtU/C5ty9apMM4vH1ujh4v+/EevhH2TXY+hVW8jJP6+B6w+K+esSKorBVDU0/5psLSStf2yC0J0rjTTzICjnDXcAk3GPIw2QBtvDDimzSwOBahWRpQyLdBNA+JNUW3HMi5PEh7anVs2UM+UxKjqmK4JNknhRF6RRRuElnXEshbTIlhzC96GPGTTdWLKGl7yqK7fWMnzNR3Qifky+eUqWOCARD5FY9lJvij0PtMaSZ8XH0pohBAH4j/5IXsyDI4oI06eOx+VTtrnn8QhVBLauxF/CGgNlj685qH1yrMT+XOcHKdN2NU179l2aMXlPBws4z52HwzSGsTnH4a2XJBA/ebr/XHhiRVAaDayZKzNeD2CsLC+lEIYZU7iEiqO5RxKYsKD15/p392Dtsenw+RVBTo2pmNwC88pC50d2xUFr77PKpRrFbuXNIVg3KrcJ5ltVagmxGLs+QVNyOtrBed1so6MQDE5jZwHjkkzYoDuO1IPO8f5PnkTrGniDPefrYGKM/3MWV7/EU++kf83ml4a+w9ycEhAAw/lztikXHl0uMLwO5Ldz83PdvOIUBMCKsXAfSmdw33JdhAOgvA+amt67SOBkn42ScjC/yeJ2L+74o462rNIyv8AXgIKgmV2hzirDe6dInktNZi2QVV7lWGx3npqsmppYwipyXAXDhWudIOwtO6EIkZ5EuuUd2GDpYBjw4rrPaIEDFtLE3URwYZ5WDgL2vsC8A9B85AgB0/3fvn+vEF5XlU+Oa3gAAGeOqenVCUZVz62gW/LGXmyoqwEsqCrb35wSwlxU2ewJi5lShZB9/js9nekFh86nahSe6V4HFA96c3HsXH7h3019L3SfXZ6FcY9ZV8cIGNxoU17357lBQI59IaDb6UAtJcBHK7Z7zwhyFfBBmCqHO6VJHBWqhNyeV2p0j/1n3dosq4AkL4/1CE+LoaIi4JWwADSdtHAutWMdCj0Oa57hQt08eyLk/SCPhrQRkEvRu8Q6pNaBaI7E9zZuxpcPf5Hu8Wleo+oy4Ang+kvE5kDbj7n3iSVRDFSXqO0d8DPHIjfJs0q6HzTGoeAjH/sxf2Ybc+PHDhwCA2afthDkPtH2N8TN8L8efq9H7/efR+337Y0UwZ7awOseFG+f/bY3VZoq5ZV2oLOpqtc3ntv1J3JdhzEl46k09yBhQ64vqjKBWKg1Aufi2ztnNbq2QbzYzDC77ldr2MySl5jBVMEIYa4jc0CuPawc4TGEojstL8xiAhUu4WCREESb1dIpIwrSZ39f0IiE/BLL3HQIAuv98bPcbo7NkJJUG1QH6K7guCQ/Ib0mzIlgGnQZDAj2BZzrFIIcMKrDbjhfinYMYJXbq944weXyEtSc4Eb32BIDpHGaDFcXigVHUjyGbA9k0Rsp0Jhodq4hm5xKc+bAPY9CtPejz2xFktnnoDA4f4xNe++zCKwzAhaVCGLFAtGWElC6q0o6a3CSEKkucMdC1Cevw9yH9d9MjpAvPcSbzJeTa0pnPkaiawzsUUG2sP71w0GpqDVanChdWHV6poVqD7IBv/uJCD72Xpl4BJoS2n6PNWJJXaxkns4Owa9hDpnPEAA65vqSy7YGtcpSwqadq54p21xlzS7l7sdxIXoYYDA2Tw0cV/sgHPLHUv3uWa3XMmlWQNeHcvwXkYroffQ4gBQThvsN3r+HGH+ftz/5Gyugze6/Li3ySZ379PlX1BUOfeBpv3tFmhPmZ1NUIiOWvWh0L0ZWGDigMyAAm98ys2uU++G8+1bywg8VrgpyEKISoDafyXcf4IP5lUnI1a5iYPz7CmGtbxMy0gkQa/jOxyGPkFhlmDHXvW295yhBl4QofA8FYJ3F1e9jyk1vXUoQA6t/0DaOaPtOSyFh7eoLDd4yw9pQ3v9d+4zlAOhUWHegzHq0k90Lu3cCiasTTC68BALY/PodRCuqGLVDsFlD7U0y+7gG3Tdhq9/BtPQsEsPj/tXh/x0c5VoB14FRt0A96oRc7S46ba/5s7yvHSGoPmNAJLOWJnYcN1zokAdliqDBMYueQA1jw35BCxaSeA63a6CBdtM56zw8ruw0fv39ljmqzh9QmuskYqGWDes1ngauhB0J0b2suyBNGgYKs927PNeVzdGyxBugcIioeTIP7091tPSdYGysMgBWFjPwD+/jU7bOYvLDGH6xXMHMv4HvXFJKyQe93nuVrWeftbnz7WQCMUBSFAQC3v5pPsN3ga+9cye0xcV+HAaEyb36R++a/gtc4Fqd51kvFrao0OtcnoKWl5X5oE6SVF5ilxmord4lvkxCmFzwVyWpdoXOoneCv+yqquUhqtryrIAkaC9oY4necEhuwISlX6eurcgHuyNbmHuK7/hmGcs5PBUogZDK1iVIhCZTEplxv2KDp+CiHCibxnkLdB/LKh2jSFbe1zSwNyHIrQXe3RdeCk/qf2cX+157G2tPWFWgN1j59BHU9yErqWEvWax0H62w6hGymHUy46VAUGkznLQ4fy7H9cU54Khtquf0nvTToHAaW/lpcsyIFlpJABdiilnWflCZKwjOxpb0229O99ylbNX52E9AaU8uUm8/4vgqU27HZWmG52gSGL/pEerpkw2Z2PqbQGNzw55/O26iz4OKsT+CrWkN3FYodfljUaG4YZfezPNtDstKoNllJqErbkJGvG2Fv2At9CTkB/jrc8VpgvhUUGy5YGUhdTtNjBmRB2oUwdFUDMMaBClbrKipm7fz8Om6/30DV9pg7Ha6O3+X3m7bT4vyPPAaA66CqIWH6IO9v+iDh0Ydu4vIfhAwaQPHCnbsMRn3ZX8M4SYS/yQeBJ2qdE7p7GsPnfDC9OuNJapbbGaq+cgSEbaHQ2W8wPxvQeCi4xZeuTFxc1xhki1joh1XeOqC/BthwTKq4cpeaeBsYb3VmxxAeqjVQQTFSujSAMehbiHA1TND0ySmLuk84ejjD0Qc5GL7xb5OodzRTwxu7b75eCU9lC4M2D5hbW1ZIYY2JsOsCwNbv3gZ2D4B1NsdNJ8X6J/ewvMjvixtzqOs7MHXg+eQZkPHJlG9nS7HuegROWhpXE5BXwOK0ly7Sxe6l72QteeoTrFDSAJEVenyiMCTE5vp1BwWO/ev+x9MHOYwlvF9hfiFdNMifu+mQWOrWAeZf5QlETRJ3X5yfBXo7MTmkzoAqk6JNbmsroTcRqJKjANizWtqKdBHmnUP/MNJZ7fjBYBJUY8+GXI4TdIipXdw5qgDS208YEh2EibK5dnUYSQ2XEwC4KDBdeiWYLZk1V5RQPmnRdpQzMEj7OZzPNaq+cvd1cZq/G9rOiqoxWH9SOfTZ4pzB4KUATmvbBof0MXUfKG7zNme+gykPsgd9Pqt5bohQnkuBH5/rfSrUANC+vjQiX5Tx1lUamgVqccAWVbVp49U9FRWLzR40GFwGsqVNXPcIVT9z9A9JxUJGoI9G2UUQCKOk8lDDuh/DSKXuI5xLIY1zUiKCz3aONKqRL94T4SHssRJCCdlkDXn6kTb3zKkAcPiuFjSsUTzDF7Q4w1w7stjDuLrcN7k2OU/BtA9utFitq6iGpbg+h1pZabprV2LN0mH2FdtIlhq9y4fBDTGgxC52CX0N+/ZeeWUho+4poOer91dBmE+IJE99wi96VWl0rJJZnE5RDV/ugRWeXiuiZMltFb0oCzmP1nIoJZVB/6p/uGZzjN2v4axq73ZMn9J0mXF2ftYfa3bB8xz1dowLnQJskaer+Np1Slic4eeaLjQLXqssitt8HlJwmKwarzAALM7m0Am5EF665ByDnb5oU6b4F4VsEjsnbDGfhFnLNbmvbIiJB5xPTFTv03TIwXLlntV9rwTrHkXM0OnK9yMv9th4cmCRFa8jyZmd+jh7QCGFTdPzNSGTiwrb33bNfVe2tg3AcwGDofHgBJnPQuZ4v8b9rAj/Uo63rtJoDVNtSw2BTW4uN9gVnj3IE3hwWXEiOiA3gyI3YTtHOiJ+g+GqWyFjS0qDahhbVEb5zmGCnpGCNk4mxoqCjPFcVCNJNIrFqZEstQtXdA7amCCRYutbvIXbH/DCcPCJAuMXeIFMHvCUKnyfgOO5O7HgV1tAd4eVhYzxc0snqPLbC58/AIAtFqDTd3pzulpLkJ7mxZt/+kUgjWknAGD5wJr7qOnGNPNZYGnrXKFz6AsX6x5hcL1BNvEuQD3KMbe9pKllpRjWjhS3PRtqPeRueuPn+fdtodAWufOe+N4mruah7hL23s0K5cxv7TuFAQC770oBBUdxv7S1aKFCTgJivGpAqAap+949k/Da5549WcJy+R5PTJMlaIvU5eqaXoblqcw9S5+bqN19DQcZYDVSUI1HPwmJIsDer6p9aDVdWU/B7r9zyDkPKfZLKo26r5wx0nTZ8Cltqo1RbRKOSpCWxoUd207cv1ynhO6ucSFYFyILwB0hqGD+jgrzK9sQjXjh3D5uPHEGSGxNTUnQiVcWgtYTpRN6hK916BP01Jt4GHDnsF6C3fco9G7yx5OHDYpdoHtTSsSZd0dGUgFt7q1A147Tfr/cTNDdbwNaZU4QynuhinCd92wC0edMjEt+A3DhHwkBOdRNWASWEVohIFxp11wKAFbbvtpaRjYz2PgDFs71AE5hAMDopZaJHG2IjXwY24UyJg96wV6Ngan1DLaeWERUGmr3kENLA88FpQdFlGwevhhox7GV1jO7em1RXSj0m56P0w//gB+asYSDR+/mJLko1KQyrpIZYIUBeMTS/EwCVfuqeADY/+oWw2dt/4wZsPasP796wEWYoVdY7GtML/jqeyG9e/7PbETFeGJgOsu8jkOO+VHMrCrKIux8R63/jVxjsW8JAw9WQEKg0iayyxo66znup+Up65FYlF5nb4W2m0bKYhkQJqqahfHtr/YhO1UBvVv++6Qyro1xNtdYnEodUm56McHgWuu9sVxZSh3jzkMngdIkn0/jvinkKEqyuYlyJvL8QsDKcjNxynxxSmH6cOAhXs1RXSqR3uLnf/PWGSQluWdCLZC0MUlhuL5CNONrGRqE6pUShG+i8ZZVGkyNnuLgHRJW4s+3njgeHjIR1l5e++Y0L+eSYmoPfi0hElkAcpyw33IIt3XHsbK+6RJ6t+I4c1L5BGw+bSO3fH6WqcZdzwjD24fnFy7A3o5BNVKOmNAlPkMEmbXyHHV0aO0GglH6Y/R+/3nerLLCXpQAgIPveaffb+XblUbbCbNsHUNoys0O+s8H5vhiAbO9junbN+w5s0Ur9yOfNA4NBHikUsg7tFoHmp4VbAON07/tE1QihJaBpwZj0LvJoZ/ZpZ5TGIDtQ2IvWR37K1cZooI6t8MwG59zWLdB2qOG1p+JjYFit4LOFSsLO3QnBVleLZ0pzM8X0b4AoLPnlaDk5QBguUXIg2PPzgMAuX4ZRgHd3QDFp/n5yT2an0ltTZM9v8M2WjfpSsOQcuipcqS4x0Xv5coAkLCt8a9bX4PiuhUGa2j6ACBaQNVAOve9S9Il0O74Ra1Kcbfsue7xcyoCUMT0XOoMvWqM+zZOEuFv4iE9jNefjl1cgOG40sdaLCNJ0kloJHRZ6wFFgjQ0JpKKIoZOgF3nfBYrilbJeZFjmOXjxwSFRgklgz12T0WMu541VUX7CNt6xv09+K+49v0bFopJfkFK3Lx3S0fQx85B3PLzZcoCiKDH9XsfjorfOvuWsvwF6+YlCddgCAne/gTtxW33DIod26nPhrzMGc94C7DCaMNmOvbUFufY/D14TJA69usEWJ3y5zN4LrGoHf7h7FwCnEsiyPD53/SkSG1O6O0YJ1zqMjQu7DHC/iBhXYWEtHqh8eCNjKZLWHiWDJRjhbXnKqdk02sc5zIDm4wfdaN8R9PP0DlsI+bX7u0qUiTLrQDVVzJce3bJJtgPCMt3rZA/7/mb8olxYa3eLnsREn5KVyZqRlaOOBQlHS9rG1b0NCI850SZJVUMIImg5WL/hGCSQGG4PKEotJbXq9CIOOqzJoAzp3AoPoDvu6wZWesrO72Ow3+/0GEMTor73szDKIa+ZnO2KKMisaCdKtke0yH0dbVJEWa+2Dco1/2EDKmU05WJwj3ZgovPxKIvx0yJLW5690aNapy4Yi63H+HwKRSyWesSmGJ1SULRx4UDKGggqMPmM4Bnwd142lug6cS/vv2+cXQ/hi/515OHCf1bwPj3b/C5WGVhWhu6Uwrm8Qfc9vMLBTOvWmXRffGQv7Dbm+11pzAAoHnwNOphhtxa08lNTqTriyxNqW4xfcybgdWQKealHS3nIDqWUZW9otbLTCQV0Lvm+3ALn5f0tVCVr0oHOHwxvxCE2qwCCBP/Al0+eiBBPvXhKMDawfbyshkrhq5torTcIBQHAReTYcHatejjtefEzLZK5dwGkknM2d127lCIGTALLE4HZIunlfMKAF4Ps0sGzchCYkdAcsvXaIxe4OMOr/Az1pY5wfXfkNyQiY0sF9osNaph4oQ9tcfnZWjUEIcBlVwXN4gKmyQ1XQ8oyeYc3jt8hxgXhHoYQ9ezmfeaXO/6C+E6D+7TOcTXcN8GnRT3vZmHtLNcbRLK9cSxaprkGA15Qiz4cz/Zw5BMsd+iHCt0bK2EzgggRKgQwNN0tB1C0/GWlBAkSgy1HibHEEqEzlQH1BUaTVc5q0tZeuuQ3E41ca/miNCvz+eztFZssccWZEj0d/BYIFnhrWHxviYP8/uNpzUL3Km/IaIwAAAXz2H+wMD36LYKLZsGq/HgCBiyKU+rGtXFdYfYqYd8TqtTbE1Xjw4wfmaKm1/nqUN0CvR3wnsN7L5Hqpg5sR1WiKtDf2iBiErYY2HfhzQo4bMWb03CRN09OEsbYIUxt3U/6SpulCWKSUKNjHTydDBJxZa/HG95iv+K17k4m7ue6DKqUx79Q63UPwhaSmN5yl/IaoMiU51i55d7hN8mzOytTeYKm58CROp3bzegNu6uB6IglGvnyExyFuIeBIohVxhesWiqHiud0DuR+5WUBjDGtyeQuh97+XXXGmb2VA7e20AtE5gtNhbKMwbqha5b0zq363rNn7rOQ69M4+ArDTq3bFfBhgkgxy/cJxfDDk6jnngaJ+NknIyTcTLucZxAbt/kQ+CkRvlmN23OVp+DElrr2jWpb30vAIARJyFPjiSUfaWsglEUVR7nU+OQIkJdLU2RhH5BrN+kZrTOai2mH4mS5wZobdREp4TOUezac09wu22fvQwJNwBxr435qSTKyajacwwtbFOhrU9ZXq4MWPu1Z2FKH85S62swlvBv9nYLObXWZjZrkU0qpJ+96k+9aUDWYK4u8vY3vq5n7xMwuN5EcfmbXx94GQl3LnT9PITMcc2fv87ZmwQ46S9wYcCHKVofhWHUkLVw0xV/J4WQ/ev8g3yX4xyTt/OBJFQY8k4BHIrMFnIsE8XwAfb6JO6uas4riLU9slX0w+eDxg5B6K4a51C1ceGw/MB2Q3wwaAQVEF22BVvqoYehE38PqhEwv6RBtsp6cJkAGNdQC4pgFPl6pITieyleZNBki7cV4EjCOSfrqWRzjWzuiUKbXuLOzRCQBEZ+umix2khdF8b9d2SgFphdsmttpZCc87km9TQX3KxO2e9P2ZqVlb83SRGQjr7YQ1IC/ev8nlpg/LnSwfDD0PVrGQaE+gQ99eYfmWVCbazQlUUkieqmw30ApG0nwInvULA0BWH9WZ6g1BqUY+XCRdWYMLimo/4UAFz4qBwpVEPl3HTVAGoVFCoR/5dauZzNtWtuJINDXj6EFCbpk8oAxicOVWtw5iM1skPe4fJ8zyHBAMtdVcfxXBEOZ397ivnFPkYffs59Fya9aTzC4it81XPb4eY5RdDZML22B2OEsVADF884DMFyi2MdeQCQml5MXZV0iO7he2hx9EE4sRr5PghAHNeen47DT9mclULUHW/umXYF/hyCCPLduWvmlB81qEapZ0o2vmalHCk0BYcWAWCxHfN3pYsYlTN6Ke5nAQCjZ+dQS6+QV+cDhZlz/VBU0DbIXNOkcj3F6CWNg8dZSPlrstseY8gt9g36N8jN89EV3xfDjUAnNgVFfbyFVidkQYYxTtGpll8L3xTVBknAPcX1S/ZnCSFZafe+GqXIJy0OH5OeMVw5371h0XDvKNH/iOfGaS3sV5QFAGRZiyzja6rKFLpWSK/6MGyx59Fb/Wsl5uc66FhFnJT3xzswuH91GkT0kwD+JIAdY8y7j333NwD8VwC2jTG79rMfAfADAFoAf9UY8yv28/fB9wj/VwD+mu0r/orjLas0ODdhXMJZ4qXJii3rEJY6P+c7+xmKK7rzI4PubUSx3aZLLuHatd3UBEWSrlo03STiguruti5u23aUjef62HC5lnglNGB6BYkZ65SRW5ITaQpiz8A+dqF5EG+hd9MrDLmedKkxvSC8JWydu/qTDDj1+16KD3/9aWhb0U1JAmRB3Pwd5xh+vBXUajRAsrKFZy/swATw2+Y9DwMAFqfZ1JcGQSFdehPULohidYl5UcS1f1a9HeN6TQsnlxPECSsMsf5Btrp4IPu3H1tYaFJzXL2z7zXo9LGxoxsXASmopemF1OVP5JiC8Scd50rqITC8GtTTWODC6AUvyZPZygEdRGGstlhw5hOGWrsCtM0OoI3zeuQaRi/yMfbfoTB8Mb63OvMeqyiT/k07rxKpwg6g5AFNyNrn+B6IwjQpRczOMALuCJLN2jiakqTUTCMikGtjnKfR9BIsNxM3Z+dnFNpcRYaMAAQAYO33ef5094QSReHomxagl/hi1cNzrHa7QJcPkF3j7aU2i9oYBSgFmulK8lN3laGfx6D72U/jpwD8IwAfio5AdBHAnwDwUvDZOwF8H4B3ATgH4NeJ6HFjTAvgvwfwgwA+AlYa3wHgl+524Les0jCKWUTFowihmtWQIiswNA66tsBZ3PGeLfKT8FK5xgVgooTSFYeXZP/tRobldoJiLywY9JMyXWnMTyVOaIulJ2ELQ1z4JyEbWfSy4JKa0SdyziJ0Qwjj8ryXxGR4n1J9m09bzM6m2P645+KiFywFQ6th6hhSQp0OVu9i4rfaUnKEfbC7t70Q1OsjzL865F+yilCq3EsTsf02Pd+7HPDKogo8o6YPh4phUIBGwSArpIsWB4/lMRlgsGaFSmZ4xX/fZj7hD9jKZVunoSqD1UbiwhW92y1gDKYXAnqOQLC6Kmk7ereCgsxU7g9v0AWivhydGxOUgWex2kwBItd6tNlOoroCaIPpJZ95P3rUYPsTBvvv8Pdq6oFsrkjPcVlZRRiCJgx5GhVGSTHEGPCFnn6eJdE6SUrvZYRD5oj0j69zG9prgzWS85pYnPIKN3x26TKupZLiWwEopAuN0T9NcfVbrJfzqQEKwNGokAa6t/zvi32N1ZonX5S1XY7uj1cg4356GsaYDxPRg3f46u8D+M8B/B/BZ98D4GeNMSWAF4joOQAfIKLLAEbGmN8FACL6EIDvxYnSuPPgHssmrny2I1IYFIc7hCRNrNv5qdQpDgDo7bSA8VBW8WRaIZ5bMuRWS3/rhXZxXQCYPuD7VwOe70j4jY4Pt2i7Eju2gtjmCUzGtAi55QDSKSFZtoHATtx5yNj+vUN/n67c8Mc6rjAGfDPSee3+zs93I7hwOfYhgO4eX5sU2QFsfYbbhzDQ4Usai1MKfStsBWkkln09JEbI2J+LAJSWtJNLOZLS36N6iKhQkjTDRCUf1QaKGWCldrzqGAD6O22wD0SKKGS+NgnQSh1MFyj24RpcSc8S4dNSlUZ25F3Y1YUxyBgsTnlFUA3IeZRJaVxICIBTGEeP+vPd/78uUO3z/c930oitVWhJwva9Jo1zLiFcN6mA8Qtx24BQ/uWTBsmyQbnB0lzOzRk/XRUhzUzC/c5dv3fl273K3Aw9M8krARweNsp7kuWawvozfuKoqkU1znHhN9hgaXoJDh5PXvZsZOiUEZJRbYi587avdXwensYWEX0seP8TxpifuNsPiOi7AVwzxjxBscI+D/YkZFy1n9X29fHP7zreskpDp3FxU+eQ/1aDmKo8m3Nj+XDCkUakKKRKG2B3XSfkmDHFKpWJVw0I/VsxfXfbVc5tF4p2ifeqSltoYyDsjA9/SP5CKm0lh2HEYtesSFRjE++7fHHVWua2T1YanX0fsqLL11zfB9whvEnSQ9smvEMK7giubIVQz1GuCIbfuHuSLrQLoehMYXFKoXtbalIInYlxIZ6QehzgMGGbwykVsTQPH8ntcY55ibsMYJDEPysFryyAOBTROeIeD6UN0SSO8dXvNMx1hcZGsnp5mG3vKxTGn7NJ+Zs6ssTTeYV6vXBFlfNzVsGK4DYxtUW60Dh6OHNC+fBt9ryDOL4oDADYfJI3lMJFH34MkuW5ipRCuvSCVKesQCUnZwjIDyo0FhadLFnzyvzia/aLJlROQMAPFigm8SRVbbA47XmqVMXXLyAQof0Qj2D4YgWdKkcZc/h4H+NnFyi3LeNvy56/GCSuq6F4rkMBSvj7u9wKDJv7xFtoDH0+nsauMeb997oxEfUA/JcAvu1OX9/pdO7y+V3HW1ZphIMVCL8u9jmZKvFtQ5bJNkggbjwTxF+0FdJ28c1P8y0V9tL+jbg7He+DkATCKVn6pJ9qWIirgDLi8LHcoWyy+THklLIWdiDc05WBsiXmhuLis8mDHSQ1MLjCwqUepOg96b0JaAMMB9B7HBeiNIVp+PfCPisFezQvcfDVviq77quoaleE7JXv5mu59C8ITaEiMrnlhvckSBv0b7bBPgh1jyJvqun52gmxRCcP8AadQ0Kbk0fhKA7rhaAGICiInLRYbiYRlXs4RLA5AZtwDU6oZKI+DwdeUSQr/idCt+kB488Z9G76g2XTGtTYsNCQFZ1TFh0CFKI6hvywdfs7epi3mzwsghbQ573C2FyfQf/mtj/Wwrfs5RPk++Pqh3IFk8JxmAlKMARVGEVOoUsTJ+EFM4rYuAkKDB2JJ3wnS8nNCWV/bTtD5jMTgQCivOFMwpLkvssCzxgADh/vOE9TtcD0oa4T/J0jg2Lf30eZN1J7lVS2CNcev+kQKxT7k6R+VTl6T8MAryd66hEADwEQL+MCgE8Q0QfAHkTAsIYLAK7bzy/c4fO7jres0iDDcdJyneObYtUU+xrFvqUGAReMkQGGV7zgbQrlLSc7n1IbE1YbCaaXCMMPenbXxe9uu6Tb8EqNepC4BTU/lwUNbnjMzqUBg6cNNdmv+zc4AardhGf+H0l8UmOwOO0fa90nzM+lPuFZGXR3G6RPXub3qxLYWHfbt2c2kMxWUEFHPppx5rh96BxIa8wvCdxogKYgH04QbsTAMrv9jQ1My9+/+KeA4obCwOYQJC4ti3twvUGb+RBJNtNISnKehuRnRDCLcg9DFzqFm9WyH0fVIWGsiT/BqPDPtiSV5K+z7MPwU2AoOsSdNQhUxT09AAvLHvhr6V+Pc1fZjOdT2+ObNjvPN+NOxHwAKwwAOLAIIqlUb7a9EgrqO9H8y20owFHYOKhssE3bCZss2UsNnl1T+OI91QDDKyH1sr0fIQx43ScaXO/xY4o3pDppc+XufxsoDAYoxGCUuudDhaS52FAoVQ4fK0Bt7LWYxDeAUg1HC+QeFAcadZ8ipoPVuqdpZwh2TNV+f8br1yPcGPOHAE65I3G+4v3GmF0i+kUAP01Efw+cCH8MwEeNMS0RTYnogwB+D8CfB/APX+1Yb1mloVOvMABvvYuykImSLuOe021HgVrjcgzpooWqDaaX/IIZfvA2Dj+5bX8PbH0qbsGZrrSL71LL1pdTUl3bdyD3ScHhNR31dWi65DyLdGUi178aJkhXBvOzfnKmh8DoeRb8JlFIn7vmSQELoHrktOsFzh5TF8UN9uWTgxmOvvkxt6+k0s5TYOoJ8vTcRyzEJ48EwvFWhuFlfj0/z9uI15SUvKAH12MajrAr4mpNBagaRM+G74UXBukitvwluR/mTPo3W3QOgr7fm/65CYIp6oWyMuiu/AcHb0ucMPLKTax1ihRDUhrHUtsWFPXakOc3veSLRAQSDACjKzqiAxdDIKQ16RwCnU9a5t5Dg91vbzH+d6xRJWchlr0I6+Ptgl3zrsYATeAZFRTxYiWVweJ0jsFLPnfQDLIo5xKerwtFNvF5yN/FaQaDiLIIE9vZwnBIUCC3Q0Jvp3WJ6f6NGkYBh49y+K3txM+su6ejZ86Eh35urDa4E6fLjfXZO5VQY3FgkJS+9ipsPPVaBifC748GIqKfAfBN4NzHVQA/aoz5H+94XGOeJKKfA/AUmIrrhy1yCgD+Mjzk9pfwKklw4A2mNKx2nIKxxM3xmB6x3/UPAHwXgAWAv2iM+UTwfQLgY+Bk0J+867FabniTrszLaKrbnHxR39JwwlQS15Lgq0UYKLQFMP8eRhv1O5VTGACw/cmGW2faRLjEhEm4qOYmtrJAWJymKCHcDajLObbsv0uWGtUodQtgds7zLAFsrY5/+8XwJsJsr4Mqa4Gu95Asa5QbvKLqHse160c4yT29MHTMq6QNqmHq8P1JaZAdBedi+yn0r1nBcAZOYQBA/yrnhnytgqBULOrKIEruth0mjpw8+HLBIiOk+Uhq/idCXMId0osEQBSxpUaje2uF5Rkf+zcqtjCbrp8LB2+zxV7fwAdtX+xj8wkfG+eQhk/OhrTmo2d4fujCC9m9d/cjbirJqwHwyCHpfDfnpH3mQW2oe8DgOh9Pp8DGvy7i8GAZswi3HRUJ8aTykODeTvsyhZKujG+qZIEUq1NB/ioIXanWwKTeI2rsPArRWHXPe8jU8j2KvK+Q800DHVsHolqDZVBgt/cunggSclKzmFSw7pGtsfH7a7pxvqZcIzQ97yHnR97r1CmHrBytyX3sxXS/KsKNMd//Kt8/eOz9jwH4sTts9zEA7z7++d3GG0pp2PHNUpByh/GdYNfqMQBfC8YYf23w/V8D8DSA0ct/Gg/V+kmn0wDl0aE4Z0Ac05TvXSczCQ2vNHZ+yEv4o0UXW3/oF6psnwTeQLmRRYVNSeDJZHMNUIrhFWsCmpiBVyWEOkmckth9r01ECnnbLA6DjH//BszCn59+2yW0nQT5LVt7QYRqrePCCKoxmJ/xE7t32yefjfKV6nzfCNkSrqGULDIRfutPG4CCXIIU1QUMv+FiNxQnUvffaTvkCcV1E9dtFPtxF0JRZnJvRAiJdZvNmTZd6kJMYsNIfUl0x+ETIE6I1kMAb5uhfdEXkpVjXxk9uO6fcf9Gg+J6UJOyzsL28BEvdEOFEeXJAAfjFU8gpBkHPPGi78NiC+4CGG5S+lyZeMYup0Fx7+3Z+SRSrjLnBLTQ9BRzokliPEHUj90oLsjrXvdavO3lmD3Az1C8loUNoGw+xd6A730SnBvi0Fw1UC7cJ6N322D8rL+/0weDiUEcMhX4djb3hoeMfBrA1EtEfG9hnRMQ16q8lmFA983T+FKONxsRyvcA+JDh8REAa0R0FgCI6AKA/wuA/+FLeYIn42ScjJNxp2EMJ8Lv5d8bebyqp0FE/zcAfwecZCH7zxhjXtWa/wKGAfCrRGQA/JM74JLPA7gSvBdc8Q0A/w24qGWIVxhE9IPg6kfkvXVniYYJt8H1JqJmECirhKMMcWvYowf8gy0C3ovOP+PD965z4DuxqJX5A946pdbThKRLDZN6hBA1BsMrNXpPc8lre2oEnSdo+pbx1brpi1MeymsI6AnufmUw/vQBcJWTNQaAqSooW1ORHC2RADC5LXRaNVhu971FmhMG17XzrKqgV0jdo4i9tZJ8uP2eNMNaxSo2CX/W+EtH58BgcN3nFMImSdqG8FaWTqS3w/Uk8/PetgmL/Rx0MvAMqfHegvcaJdTI9NzhmgwbZhWHwmMlVjEnU4URGAD0832kKxv7vu25w/javLeQ7bN3V217C7gO+pEXB60rQgTYkk8X2t2D/i0uOHN5U7vyMus0ZnNfse6OP9G+Q+RMR7U9AgUPk/rCkwYEiXIhBnBem98+9I4hNRVB9r1zUKLt+Rji/ELXWe/1kFscbz7l99E5jHNx/lyAVdAtT65x/bM+Ed95+jraixwGbnoZujs1Vpu2O2GtUQ88ZHe5pRg6b72zseX1Cr034XyLrklo3pvY+3wt48vB07iX8NTfBfCnjDFPv94nA+AbjDHXiegUgF8jos8YYz4cfH9HXDERCQfLx4nom15p51YJ/QQADMcXjMRfk6DoSBaPSxwKoVrfT+rlZuLatU4eAjIA0yeYIEnZLnDLUxwCGVxuWGGEFNG1cfuVxSKx3s5BwwrDcjolV3ehHz7tKsOPJ2uzKbvf0ucAAHS/g2STEVFmZxdqHOj3xRJHH7gQwV7T0lM4gOLGQFJIBdgENvkQUbqEo4SXbZueR9xMv34BeraPtc/yNsVBi+51Tyyns4SRMrahUPnYaXtPbCHkwqAaEEbP2zBiRtxwx16qSVgYeVSUicJLZPh8pXBR58x9tNi29zylqICsGnLPaheCsU2TOkGwtArqMrKFQZvbgk47VM2vb39wDUD8nU59cd7kUoLRS6177iLApXi07qkoFAeyKK1AbqsmyA+tTKQM52f4wsIGYKoxUWGl0K0AHpE2vBKEVhsPmzUkhIo2v2QVUv8qazHSJkJSlVsdpCuNo4f9DR5cjfmmQuMsnHMu/uGgzr4WB2CFgWEfySHPpaY3xmoz8zkZIpfXALzxIjD6xbZC/4ZG6tBYcQMoCcnV97E3OCDhqTdbcOfl416Uxq0vksKAMea6/btDRL8A4AMAQqXxSnjjfw/AdxPRdwEoAIyI6J8ZY/7c3Y6nWt+HQhZH1H7UjqaXREVrACsLgAXn8iOb6AdWYz4xTpDNHuojm7UuISh8OlKJnc1alOsp+tcCOGMw6odPo+lnLkGcLRSqAUW1Bd09jaZn93dUI3nB113QxhpQdHD0Hq6nUI3B9IJyv1cNYCp4dUy8wMLOaCEiqRp52o5sZrDaIBxvVjP5Spbq3U/1UewD65/22dtm2IEqbdOljHm2dr+ZH+nwaoXphRyVzRFUYwI1Qae91COuAK62zmYmIs5TTZCjOHavdUZoCkTsrG2XyeoAoDzmO6saESVKugKGnw4K7Gx1t294pHD0IBsLnQnH5X2TIo3rf6rF8FOsUat1YHc9QW7nzcZUR7QVpA2S0nOY6dTm3oKkbJhfUrWBab0n2re1OSrIb602Ayh2l1y/CT53VhhhcWPbIXf9DM9NnXAvDrVTGLyBQRkACuQZ9K8H9ysAOQh66eBxPqf8CAh7dqcLzz7c29EYvORP9vCPPoC1P9hFeW7sPgtb4c7OWaSZfc7ZkmtrOlH+K1jnRFCtrxPRGedEJN9yP52D+8g99SUb96I0PkZE/yuAfwHASTZjzD+/nydCRH0Ayhgzta+/DcDfOrbZLwL4K0T0s+AE+JEx5gaAH7H/YD2Nv/FqCgNgN1QW2XHBJ5ZU22FcfzXkWyXWkdCDj56b4dYHR44sDeCEr/MEbP1G2HlPp+Q+B4Bir0Ez4P33nrwF0+8AfV4xEpaan7XHTxhZJconn+oIcZSULczmOpotNlmF1kFQMjoFQH4hNIWlUQiQK/WQHA0JtYAOqMOTQNDojBx9uNxDQ0Dvs9bVoDik0Ax5w4N3BNxXGlicFhhmB03fC3ERWNL2tHPAXobjkqrj8Mhx7iC+XoqsSK6Ol+vkv3Ktwo4aIpS6QVFY7xbTtA9e9AnYetxxSuPoQYW154N5QF44XfleO1++kwt2Dn/jDFTpBdn8FHNJCQW+nHMT3vsqBg50d4PaIXsOYV1G2yF0LEpuuZ1G6LO2YPCENHnK5y+v4eB7I543h3M2nwwoyCs/h5dn+ZlKyEfVjPaSdaAaE4XLVmsK5XpQRJv68FE+jenqVxsKkwcGjuBxsaWw+BOnooLZPCyCtEALCR2WY4XebqiwCDpTTkmIh+Kg3oosZY1XkPdj3E/I7Zdy3IvSGIHhrWF5ugFwX5UGgNMAfsFWM6YAftoY88tE9EMAYIz5cTAL43cBeM6e01/6go9GHK7oTDTqrvJ48SKJeJjySYvJA97UzuYGqjEYPedRIpufXrk4vM5iBWRSAjW+74EonYXtqta/2cAEbjqaBjQHlm9jmIng88Nq2bC/uE4JdWBBUmuAYe6YZqkFYDw9yXJLoTgwblEmJcNKQ8+izT2VSrUeKEArTEW46g5fq9vXkrvoSeguXRi0mUJzjhXYcpNJ7Za2L4dqOPTgkEAJ83xJK93iyGB6idAJvLjeTuvyTPPTKUzi8zuCygqrhXUKFxpcbqmIBl3a8oryAGwOxm7Tv8a/k4r6zu4SnV1g+jBv0DlsMD/r54ZAkwEWwIxC4+c++hQw/M6bOPyNM/5ado+h5uCfrRAfNsH5YuZhx1uf5kkmc0eEfAibNYqcd3Gcowxgdl9jKWHyGdeFiEyjlvNZYU5j7bnSVXxntiWwkABKSCdEGjVdskyMQFIyv5MoRYAZiaX+aPJAgn7AC5ZPjeNvE6Uulf9AnNtKag4TunoZ2zpA0FjZjF/LvWkzJkccXKvtfUiiPiDTCxmMijnG7s94i4SnjDFfuGD+PIYx5nkA773D5z8evDYAfvhV9vObAH7zXo7pmtrXxhHJNR1xS3mGrTYSrH9midlFlmwbH2FLsT63xsdT5BQGwJ5AU3iLTzilVPBXiO8AYLmVYnA1MJlSadfJvx++2KIZpCjX/KM6fMwv/PVnZD/82dHDfC7j5wVuakkRbaxfWEqT0gubVVAwllQsRKsNG0LKjWvMk00SLM8Z6JT3MXxBWZoSScJzyCEshpxdyHxzpCEA5T2FNrVehVVGTTeuqUhLg43P+Di4UeQUBuBhmWFCs+4TVOvfh0JMlGG4bifvqrF11kv79Kc3nWAWEryQDkMUBgDMzmVYbZCzlpPKOMvcgQGCFTb9V2dQiEItPf094Oei1GcAbHmLok5qYO1Zb404IyQ4tzrIV4A45yL3fn7W5yYADquG4SkQoe5TFJ6qRoTxZS84s6B3PNncjel7pdn0lPu9nIsvhGTBngesuWHBaqgwpJhOzpX7qSOCwYa4z6YgdHd14IEa5BNu3BQOMQYHexXaTuJC0Z0DjaOHOy5XlpYASoPlxn3OaRigfisoDQtl/YcAvgH82P4duFHH1bv+8A0+qDVIpzWq9TxCR3QOGtTDxMdkba5h7WlbnDXuoe3njvAPiFElktgOFUN3t43ehwnLwWVrsQmOfp2tcglXAcBiK3H1CJOHJO7K3938BpvrOBSqdKDYBUrrOUi8X1A5ZLmyXOW7FeKumNAw5cXoBVu30YYd6TT6t8jVLmQWNCYJUNI6ChmVI64Wlypm8UikQxoMF6gpqZHJOA4t/S7KMUWJ5ON4eUejHjhqIelcOVSA8Z6RXO/igt/m9LlDtFY6pT/NYIbNT7ISKU/1kS4aHLnaCi6eEwG/sp3xpE4lqYKiTGJBH5Z9hHxKhlix5Mcq/cO5Eeatejsa1TiJwj068UpUtRyalHCrJNanD0n9TRx+MlaphHUXQOzRhgqjs1+h7WVoC96wc2uOeq2IqUN0TKCpFj7EqLMYiZXNNEziQ4dh7kXuQUj42A28sqRiLyRiBuj5EGs2bwFFKCzQpRxz9KDYC8gU+wkAu1atcgjDd6T9+e5/Be7beEt4GgD+KYCfBvBn7Ps/Zz/7E6/XSX1RBhFMppDNGkdbDnhYpFvMREinZcC3xDFWGSLUBK0iwnz8vF/xTU851MxyI4mK72YXWZKGfEjNsIM6qKQVRQFwgyTAC6B6zApj9EJ8eSI0dMYLU4RCW3C/DxG4dR8oNwykE+b6p7k9bBFU485tKM3lLuza0xnHjR2luKIoFj0/Z5FB1lru7COiEhcrWIQuAOS7HkFkCGg7vk9DfmSivgqdI4PlBjml0zk0Ua+NycOWMDJI5Ifhm+3H9qD+501ntI6fOgIUKwsZt7+qi6O38bPZ+phyaCeA4/HlOO6AF4IGomFiD8dZ3MH+QkTbajNQrogT4ACHJfNJ69BQjsrFPve9dynuOhjkqsOwqaumdh5wrDCMQmRpp4skOs7qTN+xHISjM/Eedj1IYtr70jjlIN6b44vqxgq0d6tyPT+afhqtG5OQbZlsEYdHJs7JDTzwQUY1UijXfKI+HI49V4yBNYpg1v37ZB5/uRT33YvS2DbG/NPg/U8R0X/2Op3PF23ohFCO0yh/AXgrOQ/4ier1AvmUTabJA3mEpDIkuQM7aTO2eMK+1iEqpumxVSRue7ZgV9o1fjnVj4RL0yOMn/fkbflM4/Ax5RZU71byMnSHEO8BtmdIThFVSd33ie5qzaCz77/rHGmY1OcJAC+IsiVFAhiwFmJQp2GUF8zj5w2q4NpVbREqgdKoh8GibeIEaFLb5KjdvhrHMXatgMEN7b43is/v6FH7fWEwfQhYe0rQWHxMaRM6+vk+ZheB8VM+812e6jvQQTUipzAA5tkCgF5AClwcxFXkkq8B4orv3i0WzFIbVPcUqhE5qpFyTfm6F3iFEVKRmMQrltHlGoePBL02RtzvYu9dsSAXaz2fHMu1BXU5xz8DbF6gMujftOy4KcGk5KnRMxV5ftQAaaldOJaP2TiDobShItfHxXq6IYNsG3XL7KAj1CXrCTcLC0JxIVz48HFCuiCsPesNJSA2FiLSyWC+AECiTewFLQzMnp9rURjvNQ79FkFP7RLRnwPwM/b99wPYe/1O6Ys3yISd8TzqQzUGizPeV42aClkLPbTgQqGRrEzEoSMKQ5K9oixCtFUY2zYq5ggq9jVmZ9PIClt/xkM5uT+EifbVdAkxeRwcFXvTi3MY2YRrFTae9vtfbHl6id6OiRZzUnl0kidys6GuJF74TUFRWKIcM5omDrt4z0JbXirxioxiCzu0BIt944SJUcQsu3bx776HoAuNr/vazwAAfvcj73AKAwA2P12je22KxjaGaosU3dsNrn/zmtsmLNabXTJIlgrZ1AoX+8znQZua4Yt++6YgF7KT5LoodwmvSOil7jNUWQSv8xRszmN0mW9S5TrdxZ7I7ldk7p7JOHpI+V70VawkBAAwuBrMlSAsKwANMS76N23zr0K5bdtcOYrzpsvJ5hCSTI1xiXlV6QjZ5qhkwrSL9tfNNSH+NbWelj0puY5i8kAA1ij89iLUQ+MsvDbSMbUO0+0TDr7Cz/nRs8rRBwkoREt9UghGeA3jrYSe+o/AvWj/Pvi6f8d+9qYeBD9pdUZRXiKyuDoUKQ3AFrUFmG9qjcOv5zMTWW+dCXefCxdwNvfJXWoNdzETQSn1InbSZ7MG6882WFlCQZ1RJJg7Rzoq8jKKF1mMogmuWwP96/5LgRP2LwdV7Uc9zGxfh6Q0LvzSu8kar1zP/LkaRhHJOHibb68qlraE0vo3WCGLAiQN7L8tdYJP1azIO/ZUkoqvo28ryE1C3LNDamsIAPm8zrd+zacBAL/1S4yn6C6AzScXqEZ8vt1rvOOwadT0fGyZhxYs2WdWrdu5sQ5QRUiXNl+0FzedWp7yoTiTMHQ0NC7C55DN2Xt0oIAOC8uwf0ZYJT25pDC/1GJwWSYK/6mD2pLjnkTbAZqBhWYfEro7cRX44nTiwjrimYqyOH6+1cDed4km3eZnHiL/Qk9AO+Wigu/jvjJhn5kwl1OOCMVBbP0bBQyv8LkKEEQQVK4bY7BMQ2ZaWR8hwaJ4owArDMAXGGYzVhThGr9f4y2R0zDGvATgu78I5/LFHcYAhoXS8RqNci1IWttnHMaqqQGm53mCjV7SULUJ2mdqtJups2wW2zYZa+VUsectZd4vYbmZoCthCHtOqYUAGiKU6/4xGcXU0EsLqXX0zdr/Pd7KMqJFsefVmQi6ipAfeaFfbfVQjlMnvHq3Sg/DrDXabhokLe25ChWIIhT7qVucZgOWrVTOhZXqTPI/uRWyJr7Xktw1CZBNDNpA8JAJKC8UcOtryUFqf/2j78ap31MY2x0OXyqh5hU6ttHR4Veso82B3a+KPTMZ3RuxcSDnvQqEoap9FXm5xkVpy1P+N2J5F3sCMPAoNlWboP7Cei8BYV9SeWG32kiimPz8kg3VbAbHCmRafhAjtao1QbgF5x5Y34vTPElKW+E+uNpCtXGHvbbjQ1CiqPvXfAKn7fmJxn1QTPRbILb+48JB/iv3kowX2p0JG1LOi6I41LT2rEyYY/fCvj98hLD2nKc2Fw9NEI03P5Bg42kD5yErZh4IiyWLgOkgbGL2WoYxhObLWWkQ0X9ujPm7RPQPEYPdAADGmL/6up7ZyTgZJ+NkfJmNL/fwlFCHfOwu27xph0kITU8hWcV8OLXlmAqLoVTjwwyG4gQn997QzvpuuwrZQjsLLV0xpfPwpRj+IvsXKO78jIX/bQNnf7uMceiBpd3bYau+2LeoLZu0jay4wEIVD2n7o+zLayGUsxZtvdZBOquhOxIjt8neWxw3yK4duH0t3nEK6bzB/JyfNukKDsHTFISDtytnYuQTvl/iRZFmmKgjijTkitoAOBil5DzyqUFSaXc9ktsI192Z3zHo29a1++/qY/3JI+d5QAOmSDGxvUHanDsJdtcsmWCVovhESPDEQ0ImTY9zAYklKKw2WqijJAqplBvA9ieFT0pFBX7cwEu7ewN4z6Y31Y5HTIahINxj/xw9YsOeFlLddoJE80HoRXDdy2or+P4wQC4tmSRT5ttyi8Nng6thHUZQYd6X4wkCTsKp/nl1g5Cm7nawPNcNoN1xiChdxe1cTcp5trDv+fAl7/LPzntERLIyHOK0P287DOWePBIg2SY+b1NtGOx8gLD1B+7riIPrkZ8/wvN/euw9FnDyO0TBhfOyLe6Pd/Bln9Mwxvz/7MuFMebnw++I6M/c4SdvytF2iInz7PyZn7OT3s6xNufFFXqVW5/24SEJNS23+X1x2GK1nkQJyrXPBZ37HHKIXwg/Tlj5u/M+v2C6t02kEOT3oiwADq9JkVc1JGRz43tbHLHfvniQg9/FzsopDADo3Jph733rzgWXgigpWMyusbKQsf/2ImKXrYaE1boIGF68EjYxxDUSh48qdy3h4N4hFMf6AxCBUba1bkCTokqDXPJBxkAFXfVO/fZtmCxxVc7Tx0doO4QjC1luu0B3bYmq4mvMnuqxcg5i50npwzxJBaweXaLd53vxtncx9vIzz3ImvLiRYjPgourd9iERncb5g/AZyhheqSMfPqwul1BNGGpM50A658+7tzksJsl5CX/2r1qAxICvY2F71VNL6F/jxlgysqlxdDaqNlht+eM7mHMg1Lu3vVTNbhzBdFLoLs/V2YOsmOXZU8vkkT2b++C6J4pCaCbxBlH/eonpRT/vo/tl53zY2yQsIJUCyM0n+VpufKNihWE3SUqDYrdCMufzf/5PM8Z7ESDdBjfCcBRPcAm7Lk/fGar7hYwva6URjB8B8PP38Nmba9gYqOQCZEK2GVvPYaFPiFySDmbdfck58OdFQPMsXgBgEVqB5S8LYHIpoILOGRElI2qzWbNX1LUehlFA200idFQ19BTaScUKI1xUSeX5qepRjqar0H+BV9re+9YBANNLLDCyOfcclxj25KvOREI9zP+s1gnJCmgt+kkqoyUfohpmz5VkcVLanIS9dO5C6GPLqrI5kEOPjjIJeU4gYuFG1pPIbs9gOhl0h6dxvdWHzhJMHrKkgENC9Y1TtJ9lKFN9rkTyyREKK/tUFaOP2oLPT+bE/AMskR98G7MAPPvERbQ9jc2P+R8tN5VTdCEvlKoN0nnrLHbJUUXd8YLX04vW0wtAFPnUYPiRgN9p0+c5dMY5lzpwlMLiwe5tnisr5qlENuGKfHlGAByNBgDMz9m2sXZ+132FzmGL4qp3naiMY/tUNqjP+Ux8eG2kDeanPeqvPlZPAsSEi/NzHedJijcWJsKPHlSu6DOfGlBrHHtyPtXO4weAi7+qozzgwHqi1/8YK4til1s9y9h4pnGoMIDzMZ29Egdvf7kX+lrGl32dBhF9J5jn6TwR/bfBVyNwn9k39aDWID9qHbeTwD4BVhzbn+IYxHI7c4oCYDQTAFTjwCpLKEogRl2/bL2G0CyL9XnqD/yKWW1mDnlCrbFhGeN+392poZqg6nzkH5uEwQR2axSHIsKkZ35QOY6gpqtQjRJU712310qAilE7IY1K3VORYI3hxV4ZAMLzhJfRYwg1SLbUWG4kXsjWOhIMaqDQ5hT8nq+jc4PDICZLQHWLdsCWnyiM1XbHHp/DL/t/hE+o6FfQTw9d8d/4Y0yIKBBNo5gvSu7d/IxnlQUAdbmL819zDS89edZ9NvysBzk0BUX90PMjLxBOf5QFcvdWQNjYDwENFIUdRVmEFfD5pHG92yWsdPAuK1BbTtyL5S41Mo4A0O66CGjddWgIHRkcPuo/GL3E81qUWzpvkR35OUq7h/yiY3+T51g9tBFRdSQr40KDc7uubn2dOzrWngoADS1Q9cnxO9V95aHWlmFAvI2jB7k3hhhy5ZhQ7JvIk+vdLF11ejlOIkPn5tdysUrl9VtUOFkPEqjKRB5tuem9nnCOvqZhcN8S4UT0kwCkJcS77Wf/FYA/BaAC8DkAf8kYc2i/+xEAPwBupf1XjTG/Yj9/H3yP8H8FZvu4K2zsbp7GdXA+47sBfDz4fArg//l5XeEbcOiMnMKoxuTw8QATs7nXH36RXzQ2fPPeBwB46mfZV4Q6CWKgoixCBEY2qaBz2296M3PhHYA9GBUVSLXQGaEUugYTI7m6e5rpJ4K52L1dIf8sV6DVD5/G0aOej0HCYWHB0vozKyRBM6Tpo16DJqUPuQjZ3GrTW7uApbV25++L7ZKSqeeF1wsARi94DGpbpGj6ic+jXC9hEoX8tn0YSoFmSxgrqNq1HLqTQKcSN88Y4SOKuUvY//oKZE3e9hlWGMVtu7uGz1UQTW2Ha1xEWEEzzLayVmg2AXb+9Xms2aqkahzTWZQbQOcgvvcSIhFBEyqKcF7MT6Xo7vm+3P2bLfKj2sGZ8wkzFUjflcPHCW3PRJXh1dhXo0uY6vAbWNCbho+19eHAuCmDugkLsR3csKy4GSEJnlN2tILa94tCn9mCOpigPeuLfMLrcZxTrhobOHq7RnZ055CSeCAhgaHkT7J5HJLNJxxalGvPJ5yfkXuTT+qYzqTl+zS9GCspQcONXtJYbCuHIJT8RRhW1Sk5VoTjLYC/0HGfcxo/BS6F+FDw2a8B+BFjTENEfwccEfqbRPROAN8H4F0AzgH4dSJ63BjTgltm/yCAj4CVxncA+KW7HfhuOY0nADxh+1rM7QFARAmAziv97s0yjIJrLF/sG1eLsfmpOdLng5JfUbo9dlWLZ29j9l4fGOYaD+MIBZPKRJ358olG99bKWS6dvRK645WEeAQS7lKNATdCsh7EpHULkY/HC14gvqIExNofXCudwgCAepxjteYZPjMrB8IezKHCmD3YBzU+rh/OcQkfSA/w5TYA4y04R9xX+vAU4435fbpoUK3lTuE2BcOB155liZftzQGlYDIreIoMKlVoe1KjkliqEuuVacJiO+FGTOBirOEf5g6Wmh+xsAjDJunSe3Gq5RCbg38mfN1dW5BnFN8vgQBvPt2iHCcufLg6xffw7G/5/WdB3+wQ6jw/l6J3u3WULE0PmPYSdPd43/3rJbJbM2T22KtLHEq5/o1e6KezoMNjG9OXzB+wIbzGC8rRJ3P3bDpHBgYBpf5cnokP/S1PBQCHzQzj/Rn02BsQ1YPbgPUC6lGKNvNeoYQQp+f9XN36BEE81nyi0XRVFMYNO2a2HYr6opQjDxUX7rDltvwlnPmIn7PS8ExYcSUc3D+Wp6jGNpc1azGetR5On6vIMwfZXjuvQyTpfikNY8yHiejBY5/9avD2I+A+QwC3yf5ZY0wJ4AUieg7AB4joMoCRMeZ3AYCIPgTge/GFKo1g/CqAbwUgZkfXfvb19/DbN/zIpwZrAY2EumHNSqssjO2AN3k3W1hJFaNA0oWOGrbAGC6ws4sp3y8jV3d5uuCmTMJISoTebhvQM1DEVqpzBWp9VbZYiEy7zaMTVDHn146gz3hrcP8xfsSDoBlORIOSAJPHvGBYrSt097XPq/Ri/Hqb+4pyauPitd7tmE/JKEI6bzF5SARfxkR5VmCtPbsEjEFyaNlk8xSmSF0+pVrL0XZ8vChdciX8IuDCUpWv3BURNbBcQTphhdG/4a3/7k7pED5772YCQkHdqJrzAqJYJcchz1sUxsy2AevsKowu+1BeUuqopqTNyAkygFvLSmJ48kDqFAbAHkn96JpD4e2/ne/Z6Hl/fycPI9jeoOkDJrPzdMRClFQAcgiK06TtbVj70TnwAnxxJsXeexiNBgDjP9wFOhnaEc9dLqQMcm0rjWTl6zcALkaMjxkjkMgAc1sf0jnUUYV7d7d9OcVIJbkNvufFvr/+0PqXe+y8rspEeUFJbIf1SDojV4DIH/hqdn2swPZ+jc8zp7FFRCFy9Sfu0P76buM/AvC/2tfnwUpExlX7WW1fH//8ruNelEZhjHF+qjFmRkT3N0P0JRiq4R4T40/ehh4WXlkAgFLAyMOZRGHISJfaWUGqMUBjgvdswYq1szxdMG+OnSuCVunesmGERKEaZejse8mcjLySkdCLFMx1phrLTRUVO/VvBq1ehyxkl7aHhTSuCftlqMZ7WemSlZzAP6sRk7sJdDQUAmFcmX8LDAPIJsAKI0wIN/3EMc/OT/Mxxs/ztSYHNkZmPQtTpNCZcvmXepBwQtmG/kxCqAeJg0+WY2UpIng3+cxgccrHxnVuabWtEh49v8Tue3uOj6kaA03XoGOhqzoFUuP7N0gzILkHnaMW2Qzo7gpCSSGftD6JGsgDef6icJuCBaPkMXo7XBQqlr9Yvbfe7x9s72aM2hte9q9nF3n/HQe77aAeAOVjfMDxRwrUvbACmxWGVHIDtrB0i2/W3nvsXmx1/+riGpIyDLkmEUGheAnTANBRDT0lv4Qmw8R+E+SLZucS9G96yn7VwnmkuUXyhkrlzO95z6LYWaLcLJwHnk80ir0acwvTrXvkQpAAw+DD0Bsg1DrWULOHcUWsmmnrRYllk2PVv69hmHtXGrvGmPd/Iccgov8SnHf+X+SjO53KXT6/67gXpTEnoq82xnzCntD7ACxf5Tdv+JEsGow/eRtYLKEWxy5nNMDiYQ+vSFcBj47x8fBofwG3jU4pRskAAbRRI1k1MEkQb9UG1VrHvkbUO0P20wmSfpK0BCzK5cUD9375CMdmyjEvqKRkL+U4XYMsKmHsVYHsD2sN6q73otoOo516O/E+wiEd2/ieAMVtnx8avMDSnZbHFqH0ZujlaLupq5VJl9o2bbLIroXmcIq99YNrNdqO8rTyKXuOEjIxCYdzVpYvbOf7CpisRWeH9990DdJl0OSJLDrMXtbgZhMl5rWFiIae5nLTJ/YX24lvGZozb1csKFMnoPo3WyS1ce/Fu7wTqWA4pPo8KWO0VD3g59b5WOG+D/dRjhR6uzETAcC5EgB48P8sYYjQ2fHwKp0HiXtLxaJsJ8K8ArKjEtNLrGGrIbD2XEDFk8ZeCMBGh1D292/GQlwn8fZkgPFlP3eyQ//aJIT8sPTMu4lCPUqR29Bga42QTsAc3XY9/Uyy0lHIVzyb3o5fV8Utn/SbPB506XqN4/UmLCSivwBOkP/xIKF9FXduk33Vvj7++V3HvSiN/wzAzxOR7OwsgP/gHn73xh5aA8uVf534SbS6tOZem5TQBG0q24LDRSHkNS09C61qjxHBucYwQbx2oxMhMpKg1qAap0gq78mACEmloxBRyC7av7pCfWaE7IaX9Mut1Pck6HHrSkEISQ8IEW6dQ6Hm4O3FylOBqy8jm3MPadfSs7Gw2GAdhEn6dNGi6acOcQYA1GhQ6T0j0+s4NFTbT0E65s2qhl4Qc89scuGGtlDQiY/zNwU3ERILsRxzvkKEa/emYgJEabYzI3R3TUTSR9pTadQDzqGIxVv3CNUouEe1QdMjFzJsi+B5t8D0AjkFlx/FSkDoUEKesrZD6N+0Xs1hG3FPSZOtUFFU4+D1VovOUeL6twNcRyMeaWei0QmYm6shu4wX/7UXxsWVQ/e62eiDao16nY0ZCZ+GjZiq9QIbT/M+y3VmWz7OeSZrQa5zcF3YJ8ndB7d9MI/CczVEqNYLVyyYzj2QBGC4cDVUbk0Kn9pxpSXDdcMUJuiVsf3cbT3RDl+jKIswN/VahjFAq+9gCdynQUTfAeBvAvhjxpiQm/cXAfw0Ef09cCL8MQAfNca0RDQlog8C+D0Afx7cO+mu4164p36fiN4O4G3gJfAZY8z989e+lEMUsVJoLjKgvRlkEaS1vQM7p1ExYibs40yarUfH3inwzG4SbBP8tqvQdJVz02WChm79ai3FwFJUi8IQ1lqjCPm1Q5SXNuzxNIfD7G+rAaEewiWLjQKYZDA4hyKAoaaIehOkS18oKIiWEIIcWmyrdYXe7ZfDk6WXtMkSUBUUOvb4xiVT9vTKrTWYhDA7F9yrBs5Crvts5S9OZ/4eEALyR+KalYAEMFkBG59hSdvmCtNLOVbWiezuGfR32oBVV4S/KAmFckzO+l+e4nCXMAJ0DonDdeSP59iMV4gc/XoADK75By8CMExmp8dCKPm0jZB1IfQ5n/Jvj97B92b42QRa+Z7fQhMvo+0QFmfyiJU2W2p0LvtEQXPKY1IlDycKOJ1z4lg8YqPYmy6D8yODVzSe3JwK8iJp0GKVtHGJ6nSpox436aqFIUI69TdL1RqThzlKLmsi8qRCIkVCRKYoyiL0lE1C6N3gebI40wHQcb1Z0sBAfG3j/tVpENHPAPgmcO7jKoAfBaOlOgB+zbbN/ogx5oeMMU8S0c8BeAoctvphATYB+MvwkNtfwqskwYF769zXA/DXATxgjPmPiegxInqbMeZffn6XeTJOxsk4GW/t8XnkNF5lP+b77/Dx/3iX7X8MwI/d4fOPAXj353Pse+3c93EAUqZzFVwN/mWjNJpL2+717Ly1Yq1R455xYGyEoalsqUFB6KkNPAoA0GJ5OeoLuJacgEXsVNpZYKoFYIzzNKq+gs6BySV+VP2bLXsK+97qWrx927n/TVe5UAbAmPZ6GHtGqvFJSTJxzYZg6ZMAJy8V2q6qPAibhCHatedLVMM0aquZzEoYGxtX8xK63wH6Nn/TaNCqwuKhNbf9ak258JGc88Ima7nC3Lhz48p37eLzwvAr8fz1ZxvUXYV6yMefn05RHGgXXkoqrtGQ5zG7QCg3fQ/0/ksE3fHnkc4tYst6HnWf4aAyR+pBQI2uYm+uu2vDO3OffNWZ9zC5sx8565zBCQkWpwPLfOXDU6517gu+LmJ0JeQSN1BNEPqy8yMLaoB6n7ntv18fgGqN+aWeuzcmCP3VwwRNV6Gz7ynRDRABQkIIrfT/Di3+ekARqmntuYDrqpe43FE9UMgPW6RB2DZZNtAWICGea/8GT5TBVYN6lMXhv4AqR9uwk2cmONZ0yaL59r6Cr73NGOQhgAnxTF7ruM91Gl+ycS9K4xFjzH9ARN8PAMaYJRG9+a/cDr21hmYQYOGtQIoSkuTDVKrxfD0AkC5btB3lJiZpW3h0rBeAQDE9cZ0cjzfcfxsv/vVnG6jWV44vNxkh5Jri2PMoNzkmnVRx/45qQFZgSa0EMLhmIphtGE4DuGZA4J+iEMNrDAkd245yITcJTRX7FtJ4c4r8JpwCNFkCWjWglRUOAjKy1e3Lcz0APUeVnlQmEjKSYBbEVkgfz9tbuvE0VpISTqu7Cmnp80ODqzVm5zMXblhsK5TrvialHlmFYWGr9Yifk0ODEQvrKEFtfFy+u+NDj0nJCkyQV2GFP8BCLQxH6ZScoHb3Oo8VBuBzRt09g+l5nwMBEHWhdM2bQu6qIBzTu7504UEATDaYUkBTwhQuco6C+qps24A2I0uRA/c+LMgTA0MH4ct06aGwqgUmD+VO4fZvti63lM01Q89Ty++2W0bILUHXRYSIU79gdZ6gLZQ7ZwnrdW34arWRRAW0bYdQDellnf7knod5vdc0jI+Iv5nHvSiNioi6sLY2ET0CoLz7T94kgwhqVQHooXiWra7i03xpR9/woNssLTVSe8XFjSXKrQLp0sbZbf5DPImwwhnwlBqiLESouITxihsRybj6rQrdG8pZrL1bIij9aYeeTt1VqAc+odr05Lh++xBu27/ZRgpBPKuQkkEHgsakhLLnz0/n5OLiAs/Mb3q20zBmDSKG07a26tgmvBfnPWJb6CYAFpLdoL2pS9bbQkSpu5DKYDIxAzALPW/Nt7lCNm3QFIm7VpMCBw+KxQmmULH3Ol0QyqAQUjwXY0+pHvJn2sraZPXKrUBXW+x5iLIeXmXlLwq7ODSo+8pXjheEpkfo3bIEmJsJdyq0SHB3DwJFMgiaaQlySIT1+DrniWYP+RqcUFBW4xzdWYn5Qz6P0RbeINA5cX2QeCi2tijkUTPkFap4SK7avlAo1xQyobdJuFth6rxEBlBI8WE1Spx3v/Y5Hc330tLEZFPvmSTLxhkfACflw+sAGG0HMHIsnN+DKxUWZ7JorqragNpQSQeedpDDe63jrdLu9UcB/DKAi0T0vwD4BgB/8fU8qS/KSBTQ70JfuY78ynW0FUvZZHsTZnOM0WcYh0kHU5jZHPqxS/z9dInedIn6lIfhqVIHFdctJ/VsSOQ48oK9EOPqIlbrCrPHGlBlkRu2f7W4zG2H6cOboOBvse1fixXkKT2sRRt4FoNrwWKzCkdgrMMXeaVGjZ4SciGoCAlmBYgULuqU0L1yFC0+XeQgbUNxdlEbazHSqsHigYELtQFxcaBDvdjdyWINC9JC65IaAyRx//P5GYXhFX6dzVqmHBEE01xj/x3K1y4YFvzCySSNi5KFJH/lc3+O6TzwNDR7QSI4mx6weidfkLraRbEbtHklIJ+1IO09zqZLUU/xted8mLIz1VEDI4C92Cwgzwxh0t3Lh3Yj6ykUOZAQBi+xVivXO2gL5WsTUsLigZGv8O6roLlWQA0emMbpQjuBQQaOxgPwglrCbasNNp6kPbLMo/BZNl1fsFcPgOEVr+zzgKZdINhCH8MXnLrEeKgw3L0ybFABbEAttxI31ycP8gNfnPXn0t3xv00q45qdhdf2WocBva7oqS/WuBf01K8R0ScAfBC8/P6aMWb3VX72xh9lBX35KpAomKqGKiwqZDoDFkvQgC00M2PJoZ65zL87dxr1qSHqgRWEx6pGZdEIbG9xpsP8/8cx69YT2H9fg/FTASPn1RbVKG4PG0Jsmy5FPaqzCe+32DfRNjJceMQqi84uC7XiKUZQl4+fRVsoF4bQGaFNfGw9VBpcV0DOqwKA8twInVt8jwTXL9TkSKyCuhAUSgYKo+kDoysBrYQ975BfKRQyOiEkra/D0DlXGU8sx5Bq2HtYnLIKOGWkl3hTADD+nMFq3Xtlqg4guEvuYS4V4joDsinQv8bvqbGd8+wpibJZXLC1CxfmyD7tjYnhFe0s9XTJPbZDjzNUGN3bJoJlz2zPEsmFkIEV8Nait1Z0SGQJItSb3rOoh6mbn6o1UHNPSRMWrwHsoeTTFo3txiew4zaAmx83kk3A/wTECn1wrQY1BtMHLG+YhHetYirXyOWWAGD8vFcSbi4mAonVjspFrlmn6uXKwp5fEoQkAc6lAF5ZALHCyKaswEJGg/6NOvJi79f4sg5PEdHbjTGfIaKvth8JodElIroIYN8Y8+Lrfoav1yACZVbwv/1h4LKVDEkCU1UwNtFMScLbnjvtfprtTAGwcGi6CSey7dCpQrpoLGzPHspwHwiABVHYqzi/nWK5DWz/QQA/bGOahJBWZLnNQk54niSUtDgTCNfUV+aqxtgEpgf4q5v7WL7rnL8XxnsRpGGbSvlwmyiOxlpclVWYvZ3aKQwASPZZCuixDz+tzvRx+EgIYfaHLfa4IE5CGsoSzYWxfkMhFJbQFokL6WRzjf3HEy/EM2BxzuDUx3l/Rw8qRN2swIrBtd7dZcEvinW1zrmokD5c7o+MfOIV/uIsHzOd8jHK6310pR/6TUu6Z8+tGlFUvQ4A238QQEhbg6ab4OhhG8eXnJQ9FmmDbNq63FhbKGQzT+ndnh+h7SbID/kHkvyHsCfXGtUojSqjQ6Uh4S2X1A+ee7itq3QvNagxyGwuIZsC9TBzvxFl0g1gsIttH/fsHBlkC+OVXxA6i9gW5LOw/3gan5vcDwkZt7niFswSPp0SZufSiG9tGBgrK9sbJ4KS95P7RlQYjvuFnvpSjrt5Gn8dzH74X7/C95tE9IQx5j+8/6f1+g/dL1B+8O3o3JxyGOUC01/rF5mKhYJiPyo6MLfYuaLTW3FoqjYwRG5RqarlpGawCEIvI1sYZAvPNQVl0VphYi607itOAAsFhwi0sIjLpEBpjShJ+i1O8TE3PtsiO6qQHvo40Ox9FwIKBW/NAYw0UaV2fSAAREI/bKSUTSrobobkkEMgemhx81teaRw9HLCsAlAlMH7Rx+3TZcxomq60E1xipa82LV5+YaBaYH5K7meCtucZXlfbvJ/d93hFkU0Q0Z1nc5+HIGPzGvbwnSOD5Rb5upS5rVuxiLK0NFhueHK73g32+qp162nsK3esNiPMTyVRsaNRwNYfeuUd1u5MBLUnldzEIUoh0mx6CsPGk+gxJ1bilAhpNiBWm4L+4yLJsHA0rIsQlJ94Pkv7u/4Nb/GHXobOCDCIGItDQV8PLamkXQfNKEUShG0BYHjVu8+rzVj06Mx740mpUY39vTEU82QhIfY6rTfU9BOnMAAE9CL+s1BhzC4k2HjKExZ29hsszmSOi4oNFb827hc1ujFf5krDGPOD9u83v9I2RPSrr/Tdm2WUZ4YoXjyAvsrhGqcsgji9qQO+nkGBJkgMuyI+idnmSURal00apIGrLEVLgkha+2zJ5Gl2gSZLjbBn0/x0Cp3FvRCKPU+aaFKGfobhrGQFbHw2qMJuDY7etQ6Arfi6rxzTbFIyGkwHAmK1mTolRcE1AnFSUJSFsNJS26Idegl98HiO4sBLjWKvQdNTzrocLjRgjLOK0xXDl+Vw9SBFOVZRsaFOPdqp6fPibmxEpnddkGX+fLnCm18PrxosNz2MVOi5RTnNzzA5oyjmYk+jHpBDW+mU0LutMXnA83QBQO+q8EkZFwqRAsBQaG4/UXmvqaMsbUmghJcGzl4gpvaW597dMUx4aPtPUGMixc7kjSZC+tAxSz18xjJEKQFMsx8KTiAOD+aTxqGYVKm5GM8W5LU5C/bwnJJVGDqzf6z1LvchNKgkPNkcg62nKxPRgKQr7RSGHMcQRXm56UUF1bz8evmgwP47cgdfTksTKRWTEGDMfVMW4XhLQG6JKANXDf5R+9FvAvgnxpjaGPNtr+O5va7DpIRyLcX4CUZNURrfCtP6Sak21tzr1VY32o47vRnX7hVA1Pc4v3wb5aOnnLIQC0uESbHL0l4FLUwBjyoSWmhJcKvG1iJYYVP2BSLJ2wkdtOwvndeYXfLnvNhObdLRNtspDQuCQLiJwgBidJBcV+/yEd+jLAGVDYz0F8+TqNuZCPtizyowYyJrV+6DJD11Qlhtpu7ezCyTr4REOhPjPCgA6FhkUWjNkwbSoDfK8GpwYcZwYvoYYlwE7cYzGvMzvitiPWCLVmpaDFl2YXl2DtkkcCufj+nuGaQrYGZj5+vPNlFCNZsy+kfgo2vPrbDayr2l3uWYvyi2fKqjNr1NT0U1Dx3XwztA/ezMUW903X1JAqJN02HlGdKRNwW5a5ft5N4kyzaCvc4uiGcUeBuDJPKYwyEQYMdoULOikfBaUuFlAX+ZB4vtBN09HSXHQzJFaU08O+/Pr9g3DjXoW9fa59rnjpP9oMdNPfDPXVBaEQvufRpavwWUBrhJRwbgv7Pv/0P72f/99TqpL8YgzZ26Vg+yBd7ZCXL7bQuyyVzqcBB+9TjnNCShF8bd676Py7uGQp+2TZAubkKVLVbrXrJFbTEFhSLEctZyEyGw6CpkQfOa3k6D5XbqCvhUzf8GnwvoO4KeDvUwQ7oyrkBOkrwhNcJx42f9ucZZ38utxJ3L4CU2zWgp/VIV9Cho8LTZweB645K4pBnHL/kSdYyOwSSEqp84CLBQUkjOJ5/FzKhCrtd2ZHFLSNBvEyZXqQWm5z3rbv8mKwyPx2cIqITHVuvMXyTCOCnZwxPfJykNBte0Q74BrDBieo8gYVsZdK1iEc9OFGibK2Sr1oWA6kGCNvdCO5+xFxbWXsSeBYMVZHtnwVul073O7lK2bylatntsqQe038mqdZQ58rwFiUbNsZBpN8Fi2+cShGk4NDbCHAlTzieORbfYb1ENY+hr58g4Yk2uxfF5k+PosTZnTjUAGL4Y0n3wCCnoO4cmeq4A84Z5tuL4mTkqHGPc+9Bju0/N9mBAX97hqWB8jTHmvcH73yCiJ16vE/qiDeNDRJ3rE+CCTXRfY+ydKIv2kXMv+6lq45hsm5OzqiWhOP1q/l1xu8TiTIH5udDKNC6+KyEEWbxNl2PmMuFHL7ZIlq2zjsWjGb3oe0QYhSjBGYbHxKUXzHq2iHuY8wX5l22h7IK3eYSVQS+gXk9vHUWJ7nrUccJMQi2jlyyIoOXQEwnrrOIQiSTZBUp5+GhYXBn3ZF8EfUNEWXg6cKAaG+QVv8+nHKpzifIFC5v+LfEEGL7crvlrC4f0Mxcoq0njeHZSWY6inSCu3xgnGJsiIH6csQckCiuf6gh9lKxaV38AsJdFLSeY3fk05lghoXGJ7vzA7sda3PUwR1K2PrxkW+M2g9wdrx5nbr4llY441vKZZqEehB9Dr2V6SXqI+0rvMLQ2P5NGhYR0bIqtNhJ0Dv21idHiObgIVRAqqwbKezmlcdXfgC9sDRWFUeT6oLySXGZgBLcLIO1zNskduKVCBXg/x5cBeOqelEZLRI8YYz4HAET0MLjP7Jt7kC8MU9sDZJ98nj/OMyDPUL2TmYSTRY163HETjDTTOxxn75SmSLMLCqMXWxdmWJwpooKszNF0WKRHkaAeJBFCioJ+HPmkiRa34PSPs4NKHUdSG1dhDXCcHMDL+ii4YxkA2rjQyfQir/y+bdrU3a2QXz1027frA1eHUY8tDbfErokt3lDYAIDJfPyaPR7rUYzlnvhtw3CJ1KMI4mrwooVOPqbtcQmj52PUGBCjn0YveoWrbN8TYfwVyzK0aHV2jKl35SlVhGK9sAI7XWpML3hJmU99MVznSMMkQZU2WSUg4adhhmoQQ6vzSRNV3+uQtG/RIJsB6VXrEXc60INA6aQdmCRFugioOQa56xJ5HCotnm+Y2E4X2jW46t+oo3DU0BoCh4/55Nrk0SAfcwT0b8BJRU4ke6XZOYxhs+U4AbXHYL+vENpKVwblehYhplZribt32YJh1DLv2g53dxRGAZ3CwayBgFJlcex4wTx5XcaXeyI8GH8DwL8houfBttIDAP7S63pWJ+NknIyT8eU4vgxcjbsqDdsP/L1g/vWQGv3Lg0YEFhFChOqrHnGfkTForYXWdhKk8xptR1ziGCOeVAaLLeUQPQBw9ECCzMJA86mBqgz61yWRba2hIkaIuA5mQmBohyBCQhdaNQb5UR1s403japhw/2dpV5sQOoeta2XJx/CtLQ0BSMjF3AHvZQBAfmPiugGaJEHbu8OUCYynNleAQ8b42g55n890lLBUjU/2u/oH62FIw6G28JAi8TIAYPASt54VypU2531I3mbtWe9lAJ74sAjgm22h8ErMDi4MFeyjMzEuDLNaT0Am7m5Y2OSqavl6JbxFjYlDmsIhtRt0pPvsLRgLWwYRmrFP6BgFZLemaE+t++u52PMNssSbtSeXELeQDYdQjwNBCCeoyNcRv5PdTwBlVa3Bxmd46S+3M0weJWRHvKOBrcKXedx2CDr13h+NCMWBiQrmmKbfby+j7sXcbZ0jS1YZfNa7VTvUXVJq9G9qN4dDLwNgUEG68olwqXaPcosh0CsgkeTf37+E+Je9p2GbdHy3MebvA/jUF+mcvihDWl2q2sTQQAAwQPESI4SazR6afubjt4bDRyI4FluWFsKu9WQBpzCAIGFu4vchBj7sBNf0CE0vcTkSiQ2nAcQwnOA6VcimLZqAGA4mbBLFIRMXQz5WfGUyQrmWuLBXNgMGnztyfS90z4cjTM4KUxSqxM/DRRUlTzMOGbjF7HiMglNVcELb1SUE66oeGrSnODRydApQu7kLSQnkVZQL3yf/Wvib3LHsbI96K3Q8HUdTENJlXIAIItSu/wIjwqQpE1dZ+/CVCsItbfLy7o6kPUNvz/arloru7MXb0Ftjf+7n+kiXLVQptQgZaHsIann7w7cxzljCmP2dBtT4MGNbqOja25ygKhMxLOczX7EudDXdfblZLFTLjYB3LPVMAeVYYe0z8b2KiuEI6O77zoU6IyxOJa7CHYjhvuEa4OZewPh5n8eoh6kj9xRW6agNcF8FAAYTJdwFepuHAJGez5kIsMGQv5cR19t9Iiw0eOugp36HiP4RuEm5ixZL+9c361CVQf9G4yeeK+QxyHa8VMt251ie2nCC0bGVSoOWJbD0xeKoR8DgRrAwJFdh50o9UI5qnM9DR3hy36rU7zO2gnhf4qnolGBScsIjWWkktYmI5aIKa0v9EOY1ujuBtXvDXrurTfFKQ+pT4oY2geWYEKanA1ZTq/jmZ+KFIu1kXZLXrsn5GYaZzgPsgc4DD2uXz2XyiBXSJSGpfHEfYL0LO6SBUREkYIViBGBG4JDKg1pOdgvvV9O1BWdGzpv30w/agjYdFSWvDx7zS6rYCzxSe4u7O4z80SkhnVXQBbscy3ecRVK2WFr4qOTc8iMRhC1WW7kzNkTI9m/5+atajcTG9bWtA/GJb96t5CbaboI2I5d7y+YaOqFI0R1vYRwet80AqEBJE6PkXMGc9b6ieRYoDOFGE1isqkIAQwwOISPep62Hua2RLtpoHlLrkWuSOxEFl09b7iJpKVLqHitUuabOocZq3fee1wkxFYk1iu5bjsPglbP0b6JxL0rj6+3fvxV8ZgB8y/0/nS/eIMO05iC2MPI9b6KG7UgnX8kaQayius8ol9CiLm6/HC8/eMlLssXZIipiCpOdgiAKlUSx27hCLLGIJFzA1mrMrUONgQqUHmmPTunsrlBudFzICGBoqxM612vk+z7a6DyMACHVjNhcVLWGzlREnhhaiIJGEuuz7RCarn+fLIFmwP8AboGaLrzHAAAH720wPMOKa/biCNk5/1zUpGOP6bdf+6x/DpXrTmhhz0HyHwBm51NUAw/pFerrEOlD2n9e9yiiExflEHl9wTxYBIy9xb6xwAB+bwhY+8zUtSlVtcHqlL/H1VoCapKAzsUgP2zdtSy3coC43wjvkJXhnag+AF+n42jqU0SJ8OJ2iWqUOc9EFEbngO9ZPUzZC/EOK5/nIHjegVcn81eu1xFmvkKBnCiLJAh0y9rRKUX9XNqcFU4YTpK2y/y9OtZm1nqGASgggrzLrQlrWia+L4tAwFX1Cif/GsaXNfeUjLtVhL+Zh6E4hlueZne/+ByjU1aPbEXbh8IjqhS1a2P9syxp0kP+O3vEU42wxca/L3aWqMcdpyzCXALAsdqwcjcpNdrcW7OpndCF5ZJanepGRUjVQKHtENafZqewWrP9yNuwiMtrqGxSw6QK6aGXALrI0fa9hxHFugvlvCFHxmcX+OSSpSB/yCKvbqgofFFuskUpzYnSJd+/5WlrlfZbpzAAwIwaVLMcxWV/LvkhsHn15QgrgEOEkwcT9G7F1rWM4kCDGk/1IQR1pS040zmiCnYYVoqhZ6FK7axzuQ+iLMh4Vtt0adB0CeNnA6W3NwUNOYGzeIA1peR8qGELOTvyIRiTkPMsRJlkwTxMSu24x8gABHKoPKMIqvLWcrIyyA5Kl5OaXeKbIEoonxkML3tDR7UG04t53Jq4QxErcRhGXG3w3+GVQIkPSIByLrcxO+eVXpy30E55Jy1ToEgflZB/yx06EPjZ3IepAA79kjYexl7Ylr32fMWDEoVb9xTyo8DAsIr29SAs/LJPhAMAEW2C6dH/CPiS/x2Av2WM2Xudz+11H7L4TUqun3V1gRONVdCdziQU0WdIIx2AhTwA5Nc55qJ7HZgijXpWFFcm0ENrJfdzUOPzKKI0RPBWY6YNEaimVMx64WJQ7CxRbVjrvzGgtnVJVgkvTB7xbKdFkGzVucLGpybuvVqwZNUdb4npQGHU49xRTMtw/cwzTlguN/39mD2kHa0GwJZkaXO36pgQb7rA/HwQfhrWmF71ynb90zFYAEBUlLXcUFxbYT0VMkDvlomeVd33iW5RDoMg0b/ciJPy86BT3viyWJyBgJo1LqcjiWWxUJPKRMbF+h8eQR14/O/qUd8h0hkLgeBN5v68xLOUehmJ18v1qzoOf8HYXtoiOAuFup+4Loo6V2jGORan+dnqBCjHcfJ5FdSNzE9L3soforvrua/aDh9zuRl7HvK+LdiTlPPVKbMR1zZtU+z6LoRy/jKcJyBpxDQGglBropygQMDLgK+qXFMobG8WnUmflRhMIiObtq7nubsfgTEXQuZf27h/xX1E9JMA/iSAHWPMu+1nG+A0woMALgP4940xB/a7HwHwA+Byib9qjPkV+/n74HuE/yswi/ldVdu9hKd+FsCHAfxp+/7P2hP71nu9wHsdRHQZwBR8YY0x5v3HvicA/wDAdwFYAPiLxphPEFFhz7EDvqb/zRjzo3c9lubwlM4U0BiHNKm7CkkdIzV4O4m9GhS7jausBYDi8gGMjU2T1miKIExxhQW0axijmH9KCuLSlYniyFIjIItitaZQHOpICXHHO7s78UAkNBQ0zZExP+cVwsAWFaqpX7Em94tN93NUY79903n5JJdcwXIb6O768JNqgLWnFSor9yVkEYYg8qOYQDBZBYLrgCVU9yb/cLXF24ulqVNOWkteQqdsjSZBrUMWCN7jXtzopRr1IIloUsJzq2zYbLUtfxN09oGtP7TJ6mntCsv43DVmF7KIt0hI8jo780hhzN57BoAP58lfiaM7YIINOwrdRtgXJQzjdW8bVKPEdxUEC7fpRZ57quY5UdnQ4nKDkM+8x3ycV0lnwOxc4pomSR5IlGrHIo9EsKqGzy0PQA3VAK5QdHnaYHnaU/fnh3AKA+A5kwSFnFHjMvEAAor/5WZIEaJdshzg57zaUA4dJT08ZM12dxomNQzCipHFb9dyHa1DD8g4Xqj4BQ8DmPuXCP8pAP8IwIeCz/4LAP/aGPO3iei/sO//JhG9E8D3AXgXgHMAfp2IHjfGtGB2jx8E8BGw0vgOAL90twPfi9LYMMb8f4L3/18i+t57uaovcHzzXfp1fCcY/vsYgK8FX/DXgjsJfosxZma5sv4dEf2SMeYjr3QQoziZvDiVIp/qWHBrj6hRlea+1K5yVaPpp+h98qrbvnngFBIrhOuNHkABbFYBppOhPtZZTFxvEEUCvmOrtQ8f9VbfYlsBNgwzutLEhYBFbIkCTDVyfIiy6Fyb+IsEYIqM+3bLtUvC03oXkeAlRusst4OPWuOK6bioyoeFpMOfOgbQTmzERogFRYD1rrOyCIv9QuuwKbhaO/Q2Nj/TOOGhE2YbbkUI9Bl6GTKkVgNy+5RrFYiuKLnOvtsco8vaeZ1778qw/mwT5TGo9cWM2Vy7OHo76GD6iJfyTU9yFfaetIgAEeK91dbDSJcGyy3lLOz5OfbqRpfF/OZqcYcospBeCa8tThFWm75KWrUsjEWgyrnIsxJlO3yB40+6SFCuZxjcsIzEFnUV97Xwila1rLwlTNXZl7yCbAz0bnLFPsDGABDP2xAmG/aQkfsrnoNRxOuHZFuCqrwiHr3UcGI7WAeGfP5Q1lvYg7ztJEAnVjbhfbpv437l1I35MBE9eOzj7wHwTfb1/wTmCfyb9vOftaUSLxDRcwA+YI30kTHmdwGAiD4E4HtxH5TGvyGi7wPwc/b9vwfg/3yljYnoF+9hn/vGmL94D9sdH98D4EPWffoIEa0R0VljzA0AYvNk9t9dHw9bZWxRL3oxFDDinbGCKITl9v7ginvdPHia3Xrr2uuUlUBx9chtU210HRFhNUzjRvWGIam9m95cbgZJRKURxZUtlFIWSLoygLmzopDf9m80UFUgoKogXNXtoA08o6aXskUUNo0KT1f5sELnyMTJyRwOkixDQlMAsDqtkR3F1dcAUJ3i80lfyDAIYuLFQYvFqQSlEM8lQN0DRi8JJYqOaDY8Tt9/phOKEtTCXwX4yvHhi1Ywn6Xo3AUFN71kUTs7zJUk1fXHezSw0szsvfA1AwDfE64XsACFw/ZlvdebrormRt3zymb8vLFMshaokFEUspGaB+fB3I5BCbw/n9iW8xBjoulxKEuqwHWmUI6VO39JTItibTvkFAbgDQGn1BA3A5OcghhLy2243BPAykugzLx9oJwsMkoADNnCRHOybxVbqNCGl70nvTzVcezDQMxPxteSoFwLoMiTFtU4iar179+4Z09ji4g+Frz/CWPMT7zKb05bWQhjzA0iEjD6ebAnIeOq/ay2r49/ftdxL0rjPwH31vif7fsEwJyI/jqfmxkd2/4duDuZIQH4x6/wnQHwq0RkwEy6x2/SeQBXgvdykTdsIeLHATwK4B8bY37vZQcm+kGwK4ZsuO5QOEnt0VG9W00Uw+QksnEWOi1LoOgAKzafq1EG0sYJCbFiVhe8Lx52V/Md2HiMnmNdR3XQrOaMv6WqjmktJPwUFqjlh5XrZ+B/aAWtMUgXDfIbPo9h+oXrsieJUYHwmozQdFREytf4aFiEGFyeOoaAsWt2dilAvmzXoIkNmVSEtmvQdm1IbZqg3qxRXBNByxavKO2jh2zOwAo+arzCACyVhKUGAYCVxNcDRRbGrqcXCenCK4umxwpDhO/oMitBud+SAxnZ3EbTUxEdi/CHiVcmRI2AzwWECCNH8heMKDbfGqesV+tMsNfxtgfyiXYerGoorptYZ3Zgx5uVsLcinkQ5Vujf9Mc3ijD83MRBfrNpjWqj45h0p5ekdzy/b4q47qQpgF7QW0WnrBBDRaYTcoJcp4S65wsxTXKMYTfwnmGsF2g/UkuDpuOvtc15HQmXlTPogpCxMN/yvRSobkinHtwLO3/C/hthW92wj/1rHvfuaeweD8+/hnEnTWXu8vldx72gp4avts2x8V8aY/7t3TYgov/3K3z1DcaY61ZD/hoRfcYY8+Hwp3c6RXueLYCvJKI1AL9ARO82xnw62pCV0E8AQPfsRSPCcPSMnyxNVyGbe6ijkT7YMqc7GRaPbrjtdcITuLjtYzBtN40qsNvUWzFiDYtyWZ7pIj9qkFqlYfLUU4mDLUCdxfj53u3WCe/8sEK15hdIuZawQgnRJXtzn7ew/ULkvav3CIRXW5BD6Sw3KeqRvbzoza/xp61gmfhjzc4H171dI7vuzy2bAosLLZINvldmA6A9bwpvfcoqXJszUQ3H8YsgWEnHwiOAD61kcwAExweVT01MH37ICkF6UQPMGSYWr3hNElbr32q4h8YNb7VS0JK12ujYfXhWX9+KlqIWvMVBG9XHtDmhzROfK6sNqoADa3jVJ3HdsTVc7/l82jAU2z4/yT0Uh/6YqyDJ37/RQGfK0X4DAK0aJNagqbb6SBYtDt7O15RPDHcTDDwlCpzZ3o4oE6+ojfLeRd0nUBN4nakn2QSA3s0S1Xruktc69d6P3IsQuh3mnhx1/jlZVwnGL8aedlqayMDp3W5R7PqdqFWL8jQj2bJJbZt1CQtEnAsLDbTXPF5f9NQtibwQ0VkA0vn8KoCLwXYXAFy3n1+4w+d3HfcdU2aM+bnwPRH1X22b4PPr9u8OgF8A8IFjm7zSxYf7OATH8r7j8zvzk3EyTsbJeB2HAbvq9/LvCxu/COAv2Nd/AcD/EXz+fUTUIaKHwDnhj9pQ1pSIPmhBRn8++M0rjvvod8WDiL4ewP8AYADuK/5eAP+JMeb/8Qrb9wEoY8zUvv42xAWFAF/8XyGinwUnwI+sVt0GUBtjDomoC0Z2/Z1XO0eTAr2bTAshSbPu1QlW54bofuam3zDPnWU+e9sGJ2Nd0rSCSRSqdbaoVakjL0Msf+k0VkiFbuAeU6tdXUSy5POQ6lUQW2AumZsQ0pm3qsoNxtKHMdmmUM46To4WHrkFoLVJ73pwrOlUME9DyOreVwTQ44srYJFi+LS09vQ1FwB7GZ0joGOrmM21HMtTx1hsbyUoG+GyMtj6hIKYX+KFhfHn7o43zSR/IIWVS9tzWrrZyXUMrll6+ksJklVcOKlTYP8dFhF0wLH1pQUZDK7wMULur97N0oUTyeaFmqF91rXB7KL3pFRtkFpjNi2Zc0xYZAUdFXoO4WvVCqJPwjn28yC/FqJ/Vhv8DKYBj1e28MV3TZc9sfHz7BkaW+Us0HJqNZAqd23L0xmWG8qhpLhlo7f+m27cwljOL3G0935NAEDvVot6oNz1ZAuD0ZN7QGN7pzy4gWTVIpGcCXydhU45/CUsyL1b8f1yfFZBri+EfadLwywI9vYObjbR/Fay9lqZd2mUD3Hz0IasQ0r31zrMfdoVEf0MOOm9RURXwWURfxvAzxHRDwB4CcCfAQBjzJNE9HMAngLQAPhhG5kBuMHeT4Eht7+EV0mCA3dRGkT0kDHmhS/wmgDg7wP4drCghzHmCSL6o3fZ/jQ4rCTn9dPGmF8moh+yv/9xMCTsuwA8B4bc/iX727MA/ieb11AAfs4Y8y/vdnLJClj/TIvOUYM2V+g9yzEQ081R/O4z3ou8cBazt637HtopE7F1gmKgZpD62HlCWGwnDgYqoSapOF+dHdiEpy26KjWSFSGbsLRZbVuX2RYs1YMk6pVBjUE9St0iWNj+Gt2gR0b3VlDh3RqAKKrDMGkSJbDDIiYRUp0D2UeflQWAwUcss6AkUxfAahOQ1Sm5AodmShmJJO/bAig3/bWwwkCUcFxtUFSU1wlCX1LlPrnkw0HlmleY9RDY/kSL6aWAen3s60NUHcN9VxscPukHvions331/eD3gi8taWUzZpaA2fk8okjpHBFgz1HuY4h0U42J27sG8GBJ1odKAORDaeVYoRznvo2s5lxSNwiBtRk5wMXG03xTJeyoE0Jnv3L5H1IKCsDqDAcCOvsNdJJFIJAwr+Xmt/2jc84xaKm+XnKr2SxoGhVChHs3S9Snhg7OLXPO8T4lMSqu3PChrdpOu3BehHNGnmlYI1MPlLu/hrjuSQAf1BpU4xyLoIXA8YZNALD7jcFB/nfcn3Gf6jSMMd//Cl/98VfY/scA/NgdPv8YgHd/Pse+m6fxvwF4HxH9a2PMHU/k1YYx5grFrTVfMThojHkezKh7/PMfD14bAD98h20+BeCrPp9zo9Ygn7ToPLcDGAO9yzhLyjLQeOTq/RcPjJGstEvUCffT4pQI4QzFXuM8h6aXon+zccV2xc4SVLeYWfhlsuJKX7EaRRkdvp1TR9mCazJkbqXzlhstiRWWx5DYfKajhd69uUIy8WW7oizakc8dhAy7TVfF5Ik9YPjCAqttXonnfqsFiPdx9BAAE9KE8P0Qi0/izuHij9BNA4OtT5CnnLCzISwyCwVDz/IqhcnsyaU0EkadA2B2SS4WuP2VCbRt1pQuKCooVLXUF/D7/g37N0CeCUIHANb/7YucAxJamQ5QPuaJxo4e5msZWPxJujDO2lZ3kA1scMRJ17132OcjoAxJn5DlNbOEmElle0YElurwaoPudX7We+/lixLSPYZ1+2vp3Vzh6JGuywOxYOyhux8yBZDLUQgYQBLhOosFdVIxUsvBjRca6bx1BY91nyK4dC11UAGE+3hiXeZFbZ+PzCcy/C987sWev2dtDiy2Cb3b/tx0SlFXwOFLGuncX0A+qZFP+L1Ux0sSPymNK27kE8B9G6Gx9mYdd1Maioh+FMDjFikVDWPM33uVfV+xISpDRDmAvwrg6S/8VO/vUKsaxVPXAABmEfJDa6AbUFKnXCnaf8nDYKaP9t3Dz2aaOazsEOtFFufswUHMNTVIUPc4CQoA89MZerdjCy0U4qJUxJoWQRsiPdJ5QHNhQyhUNu5vyCPVFknkWZRr3Ko2DOHsvG+Atc9ZSzUnlzzd+lSDpptg713HkFrCNzTihS7nSG0cQth4kv+GVOJhoV02N+jfDK6lNmh6KkIlZTPf+7lzwJ8NL/Pf3Q80yA4Sh1yqcuOKywA4CgxRFgD4eHYTVWoUpUb3ycC7KCuYM5vu7eHDHcwtKNHdM3uNxzsBJpWJ+IvC5yq1HysLiswmHlkEBKzJgUGgGuD0R9mdW213nMIAvKcplvtyK0F3t0XnwArGiwWSymB+NoS1+uLBpqDIq+t/rkTTT12DqqTk8JDMa9IG+TxGS7XduE1qRM0BYLUVz5vZeXJkk9VaPFeYUJBf64H9zshxgPkFoG+VdZvHSC6ADRHxPNKlwXI7RXMxKHK9HvQbt89NvPvDR3LMzwH5FZ5I688YvIj7MIy/hjfzuJvS+D5woUcK4PNFUAHAD4Grt8+DE9i/ijt4CV+yoTXMagXYmgXXE3x9DJQlzJhB6MXtFdpuinrdW+rD5+YwqV1MsxXqrb7raZHNDcqRivICqtJuAgtx2vSCD82Q9vj6fBrXHizO8PYhgZtqPQV2cbuEUeSsKHXEys10ecKbPEXb84slWTZourlTQqt1Ata99Z+s4BQGAPReOIIubC+R7QKTBzLfVjNhtlPphwEgqlCWBSLeg3z3ShXZkrMIQzhGEYbX+IertQS9nQY9iwlZbqdoCsLuB4JQ4TgolLxlkUaHsi/+GyqmEE2UX77NMfcmuIjc37udr2c+snrM59e9QegcxCy6EborUBicr9CuiK8cp7j91Qr1ug1DrgOjD5PrNSLIK/Ec6oFXGAAweIY94+k7vUKbn4lpV5Zbvkf34WMWpRVcWrHnq6dHl7lupNjxioga7VyOapQgKU3Qia9G00siNuUyCGclFeflwlxBU3jI+MFXNehdTp1XEQ5pYZxZO80ksUKVtVTY4ki9a70r67lI9bjU95QjigyV7r5260eGKAwA6O5pbD2xxOThHu7veE1J7jfMeEWlYYx5BsDfIaJPGWNeNTkSDptb+G+MMX/2tZ7g6zaMYfrvOHwGs38I07YwZz2sNn/muoOqtjd3kDzoAVzN/5+9P4+2NLvuAsHfOd9w5/vGeC/mMedMZaZm2zKybDB4WpYBW+DCNIMLmtUGQ1V1lW3obqqg3MtNUa420I0RGGNXWdjGZZVNIzwJS8KalYOU8xAZc8Sbhzvfbzr9xz77nH1eREqhiCcppYiz1lv3vnu/+43n7PG3f3upC51VjvjNaIV0UAmOHoV46MNZkzkqzpt7hXMW4eR1EEQrq6RlJ4eE+KrKQA/9/6wwAIL/Fo3IVSpncyn1SRCVwSYC5l8SwnNzAj2xnEV1SY0eobleuda2AHkNmVgIlYTbWxkmSe7KWphcBTykkWPQHAokum+ZCC+pqExwf228o4BKROL6ZXG+jNsTj7h9tXL3nPthp+fXEQybu0BeoDzum3WkQ68seMhagyj34SmjVQCIyGsatd0C5/4s36AKp+65inOvHAIAHPwYbTt71nsMRgmyxDVg+0EvxOafpeM2L3kPuLYZY+th0uBG2XCTrLGJDUq74tuXFKoIaK3Y/Vy1Obcl+n26nRG4g1MZEYWiGCRQNCMY5UOHWSdCFamgKLWsKVQlXVfWVdh4q6xSVZgsV+i+bIsg6x7GO15QAXEkTy9mwTXKUrkzI7DtYyKpRoqGhwgn45DokYdk/TXKc4m1LtOEld7/vo1vcE+DxyeUUj8LgJPYHwURFu6+3g9s86YDSqnUGJO93nZf06EUoDlDW0I17WKzoSr19MsAgCrLUGoFFbE0qFC8+hqiR+53u9p8U9MlPpNRRZ6GbQKTNzXKNAk4hFxHOJBnIbujDY4kFPqyk0sXxhErAl6wchiqSiMkG0NnkSKJMTzVRW2Lbjv3wJgueE+pd8ILXWWAzvnS4fE5DDc8PeO2YZZbvgYZq5b5CF7crOjKiHpnSHqIZGhcnN41mhILSca5VUWxabbeudivf0ZY8EJhpJdSFA0gO0bXnl5JMV3O0X3NT/No6skinVWtmMQoByIRQrqXBPrwKIUrh0tcu+PPVyKKdOEtcUO0syhESGr3ZAoCrwCn7lnB5r8/Cg7TRxl5ITL5XCVA/4jtTseJdYuOWv2mDtpXKrQukPdRNmOMDtU8SV+sMDyknCBurlFx4c4Z2xNFkUXvuJ9qMXZP+7BslVqmWKbzMAaNjVzk8sjidx0nSwpXuUS7CdFUZarQvBQFIH+Zb2qs+7qKeOS9BIAYeOOJQdoTtCBaOVLP3okURZ2KB/nYRgHGnqqy6L3alqhRqTyNDF9DW4SgR4e9+ywr1W97fAX00Fd73IzS+NcAngXwPvv/XwTwiwD+zJf43XkAH7e0IrJ505fKhXx1hjGkLGZJOJoOmaWq2YSaTlGuE4mvTlOYIkeV0QyPz5yCadaw+dY52r60CTQrO6azGqrw4ScAUJVyyCJVhO1cWYAxfUNrrUQVKyc8irpC+3LuBGe6MUTVSBw7rR5RCGN8gq6jShUu/1ABXp1qLcGRj4UztX05xCPIPgwXv5viBRJRNBEs8VUCtC9bYV95xBSdK722VsPiOQ4z8DVwqEDnhLhhdJhRxDjKI5ul6Tk8RK/xBNh+WCiJbQ295j2L8Rl7TxILSjg5xuJHGuCHw14Bh7/07igMRymF8tC8Q0+tva1ht6evdYkgnBKNgJ1TEeZeDTmOAGC0JMJ/oPDKdB5onaNr2X3yKGJQKMTd21i5xLPPNdhrs82iuOJ77iVKPE8XaQPHPCy8m9lXS5Qi7Hn1XX65513LvzS2nx2KUetVzvhx3QmFUuwfS50Bs7e63Si6f46ZViEwftK+QdZRPk/BFDLs1Amjqr5JhsfokP3tgNBPXHDLlOdMix9lBoMTAmU3UGis++fGXQ35d7WdAr0TwhuvA0ufG2BwzLtlMlyVH7qebfmWhsE3dnhKjDPGmD8r/v8flFJP38Tvrto/DZ8TeeM4Z2kCnDgMlAbZwQ6SVUHX2Wwgmp8FAFS7ZKbEZ065r7cen3PJXubg0XbtGw2gJnD2BVlOPFfaHG7gxWVDMFMRpso6vmdFc8OGbnZ9VXK01oPp2gmel05hAMCl79TATgqdidBISwdWFgRNCieZJQlhlHlF4RY/aKFLbiHOEcimSPEYLnlaNOk6x/PWi1kxKOsqEETTGQ1YAdW5YLvK2Xhz/wgt1kLkTJqX/H0yEVn943u8yWpyRcxjAOY+0giEWzSpoHOD+vktv8Pc52/Ko3TRZ/8CW9MFom6G9ifsvTbhtda2CMEkgQUcptSlcQqD70Xa8yABzqtI4SQFmaQc56GFnN45rbH4TOmURTSt0FzJMDpo632mxikMANg9GaN1Bdh50O9k/pnIhe5YWU1FmBXw3kLeoTArDxMR3XgVeRTfZE75Cnz7wkqRaEC8F+pg2A1/f+ZetJDqE/Tjpi2VKhNq58rzcOe0homA0UmRzB5Ebp/NVdq/5AUbL8YuF7JzbxqcAwBsP+BrkHunFA5+usTYwtnTwf6JrW909BSPsVLqW40xfwQASql3IWhH/7rjeWPMv5MfKKV+6BbO8SsyTBwhX6Rkt4kU8mV6XyUUMKh9dtttG50+if4jJFAmsxp529cSNDYq1LepVwDgw+cNESZv7SETVIWnXmf2TQ4TTGciogmxE7p+eQBVllBjpiONUS10HFfV+MQMdu5JsHu/3WGbjjX3cS+AalteMJqYYJucO5n61I3fRsir4Wl/7t0XbGjDnhvnRViQ1jfD/bCA3BuOYzhjlIVtaXun6Jwl9UeVQCRfDcaLPmmfzdEK7HzBtoF9MMfSH8Xgac2hPEk2WX9NcJI4KC23kSXBEXX99O5+1FufzIYrvbC1t8ao2euOpr4gDVB7IKr02rBGQBWroNZntJwinhA/Fm1AL8MTAlAxm6HxeZKy9S0KZTJqqmhFLskMwNWqlFb/xRMKB535DUGM2TJuHkxmFQBPGdNYY0Zam3faMtRG+HV6SwytZ8XAhsR6Bi60quj58eidUoAKOy+yUO9eCCnhOa+1fY9HJg6PCG+9R3VHc8/T/9wffPt+W6OSatQ3RPfNpjc4eMi2v2XD4Mp7YuQLVrFv7EEL3s64Q5TG3wDwy0opXg7b8KXqX2z8FIB/dxOffU0Gd+6LJgUpEMvpA0NWW/6o9ywmi6mzEIoGKQyOx5c1BRjjQzJKIWt7wda+WhCRnA1JuUVk60DiSQVEylW08n7bL3qlhUi55lA6rwIytp17YugMOPxR+l+XEaZd7dz/2k7lLCbAwxo5GT33ErGn7tzj0VzcjhUA2mdjF3tOhiTQmd5al6HlPVkk65uPzbmMRBQncowe8IvYIXpKCsdJ6GU0DXtANNcMMptHyeaAxqpf7Ic/HEHnPjZet3DT2iurfoe5UOCcBxJgiLXvmQA2eRufIwHNymLmXGXvHb2uvs0rDICsZlYOfA7SGxseM0h73rwdHvR5pvp2hf5xHbDsSqWjZ2141ArlvfU5AAI4bXUDEML8i2MXiuT+MdJACDjGbCU/C3qu4WABPpkjb5hzUK0V4ukKGhaJ04snlJuTNTzdc8bNFVX6anajSWE5T6CtoEuF0UEbgqsb6KmCLukiGcrNFeNZG8EcYmOGPVZV0bPibZh5V957VhgAUCy/MdOyX6txM4SFnwfwmFKqa//vfbHtlVLfDaraPqKU+ifiqy44C/gGGMoYRJMC+Qy7qha2lxANuuvlXFAxHs9/dlXZmlHGUocIizntiZBOBERjj6ZShvbJyiObTaALg+Yq3Zr6lR5MGrseF3qaI1/w1u7oUB06r1xIZOlJCltt3+cLlLKut3J7J4mQTy6iwVEFPbWLfbXCcFk7qo94QkpDUn9wC1NdGAwP6kCYSRZXtjLnXxDkjU0fDx4tRi5ZCRCqBRChihqhfeQ+AWBgrW+dEQyTGwXNvkTn5Np3uip8f4K1s0JhsGdhe4kgSYBGHbtvWba/N2g803BKIh6TJ5aIyGUsvJbaJilOFnwyfMPCdfNRcSHaYP3t9hxXNNJeiL468pEB+qfoBg2XKQTTeY2r3RuobQNNkS+SAp89C5l8luGsxWfGGAkllTcpXCRDaHJ/DHEtXc9yWzQnDIJSNCAYLseo9avAcyzqytXMNNeoJw0r1fkXqSCP59bgsHLny0V8ri9LbivE7bHigUaVGMy+zFBbOg8Gn9B9UOhc9IZdUQdyWRS6KYpQLbLYIRYzhe5zCfqPekDFfg21f02YvmbjprmnvpSyEOMqgM8B+H4QVTmPPoD/6uZP7e64O+6Ou+MbaNwBxX23NKxn8nml1Afs/o/bmo831DCRQjaXYjIXobYbWkjDQz6G6Tr42eRtY62ALk2AUqlS5VAn2vYvlhafZK5nBBFXiTP9SNz31nmVxtBTspbzhSbKVPuw0qgk61o24FEKs6/Q79cfq6Gs+5BP51KFaGocfQN5Gf7U+kc1JetFGKN12VMqUPLSH2vpCb/hxqPMk0Xfz5wlr6eq+YufCrpvTsxyiMVo8h4MI2havsoboOR8lYbQzFQUaTkqc/uMGmu043hLmPwTcbFRREipmuiK+IBHAOyetgg2m7OIpgZ5W2HmNZFwFaSB2hY9SAp0HlVM1u7cc3yywPYjBvUVCzee0LUxbcniF7yXAVivKfetZwFAfeeWSybuXOli5nm/fDl3wWi2KvX8UwAwWbg+XyS9DM7F8P3nZyo9VKMFH1RTESRaGOFVrHwvkq5CMvbh1smsdnUWAJDZ0CQXHQL+eUb23jikVR2AgQN3tC9y3Qgflzwfbg/L9T+yoC+eAGrdX0cVA92LNh/U0Mg6KmhY1Vqt0Llsc2OjAq9gn8ZdpfFFx3cB+McAUgCnlFKPg+o7vv8reMybHgRrZVikdm54PPYuOOBj/xIKCnhBqvMKertE0eZmNhlipVA2bAMh0WuYfhfCX+NBBlVUqBr0e5PGKFsxKu78llLsmGPRUVYFPR10YbD5pibGi/w/hXDmXiRJO52LMVqK3Pm2LxvkLYXpjN8eQHCOsvp8OquCuEV90ysELsBqXxL9JoxXhKNlWoXcJyKaGGKdZei/Vo6ADyCsfhWH7WSTgY+rq3IPVYc9reaKVwzJNVE+ZFgKCabe5QVMDxKYr6pprD0uloCi+LdUyO0rlaP/YEABkwK2baW6LDaUCVyjfIilSoCZl7QleKQhw1nTuRp07qvlOUS28C2ebfnKOY99Pvq7CkDpwpy7p3QAf557MSfEkZ0qDAEuhZCfinNpWkXJpJBG+fcAgQrG81HAzFvUPb+ULsKanc6VCmWqHDOC0VS0yY2tqpR+s/AcA0C0C/lOZ7SD2wLUh76Kw5CpzD/EE2p9y/mUWi8khowndN0cgk4HNM8m3MK2oOZbHF7lCn+m6pFFmrc77gj0lFKqCeC/AXkMf00pdS+A+78UiyyA/x7UD+MjAGCMefoGPW2/ZsNEvoBIkuSxlSIL0vKmQjwRngV8zFpPbVXxthechSAHdJPXLm4mkautUuBelSXKboOoqgHkXVrV2TxDJyuYitAxgEUCxdpRqG++iaxTCTs9+lsRRsuWfiQzqG9XTpiNlqlvdH3b3wdq4eqvtxDWqLSMOpdLFM3INfeJpnQfuPgNCPdlYgQd1oq6CmCO0zmgvimQZBEJ5GTojy8LCfmZSJ4snVM7T97//LVdpyxMqw606sgO0D1KVwdOYQDAzukYaU8inmh/3Qv+XirhZfGzniyJ3EA78ucvq+EVxdrZep0coFwNe01lGgo+fr6c46hvAzv3+h2u99pIFyaY/yBDQykvxiCDxecrqMKDALiqnhtSXTcUgRY4P1TFCvF0jwcbKaTWWGKgBhsnaS9cIwBZ9vL39R1PvOmoy8U9kvmZeOLbuaoSmH25coYc31dmjmYYuAcZKBQNiQRU6Jz325cJeePcqGm8QJQonMQvUwUYDw82sWXFrYVrdl/GnaA0QIV8TwD4Zvv/ZRAC6kspjcIYs7uH5fYNN+JxaFHx4DBSFQOta7mjmFa5CcI14+U6mpdHGB0hwaRM6NLrjBaz64xXGdTWJ6ha3H+jILpou8u8ExF6q821Dhr9YwrzL1qoZqKw9UCMKLNd8/7UOtbXZ4Cp3X9a4dq3aBz5mO1bMEt0D667niFLjDmOoikJNrOHlpWRJjIJLDvBAVYoGhWEmwBvbccTUggyRDWd9dZWfdNbqXRQokbnEWWh0mBlMVoMaUw8y67B7uNLqO3QDmtrQ6cwAGB6qIO8FaF/zJJFHrUJ9Rf9NXUveoXBPUdiW0vBSkMWQ6rSd+NTpXFeEVNayPCS0Z6ZlcNAfO2MHOqfEFDTx3exPaQH0f79NtKBQWPNh5zGS4kDv7NyY2NGGapzkcWIMvTHwt3XINC8doKagRqWWHG8oAIPnBLj/n8Ojynhiay/KUb7Ku0/65LB4LomKgTe7fCgR80VTWDmrK+CrxJFaEdGhE3onstQ23Q+DGOWNe9NH3hGhCgB1BUpDl7H9W0KT7vq/tyzINC9wP6NO0RpnDHG/Dml1A8DgDFmrG5OEzyrlPovAETWO/lxAJ+4jXPd10EEcjbcoYDajmiKVBhMbeiK+2EwT02UVahijbztZ1L/npazrlVpEPdzV3RlIqJjiDckaF9BD2mG54skFJhKHQoo08gJ3ukc0Lno6Rx4oi/9wEUAQKpLVFDYXCVoSHo5xdIT/lr4/Lklaa1nEI9KR/oXjyoMDsfO6i2aNv4rrGCOW1cpLXypgLKuAq/VKiFFIENIkhaDKcmZE8jRvEteOLGo2EOJBWRXNpuq7ZqA6yjdKQKBPl1qQRnfdzu31rwrAruqgla1td0K0xm/JDg8wZxE2UyM4UGN9lX6nAUsC8yqpd17hq+y0q1iYOFZwUxsKTBGov/0dE451NLg7WPUAdR/x7tBab9E7yQ9jGRkMDikMDjEBWj2mkRDKsm/1Ni0CsHenrKuHOUIQPNKNjJKhhWgFAaHZGjSvXU8XPxsOCfGqL7ecfrd1sP0+eLTVdg3ZU4DChgeth+I566LsA9JPDHUE4rrc9o+xAUARY1YgmU9T9FQDgY/WkqQ9j0btW8xa73vA1HQP9w1YbJRhxv1dr+VQQblG9uIvplxM0ojs93wDAAopc4AmH7xnwAA/haAv2e3/bcAfhfAP7zF89z/UdFkZAHnchqjKlAiVU1D5QYx98to+DwIQERoMrRTRQrT+dRRUgNA1BO3K9YYnGyjtkPfDw+mUJURSkZhMufhh7OvEOstu8qTWY3GusHOL3vSxM33eBNr4VnrVtu5GWcV4lGBdukt0fGBxAmtMtVobHjhMdG2N7P9fRXD1WXEY+8dAD6GLS3Q6ZxCOeYiBa8oAKC0yqEmmiLq3Dhh0lwrsXsydtXJbGlyqKVMKYbO3kc8LFE2NNIdn6iOhznK5o27EjIfV7Ppw2nNa/7exf0Mw+NNp6CzjgUJ2Oc7PKhhtA/56IJCcbI2gT00PfXcRwAwc9agaOig/7suPVcVQMpn/DhJ38bTDQCNgNF1KBTM6jcRFGfuOS9co4lxXt14kQUe/Z4VMDPhulCM/floKYIqw8ZQWw/562pfoFcm/qOK6zIAhAQcTQrIZg0Wn/bzRVaoM+MAV30XDWDuFRs+mo8QT33hpwv7CcUS5QawYcyi5mHhANPb+PBTc73E4GAME4XFqfxcjSbFwdEFNjKYsFD2br/tcYd4Gv89gN8BcEwp9SsA3gXfMe91hzFmBFIaf+92TvArNWhiUQ2GS5gCZOnXtHfzcw5TeS6evuDlL+oqUBpcfSzRUNlS0+UgxssksNii1YUJrON4bNAZVm4xVjGdK1v+9R1i1O2dsYJ1rHD0t2IfEjMVtQ61Hkk8KjBeqrnq46wbU6UuL3YFwHjuos6FHMNDsSu8qxLfGKi5ZpC1lUumsocgE7AyNJeMDJKRrf61o3vOBB3WpBdhIoXupTJAskkCQ8DWSZRs5ZaIx6UjbwQQKAxOEsvWujqr0HmN8klVLSLiuz4pjsFJ0o5TiypqrBubl7D/b1QYLelQ0IvzyzoIQi7NFRHft8qCPVggDAkODtP7+nOkdVqrJhAwg4Mxdh72tPkqt1byQXFvBmIe2WfWusrtg3VAnT6Zs4WELEDtM5EFgtLb7FzO7XaWnbnj5y/gPYOh8Ezmn0VAYAh4672+TgqIPer553NnHDjkln2Uab9CFcHRvBsdtgQ2MdA/rlC37DBpz9jGZfS/7PTIQ7IRFE2aw3IdljU446G5sX+S/o5IhBtjfk8p9QSAbwItib9tjNn4Ej+DUuptAP4ugJPyOMaYR1/vN1/NoQzRIiA3JITYbbe5B14EtZ0SqjTIOzcObLIFx4vHxArpjrdes4UGtu9LQSAyYO6lDNO5OEAkta56BcN9OTyx2x5rC0Rqd+gTgum1AuprJCXGy3VUCsgZsdTS6B+LMLLUHbWdCtHE50y4ARPndfJOhOmsciSDuvAtV6uYrDNWKHv7HDQ2K4eAAYD+UbqI+ef8Z60rYwyPNtw9qxLl+JoaWxRbHoucxc6DFQ48EYYJ6uuiM2Hqn0tZj6lQixOXxiCbiTERnE6ttRKp9fKu/jFS4I9+93kAwOB/uRcDQTS5e0ahfdl7NpN5UhjseQFhXF8qz9ZKiemsdontsqEDq9xohe0HZG6E9sVkkHQ/vNS+9J2cUxMggb5/vxf9lHUUZs7mjuwRoGfNSo4VAuc2jA7zSXmH5tXyp60bqLzCAGj6Gq3c/pguf+F5ER4TnkXpkE2WGSFRqG8UqFtJMlqO3dxhj4SZl/NGhMkBuG3HSzQvXZfEAk5h8LVI71yVNFfZoy5TUprsIVcJodV4f+kgLHSciDYCtz32SWkopf4rAP+l3eMzIEO+CeDXQDL3PID3GWO27fY/BeBHQd1Tf9wY87u3euybQU9xu9f/cIPPvtj4FQD/LeiCqi+x7Vd9mEgh62ikO6VPUsMLZ5njADzkluPb7Su26RF7JPxaVORV2LTP7imvLHjEk8q1ezVaYbKQut9vPBoBlRceugQ6F71SiQY5ipnU0ZJc+6YGogwYz5PZ39jyvT0AWjhR5pVb1taIah5lA0NuONeZFHMKjU3fFEoZTxXCyoKFYzIMY+jRtAK0R0i1rxYkWKzia10ZY7xcd4iy4UFCsXAytkxVIGh2HmRYEr2kW1PorMR0wYeXxoKqu7FOVvXeBjs8WvZcr30z/X58pMQ7H30Vn3niXtrg3UA09PF5fgaMqIvHxoV9AFuLEQOta8bdn9aKVWwbGeobQLJF2rf34FxwbYQ8UoE137zm+3HwuW48wnQfFgYqFEW663+btykUJS393dNJ4NUBwtpWYVfAKAOaq8Izet6CCTY8KrBsJW7+s5fk8kNrVYCmalyh657atsHjxTg83sRg597E5ZSKpkLR9J5ENAlRbUUTGPiILHQuWuMihBKjRTQ+fC+rBJh9rXLbGK2QjAxGy0KpSOSbpnXnKtRFiPW2htkfT0MpdQSUI37I5ph/HdQ07yEAHzbG/IxS6icB/CSAn1BKPWS/fxjAYQB/oJS6zxhzS8ma11UaSqk6SHMtKqXm4B3vrj3wlxrrxpjfvpWT+mqO4WGmSxaFR10dNEeSCB4Yg9quCCmVJujWFvUzFLN1bN9fD37reowbOIUBwNKBF1j5ZguxHQHQoVLS09LVZoyPNKFKg94DHvaZ9oyDF05mqeaEkSBpr0Jt1+P0mWaER2ulwPBQ7M6TFUMm+KdikaPgpj0AKSQ6PwuptYlmVgomUqhteoU3PlgHTNhhTpc+Fh5NCS/PSuTEf7CEcX2fH6qSCAn3dj7ZsOdnz70dQYsaljIlRA73wd6+J0KVACNBAvj0H9yP1G1Pr7UdelUlKFl78MaWJisL2Qmwfpkkeb7QcgoDAOobOUaHUmfZVwnVKEhkmUy4jm0NweQxq8HWa0h3tFuFyQ34GcaLyplnyXBPgyi2WUyY/HbfTw3Gi7GDCA8PxygaCktWaZQtUs51W0Cpqgq9My2nqAFfvwJ4ZTGds2GsMqzr4DAYe9I6R1Bcp0vjvIeioTCFT3RXcdjxkb2OVNRxxGMPkigTZfttWEPuPoPmNc/aa2IqGvU08mRUcegsvcG9vuWxf+GpGEBDKZWD5PRVELffe+z3vwQqd/gJAO8F8KvGmCmAc0qpV0HlEJ+81QO/3vg/A/g7IAXxBLzS6AH4/9zEvv++UupfAfgwROLcGPObt3Ki+z0qDUw72rnz197tBUM0VJh7ieF4NoZrERU6ozi8E4xKIcpKh4YqZmmxyDCNTC5G4wqlgPNxT/H2JT+bWleLwIOpahG230Qxka13TTH7mRp23krHU0mFR8+cw6v/4gG6LrsIGX+fdSl23T9B+1aFQmPN34fpXIx4sgdOa7xFqioEcfq8pXxb1tI2iEq5eK8KFGiVagyO1T3YwIYLWCkYjYA11WhaU61rAkQwKR380UQa42XvWagCiArjcfxTX4jnzh3A7kn/WdoD0mctjHQptFBZOMiq8/5xcfGKEtwNGyapEoW5l8au0VX98i7UhM49vbKD0QMHXAX56JBtmSsK4AJWgQToH4sxI1rtbn73BNqSJvIVsLLg5krOWq5C3qnBcWBwXGP5s6GS54c5nVFoXymcEts5kwT3zEQkmDcfJzO7bkNlrcv+/DoXvKk/XUgRj0rnLQBAITw+RpWxYK5vEcKpfc0rHYmYkiFKVdhEvL1dRdPmm+yz4/nFr3lTo9YrXQOsyYJGMjDonfb3RxaVzr9oUNR8qK5MAcniIKveb3fIvMqXGItKqc+J/99vjHk/ABhjriil/jGAiyDQ9e/ZNMKyMeaa3eaaUorbTh4B8Cmxr8v2s1sar6s0jDE/B+DnlFJ/yxjzT29h338FwAOg7gYuTQvgDaE07o674+64O97AY8MY87YbfWEjP+8FcArADoB/p5T6kS+yrxu5yrfs89xMIvyfKqUeAcXL6uLzX/4SP33MGPOmWz2xr/RQhmB7RsOGaywaaahx8NMi3LA6Rv90K2hiVKWaEuiA672tCq7nKNE/1Qgs6JpwbwPUEoDmKtUWyMpjkygUCVlso8UIRVOh9y0MhNfI/8Qu0mcp4Hvmj53HFz74IEBErehcIjw8o0uSgUH/mHZ9C8YLxLHDPcFHBywlu4h9lzXl3X/twwLMI8SokmREPaMZm88MsBxOGnXrRLUumhTJ2HGZhlTZTMuRbvnYQ9HxZl48ytE5l2M6T3GMvBUFy6FoatS2S1dDwzmEhefpfHZPJSGlS05/Mq8gE9FsxbuGQuyh2U3mXh4jGuWIRrT/yZEuGmepmIE5rbYepHONMkKocfgP8I2PAKBzka69d9J7UvWnGy6u71ro2hVY1q6nYJH75ti5DNdN5mKX/K1vVxZRdb1nBvj5IMO29a0cZZOBGhrxqMDUclpVkULWiV3Iq2gQSy+j8pKh9TKEqHo9L4Mo8D1SbDKrg+dW2zaIx5WreahvFkFeUhlgIup5th6pAG0A3n5Do3lNQnkNlPHM0GVC5+q9I+zf2J/w1J8AcM4Ysw4ASqnfBPAtAFaVUoesl3EIAM/YywBERghHQeGsWxo3kwj/+6A42UMAPgTguwH8EYAvpTQ+pZR6yBjz/K2e3FdyEGc/JcySgcH8F2hCtS9nKOsajRWP0Gms5q71qM5NUAXsaL07vr0cCSNGU9FnnJNw7TC5M1pie2DzorCfjyy8kBsdGTvhjxzcxtWXlrg5HTb/9Qm04Ll2VEULtXPJ8iSVBrrwgmjmbBYcv5YqjA8IgsFZiuk7oSOIDGu9Cllboy5AAkYrl+BM+gzvtLxbqSI4s4h169yHpFhh8O+Hh+KQwqOqkOxOHC0LK4vBEX89WRdoX6V7W7OhxOmenA2PvSCBbMaet4CqOkUBirGrEpg5R9tNZ1RQdbz+eANV0sDCs/Th9v0ptu8/FFybjLNLmKhL4ho+boz1b88x9yl/XbUdn19J+xV2T2s0BdO7pJBnhTE86j+TDY5GS8yF5r+fdn2HSJ3TXHMkf/ZF1qAw7BygfFXeSRAPPEBE5kiSAYd1/dzi2iB3TmLeSWGadagwzwEQpgaqlPc0fN5Gq4DqY9qlde3bFBvoiUaV8jwFpjNA57LNedQUsq5oRRuHvUzkM7ytsU+JcFBY6pssxdMYwB8HMYsPQb2Ofsa+/pbd/rcBfEAp9bOgdMO9AD5zqwe/mTqNHwTwGICnjDF/RSm1DOBf3cTvvhXAX1JKnQPlNBQA80aB3PKIpkDnUi6a2heIR8LCrXyvah4mCmG18fYIJvXbmFgokMygqCkoCw1NBiXVSYhaBF0YBxPlBChTc0wBDN7iY8fZB5Zx8kqO3dM2cZ6FfD/JoAysSz0t0VgtMTxiY+PjAiaN0DvpzafRMhCNeXsLrbWWpi7CtpnN1RylLXBUpUEyuL5FClv61JfEd2+jBeMJIfkY3EskyitEwwLGCqeikUIZ4woqAaB3IvHUG137ob388WKMMg25s8aL1zd92n5MVP+3c+BVuhfxMIxfN1eoloDRY9HUYLTk+73zdTCIAQgT1EbDUVkwUIGVharI69x8sz2XVom4nqP/Hrvh+RZqO2FurLHujRQWcEwTsrf19OzLNO8KWxA4WbTWvj3V/lEqEuXBcFsJkpCFnLSP2An+aGqgs8oBQpJBSf1pOnRTGMEWCeJAmXNhstDU5vuKmgq79RU+qeBqlLZDY4XH8FAcoNoaGwbDw8rlCZvXSDk6j1cBKgH6x/z/PO/5/7wLxIJCZ9/GPigNY8ynlVK/AeBJUI+ipwC8H0AbwK8rpX4UpFh+yG7/nEVYPW+3/7FbRU4BN6c0xsaYSilV2EZMawBOf6kfgVhu39BDF8DMa7Yj2kiEnwS1d96NA8ZMx/EjCsZMLArK6gnaF8aYLpJVXCbKIqa4AlcFC5wp0hmTzjA/B2VcN+h+0JuHqUUOsScBAOlu7jqxxf0c0wM1B6EdHKHz4CK60bEmoVhsqGnrQR2EJboXS0ApF2qKJj65qackJBjuC61Q1iMku16BjpdqAfIs7VWIwPBhg6Km0bbJ1Ol8jMaqSHrbAkhmCAaAoh4hcy1Jw8K67nlPbc0jF4KHFSErCxY+ivunz2doP+GVZ9oHxstAQ1jz4wUV1GUAvp86W/qRsPhjCQOt+ZAPb+s61VXwCgPA0cOb2Bo0kb1MWqZ1xaKJhJUrGXKdl8aRPGULVq3SGi4r1HaktQ1M5okxQN4TTkxzXU4sYbOiTiQalcSLJppQyWK4aEIPhms54nFJnGpi6DJEbKXDCgNRTMjFogvPk2HFSKvBYS7688fL2x7hyHNCVoXPv1C6fuekMDy3VZWEAI+0ZwkkBQgg2fXFgck+9QhX+LIS4V90GGP+PoC/v+fjKcjruNH2Pw3gp/fj2DejND6nlJoF8C9BKKoBvohro5R60hjzFmPMhS+1zZd7svs5osygc7kADE14Kagq4epKNBBwffGeykuoqnKp/qg3xuj0rENbAUAi+JGMChVUsjNB/55uUFsg3XhWHozAYghj64pg1W0J/iKrMGRsPBkY33uiImQK05qnOySA5l8RVBx9f31lPXKQ2rIRCg1XSX3MC96soz2aZUQU1FHmf5MMS5fz4Fc9tcrCxssnC/7cZR9npr6Qz0SZkI48EuE0KIJrMpQzHgHbj/hzmf9IHVnHhx+YjntocSW17T2FfEIh3Oiz4XGD9BUrjO0x2UAYHAWaq0DvlBDKB4dY6JDbsjUgicmtRXeXgYO/5y9+Mq+dcAOAqm1ZhkW4rGLUDyx/UzuEsbLCADy8dyDa78r8RXM1Q9GKg/4haa9w976sRU5RAASFpldhEYmwZNEk6nPe38xrpYVoW69S8I8xBFs+12RgHHVP0VCo9SSjr0Kt5w2G9uUSRUM7hapLg2Tsfw8VQnZZufM8qGI63t5q9n0Z+7mvr9G4mUT4/8W+/Xml1O8A6BpjvvBFfvKgUuqLfa8AzHwZ5/iVGZUnIaxqkUvYcSiFXWl2ozk2Hg9zxLuif8Q4g2mkvoUogNr6FMmurSzvJkEIh38rBd/gaITeGf/7e37Nz2hWGtyWFggVxni5hmRQOqVT1DRQA+qbvlI9Hleuj8fwYIr6tnGeTTy2br+9/nQ3Ryk8rULEpNMeXQezvw4PNlDFylX5TrsaZd1br7XdCqoyAfRS58aFn/geZPMUOqtiFRBBZl0VeBYuYS34MjORJ+Aw0vgQ7bd7liizHb4/JQEw9wwdf+ObSWndc4oIkEZ/eCxI1HMSWoYpZi6UQZHe2tv9+ze97TXA4l2e+8QZNK8R4SSP3Xd5jVZr0LFPdagY4drmDMpJjM4z/jnvCn+ePZVEvJY1go7ztQEiUQ4E7KwHnrY5BmYCmBCJpfQs6luFC22aSBH9CsvZPfVI8YDOPzC2hMIwCSsDf0MnsxG4gF9VRD7ZtCEyphcBwip7HkXTJ9E7l+mB7txjmyQNQ+Xo+LUEIWPeVC6MWzRUoHDLOnFfMW9Yc4UUhgca3LhO58se+5fT+JqOm2rCZCsQT/D2Sql3G2M+9jqbP3ATu9wf2sjbGCZWrrqVE7gAfLy+EnUTIpmqJyVQVVBTDqxnUFnmusEVC+3AU0l3MlS1CMkWCQxjLbL+GW/CSoWx+KTCzr0Nl0eob0yRz6SIreKJB4AqK4wO0wzPW5r+mNNnO/R/s45G/2jkqEBYSMiiLDlGB2soawpbf4akU+d3a24xsTLhWHiZKujCOMGddUhQdS/4oirZwCaaEsMu5yim85Y9VoSzpKCrbxGChtFaPBzRnJLU3iToBscN0l065mSRYtWsNHr30nkt/gg5wfWshnqc47VnrWtxoELjmj8WexGz52Qs3Z/H6jcBgAkEwXOfOEP7XieLNTtjjQRloFa8R5Zb6f6J7JT77MBHfNNtjtHLqm8pGPk9K4toSjke2agoEV4XKwvmuBocjjF7tnIFb60VUgIy5CSHskaHRPlVqQ7mOoxxyoKfGc/LKIPrzQGQgkmGlQN80Pn6+p36donxQsgZJRF+rDBoZ+RhcuiPUWmSw4wBJYC/p4OT9FrfBDqXfDX+dI741UaH2W3bR0l/JygNpdT/C8CfAyVR+KkbADdUGl8sLPVGHDqvUNa1Q19EOTHOMlFhc7VAbX0Eo218dGy9APYs4jjoDFel2iGgAM/LX8wI6otFb02uv0Vj9gV/PtzpzNE2H6yjrCu0rdLgkIC0+vKGcg1opvM6IG1xlNXWsyhqCotf8KZz3k2RdQV76g/RD/Idi1h6Z45jH6JrGB2IAjrtKCO6ERY08cSjt+gkVWAeROMKRitROW67JloBqAtvRQKeaI4VnS5IMHA83yhKMMuCuUMfL7H2VmsM9ID2n/CVjLqMcKA1wCDz0vfyHx1zFeEc2groNIQSNpqqynnEA6BsVWidp/vz2vkz6FhFk7eA4ePeI6yGCdApEe8IIdlTwLMUlyG2V0FTYkMoI8u9UNskhcqJ9doOId1kmIWLDgEvaCfz/KoCOPHs2QrxsHRV0UVDIxmWYdMpAahgT7QUoVCZjCZlqpxxk3XSwHtYe6cBoHHkD0XIqqHDRk528/o2sedyO1ajEaDexgtRoBzDc6D50FqtnEeYdRSiiedQK2oK/ZP+d+MDhKDjEFmZAkXLc3vVtvfJ0wDuDKUB4AdAnfpuhg7962ao0iDtFagiComwtVjFCsmgcvHS+prvsAdYiysvgt7TZr7rd8ycPNJiq0Ih37rqhUn3pQlW3zWP1ipnacmC57huMjIYLyiMLd9S77EMx/4PHbQYDfpI27wyKwu2smXfCfZS+D5EWeUEwKF/W0eZKFz5k7T9sQ8pR3vSHZaYzseuRwPBbYEq8UJdClmdlagS5YAETC/veoeAQlgMwd1+UGEyH2N8iPYx+wJxFLkQXVshb/g2s5NFRu7462eFAQDv/uEnAACfWjnpPrv44RP+2NtAQyxitlB9i1JPyAf4KmXulQEAjas6SH7zMBpQ6145NdbCmg+AvALfh4K+ZOVf25ad6Oh3s2cr19wJoMSvVBoSRccIssImvGdfMkiGFWZftbu7AaR2tOyNmc55OjHuKEn7FLkmrQKloQtCU2WztE08NkH9y+wLHJIU+bxh5bxMee6DgzGaG2Xg1clQ03CJkVf0G86zyTUnGzQVTaC1YkLur4FH33XP2XvC9UgFfc+hPtlz5XbHnRKeeg1U1f0NpTQAn7/QpXEWQDyukG6KnEVmLftcrICxkBItMk/KLglix8kv4u6MCgJs/qQ0iPq0j+lyG7OvZq72IJ6YoC8Bh356j/lAb/+oL9IqWoB5q8d5DjfpfOaf9I9W9stIxiSk+Ty5xwTnCeKtIfKFFu7713YhJtop0GwuRTz2DaEKyz0lE6g6C8NjXNfC9yTvRKhx72W736vfZhVtapDXC7SfotVa1Ok3MiyRjIGd+4Swyn0/7erBIf7qw77P1y8+b5tNvuyJtJrb/txcXw6mOUl8T2vACyFWFt0foHqoK09Txry+rgJeoua6v/Zde45l1zbB6gL1y4kT8mwpFzZKufjeS7j4qWN427d7t/NTn70frUt07JlztG8GA9D9ETDTdbIWmLIcCO/T1iPAgad8XJ9yS8qx4KZ9ExSwMvKJkWm17YI8SHv4fDYm2hgRxs1mYpf8ZjoXRku1VkoMDonYo6I5yPd764HYdRY0mhTDzHlLzdOMgmtt23CxDD/1Tsp6EEsuecB/P5kLlQhA7W4B8t504WszXCdIu8y56PS2h8EbkLr1yx83ozRGAJ5WSu3lkPrxr9hZfZWGqgyFSoT2j8YFymYckM2hNMBQBIhbHuoxuodwkEyd3lyZQhUVlLB6inbiE4xaoaxFyLoEsNeFCYrVprMa9c3KCSpV0iJY/rDfhvs0A8B03gDnOtDH/PmmG/F17KbcSzoeFoiHCOGQQsGNj89AF8aFwfJm6gQDW7mVhFqOfVigtm0Xs6jOzWYiNFe8wtOZccnuzUc0TAyYVFTgv1R3i9oVstnDce+IsiUSnDMi31Ro/MvPfytqz5MCzw6XSLcFOWJGsFXJvRVPjEOmJSCBwYl7hqVyNX5vbQ7qagjRhaLqZR4MIa2adF71yxLF5o/LCebF915yH/0PP/Sr7v3f+4/vs9dE//ePaTQ2fC+S6YxC56KHKxtNCmPrAX/v2QMEgANP7QV6KEyE11LbLamjpFX6VawCKPN4OUHzWuY8iWlXA13tGJizmTjo/Fe3hoRUFLqEU1J5k5oubT3gRVDnkkAlSg9wN6c8hJ2H+UwCVRjEViFd/K4I7QseLKAqKtirb9ntbREvD0agpcL2C4v5qM/HzDnx4T6NO8XT+G379w05kkGJeOgFT9SzbvlETJj+AEjs4q+lgDEYPkQxIZVTrw22pscHUqS90qGVuIqWF1syKFAm2nfqs0k/XkyMepKxXunm68I4WgwAGH+LTWCeJ0mbAGh7OeSsaWZTzZsposyI7nSNAOLLycrhMZ+olzkDSVXRXKsCCvnhYVqN7cskSKZzCWZe8JncfI6E+WiJjt1YI4Ec2wRxNFaOORYAdu61SdSpOH7HuJ4SxUwJVSm0XvaCOR76cF1tPUI8hOugF41sHQVDNRt70Fn2NnBIarygMHzbGPE5H86bfUkgiKwiDu6PiFRGvQhF0z7niOLmEhnUu6fC7mXilPt/fvMH8VMf+UH3XfeCvUei9kBCt7W9BxK+TZ4Ro/bod0ufDaWUbL/bEC1OWVnI0OFwWbuWqUYrDI/UgiK6xc8Lj7yiDnmMFJzOJShT5Tyj/jGNtE/KgsfaW2LMnGVgRo7aujd8sgWxoV0rzDSgcoPRcoyNt9h72y3QfxPQfInmX30rrAdRJf3JOpdo6sEEaZ+83pogquxcKdA/atfseB8l/Z2gNIwxv/TVOJG74+64O+6Ob/TxDe1pKKV+3RjzPqXUM7iBfnyj0YF8uWMvBQZ7GAA8nBYgL6PmE4Sj+xZhYoXte/2t0xnQvkpWW9qjTn+c04imJabzaXCs2rboMWHbv86+Sp/x76aiLqMSRldZt20t7RM5+i8TTGdjrL2d/u+cJ+I1xsxnXYrvSou6vj5Ffd1ez0FL/tfmwilGSomkoehI17kkKDgq6gTH4SZdmKALYfu1HirbTQ/wXQmZHymfK1E76634zgW6qN5pzjUBp951AS++6tu3qImPM7TOxYDx/EwAoYUkVQd0GI7afHOJ2edtF8NdE1BTTLsaUApDwT81/wd18M3me+iSzE2qFq/t0PejgwqTBbvtMELZrqDHdD/TXULnMO1HNlfBzHiP8R/+8p9HEyGfVLrrUW/tlQJlopyHmPYr5O3IU7bYmqOlJ8PCycFxf3/LxPN8RXsiL1knCpLiw2U7DzhMakI4dOdSiem89/Bq27TDom7PZ1xh57QniGRKFc5bjA7BeRkAQd1Hx+nmxEOPmgKowHTz4RTzL1giTEuNMm/rbWq7MXbOaCeQp3Mhz1fzGp9jeM3MvuBycnbtpf0SwyW/voMGT7c7vpGVBoC/bV+/76txIl+TYQyigW0qs2MDzo06TE2WIc9D7Q4weviQ+2jr/tjHS5sKs69eH/vk8BQApDu5W2DNq2MMj3otcKPEeU+0J+WFykiO2bMFyrp2hYlZN0bWVZh9yR6rX2E6o8MEZVujZfmd6htZUKnLQqQQIbDprHJCpbFZYWoFVWu1cAuNrl1TF0IbpinqlK+pXfPZYT0sMT1MMZtkWOLaN6dOqHefiLB7xu9vcMwmj894yXn+YyegFuigtY0I04UK9XUfYpFtPosGKQhOjHOuYeXb/LNovxK7IsDGJoXpBgf5+ips36+CqnIZJtw9RdtxlXo8Imit7KfOo2rYxPWaf66y6jkeaGBQg4msEN+DdgOA5rq/30zux8nfvSR6PI9kuKp3SqDk7GU4DqypAZTC9r020X6+CpLN3BteWsbty9eXV1UOLJBivKjRPU8H2HyYbgYjzZrXwur1xS+E+woKB+01MIPu9j0xdAns3JfYc6dwk+REk4AEruxnY8FE1DyMFaE/Jr1mHR3U+wytUuL9y5DsbQ2Db2ylIZp5fF3VXdz0UPCVydtiBVZVkBjOF5rAQtMld3fuiZzCAIDFZyaYLCRIe946oloEL0FkpWzPFvU5epCBQfPyCCOhSKLcwwNZWbQvi3j21L+fzGnUepWLx6e7BdLdEEMvLcjxUs39DqA4dFHXQeHY3EsZJpbor31xAsYeZTMJoFVAY71zOnbCubZTorY6gKlZ0rpmgrg3DRrzyFqB3mlFHd1s3D+r2eRtj4RF42KMdBeorzNFBYLudXx/WBhFGRW7MYw162jsPFRBTyysc6TRECR8nLQeW1r5yQGNqmYQ2U6F9U3yPjgBr/OQ1kS2EwWAbEl4k6sx4lFonUsyw8kSnUe6YxVOSvUhbCF3z1vU1TIXm4ZoIRMRPQvPBfY4pMEhY/G+yM7PHVYYALD2Nvq+sSIQWQKpJecTAAwOW+CHzXmMFzWKOrD1gM0DjIiOha18wPcvl4PXRpUoJ1Br8AoDABaey7D9QBrAi+OJ73fOrMascA88xRQpzOZQUWJ8x9dpmCjsyJkJxcBJfGbqDQAMtzEUvvHDU318Eb1ojOm+3ne3OpRS50EUbSWAYm8TEqWUAvBzAL4HhOr6y8aYJ5VSx0BU7QdBwZD32yZSr3+srEByYd1/YENQpmmJBtv2NdUompGrVVj8AiX7uGiPeZK2HvSTfOacQPRklaPdAATSSEA78zkvsTObsF58mhRZtDvG7psW0VzxScf+yYYTAkzhwUoLKiRErFLl6D8AYPcUHYvhpMODMVqrBTLQAmNETvcVWikqLzE+QmqDqUp6JyycMidr21V0K4Xp3BzqG97zWn9LE4mtf5jMq8BTyQ6TtI8aFnU1jaB3EqRXPD1EPPH0Drqw98/Boz1cFvDwZCMsfnkv8tkyYMyFAspv3QUsSWDnMeqFsfsiFUhMDhqkmxKNRCENroVJBwAGglxyNcZ4CX5UPrletKk6vbTXkvQVmiue/LC5atDYrNCgU0BZ08g6Cv0TAmoqAA5O+FsDJxlWyDqC8mXoPWH32aByIASArPP+aYZeX1/zIhVFmfJakLUZcAgsLvSMhWDvivATP3e22vNWBJ0Lb0GEvwbH6oCCgwDvnklJYYtnKeljWBlISnwAaF+xhbJWMRWi5kZ6KbLlLkCFhPHUuHsh0YC3O76hlYYxpgMASql/AGAFwP8KUpZ/AcB+tVq/0fh2Y8zG63z33SAu+HsBvBPAP7evBYD/xiqQDoAnlFK/f1O9PBjFVLfNZWoJTKIdxTNAVB48WAjs3EMuwNCG26V7LIuSahtjTOc7qG+I/MmkQDZnqc0nVYBY6Z6bQE8LRLs+RtK+5MM1u/e2gvPg0JB0742Y5PWNDFWqMbXorfp2hWRQoneSjt9aLdA8t4smFzjlJap2PaxL0WylGmw+KNA17xyj/UkfAjH2NIeH/L0rE6C0tNvNNYMyVcjs7EmupcgXCpQZnYseR4AyziJPBqQwZEyZ25wCnjacLc7G1CBra0fHPTqgkPQ0lt5J5u72hw8h6wLVO+gAtbTAfXOb+PYHiNzgw5sP4oXVZarUprsRUKWzB8Ovad9gOqOcUgOAznl/fv2TQujWgPIAcOApG1bsUJMiDq9xAZls3jVa8qEyrvZurnHdkPXOhKIomspZ81mbWF25IhwAhke0i+szxLR1ScCnhcAnLiblcjDtSyZUGBnNnbGlAclbZBBIFlfpYbueKwOu46D6G3e9yvegYU9y515/8yWC0BWQunyJChRG73iE9krlTV5lOdiEwOZ1AyCoHAeoclwXnhx0L+38bY1vZKUhxp8yxrxT/P/PlVKfBvCPvkLn9MXGewH8sjHGgJo8zXKnKgAcTusrpV4A9cB9faVhDFV225qLquGtfT0tUBPMq5NF/x1j0Yc+Nxsk2GbPFagioHnZZo+VQveVgQtXUW1I4qjL+8cSJCOD1hW/YqPexNM2zLcwWbq+dVhTckcpT82hSuJCSrfJiteTHHriqdyLdgJdVJh91Xou9jhSSejeGKMzVtpECn3BhDp63CuzjlUYDCPN2wrNtdJZbkWDek+4nuBePtBxcqD7YuyIAesb9O1eNlnef2uFFnr3eZK0pk5CZf0t3unlbowAMF0A1D0DrH6WgtxRHSgfGgKFpVofpnhyu4njTdrfydYmXnzqnhsqCnn+DKut71gqE3u+MtxRNKkXu4R5ssIAaB7EE6p4B3woZHSA5sl4EaiLeeWK8jJ/jPraCHUbt++fJuku8xL17coVirLwn7F08hxaGy2LNgCC0besw3beo/+HRxTKuu3VDbgcGed8klFYlGoUABXeE2lMxWN6Tmx5c60MQIbOxqONoHZCQnV5AkmaknhsXAFf284TqcCkMtalQdHUQb2RZNTtH1eYec3sr7LgcYcojVIp9RcA/Crokn8YXznCQQPg95RSBsC/4EbqYhwBIJx01yDdRU6VUicBvBnAp/fuXCn11wH8dQCox12nMPJDM46QDQCMmN2cA5BsnQDQFIgcyZeUbpLw10N6rdr1IL8RjYmGvX+MPmts2EUsid8EdYMqKjSujjBdYMURQRcG6Y7oQzEpMFkiAc607aNDtH37XI5KNIii2HfkKsGjSYGqmUJN/SOdHPLSQyoMl2B+yprWnFy1gq/Wq6BKj0ga1mIkIxMgsWQCNxkQjxQnLKOpITSUoG2IV/y9YF6j/v1zdB7XJhgeaTjLM28p4imaFzmplSbMQVstPdGILjVRHrBaqEfP4P/4z29329cib9WqioSrDKlFE6CyNsTgkLVMbSnKVFQdR1NSGIwI4/Nz39tTGBzl566D0FDHNhCSyfXdMwpR7oW8Mk3naWy+yeaoiLAXzbUKuyf9nJp7mYv7/P7KmnLIIabyl61NA6FrP+f6h6wTQZehoggUBBsIwtqv75SYWvqbvc2kpjMaM2e9tcChJQDoH6PftMVckAKdz5MZc4sa9YuR+SRJo1M0qDHY4IjfyXTBOK6p2Vd9jm5fh/kGD0+J8V+A8gg/BxITH7effSXGu4wxV5VSSwB+Xyn14h423RvpfvcYlFJtAP87gL9jjOldtyEpofcDwEzzkOGQlFQYnKuYzpO5ycqidUX0mKhp9E/Qb1lhsGVvEo1kre8IDtUoQxRrd4xsnlZf95yAkkgLbDdD1fSeDSsL2YNCT3IUHdt72lZus7LIZlOUNe3CVcPjbVSxCoqd6Lpi91q/5jG1gzMd7J4WgkkIjmwGSM42XFw+moZ9ruMhUbQPDwoCxG+pMP+U9YIMkHlGDyQD2r9ErqjSOEGic6JwZ6rrdBBhOqOcQNm5rxkmxROFdGiCxkOnH77i3l/7fWqTXIxF1l8MVYYIH9icOyfvq5i2cW1IuTrbMqiqcg/6SSSBpQADgK0HFRrrYUhIdunjY2w+7u9N66KIyVvF3FjnE647hQEAgyMaUR4WB6a9MqjyBryyyLp7BJoKq6Q5TCaLE6cd7eDUnHRvrEljpsTgOM1fzuExqq+sUfisf1x4ALnXWFLxRxMggictrO2GSKj2tQpVHPabl6Gx2naBKtUOSKAKIJsLFQYAzL4i0Fgi5zg+cFNk4Dc19qsJ09dyfNG7oZSKQK0B3/vVOBljzFX7uqaU+iCAdyBk072M12mQrpRKQArjV4wxv3mzx8wXW+id9ELEKHLrWVmoCmheCxWGqowT+qoiiKAkS2P0EABUDXq//XDH7R8A5p4biG38Y+AwUb5o27OKmg+Awk1VLXEVvJuPdjD34gjZrIz/+tXPbLkcVuN8wsLzopL7tE9RscKQaCoObURTEiRsiecdYO69V4H/ibK53PZULl5WGDzSgY9Jjw5Q10CZrJXXKq1sgJRC61rlBF3aJ4ZiWaW8fi/AdsT3fMcT+I+/77EU7MzJ+HjwnjmHrCAvmiFzrHYJcJHgzQ3KUZi7cOefeuQao4zW3yxCOAAKu/3SUxOMDqaBN7Lxlgq6oP9bF8O6ifaFMao0wurbrFHRg+j/AEe+d+09Iuw40Tj0n/21Rplnss26OsjNGE3XEnt7ArqE53MyBILYWy3N+bnWlSl0YdB9jbTNeLmGoq6cMgRIMbB3JZmFWWHIZyOV7uCwRn3LhKwJlXEKrWgoIPe0NtBkNLHC6h+l+h7OQ86eJUOlLri3JGR9X8c3uqdhjCmVUm/9apyIUqoFQNucRAvAnwTwD/Zs9tsA/qZS6ldBCfBdY8w1i6r6BQAvGGN+9iYPCJNEjuaDhfn4gML4QOToLNqXM9cLAwBSYzA52NpjgSdId0miRIMpFbTZsXNfK9g/QP05MutBRFMqBoy3aHUW8zY0xKCSSCGaeKVUtlKowmDrER9C2nq46SghVOURWIAnapPHjydwPcZ1Tm09uTc5K4jiPsvue6HpagmKJlDfUC60sPQdZMVHP0EkUUcAXPqE1+mnfnMH2aIPRjMF+8aj4vwO51j8NGkHDn/xuUoSOYAgm6NljbmXSTpc+bYUyS4hkwCyhv/0d/qo5Ac//E4gMaivCqHe8LBZo4BIIJziMX3GOY3aDjCZA2L2LGyiX4ZwJAw2GXpPo7leYTyvA9ZfZYClJy1EdUEjb5KyAIDt+2ingxP2Xs2WaJ/3knL2bInesQhLT3gpvnNP3RU2MmpLCU9HUpow7JiVklE2kW+td+4KyNfO1yGLAOUcKmu2CVTKIbqwSdPosPWEBcx2KujNmdadPSFJxVJa2LRUCpO2n3cMea/iGytrDvlyLxdVhfkUJvCUazgZVQ4dqAqDKDNONjD4YD/GfoWnbDfVfwXgEZAq+qsAXgLwawBOAjgP4H3GmG27/U8B+FFQauHHjTG/e6vHvhm/6yml1G8D+HcA3Iz9cqz5mxzLAD5I8h8xgA8YY35HKfU37PF+HsCHQHDbV0GQ279if/suAH8RwDNKqaftZ3/XGPOh1ztYFWlkC01k3Qhpr8L2fR4PL/mPAACRcuGlyUES1uMlbwYzjTRAlrKalth+dMZ9Np1RAa9NJPIHqCjhlh8gyUfhGQGL3ByhqidOaXBrVbeAdcghZCLqrdw/6vehc1+xDiAgliuaQL8ZBTTcrDAAIJ8v0D4ru7P57bb+AzUvknHyxQt+Jb72g7M4+pEM536Qz6VCvBO5xPHkcI761QQDq2e6r5kgLFHFFDZhwbj1EH1X/z76YB7Ayqq/z3/60adRGoWnNqnkvLZh4Z0C6xc93MPUMgGrtEK1kSDZlQHyMKdR2xXCRVH+RvbllkpD0ndPuwrNjdKFVHSBwMrmaz7312xo5KNeYQBA59UIjS0TQENbKxU2Hqf5p7MQjMFhOskeAFC9CEAeQ2slTO7KOcKKUHoW0tJP7fyVeZtkiKC/CuCFIsNbZRhJFjeylT9esMi8KQJPRxJusuHDiizrqiDsFk1Dinh5HgB1DMw6Kqg7GS/owCBprVWulwg3l+LnJZP0tzUM9tPT+DkAv2OM+UGlVAqgCeDvAviwMeZnlFI/CeAnAfyEUuohAH8ewMMADgP4A6XUfcaYW0ra3IzSmAewCeA7xGcGwL4qDWPMawAeu8HnPy/eGwA/doNt/gg3znfcHXfH3XF3vHHGPigNpVQXwLsB/GUAMMZkADKl1HsBvMdu9ksAPgLgJ0Co01+1PZHOKaVeBYX+P3krx78ZwsK/8qW2+bocyrus2/dFWHjBK9328xuYHp0FACS2pzcX+yWDAv2T3iRKeyUmB7xvzCUSMqnZPx45hE08Nhgvpkgsv048LACtXOdAwCaHN8nar2yyvn/CH1PmAKQlCvhKb9kYSHoiDLFkq06V1Ownf0CQHhmFYkDHlV4G9x8ofGQMo0MCHTRfoHshcnH7bCnHa+9TaL9K+5jOG8RnfC5HDSgW0n1NWI0y0TpLrzsP2yZQR3r49qOv4OW+r6B79KGr7v1rA8qAr37Etm+1HhDHzevftoHRJEXUJBOzKiI0rwjPJgUWntvLGhvCNWVTpp17VJB8Luoq8MRGS4Iny4Y4rvwx4bUdHaPVJhM5/94pss0WOs9YVJ0Nweye8vuQ1vR4yVre7GHExADMIz3dR/l8N/AchoeUqwvJG7Y40Y667ZLXO+6PN3NBzJuliGpmRBgoGVwvAWXrXgnhrWLyjqQHIOtvJgtAyz5KVZkgkc1zWVLQy3BTWaM+IZGr81CAMQ6pxXBa2cBKehm6NBgvRCJnVQVeobym2xkKX1Z4alEp9Tnx//sFmvQ0gHUAv6iUegzAEyDap2XB5HHNAooAihx/SuyLUae3NG6m3etRAP8UFAIyAP4IwN82xly+1YO+kUYyKHH8Qx5opcYktZIdm8A70kZtK3PEfgAC7iaXALefTedT+sxusvlwhLLuG+KkOwoLz+eukKlKI+yeTtE97xPrfFwAmMxHUCW55DwkYolx+xwvVpUJ8OeN9RAxE48pBCRDBdP5ygO4bPyiuWCV1gLQ+B0KjrNADKqs50XyMKlw9fsqtJ6je5UtAe1XBandhkL9lQ42v5Wk3+xnaLuhgD6OzvjV/M4HXgMAfO6T97nPfuvzj7v3Bw/tYHvcxNrzlIiPjo6gX2gRPzyI8G/0jhFmu3Qto0mKyiikL5PGrG+GSfvZV0qUadhHYv27J6g/R9sn37yF6RPzTsGaqw3sdoDmNRs7N8qFa6oYqGQU0srimVf8ZztxHfo+mmc7qx0oDZT2uQyaKiAvZIXBIal4BECJ0KAB6vf0UFV0LtnZDlAzjkJd5yFPF8OaZQOtsq7RssWTDC6Qis9oYOashzfr0s9/NmRknmBvCKl/XAeKr75t0Ld8Yy2v++35GpSy8ZJohFQ0CEAhlblMXPN7FtC1nkEmempwkt9BqctQiQwORbbwcv+hTl9Ggn1jLyOGGDGAtwD4W8aYTyulfg4Uinrdw97gs1v2eW4mPPWLAD4A4Ifs/z9iP/vOWz3oG2GoyiAel4h3JwFip/+oFUCC32n3jGAKrSkkw8otltEBJrujSV3FKlhozVWgfwJId/yxB4cTj3vPqb5hOs/9sOm401nRdzzxMd5kSJw7LCwYJ8+TvqgrNIVnke4WKBppgD5pbBgHwV35ZmD2RQ28SNKKaS3yls/2Gs/ViPYlz/kTT4D5JxP0T9pE+XKG1nM1l4OofSZBe6XApm20w8Vqix9lE9NgdEigaQ4Y6F4Mo/18/twn73O5iWJjDvUakN9Pgnb1ZfIsEssVhZdbSAStx/idQ8AoDAXEtnq5A9T9fQWAhsX3sxDZfNRf78PHrjm83tnNBbz7e5/G77/0AJ39YobuU6Klq+iQOJn3uQwAKBox8qZP4g6PKCS7CtPPUjJpfoOqt7UVqiYOFVrRJO8w3fWfqQqorDUfvYW+GF+jD5JcBQK6rJPC4XnYsTDi2q4XxsNGismCWAvHItRsa93xAYXORQFJ7TPnlGiyJGDdaZ+qvWUifP6FHLunLTeVreloWCafKvFJc6Yvaa6GIXdW5uwFcMK7TJWrOAcEjFgg0aSRlAzo/jr4d5sq39lr5LUivY19GfuX07gM4LIxhlEfvwFSGqtc7KyUOgRgTWx/Q9TprYybURoHjDG/KP7/N0qpv3OrB3yjjewAzSam2QAIDx5lNw5JMAcPo1Xal73CAGjCFnVPJz44RoublURzJUTfMLpGKqmsGwUWm0wKumIq9sSrkPY8yg3ytnZ1JWUzQn3HN5oaHK0Fi3v5UwBQYUeQ19W2gdo2XfP8ixmuWSht+xJbpx5r3z9lHMMuXkox94KPh0xtJf2Rj/qKvtGRpksOZzMKkbCmVQ5UNYP6Gn3/hQ/dj5qkpbDyuRK9t5O+P+9oAvTvz6Es2qtTzzEc1lC9SJnwKgqr99kSllDLKlGOWqPWM3h5chrti3Z7AH945nG3aBY/X6F1dYzRMp2P5HXi0IwJPBnPCNy5XGL3VM0pOBOF8N7pLH0WFKjtURj9U/7m6Ne6qGoVkl3/g+w+D9BoPUGGD1eEA3A06wAwPEjPmL2bogmnMABg/iW6R0XQMz0KwkSA94KjjBBI7IHrnDo2coiJlaocQahVwsxL+l8m5llhAOQhlfXroeaMvqKQmgqJB433ipiRwF2LCT0PiYC73bEf6CljzIpS6pJS6n5jzEsA/jiI/eJ5AH8JwM/Y19+yP/ltAB9QSv0sKBF+L4DP3Orxb0ZpbCilfgTAv7X//zAoMf51PYxWKOuRg9nFEz8xarveymBCQKZnGC+QwmjZwi0TAbunPFU6o0Emc/R9PEBAS1Gl4YTkiZp1hWcRewuVFQbHY1UFmtRigWRd5Sw3/t3wiD8od9Lj/claAF6IRz4murCVBqXti7D69tTtc/Nxg4WnVaBEW1cUUnuPWlfGUKKaPenTD0dHvJm3IwoHq5RgsqPDItwnCIJUFUJIqwTIOxXSbYEu2/Hf9x6mG9uaI2FZGYXkFZF/GsDSZLNFCzQ2S+QtEYKJga7tGRJNKqQ9z2VVpgpdEec3GigakVMM9e3KtVtVBpgsl4hGFrZpcydsBY8ORKhv+7a+VUTwXw5bMoEgw5CBsDKd55AWxk3rkr+O8ZvoHsTn6fqnC0BT2JZZR6OoKeyctqzHC6S0uHI6HQCdc4Lz7B7SgjKfJgeRSfpeJN1LZRDGrRKFaFq5DpVAGBpLhpXgoQpfB4c1GuuVm/O1XfJieO3yOcl8mPTS0r6xPGEWXq/DfAv3aw+KGXN/7pKa5bbH/qGn/haAX7HIqddASFIN4NeVUj8K4CJsdMgY85xS6tdBSqUA1d7dcrn7zSiNvwrgnwH4X+z/H7effV0PZWyIalQiGpeOQDBvaKLp6DN+XCOaGpdgVhXFwnlwYpBd6+Y60D+iXO3Adcctw9+NlnTA1kowUz9J8yYlL6XwoF4C9nurAJgSIe8aLDwTJhnX3uxdG6YGr2+Joi+xQFxfBuuZLH8WOP99NE0Wn6Jj9C00tHUNaF0VMEbbUKomKE7yTuw8m5ENZbhaAEs1Xl+38MyTJZqXveBjq5fbtwI2lGZHFZOw5TyAsl/pj5HpWDSBpnhWjj7eKjldUtWyh1oq5LGvpq8ShVSEb6ooQtHUbj/8u/XHQy+NR+Nq5GnTZ4CdhnZw49p2CIv2jKr+2RsNUbBGpTt87LwJtM/rEFoqeK7Ys+AkslF0vS50akMl8jdF0zMgLH+aToh5z2q9EmWqvdJQ2FOBTc+CE/h5S9v15e81EOYm5JBMskbR+pSe2/CwqAC3fT1Ke291Tj29+V5x4SJXoRd1HfJiaaoDkYpDUubXt0pM5qMgtLZfY7/qNIwxTwO4Uc7jj7/O9j8N4Kf349g3g566COD79+Ngb7hRUc1E2YgQTdi6LJF14qBALm8qEZtGQNPMC0eiPaTCKGuUxFz8Ai2e+rrlprICZ+uhZkDvzZ6HJGgzEdC5RL8fHNaoYu/RsNU8OO6333rQn0vdhjxcncieSatzA134HA0qyncULT81Fp72BWGc0AcIDSNDXVz/IRdoc7Vw1mUyMpackSTZyjc1g6R651VfKyNfWwJyIdFJqgSiEi55OzoDdJ71G8y/WGF0QAf3V4IIGitjlI0YRceDCNLd0lGy5J0Eu6cFbb0NY8y+SpPBpAobj8a+5mC5gtnluLvt7yFWWJR5T7Csq1DgW+qTvcV5/H80AbQRvUK64b1IhpQ/4+3LWoigiycGOvce9NReSyLCg7Nn/cFHh0npSHr0rKNCBuFhKATrO54skucFK4MSdC84FzKdsQaEvT/pIKwhUaXx/e0tTQsjwdhbk+dVJX5NNNcNarslesf9zc9EoSPfI4keq+1ULkkdTSq0rlauGFX2o7mtIUJiX8/jjkdPZTMJdG6grCuddeiWcGItb6iAIkQuWh4z58og7CJhicd/13YGFK66FLTMNsvCib0M9mZMHCZY2SKVgrC5lqN4RbSkPeiPz4uS0TCtawbxxLikok4M0l4FlftjDI/UXSw9byjsPOD3JxsJtVYs2aKtvK3tVgFbaNPmetpX6VVnFXReOl6vuZcL7JyOX7fCxugQZkpxcmlt+8Y6AHDstzV0UaCwYYsqppCRpMFmpQ0A2WwN0bR0vVIAIB6XrjlX2YjQ3Cix+aClVqnT+UirWFXA8JTtQfJ84pRyMgQGx40LH6mKeavstVmjQFZtx0NAuSSstZiF4I8m3itMewpQXvjvHdGUlArDYjn04jziNcop8ehcIuRY5O6VClB4PCT5pInhclLxxPieLoDr4TI85Odl0VCun4nO6fk6Y6zuk9k6N4HRVt/04UQesgh0vETGERMWAkw5Q+ezfT83jBLhski5sCJvxySeRTN2CgMgJbJvY/+dl6/6uGPRU0ZRAo0XYTSmiTM9loYCeaMM6Aq47aZEklB/ZPq8tkN/3Ys+wKpMSLFQNqLgf8ATGG48Vguw9TDUG4EtPlY+ycgfX3ZrGy3Tb1hx6SmIfM6eznhBoXPZuPjw6EBE1yROpyZqTKpUofuavY6S9t+1zK15WyMR7KFZRwX3rrLoGS26xanKtpwFsPKOpvvMfV/65K8yIQEgxcWNS0zWt0kRMUOwt25F1fLAC7JoapB3U+cV6pyq72sbPmG89aiX4luP8DkJT2VHudg7VyrPPyFYjAWKp3lVhBnbIZdTYQ9TE+Ez6RnMnK3QO64dEo1CLjJHAILZChitpECpYrp/LPiTUYXCkgTyaF/x/7CymM6FZJUcTu0f87kaus6wn/l4UWG8GOPA0/4iylSjvmlRhalG0YiCvIFkxQ27MZIC4ZBw2iPeKNfQivOLouFV2vfw47RfBUqnucKoEXtvIhWw3hoNNNamyGcEf5s8tX0S9F9mncYbdty56ClDQmM6G6N1dYKd+3zCVFIfdC9aAWljvckwTCQ3NjLoaYlDnyBpUDZjGK1cvBsA9NRbryzg2HupYg2dVdi5l6R8PAoRN452XCBLZDOc8XyE4Z4ynSryhXgAIWZ2T1plZ9vG8oLURVjXYWJg/TF//TNnxblMDToXfWgu7VdBWC4ZUXhC0i5Ek9JdczwssPGYj7txeKAQaDJpeRdNoHM+RBDpQrS7VXwPaP+DozY8IWjry1T82FDi2wmPVLkufACw/XAXqgQ232Q3V0BVr6AsaWDzKjHHcrik1jOA9uyq8QTYvUcoigWv8Vqv0UbMEFzWKOzGnlQyolavLEirRAUNp4wOARL++vz7Ws8AVv8lwwqjxSggFJQ8UuxxcPOiaTcOFL4T0E2+pwZDAY82inICUgi2VqqgSBXw871MiYbd1zWFYZ+aQLD1TpESTgVFvs59kV7eIiQVswjHwgMD4FiRPQGlCZRlaq9T5iyGR/0kZMUmPdB9G+brX2vcueipWGE6S5e/9lYvyPYuTO6FHCArMt/LOe1p6GmJsilQIatDlC2/modHvUKadjVmzk8Dfqm8E6G1YiGxtn8FT2jH5SMUhXTzJdU4j9lXPWeRUdSlbOEFqywWYhT10BqXcXcuHqtSOvD2g0DngkWn7OH3ydsaVeRDZWyBh8WE/r1TGGLdUJ6D3vcsTTZj6mdesQrThufytg46IO7cS8JFhmiU8bUmrh+5ON7Omdh5YYtfyDE4mmBwlHaQtQnJpSofUmpdjpygp2v0kOMqgmtlCwBbor6jbJHA4Yp6ExGkmBVuPLToMcFjVdupgufCygnw8ODREntJtvUsG9EFPUdpvQdcWDNeWNO52zCo9dqKhgrmeFkngkAJc5VhV046M3sv3Rtx7rbrHX8ma5sAP58bggyQr2XmtRyT+ch517wWchH6hFACFI5VDkmnqtB7ZQ9VKs2i7r139ro512FUiJ7az3GneBoSPWUAfALfAOipsgZXmxDEjQUtNkA5jKIOVxAWTyg5OPOa7YyXG5T12IVg4t1JoDB276EdBQtqJg5CDZJAcPde+7ktcFt4WgXhsaxDyUtWFlVKoaf5F0v7vQ68kpRhr8vC9a48lFdVJFA4Xsw5k3mrZAZHo6Cyt0y9UuVwQCXYRGW+RpVA77gwhe1XzXV/fqMD2tGFsHDmuggg9LC4V8P2A36fk/kQatm6Gsa1AU9HEmWh4Ft/MymdyEenMPuSv9fpoMJAoHaiCQEKgri+cGTkfhpXaWlJA6RswPVO4SI+F1JLwjnCSV1WqEVdYXAcmJ70mju9UHO5ryQjRcCeQzw1GC2poO4C8Dm5Ej6Wz/tP91RhqwrOK+udYOFvr1uHhhSfO8NgTUQFqBxKKupRcK9aXLgnFInKuGAwDtB907kIoyXtaOTp+vx7VhYMlQaI7mfnDP2Ai12lMSPnDNOEsNfWucLdJ/lasD/DIta+3sedjZ66O+6Ou+Pu+CoO9RWIeH21x82gp34JhJbasf/PAfifjTFf994GAEznSPW3L0rX2ZPyFS2gsSqSs/zQXcUqQVZ55LN1lI0YoyUL12MeJBnnF17GZD6i5jbzfn/QBu3zZOVMZ8miZ3dbF2HfA8B7GQAsHFeje4FMqcmcDeGI2g/Zp4DrOyaLNhS0pTAvyBtnX84dxUmZAuvv9ubl3GdTpD3fm5mOLyx1LgRX/tyl1cYULFwJnYwMsrYKKuBlEWPfei0yji9zQOkOIaqyWfq/vh42JkqGtD3DW9nD1DLeLRKk195jAJSIbZV1PAw7zSUDBLxFZcPXaURTarDE3lM2a1ylOd0bSwcTe88ga/vvOZTiKC1adL5J3cJ9X6MJyvNrOue9AACY1qjXOod2shnKvTB6Kx7bAr8mo+rYJfLWuAyVdWxujyGzgyMRjPLPMBkaKpRsS9r9MAcCAM210v3fvDpBtkDegARLcEGtTMpHE/+8mFFBVqzLwsfEtgWee9mHEIaHvZvCvcUlolHOqZ1TERqbZv88DDHulPDUo6wwAMAYs62UevNX7pS+OkNn1If5yEfHWHtLMwgjBKRr1F8IHVtQZLTlhzI+YTmd8zOOk8ASZTKd8ZQGeVNhuCzgfFMKf3ECON1RqG8oj4KxE5fDKnnX1kcI93rzIT+721eM/Uww7wpYKiXNFfIunWdjRWGyaLD0Od6G6B84kV80tYMcTmYjzH4uDSZ+3vQcRw6xZe8fL27Xn8LQe07Cc0tRqcQkbxaHbpitNB4bDI56OgmjgeFxv716+wDmsz7BMTlgu8vZkBsLLhlGkgojGlPOyStkrzAAqtNQlQjL2NPmIrFo7OPieQsYnC6BpoUdP1NDWSOSPoCUAQtHHlWqgloFwCsdndPxkqfoYNxYSEKwZbU2PyPuf8EQV1fbYQjxNPdqSIHDg5WBbHwkmZthAKgwh1Km2hFoTgSjLHA9FUfz6oS6TVqjYHwgccV4E6ssJKBiOud/y4gyVxCbKKjKeK4oEyHtFS7vB4gufgAK2yQtAIBEEn1F4bZ0v/pouIPgjkmEa6XUnOgANX+Tv3tDj2hauVaUnculI17LukBXNBJKewWKZsixIyk/ZPUwQPFYIOxEpkrf39gfX7zPgMSSpbn+2KwUElsNLOK5Ooez3p2gtoJstKRcsRlACmP7AX8uc29ex/orCx55dKhCNNRgCciCobK1CLoE+kfE4ts1gfXP7UflufO9UmXojlcRFePJorTaThXsL4zr03Fl1XIsBD7Xo7SO+CqtyYLfV5stexagxA3o7m3RDlFmZYPOlwkYo4FGuuvPl40JI+69LORsXvPfqRLovBKhSugaTETCKDBOxPuiqVDfEgilyqLL7PXqgu6DFvOmLixtVwAnYLBQXnFXCV23y4EMDGq9CrGAJA8O+2Utc1cA1UWMF6Ng3hKnmpjnIv/EDLGS9E/WcfRPN1HbKpwXC3jGACBUqFWkMHO2cmirrKMCBtpoQt/FAoYu60PGixqzr+auvqa+jz60XgAAWoRJREFUVQXcV5ILjvYPtFeEwuqEa/d2xp3iafzPAD6hlPoN0PJ7H/apHP1rOapUY3i4Dl2YgKlz/vkc8aRElYS0BnutErefmJOtHlM+WhbhmkiEaeAL3ZjFNmurYHFy+EB+pnNh3SoEyTQO7QStOMUiWPuOHMnVFHNvXnef1Y4MkZ+3nQJzheYqMFpmHh8LDhDokZqAPqb90lFNTOY09B4loLCHWyvC9UJbCB6uaAeA4bIXsAAp1gCLv0OhKFYWxbEJFIDxOeumGc/ZBPhwhlQ6XVFfY7TCZFYFEOcTf+4svvD0KQBA45oVMlbQ8rORXFlzz+8Ja1olbmKrFMSziqbGKVYOH3IxqVEKg2MewcTWNHs9ZUTFaVIJD44oH2Kzn8ccjmpTxTmHy4aHqSZEVqSXU4XxMj283ZO2kl1Qa6jqesScNJ5kNXl9K4RfqypUGCZSyLqRgJoD4yV/443Cnp7f4qAReWEyxFrFPvTG87F/TOxPnGfRBDYeTZxCTYaGYPH2cJMFmltynUoKk1LM79sed4LSMMb8sm0G8h0gmfBnjDHPf8XP7Ks4ZA/geMKxD/+9jNPXN2lVx0Na9L0zLUxntXOfp3MKk6UKjStWiQwAqBBzLmnPTQQMl32l9dQKuLLmt595xR+fXXJZEZuJdqZ5mwRO7zE6v2978GXgQSCzvvdTV486hQGQZZp1wn4GMucSTzwVetorMTrgp8x0luLojuqCv9gTYmGB1lgHpqIOo6pRv5Fsho7XPUv3Q+YhposG3VcYykufFS1RLCgYb1UJZDMG8UjUSrS8t8OCmKGWWz9ASYBfeccvAAD+x4vf5xQGAIzuswi557zVOjjjpfb8k3TFknZ7smy9lIkK0VTrCNqNsiU8FAZG0veeVNGy+RphoJSJcr1CpnMkWF0orQjDkK2VEjv3RC6/o8o9QrkkxlquOboRV1oQxsspNMpKai+ZJA+5VqKpcUqCPXLJGCBzV/HU5xDiUQUoFRAFSli4Q9TZvGI8Nhge9EKeFSPXbhR7epNwGI9zW8D18y7K91lZ4M4q7oNVEt9QisJomsC1XbI6WLDJOCiPxoZPIEQjUho79/tVJif0ZIkmdGaVSDKkkA7XdeTtmCajXQ88ccfLopBL0mHvKIwPUP7FHWM+FIppHxjanhf5bIV8Fjh+1PNsZ6KJ92SQYu6swtgelyuKW2sy5iuI9EaVsyg51iyt/7yJIBwmoYzMYto/LmLlR0Xob0ejaPrr6p0xqK8JaLJNzg+p5TfKhoHRBsZSn2M3CRKgrCy46jrrEESaBcbmm2njv/ZtfwgA+KUX3ukUBgA8d/UgoqUxirGXFveeWMHKnNB01zpOWaQ2ns8hpXzGIJoIoSgEVdqvkDeVC4vEIwNdhr25jQgnqSrkH2O6FLbe90Kk6RhewQ8PUbdI6ckVDeVyDhwGZK9tb31SlRiY2FeQV7aa3RUyjulcOYGcdTUV3HFvEpuPYg94OheSK067BM7gHitRZoLwkuw7X9ZUoGwI2h3Cu2W9yGSBmB64Tw7zrzkKF6YPueKPIWmBihZRwU5Ok5tVuyBiw7czjPlymjC9YcfXfW7ilocii5NdakZc8GBrtEqViysDQNlMsHuq5mLIuiB3l5Er9Q2N/smQZE+y1vJicIveClxpobUu+N/Wtw3KFNdZXbzA+bhNm7BX1zTaP3gV//DMb7nt/9HF73Lv5z5NC+DA5wU5nQgTJL0CSQ9ucufdxCmL/lGfVOXzkAqjteoLCnko43NEgyPW+9oR3E2l8tTUGVxyHADiIdWPlA2hUOsilt2zCdOBENQDf2+ZlmPrMfrNd73z8zhW38aPzX0eAPBj3/J5/MALf879NrftZ7kfBwC8cnEZnVmaAOoPZ9GFV2LpS8DOmRAhVNhzbV0O6ywkrQVA4ZpJ1wt9DgtJdpmZc/5adQ4MDmlnbCRD2Fgg/c/8TCxIG5sG065280aV5Bmw4M7b3qsFKAxlNFDW7flfCRXweImsb342rEy4JcBoWaHe96zLVUwGmRT2uSiSZGXBHkjeUIimyt1HGerKmwR+kMl0qTB6JyK0rlZB8l02VuMhPT3ZwlVV5IXynB+0lFMYQIisuu3x9a8z7lyloUqCV6oKSPrEdMvDKD+B4nGFohG5BHcVh5W6rRUi6ZNCf/Zl4xLhURZa5q4PgogVGyF8a9uUI5BJzqyjMDxqIbGbyuUGAKC3kGP+ySSIAV84fwD/p/P/JQDgkXtJe730KRt2OUHn0LZW1mgpRjqoHHImmmhEkxKbD4sqdkaumNAaZZoLx6ALXvB+m/EBkSjXQPucdspl4zHtFAZgBZqBC6kAQNmUpb0K8Y6AYdqOfRxGUeWe3iUxMDhV4U9989P+nHWGX9x9EADwW1ephHvjd4iHpQNSNDtvY45tg9nP1gDY/vBDg94phbl3WJ6SdwDZS4tAacN3u34OsAfkkF6MzjH+fyCkvJc8UvVt6i+h91Qmu+JEE7K05m0FDMNYvhSsLMwljFZngqvKPjMJPZfhL2eU2HUxnVWobRuXnJ57hQohQ8CI8BpnKLTFRXlVQt6WQ2eJ3hqcH5SgiFrPh7qSQQkohd4JPxfW3qpdiJU9PM7v7OV5qxKFeGpceGza1YEHEI+oFfHgGPZ93BHhKaXU3wTwK4ye+kYZqjJIRhV5GzXtJmg0rYIHOz6Q2KYt1mKrgNaq8YvZUL5i801igotk7HTOwyVpB9wzwx+DOuXRe3ahhwe9Vc8KAwAmb6YVUQy8ZC4aeyi4m16yv/iZkwC8R1Kl1AFu+z5m8yXhw8RyADA8UnNCLeuG8N6lJ722GxwliTKW8Erl+1Vwcl2uk5YIIxz+eIGt+zzLbc65GfmDSoZ71HXfyxBQ0aL7JSv8Wxc0nr6XXIM/d/wJ/JMnvt3/9jLFglpi++3HCiCn8z51ahU7nz0SwEqjMdD7KFkBk4N0LfVNkfOyeIOyEZ5bmRAEmAVbNDGIJl7xZh0dHCfdIW0ztIim4bIK6EzSXVu/I++V8Uqqislb5jxGPDEYL6gATQUQtxdA+Y7xog9HxWPjmJHl4GuqbRPNfemo2BUamybgEeud9LkEnVuYsTUwyiSk+8g62s1h1wBN5Ggk8STnMthY6J0Oc3IMfJAhXUnXn/YtrNwqk/p2idFy5KDTfM7czgAABAXbrQ8D4A4JTx0E8Fml1JMA/jWA3zXm6x9sXCVUL5H2K0SZx3hXsUYyrBzfP23rk8OyHwMAXPtj9MpUBknPC34A17ujhiY7J0950Q5syKO+GeY0pnPAW7/1ZXzuIpk99x0iK/elJ0748xNPUedA63MN17ioig2Svl/8zRW6BvaW6ptEWDg4TFIknppACciCsYVnSGFEY5IUM68U6J9qwEl9RRYlL1BOlkqvaTKv0b1Iv9+yisspC+yxlDMgzXzNCiPHAmoOCZdUpBSlsFB/waPG/smH/5Q9/1DIc/hhdIh+d+rUqvt+58ESS5+xhIiHQxLBZHg9DY30ArOunxf8PDhPkTcVWisy/GRs0SaHtTQGhyIHfDAR3Q/Xb6VlGw0JwZqL4kBGbnHRaFkjhRJb7yTt0z45lJi1VADW4KLP61l07fm5TpE3Fsw6BzoXPHBjcFihc8UEsGyjw6I8DilFk3AepANKjLM3rwuD4ZJfJPMv2NzSQeFF5XDJ8cRdc5g3ZAguh9BkO93O5TwArOzb+LqXnDeHnvq/KaX+7wD+JKil4D+zrQN/wRizLwr4azGqmHiLBsc0Zs76J1klCqMDsYOcckiBYacu7nmIJ1QFzGVQRyjuNNhooHk+xsx5LxCKunLJUlUA3UsVcIm+653QyFtANucT6NJ6fMdbXwEA/NkHnnaf/cZ/+mb3vratAiUzmaXX7mM+Eb777IILO/DCqeyiHB1QgVAfHNZBeOngp71EjPvkcgyPt9x1jQQjcGHrHGSorGwCu9wcx9airL7NVpjb+LmeSsSN/y33lHALzVxvWdN+/Efzz+8BDPzHJUysII8aHtnEI28DeYc+X3iE7llvSjvcOj/rFAbgk8pcAa+L0JvYfsSgsWKND3sPR5YAsr4GQAFt0elQhl9YGDOCZzoboUzhyBMnyxX0REHn/jedCz7cxIrPcUyNBOwXnkeK0VlVEho32QzQuqZc75YDX7BcZm1WmDqoFapiRUVwIvcgOcWGB8lz4hqc7iUCnDjYrL2tMuEtk/oyXDVcitDYqgLW2VrfU9TzOciOmlLpsEfDhmE6qIJwMgM2ajt+/3krpHHfr7GfiXClVATgcwCuGGO+z9bQ/RqAkwDOA3ifqK/7KQA/CqId+3FjzO/e6nFvqmrFehYr9q8AMAfgN5RS/+hWD3x33B13x91xpw1lbu7vJsffBvCC+P8nAXzYGHMvgA/b/6GUegjAnwfwMIDvAvD/tQrnlsbN5DR+HMBfArAB4F8B+G+NMblSSgN4BcB/d6sH/1oOE1Ho58hHc+jCJ9kAoH80cdYLh6WY+qKxQcVtHIaor2vEF+oYnCRTb/FphaJBGHgAVJVbU87N33q8RPeSQu+EKB5qeKhmZeszvvXtNBdWxhS7+fTLb3PbdwWHEcdhh6e9WfT9b/48PrF6EgB5GYAP6YyWFFQR9laQsWuGI7LVtnNPHe3Ltjal770M2pctCGMoY2QTvtbKjqahNct9P4xAJ0mrn9FT8jdK0H+z9ShfTeQ9GMCzwwI+gV+0/PFq28olkx0Vtj3frWcW0X3Yx2NmXoqCc+HQkrRAxwd8bUbVKDG0eINoEEFnijwMO7iXCeDRcHwt0YTi7D4JLO4JgOYljemigYkt+GBLYTrn0U1VSl4TAypMTJY708bXdq6n+x6J/hi1bXvfbeS5qFOOgT2N5ppB/4QKQjgUXuLtFcqaQtona725SmEkBzGeEEIqrFXxa2D21cKFi5JRhbypAxYFmmu22NKiqCQyqxC8X+x5BoWJIj3D/XKaayE6LW+RHP1K0aLvJ8ut7aj6vaBC6//afvxeAO+x738JwEcA/IT9/FeNMVMA55RSrwJ4B4BP3sqxbyansQgq6LsgPzTGVEqp77uVg74RRtI3OPoRKwxHPkiezaWuFzQA6FyhqPt+BpM5jeZ6iZnXaIJxARBXkBcNbrXJiXWDnQcrpwyS7Qgbj/oGMoPjYW1CrUfvVx7xgf7VfgfdeZIOg9dmAXhlMbmfwkePnqBM4MnWFv7DSw/765wotK6GBYBlk3xUwKO4OIHqmiBZpdG+nGOyQNNkstBB1lVOoDHyR4aHZGhqdA9JvGQlxCxyC1T/P71yaMXlLF4nHBXUsWz7KmxG5vRPi6rv2KB5RfBHCQBCOVtBVSpI9Be/73Gosf3cCfCCwkcsnBzyiWvNMh1cW7rj0UftKzfmhvIoK8olua6NDtLqz23mnL8ZHO5silbARglYs0WlSUocx/kF6s7IuQAAGBzU6FzxPS+qRGE873nFirpC56IJwkkSBi77t9AFUTiIEUrR1CBvREGjp4Vn/Y0v69p1oxwuRchmlFtzWSfk5Jp2Q2MFoDkh+6zXdsNcn6TE5xCtpBJhbjkeUW4cQ4E859sZCghIEm9z/L9BBrtY2Vg2xlwDAGPMNaUU4zaPAPiU2O6y/eyWxs3kNP4fX+S7F17vuzf6UJVBNC5QtGL0T3ip1z+uqchKEMUlA9FlrCKkB1tkJlKYzqpgccpGQVe+LUXcV8iS6yvNASDpEypGCq6tb8ow2ppz/0/Wm9ATmuCdcz7GzeOREx468p8u3Yv4tUYovJdC4SuP5Tq0CfqIfKbCtlWc05nExfIZQsnb5l3qgZ0d8Tv8qW/+kHv//1sjSGt12q/4F546iXjgkWEAMD1AJxENdZDk5j7XzrOws1UKLtlXYfd+5tKwF1uoQGGMjtD33IkPACJRPZ48uAtcnXFGQzZDwoY9meksnQMntSdHckS7MUwibq54y+SRPHThLfMyVXueUehhAMDsa6ImJatQ1LS7B831CtHEuORzlBlEU4OZ1+w12kMzLQxwfXW5Mr4zZOdyZZt72TyBXRKSF0zSglDuw7g8w/hAjNpO6Tr36cJAF76HRVmnFqsepUj7HR0kq0sqhmRo0Ngw7v/uxQJlojASye/6duVqPSaz5PnLCnV5Hx3TtEiET+aVy+/EY1LY/H2UeYUhz3Vfxs1zIC5aJg4e7zfGvB8ArLG+Zox5Qin1npvY1/UwuNvwee7YOg1C4RgUDSqAGh72kFrAQyd1YVlomeJ6Dii2taNlViUw/0KO2hZJL/Y4xktk2mQLtKj0DAnWHCmaVyKHGEp3yWLiEMdkGUivpMADtL/JOpnfsy/S+WUdYHi8woF7fNbv/PY8KrvC8mdJ4sn6B+kJuOY/gsuqaMJReQDU4rT9iofkcgX6+ACFGeS2RdtA79Kq/Inv+i0AwGpO5/D2uQv4pefeiQcOERrphadOIumFCJfJMhMmXj9kQh7wxWlSaQwPIRTasXhfKeQtIJ+lZ3DoDCW61571hTPJgz7eMuo1gDdnqJ+1FOx1Ot542R8fIGXBw8TGLT/pZXTPKluRbty16tK31lUlgRBYuHMhYkc0EpJhkqEtwGxueGrx2nbuvB4TK0zmfb2OUYDOKxcums5GqJIQbRWPPWqQQz2VwHdEGQLEEuDh1HlLBay3nYtTlLXIGRYlqDBTeiPpAK7qu0oUipYnAjUKmLngpb5R4tjTCmXivRRHAyLCV7UtoLVKv+8fjYO5w8eQTAoEo6f39W1Cr0lYry48BFoqy9sdX4ansWGMedvrfPcuAN+vlPoeUHu4rlLqfwOwqpQ6ZL2MQwA4OHoZgKw6OQrgKm5xqG8A9OwtjfbCMfPId/0dbDyqUbYqxH2aWbXtsMqZJj6FdHi0rpiAryrgqbKWVO8kLfLBUQNzZAJ1jST37IsKWRdorIcwQY6rF83QrU53KUSxl1/Kff/4DgBg+sys+yzpeUtTFcBEFBc2r9L+5aIaHSNkDgCUXWuptvz1Jee81kkGCMJ3crAl6/pL3DNC9Iq/ce1LVE0tIaoSMePCC8Iak/BkZYDpggjHtEpE2zFKwUWlOxmqbVuM17PPVIR4xocE7NIKEy7Km5zyCgOgEM/ghEFiv5f3lAdTnQBw95C3nX3ZBLUXqjTO8ubuf1IcdS6KbnXWg5BdEVlhAEC6k6OsR0EvF6MUBkf8g5WeBfexiIf0OjiaBnBZVyEt9Hdz1R+vrBNaSSqKrK1R36ZtnAchFN3gUOzOwfU+55zZdoXpjHY9ROo7Xvmm/RJV7BVqFSnkbe+Z5U3KS0kqFVYYAJB16KDcGhfYW/RIHmTnsj9Xpv8HfHGhrCp/8l/91098ESF+U6PbOWLe/tYfu6lt/9NH/95NHc96Gv9Xi576nwBsGmN+Rin1kwDmjTH/nVLqYQAfAOUxDoOS5PcaY26pJdQd62mUKdA/RgqjsaJdgs9o2+SIKcor+quLUEOtV7m2lvWNDBuP+uCq0RYTb+dgc0UhfanhYtvsVsuKcakEiL8nJMFThceQD48A02Pe0i1eIQleF4oO8LHlwaMZkpUUTWFXlA0v+EbHKpjEoLTWuokNdC2cSzNv9bUOO08f8J+/yu48/b/5prDPNCuMtoUX13cq1He85TadCYnkHBmerOOqvGJhpWJaQpg1Khe6wwG7g4RuvrZFepJOXXo6SQ/IZ3zPlMZqStBMe+8HJ2xYbk6EHte89OEQ4dxpMvd7zyyEvUZaCvNfoAczONkO2o0uP0En1T/uFbKs1k77BpM5HZAMTuY0uufIVSzrlixRMBnItsGsbBz5pAJggIKTvfbzkajYlzUT7aslytTDuYs6kRvGtsaFi11lmwCq47CJ+u0SzfUStW2aELunSZE7zqsDEYqmzxUSrN22ZbVhOA4LUTW9QuUaSBFwhUNQ8cRgMh/5xLjh++mvR+ciV6ZozrLCamyUmMyL67C3hOehhP/e7vgKV4T/DIBfV0r9KICLAH4IAIwxz9kyiedB6Ncfu1WFAdzBSkMVhCipb2qMl/1Ecf0p7ATjMBRbUFTJ6yfR4GjN9ToAAFgeG5nMBeAK2kYHogAjroswx8DEdQ2BupHmaLoDpDsJRkekBascj1C6Q5N9+CDtNL1i2VSP2fDCjsL4oLBO0wowCibxnyktkpWz3hU4ObON5/peaQC0+DgEMfMKCdwxb8Jr2K7H8UIoBKMpfSeT0zACUTQNE5zFjPWCBpZCPTbQmRd6jS+QVJEKNx6KJkn2PidCwXYuGM/PxNXJ1pOKB9SsKun7Y8hCRFYWW5ftD+YKzD/l6WaWP+lDX+1zFC8s26KDXDdB3dYGTGwhmVS60uNiz3DzEa9kuiKck7d0kLDN2ooUg30Gk7kIVSQUgw3PpgP/m0S8z2wPCUbWcRMnRv3xucn+8Z0LPsFUNCLUtnNUsc3FXcxR1rXr2VHWaA1yTkWXxvG9RbmBCXJbBmiHdDWNzQKFRVtxUaP0nssa3NpjY4RzFlk3NFaUARqbJUYHwoJeZhSWivW2xz5HdowxHwGhpGCM2QTwx19nu5/GPrW0uGOVRpUCg2PeCmV+KO5ot/QZiWgS3eFy4tuRJH95Ay7BlQwQLMTREqFANh/020t+pNqWRbrYw7F1xYpFej0AMHzbGFU/he54TZPUC+jPkTSbPkoXFF31woWtP4CguSrTgIC9tg4OMJn4FTff9WXgG1teSm49t4gaqK+Du/amDxuwsGbETTSl+yEVRchNxB/Si844js7nTa/sCfRnACXyBpwLqW8I72EgOvVFFFpkZRFP6M8RGo4NJoJHjBPcUljXtoQlnpFCYcE+eGqBckenScKxwgCEwhBCQhUV4h16PuOjdF+dsmDoKieiU0WFh84apu9lIabsAwMT0tjvhY1yriIR7Wzl73VhkHWVg7OOOxpZx987l3uI/Gtt2xsMtV2i5GHYLBSwc6buitma6yWyjnZro5yGsG/Zaa+saajSuPBZFSu0VguHSOTP4ynnR3SADOP5VCX+VYISyhr9zb0sPNaaco2f+kc14nHo8e7LMOHc+nodd6zSAEDuuhV0TJ9cpQpzzyOw7vOW9lbQJIQWZt1QCUBRws3DPi32XuyvbBi0L9AHrRWLPrGhhSqhOgqesLogaorOOylEVAeweHSIFy4QF3q9Rav61HedAwC88PQJqEIhHvoDlnWDqmmtdGuZLx3fdt9v7nroVLVex8Z63Sd1l6fQ17x1rAuPoopHYWitSrk5jrh3NxB8LBiTIQliroJmAcXMqSaiEBbf39b5KPBK2IKUVCf8O8BXKLOQHy+GhHoMfsgFcozpLQBS5tzxDqDEeDQFslnab/OKRnPNoLlGB2xdzVDbsFaIVQKm5gVz0a2jaNp4+zI3X6Lv9Disrm5slWhshegnabxQDkKF+bREOaODw0A8jxoWEusS3UoFqKDGVolpN8LgsD/f2q7vf2I4NLSn8RLf68ERjcGRmhOKSZ/2yUosb2tUiXJKK5oA9a3cAUeqSLk+4bJfOP0PGK0QlewtZyibMQZHuGe8QjwxDkwwXlABA3OVAINjyhl2HAXYeDT0LJjyZfxWushyRFpn6aP7KCa/AXLId67SUCTkVEkK48CTPvA9OFYPCsiKuvYNXWo6aOVatMhqcYVFNbsgVvxil1h7sn6Uc7WLhgq4nmq7Bp0LE0wXvCbafgz4zuULdG5lij986iH33WRIWu/s50/RBwtVwDU1nbeLdCA8nTnRH0RXKPr+WFFJNNQMRY1EEjzt7Slss95ZAJMVSW7XUvagjZ9bSo35Z61AVaQQmD48Hnll4faXeWUytL+Xie10IDwxDt9bQTle0GitVI66QluOMWbR5VDkXqXDw2jYxk72XITCAEioljWF7jl/PydLPjaWzUbovEY7LxsWWmpzAEbT+bICLRoK6cD34WYyvRsmq/neTI1PFschIy731w64nbSoD8krABEaWyK5Pqgccy6HaiTst6wpDGx9SPcCKQzZsEta0XMvj1E0Y5RCacYjA0c2mLHysHmMRuSYpo0C6puZ8zxMpGAiFeQDZC6nisMwKUDrjEPGfA+YqZfIHD01PHskvL0630Sx9BXgEAH2rbjvaznuWKVhNEFLAaD7hEGVsgWYuO8BWhRZV2F8gl1jINn19N3MWxQJ/qTGZoUo4yKrkDV3OqNJeLkJTu1eeZtkWGGymDoLbetBjYcfPIfXBjSjnzt/GMv/2S+Y6axCmXh0V31NY/LQGJVlwdVj68EIRWGyCKuX5wAA8W4EzJSIhn6fqaialiPvALXHt5F/hn7LHsB03l9g85oI93BntCNWIV9rYP5Zvz9dGlRQTlkAnicIII+Gq8gBr7AkJTiM/zxvWS9HeHVFXTmlw8qeLUqAFJSEPwPAziMkZRpXIuRtoLCIsgJA82Lk6gMYkcT91OkcxPumwtYj5IpFU1IAnEAGrPXMobw89BAAReEcq0T4c85bVHGYVFUVCVeZb5OJ99GSwsz5MmxctFY45cQCW/IzqdILVKZpb1/1OQiU/hitFWowxN5S3k3seYpwYmEceqtoapTzibtftV4VEB4anbpCw9pOARTGeWnj5XrA4MCKi42NqgZkS96SmXkupp4Z1tsqawpFTQXw86wTGkStlyXee/8kvaq+/uNTd6zSSHcNjv/HEnlLIxmUHr43rDBeiIhZk7ftGUwtxpsFC9NspDsWrmkFZPsixfATW/RkNC0sF/LoEUWCnIc690JjeCgK2mDqAlj95ZPu/3teHmM6X7rFVt8y6B/VLuww965VzAC4NvSVzZ1zCjhHWqC5VuHqd1SkLECFbslm7IQXU1j7XtL+POsPk7R89Htecp+9sLGE/NVZ2rZboN8F5g7aIpHn5mFOjJA+663v3ik4gkhqXhUuyKloVrTzVpL29S6dnHmug8aqD7FwolyGlyYHvMKffdkEvU8cbbjE8Ec+5DI6CGSLpQMFjE5W0EKZNi/SewlFHRyO0L1k+74LJFHeVNClCUJ18biC0TZ529RBwr60xISRIDEsa8DYKiSd+x4bbgjyO66K7x8RRWmCFbd9rUJZU05om0iFfSZs2ESVYv/Go+ySrLIdLj3aKR6Vbn/T+Rhlonw74tkIectTs1cxUHYV8haJnLRPPcVZ4Oct7UJ1rCi5QjxvRy4EBZCyNADq1kvKOhrjRe08wto2EA9il//JugREcaE+m/+R5I+xgKHzPHEIwwP7VKdh8OUU971hxz7CAm5/KKXOK6WeUUo9vacakr9XSql/opR6VSn1BaXUW8R3/1optaaUenbv7+6Ou+PuuDu+1kPBQJmb+3sjjzeip/HtxpiN1/nuuwHca//eCeCf21cA+DcA/hmAX/5yDlbbLpB3IpfohqIEXjQmk2CyGGMyrxxM0yODfE4imniun3RAbrZEPDXXSw81TBSiHJ6um5N3S9LdFhbQiMIY7PkMjpHpz27/4JhC413+dhWlxs6gifplfwKSmG3rAY36VR1QcgTEbiBLS9KKZDa+u9ygk31hw1cL9i/MALbGI+rH6N67jZ1N++ODU8x9tOlixey1MKngeEGhe1GGUxSi3AQVuPXuFOVLNn4UUx6F6z44Ce9gsCpEZxV1ejbSs6hieLRWAZSRgEsDUK0cjZfoRLnfe/2a9crsqcpkcTT11dqqMu65VClQQTn0UH2rDEJXylCLYHmte58DEIZM5LZ7O/rFglIE8Hkg2f+jtuVDNpWl++Dud93zRXB+FDoLe1onY+/pxCPqnicT+rXdyiGcigah6lyleUzUIxIWPF7wAJHuxcK3WI4VYIyD/erMIB77eVLFCtE07HkTj/y9iicGCXzYqrlmMJ73FeUMI+Y1wPBcBjyYyAIibPhVkjTe9niDK4SbGW9EpfHFxnsB/LKlav+UUmqWy+aNMR9TSp282R1VicLwYOwqWuWkrF/tY3yEJFHWUUEykdpU+grXZGjQWMuR2yrUwRErQOz6jCcGu6cEPLcN5KIWoWiG2H+A8iTMz9S0vE8ctqlsxzMmaxsdKxEXERZaPpu7+8QBtyB0Duzco53ALi38lrvNcaI3SGDD97oAgGPHvVJa2fLwpWKrTiRsgstp9PQ8Zi0Zo6pEXsOee32d6lh4jBeFIGXiP3u/Fz6Ron88BfZUmgfV8QJNxWGr2Vd8fiDKTIDvV8bj7qOpsUy8Vok9OEH9JVEHcdYS44kQXTwW6Ky1Clk7bBXK9722YwJlxVXKMqdQpioIzwU9HpgAMPLbNtav7+suFYlEEMUToixpCB606Xwsfu9DNQDQOxGjrAGtaz5nYWJgYs+7c7UIQmPb95FEnTkv9i+EeNYOecF0QSEoRr9VEQDlmYg3mzFq1jBrbFTeiAPlP9Je6ZLourT3imtQZolHinveZG2icOH8C88nB0eehi2FdU7r0AEsFCX6ma5kXwvy7iqNfR8GwO8ppQyAf8EEXWIcgWtfBMCzNV77cg+kKlpY7DHUr3qypo23zbn32+/IMPNUGsYiDVwiTucGk8XELb6iFlrprWukZHixcA2BFNLR1P+mSgBdKDSsnJ7OqTANp4Gl772Esy8ddufSTHOce4kguHE/kiUYTrlwPQoL+Km/ROgcGAtq9UNHtrD6PHkT3/vuJ9znrw4WqaHKFknRxPbrZgu5ij17L0CQ1+Y6sPp2rxiY/BAgS3C8qF3jH8AW+1mUUP94SOmSDOn+SkoXqYAcH5jdXTwJBfdeinUAGIlub7VX6zCRL6ysUk+HLvfLnpsuqFqYk9v5nu53zfW9EFnPmwRDdSIs+Dj3wsZGbTdEkdW3S5hYBRDcwEuxVrW05IcHFYaWELBzxdZfWKSeKkmhs6D0SDL/LGSx2+CQNYZKeX2+t/xkTgcdIQHKEfG97hD4z3ngZYqgfa1EsHHNBV+Tqqg4kZ8fKfuQNVjWpXCluOxPLzm3dBGCIbIZqgVyfdKvVKhiuLqNfRsmvH9fr+ONpjTeZYy5ail9f18p9aIx5mPi+xtlpG76KSil/jqAvw4ASXsO065GbadE49krbput95wAAGy8m4RoZ26E6jtGGJ6lLNvc80TElllB0blUoKpprL1ZhCwmHkbKFhMLNBYwnATtn6oCS33mFerH4TquATjyvnPu+1+554MAgN8/TkL9ieEpfHbzOM48QDwhVz5yLBA2qqQeHcyjo0ognzFum7n7NtEf1XFqbgcAMCkS/JMHfhV4gL7/7PgU/v0qsdW+9BTdm/h1Ou3VNmnBdi/ZmgA7u2ZfDhWFO7eKBLAsHBsLuurWVfLMpECJp96C5UXeuhoqHRcist+z8NB5yH5aNFR4/hYVtbf2hBU8Q6d7J2l/s69WIRpKeYQWk+/FQ34l9gB57YCveYkmYRFnUVcBGAOg5Plez8wZPVuV3Z/gtpK1QWm4dCaLQPuifxYz50tUkQoUhTQsmCuNlVI8Mdh8WLve3FyPE1T3i0NO5un+O0oX5ckz3baiSLTSgBGhvtmXw3sxnfHec9oj1Bb3DmFgBIM5TETta3me6YxCVq5eaGANALtGU1sP49rBCnDGbY+7nsb+DmPMVfu6ppT6IIhgSyqN22JrtJ7L+wFgpnHILH+MTMrJg4cd1Hb1O7kSzC8eVhiADz90LnjLvHc8cjHkKiHIH6zSmNiF17BoqygDBsf9OVXNEjAKc0/b2LAmRFRmhc9973sZAPBrpz8MAPj53XvweP0CjsQk4f7Nzrtw6eP+lsQFCAopLGQY5f5nVtbWKR+o/aF7n3Lvv3/mKawUXVzKKdD/j5/4TlQZ3YtkTAsv9CaEZbtM57xzxi+yKvEhD1WR0pR0FdLqLxPl6NABH26RzXakJc/IHLZMa73Kkc0BFDrMOiEflqwpcTmRln+tUh/D5nvG4UOCtfpixNW36aA2ofuaf19YbrKhZTumPNb1No+kkJGhKlYYzIpbRcrlC/hcgNCbmcz5OdvYNMH1Gk0Kmz+PbR2OJEGczmpnsTPZHyvSKlZorpdO0G49aHMi9wiDQNDM83EDcsphSBFT1D18uoqBxKIG42lINqhyKh50rXJNyNMlqU4AG0LUvnAymtj6KaukjAImolkXPwMOUZd1TQalDRFK7+n2hrmrNPZzKKVaALQxpm/f/0kA/2DPZr8N4G8qpX4VlADf5aYjtzomx2YBADv32QTfaoKi6+m6R6/OoHXZT5r2FVoN3JgICAVfZJWFEwY1WsC8+GFoEo8P+Qrt+acjt3iztsbO/f5497VXcV9jBfd+5C+7zw4ueIG//tmDAakfhxmKpp2cKjwfkxhUMwUOdn3c5+Prp/G2RYr6/c3nfxj3za/jk2dPue+Zv4qpI9jC61wKBYwyJMwkfUM08T21oynQWqmCuH4Vi17P9pXvZ94M+59HE9pGhg0kPfbwoEb7SoVSFHklgzBkEjRhstfh6MRtMZ/zNGxiXSZCdQ40LH8jJ9A5xDOdDWk+XD9sUNJ/b2zcKP+8WBly/izrUEGpYwy219RcpZNtXaUCUD319yIZyOuk3iSlCM8Nj2lXlc/XvPHIjeltmODSP+sSw0P+Ycy+YrD5GFBfFeE9EUocLSMAiAC26tpe59jSwo8O0nd66kONqiSqGlZQqgTSoa/jMIqeIysmVYZcU1UShkGJc0q75xqP9hSkchW9UERFU2F0MHLb78swuKs09nksA/igojBKDOADxpjfUUr9DQAwxvw8gA8B+B4Ar4Js+b/CP1ZK/VtQq8NFpdRlAH/fGPMLr3cwfaJE8xd28dJnDlAjJJH4nXkurDYFPBqldzymAr+hR2Lo3MdIi6ZtsznvjzWZVy7Esv0Yzdb6FdpxbYfI0pxVlBkAynFgfeBj7wootwFg86WGO6+9yqJKwyQ2u/zcVjWaKOSL3rp85SKt2nMXKNwV9WN8EovOajSxCejLUfkFV+wRugBbtPS+tksJURkCqlLl6OM5vut6SuxZvFkXrpCOR61XBZxAxHBK27dt3F6ej7QoTUTWLguBwbFw22Rgc0DidjtuMFzPlcWhGb4P9W3P/TRaUqgin5fgeyKLJhvCS3MJb+tNJKPKeTZ8TTozaF31pnvS85JvskDaQSKoippHb7E1vv2guLZtcaGGBLf0ymSNzs4ZW6Mi0FiH/sjfPAoXKUcKmPaB7fuUu3dsCEiDKCBnNMBo2YcVW1dNYFzsng45wOwpu+0DduWMDBWZx5DGB3uoHDo2EXFusZIaLVFinXvSyN/e9vgGqNN4wygNY8xrAB67wec/L94bADckpDfG/PCXc7zRsIanPnMPgLCHdPOyciEoQOYm6FVV9J5DJizAZDhodMjvs7GiMDgtCA+bBfRaDbltZLT4bOWqbQFy+1UBJLt+kaS7YXId8IK7SvaEomAVhJicsehJUdUMqu0aXunbUmvLaBtZ5lhlAC1yFjpTzkJjCzsa870xZPnbxVnFlkF07O9ZIqCQyShsF2qYgE4ogazjLfL6JgAddlyrbRfIuiFyiI83mdcBWWRpLVtOdkdTUhgcdqjtAvWtAmtv8SZ2PN4jzLW8F/TqiBmzEB02Ud444OvkHEqZhgR9rRWm0bCIn64OuKdcAyJxb+qbuaPlGC8laK5kyGboXujCOB4ned6MKGqul7jybn/zk4EiT5CfVWSLTK2CZ+XG51+z3lYQKuyHfT9UQYoNADYf0cg7BruMlrZcaHw8IMxVyXauxEysHEBi95QOu03aSvXIrgFd0Nzic4umFjbe5PwhwX/5uUqUGmAND+Gx6gLBPJWQ9dsdb/QajJsZbxil8dUeM50RvuvdTwIA/vP/9lb3OYdWIjFJA+x/w4ddAG+N8WuVhEpo+vYhEgC5RRyZYYJDf+R7MW8+RLNTJl8BoGzaMMQljWgqEEpWSfB5Gk0EiDy4XwRXrFeJtZQULxiGedmFkxokm3GwKBtrXmjUtz31RWOjApR35wGKtfO2qiJSQicoa2E+IbdCXlqQEu3DMXsJVwb88ZJ+gbwTO6XClcNRfmPrtX+MHlz3vOCL2i4wnaNpX7d1C82VG1ukjHbJWVBWdO+HD3nXqX6u5vp6B0ivqcF4QQXKPvbNFp2ykJ6BLsx1LKjyXo+XfKwpygym84kL6ekiDIeZyNLZiPDV/HN+v5tvrtC44uskiGZDwIvt54y6AkKQwnQOmApEU2PVK2PeX7qrrmsoxqO5Th6iBHzI8Fj7WumU6MILVEMyOOyPP/Na5T3WipBUbLwUDeUYiwFaq9HUh/jKlLxKXtfTGUVklCL/Mns2B6zirV97HXKyL3cYAOXXv6txxyoNHv/p/H3At/Yx2aXV0noxQZSFljwg6LqT8HVvIZwqSXDz9gZAPolRX/HS6Nq3GjRWaELmXZrotS3vmlM4yMIObXFagEqBD0EZDduXwCuLoiHCGqVlZ7Xf1zapJ7mHomq0rngaioZlmIVwzbnOoUoU0l7pLNqyRl6BK8pKPO00n7uEcDrabxE73noEWPw8vecQSizizZJWvXeCpEoAZe14QcJKZuceIYhzr4waazmKZuQE8eCw5ecSx4Ow7DnsJetC5LZ1S83C9QBAWNNhIi+I2Dthq7WsKQwP6iCEQsfy96a1KgS2gMoClkFWIKLyprI9udWe39jc3EHqHbL5ZgE9Lf28ZmSYe/5AUH8ymaWkv1QCAYFgC+id0YHgzeb9+c++oJG1Q+BEa6Vy9SLVHknUOxb5GhBF4brmGnsSnMznxDWHmWjzshZCass6FQ9KhTw46LsK6gJINr1x1FyrHHUJANRvK2sqx91E+Nf12B028aFPPQ40aCY1XrMEaylgkuurQJ0gnLJ177+TLjfz37i8woUmtLjLTHA4XrJhg6sKVS08njI+LFAlVAXteJMsukcqmaIpED+NMHGXd+i3jlsqs1TTdsEweqVz2aJ1UuqIxha7qkTho1IwWnlaeEt5zrUMugrRQBwq6h/1Qlwy/u7ea0NyD7FQh7PaAcLeG+2T3Ywo6h/3Crh1zUsCXuTc72Myr4IY/O5puqmS24uT9AD12kgHJuAaksKMFcbix1L7vyGySSFcgzoKETbUOSXKJxYyW9uiecSKKe1bC1ggqHZP+n011ygUyHmfvKWD58T089LTYlZgAJgslZgsAfNf8J5tR1TjS2XFY3BQXEubBDErlcYW1SgND3mlBITV97Mv+N+3r9LNY1SZiUSBITwdPuBDVbwtQPOSuahGi+Th8LOJx9dzmBml0L3oJ2NtZYDKMg0PjrdQ3y6dMVHFBLioCWSeifw9vfLtM8AT2J9xV2ncHXfH3XF33B03Pe4qja/joYzzMurnE2cBT+eoHShbOzdqLCQtSJfbsJ5HlAHZrHGJaBNTaMi1kZ0qVIlB86pIKPbgobFcJrJsj58QGycn55sre8JPFZ2bjKeXdZEjsdY/W99lqhCPPTV790IGk2jPmDoEJoJuQpceEQSlAhc/HhvXyAgAoj7QWi099NEmHDnhGU0JJMD3trapkHd9Zz6AkGQ8HDV23x80F+GX6QzlBNqXbe4jCy3d1orBcNkn5vmeyuS2rDkp6rYXtg1HRWOysN3+rhoqShMhKvK2fKzcnWfXdglUfEwEAAsOU0m+J5nEZxSd9JTiiXHzhI/F1jAQehk791tkmmCtZS8DoGLTvd5FlShk9v7lLQAmvP60bxyEl8OG7GUmPdugy3raSZ+ez8IL/mZJz0GV5CXK4kj3naE8AwMgOHcxnpcoCnFeA5rPEpkWTz3MnfM6ZdNPDhkiVZUJCiWrRGF4SLt5kwjP/baGQcBMfKtDKXUMxLF3ECRp3m+M+Tml1DyAXwNwEsB5AO8zxmzb3/wUgB8FBWB/3Bjzu7d6/DtWaahcoXY5gSrgKDsAX8xUiPBTPAqFkYzbsrJwtQVdE1R4RyO4hjs8kqFCbhdXYy0MgUjyPABE3yxc8fEiULQN0l0x6Uv/u6xLoQ8XMjMktDmpWN8iaCEL4ul8jObVKUaHa/Y6bOUs7770setpRwFGOcHgrotz6n2DrK2DOoqsq5yQzWboXKWY6J7175kHjMMGTL0hwz+ZSPbOnjUoamFYoazgOIq42HAgykGlwFcF9TN3kGITclmVdWrQJYsRG5v+2vpHI0IcWcSQhPcCpDCaKxC/9cVxLHRrO17SZ4K7SZVA96KvacmbGv0TIpRmFbGEQ48O+ff1DYXpHNByZAeR5aOy/9nDSpAHFy0Cfl47xNwkFHY79zKZoP+sc7mi8ltYJFZWBY2jpMHhcoaiL0Z9x4Yfj2qCrXNdhraFoSK3JOtPUtt0jIEAVUKADJ632UyMyaK/OKOB2rYwTmIqnJQIKllEeiMiyVsbBjD7kggvAPw3xpgnlVIdAE8opX4fwF8G8GFjzM8opX4SwE8C+Aml1EMA/jyAhwEcBvAHSqn7jDG31ND2jlUaPMYnckyWIsw9z9QQtApkA5udM+FtUhUCJSAX3uyLygp2+p+FvcxZyJyDUZY0cNZ/JguV4jEpMGlFcjKbzjNczI0Vis+WVjjUN0mosWfCePfuRY9Mmi6kbv+jJVuxzSCrmgqSqxLlxefQuWDj3BtFwK2jM+I+YlSMUXQdXE9BBWgmiNMDIeWFMt66TnvUEEsmU6McogjMCu9ZD70MUDRTOLZigIRQMriepmRsYbRcbCYhmv2jXrDzPeudsseb7OEdu+zfswfFifusA3Qu+YeatyKoIkRvBUWQtnZBdo2UiXLyHEO0muxwyGAGVyGuwkR21qZqfPl8GYEH+Hss649U4ec+e7Ly+IODft2wIVHfFEy7iQKsoGaFAQBLT4ywfX8zWFf9k+Jc50q0LkSYOed/MxB5s9YqKcfxovCYBTIt3S0dRQmP4cHIeW9GkSHiumvWw21veewTesoWNF+z7/tKqRdAHHzvBdWqAcAvAfgIgJ+wn/+qMWYK4JxS6lUQ28Ynb+X4d6zSUAWQbgNT6/KyxdQ7nmL7O8Y48ms0CXdPx+g/IOMRGp2z2i2+dIdgqY4p1QqcvOMnR2MldMvLmkhE75LCkAuktuUFsipskZFY4OylAEC1mAEGaL5sPYXEejd2/3kbyOGtfbZMGT5Z367CRWFDA44cbhIWeUlrjxPsac/TL8TD0oWVpnMxaj3jlMB0xlOKAB6iOe14gjplPJ2EzimEwlZffTNHfRMYHrarW4UJXBaolQhTSMHZXK8wOKidZ1Lr0flziITvGdckQIUgBydQ7SXoHEFnQVVQEy7AP89YUOjLoUqgd9Kby/HIEG2KYFsua9qdGwMhZMU54AXa+jvod3pMB26skmHB84hhwx3BNzUWnlFtx2C0rJynDVAY1tVt2DnAZI4APT8mDdxL6WJUiHxrrlhjrCm8qQroXM799gN63zvdIIp8EULK5rxRfPDjCkDl6jAm8yrwuJorOUykHHeU0SGKj8NdsW2UNjicIh4bB+xoXyOjybXire2T0gD2Padhmb3fDODTAJaZIcMYc81y+AGkUD4lfsZEr7c07lilkYwNDnx+Cm0lzPZ3eOlQf6aBTduG21UfZ0Kqi7e8iFlZjI5QJW9t028kY63O1WUE0iwVErmqaGv1Kmux6SIMX5X1sOK7fpZ2zlYhu+0lQ4RjiqVbqqoAQkvfKxK+gjgvyv0xg5CFFRwyPLf0ZBYotOlcHJyvUd5irm9TCMchqCobwhH8R0XD92PXuUFzvXK04oBQGKD7Fo8MhofEotbe2m2uEIyyue4FRmu1chanz7kYe63XCwd5/SYmJaIrfz9aV4GpDWk5ZQO4wjQZ1gR8bcn4gCYCPyFYdQEHZ2alUxc9vI1WjjyvaJAHOBUGBCsMwFv+wyPCa8vhenzzM5CQ37LmUVCcI5Mkf8nI9wthhc/XYyIV1JyoihTa7KtisiggHtt2r3V6prKoj3vF6NwEYa10UOHgx5XIQ5iAh4uRV80V7+aUMn9iiF7dUe9XBnlTO6XR2CoxOhA5zzJvqCC3Vt+8fe/AjZtXGot7GtG9fy/rt1KqDeB/B/B3jDE9y6Zxo3GjL25Ze92xSqNoKGy+iQTuPe97xX3+7B/cC8Ari5Pfew4AMCpo9W986CjlO6wFNzxqrZGWn1jNK7J2gBg+naCytQxB5bDyi6esk8UqY++S02d32QrgdT8PFp4rfB8PQ+EsFvAmokSzpB+H8nkDjsOzsjIRxfD582Toi66SESmT2VdpcerCQMn+ENwrW0xeZeCmJ3swnMxWFXEKcShQVRRW4ES156Si3/dPpEHVNN9TGRKRljgVRZrAq5Jxdc5FSOinISMWAOU3VB4msKH992wAyHCZzH+oyogKa+uJCrruaCpCbzbpy/kbvnZHsqcViqb3cJurJbbvixyXVGODvuN51LDKpqz7k592vbJQxhDFh92+f0wFxgCHUCXleJQJlmJjhW+Qs/DbtmxL3Lzjj1/WtGsPy33V2VMyOpzz7IEAwHQ2ChLXZU2hqPtWsqzAmHQUIEUzXiDFxIpNJt2nMwomoolVpjSXpGdEoA+fGN+fYb4cpbFhjHnb632plEpACuNXjDG/aT9e5f5CSqlDANgvvC2i173jjlUaVbvC6F0kKT/3wknUr9CE49zD6T9NGdqi0k5hAMDo0PWolLJZob4h3A/ANcPJm2Gs22i2fPhE7PYiDBKQqTF7rjW22xc5zFDabQ0mc5GzWIcHqe5DxqMlpUKUEQmerPzN2z7s1LYkhByuU8YLZc6/9I/S/UjGJmgMlLcjS/rnQzJl4kNdac9QF0IRKihTXwg5XtBorRhn3VYRFaAxlUZRJ1AAh4n2emGsMLzADXMAeYtyKOxZcPhB0pRMu8olw50QZfmlQ4CE5oJIAaQIUTn+c1aEXFeSdUIkGp+nnAfkTUTu98nIuII2AEFMvxCKGPA9ul3eoqIcjRPsKjw/mbDnIRUGzwG9h9qeQ5MTq5i58HIv+IMNiulcGJ7iIXMd7CXwPANsk6Q9OQY5bwImgOMKQBSE0gaH/PrMZmmdcz1ObTdEkrWu0TVEE+9F7cswAKrb91oUuRS/AOAFY8zPiq9+G8BfAvAz9vW3xOcfUEr9LCgRfi+Az9zq8e9YpcEj65G1we64/vYtnJz1gd1YVzj3ooel1CyRH1dyA0A0FrFha8kFfRtEcpSZP7ndqwsDSDZXgUgBrq+WZYUB+MU4FM2E0l1BtDgB0j2FT1xdDBDaKul7zypvK+RN/7+ufIjCKDp3Djfp3ATJRr5uXmQmIq+JBZXRCsnYOAFKv5dhBhJ+XHwX5QirkI3dpwnvCyuV6QzBazkkNJkPWXLZkpyK/ggm8pXkdH2GYtoAeid0wOFV2zaobSM459qOCHONpEANFZguwl4iRil7Lf4zDjkBlj+pMgE82GivHNiwkP01arseHcVWNc9DVdlQmJB/siDOWKNBCl/mo6LzCT0hVYWJdFmlTz8OLfQqsfdX9Ajh8BBg6WjqPo/I+5BDCvaiLtoNWG8s7dP++ogDhQEFtFcqbD0gvDyxxqazIbQ5b2kyhthruyIZO29z7IPSAPAuAH8RwDNKqaftZ38XpCx+XSn1owAuAvghADDGPKeU+nUAz4OQVz92q8gp4A5WGkoZJEkBrLdQ3wD0e3zGtB55q+fTTxGpYW3DSx9HOw7BxW/nVdEIK7CjKVn9LlZs6TmkdSqt19FhGwtv0TOdeyoMireuVRTOssKEq4aD+gmBzooyEiT1HdrftBthcDRMxANe8OZNBPTmpgprQAAvSGTLTXe8HDBWqRDFSEj+FrjnBuhc8n2l84ZCOvCCbzJHpHqSbbRo+HBZmdL9dCAC43tjyGtifiNGCDkq9MhStNjj13YoGc3Cqb5FiBs+H/6dZN6V1eXSUDCavBqpKGQYrHBAB38DZy6UPqRihWu666n4JTKN3wetbCuDyJ7j9jGF5ko4L/ge0f7pjWtpWlLSnsN/heswaBX4NAw/ce2DRCFJlBnnpaTnlQwrFz5LbJhqMufn90QYM1JhuKp3SddjfDX97NkSqvQggoOfyYJz4XNcetLfjGhSYXyAjs1GQzIQxKKVcQ20evd3gSexD8PsS52GMeaPcOM8BQD88df5zU8D+OnbPjjuYKVhJhHyFymL2H90CmzRjHznvefx2c/e67brXGSaBCEc2n7yde/ZRfGR+bA1p6BE4Mkrw0UyOdr+3hW848AF9/+/f/kR5IMUC5/2G3Uu+R7kbOUzeVuUhcLKNdkZe0u3vlOif8Q/6tlXjfNMZs9S3cZIWM8yJNS6VrkFrCpKQLK1azSF4QJPyPhFWKYqQIUVTRvXZkFbJ+ElaeGryCekOc7NOYWyRvvwSWIEzXaq1CoIlncg4SJx9ib28mi8SPuQyWBVeaglw2Ol5xT0+K6RUOzaLn2jA1HgGUjPgxWGrMOJJn7lz1ygG95aoX2pIvQKajsi7AOmvvDsyHx+G2/yN/xP/7WP4N988lsBAIufovnD9RllzYYFGYDhPAk+t1C46dIg6QvPIPHoJD4vCmVKD7yCqthNtYJ5KHnD/MSRCqOxYVDFCNu5TsPnOJ0jZcEjb2kH2eZ7VaVhyNgpQBt2CrtIGhRNj/wCgNHSHhTD7Q4DmP2p0/iajjtXacQG2QFaQT/yuA/v/buX34z48AiNj1HgnPpTALUdtsCopHL2mIfK6Hdvo/z4HACiX5au+u5J25FPKJX83d50/57Dz2Ejb+Pfv/yI++zQf4qR9oTwAFDfoHMd2Z7PMoywtxNeMjQuxkzn7B8zC7KDn/LB87W3eFcn7ZHQb676AxQtj3SpYg/fVRUCnqb6NtWDyDqLMlEObZYMqe0shzXKVGF4yHNZ1bcpn8FC22ib9HQ1KbAIHH/texVWVYNrhKUMKTWJXtOlR7oBFI5iL6xMVaAUGIIphb/OvWCMplSQyMolnhiHQqtvVUHoiKG5kkhP5iSiCTEfS2CBhKfqnHMh/jMp9JjRl4v5fuBveIUBAK01ukbZzlV6SeMFTeEtyUorKvFZYTAVO0DGD+c42MiQz16LXAArU/YsdGECGHL7aoGpLW50ZJ/y2QqFoQuDxrqH98rroHOMrvs8KBC11xCGff25MFiBowP7OvbB0/hajztWadwdd8fdcXd81cdd7qmv/9GcH+M3zz6G8nkLmbl/gMbH2gG1OKqwwjvuRRg8T55F84Ed52UAVNlaJQqDw7K01ycNx0tABOBH7vssAOADrxKqrvNRCo/Vdo1rbA8Aw0P0iGTfCV14OoutBzXalxCEMgrRQS1vqSCnoEqgfWmCy9/hvYvpcZ8VPP2/0u+2HqrZ3wOzr7K7r8i6tacymadeH9KLMsqHFfKW7ZRnLb4q9mEQgJLw1K/Z7m9BIZsvsfCU9WxiqpzmHEY0AWB89XzWJW+HLdJ0m64vEZ5IJOL0VQqU2ueTkqEJ8Pgcttg95cMSMmeQ9ktknSgIucm+3IUIp3CuSYIg6uv+fecS5aZkHJ2u2SawayGFiokUsravNWAvwzEIV2Fy93d/+t04BJnTqKDyCi3bZzvvUD2NBEVwZTsAzD9P58XPq6ppQORUXM6LCznbColIcjvkFb/EKsgzlHWFeBJ256tviGrxVLlmWwwrZq8mb4UAB4Z4S29CFvOpwsDEKuC+ijLj7hfPV86/pD2DtG8wsiy/cy/uk6A3Zr8S4V/TcccqjWisMPtMgryZoGh5jh2stzFZvJ6DysXN61XQ2W7y+TloUTEdKAuQsqiUp7MwCihe7OLX/rPNV33bLtLfm3Hb68ygqOsAKWIiFfRpSAcGWw/6IrD+CYW5l2xVdqqCbm9ceCZ7Pqy/ueGur3cP/e74B62QawODQzL/UboKWoLqKoce4kVX3/LQRKV9FXKt9/9v78yDLKvqO/75vqX37lmcBSYMDouggIiRSbDARNBQJpXCSplI1FIxmqqkokIsTDQkBCUmLlGTaJSijCEhwRBMXEJFXBBJXMGFHRxggAAzOMNMT9PLdPdbfvnjnHPvuU3P9Jt+3dOve86n6tW7767n3Pvu+Z1zfpsLGhcsb0wqBJabWu2mjqbX+6m4adG1t8zYseFe+LnsyH+gOp4r5sc2O4ERQoM0u11jFsK9h0YmmD/blNt/1fbgZ9KkMuIDNgLTq7sYPbaaT7X4hjFY5Uys9yl6vZlpvUcFQRGC90EuLGIjgr7dVtQVWB4csnukQWm62NC5Bfe1f12l0MCObi65Bjk6XRxWJAi2oLBulqE+WMmmNcd9gxibdw89GukjgoNlOL7i/Baqo+6A2kDZ/S+jKab4fxfKFes9pgeVefvn/4nokK7idFawErSS+z0VxYbq2dvIrK3C84mn9qZWlzPdRqlmUDPGN7p7HaaPQ2ciy8Me8rX7Dtem/43mgBcIa8zbaKljOGKFhpXylzyOCzW5FmqrLAvV0ehv0LW7QiNy3ot9NMJLF0xtTS7r18jxPj9H1AsGrziu5hZOla+sKgTBC/O0ceKfyiSU/X/t6bP8izDgJnmrD/ZmAiOURwaj3hM49NJix6YgKFy5S7C3i90vcr97dxWD8jWryhqAZzaXiol3eorKydCrjXUs3c/kYUqmVrtcHUGoNLqh9pw8OU7fjnKhEQxWT0FohNzsoZfbv9OdLySosooT9uHlr+z3yvigGC+7ZDxB4dn3+CRWLTG91o+qekvOsdHn2BjwPhVTq6PosFEwxp59DdgHwyfmr1EQFqV6nhAL8tzaExsjE9lIAR+c3spTXncwVC2MHnv3NpgaKmX5K/Kb5L6GfG6MOHtfeTp/PqHOQc9SSDxFnu8iphyHNOl1jnm1gfxeNKtReBrfs8/udUU0evJYWKFcISRHvVtZgEpXj8gKq0yWVjm7fnduih2spIIFWa2v5EaYdW8h6J/X5HO8kHiqxjNbcmuR4RPd9nDPwn8u/G8n15QYeLL2rPhU7WNpemo50+xtMnnafvru6GX82Ejhd/QEFWBqOO/a1yNrqTDKCDGJYqUsOIExsbGS2cBPrHdOXJWotxxbV2UhLIaC6aMVeq+VSWcpEloHTZbQuil678inl2r9uUVSll/bCykrFy2Yhs+ZdGcazl+iWKk++GTdTTFFIbuDIAuNfcESrEJB6V4ds6whaXSJiQ35yMJKzqggbHe+CxVKvmFTw/thhHe5AtWRaP+aS+sZtjd82PrsGfj1cc7yrrFm1qPMst35ezTy/AF2n2kc9W1/vh7Rva9B15ifXutTwdegMmkFi7DKpFMshymsuMHu2QO9UfgS5CyoYkHRv6PokFOeajC1Nn8uI8dXWP2wq/ze53nlbZRtLvZED17v4d5UJl248Lr3CK/3OsupOOzI4BPPbsDi3vr0UJ7OtdZXotZXyowGACoTxekkV7B8qqfhE3qBGx3X+pR5qgPPmi7KTJsNUD7amRoqF6aegllyEODBeTUYfNT6VAgzP350lfJUPhU2taqUCwxy36B4JBMLx9hqrC2MpAhfCYydOk3Xk11wspvTmPa5vPsez2/NdOTIF8J3hBj79d7c9wJg94uq9D9VzP5WnciH46V60Sol9DDHj8obizjkR+iZ7t8YHbO9N/NaHnwsHJO/wJWJOsMnuxa+Ot5k9Niod/tgD1Prmpl/QG3A6N4rNtzhjg89xfE4a1s07aJGHo+pOu6dxmInsXI+7G90uV5/lt+87I4JodWzwH9xJ7eZh1gxuWNDb70yGRzc/PbgdRzO0/BmusG6aRqm+0vZ/Pf+tU4fMezjijW7jcGHSowd4353jRhWVu67YL5n7O9J1tP1U0yh0QvCwuVOcfsOPFmn0VUqjBaCaS7kz717Rz7MbazKOwLBwe3p06JXNPYgXwtTa5UJ8Mp40Sej3uuEY+wDtO8F+Q4bbnMFCx7mzbKoTOTBJkNol9gRMo4RVvaOedOrffiahs3qOR1bMHWNmbsn5KOIMAKu9YvuEOlWRdPmkh9RTEWpfZtd+ajJxUuzgoluPLLOAmp25aPvyTWR6bec0OmOIu3GuqZgPbggJJPbZYyJZq3sBAag+5ymu5tiz7s05QRF5tBWLSZl6R52jWDoUdX7YeQEFUJwlyPlr5quFx8rDa0kVj3sLhDCLARhUfexqPp2uN+1gWLioBBeO+71Ta+qZvb+o8e4Rxz7cqz/Uf5CjW52yzvPioTk+jpD95NdL9CzB/p2NRg/On+JrBR5PTfcixvnXo79SCr7ndI7bO/d5UYeuVLVjeDCtKHzEI88vodUULxn/h1Rboi+Xc2s8WpU3LqgNA6+BIOPhLlsl3Apj+TqBEbQ1WRKYn+dep+yOEeQeyiH8vXtbBai1Faj5dD4xqEpqqP5SKOxqpddW/M5yYKZcTjHhrwh69pTpmdPfm8bXSFMSH4vIE88BTC0LW90g0l3rEeJ/RrUdD3y2Gs8jvtVxgmMOL2tmnkOi2CaHHQg4JTvWXQB/wzDlFCpblkwxuwakUlxs5zHmsq85uNYiM3IYdELjKDTqvc4wR+iHASFd6yPCXo5cAKo2V0q6FsWAgMsjTSWMQ1RGqlQH2hSGSsV59LjqVZzjXaIbFqacr3noAcJveY4w1k10pH07HUK4LjnVB1rZr2nZneJek8p030Ep70Q3jt2VoNcYIS8H0h0P5UnhNjxitWs2VbPhIUaTt8S8iD077SCEFv9kFveeW7+0gw+UMlemKFHcw/pvl1FBzM1i0l4QkC7LP7RmqLl1r5fcDuvvi0Pbd7/VJ4NbnKtczgLI416rwtnPuHt5stTuCi2IYTGBid4Qha8ZgXGN5Yyv5AQ5yko7hs9LrZWuNeNbi9IQpj7sSbl6cipTGHkkm835f8Fk6j35dcHCr3tqai3279zurC9MlaDhtEYdFJh9DinDImFdHkybxifOdnrPMb8VGG3FUKChwitcZiP2Bqq2wuYnmh6LBYY00MVKpPNgoVTLCADWaDLdVXnYR/+hlGoGFe+3LfI1avs5vOjlljRCDOe4gxxuMqRwUnXaJ5B0uT+d1k4m0ZxlBXKnWV5lN8ejRgLCvy686+JRxqxwAg+Mm1jlkYayxk1cMICP08cMpr5lyAebQRTzXj7fh+pvjbo4/DEUyxRh6kUhdQAP73SV8osPsIUR+ixlWvFhsNKMPRYpHz1gd16duRzYvU1ffxsq2t8Gj3w9OmVLPRGuVFMnFPrc73pnuHiFNgqn4SqZ48xsb44Xx72nR5yVl1Zb7E0M4yFvzeRd3m9H/Zv8lMxj3WhZn6+ZkWMHpOPTLqHAcH6213hR0/od+bFXgdU73a9/XDvG12uUQ06l1ofUMqNDGr9JdSwLOLvwOPOeXBgR4gvokwXAG4qrxH1tjPv62CBa+75xE57LnSJCvcJcm/y2dLXAtQHqkxs7CqEBmlUyfQ7Pft8sMUgvLe5mzS+yU+9TXrhsz8vY5zG19WPAj37cvPjsaMryMgaSjWt6JhXL8a9AjcSCx2q4PhYispf8IYfaxTCk8/cHqzIYmERDBCg2HEL1kxx3Ko4x0UcXwtClAJlI9BSzQmJ4jmjkcU0YHl9GyU3EgqjxgULWMjKsJ6SrQBt/nyQtBt4bJFOvw54es69lj+pniuLVM8D81wzWz/3bgdG0k3+2q3wtJm9qp3rLRZHrNBYTCT98GCx8FcKqZ4ri1TPRCuU5t4lkUgkEglHEhqJRCKRaJkkNBaHq+feZUWQ6rmySPVMzEnSaSQSiUSiZdJII5FIJBItk4RGIpFIJFomCY15Iul6SXf4z6NRgvd4n82SbpF0v6R7JV18KMd3Au3W029/h6Sf+m0fPmyFPwQW4HleIenJ6By/dlgr0CIL8Tz9PpdKMkmt+h0cNhbgWV4p6S5//NckbTqsFeh0zCx92vwAHwUun2X90cDP++VBYBtwSqvHd9pnPvUEzgW+AXT73xuWuh6LVM8rgEuXuuyLXU+/bjPwVZxz7LqlrsciPMuhaL93AlctdT066ZNGGm0iScBrgc/N3GZmO83sx355FLgf+LlWj+8k2qjn7wMfNLMpv33X4Snx/Gj3eS4X2qznx4E/ohCxrfOYbx3NLAo3Sj8dXs/DTRIa7fMy4Gdm9uDBdpK0BXgx8IP5HN8BzLeeJwEvk/QDSbdK2rq4xWybdp7n2/20xmclrVnEMi4E86qnpAuAJ83szkUvYfvM+1lK+oCkx4E3AJcvZiGXG0dswMJWkPQN4KhZNl1mZl/yy69jjlGCpAHgP4BLZvRiWjp+sVnkelaANcBZwFbg3yUdb37sfzhZ5Hp+GrgS1yu9Ejct8jsLUe5DZbHqKakPuAw4fyHLOx8W+900s8uAyyS9F3g78OcLUvCVwFLPjy3nD65B/BlwzEH2qeLmf981n+M74dNOPYGbgJdHvx8G1i91nRbjeUb7bAHuWer6LHQ9gRcCu4BH/acO/B9w1FLXaRGf5XM7+VkuxSdNT7XHK4EHzOyJ2Tb6OdV/AO43s48d6vEdRDv1/CJwnt/vJKCLzo2kOu96Sjo6+vkbwD2LVsr2mVc9zexuM9tgZlvMbAvwBE6Z/NThKPQh0s6zfF708wLggUUr5TIkCY32+G1mDH8lbZL03/7n2cAbgfMOYIr5rOM7lHbq+VngeEn3AP8GvNl8F64DaaeeH5Z0t6S7cBZjf3jYSn3otPu/XQ60U8cPSrrHP8vzgWeZHB/JpDAiiUQikWiZNNJIJBKJRMskoZFIJBKJlklCI5FIJBItk4RGIpFIJFomCY1EIrFi8d75u7z1Xiv7v1bSfT6I4XWLXb7lSBIaiY5F0pj/3iTp822c5xLvzbwQZXq+N8/8iaQTFuKc0bk/I+mUeRx3RmwSK+kCSe9ZyLItY64BXtXKjt4/473A2WZ2KnDJ4hVr+ZJMbhMdgaSKmdVnrBszs4EFOPejwJlm1rZToW+Me81sXmElZqvnApTpIlz93r6Q510p+NhSN5rZaf73CcDfA+uBCeB3zewBubD928zsM0tW2GVAGmkkCkja6oPu9Ujq98P002bZ701+vzslXevXPVfSzX79zZKOnWP9NZI+JukW4EOSjpP0PUm3S7oyutaWML0g6SJJ/ynpJkkPKsrPIenTkn7oy/w+v+6dwCbgFn8dJJ3vr/NjSTf4+EMz63eGpO/7Mn9B0hrfm78EeFs414xjxiR91J/3Zknr/fpvSfpLSbcCF0t6hR+p3O2nT7qj/c48WBn98/muv++3SVoFvB+40I+ALvT36JMt3Pu/8+faLuk3D+Fvsty5GniHmb0EuBT4lF9/EnCSpO/4Z9/SCOWIY6njmKRP532AvwD+Gtcbe+8s208FforPpQCs9d//hfP4Bhes74tzrL8GuBEo+99fBt7kl/8AGPPLW/Dxf4CLgO3AKqAHl9Nh84xylIFvAaf7349GZV0H/A/Q73//MbPnW7gL+GW//H7gb/zyFRwgbwYuWOEb/PLlwCf98reAT/nlHuBx4CT/+59xwfLCfmceqIy4ECzbga1+/RAuxtJF4VrRPQrXPti9vwHXcTwFeGip/3eL+H+O/z8DwH7gjuhzv992I/AFXEyq43BhUlYvdfk77ZNGGonZeD/wK7gGbLZMe+cBnzc/3WNme/36lwJBeXgtcM4c6wFuMLOGXz6bPPTDtQcp381mNmJmk8B9uKByAK+V9GPgJzjBNpt+4Cy//jtyGd3eHB0PgO+9rzazW/2qfwJ+6SDlCTSB6/3yv1CsZ1h/MvCImW07yLkPVMaTgZ1mdju4vA8291TXwe79F82saWb3ARvnrt6KoATsM7Mzos8L/LYngC+ZWc3MHsF1jJ53wDMdoaTQ6InZWIvrkVVxPePxGdtFa4lpDrRPvH7muVs571S03AAqko7DTTVsNbNhSdfgyj4TAV83s9e1cJ12ma2eauG4Wcso6XTaTwgUHx/fx1bKtewxF+L9EUm/ZWY3SBJuRHonLrjm64Br5NLYnoQb2SUi0kgjMRtXA38G/CvwoVm234zr1T8HQNJav/67uEBx4JLXfHuO9TP5zoz9DoUhXMM8Imkj8KvRtlFcSk+A7wNnSzrRl71PLvpuhpmNAMOSXuZXvRG4lbkpAUE38Hpmr+cDwJZw/QOc+0BlfADYJJ/IStKgpMqM+s2k1Xu/IpH0OeB7wMmSnpD0Vtx9eKukO4F7gVf73b8K7JF0H3AL8G4z27MU5e5k0kgjUUDSm4C6mV0nqQx8V9J5ZvbNsI+Z3SvpA8Ctkhq46aCLcPmUPyvp3cBu4C3+kAOtn8nFwHWSLsYlxmkZM7tT0k9wjcB2nAAKXA18RdJOMztXztroc0EBDfwpLkd0zJuBq+RMdbcfpMwx48Cpkn4EjAAXzlLOSUlvAW7wDf7twFXFXWz3bGU0s22SLgQ+IakXNzf/SlwD9x4/lfVXMy7Z6r1fkRxkRPksJbc5xca7/CdxAJLJbSKxQKhNE2FJdwMX+Pn0RKIjSdNTiUQHIOnrwN1JYCQ6nTTSSCQSiUTLpJFGIpFIJFomCY3EikDOa3y/Vwa3e65CLKdDOO5CSQ9JurHdMiQSnUoSGomVxMNmdsYCnOcMYFah4S2eZsXMrgfetgDXTyQ6lmRym1hxyAWouwnnk3AWcCfwj8D7gA24UB+3SeoHPgG8EPcuXAF8BecR3yvpHJwJ6wtw8au2AE97k+CrgGP9JS8xs9jEN5FYsaSRRmKlciLwt8DpwPNxznbn4LzG/8TvcxnwTTPbCpwLfATnBX85cL0PMRHCf7wEeLWZvd6f9+P+uNcAKSpq4oghjTQSK5VHzOxuAEn34uJVmfeF2OL3OR+4QNKl/ncP+ehhJl82s/1++ZXAKS4CBQBDkgbNbHShK5FIdBpJaCRWKnFcpWb0u0n+vxfwGjP7aXygpF+c5XxxjKwS8NJIiCQSRwxpeipxJPNV4B0+aB2SXuzXHyyWE8DXgCzhkaQzFquAiUSnkYRG4kjmSpwO4y65JE8h8dMtuOmnO3ysp5m8EzjTJza6D/i9w1PcRGLpSR7hiRWBZqT0XMJyvByXpOnXl7IcicRikUYaiZVCA1i1EM5988WPSj4FDC9VGRKJxSaNNBKJRCLRMmmkkUgkEomWSUIjkUgkEi2ThEYikUgkWiYJjUQikUi0TBIaiUQikWiZ/we5ybK//6OGUQAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "xds.plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Clip using a bounding box\n",
    "\n",
    "See docs for `rio.clip_box`:\n",
    "\n",
    "  - [DataArray.clip_box](../rioxarray.rst#rioxarray.raster_array.RasterArray.clip_box)\n",
    "  - [Dataset.clip_box](../rioxarray.rst#rioxarray.raster_dataset.RasterDataset.clip_box)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "xdsc = xds.rio.clip_box(\n",
    "    minx=-7272967.1958741,\n",
    "    miny=5048602.84382404,\n",
    "    maxx=-7272503.88315758,\n",
    "    maxy=5049066.15654056,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7f6a9e1c64a0>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "xdsc.plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "You can also clip using bounds in a CRS different from the dataset if you pass in the `crs` kwarg (requires rioxarray 0.12+):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "xdscn = xds.rio.clip_box(\n",
    "    minx=-93.1558,\n",
    "    miny=45.403,\n",
    "    maxx=-93.1557,\n",
    "    maxy=45.4065,\n",
    "    crs=\"EPSG:4326\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7f6a9c8815a0>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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194yZWX8bLMGkTGXcpJJpZmbWRYNpnEnTkomkvUlVShvVtZGMIlULmZlZXwoGTQN8qzaTeaT2kv2AYpfbZ4ET+jJTZma24rSZzAJm5S66z9cap/OUI8P7KX9mZiu1wRJMypSfrgZWLRyvClzbN9kxM7OaFaLNpGBERDxXO4iI5ySt1od5MjOzLCoSLNopUzJ5vjjVu6R3AC/2XZbMzKxmsEz0WKZkcjxwiaTaVCMbAAf1WY7MzAxIi2MtWTr4e3MBEBF/kvRm0lTuAu6NiFf6PGdmZiu96rSJtNM2mOT2kc8Ab4iIT0gaI2mLiLii3b1mZtaZwdJmUqaa61zSOJN35eO5wCXAShdMFm08kgc/+672F5pV2NJ5L7e/yCphMI0zKVMZt1lEnAq8AhARL9J4LRAzM+umSO0m7bYyJM2RdIekmZKm57STJD2W02bmZTxq10+S9ICk+yTt2e75ZUomL0talbxwlKTNwKtEmZn1hy731tolIhbWpX07Ik4rJkjakrScx1bAhsC1kjZvNbN6mWDyZeAqYGNJPwV2BI7sRebNzGw5BBqo3lzjgYsiYhHwsKQHSIsV/qHZDW1zGRHXAB8iBZCfAePyNO9mZtbHulXNRapdulrSDEkTCunHSpot6RxJa+W0jYBHC9fMzWlNtVpp8c3557bAG0jrv88DXi/p7ZLeUPojmJnZcolQ2w1YR9L0wjahwaN2jIhtgb2BiZJ2As4ENgPGkn7HfzNf26hurWXYalXN9RlgQuHh9V4naVZEHNbqBWZmtnxSyaNUm8nCiBjX+lkxL/9ckCfw3S4ibqydl/RDenrpzgU2Ltw+mlSYaKrVrMET8s9dml0j6epWDzczs850o2uwpJHAkIh4Nu/vAXxF0gYRMT9f9kHgzrw/BbhQ0rdIDfBjgFtbvaPMoMVVgGOAnXLSVOB/I+KViNijl5/JzMx6YenSrvTmWh+4XBKk3/sXRsRVkn4iaSypCmsO8EmAiLhL0sXA3aTFECe26slVe2g7ZwKrAD/Ix4fltH/p7acxM7PyApWt5mr9nIiHgG0apDdtpoiIU4BTyr6jTDB5Z0QUM3G9pFllX2BmZsuvfGetgVWmA/OSPFARAElvBFoWd8zMrAuidG+uAVcmmHwOuEHSVEm/B64HPtsXmWk03L/uvCR9Jw/xn11cZyWfHyrpdklXFNLGSppWe6ak7XL6aySdm983S9LOffGZzMw6EiW2CmhZzZXXe9+G1JJfnIK+L6dTaTTcv2bvnJcxwPaktpvtC+ePA+4BRhXSTgVOjogr87wzpwI7A58AiIitJa0HXCnpnRGxtJsfxsysE1UpebTTsmSSW+/3i4hFETE7Imb1cSBpZzxwfiTTgDUlbQAgaTTwfuDsunuCnuCyBj19pbcEroPU7xp4GmjZT9vMrD8FqTdXu60KyjTA3yLpe8DPgedriRFxWx/kpzbcP0jdj8+qO99siP984HTgC8DqdfccD/xO0mmk4PnunD4LGC/pItLgnHfkny37UpuZ9ZsABknJpEwwqf3y/UohLYBdu58ddoyIebna6RpJ9xZHaNJkiL+kfYEFETGjQdvHMcAJEfELSQcCPwJ2B84B3gJMB/4C3ELqT72MPC3BBICha61Vf9rMrE/1Yu6tAVVm2d6mI+C7rdFwf6AYTJoN8T8A2C+3iYwARkm6ICIOBY4gtaVAWtTr7PyOxcAJtQdJugW4v0GezgLOAhj++o0HyX9WM1thDJLfOm17c0l6Xe5BdVuebfIMSa/rdkYkjZS0em2fNNz/zrrLpgCH515dOwDPRMT8iJgUEaMjYhPSHPzX50ACKdi8L+/vSg4YklbL70HSPwGLI+Lubn8uM7Pl175bcFUa6MtUc11EKh3sn48PIbWf7N7lvDQb7n80QERMBn4L7AM8ALwAHFXiuZ8AzpA0DHiJXGUFrEdqS1kKPEYa2W9mVh0BUZEG9nbKBJO1I+KrheP/kvSBbmekxXD/yYX9ACa2ec5U0vxhteObSI3r9dfNIXV3NjOrrkFSzVUmmNwg6WDg4nx8APCbZhdLmlLimX+LiCNLXGdmtpJbcUomnyStbfKTfDwUeF7SZ0iFhVF117+F1pNACvh+bzNqZrZSWlFKJhFRP26jnS9GxO9bXSDp5F4+08xs5bSiBJPeioiLi8eSRkbE862uMTOzBgbRoMUyEz0uF0nvlnQ3aa4sJG0j6QdtbjMzs4JY2n6rgqbBRNKmHT7728CewJMAETGLntUazcysjFD7rQJalUwuBZB03fI+PCIerUvyOihmZr2gaL9VQas2kyGSvgxsnntuLSMivtXm2Y9Kejdp7qzXAJ8mV3mZmVkJFVqvpJ1WJZODSSPGh5Fm4q3f2jmaNMBwI9KcWmNpM+DQzMyKSlRxVaSaq2nJJCLuA74uaXZEXNmbh+ZFtU6PiEM6zaCZ2UptBSiZ1Nwi6Vt5ydvpkr4paY1WN+RFtdbN1VtmZra8lpbYKqDMOJNzSLP3HpiPDwPOBT7U5r45wM15epXiolrt2lrMzAwG1TiTMsFks4jYv3B8sqSZJe6bl7ch9LSxDJICm5lZNXSrt5akOcCzpF61iyNinKS1SbPAb0IqABwYEU/l6ycBH8/Xfzoiftfq+WWCyYuS3pNn30XSjsCLJe67OyIuqfswHy5xn5mZ1XT3T/BdImJh4fhE4LqI+JqkE/Pxv0naktQJaytgQ+BaSZvnJoyGyrSZHA18X9KcHNm+R5r8sZ1JJdPMzGxgjAd+nPd/DHygkH5RRCyKiIdJa0ht1+pBZSZ6nAVsI2lUPv57q+sl7U1awGojSd8pnBpFgzXWzcysOXVvcawArpYUwP/mJcnXj4j5ABExX9J6+dqNgGmFe+fmtKZKT/TYLogUzAOmA/sBMwrpz1JYc93MzNooP2hxHUnTC8dn5WBRtGNEzMsB4xpJ97Z4XqMI1jInfTFr8CxglqQL8/Nfn8esmJlZb5ULJgsjYlzLx0TMyz8XSLqcVG31uKQNcqlkA2BBvnwusHHh9tGkgkJTfTZrMLAXMBO4CkDS2JKrMJqZWdaNubkkjZS0em0f2IM05GMKcES+7AjgV3l/CnCwpOF50t8xwK2t3tG2ZCJpNeCzpBLGJySNAbaIiCva3HoSKfJNBYiImZI2afc+MzMr6E5vrvWByyVB+r1/YURcJelPwMWSPg48AnwYICLuknQxcDeprXtiq55ctYe2cy6p7eNd+XgucAnQLpgsjohncubNzGx5dCGYRMRDwDYN0p8EdmtyzynAKWXfUaaaa7OIOBV4Jb/gRcqtcH+npI8CQyWNkfRd4JayGTMzW9kpUm+udlsVlAkmL0talRwfJW0GLCpx36dIA14WAT8D/g4cv3zZNDNbSUWJrQLKVHOdRGpE31jST4EdgaPa3RQRLwBfzFspjYb7150XcAZpHMsLwJERcVvh/FBSt+THImLfnDYWmAyMINX9/WtE3CppFeBsYFvS93B+RPxP2byamfWHqix+1U6ZQYtXS5oB7ECq3jqubjh+Q5LGAf9OmvPlH++JiLe1ubV+uH/R3qReBWOA7YEz88+a40gLcI0qpJ0KnBwRV0raJx/vTGpoGh4RW+dOBndL+llEzGn32czM+s2KEkwkXRcRuwG/aZDWyk+BzwN30L1JkseTShABTJO0ZqGP9Gjg/aQGo+LKkEFPcFmDnr7SAYyUNAxYFXiZVBVnZlYNFVqWt52mwUTSCGA10sjKtehpdB9FmvirnSciorfjShoN9y/aCCiuK18b4j8fOB34Aq9eBfJ44HeSTiO1Eb07p19KCk7zSZ/zhIj4W32GJE0AJgAMXWutXn4cM7MODfZgQprM8XhS4JhBTzD5O/D9Es/+sqSzgesoNNhHxGUt7nnVcP+IuLFwvuEQf0n7AgsiYoaknevOH0MKFL+QdCDwI2B30hiYJfnzrQX8n6Rrcxe6noengHYWwPDXbzxI/rOa2YpCFVn8qp1Wy/aeAZwh6VMR8d3lePZRwJuBVeip5gqgaTBpMty/GEyaDfE/ANgvt4mMAEZJuiAiDiWN6jwuX38JqdEd4KPAVRHxCrBA0s3AOGCZYGJmZu2VaYD/rqS3AluSflHX0s9vc+s2EbF12YzkIf5DIuLZwnD/r9RdNgU4VtJFpIb3Z/KMl5PyRi6ZfC4HEkjB5n2kkfi7Avfn9EeAXSVdQKrm2oFUVWZmVh2DpD6kTAP8l0m9n7YEfkvqUXUT0C6YTJO0ZUTcXTIvzYb7Hw0QEZPz+/chza3/AiW6KAOfIJWwhgEvkds/SFV155LmpxFwbkTMLplXM7O+tyI0wBccQBqGf3tEHCVpfXqqilp5D3CEpIdJbSYColnX4BbD/ScX9gOY2OqlETGVPB9YPr4JeEeD654jz0NjZlZZK1AweTEilkpanBfIWgC8scR9e3WWNTOzlZtYARrgC6ZLWhP4IalX13O0mIpY0m0RsW1E/KXdNb3NrJnZSmdFKZlExL/m3cmSrgJGtWlbeIukVudFGjxoZmatrGBtJkjaCHhD7XpJO9WN/yh6c4lHtpwX38zMshUlmEj6OnAQaZGUWhAIlh3/8Q+tqrfMzKyXVpRgAnyAtLJimWnnzcysi1akaq6HSKPYHUzMzPpT0L1pcvtYmWDyAjBTUv0cW5/us1yZmRmwYpVMpuTNzMz624oSTCLix/2RETMze7VBXzKRdHFEHCjpDhrExhIrJpqZWacGezChZ9r2ffsjI2ZmVicYNMFkSLMTeWp3IuIvjbb+y6KZ2cpJpGqudlvp50lDJd0u6Yp8fJKkxyTNzNs+hWsnSXpA0n2S9mz37FbVXM/SIiZGxKhm58zMrDu63GZyHHAPafn1mm9HxGnLvFPaEjgY2Iq0Gu21kjaPiKazl7RaaXH1/NCvAH8FfkIKlIfw6nXWzcysL3QpmEgaDbwfOAX4TJvLxwMX5cHqD0t6gLTy7R+a3dC0mqtgz4j4QUQ8GxF/j4gzgf3LZd/MzDoSJbZyTge+wKuHQR4rabakcyStldM2Ah4tXDM3pzVVJpgskXRIrmsbIukQPFGjmVnfK9FekqvB1pE0vbBNKD5G0r7AgoiYUfeGM4HNgLHAfOCbtVsa56a5MoMWPwqckbcAbs5pZmbWx0oujrUwIsa1OL8jsF9uYB8BjJJ0QUQc+o/3SD8ErsiHc4GNC/ePBua1ykDLkomkocDEiBgfEetExLoR8YGImNPqPjMz65IuVHNFxKSIGB0Rm5Aa1q+PiEMlbVC47IPAnXl/CnCwpOGSNgXG0GJRRGhTMomIJZJetX66mZn1jz4eAX+qpLGkkDQH+CRARNwl6WLS0iOLSYWKls0bZaq5bpc0BbgEeL6WGBGXLVfWBzEthSGLGlUlWrf8+fAzBzoLK7ybXxok09AOcjt14yF9MGgxIqYCU/P+YS2uO4XU86uUMsFkbeBJYNfie4CVLpiYmfW7QTICvsxEj0f1R0YAJM0BniX1Fltc36AkSaSOAPuQpsY/MiJuK5wfCkwHHouIfXPaWGAyqdFpMfCvEXFr7pX2+cLj3wZsGxEz++TDmZn1Um0E/GDQtmuwpNGSLpe0QNLjkn6RB7/0lV0iYmyTngl7kxqCxgATSN3aimqjO4tOBU6OiLHAl/IxEfHT/J6xwGHAHAcSM6saLY22WxWUGWdyLqllf0PSoJVf57SBMB44P5JpwJq13giF0Z1n190T9EwdsAaNu7d9BPhZ32TZzGw5lenJVY1YUiqYrBsR50bE4rydB6zbR/kJ4GpJM+oH3WStRmWeTuPRnccD35D0KHAaMKnBcw/CwcTMKqibEz32pTLBZKGkQ/MI+KGSDiU1yPeFHSNiW1J11kRJ9R0iGo7KbDG6E+AY4ISI2Bg4AfjRMg+UtgdeiIg7G9yLpAm1UaVLnn++0SVmZn1nBSqZfAw4kDTZ41+BA3Ja10XEvPxzAXA5aWKxomajMmujO+cAFwG7SrogX3MEPT3PLmnwzINpUSqJiLMiYlxEjBs6cmSvP5OZWSdWmJJJRDwSEfvl0e+1EfBdX89E0khJtZmKRwJ70DMas2YKcLiSHYBnImJ+s9Gd+Z55wPvy/q7A/YV3DgE+TApAZmbVEml8W7utCtp2Dc4N298l/fUfwE3AcRExt8t5WR+4PPX+ZRhwYURcJelogIiYDPyW1C34AVLX4DLdlj8BnCFpGPASqRdYzU7A3Ih4qGufwsysmypS8minzKDFc4ELSX/BAxya0/6pmxnJv9C3aZA+ubAfwMQ2z5lKHt2Zj28CGk4Jk6/dYXnya2bW11aocSb0b28uMzMrimi/VUDVenOZmVnBCtMAz7K9uebTh725zMysYBANWiwzN9cjwH79kBczM6ujQbKubZm5uX4sac3C8VqSzunTXJmZGTB4qrnK9OZ6W0Q8XTuIiKckvb3vsmRmZkCuxqpItGijTJvJEElr1Q4krU25IGRmZh1akUom3wRukXQpKU4eSC9W3zIzsw5UJFi0U6YB/nxJ00lTkQj4UETc3ec5MzNbyQ2mQYulqqty8HAAMTPrT1Gdxa/acduHmVmVDY5Y4mBiZlZlg6Waq8w4k2OLvbnMzKyfBLA02m8VUKZr8P8D/iTpYkl7Kc8Rb2Zm/aCL06nk+RVvl3RFPl5b0jWS7s8/i8NAJkl6QNJ9kvZs9+wyi2P9BzCGtNztkcD9kv5b0mblP4KZmS0PLY22Wy8cB9xTOD4RuC4ixgDX5WMkbUlaaHArYC/gB5KGtnpwmZJJbR2R2rK9i4G1gEslndqbT2FmZr3TrUGLeaHD9wNnF5LHAz/O+z8GPlBIvygiFkXEw6QFCeuXPF9GmTaTT0uaAZwK3AxsHRHHkBac2r/cxzAzs17r7qzBpwNfAIoL/a4fEfMB8s/1cvpGwKOF6+bmtKbK9OZahzRQcZl13yNiqaR9S9xvZmbLIQ1aLBUt1smDy2vOioiz/vGc9Lt6QUTMkLRzyVfXa5mRMiPgv9Ti3D3NzpmZWRcsbX8JsDAixrU4vyOwn6R9gBHAKEkXAI9L2iAi5kvaAFiQr58LbFy4fzQwr1UGSrWZmJnZwFBE262diJgUEaMjYhNSw/r1EXEoMAU4Il92BPCrvD8FOFjScEmbkjph3drqHR60aGZWVdHn40i+Blws6ePAI8CH02vjLkkXk6bRWgxMjIiWy3Q5mJiZVVi3R8BHxFRgat5/EtityXWn0IsZ4itVzSVpjqQ7JM2sa0yqnZek7+SBNLMlbVt3fpkBOTltrKRptWdK2q5w7m2S/iDprvzeEX37Cc3Meimi/VYBVSyZ7BIRC5uc25tUdzcG2B44M/+sqQ3IGVVIOxU4OSKuzI1PpwI7SxoGXAAcFhGzJL0OeKW7H8XMrAMBKtcAP+AqVTIpYTxwfiTTgDVzD4RmA3IgdWerBZc16OmRsAcwOyJmQSrutasTNDPrd4OkZFK1YBLA1ZJmSJrQ4HyrgTSn8+oBOQDHA9+Q9ChwGjApp28OhKTfSbpN0he68xHMzLqoi3Nz9aWqBZMdI2JbUnXWREk71Z1vOJCmOCCnwfljgBMiYmPgBNIcY5Cq+N4DHJJ/flDSqxqiJE3IbS3Tlzz//PJ9KjOz5aSlS9tuVVCpYBIR8/LPBcDlvHoumGYDaWoDcuYAFwG75gE5kPpOX5b3Lyk8cy7w+4hYGBEvAL8FlmnQz3k5KyLGRcS4oSNHdvgJzcx6IUh1Le22CqhMMJE0UtLqtX1Sm8addZdNAQ7Pvbp2AJ6JiPktBuRACjbvy/u7Avfn/d8Bb5O0Wm6Mfx9emtjMKkS0H7BYcrqVPlel3lzrA5fn5VKGARdGxFWSjgaIiMmk0sM+pBksXwCOKvHcTwBn5IDxEjAhP+8pSd8C/kSK/7+NiN909yOZmXWoIsGincoEk4h4CNimQfrkwn4AE9s8Zyp5QE4+vok0w3Gjay8gdQ82M6smBxMzM+tIgJY4mJiZWadcMjEzs85UZ1BiOw4mZmZVFTiYmJlZF1RkHEk7DiZmZhVWlXEk7TiYmJlVVQBLBkfRxMHEzKyy3ABvZmbd4GBiZmYdczAxM7OOBLDUwcTMzDoSEG6ANzOzTrg3l5mZdcUgaTOpzOJYZmbWQET7rQ1JIyTdKmmWpLsknZzTT5L0mKSZeduncM8kSQ9Iuk/Snu3e4ZKJmVlldW2cySJg14h4TtIqwE2Srsznvh0RpxUvlrQladXarYANgWslbR4RS5q9wCUTM7OqCmDp0vZbu8ckz+XDVfLWKkqNBy6KiEUR8TBpddvtWr3DwcTMrMq6EEwAJA2VNBNYAFwTEX/Mp46VNFvSOZLWymkbAY8Wbp+b05pyMDEzq6xI40zabbCOpOmFbcKrnhSxJCLGAqOB7SS9FTgT2AwYC8wHvpkvV+PMNOc2EzOzqgqIcuNMFkbEuFKPjHha0lRgr2JbiaQfAlfkw7nAxoXbRgPzWj3XJRMzsyorVzJpSdK6ktbM+6sCuwP3StqgcNkHgTvz/hTgYEnDJW0KjAFubfUOl0zMzKqsO725NgB+LGkoqRBxcURcIeknksaSqrDmAJ9Mr4y7JF0M3A0sBia26skFDiZmZtUVUbqBvfVjYjbw9gbph7W45xTglLLvqFQ1l6Q5ku7Ig2emNzgvSd/JA2lmS9q27vxQSbdLuqKQNlbStNozJW2X0zeR9GJhsM7kvv+EZma9E0uWtN2qoIolk10iYmGTc3uT6u7GANuTeiJsXzh/HHAPMKqQdipwckRcmUd3ngrsnM89mHs3mJlV0OBZHKtSJZMSxgPn5wE404A1aw1IkkYD7wfOrrsn6Akua9CmR4KZWWXUpqDvsAG+P1QtmARwtaQZjfpJ03ogzenAF4D6CsbjgW9IehQ4DZhUOLdprhb7vaT3NsqQpAm1vttLnn++1x/IzKwjsbT9VgFVCyY7RsS2pOqsiZJ2qjvfcCCNpH2BBRExo8H5Y4ATImJj4ATgRzl9PvD6iHg78BngQkmj6m+OiLMiYlxEjBs6cuRyfiwzs94LIJZG260KKhVMImJe/rkAuJxXzwXTbCDNjsB+kuYAFwG7SrogX3MEcFnev6T2zDznzJN5fwbwILB5lz+Smdnyi3DJpLckjZS0em0f2IOeATQ1U4DDc6+uHYBnImJ+REyKiNERsQlppsvrI+LQfM884H15f1fg/vyOdXOfayS9kdSo/1DffUIzs94bLL25FBXpKZB/oV+eD4cBF0bEKZKOBoiIyZIEfA/YC3gBOCoiptc9Z2fgcxGxbz5+D3BGfuZLwL9GxAxJ+wNfIQ3IWQJ8OSJ+3SaPTwB/6cLHrVkHaNZzbSBVNV9Q3bxVNV9Q3bxVNV/Qnby9ISLW7eQBkq7KeWlnYUTs1cm7OlWZYLIykjS97Hw6/amq+YLq5q2q+YLq5q2q+YJq562qKlPNZWZmg5eDiZmZdczBZGCdNdAZaKKq+YLq5q2q+YLq5q2q+YJq562S3GZiZmYdc8nEzMw65mBiZmYdczDpB82mwc/nJuUp9e+TtGch/R15Ov4H8rT7jaaS6Ubefl6Yhn+OpJkVytun8rvvknRqhfJ1kqTHCt/bPlXJW37X5ySFpHUKaQP9nX1VadmImZKulrRhFfIm6RuS7s15u1x5NcKBztegFBHe+ngDrgb2zvv7AFPz/pbALGA4sClpSpeh+dytwLtI85FdWbu/j/P5TeBLVcgbsAtwLTA8H69XhXzl95xEGhhbn16FvG0M/I40uHadCuVrVGH/08DkKuSNNNPGsLz/deDrVcjXYNxcMukfzabBHw9cFGmesIeBB4DtlKbVHxURf4j0r/d84AN9mcH819WBwM8qkrdjgK9FxCL4x3xtVchXK1XI27dJs2cXe9YMeL4i4u+Fw5GF/A1o3iLi6ohYnA+nkeb7G/B8DUYOJv3jeBpPg99sSv2N8n59el96L/B4RNxfkbxtDrxX0h+Vlgh4Z0XyVXNsrho5R9JaVcibpP2AxyJiVt2pSnxnkk7J/w8cAnypSnnLPkYqaVQtX4NCFVdaHJQkXQv8vwanvgjsRpoG/xeSDiRNg787TabUb5He9bxFxK/y/kfoKZXQH3lr850NA9YCdgDeCVysNH/bgH9npBU+v5qf/1VS9eDH+iNvbfL176Rqm1fd1tf5ape3iPhVRHwR+KKkScCxwJf7I29l/v1L+iJpnr6f1m7r63ytaBxMuiQidm92TtL5pCWFIU2DX1sNstmU+nPpKW4X07uet5y/YcCHgHcUkvs8b22+s2OAy3JVwq2SlpImvKvEd1bI5w+BK/LhgH1nkrYm1e3Pyu3Bo4HblDp7VOo7Ay4EfkMKJgP67wxA0hHAvsBu+d8b/ZGvFc5AN9qsDBtpXfqd8/5uwIy8vxXLNvI9RE8j359If5XXGvn26cP87QX8vi5tQPMGHA18Je9vTqpy0EDnK79ng8L+CaS69QH/zuryOIeeBvgBzxcwprD/KeDSKuQt/9u/G1i3Sv/+B+M24BlYGTbgPcCM/I/zj8A7Cue+SOopch+FXiHAONJ6Lg+Spt1XH+bvPODoBukDljfgNcAF+T23AbtWIV/5PT8B7gBmk9bY2aAqeSu87x/BpAr5An6R3zMb+DWwURXyRmpYfxSYmbfJVcjXYNw8nYqZmXXMvbnMzKxjDiZmZtYxBxMzM+uYg4mZmXXMwcTMBpVWk5MWrtlY0g2S7skThR7X7n5J/yRpRp7EcYakXUvkRXlk/5/zuz7dzc86mDiY2ApF0nP554aSLu3gOcdLWq1LeXpz/sV1u6TNuvHMwrPPlrTlctw3VsvOdryfpBO7mbe+EhEHRcTYiBhL6nJ8WYPLFgOfjYi3kMaETKx9Ty3uXwj8c0RsDRxB6gLezpGkwY1vzu+6aLk/2CDnrsE2aEkaFj2T9NXSnouI13bh2XOAcRGxsAvPOhFYNSK+vJz3v+pzdiFPR5I+37HdfG5/ypOTPkIag3R/m2t/BXwvIq4pc38+txDYMCIWSdoDOJk0iPFB4KiIeE7SrcBHI+KBbn62wcglE+uYpHfmSQ9HSBqZqxXe2uC6w/N1syT9JKe9QdJ1Of06Sa9vk36epG9JugH4uqRNJf1B0p8kfbXwrk0k3Zn3j5R0maSrJN2vZddGOVNpjZm7JJ2c0z4NbAjckN+DpD3ye26TdImkVwUs9axbU1sbY6381//xwL/UnlV3z3OSvpmfe52kdXP6VEn/Len3wHGSdsslmzuUJpccXrhuXKs85v8+t+Tv/VZJawBfAQ7KJaaD8nf0vRLf/Xfysx6SdEAv/pn0hfrJSRuStAnwdtKA4bL37w/cngPJOsB/ALtHxLbAdOAz+brNSN/jdElXShqz/B9nkBvoUZPeVowN+C/SjMjfByY1OL8VaSRxbYqPtfPPXwNH5P2PAb9sk34eaS6s2tQWU4DD8/5E4Lm8vwlwZ94/kjQdxhrACNJaHxvX5WMoMBV4Wz6eU8jrOsCNwMh8/G/kdV/qPuNs4H15/yvA6Xn/JBqsf5LPBXBI3v8S6a9ncl5+kPdHkEZpb56PzweOL1w3rlkeSTMJPAS8M6ePIs3Jd2TtXYXvqPbuVt/9JaQ/QrcEHujDf0/XkkaZ12/jC9ecSarKavWc15Jmn/hQg3MN7yf9W30Q2Cwf70sqpczM293Aj/K552rPIM1v938D/f/iQG0DngFvK8aWf2nVposZ2uD8p4BTGqQvBFbJ+6sAC9ukn1f7RZePnyxcN4rmweSHhXuuBN6T948mTdcyG3gCODinz6EnmDT9ZVJ45hrAI4XjzYDb8v5JNA8mS+hZnOmNwMy8P5WewLQNcGPhnt1Ik2DWrhvXLI/A1sDNDd57JM2DSavv/pDCPc8O4L+3YcDjwOgW16xCWijsM2XvJ03c+Gdgx0LaPwM/a/KOe4FN8r6AZwbqOxnozbMGW7esTforcBXSX9LP150X5abqbnZNMb3+2WWeu6iwvwQYJmlT4HOkv9qfknQeKe/1BFwTER8p8Z5ONfqcZZaFbZhHSW+j8ynSi/cXv8eBXK52d+DeiJjb6GRu8/gRcE9EfKvM/UpL9v6GVLK+uXDtNOD7kt4UEQ8odcwYHRF/Bn4J7AqcA7yPFIhWSm4zsW45C/hP0noQX29w/jrgQEmvA5C0dk6/BTg47x8C3NQmvd7Nddf1xijSL+xnJK0P7F049yywet6fBuwo6U0576tJ2rz4oIh4BnhK0ntz0mHA70vkYQhQa3v4KI0/573AJrX3N3l2szzeC2yovLiYpNWVlhwofr56Zb/7gXQwy66/U+vB99t8uCPpe9pVPd2A92l1P2mNlTcB/1m4Z72IeIJUcvuZpNmk7/rN+Z6vAftLugP4H+BfuvcRBxeXTKxjkg4HFkfEhZKGArdI2jUirq9dExF3SToF+L2kJcDtpP9BPw2cI+nzpGqmo/ItzdLrHQdcqDSO4Be9yXdEzJJ0O3AXqV2h+NfoWcCVkuZHxC5KvZ9+Vmv4JjXI1v8VegQwOf/l+lCLPBc9D2wlaQbwDHBQg3y+JOko4JIcCP4ETF72kniiUR4j4s+SDgK+K2lV4EXSX+U3ACcqjbH4n7pXlv3uB0xEHNkgbR6wT96/iRYlpyb3/xep7a/R9deTFmmrT38aeH+5XK/Y3DXYbACpw67M+S/i/SKtU242YFzNZTZISboGuMOBxKrAJRMzM+uYSyZmZtYxBxNbaSmNkn9RDSYKXI5nLTPXVS/uO0jSA5Ku6DQPZgPJwcRWdg9GmvCvU2PJPYnq5R5YDUXEz1mJu5PaisNdg834x/xNV5HGVOxAGs1/Lmlyv/VII79vlTQS+C5pZPkw0uj2K0nTp6wq6T2krrZvIc3vtQmwMHddngy8Pr/y+LqBcWaDmksmZj3eBJwBvI00KO2jwHtIo+T/PV/zReD6iHgnsAvwDdKo/y8BP480tfnP87XvIM0l9dH83G/n+/YHzu6fj2TWP1wyMevxcETcASDpLuC6iIg8lmOTfM0ewH6SPpePR9BT2qg3JSJezPu7A1umWT4AGCVp9Yh4ttsfwmwgOJiY9SjOO7W0cLyUnv9XBOwfEfcVb5S0fYPnFecQGwK8qxBczFYoruYy653fAZ/KEwki6e05vdVcVwBXk+Z+It83tq8yaDYQHEzMeuerpDaS2UqLb9UW5LqBVI01M8+FVe/TwLi84NTdpKnvzVYYHgFvK63cg+uKiHjVqpD9nI+dSeud7DuQ+TDrhEsmtjJbAqzRjUGLyyuXYn4APDVQeTDrBpdMzMysYy6ZmJlZxxxMzMysYw4mZmbWMQcTMzPrmIOJmZl17P8DdBfCn7Mfkc8AAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "xdscn.plot()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}