{ "cells": [ { "cell_type": "markdown", "id": "ce234db9", "metadata": {}, "source": [ "# Dual Weighted Reisdual Estimate\n", "\n", "In this problem we revisit the Re-entrant Corner Problem but instead of\n", "a classical residual estimator we use a dual weighted residual estimator.\n", "The aim will be to refine the grid to reduce the error at a given point.\n", "\n", "Here we will consider the classic _re-entrant corner_ problem,\n", "\\begin{align*}\n", "-\\Delta u &= f, && \\text{in } \\Omega, \\\\\n", "u &= g, && \\text{on } \\partial\\Omega,\n", "\\end{align*}\n", "where the domain is given using polar coordinates,\n", "\\begin{gather*}\n", "\\Omega = \\{ (r,\\varphi)\\colon r\\in(0,1), \\varphi\\in(0,\\Phi) \\}~.\n", "\\end{gather*}\n", "For the boundary condition $g$, we set it to the trace of the function $u$, given by\n", "\\begin{gather*}\n", "u(r,\\varphi) = r^{\\frac{\\pi}{\\Phi}} \\sin\\big(\\frac{\\pi}{\\Phi} \\varphi \\big)\n", "\\end{gather*}" ] }, { "cell_type": "code", "execution_count": 1, "id": "0a8667a4", "metadata": { "execution": { "iopub.execute_input": "2022-01-07T15:41:17.654816Z", "iopub.status.busy": "2022-01-07T15:41:17.654097Z", "iopub.status.idle": "2022-01-07T15:41:18.591246Z", "shell.execute_reply": "2022-01-07T15:41:18.590197Z" } }, "outputs": [], "source": [ "import matplotlib\n", "matplotlib.rc( 'image', cmap='jet' )\n", "import matplotlib.pyplot as pyplot\n", "import numpy\n", "from dune.fem.plotting import plotPointData as plot\n", "import dune.grid as grid\n", "import dune.fem as fem\n", "import dune.common as common\n", "import dune.generator.algorithm as algorithm\n", "from dune.fem.view import adaptiveLeafGridView as adaptiveGridView\n", "from dune.fem.space import lagrange as solutionSpace\n", "from dune.alugrid import aluConformGrid as leafGridView\n", "from ufl import *\n", "from dune.ufl import DirichletBC, expression2GF\n", "\n", "\n", "# set the angle for the corner (0 from input stream. \n", "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "WARNING (ignored): Could not open file 'alugrid.cfg', using default values 0 < [balance] < 1.2, partitioning method 'ALUGRID_SpaceFillingCurve(9)'.\n", "\n", "You are using DUNE-ALUGrid, please don't forget to cite the paper:\n", "Alkaemper, Dedner, Kloefkorn, Nolte. The DUNE-ALUGrid Module, 2016.\n" ] } ], "source": [ "def setup():\n", " vertices = numpy.zeros((8, 2))\n", " vertices[0] = [0, 0]\n", " for i in range(0, 7):\n", " vertices[i+1] = [numpy.cos(cornerAngle/6*numpy.pi/180*i),\n", " numpy.sin(cornerAngle/6*numpy.pi/180*i)]\n", " triangles = numpy.array([[2,1,0], [0,3,2], [4,3,0],\n", " [0,5,4], [6,5,0], [0,7,6]])\n", " domain = {\"vertices\": vertices, \"simplices\": triangles}\n", " gridView = adaptiveGridView( leafGridView(domain) )\n", " gridView.hierarchicalGrid.globalRefine(2)\n", " space = solutionSpace(gridView, order=order)\n", "\n", " from dune.fem.scheme import galerkin as solutionScheme\n", " u = TrialFunction(space)\n", " v = TestFunction(space)\n", " x = SpatialCoordinate(space.cell())\n", "\n", " # exact solution for this angle\n", " Phi = cornerAngle / 180 * pi\n", " phi = atan_2(x[1], x[0]) + conditional(x[1] < 0, 2*pi, 0)\n", " exact = dot(x, x)**(pi/2/Phi) * sin(pi/Phi * phi)\n", " a = dot(grad(u), grad(v)) * dx\n", "\n", " # set up the scheme\n", " laplace = solutionScheme([a==0, DirichletBC(space, exact, 1)], solver=\"cg\",\n", " parameters={\"newton.linear.preconditioning.method\":\"jacobi\"})\n", " uh = space.interpolate(0, name=\"solution\")\n", " return uh, exact, laplace\n", "\n", "uh, exact, laplace = setup()" ] }, { "cell_type": "markdown", "id": "c61f031c", "metadata": {}, "source": [ "Now we can setup the functional which will be $J(v)=v(P)$ where\n", "$P=(0.4,0.4)$ is some point in the computational domain at which we want\n", "to minimize the error. To compute the dwr estimator we need the solution\n", "to the dual problem with right hand side $J(\\varphi_i)$ for all basis\n", "functions $\\varphi_i$. This is not directly expressible in UFL and we\n", "therefore implement this using a small C++ function which we then export\n", "to Python:\n", "\n", ".. literalinclude:: laplace-dwr.hh" ] }, { "cell_type": "code", "execution_count": 3, "id": "7224408e", "metadata": { "execution": { "iopub.execute_input": "2022-01-07T15:49:41.092077Z", "iopub.status.busy": "2022-01-07T15:49:41.091436Z", "iopub.status.idle": "2022-01-07T15:53:15.717011Z", "shell.execute_reply": "2022-01-07T15:53:15.716124Z" } }, "outputs": [], "source": [ "from dune.fem.scheme import galerkin as solutionScheme\n", "spaceZ = solutionSpace(uh.space.gridView, order=order+1)\n", "u = TrialFunction(spaceZ)\n", "v = TestFunction(spaceZ)\n", "x = SpatialCoordinate(spaceZ)\n", "a = dot(grad(u), grad(v)) * dx\n", "dual = solutionScheme([a==0,DirichletBC(spaceZ,0)], solver=\"cg\")\n", "z = spaceZ.interpolate(0, name=\"dual\")\n", "zh = uh.copy(name=\"dual_h\")\n", "point = common.FieldVector([0.4,0.4])\n", "pointFunctional = z.copy(\"dual_rhs\")\n", "eh = expression2GF( uh.space.gridView, abs(exact-uh), order=order+1 )\n", "computeFunctional = algorithm.load(\"pointFunctional\", \"laplace-dwr.hh\",\n", " point, pointFunctional, eh)" ] }, { "cell_type": "markdown", "id": "96e60ebf", "metadata": { "lines_to_next_cell": 0 }, "source": [] }, { "cell_type": "code", "execution_count": 4, "id": "c79d34cd", "metadata": { "execution": { "iopub.execute_input": "2022-01-07T15:53:15.726138Z", "iopub.status.busy": "2022-01-07T15:53:15.725023Z", "iopub.status.idle": "2022-01-07T15:55:38.507032Z", "shell.execute_reply": "2022-01-07T15:55:38.508062Z" } }, "outputs": [], "source": [ "from dune.fem.space import finiteVolume as estimatorSpace\n", "from dune.fem.operator import galerkin as estimatorOp\n", "\n", "fvspace = estimatorSpace(uh.space.gridView)\n", "estimate = fvspace.interpolate([0], name=\"estimate\")\n", "\n", "u = TrialFunction(uh.space.as_ufl())\n", "v = TestFunction(fvspace)\n", "n = FacetNormal(fvspace.cell())\n", "estimator_ufl = abs(div(grad(u)))*abs(z-zh) * v * dx +\\\n", " abs(inner(jump(grad(u)), n('+')))*abs(avg(z-zh)) * avg(v) * dS\n", "estimator = estimatorOp(estimator_ufl)\n", "tolerance = 1e-6" ] }, { "cell_type": "markdown", "id": "77576a75", "metadata": { "lines_to_next_cell": 0 }, "source": [ "Let us solve over a loop (solve,estimate,mark) and plot the solutions side by side." ] }, { "cell_type": "code", "execution_count": 5, "id": "12ab544c", "metadata": { "execution": { "iopub.execute_input": "2022-01-07T15:55:38.531418Z", "iopub.status.busy": "2022-01-07T15:55:38.530270Z", "iopub.status.idle": "2022-01-07T15:56:27.374063Z", "shell.execute_reply": "2022-01-07T15:56:27.374960Z" }, "lines_to_next_cell": 2 }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2 : size= 53 estimate= 0.0018004759779126462 error= 0.0014695308204094037\n", "5 : size= 121 estimate= 0.0004859274204986881 error= 0.0005191271700674682\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "8 : size= 229 estimate= 0.0001510887265376175 error= 0.0001570440124147865\n", "11 : size= 415 estimate= 5.2152750923464074e-05 error= 5.370499927292993e-05\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "14 : size= 733 estimate= 1.607528251933753e-05 error= 1.5345201946237452e-05\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "17 : size= 1283 estimate= 5.4836084330072005e-06 error= 5.399897981150925e-06\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "20 : size= 2248 estimate= 1.7508700565792232e-06 error= 1.6452405925959646e-06\n" ] }, { "data": { "image/png": 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uATs0O+C1JXiu8RnX/WGtFyq83g/dVzORKEUsz+YVSKxvSviCChevqvT3GJRUKxQUHo8aP0ssHzymRpPUdviw56dZGE/QcjuILMukLZn/uvVpjLSFbsmYmWtYisovh/57zqaRw5uO5TIJr5xpKHCCp+sx6I9xLBseBWq94M8T5ds+Ww2bOnRWiH1J4PFOJmKkAJqoqTq3B8ND8Ol24Us8mPSe5F+eG/YS4PXB4Djc6AAccLUTvjMAt69lJf9l8XVpHWQP5JVCMsNXT4nC02WLEjRKqsBYlBgaMDl3UaP3nk7LZSdJNEoaNGZnoP15Dw9fSXDheTuSajscaOMJifVVgwsfLsSQVXRDJr/ChY5CLAa/vvJRwe3MKtHelk6wIZ+/4/jtt+dLzOEDg0iFxK4J5WeMX/V2+D+X4Ga+mNyuJoA0+ByiJnnYhFQc/p8XENfwQSgPJuMwuoPgoyw8w2sxWI5Bmwbd9RxNmhVwuOBGG7zyFG5dhP4ZYesYW4K6CuH575+E1bCwX5SWQnUlTK9CbSZJr7wCdiPwaBR0hyjnaKoyE9PQ3CWBauPqbZnvvmzScVNle1sCm4InYMNAxZLSNF5089I3IwRKHHiL81jujRKsFmPs0L0IH/nFKkbu7LK2mKb+ch46Ck++scovfLOdzs+VYckqOgrxuAmqjX9Q9Qfv0Lf6ziEnkN8mJEslVg+WfL4fUfwM8exSIRHlbOGaee1zw8U8uDsNN5pPXPdkMp4mSHo4KJ88htOf8emsyIBXXJC0a4c+qNI6hb4eiwtBOwCt3RqDfQZxXSZQYj8cUM8SywfbtzYN0oaMpzgPliK0XMlj4OVdml4Ioaoy7uDR8YfX0E3+r9UvYB4Ib0vGQEVx2/nffP/hzfsSc/hAYbFYImATUaeBTCk3LLAADGhyi/JrzQFO8WpwDwpcYpDd2j7ab1fh0sHkNivC5diEf/+a8BkHEmIQNmWRqOfLEspN1dA7C9YmdLRxGF122OGFK/ByH9y+Dj4/7EQgPwhpCyYX4erNo8nsodfYsg55WFCukFYt/vgP0lzotqNoGgYKLp/C3kQSQ3XSestF/ysRWp7TUOyCx4979mm9GWA/YrG+kGZnVyJqGhRW2VFdCm6XsGboKIQ3dcZfX2NnNcWvnv/i4cpQPGphy3PwK6H/mLNp5PADYa9EIqpAkQyPDdDTmVUeQwjXsaho4ON3gKFAQx74Mw0+NnVR3u1aqeDdozAsx4U4rQ9CwAvbaagvEsfrKvzKn4NlA8nBoXCe34Nuu1ghunURXhkBpxM29sGwoCiE4LIGF9theBr0TaisgrlRwCE+64Mh+NlfhNd6IKGotF8RE1JPicW3vmlQUil+jjz5Kr/zGzG8BSovfjFAKjMGJi2LzU2LomonkqayMJ0mjUoSjaWJGPllblS7hiPfSXG9k8ev7aE4bDT/SBmekT2WJ+LUv1CEJWus3l1nbmiDX/nw57HliXE8pcvsLkYovljE/+L6d+/UV/6WIyeQ3wbESyUepKDqjSLGZ0SLnimetRP7z7BQuB3QVQevTMDz5zP+5TMEcFsDDM3CxZYz3vPENS0FtiIQ1uF8nUzyRFKPmLkaxyLEDZ0q44NJEoZJsFw7JoyBY8emTZnpJ0nO38jHQMFd6GRtVaLxdgmjr25Rey2I7Mgk/2VfQ9VwlbiBI9EMEIsY/MPlX8CQMp7K3TT/9lxOMOfwvfHNfIl1C9otKHDCxQNRe8Ky1JvkFGf6dqHMA8UZD2NzEQyHobWYMzlryrAVgy9dB9UBoQCUFortkxsweSCwM1Hs10fhkzfA5eEYT1VViONXeuDGTRgcg0tl8N27cO35M8QxCnkB2Mis+hgoKA4Jtx8Wl2R8WXw10TFQsGSFCx8K0vdqhKZulfmJOBUXvKTQUDwKkViE2k4/82NRFqZSFNV5Dq+RNiUWR3e48lONzA+G2ZiLUXmtFAOVxNQuyBL/aO0X0S0hkPc3U/xa62/kBHMO3xPhEon/GIWLdghlVlG1g+52KtyNwY+GYCIFnQHALqwWE2HYMSDfCd2Zhh+yKlZ4Oivh8RYYUagogJk1Dsfp4WX4f70ID+dBkqEzE4gKbsPXH0BtmSjHlueBP34A53bgJz7JIV+lzO9FazOMzcDMkjjeUmBqEfyF4PDJeIMylY0KDx9YtF9RCJWpFK4YNHU4DzkcjqV59FqcB68mcHhsGJJCNCLxB7+1x4/+UjF2j52FiTjbmzqu+TT7UZWqBi8GYry0+fPQ/DJLo3tUdIYwFBs1LxQy9uoGqkcj1FqI5HSwv52moDAPX8DBxN0NtheiqJ5dvhz+Av76AgxLJpmw+Dd17x/BnPvleYsRLRF+qFt2cKui33tvGjbfyOZwhr84e3+xV5SWeWZUOLPN4YIbF+CVSQ4LkJ98L80lche+H3FsqGJZ93zH6YHWQCWFhiFrRHX1mBCuac9jK6wwO3fcTpFCI4lGEjsGKiP3ItRfDRxu81X62VpOYck26m+XMdGzRywGKezHrnHwGZLYD/el0MDjwVXqw1XiJ7qdwjItfjnxv7+1X3gO73nMFkmcs8GnXKDYYUeCJzrfV57Ag7DIfj8Qx6jgcolEoGdNaO8twLUGaK0RWfXbcZjfEa8bK6HzPHS2QmeLiCC7XKLucf8E9I9D/1Pxem4dZBfc/hDcH4CYAYNPoOYCpJ0aKbudlHLEuRR2SmpdzM7Jh9ueDBt03fZS3uDg0b3EIV9dQSdr65BEiObWFwq48809UoaKzX8kgg1LJoVGcXM+aVNmdjxxyMmJe9uUXy9HcdmxbDYKLhQzcXcdAwVvXSHbc1FcJV7cpX5sfhfppMXfW/wf3t4vP4f3HLZKJHQLPuQS7aHTMgwiSq2ZMrwSFaLY64BGrxDGqNCcD8Uekbuj2KFnC0b3OBagulAK+4bwHR8Ephb3RLk2v1dElmsq4MG0OL6qBKpLoKNJiObudvjIczC5DHeGjvgaS8EffEes7jQ3izyF7T1Y2IDVXaioz4yxsoI330ZNs437r1kZq9LRuPtk2KCiyUHnh32gaRTUeKjt8NN+y8/F2z5WFwzG+mLs7inEUwpf/ecLSKpCypRIYqewKZ+Jvj0ScWj5VCWDr4TRvA6iexb++nxWn0aQNI2UZaPsWiXrUzGe3NnE31hIoKEA02ZHy3cR2zXYmY++72yOOYH8FmK/UGI/DWUZwoXsokRbVx7sIuqn9sYgdTIi/D3Ec3l+xj/1fUSeVTvcaodXxiBlnHGsA0H8Z9Q9tuyg24U4vvdIlHA7a6A9EKr17XbGhszDbQcDanWrh1hMYmbKPLb9YACeGU+RX+PDUJ0nRLR6KKBrbpYz9Wif/T3j2DWyhbGBcuzaKezsrsVJoeJuqSS2EXurv/Yc3qOwLIvpoES5Ao1OWJSgwwOdeVBqh56EqE6xmJUNH3LCakY8v7YDTUEIeo72H/BTeoY4Ht+EuiJQ3WJCm7SgtRailkjuOcnvgWn40qfFilDHRejogI5L4rUzD/pHoX8EHHnwjT+F3kFQXKcns8cSZzOWpMGeFA1deSTRcATclJ330n83hoFCqNrNyrx+yKlISsVf4mL6cYzd7SO+u0MuNldTJLETaAgiaTYWRvZYGI+RX+MD1UYSO2ls2DxOQl3ljL2ySsqUSEnaIY9n+8MEu6sxZDVX2zWHZ2KzUELSIZjx/1c7xRjbnQcTafj1bfDYwJ5JiM+zC+GMAjMJ4TW+GIKOEugug3Iv9G7CShJ+Z1QI7JZSSMpiUrqyD0v70HDQ7t0uhHJzFdyb5HiQyw5PFqGuCl58HjQNaquFNermVSirgNF5IZp307BnwP/xr8FTpB6OsTXnNQaHFRxeJw2XnNy9Y+II2FndVFhZV0BR8BXaMSSZc1fymJ/S2dwQY2w6M1Gt7cynttOPt9hF8+1CInGZ6cE4E/3CSvHKf10iLdnY3TSouR5ifSHN/FiErcUE7X+jmam+XbyVPpaGw7gr89nfSJA2JJSAF3thHpbDyeifziN53ejuPP7W9P/4Tt0ObzreFIEsSdKLkiSNS5I0KUnS/3zG/v+PJEkDmcdTSZLCWfuMrH3ffDM+z7sBu4UScaA4e4DLGujqPNDlgw6fKDnTG4HH0dPHncpgf5b94g1sGbIm/FD3ZzKRrOzGHwqUl8Lc2ulzD6LGhgpjixCoUpF9zmcPtCigaOimfCKyLAbPimaPiCo9TR7bvrkN8aSEr9RzKrIs2TTiCetQgNc8V8rCaJTd7fThNZ4ljOM4SZgqy0+jeM9XCguIw8XPJf6vt/bLfw8gx9njME2TmUKZahnUkx0tFRF96vZDd6bLVl8U+iLCz7iYhFe3ob0A/NnJs1mrOUU+WDpRonE7DikLikNH26TMoNtcIypUTK0dXaN3Ai62gZZ39qpPqBguXYL2TrjQAR/5tEJasTE+o9LTL9PbL9PfL9PfD0NDENUzk09FY+qpjr9IQ3XYDnnt9Nqp6fDR82qcuGkjje2Qa+MP96m/WUTJ+QBLUwm219PCslGZz8bSkc3KV1NA0lB4+t11nKWBQ766i/NYX0wiO+yU36hm4pU1kUWvK8z0bZPfVkoSO86yAD+/9L++fTfCuxQ5vp7GWqGECgQO2qjbYB3xOiXDFvDlEmjzQX8cevdhKgEoIvEuJUG1F/p2oH8bHm3BVERwMGoIzg5sQP8qRAzYT8P/+Reim+XB2NxaLWode73QXg93n0JBoWgVvRURdcdLigEZLnfDxApsRsW5igZtbdDWAW2dUFQO12/KrG7IPOq36O+3mBiXuXdHZ7DfIBqTaL3qZGnOYnZKZ+apTllzHknslJ338XTUpL47n9UFnfVVA1eBg611EUyam07jLXISrMwjr8SNLtso6ygibUqc+5FSUkkwFDsLwxE0n53v/vo4KVljtm+boktFrE3FCK/HWXu6R8Nfu8DeZgpsKmuzCZQCH+7KAKtju+ytxEnGzXfojnjzof6wF5AkSQF+DfgIsAj0SJL0TcuyRg+OsSzr72cd//8ALmVdIm5Z1sUf9nO8m7ATkNCB0Mkybmc8y6pIqEMV5aF6I0ACgk5RXuZZolfTxEzYlb3/pBjPGqBlFZ7vgLvDwm/syYpkFZdA7+hRfdWT4ng7CjtRlQsttlPiOHUiEiy2WZmo7/EEPB2FUIOLpZkkM6Nxylp8pEyJudE4jTdCpDhd2aLwQiGzfWGqul2H71NxtYzZnk28ugNPSDvmOz60VyD8VfOvr1DyXO3hZ9EKNcILe1DxFn357wHkOHschmEwH1SpsWWVXlRANoVIVU9wuNwhmgPggLEI/P4SfKpSlHF6Ft/LA9C7ITrgoQqP48gG3GzlGGdLi2F+GypLoKFKCOTxVRFdDhSK2uWoGQ9jVlQ6m6+6IvPd+zJXbivY+iQMS6GsUsMXPBK4sZTE+LBJ2kwT2Tf51u/G+NCPFxA1oaj6wOevoLoUGq45efTyPq58jUhaZX4kTmmLH0u2oVsyVd2FTPXv4tNTeEvthzYLHQXTNInumrjKfMwPbFN8sRgdBUe5i6XeFZzlQVKqRsmtemZenmfzW1MEWkuRvT4MwJAU0koKwzA+sKWncnw9jdWAhEsBb1ZyebVddMnzSKJpz+18wWdNhTY3jMZhNgnf3hTNuW6WAprw6R90rDRkeHUVvnABBjaho5LDQJKyClctseqzejDZVWBsBVI2MantaoH7T8DpEj0CXsjUO25vg8eT0N0B/WOCp8FCWNqCwjLhO/aFVMrtKvkhle2wwrkLdkaGDCrP2WjocDM7bRKel1DdGl/991t8/pcKGRtIUdFiw+awkUiISWpVRwETgzHcBXbWFpNYDjv7OxZVnX4cJRJzoxF8xS76v7VK6Fw+xYU2DMNkdSpKzc0yFobCdP5UC8moSfBaCduze2DXGP7KBBd+qp3F/nVMzUF8F8KLEWJxifq/3o6BwvrwOsmdOH9j6R/z22XvfTvjmxFBvgxMWpY1bVlWCvgK8Jk3OP4ngN99E973XYnNgIQJFB4MtHA0kMHRYHjGa5cdugqgKyRe92xDzwZspjglgFtLYXSTM8XzG0WUb3TB8CyEs6PVmWoW2ZaKlAOSdpmkXePRE42WbscpS8VZ4lhHobjWxexE+lhk98AmYaBQWJOH7HYyMZxk9EGM2svBMyPOKTQsWSQdnPQXl3aXsr0UY2M5dXjdOM7Dz5TEzupomLz6QnTZccynjN3BT8Z/7S349t8zyHE2g3SBxEJQpUY7Lo5RRWLeQJrTPMq81iVYScNfq4FLhfBoF3q3YCzMmXkEUtb5DxbhyjmOc9YOpUWiI+XB33W1QvzeHzkqAYUK5ZUwt8GZ4njkqUxts4Il2zAlhQvdDhYWYHXVOuSBomk0XHTT1OHGVGy03/IhqSp2j42x/jjD/UmG+1KM9CWYfJyk6pKX3R2DR3+xjWxX0QIekmh4KvyszSWo6Aixs2mwOp/C0OwkUqI6xtTDMGVXSnAV5mEv9jHdu33I12SG5zoKadlJ0fVqVgfXWRvbZnVglaWBdVYHVoisx/nC9D97u26JdyNyfM3CUr6ERwLvQV5NFif3gd/bA68NBhKiDGN/FJ7EoTUfitzwSy3w2RpoyBe2hr5tiFuiB9edVbhVB6oDin2wnEnCXY6A0wHNZVBbCjYNOhuhswla6uBSE8xtweiCmCj/h2+I/J6RBWHT0JzCb4wqLFGLYbA8MLMBO4bK8q6d0noHTe02NrYU/IUqL/1ZCtWhUtlgZ3kRSmudNHW4cXht/MhPhNjdVyhq9DD1xGC4P0n/azHG++OM90fRPBq7YZO1RYOJwQTlnSERrNJspNMyqt+DabOzt6Xjq/IR3rYouVxG39dnkTQbZc9Xo+Z7WOjdxFkRxHI4afuZS2glAXwdteTVB0mnJRbuL7P6aIXF/nVWB1ZJ62C5PEz//vA7dXu8qXgzBHIZsJD192Jm2ylIklQF1AAvZW12SJLUK0nSfUmSPvusN5Ek6cuZ43o3NjbehI/95mPJK2EaUJBN3O8lWp8hZENe6C4VmbW7hmhF27MqSIySKcv2Bol8b5Tod/WS6L61FTva7s6D3ejxgdZQVR72S7R2qs+0VGRvOxCxzoCL8K50ymecbZ0IVOWxt51ieTKOoTlO+YizBW320m627zh4qZLIZpK1hRQxnMf8yPsbcXRTQi0OHm4/+BxKqIDkZuStvh3ezXjLOfte4GuiQGLFhOpnTDLlTIvYs/iaQHiOb5UKcTwch84S6CqFMp/ga+96Jpk2wzFNg7gBT7egqhg0B6f5efB+WXzd3IPnuuDxFIc5AkUlYvtJcby6LZOSbXhDglOhKieT0zKNl9wsr6vMLynH8gMGenTqOvx4i5x4Qi4W501qO3zUdgjfYm1ngOrOANvbMrLHyb2vr7IThsn+PWYH93EGXexkPI8lbSGiezo2r4P5x1HWJvfJq/BjaC5c1UESMfBWB5h6sCVWeewakbh0yMul3g26/rePk3+xklgMnBVBvBfryL9Ujex2fZC9yLkxNoOFfIl8GTwqTAN9OvSnM48kTKVFgxBDhRo3dATEo60ARiKiU16VD1CgJgDdlcJ7/HgH/stolkVKgfKgEMY6MBMWHWPb6mEnCYUBeDQH2KE4CIs70FwLHefBVwBf+Lho5FNeCgPjImr8ZA56RuHBKOSHhA1jeVOhf0DmYrfoOiupGmldwhdUSeky4V2JwgoHyysSBgobGxa6qXDxQz48+XbG+xMU1buw59k5f6MAZ9BFRUcQLeAmnZYZfnWHjfkEk/17jPdH2Nq0SGNjpneHcx+txN9YwJPXdzBRMBUbzpCXrZUUpqygGzKlN+uYfnWR/V0T36UawqsiIGU68pA9Ti78vecJdNWQTloYNifei3XoBlR+6QafX/lX7+Cd8uZA/d6HvKn4ceDrlmVl/9JVWZa1JElSLfCSJEmPLcuaOnmiZVm/Dvw6QFdXl/X2fNzvHwteCZckfFBvKICflYB31rbM67qgeDY1eLwhRLLDxVFXve8luM943X1JkFZXxWB7rhkePhYJCwfieHpeoiCkoLlsJ4SwdipqfFI8G2dEluHIOrEXNlB8HlyhNFN9u6K8zInrieMVAo0FLI7tE2guOtx2YKPIa6tmc2SNxOw+nuogAGlTYu3JDqU36w7f7+C8wxrKDhc/Gv8vfNP5pTfrFni/4gfi7Ludr7s+ibs6fMzOG/PnjG55EeDRHrxQceL4zGuvW6wEocJCFHqWxevGIrg3D4UF0FiYdc0T5R+deRBJCRtU/wS0NYM3COo2PHoiumuhirJQKccRX9OSxNiURNeNI376CxVm5wyKahUa2uyMj+gkDIPCSo2FWYO8kB2by0aoRmFny6Sg0s1wT4K67sAxXofq7WysbHPr7zSSiENxexBUhcWRXZbH90nLNkxUDFRiE/vsriUovFBEqL4AA3AE7azNbVBYW4BXdTHz+iqFV6vZfLRMQWcVqwMreC+UCd9xuR2tvIjtsXWS47PkX65FKwnw2aX/H39UfugkyOFsvG/H2N91SDhlqLADJtTYoTarxTp2uOgXkeOOfHiaEJ5i0wZmAmp8ol07qogApxD2i7Auqkj8/DWxrT+TjxPwATLcX4DrjYADVFX0BSopBMUDvVPQdV7kB1TWwk4U4mn42C3oewJDE9DVLThdUiPaTZfXwcI6JAyVu3cN6lsVcMqYSFSdU0mj8PA+XPuEj/CuRN8DHUtRiJs2JscTtN4Qne8ShknjjXx6/mIHm9NGy80AT3ojeCtVnPkKtjDc+nuNzD7aR/Y4KW30sToTY+rhBtFdHdOVB4CBxEL/Nrt7UH2rAgOViVeXwekgYarg86JLGpGtJCbCPpUIx4hFLfIbilD3TewlASzTZPr3B9BK8vH58ojthd/mO+TNx5sRQV7iuKOzPLPtLPw4J5Z+LMtayjxPA69w3Dv1nsCUS8JhfB/i+FmP7zOyLNugqViQO6LDnz+Bf/Fnor1l35wYVJ8ZTc6+VmZ/xyVY3Raex5RD+KiSdlEOajuusralEqpyHrM8fD/iOIkdze9ia/t4U5DsyNXscITy9kKcBS68Vfk8fRh+ZsRZ8nqJR80zbRQGKt7zlSQSsD21QxKNhXsrFF6rO1Zd42Q5OFthgOTm/lt9a7xb8YHm7I5PYseCH1FgCOgxYcTkTM7V58F48mh72ITHEbhZcvw46RkcL/ODzwOKAt8ag9/uEYNk/wLMbnO6IZAdzjeI7Pf5DfD5hDhGEbkC5eXQOyxsUDa/yA84KLl4/57Exau2U/xJYTtKlD2fx17MxtiwztaWTEGVqFphD3gI78o4gx6KGjyM3Ns7xuup4RjB5iCBhiCuIi9zA2ESCYlQewnFHaX46kOUdBRT0lFC8FIZsw/W2ZjaZ+nRBjP9O8z07xDbFYm1st9PflspS68vkLJUwvN7yG4nsj//GFc9zeXkXW1i49ES60NrmLLtgxpF/kDzFeCpV6JChUsaWCqYCjjOyPGRbWBmtjX6oLNAWKHiFswlYCRT4q21UNQm30zBeBieqxHbNTvUhsQK7UwY/vMDmFiHwTUYXAA9Y5PADqEg1FbAgycgHdRHnoGLreJ8yQ43n4e+UdiPC6/x2q4YYwuqnfiKNH7iF1w43Rpun0pzh53FOYvHj1IszBiMDBgszpgYksLE4xQ9L8c5d9WbNaaKh+qwYdlUtrYldMlGCo3diMTulk5BTT7+Si/YbMyNRTFtdpo+WkVFVwm6IRHqKCN0uRLVY2f0j2eZfxRmbmAXxedm5dEaQ7/7hKKr1YSu1rA5HSGxnyYRN1gb3iL/YrVIuG2uYmdiE11z4awoRCsuYOn1efC4eXH5374j98ubhTcjgtwDNEiSVIMg7Y8DP3nyIEmSzgH5wL2sbflAzLKspCRJQeA54J+/CZ/pbcOESyIgCc8T8FeODj9LHOsyjG2LCC8qYipjF8u0bRUwsQs/fhUmNgQRL9bC03WIbQG2o3M0O7S0iDaYZw3gbW2i7WVMATMThbJQGHhk0X3T8T0tFc/aX1Sfx5PeCDWBvOORWxQmHoQp6yomhYZW4M5EifOZurdJxbWyMyPOSezEcB7bJl5nGh6cK2V7cpv1P31C/sVqdNV1bP/BeQfbDBRwOPiR+Nf4S+cX3sxb4r2ADyxn19wSUQsqNJGo05EZ2PZk6Ml0yytSoTJjUfI7YCIqXm8aojTUtSJO8aixAF5ahIAHLE1Ed1EATQy4pZmk2r9dJQRye5XwP/bPZo6TBY9NGeqrRPb7chiudnHstyFYBlaeaPXeeU2mb0jmQqHC+LhEaZ0DU7Wd4qPTK7ETtnD5M0mu5+x88//ewuG1kSaGKakYyCRT0mHjgKLzLh7f3aXuRjFbq2lQbbiCgquxyTjl1yuYerBJqMFGsDnIXN8mxZ2i6cfm1BY3/7cXWBzYJm13E2wJYaAy/e0pZl6dR8tzoCOTVuzM//4QBd21BLrr2Fvcw8zEbPSs3wylJIQeSbD2YI4r7l+h96P/9G28Y94V+MDy1bIsRtwy1RIEMzXJuzJR42Ed4ilQDWj3ZI1xB9xT4bVduBAEb6ZpyL4s6h1LCgztCNvF+RLoX+ewEY/PDR210LsI/+gz8N0Z0fCjuhhGV2A/Bd+4D5Wl4nhHHgxNQTgJN7s5Nel97jrcGYT6FkhrYjIbTUgsrkhcvOJgZ88AReHJuIynQKP9ppNIRKKuw4OBSjQmMfU0zJ0/2sPmd2FKFgYyktPOd766SednSlEcdqZ6dkgkIBIxmRnYp+5GaSbxXcVbU8Dm9C4Td9Zo/8kWwrubeGrzmb63hrcmQOGlcpy1pUR305TcqsaSNeKGnfGvPMJZEUTyOEFR2F6MMP3SSzR86Ro7i9FDvsb3DTb/ez+FH25DR8Fe6WS9Z4HE0hbWz1jv2frIP7RAtixLlyTp7wF/jrgl/m/LskYkSfonQK9lWQdlZX4c+IplWdlLN83Af5AkyUTc1r+anZn7bseIQ6JUEXUWbSdFLhyRhKx9J16bshiAoxEOCYoMsgNaQqBld8vKDNoj6yKbvaoYdiwoC4oIcnd2RnzmPeLA4KTwKqJwKJ4Li0S/95QDzrXLjE7IOH0yjx/LJFIWzZe0U1HhN4oan5WsZ2bayGbvX56M4ilxozjE9fw1+cz1bVPSWULggoepuyuU36g6FgXTUdAK89hbjeEozgdOC18DBTWQh6ntEV7Yx2N3ogZ8x/YfnAdiAKawkPTCxgeuosUHlbPzDglLORLH2Xz1KtCd4deSJOodo0CDBsii1vFqGrqLRVva2X1AOyrLhixqGF88SKTLigiHU/B4FW60ipWfuR14OAcdjdBRdHQcquDp5DL8wStwtVPYoFBAtUPzBZHo5wtBgxu+26tic8gsb6pE0zKlxafFcQqNkkaF4d4kjV2Cc6O9Ma7/WDHb6ybJlET5OVFNpv8vduj/zi4uX+Y6kszLvzVDYb2Pupvlh1VmUplVpIorZcz3beI27KQsEbnemNrDVlKAVFiALT+J7HGxNLRNoK2c8o80s9K3jLejBhBcjO6miIyvowS3cTeVHW4HsLJEMgEnzmYb+0/XPnAVLT6ofDVNkyGnQoMKmk2Ms9MHlicFWjN+/JQMfUlxjt8uVn2exgVnu4LC6z8UFkEn7GI1Zy0JMxH4dFNmUlok6hkfcPHBPDSUQMAPNQel4TahLZNY2zsJHc2AA7YjYsXnj14V3uID7ucXwPgMVLdC13WZB/0yaWR29iQeD0lcuuEmhULKMiiqdZKYNXn9L+O8+DcLeNx3lHwejZnUtOdRWOdhL2xx/rYXS7bx+PVdJnp28ZZ6UV1JDNnGymyE0Qcz3PzFlsPfAn+9n5WnEXbXdSpeqGF2MIzqtmOpNnzNxQz+7jgdv3SZ/Z4VQrdqmX11nvyWQiSHRu3fuIKZNPDUFqH685B8PvZXomyNb+Fvq8Cyi98UT2sViSRYmj3DWxnPxVqSMZPnV/4r3y19b1oZpeNcem+gq6vL6u3tfUc/w5BdolQS3fGc2Qlx2a+zrQ52mNdFFOpQCGciTPX+zAz34Nw3uN7ACgQDUJ6pnTq/B6oGDg+Mr8C19qxrnBTtWZ9neUOUmEnZwFBUTEVhdhbm5mV+5LNOSqvtzxS+Z4njgwS77P1T/XsUtwWQVCG2Y3sp1iZjlHWEjh0317tJeVcROgqJBMzfX6X4+TpkWT523ErvMqGuilMeZQNRTmrttWlCN5tE+80n66TCUbxd9ciqeqagBohvRrDcbl53fuotulO+NyRJ6rMsq+sd+wBvMd4NfJ11SFhAsSp8hLYDLrwBX2PAt/ZgcF9YkT9TDYoG+Q6oO6hdnMXX3nXoqj1+vY04zIahu55DTvYuQNc5uDcuEnv8BVnvq8LgNISKhDiurRHCOGmIMlG6JAZ63W4nloBXX7K4estO5w3nG05mR3oTNHR5WZpLkzYVQjWi5vjKXJLIPpS1CnvDZN8eFZ3BQ470/+EC0z3btH+mCkNSMVHYWYrhrwsQbC3CQGXl0Rp7a3EKr1WzPbVHUYeIJC/3LRPsrCayvMv+apRARw2rPYsUdldhoLA5uISzIsDu5CbuuhB7E5to5YW4yguOTWQNVEzTZPvuE/w3W4kt7XCv/KfenhvnDLzf+QrvPGe3HRILFjSoYDsIQNmh14AuN0dczYrWmho8zFSseG0XfrQCSjNd8loKMkmxdpiLwr4JlUFYikNzibBZ7OmADHEJLlaL2sY4oG9WVKuYC4vEu9ZG4TnuuijeezcG06tiZShhwO2bwmLxdBnu9sC5C6DLYowdGZPY2ZH4zN904/GLiWh4T2JlCba2LIqr7WxuK8h2G74iOw6vjYG7Mc4/X8CT3giVF/0MvbpL5aV81uZS6IZMMmVR3FKAy6+xNhvj1f84Rc2NYtxFHpEXYMmMf2eB7p+7gL3Aw+56kvBilJShYiR18i+Wstq/TsHFCiJLu3gaixj6tXs0fvkmkbkdtCI/O083cRR6iO8kcFQXkVzfIxU1QJbwXqrDQGF/fAmlMB8lIIJY4cE57BVB0lGd18v/5jsaRf5BOftmWCw+ULAsi36bTI0Kzsxge0yEKrAJzKcyJ2RIhwGlLtEY5MxBOXvbWVYMu1jyKS/MaixgF/VSe+egqxLOu+DumCjldvLc7AHYUqCgGnx1x1tGlzapPPgnMR49NNjcNtAtC1OykDWL6hYVUz4Swt+PeC5uCzA3tE9Fh0jAmxmMUHOzjOQJcWupCjHdBqoN2QGh6zXMvrJAya16UebtYLC05MPB/+D8g+fVB/PkX2k83O86V4HNlNjumwaHHdeF+lPn6CjIwQCxhe0PXBT5g4QJVcKmZonjbHsEQnCOpDPNNw74qoNDg24vnA9AxBQTUUOGpMSZ9qjCPFiLQVGmfvlKBFajx8UxmRUiFLjWBj1TItkoGATssLgJLg+UlEDxPrj88HgcmttE84+kXTvWFW9pJcm3/yQFDgembGFioZspSusdh5YKAwVdsrETkVhbg4bLvsNosK/KRWo5xeRQjNK2gkO/MsDCyB6V10pwlPiIRC0qbpQiqTYKuhSe/PEU8ZRYJUpZNnY29nn6T+9w9Z++ePgboQT97K1GsZeG0NQoa72LmEgkTJXE6i6Ww4EUKCCv3cvOyDLeq+eJzqyx+vo0eW1VSJ68Q75u358k72oLKclOWnag6zqqmhu+3o9YVSVWgVobSNLx1R6/DNuWELibSQRfDyyFhmglHZXhy4WihfSGIVpP64pIyJvaF3+3lotznkYAOzSVidrkd+aFjfHpJjiTcL4amipgdFWUc5vfgqF5ER3ejkCgAB7PwY0r0DMMl9vh5R64eQuqGmB1H1q7NFKKWAl1BeE3fy1B7wODQKFMWpLRLZn+1xJ8+IsBfCEHKdVgfdlkbyJFIpWm6bqYvBaf87IwnqD5dog/+TdzfOgXG1ibT+ALOFl+GiGv1MP2hsn5z9YhOzXUPCeBKi/bSzEkh40n31nFXx8gZakkwzrjfzhK889eRvL4KLzqZum1BSS3nfCDVRp/8QXWHszju1TN7pNVApfrefpbr5PfWYUa8LMzsUPgSj3JWJrV+zNohV4cTbWEH4yTdyVIdDmM5XBgBYIoPoOu5a/RV/Zj79Ad9YMj9wvzV4BpmvRrCtUIcZyUYdQSDQUwAAmsNOTbocPNsyPBZwnXszzCWfsfzENDqSDksX1ZWfjeArjkFX6n5y9zutSbetQ2+iDz3VCOqlI8fmTws3/fx+SUjKXZaGh1YaAQSUgMD+qYlo6BSJYzLBlPoZOCytOR44PrmapC2kyQQmP24TplnUVnCur8tnJWBtYo6KgS2zSV0K0mFl6Zpuj5Okw1c22bg2TKQtKOe5rDExs4qoowNDeQZb+QwdV9Hj0SY/vBBEpxEGdV0alIsuV00h5/hUHnrbfmxsnhHcMTVcIOBCSQZZgE4gd8BbDE9haXGBizJ6yTCbF82xKAnl3oyExM90zRjhYFQn6ozJSGqiqGnhUoKhTVK3ZTcKmW4+LYAaEC4S8uLYPuTA6AYYd8m+ho+VyGu5YMldViW984NHccF8dPnipcuJZHfjmEdyU6XnAiZTzIkxMWkWkdU7LQLYOUIfHVX13mi79Sf4qvvlIPaTnFVO+umAQbEntbaVLY8IfyMeYMyp8vZubuMsWXy1AcKo4iP/kd1YdcSpk2UobM3HeXsAVFdryJwuboPMFLaTzNZWiynZ0na6T6FtDTEvnXz2EAhl0jmZZJmRJqTSXeGhF9Sic3yetqIDKxilJZTFoT11VKi+hY+CZDFZ9/62+gHN5WLKkSWwhxbFMgLMMTEywJIYYVuB+Hjzih86CCRYazMeBhDG4Xw6wBLkcm2uyA4V14siasGp9q4tS4a0rw6gzcbAE1w9c9A3pmxDHLu9DSJHzH6j6shiG8CpMb0NUujj/fAmNzQhy/9DpcuQmeEjtLWwr5IYV4SmZpyeLFL/iQNBmXz0ZRlZONdQvNlWZl0WR5MYGBwtaOxL0/2uEjP1+OqTpE7XKPSjRuMN4X5frPNzL2YJfyzhBLo/uUXy7jzm88pfVTVdi8DtanYxhxi8WnESIbKeo/3UJqL0VKslHYVsb+eoL82Ti7C3ukzRUMScZyu3n6n+5T+okLJFIygZvn2bg3STptEetZpOyL1zBMhdV7s8gOjc2xNVzNNXiv+oit7rJ97ylpS4b1KPGZDTzPtQt+K3YMM4Jlvfe8yDmB/H3CMAz+v6pKhwxjqkgMyFfhkg3kA6KetEc8IxJ8Sgg/QxQfPF6bgwvV4M07+xzNLlpIO1RwO+ByB7z0CG5dFx30UEUDkJM1jg9mtQYqQ49MattcOL02lAUdt9/GyECK+osebA6V+kunl3A3V9OM9ccPBbMpKeiWTKjJj82TsT4gszodwV7kA5f7zG55uqwRN+3HosOWrFBw6xxzd2YJXa1Gcih42yrZ6F/C11V3eH58J04qqmNvKMKAU/YLANPjx3PFT3Rph82H0zjqy5ADR15mKxhCX1jLRZHfZ/htSTQUyLfBCqCa0GIHT6YpzhtxciwmBtNGv/hbUUWkWVXBa4euTJR4MSnqk6OICSwyzO5AXIHWrMYe2b8NlaXQOwOlmX0d7TAwAa+NwGdf5FBQFxXDzBYU1cqkNmT6ByVaOwT/trYl4gmL8kY7c8sWl247ufdyigs3nSiaRmnDcQvUeH8cf6Wbnm/vkVfkwkDGRHgFnQEX+dV+0mqa1ckI04P7pGIWNTdKMVBwl+SxvRSn7Pk6Zu4uEeioJCE7SekWlqqyPRNGDeXjkxzYPHYsm4a7rhgDhbRlw1ZVzNqjVQB0XWb+K6/T9i+/dMz25LlUz/bAEt4OIeC19nOous76Xz7GiMTI//yHxGB7wGnFlosiv88wIEl8F2iVRSlFG1AowyUnx8ZHKwVF2WOuCnvAUARulYlttXnQuyNKKqKKXIHucijxQv8moImax4X5sLAHE9twq1W0mB6fBzmTV6DYYH4HJlfg0ZQoGYciosd/dg++/JPC3ogKTjfEFkSS7tWPqNx9XaatW2F0RMIbUul5aHHxupNYSmH6qUU0JjM7pbOyInHxRwqwOVW8IVHP37ttsjCVYm40Rjx1wGWZwe9sUnLeT3G7St3NUp6+vkkqLTHTv037jzWxPh3BZUIiKVHUWsLgV8Yo7izBXVPETu8qztJ85nvXMBM6DX+zi7W+ZeJxKLxRT2InSvEnL5KIptmb3SGd3MbUXMz/wX08dcVC6KKA3U5kdY+d1/so/JyYCAPodhfJmVUWf+PbFP7Cj7LXP3UUyNJN6hZ+k+nrP/923lI/NHK/Lt8HZiSx5FNJphuWDHXO79FK+oSf8ZSwPcsbfIagvjMNXY3gOvAon4weq9DaLKJQXW1im0OF56/CKz1w67boEJYtjlP241HfmXkZzWvD6RWJNrok4S93k1JNhnp1GrpcZ1oo8oo1XMXHI8JpU2ZlIkY8msRAZnMlzcKfrnDhc/W4TAlTPrtNdXYzkEORK0PRrWaW707ju1SD5HaiW0eNBQDCw0v4bl5A54wqFXBMjEtlZbjKyoiMLWCMr2DvbsVURT3ltDOPhtgDJlxX3uzbJ4d3AIOShBPwSiDJ4FLgogPh/3/Wik1m23Bc5ARUeo+2XQxCf1g0Ask+vvwgH0CBsV24MyOSZv/6Zd545ejE74Rsg1BINByo9AobVKgOegYhWKtSWK6Qsqvc75G40CUzNmLQedNFEjuF5RbLixadH/bSeydOXZcDm+uIW2sLaTS/k+pLGprHjqSpBOt8h/vDm2mm+3YwJYVEwqL3N8e4/ItthMMmmt+Jo9zFes86aoWT4hv1zN9bwttczNLANt5zxexvpSnsKsGwx0inLNIpi+T4Op6mctKqHUNz4+v0Cc4/XqLsJ19g9e4UcsCHL+NfNDQFPW0RN1VkWRYcV+1ILieujvPs3htFqShFKxf5C2ZpOc0L32ai4uNvzw2Vw1uKKUlCBwoz9iUDaNNEYt5JfkqGSKw7qFqxbcJ4Am4UcYxrB6UXB7ehwCO4iirsiCkFXluAyUV4MAd/vQsGlsHtgo56kDOi/MmaqILR0QqqC0oz5R33dZhchd4RiJlCOBsKPBoBKaBS36pw9QUbr921SOg2hoagtsWBKduwOVQSaYOGNg9/+pU96i95CFW5GO2L4QoJTk6NRrn5MzWMP9wnGpOpvxEiEjEJLZlE901mHscwpSSWw8HAH0xSfCEEXh/Bi2WsDG2wsxTHsG9R/pFzxPd1lsfCpLERKM1n9s48sseJ3+7B0Fzkt5aw9OoUpiQT+mQXWz3TRLdSeLvrwYTSH7tBdHGHdNrC0VSK4vchzW8gFQYxnG5czZUYqGiAobkIlpWjRxOYTg+ui42itOprg8hlxe+5KHJOIH8PTEkSm0AtEJfhik1EkRYl6DXBMqBVEpaL7zs6fFYS3QlxbGrwyiTcaBItK58pxJVMzcUT11cdQhy/fB+uPSciYCf9iynsRBMSa6sm5y8fdbJTXWnCEYW8Yhcp1WCwJ0lDd/735z2WFQJN7sNte7E1go1B0rLG/OAehiWTzhK4WtCLu7IAT32ItYld8hpKgCORa6Dgv3GezdcncLdWoWfqMQNs3JvEc+X8McF8MhnvYFv2NbXmOlKmRKRvDMvhwnbhHFLQTmphHVxv7v2Tw9uPHkkiHzgvQ0qFc3Zhh+o1BF9DClTBmXwaiEHICaXe4/tkNasSzFmTWQewB5+7JGqrDiyLSJLHBc01nPptyF71Wd4CuxNudMLoFEwvQlmTmMyaqny40pNfqGIqEv/tN1J8+qe9GSuTQn6xwkCvjq/SzvnnXQy8FqXygobDqxJPWKwvp6m+UoTlSROPQSItMT+RJNggOG0POikO5mOgsvJkl/pP1BOLS7BpkJzexLRkVsd2SMl2LMVGoLuGlf5Vkvs6sUerFN1sIoWCWuxiu3eBgq5qwnPbbIxt4rlQzXb/At6uBiKre5iqiud6G9sPJ3E0VbJxbwpbyI9WV452qZn9gVmcHc3C2vVgBHvXBSSHA1swRGpmiei9JzguNGB57KSVnBf5/YAxSSKJWMCL2uByZox9KgnxKeuZldoM19o8MJSEi05YN2EuBdeyG+9kHrIK99cFz4wkrG9wmBiv2uBiJWjbcKkOgvmwEYO9FCQkcKkwvAB5fqgqQyTrPYXScvF6sB9+4W/Cvcci6nz1KkR1mNlWkJ0ygwMSOhY2l8a3vhqjptHBtYADLWDPrKwkmRrTuXTbx15UZWJMJ2VppLAzcn+f2ssBZE1DsdsoPu9n+NUtTEmh7dPVTD3cIh6zKOsuwECl9XMK61P76JbEQv8mlqSy/CTMwsgulR9zkFfpQ5FNdoYWMB1OCm+dZ2t0jZV7c1iqDdPhISXb2BtewHujFR0N3wuNbN0dI7mfouDjl0nLk9hbaohMrpF+vISp2PBcb2f/wShqJmchvhpGVxw4r55j98EYWmMNO/eeoO/Fsbc3IRfmU7P8MrNlH3oH7rIfDLlfljfAmCSxQ2YwBXyqSAAIqiKxpiZDxCETkimxJNSmnag5fDI6fJbt4oRPWQdenYbbzUcz2VMVLrKfVY5HxjLbJAVuvgAv90L7FRW7cjrLfbA3zcUb7kNxnMROeYuLkd44DV0uPEGNYsVi+F6ExmuBU+L4jWohz/VuErxYiuHYxdCcmDYbBQ0Fx47ZX4uy1L+GgUL4ySrxiIVhSrgaipG9R3WPvddb2Xw4jT3kZ+fJCpZiQykvxdKcpM6IFp+VyHdMOMugdndg7EeJPhyBohCS201JbJQVV8ubdxPl8LbiriRRCrgBmwyjmVZIHht0ZXi0bGVqHiPKpfkz/OuNiuhtyMOZK0HSG3B4ZB3y3FAZgu0lseqDXQy4vXPiuOKQaPSBCq3noH9KNBWYWYHnnhPbm1tgeB6eTENNs4rkVNiLSdhd4p5e25K4eMPG4EOD9htZfn+sQw42PlfIyP0IxU0wO5Kg8UYRBgqekMZyT5iq7iJWZ2Isju0Taj7i4+5mkrQuUXGzgt21FLvLcYpu1GLKNhL2Tdy1hViqjY2RNVBtTP5+P2Ufa2WlbwU1kIenphAdkUirVZWjz2+yNbwmmhfoFpHJDbw3LpBCQfJ6iMct3Ndaia/usfVgCkddKWlDRjJVUjPLWCUlmA436YNhqqYWew1EBifRk0toXa1ULN1jpeLm23Bn5fBWYDATOS4mk4wHh4m05zPc02XoM4AU+BRo9IARg2UdVg3ozuQGTMdhN1OSzbLBwA7MROGjdVCdD4FMBBk7bCfh6TY8dw4GFqE0BNWZKhePF+BxHwQL4UeaOeS6JQMO6BkRtijVAw43NJ2Hl++B6VT56Gdt9PVaNHeJmuFJXeJ2VGZ6SmYrrLKynkJHYXFaZ24qQcdHApScs6NvWSwPR1Dccbzl3sNxLY2K5HJjaQn2t9IkTJW0bKfyZgmTd9dIRA1qP1ZH2r5BdB/sJQVohXmUxhT2V6MoeU6i+xbxcIqUqTDymz3U/9RVoqsRQh+7wNp3p4jGpnHXFWPZXay8OonqdZJKmRh2N5biYvvhJK6uc+z0TOK90kzk5ceomo394XmUhloiYwuojdVEptZxP9dOEhXJ7ycRM1EaakgNTZGcXQXFAab0nooi5wTyMzAgSewjZrUqgrAtNiGGg0rmoIMZbUaspjToTwAm5EtQ9yxx/Cz/owIJE+4vwe0WERl+o8hx9r6mOhidhpYLYpulCEtF2i5z7bbK3deh4aKKK++ovvHjAYOq1uPi+GBfGtvh3/Z8heLzTgbvRmi4ETozinxy2+ZcBC3oQvW4sPlSKAEvyd00y6Nh/C2lh8drRRr5RYXiPU2VvEuZ6O7EGqnJXQxLOixGjtPB/kac2Pw2ztpi3A1FJM+IFp8Ux28knPW8fKTLheiLK6Qnl5FcO9CWE8jvRbwkSVQgKGVTxUCrKqerVpQ6Mv5fO4ynYTIubBWfCB21oj3rURuAiT1RHzWbu0NrovRiaZBTkWKvA7oy0a3FXeh5CsjQ2IhIOBqC6xlxbCmiLnlts8zEnMzwU5WGVhuP+izOdWrshCUiUZPGiy7yYyr3Xk3R/oKwP8kuOzsRGbtHcLbhaoA/+FezFNblMdG/h7vUS16x63AFxlfjZGM+zuxwhFBriLQpsfRki4obojtWdHaD/Kt1TL2yRMmtevJby1jpXSbQVU1eey3huTB1P/8Ce7NhvCX5mJqd1f4V9mbDJGNPweXERMZyudkfmiSRAM/1NgxE6Ub1XAP790ehIATFxbiKi4k+XUJPGMReeoRcEMB5qe5w8pvNZbW9BUuH2MMRrESKgqI5trSDMEYO7xU8yoikYjJ0UaFSgkWgJmt8U5WjGuXbqqhRfmcf3Gm4EoBH+2JflRdqM7WM7+3A5xthKgGdZTC+D1Mr4riyQliOwpVz4u+2GtGNtiuTvJc04cPdkB8Qk1jLBvn5YtVnfBZCheDK2KAsGyj5MopXYnMD0qZE0jqyCz68b9L2nBccOsmkhK/MhTdkJxyJU6YY2P0aq/M6sYRKylL41n9Y5sZPVREORyhq8eOr9DJ6ZwN/pZfC7nxGX1lHy3cSSchIeS5S0SSRsI5pKQQ7q1gZWmf5z+Zo/FIX+qM10rJGOgGe9lpi+xYlL/pIWSrOc+WEZ/bAYWf2d16n6ssfIzy+gf9KA7HlXcLffEReZwPemjJSusXOg6cklsOkrSlcl5qQ/H6S4SixsTkS67uoW1G0652kEB3TpKZGYvcGMNImzg9dFzbK8WnSm3sE9dfYqrnxdt9uPxByAvkM9EgScaAEERU+HGxVUA5aTZ4hVjUbdDkBh6h33LMPJAVxQ+4zzjvxiOjwaE0kCxwTz896zooiexSIr3FsoM2uVNFxU+PhPYuaZgmPX2FuUUZ1q7j9x8XxkS9YJ2Gqor0rKqpXobTDzdCdMPXPlz5TGBsoxGIGO+sGxd0lxNFwNnhY6lmlsLuK1Pwey483KbhQekpgU5DP7mYSR9CLo6ka24mobzJhYI3Os/ntATw3LpCwxNKOeWIQNZGyhLB6xjblxHkiYQnNSeKlHnyV59j1175Jd1MObzUsy+IlWaYM4ZA5GGxtCvhV2JPA+wzONtnhtSh8rgSmk7CwD04NWtwc56kdAipMr3OMs73LUFkg2s4eHF9fCuOb0FR1/P3KS8US7eQS/OUD8fjIC/BoDOrqwFl0xNnyRo2ZOYmRYQ79+aOP07TdFCXabC6F5mt2Xv9OnPbbfspbnIz1xqjrcpNEY30xTeOtUlam47hL8kinFab7w2wuxInG11A9DtJoaPlOZgfDJKIWJVdriOMAQLcUJM1Bya16Fl6ZJfR8fabdvJ1kTCeykaSgq5akPsf+Zgol34G7oxF3RyNbvTN4us4BsD+xSnQ7wdZwL4G0hOzNO+RdfGWX2HcGUfOPyrnpzjx2/svv43qhg7R1NOmFs/maml1Dfq0HbucE8nsJDyQJBQhyFICyKVCuwqCUWZ2FU3wNqLArw7VMXo0uixyDcz7RPAsV7qxDV1kmbycltjVlvMOL+/DdWagrgpFVOF8lmnIdXP/+U2ioFPM2VOi6ANtx6H8KT+Zhagl+6guQXobqBiiqg9ceShSUqDR2a7zyCuQVKOzHJKanoeqcA0u2kZIkmjq9PBlMMnBvj8ufDjI2kMaQ7JiKRFWHj72ITPuLblKWSlFtgKmBCMmYRc/XF+j66Wa2t8Lk1+ezMRVh48/mCZ4vovZjFcw+XEf15bE2HUWXHTjKCpj8k0nScQtXqUQ8HGfy94ao+bmbpFejqFVFJKbWxczDnUfJT/8Iid0EgRe7iC3uYNgcbH77NdKyHW1HB8C0u0mnw+z8zl/i/cRzSKEgAIbdQ3RiBOPBHi5DQ85zH/I1emcA7VILkf4JcQ0ULLuD1Ddewvrl594TUeScQD6Bu5JoKHAgjg/+g2wHkaiDBIGzokwcPQddEPQCdpiJi4xaS4YLRcJ3eDJ6vG3Aky242cgbiuhjjzOiymeJ44Nl2IvXFHp6LArLJZYXLFqvOQ/3nUyaK231Mz0cp6LtqHqF6lKovhpi+KUN6m+VYMnHO3YdvJ7rX6bkRh2xLOGsSzaSaDgrg6SX9lkZWMef6eV+2BK3poTN3jnkYPBU1NdAQXJAMi1R8c9/if3BOfSUiVxYgKNOtKe2cVTFQkEMrAfPFgpq5nrqiX2YCjKQGJ1B/exn0Dci4H9Tb6sc3iKYpsm3FYUajlxG2Uu151ToBbrgFF8sC+5GoNMvSkJd8gB2UfO4d4ejMm7+rPOyrvFgERqKRLetbL76fTC5CwvbolEICoet4pGhrgGiwP9wER49ER0tF/dgdw0MRUZXZHQsJFXB6bMxOGSQMNI0ducd8iWFHTSFCy846X05wrkXQugIjiVTMusLSequhYibEbbWLZwFNko6CijsUJjt3aaoo4S0KbEytstC7zo7cxEMh4hGS047ktfD3raOGsij4FYLC3emsWwauiWz3rdIwc1mkqjoaHjb6tkbWSA5t4W9qpS0lNWF0+fH++HLuKNxcLlIRVO4upuwZBtSh0L04QhKR/shFxM9YxT8y/+R+ONp9JSBFAqh1laeyddUzICIiVFWjba2Raqo4K292XJ4U/BdScINBDgegIKjMfZZY+tEEnDA9Xzoi0NnZtVmeB/iaXi0A19qAUdmplxTILhY74b5fVGi8YtXxL6IBT1zIGmwugd/OQJ2O8xtwexu5n1t4PNDayvkF0P9jogaewugbxiiksLLr8DtT6psDMk0XFB5PARzCwZldRreoJ0kGsW1GjNP00h2DZtPZnkJVKcNT5GT7S2Jl7+yTsdny5kbjpBf7WNheI/Ky8WM392g7YvniEWg4mYp4dUklstg9L895XxhATv7Oxiqg+h6ir3lbfLbKij9aCWbYxug2UmEkzgLC7DvpNkc3URSFfa+O4Hqz2P+q69S+tMfQrZrOM/XsdM7A3kuLEui9H/9GRLru+hJHbWmDCXgx5a08DXWYjrdGLv72FqbkGNx3J/4EKn9OLidpCIpbJdbSU8u4Pipv0Z6YQ2tox3jYIy9N4Ty0z+JZ2qYaP2Ft+uW+4GRE8hZeFmSkIEQGeJyPHoMwk7xWId2Z+YkJev5GcK1xg81GV/w8B4k4+J6FyqE0N6Iw2wUrtdz2lv8vaLIWdHkYAjmdyHoPl3G7UAAn+9W+L3fjHDjk75DcZzKJPtkd8STHQqJlHFM+BoomJpC1fNuRl5Zp+r5isO6qwfHLPavE2gvO23BkGTSpowl27CVuVDVCKv9y+R3VB87Lo1KMmP6z45QA0Sm1pBKSjC9ASxtBa27FX11i+1746gN1ajB/DPtFWcm65mZ/bp4Tq/vY0UNzMoqrO1t5Ol1zNrQD31P5fDWoT9TXaYakCCzuHcUPT5sMHDQ2CNrsDVluBOF64WZ+sdZ+z3qURm35bSoeSxpUFcI+W7YjMOTHWirEqUXN1Mwv8FRh0wNxpagrBQ6qjm+2qNC71OoroJgKewkYD4M+UVQ2aod42wkpTI+arG7bzH2zSS3VScGFo6Ag6LqDK9UOy23XQy8vIfqtpEwbYw9CFP7XFGG33Eq2gtZGN4lbsTIqwpm7FMahqxiL5Ep6HaiVSZIpBVCV2qIR9LMvzRN5M4SBZ3VACheNztPN9j5Lz0Uf+7y0e9EwEtsM4r9fD174yvEp7YwUYibKgYq+0/XyLvRTjIcI7m8g727kfCDJyh5LmytTVj+AMnNPaRgkPjMMlKoEN0bxLQtInddwljbJHF/GKmmFrmw4JCvhq6i37+P1XUNWZZhbgVyAvldj7+QJAJAHqcDUAdNt9wy7Mmi/Xv2ODqWBIcNajIJtNlJs+cCcCcjjod3gTj4XWI1Z2YVpnchCbRWihyf0TXxrGpgKtA/LxqJfOgy1FaBP8Dh2Lq4Aavb0HkJekahpFJUv2i9pvHaPbj9CRvnOxwYKEzNyDi9Ft/47Qif/jkX4X4DS05R0eJmqT9OXshG24cKmRxNIjttzI6ncfrtFFTnsTQRJ78hSHg1hb+hgDv/aYbWzzewvRQnv8jD5KsrVLxQjT4dpe1vXyGVAl99CNnjZPPJFgu/M4jszyMRF6sskalNYhv7+Dob8Hc3iRrnkTQ2Xz6y30vgdht60kTJc7LyzT6czVWs/Pqf4vvUc6RdUeLDc9hb64k8GCf+6CmB/+lnUFx5pB4MoV3tIj7whFjPCM6f+3GUvQippQ2Uy+eJ/uXrmLEE2o9+Ams3RXx5H8tfhDkzh+EtQ1YLMFOL7wkvck4gZ/CdjDjOjIvAcfIeDLaaBmmdv1JU9/BCCrQWAnZB1kfrYsnHVOFznSeOf6NrnfGwFCirhgejkF95tjjWURgdMnj+cwGW5k0iuom//LQ4PvIiJ89OwlNVKm9VM/HKCqXPVSBnysZtzMWw/H7IE8vA2cI5r72GtcE1/Jdq0FGwFQXQFAdrPQt4u5sOj9MVB2ndwlLtx8Rtci9OIpzC0VmPASgdrez1z+DsasFWWkVqfIboxCr2zmZM7Si571SynqkcG2TFs0J6aAD56nXQQXcWw9IiYqqUw7sRDySJDUTpxYPJ7EH0OHuwRRX62JSOsuB1Gb4bhRcCGZ//G/Cs1H3kVx7cgIEtuHsfvnQFJneAPcj3i9JQ2ZPWQIHISTnJ5Xsj0NwE/qLMao8dLl6UefxEJiqrFFUe8VDRFIpqbTSbBsU1JgnDRlO3l60Ng7H+OCnLhinpmCjY/C7W55LM/84yrZ8ow5KF11grcLO5rlPQWsLy2C7xqX3MzGTVQGJ5OEzp83Uke1fx1Bey+No8vgvlOMsKsJUU4u+oOeRxLG1j5XdeR60uQ807WFmSSa+s471RjKOpiv2pVdI2F4nhJcz9OI7rF0lhw/A7ST1dQZKdOK5dIrkTYffeGGpZiPjUKordh74dRelsB8Dq6CDRN47a2YZVUEV6fAJjdAn5UjuW7MQcHcWobkU2bSSTCpZlR5qKY9UdRC5yeLfh25LEEKIilAo0AEVZAaiDXIFmNdNS+uCrVGE4CT4XVGQl0PrsYuXVZcH9bVEDWXZAV2YlaCsJvzcK9xegpRw6qqB/SSTRt9SJ1tOmDV4ehf/5J0RyXmcbPF0SDUAku/Aexwy42C56CTQ0w9wqlDapfOUrFjc/7mBrS2ZrW8IV0CipUVhcSvO5XwqSSMpUNjiRnA4mR5K8/sdhLr5YRFSPY6Kwu5Rkc02nuMVB5dVStleSrE3HMAwJ3SETulTC/FCY8htVzPdsUPpCHXd/bYDGH2tDdjnZXYiwNrqNp7GYyLZO8y9/lPhmHDmYj7MyhL05yeI//O/gzsNZV0p4bBFbcQHhh5MUvNiJ75PXiEyuEduMo52rQQoFKfilv0ZieQspqaM9340hqag2F87SMvbuPUHx52HY3RBLkorq2L70YyQfPsby5WNGElg4MB0euHiZ6J3HyCUl6GPLSM1ejNUI8qVLJOMKVn41cv8MVue728qYE8jAn0gSGuAjK3LM6ejx4WB34EM+S7jyjOcTD7sKhV4xiG6noW9JLN1UhiB0UM/xWRUrTkSPD5qAJO0yhiI/UxyvLINk13AH7NQFVJ4M60SNNPlVrkMBnC2IXaVe1ufj+Ct9p7zGlqxQ9aEaJl9dpri7DF1W2VuLEbpccyrqLCJdCknj+DXkoAtVdbN6b4b8a+cwUHC017M9MIsrU+oJhLjdHRwn7+bFI9FsA8OwSGTqplpNTSimSbR/HEPV0C62HBPFIKLF2aL44Dl1rw/arkDCfnRTKH6kgSjWRfcPcWfl8FbgniSxzXFxfJKvtizuXZBhyICLQEKGnji8EHy2ONZlGN0BXQLJwWFraM0FZV74W9fA7hJRaJcDarJrI2ce1eXQOw2hUg55evexqFrh8R8l0QaKYWlDpr7dwdgTi8isQmn1ERfHhpK038hjsM+gqMbJ4wcx6q4UUFV4upJMLLHN4FdXcFcG0DwmBjKWqpJYj1MaCuJvLmZ9Yg/ToTL/eJ9kzKDgah0p7KihfGJxCU97NWP/uYfGv/th1vsWiJsqlqyRTBjoqJT/1G10HZTqcrSAn8jSDmv/7lvEd1OoJYUiery4xf6dAbwfv05qeB4AE5V0SiLytZfRmqoxkMHtIjoyS3JgHPPVfuwv3iY9NI6ZmcQaI1MkDSeSJGEaMpbNTfqrf4Kp61gXryDnFaInMl+0vwqWF6Cu5i2//3L4q+NPJIkgoiLUecADTAGrsuDu9QzHAMGhNId8HEhCsQOKTyTQNrjhzibIKajxweAuWDEOV3FQoCoAoXzweTN8lkRbac0BugV3xuD2JdHsy5LFdRvrALuIEn/zVbhxDUYmoakdnH4IL6qoKYWqZoXxMYmO5+z09UJzQOHpqElpoxvNY2N22uLpiEH5OYl4XOKjv1jFzpqBO+jEV+knb9vg/j8exdIcpBF1ivc2dZZGdql6zk7Z5TJiMYOpO8sYTg+bqwbecyUsPlyn9CNNxKJ7BK42MfLvX0MNePC48kinTYimScxsE1+L0PArP8FWzyy65sTeVIOvu4Gd4SU2vzuO27ITHVvC0VDOxtfvYD9Xi6vzHKmtCJSVEb87SnxkAueVi8i1laRWFlC8+aRHJgj/9rewv/gh5PFZTIcXc3Wb1NAExjdeRvnEJ2FyHTQ3ycEJrMfDmK8+gNsfgf5x8R3rCqwtY3XUvKujyB94gfyHmYYCBxVgjmnak0u1mZ0VDpjTocqedTC8ccT3xLaZPdEa82IV9K1CZ4aUM1uiy5alwYU6UUbm+xbHqoplV4ilJBTtuHUiqcvMzZmcv+Y6tFVUtTqZGNOJTiUJ1PkPheuB9cJbqjDZt4ezUjsmdrNFbvELTczeXSAaTlHzqQuHnfLOqnBhZUWpD73CfjuuC07Wv/sUz812DFklnZUFbKCw1/MEe0fLsU57Bgp0XiTe/wS166L4Wwa6OpFiMaKvPUYqDkJF7ZmiGEBPK5gTM1BcBVaeWHPL7CMvBAuLiIJhObxb8KoksQeUZf4+a7UHOMY9TQHdhH1L1E+9GQA0IXDH4xAHSHDIT1mDlkLQDhJr7SLX57UV+FATDGxAWyWodtHxq2dWXK+oACorjs5BEc+mDHd64eoV0XUrm7NltSoP+mW85QpV5+xMTlhMT1kU19kZ7EnR2OEmiR1fkcF+TKG42cfQa1Eanis8xrOorpLGzpWfqkc3ZTw1+TjyPSRTFo++No1u2xQWKWQ2FpKsPFrh/C9cx9RcoppMZTFrfUvoZoKyn7jOwqvT+K83sTm4gv9SDdu9U/hutBJdDKOgsDe1hZKQScxuEvj8LSzNjul2YauphPJtYmu7pGQNrbAQqSjTSWViDn0zgtraioTgsNSqoBaESA6Oo++nsC51YJqizrlR1QKPH2O1dQOCr1RdgLuvw/Y+5sQSVNYecdZwIvWlsToPzDY5vBvwDUmiGDGEnQOmgQ6gVQWnDZCh3xCTRq8JTQpgilWf/iRUO0VOD8CGDvNxhKpW4PEuXC8FpwMu5XEsmDS0AYV+qAhC7wp0Z6pUDK/D3gaMLsPPfuJoohwMwPqeqFIxPi/sF89dhY5LsKvDg0FIaypLq7CXVul4zsF+TOLuHRO7W2VlXSFlypSERE+BeCLOuas+vvP7e5Q0uik95yO8H2NvXyY+myC8kebj/3sHsz07mJqd0tZCilCZHRxg6t4GKdWFiUxaczH29REqP9pExUeaWeldZrV3mbQhEVmPkt9dw+7TTWwl+ezMhHF4YeMvhjBMC7/mJr4RQ2usIjIwSgqF4Jc/y97DpxhxHfu5Guxd53Hs6+jza6SwoX3qQ6SXt3H+2Iuk/7uNpC5jd+chdXci5ftQqqqR4mBYCoa3GKk4hKGrWN5KrLEnGM1ZfK0BXEUw+hjCKWjvzrQjBDb2kO8uY908+DV/9+EDLZC/Jkn4gUxlmFPRKDi+VHswgBY5oDcBVd/D9vAscTyxJe6R85nM2sOHCjWVIoPXtMHIIiTXwGaHC+ez6itnvadx+BAJeQ2tKkMDMk0d2jEh2nc/zfnrnmOe4yR2yppdzE6kWZxIEGo4w5dsyYd/nxWVNlCRPB6Wvz2C5c5D9eVhIovolU3Dfb4CSxbXUqtL2Z7exlFbDmQ1A/E4sXd72Xh5hLwXLmJmXT8+u44UKsRw+0/7ilVIGzL6Qfetg0ix6kfqvkx6YRP9zhBSbS2WX9gl9LSCaWS+3K192E9A6fmMOM7MZPXMDWJzIb0WxXouJ5LfDfi2JBHjqCzUG0aPT3BvKgKPdOj0QX8coXg1aPSBJ0sIo3Kq+13MhN5VeKFJ1CVvq4ShFWGr8DgyA68DlsPQOyma9tTViAE2ocPrj+H5G6A6YHpV3HYpTSTkpWWZJ09EF640BoalsLBo0d+7T9NVP7JLWBn85U5Ge2PUlTuouORi8E6Yc88XHfJk4v42NdeL2Fw1SOsy65MxfDU2bEE/+c3F+FuLDsWwWptiZXSTxbtzeBoSmCiYKCy/8pSij1xADfjIv+Zj7c4EktfN+sASWms9KezI5aXs9k6R193Mym99G89HryCXhIgOTCHbJZITS6RWdvD+wo8TfzBEKmqQevgEtbqMdMzAdvsmqbEZ5PPNwu40O4/pL0a6UoTu8WDcG0PK82DVn0dSIJWwQVoREQOAB33Q/SLIMqwtw70eqGoAb1BkUS0ukOsZ/+6AZVl8XZYpRQR0D2xQVmb/wcqsU4OujKgNI2qU71rwD9fgYwERjJrLRIYLPEeJeaiAE9pDWf0CMrztX4NSPxQHOTVGVxfDwAJ86WPQPys+mN8PDQ3Q+wTW45CXB1X14N+D3/kjqGsGw6GSMmT6enU6npMY7DdJY0PR4Ftfj3DlIzIdHwocBoHS2NgKyxTVuYklVdZWLUxZoeJ8Pv1/uQ02heKAG2dBEtWfx+zgHiYKnV++xOKjLaJxheLnavCgEg6bzH5nFsvrZ2d8G19LGavfGWe5f5Wmv/8JEqadyEYS0+FEqS7FKzmJzG0hud1oNaXEthMk0xLbv/c6gZ/wkFjYwtF5jujwLNFwCkfXBRJ5fqiqIv5kDmN5g2Q4ge2Ln0N/OEDa6cWcWyQ5uYrl8KD97JdI3htE3k+hT45glFUjRVIY3R+GkQloaBNf7syC4GVnEbjzoG8QXB5IpKDhIuztv6u9yG+KQJYk6UXgXyNuxd+wLOtXT+z/GeBfAEuZTf/GsqzfyOz7aeAfZbb/M8uy/vOb8Zm+F34nkyzgIiu5hyMSH4seH+z8K0SIjy0XZT2P7Qgfc0MJhySvKYLJMNSXH11P1uBCptlAQs+sTNhFsfPaTKUL/TASpR1Wq7BklZTFMXE8OmxScc516EvMXpZNohFqcLE4k2J6LE5xs+tY5FlyOtmLgOo5WxzvLu4ju51UfbqNNBq2ikKchSLbPpEw2B5cxjAlTIRfcadvlsCLLmyVxccENw5w3bzEzstDqO3n2J9cQyopIr21j63zwrF6x9lRZPNSJ0bfCFJ7x+lIcX4l5FeSHJmAkVm4cAXkTNhfV2B0DC7dzIjjzPeU/ewogNUF3o9R5PcaZ/9YkjDJNBQgy3PMcb7uyLBkAiagZ5ZNTTjvhDlEgrzTBq1+nt35MovDezoMheH5Bg7LZKiqiAqfPLa0CEorxd9PVyGWgl/+f8PPfgGGJjLH1IguedmcNVSoanagaKL2eHGTxJ98LcrQgwRlW7Lw8KIz/SRFUauM6rJTc9XDo5d2aLhVxNxojOC5ILrswFOqMNUTprS7nPn+TVx6gsKLJcz2hynsEkmsa8OrNP6tm4RnwuiyHf/FauKRNPSvsjG4Sky3iZJMPi9z//UO+bfaCbQ2oWdVvAkPL+H59AvEl3fACKObEvaGeiL//WWkUBAlZaA73EilZdjqG9j9ja+hXmrD5ssnNbaAlNIwIxHSSxGk9i4A0g8eIXdeIbm+C6/3QFEVnLsKvY/g/FUYH4ayFpFVlQJ8ZXChDCbG4elTaOwCbEh30ljPv7+iyO81vlqWxddkmWLgQLtm8/UgV8CUYSATLSYJaOIfuGLCJSfk2cTX3ewFj51Tk9f2IhgMZ6LHmTd5uAK1xRD0cxhNlhXxk76fgPENuNEG2KH7vHheDcN/+xN4OAKXO6DlHGyNCi1X3QhtXTJhQ6GvV+Lv/2MfQ48sGjvch7k7q1sy976dQMlLg2KRQmV7w+DJo01u/0ItBirTg/tsbZjk7YLd50ALeJgfj5FCI1juY2N9h52FKL72Kqy8FIGmIubuzKMVeCnoqkMOBEhEDdyNpbjbqvHHJLYezbP4nQliK2FcLVXE99Ks/NNvUPO//BiaoaA7PSSWIqgBL/a2JqTKCoyUgdJSj1EQQrdvEvvD75JOQTqeRH88j73jPLGZZYyHozjSYCR0jKVR5PISEq+8inK5C31PwsAN+ZWYoTzM//Zb0NIBeUF4MivG170krG/D+cvipuh7AO1X4MkITE+I8bWoHPmPl7E+/e6MIkuWZX3vo97oApKkAE+BjyBqfPcAP2FZ1mjWMT8DdFmW9fdOnBvgqAqTBfQBnZZl7bzRe3Z1dVm9vb0/8Gf+T5JECOE5zkxCsWU/ZwZBp11Eb49FlTLPYyaU5YlGAMcG2jeoNjG0JUpAVRZkrpO1r3cxU6j8LN9x1nHrYZjbAGQorodAiUzKfjy5rr8PznU6SWFnbdViZ8eistlzpjjOjg6vzyfZ24Pi1uAxL/JM3w5FnWWnosjJlMVa/wrBq/Vsja1jLwsQntxCKy1AKw6eaclY+9N+LJuGlO/DyhK6BhJKQzWWx0vk5T6svDxI6dhudB8m6h1cD44n2yXvD2G1dYoocpZ9AhDRYl0B04RHA2CzQeMlGHwIdW3gcJwWx5kuaxjA3jYYdqxPvnUiWZKkPsuyut6yNzj9fm8rZ39Yvv6RJGEAhRwNtmbmg9sAuwyKKjLci2xQeVAM+QQHe1OiOkVUhdE4oEHIBVUFnGlj2jZgYheu1HOKl73LR93yzqooE0tC3xTYHaC6xa3k8ENj6wlxjErCVHn8yKKhU0ws799N03bDx+qSwda2ROUFLynsTA5FSaUl0pIm7Eq6xOBLmxQ3F3D+01WkZRFtnu3ZpKS7lBR2Foa20QIe9lbiFHZXsfRggbz2GiSHk/XeBezlBewv7ZGKm/ivn2Pz/hS6Dv7n20mnDNb/YojE5h7ulmosVRPJRQ+fYFoS7o9dR62tJjEyRWJyCfVcHabXh1xUQKJvDNPmwEibYJpIF1rRdQVzYBhDdSJpdoz1XbgquuDpaQVzegrc+aIcj67A3CKsL0MkDnUtsLMjnk/yFUR3h/E+sFTwB7E+99ZFkd/vfIUfjrOGYfBVVT3MEXAiqDOHcMFtA4oCFTYheltsoGY4a9rguym4kg/DKegqENtHUsKSKGtwKXi8w2zPBnRXize5tw7NxeA/yLbP8FMHXpkGn0fYnFIWoInVHjSx2hM3RefL2mpRXcaSob4dhseh8oKd4ccSF59znxpjJ8fSOPM1FuchGoWG5wpQNI2h+zGGX92hprsAm1/k+Sw92WfyYZhP/rNuVI+T9Zko67MJPJU+IptpfHUFLE/HkTUNb0sJ+ysRBv/tfWq+0MXWyBq+C+XENqLEt2IEP9RGZGkXU1IwFBUl3098JUxkcg2lLMTug3HybnWQ3I6y8827FH75c+gpE6WpltjjaSzNDiZYbhd60iQ5Oo1SXoLU0oixHcXai2A48zB2YliWBb4g5OWhzy5hWHYhkuIZEjZeEs+PH4NNA8UO22HozDQE0YH5SZFFubYALddgZU6sAnl8mD/Z/JZGkX9Qzr4ZEeTLwKRlWdOZD/IV4DPA6BueJfAx4NuWZW1nzv028CLwu2/C5zoTv5VJFshYmn7g6HGzHXrjmYzZZxyT/RjYgJAPSguecexZz47T1wkVQ2GVqHX8dA4mHtswLIvaCzZsDhHdLW+QeDIGZQ0Sc1Npmp8LHFaVeJY4TmEnr9JFcjHOzNA+RW2uoxrJlnzsuAPRu/RwlsIbTaRQcDVXsdY7j7+rie2hRRR9H1t56JR3Wa2rQrdk9EgKd2eT8CGiYJkyicklzMgaltdL+Dd+H8cnP0xyYAoAExnTFB31dEPB1A8EsEI6ZcP6j/8Jq+O6+C4MBQz56DVkMjQ0CEfhN/8VNF8W/8GJzPeXLYrhaPDVArD+vosiv2c4+1VJYgFRlnofQQsnIsmnHRHUdWqCr87s6NJZD1M8u+3Q7UZEjtLQsy221xVCICNy1+Mwn4QrNZzJz9oSmNiEhqrT77MXh8fTcPMa9I4KD6Nuh50Y3HusYsgS/iKV4krBP0tWSFqiVfSjHp36i2IQ9pU5SSoGo/1JajpcFLcWMPUoQlWHmMCmDInNDZPNpRQTD8OgRkljY2MqSiSxhqcuhL+tivWRTXZXYpiTu9hKCpEcmQoUkoJcXER0ZAtLVknLDgzNjbOjhrXvjIBNJf9T1wn3TJJO6GgttUguN2rUJDmzhp4wSPaPY6AQX9wkdf8Jni9+HGNtD9PmworGif3+nyNV1yCbXgBM2Yu5vkX6D74Jtz8Gj0aOOGrI8GffgO4bR3YnyQWrM/CHX4Ef+yUYGMgcy/FnAMMGiSjc+10k+ZexPqO9GbfguwHvGb7+mSQxguDnBIelv3EAjUABYlwdUaE7OwCliijyq3G46QdVhnInzKWhygHnMzYo3Qb9+2AlRHCq6cAepcDdZbhYeWSZmtqD3YyVaiMC33kCrbXw4U4oO1jBzYyxD8eFLSpQBAPj0NklVmf7J2FmUeaVBwY/98vOzBiogc0gkrKxt2eRNBSKij1YC3HO3w4w+N0Imt/EV+qi5UMaaUnDV+7BEfKRMO3EUioTr21iD3oxkEnETfr/5QAX/84VzEA+PjWP9ZFNooMbpFMSFZ/vIrabpvCjbSQTBmZMYu0PR5DLS4kthdGqS0isbJHYmsf3scuoipvUxh6umx3oqgOl0IHnY8+R1BViAxPI6zGsQD7Rf/91nL/wRSzTRuS3vobjZz5H4uk8qd/+19j/9pcwtpLoS4sozedI/8VLWLE4fPLzsBAW/8k2N/zpN6CiHvQ8cQNITtjYhD/7Ojz38dN8ffm/ws3PwNhApt61E0YHkH91AesffOytuCV/KLwZArkMWMj6exG4csZxf02SpOcRM+G/b1nWwjPOPTPWLknSl4EvA1RWVv6VP6RlWfy6LFPEUaQ4e9nnQCifVSbqmE0i+yHzbIGb9bpnLZNNGzhxftaxfi9sxyCQGbifad1QMx2EFJmqRpUSxUbKlBgahmTSwLIb1LU6iMUsHt1P0Xzdfyrb/SxxfFi5oryApJpgpn+Hog7RgCOBnbhpw5KPah6vD62Rd7782PUO2tg62hoIjywjGbtoVSXHIshKYx3R3qfYq0vZfjiB43K7eG9Z7LNQMOfWcP7dnyG9sIYcTyG1t2GqQqAaunoojg1dEZGn+6/DuW6o6xTeRD1LFMPxiFN4T4QfvMXw6AGU1IE/ePq47GfJjfR7Uawfe9+I5Lecsz8sXwG+Ikm8DjQh+Hme4ys+Gm/A1zN46bbBHlld9dRMdnyGb+MxmIrBagpK/NBVy9k2DIfg6fT86ffZjsDEKjx3Wfxd3whPpqHmArjyZdqLBYdmFxV6e8BAp6RBw8RkZhbcBXbsHvshNz3FLgpUg9GeGNXdwWMt4MfvbVP/8Tq0/jDxBITailBcLgq7FKZ7t/n/s/ffUZLk130n+onISJ9ZVVnee9Nlurq7qrp7eqbHYTAABgBhSBAgSNCBoriUeLgrHe3u0dNb6YniSnx6OmskrSh6ihQJiCAcARIeGNMzbcp0dXf5Lu+9S5/h3h83siqrugZewGDIOKdPVkZERlZXxjfv/X3v935v2vSwM7TmWErFWe4fpOb9vdilgM+DFQyzO7KKv7ECJZLH9mvT2B4Pis8PkTySy3u4LTcGbnxPXuLg1RH0aArf265j+sbRdRW7rAK7ogI1YeM9lyGTNLHLS9HqasjsxlF/ogBzaR07rmPVNWPllWH5FuAj/wDWluHQhLaLUskZeQDd10Q6UVR6jL+9GLz752XlEcyHhi7ZfxZe44fyAR1sAtXf1X33Btx+JGLsXykKdxDI5CEuMyWcrM4CJ4eCAGiQseBVC54OO01zmuCyPw51ORjTPNBXCvhg1xD2ePIAPj0P7z4Hk471ouKB+kpoyofFmDjQfLAM+joFn/2zcr0LXdB/Hzo7HdbZ4/ArmjTRFlWoVFoakVqVoSEXFiaefImx9wZ1EimVzicLpU+gLsTynE71hUJe+eQWfR8owt5PUdqcz/JkCn1+F39JgOJOH96IH8NWKWwpJzO8TfWzLhJRg/iw+Ijrtsb4b7/GuX/wDPE9ncgTbWzdXACfF8t2U/lLz2MYEH5bC4nZLXyPnWfjtz6BXVGBkdTJbB3gqnGRHHlA/k+9E8WXR3r7ALumGrusHDQXvn/48+iHCfSJSdwf+XH0BJhxcP3Mh9GjYC7toDa3kGnphS0dTFPweu4SrG9BfQe8MwRrq5BIQlULRIphaQF+4h+Iq0wiCY2XBN8T9+Haj0FeNUQcC1UDOIhBpOYNqUVWf0Dv8zmg3rbtbuArwHesgbJt+3dt2+6zbbuvpKTkO3qtZVn8tqOHysY7eH0tI5zd6ENWV5wTiI+0iKf/IY83V6Cp+OQo2keCrguaa2F269H9p5PjrO4425Rn4MJWPbR1+2i7HKK01sOn/2uST//RHodRlfVl69tOjrPneMsjhGojzPTvkMBPpKuCjbE9mdKFl/3VJLbPjxqJnLiejkbScpPBi7ezmVTKZn9mmwxeZ0xtdsKWillchtLazMFrY6Sd3yWNl1TSIrV5CF0XoLgEu/cayaE50ndGyKS8ZFIeTMNFOukhk/JiPZiBmk5ouwbD9yClSWKcUoQdzv2XBMbvQ30PFFZCy1XY3YF7N6W2ZjjnnX70F8L+7nd0z70Jtu8Js98LXgH+RFHQkK73TmQYyAQwCazz7TXmwcnH9hBMZSsGZ2CrrQTK8qW0mrCk831064xzX+dxfR/mN+BqL0cYzy+C/aQsaHOlUKXVHjov+znX6+PuLZ3+l1N8+vf3iMcgYWgnsOktDlPcnMfo7SimLQzWwmicotYIhupHx0319TqW7x2wd6iQwI+FC29NCfk9jeT1NJF3vobIxXqsUJjdmQM2hlZIJSzWvjxCfDdDbDWO53wTia0Emy9PYIULCL77afZeGkX3B4nvpbAiReimir4XQ0eDC92k95Ls//ZfYGkeDEMlvRYlPTxP9Hc/SfxLt7HO9WFX1JFpuICxFsN65TWY34KmPghWQOd10SR+5UtSlm3pg9m5Y7yOjkJpCzQ/Jo16+ZWC14XFs/E6MQw1vYAb5c8y3/F99yO8/VBj7F8qCtvANcQ9vgNpuBsBxjkq3hwtaPNcEHMG+CRUuKXDs/mgZgPx6UoQInka3IGhPRjahfmYHPO44XKNsNGWCm3V0NMIhfkwtwtxA7oaoL4CptehpR4un4feLvjTvxFbx+VNjthkyyGhljdVltdddPV5UdweOvv8tPaFsBUXn/6vKT71+3soXjc72xZpPOSVBtjbgel7MZ78xSYWx+KEagpYHE1S0lbI6kwCw+Uj0hSRvgK3j5kXlzGDIfI7q/GUF2KYKnk9TaiRAirf30cyYRNor2LpU8OQn8fs779M2nKR2M9g+AJEZ3dJ7KWJzW5T/Pffj1JWiqG48V05T+C5axhJi+jtCZIbh0T/5lUIhIh+7POkplcx8BK/NYoVjpC5N0fik1/BKijCGJlF/8wXsEJFGLdH4Df+FbgCEFdgYwtGJ+CVr8Of/kfRjR9GIWnCnRfhY78Hy4tQ2w15JdB6DWZG4WUH33V9sDx3HJNnRqG4FSI1qL+flc+/cTbtW5/yLbcVTrYNV3PcKACAbds7OU9/H/i3Oa995tRrX/w+/E5H2587wK3iuJM2lz0m5/kjbBScBOkpwHYXwIPEGVP1nNffWIPucshzJv+cGVy9Oc9zfVnPYK2y3qmGSyVtK4zdFwmQDliYZDBweTUaLwSoaguxugopU2N0KIOJgY4bkwy67aakTUMNPep/nE141eIweVqGhZtrlF5rIpM6wEQjnbE5mNsj/4kO0pyUTwS6G9m7v4L/YisA3rYG4jPrxCeXcbc1HjHJOh5sS8MqKIbuEPEbw7ivX5VSbf8D1MeuYRhg1HVgDs9hd1zBSqUwXrkrExYamoUlXt+Rb7dQpQTHNJLZqOrZeuKRfmjoOdmUV9oGxRZMD8md0HjhbE2yK4jye3HsX35TsMhvaMz+gaIQQkQt9Qjl1QF0IUzUPhJ4VQvOKbLvBPayj2dVdXIXtOT87IKZqGgT39MF/WvQV++Mo10G3I6NW44Xa27VZ3kHdlPQ03Py/UwNdI8saBcXFTa2bHRMDMWFieFIonz4i4KsLhrYbjczo2kyloVpGxJI7TSeoiDlHRGmbh1w+PIm7qIw+aXSdKdGwuzvmpRea2Shf5Nwi4+MrZGxFAzVy3r/Ink9Teij6+DxYpgQ6KnFRCNke/H3niMVSxN9uIEVDrP5R1+i6Fd/Amt4HlqbSc+skJl9gKepFt+73kKifwy7uIzM6DymOwQeL7ruxr7wGOboDK7LfVi3h7FGJ8ncHJDm2LvDcOkqrO6BOwAP7kNNB4yNQP1F2HwZtvch+RCCRbC6AShOM16Zg1kbtAJougYrC3D3JtR1gkfkG0z0SwBOAt4y2F7iTeJo8YbG658rChmggpOxtYXjeDsJaCoUqILjCz4YMKDVJ0NAnipwLqZByoLxDGDCYgoSe6JVzg9Cr8Meo0HGBa9uwwe6JHG+XCfHRrYhuQurCUmW2x0ZVHEQ5uYBlyTSLw7Dz74fPGGIpaD/gUg43EH4yk0XgTwVQ9UYHoLFeZu9uIU3ZOAr8FHZZBEsDZBKqexHXSwuJsnYGq/85QZdb69kZviQikulLNyLcrhvEx064OKH21kajaKYFtEDm4LzJRwMHZBXDHldNawNrBBoKmf2sw/wNVRQ+GQHseVDDqb28LbVooSDVP78WzCSJsEnOtn4wn28zTVs/9XXyXv+ClogzN4XbhP64NtJjs2TSimE//FHiQ8/RJ9fxfP2Z9F9IdSrl6X6o3tRK6oxCGK3NaEabgxXAbTWQ6AEnvwxqJyHOy/JH9sTBl2Bx94GoVKYGoO0Dk/+JIwNwhMfgIGXRWYxeg/KzsHUCFRdgL2XYWcfMg/BVwzbG0JkZYCyUondOm84Fvn70aSnISWd5xAw9gM/bdv2aM45FbZtrzk/vx/4X23bfsxpIBhEbBEBhpAGgm9K1327DQT/xRkoUIlojjUkmOY25Wm5x3xOY15u4pr7mNuo4+wbiEJf+clzLTe8vA5X6iAQ4JFGuxN2Ujn7hxaguxW00PH7WG6YXJBpPpYraw+lYbrdNHVo4PGfYINHhzLkVQYIl4cYGUyTSCpUdxfiyfMeMb0ZS2FpKkMqYWOikrHdwuq6fRR3lZFWj7tzk4c6G/fXsX1BIn2NrL4yQ+SJtiPrtiOdspMo7/VPE7jceWzhhovE3Dp6ysLd3iwuGIZNemQW18Xz4kSRSpG+eR8zkAd1zah5eZiGS4Z43L6L2tN33Gy3uQ4LS1DeIKL/C9ePE9m0CRND0Co+jJgcH1uaA0WF4rrjG+R0IhyNweKIJOGFDcfXyJ6zs4T9j77/AfeH0PTzA8Xsd9Lw89uKQj4yijaLz3mgm1PYdZjjVQ1iqpCLF3zgyb7ojMY5XNI30FMogwFysTwZk4ad1krZN7AGfc0nr7OagNUDea+mKigslVJtaTHEDOg8J+dtH8LitkhiTQ3m1lW0kIfW824iFf4TuFldV1lZVWjpCXO/P02w2Eci7aLyXP6JRev+tsHGok4yYXLjj6Z54td6SFsa+U1FeAqCzA3uUtxbh4mL5YF1PGURkvsp1GCAjMuDv66Cw7ltlFCQTNIkfZjB29XC3sAMvp5zR/Kp/RsjmC4NK2ngeeYq+uou+voWe//p4wR/8YPYwRAWLoykjr6wgaulEbumEXN+DdNwYS8tYbqDokvM2OAPSrPd+pJUbZrOQygPDmMwMQJbK+I5fuEJoe531mF5Hva3wZ8P3U8e4zNjwfQgNDr4NoD5B5BJgL9EOr8K646PHWyAK4L9D76/WuQ3O17h28fsHzsNtKUcx9cZ4FLO8yOJhQZpN8yp0is9ZTt2p36kYc4FeMW3vD3iSC28MBB3ZBW5TbAmDB7Ak/XyfPJQqj8FEXk+vgGaTzTItgfyCyTv65+FS+3w8hg8dU3OMVwwOgO6CroXhh7Agwm4+JifJ573EioSzA7227RfDnLrFZ2m3gLShsLSnMXutk37syWsLeiszOukk1D7RAVbC2nShotX/2iKpucayKstwJXnI2O6WRvZxVuWR/HjLUTXE8S3k6QzLvJ76ln86xGS2wmCF5o4GFvH11bFyp+/SsFbLlL0Y4+zNzCDqdvoaQOtrhI9oZOcWsXT10VqYQNCYQ4+9VVcFRVoVy8R/8QX8b7v7egTs9iREqxQBGtzH3t/HztciGm7YXIavG7BrDcErZ2wewAl1VDdAPcGIOlQ9r4glNbLSGFvAFYXpU8nv1y0ZL58SMRgdgS2HXy3PyHE1fYGbM7B3g74w9D61PHNpNuwt4L9P33/pVE/tCY927YNRVF+DfgSEnL+0LbtUUVRfgMYsG37r4BfVxTlPcjX1i7wC85rdxVF+VcI4AF+41sB99vdfs/xTK3kpIwitykPHmWPgddnj3NfmGWJTtk9WSq8uA5P1YN2ypvxEXb41P7CAvhvX4dzjo2b4nxBNDfJgi5r6ZadlHd66Ma9OxlKGkOEi71HTXmt14t5cDNO2Tkf/ohIJEzVRem50CNyi1QKFoYPMOwYhiJWT2nbjaukkJ0H6xzsTpLX04ThdMtn3zfX3ULHfcImzkSDhkbMxU1SI/O4ujowNRcZQ8XlDAQw1DyMskbSf/hfUXoeQ6koF4cKywWTD7Gml6CuHUxnZWl74VN/BheuwX5K9E06Ih5LI+3IuSzyYQx2t6Hp8tmWbuBMbgpB3WOwtwoTt6CoWfxVj84LovwfMex/HOJHeXujYvbfKwpOfDuBTzgbgm4XNLmc0qoH7tug6+C1oTvImVg7H4GROHTn2EKN7kMgCA1Fx+eq2snx1GhQWQKVTnPP1BqMjsBnXoWrFwWjQ5PyC0dK4dIlaaRNez20uVzc6lcprvCQyUmOl5ZhZ9eipaeADB7CpQq214fi0pgeTVPWGT7CkLc4QFWxi/Ebu/R99DwHuwa1z9awNpMiObvH1vguKXyYigtbc3O4keBwYR9fnUZBXx0ZPGgNNewOzBPqa8Ne3Wf/3jy+7mYOR5bxdrcRG5lDPdeCGc+A20v8pSG0J6+gz2/i/x9+Dt2wUeubMAIFGCOzZF76LOpBBmtPxfrcX0PneSiphE9+Aq49D5FCGB+BS09J4P3cx+HaHhRVCt4UDywvg3cHnB4DDCSjGb4hllGGdmzNCDA3DhnluAnXApJJGPlr6HxOxK9ZvHrLYPdHn0V+o+L1jxzmOCvGyGK1EUmSu07t1zTwq/C4DzYV+EYantDka7vNf8oRKreaCiewvK/D+CE82XC8r60C+lfgcgk8WIP8MNRWcbQI3k1D/0N4eRS+OATvegbuzwCqGCu0nxcVwYMFuPqcl7Y+hfa+AFOTNlOzBjoqGR1e/UaGzifywOPGwkNaT9D2dCF3/maHQFmY9mcrmByIsTIWp7ijmNiBxZVfvsjGwwPcZQWofg/78wlWRnbxr6WxAnlkcKP4/OzeXSSeUil+1xX0pMnu0AL+c9UE+jrJ284Qm1zBvjlNfHoNb2cze19+FcLz5H/0/ZBykYnqZHbiqDUN+H/+Q6THZkit7qK2t6LvJknv6Zj3BnE9+Qzm/XFJSItNIZwixaCGYH4EGtrlC/Wrn4Pzj0EsLfKJ6++Dw0P4wsfg4lugqhmmb0D9eYm73/iEOFcUORVdPLC+AnvbHDW5W87+sRsQKnaGhuTge2kE2/7ZNwyL/D0zyD+M7Vutbn9HUYgDZZxiiPn+ssdosG5B2gV1EchocGMTnqlzbGhyz8251nYGlg7kF1GchgTcUFktpdqei5xYLduu42Cbaw+Va9vWf9Ogpt2PryBIxtEKT95PU34uD9vjZ7w/SmFDvtM563okwc7qhHPt3bI/R9djrN9ZYuULD6j9pecwFA+m7cLXWoOSFz5xreT6PkbaxFVX84jNW3p1G2NzD7W7m9TtEbTeC5iGhh7TMe+NY7iDYhGzG5UGgIQOh/twEIUOx0vRAB5OQLhAVqwTQ5LJNDk2MxkLpgah+fJxoLx3Q7SOpxNiONkFfzpxXpuE6B7U9iDf2MDWEva/+P4G3B80I/WD3r4dNurfOe4yeZzEpx/YRrriT1SCvgleE24Y1eVCpX6oK+CkRVv8uNHn3iEUhmTaVm5VJwOM7cLFZrkdRrac9VnOxIP1KKRtqKmSff586OqU9VvGd6w7TuNhaMCmvS94hKvFeZPDuEZ1Z/4RS5zBy+RAjJq+UtaWDQ52Dcq7y4+Or45H8RYGSKRVdMXD5lSUiqcbMLQg60Nr5HdXYWhB0hmbvdF1Jn/nBqU/1ounvEgS50iE9E6cQF87JhrJjQNSK3uYNqhV5WT2kkdVnvjAOGpPN9E/+CRKRRmca8PciWOmwa5uxJ6dxWy/gDn0AMYmoOOyWCneH4a2HsmGhu9A43moqIH1dXD5Bd8H+1B3DhIp+Tl+IP0AIH/spXHwFsD2srNKUaHGIUB1C+YGoe7y8c0zdgNar0ufwOYURKog7GD0YF1Y5P8lJwh/j9ubHa/wrTH7uw5znJ0lcJotnkR85XLZY7/jDLbpgm0VWkIwa0FXPozpEHeB4oWe/BwbNy8MHEBPuTDK2xbMxR1bt1PxuX9J1DulBaBrsJNBCCyvXDeegbgpmK0ol1+uvVNGvxteuDsD3rBGZbOPyVkXgbCbcIkPAxexjMb/8//Z5/H3FOAJ+6ntDJPGy9hAkvq+QoZfPsQwFOqvVzJ/L0rV5UomX9kknlRoeVsjs/07qH4vZjgPxeMlFrXYGd8i1FxBsLOOg7ldlr80Rmxxj7KfeAJTcaGnLaKTq2glEYLPP0b0/gJGysC0VbxPXCL22ijpuTVczfWkZ1ZxdbSSuj9FenQG34ffT2bjAAwTK2Nj+fMwV7awiirANOCVG1LlWVwE04JQPuxsw6UnIL8EHo7LsI+UDlP34FwfuHwQ3YeKZthZhWRa8FhcDdvrwiYrHojvQ0kbGCn5OXYAzVdzqrnj4I/A7oJzhyhQeQnmbkNVNxzuYP/z7y+L/MO0eXtDbf9RUUgB2Xj3euzxiWOn2ePTzPHpVWwO81sehIE9KLFhYAOeqT8Gd8yAqT2O9cXOGxYVwqVznCm5WDw4+b7Z5NhwqZiurGxBO5HE3n45TVNPGM3RFBvOsaquPKbupqjqzafuchnTQ1HCRhpveeQReUQC/9HPpxNwpTiCWhSn6hefJ3mQJv/pdjKqj+jDdfSHu5ioziAQBcMdQE/qeOtOeiabuLDKa0D1k7o9gl1RS2piA7u6gcxrQ3DlafkbDwxC15Mw+gBe+TL87D+CcBJGRqC5SyxkUoZ8w6URTXEiBQ9uQ6AYyprkGzCrRZ7oh9qLzjxhvnlCfHpfpA3yLZgdlG/n8gvgCqH8ixj2v/zRZpHfKJtt2/w7VSWCoyXmUfa4Bgm4WXHM61Z7nMeABy4HEBs3E/oPZX+DC4qzvlOaNPqUh6HS8Uy1VJjclgUvKoxug+kFzQ2djeD2cxSMRxehqwKqquH+rFi5xQy4MyKkSH4VlLd4j/GqQtpQMDUv8zMmSUOjrjN0glGWITwidciv9pPRTGYH9yjvreRgWydlqoTLCgAvi4PblD7bxvyLC0SutxLqrmPj/gbhngimx0XG1Gj6x+9if+kQu7gQf10lye0YG3/+GnmWx5FUqGQOkyQfzOPpVfFe7yOd0yeg7CZQr17B2I5iZbzoww+gpQPjv/wZ+MJgFcBLr4oTzGEMPv8JeOIdojX88n+D5z8MOwfwyT+GF34BAl4YvwN13fDKF2BnC37sH0in+/QIVHfB4bbUzwsqwJMCr1+S5cnb4M/iG1kIWyrMD0DlRWn48RVC5WOwswDrt6CkA3zlsPejzyK/kbb/6LB7EXLcn5zH09g97Vyxqsh49gsBQHVcNl3Q4cRBQ5VJl3YawgE4F4TzRTAShdIwrGTgcjVHMXgrBct7gAcGVoT36KyF883QU89RjN3PwPgyvP1xGHgIfRdl/8gsJOZhbBEuP+eist5NGhc1jV6GB0xaS1wcptw8uJPhF/5FJdMTFsV1fh4MpNFti3QG+r+8T/MTpSjBIOOvbGMqbpKWG13x4Il42dk0SCs+Srpq2RzdYWN8mfoP9BI9VCAvzPb9VdTKUvKvd+LZjKNnLILXutAMm8ONOOtfuk9pWQXRyVU87U3ExxY4nPgbQh9+N4o/H8Plxm5uwqqqxo6aqIEiMmaA9Jc/h9p9ESsYwfqzT8DP/Src6Ye5Kejog9UV0RAnEyLCDkVg5iGsvwzl9eI//vVPwbV3w94hfOP3oO8FUELw4Aa0PwWHK/CFP4LnfgEsExZuQ3U3DH9R5FJv/TXwpeDhA6g5L9KptCHT9TxJ+VJ1F8DgJ8FbDJYfdPsNo0V+UzHI/4dT8inmJEOcy0adZo9PDAX5ZqzxafY457yvrcGiLiMv8XJUHvIHoK3G6cw9rUPOvWYuu5yAgwQ0tQkTlbWbMTWNjOuY4c1qiV970aLz8RCKz+8wwMJEZYPu5GCcyt7yo2R37l4Ud1GYYHWBsEj4z2STcxPwjRsPCT7exeH4Ou76cg7uzOC7dhE766eawxKnNvbY/j8/hvvxPpSqCgCZylVUjF1ZJ4zx5gHmwwUM2ymvVDRKYw5I3bq8AUaHZfqDYUtzQDohk7Lu3oALT51MZLM/b63D5gJE6mBnEYJlYFhQ2nB8bu7jd7IvGoPNEfCXgaph/9vvX8B9szNSr4dX27b5N6pKMVKAO13tycXqNOJrlWWPT/gen8ZW7mPOsYdp2Ldgy4SFGLSWQSToVHGcSk5LhZApaM4wkPZHr3t/SSZaVtfK84Ep6Lsk75V1mZnf0Vhcl0VmbYsHb56H+0MW7rAP2+OhvEEmVs7NmkT3QUcjbbkZ+uI27W+rxNR8WLjY3zNRPG5MxUP19dqjSs/iwBbFfXWk8bD88hz5fc3sjm+S39vE3sIhpqXgbahka2ARJRjA8njQYwaumnJic1t4e7uOkvLN//DnWHEd39uekl4EWyU9MYcZKcHzzHOYhgv95iBGwhCLp6V5WNuSJhtfWKo8e3sSbLfWhUkurpHAq6elehOLi3bR5YPyRng4DM3XYHpA5BXpuLDCk69CqwwPwQBm7kCdUz3ad/BdWCcNeOFSwXfRKXxnq0NrI5BJQn4NKBHsf/39YZHf7HiFbx5jJ5BOvyqOtcevV/Wp4jjGrjmkUluQ42qOBX1hzoyH+wo8TMrF7x5Anh/ayjgmnLzSIFtXyXHVZ1sk7ntJUepcPCcGRbPbcOWCnDfwUJppVY/E2NsTsLwBhTVeMrZGMF+jujXA4IBN3Tk/D4YtOq4LqdT/UhJXyIelyCjp8TsxlidiXPlIC7Yq+9amkySjBq0/0Y6nIMT88D66Dp6qYvZm93GVFWGhko7qBC42EV+PsfCnr1Hw1h5SO3HCj3eyO7yE73wLiblNjIyJEU2jNlZjesOktw/Z/6PP4n/P82RWt1Fbm9BnlslML+H+6EcxpxYwV1axyqqxtqOwuAwt5+WL6bWvigQiFoOVRRGDb22C5gXbFjznlzgG1S6oOy8eeeFSSEZhbR5SMenRyS+B6CGYtjDF3oCwgyUNMHdPmmlnBsAbhISD76kb0Ozojg1g/jaUt8PGDIQqYGcOIo1gZt4QMfZNkyD/f89oFnCfejwrUc6WfvxnJcGnkmHLA+MpSGdZZI/MjH9lA56oEwDXFDvz389IpB9JsF8nwA9OQW/PyVHSp3XHcUPjzssG55/Kw9SOk+Ms85t2AunkUIzKnoqjZDeDh5WRPZRwkEBd6ZmSilxN8fbIOq7SCFppMRk87A3MEOjrYOflMXx9nViB4AmWOPrKXaziMoxEGrUgH6WhEcNwoa/sYC5tinexocJhAr74N9BzXRJkOG6qe+ULMp7SH4HZUahogJkRWJyFZz8kf7TTSazlPOpIEJ2+BZEGaL5yMtG1Tr0u+765j7nHzVPnxbekjNv4buzfbuD7sb3ZA+5ZeDVNk3+taUejo8/Cay5W55FBA5GzFrRnLWSdxw0bVgwkoDrl1oEdSCiCWb8Puqo5E4ubKSEz62uOjw8uQFUVlJcdv/fAJPT1HEsrcqVQGbw8nLKZnYUXv5Sm95kwRbVBdKcxtqA2jL84RDKjMPJqjIanypkbilF1uYI0HnRL5aX/MEoqblL/wjkMR+O/uxCl/G3nICASjfVXZ0kZLvIvN7M/uk7gcgcmLrYH5gn0dbD36ihGQif0/DX2B2bw9EmDbGJkFruslMzEPBYqricexzBcxL/6GsZXX8b1wnsw8Yrm99Ytaa557v0w/RD29yC/FEbvyPSivR3Y3ZKeALcfYglovwrJOGyvQfdzMDcC8/fh0jshXCR4TcWkOXZzFvo+JM12WfxtL0nwDji+qSZSml24A3l1UH/lbCxnf7ZMWB8BTwj7L3/yu72FT2xvdrzC2Zj9LUXBg3iJtyBCZx2BQRvSWHt6UduDYGxOgaAHmk/FwRVLcFPt9ARkPDCWkFibrbiuGtC/A+9qEqlEWwnkFXAm4ZS7qLXc8LVR2DiAi50if0KTprz7c1L1ee2BjH5PmhoZ1UNRtZ/NXY3pSZOvfEEnmK/R82yBgzs3yzNprvxEFbrqY/Z+HE9hkM1Vk0TMpu6pakzNz/zQNv1/8pC297VBnkgaNx8eEF05pP4jj+MtjbA7d0AqrpPRXWQSBt7GCqLLMUwU0ltRlPw8Nj/XT8EH3kJ8conAe54lOTiFaVqYeUVYioalathl5ejL29iF5ST+4L/iOt+DubUF23vQ2g0vfQOuPSf2bFOjUF4teFqaB28YZh6IhCIcgfpOJxa7QU9Ks11ZPUzclkVoy2UYvQnhQiGuFu5Cw1UobZRm2coOWBqBlfvQ/s5j0isRk8Xqxixc+qBMu8xue0uwPQ2Nzx5j92ABtmbJfOHXcbvdfD+2v9USi3+lKLiRkg8cyymy/3JVEieOOcE2W/7JlVDMWrCfBsVGvgU8gAFt+dLQgwabFlgp+OePi8yirxoWktC/Lm/QWQ2B3GT79M+vI+ew1WNLt2ywzZUrxFMKd24aXHgm72i8bLaUm5scG7goai5gZSJK5FzZEdMb6apiaTxGdCZGuCnwiKQim4jHN2PoLh9aaZlTCvaiK+Jn7HnqCvs3HuDuPgd5AQxcJG6PoF7uxfbkod96gJ3wwcgydn0rZn4NRqD+2I0iYcJ6TEql3hBUt0qg04G9OGQyUFYO5aa4UnjLwPSJB1B5iyMc4+wJeFU94CmCrVmhFWp7vjVD/O1okrM/uwoho/N323e3/V+Kwj6ymFX41mVaDQnA0zi6RpeTHOc08UQVmEo4rFDWdNWEYh/0FHOU/L68Cz99ToaC9NbIbdi/IW9Wmg91WSrbBaVFkhDXO89vP4SmeijOJsfO/vo6mF2H2ibYjcP4mAKqTQbQMdFxYytw5bkw+ZVBdEPFFdSo7oiQwUMsYTM5mKD52Spk4E7qCJNrD2O0/2QHG9MxonGViuv1ZPDgbs4w/akJ8jqqxL7RH2L31Rk27y1T9+s/foR/2+cjcZDGVL2oLTUcjK+iK25sPKQ39zFcPtSSCoz5Hey2DlJf7scqrhD7tHeUYh4mpfnOExYf1OlJiKbhmQ/Ag0GxcAuWwNKsSCKCOuxtifak9qKUUyu6RCaRVwMX6wT/hgu8pVDqaA09ZWIPlTYF354C2R83JVhX5mC4uAe0YtielYa9yktn4zv7s78O1sdQfj2N/e+/f1rkv03bbyoKQSQJjjr7qnh0jHQB4l1+hGkNJiyZUNmcE4gtBcYNSCswFhcbR7ygmdAV4ajBfSYNQRV6KsWCrbYERvdElaP64FLtyUbao8kOGqzsQ1kxPH8dEjb0j4tTTUmZvP8rw9DcDku7GjFdY3zcpKHDQrdt4mk311/wsrWtkjbd6GhUdQQJVOSzsmRxsB0jVJWHvzyfra09qh4rYuq1PcouuUmlXZz/yHnSthdfTQneknzsyiRr/9crrN5cwleTRMdLYu2QrRtTVP7D96BWlOHxxjmc3EQpL8cwbIr+2UdJ9E/h/cl3cvDpb+BqaWL/P30M/89/ACOexFC92OkDjMUd2FfhbT+OmU6LRixcLTHw3GVpvqstlUbZqhZYmIaqc3C4C4ECqGyBwx1JPFK6fMHWXhJ2OFwFHS/A1pxIF0ubZF9lm7DFGQMIQuN1cAXFU890yR/YUwoF1U7+VCYrobQpvsdZfKdMKMmHIqfHwAAKe8D1Cp5fW8f+nR+uNOpHPkH+586qNsijyXD257MS5ezjjiK+qljyz04BHqj1Q2OQR2yi8MnrltOwrUNftlMWeawrhjpnRftgHVL7UlW82AhqFsS5SXL2ujn78wpgPQF5wZO64wweDmIK9+9C37Nh0o5e8XRSnJvkankeYg8PyMtpBMrgoaC9gs2HB2xM7RNoPW6oy7LISUtjf2qLvOvdJ4eB2BpYGobqxX39KrGb93G1taDvxTDLK7E8eaRTXoyMG7uqDWtpAePeLDR1HQdGQ4E7N6Ur9l4/eCPQfxtK66TxrvNJuH8LYro06r30eSiuh8sfFIuY1RVITkDDlZNuFVm5xcIglF4E2w/hFhi/BaESiDTJebm5bW5izamfz0qgd+fAVQrefJRfjmH/3t9pkb+T7d8qCodIA60zJwD41kmyF3CpIjsdAVyGXEDNALbg/1LoUfs2nEqhpcKLG/B4JfgCELAgloFQGC4XyjnrGRhYBjwySrowxBE2X52AziZn6KImMvixGecXdLSMrUnwFmp09biOFq4ZPAwN2rRc8mJqHra2XdS15rEXdTHeHyMag709hb4fryXtYCyjCN72d0XjWFhZhLmqUNRRwew3Fil6uh0lHCB4roZQT9MRNvPxsvbFB6x/dRS7sNDpC3Cx/e8+QeE//SgEwpiLmxg7G6QnVzC29nA9fo10xoXhKsCMuTAaujD/5kvwkx+FuX1p2rn1qpReCyrhfKk02w0Pib1TXBcfY9MHgX3YeRnyqoRxDpRBagu2VoUBHuuHYAE89nMinUgYsHYTwpWQTkPXT8L2HGwsQ2ocfKXgLwWXBRvrECyXm2FlCIougO2DUAtMO/0HeU3HN1oWr5YFa1NQ/QxE/06L/N1s/9yxXnRCH43AIscuFR4kKfYjmuJxBDYp4K7p2LdZMGRx/H2rwjkfBPxCMvVk7Wuy8glgMi5kZ1sRUvnZk+l8nY6TjAEMrYHthrwgtDVAbRnMb4u8IgF0O70+Aa/Iog7SMLEAn/wCXLgMURsuXHfhCnhJWArtl3wsraqkVRcNF/Mw+tM0X84jjYepkQzJpM5L/22VzrdXkFIy6Kv7pC2NoU+vUdJRwsv/foQrv36FaFLDiCvsLx7i1j3sz+5T++FrWKqGFQiR11SJsptmd3qHrZcn8Z5LiWuUrrDz375M/ofegS9cgOuZx4m/OIhdV4+OG98v/QxGyoCeixiDD7FTLowvfg2efTeUBOBLX4Hr7xR3mMQOlDfB9ibsLYtrxb1+2Fh1LE8rwVcAgYTEXUuBnU0Z8pFCcB5LyiJX8cHunsihlibh8ADOvRcW+kErhK0ZOBiDQATO/xws3oaMCVMOvhNpaPsQ7M1K821mXBJorRSCFmyticQCYHUICi5A5hDLslDV7KrnB7/9SCfI/5szbSurW4RH2WOcYzFgg+Pyj1eVgFujwaXXK9Wezqadx8U0HFpwsTznmBOE1Zws/HydXDejweCy7C+IQEtTzvVPP2rQ2AY3R+BChXYiad3bV5gcM7n4ZP5RspvblJdNinObfgxcWIrrTPlFqKWcndlDtsZ3CLZXn7Bs231tEv/jF0jjPnqfNB7UjjZiY8soXZ2YaKjXHiPxYj9GxsL1zDOYKY1MykMm4xE7gUg7JJbg3iQ0dcu32vgDmX6XVkVPuHsoXewLMzBzU4Z1KEHwFsm33l//Z2GQSwMQTUD9VQl8E/3gCUK581VtALuLoOaDkgelvbDYD1WPweE6TN+EgiYxOf9OGWUDyMQgtgNFTqUmvYwo7f5u+3a2/91xl3FyzLMnWTo/uxBZRdZF0QZesoSp6rShzwPKaW1/1u72VIXGsOClPXi6EjQH2+1FMLALfZHj88qDUF4hzx/uwcwsLOzArc/DxXaY3wRrX35BTwguXjzWMaZ90HE1K61wHy04B2/rlDcHCRQFyOAlOpukGBfesJfCJi+Jh2kaW8NM9McwlDSFzQUUtRaxOHZIbFun8qkmEvhxhQOkdReRJ9pY+cY0hc+ex1TUI2zuLx5i5xeQ9/xlLJcbV0UprooK0iNz+J7qJbmwi57ckDG20QyxP/8T3H//FyHhxrbcmPVdZPqHpdX//b8ML92AloswNgn13fCZ/wKFZVDVCg9fFW2iocJXPgEX98Vfb+w1iFQL2bC1CqXtsDABJY2SCc2PQNszIq9SAhJYq+vh1T+GsnbIC4gso+oqJA/hwaehuhfKumD+DnjLpbdAyQfyoLAX1geg5CrE1qVBKNxwLMcwgNWbUP64BHzdg/Lzaez/8ncs8re7/VNFoYATPeZHmISTGN4FDjiG4xhw04a3uaDXA/k5zhS5MdanSTIbgCPcjsYh5Ic6px/gEdbLqfxmx8Hvp2FgXhLjV8agrhoa6mBomqOku74BGkrh5X74f/1TSY7Tbi/jYwop20Zxa0xOQTKt0HIxSBoNQ7GOYmdNV4D7r8U5/7YyPBEfaVNDKwhQ3VJImn10l4feX+1laeSQUHsV8cV9CvqauP87t/BWF6H5VQ7G1vB31ROf2CSxlaT4Z97Gwcw2uu3G39uBfpjBM79LYn6LjHcaHQ9GXoT4n3wG7YmrKG99DmN8AXt0Cf3QFinTL/4TmJ6FhU24+g4orIEvfVHGsneWwa0XoboF2q7A5/4AGi+CZcP0XQiXiOZ/flj+ULU9MD8IHeWS0Lz2Keh8HhIZ2HgArc/C1l2YHZJKEsDGa9L3s9APFX1QnACCoEaE9Br+YyhuBzMA8SSUXoXUIUx/Gop7oaQL1m6DuwKii+DKBzsPtDCuX1jG/pMf3qL2R1aD/NbBQTxISSdX9+RCEuGszNcheAgjGkYv34H2+IzHOV2mGLc7NlHZ/SkXTEWhu56TXwKnEu+dFMzuyP6aSiivynmPnCafWyManVd8R0nv1rbCzCycu5J/lDSf1ZSXmwCn8RBLKEx9fRXL66P4sSYIn7SVyuDhYGGPRNQk1NVAGi8Ho8u4SgqxS8tOaJKP9M+DEyi9PZIEWC5SLw1iekPYReXYJdVkUl5hf6dnoPmCfGirq7C5KZrFgyhUtx0zvuO3JUHOPp8dltJNSheGuPaSBOP5AflEXW6ocJLtxD6sTkJ+hZRsV+9JgAVJbpf7oeSSNPwBbDyE5DaUO11V8O0zyks3oPz68f7EPlgu7I+FX/de/Xa2N7umsa+vz37X4CApoIhH9cX7iBImF2puRFaRtbV9iCTFGy5o98EDF+ASCUVD4NSLc7CcUeHGATxT4wweyMHs4C70NnBSe5yDRcsNXx+BpT043w6+EHSdyznPeR/DC2NLEKzwkl/oPsLfzdcsmroCePJ8R/seDKSp7ytme8Ngbcmkpq/shPZ/cSLB0oMDZl5cofd/vOpUdwTXy4Mb5Pc2oxs2yy/NkdfXzOFKDE9jFXv3lgle7eRgagO1uIjk8g6ZjALhEPphEru352gYSHp0luTgFHZpNbY/D0NXpSz66U/A8x+A0lrpMr/ziqxCMhacvy4WT7MTgs3CanGh8Pil3r04AZEKEYmuTknFxwTiUQgVyiCPQERY4KVhSagzFmBDWQ+gwtKAYFvVIBGFuutiEbU9Lu+ZVw3xTSh1mvZMYL0fSi/JfGCAvYcQ34biSxCdB7UAAuXH58eWsP/iewu4b3a8gmD2mcFBCpHbPLc3IIVMHslCIRtjS4AG5/k40KzCpgeueGHGBTFn5XsxDJrTZJfVCg/qTiXHB/ejUBiG6kJOYHp0F+pKpQkPDfYMmItxor9gZgfmNuHZy/K8vU2qRPgkrr40BE9eByt0HGPTeNEthS//tcX4uM3j7yygpkvi5PauwvaOSklLAfdfOaD6UgmrSzrhmgLUUIj9HZ2F4UNGv7BE5ZVK6t53AdMTZPHOGumojlZejLskn8PNFHY4j+RmDLuggPXP9qNWluJtqycxsYxSXYnp9mBYGt7rl4nefICV1OGZJzFTJukXB9BXd1Ba2zFGH2I1dcDn/waKqqD3aZh9KNanB4dQ0wr+QliZF+lTfrk03c08AC0gjMHoy3DuKYgewOI9KGsRxnjpATRek7J3bA/KO0UCuTouY96LzkE6Jrj0F0BsF4yMVHp8EXGQcXnAMmSQCIrIJ1QV1gdFf6y6pO+g8jpkDmFzDGwDgtVwuAFlOfE7voz5scrvmUX+W9WkV64o9kcR5y6Fk8lwACkBZaWE37FzxVmPToI7qUuQbSnkzCa7gW3oq+NksD2rMS+bbG+Ka4Xig45z0pOWtXS7M+Km7ZIHW/Wwsq6ytqbQfCn8SAKcDZ5xw838WIqkoWHgwbQVMniwvT7yOyqYG9xDCYdJJ0wyuJ1zVAyPD19nI4m1KLHtFO6KYmJbCXydzSd8lnMlGMnBMbjUi2G4SN9+gN3Sge0Jk7k3Lub+pXWQ0mB4QPwTswnmyiq89Fl45y/LHyCbEO9vigF5afNxsprOwJf+M7h9UNt33FwXPZAGnZbn5Xm2se9wTRoBLv/Ksb7JwCmxDkDZleMbSEeYJ0UVPWP23Oxm5JyXfY+tAcg/J3qu3O1wGfsz1Xwv25s94FYoiv0zCFR0Tigf8CL+xqWc3ZyXREZNX3cwO+GCK1lw+2DThkVVyqwNASgOH79BQoOBQ3iqhjObYQd2xAoqO7ErF8+GC16ahKd74N4K9HaLjnF0CVChtALqWk420vYPq5zrFa/jGy9btPSF0QK+Ewnw/IxJNOEibboJFPnY3rYxEEsoHTeGpXK4Z3C4a6FE8vFEguh40BU322PbhDqq8DRWo+SFWHvxIaYviGWB/3rv0Xsc9k/ivtTBzse/hvfJy9glJaRm11E6Osms7WOs7aGrYYykDXtR6L4GD2dhclyCYU0rbG9JSfZTvweX3ya2TwYOO7wOr3wSnvpZCOTB3a9Bx3MiZbj/NXjql2FlFPa3oO2tMPFl0TP2fOB4AZrW4f5fStJb/+Tx/vgBTHwazn1IhKjZ/bE1mP0SPP4boBUc31wZC7b6JajmLnQXvwqpXWj64ElsxzaBfOxPffcs8psdrwBlimL/faQhLxerGnILeBCZVAOPxtgxJHmu8MED4IkcqaLlFtmF7YagH9qd5DXrTT4Uhcp8KC/gCOMpF4ztCzv81UUZAR8JQ34+NFUfnzeyJjliwoCqSpnxNLYMSUNujYQFTz8LRkBi7O0Hbjr6fOI//lDBRGXvQKO6I8zkqIWhaIRKfGxt2hxGVSovFbM6Jz7Ei2NxijtL0PGQipnoLh9rU4fkdVShaG4yaEx/dhxXUR4V77yEt6WO/fF19sbWCZxvQA+EsdBI7iYxDRulq52dP/wc6fU9/O95G+nxOWhrIjOyiFVVi3r1OvqdexhJQ7TE55+BwTvSbNfUDV/9LDz5TrjfL5XY534KJu6KdKH7eXj1E1BUA3U98NLHobFHFqkzw9D2OGwti3yx9SnQMzD9Glz+OUmSZ16Ciz8LW1Mw9RW48ivSg3OwDJEWmPmSkEXtH4LosnzY3gKY+EvRQlfl4Dt5ADOfhpYPgh04vuHi67D8Bej5DXBFjvfbtsTYz/5wFrU/kglynqLY7wfakUT4THeKU/vPcq7QNMfNJCcJPvPRC6MJqRI2FPC6ie/AOvQ18UgifOJ57vvlvPbBjDQMmT5ou+xFt1zce+AmXOJhZ0eh8UL4yNptZkohmlDR8ZBBPEsN1U15RwTLEziVRHtJ4j9hC5UrmUikFA7H10nbbuKbcXa/do/Ih9+OWlyIXVvDWd7ImaUtMik3ZgpMS8EqbzxuvhubkO7Yojq4PwAtfcdJ7L1X4NzjMD4kWUnthePgNXYbGq8ePz/ch415WbWuz4gUI+RM6EnHxRamovsYeEvDUFAPu8ugR6WMo6ryzbjWL4yS6rBM2ffIJGDzHvhKoKD59Rv1Yguy6g7luFZkz83sC4v8ue+eRX6zB9w8RbHfDjQjyXBWRpG7aD1rMRsHthB7tyxmx1zQ6+NMy8UZC3adBtf6fGnwuVbJo5hzXpdSYWofuhse3X9zDp6+KH0og/Nw6fzJ4QVrB7C0BboPqs5p5Je46R9Sab3o55UX4cJ1P3j8pPGwue1iecEigxtLcfHSX25T0Rmh+dlKQpWRExWaqRtbRLorxTUtbpGIWxRcbiWDh82BJQI9LezP7JE+TEtX/e99ifz3PYNWUYyrsw1L83LQ/xAzbcDjj5GZXMDy+EhvxLG7ezBuDMCV61LluXtPmnYG7whjXN0mAwL2dqH7aVhbhngCVuakc736vGhLHg5LH0F8VxgpxQ+Reli+L5+giZR+U0movSySDN0S2tBfCkVNwkbvz8sgD18EQnUQKoftedATYOmiMwbB4NZ9sZNK7si1Iw6+QVjkIgff2UXx5g0o6IO9e6Jl9uXokxNL2H/93QfcNzteAfIVxf4QJ6uuGpIw287+OeACJ7F7H7gIlDgLWtMNa27oyGI2J6YeApOm7NuwRPNvqBAMyMUUDfBIkaKjVPoL+jeFXd4zhYy80AIeHwyvQGkZVDqV3YFZx3rRK+qAbwxB3JBFracQmjo8jM9qBIu8rG9q2F43ZQ0hRgYz1F7IY2rUJGVqbKzb3PjUNueeKKGkPUL1lXIM1cfDgQPK+6rZnImSSLsId9Sw0L+JnrYJd9dhhcKsvrrA4cI+wd5m0gkwcbE7NE9idouCn3wOrbaClKESuzUOdTVQWEhiYQtb1bA8frjQQ+LLdzC+/HV44f0io2g+D7f7IZWBD/+6NMo+HIeyOqjtgvlxMAzB5962OFEYNpi6TDoyTHCHJVFdmxYyKRODvTXoep9IHxYHofk5iMdgdxbKLkBBK6zfl5WNYstEllQSKi7DwmsyfET1irwptg0FbVLBOVyVHqNwPXgqILoAmbj8PkU58X9nWDTQ6R1hsouuHk/LTCxjfu57Y5H/ViXIJYpi/ywC1CwDVcSjwfYs9ljjdXxUTzPHOUH1flzAW+2sds9ij9FgNe102pbzuonwidfkvDZrERVVNO6OaA4LZVNS46OmWZwjDMWNjofiphDuvOCJwJormTidHKfxsj68TqCjBstz8nW5co2dG+OkYgYUFuKqqyK1uicd8kgybloKZl0LdqCQ5DcGMN1B6LpysvnOAB5OyigjT0CYoqJaeDgCheUQLHYY36hYPuWXQ3ED7G4KO1zUIh/yxA2od+QMBrA9I0xz6QW57vxtqHYS6sNlGTdb1CKJq2XBar80FES6nIA5AMWnWOTsFl2H2Bz4mySAZ98TxMs1OgaRvpOJ84lzlrC/8ncB9/W2UkWxP8AxE1WIYPb0gjY30B4iesY+TlZ81hTweKD8m+BwC/jKLrQWSnDtLuZ1F6wDa9DXfHydGDC0DE9dOD4vo8D4GlzoPvl6wyse5WMLbvYPFO4OQyyp0v14WDrMUUnbHvyFPgob8o5wOt6foPxCMQv3Y+i4cRUECTcWM/XKFiWXayEQIo2X5YENfE0VbE/sknetHT0DOxNbBLsbyeDlYPmAxMwmqb0k/icvEV/exzJh/8t3cPeexyoqw8ovwMwopPunsIvLMS48BmZQ8Do8KBWeF78oWv7zT8LogLBLN78kyXD7kzB6G5quij3b/LhkLkUNMH8Pqs7D4gNYug9d7wZ3PqyOQmEjrDyAnRno+hAkDmRh6woIXt35cO4n5Nxwjcie9heko6viKVi/DcVOqXVvGcwk5LeIVrH4Mmz3S5/CEb77j89fexUKr0rCbAKpdYjPQbBJmoLSm6DnYX/d913dz292vAIUK4r9C8ifzwvUI9jQgCbnMduo50cUDveBK4ibVG6MHTSh15FF4BUW+aEJsWxDngZf2oWkDS/UQWcp5Ac4E7MDm9BTJ4tVyy2N8PdWobYSnuk7PjebIB/qQj498QQMjMvk5I2kxtSchm6rfOVvLNr7AhRU+DEUN9Gki9UVuPbeYtKWhwe3koSrw7gLAuzvKRzsg4VKytTQCkLoqoeU6SWVtFgf3SXcXsXG/S3UojDl7+pha3gD0+dHycvDVVvF5o0pMluHaG1NWH4/qd0UqeVtYl++if+jHyI1Oo/yznegv3oX3fRjVTbIsJ2ELtXZcIVMpfzSJ0T2dO+WLGa3N4SAeuYjwuaOD0BDn+iMdR0aLsF0vyTHxc0wc0tIJ1+RVGTLL8iKY6kfah4HPS4V2bqnILoFmw+g8Z3S1Lc+CgWNsDkqjYC9/6tUaxIH4naz9qo03bb8NOyMQKBWmnUPFuS7o/wUvg9WwExIQ/3mbYhchj0nfge7hEVOLf9QYqz2Xb/jD3HTEFF/G4KhXUTH6EfsYk436JHz3O3sOGHtBo82yznHhg6gIg8qAmcfz22uqwzKNL3a1zl+tE/LOebsEwJWxeV1c/6yh+lp8OcZVDV6yNhuCqr9hMtCJ8ZBfzvJcbaBL9Rdx8bwFuGeyCPNfBk87E1s4GqqQ9mMY5WXE5tdx3XtMgoaCi6wPJgZhczYCubBOuY3XoZn3wcDIzJpob5DqDsDKG+D2RmIH0I0CmmPY+tU7DTLAGoY6q4J4ztyE4rbYHdXSgILd6C07+T0u1CTsECrQ7IKLjgPC/cgrx22lqDsmlzbAFCdxp19WL4JnkrJchLGoywygFoOeeVw+FACev4l0HzyvjtDUHBdpndlt9zXAuhhlKei2C9/b1rkN+umIj0AGjJgIAUsIbd/DccL2CxuN5AybpadguPJebUeGS5QfhpTzvF1Q3yPf9phhRMu6N8DPFCcBw3FnMRjDp730zC65STHORj1+ERtkH1uACNjkHJDxq1iuBTShoppWYQLXJi2hsvjoqYr/0SfQNaNBpcLU3VT2SdexztbBjd+Z4KSC2XEDm3cAcFwBg/+SARfZ5j1GzPkXz9POqPixksyA/HlAwJPXyY1ME3s4Qa0NmNmLNzvfhuWbmF19qCvH2CurKGPz4KyBHZEbKDKG0SgfetV6HxG7vVb35CkOKOCGpQEdGQAys7D5H2xhpqfEwtG2w8Nz4resKVaVgsZC4KlELGh7BKopXJe2oSSXth6KP0BC7dEPjHzKpT1wfowlF+F7RVwB6WxNnJeGKvQOThchKLHBYOechkYkndVqjfLN8FXKWxTwoD4DPgaZIGe3bRy0T7HJkGfBl8PGFv8naPF629eJCHuRPC7jkidzjvH3Uh/wKHz8whwDccLOSfGLpqiRybtWKYqgAnNeeI8gQYvx+B/aoaxNPRVwHgCplJy4Z5ascXOYq+rDEY2obtJipApC959Bfx5MDAjTmXFJXLu9qHIGJ+4Cgtr4jqTDoDucWGpLqYmVApKoaDUg2GpVJ7zo4UCWINp4hk3k8Mp2p8pIYOXif4o3tI8bJdFxtKY+Noq0X2TysuVVL2zC38oD6OwGDsQoiAQYe3lh6y+OEt0LYq3vZHE2Cypb0yS/6G3o48soofy0Q+SKL0XsRJ3cX/gx9AzKuaFq5i3xjG1fKyPfQx+9h/C5LzMBdjahNGHgsNr74WtDeh8SljgqlLYj4ttmuWVoRztz0tD68oUuCNQ/xTsrEivTss7xE88WA/1eXC4CSVN0jybTkPBOVAKRT9c4BLHmIwi+M6zpWJDKWzchNUBCLaKHrm4Bdw1UuVZvgmRS1KlLb4K9oo0360OQKgLNu5BuB1ii5B/TfDtLofEOgQdfG+9Bt4qMLUfiqPFjySDXK4o9j9BVrBZUsePLEYXEXDnITqoXFbqTHnFWeyx89gfF0lFcbYJ6PVkE7kr3CwjdZasIndfDvOVO2Ag4/IwMWmD24snz8PugZuyphAP51R2txVMxUV5RwFKIPC6yXE2AU7gP3HO2sAqob62E016Ji6iOynSq3to59tJWm5iQ9PY59pI3Z1Ee/Ia6YwH09AwDRfppAdr6B4kXdB4XtjcWAqmx6WMaiJAspDy7MYyFFRBS44Oycj5l32+NCoaKNsDZecgXHvyXHIek2nYHIK9BQhUS5e6lQOc01KJ/UWILwkLVfrWR8/LPRdEb6yosi/QDO68R88//ZrUEvZr313AfbMzUuWKYv9jYA9pqi3jGI87SIOeC5FM7SNQaeV1Kj5eGDChL4eRymJpGdi1oLuERzCGFzbSsJRGOtqLoLgIVpNS9Qn4YfYArnQev87ywMS6MFvjS9DRJr+4FpDBVFZIJeP1shPTuDcEPU+FxNKtN4+9mIuH4zY6GoHSIJG6/CN8Ji03C/cOKb9UQTzjYuqVbaqebSKtBtmcTxDdSkuCbKrk9TRieoIkEhZb/UtYgSCByx3s3JggcL2HNB4OB2dQei8Svz2Cvh1Fe+FtxF8bR+nuxTRcZFajsLoF8wviKNF0HuZmYPw+jNyCZz4kZVgDWJoCdwjanwUtBMkUzN6FzSWxa2q5Dg/vyLSr9YcQ3QRvEdReh6U74C8XbeLhhtiuRZplsI7mlXKtqomWP1wn77c5IPt9JeJK4cmTpp/NAcGstxKKnziWSwHs3IGCnGrQ4YI45WQ2wdcMed2y//XwetAPxh74n8K+9Z2zyG92vAJUKor9awj5lI2j68gCdwfBb7nzs+Kcs48T6lTwekBzQa0P0l7wauISk1uhtVR4MQnXiyWMDMSgr4zjCo0bhnekqh8KQXul7O9fg8tt8OqsjJTOixy/ZvMAhhfhwTzMrcH73y3OUdX14t9shzQiVT5u96uU1vlYWFRp6/FjqD7GRy1iSRcj/Slwu6ntKSLj9AcsjsRpfnsdgdIwCw+iqPkh9jcNAueq2Jg4IGO7cZUWsju1i7siQqCrmc2hZSguIr2bwAzns/PVe/jeeg1L82F4gxgmHHzq67jf8RYyu2msmkb0B/MYWV0IYam0dj0uckX88Knfgbd+RCbhrS9BVTtsrUBVFxQ1w/gN0E2wTcADpefEbm1zTobmRHfFftFC+nZ8ZbLIPVgR3bCWBwdrIpfwFkpTrLdIGupWbkOgAvaXIbkBec1CXB1MyQdwOCMfVn47BGudmQYDEJsFd5kQT548WWDvD0JiATzVUPD4SXwf3IH8K8d4TS06jlF52INd39X9/LeKQVaQVW0jMIOUebIl2k7nUQdGkVhX7pwLHA0GcZ9mkU493jyA9ggUZKP0aTb4FAOcfe73iIFDKMijbHPuv5x9WfbYdLkYHzFxhz2U1UliOzNvUYCX8gYPkQZJaqdG0iSSCUy3QVl3EEN9lFU+nRxn8DhyiZPJcdJyEx2bIfBkL2m8GKoHHQ+ECrF7ejn84hD2Y09iW27RLc6vSFd4TT2M3IXWXlldVl86mfgaSNnn5pfBtyyslcsR5Wc1yVkAZJ8reTD5BVnh7uweHzvyNM05H780AS0Pi3WMv+RRB4rs+SBl5Z37YBQcs8intcZH52qQmAMrAWaeNCKddV7ucyOM0hPFHvo7Fvn0lvU7rgTWgHwkOQYJuNku+AVkGMgFjqF1ouLjOt6XscCTg6UFQxiv7qzW6jTugLJ8KHMC6fQezK0AHtiISbm2ulz0xriOf6m2FghFoKYBkjrUNR8vaHVNY3tXYWxC4fJTPjK4MGwbExfekJfWy8Ier63aTAzEMEiT31iApzBAxnYTTSjM9u9S9WwTtuqWao+lYLo0bNXN+ssPWX+wRbi3lYziwY4UEJtcJbo9hPexS0c41t0+rDQYhopeVIW+sI+RdmMlPVi6CiPT0PM07BgQKIJ7w1DWCMV10FMI0SS0PSH/wbV1GPyyrAoKagUjtl/8UaeHBWu2Bus3IL8e5vvBExHhdmwNfClQQvDwK1CyKx1SW6NQfB7sMEx8DMqfhoI9B3+a/PFXb4ESyZl0GYDDLUgOiUuGrzQnYG5D9EsyfACc3zEAa1+FvD0xqVbU42O5m4l8uMk46K8Cz30bd/Dfvs1GYmcRsIrIKkCwW4TgdwH4PHAZWfT24CxoPScXtGgwYEscPmG9mIBniiU/wwXlflhJQZUTOzVVhm/hg0NbEmPcsJGCL9yHcB483EQyc4+j/CmGzlZxh8qoECmWuVOzq6ImujvpYnLRprbNQ6DQg6fQzciwTUOPl7pOF5vbkL9ko/h8GJaKJ89LeWsxaduHpzDI7N0DfOUFeCuKWN/cRbMkrtouja2hZRb+epSan3uG2N0VdNykVw5JLO+iNQXwXO4mY2pYhkV6axe7pBgrmE/i/gp2pATjcy9ilTbCJ/4UXvgwlBZL383ALflDZpLwwq8IEdXYCf4Kcav4xl/CYRIqUzD6Klx8vzTFDn4cGp8U2eDCILS+DYxDGP6MTK5LGbDzAOqeFolj/C5Uv0U8jcM1oFWJC5SWLxNd1m+KTNEdgoUvQ9EO5OtwMAqh82DlwcLHBffhbPzWpJqz9xpY+cc3mOkXy9TUPZExekqPj+3chsSuVIuy+LV8EPsGltXxA2WRfyQZ5ApFsf9nBKQZ518Trz+mdhcJni4Vznuh0PPNm/NejkFPkZPkfhO2+JHnzusHVqCv49Tx13lNNtgaLpXBCTfhYg9FVf4jRnhgwKa5L/KIfCKDh3jGxcz9FAYutEiIcFPp6ybHabwk95PENlO4WxuO5BW7NydxXb6ArfmOzosNTGB392EaGqlDMG7chr7nJfOfHJORkwbiUtHc92hibCBJ7cIoBEpgfV5kGKk0VF0+Hu6hczKpnXlZSjupA8hreTThzT7qQHwV0lHIHEjXa2oL8i4KvZc9h1PXtyxhj8JXj2+ms1hkMwWH9yF8BdJrkJoHd9NJEJ/FTmWWsEe+cxb5zc5IVToVnywe55GFbIhHKzxTzrE5nMWtB1rcJ/sFLBWGgL4CucCMJQqetqy7zGlc5mBwXYeVhPOGHliLwlen4YUeqCyD8+c4wTrnVoEGx6H38rH2eOXAzfS8RteV4BF2NrZVdg81ShvDJywYs48LkykShxbjr2yjBnyU91VJJzxeGQRQX4ZaXMTmyCZWOI/4dhp/bzsZPKRiaXZemWT7c7fI+8X3Y7tk7LRRXkny5buo15/EyKtCHx7HyLilQWdlB9p6pR794AFUNEE0Bi9/Fp77ZZgYgPIOmBqE2l5YGBHtH5o04RU0Scd6PCYOE54IJLalDOsrkYXpjvNpGWmRP1m2+JtuDAGKWLCpmlg75bfB4QpYSXBXSuK7fV/Yan8VuArkpomtgn4IxgGoRcIOhy8ed74f3IFQDou8cxNCPRC76+wIiX4xu+Xi1UpB7B54GsEOY498Zyzymx2vIJj9p3DUmOdDvkKzTXtziJ+5jlTGaxBFnFeFHg3C/pMxdlCH3gKOmmBvpeCpIqfxNQfbg4cy4TL7POOC0UPp37I9sjb77H0oLYTHOuFco8MgOxhf2IOoDl3noX8CLl8V5V/KA0NTGp/6NDz9zgDnrwWPcHl3wKC5L8L6OqytQm1PEWMDCWr6ytjZtVmdyZBIwcjfrNDwXD1aYR5pvOxvZ7DdPoqe7iB+YLI9sYPlD5KMmXjaGzEjhcQn11j6D58h9MJTWBUVJKaWUYqKSa/tivtTeQ3plX3MuCn3dqQS7rwqVcviahi/JyzxX/0B9L5dKkDJlGhJdreEka3pgZm7Ijms6pFYG49CpBX2l2BxAIo6Ia8SojvS7ZiJw+aEJNmFbZBOQnofUnHRMHuLwFMsGN+fk4Y7fwlS1zMh3Ae7g/LHVVyguiF9AKEOSC6BngJvOSgVEL8HrhB4cvCdWhWLN+MQ3EWQ2gT/BcjMg1YE8XkI5cTpg5sQ6AVj4wcaY78vDLKiKO8A/m/ktv5927Z/69Txfwz8PZx+ZOCjtm0vOMdMxA0GYNG27fd8y/fjWFOcjzTz7CBsVPY/lKtBrud4ZTsNLNoygeuSx5lM6bzIUuEbB/BEMfh8ORd4Hbb4keenH+FR1pmTz01n38A9lZI6F/llHmGiHMsmX9hmf9/GU3A8DORoAIgnQGVfARm87G4bzA/skrS9+OtKcZWGj5Lj7GvsgkIS04v4nOT4cHINu64WQwueHDdd30rm3gJ6bReWpUly/NIr8guff1q+CU3kmzGr+81NjNPIijSBDOXwJuUTCZfC5E0p3ZS2n3zdar90nbsCcDgv38K5CTEcJ7AZQ0ZfljwBrgTsTkHkcdgdAtOShrpcpvfoOqrDZL+OFjn78+EA5F13NNAV0n2bnILYNPj6HF8wHn29HUZpOsSeyWGc36DbDxqzuXBpQSo/Fzi7V8AH9CLNeXvAMKDpUO8Sr1XVzRHTOKlLKbctjxMVm0MLpvacjzlLUXugKAy9tfIm83vgC8Kv1IknueqD/mm5TkkJ1DdyEr+u4xHwy5sqK1sKF674jvBq4iJc7GF+waDI0Rsf7JssPoxiqGnHXtHNYdTGVxTEVRASBxp/kMLO2qOAvXFvHYoKcVdXkNlawuVg2PAEZRjIL7wfPW7AY5dQfEEydx+SmtlAq9wmnT4AywVTc7C+Bs/+pGhFEkBVJ4wPCp46X4D7t6GkBTbWoPYqfPV3oO9nwFcIM/1QdQ2WR2HuVbj0C+A2YGta9P4P/hKSi9Dxc6AlpbQaLoV7vwt552QVoWuiVUzF4OHvQ8WPgVICyVkouiaWUAv/BWo+CGoh7N6WxatlQHQOQk8ACUhMQvBx2B2Qhp2gw1nGlkGrFmxqNZDxSkYVuAhWHLZfBU8NeHLkWgDxfgg+6XxfLfGjoEX+QeM1u7kRdngd52sdIZu6EL3xFMIcTwJPOr/chAoeGwKG416BU/VRZCjbsAHPFHHUoAcSe8cPYWhX3qMwJMc1N5yvljWb4YIbC/AbH4Chdeg7B6Mb0iemuCG/QG71rnb5RWpqYGEJqprltbuHKm99t0ZVm5vhAZMMBqFiDQsX68sm27tQdzHC9EiCpYk4aeVAqqmam+35GMUdpbjyQ6QsD6FzFQR78lge3CC2k2F3/pC8a50kLY3Y0DKHc7sohp90TKf4f/5F4rMb2JFClNYgSmcbyX/2f6Okg5AJYt6fhoo6uP016H0KnviASCrWN0XTm1cNT3wIdjagMgIj35BF7b2XZcx7ygtjL0JVrwzaGfh9aH67VGHGPgut75FGu/7/Hdo/IvT+5F9B84/D9kMY+w1o/Xvi/rQ5AOVvh9WvQnoban4KEhuCYU8jLP6FaP7TfojOQqhVfJG3vgjlvwhWMaTmIHQNUsuw/cdQ+EFwF8LhHfBfEXzH5iDvCRldHJ+A4DXY/RoY21D4IVBTEF2RpDr1ENQayHhAVzFNE5crG1H++27fM4OsKIoLwcnziAywH/iwbdtjOec8C9y2bTuhKMqvAs/Ytv0h51jMtu3Qd/Ke2dVt1qlCQxp7KpAAepZ7xWnvY8MNwzbggbAbmkLwkg5PFzgk5Ouww9/O84Fl6Glxxt7mssen2GTbK8H21XtQ3eElWOQ7SmoTBI4C5oP+NPWXi0+wxwnOtnNL42VrLkp0WyeDRuB8A5bvmM3aHpjH23ee9H6C2OIOru7zx0yz5cEwXGRSXpI3R6D9mnyzpBS4NyiBtPutoPkkMY4lYGlOzMSzMgkDqX9PvSYuFNmkef4O1FxxXCe2YfMh5NeCr0rGN5sq5Dm6xOg2pPdkjCycZJB1YOvGsW4JYOsORBw2KZWC6F0BpLdN9uWWWTMWxPoh8DoscnQYPA1SVsp97+yWGJChCv5LZ79eX8Ke/84C7g+akfpBY7a3t9f+8aEhyjhmjNNI8tvJyYrPQyQ5diOYze0XmAV2NWGSMopM5vJqENWQYOuUanFDMAgtkVMYzFaMvCKxMN3Q5iTLg8vQ28YRNtdjsLQv12polKmsE3MyQ2MzBVsJLy3dx3g9SLmZGrNJ4+H+nRTuoJfy9nzceQEKmwvQVTl3e9Ngc1GnrK+aucE9Ir0NRGM2m+P7ZHBzsJYk70oLrvIyGfSzrxPfiKO1NbNzYxzt8T4SU6uYldUk7k3DhW5Sd6YxlBBG+2MOXjXY2oHf+bfQdQ1KaqREagEPbkL3u6CwXqwUF0ZFb2ipohfeWZYhAGpI+gBW7kPF47BxVzCqG1DcB6uvipvE+l1Z8CYOIK/VWdxWQ/Sh6AuTq+AqPdb0p1ZBLQHFAiMO3iYJpKkDYZm8NXA4Avk5fQWHtyDvMacKlJJSsF0E5h742iA5BwEHj5YFsQEION8HmUVIrYCnHbQCwbdWz5GXsrkFehh76dtnkd/seAWoUhT7/81xHFWBLwBvQQinbIzNLnTTSFbe5zuOsVE3TNpOW4kfpk0hnip8sKcK0YnmTMT0QGspzMQlvMQVIUnP14AvBEkV7izDk53COg8sQ19WT+mF0RWRW1RVQTgC5zoQvfJ96LoKX72lcfkZD7rq5e6QSmtfiOlphdkZm+GbKQ5j0PuOUnxFQUrbIyxN6xQ0F4IvwNiNHUouVrIyHqP0ch0J/CyPHJBMKsx9YQJffTnhrjp0NPbm9omvHhJ44hK7XxmEwgjapfOkohmoqSUx9BAaGtHLm8ncGBZnp5RLqrJ/8YdCYT/2AsyMQXk7vPRJaHoMrrwXxgaEHIpHJRneXoL9DanmuELyZRcqEQu43Tmp+ITqwV8kCa7llkrr7gwUXIJwE+yOyCdpAfsjkHceQn2w85qQTapXfPFSuxBsEyY5synNf54qyCyDqwxQBOPxVfCUgG2BHgNvA2TWILUv3yneGog9gOATx/H78I4QT4lXJS7HBsFVCOYBeFohOQ++i3KubUNmGXvxBxNjvx8M8hVg2rbtWecX+TjwXsQvHADbtr+Rc/4t4CPfyxsqp567EcPyOcRCCk4yUkc/57C6mipgxisSpj89gM4gbFpQeZrpPUt7fBYr7OzvqhXAnj936pwzXndjAJovafgibtKcHC2dOy469zFXb3zWo6+hErVB9I9bIxukknsYbj/u7lbs4mKSmwfEptZxX796IjlOp7xkUh4M3QUZtwRaA5hbBHcB9PTC0CuiN/aEgIDoFyOcZIOnbgr7lGWaDUSkv7osq2GlGIqLpTS7+DX5lEqfOj5fKZbVafbvlivF2B0B7zkRmGU3rRs2h6UEa/rAf01AvHkT/A2iZcplkTMucGXkmzu7GQjY7RAY+Wc4VTiPSh+oCQnalICn6eQ1rDyU8kPs9Tc0i/wDxayiKGQ/rSxjHEFwvIL4I2f3nyjMOJ9/Vofc6INGr9h5/udDuHcAz5fA+wrFlvORBa0n54LZi7pgfEPs39qqOLrH7KxLhXNOeRmUO8nzw1WYG5by7t0XwfK5qGhUGB4CHRMdA9uj0ngxhKH6UUMB3JEAawsm0QOL1HSKwtYQO6tpdrdMKvsqSeAl7fwj5CH/cgkrd1ZIJWKwHEdfXsTVXIddUEh65pDYg0XU9lYM1Yd9rp3E4CT21SeJ/6c/x37PBzAzfhiZETeZFDAxDu/8JWnmsUNQ2wqHMdDvwO4ebO+JNUcGuPUnokmMZnW7Xli+C8t/AC3vlelalgZGUsbN3vsYtP4MrE+IlnBvGTYHwfwGVL4d4suAH/aGRfrgqYViJ8HFD4dDcHgXCh4Dj/NtrnvhYAjiH4eKf3SMbx1wXYTtIXGfwAfua1KSTTyA6BQU/qz8nwFQJZGPZ5xKTy24ayExAsYr4GoDpSDHlaYEzGWk/viG3X5oMVYDNpE/7weRLL0l51i5c7wBWc8sKuIuhQvCOTH2Rhr+674QUOVB6Mk21uWSRhp0lsDdQ+irdGzc9sXOd+4Afv66Uz3SIBAQfiYUgZElCOfD+7rlOvtp6B+R85a3YfwzUH1O5f59BQOYnjRJqwYl9QEqFRdFDXnsH6p4CgLs7SvMPUhQ3l3M7P0o8ViUyms17GzbxKM29z49i7+ulAxu4psJ/DVF+BrKyJguYltxgn3nYCuJq7UOn6mRnF7HKikjMz+BHUqRWdxF3zRRf/KaWLblNcD9r8OBBY+/F6anYPcQis/JgKzuBAx8BbRi2FiE0jZYnoL7L0H3B2B/T9wjwtUw+2Vpfi1/TJryPMWwuwgrfwEVT0KwQTyOCzrFom3iT6HyvdIhufg5KHwSNoZh8uNQ89PCKGfWQIvB3hAYX4biH5Mx8JpX5EwHt8BVDZFrclPoPklwY8MQvCILcxA28HAIEn8I+e+Bg/vHN5ttw+pvQuCdoI8Bflk0Z4bA+CKE3yML2+xmLKHr5bjdbv57b9+PBLkKcW3KbsuIt//rbb+ELEazm09RlAHk6/O3bNv+zFkvUhTl7wN/H6QTPjfvxPm5G6kjXcvZd1TCPRVsc19c4JVVcE9EXDAGDqRi2O6F0BkJ8CPPcxNfwOeHdI4t1NH5p67x9VsyxEqLuEkfJb+eE8muiQtLcaFbCqaqHR3PTaCPpBE8ejzU1YAbL6k07A3NkU5abH/+r4n8y187MznOpLwi2ApVwPK6aIZW16DtqnxLtj4Jd1+FyvPgypMAm+JYarE6KX7CSec/nk2avXWwfBvU6uP9ngYwVkV/uHwH8vuOu1m1Rpnc4289Pj+1LhIJd/Ep7bBP9M0echLbUrGkiT4UDZXvgkMnAmoP7PeDN+c2TWekU9b/mKymTzf3ZH8HAAKgPgbGGsRvAk3CkgGQD5klxEflDbv9d8dsLl5ra6XEnbtoBan4rAHbSJHbfeo4cNKOUYOFDCy74FdL4fMpqfwMx0DRoSgIDcGT55/4WYORdcjLd7zKT2HTUhxJxqlFbEsD4JNx0g9egqdecKF6XHR0nbZWFOxVtPoZHUhR3ycWUTu7NgN/tU4sblP3bMPRea6CAPHdNEqhn9VX5wh11ZNUgvh6WtFUP3uTGySn9tj9wgC+F55GKyo9ei9dd2PcW8B47n0wtgCVHXCQlPr33VtQd0USxPUBCHokYT7YgSsfkZ6A4i759BIpaDqQ0c5Bt2gVDcCqFMlCUpfxZHn1gjmjAAyf48taD75isWbMhER36L94/AF6LkpjTnwekhkIOPjOPyd2T+4GcLcdf+h2pVx7b0iYYW+dHDN84qeucRLfZo3Y0e3eAm/3sT7Z7oFkP2i5t3SrMFrGHmRGwd0pu3XA8qJEkth7ft6g2w8lxipIQlwF1CFw6UIs3S47ryl3ztGAGlVIqh3VacjTpPg4mIDGIPxqCSTcwlEMHABuuFh6EuNqzkpZ9UBNISR34cN9MLiCyKQKoaMGBpdAO5TGvOoa2I3C/Lxc16WJ69+NO9B1RcG0VWqaPfjyfCRtm5aeIBPjFnhcVLaG2BlIU9YcJkyApKUxMxzn1T+dp+pKJdZYFE95hKq3tGIObBHpqWNjLo7Xm0/BuxrZHFzGcHnR6gqIbyWJL+0S+9IDIv/sV0i6pkknTMxwBLO0AfuCB1YPsIZmQXdLjKq5AJ/5PfEwnp+BhiuwMA5rn4eqPuj2S3yLNEN+M5RlgFlZIWhFMpSr4jEw82FvXlyevC3SkBvqACMs+mAlCcFOaajzqqJHSeuiOw5ehNB10QzrftHC+LtAnxUtcCYEyWkZDhJ4JyRHIPi0vGdmQVhrfx/4VFA7pLldawS19fgGc1cKM5HWhXBz1ct+fRLcvaDmELweZGFvTos+WnPitw7oUTxl69i7//2lUd+PBPnb3hRF+Qji/f90zu4627ZXFEVpBL6uKMoD27ZnTr/Wtu3fBX4XoEZR7CTHpdncrQe4Bzyes+9beh/n7Kv1Qa3DQo2lIJ4SoF6qOpatfjP2+KxE+PRxy4IXX4MrT4MdFs1xbpJ7mj2uu5jPw3sJKi7lvy6rnNUsZ49nDJudkSUyhioNPvgwcJNYXkNtrOfgi3ewa+vQTY1MxoORdmOEKsREPKVAfp2MrYxOQ+d1CbwGwvI2PCGT7wpbRIi/sgqBSpFOJHVxuUjxaBOeq1xGWvqr5fnOoAjzlZCITNf6wZMP/nPCIsdybgPdgMNpAXGakwyvDrguwPZd8OVIHwxAaQFPC8QcfbK/75hFJodFTt4B9/WTfsfZa5zejpLzCvlnTIE5A2qv3Cx2Hor/ADuZf8aLf7S27xazuXjt6+uzo4uLMkDAOZ6FRiPSF5A9dpREaycrPoYFt5NQE4AnAoBHOD8bqAlCeb6MnR7YkWN1RVCSlTU517m3CsWFUFXMI9jsapSxtF3tnPxScXA7Oi3rwbe/R6O9T+Mg5WGoX9jjUKlGcZ3rxMLUch7TeDjYz1DYXEBzRzkbC0nW+zdJ4yXQWc/mxB6J+/vkX2klup3B0G2W/+IOWks9Bm7Se0mUxjpiA1OoShBd9aLrbpK3R7H8RfDWC9DaCIMD4iNuT0Ow6lh3nAFK62Hs89Iwa4TgMCUdkjowOwAN7xQJlLcKZm6Ct0KGedR+SBa1GQ12boGrWCyjKj4Iu2OScKemQI2AqwJctrDJmrMI3huAQA/oAdA6pDvdVQCpHQi/A2K3j10rLFM0/qEPQfy2LITjtwW7diFwQRJnd4+cn5kR/3Jqpf4fvytlXVcv4ODbyoDp4DtzBzzX5Wd9H9I3Qa0CtRYo+ZHRIn+r7fsVYysUxb4LXEdyFTfH1dh6JCm+4LzuaJ2pQbdHRkmHvLCaEWL0iYictGbApXyYTMPlUrlFh6PSrxn0Q3tWBKLKG23GYCEOjzmdgZcjgE+kT3/6Mtx6CE/3QbPHUexFoKdbXnuYgbvT8Bu/lR0p7WVkVOEgYRBLanzlMzEaL+VTVBckjQtv2MPOvoKnwIVuqMQPLHp/to2izjKWR6Mcruq49AQ6bjYf7qPbbnwNpWwPLbD4ySECF1rQWurR0cjEDOz8PPa+fIf01iFKWwf6bpr0b/6f8Ov/GyTWRPawOieJ5s4+9L0HYkmouyrxSQnCzU/AtVJYmYCSLtjfhrnPQO1boKwCNqelnJZYkMVx6WVJbmOHMt1ybRKCCSh5QQZzRHdFWrR6B9ylUPhTsPOiyJs8JbD0WQicg8hPQnwMrF2I70D88+Dplu8FS4XDSUgtQDwOvsvgCgLtsH8H1HzI7ID/HZC4I1/qJpL0pKfB80FI35YPKXUT7GKwdXA9B4kh8PQ4C/EZoALUCqe6O+lcSAH1EmQOfiBa5O9HgrzCyW+WamffiU1RlLcC/wx42rbtozTEtu0V53FWUZQXgUuItOl1t7LeXqzBwaPnWfCC/IdakdpTL2fLK45OzAmSZQqsGjnyCqAjH/CC4ZHmAVwQDjml2dzr5V7LeV5ZCosbUFvLiaTZMOCVYbj+LOh+lYzrOLk9nfRmg62iuUkb1iP7TVzolsra5AHRZMxpAnLGT6tegh2NuDx5qHhQ8bJ3ewr/O65jzO9hhPIxMipWQxdWyoOR8sLSHgwOga5IonjjKzIaevNQumWzDXgGUHlVgqu/FnYWobRcgFx5/aS0IqsbNgG1ToKkUi1Ts8wisEJOEup2zMG3Ye2mmI27mmBvCgKtEqDDj58cHpLdDACHZcrdcp8qPdIQsH8T1GKgR7TIrquQuQda5/Hveno7i00+el+AVkcbNSQNUupFsJeQFtI35PYDx2wJImXaQ3oCmjmGzHmkEa8EUUekgXBOxWfOgE03XAs6VfMs5jLQVQC3ExAyoDQIpQWAV7SM81uAB85XwINtqC2FsqKcXypnQevzQir3s8/B9ciUDIAsbVaJKC5GRhSau910XRb2eHVdZWQgTRoobPTiK/SQwSBlaazOSFAt6Sgmg4twXSHJoEp8IcHMZ8eY/+osJU+2kglto1WXE3y8gaRnHm9vO7HFPWxvAcG3d3B4aww9pmNeewwj5cVazsjgnfsTMi0ho8pkPGUYrn5A/shJJElenIPiThkgMHNXkuYYsHxPDPujSAPO1qYY9k9/QobrHBwIi6OHxDFi5s8h0CjC77QO4TbwHMDq5yHcITrgg9sQrJbx7BRJQq72yGQs/zWIvgyZlNxuahMcTEqvQPwmaA6+9bAkCK6rkBgH66EsPnVdaM1s97vHWQzryC1opSB9C6xCec+MwyIb98HqyFn8FgDXxF/VvglKOyg+FCWJbb8hWeQfOF6z0JhH1A91nOztsZBqq8P/H1dmgS4P/HECfjwfWkPHF1QMyNOgSoPRBHT6xC0KLxyqMmTL9sgAkRfnIBgCXwDurjo8hgp4wBuElhoor4DGethNg21AVZm81W4UJpfhsSchrWlYKJhoNHVKlefuoMX6A52CaptoKk1RW5iStjATAwmKOoJMD+zR/GwtBzGFtbkURZdqSYwdsjOxw9xXZ1GCAQqe6kTTfaTSCpG3XITGBpJbMQ6GHhL8ufdijq+ge4NQ20ompmJWNsN5G4bGxJJNO5ShHp/+U3jhl8FIQflFmBkUkbXhhau/JLME6t8lnsXuYpj7PKQ1wf7qENS8DYx9mP2syC18tbA7DQWXJSHeuC/SKsslC0N/GWwNgSsfEhYkl8FdBboHtl6E0B54kpAaB995afTb+wQEDkXamHoA7vPS65BeALMKtEsQ7QffY5B8RexRrWWgEaKToLZB+jVwP+4ku3lONfcqpP8MlCah/C1dbizrUNypNGcxbNwWHKenwRoGVxiUFrTgMnbqv++i9vvRpKchC8rnEND2Az9t2/ZozjmXgL8E3mHb9sOc/REgYdt2WlGUYuAm8N7c5oOztr6+PvunBgepQEAc4GTDnh8JxAoC4G86WjpHB3U3CZdKcvb7Th7HB3sWTMcBN1QVObPfs+f4Tl5zYA76Lh6/NqXD7XG4/pTcd9nBIGc13OVO4EoQYGIgjrckxP6OLQmw42us48bdXIuSl/dNG/i2Xp1C7e4kHS4mZbmJ3Z7GyKskvZWU0bJZvXFWLrG0DA8GoOsFWFuAREw6o0xbAo3thvwOWL0PO+tSMim57GgVnQ8qmxjnJsrRRTAzItoP9x2fR865IF2u+roEU61UGnvcpa/jTuE8WikBtvfSyeOnzzc3IT0jQFTbhGnSWs8+91vtO51QWwmw7iF3YQO2/a2T5B9C088PFLN9fX32zwwOUor8VWykqdaFeKo2IhAZAp5CGOXLPnC5YViBOh9Uh3jEjnEoc6xl/EYUnq50Eugc7FoqfGlJGvJqSqG7BhTfyXOy1xyYh74LnMDx8DSUVMo09Cxe7wyotPcd20Qd49TP3EOT/X1ImRqLkyl8hUFC1fnOAthNwvJCYQG+mhLmX1rGKijA31HHzug2KduLXVBAYj+DXVREWlex29rFenFwErPzEumvDZLRPTJednBULNySCCb7X4HVJajulkEDJjJoYOwVOPcChBukEjN7R+ydXHlip5jF5/JtafbRHKztjUiHumFL4Cq4DIYKu/3SQYULMgnIvw6pBCTviSWcp0KmYAUvH2MmMQA4bJHaApk5MDdkxKyrTPBNVqYEJG6B5zH52bIgNQi20whkJ8B1/eRNlotNaxOsWUmilVZQMlLqPWvxC2CMAHGgHNuue73b+Gh7s+MVpLH2Z4aGiCONtDvI7aQhUkYfovPILnx7NWnOm9cgocKlINyw4ak8juLhXR0uFApGH+oyobKuiEca3r+2CH82Dm9phbd3Q0nByeOvzUJHs7TBzG5AV4ejV16AtX3YjsEHP+wQUF4vdwaOh4EM9tsU1QZYXlZo7C1gc9/NwkMDHTcrc2nShkbxuWIyipu07WVl/JD88zWEzlWxNXWAmRchupnCzs9j9ZVZtLpqfJfbiT7cInZg4nrqKoefe43EvWmUx/rI7Kvo6wdw6RnYiYskaS8mUgXbD7MTEKqSBHZ1FiL18LXfhWu/IlNoS7thfVIWtaYi8qS9JVi7I4tSX7nT4BqQ2JvYE7u28DkZyJHclbkCiU3BqseJpak5IAhmXHoRFEXY2+Sg/C4o4iBgx8BzDpIrQjDZGVDKwdoX9ji1KdVT6xA4B0paYmlyDuwNiYeuMrBLZLJmdkvdBixZ+KKB1S+9A4rrJL51wFqU91YOQL0MxiayvvNiGBe+LRb5h9akZ9u2oSjKrwFfQm71P7Rte1RRlN8ABmzb/ivg/4cU9T6hKAocW820A7+jKIqFrA9/61sBN7tl/yS5TXjZ5yBDCVaATVVWv9+OvOKEZjh3y2GAI9lSjxcWYtC/JN2452oh9E1kFbEYDM/C008KI50dDHJWw93WpsnqchIdkxQWGQz2dyx2HmxR2lVCqCYfrbzohOdx4pQOMstKJy03e6+M4rl6gbQvQgYvBh6MjBu9uFE8cu6OQsOF40B7mIGlRbj4HhgZhNrLojPM6ox1pAlm6b4Ez/nXpNM145VjNsdBF+SbNfff5otQ+IysZHPPIec1FvJHPnhNvIjzfwqU5VOB8NRrAZIPHAE4jya0Vu4TrzBR+m+C55eE/T29vV5AtV5nf+612UR40V/4Vif/wLcfBmZzdcUBpMrjR4jMSQQmDYg8KqzCggJRC675T0mbso+nKkFPlsIrW/B07cnjqhueb4WRXWgrFh2j7YGiCDTWnbxmeQks70C1c43+UahrhMJqSDt4NXBhK8qJKk7aUJkcSZG2DFL4sF0e1qeSrM8k6GwvAbeb0q4qkVXgJ55SWLyxRNGzXWQsjbX72wT6zqHhJbqT5ODrt9CVRQLvef54yI/lw0i4yYTr4MEU1HLMBKeA4dsyXjbtE6NZtQgidbDxCjS/IL7EK9PiNmF44PZvQ9svwXb0GK/7izLso+S6NK6ZCFO08nHpWE975W9luCETg+1PQMFPgT50jNf0IWz8Gwj/jNNk4/x9LR1ifwSh94KZxZoH4q9IwAt8yGmWczZzBdJfl4Y6kA9Uj0Hmz8D9PKhDj+LwBF49TtD+1wgGY2fclbmbC/gYivI/vuFY5B8GXhVFwYNYuS0jjXl+5JttGsFzEFnomsgtNwq0q1Dsl3e6qMFABvqcBLnJCw+T0OaHliAMH0IwBcX5cnw/BWPb4oMcyJOkdycB8zHAA5da4OYk9LZCIIQUDS15reqRvm/bB093Qv8D0D0qoRKF1m4Po/dtoimdytYg/kIv09MZbn7pEG9xGEt1EzuwmbqzT9e76jAthfxzJSihEEnbR0F3FYvDe7hKC/FXlrC7uU5qPU74WgepuMX6J26xf3uCwHPXSN+fh8523HUtpOMqen07/Jt/IxWZvDIYvQ2eMEwMQ9/7JbbG07CzA+Fm+Yu3/wQcxKDkEjz4GyjogHu/D9VvFWZt8UVpak/swNhvSUOdS4W9B+JCETuA2d+Eyo8Ktndfg0C7+Ban1qHopyC9BexI0rr/FyJlCLohfgc8V8FOw8GfQeCtIpFKPgDPeWGrY78FgZ/OwbdXFqOZ3wTvR0Fx8G14wHgVzFXwfBjsHHzrA2CViEsGyB1lx8D+U8Ss5XQ8/jTY7wcru98LzKFpK9j2j32r2/m73n4kB4WcZqSy/9xnPJ9QocMLxZ5Tw0FymeFcBrmYk0zwabb5FOuUfT6yKfmlywsX26RKMrIMjQ2Sr00uw2OPnxwrvZn0MjnpEjZYEY/UNB78RT4K6/JIEjjBAj8cPKSkt5b1+ST72yYJAoQ6qrEDoTPt4ZKWxtZLk7ifvExaE4Y5aflJp7zEboxD83XRG69swPIKNPVIsB18WSzadNUZJNB3zC5nE9+sjCK2C9vLMpLSHRYdo7f6UfYYjvfFFmW1mD0PTrLH2ce0JaUZwxYgqfnC+HLqvNzAqKfAGgWt9/UZ5OyWviEfCJZ4Dak9Z8spviuI3EX4lfC3ZJHf7IMH+vr67F8aHKSQkxjN/pyt+qwjVm4vAf/EBx1BTrJLOZUcXA6DXHK8f1+Fhym4XMFJrGowtA09TRzheDMtQwXwQEMNFJfJ/oEZ6OuBWyPQ1gaRco4Gg8TdPkbH3SyuqCQyLiKVAXTcWJqHyo48TE0G/IwMpQmUh9les6jorWAvrrEyHhPP40CIg12LouvtR3jdGFgi0NdBAj/7Y2uYwTCxrRRWcQnxrSS67kav7yTz6jiEyqGuG27egPwqkVYkDfEczquDybvSaLcxB0uTUP8MrE5Bad+xRGrRue8tS7KQ/B7B2tZrjp/x1WNMJXchsSxMkSsESpVYNSXmRPJgxY+lDgDRIVC8oG/JY1aXn3pFHC/c3ce6YMuCzGvys+JGpA85+E7fAtdjOc/nhIFmVqbukdUn52wnsHrDuQmcLIqeb3KX7iOz4Qqx7W9etn2z4xUEs3/PibG7CFazMossdk3kL/aXwDs1eF/w0Ri7asG+Bh0Fsn8oDT2lHGH2xh5cqYaJqHzFd1XLa4c2oK4MluJwsUVu04/fgbpKKCyG9mZ5/eAc9F6EhR2IZqDr4jFeM14v90dV7g6q3Ho1wxPvKqC42k/KdlNYE2Rlyaa6t4yNdZuNFZPS88XMjyYpvlTD0liUeEJhd1PnYNfCXVaIVlRACi9rN+ex3B7c7S14zrdxMLZCxhNG6Whl76vDZGIZuPQ4mdVDjF1LhnssrIhn8c4+1PXCH/5LKG6E8vPSkJdXC3c/C+0fhNIecY6J78lf21sKSQv2H4IWAa1Y7EozMVkRpDcBj8ihtFqIjgr2TIfzN0zwXob4a46M1wV2gSwglRYwlkHflAqsFRQ22lUq1SZjWvoGzGIERwnBr+3g23LwbWS/U5zrqz2Cb/01p/KjAQVgt4G9h/ScJkG5moPZOeSLZwbpSmlFfMmG5f9HmJNKoxtAPbpejnbEgJ69/a0aNQ3HzHEuM3X6P6MBl1QYtOBZ9YyTTuuS1TMukj2unXEshyXuapBHwwVDs8JS5UfgtWEIFIA/LBVR0yMOammPiiugcu6S98gjNXfyXQLvI5pky1YxcZFXX4haHyaIl7WRHeKpGKbmxdfdhKnKqOlkBnZencD/9GVSavA40U55SUT9UNEO41NQ0QbBMijQYKhfOieKusR4MoUkwjGOE+RskptCguraKBQ/CelxadSJHcD2bfC3g5p3dqJs10qDju4085xOdLPnp2+C8jiwD/oGuIqkNKPWgKvy7FHRhg9MXb5Acue7Z6+b3ewRoAMJyv1gd4B1GwFkyxk3wXeyzSFhpAzhX96wWuQf2OZFbplAzr4snLIYtpHu97dpMKVAXAe3At3qyYE+2RfbmZwLaXILVygycKC94tQbnaoMleZDaSkydnoL5h+KjZsB3BiEgiKYW4O5HZHnpd0qhsuiqlWlpjPI0KB0wh8vYGWM+0R/lOL6fLSSPDKaycZ8nEB9OeV9Beztw8yrG7jLCtkYWMbVWI1SGEbHQwYPh/cXsApLoboGfXMapb4J21jFWNXJfPIL8Mod+MD/AMNDElxn52DvQHSFVb2C05ILomN0l0nz68a6BM2VObF5Wr8Png5QC2CzX7rcF2+Jv2nxByG9CzuOLli3YW8Uwk+CPQ5KGWSisP81+aN6nxY8Zpnc1CLY+aIp1G+DdhkSg2DOg+stQAT0fo4MGIzXwHLwzSZQJK+jBtRKccDI7IJSKOwSu0hnyT7YfcAEUn+4zKNfziMIeRoBBhCsfzN8DwNPAFsoyi726cT7b/FWhXyLHXKyyVZHPvr3AGnVmSuQgWY3RBy8Vfr//+z9d3Qk+3Xfi36qujo3GkAj5xwHg8HMAJPnnMNMUaRESZRIUZIpiTZlXfna7y7ZT9KVr5clX1+Ha93g92z5SZYtXtGKFEVSIi0GkSdMBgaTMIOccwY6h+qq98euRjfCzAk84iHPwV6rV3dV/Sp01e9be//277v3hogOs3GoKyDLA7f0ZnsB/O4w/MxJyS6zJyoU5UPYBuOr0FILJ+rgRLPQ6gcmLF6yHa49AKdb7LW7Q5IxMGlX0W0m7oCN8jqNjzR4KKh0s7ElOtSV7yQ9r7O6kGRrE2rOlrIbUph/tEvYcJPCgalqbC+GiGwmKGurJe314m+rR+3uYPPBEmYgwOoXb6GdaCVlaiTuTUFlOUbcTerxDOkvfw1OXpVMDwsLUFcO01OwkYAf/Kfw8EUIp6GwXQrqFM3D+EuSbnFjFPI6YPRPwVUHJRelPoCvErYewOp1KLwKzkbYXQDXCYg+gJ3/DAU/BnggNgL2Vojdg+gfge/vgBkEfUMyWsQGwPjv4P2ozPzo6xIfFP+GZJtyXBLDWSuD1APBruvnxchN3walz5o9mgH1XUChUCU4iWQanAY+juB1FSHU3UJyF/0IMALmFoLJMELk6UUIsn2ynWvIoLkNwW/GQL6H1E8uwm6fwzQb33gHf4Z83xrIufruoJG8T49q8JwdrunwQgbdT6NXHADvkXcns/4pVAzNmU1gfnsM/ugbcPUcvOfdUN0g3uOox51jDNsPpWs7mAc5823LcxHaSWEr8OwZzb6uehw4iCZV1u4tkTTt6E430R0d97vO53iUHSSSDpJxB0bCKZEO2zOiP+JIaUllHabuw5lT0l9jSJq1mWHI78gG6GU8USv94m0KA7YOWLsjwTyOOkk6noqAu0+IoAcN5XQFBOfF2IXD3uPYMJjNVjLxAOjjiMIrBn0ajFtgdEnycdhvCOs9wH0rMO+I58QK0msySjDzMM8jivomMuFffsS+TyUyWt9xRJ30Wus8KMr8q3ql3u7yc4bB71mJ4Q/iNYq8SpuBLg0eq+BTocIOhRrctQzhgAJNfvYeV6ELNtJS8hZkfbUXxqIwF4TajHc5Z3tuYF4Gx83VgBM24/Bv/hvk+eH5y/DcC7neKLuFIzsZu/xg0OzjG0FKOgM4CrxEseEtdbNwN4Sj3sbuWoz12QS1P3hyr6jPxvgWock5EjtJ1n73m9hqKzF1J/HVOImJRfS4nXR9J4mKPOmWHzsDW7vQfhUW1wA3XPt96PtJyT2aVKSKXTAB+jKUvhvWZyGxKRyviFNoULaA0DMSmlXAIx+cXTKwtTdAZMfiv9yS6dYIEsi2dRvc5yXjg1lgRaN3Q3xQBpjpZbCft6LWKySXKdXCjUyOCXcRDVJJxEvUbHGZA2COg9IuUe1Mg3ETUbRPwDyHGLAZ3nGPtXwGMdEGEJdlt7V9xXq4frKj4pTVfg14Ra5rD993kLg1HXkhTpN9N7xzJdcB1YKQoANI1xhB7vg5YNoBVarc9T4PjKZhIo7QIuzQ4oP7SchLsk/33t8Euxs+fRIGN+GSRbVAYy8Rc10RPN6ApSC0VMPYGnS2QK/lhf7qHfjzF+GD74L3vQfyyzIztCpxReXFF01OX7GzsuUinLDR1pdH3NAYHUrw8JUwkWiYzg9UMjm4i83rIdBeTMXZShI4Gb62QcvHT7M2toOvt4XQTorVgXlSONgZWsbQNnB1txDHSbR/mOjYIuqZXlIXPkh6dx7+/m/C9RfBVig84+1dWJyF+CQkPLCxCiXlMDMI61Go/ZgU3gmFwNkKeWegJAyhWQgnJLtEcBg8HwZ/HsR2hS9sf166uf294PBCIg5ajWCSk+KosnshGQOtHdLz4OiTTBemlY3C9n5QnsgTteVBelbSq/FxiD4BPgxGnhjbZgLJ4LSI4MgGxhgSQ5DRpQVybu4geU+CiP6eQAarGXw/RvTuPeACgtMuhGbfiRjNm9ZxCq1eaM85RxpIoev6q3qR34h83xrIsF/R2p+xTVXhnB1uJ+F8hjLBEd+5hjM527RX2XbAmA6G4fEStDTDL35S8jEaKtx+CHG3Rv0JBbvvcLq2ozJZ5CrhwrYypu5uU3I2kGM8yweHE9/ZFqLBNHN/1o+trpJY/wSp2nqMsioSSQexsMfKc6yJUZvLYQzpsLYBrR+Gh9eg4oooxpQfdsfk/+VSLNbHgSqIObLGb9IPO1tSxU7tkoYbd0DJk7yjGeM6Dei1EL0tpWBzPccgmSxMA8yy7E1NtAAjoLYjxmsDGA/BSCBeJTXbFpecyDQOrMe6+EnEW5SRM8ANBKiFiHE7YX1OHfHg4WhDWUdGyBfIptuwI0r5nW0gW7zIQ17jKWQM00uOd0qF0y64nQa/G/osHsa6DfrjQBLq8qHeC/ejUOxnHwZbC2FwB3xJCGSoUBn8PmVg+2AaNA/8wsdhLQSl1VKFK+EAf4VKZfP+1IsOD0TDaRSfLD+8FqSqpwibz000J67AxMb2UoytFZ2ivmZCwRRrE1ukVAcJ3JiandDCGontEK6eItIOL0pXN/azF4hdG0NPOODJFHS/AEs7EoA2cFO4i9FluPKLEojnqQF3MSwOw+OvSRnZ6bvSJSM7EFwCZwIKMrgG7Kdh9euS6N/RJfcmOC4BdqEvS0o13aJD6IDuh81vimcp7ZGSsam7YExCOiSKOpK5qbUQvy6GjnpZsG0uISPrLyBKMHcA2gLmCJCDbx4ik/hBBFMZcSDDqgSC79NWmxeR4dIqkugzM2htRxRsHzJNe8rqeZPIu6IQucAsZhVlHNP8TmeS3h6SweopxKwpQkyXciR7RTMwb5PsFE9S0JnHXoDsvZTEabnt8CQhwfLrcRhPQncp+DyABq3F8GADTlkxkpodkiY4NPEc9y+ALz+bqGhpA2a34N0XIa8YnD5Y2oSRVUkv3NIL167DuRec6Kqd4nKNmQGTgjobpmrH4VU59f4SNnc0UoZKGhWbQ6Og3s/qVJCthSRFvS0YLjdbM3Nsrj5GKS/FUB1EViOEx5fw/dC7SBp2kqaK9oH3oHVHMU6cI/1fvyBu7ConBOok9en2DpTUQseHYHlOSNt5baCUSCW96S9BiwdWxsDXLh7ktQUo/ADEfaB2wNpDiEyBLQqeD8gA1ayDyDDE5yWHsfvHJD2i4RbqRfiLoHWC8eOQfgLxEBibEPlLsJ0GqiRrVWpCAmfNIKiXhGpBB2K4TiP4+gCYtxCD9zHiCKogO3BdQrD3RQTfXdb6CSTb/Z8juroKCc0eRAzeNQTfuQFJYWQgmzl2EJktmkNmZnN1bAl2+zCmefJ19uxXl+9bA9mB3MbccAo7B4xmLZvezaNCvQZDCehycphecWD69kiDGJ7tXbbB43mpRHyxG3DC3Bac6xHaxdmrMrK9N6IQiqVJq2kae9Q9WsRRXuNDXmVTtfIdHzauY1sxghPrlHz6w2z0T2PrO01kdotE/zCJqItk1WmLD4h87IWwui45EJ/cgppLwmks6IXHL0HJVeEhR+W/7PGOozsQioKnZb9X2WyHrTtSQQdA16SgRmwLQjctb3F1tr1eIcBWa/bzjhkB8wr7xAwAYwcCc7oRK7+fQ/xFTiMAPMV+eZn94MqIguUKt5arrM89a7mLoyXXUH6CTPukDqzXUJSHmGY372TJHY9GEP9DA3KXM7jNdQKc98BLSbjqlEC9EpuV29gJU0mYDcJIAjp1MXP2Dq7BmXJ4ZQXO+0XJHroQC8cbYRibgpOdUo3LsMPuJGzuQutJsBepLO7auDtgkiJNab2Jt1ijrsPB/bs6DacNBl8O0XShCNPlsnKa24jFTeafbDM7sM324iy1P9TNyuAyZp4Pf089KdVNFDeRG5MEfuR5diY20Hq7CYcNwgMjpFJ24vcmwJyDmh4YHJQu++QxVHTCl34b2j8oZd63B2BlCTQdQilo/nuS/N/TIbgyIjD77yRYJpQC8i3HiyElZfM+lA1+0RG3efDL4NwF9UTO7M6CcBLjlnfVQJ5cYge4LxkvzFxuyw15J+wF1oC8uW8AuwjeHDnbhhBFmCsmoqBLEE5iRk4iU6491rIdGeh+ATHdFtnvBVaRqdtMT6lAtMe3EMyWkcWsG1H272zJVXN2pAx8FaI6inK2ee3SRSo1CKswp0stAdUu2S1wSjn4WAJ+ZwF+0g7vrmPfoLXYKxWUJzahuRJay2FsFbqsCcK+ZnhxDLx50D8OgSK4eEaO7fFCVS1sROD0OYhqGn/4x1DXbmN8FGo6LCcSOmlsTI8mMDQnlZ0FBAeilPeWkcTB8O0gSyNzTLyyQstPdJMY3SRFiIoPnWLuG+Oohkp0ZRtbZSVl/9Mnie7E0aMKqfUwKTNIcnSV1M0/gqqTMDkj+ca/8UV47qfk97X/HS59GpQi0Cph95EMXPO6QWmAYATcp0FrAHMHlr4qqdjsdbDyJ1IMJ7wDsYeQFwLDBbvfAFsDBB+BMi3GeHpbRiVmnsTZKLugRiA1ArYTkj0j9Vey3uxEyqudRLD4FTB2Ecb5nyI6Nmi1iSLY+Dpi4D5CBpoxsjRCFdGxa4hRnMG3BlxHcDyX08tU4C+RQuUNOetHES1x0PX5CBnYxsgS9sRm0PWON92L/H1rIP+srvNZTcPH4T9xyJtsNSjTpMb7tGE9igMeZE2TWcrcV/arGcQZgO+EYXgS2pohUJLdR7FJLfnmBrj/GFr7bLSd0IjhJqJrPBrUiZk6jvwkZa3uV/UqG9hIGgppdb8RHVkLEZ4L4jp3ihgODMt7pdTVYZR4SIXcYqXvTErOq/KTkN8EQ/3CDypql/w8cQR4gcsw/qJkm1BKYGMFKBcdsjEE7iuSP/VgcJ2eL17kXOWkB4CLEJmVvKOcAMMvXuSExSlOY9EhbrPfW5QrrYgR2pmzzoF4fjcQvlINksMkTbZSQsY1PWxtT3BYOpCp2rPsN27bkJty0/pPR3mCdWTkDNmRRK64EeX8zpbMlO2U9X2KAwNcC2OqTeI7VKQoyI2U5UfI8QA3+qXstBKEsZhVnMkJ3WXWnIENLjfAS/Pwrnay8QU5n8EJ8OTBpZPsBf5l8iyfOwN/cwfOvdsgUGrHWypc47FJhYnpJElMEimNu9+O4C3yMPMkTpI0KRwkSGI4HGj5bmqu1lEQVkhgRzcU0qYdVbWTxMHGK6PYT3di+PIhP0l0K4oeqMR2ppzY+C6sP4BTZyVfamETlAYkz2RBGzSZQrfQdyCmQGEPjH4NDA8EeiTvsIF03e1pKP0lsfyTPkgFZYo1dgd8/wvEBtnLOZoGotfA/i+ESpGOSt5w3cJUqhUozQbHmQtI1Pk2mKUIv/AEogR/FjFuc4PjXgb+NXCX7Akzg88yRLE2WctR6/NBBF+vICZaxghPIEo0M0s0jMxFlCDviSeIgtcQksA9ZOAMgtn7wA9YN+kagu+MktZQlEFM81mBfW9vyai8MNmJ8QLkzj1E3rpaju4EaHXAPVPykgec2YNE0qAr8Ml6mazst2ynlhKpZAtQVwyPd2ElCuUB0cW5OraxCv7NF+BTH4KGqv3XWl4K4SWYXICKVjutJ1XaTrvZDGo86NfRFYVwyMZwf5iY4cSwG2zdizA/EiGq7qArdgINBYQiNs78QiVGoITwVooENjTNgb26DLMgD7u/iERCIXhrmK1v3MPxAy9glFaRjDpILe3In1TcEpmvq/CxX4eVTSme1fhu6a5jL0NJUrr2k9+G1l+EnXUo/RAsXRMPr14AJb8g3rbwJqTLIVEAtveCexv0UkgtQ6pAyNiO/1Gq3qW8VvYIJL2h/lvAXaFSGZ2SKg4V+E0ZfBNHPMJehC7xGeuGbyI4K0CSb24h+FxFDNM0UrBxFnl5BhGc3wX+V8RppSOOpwwn+X9A3g+ZgW7UOv+nrONtW9dgWPvsIPpXtY41CnwS8Vx7EQOkG8l99CHs9huY5nMHu/F3JAfnn79vxGaz7ZstPWjDauz3RmUaNDoglIY1I2c9gE1Sz4yF2K9IOXyMg97lRzOwsCNe40Ah+xS5qoKuQ6BcPFTTkwZpa2dFc9De66Ozz0tesZMn/VFGB8KsL8lI9yivckF3FWsPN/YZzeGlXaLLIXy97XvrUoqduGHfzztuOgltvVDeAY8HxTgevy9TPBRLXw1bn6QG/hdg6ttgVEmmijBSkUfttYL02B/IFwZSbVLxLszhT6IOkhclF3LktkTmGhWgz1nG8ShWUr6cm57K+eQhI83YgU8QMZS7Ec/Uy1a7VgSYMURhJ5GRboqs8s396MiLIHO+zPFNROnbEeCvHDh/BHlRlB9xbZmPHUW5zjtZIsjEXAXyZHK9Uxmx26BahXlFGmiqzPgMxHMa5XQPVYPuQugrhvZCuLsJ/WswGRTsXayF63NWkgRLVrbh5gi010F7I4c4yWhg2uDS8/DKzf0vgeomNx19PgrLnXzrz7cYvRclpSvUnSmi7kwxNWdKqDpTiuJ0ktZVijrLMDU7xb31BHobsZcUsNK/wNj/8RXs1aUoPj9JHCgtLSSmV8T7PL5BYjkMn/z7kjmisU/oT/cGYG4e+r8Bxb1QfkkyVWxvwU4CjAIwi2B1VrpcCNhagZgG0WJIVUAiD9LnYe0Lkl4qboeoTUqGhoGd25DohWRAylCnLkIkDxJ/IPg12qVwh4kVJTmPGJ89CHYuIoPc+wgH2Jr5IYYosnIEZybihapC8DqCDJc2yGLmNjJwjVnH6kSU5nWyhvR99uPbZy03IIb3A+uTmf7atn5nAvcy+O60euJN61hu61zvXLEjQ45dZFjhs9blIU9tzGqnadbr28LQaRc8SctkJEB/VLrixUIJpL1UJrVm+kpgNSbGcv+q9IoTZVIpL5xiD4uGAbdGJSnDJ94lxRzvjkP/MEwuZtvVt0BoFzY3DOx2iMcN3H47HX1eGns87G6bfOk/rbK9kaa0OY/a0wG6P1KD3eukqK2IlbEwNS/Uo/p9OIrzCPQ14G4sZfbzg8x87jorXx4kGUmR1G3oNheeD1zBLColEYXE/VH46V+ArquStSKWkliAuSkY/CZ4G8FbI8V4ii9C0i0FeCo/BqGEVKqb+ksZwE7/vvyRcBRWviKpG2MRWP7XENuQAfHuTYi5JTAv+PuSGSq2JcG2MRekvgjJm2A+BnNGKlWSBP4L4v8PIAr8AoLD30PezM2IEXsKwepvI0ZyOzKr0o3goh8xUjMGzwlk9iaI6E4VMbzLrXO6EUN6hyy+7yKaoAoxyE8h+P+a1csaEZzGEJ1rIPo733robYj3eXevzyrKnVfr1q9Lvm89yBk56C0+ZNMeYeR2a3AzAT635aS32rhckjnl0AGfQrfYisPwAnQ1Q/5RiQo0aGmCsVlo7YbqJgcPhlXWVgzyyrPmfRob/oCd5oAE1C3O6gz3h9GJU9hRgurLepVxOImnbLgsozk0t0M8mMZ7qm0vF3ISJ2bPKZL3R0m3n0NP2SBuwsOHMnyPIek2QuuwPANRBxRHIaoIhiImuFqknrrnXbD4soTyhyfFoE27ji4CkllO5kNqC9RA5g+K7AXMWfxk+hHFF0I8r1EkwWvGA3uQ56sjYHpAdhR6sE2Z9XmQc1Fh5FXfl3PsjOTu34wo3IO0jIyL3Iu8KGaRCccmBPSDiIHwtAA+kE60+4ztb3/ZQrrXEvLUYf8kTgarVQ4YNGSohE2UarkCw0nosLxNR42OXS7o8wIuWNeh34rFLHTDUhjmd2ElJtHyF7uQLvc0KhVg2FVO9NoY6Dfp7LMyyRgGD25H8ZT6eM9PVaCrDlxFbsYHgiTRcBb7CcVSmC43hQ0lhHGQNtS9WR8lz0UytI7/8gmSqpPwwBRx04nS0UYKO8nRZdJBoLVHwvdvvghNceEsJlXYXIXlaUm8n/ZAwi6VLMf+FbT/c9F522MQiklO4/gkuCzecbpWBqaKD1Kdkk0mcluyU8QegF4s+FZcFlZbwBhGMPPTiOKclhvMCmLUXiKLqQhigBrAhxBD1o3gT7V6QMYobUOUXzeiXFet9oXINGocUZAH8VpqfUbYn1JnBPEeH2zfap3/LqJYHyIK34f8yVzM+q1rmbY+ZSjKS5jm80d3kLe5/Hg6zWdsNvqQp53xrdsRs2dBhXnDehPnuto0uOSAL+xAhQfOFkpFPDRwa+BQId8hBbfarGA7ww731iTmzOuHwXnJdTy3CYth6OsEzQvbc1BZKQG1JzphPQw3nkiRyPJm6Djj4JVbCs2n7EyOmzSchMXpJAsrJpc+GsBe6MZV6GJjUSc0FiSFnZ2gwuqiji3fx9L9DeK4GP9Pt/E0lOE724Knu5Gang6icRvxtI3wo3HUs6cxPQWkfSUY92cwS6vh5iB8/auQVwktl2D0CbAjA1b1ptAl5h5C2WWY+CI0/pLoyJQTdmdBrxMPb8GvQGIVov1gfw5itRAPg/b3LQoFoDeAfhKUMBiKFAWhBunr9cDPIIPIODJoXUEM4/8RcUStIXz9e4j+/QkEGzYEswsITen91nrIDjBdCL5vIjoxM4tTjejnG8gsziPE0O2zjnsLwXfmnVJHFq9O63wbSIaLMbJBT2Hrmk9b7YusY2uIUV+JDKaLyQmCeFPk+9pAzvVAHQzYyy19eUgJ2uBiHrwUgaueI1JIPS2gJ4ducX9BpnQvt7Nf0R7wRnmckEhKURqAji4bN+6Y1PqMPcMX2PsGCNT58dZJpPvMUJhYPEFKdZDfU0dSdVqlM23sTm2STDlwdjUTtXjJSUMhNjpLIgaRFx+QHgtj+BvEU1TWCQGH9LfZBXHPvfdfwKNvw64BgT7L0WLA5gREJ0ThJvJg7fNgVEu52PRG1jA2cr5T5HCEb0uWiSMlY3AqiLF5FxlZlMTAyQAA4/hJREFUfggB0cF2B5dHEaCmOVoy7VJW268h0zsHlWeuZBSlzn6u4lHXkquk5xHgHkXbOCguFOWvMc0Pvoa2bz9pRLpeKfIqVBC/f+4k9t6A9oABXO2E0RQs6FCda1UfnAOzcFfihJIihK8chNkV+Mu/ht/8OOQHOCw5+FW0LF79fpXyKpWRJwZ2n8ncfIq2834MzYWyBDFczE+nqO0tIeXMY2NVZ/rFVQInKjDykhjFNgq6q1h+uIq7vYbVm/Pkv3Ca8EKYuObE1dtMciPBzldvEr45hFFUjn7ufbA8JJHvzX0y1xxLw+QT6Pt5GHkoUe15zYBf6nJvBGHma0CJxTzYgs3fhLxPQ2QwJ1ZgHZIvg+09Ephj2BEqwjVE0VwCcyPnxvwNMhDMAB4k4K0f+Ahi1GYkhkyvfgDBtI7M5DwE/gqhYvTntB9HPE65WLtn7XuKozGVa9Dq1jH+HPhhZFBsHLFP7vnuIUr6FFla1NPkFtIx3pkGsqqqXERwakdmf5wIjiuAFhVGVclKBuzpUMOAfh06XNab1KItAbT64UEMTpfCUASWI1BRJNSms7XSLgQEdfiPL8LffX8OBcqS8iKIrEtq4bpGqX5ZXQ+LIRi/p6A6bPTfNHAX2Bm4nqK4zs3Ji15i2HHnm7gDTiIJhdreYmZG4tz9r2OUd5dR9VyAoo46qVyZduPpqGHiS8OYBQFcJ5tJxxLoMR33j32Q0N0JYncmiNx4BD/0CVjahnw/nP8IbAVhdQ3GBqHmIlRdgs0NmZUtuiA0CK0OFq4BZRCclvLN6/8PaM+B1gih28ApiDyB+O+D9iNWdphRZHD5CPgjMH8Geauukk1p+GUED2vIYHAJMWZLEGN1HhkgDiDGbB9iVI8gMzaDiKPoA4iBO4K8A4aBPwZ+1NqOdeyHiPPn/WTnFR5bxym3jpmR+2SpTkn24/UrCLXigbWcQsg9X7Gu5V5O223k3XMeGcwqCL6nURQbpvl+3gz5vjaQD9qvh7jHRxm4GdHgciHc2IUr5Tnbn0arsNZvhGF0Hk41ga+A/YbxwfNZ+5vWCyRTiavnnIOXXtY5eUWIlmlrxwyNIvMboKKriChuokkbM3c3SLJLSrex8K1xEjYX5PmJD04Tx0UCJ3FcpJvbwFeKEvKSzmuE6XWIpsAZlbJ/c7NCmi45JXZp2i8Jw4dvQN4l8ValW8XBkum/9hjEZiU5LX0SopzxHMsFH0ip5kU8NkUcTnSca2xmvEBziLJsQTw5B43jXMWY4To2PaNNzgOgA1HqlchL4lnSgLx8Xs24B/mPZQhA8znMTz54PSqHg5DeOWJH7u404ocPIJAZApwqBAzx32ED1eAQzanNB4Mx8CahMC/nwE/DrU266VoYnm+BPC/cnYO8XXC44WSHVaXvIL1CFQM5rcksTVG5xsuvJCmqstF9JbBXrbKg0sHSYILWy+U8eHGHuhcK8Ja5qeg2CZypYmUyytbMCklTIxKGnZcmUYuK2bk3R1xxEXoyjtIZJ1VYgnqyA3tXL/HllGSGiRmSm9RfBdtp2JmG1o/A41vw5JtQ8xGYfiB3Me4Cz1WZik37Qa2VQDtbFGJJSNeDUWnlFo+DcRH0g9zaPGAG8cCcJjvjYXGOabbapZB+r1rbCxHlqiPKsctqmzt4VZAhUcjaZkVeUYso18actpWIGbaJKNA2Dsv+AFi51jBitmXwffD9AVn61ipizHeQ7ThHvTu8wCqK8leY5oeP2P72l0zmtRiCTTdy9x4gnuAzCjzUwW4F7iwYMJuC8z7QPLCuwIMQnLL4yKqapWN0lcGdTcjLA19mZkiDzbB4kj91Raoy948DTmhpYA+jTfWSecYbhJYWuD8JHX0qZU6VmKHyl39h8uXPR/jYLxZRWOncc0ClUSms9bF2P8bYF5eoPlfJpb/bSTim4Qj4WBhYIYWdyHqKOKu468pIefxsP15i5fM3cF08jYkb5VQXOIvRWs+TsJfD4xvw6BvQ+8OwsS7l1pveLUV15kdh/j7U/wysTYCeAs9Z4ZEERyRbTOoEaBFIbEMsBPopMDogdRJMv5UaMR8xIDsQvGboRLUIHnvI6tIdxHP8BMnYZLPWhxBjcwShV2RwHkcMZQOZidEQXVWI4LOerEcihOC01HpoJll8N1rXlXlYDuQdksFXBaIJMlSMzEzwurVvDWLUZySD77h1zmJr/X3rPtTltM3ge4c3S76vDWQ4TBW2H1w+2CDnt6ZCVz4M7sKZspxtB4zijAyugNuT4zV+2gUd9CYDui3r6kpj4/Qljf7rcTqu+qx12ZPlepUzhrLh8FDWV0jc0Jj42gyTfzZI+U88h72tHGd5JQYeTByk8ZDCg560ka6sh5UEdPRJnxkehbEXIaxD00dFp4QQjDkLpMrV9CvgvprNdBEHgv2iUOMeiUpX7kLKDWbXEXmGU4hyqkCmPc6SBcdB7w/IqC8fUaxpJEI1gXT+XPdg7r52ZLq28ohz58q29QdqyUa2TyOGtYeni4rcsKc95Iw3bQbLpLPOlRkxFz7j2C4U5c8wzR9/Rpu3p3wkmeQrDgddiFF8AVG4ZwC7ChEb3NVBU2And7SbM/A8UwjXwnDBC1oOR1HNtMvB3MIOzEahr0XSg4YUYSl01Ml07d0JwAFFRdB4cKxlyfSswvyiyQd/3Mejhwq7WzquQG5sgPS5ugslTFxfo/JyHWlU0mj4mspQ8bA6scPM527gaasjv6ICX3cbKh6iaRfamS6iQ/MY/hKU4hbSCyPQeh62knD7BoxPwNBtOPmjkJiRlEzVHxY71vDByH+Cgh+CUESCgpIapFch5YHUx0B/CKmYlVfYjSgRE1GWFWRTE3Yg+GtAvE12xEg9jyijzMBORzxJzyFmkooEz3mt7SeRwWgmkHYWUebtiPKdJmtupa11uTM29xFF/wBRhv0Ing5EZQHZeISLSOhn0DpfA/vxnXnXjCCKXrWO9wjBeG70fEZiZPG9ccT2d4bYySbO20Qm0RsQqoSKVKp1AF+OAU4otcNlL3uR7iUOiBhCp2h2cciRdK4SXlqBq/mSNfD2EtSUwqVmuLciQXzbKTjRAiNrML0i1MYXLsKpDqFXnC6Rrp/WNCJxhYG7CqcuOnEFFFIJeHI3RUoBV5GCoijMjcZIpSBQ7UXzOUmvmlRdqmHsxRWKnuskGoWliQkWv/AKlT/9LhwNFbCzROU//RRxp5/w/C7Rv3qJdMtJ9CQSVXzqEtiKYXYCntyBQBuU9EraRbMIiq9IfuPNSdA9YPfB6p+A85MQvAXpGGjvg+hNSO0iRuJNxGD8IQSjTgT4f4T0y/eR9d6uIDUNTyH6NIn09ynr6WUGxPWInpolW5DjLjKwnLCOU4JQpx6Rdep8FTFgLyM6ehfBh5MsZSltrcsEjDQh75kMvlPWMbsRw70I8WL7EX17Fnm3eBHM7iC0ywtk8T1nda4A2YF3mXW+x9b9iqEof4Fp/gjfqXxfG8hPsXtl+SiPUu5vC6QFDkkfNRqCNqdkndgnNuEtTq1DT61Eve87zlMM4lxJW8fM9RArmoOmbpXhgQj1vdlY/lxvcnad7LM9u8v2QpTK97VjFBSSwIWeSBPsnyCBE/PECRIeJ0nDQTLuRPcWwvqjbH9LItkr7A0wdh+CaYh5wNYEK+NAC6h9sPhtSD8v5ZFi0xArBdMD5hnE6D2PdNbbiJLNKFrIGsgppCPPIJ35oPc4ZR1jg6yX6BGiYDP8ZB8CyqO4yKUIyDLK7WAbAzG+T+Zsy6VG6Mjo9eAcPQjIhhGj4Wm84seItztD23AhL59FskraccR+CjIqeeeJ3W7P5P/nNGICXbKWNQ2KVaixskn8VRr6LcrOCTt4crB1qRBe2YXn3dCcB+NRaPNnz2MYomjLA3C5kX2YPN8K3x6F53uhrwNwiYe5/wnggPomqYIeM+DWLSiuht5LDqLYaelxcud6iqa+bKobwxrE2lwuStoczN3fxrBOGE+aLNyZxVFfTuOnrpJIa1AWYHtgkrjpJLEeI3xrmGTMIBF2kZh8AoNPpExYQT1U90DIBoWnQC2FiSFYnYOqn4H1UQhHoPDTEmwXiYBZCalmCP0WpN8DZhNZozeAKLlaBBMZfE3ITUBH+m+/9XRuIgPVEURhZpRPhm8fQrATQ3DwNURR5ZMNXA0jZlWLdfczGWh0RCk7rGt7bK2fQAzXGDL4nUWU7IZ13kxUvdz57FyEjijSasSYnrLWNZPF9zLyIrRZ58hMVUcRo7yArKIFGcJlrlVFUf4Q0/wk70TRkJ4xjdzdzNDDaYfTGizZoMOEl6LwrgJQk1CXQzus12AoDispKM/xFGdU3NUa+JMhaCyDi82gZtUhlQGIbMDsqgTVtjbB3Sl4OCV6taAAbt8FVxGMjxpsRQz6LtuJ4WR+xcRb7CCSsFHcks/MtMH1L67TfEmh4kw5zpJ8Hr68jassn3gwTumlBh784UPyOqtp+MRFlEARanEBa994iFJfR2wzRnR9g5TNhXryBKmQg/S3b8DyFrSdl/z/xVVwqR3mFmB+GMavQ/l7Jb+xWimxQLoDdgaAC0J9jOVD4qtkDcBCRE89RmZlNpC3ZRfSh68jhuwygpkWRLl/GzGGmxHd12itv4UMJquRHMXNiIH72FrvQdIdVpHl/hYj+EwhGBxHnFJFZGOFnGRnZlut43Ug/OUZsoF6T8gWCckEspcgVI9GhOZRQLaA1zJiNE9b/zllnbPK6jj3EKw2W8f0k82ukSHcrvNmyPe1gQyHq3LtWz5Ie3iK0VzjkXyqC4mc9dZ+/UtStOZSPaJHcg3ioygV7G9j2gTI6RyLPWP85uVrBCo1ZoejlHR4cqaBtL3vNDbSusHsrQWcNcWUXG4liQPcLlzVVewsx/D0yeTX5tAysdgaKcNJqumcBOLppkXFfSzBOfl1MjArOAN6UqrfLd+EjQnI+3GIeCF+GULfhngfmJvIlAtk6RBr1s3oQDr5OKLovOw3kEsRRdjNYZoFyOj3FFkj048otwoE9EEEgEXsp0boZKdSnhbQ9xhRgEfxjuuQF8cQAqqjvFO5nq2Dx55FXiBpDvOgM0b4lLXceGB7ClG4v4NpfuaI8779JTPL04YMQzK+jT2IaFKZ67QLcMEj3YpRScKpIpmm7SuEW9twoQImgtn9ZkOwGINzDeIlzh28mtZsx9UTcO0RPHdOlkuLoLRWzjW5DI/H4U/+Cv7Rb9hQ3Q6SOUDvupzP7RejdL7gPTSYdRd7cUcSLA8GSXt32Nq1UXGliSgettZW8Z9tZunaLK4rZzDjGjvfuM/O734ex6d+ErOqHsNRJeVll8OwugMvfgFKTgoHWY+Bpx5sKRj/Ciy8CL4PCq1i+z6keyC5DPEE8BuIZ2YIMXJfQYzV9yKG60sILm4hyrADMXhT1ieDizZEWc1Y7XcQHGYCYcqstkmspF+IQW0g2I4ixngGgxkaRxmidDcRwzeMvEMU64HFrO/M9JbX+iwgSrMR8WK1kH2v1CNGbz3y/khZ1+BDBgcbiELNXEtmoOqyjreJvDNKyBoCGU+YxjvVi5zp+RoyXHiE3BkA3YBBU8yunwrANxPgVMBhyxb0aVIl3VtXPtwJW4VBciQJDKzC6WpJ0a1mxjM2CPilaE9LHdyfB28IisulzZluwAnBJCw8ht//z/Czv6Ryss+5D68ltW62nxjce3EHh99D3w+XU32mlIXpJIuz22guG5tzEVg3iatJKi7UEQwKpu0lBehuF6rHg6u3k/jDBXa/9DLqc5dJV+RhOJzwgx+HxV0oaIXP/juwF0kaxuA2RBMQOAOL9yFdAKFhyRMe3YF0KaRMiD9AcPIcgrnMVHYE+ASCl3kEL2mkn/4jpK8mEYMzguD804iRGUaMbBPp+z+I9PcdBEeG9TQzA8pNxBhOIjziZcTgDFnHUxAvroa8sQ2rJ6SQ2ZskMshMIBhMIN7gIGLMRhBDFrKDcReiX6PWf/Nb/zNsXbfCfgdUrXXsJNmKew/JUrviCL6jVvsUivJZTPNTfCfyfW0g5yG3o+jAevvBf5W7fJCvaC23O2Egkr29S2GYjsPZOslj/CyO8SGj+Sl3NZcykUnHVlzpYDtisj4Xx1/rOKR0t6Z3WV/WqbjUTEL1kcjZ5ij2o0Q0IpMrGE0tOLpaSeMhtuFEvz0EMSesbcHyS0KroBBCmxBWpO+G7eA4BTYDXA2SzFxvgdCQjGr538gGt6XI8p2uk80n6kU6+BjZcpIZo1FHgDdPdgo2s37YOlYuJ9eFKNjctnUIWBes9h6ySrEIAU3FgTu9IP/1UMGOg1JvnX8IGcEGcraVW8duyVmXmfZJIWbes4L+KhAwP7L+T+41ZjhY7zzJQMiOTPibwIyaE8aRaZDj2D/pAZxCj7gbkp0LfdCYB492JYVbxmtcWQiXGqT90+IJNCf0tMHAOPSezrZLJmF5FZ57DnSHyuAdE9WTRnGmqeuSgj4A7RcKeHg9Qstlz2EjucTL0sMJghEbpe/u3MO8p76Y4PQmeVe6mP3ci9g6W/H98PtI+stI+fykN4IYC1uScm1xQ+al63okeHbkZViah+I+yX+q1UJxJ6z2Q6pSStGm68EcQN6KNsQo7kKU1R+TrSyXiaYNIlO17yFr8GZwdQ0Z1OZ6YZ4gRuK7EDxn2j9BsKPktI0jxQS6OTxD84AsLSkjYcT79SH2Y6oIGWhmgkQC1rleQQzfpPXJSJRsdT3Ivl++iSjs3GOXI0Z5s7XssT7DiOI+x34esw1F+Q+Y5i/xTpOM00lDXCUDiOG7bcBVm8XjR+K//aoka+jzA04YS8LUjqTqPVMGr2xBnpXRYjwEOykLry5YisPjNThhTQrWFMH9ZSgth55muD4GeYXs61JLq1BYCD/xcdhYNxnoN9FJU9mikEYlHNQJbhkkUho1zT42NmF7I0WgoQB3g5uYYWf+D2eYvTlH29+7jLexhNhCkuD4KmlTwdVUgzGxy+K/+WN8v/iT+D7zCeJBnVRBKfq3X4K607CyLoParvfB4wExjCeugf8k7MbA2QbbC0J7StohEoPULNI/7yF9c8r6/TFkZnYB+DCCrwz/+MsIBjL0vgpE1/4Voo9NZADZgBi3X0ICTAut9tXI4O8byGDZjjiwqhG9u4EY6ruIEyyAvAs87HcEpRBMdbMf90nrWl6wrjsjISSV4/Psz+S0gbxjOhEdr1v/4Rb7bYCM3EUG3MPWsmpdy5cRo3kip22aN2Om9vvaQP6AafIlRaGIIzJZ2I7IZJErRyjP3iL443n46jy0lsHl6qPbHcxUcaRY29OaTNmmbdmGuRkr0tioanEwdC+F6TNwBCzjWTeYurWEq7aEmksVhKw53dyCIWk0XHVlRB+vkljZJl2eR9qwoToccPICbOgw+zfwjc/ClZ8HTyW4y8VmVYFkEOYfgOc5WJ+EkAOC9xGQ3EKiVQfJjubsSCeOIdGrudHnxQigBshOyqWsdY/IToWCTCM52V/eNSN5iIe2NGed3/rMICCss/6Aiiizgpy2IbLDpmcZsBmxIy+qVQR45Tn/KzetDYhxscjR6aeeJlVkp7OKySY4U1GU38I0f/k1HuftJ3bkFT8PrCk54RYa2A2JFXXl4MvhgD7LWN4wZQC7GIepKCRscL5u//Rs5lhHDVr9PihPw/AUdHTAxAxsx+DiOaEItnWobMVtdJzSiBtS0CdpJnAXq5Q0uKluczPxIEwa+54RvDgcJBi20fZDbYSSTpI7MTaXlkjgxNVeR2R5mdTKGN4r3UQ2EyjYMPPzMfxFpLdtcOIsDA7Bta9C00Vw1Ek5srYfBv82aF1w+7ek/nU0AbFKCH8O0oUIZjIBLk8QT9QuYkh+ElGc69b6UqRff8xat4306cxsSSvSVzM3P0O/yBicTuRpBZH3QoL9MzwriHJfttpkqBdjiDK0HWi/i3i55hB8NyLYtiED0mKyA92wtVyMDGz9OccqRzCcO2uzSpYStoIYAxkvlsH+WINMSp5TyODYYbWHbNDSO0vsiMmS0a0q8lZ8bMDHvJbHNwdb9R4YSsNKUugUrX4kWNYB97el6t4XpoQq31AMLeXZ/SvzpSr67AbUVVlFe3Lk8kl4cRjyfBAOw6NhaG6XoiF3nmhUlNiJJBWqWhw8GdYZvW8y/MTk+U+UkdZcDLwcoeFyKZMPYpQWB4juJJh5vEPrhxpRS4pIpw1W7i6RVNyEt5PEDQex+7NoVWUoo+vEHs+QmFqHd7+b9IMJaOsGXwO8dAuWFuDUj0JhM8xMgLMMQttSrXL7tuQxjqsQfYQYsEmkv5/EqhiCGK2b1h2/guAnhVAYXIjhuYXgtR4xMPMRPb1gra+xjq0BH0UM3W0E817ELfE+67hxBD9FSD+vQwbLmcGnCxkShRG9mm8dZxUZzGa8zKXWtinEdlA5jO93WecMk6VFBpF3Si61KYzgNUy2Ql+h9T8y15IbDD+DeL23rW1V1nWPA6Uoyv+Faf6/eKNyFAHzdYuiKB9UFGVUUZQJRVF+9YjtTkVR/sTafltRlPqcbb9mrR9VFOUDr/fcr2b3HuIeP2N5IQ7VeTAThO04DG9xmGP8LC/yQW+yJX4/bG0Ze5QJOJixQqPpdD4LT0LEk7A2GWTm7hY1l6rIqw0cKi0NWe5jGg3HiWZS8yukwjF03UZat8HECIw/gos/CO//OVCdEI7DRD9M9cP6PMy9KNbA0qB4jYO/iyiFf4Z0tjykc9cgUyjXEABXIqO5rQOfHaSDepFRcIZYryFmUEZJbVjnCR7x0RAj9KhtAUQxPiFbbjKAjBwzvMcpq03sdX78yEtiCVHkEQT4kzltHlv/L/U6Px7rHgbJltC0kZ3C/e7LW4XZg0G0GtCqwqoJkZy3UZsTxpM5jTJiYavYBacDUOKFcFrqZNxdkTShT8OqZoekkd1WXSkMpC/8jcQW9PWJp0u3qRg2G+cu2xi8oaO57JzoddPZ58HptfO4P8rydBLDUNicjxEJG0xcW8FZ5KW6r5yC5mKcfhfh9RgFZ+oo6q0nNLvF9p0pDLcbrb4aW00V0cfTUvGysh59fRc+97tQVCV4LWmQfKoTN6Uy5fYSLNyC/EsQnJFiAKHrkA4gWL2HKNxvI/hYR9IjZegSKjIcWUW8PGkEp0myHqRBsjSKIbK4u4dgvggZLHsRT/BtRHkpZDNDbFrH8Fs3usq6lpcQxV+AKLsMpsYQDGd4iWXsx3chgm8dwc20dR2mdU06WS5lZpYrYn0vWJ3AJFveYg4xohOIQT1HFqdjCE7T1rcfweuKdTwDRflXvBXyVuHVT9bnN4O4Ol5Q4Zwq1Kd9HAxLujwwq1uTltY21Q5nisDvgEofjO1IfuO5zMEtXLdUwVYEtsLWepV9+vdCF/z538DQFFzsheKc6eOaOpV40sbSkkl9h4fz7/dy9gUf4w8TDA9EySu2M3w9iI6NufubbC7EqL9ciTOQh6fEi73Ai6O0gKLeehw1JSx+4Q7RxS3s5QF8V3swUzpKRwvpiE5aV+Bzn4X5WfjRX4LOF2BrE4ZfBsUDnlpw18HuEiSiUhgkuosYqEOIvnQiffsG0vfvIoF2BYij6UWr/Q3gv1n7rCEYG7W2v0yWj5xCcPwlZMC8iehSwzrPHyB4DlnLCURf/hFiqBZZN9yL6MFb1nV5EEM1bV3XotUzbAgGMynXTKv9Nll8jyMYLkb0XSmCv5etfTMxAwf1txvBrI5QKVbIzgonrO8V6x4GkHdQLWJnvGLdQxff6aD2OzaQFUWxAf8BqdnZCfykoiidB5p9Gtg2TbMZ+D+Bf2Pt24kQbU4g9UT/o3W81ywZhbtP6WocrqKXKwfOYChwc10Ge1eq4Ge7wDChMg/6F6F/XiLi9x3v1YxmLP6xBjUtGrMz2amI3IwVGYNXx0Zdb4D//lujbC3GqT9fhqna97Zl9tszrL0ekjvhPcPZ0XeK1OAT0uEwyet3wFsk2St0JGI2vwriUSjvk3zHw5+DcFBC+2M+iHYCVxHg1CDK7xWkAz5EOmcACd55jIx6FxEQHvwkyAbbPLJu0Iy1PIKA5FnGqgdRbkdty4yo7dZ1bCAgiCHAq3iVY7/ap8T6TJF9uexay37rv73RY/ut65slw7lUlH/Od1veaszCYbyescEDXaLRQbJa6OZTdgAmYzCwCRdL4SONUOiBzjIY3xK83l8U2kXuy6G9EkYXs8cYnYV4EhqqweXcf3zTBEOxc/KCk3s3ZCCTRqOw1EFbXx6NfQGcfgfD17d46XcnqDlXRl6pxBE485wkomlKrrawdm0SHRveE/UUvKsHV3cL4cEJ4gsbJBfXSS2skbo/LGk2alslx/HUYyiohqlHUNYNnkaIRmDyz2BzHFzvg9iklYLxDoKDIGKYuhHDrxXhEC8hmM0nOxtkRwzaR8hANaOUAojyHkMM5x1EEXsRIzyN4C2NKLMK69yZAXCuwRuyvp8gisptHWPM+j2PKPU0Wd5xLr4dCJ53yOJ7AjGgczHltK5jw2ofQLC1a63zHmhfTJaaNWOdfxcxvPPYj2+sYyesY2aCAb+78lbi9aJpkkBMtzwkXkBVodIOeSpMZsJBQB6jdeTzeVJBzzBkOazDzW3hI3+yDdoC4HbKoLV/WTC7Y93a043wZEUq5uXKbggGR6C3S3Ig9z+CgccWRV+RGgCtJzRWFtOEgwZF1W42Vk1az/ho7fVTUO0lsp3kW/9pAtVpp6KraJ/DqqCpmORunIVvjWKkFep+4QPY8jwkt6OEn8xiOpykx2cwQhHSOODqB2FxFh7chIevQDwO/mqweyVoYvGGNYXsglQY0WkZ+kRmEBghG/i2jHhxQ2Spi1XWpxTBQj0C/HoE3xlH0wnrWC3IbG3YWq5HDNcaa32GTlWKYKHG+v0IwcsWggkH2QA7zbpmp3UsF4L7DNaOwnfGEZYZRcXIvjcgS2HcIRtLNEI2iM+P6F+n9X/d1rU8Dd8Zm8FFNg3sAjKo/Q3eqLwZHuRzwIRpmlOmaSYRwtsPH2jzw8Bnrd+fB96jKIpirf9j0zQTpmlOI2/Ac2/0QuwHV+S+Bg4astbyXBRub0NfGTQUyiaPAxqKYD4CfXXQ1yBGdP+cfIK5tLeDx8/xJGeKDaiqCkrGa5w1iHPBuTQWYe5RiPf+T52k4mlmBrZYGFhleymaYxhn27ubyohOZTmCOjbMoiIS/5//Ck4n5JVks5GlFfFGmXbYmJUdyj4ArjapprV7ExI7iHKcQjremvWHRpCR5CLipSlEFMYGMrJde8bHQDr0PNJZb1n7h17lY0MA9qw2mdFqFAHLLQQkGS/Sd/JJIYpYtZbvWf9ZexOOHUNeiBkqyQJvgbxlmM2F4MGA2qsavJKZHcw0PjDQTapwfVOoFxfKs0E95ytF0XZVQF89dFbB4AL0T8Pkquzr8Fgmji7poQoKoK8HTnfDk0lIpLP5jw2LW+dyqdS0uhh+mOWyp9GIBnV2VhK87x+1kVfmYbZ/g+n+DRYfbkoQLYL7/J5a1vpn9/ZVNQ1vbwfu3hPYm+uJ/dW3SU3OQX4ZnHlBEjdXd1mubge88juwNg71PwkVPwSJCARvQ7IAMXi/hRh6GQ7fGqJAvkY2V2oeolzGEM9vCaIcfQg2HyKKMYj0zQz14DrSXzN8+xhiaN9GFJHLOtYiYojfYf/sTWYadwzBUzGi+JYR5bhsLR+FEdXaJ2pdVwbfkH2x5X6KEMN6yTruuHVtz8K3DXmXDFjX+TR8u6z2a4jH+bsub6mOvYe8tXPYEAC0OOSurVo20J4LyGp0tQCuB2E4ChMhuFgCpXkQcIHTlh0E99WIjl2NwoCF2QvNcGOMPV36aAZm1+HSWaivhQtnoTAfTnTA/UGZob19TVzWJ/o8DA0mMSzrPKNrVyajlDT5OfuxOnaWo0z3bzLTv0ZkV7AdWo0SDyZJGyqepjLSqHivdJNY2sbR0YLtwhn03Qixz/4peAugpEYigTc3oOoEaG7YWYZoFELWLKnhkBrZiTnEszqN6NQdRG8tIP1qAxmUqogOjlptvoH0v8zdn0fwfgvRrXkIhias/Z4gRraXLNYeW/vVI0/JQDB1k6xRneYw1rzWeVcRfXwPwXA+gocZBA8H8b1iXc8y2ToIutVmjKxdUG395xjyTnGzX39ryMx1kXXcUut88xzGtwOxT5bJZqRRreUV3qgcYiS8AakiG7UB8sTPP62NaZq6oii7yL+uYn/ptAWOTimAoiifAT4DUFtbu7fexgHusXagQMjBf2gtG4ZEwVf5pUb83lDB2l7qhUgUpregoQJqA1DrApwwvAFjm3LiM10Hig0cEN2mSoEQMzsWyU3hFo6ajNzbpqCpiIZWPwk0Kk+XsrGsU9RdyeJsmp3+BeI4cXbUY/rcpLFhqg50a/4pEYwTfzQOLSdRP/0ZuD8HI0NSjijllreQDhS0wNp9MLyCB18frL4EygnEU7KJdKgA0mAsc1fJEuNzRUVA8lqkGBlhbr/G9jZevdJVRvKta4nz5tMW3Ag47YgR8WZKhuv1XZe/dcw+Da9O9od75MYJqHY4r8KtOFzIJ3trLLiMR2BHgcu5mlrLpuK+UgPX5uC5NnBo0NsoJ9xIQv8EYIehJaFRXOpmH4X+Uh+8dAcuvXf//0hjo7BYYzcCC5NxipqkumVc12i5XE4CBxUdJttBhZqLJQTjDmYHVlgf2UYPlGBvqMFTbWP78RKGNdDVsRG5N4Zu9+L69E+R2DQxQgkYHQDNBUtzoIZkCqr1IxBchs1rsPQi6GVSQIQg0h/jiFOxCTH2Cq0bFiFrzE1bNyyfbIDP3l1H+mGOa12eDNmI94PbfOz3siqIQjoK35m3cy6WM5hy8dow7rfO8Vrw7UAUqcFrw6vPavta8G3ncEj4d0XeUh17mSyz3QZUqtnQxhMuuJ0Gn8EhB1TUgGgalqLwnrr929CgtQjubYEvKp7ltjLAJcUd7y9J8ZE/f0Uyo3W2QkFJ5jqhpgqG52BjE05dcJC0OfjWtxTuD6RJmAkaOtzcfSWB3ediey3J7HiU8lNlqD4P0VQE8nyk7S6K68qYHY4z8vlhvG271P3UReJaHvMvTqG1NZFY2MB9to31/99fo0UVHH/n4yS/0o8Ri8JX/jtUd4JWBN4SmBmHog7Y2gJ3BWzvgOKGVAYTmReaA3g3gj0/YpgaCIYy3tsMAVsnW/giM9tSgmAt4yBbsW5qZnCbwes60mfzyGIt825wWutB9L6CGKdHYe1p+HZa12KwH8cu5N1xFL4zQSK56zPnTLMfg4p1jeGcdR5kIHwUvu3WNeWu93F00aDXJm+GgfxdEdM0fwf4HYDe3l7z4PaD3uNnlZqe0SUn44UAqFZE7SHvMuJRHtqRVDOlzuzmjmrAKVnUBsfEMesrkGCfzLky9IqD6d1y6RJTwwmCEZ22y2UkcJK02uSVOAiF42xObpPfVIu9zkMCB0uPN4nGdkipDrSeTgxshIdmSOh27JfPoRtu1LAHyupgOQStPZKO494XYUsX5RrogZHroBRDchO0qxD7p4iSLUFehdNAPqb5v736gzmW71gU5f/7Vl/Cmy5Pw+sVw+BlVd1XSiV3QOtxSIjVwzh7oI4bcC8CDV5oybca5uDZ65IELH4ndJeJF6q3Obu92A/FJUikfERew3dGoPsEuLxyLNUBfRfgej+cft6GjrpvIFta52bwZorRx5u0Xi3BVujfU3dp00bT1TKGr61S9VwT5b0Bkqobzetgc2CGOC6ShoPE2g5a9Q6R0VEcp06RyivHuDODfuIEXH8Ine8SXfjk92H4W3DqU1JiLBqGrRXwnYGNccmJTByZ8C5CPFAVmOZvv7GHdSyvSxTl/3yrL+FvRZ6lYz1I6KJbE3PqHmBPQZMdznvh5Tjku4QipQFDYUg74AOlUl1veBc6Sg+c0Aana+DaApzLA4elY1UVzjTCg0WoKIbpNXD4ZdhTWw+NDTC5AJ0nJF2jWmrgKoT8QpXW0w6ieJieEfPqq7+3yns+U0fb5WISaESxkTZVKprzmXwYYffxBrEdG/Uf7iAah7V7S8RxYS/0EZ5aIenMI7Ecw+Z1oS+ukHaOoi+ugUuFy++HpBO2k3D9c3D2p2FlC5QorPeDrwe2N6QICF5Ev6YRQ3mZROLLOBwHIhGP5W9FFOXfv6H93gwDeZH9YYXVHHY5ZNosKIqScWVsvsZ9nyn7pml5NvdYV+F2CGp8cKGQw3UcjjCqu8rh1jL4/OBxHWiuQW874ISdNPQ/lt8VlVBVn22XtrJOZCQUVhh6EKa8xUdJR8GeYZxbQa+gIUBwKEhqJYRaLlOLhSeqcOIhrNtZH5xm95VRnFd6cfWdJIQtG6BXVgkb07AyC546qD4BxadhagnmB+SPb49AIg+iLrD9CqTHkSC8IsQnF0dR/imm+b++6jM4lu87ecswK7O+Irlwyx3QljohZMDjJHhSEErK9OyhwobWPi35cD8oQUAFLiuXwSp01HJIasvgdAeYThiag/gc2D3QfRpcbmhqhqGHBm6PSihk4MwTbI49iOH2OfBrjn0Xm4knMFUHlT0lzA+sUdDrA8BZWkh+aSVunKQnd5n7g5exL0fwfOrHiDskm4nS2gz3JqD7Mnz18+Ash/M/AWoFGBosDwLlYHfLC8dWAHY7xDqRgLxMsrwkivJrmOa/eq2P4li+f+Qt1bEHCctlqhT/sDth3IDJuEBiKQWxCBgpaPdJHmM0qHZKMZ+5MNQWHz7gpQZ4eR5e6JLljSCMzUJXszif/IXiVdZswjvGATEdmjvgXB988yb0vcsgjX1vUOt0qWgOOPOBQlanYiT1XZKam7JueYmkTJVUPM3S1CYNHz1FMGqHLYPdxShFz59gN2gS/cuHbFy7RuGv/BzOc/kk/cXoaQ9qZYy0sxbuPYDtCHjK4b2fgc2oVNVbfQCFJ4XO6O4GdRIZYviQl5jw+53OjwEtmOZvvZ7HcSzfRXkzOMj9QIuiKA2KojiQgIAvH2jzZeBT1u+PAd8yTdO01n/CisBtQMgwd17PyRUO/4lDRrIGkwkYjMJFP9T6crYf5DkefBvY4EI99M9mAw4ObkeDAj/0nZKPqcLth3DnHmxHlByvsY3Rx2nmxhJ0Xc7HXyrTDQfTvmWkuKuc4OwuyXB8X2Cfqmn4e1vJe/40tqYaIgPDJAcekVrYQE/ZxLVd1SLJyoNbwkfeWQJ/JZT1QmEfGHHY+jbYo+CctO6iHQFxMaJ4YyjKLx5944/l+1neUszug+dTBrRlDlhMSTGC3sKj22SW1QMvgOpi0VNzu0e0t0RR4GQr9HVDexPcfQS3H8B2RMPrt4HNxvSEydqGyeC1KBX1dupP5tHel8fk3RApY7+HGUDze/BV+lh7srlvfWQlRHQlSOnPfgBnQyXxB+Mk7j4m8XAcU3VD0oSR+1BQDiszsPAE9Dg4PVB6Aoo6wdsAa18Gmx/MJDKb7kHoULWIFzmIovzUHvfyWN428pbiFQ6nUM1Iiwv6XHDeDcsG/NEW5Nkg4Nm/f0sANhJSJhpAyaVWqXChDm5Mwr0FWI/BpU7we6C1GmJJCaZVFOg7KZhd34I7j+DOfei9qnLt5ezA+1F/nGAQOi/6Ka1xUX/Sh6fERVVHHrOD24xd3+DuH09Q1lNG9ydOMHdrCVfAQyqUIP9sAxu3Jwg/nsd/oYPCj1wmNbtCanqe1NwS6ZVV0jghUAINHbC7DQV1cPPPIJ0Snlj7J8FRCDaPjMA1HyhpJI6lEPEmlyLWyySK8g9e7+M4lu+SfMceZIvv9A+QqBAb8F9M03ysKMpvAgOmaX4Z+D3gDxRFmUAIIp+w9n2sKMqfIvQmHfgl0zTTR57oKXIxmWTQ4aCao2kVSUOiaRu8cC6T7SizPVeOMKpzly+3wI0JuHLyKfvkSE0VVDRCwqnyaBJ2IjqPhmAnGqe63UtlsS87PfuUtG+Z9aXn65h6cYGC5wr2ChXsu+xAPq5ABSnyYGQLY2IQwh4obYPGHrhzDUrPweKQGMjRNQn6Kf9BcH0cVsfBvg5qLxhphIs8hwQAFQKVKMr/fEy3eBvJW43Zg3LQSH6SgIQBv1gBN2MSVLdv9uY1vLXayuDuKvjCECh+yj4Wtcrlgt4zkHTBQhCm5g1Gx3UWlnSu/ICDU1cK9ihQAO1XAzy4tk3zcxUWbrMWuquyCDUSJDgdwgts3pkk7Q9QeLmTsO4gNbRAbCeB9sIF1LCJ/t+/Dl97GT76D+FUG3hqYDcJziDEtmF9BLZvQP6Hof7TEG2EnX8PTj8kLiE49SKD2kZgDpvtnwEcz/68TeStxmvGOH7ajM+mCaNx+FgBVKYkG1T/ruxY6rfKTiOFQq6twTlvzgGt4wQTsBsVqtPpqux2jxMSm3CmDe6MQl4x+LzQ0CizPjE7DD5WAJOvfj5KKKrReDYfxSV4VRQob8lj5EEcxZMimVJpfa6c3YiNlYebxIlQ2FLE/LU5cHtIbUaIrYVR66rxNFUQCRmYzjxcTS2k16KYRgF88T/D5Tic/1F5aTy4B9UnYXsebHUw+WWwVYKpCE6dHZAcgWQPEqDnQOIFypBAbR1F+YeY5hujARzL3568KRxk0zS/Cnz1wLp/lvM7Dvz4U/b9l8C/fKPnttvt+2q55I5ux5OwrcHlPKRPHmH4Hlrm6GVNg646GJyBM+1HtH2KtHWqJNDQVYWkoTA/Y2DfjFPadri0tPw+7E0uu9LI/I0p8vdZ54dFra2WuthhJzx4DBsxIVmPXQfyYWEA4j6ovCxBsxrgbAF7E5hfR5TtWYQAf4lsIFA+ivLrpNP/QjJyHMv3vbylmOWIjDNA0IBHMWjzSZ5jgIsF8O0QPO+RVN578qxAXEvO1sHLU3CpADSn7KNkMP+UfUpKVFI2lWhKY3oqzeYmbPfHqDlpx3TJIFZVVep78hgf2KGqV1xlubj1t5QzfXOZx7/9MpU/9z4Ml48oMvOTNhTcF7vZuTZAGjdqcxMkPbC5ApthCJmwmxBvlK8MCpPg7YH1NUjGIDYEvufALIPEIDKT3oFM3XoRb3I+MISi/L8xzX/79AdxLN838lbiVUNIAW4OD2bvJYQ7fMni8pcCXqfEEtTkw7JpGcthaCqCS9Xwyrp4hzMysAx5efADp2F2W7LONB1BjzrXDS/eh+euiuELkimm6xTc7Ncoq1FZXDAwHAl8ZSqBWidoNpJJA2+Bxu0vLNP7062oXi+Ru2HKzpYRxcPCdAo9nmLsD2/Q8o8+SOVHzrIxuUt4dgMDFXtHC+H+CZKTK5ilTfCzfxdW49D/Lbj1MrS9F3ZTEi8w9QTKe0GtB/s2bEfBFYdEASSHkEwSduuO7iK6dgWoQVF+GtP83Bt9TMfytyBvC2vHZL++01W4mZY8jefcPNPwBV5TOjiAAg+UFMLoG8ga0tCi4SnQONHrxl/mYrg/zGh/iLUlSTFzVBlq+a2hahqB7io2B2YOTes+dTq16QS09ULdSQiF4OX/AMkdMKKwNQjRQYgNgjEIPABPF1J2thRRtnNIyqQN5A43Y7P9JoryT1//nz+WYzlCcr1QQyZM6XDZDcUH8Hm1CK7vWAtPMYyVDFXqwCTLlTZ4ZSS7XFwAK/sZEPtk8IHC+qbC6UsunvtBL+m0QscZBzOjKUb7Q0w9CGEYBk6/m4JKN4uPt/c8yGk0DMNg5dYspReb8TWWsHt3hvX+aeJL2ZPqq1sYoTDYNdSmJigphdJKyC+G1l7wlsL9L8PwV4V7bKQgNgPrfwEsgLkE2hIy22NDAvZUZMr2OpK2rQoIoCj/89P/7LEcy2uQ0+n0vjwCmgZrBlxPQIsdTjjZh8U2D6wnYSsJFW7oK5I0qhsJuLsONgUerkuGqOsz0FVmZbAA6solKHclJ1lCrgPsuXNwLYcgMruscvuWwsmzNnrOOek846Cg1AY2jaH+GOHdNN/+g2V0w8Z7fqGZmf4t0thQlP3URrvbTuUHTrA9ts5G/wx6KIa+E0bfDmPoOmYiSfLuY/nzS0uS63h9Ga5+FOq7Jebn9h9AcQckNiAdhJWvQ3IGzB1g1CrzWYE48pcQang92WwN5SjKrxxTpL6H5E3xIL/VkvkTmgajBuhpuOhmfyXkZxi++w7yKss1RTC6AQsbUH1kspyjxeO3E52QwGB/gUZHn0TbLs6lGR8IkjCjBNqKwe/e2yeTT1XHhs3vwV0BweFFtI4WAJyNFYQmF6Cl/eknnhqE2nZw10BMFf5i9VkIquJVtyOBtWkgtgbGaSR90yYyDRQkm3tRB54cBwMdy3ckubCLKHBPh5P2A7zFnEaaCid9cHcbzh5MxnqYdZT1ENtkyvZ8G1wfhss9UF0C92agvGp/+8VNGFuCtj6webQ9OsXZq07uXIvT+XwJSRyE4hojg1F0UjiKvCgOJ6mdNOH1KKGEzvKsTnFfA0mHH3dLDTMvzVJ4uZntuTDhgVFCrzxBe89zeH7gBUIzmxiTU1KVpK4F7t6HpU2IxODqz4O9EsYeSkRS3Q+AvQ1S9bDzn0GrA287RBoQ/vEIonA/hMRhPUHSOS2iKH8H0/x/XvdzOpZjAQ7NGg7q4NdkMLsv0F1jL6PWmQC8EoILvuxsUWsRe/UB7j6G/zgInzoPrgPB8idqJObHFxA6xb5rsUNPN3zhmxBUoLAGzl3SSKCiORTKazSGRyBQq9LRJ9mf1tZChDeTbG9uU3uulIlrKygeN7puMHlrGVdNKSWXm9HvrZF0eTHyC0kGSok9WmDriy/jWA7i+MSP4HYXEN+IwanT8I1bUFoF91+G6iic/gEJhN/VIbwCvgooPAFJHyQWxEj2/iSE/gK4gDigFKR8dL5183YBFzbbR4HuY4rU94C8LTzIIJnybhtQokHvs/iKz1o+KmDvCEpGWxWsbsNO7rD6KZLLLT5KSmrdNPYW0thXxOZ8nNn+NeYGN0gZ6t7+GXFUlaBqKrE5yX+oFeRhhKJHH3h1AYauQ8NpqGiVa687BWWnYPMORMayuf7d1mdvCtuNBAC5cz52a90HAf+xZ+pYviOxAUOGJGV93gWBo2IDcmBT4IYyJ4wGD297tWG+xwUtNfBwVo5vmuwr6tN/D0JhOH9BxePZ/0rUNJXm0x6G+yNyeS4Hzb35NPYWonldxHdTbEzucuezI+iJNFWXa9EcmVgCG4HzTWzfHMVVW0pebxt5z59BtWsk+x/C+hZmMgFrW6DrkgJgZx2cbqmiEFoFfxUUNkNoGOLTQrEo/ijYdiH5fwDfRED8Ewg+M0FAGWCfBkpQlF9FYraO5Vhev9iALRVuGdCuQkcu3SkXfznwuRyAGwdmaxaicGsFfvE0PF8nFWsHlqB/AWY3su36WmFw0gqMz8EqwPau1MKanZHqztGoeFyb221MjZm097iZGY6TTBik0ShrcNPUW0j1mQCro0H0eJp7n59ieWCFqks1+OsK9s6b31FFbHGbdCiGkUhR+JFLKHaN1OAT9OExlJpqWFmG9hNQWg1FFWCzLiwRAiUFdVcgvxI8ReCthvzL4H8BbONW200kD3IFkg84D3FErSGp4E4ANhTl1173czqWN1feFgbyIjCkSJGB0gMFP4DXZvjy+pbPtsCjKdFrT5O09iqa+4BUniikrq+Usu4SlgdXWRhYYXt0fV/QnrulmtRmkOhW5OiDGAbcuwnJBPRcFjIYZElbmgMqLoC7EHZuAStiGDvJ8rQBAe0yUixEB3oRZVuMALsARfmV1/X/juVYQHrQZ4EGDbqOwutTflf7heyzcFTXtz0ly4wlpQWQ54HJxewxl1Yl7/HJDmhpevq+Pr9GSZWd2eH9g1F/qQtfiZNAUwA9lia6FmW5f4FEPBsDpbkceFsqCD2c2lvn7GjE0deNeqoTI5yC2y/Df/v3QuYMlAh27/8VxINAElI7sDkE2wNgboKnDFzlkHcGXO2IYg1bn88j6d/KgW6Ek+wHKlHVX0NR/pen/9FjOZanyE1gy4SrdvA8Tceynw6hqnCuGG6uCzZvr0r56Mt1UsinMh9UBaoLpPqlwwH9M9A/BVtBuHICrj+yBrSIrr02IL8/8aNw5iyUlMH0pMlgf5onj0xSSXkJnLrs48mt/R4sVVWpPJGP4nJQUOsnuBhidXCZnTkZdaetq9f8Ltb+/Dp5l06Q91wPjsYazGQK+4l2FMOE1WX4w9+B5RmoaRGu2F/+Foz9DdhckNqE2AJs3IbkBKib4O8WrDovg1KFGMTV1p1dRnB6HuEme5FsUlvHjqi3WN4WFIt6IKZIEVWXCacN6489K1PFweVXC+A7wsi+3AWvPILnLx6+pvQRd1ZRDq87SjRNpaq3ghA+tndgvX+GJHaUygq0Kg/+000sX5vEeS5/X44rY34RRrbg5FWIa9kCNDay9yJzXe4SKC+BxQlI3QJnjziddAP0QSR4oBKp956p3AX7w6tcKMqvYhj/al9+22M5lmdJnWniUxSGTTHd6gwZcr0WI7k9AAO74ItLqei9Y+bDTAga83iqNFTAw3lYC8KtB1BSDpf7ANfhWktpbKRNk5ShgArFlQ62Iybrc3H8tQ5ShsLYjXV81X4aLldgulyEgzplz1eyOLRBPLFJyunD3tWCo9iPFlGITSzsP4lhoKZj8NN/H3YNWFiH2k6o9IDuhOIzMDEO9h04+WmYvw+xPJj7U3BdhWQjqKch8TUwp4FWJNPXJtly7WGycQQ2JGL+OCvNsbw+qUPKR5lpyNfgaeHiBXbYNLL1Bt2aUCg+NwWf7AQtwyC0MN1VDrdXwJcHFYVQUQE4YXQdJneFLvlgHApLYDUoFS9Vj/Tmlma4PWajtFajIeAgnNT40p8k0YnhLDRpO5/Pk5u74HJKqenxELvbJo2Xa1A8bgynC6Mwj5ihsN4/y9bwFtvzQXx9XVR95oOsXhvG/VwfqApaewPRv+6H9nyorIIf+WlIalKhSDfh6sehuA8evCgUi6ZPgaMJtB4Y/BegD4PzXaBFwRGAxGNkAPuTiK6NIbEDOmI0NyPeZBNF+RVM89+8yU/0WF6LvC08yJoNWlTotcFZm3Sz/gQMJXhthi9vbFl1SF7G24/2H988ihf5BsVV4KGkr55AXzOkDTYHptnqn8RzqoHgTYk+ShoKyRsDkE6jXjgHLlv2f2pkXWuZ/20DkkHYGQI9BIoTgn8C0T8F/gg83aCcQ16LmVrvfvbXfi+yPrXHnqljed3ygk18JadVSCrQn4T+OIRz30hPoVv0lsKjbRnLZdYHPJL8YW8/7cDHkoAfvn5LaL4ZfmNu1ctcSlR5rY3l2azpXNXiIbiZZHJwl4lb2zRfKqK4XixyRVGovljF8s0FirsrKemrJ6+1jN3BGXb6J8Aw0BMG+sYupmmiT8yQvv8Y5Vwf1FZATSN0nYe5EZgYACMBk9fB7YXaPtAMWHsJIo+g6CykJiHyXyH1O+CuRWZ4TITP+F6kbGw1Ysq0IZkuGhBjeQ5F+fU38tiO5R0qNTZoUaBMgSYVBpIwkICZ3IRxGtQ5YDbO3ozOzU0pI32lQgaw+8TC9/l6GDhQZ6CtBvra4fIpmFyGP/uGFOtSrVnOtAa6TeVkj8r4sEEyaeBwqDSfcNLZ68ad72R6KEIsnObxy5uMXtvA6dNoOFey58wpPlFOeDGEw+9C87koaKuEtElscYvQ4CSeU42E7zwBBVSHHTBJz8xAR5fkhgSxoDQbJKKw9gT8RdD7aQiOw9otWPgs+Bqg6DlI3gLzHtiToPwUElzrRDJHbSAxA33AjyJYrbDuxjSK8jPHFKm3QN4WHmQXEDOFcaeqcMYCUdguOZBJQak3m48ReM2ZK/aWn+LR8rigoQ6GxqDr9Ktc6Otwsh7MVgHgqS2GWjdJnGw8WQObjc3PfhWlaxrzVA/Gzg7G4n2IuSCqyKA0psDymvxO3Je4uxiQ8kJBkwzp0xPgbgO1C/QuiDyGtCl5zQFRthnj+IibQDOidI89U8fy2uWCAjcNeEGDOg1wwVASYgaoOpy2g/qUwezlKnh5CV5o4vAg9ggxFMmjWl4OP/0RybkaSUD/kFTraukB24FKfYFijbk5g+IGK7OMbpCIpFlfS3Hiw2Wkc2ZvTNPE7tIobCti/f4i/p5GNJeDwt5GEjjYXUtibASJPZokdnsUW18vSkkVPBqy8OqAKGBXYHUC7r0MTe8H0yPBsyEVirvA8x4IRSEehfSHrWqYIXDGILGNUKIyeI0hMz92xJucQAKEksD2sWfqWF6zKECHAx6Z4tfs9QAarFrGsqlDow2KfIAOs1FYMuF8sXh8ccKjMKxEoPyIGKErTXB9HK6eym6aXITNOPzGL8CXroPNBv0PAAcUVUKZxKpz7rLGyy/pnHlelnVsFBRreIo9jI/o3L8eZnctgeGMoubngwecPjux3ThFHcXc/f271HzsLCUd5aTvLeM63UTYcLFxf4n0VoSdb76M2jOP1tlFKu6CL/053L4PP/ApcGkQCcLdv4BAM5RdgtgE7I6AEYKCk+A0BeOFz4E6DfEApCYgUQX8IaI/O4B2YEJuFi7AKs3L+4ERVPXXADum+S/e/Ad8LEfK28JAbkgZDNtVArkrNfCpUuUHpyRV6Y8ASSlNW5BJTfNGucg5RnRpAMIpmFmA+ubv7L88K6AvV1yt1cRujeO93AM1VSQDeVDdhhH2kAx7IKyJMRwBkveh6CSEbLLOykvJRhJ2roG9HoouwNqgJJs1TssbMU3O3PMYMG7tmECUbBRJdq4hHKolFOXXkbSbx3IsTxcFcKjQqcK9FJzOTLlaeE2pcDcCpCDfA60Z49Vqp6pwrgJuL8H5Bln/NAfL7CosheF8j2Ra2pqGq+fgxmN47jkpO313AsKmgelI03zK2De3lkZjcTLO2jq0XyqiFg+PXt6g8YVsBd8Mw8hT7MUZsRGcWMPeXIcNcbE5Sguwbeu4e5pR4iqpAj/qqU7UqE8K+4SdsB6B+/eh+11Q2AaOCpifgcJGwAC1ELaHIZ6AoiuQGgT3GTAegumH9BnQA0AXEvzzEvAyWcNYsT5+xGh2oSi/jGH8u2OK1LE8U2wWvs5oMKDDRYvGWKZBmQuwwWQapkPw7V34UQ9cLGJflouTxXBrU+gUvgPOKs0Fp2qgfxJONsPdSWiohXONsr2+CuJxaGqEQDnMbcHggEHSYVDVbNBz3snd6wlUt5wwGtYZeZigpNnP+Y+WYzpcaAVu1iaDxBIRdNXB0v0pvM0VnPwfLjJ7fZHC8vK9S1JVFW9jKYnoCt4L3ejVNRiVxTgDtRjtvSQrWyGuw+4GFFTDe34Oik7BjS/J6Pv0p2DiPqi18ORPwdEKvndBQhdXubIotMbELyBYNIAdhI/cD1xGCv9sI1FWmWJAy8eOqO+ivC0M5Nfycq90QqWlfEdTML4lzIKeco4sTb1v+TWkg2ushUfTsLYBJU9J/+ZyK4SDaVT/4W2v1TAGiE4uE1mL4710ivSDWTh9iuRSCHOgH6W8A1w18qfs1vWphgy/M6fQgNCYlKIuuyJGdDjT1mqTQlzyYWTmllYk8Cfjlcp8D1m/o4jRHERRfhHT/O3X/H+O5Z0nGcwVqpBQYEyXHpYRuwp9eYALthToDwIqVBVCpVV62uOAhiIYWoOuWg7FCeg63B6Bmkq42Mle37ZZ393tMPAAzp6Dk11S+TKkK9y/m0YniatQQU/aeHA9THGdj84LPpKoqKg0XQgwfmOd2kuHwe6vC7A8tElqeQdbRRl6NM7uvWkcTfUk9WLUxiYSdi+hgbso9hLU6h6M6QnYTsDpy4K5lSUoLpdgvKlRmHpRFLK7XcrYxgYhPQyKCk6vKF19yBrQTiBTtl0I5SIPGEU4j9OIws0MchVU9eeBquO0UsfyVMlH/CoVGlxW4ZWUFO/ZEw2aNMApMzIhHfq3hIlwMmt3cqESvr0Czx9I3wbg90N8A77cDz/xHnKyKomcPgHXHsC5AFRWQFG9StKp8mTMZDNoEo6qrEzrmO44kZhG16VCorjxxnRUr5PF6RhF7WWoeT6iSRszD3bwGCbB6S2KT1ex0j8tljoQejhN0tTIu9JNcnAO15mTBMdX0ccGSJe2g90u09YVjZKFJhSG4E1oPCv4Hf5vMDcM/h4ovyjTVTP/HFIm2K9C4O9B8L5U4jNrkMDaCPBTiCd5F6EwpoEbCF1qDQH41nHlve+SvC04yHDAyH0VacuDvgCcKYSHm9C/Co93Dh7wGctPyYpxsh2mZiH6lMxrdS0aC1Opfev01zI/bImR1Nm6NozqtFNwsU3yUyoKNtI4K4uxXzgDm5tw99bh9BqZazajsHQdXH6oPS9GsDVwwGH9tmGVTbKW98YfmXRvmdRvHoTj2I5MEVVa6zZRlF8+5kwdyzMlU/WyRpN0T4tPyQgTcAhe+4qkdPydNejfhHBSqFNetxQd2BNNlu8uwMUOqC3Zf7yWWhibhQI/lJfC8Fh2m9Op0tNnp7vPgSffzsM7cRwOBc3yhGWoTw6XRllrHgsPJY+Voqqk9SyJMtBVSXR+i+2BKSLDiwQut+MoD2AmktjdDlRNw3HhDKbPg/HZ3xO8dp/J4lQl+47RU+DJg6pz4CmG0jNQdAb8HZDXA85SUDbA+BYof4NwF68iQw43gsvTSG7kKgSzJ6ztDsSjPHUcMX8sT5WKuEnM+q2q0GeH2/Gj29oU6CkSzDblQf86DGzBrBXnfbUGXlmECj/MWwVBogm4OQ4tFXCqGebWjj72pV640b9/XX2rk5O9DrrPORgdjPPwZgTNkTVtimtcbMxFaewrYuHeFoZhoDk0yk+VU9FbhSPfxe7IGsnNCGsvj7B5fQRPbQDfKUltY7OmUbWWBrQLvaT/2+fg2tfA44Z0TL4nb8HKCIRXIbIEBZVQfRoCtZBXDWoaSp6D8p8GV5V4kLVtUD+LFEhsRPA4jIDfDTxCsHkVyXDRjqRxzEc8ycdZpP625W3hQX5Doll85RLABUFTDGWcUJYPtWUcbQgfOMbB5Qtn4cUBOP+uw6dUVXUvlcxRHONnSXB8lfBWkoJLJ9BVNwmQ6dsDRqja1grVGtwahLQbKk/KddqB5WHYjkDj5WxWqIyH3E4224UbGbi6kAGrzfreM45T1orM7w2kJDWIoawCRajqPwa8mOZvvq7/eizvPGl3y9StT4d859Pb1fug3qLoDW1BLCyZlexu2IxCSofbc1BXAeeb2W9oWuJxQ8Li11dXwMgczM9D6QF6VEkJ9Fzx0njGy+y0wXx/iDgpKk4GwOUgr9jFblhjY3KXQHM+G+PbuDpkeigZjmOm0iRjEZSSrKtNJYtXfWgEQnYcf/dnSQ6vwv2bUHES8AlnI7IDM4+huBPiSUnrFgrDwi0wysW2Ta+BMgsOO+T/A5mHDt0G4zLZ5OaZ1AFXgFvW8gaC3TbrewzQjnnJx/JU0XJylXtUSdM4pMs8RWb9QfFo0Gfp2BUd+pcBB1Tnw2JYSr+Hl6Vg0MU2aVfuhMF58AUl62GuqKro2Bu34Ozz2fWjQyniBvydf1zE2GgauwtGLby6S3177ZqulDJ8bYXa5xqy11jsw1YcIHFvA3NkDdWm7hVHsZHGNE1hHK5vYo4uYr98jlTzRbg7IlUv65sgYUBpD/z1H4CaD60fhYlB0PNg5pvgbAIzAGorRL4Oxgq4PwzpWkjaIFGIeJAfIEW5riDYnAXWsSp5IQZzCfJSCxxTpP6W5Z1rIB8Qvwv68gEXLCWgfw5wSIGBgsKchkdRMA4sX7gsAO49YCQLjSLN6xE9nmTl7iL2hkqKWmpJYmLmHMNmZt1uNjWNTUujqg6MU32wEoKhW1I0JBSDQAuUdIhhrJO1c3UkCtflzFbWyxjHGWNlj2qhIQpWB+4iU7VliNcqQ7VwIZypKo45U8dylLhtkDQlDVRGel3wSkKqYL6WF1OXpXiTNniwDS/PwEoMfuqyVdU1V55xwLYWoWLYiwy8xfu3ZfRORYOLQIODGB7Gh6JE4wnSmpOi7nLmnkQhnCIVS+ECNoeWSeg2Si63ksBJMAzbN4dJVwgdQ98JEh8axt7ZQdpXQSwM1DRAYYtwkMM6LIyCZwc8BbA7DZtPIK1YgXxOWL0F898C/w+Aoxbs7RBVJSJKfx4iN4BOBMAZTtcskl91EZmyLUAwG7HalSDTt7+Kaf7r1/AEjuWdLKWaGLZTSWg8alB7wGAu90J5PuCE8YjM8rw0C7/2Aeio2N/2TDNcG4Vz+eBw7d/mckFrMzx8YFDSqvD4SYradjfugIMkGssrCqFtg5oOL/j8LC2mWXgSImlo+JtLqe4pZq5/FWzykohuhFkb2aGgu44UHXhPN7H6aI1IbB1HryS0iw8+AXce9ku9JG5MouY5MPouwNQyPL4Ny/NCtag9CbtBGPwvsDoHxRehuE0wPfu74GgD7xXQGiD4RLCMGxIDCDZ/EaFUNCGGcQqJ/akEzpDVsR4E17ZjR9Tfory9DeQ3+O8q/VAZAJwwsg3j26A4oKcp55DPSP+madB2Eu4PGnT2Zarpvf7cb5uj64SCCuWXW0jiIJe5oZHeK4crR9fZX/cTmUPOy5MM7Joq3wpZo96e8zsxD76aw8axTnZdDIQbNWYt9CEGcgyJ/stIrteqguOI+WM5KNVhg2mvSn7uShtctsO1CDznedqeh8WhQV8NeH3waE1SRikO4R6Xl+0/fkYOsn9O98C3+6HnsvGq743aLr9VdtrG9OAmOg6Wri2B183utVn8ndXoBQGCq9tsL8VJYUdxuUgMT7HTP43atorW2kx8dhE9tYERdUHCLpksdrdhbEw4yO1VUNMlOc3TChScFpjN3IOSU+BsgWgE1CYITkoZ+bR1/U43JK4hLvQ0smMxkrqxC1G6ywg+Q8jUrRvJfhFFUf4xpvnvXvtDOJZ3llgYaXBIRcy1JJRmAt8TQolXc9od3C+pQ0uRlI5+tAZLMXD7oKsl2/TSSXjpCbzr8mG8FhfDtScqU+tpXvhBN0nUbNIloLPPS/9LEVqvuimq8lLdaVJ1poiZ0TjBYIzYpsH2Toy46cB0e6m40kgkAuGpNVKKA9N0YlNUVv/vzxOZXsXziQ8DDoz7D2B8DiNmy2aLmhuGiRGo6IaOPnGP170AY/fAfxpWFiA2B00/BxRCxJCgWncEwv8dlKvgboDYBvAKEtvzBFHWFxC9XoQksG1CjONMpUwQR9S0RWv8rTf4QI/lKHnbGMg29dXbvBFptxKXGw64twCGBl4vdLZxZABfJgdyQYFKIGljZNSkti2nzTOqfWUkGU0yd28TV1MFeW3Fe4axDR1bzgltpPdN2e5dhj1NMrYND0agqBWqTogHeHQItkehsg9c6n4vshYBp19SM+Yax5nRe3Ic1G0wCoFLWDnkkNdghm6RcyP2LdsRXvKx0j0WEUVRjui5MoV61gN3QnCu4PUds7UY4iZEUnC1HWZDMDABOKCzBTwZBf4UuXAJXrpu0JszdavZFeJxA9V1uL3DpVHbW0ICJ+HIKvc/P0nFu9rAs0VciWErCZB/shpd8xDFgxMHZkUltp4uYngw8IDhwAh70MMeuP0YSsugvAUMlzh2p/rB1yjvmfgarI5LtHzSB4l7kPccLA1IMJ+tWv5fBGAXkhtgfh3Js1qLRMQvIQq1BfEkTyEYriQ7uyUvNkX5ZY49U8eSEbsmn4PS5RY+sk8X063ZKx7itoOzOMBuHB4Hoa0UigKiV3FAfSm4vNBv4bW0BOrq4OIJuHEfnD7L6NZgcxeG5uHCZZWpRZXVZYPCHA90Ztbn5NU8Bq/t0vRcNiKwrC2fAhxsrOgM/dsH5G2lKe6rIzw4j+n24inPI6+nnige1vunyf+B8zgWd0mgYK8ohIp6lLgLR/tJkhPbMDYP7/0E1A9D2Sl4MAC4Ia9DyNgrN4FSqLgES3fB2QosQnIR/L0CufQZUaXpQUjeQQJqP4ZsHENw2wycA+4hA92MgbyIOK08QOjYEfUmy3dkICuKEgD+BClmNwP8hGma2wfa9AC/jcwHpIF/aZrmn1jbfh94HnnCAD9rmub9N3o9b2pM2IE7o6pwthlwQlCH/mHAAeWVUFO/v22mil5Vjcr2CCwv6BRVH/DuPkVWh7eJxqD2cgNR3CThkHf4SG8xlidZ0zEej0sS6N5LYhjHrf/T1AU7Ojy5LTwpX2eOF1k57Dl2GBC7KzmRnfWgtgiQddhvAB+MrnKyv+KejoyAtWMj+S2W7yXM7gXWHsCa1wZ1dhiKWGnfnnqAw8dTFeiqgoFp6O2wcp+74NEixBfB5oGek0dXtVRVldN9KoO3UnRdEHzVtzsYfRKntlsuxHaAIhXeirPwZJOKU+WoeT5s1eVsTIXJa/ChlBWSIEPjl/1Ua4Rss+aVAIz1dRieh6ZzoOXBwD2oPAVuVQLwpsZh7OvQ8CGot+IHVEQBa0BpL6wOgzEKpgNYA8UHvg9AqATxEi8ghnIECf7ZRrJY2IFvAe+GvUSZmRtbBawfp258C+V7Ca9bJqympJreKQc4c5xD5wvg22HJbOF3w0Q4Z0erOz1al+55qZZ92D1TC9dm4Vwr9Fk6diVi6VgnlASkit7EPEQN0Lxw4bxknekstHHrdhp7noHdxz5RVZXGnjwm+nfAJni2kWa2fx1bnoczP9OB71QjcwMb2O3g6aggcX+F2NIWwelJfGdPEg2nSbu8OOob2J1cI32zHyVpxxi4A55yOHcFNuKwOivpeFwO2NqF678hHLLGHwY9CKF7EB6TNjqgJCD+bZnqMu+AqYD7hHCWjY8jGO2QG8AGMInM1rqBASQbTQ8ysK1CBrqliJF8rGPfLPlO/a6/CvyNaZotwN9YywclCvwd0zRPAB8E/i9FUQpytv8T0zR7rM/9N3oh1dvxvTCx1yxvsOKd3wd9HdB3QhRy/0Pofwy7kWybtKX9W9o1NlZNgjvPdh1Hg0kmrq/iKXJSdabMqueVwzU+YjkTXWtDRyONsbWDfv02tppSOGUVAz1ohDg1aL0IBeWweAsSi9kMFlaaHswtSNyB9F3wngb/OQlGyNi9+7JaZLzF7pzlDMXCc2BbPlCGovwyivLPXsutPpY3X75nMHukWP20zCGG8sxTMsI8Swq9Emg7sphdd7IR+jqhqxHuPoahKRifPryvx6NS22hjZEiyzWiaSvopYQNz97fZXYrScKUST4EY0P5SN+UX6kgG42zeGCOd1PcMYe3AN0Bq4D623Q3UvgtQYA06NVOSRGtYEUxr8L5/KEp17Z4MZDPUKBeSxlGLQWpMjGTvecg7ITB0AkoFomzvIDg8hfAZM/g8iyjaZeuzguRRXkN4yiqKclQ3OZbvgnzP4LXULtkrel0wokvly4fxrGPqah7c2D2831YcbqxATR50lx3eDnCpGW6MZ5fLA5aO7ZDlyQX4D38AddVwon3/vqfP2xkaSGEYh3Ws168RqHKxNhlheynKxLVVKk4WUtoug0GXqlNxrgZ/XYC1m5OsXhvDjEQpvNyBw2UjtbSJy8or6W6qRq0uJ/2Vr0vqxUgYRu7C8gT4C6C9B5q6xdnUfB4u/z2peFTcCJWnobAVKs9ICXl/JaRmIfoV8HSAvw/sHnCGQCsEngPmEQxWIHTGOkRRd1qfBNncySvIoNcAClCUf/L0B3ksr1m+U4rFDwMvWL8/C7wI7Ms9YprmWM7vJUVR1pBokJ3v8Nz7xOl0kjzKg/wGjeDXKlVlUFWH8JXnYXgB0jboOGdg2Byk0Th51sb1V5J0XpRIBmOPoCUy/zhIJOWk+XIZCRx76XTk8vdr50PLirwU4vdH0G0eXM/3Eg17UGM6huYQsOaW3s14jH0BaLoA89OwflPecolpCG4APig7J56qDIsiI5nTx7GC9g7Oo6XIGsgZz3I0p52GjHiPi4q8RfI9g9lXkwYfPIzBegJKnuVJPkJqAjCyCQsbUF2dXe9wSHl4zQOBAuh/BGkHVNRBYa20KS5V2Y0ozE2lKG9MH5qZCm4kmBsLUdJVjOb3kTg0w5OmoKUET4uT+YF50poLd4+kVLNZHmR9ZYPUxDKOM2dRtAL0cJpkOi1u8IxneOQO2Auh87LgraEXtqIwdxOUclCjsH1b9GT+KfCege0d2H0Z7FdAV+WyVCDmQ9JFfZOs59iqwsAgwkH2kaVOpazvGet7AkX5NKb5e6/vQRzLdyrfM3i1Abop4SynLD9IzAEDUSANxR7o8sLdXXGMAjzcFp7xpWqeWU9AVeFcC9wchYvd+7eFo3DhFDg9MPAQCorAlg/NZ7Jtzj1n58a1BKeecx/Ca0G5g3hQZ+r2Fid/pIkkitAWc9olg3EUw6D6Q90E1yM4gyHwO1H0JKrDgWIkid0exlZegfvjHybV2IV+c0zidspbIDwIK7OwtADtF2H8ARTXgacO5oZgZ0Rc7qEhiMZAK4P6n4XVQUiMgK0K3JUCO+R+Yp5B6Bb3rRVupKR8zLr4PIRikckjUoE88kVk5ufH0PU/xWb7WzaC3sbynRrIZaZpLlu/V5B0Bk8VRVHOIa/syZzV/1IRd+LfAL9qmmbiKft+BvgMQG1t7ZHHfz25kL9jOeJc7S2gOyFmh3sPIYGO5rVR3+ng7GWNG68kqD/pZWk6SVGTl/BOitHHcco6ApQGfHuGca53WE6VJp1jGGeWjXiSdDhK4voDXCc7UfylJLEyWdhSGJvzMLsBSQWiZrb4XQJZTiDbkiEY/SKU9EHeKSlja8yB88B9zgTrZSQG+6kUmeoiBw3kzLbcG1eJBO8dR8x/l+W7gtnXgtd9fManYLc7D25FweeVzBevR9qrYGAefAVW5cwcyc8TmkXfSamk92QdJgYVUpjUn1CoadB4NGSyuarvu7iJwSCm20vrpSISOPYFyh4lZb21BKMqG7dGUcpKMU2TyJ3HkB/AdeUsSZykkmDT0hAKwfQ4PLkLD+9BRSekQjA7KPCJWh+7HUa+AFuT0PhzYKigj4GjE/IKQL0EG9fAcSab5k5dBmMBsZsSyGxOAAFxBq+5D8GOBAsZ1u/ngEkU5Z9gmv/763sQx/KdyPeMji1e11kv0cip+4FbhT4v4II1BcZjsGLCTEjYBCdKwJ/39OvVVAnYczjB44LmcngwBac6YHULJteFEuUpgGhaVFh7K6TccO+uQVLRySu1UVbnoKNHY6g/hqJlB6vrC3Hm5+Jc+ZlaommNyVvruEry8Dc5QRFn1ertKdSyEsovN5LEgb3Rw8bQCpHoJqbqJDW7QGwhhOf8GeKaH3V7DNXlQuvrQb81Bn/2EsxMQsdV8FXC0kOhPCUtHQsQXYDxv4byj4CzCtLrYHqtWZ4+2B0GJZLNgW7okBi0dq6RG0wH7EUkORFHkwspSW231oWt363ABpr2K4Dz2BH1BuVVTUpFUb4J+zCRkV/PXTBN01QU5aksYEVRKoA/AD5lmmZmLuTXENA7gN9BRsZHRoSYpvk7Vht6e3u/OxUo3qDBraoqPWdUkjaN9aDKw/4kSewEKpzMjiUxHU52HkZIYqfjcilJHNm8xpYYhkF8ZZO1FRMdO0nspLATx00KjSR2grNbxHd0HKfaiU/MobNCChdmSoO4RxKUd/VI+qc4WT5y7vdYvyQzP/33QCmA0C6U9cD2CkTvWpwpC+imIko4YyVnAvz2jOSMQZyhVOQayEfdzEzw3rHSfTPlewGzrxmvRxm9B9MmFsKL2/Bc6evnhPU2w8vjcCkftBwjud5SxAHrLjXXQKVHJYHGg0dpInEFQ3MwO5UmkVbYWk0yMxGjuieA6nXvm+UBSKcNjGic9cerxJMaKTTiuCzMulAddravP2H9pREKfvw9KHYn+r0h0tglIC/pAAJQ3wBRHep79uM083t+VtI2nvl52FySGZ+y8xBRYeMRxA2xIlxeCH0ezF0pUuAugURfDiSHEF5yNfuzzoBM7W5a604gRvQKopAVFOWX0fV/e+yZepPkewGv1vGfiVmbzZaNMT/idV7qgFIPDMZhIASbOozuwin3UREzIu1lMLIC3VKTg5IAREz44g3obIZL3eypG9OE873wrTtw8T1w+qzo2LnljI41cXkcjI8mqOxMM3wvhKfUQ9elAqKoONFoulDC+nKKmZsrrE5GWZuM4qgpIbkTIzw4t6djDTSUtMny734TV08b7ouniD8cQ1cc6KOLmLod4l6hQ3V0gTdfBqf1JyQjTcqE0tNSzejJHWg8D3mNkLZDwg35TbAxCdEnFr3RhOgyJPrBkZLUPPRCUpXShNQiOczPIYPWTJBeEVJA5IsIThutOxtDvMnlHDui3ri8qglomuZ7n7ZNUZRVRVEqTNNctsB5ZP0bRVH8wFeAXzdN81bOsTMj44SiKP8V+Mev6+rfDPlb9jr7/SrdfQ4SOJhfUBm6n+TW/5+9/w5zY83Oe9FfBRRCA2g0OudINkMzs0l2k3tPkOSxcrCSZdmyLVlHOtfn2FeSJfnax/depzMO1/INj3wsy54rHx/bSpYlea4tSxrN7NmbYZNs5tAM3eycMxqhUOH+8VWhCmh0k3tzzwwD3ufpp4FCoQAUsGqt9X7vWuuPNvjMj7QQiAd4NrJKHq3gTMWfRpYgWlMNTcfrMeQwaSJOIK2hEyRNBINJqr/nEFkpgkIQiTASQSw9jJUNisr4lLxTh6wAa7MwOw5tp8S4y2c3INEN8jIsfgC15yHQJJxyFmGLaUv0bjRzDrEkif9WDdCN52Rdh5uhWFpByW1/8V4lSP6k8DrZrG37JO172OJwrdA3XvgI7d9cXDgMX7kDnznnbDBFNXwpFNNEVUwOHgmKNm56gHu3bP7zF1Y4OGTRfizOzGiavJTHkDLoBMgRQifA2kIeOxymoSdKNpx02jIKm81YAeauTJMYOoh2qBczFGV7I0d48BCqGgEioGuYqQh6Nuixvn67lS0YvwRaG/Seh8l7UNMNicPw7JIYRFB7wrPXLSB4CswvgqRAdhWsVcdeZYSGcRaxhOuKle84T25EsFaFilxEhtzs/A86zFSoMp76E8DrZK9lM1Tnd7qoCwb5WAK+RxNxXXcc7q9Dflt0HjzaXPw8TQXfAEpmV2FuTUy/rC4punPxzhB89T04/Tlxv7FZpqZZ+MZHjySWpnP8i5+f5rM/2kR6w2T9xiZ5MsLHSsK/BsIB0gtbJA9WUX+iEUuLOvLGCDk01sbXyc7naP+pb0Xu7mDj0RJaRxKppYO8HUDf34986QE07oOeVghUQdNhuH0d8kFxTpYfw+oq9A2LQHdtCeoGYHEcNm5DpBtqT4N6ANYeQ5UJ2U6wboN0AuSb4uJoP0DY3jchFgFqEZ0slhH6YwX4y4ghIzpebYE/8d2s+NiPgZcND38P+DHg887/3y3dQZIkDfgd4N/atv1bJY+5hi8B34OgNT55fD2lFw7MMuzK2rJJz6EwDR1h8rZNOGaT3FdNjqAT/AbJEC66v4U70Ue0eHP7HysYyJhIzqhp8Hojq6r4LyuODhnJY+pkCx5fhWAt9DvaRgtvil6sDgJRmH4PomdEV3YQfjIgQ3RA7Oe2PwbILCGGhkiIA44hNFItlA+QXcbZH0AHkaSfxTT/SWGKUQVfE7wyNptQYcMWZWA7UGI+mgwD1XBjBU607H5Mqwy/Jstw9iBcugNDg89/X26HiY0VhbwO3/WXaghWh1nesOgajGKqIXSChWRVR0O/kaL2WAuGHCDrO8725ArrUylqzx4gr1ahj0wSPNSFbKlsXruHHkmgDAgNoaI6K0iq7Z0DFVgah9k56B/yVoPIQXVEMMttQzBzG+xtCHV7SicTiLQ4zhYvuMkYiD6rBmIYwe8hCvcGEY7X1SDj3I7gVfK6B2kBFivM1Ncer4y97oVrKYiF4XwS8bvNw8la+OoyDLULzX9agquzgAZ1NdDtC5YtS7RkrE3C0AEgCFfHBTEb9cv6DCHNOn4Ubl3WGTivFLo6WZbFxgqc+FSUg8MqmTzUtAaItcTL+1hLJXm8jfHrs+SDMeJHO5GMHEuXnxHoaKZuqI/FkVkCyTjxc3Wsj69hXB7BeraIlJdQh85gbFdhPZmEhmYIyqIP8vwy/OY/hyPfAfvPCRs18XxssluMhn/0O6B1QWZTJLjqPsEw20dg631Qz4gTtw1YOUQCmwR+FbHy04cotnXrBY4BTxCrP00Ud5MKIFo3VoLkj4KXjUQ+D3yLJEmPgW927iNJ0mlJkn7V2ecHEQK2vyhJ0k3n77jz2P8hSdIdxDdfB7wUHVGuR+PXFC/4eqvLFjcuZWnrCdA/ECAQlDk8FCMcU3l0aZWtRa/9has/9ge9u3W0EMGx18nCfQz8ztb03ufaNDy8BPtOQGtfcSW8W8AXRATFre/C5nXILxc3pnBtzt0/hFi+5RTCWAeBo4gWNCsIhmocIYmbRIykLtfhIgq0oCg/jyT97Rc7sRV8HLwyNhtZtMnYPN+OnMcTGtQF4dH67ru2VMNkmXY2kRD0tsLtB89/X5ZlceOKTjalc+p8EC0k03UozMDZCOPX15m4u7XjOQqWbzytIbSNl8aQzDyN53uQfQUSCiayLBM+M0CwvR798gjS3JRTO2CA4tisZMD990Vxz+FhkSW4tuoGz+79hqNi29YdT04cAoK2+O//C6uISZcGosDnJxCaRRlhp8+c/xMIGYZ/Sdf/1wCEKhXzX1u8MvZaDvN5uLgFh8PQ71vdqVJhU4fzDfDBvNgW0WCwBQZbIRwQ02qvTsCjBbgyBse7oNcXNA8eFNOcyzSnIB4XLVYfPRAPzj7LcfdyluNnVTTFoncgyOGhGHrWZvTyOtm0J/fz1/jIskzLYBs1XXGe/sYIk793h8bhbmIdonOFLFmFfYPN1dimBTVxZEU8Vw2YkFoRkb0KTD+ElXF45/ugtkWs7ljrwldqiP/GKqTHBVkl5aHmKMRqHbu1Raep6KdBugXyvBPj1iBIJwWRJ30rYpVnHEFIjSOCY/dkTbCzu1QCbzz1CwxkqODluFXbtlcQvH/p9muIqy62bf874N/t8vzPvszrf13wkjK7OyMGSljixFAVJmIBxK2yTTZpRJuCjD/KM/VkkbbTDSiafxCIgYZOzpn37O+dCiDZJUGx+192guuAiZ5DXGHuX4FoI5w873WnUH1/buU8iGw3ALSch7nbYG1BoNvb7mb0BsUdMgwQ2WyV83cYL7s1nP/LCIM2odAlNosoGoogmKlVJOlvYtv/68c55RXsgVfeZp9jb+3V8DAF0yloC+58vCkOIwtCsVeKhiRs5WB8Brp7yuwAzE5bjE2YHB7UsDWvCA+EQzxwtprVdXh6eYlwS4JYh3gTYkClWLnZmFhjbSZL09leckqsUF/grvrgu69UxwifO0Z6YhHjw2vIXQNY2DDzFGaW4LizPJtFmJI/KHb/gggzqukGaRFWLkPVObFNtr2AWrbAGgEskLvAcoSfbCB+Eu8jlnJr8bpZ5ICHiKVcG2/JSUY4XJeZ+nls+x+XP6kVfGy8cvbqixiu5sUvYLiaHXbbVwU3t+BkBAYb4PI8nOv0Hm+KCXu8MgMbaVGsd/MZHN/nyG8dnD8KH9wUsopwCDY3Ie74n5YWmZWnNr/3GzoDZ8OcHA6SQ8bQTUIhGR2T5p4ItT0aoze3yZk5Wk55Um+3J7mRzbNyZ5nWC12kzSArV8YIHexCTXjKaX10nOymSfT8CQJobGdl8h9eRoo5x9O34fYtSO6DtgNwdwSaOkRrnCd3Ye0BbM5D3gCzGloHxdSx2AmY+AAC/aDWee1WARiCtT8A6SkEg6APOp03RhAFe2OIi8IhPD+bQawOPXS2WYiow0BIp6KAhqL8PBWJ1PPxDRAffO0QAHI2lPGbe+NrUGuyuGDx9KnNvuMB1EjA6TuhousWAdUs2rdlfxXJvgCPRtaxtByNR7WirhU7J+h59wuyCp/0AjQU1Wk9NT8OY0tw7AzkVeHvXPbXxBcgO0xTFi/oVYD6o7D0FHJ3IeS0k3Edtf9EG87x7BnEOEx/dwvw5BR1iGDYHzTnEBnwprMth2h4/lew7X/1Ec56Ba8d/Lr43R4rwYGEaCUVqyqjU3yOLfe2w+1JWFgu3m5Z8OFli0QzDJ4P7Bhd60c0obH/XIzZiTxPLy9Rd6geAMOwmLkygdzWSMtwFzmUwmpPqT27ZUuFlaLONoLNGvmLj+C3fx3OfSskWuDpTWFv/g40OWD5oSie1SWnGw1gVUFknxhju/gV0AaFLEpeB/uRiOKjxyGniXNbkBi7F4GziIr4KQQ75eIQwrhbnSekEStBC3hJbgZJ+hF0/dcIBEptv4I3CTMGTGbhVEy0TQR22J1fJRdRoScuBoUccRjiiTWYzcJgl2jfdrJHTNW7Pe00Cq2Co4dEZ6pj++HaXTh5FG49hRMN4hhjYxZbW3DqnMLUrEWo2iKYwFfU4PnKruPVpLIyTy4vE6yrorpP2Oza4yVW12VazveKDhYECbfXM3d3hcyDJSxLYfviHZS+XqL76sksLZOb3cC2AqhVAfTJKfj9/w4dB+HoO7A+CwuzgknWZcdeN2FhFGYfQt93gqzAyghsPoBYP7Seh/mbgohyZRj5W5DXITwA7AdzQ+SkRe1Ve5z/dxBk1ATe2PgfQmiS2/GC53HnADoicJ5Ekv4qtv3/+bg/hTceb1SAXLtiMV8r01zuwa/jJx25ZhGsgzPDKjnkIhZqacagoSWww3HKskz36Vo2UxLjlxcJNsaJdT8vUPamcpX+tywLrl2E6h44MwRZ56pRFBT7bmu2d98Nnt3/9b2iq8XaJQgPebJhg52sciaFGGNbDn7Ncen9XrwMeMI58AqS9DPY9j/b5XgVvO74UBdquhMBn96rnK2WOOBTjfDeEgxHPrppH90Pl+47xeHA5DSML4vFFSu4MzDebUJnXWcVsc4gY3c2ePr+Cs05ibahTnJyFTnHvv22z/Y2gbDqfByzKKlVUDAfj6GYOczv+wHQVQhFoOeAV3jnrvzkgLwE9b6ivAyiTdzcTXFfi8HkPwT1IISDYtiPu69FsX3bEl5CexghsXiA0Di69qngFd5GnP3jCOc7j1gZktC0nwGqK8zUG4oVEy7r8D0Jofh5UTREYDsDT1ZhyYCWOhjqosh4ZRmO94htads3Sa8BmuthdEzsp+twaQSa98Hpswo5FOo7NO7eNVh/mMUuo7VUMAhqAep7oozf2eLuHy+z8DRF1zd1E6yvZnlkslBwm5c0JFQUTWX5N69SdfoAajiKPrOKVdtI+HAPqlrF9noeZW0M69u/DbOuC6Y3Yf+gaKyetaDzOIzehWg1vPvj8PSWYPDUOqjvEAluehwyOXHxW7siZhLExiD2bRCOeCu928tgfADKeTDcDMDtYqECv41Q2fQhbHINTxblno99iAPqiBHWNYjV2ooueTe8UQGyJEkvr6r+qPCdwdl5eDIHh89CIGoX9Ug1HQ+fWstT3xksaYDm8ssmoWiE7nNRFqbzTF6eJba/ETUZLtsH2T22/7+KSXp8Cml2HXX4nCgiyDkDCNygOIRTdIcXMCtl7rvLuVkg1gRSHBa+DOELQvDtL55wWWUZTwa1Y4gI7B4k6wi9Yw6xFNQCPAbqHM3UPxXfbwVvFI4HYMKCEV2MsI3b0O//Xe3BLF9ogfen4d2SfOxFfiZDJ+B/+y2xytnaBUPnIKcWJ7PeyxVLm/wwDIvsRp6j39HO2qLJ+qMlqg8EdsiiFAwy02uE2pqwSuxXzm6Tu36XQFcPdO/HunIf4/ggTKXg/mVIdIjJW67dmnhLsf6kNhKD5uMwdRPyJtS/C3a96Le615W+0LPODZK7EEHwLYRGubQi3r16TSNaSYURCa6MWCFaqUik3lB0qbBmw7QBzzKAAkcCxa5gt9+aJMGVOfjsPmiu2eUFHP8TCTlT9IIwn4KpRZhcgCfTcHcc+gdgZRnmNy10DPLIGARQAzYX/2SbvBTEII9Ojjw58k6r1FBdlERTkEAsRFVThFBMpWagHl2LFRXepgmjE8SQgihdrWw8WiTQVo/aVo+OxPbdR2BIBN89hX1lFLN3PzSrMDIiAuTcJox+AA2HQK0RTZ1j1dDcA1OjQnIRlCB6GJanwJiD5CFQk4J5zj8QSbCBYIwDgL0feM8p5JtHrPQoiMD4LKINnIyQUWwjqAe/r91CdK7JIWoOTISPjVeIqF3wRgXIUDQc55PDc86SZcHVG5BsgOFzYKpef3AFoxAc+wsDdoPrUGvbQkTakkw/SLH5eJqawW5UuXSp1nO+oCEZWTKX76J0dBI6f5ycbmFbOhlTBVUBVSojrfDdLnW4ZuGFHElFRDjd+YsQOgRK0ntOwXfavv7I8PwgeRlh6CD6OWbxpBdBxKW3AVn+OSCCbf+9Xc9dBa8fAioMSKJ883gY1hW4mgJkkSK1+mU8JXYoy3CqFa5Mw9m+j/a6EzMwsF+Mis+V0VKUl0YUB8nzT1Ksrdr0DDeRl0PEuoOsLhtMX55G62hEa6kvPmg6QzDmTcpUMMk9fIae0omcP4WOhqUbKIolzKc+CbFz8HQcRq9A6xFR1a4gJFF+OzW3YNFxqg1HwAzB7AhEToh2U7l7oBwutnH3v2yLC6cNXpDcAJwH3gP68apzDYS+0UAMHWnD63rhXggageWKLvkNRGzOpq9V4qkNQ0HRLvFuVgz7CATgiFbCUSmijduHs9BRB3/uMFxahOpqiDi2XReF+XVoKtcJGmiqE9Pz8jZML0FXOwwcAjsmowdF73KdQKFLhSlpdJ8sbouaQ2MzpfDk9jY1fbUoUZlYVy2Bujjj1+cwAhskjncVXtO1fQUTzelisTmxyvYffkBOihA4eRQl2YhumUiKKK61NAWOD8Lli2L89NFvhpoaZ4VnFmr3CVtt6oelWRj9/0FjHoLN0HpGxK95A6IHYP0qVJ0XK0lZRItV6zHIC8BlkD4FthsAhxFn/RxwGyGByiIkGDlEsfwSwoYP4Dlo18dWIeoIKkRUKd64APlj42OeiZkFmFiA06dAi4NtiAAZhAM0CsGxuC1Jnl74eVAwaTpYTcIK8PTaNHakiuhAV1EVrov800nyy9tEhk+Tl0PomKiqielUxluqsjeL7PZe9QfQLntcJLmQoeUCLN4AKeVN23Mf95/HPYPkO4grQgQ4gSevkPFGUwd8z22kwky9mUgqol33oxzsj8NgCFBE0HxtA2wZDtYJXqQAh1mu0qArAXfnYaBzx6F3wDDgyg1o74QLg0AIllLw4VVo7tSp7VKKklpgh6bRzNo8vJ6ipjtBT18C3RcSVNVFaKurYWYszcqlZ8SPdaFElB1daOztLVK3Z9F6u1EP9JJz2ziqJkhSsc12dkNDN9wYEUu3Hac9G16cgOUFsCPQ4ZNR+GsJEvtgYx42r0DobJmTQklS69cQfwq4gmCe3DLjY/i1xx6CeBeAOiCFJP0stv3/eP4XU8FrhfNB+GoGPlUNR5022lkZrm+BlIXasGCMx7dg2YBzrSA7l/KhdvjSFHy6TwTYHUkYmds9QB59BpsZGD4N4RgcOwkf3gU7YnHgjLef6xcl7B1yxKl7W6R1lX3DDegEWbqxSd2xJIYs0zbYwkZKZubSJFpLkmBnc1EyXEiWN7ZRm+qwLRX96QRSIokiO7VAARN9aQEejEPfUegfhulpeHQJ6vvB0oXUaTMrJu3pwLEfgbnHUN0mzCkMaBJEIiC/A8sXQR4AOQrmDaeG4FtA7gXjpKNHTiFGURt4dPOU82ciDDtJcSIbwPOxKp6vVZDlvwGEK0SUg7crQP4EP61lwYe3oaEOhk8iljzdrg6AYhiFXsh+iYVfEuFnf/eCLMu0nmlhc91k6cpT5JZG1PYm0QdZz7B99TFqZzvxswdJY2O72a9soqgGwfBzWGQzC0FtJ4sMO9km95qTPAGrjyF7H9RD3hqbzh5Bch5RBKQDnYg34lYKuTu6Gsc0nu7DPVAtsF5hpt4gKM6gxo4APDBgVocW57fUEYIOJ+a6tw3prJh5cbKlmKVqTEB6E8ZXoHuPHslPZ2B5C4ZOes4aoK4WzrTCo2dw7YpJ7xELdZeBJNOP0qxvyBw+X+8wVF5/cj/bXNNTS1VPkJkbi+jWGvFTfchYqJisPpgim7WpHjrsHKOkHkG1hMM1Tc9mAQ4ch6kp+PIXYPIJDKQh1gX7z/i0yZRniaubQInCylcgcF5Q9/6ktqhoDzy7e4q4PsUQQW8zXiJbKpdyE1r3IFFArTBTbyBkGQaDcGUbzjpMcEiGwWogCIsG/PEStBgw2FRctAfwbie8/wzePeTbaFDkO7YzcPMh9PVBf6+3XZbh9ElYycP19/PUtEo0davFSa2D7GaOR3e2aeyvpqUuhu76RskiIFvYjg/WojFahjpYnU6zeOUZoX0tKEkNGRN9dYuNhwtEDu/Dqk6SQ0PRJTY+vI2ZrENRDOy7I0LKdPYcpBzWt7kNggm4+idw+wPonYNoK/T67DXYCGPvQ/w4qHFvZSgoQ+wAzP8+UAPV3wY5p+gvi4/AioJ90vm0ecSKrIEgoB4jVn/WEHUCKmJdDjwfG8Kz9Qhi5WgFSfq/YNv/8Dm/gjcfb16A/HX4RJMLML0OZ05SNL724+JFA+VQIkLD2QQrEynWrzxm+8kqOVMlef6ws5RkEiSHiVLIoPdkkV3HuDUL9S3efT+BVFqw59bpqEBsH9izsHkVAoPOMSWxX1Fz90VE4Y+C0EqZeIwxFDta17m6TZn9X6ib8a5VmKk3BPWTJosdCk3AwZBoHRXNQryqeL/D1UBI1KeMLIOtiXZP/c71vjsJd1ZgcVM0btANz5p0Ha4+hs52ODvArnUKPb0ybUGFqyMWuqVz4LRnj9m0xYNbWyS7YzTsj+3a4cJfT2Bi0nSime2sxMLlR2w83WBzehM7GkOtTpAZeUAezRtLLWmYlor9eAIpLzkjazVIKyKnzCH0h229IIdgfRrkCKwtisd1CZRab1VHk4rj12AUahxmShuAUAKslJBO+W3bsBCDf0BUwbsFtE+cP7+exW+7fmfrLw5qQJZ/FqiqMFNvANw8JyJDlwZ30zDg+g4AAxpCcCoJxxphPAPPFoCA6GIRCgo3dLQJrk3C6TI13fcnRF35+WPs6tMTYTgzJPNsDq5fytPerxJOeo8/vZMmZwU4fD7pJKK7Q0PHQKG6LUaorZa5++tsj66yfm8eeXITtaMZfWwag0Wykph6q4QC6Lfvo//hRaTPfg61sQvj3g3Iqp69SiGIxqHvpBgnaKRh4brXfcZQoWcYxm+A0uoU5D2C3DooNdDx52HtEWQfQuCQ51vdXNxd5bXHETKKMMLHqgjbvYaQVSiIQHkM8eZcKeMcolgvgmfLFYmUizcvQP5aQRGs8eV70NLizIj3w5f9KgYYTjKrOu7Svb0XieINCdm7V1W4McbmXJpwUwIbE8nKo8ouT+0NFvGzyDsYKbfzhAHkNqCmq7jPKuws2HPflj9ormoRbaU2vwLBd5wKepwgelS0p6EWMUPeRRFV5dvmLve4cO+X7luDGFBQYaZed8iyXDT9brAKvpKBC+Fd6vNkON0ABGHN8CZztSbhSAtcnoWDrfBoHgb64PEcrOdh6HAxa1wKv80ePamymVW5eSWHWgVL0yZZM8PBs9UsLMLYzS10W0VHKxT/GATQbRHsulpIHU1sJ0Dq2RqpB3PET+8neqAJpbm5qCBIcXSS9vwm1Ddi1HVhZzX0VEQ43Cyiz6okwfF3QR2B6i54ehe6LojCngywsghLI8IBb94H04KcBMFDEAgBMjRcgOURsBrA3oJguyisTa+C8hQsCawTeO7BnarXh2jtdgc44jt7rmOV8QJjv/QigJjstVRhpt4A+Lu6NAZg24bxLHSXkEWdVfBsE3rroDcEVgDurojYLxCGo63QJMPDee85m2m4Mwb93VDXyA5W2X1txSdlbGmTqW0LcPeeydqjLFtphVsfbNN2OI6pakw+2Cady5JHQ0dFtzXm7qfImUK7nEfDkAIiSXW6WORWdbbG18nNpqg71kPkZHehcC/gap2vPSI00Ivc00U+VIM+uwX9R4G4iO6n5mB8DI6chUf3oe0k3P0QYm2COc4CKQNm7kNAgidfgLwFyQtQtQ+UNmFGsf2gzMLWVQgNisBaRgQkxg2QLLDb8XysWw+QBC4gJFJNCL95CE9TNS/eK1mEJMOtAHbbwEXfeiLqjQyQbbtINvji2ONsPFuAuS04d0SQNkWG65NWSKa3XTHNsjKLF3srHhPl1yuvjy6QTtnUn9uHgULWUFi8+hCqa1AP9KD42GM/i6yFdIy8Up5FDkhiScc/1axcwZ6fPfYHzdGo0EytfCAmAxlXhQEHeoF+sU+hf6N78NJoxS+xCPv2K2Wk/MFyfaV47w3EO1Xw1S34VAQvSSuDmpCzpBuCiS0xmUsJwMUxSFTDB6PQ3Qb7ugEZrDwsbsD8lmCg3elWtgamAnnNIq+JqngDmYAW4N71bRbmoT+iMX5rm2hDhJ4jVZhKqGh8bWlBkBv4rq3Dwr012v7Ufqr2NxE92c/K6BLr4w8Inj4IWrDI1qWFBdTDhzFco1dN2FyDh6PQcVQsw7pLrDVJOHAO7r4HLWcgEIFEA4QahBmZiEEEGcsp4Ms5TLPz/PQDsDdA0UTVvFYN8qA3lKSsJrkRwTZdZmeQHCzZ12+rYYQ8Y6nCTL3uKLHHnhDcycGSDvW+lcNkECY2vPuyDEcb8fTK0+L2hiHUA3enBKF63uleAZBKi4LaHMJGH0+J17cDkA+CHrAwFIO8pJBHZfKJzu0P8xy5UI1WlUEOWzR3ViFHqors00Km6USyyIa3iKITZHpkgUhLgvjgPjYXskj1taxdHkVua0Jpa8OcXyT7dJHwiSPkI9XoI2Mofd0obUG4fAeMIGxbEErCifPe7AEV6D8jktrtFMR7wdwEcsIHH/oR0ctcboDVWdgY8eZpmQAZyPwh2EHgqghywsdA1Tx7LxTahpwXjCAY5TsISUUjXvKaRkgqZLxeya7hb+BqmSXpR7Gs//2tJKLeuAC5RoZ1W+RKZfERP7FhwJVRaG9wZsTLFAXERQ7cFzSrpuUr1vOKfiTbfGGm2IWCiZVKs3BnlkhvI7H+OnSn6E9WVWrO7ie1nCV15R5yZzvBpiZM1Bdnkd0CPbfwx3XAzy3Yw+cPVwVDtf0Ywt8MdofY313OLiwFQXHQC8IoS1u/qRS3lvLDv3zbSIWZes1RYpOyDKeq4MoGnK31PeC3uxJ01kCnUyz0n27D73wVfvA8LKzDgiuZDUJDIxzZB0oET8ETEj4tF/Sq4k1kdBRMW+Y7fizOo1GL5VWLlnoVW3Hn4e2Npdtz5KUgrec70QkKOg2I9beiWgFWrj/BDEQIHD9UuB7Ipg6qimIZKKoCd6+CUg1nLnj9jlWE/aqI2oGBT4tJmbFuUBs823VtHBmaDnu6xwwiaDb+BDavgTwH2jDoWyBfA+0AhZLIskEywKcRk/faKU5o/bYJOxnlesQQoLebmXrTcKQKrmShKgIRn40WdZXy+ceQBoMdQAgeb8AvfQlO9cKJ/TDyBGGbMlTFobsTItUwswJtbdDcIWJEPeTYrKIytywz+gi+5bvC9ByOUN8d4dEDm5pahVBE3VEUX663eXZ+naXxNLXHOrAjMZYerBDtbMSKhJHP9bIxsc7Cv/kvBI8foPr8EdLO717GRHakjGpzLcaDCbDDQutVrgi+awBuvQdPLkPTIHQ6SemzEYh3ChuNt0CkpbjolnHQP4DMZYj8AGhR0G+DVA/hzpKFWdcW3ZqeIwh5xTNEG8cMIsJ2h3b5sYkYBBQChoDJt5aIeuMC5PCszXrbJ5PpjC3BUg6GDoLsyhF3CYj92/3LP6WdLEqxG1Psx9KDFbZzCi1DXUVaKv9zw3VRlLok60+XRau3Y4dQwtUvxiL7W0aBl+2+SMFe/glsrwE1kBiEqkHYeAC5UQj1F38QhZIs130xt2DAr0POUqxpDOAt9frhtptaQ5J+Adv+R7ucxQpeaZQwxVEVOgNwdwsGyun8yzDL2zm4NQPn+6CrWTjX5bSY1qXFED+nIOJ36NpuyTEU00RVPFmUi97+AC1WgLsjW9hajrajtTtXahx7zK2kmB1doGagDSle7RUGYRX2DcgKycE+tlMGG5dvQ1MjdAltr4KJvDKPfX8G9cAJDLUWsjZFBbalqzv7zwpmyk6J4UAGwin75VIBILMhNI4GkPwUgkrog+0bEH5HbN9+CGpGrLK6f0QRvVNdGw0glm+vI9pEJdlZM+BWy7twvXcMUbz3c1jWP3krmanXGTJg2iW5qgJn4/CVDXin7sXHEdyeATkIP34BetvgwTK01UF7M+LnFKTwG15ahaOl0kbg9oiBErQ5M1zldJSxiSdUjgwFmXhm8fDiGi0DNQTiSsFfyiVF8jNXZ7HjcVqGOgo+1s7lCEUCpIHM9ArZqTUa/9xn2RhdYPvqfeRTx1BlBQULizz29RsosRasT72DlQvCxKLoY16/T/hY2YJnN0Ry2n4AGg/BxEOo2e/5U032zRFwtm3fgowO4RYI/6iQS+UsoBHUNsgtQmZE7GtZzvNHEdpjf5Dcg5BV3EMMBJLx/GsGmEEwxyHEUBFXiqHythJRb1yA/ElAN+DaOHQ2wtk2in+wL4s9GjWX9l7NbupM3V0mtr+RZF2MdIlD9ks23G3R3ka03iDrN8bQ0VBPHH0+i+wGCqXa490K9hQL1kbEVTLUDeE+L6YFqD4IW9OwfQ1Cp71jura6I0j2d65wM98pxGjbcgxyqcbRZalWkaSfw7b/6e4nuYJXDruFR01BSOVgfHunvrEUDxYgq8CwM4lrZlsU8O2T4foz0CJw7DBew5QSJloxQFW9VZ/CdqyCPEqWZQ6cjrKWknl4ZYOqpioSncVvbObGEpYWomO4lQyh4sKgMh9UjUaInTtManqd3OUbSDkb49pNpFiC4DunkLJBrMweBbb++50DMPMMlm5D8iiEfNMxt8dhc1m0jGoa9FgpFQjGhURq66ugnoDwIS8XLYy33QBGnI0ZxEUxi9AlzyGGhpR2sQBh1/7E1s8wKw4zVYVt/92dJ6eCVxJ1T/Nc6ghwIbTzsfM1cHENLuzSBcbF6iaMbsDBDkjUwMgMJKpgqBYmVuDyAzi8D2KueZnCZfi7YSwuwui4Tv9gkEDUY4klyavnaesK0tBVxYPbGbYzOh2D9SBTSMo2ZrdZGF+h6VQbhKqKfCy2jWVZrF95iFSfpO7CAXQU4ke7yRoy61dvYyeS2PPz2B8aaGdPY2eDmONjWPPbQgMSCcHtr8Dje/DkDhz/TgjW+uzvDDz8MjScK17FzW/D6j1RS1B9BKpD3gqQDNSchvUHII1CsF/UE6iUyKPG8FrbuDoNDdGm8arzYjKi8NYlmlqd/V3JBXgruW8fEVUJkEvweAXWDTjX5xT1vABjvJseebdWby+C+bvLZA2FnuFWRztVDH+bODdk9iN2oo9M1mLryg2sunqU3v2oqolSrqOFK7VwHWapA3Y/b34Nlp4Io2097jUxzxfelBdkR9qEM954D+QLogdQFl+lvPtO/UGy/7aJKO4zKF/4A8WOGASLlUGS/jqW9UsVZuoNQF8V3MzCclYMFCjFZhbuzcG+ZtGuzbVLSQIM0exhcD9smXDxJrQ0Q1eP7wC7Bcx7SKAiUZUDZ6tYmM7z9NIS9QeTpPMGM4+WaTjWiByNkcMoVMZ7Sa1NaZcL93+4rRZTDZD+4odIfT0ETh5Fwlm2LU1qjbTTCoCdUqjGLlhfhumLIAVh5QZkDQi3Q3zQk1i4du7Khk0Zqj8Fa1dBbcVrB4VzbagG+5TvLGQQYma3beNtxCxs2zlwKztttvR+AOGg3z5m6nWGqqo8zYO9DaEAdErQ4ASyqgwDMRhZg5O79DW+OQcBzRk17RaK+9DZAJ0huD0NuXk4NSD6JftlEdevQ6gGhoZdWZSAgolk7WSheo7GSBsqDz7cQEvoYMuMXV5Eq4vRdb4FE4kcJrKhk5rZIrWSZ/XGAovXpoke68bYTJEaeeQrytVQFYWN//Y+2YkFtD/9Gbh/H8kKoyTbMRq6IB8WBbZ9x6G+E3pOwdPHMDfhxa26BDWNsDACVhb0KVieExKN5jPCrt1g2rVzdxUscRA2pwV7HD4pTMv1v4aMmILpwtUXLyLYZQX4fUSCewCv7WqpT93CWxl6+4ioSoDsIGvAyCJ018G+FjytcZnA90W279bJwmWkSvumuthe1xm/t0ntwVrqknGnnqacUy3+6kr3MVGQQyHCZ4+yPb9B/vJ1pL4+tHgTpqEUO1x/MFxOezw9BmsrQBy6B4sz2VL4jZQEyMOw9h7IpyEU9QzdPV9AecOU8VrP+FG6X7nguanCTL1BOF4NH2xANCTiQhf3loWUaaidoraCuTwESmLbWASGB2ByHS7dhgO9UNNAGSbZQFF2JpzgBc2ujdW1hYi1BXnvN+fRDZVjP7SPvLwzmX0eLMsidfUeVrKWuh//LrKWSur6TexINcq+ARRVKU5qV6ahqa08i6wCoZCoFp78Chz9K2DFPEdb2rJxE8/Os0DNIGzcB2sLAv3F0zQLKz84TzLw+pV/FzCOkGFsIJywO6jArTRKspNhdov3Ft8qZup1x7fEYNSEUyF4ZokiWVuBoyokgtBgwegqRfa1nIZHy3C0HaK7Mcw+f3q0F3QLPrwHNfVi2/wSjM/CiVOgVrNDbrgbCaVgEFQVDp6L8ehWlou/NsWBb2lDDgaYuzFP3lbJS0F0NYzWUkttez26pBE/0buj+DaHxuazVey5TRI//f0EHsxgRqvJL66jHelDkquxsza67fOxmuNnO/cJtYJfW7yegonbMPYB1B2FupPiIiatUjStNgTo686Kj/PBXCJq631QhgHZK9/R8dmruxKbch7sAH4Mb0LJpvPn0s9uZaGNeMP+pWSXiPo/Y9u/tMsX+WbgzQyQn0fUljw+ugabNgz7He1HDIhftJPFzrfiscATdzYxpAAHzied0Znljd7/nHIXhtLHQk1JpKZm0qNTGPenkQ4NIis+LbLCTtZYsmDuhpjcVdUJiR5vpSZQ9GaKpRn+ThchxI3qT4spXrSD0lLSI9m9USqlcN9IuQC4tBDIfzB3u6uZ+lvY9j8os28FrwqiMmxZQpm6G87XwpeW4dNh2EzB/TQcaIKk/0nO1z+zDi2lB3NssqMROjrh7jN4OANnzwhfI5nFSa0LRdp9lWZtPsvUWIrj396CHArw+PoiciRC8nBT2aRWto0i21UwyE+vkZ5YIzY4gKFFRd4pywQHj5Ff38a4dhWprgO1rttLavPbUOPrZuEmtQuTsLoARKD/Heh4Bx5fhMR+UOqKA2n/ipGneBCoOgTSJGRHIHSyeOXHBOxlRDBsIYp4XDrMaTFANd50TFfHaDjPWXLuW3jtpOoQ1fSbbw0z9SbgfBguZuBCEnpUp41bGnIZ0EJiFs2Cc9m+MQfhCAy3UUys7OZPHWia6By1nIH/8FvwuXdhaAhRWOvs4/exqZRFMCxewD8u2kDBsixGr6wRaYrxzl/sRolH2FjK03ysFsJel4s0QXTsgr36bThv5Ni+8hClvZXqoUNsTS0SbExgNrUg9faQvjaKbcooBweLk1pF2uljzawIjHXg5LdDYz8Qh9Q2NB2BhTHYGIe87MSsFmxMQtWfKiGnEmCeg/T7oJwU/c7d82oCtgXcQNhaI0KLnHG2ncBjlI+xs5PFVxG2aTvbs4i6BdEvWZJ+ljeZiHqpAFmSpCTw64iyyGfAD9q2vVZmPxPRZwRg0rbt73K2dwP/EbGWfh3487Ztf1QCpjxeQM2wnYfb69BTB/21z919p6ziY3ayKMXmqs74aJamwwnUeLRIt+h3pu6S7c6AuVibXOrIXacc7O/C7lUxL99BtiJYfaecDBePVcpuwNgjcbvrGJhasb64HPyssetMXRSC4bOweQ/UbWBfcVC9I8s12Nkyyt1eitJCIP++rmbqF7Htz+/xAd4evIo2Gxu3meuR9gyQAS7UwRcew+lGx9Huoktez0BXo29DqeM1RI9kKwAf3oRYAg6XKf4pl9C6GL26gRYPc2i4Gh2JHDLdg/Wsr9s8uzxPVVsNVW1KiczC61Get/JsffgUqb6O2vMHyKEUpnq5tmwm4gTOncR+OosxcgW6joBWt7NYdvK2EGsnWqFusHhJdt8wPLslxsKHuoptU0E4bjdY9ie3kQ6wopB9H6RhsXauPAZrHewkMOgcJI/nrcvZrD+x7WZnO6ltxM/QwB0gJEk/hG3/+q7n/m3Cq2ivIOT0miwKaG9sw4lqp41bHFCEsuDONnywKK7O39oDkTISqT3h2O30Ikyuwp8ehvpauDwCx09CUNlZN7A0lae1PbRD0rgwkWV+NkvvYC2SqpG6sU1zbxW1vRpPRtbJS9vUn2jb8+2kxubZXsyQGDpIXg6hY8LyKoFjLUIOhUnw9CGsTYv8h1eREw1YLQd3+tj1WZiZBksTbd9c/6rYUNsDyiLMX4bac6L+1X08C+g5sB6Kk5pHjCHVAa0d5Hdh+ypY7aDaIK9D5jHYEnAc7yLo2qQbqfcDk8BDhNzCRTVCgtGCZ695RDHfCp7NPkaS/jq2/c9f5Ft9rfCixaa74ReBP7Ztex/wx879csjYtn3c+fsu3/Z/BPySbdt9iDEvP/6S7wfYsw6ugPsb8GgThpqg0f0RuvD7xXIx2SeIxze3WZ3Lc3Comkg8UHCgrjMthepzss/bx6vS9SDLMsEzAyh97XDjA5gbA9mGhWcwehXWZ+DoIBwchLDmyY9c1ilQ5naYYmbKvRi4z3VZ5vhhUDVQbhbvXyQV9rPGYd/twB7bInvsWw+IivkKgNfUZld1uLoG39sJaRPuuddnFyW3S0fbloMsw7mT0NIAl67C9IzYrpjCvspheVbnwcV1+o6E6ejfWUAaS6j0nqsD02Dqyix6yotF3M+4PbnC6uWnVJ/uIdLb7GOVzZ32LZvIne0oZ06jzo7BncuC7tbTwl4fXYWOPmGzDS0lUguEKbQfA9mErbvF5hHAW/r1d8Vw7TaahPAZsH4VzK+Kvq7BQVB7fZ/YX+Xr2pz/BcK7bHPvVyFkGd3ONvG4JP0skvR3nv8lvvl4Je3VRUKFWhUelSjhQqq4rA/WwUAt3F4VMsZd/WypuRmiIcOle5DLCXlUMAC9ncJm792HkVvFT1EwyGZsolHP+C3L4s4HWyiYDAxFCamOFfouON0na2g+EGf28hTrT5Z9NijkkLaeY/WD+wQ0mdpzfcjOxUXYrRhZ7bdhLRpAGz4JkQiMXIHNBRFpPbsLDz8EOw+Hz8C+48X26jaVqG2AlqMw+2VAL7ZPLQR1p7y/mtMQPw1yFowRUGTQfxPMPwR5XnSVUk+D5GcI/Ibu2mEHwg5v4tnobjbd6uzb4ByvAaFL3u2n+friZSUW341oiAnwa8CXgV94kSdKooLqs8CP+J7/fwP+xUu+J1QJ8vZOLgNgUxeto/YnoK7a2fhRC/E+Zqs3w7AIKDYKBuuLNk8fZ+k8FkeNhsi9oLa4FKVLQDskGetr5Kc3MHQw0bAIYORVyGmgBeHyl+HqFfjM90F1A9S2+OQRJchSzBTvxhrvJbuIdUIqBtvvQ8DRTLkMVlFni1I2qlymslv2Uq54L/1WaKZeAK+kzZaFY1s3N8Qq5Xlngt5QVHTpvDwHbbXQVv+cY/gXVErbw5lQkxCJ8uM5uPqBxf5TFppzbbBtCozvw2s64WSIgeE4OeSC1lgpY3vJzjhVnRozt5fZzq1Tc6ob2TJZvvSYQEsdjcPd6EhYvpUlBRNJz2DOzJNfy2LIQUw0cSHRNbBUMRnvP/xL6D8OB4dEg9hEZGfv8tKi25ZeWJ6HhStQe9azUX8u6V8Jyq2CPiam6lX/BKSuCsdewsQLBBBMcBXF7RtLZVGlCADrwIRzsDbEReAZYil4sSKRepXt1bHPjiA80GE6C20qzObh2TacTIKSg/4oEILrK6LY7kRHmfdacn9yCaY24OwxUEtXigw4dRS2TbjyIdQ06LQd2rlyOjOuszif5ehQAkMu7igj+VZrTBS0cICOcy0sz+nMXpki2luPLJlsPZ5je92gcaiPvBwuyB5dX21ZNvbiKvrsKoalFnysnVdRchpGMAC/8+/hyVP43A9BKAb1zvKW3+78OSaI4Lr7XZi8BNGDEEgWF+j5Y44wgjU2V8WG+A9A+pqQcEiUyKPAs1GFYh9bhxgqcgUhw/ATTu7z0ggGeQtBTB1A2L443psmkXrZALnRtu055/Y84qpWDiFJkq4hTOrztm3/Z8SSz7pt2+5ldhqRmpSFJEk/CfwkQEdHGQvzoW7MZKFPobkkQr67BWYAhmvxlmc/oYD4RTpZrM4b1DUGuHc9hxIJcux8TIy+dJ5Wqk9UUNhaN1icTpHVRefGPN5ITLeaVkclT9AZcxvAQik8ZlYn0PrakENxJIKAhqVr2LqMevE2xvkL0HcUttLQux9m5kVRnltXYwJ2CGoPeJ0o3AC69Lb/fO8lu4gmQT4jCgsCp4FImR7JAXY61b30yM8r3osgDPhnMYx/jKK8gAbnzcTXxWY/ir3uhmVdMFNHaiFW8lNIhuBcFTzLwuUpGGiBaJCPtuJTIr3oaxNk7NUHkDYNBk5LKKjMTRlMTlnsPx3D1kJlCme9gxi6wfr0NutrNoasYaNhWzZ3/s1VUnMZ2r79MMZaiuzaOLmC/QbEiFs08moQua2VUHcPAZTCpC90Dev+LEZ6E/78X4FAVIwdCyfh8YhTEY9TiGdDbT+o0WInnGgCOQ4TX4bGC5BTBWvlmkIASD+FzBoo1YKZMpznxs8KBlrZBhwGuUgeteBsL3Up5Ww1Aywjfn4Swsn6tcpupOAxU2+xROqV9LGlKz4HI3A1B6Mr0FXt+FgFbF9UeqoR0hZcmoaGGuh1P4mP97EsuHIfWhrh/GF2/px8vjUSgeGTMLEKVy+btPZZ2LaEbeS5dTlPbUeYI0NRpzdysRTRez2LzeU0q7Nr6Jaww2AgwMQfPubZl6do/86jaC31bN58VvC5eWfEfF4KkBudI1JfS3CgD0WNoKKgEES2NDLLedSRxxh/5gfg3lORbB44Ag8eir7GOmBKkLNBTYo+ye7nVRAalq7z8OwmKCkIdxTHqwD2JqRHxbGqjgnRtm6A2Q60Q+oDUbwXkLxzXfCx/tVaF1WIuoKbQALRFs71r2MIG23CawdnOAesdvbfQJJ+Btv+Z7wJeG6ALEnSHyHOSCn+lv+Obdu2JEm7rZR22rY9I0lSD/AlSZLuIBTgLwzbtn8F+BWA06dP77kiK8uy+A04n27dgPtZOFADSb+jfYEA92W2y3lY27R4tmShGznu3JPI5kw6DoWRZZsnN1Lo6BgECkGu+K+h246xVodo6EtAyF9EEC6qqjVRylba6r4xmkXT+2YnsMZW4OQwshnAWrsPw+/Ch1ehzokSXM2TAaynYfKWMGQdL3iOdUCoztFPsXexXmkAHdCg+l3YvAxyD4QbSrJc//JOuZ+pe6JftHjPRSOq+gtA8I1lpl4Fm/0o9loO17cgojmO1v+7KWGAuxLQpcDtNchtwKlO375ltMfPu+LpOsTikF6x+I9f0Ll3R+fMN0nUtYeZuJ8hj4GO5tisXrBTN3m1AkGq2hLEeuLOfgo6QbS6GEpNAimZKLJL/z7FNuux0VY2i3H5Jkp7D9q5k+hXH8CB/aKcf24cjpwsrorXLVFHkEoLe3V1inYVVO2H3ndh7CJEB4RWMWjB/E0wTQh1QqRX2LerfXRtOTYAqXGE8zxesvKTRqzU+Pun+k+8i6d47NMAnpP11xH4V4+SCKf7N7Dtf7L3l/ea4lWwV+f4L2yzYUkEu24ziukc6DYkAiKx7dadNql+mBAJwlAbzGXg8iT0NUNdQjw8sQKzm3D2sO+5pbU+PkgmWLKQSgWDEle+onPpA+i7ZdF3LMz6isXqSoqc7fexOXKWytxoFhuFHAFCdTGaBpJYapgcGrOjKer6klTvbyJvqRgBSBzpLPG3wk4tVAIddWKwCN5QMOP+I6S0QWD4NMZCFprqoXU/XPoAek+JzhN+bfHCMjy8CEjeOPi8BdWHoO04zD2GjXsin1SB7UnYWhA2XTPodamxAX0WtEaQkiANwtZ7oJ2l4KCLVn7KXRDDCM3yI0SPZAtxQTjofAluMusijcjFZESgHHpjiKjnBsi2bX/zbo9JkrQgSVKzbdtzkiSJXj3ljzHj/B+TJOnLiNLJ3wYSkiSpTobbhuDuP1HczogpeMNJRDL0EWDnYT0L00tgSM7zNZzsjsI4zML1XPHto4IRgHA9HOgzIRxCt2UOnQw5DjBQ5CTLGZ/3f+eozHLLuqXw65BNFCzDQL9yB1o7CF44iZS1MQ0TXbZANeHkGXh4DzLb0LDP+3VEI7D/hNfezTXshXFYmRKBsxs025qogkfepVjPhwwQPyeYKX0bwt2+Hsk2O0UyexXklaJ0Xz979WYzU6+zzc7rMJaB4wnRY/9FcbQJdAU+GIf7K0AQJL89+m3W8Qu2WnI/AFRBfS/IQQndVqlvU4jEJRqaoLop9Nyk1ERFRyVXUjCrb+RIdgcw8Crrn1dUq6BgPnqMvZEj9O4ghqFgZ02QDWGv7e2i5dPt96HfKaQLAcjQdcBLcF0nvLYJizeF8w2GYfq/wNo41K5B07uCUXYdrYvSAr5oN6SXYfsDUM+XBMlQpocj4gVHnf9tzkFLA2l3UJDz/nesDKXeWInU62iviScWc70yIQs+3BB1POerKfi9K+uQyLNrcUFzDJrr4f4avDcGd5fh9D5oqYNbE5To5AEFHswI9+L6WikkXqu6Ffr7DLYzAd79FpVobYBAwObA0WIf6/rWuVmLeFMVsbZqn4+VyaQzzNxcINpbT7y/nqmRZZoHW9nasli8/Bi1uY5AZ2uxJMpXM2BiIm9uYNx5RqC/HzVZTy5roi5NYbTvE/qSoU/B1Q+hpkOs6Lg8UG2dmK7XfrI40Z16ANuOQWaW4dEXoXkcaoag2VeQCx4ZlV6GquPCH2saVH0K0pdA66WgGy4KksthFmGjXc6BD+ItJ/mhOl9yFcVBs0tEhbDtv7/La7z6eFmJxe8hmul93vn/u6U7SJJUA6Rt285JklQHnAf+sZMN/wnw/Ygq27LP/7hYM2EsBa1BwVeMbCGuvxqQ2cN5ysX/E3HorwetCq8ALYhXyBLcZXsIjKCQD+Y0oVeUdyn8edFgd68+yM/bRx+fwVpYIzh0GkUOYVpiCIFpKKA470u14cBhGJuApyPQe9LZ7hzEb0sq0NgtEka/I85kYe6WGI1rAzlJMFhyCyhN5Vnm8ABI45C9DQGnncCuBuxO5tqNPS51uruNp24AVt5oZmoXvJo2q8DVjCjuaQzBg4xYgUGnOPn0/ZeCO7clI2J63slWPNsstVXFt9133w5CJgAXrxk09CicHlK5dQP2n9B49MRm6lKK7hMxlJBa5CR3szn/Ywpmobin/POKrwFWOkvm5gO0nk6U/fvQHXZKUU1U1RTmoZqQTMDJc3Dlfeg9DWrEc7rupcS9H4uLtm05hK3Wn4LZG6JbxeYtT1KlI2RVykERdPslGCA6aRCF7a+AfBaUUEmO6u64gWCgJOAkgolyO1i4KBcklzJbXtGuJP0spvlPis7lG45X0l4lSWLagrE0dIVg0YC1LQq2GFRgNgO3Nj07tV07db9eDaZSDmvcBS3VcKSTnTbq2K6twclDFNmyEYSH4/BgUeLMsMr1GwoHTyisbKrcupShugUaOr0eMgAbizqNA7EiHfLS/WXSWYXO4VZnRUcv+GstFqL5XCdr09usX3lIsL8TJZEUx3OmlyiY5O8+xLQCRM4fc5JoMb1WMbaxYhpWzhQf7MQZuHcP0tvQ0FtcpFekRZah5bCQP87fh6pa2P/doGcgNw2ZWeFfTUnQ99p+ICaO4x9ZHQIYgswdkLch0C227/CxFnAfcXFoRUim8gj51G3Eik+5WgL3SyrF609EvWyA/HngNyRJ+nFEpcUPAkiSdBr4Kdu2fwKRevxLSZIsxFf3edu27zvP/wXgP0qS9PcRTfn+9Uu+nwLSEqznoSUEB8KgBdjpLJ8T4BZ1cICXLtSjoIUqaee0a1Ds72dc/qt63j5WPk/2yl2Uzg6Uc8cwsLAdJ6yoBpJtoWpgqGbhiHR0QiQGN96DgQvCSbLLZ/dLKFQgHIKWE16y6TLOq5OQHhEGrTuMs66AchiCKtAN5iLYHwDnha0WRny7muTSANg9+aUot00ts70W2H6jNFMvgFfSZsMSTOWhVYZ2FXrLBLDlnGY5G87NlRy8tDDPD98S7vgEzK7A2fNghGVEUax4sLdPpq0vyM1rOUzJoPdUomxAXM4eFQwC5J9r8+7zcw+myW8bRIePO6yXc0zHRhXFwlIMYR6qIrKKs++KYtuGTqhqKtYqFjld3/lwi33i+7we5wXGOQ0bNz2JRk4S9ih1QLBOnHD5U7D1gTPqFpEQ2yDaRW0isucLeEFxnvIOtjRIdsv5y6EBRfl5Xndm6iPglbRXgJTlrKxKcDQCahkfmwzDiVp2+FRdgQ+X4VQLdNTDiS7YtODyE2iug05XKb2HTCqdhpFrgnjtGBD2KsSVQWJxmZNDChOTJncubdNyUCGY0FAwkCyToGqhA+lNnWd3Nqjvr6G+Ll5IRAFUyT/US6WqrYZQWx2L95bIji4QGjyMioW1usbWgzlCh3sIJOqL5heoqomkWN40TABVhf7DMD4JYzeh47hnr/6uFmvTsDQnpup1nBZ2OXkDEsfg2UVIDICdcBZjLNgYFXZrPhT7WoBVBdI+UT/EEWAccg4RVXCHy2I7JnAGt92il8g2IuzyOqLtWykZ5dYLlZM9vt4SqZcKkG3bXgG+qcz2a8BPOLcvIr6Zcs8fQ3wjnzgGn4k56jNHFDZyUB+guP7ja9C54nmFem77mOcFxLstvbr7+Hur7jXxK/dkgtxqlsjwUSw54LFQiPZRqKAsL2A2NIim5gCGIj5DXRKOn4ORr8CBsx4zBV6g4gbF7jb/bfAq6kHolSMdxdrmbR2274NhOBO+JPH61m+C2i4MvCwz9byCvN22ldtehVu89zYwU6+qzdY8svk+YOWIxKYJUdv5Ofk1iC7KaYl30xeXc7AlxzMMuHIVOjvh3BnIyXJh+ICMUWSzR05rbKRV7l5OEa8PUtfrjZL2s8q7SShKWWW/zedSOTZuPSa4r4PgwUZyzjEL+zs2K6nC4RogBhEYqviMJ87Cg7ti0EBtb/FqjT+RLTjhDKha8bUMZz8ioJ706gKyCH+5NQ65CREZWQipRuZPRBJt5J2eq/vw+qmWC4qfFySH2N1+wWOm/ia2/b+WefzNwatqrwCfnbTJHZNYMESwnHAf2CshBR6vihXe4Q6hNV5aEtvjEThXI6ZdXh4V0y4T1b4n+hZgHz4R7uP8WdBDYPiK4cHrHNXcoZHs0Hh0N8vmA52eszWFfWburpE1FPrPNzkyi2L79B/L3/Gi+nAbQUtl5dooy1+8KQLj/T3oz+YxWSJPAMMOYDoF8zwZQzIVyAXAUkTQ2n4Y2jsgHIUHH0DvkJcXjt+BVBZizdAz6NmgyzJrMnRcgNnrEGyEQJsYFV9z0DEXCQInnaR3E7ZuiuuehdO4YhX0/w6BDOTziG9u0Pm0bk0AFMsUY4hk90MEseSeR7fQqDShdS+8BqJTzepr2Sv5ZRnkVxqyLNN+zyZzVmIqJ34GMfjIAe5H2u7+V4uncymmxyD7UTrtpxz20iuW2yebNVkfeYrS1U51Xye6wxm7y7hif/EMaWMRZf9JZMvncFGEA4xocO4zcO0yNDqFdLCTmfJvK328tEDPvy2ogXxULLu5zJUMZDsg/wegaD4mWQYO4QnJX6Qgz7/tefu+dczUK4naOza1wMyghJSDlnJ256KcIzZAknZ5vMz9pzOwvA1Dp0COOL8UZ8CPqecJBPwMsQhYQxGZY+c0Zmfh/qUN6vcliNYpe8osZNvadZVHwSR97xm5vOwMDQkWSS7c13ZtVlFNJIdNLkzXw+lnfHBAUOETt6DzWDFTDJ4vM4H0DCR9TQ1cu4TiJBff8yPdoHUL88sC2SUx2S//RZB1oB+sp+L90IJXe/ZRguRSh/vmMVNvCoK3bDqAjXMSkzloCIgFDWBHUV3WgOsL0F0P+5rx3KHl28mAjjroaIW7M2La5ZnjQnYPou701j3Y1wMH2sSChX8Cptu7uFQC1TsQJmOq3L6yxcRojlwO6vuTaMkoxi6rPqqt75r4WqvbYJjUDPYi1dch1ccItbbi6pwDPu2zZUqYhwawsxp6NgipPNy/LabUWpIYOfjFXwY5CJYJzQdB8hXxlRa8uwRVyylYGoXsKFT1e/tu4qv5iQMnvWPpFjAiWGTrEWjfA/qW2EYQsRjhh782AESuddc5WDPuWS+/4jODGG1dBRwGsq8dEfVGB8guwlds2oG1T0lMZqAp4oRZHzcgNikbEO8WbJdO1NttRLSLPfsa+1BOu5x6NMv2hkHt8AGnQt7nWH1Btssiq7KJpIliPSOvgCu1UH0/jWPnYPQObG5BY+/uUovSbT7VxkfaFmoB4xhwUlxE8wiaj/t4Qa3h/MURjrhcQd5HKd4DT5f85jNTrzpar9rkPysxmYWoBMmPECjbNs/tYKGn4epT6OqGs70UnLUri1IMg4X5APVNcsExFpZeHeusa9GoaVF4/CDL9OMs7YMNKGp5mQVQMlVP3LI2tli+u0TwQCeR2gQ63nAff4Gtn0VWFatQP1AYZ4sCqiQ+Z1snBKrg4QfQd754JcdNahXA3ILqPs95wu6BsZ9dzgLZx5BfB7kGqt4BOQb5Zsg/BWvY6UYziXC87hfi/vU5By7HEvuX+crBz0yBKN57qyRSrySqL9tUAwvvSCxZ0KaJFMm2ARNGU7ApwfkWxG9ot1Ug9/dnwkCnsMUP70KsWiSzkgLnj1No0yr5JY2mif/isMP+FJtoVMI2RERupHOEk+GCXftJpnTaRA2qlKsvWLs5ga0FqR/ex+KNaaIn9rExscb25dsoA/0o0WIbB4QWWXXsNRqAo8cgK8HULOgz0H1AaI1bOiEU9dQNfgLKRAz18ttmfT+sTMPGdYic8raX+ldjHezHIiAPHQczAvYPg34DgvtBT4KdRnSosfGCHAMRCPsT2gFEN5onCFsO4tlyHm8MfSPF7eDgdSOi3ooA2UXNV2xqgLlvkrBMURQgwe4BsWt8pQHxR5Bd+HXI8h7zwl62UM9I51i6OUGkp5nw/vZCYOyFx6bz1opZZBDGaxqKt2xrKKDagONwA0D/EXg2LmbHtx5131B5qYV/KReKk8vnbXMdsUwJ4a6CebSkKtode3kX70vKOrc72d0J71W8VwusI0k/j23/4zL7VPD1QuBLgp3a+naJyTTUKRApZ2/4tpUznZLtj8ZhIw/nT5bs7+znMlLra3Cg3Sz6pZSyUyYKHQeraLBURq+tQChM09H6wuMFCYW0s0B3/c4khq3SeL63UNRTap/lWGRZtsBxuECxttE9J3V1EI7Bra9A11kIhTw7dc1iN1kUFF/LwKmOtyBz3RkS1AOqT7usAGojEIP8l8C6AHSA7e+nm0ckp7fwdFaWsz2GYIXdF9tNg+yHa9shJOmvYVn/HKmwfFDBNwKNXxXSxqnPKYRMyJhwcQl6k9AfL/MEs1DnVhaKAoc64IsjoutZQ63vwTIklI1d5PVA2GFqNcuThxath6rZb0h0nIgzOW7w6OIKrUeTKNHiwtvtqRSJ9pqCu1EwyS2usfpkg+qj3djRakyfX412ig4X67cmyOkSgVMDqLK4QsiyhayKonihRVZh/K5okVXVIKZg3r4JR4/Ck7uQSkFdz04CysmDd9hmvA0CcZj/KlSfB0XyfGlmHPLLQBxig754JieCZPk8ZG+CtAV0gn3Sd4LdwPYxooW2a7NusNuF8L0BREHurLP9iPvilPezrw8R9VYFyC6a/9jGNE2mv1slYkFtnJ36ZD9R8REC4t2CbcVwI03nvt958nKFepsPZshs2zQP70NU4Hpa41JJRSmL7DdeFwWHa/gcbh5o74blZXh0CfYP7S21UCnvbJ+3LQSk88LZl/N1JiUtpVoRmap/Vvw28ABPOOl+oWE8J+yiNHh2ne5bV7z3yiL2RZsYsPTdEsvbgp0q5E7lAuWdsSgA6SzcfAg9XbC/hbKrQ35GSjZNZFn8OP3FOuK+f+nVICAr7DtTw/qmxPilRSItceKdycJzFbyCn+3VLZYfrhE91IGaiBWKetxjlSa2LqNcCJZtG9Vns7JieEmt6hiNAgSDcPJTcOMyNPZBoK7YVv3Odq/AeHMVtp6KQr3qUxCWi/2eXx9JBDH47QMwDgPJEnuNIPSO/sI9A8E6PXIONoHHOreV/zJ3oAVZ/jkg/FowU28yZFmm4w9tMn9GYnMbztcJfXEBz1sF8tn03adigOShLjjUB9ObcOk6HDkMUSdYLi6GL462FQzu3cxjqRpHhqsxkZh2HmvtDlLXHeTRzS0y+Sztp+qcoFZF385TE1edOQUKc9fnsKqqaB7uQifg1QdIdiFRVjCIHeshoMPGh3eRkjUo+/cXumFIVhpu3oB8CDoPQHedYJENBDOsybD/KIyPw/QdaDyyUxq1a1Ibh6bzIkiWZEiNgGFCsAPCPh2zK9dQ8C6ioeMgP4bMXWCgTMvGfYhg2EAkuAaiN9hjYAUxee8Uwg/X4Gkm3TdeTiL1ehBRb2WADKAoCu3/xWb7z0pMpiBZBdHSpZ+Pq0Mu2V6skXoeS/zihXrplMHi7SlCfc3ED9bsGhj7nW3p467xKqr4QReWbcHTNoJnK4k6OBCFu1+BriEx8MNkJ5PsbnNvg8cuP2+bPQuRpvIKCXe/HUbsh4bQPPmDZgNYAibxWGY3G25gr+I9y/qnFWbqFUD979rYts30D8kEAtAU8j24l8xchYfTsG3A8GF2LvGWWR1STbchwM5g2G+XpdKLWDzIvqFaZicNJi7PkzxQh5LwqLOFW3NYSoDW4Q6nb3Jxr3L/CpE4vpccu/vJkoUimwWb3VEhD8WrMUfOweM7oGxDvLPYwbqXl3KB8eJTSK+CWQ31g16+aZXZN+c7limD/A5INyCfQjDJ7hlw7bVUg9yN0CtvIuy3A/GCT/Daa5h4GXU1O9HI68JMvQ0I/7bNtwJrPyJ8bFOsZBSBm5T6tzmB8loK7j+Cw/sgUQvXn0IgAN2t0N0BN8cgPwGnToPk/JT8JJSCycZyntFHebqPRAnFAoXhO0qJTrn3eJxtXeHxlRXCyTCJ/npk50eemk+xODZP3YlO7HB0RyGf7CO6XN8a0DRi5w6RXkyRvTyC9WwB2wRZDaKeOQ56CCOviLZvrr36E9f2blhehLFL0DPkPR4q2c81Jfc6qKdAi8DGDUh+DoKdOwNj93l+qQaAtg+Yh8wV4Owe/tXtdvAEsdM3IYJnd75AGpHsuvbqrhI1sbPTRQLYeqWJqLc2QHZR9R9sqoCVvySxugUtceekfBKBsgGS84NWTQvF8tOlHj5Ood7SvSVSukrbcMeOClyxv2ewpc626HHJAqc6HvAt26oIPbJTsOd3oJGQw0xdhMb9gpmCneyUu63c8u1e2+RVkI/t/evcM0guLSxwUY8wSgOPwdKBZ87+btsMt6owATQ4zFQE2/57e7yhCr4ekCSJ9t+wyf2kxOQWxMOQ8AfKfvbYEPUwtyegrxUONHrbvWAOb9WojCzKb5Ol9llObuGioSNIoiPO+N0UmdEtsimYuThB/UALOhrLd6fR84ozjUt2xthqmLZUGGWrE8CSVAzntolCXgfr2aKYyWsFMPJBJEMW/VTjDSKpde3Vb4PdR2BmHGbuQuuAl8yWMseaBQs3wLAg1AXxXi8wLhdEu9pl2fYeL2w/ATyG/D3gcBl7LTXwMII9bvHtc4Cdie4iMIc3nch1xkleF2bqbULNv3ekjX9BwsxDa7JMUOzD7UmQQ3D+IIVktsBPOLZ7/BDoJnx4A5J10HOomIS6OQJqROLMcIgcFAZtKZgFSUdRYqop7B9Ksrxo8uzSAtmUxeyHMyiJKM2DrazPbLC1skJe1nyTM1U27y9hWhI6AQwpKGzWecy0AugPxsg/nkRVNOSeLqS7N5FyKnKoGqt9wCOhZLvYXusaQIvDg/eg8xyomvumPftyr3sbE7CxCESgaRDqBkXf5MxjCO8rDoxxnueyyH4T1JrAiEL+y2Bf8D3oPnERb9z0KTx51DTCTh84+x6i2F7TCB/r3vev6NYg+pu/mhKptz5AdlH7Bad6/ickZB2aXa1T6dJPqWP1by+VaZRxuPByhXqZjRzT95ep6a+jOllbCIz9hT0fhUWWsZAwQQZ3EAHgscjgZbmlCcGRYXh0C5QUJLu8LLe0a4W/Ctc9d+W2uc9REMtNfqdcDh8rSHbhZ7B6KF7uzSOWjubxDPrpa93w/E1D8Fec6vn/SWJyFRpqHF9qgCwBJtxfhJwMw73sbHkG5WVUvt+4XMJIFWxwM8/kZJ6MESBPHossOu7IaVmMinfuSygsPdpi8VmaugO1SOEgxOLU9SWwQjHf9L3y0zTdMdTuRDDG55H2dWMlG1FQQNcwDRXz/hTGs2kwZMir4nPYQWg/BKosPl9rNyiLMHYZOs4Vr96k12HeKeJpOi7GDJYGxi7KdbvwB+RF++wDZiF/FRgsY6+lbdyyiPqBctpFFw0Ix+q3Vx3BXLnTTlJI0k8ipidX8Cqg+d8KaePUT6tE8lBXQ9Eq4fI6PFqHgW6Iu4sue5BQWhDOnYLFNbj8IbTut1hbMLh6SaLvWIBgRAzo0nWL+ZkMiys5LFlj6n6uYKdusGsQIOcEt7kNg/t/MEv9oQbqjsro+hxaSz2NHbUYcqhgm3lLwkSl6kRPwU5dG05PLJGfWSfx57+NzJ0xzPpGsvMbhM4cJpcNwvIWxr1rkNfEz3diFPImNO2DYEJ8xkgIDr8Ldy9C3QEgCKGwZ2tztyCdg0gbtA56vA9A0yFYmYStGxA+Ibb57Vih/OJrJArpdyH/AVhHECTRKGJlJw6cw5uCmfcdLIzQHj9BJLmd/oMirgN7Jbo2svwj2PZ/KPOmvnGoBMglaP1Vm/wvSkxuQDQPSbfdX2nBnt+xlgTEuzlcxTSeyxLvFTTP3lnBtBV6hlpwp/2UVtbvxSKXe9x9XaAwiGDXgj3/r8W93XMMJp/A7F1oHPAeK2Wb/Eu+5Yry/M7a//zn4RMLkktR6zx/A6FprsK2/+ELvqkKvl6o/n871fN/TWIpB4QgqsAHY3CgHWoTvp0du9xIwfQU5GWcZIyiiXy2BqYCj8Ygr1lY6Oi4anYTLRakrS+CGgoUBa/+8dMmCkuLNtOPM5z43nakaIz1VYv50Q0i9TahkEKujF0+V4u8to7W2UbeZ7OmoRLY34XVrmGZKmQ1wSKvpeHhTbBsb3BADkg0w6MviwEEa+OwugxqHLoGvQWU3ZLTcjbs3i81v8IlrAWIO8zUu3jix3JB8m5TuV4EvQh7XwKqMIzKis+rBkVR6PgVm+2/IXxsMiq233gGwQgM97FDn6zrMD0vtktBQPam80mO3wiH4d99AebXTb73zyqMP9QLoZitmiTbwhzoDGHLGpak0HEi5ktMhQ3rlsTolRQN+6o52xil8UQrY9dWsfJ5YskgOWT8K7mpxTSRukgR6SRbebYvPUBqa6F6+DA5JDK2TbCtHjsWJ/f+B0hnLiAnEminakXbN0MRQuvuYzD2GKbHREWiDugSVNfA+hRsrEDdYZi+Kh5rOCImXrpKQX9LOIDqDlCjsPZViJyHoK/qXZV2N7OIDOkhyP07RCL6DtDvPFgucfU77D6E/T3E64W+G9xEdxXhY8vJpr6xqATIZRD4vFM9/7clptahLi4Kwl9Wh1yKFynUUzDJrKWZfLBK3aE6tERkh9bYr090n1OORS73uH+ZyR1E8EIFe+5tFejog6V5wUz1nCtmkv0MUzl2uZzUwr9c+yL4xINkG2G0guKuSCtefTT+P0X1/MWfUri7BGf6YGIRJjdBcoPfABCEWBX0tkEoQvlR1CoYQUHGHjpqoysKOUSVu8v0mtjknNf225B7//G1TeRomP7zdYV2i7FkEG2oheXxFDOXJqk50uK0hHLsz7/kW7SCVJzYBmQby2ezfi2ygW94SCwCR9yBAXhF6M/GYXUCnt6Bd38CekvYp48SGBekGWVs1u+siQLvQv59sI7ijZUoDZLdJadyhT17YRtROGRW7PU1QNU/caSN/4vEB8/gSCvEAjAyhvhJaBQkQKoGVRqc2AdSgB02O7sOY9Pwnd8Bda3wZFbCVODwMRndSVpNJHTHZmV7Z8Ht2mSOuak8PWcbsdQQT25somDSebqerbTE3KUxpIYkVb0tBdvMza8RGejCdmxza3yF7PwG1UNHMOSwQ3MZBdsNVFfBhVOkv3IR6fBplFB1cYGtJkNff/FwniywmRJTbW//EURHYP9nxEAeKQ2aT19WapshgCSo52DuPYieAdWplgxSnIi49m0tQ35MLMMF/wLkH4O1gFfcXtqfHHZOvqxH2PBNRMBcjqo2EORTFkE+/a0y+3zjUQmQ90Ds7zvV839XYmkV2mod7uMjBspuZbxtg2KaqMqLF+qN3drCUDT6h+vQUUuKBNRCb1X4mCyybRQxV+4IaniBgj3/561pEq1mHvwJdL9DoeVUqSP16552k1qUGu+L4BMJknWE0WYwzf/Ta9PMvAIBWZa58Cs2p/6RxHIWElGIJfBWJ/yBcKlzKFn98Se0OwPg4mDYb8db89tMjRl0nEhCOILOzoS1pjtBvFth/OYqRn6NmtPdKJJ4A/4VJP91oPA+nHZxfpstjKBWFa+XuX94iJvQ5rbg2UPxM//Un4W2o2CkhYaxurPYsboSiucFxvjul/MmRaYog/wu5K6C1YzXocIt/HEPVGq/ewXLq4gPJGPbP1vm8QpeZdT+PZu/Csz8XyXkoCNtdO3UNxRjZAKkkoEilgxXb0CyVkzUu3YXEgmJY00yW2mbkct5qhtlWrqVomDYhRg7LTF6ZZNoS4xD55PkkAuJqdjHJBzRaBtqY2U2y8LFMar2NxOoU1AsE02VyBgGa1eeoLY3UT10EBPbGc0lEl3Z6XShYGDKQcKfOcP2xfvQ1I6aaBcklOLVARVWVlVg6g5kstB3FGqaIdIMi5PQfQbmnsLqM8jZYErCDCwNEocorNKozgGbPg2LlyHYDWojKFLxNVB6DMY6SAmInBHvIQfI/ZCbAcuRSBXeIHh+s5zxRxFyjKsIO3caV5NG+Fj7tbDXSoD8Aqj/O071/D+Q0bLQWO888KL6ZBUkHRS/gZegtFBvY1lnfHSbtiPVqPFo2SK84vZPe7PIuz0uS7Zz39n+UQv2vA8A0Qgc+hQ8uAjNA6AmdnaoeF7/YzeAfpE2qKX42EHyJmIcpoRt/6WP8cIVvEoI/4IzGOifSUytQlON82soU5BXVi7ll0X5RtjuNjDEvX3/w1W0mgiHhqvRfaGuxwh7Nmii0Hq8gW1dYf7yGHKymkh/R9GqknjLpfbr9V7126xbP1B2BPXSBCwtilGBhwc9JlkG+k7CxGNYvAcNh72T6E9oYffAGEDPiW42QbzA2kWozP4MQuYBoqjHndzlOtvdxJEuDISRLwEG+fyfQ1Urbux1R+v/3Sb/y6KeIFYFNaXdOEuC4+llmFiGweOils31H5IkoZgmkYjGyXMBZmdNbl7J0bbPJpIUliU5XSxmJvLMzWQ4eK6GvBxyktndE+FYS5xwSw3z99dZfbSKFAiw/XSO1EqO5NABbFl0ynCfu0PC6EtqQ+eOkL7xDGkjg9xyEEsxBYtsSGBkxWAuCzGSWo0Iu9pYgromMUhk9MvQeQHq1WLGOZOBhVug22KbLs4XwXZoOAcrd8BICTMLWrByXUiwgt0Q3OddG4q/HcjFwPoKQm7hZ4zd7k+72ewgcA+P+Qpg2z+5y76vHipXlheEJEm0/22b7L+SmFyB6hhUu0b8Ag53cR3qar3j7VWo9/hGCjUU4Mj5Gl8rqN0D3xdhkcsF0yomim0UDNjd/rEK9tzPH5Th8AV4MgJanaOD8u3rD65L+x+78guZj//LfOEg2UYUCaQRU31+4GO+YAWvKmp+xqme/+cSVhpa3d7H/t9gSUBcJIvyJYClwbDfZlemM8xM2XSfSqJogUIy62eB3dt++QSIaevNQ11sLaZZvvSYUE8zWmOyLItsoiBjlRzHseVyLPLju5DNQ3UrHPMFxn55lAK07oOlWaFtbBr0zg3sHRi7+xgzEG4Rdltu5adckBw+CJlp4Bpw2t3I3gUIW4jiWbtir28gAv+jkDZu/guJyWWoT/qkjQ4sHa7ch6YmOH8Mr+Wu85NxB4a4iWZjS5C6FoUHDy2ePMrQf1rCNG3ufLBFbVuII8PV6MgFOytoiW3h8Xb62TDJQ41EsiY3f/kqiSNtNH7LMXIFzrjYxj3plBc4u9Io7Ugv+fEFzIc3sGQJVqZgalF8qGODnjTK/XyK8xeNwsF3xaTMpiMQSDgfHiHGbjvh2bobPK8/g80pIV9M3YK1u1B1F5I/AHrQq63yrx4VIQ65d8D6KqI7TRxxcdhCyC/KSRVNYBkhp4ph259+0Z/CK4NKgPwREforwojX/7XE5BI01kLQr0/exeHOL8LBI2AaBopSvr/x6mKeycdpOo9Vo0SrigLjncU8xYzwx2WRi/97V6KPVbDnd77dJ2FqFBbuQe3hnVKKUqmFf5u7DP5xUZQBl6scmgMMDOMCivJRtRwVvG5o/us2hmEw+a8CVFVBrb8P8l6yKByHa5pFLLIbGEtWnvtXskQbIhwdqiKHhU6xLZbrHuMGvq7DVTCJNMRoaUiw9HidpaerxE/1oARL5VFi4EhpMR94LLKkbyHfGcMyFdh3AtQqbxhBaZLqkrUmUN8C4Tg8fg/ah0FRi/f1o1R2wQYEu0TOWaQ79qHcccJtkIkCfmaqHBu1iIgUVGz7W8scqII3CfGftokDi/9aYnER2puEuG9iGmY24cwJUMt0pZGd32Xpqo+JQs8BjXZL5r//boqpSYs/8z81YcghSifOurYrl/GZbuC7/HierTWDEz/zLqlNk5WLj1Ba69A623ZIpOx0HlVTkMskx6pqQncjxuQ8fDAC3/b9cPyUYJFLJU6uX3RNQ5Ph0DswNgJaA0Tbild0S1d+El1g2JBahuQpiB6G0GHYvA85y2lXbDvXiWZEYW0pZMh/CowPEQO6WoEFRB9kv81uI6RPeSzrW1651m0fBZUA+WMi8eM2CWD+30rks9DWuPfYatsQ5KtZchzX+B5e0wnEghw5L6b95J4T+JYGxnuxyHsH08XGDxQyXNSPUbDnfTBo74c5h5lqGyyWUuwmtXDvfxyJhR87guR158/CtgfLPKGCNxmqqtLx0zbbvykxNSd6p1b5VzbK6ZBLjNW/5Lo4mWVqWubgmRiSGvAFxp5z3MHylgmcS7cl99UR3acxe20aWw1QdXy/89rKnvZvT09jz64hqVUEzhxDNhT0bAAMk6LhIfg+Z6CkX3I0Cv0XYPR9qD0qmKkX0SMHEStHboH7bkFy2S8mAcZ54KuI3qqqc4A8wvkaQA223f2CB6zgTUHDjzvSxi/IPJyC4QQMH/HtUOprocxQLrGDpee5dRWODgY58dkg9z9Mk2yxSHTE9iSQ/HacSWeYHpkj2ldPfF8TJibheJCG4V42J9ZZv/SQyME2lEQSV15hzS4RaK1HKklqLV3HvHUXw9BQj/VjHRvEuHgV4o2gxSiaiAmenZaSSj0nRYu4lQcQd+VKeLYpW7B+U7SQ09rFClEeWLwplq8Sxz2W2h06m56G7AiYtpB52ICigHVYTGvhDBj3gBTi4pBwnryE0Bdr2PbQC3/PrzJeKkCWJCkJ/DoihXgG/KBt22sl+3wG+CXfpgPAD9u2/Z8lSfr/Ap9CnFWAv2jb9s2XeU9fbzT9BWf2/L9XCEeg3h1GUOJw/UmUv1Bvft7m6bhF74kYgZCnYXpeYPtRWOS9Hpexi7Ja13GLj/Ccgj2D8gV7/u31LRCMwuOvQOc7EJJ3TtwrddzqLjrnjwoDvD6LEWx730sc7M3A226zVT/gVM//lsTKArS2OgV55XTIDhTfqo9lWdy6nKa6JcSpYa1QGV8qqShli8t3qfAS29JguvF0B9vbNquXHiA11hHqEeyU7CS17r75uw8xMhZKcxOhM0cwLYVctkQa5S/YA285tRxhq8li+fbRNTHNsqptdz2yy+KVk0S9aIIbBjIqmJ8C+wowi2j/ZGPbB/d+7luAt91eJUmi/S/bfO9/k1hcg40NqK6l7Cqtv4hP8a36TD3JsbSmcHIohCEHyKFy7JzK1KTNo8vrNB1KEIhrRbbpTph1fePcww0yKZOeC52kCRclwgoKVZ21BDsbWLozj/5wgfCZwyArsLVFsK8TdzU4N7+GMbWIEYgQPHUYhRCGoWBnJeR3h9Av3oKWXog6DG5px6dSWzSA1n5YmoG5q9DsdKQxNmFpVGiQ6x0til9fLFu7R3+RNpDbvIDZAHQDzLtgmeK1LQmsZ4hx0/WInRPYdsdH/IZfbbwsg/yLwB/btv15SZJ+0bn/C/4dbNv+E+A4FIz9CfDffbv8Ddu2f+sl38c3FLIs0/GjNuk/lpich5oaiLl6Y1+grBigqkIjZds2N67liSVUBoeCOzRMewW2uz3+UVnkvCUXgmH/dhcFFtlQC3rkooI91Rf1F/SI3uctsMvxOPS/A6MfQPMxUOLFhl5ayOd3uLtqovaArYO96FwMmrDtykKJDxWbBWq/3yZp28z+rowcgOYmyuuQfYzU3ESeyRmb4+fC2LJcNKTHtcndmGE3WN6dZd4ZTAerNGqH9pOa2WD98kOC+9sF+5TNkb0zik6A8MF9BKIJRF90UT9Qtu2ba69uYKGW/Llwb/echpkHsPoAqp1AtTQwdvcvJxsuW5xH+YQ3DKQXwWwFerDt+jI7vbWo2CsQ+tOOtPG/CR/b2ADBIN7v2ZfQujrkfDbP9es2zd1BTvaphT7Grm22dKjUdUR4fCfFVjpL52AtiuxJqBRMtlMmz26tktyXJHmgnuIOF8V9ygGSR9rIGjIrVx5gVydQEB0stken0TezSHUNVA0eKrSKtCleqZUHT2LdewgbaWjtK05qFV8rxVJSqb4VAjG48+tQ1QVqDDoGPQ2yP6GA4mDbPX7RCS/9BlQwj3vkgbQN2QagE8tqfa1lFHvhZSOH7wY+7dz+NeDLlBhvCb4f+K+2be/Vc+u1ReSbhBGvfklicg6aG8VvVmR03n4z0xaTM3mOnpZBU4sC4yKN0q4s8YuxzM9jka2FdYINcTFJD1+Rnv+2z+GCj5UylLJSkqJflJ9d1mQ4+A48ug5VzRDcJUMuvQ0vHiRbG2BugR3AzrS9wBPeSlRs1oEkSbR+j41+WWJqHqIJqCmVXQCGYfHhlTxNXRpnh0U/VX/Fuz/A3U236G4rxzIDRdskK096YYvt+ZSY2EUANaiw8sVrrF56SPTCCaKfPUWoqRkDRThZ8K4LvoI98Emj3NaLABkdAsrO4NaveWw9CMvTMHcNmk/vDIzd/d3ioVKUC5L9tmybYM45HQrqse2XKTx4Y1GxVx8Sf9qRNv6BRH4T2jq8NqqyTGFq7dP7OqvZIGfOq4geyMWSC38i2n0kStoIMPrhGlp1hKaDCRQsZu6toesSfeebEUNFiov1/MG2uZVifTJFPm+TR0MLq2wvrjD9G5eIDDwkdOIg0bNHyMuhHUH2jqT28AGsJ7Pw5BZ0HcPZsTio9dufbcPETUjr0HceFp5A8uDO1aFSWWNpwFyK0ugwDGwvg5xFrMi24bVqfDPxsgFyo23bc87teaBxr52BHwb+Wcm2fyBJ0t8B/hj4Rdu2czufBpIk/STwkwAdHa82jZ/8rE0SmH1Pwt4Wy7gAlgVXL0J1i8GZ4TBi2EAxswTFxvu1ZJGtxVUCh/cVHGxpj0gQMouyBXsuK1W6dFuuYM+fnfacEszU9hYk+4v3cbWL5TTIewXJxjyCro5jr77ZBvsJ4Otis6+TvWrnRFu4zWsSk7NQ3+w0U5Fh4gnMbsHZYbADto813ll051qkZOmszEssz6fIo2EQwEAh74yy1VGxUMmjkpeCmMhkCWKhFMZUBxsTJI61Y8liWt/y/QVih1vRupsxLQkyabLX72MikZdCWEgYShD58EERGPtZKf8wAnfVZ30OGpqKA+RyiW5dG8hRmHgP2i+A6vRXLSqslT5acZ6WEj1XLQVr5c1lnz4hVHxsGTR9zpE2flkhXCWUfHYe0mm4fg3aDkDXEdnxqrsnp67vNTIQiSmszG8zemWDqQcpDnyuHa2mirkbC+iICXx5VExUcgTJo2EioxNArgpT3d2AGYlhopJa1dEz87T+8DsQjWJWVZG78VBcC2yJvBTEQsbu7EKpq9+Z1HZ3iBnaty/C0WHHH0rFAXI6BWP3nXZwR8FypurVtMHoFYi2QtDnDwt2noZgqNjHlrNf18ZtC/IzDnNch71e90l9ja88nhsgS5L0R0BTmYeKRp/Ytm1LkmSX2c89TjNiWPcf+Db/TYTRa8CvIDLjv1vu+bZt/4qzD6dPn971dV4ltLzrVM9fDjA2Dpk8nB4CKQQ5U2h5ivslPp9FfnGW+fnBtGIZBFSK2C+g6Lab4fodbqGNFBQX7Pmz0HJO1w2aWw/C3BTMXYf6U8XPDeA48jIntIh9MkCfExorpRF7UnvRr+WNx6tgs6+jvcZPi+r5pWsSY4/h/etw8BAk2+HedYO8pmCRE/34schjohPAJE+eACY6BgF0KUB1Y4ie47FCgCuWVMVoWxNlx2jq8uOqbba2MqzfGSOyvwOlroblG9PEj/WxfPEJkYFerEStI68Iougm23cfYVoShhXANmWsnIZc24xV0yU+pFuwl16F7nZRgFOuyNZ/O56A3mF4+j7UnQQ1WmyvkuXV1u1VnJdfgnwO7CrsyUoi6+JVsFfn+K+VzcqyTMdnbdL3JSYn4OI1uPsEDgwISe7MYh5DBZMseTQsx17z2JjoToCbwyBAoEqltTdGy+EE+3ISN/54nVBEorE/ihoJFo2Qd+00TXjHNh2T5ZvTENCoGepn7cYEoRN9bI7OYkZCxA72FF0LMmMzGBOzWJIGloydCyDJQcEcN9SAdgKufxn6z3kM8sIkzC2AGoZDZzytsJ9A6j0L0/dA34aYMybaDXiz0xBv8ya+u9hRN5AGawUMCWu87a1MZJ8bINu2/c27PSZJ0oIkSc22bc85xrm4x6F+EPgd27YLw7x9mXFOkqQvAD/3gu/7tYGqqnRcsEk0SKxvg7ENIRUURbSi2bk8+zwW+fks804WuXwwLTlT9MTxvOj2eQV7BRYZnl+wV87pGkB9u+iPN/FVaD0PAd/kH43df5nqFmQ3wFawb7W/wDfw9qFisy+H+tM2NYZBU1OAYBzqWiAXlDFVG10JiJoVAo5jVMs4STfY9RjncjKL3Wze3bZ8dx7DgNrh/c7xQbYNArJN8sJBNkbGoEFHbWsWx9AUwsf3F5yvainkskGYXMC4dw1sFbKqmLo1MQo9h0HWytuqf9VHRVy0+t+FJ1dF4V6gWTwWQth9aQGfC9uC7VlHilGH/aCiLy5FxV5fDpFDQtr4A3GJrAlNLWDHwFAs9CDOmHjZl5wGnPHvis923XHUJqszBvvPVqPVxhi7sYZuqbSdaiz46d1sd3s5w9roEtXHepCjUXRMp2+5Sby/ha3ZLTLX7qGdPuo8RyHc00qOIAoKuqWBoZBdt1Hv38TIBcCQIRqH//a/w+Y2mIaYqDcwuEO6ucPXth2GpUlYHIGGkx7BZG+Llo6lumP3+foK5DKghLHvvt0+9mUlFr8H/Bjweef/7+6x759FZLMF+AxfAr4HuPuS7+eVRXy/w049lljYgOZOC0UVlbbfKBZZvJ65MxD+Whbs4fsfT0DXEIy/B3WnIRCFvOUV7vkz4uwiZHUgin2xwj69BCo2+wJQVZXOMzapRYnJKYgmLUINxfayV4FdOf1xuWI+93l+XeP2eo7le5NED7YRSFYXtXxUnJE9KibVJ3vYeLiA/vApyoH9he1Qom3saMRuaMfIK1i5oKgf0E2YGYWULirSTcTI2qo6SHaWXw0C6ByEufugp6DK6Qrjl0S5umNjG/JrkJOxPqjIKF4CFXt9QTQcFaT35KiEsQWN7f6OUc+XWbj7ZNazJLui2Jh0nkiSydqMX14gVBehuk8oXEqT2rWRCcxwhObz3eh4w4LA63ATbklgR6tIvXed0IUTKLKnhwbPxwaiQeSTA1gZDWtLhzuP4dAxuPgerM2L7hhLCyLRtRVoPAyBklCuULzXIYrip9+HlmFQZFHsV7raY9uQmhW9kpUk9pVaKnj5APnzwG9IkvTjwAQig0WSpNPAT9m2/RPO/S6gHdER3o//Q5KkekQL4ZvAT73k+3nlUb/Pps62GXsiQyBPskt4oq8Vi7x3MG0V2C0XO4r0/Lc/qYI9/75hFfZ9Gp5egWinaFoea3CYZFMYrSlBoB779ytFPJ8AKjb7ERBtsIk2wMyCzOpYnkSHjBp8UYe7e7eK3Xoiz99ewpIUms53O0xwqc16FfMGCtEDraSm18leu0vw9EAh0X5uwV5Qhf1HRBLqX6JdnIdnI0K6lHf6oOYkaDgEqqNbbD4EK5OwfAPqThQXD2WXIZcFK4L9XyuJ7CeAir1+RHT0C2njk3GNULVNdcPzO80U2alkEpC9QlwtFKTvXB1LCwZTl2eI99QRalDQ0NlYMFl9Mk31iS7kSNh5js8fS1YRARaMh5EvHGbt/VsEjh+AeO3O96Ea5CfmkaeXsNQInDrltNJRIVwN6xnYNyD856YOz+6KhDcnCXs1bAg3CQ0yQCwBXefg2Vchedqz1wBgZITN6hLmF1uQ5VLdxduNlwqQbdteAb6pzPZrwE/47j9DjF0p3e+zL/P6ryskSaJ3n81yRmN60iIck4nWfK1Y5N2DaX+GC8VB8delYM/PLnedhZl7sPQUWj4lxtDqMtavv53ap68VKjb78dDaaEEjjC6EyeUt6lvzmNLzHW65nsjlRk9vreosPpwlcaidQCImWrbhSZ8UDCzDQJLloucBhNtqkaNhNt8bQbtwWpBEPlbKHRtf6GVuKF7LqNJl2YYmSDZ5PVPzQMaCyfuQy4nA2ZQga4Mswcx7IIWFveYAtRb7t9+eIp6vNSr2+vGgqioH9llMpcJMT1pU1doEq3bvNFO6klrOdpONQaoa48w/3mTx6RamJCPXJGg/34bu7FXqj2U8H1tYnZVVEu8eZfPqKFZzDqWtpWCv9v372Ns5lEQ78tnjgkV2k1oF6O6FmQV4cAUOnoWIBvuPC1v1J7uz0zBzXdhqznaK4GOwNAK5tFjdyW6DEcL+jbdbRrEXXpZBruAlUBfWqeuA8c0o05MWiXoDJbw3i/xROl48j0WWfc9xjwXFRXpf84I98I3DbIDUCtgW9r+qsE8VvHrob8xgWRY3phNo4TzRuuc73HJssf/29K1VLEWlfbjd0S+Xl3Jsz64TaYoV2bK7TzARIXbhCFvvX0M5eQw1qhResyyL7I4JLCeBKpVGaTJ0DXhBs4FYnl2ZgvUJIIb1K6criWwFrxzaoxnao3BvOc7yikl9qwHK81Z1hFTDv7rqT2q1qgDSfBZkDSmbLexbTmYl2yUt3fCIqKrBQ6TuTZBd38ZM6+SlIIGD+1Cj1eR0DdMwPRIqlYeQUy/Q2AiRGNz8Mhy44BXe+qO5hjZItnmBswFkDBj9EuhrIAew/03Fxz4PlQD5FUB3PEV3HG4tJkkv6TS2B1Ck3QLb8gU93uO7s8ylxqs4U/SgTCDs4GtesKdbQkaRsSFUj/1r7778Ca2ggq8hZFnmVPsmo+kGZiZNojUSodhH74mcXd5m7lGKuiNNBGJhcpg7CmzBs0d9NUX0aL2TZxbXCZgoBGSb6nePsX71MXJrM0qLcIClY+NlxcBSLdEtBieo9RfXlZNG+benViCVBi2C/R+/9xM6qxVU8LXD4bpNbNvm6mw9tqxT3RzedVUHin2p+6hk5Xl2dZlQsoq+d5rJoZFOWUxdGifYVE2kWxSulnaFKsdOA5jzi0jpbbLXnxA8fYTw6UMUZFWlSe3yNLQ2UmjVGIvAiXfh1kVoPwyBmt2TXTsHqSXIgvGFb0JRyjU9rqAcKgHyK4RjDavYts3F6SYImiQaXpZFNvdkkcVzXQe7SyD8tSrYM7ZhdQ1MCet/qRTxVPD6oT+ySH8HXFttZW7KoKZJgcDuMgq/JnlsZB0lrNE93IjofFGa9Ko7HKuKRUC2fINB1B32a6IQHTzA9r0JrG0dZV9PYeXHn9TqsunZq18aJV5o523bhs1ZsVwbTGL/vUoRTwWvFyRJ4kzrMvf1NmYnDUIxiWjNzlUd2d5JQi1N6yxNZuk63QhasFAbEIwG6R5qYmFaZ+HSONH+FtSkUkhqFcf7+hPZ3INxMlsGckMtVYOHsFQNuauZ7feuoFwYRJF3rtSSXofOHkfG5HygoAwnLsD9GxDaglqnd7Wb1G6vw2YKTA3771TY4o+DSoD8ikGSJM63L3Ar28ncZJ5wNUSqS1mpT5JF9mmjKGakXrRgr6BthOcX7K0uQzoDVGH/XMVoK3j9cTo5A0n4o9leLPLUtOyUUbg2tjWfZ2Zcp/VYHWokuENr7E9qodgeJbs4qfVLokrrCkKHe8lMLpIduY96UrSV8rNSqmJglJNGlbJPVhbWlyEL5v9cKeKp4PXHIW2aQx1wcbOPuck88XoJKewN1AKP9ZWsPI+vrBNtitA3XI+JVJBA+RPgmrYokbZaFu8tsz26QvJsD8gKbtcZycixNTKJjkZofzvBg0nc6XwKJkpNNZHhI6Tfu4I0eBKlKk7RSq1iYKmmo0cuSWoPnYDHj2D6vpgxsDEHeROURMXHviQqAfIrimOhCeiA99eFEVc3SijB3Yv49mKZd2OR/QUEUJ6Rco8ttilFt0uXgYoK9gyfARs2rM6Iwp6qOuwfrRTxVPDm4ZtbnnLJGGB+UkergmhtMRv88OoWWjzIgaFaRC/lnVrjciwy4DxazETt3Ke4QDDc0YAdTZN57xLSheGigr08vi40rjQKPPZpcxXWt8EOYf/lipOt4M3DcPwJxOEPFg+SWdKpaw+hSCay4+NWJ7aYn7HoO1OHqYaKSCgon9Q2HK4ja6nMfTgG0Sj5lRTrVx9jqwGqT/cVBgeZvmOIblIGqCrhT58hdfkOUlcnSlOrt1KrWMgB0+tC41+pzQPtXTB6G2aekP8L3ahqJbT7JFA5i684LiSeQAK+OD+AaWSobq1ClV6ERd79cS+YtgoBr7sdygTCJReEwm2ZgsOFkoI9VYVMGhZWwJSx/kxFRlHBm48h9S50wB+mTrAwpROuVdhY32Zq3KTnVAI7VIWJiZ41WJ7JkN4yCyNrxbQvBd0ZSZ0hiO3cN5FZv7+CacvothhVbUoyoYFeFC1clkU2UQkmY8jnBth67xLKmROooYTYx3G4RUmtDazOiV7kgQT2Dye/Ieewggq+nvhcwwNs2+Z3po8hazayZTJ6cZVEa5hDw9WY2GStPOuLGZbnTUyreFy8iRgjn5cC5AliIoEsM/+lh6w9WabrR89j2xKpm0/RWupRmkQv5WL5lOdjo+eOkL47hp3KovT1oqgGhmphU6a16tYGrGyCGcD+ydPfkPP3JqMSIL8m+Pamu1iWxW9PnUQN20TrdzLCH5VFloWbBZ4TCFNszEWGrXpMc6Fgb2kdtnIgRbC/rdJCpoK3D98SvQFR+E+Lp/jwv27SdSzO7IMt8mQxUbACQarbotT1JjBRisbPuhO+/OOnTRRMS6bmZFthn6yhsPFgirxuk5e84FqqTRDobPOSXE2j6tOnSV+5i9Tdg1rXiKRayKopklozDYsroAcwPtNcKeKp4K2DJEl8X/tt/iB7jvH/tkldp83Wisr6ymohgQ03xGgfiGOpIcdmg0W2myGMgcLiky2M1SyH/oezLI+ukdvUifQ1E08mWJ/cJDPyCBMZww5goJB7vEDoSA+okYJf1Qb2YT+bJ3/jNuqxExiqieQSUYC1ugRZC7RExcd+DVEJkF8jyLLMD3Tc5PfTwyxOZgnXQDAW3BEMv4hWWcEAe+8ivXIZrv+2iVIo2DPyCvLiFHZahXg99rHGr89JqaCCVxjf13Cd7/3LNv9uZhgUlermSIljff6yrbivFEmiDBQCqkTNkbaCg3aPmVncIj0yimnLmJJC3g5gSgqBowfQn05jp9IoigGpVZSVHJYdwz7X/Q04OxVU8Grhc6HLfO7H4LfWL5DaglhjGElzZREKOeSCjy2t25GzaeavLxPubiTR18bys03iLXHko0kWR6ZQUzliHS1EOuqKrwEW6PefkrdUTEvCRMVARWmox25vJnfpCmowgmFnseaXsbMa1HRg94a/kafqrUAlQH4N8Z2Ri9AB/3H1U2xMZqlullAC3tjK3QaOlLLIbiHRbt0qnl+wZ2Jnc+iLW8iGwub+45UingoqKIEkSfz5tkv8tv4tLE1mCMQswjXhHfb1Ilrk0oS1XM9yraEGpaGu4IA1VLKWSvb+M2TdInvtClJLK3bXfvQjh74BZ6SCCl5tfH/ifUjAr81/Gt0wqG5VQPIN4Cnxh3Oj62Q2TdrO9zorQGCspqjuqMHApOFkO8uPV9l+MEnVwY4if6soEDzaV/DIOYJoKOTmVslPTiNl0+i3H6HUN5M9dOwbdEbeTlQC5NcYP5z8CiThV2c/C6SItlS/MItsWRay5AXJsEu3CsoX7OlrKexUDisUY61j8Ov4qSuo4PXEn9H+EDrg1za/leXJNFX1QNjrx/o8Fll1agaKE9adqz3l6gdUw0JLRMihsfajf61SxFNBBS+AH2v6MpZl8S+n/hRKRKOqzhvAY6JgprM8u7VJTW+SZH8NJjo4K0OKZCHLcsEua/bVszm7ydrVJ8QH+wFh68Kud7ZWRZYINFQj9Xax+k0/+o34+G89KlfJNwA/0fIlDMPgf5v8dgLRIKGSPozlWOSt1TyRmqCzT7Fj9d/2G6xhy1izc+StAGpNDePtn/l6fswKKngj8GPx/wpx+OXF7yC/tEV1exRFKtb6l2ORd3adKd7H3VY08nojRX4rjxmo4lnbjonFFVRQwXMgyzI/3fFH/Jv097A8mSaUtJCjURYfrLCdkegdanaY353+s3SVKNJSgxyLsvqVO1S9c1RIFH37y6aONbtGXgqiNDTxTDv+9f2wFRShEiC/IVBVlb/a8Qf8y9T3sTKVJlwLUiSyK4ucnV0nfqAJswzbVMpmWTmd9FIWC5nbzd9bKeKpoIJPAP9jw3/Btm1+afq7kDSDcGN1UXDrBstuUqtI9g6HK26XGfIzv4hhSBBP8LDtO74xH7CCCt4g/OXIf4YO+H+tfj9z789R21dNw8EERkkiqzksskxxL3QQAXMoFiD5zgGWL94nfKRbJL6pFLn1PJYS4G7b91Q6Pr0iqATIbxj+h+h/gij8s+UfRF/aIN4WQ1GKu1do6EhGHlVTkUqWdcFzuJn1LPnUOoYW4XrbD39DPk8FFbzJkCSJn2n/fX45++dYn9xETVQRiO8cEqJiIkk7x9b6WWQ5nyOzsEIeDbWxgSuBb/2Gfa4KKnhT8T8nfwsuwOdnf4it2S3CLYmyq7CyLyiG4lqD/397dxhbVX2Hcfz747a9hVJKS0GYF3QkbsYXS2bIYrbFF8MXiy/UZMuyLJkQkElYRhaMhlhMiJlusHdmMzCVzC2GwXyzLtuy6GTZK3UsmeJcNtGEQqm2Cr0t1Pbelp8v7kk4Lb20vdyec//3Pp/kpKf3nDTPubdP+r+n/3NP8xJnzde/QN+f3qapuxMvTvKv3HeSPxi5Lg2Q69Se7uP4Kuep/u/hTVdoW3v1Ir6rHwU3++2lCwMfU5hqormjnVdy21I7BpFGsav1JdgAP7/4fS6cGaVt7Qoy2emDYePam4VkmKI48ikTI3kmm5ZyIrcjzcMQaRh7P3eMZ4rbyPflySzP0tzVMe0scnxu8bRrBK4UGTtf+vi47s1f4q+tOvlUqzRArmNmxr7cUQ4WdnKxb5TmFUtpWVma4dhMcdo8qanCJJcHSze+zK7tprdJA2ORpD3a+VvohP0DWylOTrA81wFG9Ad3+hzkS4PDjBeWsGT5Mv6c251mbJGGtLv5CGyAp0d3cLFvlNbuNjLL4vcRuDr9onh5gssXJilmsvTevEfTKAKgAXIDeKzlEGyA/SO7GO4bIbumHSgNjMfyk4yPjlJsXsrx3L6Uk4oIwP51v2Zqaoqesz/AlmVp7W7C3bGpAmPnxyhaCy2ru3gp++O0o4o0vMfbn4N22Df0MONDBdrWd9LkpTe1o0N5CuPOlbY2jq9/PO2osgAaIDeQ/SuehRXw6OCPKAx/ysi5PJn2ZRzJPZV2NBGZIZPJ8LMNL9BzeQ/DfSNcGb7E2EeXeC53QGefRGrQT1Yfxt15pP+HjA9PMHIuT8uqTg6vfiLtaFIBc/e0MyyYmQ0BZ9LOMYdu4OO0Q1RAuZP3RXdvTzvEYlFfF1WouSHc7HXdVwiis6H+7kC42UPNDRV2NsgzyO6+Ou0MczGzk+6+Ke0cC6XcyTOzk2lnWEzq6+IJNTeEm73e+wq139lQf3cg3Oyh5obKO6v7AouIiIiIxGiALCIiIiISowHy4vlV2gEqpNzJCzl7vQj1NQg1N4SbPdTc9STk1yDU7KHmhgqzB3mRnoiIiIjIYtEZZBERERGRGA2QRURERERiNECuEjPrMrNXzOy96Gtnmf2mzOzf0dKbdM5Yjm+a2f/M7LSZ7Z1le9bMjkXb3zCzW1OIeY155N5qZkOx5/ihNHLOZGZHzGzQzN4ps93M7JnouN42szuTzthI1NfkhNhZ9bW2hNbXKEuQnQ2xr7BInXV3LVVYgIPA3mh9L3CgzH6XaiBrBngf2Ai0AG8Bd8zYZxdwKFr/LnAskNxbgV+knXWW7HcDdwLvlNl+L/AXwIC7gDfSzlzPi/paU9lrrrPqa20tIfU1yhFkZ0Pta5Sr6p3VGeTquR94MVp/EXggvShz+gpw2t0/cPcC8DtK+ePix/MysNks9fvbzid3TXL3fwAXrrPL/cBvvOR1YKWZrUsmXUNSX5MRZGfV15oTUl8h3M4G2VdYnM5qgFw9N7n7QLT+IXBTmf1azeykmb1uZg8kE+0aNwNnY9+fix6bdR93nwTywKpE0pU3n9wA34r+hfKyma1PJtoNm++xSXWor8mo186qr8kKqa8Qbmfrta9QQWeDvNV0WszsVWDtLJt64t+4u5tZuc/Pu8Xd+81sI/CamZ1y9/ernbWB/RE46u4TZvYwpXfo30g5k6RAfQ2GOivqazgapq8aIC+Au99TbpuZfWRm69x9IDptP1jmZ/RHXz8ws78DX6Y05ydJ/UD8XV8uemy2fc6ZWRPQAXySTLyy5szt7vGMz1OauxaC+bwmsgDqa+p9hfrtrPpaZXXUVwi3s/XaV6igs5piUT29wJZofQvwh5k7mFmnmWWj9W7ga8C7iSW86p/AbWb2eTNroXSBwMwrfuPH823gNY9muqdoztwz5hTdB/w3wXw3ohd4MLrS9i4gH/uXolSf+pqMeu2s+pqskPoK4Xa2XvsKlXQ27SsP62WhNHfob8B7wKtAV/T4JuD5aP2rwClKV4aeAranmPde4P+U3l33RI89CdwXrbcCvwdOA28CG9N+jueZ+6fAf6Ln+ARwe9qZo1xHgQGgSGnu03ZgJ7Az2m7AL6PjOgVsSjtzPS/qa01lr7nOqq+1tYTW1yhPkJ0Nsa9Rrqp3VreaFhERERGJ0RQLEREREZEYDZBFRERERGI0QBYRERERidEAWUREREQkRgNkEREREZEYDZBFRERERGI0QBYRERERifkMUwulC1OJyAQAAAAASUVORK5CYII=\n", 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