{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Re-calibration of a diffraction image with Jupyter\n", "\n", "Jupyter notebooks (and jupyterlab) are standard tools to perfrom data analysis. \n", "While there are plenty of tutorial on the usage of pyFAI for azimuthal integration, few of then address the need for calculating the geometry of the experimental setup, also because the tool is not yet completely ready...\n", "\n", "In this example we will perform the precise calibration of an image which setup is roughly known." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Using pyFAI version: 2023.1.0-dev0\n" ] } ], "source": [ "%matplotlib inline\n", "# use `widget` for better user experience; `inline` is for documentation generation\n", "\n", "import time\n", "from matplotlib.pyplot import subplots\n", "from pyFAI.gui import jupyter\n", "import pyFAI\n", "import fabio\n", "from pyFAI.test.utilstest import UtilsTest\n", "from pyFAI.calibrant import CALIBRANT_FACTORY\n", "from pyFAI.goniometer import SingleGeometry\n", "print(f\"Using pyFAI version: {pyFAI.version}\")\n", "start_time = time.perf_counter()" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# In this example, we will re-use one of the image used int the test-suite\n", "filename = UtilsTest.getimage(\"Pilatus1M.edf\")\n", "frame = fabio.open(filename).data\n", "# and now display the image\n", "ax = jupyter.display(frame)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# This allow to measure approximatively the position of the beam center ...\n", "x = 200 # x-coordinate of the beam-center in pixels\n", "y = 300 # y-coordinate of the beam-center in pixels\n", "d = 1600 # This is the distance in mm (unit used by Fit2d)\n", "wl = 1e-10 # The wavelength is 1 Å" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "AgBh Calibrant with 49 reflections at wavelength 1e-10" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Definition of the detector and of the calibrant:\n", "pilatus = pyFAI.detector_factory(\"Pilatus1M\")\n", "behenate = CALIBRANT_FACTORY(\"AgBh\")\n", "behenate.wavelength = wl\n", "behenate" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Detector Pilatus 1M\t PixelSize= 1.720e-04, 1.720e-04 m Detector Pilatus 1M\t PixelSize= 1.720e-04, 1.720e-04 m 172.0 172.0 None\n" ] }, { "data": { "text/plain": [ "Detector Pilatus 1M\t PixelSize= 1.720e-04, 1.720e-04 m\n", "Wavelength= 1.000000e-10 m\n", "SampleDetDist= 1.600000e+00 m\tPONI= 5.160000e-02, 3.440000e-02 m\trot1=0.000000 rot2=0.000000 rot3=0.000000 rad\n", "DirectBeamDist= 1600.000 mm\tCenter: x=200.000, y=300.000 pix\tTilt= 0.000° tiltPlanRotation= 0.000° 𝛌= 1.000Å" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Set the guessed geometry\n", "initial = pyFAI.geometry.Geometry(detector=pilatus, wavelength=wl)\n", "initial.setFit2D(d,x,y)\n", "initial" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "ControlPoints instance containing 5 group of point:\n", "AgBh Calibrant with 49 reflections at wavelength 1e-10\n", "Containing 5 groups of points:\n", "# a ring 0: 182 points\n", "# b ring 1: 206 points\n", "# c ring 2: 151 points\n", "# d ring 3: 133 points\n", "# e ring 4: 67 points" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# The SingleGeometry object (from goniometer) allows to extract automatically ring and calibrate\n", "sg = SingleGeometry(\"demo\", frame, calibrant=behenate, detector=pilatus, geometry=initial)\n", "sg.extract_cp(max_rings=5)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "#Control point and rings do not overlap well initially (this was a guessed geometry)\n", "ax = jupyter.display(sg=sg)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Detector Pilatus 1M\t PixelSize= 1.720e-04, 1.720e-04 m\n", "Wavelength= 1.000000e-10 m\n", "SampleDetDist= 1.634650e+00 m\tPONI= 4.543749e-02, 3.094487e-02 m\trot1=0.000000 rot2=0.000000 rot3=0.000000 rad\n", "DirectBeamDist= 1634.650 mm\tCenter: x=179.912, y=264.171 pix\tTilt= 0.000° tiltPlanRotation= 0.000° 𝛌= 1.000Å" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Refine the geometry ... here in SAXS geometry, the rotation is fixed in orthogonal setup\n", "sg.geometry_refinement.refine2(fix=[\"rot1\", \"rot2\", \"rot3\", \"wavelength\"])\n", "sg.get_ai()" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "image/png": 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0iyar5RQekd89KhviADkGdDLBJIB22kkiTXhOPKLxqhrDnLXQL0WP1s9+QAixSmu9LxLTD0bH92LSDllaGx3bSyL22+PfX/IuInnoqcMFL21uFRmdvOicpSLQS8dAtBSXtxb+bmJ8Vgoo4vDdxNdsvdmyeROCe+/scVuPbVfKiIYR8ZWSTDQV7dBjeGYrwzNbkcIA1fcDQiFRoszBZZuYGF3LWPtUzr7/KnatPNdpiKLl93PnltfQjET7VQd/zND01sRPH93fbWMW8Nlx0zqJunMj7lwxP9RJ5J253nD5mt9mc/8UVU9T8SDQEKhI1I5F68hCrl3YE4fdLuoKe8JB1njT1EWbHtFkVldjqcCG0kKeNd7+TqzwllwbgbnWtSSYycC46Lq/I48W7F8FXgH8bfT5Fef4m4QQV2EMdNPRhHAN8C4nn/hTgLcfzo2KgL4UZY1V7rVFYJDCGF+y+nsRh+02wdhr88B6ONb27HXZOpeaxNy68kgWGDuLPAIWOGEUG661oB16ZsyEQGkZ+/M9T6FliBJl7t/0JO7Z9PTEHw+ce8/HGZ3axvWnvpZm/wCtcj8711zOfH0la/f9ECKg2ghBV0S3lnsg9rQo0s85VgkyfS4y2lnypInK7PFDFkOPQAkkiZ5tJwaXq3535yQfvfMAYwttltVLvOrUFVy2YZB+aYBugJqsCPAiA13cJscVZ3Ry8/uNb34t+w/so9lq8vIXv4rnP+clUTkrGdi+ijictiS7w/lwXG+fwXDlUSHEHoxV/W+BzwohXoPJHvqCqPh/YdxuD2Jcb68C0FofEkL8FUm64v9rjXVd751jqMm+7Nlz6bZ36tx5HNCSytTX7XvXdufUH3PIaEI5nOuL6nLHoKht9oVeypLdTWIoGs/poE2gvNiQ5xr0DOiNMc/zFBsPfT8KzTWvmhe2OPmhr1NvTrHhwE+5Z+PT+NlJr2CxOsT40BlM9h/PugPfZ2g6MeBJiCdh87u7FFfULzsmWVedMcYlkoAnFXWh8YXHbNvxtWsjSnsS2gqu3TnJP9+0l2Zo2nNwoc0/37QXWMOlGwbjtvtmOqKJh4qa7rbOxsuHJCD+63e8m6GBQRYbDZ7/8mfylCdewdDgUOZKUkE306qROy6WDsca/+KCU5fmlNXAGwvq+Qhm84FHREWGtG5W5vR9Ew6lHLGwyDjmSZUSA5fiwpB4CjqNRJ3XLRUB5tblcm7brm7uPPeeeW3JAqGbdFBEZmxE6j4WjNaV54J+aOoBjtHfiv31vl7g6ks/xGPu/SQn7fgGpzz0NY7dfS03nfhS7tjybEK/zq5VT0agGZx+AOsytPfITuDZkNt0OzuP2TFOfUd0WO0lmqoXIIXHYihpKWMw84QgjBD5kTsPxEC31Aw1H73zgAN2xRo5hRSaPeEArRzIWSOgFfMF8KmrPsp3rrsGgH3797Fz90MMDg7F5Sx5Uf8bOqC+xN4bR3RsfBEtxcldckVB3ws7Hrj74F1XlAuWPIC5k4HKOV60Ysv+dsktl3dPkWlj0Xhk79UNwN0msG7gl0LHL1iq/VbMx4y5+RQEymPg0IOcOX1/7Kv/2bo38IOz/oA7tjyLi+74IBsO/IyL7vwgJz30Db50yT+zWB3iodVXwOqnxvr8wNQD8Uvu+umt7c0FvZ0c7RjY55E3KcfPioxYHxUpR3EeMvBoqMjYJoyePLbQzh2jsYU2nhAE2gj7bTx6aLHWm2JvOEgTP15qm+jZiZX9hpuu5yc//TFXf/RL1Gt1Xvq6F9BsNuNmKXRKP5dC4GlJr9cdzr92yStcXTzP+p6lLIezDz0LSPec+926/WTmTzjn84I6svfK+61057JOV8x8NJQNSYV8b0X2XNFvl2y9LR12NfKFSsYWfK1F7LZrtX3a7RLrJ34IWjPZv5GvP/Zv+NpF72Kydx1z9eUsVgajhsjYVbd79ZOYGdrS8SzcPhWtbBTO8xKZZ5t93iLBXerTF4oeP6DuGenCusSW1Uvk0bJ6KebQIYKH1QBzuoyPZq03RZUAremAuTXSzc/NMdA/QL1W58GHHuC2O2/tsNSb+kU0aSgqwqOpuiuIRzzYsy9onr5aRNlAi7xz2c/s9zxxEEhZiu012RdILcFVsi+b++k56/WX6kseuLMv+COhbl4CpQVtVK704KoJrr9eRZ/t0CcIPYantrJ86pbYT79r5Xlc9eR/5zuPeXusSA/O7ub0rZ9DqBAlS+xYfQX3HPsqpgePjfuVjb/I6vIuUyhyTS45wUYIlEJT9wN6/SiOXsNvn7aCipe+ruIJXnPqilhKsPr+fjXArC7joVnjTVGm5djWI4s/BsAXX3gxQRhw+XOfyD++5+8449Qzsz6I+P+2VrQxi2vav4Bw2V8pZblvnqU7r7z7CZ2gdX/ngdl1OdnybriuJ/LXsWetwu7xPAtxt/bkTVB5L2YRoPNE+sPR95cS46vC71A5svW5qgdaQDR5Bcoj1JJ1+39Iz8J+dq14AqFXQ8kSi9VhWwGX3PrPrB27jeN2f4/rznoz40PHxVweSLnpUmqUTlvri3zzbruz71jKiQ6xIi3QVL0QKTzm2oInrh9CaaO7W2v8q09dwZM3DkWGOBGJ3KARHFADIGfoE03WetPsDIcJozci1Dq28pfLFf79PR+Pm6CdTyIvQCLOg31Lf63BLqAD6PFL1gXMLnd0H6j7EmdXgeWR64qTOQAoAkWRi6+b96AoKMROEHn9y0oJ2Ukgb5I8XMoT7y3HzkuLlFWvbN+sYTG7ACcEhme2Mjp7H4f6j2f3sseZKDsUCI/bjn0+/fP7WD71AM+/7o3ceuwLuPGkVxB6ZfatuJBls/cSaqMm2Jh7W7eNswdi33y3CTG3/9Gndn9E/SzLkP6SZKolefyGQS7dMBS55exzMQKK0sa+YUJrDUj3q36QMzS1R5CRRaw/3R4zQoU5kuQJEHFZgACNH8FfLeHnOaLB/khez24RVC4tJRlk65NCxxNLt/pcV1f8m3wQdmtL9nt2cjoc1SSuO2cyyNoQgFwDYxa0bjvcJZ3dRGRIr26zfnhbth16eFIwOP0AwzP343shE/3H8+CyK9i56nyuWnY65939EU578EucvfUqNu37Cdee80ccGDqBkh8gQi9eYGPrzrNZ5FFWGkuNHQk37eSs5pqSDBmqaGbbJnWUsdC7hr/Edx4fw1jzD6h+dKrGSP/GTBLpRTRJbDwkFnuiTz86U5MeoeqOgSNeZ88azLLnigDris5Z4wwQG9aK/txrrH5oDXJuaKdrxHOPuVJInjEo29alvrtUNHlkj7vGw7xr8lSCrNV/KYkgL5Yg+9udDLJRcTYEN1Ae7cA3WXQOXEOlPU3bq/Kj09/IFx7/LxzqW8/w7C6u/OFbGGzspK93jkq5hS9DvCiCLzXmjj7vhty6bVvK5eiCNW8UfKHoL4WUhC2b6T8GvJZDe1GySCGSKL4SIevkFCWCKDhGx8DXJKGydmpw/yyVhIcQYkkwH9Gcfan5ueiFzHKsLMfzcl7grI5v7q/RqdjKzHV5QHCPiU73m3TaUPSiFdkoLHlORJ897kacueK0vfdSfS1KDpEnAXkiyR/ntqGoP0XReODo3FqghRF2h6Yj8X7gOB5cdgUHRk7ms5d+kHPv+SjNch8n1K5lsDxBaaqf+bkemq0yBD7IdBuyq+nM/fJDblMSFRkx3pYjsimKpICJuNMI4bMYiExB82EvsSvYbGopgWBULlAXbdZ4U+wKB9HCR+tk2gg6ZADilW8SwYBfZiEMoySXXu74WzqiwW7J5eDdDHOWsr7WXANcjqvGrkA6HJWgyG+eBYo7sUhB4WSQ6gs5XgAHiHmgzFvr74riS3GxIsqzxiudTjRZVHc39cTtVzxhASiJEqbugckH2aySXHm3nPhCjp39HmunboM+GFnczeCc5NYVz2TbwJPjOPuVB37M4PQDHca7PMBngQ6dTMblqqmT0SXWUi/wWQjNcSFE+lELEDqJe7e+8oOql5IMqImAtXKGPWowamGUXjoqmxjlzI2tMW8mMJlqqkuEysIRD/ZOzu1yNUsiBSh7jeo474LHX5ylND2ByBqbbAC05xEO9kFfPal7bh4xOQdhztphK68pc632JKKVH3ShpUezd5ig3ofIvFoagc3qkjpeYM23eqrbzzzAu5QnuncT97P3g7TBMw/0Reeyaoqr09sIPCF0nETDcnnfD8zyV6GZk72EC4KRm7ciA8WmqZvZfs6TIfLL71p7OfP1Vazb/4MkYUamTTIGXcEkZNuYNwg6c1IbeNb8ACE8FgOTmjrRs5P18VIn69ytNv6wGmStnKQiAlbLaR5Wg4nIH93IqgIyAr6dNEpCYvLn/ZqL8ZAGdx6o43Ok9XJ/cZbS7CQiDMHzUNUystGKgVr4SlvjSLtN5cABqsKj3CcIpgNaB4KYVSyWa+hInPXDNjLKKKqilMIiLAaNUCHVmTGYGTO39DyCvkGCel9s8XYnAU0SpZcag8xY5AE1C66swc/97lr+7fFsnUUBO1lgZ+/n6shL+b3tCrts3TJaWae0YEH3cmDzsQw/tIeN+3/GC7/3Or597p+yb/Q0EIKJ4dPpXdwXu+g8oTtiI8wY2ui57KSbfkdSonTeoxUgtabmhQhMTL2txy6aScfFJ6BXSPaoAdZ7U9REm+b+e3jW7/0B//XZ76CBkrBjgzNRRDq9MCveFpQJrOlGRzbYRQHXdji+a0zzvBA5P4c3OQ3KWQQYhnjziwD0NOcphS1KYYCvAvwwwFMhngqYqg8y0TsKQL29wPrJPWZX8Rx6cHQzbd/EIi+fPchAYzY+p4FQSELpsVCus39gVXRCM9CYoS192l6JtlcCIRBhSHl6In6RvanZlPTgSgJaJ2uoyIDcjQnIs77HY1Yw3NY9VmTlt96Guud3NYzmHUvp0i43d8hOBNaybttkdXkZgd73TcLLyYFVfOfSP+fJN76LVRN386wf/m9+evKrueW4F4KQ7FxzOXtWXsKafT8wYr3QHZOIECZ9mQ2Nt60swHOKqXeAXxD74gUec4GduBLjnZvBRgordWhCPPaEBvB12pEgb8oZKSFJVunmrgu1RmnNkF9mMU/idOiIBrsgEhcjrl1anKE8l3DrcLAP2V+LZ3zmF9Bjs1TaTSpBk0rQwlcBe4bWxnWumNlPJcwXr/0oaypAKD2aXhktBLLPI5hLG+vc76H0aXklpFbRn8bXCj9UtJw6PRWyenpfUgfQ8sq0/BItr8J02KTpVTpMv0KFVGfHCfyQoNYXczqrN8v4ZYuWhjo2i8OJA7CUZ6vIjWPIGbu8gJWi+2Sljbz1/y7gXV1eRb513w/ROqRVqfLli/+Jc+/+KGdvvYoL7voP+uYP8IOz/gCEMAtr1jwZMEk1D9f1uhTZK0s7/4vqHf+GWNiPrq+kcdobaa9/KhUvBDxmA4FIieRGnFfaxMb70Vp5DbTweVgNMKGnaAUhb/7T3+Oe++7i2GOO42//8p+o1moY3p3OEV+RHnNh8Etbz/4/QgKTcLK0OENpZhKUSnFr/9AUtcEZBktz1O8fRx5s4ufMblKFKGmGabbax6IKaUufwCsRSI9A+oTRp6VGqcb2ZZvBl5S2DNJ+cAqC/KCFA/0rOBBn5gK0xtMhngpxeYRAM13tpxS2zZ8KqIQtKmELmGeu0gPSZCgdXJik3lqkUaqyWKrSKFUpzUxR8gP0+CxWJtRC0OofIaz3xeK/1fuBWIQ1zRIdXN4e7xh7kQTRZLn9UjHYbt3dDINZG4MLwJQ+7+jySEWgPFRb4HuCDRM/YOvyZ3LDqa9l3+ipPOGWf+TejZenbyR9dq29DCFgYCpZSefeMyeZTQdli5R2/he1G9+JiHbQEQv7qN34TtDQ3pgA3nD4JFW0iji9jEX7xNXWosyMrvLQzu389Z//PWefcQ5v/8u38pnPfZLXvPx1kTvOXGP/D7VZz974dQ6qEVJTDyYQ0zOgNOWwTb21QL21wHy5znR9kObeEO+YFuV9C4ARn5t+Jfor0/LLKS481rf8sO+vBYjhXlqtMgz1wvhMrrets+GCUPiEGQtp4JV4eHB1UkwrykGLctiiErRolKrxud7mPH3NOQYaM6YtQKNUZWGyxny5h/lKb1SHpjI9DtPjUZsN+Nu1/hTXtyJ43m4tVh1yQ2uzAHXPhTxyy37K9RaB2K2jyGNgy9oIMiPW69hiPzy9lZXVm9nffzY7V53PJy//FKFXia8fntnBof6NIGQq1BZlw1Q7J7/CPti2Rt+rd/xbDPS4TNigeue/EWx8KgidAry1BVvTnLXIu6qDDahZtWI1F5xxJqvkIZ5/xTP4j6s+yatf/rp40si2qyw8vCVMdEc02H0ZMPTwbmrz8/S0Fig5IrHQiun6IKohmGYli6f1MjOmaSsfxOG/iB2P17XGD/Sjqj0mhWitHznk4U3PdLHGC1Aq1xqf1yItJM1SlWapymzGsTvWO8pcpZdqe5Fau0ElaFJrN6i1G5SCtgN2Rb21GBsMLfg9T9Gu9ncY/LTo3KwB0np+NyOgEGZfs7zYBndCyAY1ZYNvlvIYFE44KS4PhLBh//fpXdjHgyuflgL6lj3f57Kf/hU3nvBSfnbSK1CyxM41lwEJhz+cICb7WLL6vFjYn1tWLOxPRdtVPLMT23w7WezivnlujFxynaBfNqiIkBFvHs86e6Kpwvrpa56HJ8wedkvloTuywd5osGoi0XGDyOC1UKqzUI5cYr5kMehhYbCPkAaMzaYQbKQkgarXkI1mB1DDWg/t4dHCNugg4X5BdQCqA7nlur0o/uIs/vS0ubc7KVjyJHqoz4BgfAY08SQAgwBIHVJtNai3FqLjhuotY0hUQjBf7mGu0stcpRcxM4U/WCYIPZTyCEOZAr4WInbv5cXo5y22ORwdP28sDkcKyIsH6KZf2+g7LQShlgxNb2ULsG3lFWYXG6DanEIhecx9n2J4ZgfffczbCPwaO9dczqhNgZVNZ13QVAvPlJu9vhKxsK+jrK6vTF2HMEY7rX0WAstPROyt1RH8Q51EzD28fy/fvu0+nnHGFq7+5rd44lmn4KEJI5DbyVtpzXTQRmC2kOpGRzTYle8zVy0zX+phvlyn6VfSXFuAHjJittIC6iUY9hJrtufR7hsk7DFcsDDwQ+uO81nOU+QmskawbgapVmWA9or+jnpdklIjhMqVHoQvUcN9LByaZ6GS3q9eaGj4FapBk77mHH3NOQAWSlWCgUNMrl7Nws4APdNK+gO0BkZpVQdS+r3rmnKjEF3wySigI7Vx5hJg7sbF82Lws0a7rI/e9T7EK9+0ZHDqATYDO5dfSiBr3HXMs5juXctlP/2/HPPwj+j7wR/yjQvfyUJtlPGhM+hbfJiBqQdjL0TSjyyso35kfjdOe2NKZwfQXpXGaW+My9ueygjwgfZohVG+9wjwNsddHFcCbNpwDJ/57Cf507+8k9M2b+Bfn/8ctJxhrxqISpp/NrxWozs2iMzSEQ32wC+z98QTUPvnc7l1ODSIqvWgA4myvpPqAK0Vg+mKdHfuknIL6fwVbnnZZOy1Rdfk3aOIewWBRAgJ1QFEzUwMdgKI4wcGPeT4VOqlm6v2MlftxQ/b9Dbn6W3O0dOcp95uEO4a51C1B2bMuihrqBRAZXqcyswhmv3DsX7vBui4bc5OUCa3eSeXz7r63BiJbpl28sYqb+JUSsbJP62RLc56G7V/aOoBls3ex8TA8Wxbdjm7V5zD5x//Xp7+kz9l+dQDPO+6N/GNi/6aiYFj2Lv8sQzPbE1unOOH72gbCeiDDU9lETqs8cGGp8ZlXfKEouYJWqGMQ15ttlutE+lizep1fOuL3zPjBfiElL1JfFqMijnGdC8lYcdTUJFmk8jGrzPYtRaEtT70iJ9ErnkewcAAQa3PFAo7/bZuvHie66hbxFgWzHnW6Ox1eeGyefeyZDmJ21b3e/JpFk3EFuNaP96wwJuaTqkBAmP8m6oPMlUfRCjFQG+LygAs7jXZVPywzZaxbcxXepiqDTBX6UUDlZkJPE/RqgykrPmuQc9axi3VPS/O3V/k4isKIc6jpcJui0J+tRaxu9Ea75CgQ8HwlAHxA8ufxlT/ej7/hPdyxfV/zuqJu3jKT/+aq57877T8fkpeAPiOrUKTLFddmrsHG57KXAbcqTIZZb8kFf0lwXxol+XaAo7tIPplRfo2HvvCAdZ6UwzLRWbDCi1dRiCimHiznfNSytIRD/Z24KNrA6goXVH8sHU+UIrI5TzZ6LEirl10LHvdUuXzglvyJpy8a10VIgwFqtZP2+H83vws3tRU7IoTAvTKAeaGyswLDftMEt9a2wQVGe4/TyA8pmv9ZnI4dAifKNmvkDT7hztEfHdPOCk63WZu+7Njmme8c7/nSTuH+2yzkkgQerFEMTj5AMfyDR5Y/gwalQG++rh3c/Ft/8odW56NFh5Ch9xw7FsoBzOsPvhjBqceiOuyYrVeEkIJuZDN/a6N+7XiBXjSY6YtTXS1TuYEC1kbLqsw+7i1KDOmekEImpRiP7sXue0aKmuj76QjHuxB0NnEPLE7j7qt984eX4r7HE79h1MuT6IoAn1KQonKpkGgY/BbkR/M8k7VSu8oM1vt54HldfoXZxhcnKYaNBlZmGRkYZK5cg+7h9ZGM4UyIn7kymtV+2gOLI9FfCHMmmzbzqx4Hksh5C+h7RbLn6feuHV2C87pmDyjIJyBQw+yvHwLBwfPIvTKXHf2W2ylaOGxbPJ+xoaOZ8fqK/BWPJ5zZZRXLrqV0N0Bn+X/LrBtmJt2T0bkEzJQ0swHHo3QnRzMhdYFZ/pjPiepxfEAXjwdRRtFHoYH6ohfz245m/tnqQjojwa4Py9l3UmWipJNuEDJE/0PZ8261maHFq0FYSgJAp8w9Gi3S7SDEq12ibCnFr9sofSZ7BnmoZGNPDSygcnaQBTPLxLDp9Z4KozDMcuNWXoPbKO8OB1z6ZJMgNbNIu+u9+8Wv394Kk0yCWRj5t1J0boV4+2qtGTDge9zzP6vU4m2qkIbr8iJD32DF1z7Bs69+6NmfPw6gVejXep1OgI5Dtr06ZxjGTty1Kl0OU+aDSnMeCY6uOXaZqfXaDmrsEtbzWdFBPSKBiVhOL/SmrL8NXa92cEpyrByuBw9S3l+Xy+HkxwuFXEkt75u7Txczm8pb4189l5W3w8Hl1NmDDm/4LRX0CjV2D9Q42DfcqSTu6zeWmDt1F4m64NM1ocJPJMLpTozZnT38jA9vkiteltqxZxrxCxSaezYdRtHt3/Z8rnjQ+JhGJp6gNGZ+ymV2vxo09tMOemjhHHNVdrz/PfpbwAg8OtI1cYLk/TNiS88X5dPtdG2jwy+syIABvB9JZhqGV5t17ILRKoCa7HXUVtWyinmRJtnl2/jS60zlxTh4UgHe0R5uuAjoVyOW7D9kS0vpU4s/I/yHu657EvZzVUHhzeR5Uk2rmfA1tscWI4YNOVKizOxa08ASnooktVSPa15PK0YnT/E8Pwk07UBxntHCLwSlblJ2sv66S8l3NoNO7W/s8E5rkFyqWe41EKaroEvmYmgw3CnBLShEszQLA1w/4bLaPk9XPazd3Lati/hh4vMveyvAWiXevHDRmS3MKaLbCaawj6Qb6zrAH9EJuONYKplU1PaCTu/boCDqg84yKsqN3BXsIKH5bqU6J9HRzTYFYJWmDTRBUj2pcnLvgLQbQuplNj4CAwxcfu6GNaK2uC2Qyl3WYPoaP8jndjyJq9UUg807dIwjA4jhKbcmKE8NZ7q+VjfcmarfYzMHaKvOcvQ4hSDi1NM1QYY7x01KbmEoxe7BsTIKxJkVQ3nDnmZYop0cjsGedb+InUgO4a2Xl+a7aE96bH64I/YueopKFnioTWP5esXvpOnXv/nnLTjW9zR+mNj/BWeeSe06/12wOoMc+LpTj4zRXJ/u+RLRY8vmQpUHDKTrHi369mTCLpp7TGvS3hC87b6Nbxs9kqmdKXLHUDoJWaDXyVVvEG9tvY4JDbKSSGjfzaTpj1mP73M/CWRSB1dLxQlXaYtWvG12Z3XFIpABPjaT9WthKKsyygUHj5tWoSijcBLHQ8J4uslkoCACibiLSTAw0dqGZdVQiG1pC1aKBQlyql2BQRxnwMCSpQJo2O2rVJLVGSc87XpfyACKrpKSBCPgyvwl3WZiq7w2PohXjy0nV7pBPFEOCoHTUbnJuhvzCCAffXlvHL6uVzX+hJrqmchtSQU7bi9Sod4okSgrfgrCWg6YxviUTJlCaN2eQS6iRQ+WqtoKrBpr2RcJtTt1LlQJ6HIGoUnSqn+CSHRkXoS6ja+rOBRoizqVHSNkzeczOMe81gqlQpCCFaN3cEzfvx2HvzEl9iwbgvTlVHGpg5iV46bf4qsgyuX22udsoHEjnR3gJ3UU7ZGRZjPzgtofPwgAy97GueXAr7aLPPc6QGCcOxmrfU5eeWPaLALUdK+N/irbsZvFH1gVR8X1MuxwQgM6IfmJnhTo87n5szkcboMeFB5zD8KiehIoudc8Coed9JTEEKycvwuTnj9iazYdAbT7Sa1ch3f8wnCgOn5QyxE0Yku/WTqx3zh4OeYaE8wUhrhucufz4WDF/3c7fr6N77Gpz71SYSALVuO46/+7zs7yoyNH+RNz3wRNw1PMSg1vzfbw3vm5gvBfkSL8VL49JbXAKCimdzlxGqJpPimvEkk4P4GEHGksZdbxv7OlrffbZss93HLF9XVrV3pfsu4b+53L4r5TnM/D63DeFzsLubZ76a9Kq7PE36HVAPw5nHJU+qKNw/DQMQoD4oK7wiP5yfhMMuqi8w07uXrtYAe2eKHtXP5cusUftzYzwR7aakFwoiz23bbcYv7nvPcbJ/cNrmc+nCOa63i5+GWdeu219rv37jxKzw8sY/LzroSPXIyayoD9AQhvdW+eMLzPZ/hvmUIIVlozsd1/3jqR3zs4Y/Q0kZSnGhP8LGHPwJC/hyA12zbto2PfOQ/+MiHP8bg4BDT09OFpXcqj9+Z7eXDfbPMLaH2HdGc/cS+Qf2xsx4LmH3BIbHsZqnI4n24enC3pJEdPuRHEFBjKauT5rXLXVmWvbetv+O3o+/ba4rumUe5do6oj4IkTbbNAaeU5OYHV/CS9leozhpO1x6scGDlOmbmyhAotPRZ6BmlURmI3WBu27I6uyXXap/XTrffeeMfKoEn7dil3V95dXpCIaO04GUvwPdC/D//Y1ZvPB0tPGqNKXzVZLae5CootWbwAjOZPee213KgNdZR74ryMj5/+n/k9vFw6EOf/jj7x8Z57evfavqC1eNFrLMLYN/YXt7ynA8RErCCgH1I7l747K8nZxdC43tmE0E3MWTRC52k53tkkU9xXQXX5RniljLOLdWGbuddY0/HuRx3Xdb3bClvcskLG85z87mBLiZgx0wAWmimvT52nXwGQ9N7GX5gD6WpJmunHmSq2s/BvuWEQM/sfnrmDtLoG6FVG0gZ8oqi6dxzjyR+Im9C7vbdrd/uASCExvMiSUR4SBXQuzhmvdzM1ZcB0C71mUkwbHKwlZ+z7GBrvOvEn+uay3j0pNAsK8OhlkDgIYWI3G9JamkfyRo5QEspSkKwAbi78K5HelCNJg6OyAuqMRzN5Nt0geN+72bRdoNaTJogmev/zYuNzwbAZANhlpps7PlcKSXTl9RvJ2gkbreSqOgPnAkheoldaSTrE8+7v63TBu3YgJ12UKLdLtEIJe2gxNTQanaddwbj/aMoBIONGdZP7oYoBZPQiursOJXGVGojBzt+IjOu2XDmouAi95qiQJxsME52/NyxM2MpCYLIO6JDlPSZ7l2NRlBvTlJv2HBiQas8QOhVWF7OXxpddBzSFvmsD9629OLzzufL13yT2ZlxBkowPTMdlU/eBBvF2FaKQCvaUVxFNzqiwa6JHk7Oy18EpiyA80DplrOU95ItBYylFsh0o0fsVovdOUnf3QnQ3S1VOWKzu0zUXYWW1/aidsX3CA0wGqGk2SrTbpdoBjXG6qNsH93EXLmHsd7RlPxsk2n0HdhG39gOKo3pzt1bcoD/SNsIxVGMSslUGdsntz67K43WgnIwC1rTKvUw07MSDfQujlNtJrpzq9TP6za8kopMu7sqssLr1740t32QG1cTk235iccex//+nTfwtFe8hEufdzl////+ysTQi2Qtu91vTwpBv19aMnoOfk4xXgjxh8BvR+28E3gVsAq4ChgBbgZeprVuCSEqwCeAs4EJ4IVa6x1L3CH1kmepSB/PW3BSFJ5axMmzx9zyRZ/ZMt2o20sch4863F8Knfmd+O/jsbHRVgBOXS4IsmvHu9kz3PYkYrakpcyCk3bg43sh0pe0KSfx9RGNzo6hhWSiZxiEQKiAWpQ+u13rj9fK58XXZ9vqjq1LeWJ6txj77DEbeGOTWgL4YROYplkapFnuY04r+hYO0LdwAC08mmWzIOUJq5+Bp9q8f/enOdgaZ3l5lNev/S2eMnoJ3Sj7Jru/bcte8qzn8JJnPcdIt1oy04a2Snzt1u9eila7LYQBFflLSiUthFgD/B5wktZ6UQjxWeBFwFOB/6e1vkoI8QHgNcD7o89JrfUWIcSLgL8DXvhI7pkHqG7BFdnriurL+56N+MqKmFlQF4W8LhXqmtf2bm12yZ0AXf3eBYhNnezq4nkAyOuTOzm6x9qKeJGS1hJvoB/v0FTKB+2HbUbnJxBAX3OWhwdW0fIrCDS1mYOAAXyY8xyLIgvzxi4brdcxRplzRYE77u4xWhvAC6Zo+AMsVgaQKqCnMUHv4kGapR4QAi08Ll3xlATccQBO1oOe067o7JJPWYCHorckmG6ZPQlsoI0GStLo8jXpLcndf14x3gdqQggfqAP7gCcCn4/Ofxx4VvT9yug30flLxVJKRkRZ3a2bvmmPZ4GZpayIaH8X6edZDlgkReQBpKiN2bYdLtDzdFpXvcnT87NifuxZcPT6ova4E54R6aP7aUEQeLSrA4RDQ1F+d0OBV2L30Dra0qfWbrBpfAdD84difb42O0Z5MRHp3U0xLXVbWJSV1rL2HFd9cSm7iMZ9HkZlBDB99MIm1cCI7vO1EearI0z1rktJL61Sf5L3Lta7l4axNbK5lPu2RAd9oej1EyueDfM51G7RUApPCBaWyBv/qMGutd4L/AOwCwPyaYzYPqW1tpkh9wBrou9rgN3RtUFUfiRbrxDidUKIm4QQN021W7mW4uz3jk4dJmiWsqh3qz9vYlhqgskej7kt+ZNLnh0hzxjo9sWljglAJ8apUEmC0OvQ6936iibVIDv5Kkm71k9j9XrC4SG0Z16r+UoP20c3MVUbQKJZOXuQdZN78MIAoTXVmTH6Dmyj0kh0YVcKWcpCn51Qi1yNecY62998wy8kgG9QbU+B1szXRgi9UrpyIWiXepNnGKtXmgL45lIh0EXS3ooXUjf7V8ZTSY9XoiIlodbUve5i/KMGuxBiCMOtNwGrgR7g8q4XHQZprT+ktT5Ha33OQKmcNLSLONzNUJblBEXHct1cSxyzMHK/u395JNAdk1GRPaLIGm0pT9wuNF5FtlwX9DHHz+H0ReMK4OdMCraOdq2f1uq1tDesQS/rR3ke+wZWsWdwDYGQ9LbmWTF7IGqTiZWvzRyMDXepNotOw6LbX/d7XjINtx77mZ0M3HOmLvtMDGktDOCD6dR19cYkg7N7TNirSNY42I4djsiaNdZl5YFYgHAAX/NCSmaHUEySSUk5yhf+y8xB9yTgIa31mGmI+CJwETAohPAj7r0W2BuV3wusA/ZEYv8AxlBXSG7H8wxlecfzvpu6zMsuhQPQzMPvBu6U0Yf0iyVIZ1uJP109mvQiCbcdeWB/NLp+t4khzzVp2+3q9Xmir8sRzPl0m+x3iRWPzfXtWj/+iECOT5vNOUpVVswe5ECfs6EG5jlX5ycI672AjHPLCaGTZJAknLnIblI0TtmFNnkGwFyJwD6zCPDCD+MMN7XmJJ4K6Fs4yFx91Hnm0UQhiFbKPTJymHnuSbNFtGAuMBtELYQKibHUV71fns6+CzhfCFGPdO9LgXuA64DnRWVeAXwl+v7V6DfR+Wv1EuF7RSezhrFuHLqQEzszet6f5+iyWSDYQIysCGnLZOt12yGFyuX82Xa6n0U2iMNVU4oMkXl6vSveu/2wZNrhfu/k8rGbLvRo1wYIRwfRwujxewfXENqUx1qzbHbMiPVhSM/YTqPHi7Q/Pmu8E6LTQFdk17HXZD+7SQDakcCTMRKUg7mYk0/3rEYJQa01TX9jfxR4lBnV6Pcjgby9Nr5KO8ejkyWpqHrJUlgFtLVmPvjl6ew/xRjabsG43STwIeCPgTcLIR7E6OQfji75MDASHX8z8LZHc99uenE28iwlYmfAnNWL7Z8FsQtq14iUnQTcMm77snW6vuXsy5Ztb9bd6EUr2vJe6qyhyi3XjbIqRFbEj4NNMoE67n3znokl1zcf1PoJhwc7XvmR+QlG5yfYNLGDWnsRGZo97cqN6bjPbv2ucc39nWfcc9vRjbqJ/06pyELfoBJMI3RI4FeZq5ndhcqNeXzdwmQCBlIT9yMje6U7YfzNe/+Ff/3If8S/hdBUZYgviKUo7zBs3T+Xn11r/Q7gHZnD24Fzc8o2gOc/kvoFnW6W5FwiEudxRSlUxzVxmewkIdLJKmzYpDnnLrSQHcfc45bykl5oLeJsOEV7r8X9KnhBs1w06+LLA3jRsfS4piea+LsWKZFaSgXKQ+n8el0uCwknCUOJqg7AsMA7NBm/yNO1AXqb89Tbi2yY2MX+gZVM1waozE0S1vtAkbuDTXdgJu3IW9/vRhNmxflECku4qsCELAiMeuKHTUqqYUZKQFAu4bfa+ItNdN0jiCbM+P2MxfmuAnrSPjrdctlPHfWx7GlqnsdiGFKSEv/XOi2VQ3liuuXYueUyIjaAlPZc557vJja6ez15L495YRLxSWmB5xWFaSb57e3kIpxyFvzuCxnfN6P/L+WZyDPedZ8snLaS+hEH6Vg7Q0mS4rxFlAV9u9YPw8TZcAOvxM7h9aycOcDQ4hSrp/dRaTc52LeMcrlFu12KFtEkenyu16HIKFkwLvGGkUXXRwCNuu8A0NojbK53zeSPb2Dq458imBjHHxll8BUvpX7xEzr090eivAvg3R94H5/5yhdZNjLCmpWrOOOkU1KTgBbmGVy4LODaA5LFMKTX/3Xenz0i15gF6YeYFe9iMd0BdlZUc0VpdyIQQvHDdU3ef0aDpjMy1QAaPsk+3s4k7f50n6f9PbogefEdNR67qxa3MQaBdGO4o6QMYTI7262X3dRPpu60uO8aHyEtxj8SF2DRNclqNRPNFVo9UuRvCZVnNLVifas6gLemDylD/L37EIFi/8BKGqUKK2cOMLJwiLJuMVYZYF5Em2oqKAJ8NgAn2688F2WHYTbbD53hrtEPlzdrDfM/+AGH/u396KZZBReMjzPx3vcBgvrFj0drYjnJvA/pqaOIbr37Lr74za/zoy9+jXYYcMlzr+SMk05JcXb7sm3onWXZ1DBTLcFC+Gu8SQR0Wr6zRrE8rp01qv1o/SKfOW2RibpidFFwzn7JTSsV4zXNsga88gHJpQck164O+JcTQUsQSlNrKepNRbWlKAcaPwShNQsVye7lJpBCa83wXMh8RdIsidhfYls53qN4z/nzvOf8ZB20pb6W4JW31LloZx0II45jdzxJpIBCsd/BZNbS3020h8OPze+w3CtJMzSLhnzCDrC597f3SakMJBNa2D+ANzmJ0DBVH6LllVk7tZdyNaR/2RRiWrAwr2m2yhjbkwShEVp0jEXWE5K12Nvvtk15gHeHVWS/W04fZ50RTH3yUzHQ42ubLaY++Ul6L7kE5UgCj0Scv/7mG3n6k55CvWYYxBVPvLSjXVZF7ym1ePyKOb6xtwe9hAnuyAe7Y3hxObSbJz1ldJOKH29Y5COnLzDrrlGIBmesrvn+qibrx9ucPt5i9UQb/1ALfWCRL5y3Fh0tbPiXD+3iCXfM5rbphuN7eO3vbwKgp6H4wR/fB0DLF0zXPaZ6PSb6fMYGfK66ZIQ7NplNKKstRdsThJ5pzGxFpyaC3ia86tYeHrurFgPL5fxW7I9f0iyYY9EzP4w3K7rHvvUuk0JSdeeSW1eSco9lKc9FF4YSFW124U3PIMKQhZ4+9qw5jup6QaWnwUD5EOFUE3GgFa+Tb/QO06gMmnZn+lF0zyJXbVYijI+T5uyd8DRHw/H8Ja7B2ASL3iCBX0PokFJ7Dj9sGt0/BrytZ2lyS9krrR9LCBitLXDmcJUfHuxezxENdhuAktarw1xwf+CshZTojQCpNLWmYr5mdJnTty3wDx/excqpIOduIGYVmPeP2arHQkWyUJE0SoKWLwk9CKVg17Ik2KcSaCZ7PHqahvsvmwlYNhNwbJR77dtnDcRlf+u6Cd749YPsXF5m26oKW9dUuXdtjXvWV5kYKDFXJQa/qxb0NuHlt/Rx0Y56Sve3Rj9X18+LGwi1TIE8O3l2i8bL0+sboSNlOJbxrLU8r+64rqhcu9ZP2NOHFyWPaPkBqhWgpn3U7ALL7t7OodoQjXItWUjTnyykcWPa3f5npZulxPt8P3vnb1d/90ZHCcc6k1f4I8P0LRxksm89WnhmSWywQLk953D4YrrwnMfwhj/5Y9782tcThAHfvO5aXvWCF6cLOc31hOLYvlluPTTYpdYjHOwI8P0wJZp7UsUA//Dpi8yWk7K1RsgZ2xc4e9sCp29f4JSdi3zr7AH+8rdMxO5kn8fKqYCWL9g9Wmb3aJm9oyX2DZU5OOij6kko5J++Yg1/KtYu2cRDfT4Xv/tEACotxcBCyNBswMhswPLpgLvX1+KyQ3MBpVCzZV+TLfuaXHbLTHzu7vVVXvS2LfFD1E6qlbkqvO+CWd53wSx9TcErbunlggzwY9EWR6fXVg2wnomk3UVgzHPjuaS1INAJR4VksY27Xr1ogU0WeMY9JwA/Fba6ONdDz60HGFicoa8xy57BtcxXehBoqnMT0V5/6d1nIC3Oy5z72z65/ewwukafWfinxXkYeOnLmHzfv6VF+UqFkRe/mFLYpHdxjLm6cc+Ffp3QyUWf3KlzkjnjpFN49uVP46JnP51lIyOcdepp8f3zJgkhoLfc5CmrFvncdE6BiI5osBtOHuBF4P7MqQuM1bPWE3jOjw9x5Q1TnPrQAqWMjWLlZJKFdM9omaf9xbHsHSnHorSl5YvwqgcFfz+g0cbX9Ijb2yxLDpYlBwdLuef/4bmr+Lenr2DTgSZbHm5w/J4GJ+5e5MTdDQ4OJNfUmor/esdWbt1c5/oTe/nvk3vZP2xmtdmq5gPnzSKE4rG7aibCTFqftpfac90dipQ7KIeWAn/a7RnVmXHT2X3W3G2nLBALox6jT6vHW5lLa8mh8hCVaoPBxgxrJ/ewd3A1c9U+hAojMEdtdupZyv2YF1nnjlG6f53k1l6/5AmAYPpTnyAcH8cbHaX66jfBxY9Hz+6m3pyiVeqhVTLbbLdLvZmNJ4rpra9/A299/RtSZWLDnMiZiASs6ulMiOnSEQ/2aqXJjzY0+ODpTZo+lNuKC++d486NdSb6TfM3Hmhx1rYFQgF3bqhx85Y6tx7Tw+2bakw4IFJSsGt5pWOUKwG89J4KF+4t8QeNNu87o3n41nht/bA5Dy8HV4sVyT3ra9zjcHyhNH2NBCCn7FhgdCbgybfN8OTbDPffurrC90/r53tn9HPPumqH0W90QfKC23u48KGeTm7viPhu4FHWgp9HeUANVAKMVBCTLefsrQ50cNg8sgE4kABelExcvZIewwuTrJ3ay96B1czW+undvx0tPRq9IzSrAykR3lX7dGaicvuV9eqEXewWRWfqlzyenksuiYNpFirLCITHfG2U3sUx+ub3M9m/ASV9E2qLNkY+Ds9g13Em8grkxZ76srs1/ohOOFnfVNMX/PEW2kJx6gNzXHHTNE+4Y5aepuKdL1zF1ZeYRXOb9zXYcLDFjcf1MFfr4mvU0NeCi/b43LwyZLyuGVmQvOTOGo/bXUmJkZAWRYvEUEtZv/5/r2vw0TPnmSvK27+E4LB2vMUF985x4T1zXHDfHD3N5EE+7S+ONZNWXv+agpfd0psCfSxuOxlssrH6bj+h04pt+90KfD547zp+58TdJnFFZixc4Fux3h3XzoCe9JjaScL3A7z5OeTENCjNsrlxRucn0MDDA6uYqQ1EXRYs9i8zOnyOlT4bF5/XV7fs4Lt+ny0rV9vhTPdNJCAT8X/2wwTZhF6FRmkQgMHZPZSDBZqlHqZ7jSpZbk0bY110g0556fBIA9v27WXsbf+WOn75jb+mCScrLc0rv76Pp904xfBcErhyz7oq0z0JqLevqrJ9VbWzAudpWTeXtXS/krTe2Uy9IMYF5kbGKSVi9173CGTj/jtve4nzH+qNfieWcdcVOF5XnRJB1Iw9o2U+97hhPve4YfxA8Zit8zzx9lnWTrRSQH/nx/dw37oqXz93kKlen9mq5sPnzuJLxYU76k7+Phm/9KGSsSutW7BO3HfHHqC06NjF1f10F4/YRSx5XN6t2/2054PAR9f78AE5NctY7yhaCJbNjTOwOMNMtR+EiHT4Q7EOb9tl6ywCutv+5LllJy7SIpvOSHCO/m4DbrywQUnO0/ZMSqvhmR1IHSK0QgtJqzyAChYotedIV7+0S865Zdd+FNERDfaVk21edp1ZGPfgqgrfeMwA3zp7gD3LCtilMxKVNrz25l4eu7OWvFBK0nKAnA1rTXP1TgnBriDMe4HSL0pnzjMpTfZ0MxH0cf5DvalYADMJNPjPUzsngcCXXH9SH9ef1Je65+Z9Da786RRX/hT+8MsH+O4Z/Vx98TC3HFPnM6ct8IR9Xryza6g04KEU+F5oElRm+mw5fZH0YqmtOkX/lNHNAbwbbhuPY4G1P77eSiKhB/U+/L46pVLA+FZByysxW+1L2VSEMnYdFITI3DBklw43xiDqTAcM866OLfVaUG7P0vZ6UNJnsm8doaykLgp844ottefiCcTW8cukIxrsh/p8rjqrly9dMMQ96yqQF/sbjVBvE155awJuKzq27dZPyhXR03nMLXXTJy0JodHO4pCi+OqOSDJlxdT0RGClBSlDztvey4U76tFvIwJ3eB0gfjt2j5Z582+v49nXT3LRPXM89aZpnnrTNPetrfLpxw9z4zEh/3GsZKwKIwuSF93eE1vxgY7glLwoNLet9pwUxUa3OGLO5fBaJAuBpErFCth63Lh6mRH94zH0ZSy+Rw2mGjRYrPWYnPY62Waim8FuqaAjF9w6cyxrqdcY3TstBgiENsth4yw2GQr8OuX2nEkVuIQrLo/cVh/u5HVEg32mLvnrFxn9qa8F1UAwVtOxoWw0eoEv3FmLV2e1HY6tMy/x4YC545xrcY6sI7Ge6zyh5B5GRA4zE0Qcj+2AQmsRSwsy8ospJxJQSsX523u54CHzMnteyIdOn+Nbm0MQ0C5JvnPWAN85a4CVh1o8/0eTPPfHhzhhT4O3f24/T/urPsZrZlzGexTvvWCWfz9nltfebOp0LfhaC4jaackT6Q0oLJXE0gtvrEgPRmKw/c+651zg5aoQTmCRP9hndPjIQrV2ai89zXn2n7CJqUqTRrMSR9q5UkuexT3r/ssG1biUx3mz31PykdaUgzmafn8sgcho7Xuz1Euj0h9fmVWk8lvQ4YBK3b+bLcmlIxrslioBvOa2Go/bXTWRV6lc8pKQxHVTxK2LDDVFhqpsGfe7HVg3WMW9n/Vnu1zKcrl4SaljGBVCYzObKmWNVEnfbJyBF3q8+uZBtJrlO8e0cLWQ/cNl3vPMFXzgimU848ZphucDxnuNJ8IPFC+/doLPP3aYmbrH+8+dQwrNhTvqxoKuvFjyyfrJTWBTeiyzORLyjG65Y+zo8dY9lxeAkxebHwS+EekxOjztkKDkI5ualdt2wFCVyfIKcEJruy2esSSFhgKwZLl5llK1JvM4AoEfNgBolowkUg4WqLTnKAULtEp1lPRTFYkluHtRDw5XX4cjHOwCGJ03C0nO31mnqW36o7SVuYhzdwI/P3bYBXA2+AI6Z86iUNTssfTx5LfL9aIGxIEp5rflBtawFW2FDHheyMtvHOJVN9ttmUL+e/0inz65yXhNMxRIjhsY4u8uSNpx5Q1T/OGXD/Caa8b4+JNG+eQTRnjvufO857x5RjIuOztu2cU3bt8EnWpLR0hsh/GOlB7vuufyAnCyKpGVQqj3Ueqv4fshh+QQ1a33Unt4muU33s/CYAPhG32nVe2jMbCiA/DuZJYXM287qB1jXEpkJy3aQ345tFn/HsoSgVenUe6n0pql0p6nd3GMxWp/1PfIuJcC/OEZ67JjthQd0WDffMjnX786anTviPuAY8BxRM78cMf8AcgDdB65eqR7rXs+e8x9gbpFo+WJu1nreJh54VN9iNYGhEpy/jafi3bU8bwQzw/x/ICPbG5wMHLlb11T5Ybjezj//nl+92sHecn3J3jf05bzhYuGGe9RvO+CWT58ziyvuamPCx/qSYn2NiLPqieuuOtFerI7Vt3IVX+y6+SVTT/lgDIb8RYDPhorSrDv+ONZOXMX9bkF1k3uYefIBkLpUW6YdQ15gHdFeatiZRoaq+BZyTgL+O33zXHbT6aZnw3p6fM486IBNp/QixXnK22z3XXbqzNbW04p2EG1NYvnt2iLclwuC+6rv/plPvDpT9ButTn7tNP5pz//SzxnDXaezr7U+B/hO8IIwtAnCHyCwENFKZPc1ElKm617bKYV91oojvvOgjJ7LgtyezzrM+54UQooC/SsNGLvpzErymx/lJax+Ku0iVILQo8gMJb2drtEOyjRapdotco0GxWaizV+664keOjOTXVe+/ubePXvb+T2jTVGZkP+z1X7+MJfP8h595l47WbZhOR+/DGTZtLw0ru2pCehfN03T9Kxx/OkLncc3PUO7jXu+NixD+07EHiEqsTu+hoafoVK2GLt5B6ENt6McmOW0uJMqh1Z0jnvASTcuRttv2+OG743yfysccbOz4Zc/91Jtt83l3B/LSi3Z+ht7qMnHEeVjWolG4q58koWKqMEXtWMrzAg3rrtQb74rW/w7U9dzY++9DU8T/LZr381tw1FHpE8OqI5u42qyrMYF3HtrB5dpEvmiYtFbcgGzLiUd202VDWvvqwryh7Ptw6LFHc1/UxWrGmtjS3DU8awFyrO397HZUOKa45px2zgxuN7eelbe3jSbTP84ZcPcMz+JmvHW/w07gx859gmN6w/EAfmuFze6ttlZ34rklzcY66U0xEXnxGv8+pKWeqjY0GQvLpCeuweWsvGiZ0oIRFax1GNdgeaZnWg0GCXnoysgZQU2PPekNt+Mk0YpM+EgebWH0/H3N0VybXWLJYGqAXT+GGLnsYh5msjtErGYGdXxn3/huu57e67ecILngPAYrPBsuF01nV716UA7tIRDXY0BKG713mxWA75SRiKdMmsDreUGLrUpOBSVp91r7eib9ZgWKQDu64s+xkbFHUa9EHgIYTE8xRKKV5x4xDHjc3zsbMWmC1bDi347pkD/OCUPp524zRfPX8wbuMpOxa4b12N2WjhzUceM8urf9bPBQ/1xipUqCV1P+LEJG64PMqOtau/m7Y4YjoOd4+uLxJPY6lIeQRACeKsN22vlPbBR0E3RbvPuG21V+RZ5dwr7CnL0bNkj0dOuNgYKwQ0/H6CepXB2d1JTdFmkbSm8cImWmtecuWzeceb35K5c357gI6JNI+OcDHefqZF9CIxO0t5HH0pQ1rq/g74ijh41/Y757MgdsHd7R5ZMR+cvepJkkTa87F4G3qEoc952/v44BeXcfVnR/nCF4f4g5uMeN8uSb584RAqQt7qiRYf/ueHuOpvt3HSrkUQ0CjBh86f4frNs0hpdGspNF5G5HVF725j3QHaTPvzpJ6i8bBSXxD4qF5jnGj75QToWlNpG4u4UAHSyVjUnSwAM4dF+qsAevryQ7N7+ry4Gp25SguPtl9jYmAz87X0bq9md5kqj7/gAr787W8xNmECyg5NTbFr716K6HCADkc42MmAHB6ZjpJnJMs7Zql7VFxO6wrOZ19aV893v+edX4qykorV863twh539fow9M1GjG2fCx7q5fJtpQ7ONTgXcqjP5/i9DT7999v43a8ewA8UgQefPX2ekt/G80J8GeKJhAtnE1rY30uBvkiHt5Kc7JIxVmXGsj20LAY8gFQh6w/tYsOhXZSDFgA9YzvjjSjcOnMnl7zHmhHpNXDGhQN4frofni8488KBzDUCHdk5hDZcP+V6SxpDq9TLCVuO5f/8/h/y7N9+JRc+62k867dfwYHx/MwUWQm1Gx3ZYjzdLYxFBjSgUP/N9ac64HwkfstsHfa+h6vX53H0PL3S5XpFHoIESFF0nxNJFgQeUgqU1EgZ8sqbBjlufIEPnT1PwwcE3LOhxnP+7Fje9LUDvPS6CV73rTEed9csb3vVWravrPK7zxznhbf38JgHBvCFM2mCw8XMxFMUsFIkVbl++KzE06lTk6rLEyZxZzA8gl+dRU5Mo4QklD6eXmTN1B52DG9Ek+jvqjrQNcIu5i854rx7+pgTehHArY41/owLrTXe7V9UlaYj2KbSmqPammG6d3VUuST0Kjz3qU/jOVc8LXPHTorVvMNQM494sGdpqU7lnevmAotf2JxyeeJnt8ngcPT/PD0++zsdo5+WEorqzVdZTB6XRMclBv1523u5aGeNn2xc4CNnLDBbNstv3/28VXz3jH7e9fE9nLinwdV/u40/e9larjlngPeeP0fvmXOc8o0+/NkwDn2NPRI6bVdxxzbb1qzBzo0lU1oU+uGzFCqJJ1VH0M2+gZVUJppUgxarZvbz8MAqhCDW3zvWBWTvU/SKZSaATSf0svmE3mLPeHTC9s8PGwi0WRmnNb2LY3iqTbU5TaNiJIJWqY9a2IyNhEvxbNc12Y2OcDG+k1xwFLl97O8isLrnXWuxW8Zmd7GpsTyhOq61f55IdojxnHz1br154mhWjM9OVF3DeLuA3or25rdx41nXnVIy1nWD0OO87b18+CsjKdH+1i09PPdPt/Dl8wcRGh5aGQXmC5M154bn3Me7n7w/ThHmbqwRaeGF7Xbbmcfh7VikpJkuIr07fmHoEfb0woZlKOmxZ2gNSggGGjMMLk6ZLqggfqYiU2cHo7DKebqRHUV05pTuLBaXTm0WKQRzkd7e05hAaLvSSmZuu7S6ejh0RIM924Wsbns4bh9L9mWJH7SjW7ovqHsu3ZbO+lMx813u7bYhj7Kifx7os9x+KcoaMV1DmN3ppd0uEYY+7cDnVTcP8Ps/q9PXBDQsVDz+z8vX8qz/s4WtaxN9eHTauPLuWd2OffKuChSrJhndPW9CLWqn7aOdnJbqr6vDK+XRDnzwJS2/wr7+lQCsmDloDHaeyaaT+4y18XBoGz5nKef2Oud0xuLT+f4653wVhdOW+2h7VTwVUGtMxiWCjgU06SlEGyNAqv9L0REN9iwtZanNBmS43NUFdPYxuAs2ROqRJOuz3b9Um3JeGjuhZNtlv+f9LdXn7GRwuG5AF1Qu57RrCyyXbwd+zOW/+KUBli2aMXGXEz/tZ1N84x1buezmaRDwvS1NyqW2STThqSUBn2dczBujLOBtn7PlOvoX9Ucpj3CwHwTM1AaYjLaMHlqcxFtepVRqG4kkY6EXQhPuPcB0s0FHUpcCPFkICud39puLUx0b64CIk8/VlgFQb04ilDHgmW2giT2BqXtqzXSrQbB3LHdMiujXTme3lOdTdz+tOJ31T7vfs4kbioCb1ecOB/BSqFyOVBQrUOSeSl2bMWB1KwedRkrr47aTmNW1PWna6nkqngxecmeND5ydzth75rYF6i3NP3x4N8ftbfDepy2nXDbW7iDUgE8Yyjjja1YKcyfhPIObe9412mXtFm7oa55VPwwlom72TJdTsxzoX0GzVkWd2cNAXxM93kJrSbNVSvVfacHip7/MwZfC+OoVDsoeucG2mJI3QMkxAs8saa41Z/DDFq1DczRLJm9BuT0Ts6foUttJ2g+PMfPxr8e1/v/CGm+TGHaLsHLJvsh5oMqC3AX44eiZRVbzPMOaG+3m3j+P7Auet8Isa+XXmePZOlJGrzzVJupt1COkSJafai3i5JXnbe9Fa8FHz5w3a+kFvPNFq3hoRZm3fmE/r/vWGJv2N6mvXw/0QascidEitqCHujPXnY0uzI5f0rbOxULu8liXbH/t+NtyJi+9s2im1KZRHqR3aBqvskBPo0IYuSZRJm4hHu/ZRebf/5nCwCzbh26Gw7z4CvvdSj6eVJS9gFu3vIHAqzM69QAv/N7rme5ZxX8+5WP44TynPvgRQiVpR+5Iu4xb4dp4OlcqFtERnYNuQ3WZ/t/rn0vJGaS8gbScJJsRxYZiuudTiQ1Idlux5OYhd79rbXK0Z63Lbp2h7pwA7LWWOjK+5pTNm1RsvanFP1H7jYiekDUa2SvzXlh7zJMqHjffit9CUxKKshdSkoqPPvsBHly3GFd4wT2z/MOHd9O/qJjrGeDW9Y9jSvfRDHzaStLW0Q6wpMFt2++2J5kUOsVRO95eBGAb0KNIFkHlhdtKDLf2hI62Nw4oewGD9QWGvAmGt+3kZwMXMKn6o/ZGag1movGEph1NIp7oTETpvhPdYi1su+w7YnP8l6K2+VIhlq9n8djzwfPZ+PBP2L3ibJSQ1B+4nvDAHlqhF0f+NR37RVMlewa4787bHnpfYQ66IxrsQpS07w3+qptxlIDlL+lj6PH1eHYb/eoUH/v2PjYKxbWqxPPOWsHy5/Tij3gEEyEHvzjH7E8bv+pmd9AXqjM8029xoNzL+NAa9geKf5mY55tzrV9Zm87afBFPf8yLGeodYXJugq/f+Blu2f7jR1VXEI4fBftR+sXTShQfL83yZycOM/36EWTFXXKsmbx2gYP/mb+F1q+KXtkr+YAYw9OaPYNrmK32obTm6ulF/mZ84VfdPAD6UZznB3wnKC9dOEPdwH5E6+xb6n38y4l2U7u0gczVt42IbyycnkwMXa5lWJLWnfK+27oOl5aK/XZ1SkuJftppcTa/wU1ZbOvNMyBqBJ5Qcax8tl3uPRUiNQZAoerguh896cQZRIasb+1ewwuP30q9tkil2qT2pPl4X73BuYCpXh8hBMNP7OEP9GbOfmDQ7P7qpNZx9eRu8RBGrFYdx4Uwono6pwHxOZc8qfBlSNkPGBjfztisYOXsAVbO7Ge+XAfp8aLBOpeuOJ5pb1l6LCPruX0m2TZmt392VZQi3T1pl6YkQ/xIf/e9kBoLnPngdUgVcvdJF3OwMUoj8AmUh0IQKhE/T3fM7Li88I5PdNzH0s8FdiHEIPAfwCkYNfHVwP3A1cBGYAfwAq31pBBCAP8CPBVYAF6ptb6lW/2+VIwU7HJRBFI3BDVvP/bstUu58rotpnGPFxkMs0aTxMCWJMLMlsuLJeioJ+NdWKoNrr0jz/bhAj4eS9L+c7OaTrCiGtDbs0CtvkCp2mSsaiwEL/jhBL//lQP8zu9u5K6NdRDw2UsO8JQDJuBFqQTgeVmDiiIV3fbY9kqh48knO2G65La95LeRB0Mm64P0N2aotxdZMXuQfQOrEMBoex+VwUpqgnaNl247l3ruWcNn3jh7UlHyQqRQlEtBvN/d9Mgahg/upNVeyfZTXsDqAz9mdPqBeN2AbZ87iSvy25Fq05IlutO/AN/SWp8AnA7cC7wN+J7W+ljge9FvgCuAY6O/1wHvfzQ3dAM4pEhHb9mMrJ6n4l1epXSCPqKtibK+646IOKliD4AnldkMIbpWRr/dMsK5Jus7d+/ltlHKECnDKFGESRZh/7Jts/WkxiHX3ZdJwJCRKtx6sp95lCywSXzY7cBnIZS02z6tZpnmYpVlDcP2zrt/nv5FxYf+dQcn7zAiccOHjz1mMnoe+ckw8iiP67sJPWxgUN5Y5danzCIb7UsQgn0DK1EIBhenqbVMW4UKqE4fSLXBDVMuCsV2v8uc8t2Yi9KCQHlx3oZ91VO59qQ/BOCU7V9DK5+dq57C5MBxuV6pwwW6KfsoSQgxAFwMfBhAa93SWk8BVwIfj4p9HHhW9P1K4BPa0A3AoBBi1eHdqxOc9jiYzR8twF2QZ4GdB2gL5AR0Ib6f/JVK7dy/crmV+p2UD/CiOn0vjCeGVIBPAfhNYskE9PE5p82HE1wTxxoUbLToTgJ5E0I2qs2Cy1isBa1Q0GyVabXKtJtlXnafWU3zx69exzVn9dPXUHzoPTs4frex4H/32CbXb56NJ7K47Yfh7rTtyQOyjbBz+5xHbjitGjSJIlp+hYmeYTRQtUthMdlt6jP7U+NuxzLXlZnh+B3xA5EFPc9t6gY3BaGHUh7bh57AgZFT2bPsTMrBAqc89DWULLF7xePja9x3COhQz4ro5xHjNwFjwEeFEKcDNwO/D6zQWu+LyuwHVkTf1wC7nev3RMf2UUj5s3YClERML5o9sxzWfreTghCavqFJRtY8jOf9Yo2VYSgZ37Oa2ckh3CSZIvPQs1sOCxFGPm8J6JSoLwGbDTUWD+nMdOuKwS7gDycGX2euc48rLWhGXLIdZYt57I467z1lhmZJ8LZXrcMPd3Hp7bN88D07eOX/3syOFRU+e/o8j91Zw75y1iWHLo4/ACfPYBcwu211uZcLvngDyXovoreJnFtkoneEmVo/LT+JErSAbwysICxQDw7XruMGA7kAdyWcuCxGcmp6AwDcctwLWTt2K6c9+CVuO/Z5hF6NqcFjGZx6oCMV2i+ds2Oe2lnA+7XWZwLzJCK76YAx9T8iBAkhXieEuEkIcdNUu9XBDV0unuXgriidFb8N5w0ol1sMLT/IMafdyZYz7uSY0+9i+fq9+L4x8qX+0Ii2RswpxKRCjIeIRZWcb2vEgkKonGsF+L5ixYY9bDnjTo4983aOP/s2jjvzDoaWH4z6EUkVDudPc/0w4vRhIgbLZKGNW9YTnfHeWbHeffHyOHo3zhUHC2tBS0XifRSH3mqV+V+3VUFD4Ane+up1/OikXkbmQj74nh2smGwzUbfPozO/ndvezvchmaRThkwn1n8pjusG9ASBTzA8gl7Wb7Zj8vM3cSgtznRwd+FMoK6acTjgz0phymm7/R4qSSUwOfN2rziHif5N9DQmOHb3dSAEu1Y+KSWlxv37H+Dse4A9WmubwuzzGLAfEEKs0lrvi8R0u+p+L7DOuX5tdCxFWusPAR8COKlvQEOakxdx8VRMttDRC6XoG5pk2dp9SC+dQii22C5qmFcwGmUdCTR8ch7mNCzozo3dnlKFcyKXyP1t+FrkSy4DPQJ6JQxIGBRwfgVRTr+Inh+ycsMeVm7YA8D0+BBje9YSRgk03Q0brN5nub3ImJlTO6vEA2g/imf7LKd3KY+rZ6PJGqE55u66euFDPdw3HPCtzQHtkuTNr13Ph/71IdZMtBmYDzkwWOIFz5+gtwkvv7mf87b1JVKGw93zAoAsZY2kNqgkL6DKpWxUodaSsKcXf2zGdpq+5izVdpOxvmUIzNp3m8qqKIY/W3e3cba/83R2SfIs1o3/kAdXPh2E4LZjn8eJO77JfNXkn1OyxO6Vl7B23w9N1l9RHMWXR48a7Frr/UKI3UKI47XW9wOXAvdEf68A/jb6/Ep0yVeBNwkhrgLOA6YdcT+fRJSxJAI5kDuzpTicF9I/fIjRNftjgMcYCTXsD2F3CHtD2BfCjIZRCa+LEg74Ag4paDojVBEm0ZknoOYMrsD8bmhoAS0Nk1H9ErjI4RrfXDRAXOsh1vlmMhCCgdFJBkYn42JhKDmway0zEyPEG0c4/TQx7FGOM0c1cKMCtU5vfFHkSUgNtSi2GruktWAxSPRNSDwKr755AJjmW5sDFiuSN75hA70NxcMjib94rgofPH8GreG8bf1JlKJzq7y8dnlrIOIJTScRat0AYIEZhhIhJLqvipht4KuA1VP7kGhmq700SjVAU1qciRNdqMzYHM6Y2vHK+27JlVpCLRma3oq/fJHAq3Pfhsu4b+PlbmHGh05n7b4fJm2wabgPg7v/vH723wU+LYQoA9uBV2Fe888KIV4D7AReEJX9L4zb7UGM6+1Vh3MDLwZsWn9Pi7ua/uGJFAfP+lq5pQXXNgwoXSoBVZE4uAFe2mMA3iOg1GXmPKVs/rQ2k8OcglkN08pMAJ59GTXc0zZlbmubY/0CNvuIY3zY5EMkAfi+YvWmXazcsIuDu9YxNT6az8GjX1LKeBeZOPe6PZ2jD+dZi11dPsvZXdBbcVMIZ5VZlDxCKY8g1Lz65gFOPDTHp09pcrDuM9PjDNeOBe7aUCP0BJ88Z4YLd/R2LJzptlAoT4R2ydWRySnjcvcw9BDDI5Rm9xJ4JSbrQ4wsHGL5zEF2Da9HCEF15mDXRJVLLS0tAnd2jLPcfePB78XcvZMEkwPHMTD1QKErtYh+LrBrrW8D8qJ1Ls0pq4E3PpL6rZ+3CORW5121eTu13sVkbKaVAddKzwAJoE8YoA9LWO/BWg9WeTAiiVefWFrRZY/33IYKqAJVD0YLyrygbqSJPRHnn9EG+Le14dIKnFdJVed5sHLjblZu3E0YehzYtYbp8dFYdA1jt1OIlKCUh81KYzmRFZEtuUDKvrx5RiR7PEuhqypod7MOM9YXPNTLJXvLPPvK2fj2r7lmjD/4ygH+7nkr+dQTR5mrwPWbZ7lge18M+OzCmTx/dlaliDm8Jt5A0ia7KFpGm7JbGI2J8d4RBhan6Gkv0tucY67ahwCq0wdY6F8Zc9K8WIAiLl+kVrj3t7+tPSDUkpGZ+3lw5dOwixFGpx7glG1f5WcnvZKF2gi7Vj+JtVowOPXAkvdy6YiOoEMkARSA40cP6R+ZYHT1fqQXifehhvsCuL0FOyNF+wQ/AftGH97UC/1L2yR/3gjijglZCFjnmz97g/0KtgfwYADHlZKyP23CuILTS4g1HgiB74es3rSL1Zt2MXlwmAO7NgAZI5Q0Or0V7d0dXcwtO4NwgLQkQPpFdMV5dwJoq87UWVnAi3aJ0UXBWN1cs2fUiPJv+cJ+Hlhd5acn9PK+C2bZOtriFT8bidJgx7NI10AhV5SP2+AGGUVtLUpJHVvmQw85PIg/MYWSHuO9o6ycPciyuTHmKr0IISg3ZgnLNRqVwVQb3MnxcJYl2/ZmI+7s+50N2lk+dSsHB88CITjn3k9zzMP/zWx9BTef+FK0LLF31cUMTW+FqH6lln6vj2ywk3Bz6wvvH5lg2ZqHETIC1YyCm1uGQy5Gg+gDx/pwqgOiUqdIngfqMPAY27Oa6YmRR2T8sA9wYGSC5ev3xlbzdBnny6pIsnD1eq3hljZMKri9DSukMQaeXEJEWUyHlh+iXGuwZ+txCGcVlM0fL0QIeIBOROSMiJ6lIqNYXpSdKZ+20kdfYsALIQlDj5fcWePfzlkg8OCaswc4bk+D110zxrs/vJsXvP0Y9g+X+e6xTdCHeNlPjY3CdSt1M9ZZShnfSDaSyG4cmfWH22vCej/exBQCmKoPMjx/iGrQor8xw0xtwHD3uUPxJhN2ckzGotNT4FLW0JknMaXaE6lim8euRUrF/v5zuGvz0znm4f/m5B3f4JYTXowWHsqrMTlwHINTD3S4WIvoiAa7QCfBLn7Iyk3bqfU00pzzthZcHyniKyScWYaTSkYPzyEX4FNjwxzYtb7DKp0XrmqPFw2ofViHDi5ncszEV7sPdmBkgmXr9uJ5ySSQKwG8oGaAfnsbDij4RgO+34THlOHsMqIi6Olb4Lgzb+fAbiPaK6s32xdQhpEhj1wubzmnK4a6HD7L0d2+uy95FmgW8CIK67S7xP7LYxbRAv7tGcs5afcij71njn/4j9288s2bCHzJtcc2eOVNidsjVLJDnHfHWelOMd99RgrjqVjKWGcMoIpweAj/0CRaSMZ7R1k9s5+hhal4L3iTd75zqevhkvve5OnZuaqSkhwzfi2TPceyZ/lZTNdXMbCwj3UHbmbXynNBCB5edUksyv//QowfWjbG6JqHkVHAi5iM9N2NUdPPLhtOeHYZIrHXJRfcQavEwYhrm3NpMSzvxUhPApJsnL0l6wpJNd8R3+wkYPWzQvCPePBEDy6uwL1t+GkLDioD+CEJJ5YQAoSnYxfe1Ngw+3duSLZpil+uxIAHFOjyIhc0eRwoNoCRzyVtGVekvOChHhCa95/ZoOkL3vbKtXz2b7dx+o5F/vDLB3j381ahBFGcu0TrxKKeB/jYN11wf9uGpYxXKWNdTx/eoUkEMB1x8+laf1Kf9FIZi7LcPVun285sUE1Re7LcXUgjmW089H3uX3Yl9266gvPv/ggn7vimATsQetXYGHk4RrojGuzlaoPl6/caEMwr+O8m3No2xrbX9xo3WY+EK+sd12ptQhX37zRuLPsCZDm1+9lZR6celHdMCPuiJr/BGM2EUOgcHe3QweXG0i4Sb8LydXsR0gTo4As4tQynlOCh0BgcT3Ae18MhYqUxLg4uO8TA6CT7dqwzRjyHy2ct9q47L+tCyntZc8cl4+ZJjGbO71ik11z4kDHJ//M5DaZ7fd76mnV87B+3c9kt03zgqcuZr3r4XhhNFCJezebev0ikL/JxWz98HgiyUkEYypi7IwRT9cFU+XBwIJ4gDxe47nl34sxTjWwZq4IoiNOGLZu7l/uXXcl9G57CuXd/jE37rqfSnKYZpZ3OU1OK6IgGu8lLruHGlgF6E2Og3ORDm9zWaw1awb4dG2K9O/viZrm1S0qJOAw3S0rlD6gJa3XLeHEd2UkgFjOdBySFZnJsGVPjozkcXyA2+7DZ6eyUMoE/IxIuqyLW+QihI5fdbvbvWM/U+KgTeKFj413KYg9dw1XzXmatBSXROabCAVDMeZWNsoOLdtS5f6TNNzeF3LGpzlt+ez23bKkzW5M8Yw+Uy634xQ9DL1ErtKOLiyTQKB7vzISQtSHY9QGusc6VEmwwTtjTZ6z4E9Ox1CNVQCkM0dPTlHolujoQLyd225I3aWb16KKYhewY2zYl3N3DUwvM15axe8XZbDhwI8fuuY67jnkWQrXiiTFraM2jIxrstIGPzhvdFWCzB5dWYVnaNWbBFAYe+3euZXpiNBfgVgzPA3j2twVrEcCBuIwJ0shwO+c6KXVUp4zrNm79yIjkvBwW9CYkOGT1MdvSbkUw/vxeYcT7Ty7A6SV4YhVRE3ieZvXmndR6Z9m/c2PG+psW6634l426KwKWfTmbKi2pdLysgjjQxUbZhaHit2/tB2a4ZmPItaf3IYHnzc/yh5Oa2XrJ5LSPJAKtRewrh04OnqfLF9GSgTaY5xX29CIHqsiFOUq7J9gwsYvA89nub6IyM2EWBFUHCu+TVSnyOG7WEp895v62IcFbJr7D/cuewV2bn8lU3zoeXnaGOS88JgeOo3/yQfP711mMZ0oZTj4g4MlVY2EXLoC7c/Hk001wkADOAjL7HbqD3JIts5RxxJbLfiYSgUq1OQ6QkZI9DxzH8nW7GBidTLq+1jcRfz9pwg0tY8x7MIArqnCc0emHlh+iXG2y6/7j08Y5B/BxVlV73zgZCNFnYml2XyTrZ8++rHmuMCuaB6Fxrb32tl7eeF+TSq1BpW+B6tAMu+5p86W1iv988hAjC5IX3NbLedv6Ori7vUeR/zzPfhAqGa+RcFfIZa3zVgpRSsHYIk2vghKSStCK/e7V+QmCWh+hlRMy45IXSrsU5Rl9XSNjqCSjs/fz4MiT2bH6QnasvjApKH32Lb+IoemtsRTTjY7svPH9Es4rw2t7jS86A/T5mR7uu/kspsZHkyWYWjh/+d3LiulZoBeVzZ7PO1ekAuSRUjYbq3T+RMzh7GaM+3ZsZP+OdQSBR5xzvCTgkir8do8JEJrX8PlF+LGJ8xUCevrnWX/CfXGQiXVhJuvoVSF3KXpRtRaUZPLdnaSyILRr4c0uNF602aRP0CoRNMu0F6rctq3M8T+c5w1f2sfITJvxHsX7LpzhE+dOpNpmJ6K86LmsaA5p1cQ1GOZJBCndXUkIFAjBoZ5hAIbnD5l2hCH+4mzcX3c9hjuGeW10DYIuZaUOV7SP7UxKEMpOuxSYraLce3ejIxvsFYzYXk6DPAwEe7dtYOd9J8QgVymgyxjobkaYLLe269/tXzdywVzE/V0JochGkEe2bUqJaEGM5TIJ6A8dXM4Dt57GA7eezuJsLfEyjHjwsjo8qWLi9I9PhDUhMG66s25lcNlYPPMnUYjJasHsi+uConOFXWd/snq0yk4CEec0E1iJdtsA/i2PH+WHJ/fSv6j4k6ujpRICvnd8gxuOmctNH50nHmdXn2U9LEVu044JSnloz7wzU7UBQiHpaS9SbS/GC2QqjekOkBfVnf3uuuDciD63jW6sQajNu21Xw3lhi5O3f40n3vR3oDXlYGZJjh6P0WGVOgLIWNdh77YN3HfzWUyOL0uB3JRJQJ6lboDuNhHk6fPdJAFLeTP+4VIyYXSCvt322Xn/CezfuRYVmvxoCAHnVuCNvcnqPYDdATb0dtXGXQyMjqdeDBuNaF/WGNRObr94PJzvjTDdH5cLZcldimp2a4m4fNun3faZKUn+74tXM1+RPPm2GS65I1qJJuDzZ87ktqtI6kgZ3hxjXdYNlheBp1wuGu0mo6THVG0QgOH5yahZmurcodxxyQbaFFGey7ebVV9pwfpDP0CqFlpIzrv7I5y489uMTm9l/fgP43su9Z4d8WDXGoK2x8PbN3DfTZ0gd0XgLLlAzQOtpbyJwAV0N/HePWdtAY9ElC8iV793QW+55NTYMh68/TRmxgcTLu8up721ZYx31yyC0kgJqzclgE9x6i6AT/U5Ol/38sFWpApYwFtLe6hkLM4DHBgu855nLAfg7Z/dR7VlJqTxusof+wwX70ZF697zAA+RJNLTixoxhrjJ+iAa6G/M4IWB6WcUZOP20e1/ntSRpWyQTV5ZdxIdnbmPYye+QUnNsX31YwG4aOeHWNW4M44BWIqOaLA3F2rcf/MZbL31dKbGR6PUPWlO3o26GdsOV2w/nONZ4D9a0BdNOK5ub7l8OzCc8eEdmwyXV4JU+K8X/d3chqsXoGH896s37WLVxh3pnVe7AN7+ueTLpblX3IeMKOuK82Ho0xcFP151yQj3rq2y5lCb374m2sNMEycn6TYJdYxjjhHPJReU2TJ2QlK9PeBL2n6ZuUovi6Uqvgricm5yi7z72888zu/q5G6bXBE+FUSEGbflc/dy4cPvYajnIQBW7r+Xkh+kkp90HZeuZ3/F5HKCbJAFHJ7FHDq5c1EUXN55mxfOJc/LZrR4ZPd3j7t0OP2xXN5amoPQY/Lgch687bS0Ln9aGX6rDnVhgnI+OQ+zJsvO4LJDrNq4IwVs2568LDKusSuPg2Tdc1myL2xWnG+3fV5ze834xD3Bu15oUhKesLsBWqMEXL9pPp6IYh03moC6Ac39bu/t6sJFhj7bB6UkesjkONg7uJqdIxtplqrR/UmJ8nn1ZKP+iox5Li1lV1DKYGGudxjlS/y5Jj3hdO46jDw6ssFOIn5lRXat5S9EXM5SkiRDdYA+73zeZJC10hfp+Yc7Wbnl0xb8xHLfbvvs2no80+NDCeDX+vDKHrOsd0zBJ+ZhMgH8+uPvj7mmtdLbhJeu0cnlpnncKHsua6XPkp3Eg9Djwh31mLvfdkwPL/qjzbzpf603dggB7z1/jo+dMxUHGbk+6DwDmAVGEZezgPKcZbCpMXbUDd1rIv+0yImajET5PO7ucnZbfzZvnDt+bqRdNmbBXqu0TGIWtM/i6CAA/dNj+H6AzGRwyqMjGuxASjf/RVMWsGlwd+pBeRJB4h5SHROB/Z4V811On3csj/KkGjvpWcCHoWfcdDvXEkZuOgYlvLwOqyVMa/jaImgdu+bWHbc1x7Kc3n45Ow6ufc4VTbtxfZe7JzYX8/ma22tUIgn57o319PoGAd89rsGPNy50SiJdRNeULt1F9M9KAu7vUEmjs0RUaTcYWJiKf2fTTnejpaSfouN5EYxKSWYHTeKE+sQkfiRp/lqL8ZYeLdC7ceGijSOyL607++b9dZbJlwaKRP+sXm4pD/h5gHe5vBXrp8aWse2OUxjbs9oAvi7hxT1wsg/PrMVgsoC3OnzK9SZ1wvUzurILdtfQlPdiZjmVayFXyrT5wh113nBrBReTxzzc4E1fO2AstI5lPr7vEpZ5Gem/8SRDd2kjblNGOlGDxo/thQGbJnawamY/ngriLLSlxZlUHVkXpG1LUZns8aw+n10AZI/P9w8xuWItN258Kdet+zNuP+a3meg/PrfeeEy6nv1Vk4623s1Qkfibz3nz9Zki0GbP51231Pnic+mJJs/HX2RUdOvMvrQu4LUWUfCKAf3MRGStrwizYGjQeeQtnRLp01Z6m/vP6S/Wz547pIWUJ5ra49ZYd+GOHpYtmnOltuIj//wQv/PNMS641+wINFFXcWYiV3cv4u7d3HOuGw46LfOx+GwNdUDo+cyXexBAfwRwAdRnD6ZE+W4Rde5xu4bAXpP37mVjNUIrDWnBrvrZfOaiD3Pb5heCELRKA+xY9RR6qwPDuTflCAd70QKNPP/34VB3IHaCv+i4+5Jk3VjFHD/N+bOSRhHoi/qRp+OF0UYDsV8+8Diwa0MCeEtam0i7j8zDvIo5/MoNOzIBNCplsLP96vGJj3UTpYtEV1ect8Y6pSQvvbsMGtolycefZMTUN379IGizzu5jj5mM63DjBbpZ3bOGRtcNl33W2YkoNtT5SZANwEAj4eZWwihSe4rsAirz/LrGKtgyUW55rQX3D16OFplod+kz2DO6rqMCe7roxJFAguLAlu5gcMX1wwO4LPhz89C7x1yxN3tNtu6iCSD53WngO1x3oTVcdfrl04BPWeoD4L62yaL7uUVoGw4/tPxQ2s0lEv3d7Wcj7OTWnfaN/N9ZC7nrcblwRw9XPOSBhs9cMsJEr8fpOxa58N457M4yeWG0RROOBXbcBidt1VJRjUkdMt5FZq7aSygktXaDUpBkLq00pjuuW8pYllcuT3qzpHTaWB3KOmjF2oO3cO49H4tXgwnhFa53OaLBbvyLncDOutGKdPGldG8XoB3nosSF5n4qdSyvXLeJI68N2fZlqVugj3ttXnhuHuD3PHhcAviSgBfWzQKjh8PYaAeY0NrR8Q6XnOveaWTMD9kJzrbHFU9jTllg/bbc/XW39/DWOzwWyyLm7q/75ljUabj2uEYq4Ue2Ha5Inh1fq7u79827PuU2UwLVk1jlZyvGHWe5e54b7pFNJp1jBN1DcBMbluDSG/+Wx9z7SUZmti95ryMa7Jazd6Os8a6Ik1rKA3gWzCbfnfmzO9D4fpD6s8fccu717gRQBP50m5d24xWPQSdnLQL8zKFIpO+VJuNtBZOo80ctbGjt6s07WbXRFelVDHghNMuq5Mas27Zk2+b2EzqDWbKRdY/bVQUEV188zExNcva2Bc7YNm/KClKWeUhb27O+7ezxLLnvR+zPzhGt9TLD3WeiDDZ9jWTfeeEE22TrzFLWPuCK8nmgt+1KJkuzatNXiyAEe5afBcDaA7fk3i917yVL/AqpSGeHTo5ujuWLRK74nQW1BbYBrtkiqlRqm+1zS238UptSuYVfCiiV25TK7ei7OWbLeF7QMSHYCcCdUESmLfl2gk5DXt5nXr87xjAr0u/cwOJcxOGXefCsmin43014sB3VB0PLJxgYGU+J83YsZ9v54MlKSEtRlsuGoW/aGnhIDQtVj6suMSnEXvnd8aiz8NFzp1KTuaZzxZ2t134Wiflu2/O+2zEMe3pBwHy5h5ZXolGqInTy7rmbQVrKvn/ZNmXb0I2rC5FEBSolOWbi26B1AvaxWzv6l6Ujez17AR3ufuvu7Jn9dLeSEkIjLOey+rjMuNLyOKyzYEVrgY5cSdr6kZVCyiQgKN7YMZrN3ewpneB4ZBw+Kw4KoWMVyNw7KhjA3ge3cMxpdyE8DceU4BIFP2jC95omI440G0Gs2riL6YnROKedlBopFCMVK6VE+6PnTMpZDm/73CFaZ176MAqnvWyHxzc3hfzn40foWwz51BNG4muaJbh+8zznb+uNNlfQpFJiuePmgCQLYqWTTTbzyE1sIaWAZf1wcIZto5tTsQDWDTfftyp1T525b56xzuXsS42TnUyUFnG6qr1RIotV43chVPfIzl9LsLuUx0HydMgswKW1MkdbNEsZguycUbvqXnYXWcL4nr69Rhm3kgqNaKpCGQM/jBI5WNHM3brJ3jN56OnMOkXGu7xxMLpwMlFYC7gIfA7sXsPKDXvMO3th2TjPzyqDs2GG9DQDI+NMjttsuVFmHTpfUkiHiWbF0zwftyK5nclKqzFpqCW/c0edb26aZaLf510vXJ3prPG7X7C9JzVWedJGnq9bR5lws2OWjal3VROtBbq3jjg4kw76cZvltMP2M2+r5yzos+OT1y57LlQS6SXvxFx9eZx5dnR6W2674nq6nj0CKU9szxrHsuKx0avDSDQPKFVaVKpNqrVFKrUGXqkdA1drgQ5l/NeVlIj/Oq6RGq/UphTdp1pvUKpE6kCpHSePcPX7YoNeWl053DBh14jn+uHtqrk4tFYIuLhq9PjU9UZ/d9fBe1JRlokqAonOXBQ8ksflXT3ZHrMTYXaRTOraKCWWXREXvwNOrHzWUGcpZScgPfmIgvKJuJ3Jaa9C+hZn8Bx9/XDi37MTSLasywSKDH1Wb/fUAgAPLzsNgFXjd3aUTd2769kjhDot7ofn886CvByBvFxtxgC34Ma1dHsKWQqRJZOv3v755XbqzysHeOUgLis8lYj7zgRggV+pNcwEU23ilwI8L0hljLF9cfvh9jEL+EeaFccuorHhqvt35vjglTY++APJnnkrN+zsfJFJT7TJ5WnjVvo5psGf1Vddy3wYSl57VxJVd/GdM1z1tw/yrOsn42t+snGuuL8Z3Tj7mb2/S7lBOpEKRp/Z1GP19MOsnX6Y3kbShur0ASOpCZ0Crdsm18eep5e7/v88w6E7vlsmvgMqZN/oqUz1rkHJ7tuWHdFg7xbTXGQEsiA3BjcDcsvFS9Um0jczsQtwC24L6FK1RanSolRr4FeblOoNyj2LlGrN9F89Ol8zXLtUbZlJwM+APwN8v9Ki2rOQAr3vBx1c3vYn3b+luXw3UNnfNpb+wK4NzB4aSAD/05bR379u1sFbY50rNdmMrEUW8TzpKtsOV1x1w2gT+4bksTurcfmhuZCTdzV47o8jsAv43JlzaWkusxLucNxfRUa9bD0xcJcPAjAfueB6m/O2OZQbsx2cPSvBdIuqs9cUkWvk05He7usm9264nE9f9gnuOuZZXft6xOvsRdZ2S9kXyy6H9HxjWfdLbQM6El0aqRGeMcJJu3yyFMS//8s/m3/1rmSfyIs81JBjkJJaoZCs0od4U+vrXNG8zXCpUKJCD205g4pe7Aj0nh8QtEsEgR+1MVndlNXl4z5k730Yeryrv4ehh+eFKC0IAo+Du9fRNxwFhpxdNjveHlAmhXe04eTmU+5i252nAuDJ4qi5blbvrB6fW05E21ZJY+uI5kquOXuAP/7cPk7fscjmfQ22r6oyEYnyWmvIjIsUS6dWtrq71gIZ6dZ5RrSkfWYSksBc2fjee1rzUfx+AuZ2zgq3rD0gSy7Hzhpa8yhUEl9LApmsdViKjmjO7lKeLpQHdClVrJOXqk2Ep1K6tCwl4nip1jAcumeRUs8i5f45ruk7hb/0f4t9YgSil6GvuUAlaJvfSJbNTXH82E5WzYxTDgJAoITZjWafHOGvqi/i230nm3prEeePuL4shSlub0EfqxcFXL7TPuGEi3ZJk5UFly0bOolAgsBPxPmygMsijvrfzXgNfKXWMr53aXiwlaBS7cpw97y2FElkHeJ2tGb/KQ/5oKFRllxz9gAAz/zpFAAjC8kOPS53zzOwZe+lMuPiAqubG85e1/bLtLwSnlZU241UmW4hxEXHLeUZNnVmbKwHRClBJZyOr603DnVW6NARz9mhE+hZa7vNse75oTF+ldupQUMa67v0QvNZCpB+gCwFeJU2stJG1pqIcsA1t57FS3Z+i1MOPMjxYztZP7WPvtYir3v2n/Lt4y4A4Dl3f4+3f/9jcZsO9gzx0PAa7l22kdtXHcfXTryYfy1dybMGr0UtVlBtH9X2CVsldOARBh4qNJZ6q0pIP6DshXhS0W6bdE1ZLu9uOWTGxPrhi+fsLHePX2i74EYLhJIc2LWBas885WobsaUEx7VhawDXNeGZtVic373tmNiCboBmNijIrtfOWubt/Yv0eKAj/XSoJK+9rY99/ZPcPgpfO2+Q5/14kqfeOM0HnraCl95did+BPJ95FtAuuROBisbX3Qwy2w9wXHB9VZhtMF/uobw4RU9rnsVyjXatN75fXj8l6XHJUp7Ulq3LSj/2+8bJ67h/9FmcufUqLrzrP3gHx3XUYemIBnugPA7NmoglC3KlRRynDkTfFb5ngF6KgmPc/PBSGpB7NtDFDyIDWxsdeviAaLQp/VObDy/+VUc7FkoVymE7/n2oNsDWkfX0N+cYnZ9i+fwky+cnOW/3XUzU+vnSyU9gnxoxQN/v0a5UCVtlglaJsF0iiMAeBnbhSuSmidrdbEXZV0PPJC2wSzWdGT4vGEM5em/eC+eSJzIWdj9g9sbHcNbjfmIKPKkK2+bgrrbZVHKVMf5MzvXxs3E4f0UvnlCEUftCZV7iUHeC3rZJ5ag/ANIx9nnCrkXQlLyAaqnNW66pceOWaa4+VfPwUInVk23e8a2AlROjTLUqtEI/WhGW6P9FYMrj3p5QeJFl39bjtt9IDeZd84SiUqvTE+xjrlFnaHGKntYCeyv9jJc30JqPDKCIuB4hiNuWfWaWXONc9lygJX4qx4Bpc9UPKDX2wigcHDqBresuhd27c8cYjnCwb52f4yk3/vAXUlfthPPpf9zz8PpHCGcmWP7dj/H4bTfyHlmzJbgjbFDrH+GnG07n9tXHcd+yjWwfXsNUtS+lF33utCfzudOeDBgXzKrZCbZM7Oakg9vNdlVC0J6eYO2HQh5WY+zC4z9ElauPfyzi8S+O2zDz359n8b4bfiH9+0XRv9QE/+scjRiUBuQ3tMxOuavMOH14/vt8c9Hjmzf9DzfsOvPx+XUVfo820wtjvOXpgoNfnGP2pkb3a39JtEwodtfhtsUWj797G7B0fPovg/580wth+ZnsXX4m7P5fheWEztuk/BGQEMIDbgL2aq2fLoTYBFwFjAA3Ay/TWreEEBXgE8DZwATwQq31ju51l7TvDf5c7audcD6Dl70a4ZcQQnD82A5+/0f/yeVbr0eiOVkOsjVaKtivFe0TL2TwslchS5Ulai4m1W4ydc1HOene/+bLaoaVEeeartT52NlX8uHHXMlMtdcYltDM33ot09d+6ufq5y+Sbn5ti1OXg2ho2B7ASclOPI0AXvs1j6vu7u7m+WVQ33lVLriiwsn7m/zwlD7max5aayavXeDgf84uXcEvgXpRzP2KTV9nbb6IFz3udZRLVf7uC/+LXWP354pQvwiwvxk4B+iPwP5Z4Ita66uEEB8Abtdav18I8QbgNK3164UQLwKerbV+Ybe6j6mP6L859umxmOd7RozyhKLkKaqlFqXIqgxGNPOlEefLpTZ/uuk53NJjQhtH5yd56w8+wfPv/C4STdPz+dbJF3HBsftolXoJAj8SqyXf6T2Fj624mIOl/sMeB4lGIVjenuE149dy2eKdxv3nt+g9MMGD9/Zx5p6tAExW+/inx/0Wnz7jCuMb1RpfB/zezu9y4cHtBJEvHIg37ltoVWiHkkB5KARhZN1XcZ4+UmKybU82Yi3dZsfYiY5sBpqq1+aUU+9gzbqHcw29c03J175+JSWpCKKNK0Mtzd5uKvp0dWjnt6uzZgOIQiUpRXqzF6kXpUhcrflt3vWKrUz2pRedAKDhGd/YxAn3jqK1oB3tbxdq0QFD246k38n9S1LhCU1gU3Y75yExApalaVNZBiwTB+hZGIMwpE2ZXWID+1iRsmHYXgba2VCTtL0gK8Zn3ZXucRm1pSwVVS+k7IW0l21gfv1ZvPNrf/zLAbsQYi3wceCvgTcDzwDGgJVa60AIcQHwF1rry4QQ10TfrxdC+MB+YJnu0oCTB/r1VRc8JomGsotWSm1K0QKU2DcTGeGsLv7c+h+xjbWg4fl3fpc/u/Y/GGjO05I+/3nG5bzv/Ocz1jfEvf0vRTXLqLaPbvvGRRaa+HatTbx7TFmXio0gs3H0UsUuPVEyBkBZCpC1JsePXc3Ze+7lrT/8JOftvovbVh3Lc176D+lACK15XvPHvHXma6hQokMPEaWzCpplWs0yYegnCR8c3d36p+Om5ix9TZ5bpwvM2jas7aNcbbL+hK0J2GcUBBqGTW67XQ9sZubQcGRM86IUWRFIomwqriFKdwG7+z2JJDS6u++HlPw2lUqT5zxrJuthi2lkzuMfv7Aq2QLMWWSTpTzdXZAEZaWAmgGgJ00MR8kPkAuz6P3G9eZpRSg9NLDYv5xGZbCw70XJJ7PPpOjZgWECJS+k5JmITN8L6embY+Nnb7pZa31O3hj9vDr7PwN/BPRFv0eAKa21nX73AGui72uA3aYTOhBCTEflx9OdEa8DXgewqlpJAjmkilIdR52rRLGUSpigmAjo36qfyjtKv0WbMiBAwIU7b2egOc8PNp3FO570O+wYNk1axTjBTI8BegRwYyF3dhKNSOf4sQnNtro6dCy+0SIa2fZQXsmAvVlilZjgprUn88IX/w2XPXA9uwdWxkCvtJs0/TIIwecrF7FraJT3Tn2EMOqfdc8BtJpgH5vd+C8ha01OMu+qAmdzkZ87VBIZeoSB82rc34YvLcIxPjy/jhCwasMe5iaHom2hVeQRUKAk7sKUrEXecrE8jllEdlIbXYSxOozMBPzBl/czMhvwhjduBGCiJ1kEspRxsiNQKUq3pbSIJYrE6Jlck1jwowll/zx+2GbTxA40ggeXbzHr22cO0l7RH79HVprIrhvIekqybc/2I8+46Ab8qJwUbi49amVDCPF04KDW+uZHW0ceaa0/pLU+R2t9zlC5HLtWLND9sgG6EJ0c/W97r+RPSq+iTTp54Tue/Hp+9xlv5RXP/8sY6KD53fZXCRaqBI0yYbNsXGORS0yF0nB5JXKBHnPU6Ly9JnazNcsEjTLBQpX2XI3fC79CtPqCa467kHtWbLYV8f++/o984Mvvoqe5AELwM/943jT4ajw/8ckD+JXIVy/TGzokz+SRSWmdkXVJemrbH8BsHCmABwKT3QYolVsZ3396wYdN8whpv3M2JNQ9lm2b0iIOUw1Dj5fda9JWzVUll988zePunmNkJtqlRZusPdmIvqX82tZ6v1S0XcpVpxJrfyB9hNaUVJDsGJO51u2nm0vB7Ws2/qDoe7btqd9LrOX4eSwLFwHPFELswBjkngj8CzAYiekAa4G90fe9wDqA6PwAxlBXSHbGNWA3wTDl6CWLY86jENdrek7ls94lgODSB3/KZ676kzjYYabay9dOuiSxqGvNucG9XN64PQanC+6Odkgd/9nfsiBbChCDX4ceYatE2CpxeeN2nh/8gNQsBKybPsBjd97O5Vuv5/Of/iNWzI7HgP/7/md0AL4craPP28Elbu8S4bRZf7d9gd1zQeAzsW+lcR/1SDjZ+P65JVmdMjAyUbBwp5NTZ19Mtw15QS9u+KzNq3fxbmM0bZYlN28xEWzn3W9i020V3Xzqtr5s0IybrsqtIxuck+s6E4KGb9pVc4Jr3Kyzbj/zwmbd4Jm0Wtb5PUtu5hqVox6kxqHr2S6ktX671nqt1noj8CLgWq31b2GcJM+Lir0C+Er0/avRb6Lz13bT1y3ZyDgTMBPEEXFZoL/dfyUgeNbd1/HBL/41F+y6k+fedW1ewzk3vI8PzP97DPKOe0bAlpF64L7A7m97Xlo9PZtGyk4goYdq+7x98Uu8q/UxSrqFBf3uwZU88+X/xLbhNZw4toMvfOqPWD+5z4j05cd2Al7qOIGGC/jOcTv8VXLZ663eOzPhhAufXTafd7YhML7e1Zt30j8ykZK+IJ+bHk7kmFtW5bz87st8wwkG7OfeP+/U0RlxCGmQWnG9I0EFnUYx9/rsNW6ZRrRTTCUwYBeYVFX2XlnObussivDLa4ebFixO9uHskpROV5VPvwyfwR8DbxZCPIjRyT8cHf8wMBIdfzPwtiVrEuZF9fyQcqWF9APTOUd0/1b9VP7EfyUgufLu6/inr/8Tvla854IX8ukzrkjq0hqpAt65+CneP/fvHSB3AV4EoK5NdScDKwnYh+Zw+ssX7+BnC2/hXe2PUmcR0OwYXsNzX/publ11PGtnDnLVZ97O2ukDCeD7nplIEkqYpbOldmywdF/wtHicTkYJxMtC816o7E4zSnmE7UhIWylhhYRFbSLrINLdkyAONzll56PsnvI5y9lSZZSIX2a77PXGYw3Yz3nAgL3STqsDS4nlbnhuehFO526vWYrv0WdAbreFqrabSX9Vp9egG2fPe+dcgHfrj1V1lsq4/AsBu9b6+1rrp0fft2utz9Vab9FaP19r3YyON6LfW6LzhxWBYA1yMdCVSKzulRZ/UXopGsnjt93IP37j/yHR/P3FL+cfL35ZWmwP7+PGmT/i8sZtKVG9G8DdFzAxgkT6fOa4S1ngx/VZ3b7tc3njdq5vvIXzuQfQTNX6eekL/4ob15zE6tlxPnn1nzG8MB0b7d7d/4zUgh4viu+3+rubFTZLeVtOZUVW97zNTR6Gkol9K4jXvJ/mcHf7fPywcB23Kw7byLoOL0BK708MZVIk6abs5GOXvQoF962rMV+RbBhrMTLdJvSS3HRF1E3isKJ8NjoxL6WU6YdEjw4BxGJ8JUjA3lF/Qbu6rSHIs85n2+baG35pYvz/BAkiDl5qJy+QjXEvBfxO9Q20KHHCwYf4t6/8Hb5W/Nv5z+d9F7wgqUMr3tn4JO+f+/dCkLvkgjpleMuAPHXMcu4C4Lugt+48HRqu+cHG+yhrA575Sp1XPf8vuGvFMRzsGUbZycoCfuDpBvCO/u75YYf+XkRFuetcbmiz+di+zBwaRoVRO07yjSPA5ILqqCcrymstOlI9d5OaUlJGjvHQ6O1l+gKzEeSdG01U3xnbFwg8+Ozp8ynJJbtEOgtk9z66w6zWWSZ1zDHStfwyGiiHrVReujyx3139ll03YOlwpMpuK+iK6IgOl0VAudKKk0wAJsa93Oaa2mncwEmA4FU3fZWedoMvnfR43n3xy5PrteavGp8yy00zQM8FeRffdFwumj1Fjoilw2hGRiTGPHdmdyIqzL08QuAvxH/yJ+VXgBDMVeq8/AX/l7lynZZfcsZC8IXqRZze3sWT5++MXY6lUhsVylSqq3TfTAqjpZJU2uvMegIZXWes4BP7VrFs7cOIHgl/0JfaBz4MZYdxUAjRwZ2gEzT2vM315rbDbVda1ZDMRsPylfMHueWYOttXGs46Ubdr/SMpgjTA7D3d30vZEtwyymlrSmUQkocHVhFIPzVpWDBnA2ncNmW5dxb8RR6LPPfbUnREg10IHSebQAmTYKIU4JXb/KV8CdbJ8fbL38TdKzZz9WlP6RDdXaCnQC6tT1gka80Pt11SoZVMfVqK67GHZA7gwbH8e1zeupVbvY18zjMeg0P1geReWrFxch8PDa8BIXhX73N4ysIdsfjm+QGeb7KyBoFv7tEBqnQeO7et2ZcMDNfyvMiIFBnq6r2z9AzOIhygm23YBP3Dh5gaH+1clZdpR16QjT2etDVfr3f19tFFwVhd8/XzhlLlzJLXRMLROlEFsvW53/OA46ogeSmunMaD0szUBlKHtUhWA2b77I5D0Sq4LLizk6DSgpJUHdlrutGRLcZbkS/2p4d45Tbfqp7OIrW4nJIenzj7GTRtPHsEdFd07+DmBUDXS+g9Io6aS3+615vgHK9Dx3f7FIv1kUj/9sUv8a72x6ixgLXU9zYX+OTV/4cvfOqtjMxPAdAQFd498PTYOi+irDzWWAedQSpFQHc/88i1SUzsX8Xs5CBKgQ417AkQgTGertq4i/6Ribh/3az/3ThpN0kgVp+U4GX3lqhkE6lqWDWbHzDTbX25ex+XK7uTRlFaKK0FeqSvw7GugaDSU3g/l7KehzxxPuuCS1vg7bmloXxEgx3hzIaeMvpppc1f6pfT35jn3d/4Z1bOjKevOQyg54EwvqWTXLGbyy173r2+YwLImVTyAH958zZuaL6FGosAzJVraATDizP8n2v/3V7IF6oX8e36aXHdXpQKy0SyddohiraazrY9zUlcI6SZvOanB9BaIq5agE8swK4gejaaFev2dtTvJpQour/97h4vmoBsey7ZW+bESUBrTt++wEuum2B4LuDOFYqPnD0dTzZF7jdbV3YSsHEdj4j66tBfphw0WTY7xuDCFAIoNeYoLc6k7Chu3Xlr7u1fUf+zLrxHIo3CkQ52Eu7l+QFepcVrvTeyQJU//NGnef5d3+Wvv/1vqSvKtJcEejex3eW8WV973ndrfMta9K2Ir53Q28MBvAp8/jy4yvRdCN5++Zto+GWedc8POGfP3fZC3tn33IS7C+N7tyHFkM7iYy5JbziR7bP7CYnVPhahQ4kKfOMOWhOFZT6UsNdSue281KqjvrjeDLd2P7PtcclOOnYc7xg24/Cmrx3g7Z/bxyk7FkDAd7d0WsSz+rkdm24GriKLfLpMxCzmA0phm9H5CfrjbaF07rZQee3JUpH1PdunbsbOPDrCwQ44oHtX+XncwCmsn9zPS2/9LxSiwyD354tXp41xBUB3gWjLWfDFwPVCE+vuh4V/SIWw1nDHv25+qxTou0008bnA44rWrbxQXQdo9gyu5IPnPheAP7nuI7EVvC1KKe5uE3Tk+bqzgO9Gedzdpq+KYxM2RKaeXWlfch73jNvQhbt3e2GzVnLbHvuIH1xlfNzH7GvaG/GTjXMdXLQIWKngFvLF6CUpULQ9YzUsOUlORCbNtPvdqgSHy52zxlfL2V31Zik6wsFuRXjjartaXgII3nT91ZRUyBdPeSL3Ld8Ul67pJpc3bkuult05unBTT7uuuAjg0lN4pSBKZ2Uy3KQ+ozRXQmoDfpu80h4r4lBOO+JJwop1kXrxJ+3Px+L8B897DuP1Ac56+H4ueSja00sI/qnvGanIOt8P0qpHAZCK0lB3WvITUspLwLzWM2/OAQXN9EucJ55rZ0PFjsi1HL28iFwjnW3+QyuN73/jgQTsnz0jP8V0Ns9d4X2WsGdkDXxADHY/DFJuSbec+2zcXPxLUZ5or3Ke1VL9OrLBrolF5W9VzwAEK2bHefbd1xEKyb9e+CKnrOZPFz8f/0xFsOVwdOHotnFZB+TSi8Dr5JCXvkp/lsIkn50FvuX2DoiX4vCuOA/E4vw71GcAzUK5xr+f+2wAXv/TpI/ToicVo+/ZthdONJ1LYO34uN/zfhtRPhLfS8JE02n4/9p77zBLjvLe/1PVfdLknc2rXe0uklDOKIFthEQQAiMsCQzGBD8Y2QacrwnGXFsX45/9s59rgy/GV8b2NcEmWQQhwATbEkEogAJCYtFqd5U2h9nZmTmhQ90/qqq7uk73mRkMq9Fl3+c5zzmnT4e36/S33vwWu4rVZpYK5oRTFFPkp7wNU5kTqtDeKhVc8Yi+/iOrtFN24948Z//AcO6ozO63AgiulIWidHc98mW8F8ZQSBIhkSiCimWYXEm8EMfoILKSfaGFPLDUwS6MM6IW8z9MqO1Vd3+BWprwxadfwqPL9NpaKMW1va9zRffu/FBXfXeBZYDnA90HeQbkWqxBX4v7X0G+T7a/Ab0PePfammVRbW6YsNwLo29TQz/EHznnSnZMrOXbx52KdB6mf2ueTbYMVWAXkixX5d2e8+6SUC7gytTqDHBuirHpScfunJexyeq6JlcdL1OpqxyeZYkpSgl+9f4WAnhspZbs6/fnYJeKeW1y997c6/iTkutgq+Qp1OMSmaXRQ6O+KxmWaleuKl5G/v7+5Js64byq/cpoaYMdlanNczSRacLLvvsVAD543osLe769/ansc5/6XuWMk9ouF2GS2egWtAUgN3Rqrv+Sjag4IRhNQDhS3gc8UHTaFcyKfun+rvRDgGKmMcSl193AX/zMa/KGFybuLoTKy2CNKq9/7n9Qq0I0ZWEemzrrjmVGawwPe606Cms2Pu6cz4tYUJSS81V9FXim+LBnYwfsmagRS1h9OKYWmVoAs/tCEmYKY4DqWxbKd6rZzwVATg6DgETmYFdAd2RZaeKMe575QpH+d3cy/H8qg06g1fg/qekiulRI3nDNO3nu1tu5fcMZeieluDb6WrX33WbFOckvRRVb5UAP0xy0xg7HSH17bve8ItWpskIJVKy0RJZKAxUgCSBMIA6y7DmlhJeUI7LEG21K5JJdS/fv8D8ar2KO8sUAOqKRNdCA3OyRqcoaVxQldzHBxgW5C7o+x6YPxJNrcHwAE/m5bJ68m1zjkxty8ieYMiqtUDNakUCnze6dqDHUTZmcSdizrKSKkfJVXvuTW4qS3Y6D31kmSwXO+BKgoBvWjQo/GITKmzhcXsrGwv9fqjSv+WhJgx0BIkz4uLzUfIH715zI/WtOLOz2++1PkZYoKWWSogBwV6IboMtabJxtaRHsfropoOIAYdpY2dLb1GiTNkVSKN1nzAe8y2OZPQtauqsk5b/zYd7GL2N9Fs/begffPu4UHlylG2D8W/NsnpfoRf2Kqnx/HoEegxzw7moyVTZ0PpaSw/uXMb7iEKIloDVPZxSpSBLbYrp4zqqHu8zrnF/fs+3N+4v+6CTisFpjsWPst7l2+ajK4rPxeB+Urjecg9ohuGdsTX4OoDFzkF5rXP//rgZnz++c2423+1SmGSxWa4GniBo/qEhBUN66ByjaxE6iS+aMqwK6a5c3Y0QjQbTSvpdsRYimVvPt/rKeq/UyTPVkYa7Xd3dWnR8Q91dK8KIkbwb0+js/wx9/6W+46oFb7M3w/41crT9n2k35Apj+g+QCfVAIzHWQ7Xt8fek+gyjzRFeE3+Y7tshLf8FRGdD9aEPVMzSfKlxmX/dpGnF5SNNdL93v1KPUYBUeitER39RZrAoPSx7sZGWd6w/v4Z8+/t/5xe/cnP+oFNdEXy+o8PlP1VLd9okTMi0CPXslGuStBNlKEUMgWgIxLPNXSyCG0L+3zP41M1GESQHwwl7PmgeOh97y2scjZHH3NJa00I0Rvrb5XAAueeS+7Ji2aBRAE5iloywVpJBDZbHZ+UJfBZv/a1344Cw8kceT/bCb9RsMOq8vSe37fB7rxZIPrlInFzmYyiYiP222grk+Xheavz6IqkJtC5XySxvsAj4fnA/A+Y8/wLO3f4dLtxVXJ/h9xzHnkmurF05pZ2rjTEOkuZMuTBC1BNmIEY0U0QSGQxhuwNgwjI04r2G9fThENEE0Un2cA3gRJOb8xstfVm3nSPfS+1AClOAP+TCg+PZxp5IIyel7Hi6sMeZOdG44bpBkLyN/Pz9EV5gg9ifweAKH8uv5HvnCg14iXQc6UMvAlvYD7WW3HuTmP/wBr/1ynjo9X227S64nvsqk8lX93LzIn6+x9jQn797CusO7Kq/hn7PSJ+EJgCrt1T3PU9obL1C8R74UEJyx52EA7l1bXMuqbBCqnBwWEDIw6rVUiDDVryDVQK0nUFeIhoBWDUaGYHQUNTqOGl+GWrZCv4+Ow+goDDWhVdP71xWibj3yaX5uqbDrc2VahX3ASirm+v7MJOBF6Z0AzNVbPLR8A6FKOWXfI8V7dwAvKhJnXFrM+u4+jwCMmsdnxk4osGrDzkWf06eqiclvHmHZb0Upx+/rsXrKZK8J+D8XHV7QtQphNCf5R19jcLgwo8BM2EIgUUinpt3mx7v3VnZfVZ1rfP+OT4vRFJY02BGwi+UAPH3/owBsWbmpsEuVRMxO4dvKTq93TNxZuCmxtVQDd6gOw8Oo4VHSiUnSyVUkk6uJJ1eTTK4mnVxFOjGpQT88DEN1REPo4+uxk1FntIeKRJfsPub70xwJYsfgpP052P9s+Kr8nr04+0Ik3CAJm+WAG+r2TMeaIbNtNj9/rR65h5aG/4B5HVILSSy54lEBSjHT1GMz0slt5E6Y29pV97+QpBs3zFUVKlPLdCd122zENrAQQHN6X3YfZfH6si44UC2wyn5byFjBUge7Q8dPadVo+7J12bZxpfuP9d28ky1nqRBqy2x2lUl1ghQRKEQdqAfQbKCGhknHJkgmVhEt30i08kSilSfRW30K0fKNJBOrSMcmUEPD0GxAPUDUQQRKn6+vK+38oHf5ze7F63q7w4zB8VN7zM6CG1uX5Adn+fnl1W6W7MKXdnuZ7VwYV7PtrnvO0mZpy+zTWaB54MTagwXk6Wd8VgDhjQ/o7Lm5hv6fh7rl5yyT0Na8GARi/9gyXgDEmC63VsJEONwuPhQnlLK4fdV1y0AN5RPkQp6pJR16y25WKdYc0RVEO8dWZtt+e+pmOkd03bAtAsHEubPZVOpEGdBxYMBRqVVBqlNXOhW0WYdGE3HkMMHcLKyBtKFn76B9iGR0DSLuomSAqrdQIykijiCOIU4gVIgkQUWBVq0N4FVaVLNVkvsVbMxdBCV/monnt+jQpsXj4ys53Bim5hRa+Paw65F3e5MVHnzPoVmmDfR5tZVgx2MbedaFd+Uda7rlD5qebIrhOf3wi77kleJxxXBble2uJ3NBp67vr9Fz9jMfy0BlcwEWQ4PUeB3aI1t+qywLzwWq64n34/42pi+dhSoGgX6hfglY4mC31Iy7tOIu3aDGbGMo235F726UDbvIfhsnU8FMcUkShXlxSy0msNJSKIKaAY4UEIaoZgtxZJrPXH8lgVScsGoXUkyz59Aky8d2IWXKyjV7mbwO0pEJRGcO0e1AGCDCGBWRZdOJWKJMuyQhFEqm4LSRWihdLz/IW9Lr+MSZz+MTZz2/fCdTFOOSEIrKdZO8sfLB5Ur/PjLaPF4j1bK4us54W5j32P8P3dJUf7xqKUSB3lZ3QmBhCZoXEq6qCg+6jsbKjjWZGu9MomLhyrONALhSfSGJRwv5HZY42O3Ah2nKl0+8iG5QK/xeb3WzfG3hgF2Zog2lTD63BXWQd7sJTGxc1mIjdSWil+qnpNNFNNrQ0RkySSrYumdtdt3D+3RZ5aP7V/Hc5nbSegtZbyCCUP/pJiNu8e6vAaQELxK38xauyx6qBR02j2e3Kvxm9wuCATJwTOomlKuL0rtU1RUKVHW8ez5Spr1U4AEtkhAbsLusxiX5Pq407ZvUVN7R1ge8H9fOQO/sI1YNoR5rezxDZ3TFguPiVVrMQp3Q89GSBruVUDONId5wzTsXdIiwf5jpMRfWo0LWHDLVHWo6dWQUQFPkWWdNBcM1GB0lHZtAHtCmg3by9IVP85BSWAcZgJT65fO0AK+3SiUiSCr/8B+Gqp1f1f3oyiYDKYvSJsPU6gBeOtR3roWQHyqaL0/cUtk97Zys8Q/PXcHjK+slR5RPMH422kLA6O+nTSQzCQFxWGP36GoS6ZkuIl/bzpXe9pzudrt/WULNINL7DNYiljbY/4tU5omXtlDFFrkYz7lKJaqTImQE8ojulnxAgw+hSFJB4IG2JhNUWNQ29HXsu6dOOzns8/I6gM7ZuYX3f+pPuHvdybzx534/P4dQfapyZtcVHlKdLlvV8KCQEFPhwBtEZWp82T5uDr0P9EHZfP5vj61q8JdXr+nbN7sPp8ClDNQLKkipUOOlNElD+9skIuDQ8LL8OPTKMN3meHYd33YHCrn3vpN0PqfpQn7LeJ13j6VASjHePsL6qd2LO2ye5pGAjrcHqY6PDxnJ3mqhRsYQy4RZxhezdneq65XN+2hTJ7XIXhviCNLUvMy5s8Se4nsfC34q7zw01plh7cwBRrtzxftdZBzWbWLhq4eZFK+oewe0Y25/AjPFiWq+8ks/m8y/50Fj4Eu50ah8v5Gup/7+F4yqMinsbgegMmW2ZD15+lVzfzL1nZTuNksL6cXv0tKW7HaQVcrd7/0FJIoTfu8zfWrSgimVRcPOXsP+eTGIOIEk1uAdGeJnf+uTsHY18ar1pM1hZGeWeHwNtUNPEOx+jJinITuziF7XHJfkxS7Oufv4WCwJxc3qIgAmOrrw4nBzpH8/2e/ltd5fX9r6zreFqIrgSIjtMdzYhqeHcG2/Ou/G54VQpEbNDERKomSpl9ry4dvTNlTn83jpHvjGeMTJT3TZNx6ydV0TFFy0Q/tV/PuuUtmtdC+revOP8xtI2vcgiRntzhDLkJmy/8a5z4Wkus6nvqdKmPU67BgO1g6fEpI9lQEHhrUqtHLm0KKP78tCUgKU1A+jCWsRCy2RYwVxjOi0UctXEZ99Pp2TnkFv/Xkk63+K6KQXoVadT3fTJXROvRgAMXcE0WlDrwexQsVAbOPj+jooCZ6danMB8oUnKv54E59/d/pKQLDSNDLcN7KsfH/IOuKABVr5Q7OQ3mXCA1oGRBvqqs9/Dsilq6K8V3uBf2fboL7yt6yG87fOccNf7+BNN+21F+L2TcXGk9bB596H+7mqd3sZ+eex7/Wkx9rp3SyfrU4ZtsfbhJrKRJ0Sx+pCeBtES1uyO/T42GpWzk5x/OHd7B5boTfKFCpWYVWJKKaimhi2SgUE5nsqwBSbqCCFSCfZ0OlB2EFIiZSSEEijOdLaTggbkCYE3Wnk3DRyZgo5Mw3djj4uUhrocaAluL2GB6q8eGfhtvphdKz/+MPanHnC5hzMQ/1Aqp7jy516EiHyJabOP/tu/YNNpmlUnUuvDuPXg/vXq4q1V0k1N9V4uqZo9vQYthv5/jON8jh21bkslXnj3fO4qnwg04I0tSE3JfonDUm5U9LlzXf+Qf+EUsb/gn0pC9rrySLnHrYtPw6AEw/kq4Z+oXZeIdOs73Cvg2w2cKksZqYpXZNOLFA9oJvCXAfac8iZaYKpfYT7H6d24FFq+7ZR27eN8OAugql9GujtOb1/lKJ6oCKJSszLuU523YqHu8i7CQ95WXjuGDy8fEO2bVzN5SFGm0FY2ZWmuq10FT/utqc/bYeO/s2ZfYbKr2PV+EHpsv61qj77HnWX92GTOTfbmN+8s17v+SrgqtJs/Yw7pfLlr2xOfDpPaLSq0+xC6YeN1ixpye7+wQ+s3Mw1wBm7dUEMQvDH9Z/nis69+f5O+MiG2fqcdKlESYWwqnwSoGIFQmnpnpXAxkBHq/S9HiIMIXSGK471q9uBXgzdGNUxQI+D/JUERRXeaUkFefZc4b49dVkIXR5rfuT0PXoB3AdXbs62/c6RzzrHy34VsKC6ah58Fb4qsaYgvVwQ2Jz4YSt94OCe5X3X9iX7oDzwKrtdlCz5fMs67Z0bm9Njc6Ri0imjslj7fKE/v7ONH/O3abJpSSKNe70y08HlxRcGvpYzaN9BtKTBDlo1UkJw7zpd7XbeEw9mv9k67oHNLdyacbvmXypQQpLGRr0yXmkV2T8vhjTVntQ40WAOA5MwY/7IOMlfkdISvStRvRAVhbo1VRLoBJ/Y8Q3geuedVlkVOfM6R0CHC0kgUCl/+Nxf4fQ929g9ujzb7wXte7HR3CyxKJPwxcKS+dZ+KwBgUOjtiJkERvPx3/Poxj5nm/QA7z/k/v0u5AEWIuVvT0tACMZnNdgPD+WP80g3v9+q58NK+DK72Tq/XJ7xvmd8HtFREWniqmVgd0ONmTPQTMJ++u4gcBfOtwigw1NAjb82uRVQ3Lfm6XTCOk/f/ygT7elsl8/Xz813L3SmMQkinioPYNd5w4BCxRIV63XTVRQawErUnEC1FbRjmO3CTBem2/o124V2jGorvZ8D9DQKs3NqyZ5L9YLUq+gdXjBJpC7UeVf6CwAkMuAzpz+HP7ns9ZWZdGXLWrnXcVtSLZYKx0yZz+PzP0YLVT19vsukrd1mV3NdNqPDW1MjRo1X8It3jefXdgpwFtLAouy6Zba/ngBTOHAEgCC1any/OeFKdnt8lS+jKoTqvqrq6wfREpfsgnf0/pVPhM+mF9b41Ze+nQdXbWaqNWZ+Fryv8eLCSq2FTDByJ51KpXboOdI9JdDL75riGYCUUM+ASqCCFJEkEKisoCWjVJ9DJcYZl2j1PQO6Ud+13Z7b6vPZ7MXJQGUdbj6hngMDNJhBceyFdkkZBEgpVLZ2e0avGIKDKUxWdKCdh78fhtz11y2tmNZgPzCWP87P2jHkp+wPJDf0Nt84WP6tGi9MgZMtbU1Ksijnu3YV+dl0ZZqQPcd8E+oPDXYhxAbgg8BqtCvtBqXUe4QQk8DHgE3ADuDlSqlDQggBvAe4EpgDXqeU+s6ga6hUELUb0AIE/OcJF/Tts1ssI+7V8hx54bV1UsYbriS2Ks5Nn3UXd5BOK2gRmu4ytumkseUzsmq5Mq2jkiADuUrMKq5xkElZq9JbfjJy+CnwjK7kC4E0DEkakrHODNd/+W+56dSf4d9PvDA7xVg6S9zVqaKpEnTbLaIo1MsFpwGJ5cEPGS0gT12gVy+x2kDhgZqQhe6yoGvdlRJmqWKZLVlsr1/24FY9zC6oA6k75lpp6PLxm9cdz+rDMXvH88e506v3Xdsl5fDi2+1W+gZmSeSqCSxVujKthp6G94+uZP/IimKsXgR0evWsIs6PsdtJRl+n9DLYVG0/ZTswz04oE1QgkL0fE9jRtU6/q5T6jhBiFPi2EOLLwOuAryql/lQI8TbgbcBbgRcCJ5nXRcD7zXsl7Zga4e2ffj6NV0V0m3nes0wTamlCN6wTdiPe+pnLORKnpAoCIRgJBUJAJ1F0EkUvTYmVQgpBQ0rqUlCXgqEQRkNFPYCaUARSUROKUCpqUhEIRSg0JHzvrP3TEqW7xyZKEKWCOBVESpCY9yiFdiKYi6EdK7qpIlJ67fCalLoLqRTUA20jdhL9eyAEQ4FgdUux74RVcDH87IO38nMP/CcrZqdysCvF0Jcf4mU/OAuJoC167Je76KgjpComURHK2JKKFN1LJSVVRafgIJJCEogGDTmCJODhc3UTH59meoLLbtuJUkl2DYW5trme5cF+dsny5m/LPguJIKAmW7TkOMuvBQS0mwE7mrnqrBRcfvuDfddd6HXca1n+qygQNb64HpYF2YFO+a7iD/a2+eK2u1DKdvtdbHHtYNJ8SoSQhKIiBmrohwa7UmoXsMt8PiKEeBA4DrgKuNTs9k/Af6LBfhXwQaWUAr4lhJgQQqw15yml6fQQ/3Ton2l9ZRvLXvgGRBDwoge/xu//xz/wkXNfyN9c8nJ6tYAb126j/f1v/bC3sqSptfZiJi64DAn8wj1fBOCTZ14O6Iepu+N+vn3/e44KLzPAK05P9AIod/fgsQTOrsHGkCSFN35eMtur/Dt/ZNQFZniCxgMTDJ/eQDi+C6UUsw906cWHf+x8WPrikSFeMd7q4+O2uR6fmz5y1PjozfP7j8RmF0JsAs4FbgdWOwDejVbzQU8EjzmHPW62FZ4OIcR1wHUAy8IR/mjzNTSThK333cnHz7mImcYQxx3Zx6u/czN/d+HPEQU11lzxet6hVhGlMkuNFEJlNpWy0jeVhXQJAdkCe3bf0JHgErI0zarQaeKoovYaqfPdtZsVudUdSN3p3lVf7bkCoagHCUNBzB9efhWzYY2LHv0up+/dxv6hcb548rNAKc7fvo1L79lBsvlaJBClgkO9kMOR4FBPcSRK6aQpkVN9E6OIiElR1AlJSZFIesTYotwASURMiwYBkvGgxvJGwPHDKW994ceoBQk8FMPWGE7Qj1AUB3Qf+UUua8T0VEKXmC4RkYiIhbaeI3rEIi5Iy8RY1iENpJIkIk92r6lGxl9DNWmpFsvEECeM1FjTSvj0SV9j88453vbxXdz59GH+9kWrEEIwummEc+rPYlbOkpKiSImJSUREoGokIqKmtBRMsU61lFCFBIRIJKEKqakaqVCkpHRFJ/tdkRIQ0lJ1RkWDq8f+EyEUGw88AsDjy44jkSHntBpsap5JLGJiumZsQ3qqTUKEQCKxvqIk+5wQmX1r2feAWrZPSkJNNElVQiBqjKhxhtNhJsUQX5p7f/mDyo8A7EKIEeBfgd9SSk17s5sSi8wAUErdANwAcNbksLrmgjsIGz1qrQ4fFxdx6+Zz2bLieE7e/yjXfPerfPScK+gFIcHls1zZvpck0rfktmwetFyya79nq7q6xSEmVdV+92OlKi3GzgsLSCpRcBxWXdPdV68mmxCECeFQh/9WezkAb/7mxwD48LlX0g3roBTvH7mB+IJ6dlwcB332uht+g2pnkHtf7nsgU4IgpRZGNBpdWo2u1pN3GsCu0w9oo5bwjgsfJDF9BBJzT4mx282do1TuW3Cvm1NuH2gPszR8tAnlDGGQ0Kj3uP2EaeJ6ygm7Olz40Gwhxq6GY/7XBftJVO6rUCokVbXsGnkmXFDwrkszMQWyk1XL5XZ7XPCmhzIhDBPqjylQilbU1h1rTOitJeHvz5YkaRNo5v+ByYT0x99SWbZeWcqwNM7EMIioBQdo1nfxpa+U/r2a3+qf5ichRA0N9I8opW40m/dY9VwIsRYwCcs8AWxwDl9vtlWfX6pshdTMgSUk77vk53nvTX/Or3/zY3zq9OfQrTV4X+tKXqTuRAZpyVJQJv7phKT8ZBYXgJTEvrMwmT3AOooCpZd8MssR2VVYlCOx89z3/uWn9D5FnmUtJqhH/Fzt7YDuEf/Tj9zDdH2Ifzz/JQWeZeisAZ5IpEwIAgNYx8FUllFnk2rcxSJc0lVxCWGQUKtFjK80rZoPpjp7bljARH5caPoCKCUIjGMwUCmJkH3OwKoIQSBTktTJSjMectsLv1aLqNd7fODsLgjYtEcrrztWF+3VMEgQqanDH1Deaq+RjakBUODmZ3jHWv+NnQQFen03AcQyKHSnCc0y3i6VOfz8MlffaelvszwHMiWUCbUwJggGxx9+6Di78a7/PfCgUup/Oj99Fnit+fxa4DPO9tcITRcDhwfZ65qUDpElOqQ1rnS1102n/jQPrNrMcUf28YY7PwXAbjGZL7Nc4tmGfvD6qbS6w431qOfedNvSyn3Z7akJudlj0sQJsxmguwtC9AO9mDcvzEKWn6+dx8NsAAS/9q1PAHDDRVdzuDVa4NlNkY3jkDQNCg+on0wDGuQuuKvKWIVweBaKZav2a3PmESPVNwR99k0WB05zHvyHfVBCzaAQkq0dF0JlMfYTduky421rcrAPF2tgBpa3+kBfKPlZjrXEmCqy33PpL2Hlpse6XXazkHHJZOBrlFW99QbRfyWp5lnAq4HLhBD3mNeVwJ8CzxNCPAQ813wH+DywDdgK/B3wxgVdRaoMVG/p3ggolJC867I3APDm2z7OxkM7WSsOIOuRaTzpeM1TUfhj5gW8VcUtYJOg70UqC99TNwde+RNMhfZAP9CzRRlrMe/kNVg94s1XvZX3XfwyPnDBS52B0eNiY/9JHJI4vZjKEjbm62RieYT+zDkZpARWi9hh3jcVFcOq8Javog6qYnOP7W9oka8Ma+nEXRrZW9c2zYHw6rsmCte0qrgLOpcfP0+/Ki/ebf2cJdQYqiVaw4iCfrD7bbPdireysKA7BvNl0mU8LyBB6r/ijf861Vkel5fsr4A3Le4iudRKopArOvdyT3gLnwifzW0bz+LG05/D2bt+wLLoML848iWCXi/rLCtce9lbKVUEKlPp3aQbfzkmlVT0BKP/oR5EPsiz4/yMvzAhaES8O3g5kcpDjdPNEf782a91DlRc3XaiD6kgimqZRHXj14uh4tpvafbga3U+JU0CAhHrOnaAzeWPj79KrCuN3Id8EI/ZhEwu8bKXebAbvZRNe7okAh5em0t2N6GmrMmlH1efr9mGS30JNfumAKgn2qnW8zoX+WD1x8RN2bX7lPmG/HMEMp/4Fvo/L+kMuuyGzfpbSRTy9vanOH94K+8Nr+KPnvsGlg/P8eZTvshV8a0ke2uoOH/Q0igsBTxoKeo61MpAb3lYML+ebQ7lQO9T3R07/d3BtXxUXU49jnn9XZ/mH55xlXbI5QezIpni9w7flG1KYm1WJElAmpanylZJ9YKUM2y7UkLKVNvtYUy3U6dVixGXNGBvAs7yyFGv2P+tDMxlraeqJJdSAtvy25W0WoppRk/a2SFMYevaBt2687+7Y+s42Vyqcn7ZawhRbMFdmZp6RJsR9dhK9v4+eBbM9n59aV5VAbjQZ88vta2iJQ12oLgcciJJejWuCO7lZ0e/SW3zNHLzGOmKVXBokmDPftSwbUphARVUAt5K+UGg7wO/A+g+J18JyO3n7PgKoMsw5gv1c/iouhwUXP/l9/PK+77EOTu38CtX/0FhTD63/89M+q9O842iWgZy/0FyHXNVbaGrpIOrwg+PH6Y13Nax5GcWnWFpItjz2LqCve7y4WpCPm92m3SklKuqu8dadfX9Z7QBxUwr4COXTnJwtPgY5x540aeFlfEB5fa6Py7uxOBOOgBHmiMkUtKuNXM+jKNuUDpsmWo+COSDJoP5Al9LGuxKCeKoRih75sGWpDIg6dUQc03kVIzYOYWUNcQHOsgvx6jfmivUV2tTqhrwYENsRgpYIGYeeS/TqgLc2XmgFOT2fnwbXYTaIRe0elyfajv9DXfcyCvv+xKdsM57n/kK9wRc3b5N/8nmGlGkbXUb8nKvlfOVUlbWWublde/FVeHHV+3zfXGWJXZuP56p/Sv6f5yH3I4t/jjl9m2agVzzk/D543Xu6I7VDf705evKTp3fh9NscrFUZk/bphX+pHmkOcaR5lh+LLqNtH++Pv4GeNzdbWW/F4TWPECHp0DVWxTVSOMwu5nMM96rEc8Mkewfgt17EVM9xJwifH9CEM0SDnUIWj2CeqQlZ5Db45nX3VOfrBTTse7cJqpyirivsuOy21Aic+JZcoH+hca5XJC+lzmavOy+L/OO//wHAP7blb/F99acmB0Tqkir76n+w9M41Cq854HvG8bKJhb9k5ItdrGSS8qE0WUHNdAfj+GWDhwsppAePrAiH1uvlr5MqtvffTval+pFXp1xHYDdekTl9d1r2+tX2fIuj+4iFW5p63zeb9tV1r9u2bHufzFoUshwsEAeXFrakh1BEgdEvRpSJlqaGaAmvZqpCGsh9ifwqi4cbiHvaRO+L4E3zcKItmWSToNUKCAsSFeVClMZV3zAsoENnBm2IixTeDBNr/qMf+VoE3Z/W4BjWlm/u3YNH+NyQPCy+77En33hrwF412W/zOdO/RlnMBR/MH0jdsUXlUiiXo0k7k+c8b24iyXXIy2DlGVr9mqw3x3Bd02G27Nzz7/rcPMdhK5k9W3XKq3C7uvzZPkBmJiJufS+I9x10hCPrzRmhYJf+tZE37lcx2DGlyjWsSvTjso1J/zjXV6ArI69HndpRl3atSaR41/J6tRLnG1lLanKNDNfINltgUwLVXoLke5LXrIrJUnigJ51AJkHPYlCkm6NeK5JND1McrBO+msp6ZlNxIGU8K9iwuk5wtG2lvKNiKDRK8Ths8uUSPqMrNczSAqDarcVyLWbE9dvYE5lKuqCRo+g2eVPHKD/9Pbv8OdfeC8Sxf//M6/h790wm1JcPXcbL5i9L1Pf40gD3UpS104t3JvpD7+QxpJQjK0HQcLopJHqHQUPGqCflT/QNtznX3c+e90e43umfZLOeAdmnXtQXPz9Gd714Sf4g48WUzWeuWM4P3/F4hBuCCzbvtBYfMZPitx/GIDRzgzHHd7J5NyhvjGomnTdc/qhuSrQDhqnQdstLWnJDpAkEgihZ7KFGj3d5SmRJHEIHXfvGXhzDz7QQt7ZJvjLGH6jDau0ypy0GyAUKkm1p96V8kpAmj8g2YRg1mQrbf/c12KqIoxkatJtDP3ztfO4nlfRtrW7wDc3ns2XT7yQb2w8h//zjDxLDqW4fvqjPH/mu3lMvVfLnHJJ1STlkJ8hNyhjTog8Wy0IE5av2a3B/t2ernPcGGReeKVg1yMbcknpmBPZg+lI9oU4lAo2KXnMXxqA2cy2i7boFXzvfPpw3/E+yObr6mJ59GvZB3V+dfdrxvoh7ISNvv0WQv75qqR54XfXhJSKH0w+n92j57FhxZvPr7rOkgZ7FnJLdAlfFGnVPahFOpxiJgLRU7okC0DNwhu6sHIE8UAEP7WSYHo/8tCsXtut3SDp1hBBQhrr0JxOlHGua4Dv8rFYypx0tl4+SPhC7Tyul6+iTRMQnLTvEWYaQ+waW0kiA667+g+KCwEah9zz5+7LnIpJpIHuOuUGSXXo7zVXBfSMd8cxJ3Rjcvi2kernF0NL0weW44epCmGmkrBX31h5ktPt326lqBCKIEx4+zN6oLRkB/jWyf1gL1PBqwDvmxn2HPa7awL4/eItNSMDduOJV0Cv6WU6OuRHJPz7L1PhCzx7KvvDKy5n9+j5fdmMPi1psEN+w4mRsD3qNITOCVeJLvaIcaSqUZ3Dl7Th1ctIV04glo0g1E5q2+dI1keI2SZpt0ZqW0glqVkAUuZ2Zlm32vnUKK+AxgX5O+WriagDgloS8YY7PsVvfuNfuHvdyfzCK95N6uVUW6DbeLoQRTvd9b77abH68HKg2/uYzwkWBDFjk7o/PVtjnQ8/JvSCEIaSOBhor/sgKlvZNbs3X7ohCGXiSK+UW47rcc9y2LQ3Yv2BiEPDAQ8e38qOGe6WTGIVIHdtddCgd5tIVtnXoCdGq2HINKGeRKQIuo5knxtbA6okxCfyttL2u0+D1HRrr7v3sXvsvHmBDk8BsEM+W8exZrfXrVOHHPCRcRZ1cm+7ikLC7mFk0EGtXof414DgszHiQoV4YUw6USdt17OecRr0slit5qnpVbFYIKuOE8JUzwUp7669jI9zqXmgBCjF5Q/fzu//xz9ywsHHAdi+bB21JKbrrnJjVfe5+7JrqETS7TSJo9z7njqdWMpokJ3eL1HyjLkg0Cr8xGrjmLvNVEpfUAdpwZyr8Pq7W2HWr8K70t4fv75tjjptgRUECR84swcCfuZ+XSP+zdNGSA0/KHjVHROlvgKf+px/1lwocc755DvnWpFeubVTa/YBrixsN5+TzPdj2Gu64Td3UtL8LEzzXPJgz9SoVOqUzTQgNhplQ6SFhBuV1nKwm0KWoDtHMP0wLGuimgJ5R4K4K0H9VEpyaQ81EZJ2axr0vTDPeU+F7iVPnkhjqWBXyhTbtkpIxc3B+fwpr2AKu/yPQKiUy7fewZtu+zjn7toCwLZl63jn89/INzadg3fyXHWnHOhldnrZQ1JF/n5uHryUKUEQs3rj9vzZvbwBd/bgnLplkSNTI0wfWJ5d232HwY65KlW1fBGHPAw4bTJRn32fBvstZxRLRZ+5fbjQV6Yqxl7VPNLnx/7uSmGlBFLGyAPaOdfqabC7yTT992Amk5LfFvK/+fu4ocDF0JIHu1K6CYSNbyYGgBrwTeqNnpbwSoMzIdTgTKWR+iFpu0Nwbht1XgN5c4D46izy1gR5a0J6Zkr6cxFqpUR1gyLoY7N0k5uIYj7/sXyFI7V9Km4b7nX4q8/9BSO9NvuHxvmbi1/Oh867slg0oRRN1eVt05/mBe179VmEjqX3uvU+oJfZ6TbODYOluj03FOPqtnZ9bPIgzeFuDvbjQv0yFMUh2x88LStnVUpm/4tLVcUnVbyUbbdAv3WDLniRqWKuIZlrSL5+eg72hhNfzxyCA/wFGchxtZtqXvvsdfMWqBQFtOutwv5lYTRLfnpsmRT3yQLeBbpAa2ELpacE2LOYqNlWBDy5Sm+99BYMpvFjGmnpHQx3CH62g7iihfyKAf13E5LfPh6xOkbMzsC9bWQALDMJInGgwW4fpFTwS0feym3qLHxQN6IuZ+1+iGc+ch/PeuQeXvey65mrt5hpDPH+i66lU2vwz2dfQbvuSQGluKb9TX5v+qaCHbs4oEsWkh9dRgUPfBCzbM2+PNzW9DUI+LdvXcgGmaKqOiQacoG+EBXenRyKIbeEvzlbq/CpEPz6GzfS6KV5PryC1znxdV+i+3a7KxEVAinSApgHTUzSy8nYM7aavaPFZbjsr4OiAP5vrqpexYfvhZ8v1ObT0ga7nUQrAJ86YbN6Q+hGDjbxhlyttzZ52quTthvIVpfgBV3Ei2qIrXXYWCNtjsHkSsJ3bkFu6aBaAo4PUGsTWKZQo0ADvlk/k9tGNNBHu7O86ZsfY8PhPZx44DFOOPA4odNQ8DkP38XNp/40AO975s9796ZvblzN8jtHbuL5c/cVHtAkqtHr1k3SzPwSXb8vLm3Cz5YLgoSwHulS1lTBB2e1U+7FLRjJz/3A9qdx3OaHkTKP4ytVvqbboPp0/x7cOLMFuZ2EOl4rdrfwBeCS7SMo+qWoCyq/+MX3wQxKfCmcc2a2eB+OY1UBnbFVldLbr2N373/Qd3sO3+7fN3IKAK3OQYbb+0v5tbS0we5QNlgUbZ80DVCRluL1Ro+wFmk73qj1saohA+1tT00iTtBpkMz2kI0IubaH/P5jyFEJrRaslaiDIWJfDFtixJYiH6PHz8ErLS+CX73jxuy3REgeXLmJOzacztc2ncc3Np5ddTNcGG3hr6f+0UQBRBZaU0oQd+ul4TUf6At1zJV53wt2ugVXmLB8rUlSuTuC/ale3daT7nY6c/kohJMqHEaumux74N2QmyvVXRV+YibmlMc73PH04dwxB7Y4rjKRxwLej5vb2Loej/IloaGowguRIg7qRUqCNCYR/Q08us1xpKqOAgzyYVSRr+rbVtePTF4KQnDCE7fy7Hv+mt/j6ZXnWNJg95MxstkNChJeCK1ydzuCJAlyO94uBpGaZZiSAGkWchBhXbe8mokJpiPE/hjZiEhfmiJ+XiI6dcQ+CQcE4pCAIwracEvv3Iy/2XqLP33269g1upztk8fxgxXHZ7HW/pvpl+SpvQujGqZxSBSFug9+mpes2jFYCNDLqAro0oS2pEwJw5h6vcfw+BHEXKpz4AEua0KYe+D3717pNNnMpboU/eu/57e+cF5dHq0X/sOnaRX+xXdM8dZP7uazF07wjtetNyeH52xpFVRgn6rKWxfDY0HrMItCHDe1k2bU4bFl62nX+9enLzv3wOQez+te9rvfQKMb6uKbVYe29O3v05IGO5Tbohbwdp0sPUg2jRTSVFKrRX1SXiVkdryME2QQIjqKpBObdlCpTrwxi0OIVorYlMAJpumkVHxs3/Nz0SYEf3vxtYOYBzTAf3f2M7ygfV+2mIXNcbfe9jjOk2Vso0i3Nr2sNNQdI6guYS0j1ykXhjFhLWbFhkf1j1/t6szEzQGcnD8iaSJ4YtsJpAozCaXZZDQoPbbMCeW+u86y3B7Ns/j2mvnzJd+aAuCWs3LHnEjhNXcszyegkuv74PbV+EFe7UIdu9vlSKW0em0kip6TD28TwbLvFc429/6rtlvQlwIfnfjUSA7TDSdYffD7lfdgacmDHVxbNM/bHmTHBypBpVrK1+oRMowz0FtJnybSxMQVMtYJOzJI82QYL6SGmXB+g8/yR+LVdNyG/CWOKoHi6s43ecuRm7Ja+RStsosgBVNHn0Q1p6BFlqrt+hJVUlNS1U/OJ5smW+xCowG1Yt0TNFo9xPYY7o/0k/GCVqaiKgU7d2zUnzG2uDMRKSX6gOY75izISoHvAC8IrLMw5db1WoU/9dE2pz7e4fBQwH+cacCu4Fdumxgo1UvHoQQ8QZD2RRRK9zPq/lBvDomiHTZJZJiNS2dsZXav9v6SVPaF8CyVOeTKwN2fF6EnxFbvACoJmDzyKImsFTI/fXpKgN2SD3qgD/CusypNdRFNECYF0Nv9XGlvgZ8lxdiH0PO+Pp/vEdc+zvuaL2K3WMbq9BBv7nyeK7p363N6bavT1HiW7HkMyNM4JI6DrHecqxLP54grjkV1rrs9xvJvJb/rfa/VIlauf4zhiSOIroKbddyYn25ka7gpBTOHR5jav0JrHCXOpCo73Y+j+1ILyJJEXKkemPLavzsjAgHXfOMQADddOEFUy+/9km3DxRVQUSR24UrHVnd5sPtB7gxcWI1B3il2pKuddLONYrputzlecCy713QdhP4YlDtc++Pr2X8nFFuXP5ep1tM4fs8dAOydOAkOVneYXfJg91VTV6Uv2EKQqfVa/VWZLe+CPgxjAgv6wEnuMMDXxSaBuVYOeJee172f583cX0ipjallmkNGRvXPbDFTvBNnABd9vd3L1Hb/XhdD7kTle9/DMGZsxQFGJo5oAV4Dzqrp7rEXFXPgd3z/lIy/REGqJFI5a68tsklEga8+iZVrHNM1GG4nvPiOKQA++VPLsn2XzwZZFiHkKvwgkFte7bUGqfBuBx33pVCMdHVu/kxjJNt/vs40VY45X2KX/de+tBciT5Nde+B7AOxefgYcvKfyfpY82C3lPc61DW9ted+z60v5MtDLoIYMdIN/KZMM+PYYfcFcWqnE56aCHHBn50oFSaqleGo60erJqCjJob8jbJkzzh43SJr3sZV53o167Njpy9fuzp3JgYBnN3XYzUmLPbgn77hSNiH5IHdVeJd/+99YkPnFJbYDjHXMfW1DB1C85PYphrspd504xMPr8i6yL7vHKTap6A1feC6y937J7j5HpV50mw8/M0sj7lFPImIZZJlzCpgbWZk5K6vSg8toUGzdJXdy0mOrn5flUw8DsGvFGfDQPZXHPyXA3h9KKk9fdcNzqGL2lgv6JNEqWdxTpn2ziecGpnGfVJm6X0Zl3lJ3kkiVBnWSygLALe9lzSaqbHPXLLFUbAipnImwegIoAl2vOLN20zYN9AMJNEQeS3eAPnN4hJ07NhVMi0gZm90pIvHBVpYHXiVF3aQWKZNMqv+vMxIQgnZDsmci5J8vXZ4dU4/g4odH8uW+KjQLa2O7obcqx5wP9GK/Oa3Cq71zDBsVfqYxkvs0hCRqjWGLX/xnZL7KvzKyz7Q0artSAoRCCj0ZWvr8M9/F5JFHOTK0Gvhw5fmeEmB3qViXnXvqy2ZHF/T5hKAK5wnSBKIwV9Oy0s40V+EGeLgz29y1143NXgZwl9e++HTF54WOhw90V6K7DrmwFrF288M0hrvaTv9EG7oKXjkEq2wzCji4Zzm7H8mBnhe72GwujxfnvuZr91T28AdBmqXs3rqhQztQgODTlyzjcxdO5BaS0h1p/PEsC7FVqvIOkN2Jt0zjyLzwe6cgVRwcWsZcfYjUia8Ls3xzFfm8lHna/f/f1TpS8vbR0jsOITk4tqny2paecmD3KV83PAe97wTKQjCF4/RvsdPfTkoFSQ4Ofd7q1knuucpUbfub++5+LvNYVznhgEWr75asihwE2mexdvM2nfuuFHymrctXV8nCWutpItj9yKaCaZE6ps181yu7ZzfU5ktZKz3tZPShU+JCskocFK9rM+ay8yP6AFUFdJ9P+9l3qLkkZ2bhSNfu3JdPoYxH3ge0G/6TQmVLW1WB3OfN9ytYoO8dPk3/rhKUCPqOL6MlD3YfaGXeZb29PB7vUpl6XwSavY7sA/dCQFbtOR/sdFsI0LN7mIcHy6frjLNrsIVhzKrjH6U5rBct5CtdeDiGloBrh6Ceq+87d2wsSGq3kWQv7c+YK5u4oH+ydAFv4+pZWa3h8dYNHfY24ZyHZ7l4yyz/fOlypofyB9rWrfshv0F162XbqyZZPz4vRIqY0pV2QqXFvgOYkNvIZP7dGQffWbgYp1wpz2bMdpjMuZfe8rsEScRXLngbU6MbBh6/5MHue5NTz5R27VWwIOmPx+vfjCNM5RVENgbq/l42+EotztkC1XbaIHW9bNJaTAMK6K9kE0IRhjHjK/czumxaC8xv9eCung48XNPKpLq204ez1tAW6G7+uxWyC0mL9cHkOsuAzLSwUv3rGzu89+wYBLzx5r1c8n1tH//tlavsRfnFO8YL53bDbfORWyvvjmVh/JzfbcxfxPo/2XTgEVIheWJiHbGpWlSIQsjNnrMsJ98fH/d7FblRAevE7Abj1KMZ1hz4HgrBbHNy4DngKQB2lwZJNS3NchvZbDXfy2fVsqIEa9/35VHPA3TX21tGVY634raijZ/xVKJVlEkI30Z3VffxlftZsc543u/twb8blfTFLTjeJIUomJ0e5tEtpxQcgzabbzFqcdVvZdlytuAlDGM+dGqXWMK5W2e55PuzzDRl7phTcPmWFpdsHynNmCujsiy6PpvX2df+h/nySsZ5GEoa7TmacZdESGIvkabs/ywLAZZpP2Vj5f/uqvNSJjSSwxy397tIlbJzxZlENR3vT1KzNE0JPaXAPp/tXC7lC3tk5ykj4dhUML9k9s2LHzY3vExldwFe7WHvj6Hrz6lRjQ3Qlx/IgQ5kC6E9twGn5zX1KoVHvn9KX2TA11YOdU0iDPTtuxjyC16CMGFfC1CKX79pDwAfuqyowr/mjsm+/2WQp9uPr7v2cpVE9x15cnYWlGK8owtgpptjIETWay5qjUGamxUuX2WlrPa9bHztd9cMcPmXZhJ62tS/s3a3Drk9uvoCzXcaMT13oHIZ9KcU2GFhqo/ryKrKFfftSnfbQh9cd/8yh0vxD83zA/Rvea6AyzfQx/Mgf0H/vmmWHdcn0S2dX4f1Aax2er+n8MT2TbkdrERlQ0sh+iMJ89nqZXaq9XRbqX7DWbOA4pkPznDBQ3McHgr40GV5jH/5bNDHCwyuG5+vnHWgB10aoB+YhlQx3j4MwOHWGEoIumPL6TYnqkthS57RhTxbpVqbM0ntGT6NR8Yv5cLdHwXgkdUXUI8Os27vN5jpHD5YeT/zXvlJJJvsn30Xg2dmS2VSUducMnu55IJ2kPdcOUBwX+5+5cf55kX5NnuvZX3e/di6felxyW1eG0ev1SKWrdyXA/2+nl6M0ZIDdKXgiW2b+uz0MqArJajLfq1G89EvtSy5TRLdMlYpE62B1GJuPl4hFfzOp7RU/8ALVnDESPUggWu/M7pgR5Z99wFXzL2o9q9kKvzUNCidHhumCd2gTrvWQklJrzleCvSy+HpZlqC/r6UyFd6q8QfGTmbL8pcwMrOPkc4BZprL2T/2NDbs+xrLpwdXvi1psM8X5amS7vO1Sgb6gK+bOHp94CvAX0aDgD2IfGCXaSKD7PdC9ZrJCgxrERMr9zG5bo+WaLd14XMd+Jc5aPvjoOPpVQ453+suhKKXlqueZc44l1xvsrXVQ2Nq/O8z50AonvXADCc/0WHnZK1gq7/htgku3jZanHhKvPB+nBzok+pl1Ke62zoJ45ibaE8BMNUaByEQSVIowXb9P/64+Ty6Y1QG7DLzIjD/80MrrgAZsHnXbQDsWHsJBCHbVj+vtHmIS0tejZcyweaqQ/7gVzndymg+MPmqtUv+Nl/9LlPL5wO8a15Y8Fap8O42973Q9tn1uK84wIp1OxESHUf/Uge+Y/p3PbOhw2zZfdsMuc2GrzyNt5Bzrorx9cTzOpeRr4K6ZBNnpNFCvr6xzc0bFQjB184Y5dfetBGRQs8UvEhVLHgpK2N1v1eF21zNUDng9Pe3vAcyhVAiexFDvTkUcLg1rnmQ/SvHFpxo83j8fVAX7HRvNeBs3IIUJXXNwn0nXs3UyPos3Ga3D6IlDXb3QbaSQ0ppyjSLM3EV+ZLQB1XRvu8HZ7/K36+Ku5+rEmHca/uf/f3Ltrkqu37vr14bmzzIivW7tNreVvDpOdie6LnyZ1twmuOMMxJ9547NjkmSrzBTBnSBKctV/WuTzWdaQZ4Wa9X3MEgIgpgPnRoVtDi3kSQKnvODVqmtPh/1ZcItILqSRQ2sWbSqSbI7ZevKE2hFbZIgRAlBZ2SyIMX9CaTsvIO0xPkiGf4a7N36KA8df3nf/Q6io67GCyGuEEJsEUJsFUK8bfC+ilot1g+FEwoJgqRgs7rkD2SVVK8C1UJWTwG9aMViqcpZOEiau59db3uYqcAJ9UaPeqPH8uOMfb4ngX+c0UAfEvCqoT6guxJdb+tX3ftUdZM8IyrsqzLVPlPdnUw5N9QW1iP2NWHzrg6nPdruO2cz1h74MtV9viQaPw/el+p2e1+arS0DDlLqy0NGT1IwJJltjKCCgO7Ycu2BXwTNp31ackOUrpaQ2/lV5xhcwQdHWbILIQLgfcDzgMeBO4UQn1VKPVC2v5QptXoPEYUZuPLZXavLvtT0HUcFZ0kFkBeyDpp/XJVtXQXoMo3CP87fxy/t9aW5LtfVYB+ZPJjf65EUphSskXDNEIy7GoiuYrPFLfr6eZltvl/1GMTp4PBRmfPJSta8MYV2ytVqMavbKdd/ZCdnbZ/jLa/fwJfOGzdMwGtNc4osIcUpeBnkhS+jMg+8H1HInIYm0acZz1Bf26OxqsGhPSuZmR0iTgaP16C69YWSjfXbCctmGK6buZNz7/00s60V3H76L9FuToJSTB787pKz2S8EtiqltgEIIT4KXAWUgl3IlGarTS+oE/dqBEFCHIfkK6E4+cyyv196rpL1A8mlMpCWgXI+Woi9PWh/X4Lbe3BtSAuUwHjcw1pEfbjD6LKpPLx2Yg2uAZ4WQs2dVGDnto3ZeurQ74z0U1ChP0PNbzhZ9SAH7oqwtojDqO+1WkS90aPW6vBru9tsX1tn3YEet51i6sMVXL6lqXPgSyYU1xHnqusF1d1Jx3Xt4MKYOxOT65gLQ71GX7N9hOFb9nHoaRuJUvvs6azLpATMZc41/8pl4Uj3cyGdW+aNPADOnLkJhuG4PfcQBS1QKSsO3cu6XV+bN8FIzNf7+0dJQohrgSuUUr9svr8auEgp9WZnn+uA68zXM4D7jxqDPzytAAb38f0x0/lrZeXqnQCpIv3BgfTgbMQjR4unxVAwGkzWJmrHEVCPD8exitVjyZGkMma8BOhJ/88raKNSamXZD0vOQaeUugG4AUAIcZdS6hlPMkvz0jE+f7T0VODzqcCjT0fbQfcE4JbmrDfbjtExOkY/ZjraYL8TOEkIsVkIUQdeAXz2KPNwjI7RTyQdVTVeKRULId4M/Bs6+vsPSqnvDTjkhqPD2X+ZjvH5o6WnAp9PBR4LdFQddMfoGB2jJ4+Wdm78MTpGx+hHRsfAfoyO0U8ILVmwLyat9sfMxwYhxH8IIR4QQnxPCPGbZvukEOLLQoiHzPsys10IId5r+L5PCHHeUeY3EELcLYT4nPm+WQhxu+HnY8YxihCiYb5vNb9vOoo8TgghPimE+L4Q4kEhxCVLbTyFEL9t/u/7hRD/IoRoLsWxXAwtSbA7abUvBE4DXimEOO1JYicGflcpdRpwMfAmw8vbgK8qpU4Cvmq+g+b5JPO6Dnj/Ueb3N4EHne9/BvylUupE4BDwerP99cAhs/0vzX5Hi94DfFEpdQpwtuF3yYynEOI44DeAZyilzkA7k1/B0hzLhZNOOV1aL+AS4N+c728H3v5k82V4+Qw6t38LsNZsWwtsMZ//N/BKZ/9sv6PA23o0UC4DPoeuJdsPhP64oiMil5jPodlPHAUex4Ht/rWW0ngCxwGPAZNmbD4HvGCpjeViX0tSspMPtqXHzbYnlYx6di5wO7BaKbXL/LQbWG0+P5m8/xXwFvL09eXAlFLKdp1zecn4NL8fNvv/uGkzsA/4R2NufEAIMcwSGk+l1BPAXwCPArvQY/Ntlt5YLoqWKtiXHAkhRoB/BX5LKTXt/qb0lP6kxjCFEC8G9iqlvv1k8rEACoHzgPcrpc4FZslVduDJH0/jL7gKPTGtA4aBK54sfn5UtFTBvqTSaoUQNTTQP6KUutFs3iOEWGt+XwvsNdufLN6fBbxECLED+ChalX8PMCGEsMlTLi8Zn+b3ceDAUeDzceBxpdTt5vsn0eBfSuP5XGC7UmqfUioCbkSP71Iby0XRUgX7kkmrFUII4O+BB5VS/9P56bPAa83n16Jtebv9NcaLfDFw2FFPf2yklHq7Umq9UmoTerz+XSn1KuA/gGsr+LT8X2v2/7FLU6XUbuAxIcTJZtPl6BLnpTSejwIXCyGGzP9veVxSY7loerKdBgOcJFcCPwAeBt7xJPLxU2iV8j7gHvO6Em2TfRV4CPgKMGn2F+hIwsPAd9Ee3aPN86XA58znpwF3AFuBTwANs71pvm81vz/tKPJ3DnCXGdNPA8uW2ngC1wPfR5dYfwhoLMWxXMzrWLrsMTpGPyG0VNX4Y3SMjtGPmI6B/Rgdo58QOgb2Y3SMfkLoGNiP0TH6CaFjYD9Gx+gnhI6B/Rgdo58QOgb2Y3SMfkLo/wKECYTAL3+1IQAAAABJRU5ErkJggg==\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "ax = jupyter.display(sg=sg)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "# Nota: C-Order, 1 refers to the Y axis, 2 to the X axis \n", "# Calibration done at Tue Jan 10 13:20:21 2023\n", "poni_version: 2\n", "Detector: Pilatus1M\n", "Detector_config: {}\n", "Distance: 1.63465025483624\n", "Poni1: 0.04543748793640355\n", "Poni2: 0.030944866193985884\n", "Rot1: 0.0\n", "Rot2: 0.0\n", "Rot3: 0\n", "Wavelength: 1e-10\n", "\n" ] } ], "source": [ "#Save the geometry obtained\n", "sg.geometry_refinement.save(\"geometry.poni\")\n", "with open(\"geometry.poni\") as f:\n", " print(f.read())" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "#Use the geometry to perform an azimuthal integration\n", "ai = sg.get_ai()\n", "res = ai.integrate1d(frame, 1000)\n", "ax = jupyter.plot1d(res,calibrant=behenate)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Conclusion\n", "\n", "PyFAI still lacks some good integration into the Jupyter ecosystem, for example to draw a mask or pick control points, but it is nevertheless possible to calibrate an experimental setup when the approximate geometry is known." ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Execution time: 3.566 s\n" ] } ], "source": [ "print(f\"Execution time: {time.perf_counter()-start_time:.3f} s\")" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.5" } }, "nbformat": 4, "nbformat_minor": 4 }