{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Geometric multigrid solvers\n", "\n", "In addition to the full gamut of algebraic solvers offered by PETSc, Firedrake also provides access to multilevel solvers with geometric hierarchies. In this tutorial, we will study strategies to solve the Stokes equations, demonstrating how the multigrid functionality composes with fieldsplit preconditioning.\n", "\n", "\n", "## Creating a geometric hierarchy\n", "\n", "Geometric multigrid requires a geometric hierarchy of meshes on which the equations will be discretised. For now, Firedrake supports hierarchies of *regularly refined* meshes, which we create by providing a *coarse mesh* and building a `MeshHierarchy`. This hierarchy encapsulates the relationship between coarse and fine cells." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "# Code in this cell makes plots appear an appropriate size and resolution in the browser window\n", "%matplotlib widget\n", "%config InlineBackend.figure_format = 'svg'\n", "\n", "import matplotlib.pyplot as plt\n", "\n", "plt.rcParams['figure.figsize'] = (11, 4)" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "from firedrake import *\n", "\n", "coarse_mesh = RectangleMesh(15, 10, 1.5, 1)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Having made the coarse mesh, we create the hierarchy of meshes. The second argument tells Firedrake how many levels of refinement to use. Here we refine three times, so that in total we have four meshes." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "hierarchy = MeshHierarchy(coarse_mesh, 3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The `hierarchy` object behaves like a Python *iterable*, so we can ask for its length and index it to extract meshes on a given level in the normal way:" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "4" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(hierarchy)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "finest_mesh = hierarchy[-1]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Grid transfer\n", "\n", "If you want to control all aspects of the multigrid cycle, Firedrake offers the necessary building blocks. You just need to create the relevant objects on the levels of the mesh hierarchy, and then use provided functions to transfer information between levels.\n", "\n", "Firedrake provides the three functions, `prolong`, `restrict`, and `inject`.\n", "\n", "- `prolong` transfers primal quantities from coarse to fine meshes.\n", "- `restrict` transfers dual quantities (residuals) from fine to coarse meshes. It is the dual of `prolong`.\n", "- `inject` transfers primal quantities from fine to coarse meshes.\n", "\n", "Most of the time, there is no need to access the interface at this level. Instead, it suffices to define the variational problem on the finest level of a mesh hierarchy and then drive the solver using PETSc options. This is the most flexible method, which we now demonstrate." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Exercise\n", "\n", "Create mesh hierarchy of two levels on an interval mesh. Create a piecewise linear function on the fine mesh and interpolate the function $f(x) = x$. Now use the grid transfer functionality to move this function to the coarse mesh (using both `restrict` and `inject`). Do you notice a difference between the two outcomes?\n", "\n", "- Hint 1: You will need to create a `FunctionSpace` on both the coarse and fine mesh.\n", "- Hint 2: use `x, = SpatialCoordinate(mesh)` to gain access to the `x` coordinate on a given mesh." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Problem setup\n", "\n", "We will solve the Stokes equations on a rectangular domain $\\Omega = [0, 1.5] \\times [0, 1]$. With constant inflow and outflow through two \"pipes\" and no slip boundaries everywhere else.\n", "\n", "Our problem is to find $(u, p) \\in V\\times Q$ such that:\n", "\n", "$$\n", "\\begin{align}\n", "-\\nu \\nabla^2 u + \\nabla p &= 0 \\quad \\text{in $\\Omega$},\\\\\n", "\\nabla \\cdot u &= 0 \\quad \\text{in $\\Omega$},\\\\\n", "u &= u_0 \\quad \\text{on $\\Gamma_{\\text{inout}}$},\\\\\n", "u &= (0, 0) \\quad \\text{on $\\Gamma \\setminus \\Gamma_{\\text{inout}}$},\n", "\\end{align}\n", "$$\n", "where \n", "$$\n", "\\Gamma_\\text{inout}(x, y) = \\{(x, y)\\, |\\, y \\in [1/6, 1/3] \\cup [2/3, 5/6], x \\in \\{0, 1.5\\} \\}\n", "$$\n", "and\n", "$$\n", "u_0(x, y) = \\bigg\\{\\\n", "\\begin{split} \n", "1 - (12 (y - 1/4))^2 \\quad y &< 1/2, \\\\\n", "1 - (12 (y - 3/4))^2 \\quad y &> 1/2. \\\\\n", "\\end{split}\n", "$$\n", "\n", "We will use Taylor-Hood elements. In the usual way, we multiply by test functions and after integrating by parts and incorporating boundary conditions, we arrive at the weak formulation, find $(u, p) \\in V \\times Q$ such that\n", "\n", "$$\n", "\\begin{align}\n", "\\int_\\Omega \\nu \\nabla u : \\nabla v - p\\nabla \\cdot v\\,\\text{d}x &= 0 \\quad \\forall v \\in V,\\\\\n", "\\int_\\Omega q \\nabla \\cdot u\\,\\text{d}x &= 0 \\quad \\forall q \\in Q, \\\\\n", "u &= (1, 0) \\quad \\text{on $\\Gamma_{\\text{inout}}$},\\\\\n", "u &= (0, 0) \\quad \\text{on $\\Gamma \\setminus \\Gamma_{\\text{inout}}$}.\n", "\\end{align}\n", "$$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Implementation\n", "\n", "To make things easier to play with, we'll wrap everything up in a function that we can call to produce a solver." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "def create_solver(parameters=None):\n", " coarse_mesh = RectangleMesh(15, 10, 1.5, 1)\n", " hierarchy = MeshHierarchy(coarse_mesh, 3)\n", " \n", " mesh = hierarchy[-1]\n", " \n", " V = VectorFunctionSpace(mesh, \"Lagrange\", 2)\n", " Q = FunctionSpace(mesh, \"Lagrange\", 1)\n", " W = V*Q\n", " \n", " u, p = TrialFunctions(W)\n", " v, q = TestFunctions(W)\n", " \n", " nu = Constant(1)\n", " x, y = SpatialCoordinate(mesh)\n", " \n", " t = conditional(y < 0.5, y - 1/4, y - 3/4)\n", " gbar = conditional(Or(And(1/6 < y,\n", " y < 1/3),\n", " And(2/3 < y,\n", " y < 5/6)),\n", " 1, \n", " 0)\n", "\n", " value = as_vector([gbar*(1 - (12*t)**2), 0])\n", " bcs = [DirichletBC(W.sub(0), value, (1, 2)),\n", " DirichletBC(W.sub(0), zero(2), (3, 4))]\n", " \n", " a = (nu*inner(grad(u), grad(v)) - p*div(v) + q*div(u))*dx\n", " L = inner(Constant((0, 0)), v)*dx\n", " wh = Function(W)\n", " problem = LinearVariationalProblem(a, L, wh, bcs=bcs)\n", " solver = LinearVariationalSolver(problem, solver_parameters=parameters, appctx={\"nu\": nu})\n", " return solver" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " Residual norms for firedrake_0_ solve.\n", " 0 KSP Residual norm 1.021257383821e+01\n", " 1 KSP Residual norm 4.151410612505e-12\n" ] } ], "source": [ "solver = create_solver({\"ksp_monitor\": None})\n", "solver.solve()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can extract the solution variable from the solver object and plot the velocity and pressure fields.\n", "In previous notebooks, we've seen how to create multiple subplots, arrange them within a figure, share the axes, set the aspect ratio, and add titles.\n", "Here we're also taking the output of each plotting function -- a set of streamlines from streamplot and a set of colored triangles from tripcolor -- and using them to add a colorbar to each subplot.\n", "When we create the colorbar, we also need to tell matplotlib which axis to draw it on.\n", "Finally, we're adjusting the size and spacing of the colorbar to make the result look nicer.\n", "Steps like this often require some trial and error, but they're essential for making publication-quality figures." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "6795ced4cb574153b229e1a73ebfcf04", "version_major": 2, "version_minor": 0 }, "image/png": 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QBEEQBEEQBEEQBCEByWEiCIIgCIIgCIIgCPOQrVu34rzzzkNOTg7y8/PxyU9+EkNDQ3HTfP7zn+dy3BaLZUyP57179+Kss85CcXExrFYr6urqcNttt8Hv98dNR6XH6+vreZrVq1fjySefxEJHQnIEQRAE4RhOSOzz+ZKe3mw280eSIAiCIBzrZMI7tKWlBeeeey6uuOIK3HXXXRgYGMAXvvAFXHPNNZxDT8u1116L119/Hdu3bx+1HJPJhI997GPYsGEDCy/vvPMOrr/+eoRCIXznO9/haV555RVceeWV+O53v4tLLrkEDzzwAC677DIWbFatWoWFioTkCIIgCMIx+qFXW+1EW0cw6XlKSkpw+PBhEU0EQRAEHOvv0DKbE72Y23fofffdh6997WtobW2FXq8Ej7z77rtYs2YN9u/fj8WLF8dN/81vfhN/+ctfsG3btkmXfdNNN+HNN9/Eiy++yL9JlBkeHsbjjz8eneakk05ij5V77rkHCxXxMBEmhZRFUi+zsrKg0+nmenMEQRCEJKD2kMHBQZSVlUU/orRQqxiJJYffqoYra/II3YHBEGo3HuX5RDBJDnl/CoIgLNx3KIklv7HWwZ5ElosRhHB12yF0dXXB5XJFh1OIDHXTxev1sueKdhttNhv3X3rppVGCSbIcOHAATz31FN7//vdHh7366qssomjZvHkzCzALGRFMhEmhj73Kysq53gxBEARhGjQ2NqKiomLc8Q6n0k1GUPxRp4y8PwVBEBb4O9RogENnmHQ5urDiiZL4TvjGN77BXh/T5eyzz2YR44477sCNN97IHiA333wzjyOvk6myadMmDrEhIYZyofzHf/xHdFxbWxvnONFCv2n4QkYEE2FSqGVMfWBoFVFBEAQhc6E4ZvowU5/h4xFCmLvJSGYaIR55fwqCIMxPkn2H6kx66HSTe5joIlkwEt8H43mXkOjx/e9/f8Jl7t69GytXrsRvfvMbFk1uueUWGAwGTvBKQsZYnjGT8dBDD7FnDeUw+fKXv4wf/vCH+MpXvoJjGRFMhElR3Yjp5pYPPkEQhPnFZKEgIf5vcpKbStAi709BEISF/Q7VG3TQ6ycPudSHpvY++NKXvsSJWyeCKtkQV111FXft7e1wOBy8zXfeeWd0/FRQPWBWrFiBYDDIXia0LSTEUA4WWocW+k3DFzIimAiCIAjCMUwwHOYumekEQRAEQYihM+mgS0Iw0UUEk2QpLCzkbiqo4TL3338/5xqjUsMzzcPl9/u5T4LJySefjGeffZar8Kg888wzPHwhI4KJIAiCIBzDSEiOIAiCIEwPvXFqHiapgMoJU+4Rp9PJAgaF0nzve9/j8sDaJK5DQ0Ocb8Ttdker5JAnCSWN/f3vf8+lhVevXs1hQlu2bOEQnyuuuIKHE5Qj5YwzzsCPfvQjXHzxxXjwwQd5OqrUs5ARwUQQBEEQjmFICAmKYCIIgiAIGeNhMhXeeOMNTh5Lgkh9fT3uvfdefPSjH42b5rrrrsMLL7wQ/b1+/XruU5njmpoaGI1Gzpmyb98+rhBUXV2Nz372s/jiF78YnYdEmQceeAC33XYbbr31VixZsoQr5KxatQoLGRFM5hH/+te/OAPyW2+9xVmPH3nkEVx22WUTzvP8889zEqCdO3dyTBpd4JPFwwmCIAjHDuJhIgiCIAjTg3OYGJLwMAmmTjD57W9/O+k0ZBNOBHmSUDcZl19+OXfHElNPnSvMGVQmau3atbj77ruTmp4UQ3KXOuuss9jtiuLNSF18+umnU76tgiAIwvzKYZJMJwiCIAhCDJ1Bl3QnzE/Ew2QeceGFF3KXLPfccw9qa2s5zoxYvnw5XnrpJfzXf/0XNm/enMItFQRBEOYLVPsmuSo5giAIgiBMy8MEIpjMV8TDZAHz6quv4txzz40bRkIJDRcEQRAEgvKXJNsJgiAIghCD8pck2wnzE/EwWcBQFmS1vJQK/R4YGODsyDabbcz5vF4vdyo0vSAIgrAwCYaVLpnphIlJxfuTSjo2t7RwEj5C7et0Ov6bP8HDYej1ei79qFO/yXm6MHRhmpb+Uv7mGWhcWJlWB1oO/R2ZMTou9pv/on9onbwO/qEsM7qlvGDN3zwz/0/TUw4cZSjNp+yHug5aZXQdke2hdel0eoQi2x9dA+8XjYutjefX63nbkLht4YTN4Z2OHDtaB3lPabYlduwi61BD0dT5IhukzBfbbu22xR8CZdkJmxFZBa1DF3dOY+dYWT9vW+TvxHFx80XOjXpgeP91sXZR7X7EtjVybuj6iVu3OqluzPnit5OaX/Wj543Mo04/aj4+aZH9j2y3dvyodSgX4KjrX/2bj1WI5otedpFjpgzQnsbE5SinVFk+TUj/Kcc4ci3yGdDuT+w6jc6nbiuvTnvBRlYavcjVC5bmB8iGpuMfvYiiozXHInFcZNl8GCPXAu+Hem/yrmluHN7W2OWtzKsuN7aP6n6q11z0WRH5e9S9EtmPuPsmYf105dNlqNw3kW3XTKfT0blRr/HYM07VFsLhIPR8HUfv9tihjTybtNe/um3Uz83NhSs7G6lGZ9BzN+l00ugwbxHBRBjFd7/7XXzrW9+a680QBCEN0AcHfWQGgyHlQzEUithLSp/G8d/U5/HKhyd9mNG7nz6ewsGQ0tdMw8vW/A5FhymBHfyBqH5UqctL+OBTPvgjH1XUOqMaDXodf9zTBwr19UY9DPQ3u8UaYDQZeZjJbIDRbILJbIw3hoQ4JCQns9+fJMAEg8FRw/neoo9wVUgJBuN+K0KH8rdiAEWg+zIqJijLUKdXRRb1t2IqRaZWDcwEwzgZEyBy+ydMqzHG1XEaBYSEDd6CiGEZP79qAMckm7Cq6I21bZoVK6NjoklslYl7EjOyR40Px0wfzWMsfmVjzBu3LuVhFn8M4rYhtn4+Y+Fkt027T2PctdpzrplXMdoTJx1vueH4/aDrM+EZqxyXeJFv1DGmZWqu17GPBQ2PKg9jblv833GLH3XVJQ5T9zsc1hrl6no12xC3P7FlKNNo7yOWFSKqRMJGxR947imXrbr88e6NuAssKjjGhJrE7YmtI3blaYUN7XIj2x+3AZF7T3sDTXC9af/U6ZRrjsUgfVgRo0btP4m3yp2rPhtIUlUPgjpcvbtDfB2rAhdGPdPGuxYGBgfTIphISM7CRwSTBUxJSQna29vjhtFvl8s1rncJQTW3qbKOtoWMKuwsJOiB6h7yYLB3CEN9wxjud2O4fwSeYQ98bh/cwz54R7wIBILRx5t7yMvTW+0WNv76OvqRU5SNjoYu5Ba70NXci+wCF7pbe5Cd70JPex9ceU70dQ7AkW3HYO8w7FlWjAy4YbaZeflk2Pl9AV4+24WhMIxmIwK+AMx2C3wjXthdNowMeuDMsWOobwTZBVkY6B5EbnEOb0N+aQ662/pRUJ6L7pZeFFbko6u5B0WV+ehs6kFxdQE6GrtRXF2IjoZO7rc3dKGkphDtR7tQUluI9iOd0d/R8dUFaOPfBbyPxVXKcgor89HV1IOC8jxeT36Zst680hz0tPYhtyQHfe39yC50ob9zAK58Jwa6h+DMdWCodxgOlw3DA25YnVZ4hjww20zwuf0wmg0I+IJsGKsGt96gRzAQhNlqhs/jg8VhgXfYqxzHyDGh45qV58RgzxByCl3o7ehHblE2etr7kVdC29SL/DLa1m4UVtA+dKGoKp/39eRLNuKMy0/Cs79/Ca88tgUVS0vRergDpTVF3Kdj0nKoHaW1RWg5pPxuO9yB4ppCtNJvOkZHOlFQmY+Oo10orMjjY5VXmsvHJrc4Gz1tfXDlZ/GxcOY4eDttWVa+5mjfaX8MJgP83gDvt16v4+uO9tkz4oHDpewjHUe6lvKKs9EVOc+0Lt7Gg+0oX1KKxj3NqKwvx5GdjahdVYmD7xzF4nU12PfWISw9bhH2vL4f9Scuxq5X9mHlKcvw7ot7sOrUZdjx0l6sPrUe7760B2tOW47tL+7G6tPqebw6XJ1u5SlLsfPlfVhx8lLsenUf6k9YjD1vHMCy4+qwd8shLNlQi/1bD6NubTUOvXMU1SsrcHRnEyqXlaJxbytK64r42NGxouuTjlFve3/0+qB7g+5BQr0X1Gsmp8iFvo4BvrbpWixfXILmA21YuWkpdr6yDzUrK2AwGHBw+1Hkl+byOkxW5V5T7rMwTBYTbE4LsnIcsGfbYbNbYLKa+Jxk52fxtZRfkovCqnwUVhbAaDRgoROCDrEn3cTTCROTivcni4yJLbk8YoxhWjQt7dFZNF4Masux1nxWPSG04kicoRVnUiW5/bE1Jz1X6tphNYbjZMcvgYhpGudTM12iDfdxXgDzD61P0fxjds6ldnkal5IZLCfZebX+SjPdD9VjaWp3uXILafc7RsTpSPEgSbj7tWJjvJ+adlnhme99mhKVs4fTHJcVFlKLCCYLmJNPPhlPPvlk3LBnnnmGh0+ExWLhbr5DLeZN+1rYiCSjloz6/q4B/jghg8zqsLABSwaUgVujjTzMYrfA5rCyMGG2mrjjFmtuwdazYU+t2eT+y31u6aYWbz0/tcktmh7R9OwMJ7iwqu6DqrsjqebcZ4FA+bKNtsqrLfNqi0ZkOMnu3JpPf1KrTsQLQN1nWm8goJg2ZHjT9gT8Ad52Mj7JoPT7/NwS7/f6YTTp4fME2Gj3efx8HLxuH0wWI5Ye5+N9X7K+lofXranm4+Vd6eXjUr2igodX1Zez0eld6uX5lPlN8I74+Hj5PX4YzEbuGyPiAHkA0PbQSyYUIGdt8lRQXqyKgaAcP/JeoPMT8AdhMCrbTsumbbXYzGzgqueSDGH6mwxhOo/ObDvMFiOceU5eL4kO1ApA55bOBwlaf73nGfzuPx/GorXVLLjQcc4ucvGxzonrg/sETUfHl0QhOq4kiJhMRt4WEjpIyLE5rWzo03aRwEPzWOxmeIZzogKQKgjQMkLk4RGJhWXhzGTgfaZ9pfNE+0XHk5ZbsdQDR5aNBQNaV9ki6jtY2KFtKasrYvGutK4Y2YVZKKktQm6Ri8fTPpTVFbPYR30SLMoXlyKv2IXyJSU8Xulno3JZGe9j1fJy7tesqICrwIXaVVUsLtAxo2O6dGMtnDlOFk9IHCQxxZ5lY7GFBL/1Z62E1WFlQZLOCwkY2mNA14MhIo6pbrWhILnx6ngYC0p0bVqM8Az7WGgi4dHutKF2dRULY7T/1BE2l42npeNPy/COWHh697AX3mEP/B5FEDV1DbJHC4lYtH5nrhNet5evaTrf1M8rI+ElHzUrKrH85MUoX1SKhQY9PtRWvsmmE5D292fMhhltXKstt2N+hqueFBFzJM6s0ZxLxWleK2volLCVsFJIOj7kRrt45b2lzK9OETN+4g2h5A2FqNdCErNM/ZKcmZE5awY2fRuorf+KioX5SKofCemxd2dL9pn+OQynZe8mF0Fil2HMq4f6aqiM6vky+nJVhsVF52hCUBKfHJogJnWpmuk0Au5ER0bzTZ14N6f7VaU36/g7ddLp9OKnOV8RwWQeMTQ0hAMHDsSVDaZywXl5eaiqquKWrebm5mgt7htuuAF33XUXvvKVr+Daa6/Fc889hz/84Q944oknsFDpbuvFG397GwffPgKf188txdSivXRDHYreX8jeEGTYCoIKeaSc9v4TWSggzxRhYUMfWCTUuAc9GOofwfDACHtskffWUM8w+jr72SOKvLeoIy8e8qja/eo+PP0/z7G30qpTl+PU9x2PnMKFcb34oOdu8umEuWA882Yynw0lnE01lRLbdpNYp5J4YFxpIZJ1IM5DJWYKqWKJ1hjVZUZdguiBm46BOxut+aknwW8I85t0bP9sXGtT86KauWQzlfVNdds0MqlOEUNUjyjyHNGmrhlf1Brbt2wscUP7pNAEXcVtyRQdwiLzpMnDRK80oiYznTA/EctxHrFlyxacddZZ0d+q2+/VV1+N//mf/0FraysaGhqi46mkMIkjX/ziF/GTn/wEFRUV+O///u8FWVJ475aDeO7/XuLW6DWnr8DHvvUhuHKdc71ZwjyARBIRSo4dyIi02CzckRfNRFDeiLZDHTjwzhEc3HYER3Y0soDy/EMv45XH3sT6s1bhouvOYa+a+UwoTN5uSYTkJDGNkAImsBImlSLi/ezjhqsGUCzsZvR0sfbb0esYz/Nk9DBdyozHGRma07DAVCko9itTGe03lJq1pLo1f/oixHTWMhdLC6d1fclPm3hraH+P93f8eiLj48SQ8ARnNjy1bZ5IDFETCqdJoEi2Ao5UyZm/iGAyjzjzzDMnVEtJNBlrnrfffhsLFWoN/tN/PcHu9O/9zAUcYiAIgjAbUPga5Yah7owPnszP3x0v78HLf3kTB7YewRtPvo1dr+3Dez+9GevOWoX5SjDJHCbJTCPMPuO997VVQsYyKWLDYmE5cSZuREyJN21i+QZi61CWlg7fivg9nXyN8bkQkiN63KJWnG4GQoQybGak5simo2099etI1RU32i9q5iE1MxF2ph66lrppp89YYTjjC62jr554nzQ1JCjm5RJdR0Io4qi9UysMIT0knfRVGh3mLSKYCBkDJUvd88ZBzi9StqgIS49bPGFlC0pE+ezv/oULPnE26o9fnNZtFQTh2IOeR6tPXc4dJdb984+fRPP+Vjzw3UdwZGcTLv30+ZwzaL4RhJ67yacT5oTE5ABxo1QrQitoxLf7T+QCr4bdjDdtbB1j5TRJAaqAoSmHmwzpN0NmwfMhUnI1WoFonuYxSS2pFJO05nYmiF66lF2DqnwwdsaP2UUrI44v4iZmA0qUNsYWaNWKxROtQx3ORKrypRrxMFn4iGAizDnuYTce+/nfsfu1vZwAk74bKHnScZvX49JPjR0+tOeN/Xjtr2/h+h/8G1cREQRBSCc1Kytx032fxOP3PYN//fE1vPLXN9Hb0YePff1yTk48n6CkfsmE2yhJAIV0k0xJ7KhxETG8J/Y4if8dn7Z17GmVYTHvipRfCUkKCNMNCYnON0ORYubHImIBUlLNeZj8NfUhOane7kwQuGN34vSupkzJqxMvgowliIwnbmhD/2KyzlhXVrwsnAl7Teh0SeYwmaIQLGQOcuaEOYXKpv76qw9i+ws7UVlfgevv+Bhuf+xmLD91Kd7+53YM9Q+NOR+VSP3Ed68UsUQQhDk1ZN/z7+fjqlvfx+WHd768F7/66v8p1X7mYUhOMp2QfqiS02SoZ4ar22jML8UGj5kWWtMscV7l79h02pZcJCwnZcybS2ymQRyjFnXsHsoFsRe6tHqWjC8/ZAbjiSWxJ0iidJv4RAqxgTqqSg5PmnytqmTE5tn0MEmmE+YnIpgIc8qjdz+F5gOtOPHiDfjEt69CdX0Fu7Qv27CEH4zjlbGkaeaj67sgCAuP9WevxtXfuoJLP+976xB+/fWHOGHsfCEY1ifdCelHn8xH/6hp4kWS0eMUxsmOknTukNQwfgjSWNNOtjdjEZ0yTVU0kkJsqbQRH7A2O0uamwsgk/wsJmairYyJKVGZNxZ2E3kcqI+EsfOWaLMKac5umu5vNYdJMp0wP5GvH2HOaNzfjB0v7UFBZT7ec0N86M2hbYeRV5wDV45UuhEEIfNZdtwi/NvXPgizxYi9bxzA77/9SNo+1mZKCDpuz5u8k4+9uYCuolBISVRKziZ0Wal97SVG3iXxniGa1Ik8brTDvHZcYjvvmNuiWc6sXt20b3GblnJJJuGPqc2tmnNjhw1kBvHJfFO8jnkYSjRr9ybmC9rQu9m+bkNTkG/oTRIrOj56K8fxn4l42mnnU6YMRc+E9kmWzntTPEwWPpLDRJgzXnvsLQR8QZz+vpPi3OaGB0aw67X9OPvKU+Z0+wRBGB8y3gL+IHzeAAL+APw+6ge5o7+DwRD83gCHE9A0hM/j53vd6/FzS4vPE4DRZODfJrMRPq/Sp2WYzUZehsVm4pyUZquRq9bQb5rHajPDajfDnmWFzWHhkJi5hpJPX3nL+/C/t/8ZW5/bAWeuA+//3IXIdKRKTuabOcorUh9rZdWICqpowgkR48oIJ2QCUNSRUYZEZHBSNpROm3lxlvOZzE5mgqlukW7uQ3JSlIpCmxUiVaJJdB3zNmntjDPQzMKyZprDZCqMlcVo+sR8QaaQZ2kM35DY3kdkW3ogUV6fuE3XhhUmhvAoGZZGPUnSdElS/pKkcpiIZ/y8RQQTYc44+PYR6PU6rD1rZdzwx+95Blm5Dmx67wnIBMi1fqBnBF1tfRjoGUZ3ez/6e4bZYGxr7EYoFIZ7yIuejgFY7CZ0tPQjO9eB1oZulNUU4PDuVlQvK8GBd5uwZHUF9mxrQP26aux++whWbKzB7q1HsfK4Wux5+yhWbKzGvncasHxDDQ7saMLStVU4vKcFi1dWoPFgB2rrS9FytAuVi4rR2dKL0poC9HUOoqA0B4N9I8gvdmFkyIvsfAcbo06Xjbff7rTydpKRSQq32WLixLpkeFJJZjJS6e+4zqgMU6dT/lamV+bTwWAiI1YHo8mYtljRhQ5dV5QDg8SCQCCEUIBEiBCfRxISQiRE+IMIkjgRCEX6NC4mWNBvv486v/Lbpwwj4SIcDMHj9vG63MNe6A16DPWP8DXQ3z3MYSU9Hf3IyrGjrbEHeUUuNB3qQHFFHg7vaUVlXRH2vtOARSvKsWfbUb5Wd289ghXH1WLXlsNYeXwtdr55GKtOqMOONw5h9Yl1ePf1WF8dvurERdjxxmG+9nduOcz3wq63jmD5ero3jmLp2krse6cRi1dV8L1Qt7wUh3a3ompJMRr2tyO3wMHXZldrP1afUIcj+9rgyLJixXF1CIdCLKZU1BYhvzQbBSXZKKnM531J9XVKFXQu++wFePgnf8PLj76J/NJcnPHBk5DJJBtuE5wnHjMLjbE8lRSjId744ck0g+KzmWjnTFzONIgTZjKJKe7NvDX0hekSf81nQsLUuV5/evZCl/TwhCH8CBv7WaOPO41UxUvHOku8sJx6pErOwkcEE2FO6GzqxkDPIIoqC9jYVtm/9RC2v7gL133vI2nPUeIZ8eLovjYc3tuK9qYeFkf6e4ZYqAiHwqhdXsaGFwkPrlwH/11UngtHlo1bvS3U4m0zw2xVWsDJACVBiPr01CZhgZ75NEz5ANaxYUd/BQOhOEOZjGDFYCbDOBRpwVeMZZ9PabX3jvh5HjJ6qZ3PM+zjPok39IIZGfTw+JFBL9zDPgwPuHk/R4Y8vA+0v1SViIxvr9vHx3t40M370Ns5yKJVR3MPCktz2HCuqCtE06FO1CwrwZG9bVi0sgwHd7ZgyZpK7N/eyIbz/h2NWLGhFgd2NrEodHBXM5atrWRDd8mqCj62ZGg37G9DbX0ZGg62o3pxCZoPdaBicRFajyoiU3tjD0qq8lkUKizPRXdrPx/vns5B5BZmob97CNn5Tgz0DrNhP9zvhs1p5WNBhjLtD4lC5OlAgkAoGGRDmfaRjp2BvBi8AT5vXrefPRSGBz1wZttYeKJlDvQMISc/Cz2dA8gtcvE2kPHd2dyLwrIc3saiilze5pKqAt6HstpCNB5o52NF1xIJWyR4VS8twcEdzahZXsrHqm5FGfZua8CileVKf1UFC2gkDuzZehRLVldi/7uNPP7gzmbU1JfiyJ6YWEDHqOVIF19/Hc29yC/OZiHPlefg65a8Luj8U3iI6t1BHh2hYJiPj2fEB2e2nYWSnMKsqOjW1z2I8poC9HQOobymMHIsHHwsbXYzSirzUFCaDaO5lgUUOhe0DTy8JBvVS4pZlKDtzylwYuVxdXDl2rFu01I4XDYcf+YK2F1WbNq8GjaHFadftA5mmwlnvmcd3zdnXbqenwdnvGcd30OnXbQWRqMeJ527gs/julOWcj6HZWsq+dzSV1J7Uy+cOXZk5znQcrQbeQ1dGOp3o+FAO/JZKMlDKBBCZ1sfH5NFKyuwdE0li491Kyr4mJIIOJtses9x6O8YwDO/exGP3/sM8kpysPrUemR2SE5yjtRC+lGdzbVu6InVaqiCkY4rrYTZy0RHfUqOGGcxxJYQa5ON+JsoJWOiAT3KmMmq4iTplpKJqMco2rQ9d9c2bwf/Mbvbko4zMx/P/mwmTJ3Z/oc19/VcXH+6OT0CynMllCD9jvFMUWMP+b5QQ27U8KLInKqXnSqsREbRN3Y6EMFk4SOCiTAntB5q54+5nOLs6LCRwRH83/f+gjM/tAm1K6tSvg0kCrz7xgHsfusI9mw9gp6uQSxaUcFGas3SUjbYi8tzkJ2fdUx7T5DAQB4OUW+FiMeCPxBgoYcFnUBAEXMoBINCNciTAWH2clFCMHzcP/HclewVsHbTEpjMBixbX82hF2S8kuBERrrVbkFRWS57OuQUZLGhnuWyw+ow8zASN8iAJ8OfDF0SeMiINllN/D4lQ5ternqjQdMyq482UHCfcwGEWQij7eYqFBEDI87FkrxnIl41JD6YTEbePovVzIIDee7k5DvZs4EEB1eOHaVV+cgtdPGy80tzYDAZWNCg+fKKXSzGkKhQUJLD+1deW8TiD113JMStOn4RCzfHnVkPe5YNp1ywhveZvEmsNhMLabT/tK3U532OiHOqxxB5AvF2s6eQgcUSEu6oo7AWk4WG6WE2m2Aw6Xm/6LzM9+ucziOJPHRvd7cPoLO1lwWkvp4h5DX1sHC3c8sh9ojJctlYWKJjT4IWiTxrTl7M1+BscOEnzkZnUw/e/Ps7+P23H8bnfnYtyheXIBOh/CTBJFKaKfKukG70VLIywaRQUPJ+KGEyaiOsMqXy5/imWHhMj5HQmL4p4wULZELb/Oww3T2ZpSOgijczX1L8YkclN51PZ4vex6kLI4r9NbfHZG7Wnp4QILU88Hhr1z6dYiJw4jyR3xGxREErkkSeWZponLj50/TKEsFk4SOCiTAnDA2O8IPDaDZEDZ3ffvMPqKovw3kfPSNl66XW/tf+sQNv/Wsv/B4/VmysxfLjavCBT57FBqwwGvLKMFsUwUAQMv1azc5zclezrHTUeApramvowcHdzdi/rQF73znKIgo9F158YhuLTeV1Rdh4ej1Ou3gtewjNhI989X3oaunB0V1NuP+2B/GFX1zPnluZhoTkZDZq+sJ4A1g1OWKpWknwVE5RZOqIK3vMn0TJcaKkBkg8l8fyuV2oRoxGPEvZGtJx5WTu+ZmfPla6NB2B2Lix/dwSQ6NiiWDHyrMU95ufa7H006PDD5UhhjR5qiuCSTI5TDL3WhYmRiwgYU6gxwp92LlHfBya8+R9/2AF+aNfv3zW19XXPYRXntqOba/uZ8+AVcfX4is//giKyvJmfV2CIGQu5F1TXlvIHYUDERTGRfmD3n39AOcX6uscwCt/347Xn93J05103kqcdO7qaQmG5Onzye9/BP91wy/R2dyDn37+ftz860/z8ExCrYIz+XTzzzRYCIQiniPx/h/QpPQkD5Qxzo5mQBJtn5qZFFMksa7OeHPMBuFZTkM59dmmk8tEl4H7vxDJzKMiT8PZPkIRqYRDCROcSsZYbpxYwvMoeZxiPivUS19ITjIlg3XBzLuOheQQwUSYEworC9HT2oMdr+7Ba49twQkXrsW13/7IrBoSlKDyb//3CpqPdOH4M+rxya++l8MmBEEQVCjcaf2pS7mjD7XDu1vwxj93YftrBzl/0dH9bfjrb1/mvCvnX34C5yyaCs4cB679zw/jO//2M+x6dR/+eOfj+PBX3otMIhjWcZfMdEL6oaOu5DpQhIxYy2os/wGJJjyVTpPPZILW3VHEeQ/FTzXePLNdIWd2ljfNJUwjHDG+JXxmW57aAInULplJaTinLkOXGx9cMrNlYF7nMBlrSdqsS3H5lhL840Z7h0SmU/OSRL3olNC12HRKVi1+MlKak8hTMFpkh/USyWEizA5S30iYE2pXVeKMK05B5ZJSzvNw3OYNnI9hNji0uwU//8bDePi//4njzlyOb/3qE7js2jNELBEEYUIopKFuRTk+/JnzcPuvr8cVnzkPlYuKOFnsPx/ditv//dd4/HevcBnkqUC5S67+1uUoqS7EH374V7z0lzeRSVD+kmQ7If3EXL1jgfoxj4SYOREdrslnokwT78EwZqOt0kyL+YvqbTOTuadOorfPsUZ0/1MYrpe6RWfCOZsLA1r7NJgpcf4cE65t4gpd2idTTAaO/VblSc2TT50l4l2iV5ehU5+K6RMo1LLCyXSpYuvWrTjvvPOQk5OD/Px8fPKTn8TQ0FDcNJ///OexceNGWCwWrFuneNmOx4EDB5CVlcXLS+SPf/wj6uvrYbVasXr1ajz55JNY6IiHiTBnuQau+H/vxRmXn8wtsNn5rhkvs7O1D3+45zlO+Hjpx07BmpMWz8q2CoJw7EHebqdesJq7vdsb8MTvXsbOLUfxyK9ewAuPv433fuxUnHLhmqQT5Z6weR0a97Sg/WgX7v3y/3K+pqr6cmQCobCeu8mnywQD49gjGIzVk1CJtcdqw2ZUwyKk0VZGl//VJRGSM5Ehx2PJSEEmoTWyprJlEcOKZ8usPZo95vd+Kd5SmbgPmbhNmbfdsSeL4nOS3PMnlgg2SjTcJnK/JognYRJKNNPE5OSF72HS0tKCc889F1dccQXuuusuDAwM4Atf+AKuueYa/OlPf4qb9tprr8Xrr7+O7du3j7s8v9+PK6+8EqeddhpeeeWVuHH0m8Z997vfxSWXXIIHHngAl112GQs2q1atwkJFBBNhTg2S8kWjEzNOFSq5+9RDb2D76wdxzvs24ISzVsz7ah+CMF+hsBYqge3x+LhqEnljUCls6nMJa4+fK/2wlwaVxXb7Odmq2+2DyWTgvEYWqwket48rJNEy7A4Lz+twWnn5VBmJKgZZrSYe5nBakJVt5/lTwbI1VVj2gyouAU0eJm1NPXjsd6/g7VcP4PJPnsWli5PhfZ+7AEd3NeONp97GPV/+X3z9oS9y9aS5JlnvkWBGtMgeg1Ay19iPuBSw2uo52vSuSr7X+BSxsenGTrwY7x4/kWyibsEsiyYzsounGR7BvvtqwoTprXXWSJkukIaQnJQtfaYhL2MtTyUTvhOne25mck5n77hqw2nG26LEtY0dkjP+HsUP0yZ61T5/wtCPJQyHgjgWBJPHH38cJpMJd999NzdIE/fccw/WrFnDniKLFysNyD/96U+539nZOaFgctttt7EHyTnnnDNKMPnJT36CCy64AF/+8pf59+23345nnnmGhRpa50JFBBNhXkPhN//382exaHkZvnTHFZzUNVUM9rvR3TXI3WCfG8PDHnS2D3Bp3UAgiNbmXriy7Wg80sXlXdlIdPvgzLKiv8+NnFw7eruHkJfvRFfnAAqLXehoG0B5ZR66OgZQVpmH7s5BlFXmcxnUkvJcXmdRaTaGh7woLMqCx+NHXn4Wr49K2JLB6XTZ+AFpd5qVsrdWMyxWIxudZFhaqByu2SgikhCHKlp4RrzweALwuL3wuEnY8LFoQYLFyLAPXq+fE6PStTcy7OVxfn8Aw4NeXsZA/wiXNO7tGuJSz23NvcgvcqGzrZ+v4baWPlRU5aOpoRvVdYU4eqgTtUuKcXh/OxYvK8GBvW1YtqIMe3e1oH5VBfbsaMLyNRXYvb0JK9dWYef2RqxeX4133z6KlWsrsfOdRuQVOPn+2buzBYvrS+Hz+NFwpIvHu7JtGBryoqg0BzV1hbwtRUUuVFTnIyfPMaP7YNm6KixdW4nn/7oNf/3flznPCYkoF3/kZFxwxYmTLpvu0+u+82H0tPfinRd24Q8/ehwf+9oHMNeEksxPkp5ocCER+sYOcV4S1UKN5DEh55Expk/+CtfOrTE+IkkXxzaGqRVXU8NiWslSx0E3P83PWVlG9BhyMoZ56e2SKllmNi+xiYJCpre0+XeeUrH9MQl3opxH8QJvIvGeclrPkkmEWR6v8SZRLxhObJIuD5Pkwm1SFZLj9XphNpujYglhsyn51l566aWoYJIMzz33HIfcbNu2DQ8//PCo8a+++ipuuummuGGbN2/GX/7yFyxkRDAR5iVUhphaeHe8cQhXffY81NXP3FOFIPGjsaELTUe60NzUi0N729HTM4ScPDuycx0wGfVwOKxsrOXkOlBWkcct3NQSTp3ZrAgVBqMexiQS2JLBScYnrdfvC3ArOvWpVZ36ZKQG/EGMjPi4JOrQgIfn6+v1saHa3T7AogiJNVnZNjQc6kRBkQv7d7egrCofO7c1oHZREXZua8SajdU4erATS1eWoa25DzWLi9jILa3Mw/CgBwXFWfB6AmxU0vbQ8gi7Q3kIU4s+7RNVC6H9JFGI/ua+2QSjSc+Cjcls4GH0Nx0H8h4QsWb865jOL533YID6dB34ESARjq+FIItjJGzQtCRW0DcBCWh0SElQo2M80DsCk8WAns4hvh46WvvgcFnR2tCD7HwHGg53Ia8gi0WKopJsHNjTitKKXBw50IGKmgK+3ul3a1Mvj+9o62dRoqdriIW5gb4R2LMsLJjQ+aXtUhpldQiFwnztE3SNFBZnI7fAycJFXmEWiya5+U5ULypETp4TS5aXsXioiBt2rD2+FllZVqw7oQ6OLAvWn1DLHiVrNtbAbregfnUFHA4Liy20Hlo+HQu6z5R1W9jThKDtpW06fLAD299uQM2iIriyrRga9KLpaBcneF2zvhqLlpXglDPrUV1bOOVzRss/69L1OP7Mejxw1zN468V9+MtvX8Le7U245kubkZOfNeH8rvwsfOhLl2KgaxD/+vNrqD9hEYfrzI8qOZLDZK6q5HCEfuTjX41QSDQkdWMaLqMNBu3TWEmSqAogkX8jCRNHtUFHEy4qdXmUhenmd0hOJHfLdENytKbdTI+ENsxqdkWT1J2j2dz/sZeeipCc2fJamctlzGTdqThT6tNmtFdbrLi11h8lcdz4/j9KKfRQVKxVxd34v1U5PzJNRFg2pOn5NFUPEwqZ0UI5RaibLmeffTaLGHfccQduvPFGDA8P4+abb+Zxra2tSS+nu7ubw3h+97vfweUaO1VCW1sbiouL44bRbxq+kBHBRJh3kPfF//7kGW5B/sqPrpy1ZLF3//Bv7BVSXJqNktJcrN1QjQvfu4ENv1RBYoLBkDqvGBUSZdzDPhZgyHPA6/ZzCIRH9RYY8rJIMjToZiOUDPH+vhH09w6zWELH3KDXoa97mLe5r3c4arDT9CS4kPhD46hPhi0Z9yS6kMhTWJKNwf4RFJXloL9nGCUVuejpHERphepVk4fujgGUVKj9XHS1D7CxTd43pWU57M1TXEa/+1FcmsPDyfumq2OQjeiezgEUFLvYaCZxoKdrkA12EoVU458Md9oXV66Dt4PEANpHCucY6BuGM8vG22l3WjE44IbNZuZ9s9hMGBnywmg28LGj8nEkapEBQ8eN9pmGed0BFpFoHpvDjP7eEWTn2Hkb8wqdLEjQPh092IGq2gIc2NOGRfWlOLinFUtXlmPfzuaod8WKdVXYta0Bq9ZXY8fbR7FqQzV2bD2K1Ruq8S71N9bg3beOYPXGarz7Vmz8yvVV2Pl2A1asq8TeHc1Ysb4anW0DLISRoEF9EgxIICkpy+VjRuvMzXOyEEHnjEQBEgKNRj2LDCwEUgiMjURBA4sU5MVEv8l7icbPtShGwhIdb/Li6uoaRHtLH7q7hvia7u0ZRiAY5OP/0j93Y/fOJixfXTEtwUSFPLs+eeul2PKvPXj0t6+g5WgXfvzVh3HFDWdi+brqCeddc1o9Nl16HP567z/w8E/+huUnLkZWjhNzRTCs5y6Z6YT0ozELNIH8StUcRTUZO/RmMrRmTLx7e0IL76j5MkUkGYvpbNv0Q3JSQ6Ztz1yzEI9FeIEe14mfHfHrTQzj0QbnJIbyxJ59sfwlJNwqQonyLIxkeorMqAwLZqSHSWVlZdzwb3zjG/jmN785anoSPb7//e9PuMzdu3dj5cqV+M1vfsOiyS233AKDwcAJXknI0HqdTMb111+Pq666CqeffnrS8xwriGAizCv27WjCH3/5PC68/ERsOHXJrC77M//vQixU2PMjx4iZp9YdH/KQIMGJvA98XiVfBYkKiqdEgA1axYMmiFAoCJ8nyIIDiTj0beiJCBHuIfJiMGKwys0GPokc5HFgtprYSKV56DeJG7xfJgPPTwkpyTODBA1aPwkcZNiTIEIiBhnS5I3R3THIb9PO9n42NkiYIdGHhBoSP0hYyQmE0NczjGC2jYUTR9DK3hXWsJJTg5ZH72LKw6PX6Vi0M5nJ+wgwW43IzrVzboqC4mwOySqtzGePj+pFxXBmW7FkRRkLE6s31vLvjZsW83Qnnr6Uy9aecs4KFizOvmgN7+sF79/IItRlHzmZvSmuvF7Hx4MEKlWwMJGHj5m2w8DeF+TxYzQeO4948n7KL8zibjFGe5zRtdl4uAsH9rViHwlUs+SVdtzp9airL8Ov7ngSh/e14+ffelQJ0fng8RPO977PX4g3n36Hw/Ye/P5juP67V2GuoOKMSoHGyacT0g8JFKEQeeqpmUMiITMR7YQ6arjUeomM610SmkxgIQNkdGYUdb6UXQHcihxm75a0haRo1ql460x9nSmsDTMvhIJMMPvnswgaEwPSs9ZQitep3L5qCfT4hK+JIYBjzTvmb21YjepVEoqE4PCDMBRLQh3WeJiwuJIewSTpPEiRaRobG+M8OMbzLvnSl77EHh8TUVdXx30SOqhrb2+Hw6GEH995553R8cmG4zz22GP44Q9/yL/pe5sa0oxGI+677z5OGFtSUsLr0EK/afhC5tj5mhbmPS88tR0vP/UuPvHli9gTQcgsSDywUWef6y0RhNGQqESeNdRtfs/6WV12XpELN333cvzfL57D809sx59+9S+0NvbgY587l++LsaB8S9d860P4n2/+Aa88tgVnXH4Slm5I/sNmNhEPk/mR9JVNhHAkjCYhEIIEY0U0iXiejGnKKuJAfOUJ7bRjGOk8KpQ2ASO60mmLJlMNyVGUpumGfSTTnj51uOTHfNBLUrT/84WZiVpzcXrTsc54PxHtsPhgnFiSai2KEBJ3ZHkiNR9JZGoWQ8Icr0j3LgsjEQ8TJVQnfltSDYkTSYXkRJ5pJJaMF/KipbCwkLupoIbL3H///Vz2l0oNJwvlJ6Hwf5VHH32UPVxeeeUVlJcrVf1OPvlkPPvss1yFR4WSvtLwhYwIJkLGQwrnw799Gc1HuvDFb3+QQwQEQRAyCRJG/u1z56FycTEe+c1LePuV/eyddN3/uwB2h3XMeVafWo/lJyzGq399C4/87Cl85f5PzUloU/JVckQwmQuCoVhSXvY2oWwyagtq1FtEcZOI+80keoWoHihqnL9WLEHCOO2S0llGeCZiwTxQGY6JfTgWmJlYsrCFprFkE3W4KojE5zaJF4FHV93RjZHklZ9VJJqwA5zqKxmORirqcWwkfSWoSs2mTZvgdDpZwKAqNt/73veQk5MTnYYq5gwNDXG+EbfbzYldiRUrVnDS2OXLl8ctc8uWLRzSs0pTLphypJxxxhn40Y9+hIsvvhgPPvggT0ceKAsZEUyEjIbCOB64559cheMzt13KIQiCIAiZyhkXruH8Sv9797NoONSBu7/9V/z7ly+GK3ds16v3fmYzDr3biEtvOG/O8sBQBRbqkplOSD9kFgTDBi6bqTgeGBDWkWgSivqSGHRqe602HEebCyBmoqhDYoFYCWE8GiHlmDjjM9jJlJlj8+TAL2yjP3UcC8dN61UyOleJ+mxSPeJiT6VoVusELzoeyl4kkWdUrFSX8iyjkSFNeA5NEPAfE2WFiTfeeINzoZAgQiWB7733Xnz0ox+Nm+a6667DCy+8EP29fr3ibXv48GHU1NQktZ5NmzbhgQce4NLDt956K5YsWcIVcrSiykJEF1bTrgvCOFA25+zsbPT39yflQjZbUB6K//nZP7iKy3uuODFt6xUEQZgpjYc78asfP82JkSkJ8Q1fuYhLHGfSs1sd/703z4DVOXn7iWcogJuPfyHt74Jj/f3Z2efDgdYR6HRKgkMj5zBRjAS9jkJxlOSHNF75O2JAhJVqVpwcMdIqS0QrTkSFFGUaNla4Yk7MmyTddjt/kUaS2k4lJCdmkk0jD0l01qk3yMSbgro52/8Jlxn9a/bPJpsQ6nbOquCreAnMXkWbyDKjy5uFczWTa25G181079C5ubO1oTfq0YqJuMoUyhZFAw8jmon6HIskpeZcJeTnqIgi+nAgMoz+DkIfCirPvFBsOXqLHTnLT0j5O3Tf5z6ErCQKUAx6/Vj6sz/IO3QeIs31Qkbi9frxyzuf5goiIpYIgjDfqKwtxGdueQ+XH+/qHMBd332cyz1nIqGwPulOSD/kVRIMGdjLJBQywE99Oh+qw3nknzjPkkgOEE4IGzVGFHf10Ulh1USJsXExM1Btyk3MdTLR3zNoh5thKE66WwBTlzpzfpDaLZ0/x2GqpF2InIWgOrV5XfOoGPNv7TBCN8YTRelrxRttpw2kGSs8T/FK0YWVZNQGEkvCisedPhiEIRRQxJRQEPppiKDTgVajeplM3KVlc4QUICE5QsZBVVN++V9PYe1xdTj9vJXIZMKRyiw+nx+BYIj/poorKtTgQmFEVEmFqrlQJQ+lqsvC/RAQhMR7xOsNYGjIg5ERH4ZHvNz3eHwYHvbyuOFIeesRt5/D8GgYdRaLEQODbuTmOtDZOYjcPAeLqSNuH0qKsjE45OGPkOKI5wb9nZtjR5bDCofDAleWDbm5duTlOmE2jZ18NZVQOe3P3XYp7v7+k1wG++d3PIkb/t+FXM45kwhSyEcSH9PJTCPMPsGgHgEKxAnp2drQ60PKb+gjzgh0ZiJJFMM6JWyHm2gjru5R75JInhPtwjW/tS2+Wlf58SWJsf5ObE+eGkp+x1jp5KnPP431xpIjTHneWRdoIh5B80UsSI9AlWnHQ+upMt0lzCVT8NyKJEQOR8IxY0KIkoBaO13CnMp9nLiuyLdv7CkRS1KthuQo40hZoJBDtVywdtuVUEQWgCMVrvQhKiccgi4U8Trh+cLQBb04VkJyhNQigomQeZ4lP/47Npy0GKecFZ98KF2QMdbW3o/O7kF09QyhpbUfPT1DyrdmCOjrG8bQiA+FeU4WQrq6B+F0WpCbbUdX9xBycuxs7LlpmoIsNLf2oagwC0cbuvn3kSNdKCvLQVNTL0pLs9Ha2o/qyjwMDnpQWpINry+AggInvySys+0wGQ3IyrLCZjPD7jDDGTEGaZ3Up+EiwAipJBgM8fU5POzB0JCX//a4fejtHWaBo7NriD9jWlr6uKxyQ0M3X5sHDnQgL8/B13x5eS6am3tRUpaNtrZ+FBZmsQhC43t6hpGVbcfAgBt2u5kFFaKoyIWOzgGsXFGOnbuasWxZCXr6RtDRMYDVKytwpKELg0NerFxejpERLw41dKG40IWS4mwMDXtw8Egn5z+qqyvie8/JIooVebkOVJTm4sxTlqX82OXkO/HZWy9m0aSzYwC/uPNpfOqmC1BSFkvENtck6z0iHiZzAwXQeP1GGPVKmIJF54eeDApdQDE5+PkfacelsBw1JCfO6yTi1h5Z4nhtvTFTUJtXYComViyVo1qiWB0+ZbThHpNPPP1QC20YzBTRZoWZFcM+uhu6BSw4IPXndMFvW7rOqSqWKEJF8vusnU6ZL87rRFMRS5t7KSrVRu5HJaeJNqNSpKpVZF76KOfnXTgAfTDiWRL0Q0e5TGh4YPIwmVmBkrkmk9A1hUlfhdQigomQMfh8AfzyZ89i/Ul1OOXM9IslX//BYzDodchyWlGQ50RejgM5LhuqK/NZDMlx2dmYm21xgoxRpaXdz321FX542Af3iBcDgx50dQ2ir9/N3jf9fSNwR4xVGk/zkOdKdo4dVouJDVCjycBGoclsZAGHSqpmu2ywWk0svlhJfLGb4XCQEGOC3W5hw1JYeFArD103I3HXlhdeupb63Xz90fVFnlAkeNB1cfhQJ/Lyndi5swmVlfl4a8thrF5TiXffbcTq1RV4990mrFpVgR07mrByZTl27mzG8uVl2L27Bcvqy7B3bxuWLi3he5pEv8rKPFRV5bNIUlKaDf+KIF+n9L1D1yNlYadr0mjU87VK1zNtD3mFUIuM0UAGfZiv0WBI8eSieT1ePwuMtI9utx89fcPcp+kGhz28jMaWHvT3j/Cyad9b2vow4vHD4/WlRTAhsnMc+OzNF+OuH/wNXV0DuPcnf8cNX9yM4pJsZAJURDA5D5Ppcffdd+OOO+7gzPxr167Fz372M5xwwvhx5T/+8Y/xi1/8Ag0NDSgoKMAHP/hBfPe73+USicciJMz7g3r2XlTMJBN0Jh+3wrLzOin5qkeJWh6C0IbYcKurglJ2MyGbQdSrQzNsBiZZzBya3rxK+orp5YZQRYx5bcBOSSyaO2LiWOrIzEMRE8rSuWnTT8U81S2NeZXE5p+usa+dLyKlqpXKoxE3Y5UZ1vGjLBw5+WpoT1in53d+1MuHFqaGFXLSV/I0CUIXJPFEyfuUlrLCSVyk0rg5fxHBRMgIqJX6V/c8h9UbqnHqHIglxLe+/J45eZiRUedy2QDYMMVy6wy9OMgwpdb5YWr9H/KwBwAZyP0Dbvi8AW7Z7mjvR3vbAMxmAxoaelhg2b+vjb1d9u1rw8pVFWhr68OypSXo6hxEbV0hG9TkGUBGaFGxC35fALl5Tl6nK9vGLzDyJCBjlAxe8oYxW4wcSkGhRxaLiftkBEuFo4lDuvz+IHzeIHx+JRyFjjWJaEp4ip/PMQkfNB0JHqFgCAMDHv7oIPGMRLKO9gE+H42N3RyGsn9/G8orcrGPBIxlpdi3txX1y8uwZ08rVqwow65dLVHhY/XqiCBCwsj2RqxfX83rJEGNPDtI9MjJtaOiPI9FEfL+OOPMeuTmOHDFh09i4YOEN1q/6vlE5z4ToLAe8lRp7xpER9cg2rsGEAqm1ynalW3HZ758Ie764d/Q2TWAX/z07/j0jeejqDh7QXuYPPTQQ7jppptwzz334MQTT2QxZPPmzdi7dy+KiopGTU/Z92+++Wbcf//9nI1/3759uOaaa/jZfOedd+JYpG8A8AX0UB6hJHzooNcbYdR5+ReZBMZoOWGFaKUIFkcUd/WYeRv7Ww2BUUSVJE0q1YKd9H2p9TaJr3gx4eLj/krunaw69k/rDT6DkJwxFjIzUvIJMl+NtIihHK2aknlM96qbHaFpKuudqliinW8q9+zEmxDv8xYJIUxYDrXdqcNCOr0mZEf1kaNnD4nFeoR1QRZU1ESvCAepYgTgDyDsHYFOb0Y60BsN3E06XTAzvomEqSOCiZARYskv730Oy1aW44yz50Ysmc/KL203CROFhdRNfX7yMCBDnHJMUBgRea9Q2AUZ8SSYUKsmhSQZ9Hp0D7jZYKdwIjKeyROhuNiFvXtb2RNhx7uNWLS4mA3ulavKsXNHM5avKMPuXS3sgXDkcCcWLy5Ga0sfKqvyOSSDwpL6+kaQX5CF4SEPi0ckEtgdFgT8QVhtJt4G8jIg9AY9TCYljSGJPzTOYjXxtGqf5uFl2My8bxzm4Vb6tH8Ou5nzZlB/aNjHBv7goJvDnUh4ynJZ2ZMny2VDX+8wbxOFjZDI1NM1xP3OzgHOrUHhIeQtQWEm+flO3rf8AidampV+c1MPCgqy0Nio9Jsau3k6+k1eHG2tffy7u3sI2dk2PuZqWAqJIHS86fuARCkSV9RxtE20req8paU5/LuiMg/BYJiPAYleZWW5KC7OZsOcvEFonaeetow9jy597wbeR4vZCIfTEhE8FM8jErkWCpTLhLrFdcVzuh103Xz6ps2467/+ziF/v/j5P/Cpz5zH4tNcEggriUQnn27qrXUkclx//fX4+Mc/zr9JOHniiSdYECFhJJFXXnkFp5xyCq666ir+TaUOr7zySrz++us4Vhkc8uNosw7V5XRP6gFjEAY9VccBDPoQFRlmTxNKA2vgfCbhmJs6L0E1NVTPE9UI1QgrUzapkm/6n7ZxmHY7OVO+AWavQs7CQLfgtm3ucpgkIX5EqxMlM33iTZrk8dCUQVcXo1zyJABrPU30Ma8UHcnDkd/kYUJ5Q4JK2A55lRj8buj9PoS62hHq6aSPWyBnGGmBsrkmE24jWV/nLQvni1iYl5Ax+Mv7n8fy5eU46+wVc705xyTk+aF6BcwG1FpJ55WSevp8SgJPKhFN3grk7eLz0zC/ItS4/Sx40LRKX/lN4SJqslDypPD6gggGg0pCUI8fXo8SwmUw6lnkIaGExBYy+Pv6Rzh8qrtniJOEkndNYZGLhYmS0hy0NPey10VTQw+LNkePdqGmpoDzbNTWFuHQoQ4sWqT06xYVsSik7R890oma2kI0HO1GqCbEAgl5UrDAkmXlbaSQEBIs6JjSukkooW0kYaWkJBvZOTYsX1nOIkWQRRALt59QyBSFp5CHDoekmBVPHQqtYs8d6psVDx76bbWa+Td5gVAYi5D5kIfWp288Dz+/+xn09rtx1y/+gRs+eRbKSucuEWwwrOcumemmgs/nw1tvvYVbbrklOoyu73PPPRevvvrqmPOQV8nvfvc7vPHGGxy2c+jQITz55JP46Ec/OqV1LyQ8w27s3kV5fbJRUWbkijmUZByGSAUcnUYQoQSImnwlipeJJn9J5G+txRYr8akNpBnr7wjUoksGC1k4qm/9JAa+4nAf+zXxtJpytdPKYzIXwswsqTvqYmY1DiV1ylM4pWuJXJkZGZIz+q5J53qnOofmwppw/tHJWydb7gTPiQlJSCrNtzqFtXAMjuJPotNOYYhsPckp5FlCXjB6BPVGFktCeiPCOgMQpFBFIOgPYfhwIwz5QTiRBpJM+soqtzAvEcFEmDOopf9Xv32RkzeecWp6cgkIqYdecmTELyQPBUGYTcib6tOfPQ8/v/c5dPYO465f/hMf/7dTsGSOPGBCYR13yUxHDAwMxA23WCzcJdLV1cVCZ3Fx/H7R7z179oy5DvIsoflOPfXUSMhaADfccANuvfVWHKtYrGYM9HSho8uOonzAblRMNaV2jhKUo+dEsCSKBKNVIqgf9S6J5jNR/44ZOrGUi1oPIo2BpbVYNf24PCXxGR3H2Au1/oV22ePAgkykQkY6zNFZWcVshuTM9n6n7hhqvYd0KQvJQQYSu2vmB8mF1iQ3bYJ3yBjTJ6O7jCpzHPE6USOwlCo7NFgRUjj0hjw0OH8JJb028N8kmuj1BoT0BuiMVs5FSM9Eo8WMUJqSrNJ28bYlMZ0wP5EzJ8wJ3b1D+Plv/4UTTqgTsUQQhGOO/PwsfOZT56C0LAcjPj9+8bt/4R8vjy0ipJog9El3RGVlJbKzs6MdJWSdLZ5//nl85zvfwc9//nNs3boVDz/8MIfw3H777ThWsWVZsHp9GbKzTcixB5Fl8cNiDMCiD8Ckoy4IE4IwUEhOiCpFBDVdCHpKmKwptRkL0YlV0on/e3R/XBMoIpzopttMPS7TMUXnj/k6MRKSs9CZ40w5M2KsYuMTE3uaaJ8so58ykfpe7FmiBBmSZwnVweEubFQ6nRFBvQkBvRkBgxEB+ttkRcBkR8hsQ9ieBaMrC5b8bJgdaUoUTp4jyXbCvESagIW08+r2I3jxzQP4wIVrsahqGkk3BEE4div+UBJcn1Idxx8Iwh8IcXgXtTlFW6R0lBRTqbLDyYfNRtgtZqXqTgYZIpSY93OfPAe/evBlHGntxqMvvIu3DzbjotNWYmVtScZ6mDQ2NsLliuVdGcu7hKAKNwaDAe3t7XHD6XdJydj797WvfY3Db6677jr+vXr1agwPD+OTn/wkvvrVr/J5PdbIdgC1lZTPKAyHyQ+rSTEhjPoA9FRGOETCSECJjCHTIpLglbw01AwASq4STfWcaNgHD9B4C4zhuq+G4CgzR4aNPg+qFwuH6owZR6F6maj/Zs69mHlkbqLTzMjFMb+Z7nEb5ZUxS3DVGfbkSG4bxvKviRUpH+1/ox0Xe8LEB+qpTyHV1y0atMNhOhG/Fg7FoUwmoUjpYTNlUuVJ9CYSfYPQObJh9Htg9HqhN1FBhdSj0+u5S2Y6YX4igomQFpo7e7G/uQtb9zajwGnHZ646DQ7b7OTMmAkUB97VP4Se/hH0DbkxNOLFkNuHEbcPw24vevvccHt9sJpNMBv1bKx19Q5xNZj8bAeXNaUKMgW5Dk6KSuOL8pwIhUIwm4zIy7ZzktLsLBtsFhOyHBY4HRZkOazczyTjTRDSAX2YjXh8nNy2f9CN3v4R/t3VM8wlg1vb+1ngONzYDVeWFfsOdbAvJJX73rm/FSsWl6K9exCdvUNYvayMl9HQ2ouqijwu/93c0YfOniGUFLpQlO/ij6zeoRG0UmUcANWluSjMz0Julo3vR5fDyvPluRwoynGiND8L+S5H2u5Neg589poz8ehz2/HqjiNo6OrDXY+8BKvViJsuPxOVhTkp3wa1BS+Z6QgSS7SCyXiYzWZs3LgRzz77LC677DJlGaEQ//7sZz875jwjIyOjRBESXQhVEDvWyLZ6UZXvhcUQhMXgZrdus84HY8jLfxvCARhCfp5WzzlFIjNGhBM18WvEwoj8Tf3RwkZ0Ch4WH2ajaCuqOz6tJ+GaUYWS2QplmLJmMJc5TGYJRd1SzlWmbNOckUknJlO2LTXrjX/djb38aGUbjU9ZfNic8rcqhoy9EHW+2Lq0/mva8C7l6aVKq6rYS88zxQsFIcXrUa8zwUdeJpTnRG+FwZgDnTEHpvw62BKqh6UKXZI5TJLKcyJkJCKYzEPuvvtu3HHHHWhra8PatWvxs5/9jJPjjQeVcfzFL36BhoYGbvH74Ac/yC7UVmuaXNUAvLanEVajEVdfcDwLDemEWqGPdPSiobMXzZ39bDi19w5hYNjDaaRynTbkZtmRbbfAabPAYTUhP9uOsgIXTLUG2MxKaVyq0qLnj0ZqjVUewhSf7/eHEAxRP4hhtx/hUBiDwx4MDXvRN+hGW+cATAY9Glt7+Vuypa2PBZmBQQ8ba9lZVjYG83IdXKUlP8fOggr9JqGFKqfkuuzIybazISkImQZ5eFAJ696+EfT0D3MZ366eIb7O29oHEAqHcKSph0WAXfvaUFGag0MN3VhSU4j9RzqxtK4Iew93oH5RMfYcbMea5eXYvqcZa+rL0dzWi/KyXI5LrizNZSGEqhtVleehoiSHEwjXVOQjO1Ltp7TAhcERD+fQsVpMCIbCcNgtLGC29w6itXsAwz4/uvrMMJkNijGuZM5U7Ec9YDEZkZNlQ2GOE2X5LtQU56G+vAC5TntKjh8l+H3/eetw3OpqPPnaLhxu7+XUdunSB4JhHXfJTDdVqKTw1VdfjeOOO47fU/Q+Io8RtWrOxz72MZSXl0fDet7znvdwZZ3169dzGeIDBw6w1wkNV4WTYw1zYAgVhna4DS7YQkORYGoDTEE3wlx2EzCG/NEkrHrOBUCx/pGErBqZQpt9QNFMNDU8aSyLILE8J8op14gnUW8TVRyJGEypEBinsMi5k9IS8znMkOjxnh8kyGopWHqmopuT4xbvBZY+kkvYrB/zflA9V1TBWw0KjHsORXMhKc8c9RkTdVZTslXzRFxFR30cwchyv05ngt9ohjHsR0BvQCC7CPbQMAIWPdJSg46/H5KpkpPJ17QwEWJ9zTMeeugh/gCl0oz0MUkfn5s3b8bevXtRVFQ0avoHHniASzdSCUeqPrBv3z5cc8013HpKH6Xp4gOnrUnLerz+APa0dGB/WzcLJCSM0DdjvtOGIpcTZXkurKsrR2meC3lZNjZU5gqqpkIeLVTVpW8g0treN8JCS2tHP440daO5tY8rlR083MniSXfvMOoXF3M4QnVlAb8/yoqzuaxwQZ6TDUMqF0vGHpWdtVlNc7Z/wvyFKhWR6EGiHl2fJIb0DYzw9UnXKVUgoj6No2uSPK08HirjbMKIx8+CH4mGOdk29PW7kZ/rQO+gG3XV+SyWkNhRU1mAkqJsbDp+EfLznLjcakKOy8bXMHtgUZljqwk2q3lWvT1o3/qHPOgdGkbPgJsFnq7BEXT2D6N7cBjt/UPoGhhGc28/Rg76ESAD1KSDw2JhEbW2JA91xXlYVlqI+tIiWE2z9xqtKsnFDZedwl5uDZ097PGSiSE5U+GKK65AZ2cnvv71r7PIv27dOjz11FPRRLAk5Gs9Sm677TY+39Rvbm5GYWEhiyXf/va3caxi8gwjr+8wPFYXdHojl68M6gwc3U8f4NQSy2E4Oj0L9iyYxAkhkRZhNkTUj3ZtEla1Ko0+GlbDw3j6mKdD1NzhQZFf0fAe1WhQW5g1uUxmev8mXSZliutRK/3o0pnPIdmlzg/DKj1CVSYfj+lt2/SP2xSSJye7LaM2Jn658QJNYpjNxAliSSwhQhGPNm0YXlQgUR1Pol5vsXcNza8O1oVi2xLneRLZfgpP9ITMCIf08If06PTnwBkOoRypRzxMFj668LHq4zpPIZHk+OOPx1133RV1b6YEfJ/73OdYGEmE3J53797NLtAqX/rSl/D666/jpZdeSmqdVBGBEvv19/cn5YadTvrcHrzT1IK9bV041N6DYY8PJVlZWFqcj+VlRVhcUgDrAvHKIA8W1XDt6R3G4JAHHd2DPLyxuYe9YPYd7EB+jgNvbTuK+qUl2HegHRvXVaOzaxDLlpRgZMTHoQtkNBYVZsFkMCA3xw6bzczhD2SsUogAlbeVcKH5D4WcDQ15MEyhZkNevmaoOhWFwfh9Qb5+yMBqbu2F0WTA4YZuFj32HmhHaXE2C3YlVJK5YwAF+U50dQ8hN9eOnr4Rvm7oGiGPDyprnJfj4LLKudkO5ObYuLQzCSb0m7w/yItqvlxTJLweauvGwbYeNHb3obl3AJ2Dw/AGAwgijJFgAIM+L8xmA5aXF6G+pBCryoqxpqwENlPmiJSTPbvV8Z984XKYnZNvt2/Ij/vO+GNGvgsyldl4fwYa98K38yWErTaEjBaELMq9R56OYaOF0yOSQRKmEpsRk0IJqYm0eka1E/pblTrU/CQR9/nIvakkWoygnTY6PjpS+R0VM+K9TKLDx7nnY0aYbmIxI0nvlUmXN+E6YiLSVBnPmJwuimPP7HrsTOvYJLvssSoozc6So8b2bApRsWLbs3Cuon9Nd1labwxdyuab7PwrZqB2nC6p9SUuN/636iGpPpGihc3jnj80jXbZ6rbExJRYaWHqK1XMIymrWYWhe4XKrCtThVgs0cHjN8Eb0MNu1uGS4/Qpf4c2fvfTcFknTzMw4PGi8pafyzt0HrIwLMljBJ/Ph7feegu33HJLdBi1zJ177rl49dVXx5yHvEp+97vf4Y033mB36EOHDuHJJ5/kpHrj4fV6uVNJLCE5l7j9fmxtacH21nYc6uxhL43F+XlYV1aKDx+3Bi5b+sKM0g0JImS0Uofaiaell87wsFfxAiCRpX+Ec610dg/yS6a5pReDQ24cPNTJhu+7u5pRWZ6Hd3Y0YtXycuzZ34q1qyrR2taPJYuKWKih8eRJUFSQxcvIzXFAr9exIUzbZreZYbEYWWyhUAj+2xL722g8Nt3pk4WEL58/wCEmXm+A8+HQ8fb7AhzaQslNBwc9CIdD7LVBOXPauwb4+NL5JI+ig0c6+fzs3N2M6qoCbHn7CNasrMD2nU1YvaKczzOd3x27m7Gyvgw797Rg+dJS7KMwmFWVfN2UluTwuS0vzeF1FBQ4Ybea2XPJ5bTyekgcobCYhZqAk0JyllcWc6dCx6appx+7mjuwvakVR3r70Of1oHVgEAe6u/Hg9nfhtJtQX1KEZYUF2FBaipWFxXwMM52gkiovqemEiUnF+zMUDEA30AddMAid2Qd9MICQyQwDGRuhAGU75Eo4YUMkVSKJKVGxIWbQhtV6nQSX54x4mnDCABIPaFJqxo0ZKXGw94g2TaPGm2Ss1u4JPEwmnC+B5NrRY8bY1K9SZX91GROSEmk1nzUBQjdPQ3Km6GCUdjLZ80WLbtrThacVhqaKXdqMJOqYmFASc12LF1UU0YRk4Mj0EVGFBROalot96UEaiSqqBUIG/h0I6uHzG+ALUsMHYE7TZyc9c5NpEJovjUbCaEQwmUd0dXVxzgzVlVmFfu/ZM3Y5yquuuornO/XUU/khFAgEcMMNN+DWW28ddz0US/6tb30LmQC1oO3p7cDrLY3Y29WNgD+EGlcu1peU4uoN62A3m+d6EzMSeig7nRTWYEV5ae4UKpD4OQyDwoJGhr0YGPLA4/GxgU7iFHm2BAIhFl4oRwV5HpiNBrS193POCBJYSBwhgYUEFDL0SUwhMYDCn8jIpm3LdlkRDJLoYufwIsrX4vH4kZfngMdNfSd7QlDeFrfHz54KJPhQn5bpyrLxtpJHA01PXjFurx9Ou4WH2+3mSIiImQUIq83EIgSJC7Q+ynWh7VP1FBIoyGOAtsNkMvJ+0z7Remk49Y1GPfcNRh1Pp9fpeb3kZUnzE75I9ZZgIASfP8gGi3tEmZeOLYVJdfcM87a3tvWxAHa0oRvl5bloaOxBXU0hDh3pZKFq/8EO9gzau78NK5aVYtfeVqxcXoadu1uiAsi61ZUcsrVmVQUfM9qnmuoCVFfms3hCAsiGtVXIz3fiovPXIDfbBqvVzEIXdQ6nmRMwy4t8Yuj4VObncLd5zVIeNuD2YFtzK7Y2teJAXzd6vG7s7OzAlvZmPHpoN7LsZlTnZGNdYSmOKypHdVYeMhFqqEsuJCctmzOvScX7MzwygmB/HwxBP3R2J3R+PynogMkChAwI6XzQGYxAOKCU49QbWKhjI4MEO0rME8m/peQIIONDTalI41U394ixEgnFiVWzUBMuJoomsfCcaE4TNWcKrUPNWUAVehKeL1O5lDhMKMnn0/SkD8qJML3QnFm/JebZYzgdjwSqjJKZByYTtykV+zGeN8tY4TkxESPOcyQaghN/zURDbvjZQ/lJaB4qIRwL2eFhkemCIUXk5Xo4IZpHyb9FQgkJJh6/Dl6fDn6/Dm4vYEpT0lcWoJNpHEkmz4mQkYhgssB5/vnn8Z3vfAc///nPown0brzxRtx+++2cSG8syIOF8qRoW8go7CddtA734q2eZmzrbEH78Aiq7HlYnVeMyxatQK4tNUkXBeUDl/JFUFc8g2rP5H2iVA/ysXhA4SBeb1DxnPBRSdhAxJMiwOILTUef28PDPk7sSWEjJFSQyEIf2kPDHhYkOroGedqW9n4UFTjR2NyL0pJsHDnajarKPPaWqa3O57CkxXWF2Lu/HUsWFWPXnhYOTyKRYfmyUqVfH+kvK8XuyPjde9uwdHExhzEtXlTEIkRddQGONCjLb2qm5KM5nMSUwplI9MjPc2BgwM1eFySkkFBDwhJtP2270WDgv/UGHeeZKaTytnYLCguyWORZXFeErCwLjt9Qyzk7KA0B9QmHw8JGDy2TqjKR5w6JIdQn0YVL5dotLEgJcwN5tJ2+uJY7ontkBK83NWJHVzv29HWiaaQffYER7BvswG8OvoYihw2r8opQ7yrC6twKlNnyM0KoCoXpAzWJKjlJTHOsk4r3ZzgYRHBoUAmYCYagt9thCFoQCvgBiw0GvYHDc2GgKhEcoIMw6LlA15YhUnVF+aBX8pJEFsyXHqdQjA5ggUQVTRLkB5ZJogMS3PwnsGmnfYVHV5HMEqYZdpKCEJgZMaV9nupC5xupCyXKnOM63WVMZb5UnP/EczPqSREdH9aEQkXFEU1f8R6JiS2KaEIhh5HfamgO/R0igUQR+ANBRSwJhvTsTULhOBSGMzwSgsdHDcRhGPlhl/pvJMlhsvARwWQeQRVuqEpAe3t73HD6XVJSMuY8JIpQ+M11113Hv1evXs0VCj75yU/iq1/96pgu9RaLhbt0QNUzWtztODTUjN0DLehwe2DRObDEWYaPLjkOVc7cjDAohOShMB3y7KBOEI4l8u12XLR0GXdkdB7s68abnU3Y1tOMRncQvpAfr3cdwI6B/XiiLQCXCahz5qPMlo0yWyEKzAVwmXJhN2TDQMk90wR9oCofqZNPJ0xMKt6fIRgQGByJVKGIuH4HQ9Cxh6WSx0SnJ4HZBBiNij7CNjclcVWSwkYyKQJ6Mh7I/FBc3uMNnnC8d0gkPCcOVlS0iWDVehfxXijRSWdh/9NhGs5GSM6smqWZG4eSnv2ff4diHjPRmRs9ThE3VB+z2PhYmI0mD0mcp8loLxTFsyTmkRIXshMRShTvR2W6AD/G9CycBEg8CdIwHfzUD5B3SRg+fxgBfxjDIwHYWStJQ14xzhUlHiYLGRFM5hFmsxkbN27kBK6XXXYZD6NWJfpNyV3HYmRkZJQoopZmTGe+3073XriD/XAHhzAcGEKnrwu9Pi8CMMOsy0OZrQoXlZ6ICnuRCCSCIMx76Dm2OLeAuyuxDr5QEDt6mrB7kMSTFrR7mhFGEA3DDWj3DuPIsAH6cD/shiBsej1M+hDOKPkKcsxV87qssDBzwiNuBEY8inbBr/Mw5zOhvCUUrkJ/h01WpSU3FARMZq6ao4TjhPkbIKwzKGYMV5qgUB21XoVaejgWpsORNtEIGzWHQHx4jiq4RM0eDvMZLZqMR1JiippuJSmLWRVppmi2R7xlYtWDps+s3B0pucVSc9+GU74WNbwrUz1kdHO4DF0KQm6mMk6xK2J3vdbbJOZNEr0rNY+G2GNCDbWJiSRqaKgaJqoOUz1NKAyH3kMkmPgDajiOEoJDQonbR+HRIXg8IXjcAYQcSA/kOZKM94h4mMxbRDCZZ5Cr79VXX43jjjuOk7hSWWHyGPn4xz/O4z/2sY+hvLyc46gJKsdI5YPXr18fDckhrxMargon6WDA3wx/yAejzo4iax0WZZ2MLGP+gk0aKQiCoMWsN2BDQTV3RCAUQNNIG5rcDej3t2Ik2AFvIAyTzoMw3AiFAmyUpgMJyclsSATxu73Qm4wIeXzQG03QGY0AheTQO5TyihiDQEj5G8EAwDlNIuYMWyuhOFGD/E4ocWL0853/0KZ01c/cuEosMTxdQWJK803TTySjGmoybXsmIC3hTPPkWCxoVC8QlclFrJifWeIyYuKK6temDc1RvEqU32rJe0Us0SteJSFFMKG/SSwJBMFCiT9AOeQozJs6SpgfxAg55qUB9uZLwnskmWmEzEQEk3nGFVdcgc7OTnz9619HW1sb1q1bh6eeeiqaCLahoSFOhLjtttv4I4n6zc3NKCwsZLHk29/+dlq3e5Hr7LSuTxAEIZMx6o2ocVZwpyUYCsAXGoY/NAKHaQbJhKYakpNM0lcxXOYESk/iH/FCbzRAbzYi5DVGhRJ637MXiN4fJ3wof+vY+4S1D3Y2iWQlIW8TTsQakUfIOIkavWqsjZKolapyRcWTZA1jXTpKsmYGqdmP0dVFBCG9kL+Z6oWmG8MzLFFA0RKbnsMB2XEt/vkSl8Mkbnys1LCaz0QJ2dEr3ibkIccekRyVyMJKIBQGPeY40b4vxP1wKAyvOwBPerILiIfJMYAIJvMQCr8ZLwSHkrxqMRqN+MY3vsGdIAiCkNlQ7hKbPhs2ZKdtndySl4RxNnEpSSFl6A0Iev0Ienzc6alCDiV4NRkR9vuUachjlAQSKi9s1iuRNkE9wkZSSpRcJLpQJExHDb1RY284JEVJzZjgchJB60+fWE1GY9zH4nbGtvXH9DKZrXCLyVaezLxTR5vNYVb2Yya7IQjTYuyLbcxbWJuzZJzlRJ4kSr4l+ps92yJTqI+S6MzK84SFEzXBa8QpLhaSE+s4HCeISN4SsFBCuUv8gRD8lLskUp2QwnH8/gCMabqHKNk2dclMJ8xPRDARBEEQhGMY1eU5memE9EP5S0KBILeahoIhrprDeT1IACGLwRSGLhSEjkJyDCSWhCIlLimnCVXPodAbrTO9WhpYSU4Syxum1vKk0sPRzLFRjSRmDkVEljjDKQkLXyOWzFZCWM3CE/rTmTcDmMluCPMM3bzbjtECYSy8hj3WomWDx7qQYyE5ivdagqdJQpiOEk2ohulEQkJZNFEecRyWQ4IJiyZKSA5Vxgn4QyychIJhBAO6zApNmy+hdsIoROoSBEEQhGMYNYdJMp2QfugTO+AJIODxIRwIIuj1cUd/R5pYFf909ksnbxLKZ0ICSwi6cIjFFMU6oXHs5B5Zbqwyjla8mEwXY7Em0sWJHlOwBWZPLFFS1U59A8IIqcbLDGyY9KXOFxYi2loyyV9NumnOlzpFTw2VUbdusvmjFXU4CbUyT/S5xB4pOoTUvErRUBzFy0R1SVELV1Bf/TtEorJSjxiBQBBuTwDpC8nRJ9GlTjDZunUrzjvvPOTk5CA/P5+roQ4NDcVN8/nPf56Lh1AlN0rpkMiRI0f4+Cd2r732Wtx0f/zjH1FfXw+r1crVV5988kksdMTDRBCECenuHUbfwAgcNjMcDgvsVjMM1IoppIVgMIQRjw9utw/Dbh/cHj+Ghr3weP0YGPTAFwjwOSJaOvphsRhxuKEby5eU4Asfl9xBwuSIh0mGYzYrRgGdg0AA4ZBZ8Ryh6jjcj4kgsfAZNdmrmiQgYljF+carriORfCXq+iZwFpnQNEuYTylNPPVrZirzzbiMcKYlYZxPITnHfL3f2ThJ0z3Z05lv3Fi5MYYnhuSp3h/aaTV1cMZY7GQyTrQwVeSxFPUwURVQNWl1pJy64mVCSV8joTlqHpNI5/eHFMEkSLlMFJE4bcVA59jDpKWlBeeeey7nubzrrrswMDCAL3zhC7jmmmvwpz/9KW7aa6+9Fq+//jq2b98+7vL+8Y9/YOXKldHf+fn50b9feeUVXHnllVxc5JJLLsEDDzzAlVtJsFm1ahUWKiKYCIIwIS3tfXjh9f0wGvU42twDl9OKI009qCjJwdGmblSW5aKjawjVFXkYGHSjrDgHI24fCvKc8AeCyHHZ+QPYbjNDr9PBZjWx4GI2GXmZZpMBRiN1epiMBh7HfSqtatLzPDSePuiNBj301PG7SVG+UyVS0Is3QC7vlFAsFPlNrbtqPxhGIEiun0Hu077SfD5fgKf3eAM8j8fjRygcwojbz8dhaMTLw6P9YQ/PTyIIxd4OD3sw4vHzMvoHPTAZ9CyU5Lhs6Btw83Ht6hlCSaELbZ0DqCjNRVNrLx//I809WFRVgIMNXbBa5PE+F9C5HvC5MRR0YyTgxkhwBIGQGyG4EcQIdOFhmHReGDEMIwZh0Q3DpgvDogvCpAvCDB2/mPVhN/RZN0JnKEn9NieZw0SSvs4NIZ838oeaeyRWxpcd4hOfg5FWWEULCSv5TZS5EgSSSHBNJIdAMuEyajCOIjRMbI3ELWcKz+rofFNdxxSY/ZCgWUJusXlG5ifoVa71SRMMaaYef77x7hulDHksaG+iaTULj5d5tZugyXGiFT1UXUIVVRSPkpi3CYsnkVRMoUAINrPhmMhh8vjjj8NkMuHuu++OFv645557sGbNGq6OunjxYh7205/+lPtUPGQiwYQEkpKSsb89fvKTn+CCCy7Al7/8Zf59++2345lnnmGhhta5UJEvaiGtBAZ/DH+wDb6wH+6wD24yKMNZ8MKBoaAOgyE9vCEHvCEz3EG6PB0w6lzQwQKTzgaHwQ6n0Q6X0Y48iwNFVidsJjMylcERD782nPZ0peqefVbXl3M3HmTsuz0+NvhJKKGODHyvz4/BIS8LCmT403DyVKGHeXfvEIsgZPiTcNLZMwiLmfpDLJb09o+wUEKiAokktA6CxBUSFZwOC68vP9fBIkJJYRY6e4ZRXpzNIkIliQhtfaguz2ORp66qAIcaurCkpgj7Drdj2aJi7D3YjvpFJdi5vxUrlpTg3T0tWL2sDNt2NWHt8nK8s7sZ61ZU8O/Evjp+dX0Zz7dyaSl27mvF8sUl2H2gDUvrirDvUAcW1xTiwJFO1Fbm43CjIi41tvSitCgbrR39KMx3orN7KCqG0HVC+0z7SYKJzWJmgSnLaUV2lhXFhS7kumxYVF2AvGwHH5PcHDsfq2yXjY9pdpaNj2VRfhbmG4PDHhxt68Xhlm509g7h3UOtOOe4pbjk1FhLx1ziCwbRPNCP1uEhtHsG0e0Z4X6Xdwh++BDQ+dEfGEQAbuRZTbAZQwiEBuA0h5Bv1sOgG4BNP4x8kxFOgxvmUCuchkHkGJwIGyKiIFUwoS7UCYTTUxNRPEwyHDIKSJClPCbUahoMIuQPQE82AnmZBAOglCNsRbDPOiVxJZE3qIglkWQBfPrYKyBiCLFSovFCiQgro06zOm9cAI8qtxBjh7aMZyzFchyMfT1ps61MZIjORPAIz4KXxGT7seBJm3dJZrrbqJmAZr6N6Zhv/GmVfCIJHmrjhN7EJ/4e2ytF1TvGSwqr/Kl9flCYn5KKmjcjugmR55b67lGd5DS3bDTCRR3GD0ISJhQPFI8vFrCXUkjcTcZbLUUebV6vF2azOa5Kqs1m4/5LL70UFUyS5dJLL4XH48HSpUvxla98hX+rvPrqq7jpppvipt+8eTP+8pe/YCEjgomQVoxZX+CLjm7jiWpA0MPbHXTDE/RiOODFgN+DPr8bgz4/mkf6sM3dgj6PDyP+ADy+IAa9Pjj1FpQ7slFqd6HU6USZ04Wq7GxkWeZOrDjY1I0/PLcNVhIF+oZQVZSD8sIcVJXkoqo0F2UF2SwIzGdo+7McVu5mG/LYoNAT9uDwB9mLg7oA/R0M8XgaTl4fPj+5qod5PEHCCr1Mvb4A9Hode3yYTAac7VkGs9mA009YwsLCpuPqYDWbsGlDHawWM07aUMthRydtqIPdasKJ62s5HOnkjXUsXmzaWMfeMqedsAR2mwlnb6qHzWLCBWes5HCY9wbDMFvI4CVPerrawywKqZ4yBoPiKUPbYjAYYKG+0QCr2cjDaRk0HQlHCxFqEWrrHkBDWy935BXT1NmHg81d6B1wIxQKsRdRUV4Wmrv6UZDjTKtgQs+eruFhHOrqRdNAP1oGB9E+MoyOkSG0u4fQ63UjqA+hIMsOi9mAAILoD4zAZATy7RY+pzqdEVaDGfkWM8w6B5wmHf/tMAI2fQBZRiPsesCiC8CmC8JiMMKi08MEAww68qDSQ08XkL4gLfssgklmozMa+RlhtJjYENCbjNCZTcrHsdEIHVfIUarpRNzvlGo49Dvizh51LuEP+0gzLX+8R/oTGL9RYUC1VBTLZIwYHFU/mOw6SdK4nHQybeLJuSAFhnw00a4u8wWHlIfkzPX5TRfT28/kPEcS15Hskifbtljq6MT5xvcsiRdb1Hpd/AiiFCDR0BxNZGEkuwl7lcQtQvVmiVRYjygn9O6kaSksh7yW6dswLfAOJB+SQyEzWiinCHXT5eyzz2YR44477sCNN96I4eFh3HzzzTyutbU16eU4nU786Ec/wimnnMLvlz//+c8cbvOXv/wlKpq0tbWhuLg4bj76TcMXMiKYCBkJKd52o527vCSeIWRkdXvcaBkcQOvQEJr6B/B6YxMae/sxOOJFlsmM2txc1OTmYlFBHnd5DnvK92Pd0nLuCPIYaO7oZyORWtDf2HEU+xo7ke2wsuG/rKYI+dlO1JTkoqwomw1GMvSPZSg8xzGPvXOOVUh06O4bRlNHP5raetHRM4T9DZ0Y8fnx9u5GFOe7+D6oLMlBY3sfKkty0dk7jIqiHITCYaxaVIL8bDuqSvOwsjZ1ISlefwCHOnqwp70Te9s7sb+zGw19/Rjy+2AxGWG1mmCxkKhlhN6og8NkRr7DDpvZiJIsJ3cFdjvybHbkW2zIt9mQa3HCaphfr1YRTDIbvdmkiCCUqyQibsTn34gYNGpekkhSRG451o3fGhwzQBJalRNsq6hhxuvV1tuZ2JCeTthLfBJZXUoEgemtI51oKhQd0+gyPlXK7IV2TS+0Z2rrH/8+UUJqJp83JpGMJY5ocppEBY14rxJ1qxMlHqVmVyxdrJL2VfnN+mGsAroikEQcR5RwRCXEUF0afTdTR5VyLFRiPQ3Qc5mfzUlMR1RWVsYN/8Y3voFvfvObo6Yn0eP73//+hMvcvXs35xv5zW9+w6LJLbfcwg03lOCVhAyt18lkFBQUxHmPHH/88Zwf5Y477ojzMjkWmV9fdYIwDvRAKLQ7uFtbPEaL8dAIDnb3oKGnFy/sP4IH33gHQx4fGzsVudlYVJiP+tICVObnpCwvBuXkYM+Sklycuq4ubvt6B91oalda27fvb8YDT29lz4PG1l6sXFwKk8GARZUUhmFHWWE2Sgtd7AUhCHMFhV21dvajtWsAvQMjONTUzeFXb+9p4jw3b+9uwuolZXj3QCtWLSrFjoOtfC17/UEU52ch22nFmqVlcDmsqK3IZ7GkvDAbVospJdvrDwZxsK0be1u6sL+tCzua27CzpQPeYIA9gajTG3TQGXQodDpQnutCTX4uagtyUZmbzd5qJVlZfB8vNEQwyWxCbk/EEYTKBmuMD7pe1ZbNqGUR6xRBRBkXyzuigdzi1eno3EatlYihqqgy8bMktPBqf6nriv4eRTTrysQ7rC1zPOG0M7gek14HUrP+NC4yZR4aaVIxqFzt7O1D5oX3qPJBOIXbN7V1aMdrpY1E0STxLh8/XEd9lEQjANV5SViNCr2qaKKKJWHoEeJqViQ0kJeu3kDhifTI03EFdbVqMP1tNCqeKPRMNJgMMJkVj970VclJYl2RaRobG+FyuaKDx/Mu+dKXvsSJWyeirk6xJ6666iru2tvb4XA4+Djceeed0fHT5cQTT+QcJSqU24TWoYV+j5fzZKEggomw4KGHRmGWg7uTamKqLnl8NHT3YX+7YkD9detuHGztQnlONtbXlGF5eRGWlReiNDcrZSKKun15Ljt3a5bE5wqhbWzvHkRTex+6eoexbW8z3txxFNv2NKG0MJuN1XVLy/ilU1uejyy7BcUFLhTmOjnHBeXCEISpMuL2ssdHT/8I2rsHMDjsxZGWbn7Xv7O3ha+t17cfwbrlFSyQrK+P9Q82dmHD8gq+BqvL8thLZGlNIT60eT17lJQX57BIkkpIhGzqHsCOo63Y19yJ1r5BdA+NYMDj5X7X0DB/uBTnOrG0rBC1RbmoLczjblFhLrKsqd2+TINjxJP4SM/IJJnHAByOYzPDZDNxWI7BbILBaoGewnGMRg7LiXYcnhMJx9HrOQQnrDdGw274N6ijD/zI+yE6TjFVtMNUb5Xx8hXEo1a0UCeZKLRktIt/vFvLVITJab6fM6pCTuL+Z5ZRP7fM5rGY3eM618/E2Vt/JOwlYYFaWXE662ehRpMQlsUvjfdUdHhURFGni4WnKSE55EVCT66IKBKt0kuhzlQhR8nNxIUCWCTRwWg2ceL+TMxhQmKJVjAZj8LCQu6mghouc//993PZXyo1PBO2bduG0tLS6O+TTz4Zzz77LFfhUSFBhYYvZEQwEY5ZqKVYNZLOj1TCotAYElF2NLThnSMtePrtvRhy++CwmrGoOA9rasuwvKIQ2Q5b2raRPEqoS4ReNBRuRMlD1Vb+nQfasG1PM3YfauM8G4eburlVn/J7kKBCeTFKCrLgtFuRl+PgBKIUEpTtss/7XCrCxCFrdK1Q8t2+wRHu9/QN87Xd3jWAQDCIw809nEdl+75mlBfnYv/RDg4T23ukA/V1xdhzqB0rFpVg/9FOrF5iZC8R6s4/uR6Lqwtx3sn1XDnp5jxleKo8RcZiyO3FrqPt2Hm0Ha29AzjS0YstBxo5F8yisgKuGOQNBFGQ5cBxiyqworIIKyqKUZWfIyWyxcMk49FZzNAbDEq7q94AHSXM4RE6FkiUMB0SRzSWREQAiVpB3LKpiiHKvPEhORpxRBfvgRI1bjSTjmqpTgwhUeMoRsVTxHIPxF1N0aS0amPzRHEY0fo+SeZvGDV7EuuYyoJmgSnt/7GVwySTQ3Jm9yhPfQnxIXLJeGRNds8kuw1jTKeKIZHlx4frjBMKlLA1qqMcnXQSQ+hO51pZOh1CkUcRvbIpNYleF+bcYaSJkHeJOaRDwK9nzxKzNcS57qYSjjKfywoTVKVm06ZNnIeEBAyqYvO9730POTk50WmoYs7Q0BDnG3G73SyGECtWrOCksRTWQ/3169fz8IcffpiFl//+7/+OLoNypJxxxhmc6+Tiiy/Ggw8+iC1btuC+++7DQkYEE0HQQMZTbVEedypevx/7W7qx/XArHn99Fx583su5D8j4Wr+oHMsri7C4vCDtSTrJM4Va6l21ViyrTYhDikAhEl19w+jqHeKcEpRLgrwGdh5s43K35LlCyVGpokxBroP3gcJ+SGyhZWc7bXDYzVx5hRKfUmJX6lM1FwoJonHUp+SpqfTCOdah8zjs8cHt8WPYTdWI/BihykQjXk6KSwKIx+fn6kKU5La7f4SHd/YOYnjEx9Vn/IFQrMpQpBpPTpYNfYNuFOY60Nk3jJICF59LGn7C6mr2EKE+5dS5+tITUZjn5C4/xzFnoSnkdXWktQc7DrfxPTno9uJQWzcOtfagpjQPOU4bDrf3YFlFEU6qr8LS8kIsLStATXHeggynmQ1EMMlsyDAwmo2KVwklfqUy6xYzNacqXiKUM8dIfyvJXqOJXfWKyKKIIxFzJMGThKcls0Q12NXwHSYmoKghN9r8BeoIdb44kSWBRMNp3CtpSglPkwjviduIsbdt6iQZWjQdZj3hKy90lpenLjbVzwNdilYzewKSVhQYQwacxtJmtg2T7VssoGY80SR+jybbzlGBbapGqpl6vBwn6rMk+jd7k4Sg50CcSGhOZFkc8YIwDHp6Vulh1ANB6kL0GNRxPxCkZPohGP0GGI1BWGxGuNJVLJDdXZL4vkjhN8gbb7zBuVBIEKmvr8e9996Lj370o3HTXHfddXjhhReiv1Vh5PDhw6ipqYmWCT569CiMRiMv56GHHsIHP/jB6DwkyjzwwAO47bbbcOutt2LJkiWcFHbVqkjL8wJFBBNBmASLyYRV1SXcqXT1D2PH0TbsPNzGhtuL2w+hujAHJy6v5jwMK2tKUFmUM+dJW6mFnYxg6iaCvFUGhjzoH3RzPhXqkyE9NEweCW40tvWiu3eYK5yQNwt5IpBHAiXmPNLSw/lVKHRoaU0RizN1lQVcQpiSeQ4Mezh8iMoKUyJbMuxJlCHDnUrlBoNhNuBpG0iooT5VnaGXJ+VxoeznJOSQsUvxqNSn48r9yG86ylydhFojIi8kEr9oWfRb6Ws+/sPhuFJ6bCyEw5xwVKnMSS9lKstJw0P8MiYvDTLW6RhQ1Z5YP8RiRCgcgs9HFXrCcHsDvFwqt0zrGR7x8vaQsEEVeki0on3s6BnkMCpKBkylhakEckGuk704youyseNAK4sW7+5rQX1tMfYcbsfiqkIcaOjkvB/kQVRdloujLb1cUrm5vZ+9O+hcUEgMeRZRiBZ1dK7I64PEEMof4sqyIddl5/Xm0t/ZDhbGMsnTiM5Je88Qdh9tY5Fk6/4mvHOwDcsqC7H1QDNfR3SfBQMhbD5uGY5fVoFFZYVYVlHI12g6t/PIQC9qs2NC63xCBJMMR6+DOdsOo90Kg90Gg9UKPXmdWO1KCA4JJyYTwiyeGDg0h/+mUBzyTImE6KjiCXQk7seq5CiiiSoAKFUmFGEhMURErVYRp5CoEyhpUKI/EzxTItOMZYSlPatENNfKbKxV7on5g2qcT8MracJlzkZojHY50/E0mco2TCCoqA5jWneyMbYtcX1xMouOvp9izwc1LCc2u0aFjfxNTyT67uJ8JdolK3oul9MxGsLQhWLfbWZTRKIKAiajjr/XQiEDAgEgGDAqYi7XXl/4ZYWJ3/72t5NO8/zzz084/uqrr+ZuMi6//HLujiVEMBHmHfRQ/em2l7GppBobi8vnpNW4INuBM9cs4o6gbNyH27q56s2WvY148B9bkWW3cpnbE1ZUoqIwF/VVhSgvSl1S2ZlA20TGMnVVU5iPxAISB0gQII8HEkUozIMMdcp7QSFOJLgY9Dp09g4hGA6xpwuV/m1s60N+jp2N/tICF/Ye7UB1aR52HmhlUeCdvc1YXlfMIUarl5axaEDhRTR+eV0Jhx2pISMk2FDujJryPE6cW1Gcw94zJBS1dQ2wRwStl7xmSMCh8sDkrcGiCokgYbCB7fEFkOWw8LaTMU7CRnFBFtq7Bjn3RnN7H2rK8lgkWlxVgAMNXdFtoG3dfag9uo3qNq9dVs77sq6+nPdF7a+n/B+7m3DcqioOd6Hp27oGkeOicrXUMmJjAYrKT5dQ+EuBC2uWlXH+kHNOWspCB137lGDVYjaxt4/TZuFSx+QJRPuTNnfUWYA+gsjLha4DqiK1bV8z9jd3srBE3iMblpZj6/5mLK0qQmlBNq5bVoE1i0qxvKoIeS7HnGzz/u5uPH/0MLZ0NqNppB+/3vx+FNmd01qWP+RHw3Ar2r1tGPD3wR9244zCs+AyTR7nPFNEMMls9JTDhCo1cUlhE1fN0bFXiZLDJER/kzhC4rDeGMlZokOIRJNIqI4arkPmixpmo5T01Hig6KhlN2IO0TXBdo5WNIn+w/C0ccLI6MSxyZh/0YSx8Ysfk+j2JTPxhGTotZyhm7VwGC30LRSSFU0SK92MNUVM9Ej0CokNSywqPNbyYlNH/FoiA6JhVtFGLOVZQglg48JzFAmXhRP6VqNvGtVwpXmoXYTLCLOQQu8oPTdmkXBC36falEqZlPRVmH+IYCKkhcda/oIB3zCC5EVgzEaxtQz1zjoU2XKnvCyKa7y4ph4vNB7Gg7u2o8Tuwnk1i7CupHTOxAiq976kopC7i09ewcNIQNjb0IH9jV14/u0DuOeRl2Elw9ZqxnH1lSwSLKsqQnVpLsxqTPo8g15eFKJDXaqM6GAozAIMiVL+QIA9UkhwIW8PGsb9YIjFGZqW+txSEfECoWHk/cEvUXYlUT1IFMEn+sKPvKXVdzg7pFCcLCUQo4IU3EIbhlFPRkUYJvbEoIRjiocL9em3yUgeMHr21FC8YvQ8jjqqdmQ0GNjLhIabybU+AwW0VMOCWXsfjrb2YOehNgyOePDC1oN8L2zd14y1S8rwzv4WLK8thtNuxkmrarBmcRm+/vHN7ME1l8esfXAIzx08hBcbj+BAbw98CMJmNSDbbsXO7o4pCSZ9vhG83LEH+4aOsFBi0Ptg0Ydg1gdh0IVwfN4JaRFM6MM41iI48XRC+jHY7TA47TBmOaC3WRE2WaC32wCzhUNwuG80KZ4iBlM0LEcVTFgciXqVKGE4aplgbYhK1FE/IozEDLCIIKLx5NcW1YkGI4yTbGK0A39kbbwcMpK0Ysz419g42U+SIk6UyWQyr4jL+MyX5CLzjumKOYk+H+Ohih1TXU+iSBL/O16IiQ1VhZZRXiiaaaPiiWZr1KcBvQvVBw7f/5Fk1eojg1M2cb5YpXIOhezQd6LBYIYrK5TGkJwkwvLnUSOWEM/8tNKEecelZZdxPxgKosPbhf2DTfhL84vo9nhR66zAWUUrUGwfndh0PJbkFnBHBvXurk68cPgwHnhnO5bmFeC8xYtQkzd1IWa2odwe65dWcPehc9bxMMobQSJKQ3sv3tzVgFe3H8a/th3C6evq2Agko5BCKmrL8jkk41jPuUDHxGigTkooz0dIvGrp6kdDWx+HEXX3D2Pr3iYOsSKhZElVIfY3dnKfRC9KbryirgSrF5Xito+fj6ri3DkPayN8gQCe338YT+3Zh+3tHTCb9bBZzSh0OLCkIB8nlJfjjOpaOEyTX6f0zHqzowHPtpFQ0gKjwQ+jIQCrIYgcgwXF1izkmx3IMtrgMEzPW2WqBML0lalPbjoh7ejCARizs2AwmaHPcgF0nZFAYiPPKh3CBgNCZhsbEyEOwzFGquAoFXEUi4JCc3hpEZGExhHKOY2G66jiCE8aM120vxPzkYQnyL8xbot3RCyJzZf00ZieoqBNSjv3j5SFwbwWS3Tzwv9lqnPHl/zVzdK0E8+XmPVEe6vF8pnEPEdibiZxCi2rHiQ5KF5wIejCJKZGxN2wHhRdQ97AujA1KOgQhI4bp4IhHXQWPWvD/oD6XDHA6w3BatMdMzlMhNQigomQVqiVvtRWzN3pRRvhCwXwRuch3H/gFU7YdH5ZPU4oqkq6BZmmW1FYxB15GrxypAG/efNtuL1+bKqpwllL65BlHbu++VxAuTo21ldy974z1vAw8p6g/Az7G7rQ3jOIl5/bzu+QrbsbsWktCSlgI5LCSmpKcjmsh0JnBCETIAGAwp3IY6S5ow8Nbb1o7RrEwaZO9A95OOmwmlyW+pSkdeWiEpx/0jLUVxfhUx84BYsrC1Ccl9ry3dPhUGc3nt55AFubWuAJ+hEIh5FjtaIi14XTF1fj3MVL4LIk93whb6Z/Nh3CY0d2odXbB4MxBJ0hhHJ7Hjbml2NdXi1qHMVzcgzEwySz0RnNnLdER7lKzFbAbEaY8pSYLNHQmzCJJGrZYB35qUPxKolUx+Fx7DbHmZ40CVxVAyYyXbS+hRqmE9uOaItwZPJomoO45ahu++rI0eEzo4zBhFCf2Xa7iBbuiHP2nz7hFLiEpCnTwjwlFW43mevKM3vXQjKiyXh5U2JlhpWcb8qw8eaLF02UZ4AinMTyleiiIXXa8Bxl2eo6eD5KJEfT8upC0eVQuA0ngeWwHR0nh9VTjjmOhqGnGnn1UmJYpQFAryNP3vAxUyVHSC0imAhzillvxKnFS7lrHOrFHw/uwMP7d+HSmuXYVF49JeOBHpKn1dVw1+9245k9B/EfTzzHrcCbVyzG6oqSjMzpQOE4lJeBusRSqUdbejhfRlvPIF7YcgB/8/ixbV8Takvz+e2zrLqIE3hSfo2iXCdK8pUEr6kKkRGOPSiUiUpWt/UMcDLZrt5hTgJMYsj+hk4WJykRMF2HNEzNE0OeUgU5Dpy4qpq9paisNXlOVRRlw5TBIWhunx9/f3cfnty+F7vaOtnxgsKyKvOzcf7yxTivfgkqcpIPk6EPwZcajuJP+3eiYagXMIXhtJhxfGEZLq1egZqsAsw1ksMkw7FYoM8vBOx2hCwOxTix2BDU03M+yIJKCORBQtYE9WM5SRRbRVNimL1O1JgaVTiJCQkxUSTRAND6zGtEhwkvCXW68DgCymgxZSwmy5OQFKqFNkODZXTuh9m5J7RHad6QtpCcVKxj5sJZ/NJmL5ms1iNDO2Qqc09tfTHpI3F+VfBQRQ3tOsYPz1ETt6pCiiq4xJJCR8WTSPJ9zl9CIq8mLoc8StR6XiE1iIi3Q7mPgzol/xxJJ4FQEIGQ4jXn8RtBRSuz7DpYjbpjJumrkFoy96tVOOaodObiprWnoX14EA/s2o4n9u3Dh1eswZqSWHWaZMm22fDB9au4e7epFU++sw/3PvcGNi2pxiXr6pHjyHwPDUrguXJRKXdayJOGDNeWjn40dVCrfj97o1CSUyobTMatw2bhHCm5LhvKCl2cSJQEFUqOSZ4qlNCUxtmoNKVwTOL3B9A3RFWQRtDdN4KBEQ8nyKXqRYeaujnnyvZ9LVxdZ8fBNtTXFGHPkQ4srSrEvgYljKZvyI21S8qxekkpFlUUoCDHicqSHFQU5fA1lmkeIxOxr6UTT2zdg5f3H0WQctSY9KjJz8XqyhKcs2IR1leWTllw3dvRif/Z9jZX0HGHAixknl+7CO9fvBJZ5CmQIYiHSYZDJYPtToTMFvgpdFVvgI5aVk026EJBpfXVYIaOEliTeUEVw8KhSHlhRSBhs0Ot/8vDtTkENCE37CmvepYkls9NcK5XDea4UJ2xxATVPz+yCbPj6DE1omE/MzNoY4ax3Avzm9lO+qq9sGcqmsxMPlNFivghya5vbE+T+HGxG3ji8JzEY6z6niljItJt3H3JS408m1hMiUxPGeT42aadXx8RUsIhpcww5S4JUc4T8jjRw+M3wGVTK4ClGK5EJoLJQkYEEyHjKHZk4YvHn4Kjfb347bZteHLPPly7cQOKsqYXz7+6opS7IY8Pz+86iB/89QVkWSw4Z/UiHL+ocl4ZdaonDeV6oO64laNr2lD1l47eQRZVKMSnd8CNls5+tHYO4FBzNywmI5erpWovbd0DLMhQdZtFVQVcnrUskjuFytJStZacLCvnY6Hytw67hYUcM5X7nWfHbSFCLTN07oY9Pgy7fVzdx+31sRDi8wW4MhF9KzS19cFqNWHfkQ4WNbbsamDBY+ueJqyvL8fbVLVnWQXe3tuEdcvKsW1vM05aU8MGPlUsIu+Quop8vP+ctSzAUXlo6rj88zyGvEme234Az+84iPaBIS5N7bCYUZjtwCnLanDOykVw2aYubAx5ffif17ayZwlFR1Bg9nuWLMMVK9fAac48kZKEkGS8R0QwmRv8BhuCVgfCZit8VpeSXJAqQBiMLIxEjQ0aHGmt5YuOUcUMjXcF9zSJX3mCyDj1e55yB8SF42jDc7QeKImVMjTTaIibhuedzKjUhvZMU6Ag1/1RXjIzI7ZNQvrCCzI3fCYeXcbsf3w61mTmn7ysseINouqkWtEkNp+S3DXeYyWuTHBUHIlIL5GqOBwqqIs8uyLpTWK/I9NHdZeYAKMmkyWCNNxAFXICMOmNsBrpfU5j09BAKiE5Cx4RTISMpTonF1878yy83tCIHzz7Io6vLGePkekmQnVazbhkw3Lu9jR34NntB/DnV3ZgbXUpzl+/FAVzVJp0tqGSuVSel7rxIC8VyilB3ij9g27OM0GhFW3dgwgEgjjQ2sX5KHYfbucQny07G7hiydt7m7G+vgLv7m/B8SurcLS1l/NRkDBTV57PIRkUcjHi8bPgQtVQyJOF3neUv4XeFVQlSG/Qc9lbSv5JlWKM1DcZ+DdVl6EwJSpFTL+pT+MzXaCh0BW1eo/SD7MXByUzJa8NpR+ALxDk8T5fkJOJct8fgJc6X5AFDypvTNOQGELLGxjy8rGj80QiFnkVUQjMwaYuPs8UtkUeHvR7aXUh9h3t5PNF54/Oz86Dbdi4vBLd/SPsebRqcSmfr6XVRRwuc+EpK/h8fe7K09gzJD/bMW8rNyXD3qYOPLVlL9450gqdXgcfu/OGsKa6FBduWIaVlVP3alN5bvdBPLBlG4b9ARiMOq7e9fETNqDAkbnPF/44TaJBc96FDCwQhk256M1bBYfBg2FjNkzwRu0OY9ivGDIhCsohrxJKlKi0xSp/R4yX6N8aQ4paO9UmXs51olQPS/z4j3mfhMceFyWxdT3B8NKG8iRV73NmrihxIQ0Z/v4Iz0fBIeUhOal2RcrkayLeW2P6S5hYBBk9j1YCHUs0iT0K4ivhqIwOJIoNiQUtUW1B9VFDTwLyH1HynijXFAsy0WeT8rfifRKpmMOqSihazVcf9vMwfZgSx/qUpZv0gIUaWiuQciQkZ8GzcL+IhYyCEh5ON3/IiVWVWFdWiofe2o5bH/k7Pr5pI+pLC2e0PfXlRdyNeH14bvtB/OTRF1mIOXvNYmxaUcNG+0KG9pWMYuqSxesLsBfD0IgHQ24fe7L0D7vZsCcvFoKSf1K5XLd3BF19Q5wIlHJaNLT2siF+uLmb81ocbOpGUZ6TBRfyWGjpHEBhnpM9ItQEoeTVQqWZqUyvPxBi4YQ8GkiIoGWSwEPLJK+Kghw7+gaVvBlUiaUkP4vDk8hbhsJMKESkubOfq640dvShqiSX83Cw2NDag5rSXBxu7kFteR4ONHZxElIKO6H+3iMd7I1B4sOSqiLsPtzGuWPePdDKYSrbI+Vv6ffKuhKu/rKspojno/lpebVleTjc0oPK4hw+JiRaUN6PgmwHiyBq/g+71cRiE11/9CFBogXtK1WKoeNCfZfdiqxaK/JcNhY+8lx2PuY0nqbPdlhZNCOPIKeDPILMyHLYFvw1PRmUE+ipN/fg6bf2YdDjZe8ZEqnysux4z7oVLJraZ+Ax0zU4jHufex07WztgMOlRlu3E1SdtwJqK+JC6iWht7UN2jh32NOcgIvNa+8k70XRC+hnymbB/pAol9l6EdWaYDXaY4WFDwgQjDOEAWw0hEk84X4ABSvFz+lsxTZQWW/2YIkbMMNMYWFpDWFXT4rxKxrti4txStI3BqsUz4b7Gm1tTMfXSQywkZ7aXK4Jk+nWZ2b6yUpWcVmW6y55aqFD8nTf2umM5TeJDkWIijXbY6C3Rhufw3xEFWCvxRJxNIolh1W1RRBIWRxCEnqvphGAMe6EPhWEI+mAM0t9+6AJBGMKuNAkm4mGy0BHBREgLD/3mJXjcAbzvyhOQkzv10BqL0YiPnbgBh+p68Ot/bUFtfi7+7ZT1M24Ft1vMuOT45dxRq/Nz2w7gV397AxuXlOM9J61E7QReGsca5NlAHYkUswG9bMnrwuNVvCm8fj8LI4o3huJ1QePJ68IfDCIUDPFv6tiLwx/kdy15aJCQQF4ZJKqQsEMiCwkPtL0k8tgsRg4pIRGGcmyQt0tZgQtZDiuLLFkOC4rzXXBF+iRgUALdbKeNqxLlOG2csJSmW1ZdyPORWEHixQmrqtn4PmPjYvaeuWDTclgtRvY4sVpMvJ+0HXqdjr1pDEbypNHDZCBvGgMsZsXDhqYxR/rkWUOdMDPoHLx9oBn/2LIPj766k8UnOu/ZditW1Zbggo3LsKR8ZuIr8ey7B/DH19+F2++H1WTE+auW4PLjV0/JG665uQf3/+ZFuHIc+NwN56S1nLLkMMlsugeAva029OZaUOTywW72w6I3w2rwIEziiN7I3iVUhpOqRlCwDYtb4bDqODIqf0DsTGod6COhMho7KZosdgyUyfSThMEo69BsyDiMJUQoy57OVRcVfeK8WmbGWEkxZ2+5qSRF923Kjb/IFTtp+FYmMVt5TBRiaVPVZStDp7oMrYAx+TJiYuhE82m9fmMJYUdJrxj99NHCUm6k6k18UI+a8FUrpOh0VExY8aIjoZgLp4f9MAU8MISCMAZHYBzsh87vAYb6YHTkAcs3IuVIWeEFjwgmQlq48uOnY8fbR/Hbnz+HT9x4HhzO6cUU1hXm4ZuXnYuH39iBb/7xH/jY6RtQXxFfXWa6LKso4u7j5x2P5985iB/+4XnOZ3DamlqcuroOuVLKd1ahl60IA0IqONzSjWe37MPuhg7sa+xAS+8Q5+zZuKQCJ66owmmramcl5Kh3aAT//cwbHNoTQBiLS/Nww3knoyI/e0rLGR7y4ne/eQmDfW72BBpxe+F0pC8pLOUvIWM7memE9BP0+dHXq4Q1DvvMlNOVExv6oHgiGdnBPaAkQeScACEWTjgZbLTAJ8ZsNyZixlHE02jM0zxOLhCNXZgoxESagjVDxxdeEtqvMW1SkLdkNClY5ixU8Fm4zO5xiQ87mb3lx4sbmRmeM/UQndHzaSWN6HRjLopC/DR+JJrcJ4leQ7w8fvSogkvsuaV4zSnCio6ebexdQiGIfuiDfhjDQRj9IzAF3DD4fQg1H0agqRHweRHIKYbjbKQcpaR7Eo0Oco/PW0QwEdLGqvXV6GrrwyO/fRn/9ulzp70cCj+4/OQ1OG5RBe556lWsKC/GVWeu5xb72YC8Ai44oZ671u4B/PPtA/jBA88iEAjh7I1LcPraOq5CIwhC5kCJjV/efhh/fXknGtp7uZpPS9cAh7f8vw+dgXM2LkFRbtasre/lnYdx399eQ++IG1arGR8+fS3ed+KqaeXa+dMDr6KnYxA5eQ589tPnplUsIdREfslMJ6Qf8q7r6vLCajPAaSOR2aTE7etJFLEgrAsgrCfvEh0MOjIoyJwgHxM1iIq8T7TCSbw/R8wE0hYG1ZpUY1/TSllQ5Z9YxdHInDzLZPdCfOWL+P70mWy7M5v5uM3zj2M5BCoWVsZ3cHRocvOpWWWU2luxeceaX1uOWC0dTCKKGoKjCQaMhNmMtR5FKFHEEl2YwmyUv9nDhDzqgn7oQwHoAwHoPYMIhYII+oLoePEQ9IVu5H9qlg7chAcnUn0smemEeYkIJkJaOX3zatz1zb9g/84mLFk5s7jC2qI8fPsjF+L3/3wLt97/N3zqkpNRV5qP2aQ034Wrzt2A8DnrsbehA0+9tgd/eu4dLK8pxupFpThlTS1XjREEIf00tPXg+S0H8a9tB6E36HCguYvz3py8uhb11UW46cOLsayqcFYTBlNS3l//7U28tPMwt95TothPXbIJ5VP0KlHZ/tZh7NnewImQP/KxU5A1B55sEpKT2VhtJoQCw/B6KVRRD69fB6PeAIteD52BjAuljDCVySHbxEhx/ZybRB8RSighYWiMUJwwR+DEG4/xzvQTGZVxfhxjheGMg3ZdcR4pM0QNw4mKJbN23yeGC6UqiaroJelntg94Gq6TGS83do/E7kVVPEkuVEebUnZsvzXNXNGZEqrdJDxlYk8e1ddNqQCmbJWSq4Q950IkswagCwagY9FE6SPkR5jyllAVR5Mezppc+AxpSrYuSV8XPCKYCGmFEr+edsEq/PORLTMWTAhyX7/63OOxu6Ed9z/5Bo5bWolLT1k56/H/9DFYX13MHeVF2H6gBa/uOIx7//wyNiyrxNqlZThxZTWXWhUEITVQ/pqdB1vx0rZDXBGIPMAogTAl3TWG9bjgxHqcf9IyrFlUnpIcIDsPteLex15F/4gHTquFvdDeu2kle71Nh2AgiL898hYC/iDOPnclqmtmnk9lOohgktmYzHrULsphU8JmDsNsjFSb4JLAajuskubVwF4bkewf7PeuGCCEGjCg5E+M5SwZL+tC8mbZxGKJNtFjvPAwe9dTOG2tuKlattxbc8PsixrxAuTsLT/+HpqtHCmYIOQmcYqxl5DEmyMqzoz+N7ZmrVSreMepnilh6EJKkld+0umCMESqgunDQeipqASVWSex1KCH3umEfVEtjHYbAukoKSwhOccEIpgIaWftSYvx94dex5G9rahZlnwFiYlYXlWM2z56Hu577FXcet8T+MLlp3PSzlRAhti6peXc/ftlp3DVlK17m/CFOx9BltWCU9bVYfXiUqxYVALLAi7NKgjpCrV5c8dRbNndiIFhL97YcYTD5qgkMiUI/uhFx+GMDYu5fPJ0S45PBiUl/r+/b8VjL+3k5MS1Ffn44ofOQO0MPdpefGYnutv6UViSjfPfsx5zheQwyWzsNh1Ki/Tw+alyVhBGQ8ShnoUuRSjh9mH6m4yLSHsxjWGzhIapOQMiFSeiRSc0qCE5ijkWnypyemhDbghF4Bmd+HEGhMMIRRK7zqa3ytik8voX95KFyex7sGjv0tlbfvz9rik+HjfN9IgJImooT3xtLm1FHfIk4YdZLOlrJB8TR/qRdwl507Hwq0yriMCqiKwkX9Xb7bBUVcKsS1PFOfEwWfCINSfMiZfJulOW4IXHtqLmyxfP2nKtZiM+/8HT8OauBvz0oX9xvpFzTlg6q+74Y4knKxeVcvfRi47nUrFbdzfioWfexs5ftOLUdXVc2va45VVYUl14zJd2FYSJoNhmEkh2HWrDGzsacKipmysm7TnSgaXVhSxcrKuvwDnHL8XG+krUlOel9P4mqBT2vX9+BV39wyhw2XHa+jpccc56rmw0E8ir5KWndyAcDOPiDxw/bS+V2UBymGQ2VhMlfKVQmzBMxrDSJ9GEy26qSRR1iljCAgrlW1XECkqQqHqjENG0lOp9M+qcJqZznGmyyfi/ZjO3iGpuRZeW8tZbCcVJU73flJMYgpaaNcy2qKGiXd7U8pBMttzEkJt4yXS6T4L47UoM+tN6msRylkSeRJHcS4o4onqZKKKJMi3tvyKU0DNOZzQiHDQrIovRDL0jZ5rbPNVdlLLCCx0RTIQ54eTzVuPOm36P4UE3HBPE7Hf3DKG5pRdrVlUmvezjV1RhWXUR7n7oRbyy7TA+fcWpKMiZeinj6VBa4MLFp63kLhAIYtfhdm4d//kfXmRxhcJ5TlpTg9ryfKysK0G2VN4RjmGG3F7sPdLBAklnzxCefWMfCwdOm5lDbciLiz7YPnT+OmxaW4u1S8u5NHQ6oNLVjz23HY+9sBM9A8MoKnDhs5efhlWLZscr7qWn38VA7xAW1Zdh5fpqzCWKYJJMSE5aNkdIgCrfmA3kcq5Ux9HrSSxRDAaO9deF4tqI2cQIU4snmRaUBFbx81ByfCieKNHcA7r4tmUySmJ5CWYqb8y+cRB3CWptuRTZIfNVyxCmEjYz/5gtQXPy9cz06o+F9mh9VrReZjwmUkEnmgs24jXCPynsJk5IoWFqqGHEY01PU5g5QTYsOsqUrXidWNL0jS1lhRc8IpgIc4Ir14HSqny8/vd3cfYHThh3OpvNjCf+9g5cLjtqqpJ3f3c5rLjl2vPwr60H8e37/o4LT12O806uT3lrtBZqgV6zpIw7wucPsHG482Ab/vH6PnznV3/HiroSLqtLhmBVSS4WVxYgP8eR1u0UhHR4jrR3D3LekQONXejpH8Yr7xxBttOKdw+0cohNTWku+gbdOPfEpcjPduCTH9iEtcvKkZtlT/v2Hm7qxk/+93kcaOxEfq4Dl521Bh++cANsltkRa0KhEF7++w4E/UFcePnxmGskh0lmQ+l4zMYQGxV6XQiGiGERdXFnuyEmeqiiiRJ+E3Vsj7nyR60Sxc1dm61A64nCsJimVr1JXZt5Mp4M8YYhKUcJv1O1+lSrMvP1tkrbd8rsX3GpyDEyfoBLKu8YbXCL1h8k3ReVugWxkLt4PVMVdceeTx0f9TKJiiXq32HoI3+rJYhBoaQ8f8SPjsQIE4kmeuhDQV5iqsJ0R+2F5DBZ8IhgIswZK09chC3P7phQMKGSoB+9ahPu//W/cOPnzkd29tSMp9M3LOJ8Ir955DVs392Mf3vv8SgpmF41i5liNhmxekkZdyodPYPYfbidDclHn9+OHQfbUFaYDb1Oh/X1Fch12dgbpbwoB0W5zjl12xeEyaAKNRRS09DWi87eIew93MGt4y+8dRCVJTksGNqtJhTmONHU3oel1UtQUZzDwsjiigLOS2Ixz91rye8P4o9/24rn39jPgueymiJ87NITsLZ+5gmqtbz5/B70dA5g2ZpKVC8uxlwTSws6+XRC+iGPEhN5mETj+cnTJMRhN9wqqxE51C46IJIQll3XycCIJHmNmjbkxs45AbRu95qwHKU5V/mDFkFTsIOK1gdltok3MOPDJ9LgVjLmtujSsIpUh4fM15AcMTInQ70zFN8xItmkrbOD1o8k8a6J+YLEzxGVQCNlhqPhONES6LE8JmoYT+Kdz08x8i4JG4AQ/a2ExoRCen4uhvQzC51NGslhsuARwUSYMzacvgyP3/88Opp6UFSRN+50FeV52Hzeatx7z3P44k0XwDTFRKq5Lju+cPXZ+Neb+/EfP3sKm09djovPXpUR+USoqg51Z2xcHB3WP+Tm3A3NHX2cu4HCFbbsakS208ZVQpZVF8LltLGhWZznRHG+CyX5WdxaT/lhBCEVUCtz36AHnX1D6OwZRFv3ILr7h1kcIc+QQ01dGBjywGIxYWjYi+qyPBxt6WGB0Gk3cyWbDfUVLEJUl+airryAPUsyhXd2NeGPT25Fc0c/evqGceGZK3DNB0+G1Tz72/jy0+9SwVec9/6NyARS7WFy991344477kBbWxvWrl2Ln/3sZzjhhPGF8r6+Pnz1q1/Fww8/jJ6eHlRXV+PHP/4xLrroIhyLUBgOVYSgw68kbFWq3yiJECP9OKMkJizE6tLEZyQIj/GvMlWsgkVMqKCrlXqJgTqxacYLcdBNx4in3dJ4tMyVV0NaSgkvkJwg8+2waK/4hRL2oxUTRnu3zIaAEp5wD7WyotbrJfFv/iua2HV0fhS+98mbLiLKKkmrE55xqmcceXbwBUIhMeS9SVV0FJGEhhuM6QnhVXKoTP79ncw0QmYigokwZ9jJ6F9UjNeefgeXfuKsCac98cRFaDzahf/9zUv4+CfOmFbIyunHL8GGFVX49R9fxee+8RBuuOpUrF2RfG6UdEHCCHmXUHfJ6bHhbo8fTR193DJP/aOtPXht+2G0dg+it38YI14/Kotz4LBZUFGcDYfdgpI8F7IcFhRkO5CTZYt0dm7ll7AfweP1Y2DEg/4hD4sew24vOnqGuPoMXWPEvoZOvl7e3tuMmpJcDqlZVJHPOUZqy/JwuKWHvaDI++nkNbWcf6SyJJdDzMqLc/iadNotyFQ6uwfx4F+34IXX9qN/0I11qypx66c3Y0lNUUrWd2BnI1oOd6G2vhS1y2LeZgvVxeShhx7CTTfdhHvuuQcnnngiCx+bN2/G3r17UVQ0+hj7fD6cd955PO5Pf/oTysvLcfToUeTkpCl5XwZCH/56verSHoai9SuFhNXHuLZlN2oIRgzNqM9ILEFAnCCgLCNiZvHMiYke1Wm1CVYTtnHURitWUZzGFrfYeEWEDKJR7upqGI5S3mfsFaecFHqXqPuc8l1KVShRes6FIgjOr5CcscJl1GHpID73iBKkFx8uE5NK1a1LlC7ivDhGB8SNEktiyxn9oqCgGe0TKrZ1yjMsulUJnmvaUJ5YKI4S2sKV3XR69mI18LMiIprQcPI0YTE5XR4mkvR1oSOCyTxkIbXWrTihDm88s2NSwYR4/wdPwN0/eRp//ctWXPq+6bXMOh0WfO6aM7H/cDt+/cfX8Ngz7+K6D5+C0uK5CdOZCjarCUuqCrkb64N6YNjDIT4dvUPoHRhhD4DewRFs29/McZz7jnYgL9vOOSMocWVLVz+HK/UNebC4PB8jHj97rQSDIRTmOjlJbY7TBpPJwB4CVpOJt8FuMcNiMcJuNs24UogwNeg8U6UYj88Pjy8AjzcAt5f+9mPY4+NEw/3DXj6HPQMj/M3Q1jPIXhJHWnuQm2XDrkPtKC90cTWpFbWleHtfE9YvLcfb+5o5yeq2vZH+vmbOrbO/sRMnrKhCfU0RltcUY/2yCvYQIRGkpMCF4rwsTqpsNs2va2HE7cOjT2/Dn594G/3DHiyqKeRnwXmnLZ809K2jY4ATUi+vn7rg8fxftsLn8eK8Dx6HjCFJD5N46zc57rzzTlx//fX4+Mc/zr9JOHniiSdw//334+abbx41PQ2n99Qrr7wCk0nx7qmpqcGxDIskES8SxXhUgmyUb/RQ7G9NX7FctGahKnhQEeKIQcXGR4InBSeFjZNT4rYl3rycwH8kmiol4uXC8QLj/M1hPorVpMw3lvExF4ZGOrxKtCdNQnLGZvbXoa0Bk6p1jLXWuYKTQ8cVDY+JHvRLP87fyrxT88VRRRNlneoQdVjssmGhJHICosvmcQnFyDX6S1w59MgCKCSHRBMl34mS8JrDDDX5m1INPZGT8jCJT7wkzCNEMJlnLLTWunWn1uOJX72ApgNtqFhcMuG0ZMB//Poz8f3bH0VBgRObTls27fUuqS3Gt798Kbcq/+jeZ7C4thAffu/xyHGlP8HkbEDeIuSZQt2Sqolbxsm4Jm8C6gZHvNz3+vzo6B3m9097zyAb34eau5GfbceuI+3sJfDWnibUVxexYb12SRne2d/C/QNNXVhVV4rGjj4srshnwaayOJfFmpK8LAy5fbwcMu5dDguHFTmsZoTCYOGFXmeU+JZEHYNex6FSBoMBRqOeHcHpN22XKs6YjBSvCpgMBn6lmwzKb0NcP8TLo5eoUa9HkNw06QOdWmoprpVfsjqEQ0rsLI+HDkEuVafj3zSctpWm9weDkb7yIifRgn57uQ94fUFePokY/Nsf4OV4/AF+RdJw+hCg37QNXl+Aq7DQcFoWuZHS37TO4REf72PvoBt2i4kFDxKuGtp7OfTqSGsv6srycKilB0sqC7C/sQvLqoqw92gHVtQWc2WmVXUl2HGoDasXleLdg618nvYc7cDGZRW83iy7BeuWVqCuPB+15XkoL8zG6esXsVBG5bHzXDZeJ3WUR2gheSP5fAE89c+deOCRNzA47EV5aQ4uPnc13n/R+qSqVrW29uEHP3gCbe39+I9vvR9Llkz83NLS09GPd984xN4lS9dUjZkM9siORuQWZyOnKDttx32qZYUHBgbihlssFu7Gev+89dZbuOWWW6LDKGzw3HPPxauvvjrmOh577DGcfPLJ+MxnPoNHH30UhYWFuOqqq/D//X//Hz8XjkW4AIOOhA6lTHDM4FFPmuKfrq0UPN6Vw2YMiyQJGUE0iV1ZtCDDQ9PWrJqXib4e461LFUuic0cdSsb+W50ppbpBksQfnXSxcJ6xs0fE9E6DLpNaaUwbHjeX51lde/xNp5v072SJD+6L3T+ROypOxNVkm1ZljdhEMbkm6vEWvx9RsYtEish3G3trRUIUo2tJ17eLeJgseEQwmWcstNa6vOJsFFXm4a1/7ppUMCGcTiuu/9Q5+NF3H0dBQRaWLp++SzsZI2eevBQnb6zD3/65E//5X09iVX0pLrtw/bwVTpKBvA1K8qlzTXleNvK9AYx4feyR4vb6+DcJLhQSRAIDlYolAYD6xMCwNyJWeOAPhNgThobxeBII3D4WMNyR+VWBwWw0sKBD4kr3wAh7R5B4QCJMU2c/qopz0NDeh7qyfBxq6cbSykLsa+xkUYfEgZW1Jdh5uA1rFpViO4kGi8vwzoGWqDfFhqUV2LqvaVRfHb9+STne3h8Th9TlrKotwY7DbVhRU8xikrreReX5ONjcjZqSPBxp60FFYTZvJ3lgkAiV77Kjb9jDIoTb4+PQKTqeJPiQOEQCD3nv0JveaLCwqJHtsHG+mhynFYsqCpDtsOKEFdWcr+bsMOCyW/n9S94eJAw5bRaYzUY4rCZYzCbYLEYeRsLLVHP/LDQ8Hj+e/udOPPTYm3zNlRRl46Tj6nDZ5rWoqSxIahkNR7txzz3PculCqtrlck2tZOFzD29hQe3M947tITfYO4S7Pn8/9AY9vvfUV2FM0zmbag6Tysr4UMZvfOMb+OY3vzlq+q6uLgSDQRQXxye2pd979uwZcx2HDh3Cc889h4985CN48sknceDAAXz605+G3+/n9RyLKEKvGmyjaTPVxf+temzwN3lEeRgtcpBhQS2wFH6jJozVWqQRg0XjqRKfqUSzXeOOWSikMBxHu4qUM19DctSQsVR7+oztTTVbxPICLQzGC7sh4j1X1Km1ITnq8ykibsT5gMQSwcYSvypLUIRi7RZon4RKqlt+2vGfGvcVgzmNgkkySV9TdxVs3bqVGxbefPNNblz4wAc+wDaj0+mMTvP5z38eL7/8Mnbs2IHly5dj27Zto5ZD74Uf/ehHuO+++7iBvaCggN/BFKmg8vzzz3Pj/c6dO/l74LbbbsM111yDhcyx/QU9z1iorXXLNtbi3Vf24b3Xn53U9FU1BfjINafgN798Hp+96QKUTpAwNhmoKgcZTeedVo+/PbcD3/6vJ7G4tgjvvWAtG1VCDDLqHTYzd3MJPdBJXCGhhUQHEmiodZ68VkLBMDudq7/Ji4T/i5TH5C6yDKXxIv5TJmZEID6+X6d4oaj3Hf1FQhD9YSADRK9jDxlCTShMXjC0LBJElOnFHTPd9PaP4PG/b8df/vY2n+qiwixsWFONi85ZhRVLkxdcd+9qwY9++ARGRnxYtboCn/nseVOq2uXz+PHmP3dzOfV1m5aMOc1Q3wj83gCcOfa0iSUMfWBOISSnsbERLldMcB3Lu2S60H1LHpH0sUbvqI0bN6K5uZnDUI9VwST2HIpviVWNk1HhOLG5xshPEFkG6ySxltrRYTaR9vDoz4lSui4s4STdviWpY6GY6ekQZhbCcUr/9TTRUYuJIWo4YbwXXGyximCrLis2z3gBNaqgq9YEiiR95Y+8SHLsyDcbfSMeC2WFW1pa2Ba84oorcNddd7EX6Be+8AUWMSi6QMu1116L119/Hdu3bx9zWTfeeCP+/ve/44c//CFWr17Nje49PT3R8YcPH8bFF1+MG264Ab///e/x7LPP4rrrrkNpaSlHPCxURDCZR6Srtc7r9XKnkuh+PdusPXUZXn70LTTtb0XFktKk5jnh5P+fvfcAb+O8soYPeiUJ9t4piupdtuQudzsuSZw4dmI7zSmbbIrTnPzZbDb7pfe2sdN2neI4cZzq7rgX2ZbVGyVRYu+dIHr7n3sHAwwKSYAEQJCao2c0wOCdd4aDmcHc85577gqMDlnx0+88jru+eD0KisIM6nxBJqk3vWkLrrl0HZ5+8Ti+f++/WGlyxcWrsXl9zbJKS1jqoO+C0nhkyIgHIr2OnejDo/86wteyyaRDaXEuWprKcNlFq5IiSgiv7W7Dnx98nUuDr9pagY989Aro9clVz3nxkf3wuj04/5qNM95Lpsdt/LSYU5iDTCLZlBwiS6SEyUygkSkiPQYHByOW0/uysviKQnroIjWklNCnkTDy7KJBA612ccnauZCO308KC8jgVYgrhHRBBlePmC2NJdZ7QOpKEB4ljqyJIy4Tl0rLD0eHTGFHhKgqFks0BBUKLC+PAFrUJC3NvyRYApvVb5GDGEsRsVfYUvx7og1ZYz8PG8RGKkciWvvJ6FWi6QlEmruK84iUwyhE0zaR5tCiP1IGj/EilxV++OGH+XeTPC7FgTnKQFi/fj3HfU1NQiXOH/3oRzwfHh6OS5gcP34cP/vZz1iBsnKlYHtQX18f0Yb6pWWkQhF/n1966SV8//vfX9aEiTzcucwhHa2jkTpiH0lWRSf8TPj617+OvLy80BQtv0416lZVwphrxOtPHk5qvatv2IzG5jJ89yt/w9SEPWX7Q54N112xAV/9wptx4Y4VLOP/t8/ej9/9+VUMDqeXPJIhQ8b80T80gQf/8Qb+7e778ZG7/4BX3jiNlU1luP7KDfjCx6/Gx+68NCmyhB7UH/rTa/j+dx7F0OAkLrywBZ+865qkyRLq56VHDqCA0oCuWDtjO4fVwQ+S5iSUKylBIIkpCRC5Qb87NAIl/U2i96R8jIfzzjuPH/ConYiTJ08ykZLtZEm6fj+F518hN5/TE4LzcGASri4R70uKFbMHERFPzDxyHA53hP+FxMnItoLBY9jmUdpuKak1lmIYOxtilUNLCUE6Lu27nokzdHHdS+YP6c1/trNJvBeF79uxFbfCahJp+k1MZ6L6N3TXkVAvwcpZsZOgZwlQVZxgTiKrOZSZGVgLbT+BKR0gkp5+H6UqZoNBSBkmMiNR/POf/0RDQwMTMESKkIUDqUfGJAoTymggNYsURJTMlOmwXCArTJYQMjVaRyk/lJsmHSFLJ2lCAcKKjTU4vud00iMJt3/wYvzPtx/F/3znMfzbZ65GbgoDDUqrOG97E089feN49uVWfO4rD8GSZ8SuC1Zix9ZGFGd4JFiGDBlh0P2iq3cMew914cjxXhxu7cXwiBU5Jj0uOW8ldm5v5OuXSNBkYbe58Jtfv4ATrf0oKcnFW99+Di66ZNW89nPvc8cxNTaN69970axpWbZJu2DgXJy8v1AmPUySAf2W3HHHHdi6dStXcyOjcpvNFvLhuv3229mMnIgGwoc//GGWFJMs+N///d9x6tQpfO1rX+Pc66WAdPx+iibUUrm6xKZEHKIVApCgCiVRRJQMlZStEJUlEcoR6W9zRCWdaETTLUsBM/81SxXLI7UoE9/J8vre0+VRopj1qpFSHIGY60m4tUTTrNHbkBAogTgUTeiNYOwvpktTEnZIW8LrCeqkSG+m9IJ8oRKqkhNsk6hxeqLYtWsX/+5Q6ir9dtJvrOhr2d/fn3A/lJVAviUPPvggfvOb33BWwyc/+UncdNNNnK1AoPgxXqYD/U0OhyNE1Cw3yITJEoJ0tO7GG2+MGK376Ec/OuNo3f3338/txAf1uUbrFnrhzgdbdq3Bq48dwOnDXWhaX5vwelQR5YN3XYV7vvMYvveVv+ETX7wBlnxTyvevqiIft71tB9751nNxpLUXz7zYioce3o/a6gKsXVWJdSsr0dxYOmc5UhkyZCwMU9MOHDjSgyMnetHZPcpVhWzTTvQOTKCyPB83vmsjK8OqK+bvbXTqRD/+54dPYmhwCvUNJbjzo7tQWxtbzjtR/OvB11hdcv61m2ZtZ5ty8L3aXLDwFMOkkabIilSNJP/90pe+xA9aGzduxOOPPx564Orq6oogkYhceOKJJ/ghjeTERKbQAyD5bi0FpOP3kwdKo+TpQqwQDkliZfICyRIbLoRl63E9AuKQJmGRu6gkkQY1M9MMUlVK5Jhx9mHpp0vEYumTJcsNMRQksv3MUSzgqhGJW0FQIi1lLHU9inf/EO468bMMI92SBCI3SKCENhZOE8yQhUnSKTmJGqcT6fHNb35z1i4pjWbNmjW47777mDQh0p4GyWmQgX5nk/HOo+cPUqsQWdLc3MzLfvWrX3HsSdVYxTSdsxEyYbLEsFxH65o317HR4WuPH0yKMCFQVRAiTX741X/gG3f/GR//j+sWbAQ7E8jkc/3qKp6ILT95ehD7jnTjocf288h2gcWElU2lWNtSieb6Et43GTJkzA90jfX2T+Bk+xDau4ax/0gPDh3vQUlhDkqKcrjiTG6OAedurmclSX1NYtVuZoLH48XDf9uHl54/webBl1+1HrfcvhM6XXIpOFIcfPkEBrtG8NYPXzYnoUopORqdBoWllmWjMCEQoT8TqU9u+9GgdJ1XX311XttajpDm84dLrM6cgjMXIukSaXnPIF+SYCgXpkDm1maEtynZFrIDi0PlLAM6IxP1fjNCLGSavMi+q2AmVclcmGmd6FMjylo/4oMY0jWK5YgoVkwpOUHyJVqBEs+HKVtNXxM1Tv/Upz41Z/UZSqEhUEEPmijrwGQy8bGiKjni54mABtPVanWILBGzEsTBDSJMKKMhXqYD/T3LVV1CkKO5JYblOlpHbOi6nStx4NmjeNvHr4Y2yQBFp9fgE1+8Hj/71mP4yTcewbvuvAirNtQgnaCbEfkj0ESwTjtx7GQfEyg//d/n4Pb5UF9ViKJCM6rK8tFYV4y6qkIYkvQ/kCHjbIDD6UFn7yi6+yfQOzCOA0d70NYxhNKiXK5k1T80hZERKzatrcbG1VVY2VjKxGWOWZ+S7R873IPf/vp59PaMo6zCgjvedwnWb0qOvI0GPdg9+YdXUFZThJ1Xb5izPZUVtk/aYCnNcHWuRI0mlkGMt9ShVMY6kkgl8ckhGHaILIk4IisJSmZdO+gnMJfSRNiSNFxKdAQ7UxBDrwzuDR2zNJMNyyMlJ52Y2b40vVsNqh+ySmkSPlPm0iNEKs6iEvDipQTGECDSIx/nXiA9cUUj1wiOKdgyVPJcrOYlllEX718BKDJUHCDZlJxEjdOpsilNyUCMB3/9619Dr9fj8ssvT3hdykrwer04ffo0GhsbQ1kJhNra2tCABhURkeKpp56a0ZdsuUAmTJYgluto3dbL12D3w/uw58nDOO+6zUmvTyTLR+6+Br+99zn86gdP4vIbN+OK6zdlzF2dArdzNjfwRHB7vGjrGMaZrmEmUh56fD9UaiWKOGVIgeqKfDTVFqO0KAflJXkoyjfLKT0yli3oAcZqc2FwZApDo1b0DU2is3cMTpcHI+M27DnYiYI8A2oqCjA0YkX/4CRWryhnpVZZcS4aaoqwprkcebmpNUTt7xvHX/+0B8eP9kCtUeH6t27F9W/eCq1u4T+PbzxzFINdo7jtc9clJIt12lxQa9UoqshHZpFosJgND/ZnIdjbi19IF0am3wTniQgAIheJ0Ulk4MLBfNB8MZxaE1s+OCSDT4A0CfcvhklUdUeauJNpiHu8yOf1Ur2sMvJslW5SSUpcnD3PX+LfLL2OEz/SIlE7Mx0X9F0NmVHH3qtCLWMZ+0B8s+kY+k9K9EruKvw/k7mJKSdTAmnN5LnapQmUTbBz506YzWYmMD7zmc/gG9/4BiyWsGKVDNWnp6d5wJ38Rg4cOMDLV69ezTYNZOa6efNmLj1MGQyUovORj3yESRdRdULlhGlbn/3sZ7kdeZv86U9/wiOPPILlDJkwkZE1aN5Yj/L6Yrz0t9fnRZgQ1Bo13v2RS/H3P7yKh+57GScO9+D2f9sFyyJ4AlAJUgr4aHrTpet5mdfnR8/AOLp6xtDeM4oT7UN4ae9p7DvWg0KLickUj8+PFXXFyDXreSorykVejgH5eUYU5BqhX0B6gAwZqYbP78fktAMTUw5MTjsxQioJpxu9g5NMhkxaHTjZOYTCPBOOnuqHy+nFxlVV/Nrj8WHjqkpMTbuwbmUF1jaXo6rMgrLiPKyoK0FhGvyIRPT1juPxhw/gjddOw+fzY/O2ejZ2LSpJjeGq1+PDE/e/gqb1NdhwXmJ5v9MTNmg0ahQvMLUoacgKk6yG4EUikAuxqoEoH5Pgc7t0FDfsRRJPyi5uQxEaHQ4RLVGkSYRBbLydTIo0obbKiCBnMXiD2KAsc9sVNps+wibtOp5lkZKzWGzVXFdkuiElWROt4BNJlMSuE1XRSKIsCdOt0u3FErJxf2QifEsCkV5L4vXDJc8Fh6VwelG8NJ30gKrz+KlCTwLt0oXXX3+dvVCIEGlpacG9996L2267LaINVbx5/vnnQ+83bRJ81drb27kiDg3sUKUcsnC48MILObXn6quvDpUQJlD1HCJHKHPhhz/8IaqqqvDLX/5yWZcUJsiEiYysAT2wbbpoFZ78/UtoO9CJpo218+7nxlt3oH5FKX5/z3P4r7v+gBtuPgcXXbUuY2qT2Srv1FUW8nThOSsiPrM53BgYnsTA8BRGJmwYn7Lj8Mk+HDszwPOpaSeKC8zoGZrE9nU1GBq3obGqCB6vj9UpOq2KCRajTosckw4mgw4moxZGvQYmvY7nBh2VHVuqw1kyUq34cHm8cLg8cLqEucPlZpJj2uGG2+PDhNXBhAidj3TW9I9MQaVUomtgDFq1Gmd6RuDzBThlZnzSjrKiHD5/N6ysxMETvVhZW4LhMStX+VhRU4zNa2pQWZSL2soCvOWKDaysqirJS7lqZLa/+fChLjz5+GEcPdgNnU6Nbec04prrNqK8MrW+R4/99kU4rE689SuR5fdmg3PaCUOOHjp9hsvn+hXClEg7GRmHgu/Z4SAjrhdAQvFrOOCQeoqE5tIYRLKFyHYSP4EFeJqE148MGyM/Syeko9Li/4uANG449tuWkV2IuQIz7lOSbLHj2TRZ0nuHwJ+GDaTFrYXbimWFo658MccvciejjKjj0SrCteyPIkAVGVINJZuSkw6QUetciJeFEI2Kigo89NBDs7a5+OKLsX//fpxNkAkTGVmF82/chhf/9gae+O0LaNoYyYwmiw3bGlDbWII//OJ5/OV3r2D3cydww63nYHWavU3mC5NBi8aaYp5mAgWzFMQSmTJudWDa7sLohA3TDhfGJu3o7B/n10SueP0+DE/YoVUr0T9qRWmBGYPj02ioLMTYlB0NFYUYt9pRW16AiWkHqkosmLI5WdFCfZTmm2F3elBkMXEwnZ9jgMvrQ65RD6/fD5Neyz96Bp0Gfn8gpHzRaYhBV0CrUfFPllqlYpKG0o1USso1VXDQTTEAsdnCewWUCgW/F5YLP3bUjsDtePRCWF9QPwo/9eKyVEAse0d/D3XOc3ovXR5UVYjvaYnfR6MbwnJqSu2pL/E9zamtdE4kQui1zw9fIMAKJJJAerxCO6/Px597vcLnlOZFoO9DpVBg2ulmEo6UHXqtGqNTdpgNWgyMWpGfY0TP0DiK88040zuKyuI8HO8YREN5Ifad6MGahjLsbe3BpuZK7D/Zi83NVdh/ogcbmytx4GQv1jdV4NCpPqxtLMeR0/1YU1/G5N3q+lL0jUyhuaYE1WX5KCvM5W3nGHWskso16Vkp9e+3XMgmyKQsIUJlMTE4MIndr5zCoQOdGB+3IzdXjxveshUXX7o6LVW1ek4P4uVH9+PSt+1AcRJEDHmYWDJcUphA52gi3ngZqzggIwJ0f5hLL8DBR+iDSMIitr2U9IiUu4fsAYLBT7yQLlSBIqr/ZDxNIvcmYlg6pt9MODbIdMLZmZITicwTS5GarXRuP/LmrZwX0TLbNR2syqWY6cciXjpN0GdEulhqXxKxNNxH6ChF36zEtYOquKhO0gtRkZdIOxlLEjJhIiOrkFtgxpqdK3DgueM4daAdKzbWL6g/SsX50GevwZ6XT+Gxh97Avd99HNX1xextsm5z7aIrTpIFkRJlNBUlF1R5vT7YnG4OtIkEoZQJIl/sLg+nRUw7XRzgU+BNxMbYlIrJCoebCBon+kYmMZlrROfQOMryc3C6TwjAT3UPo7YsXwjEq4pw5Ew/mquLcbCtD6tqS3H4TD9W15XiWMcgB9gnuofRWFmI072jvF7nwDj30zs8iZJ8M4bGp5mYITKICCRS3Wg0SiYQCET+uL1+JgVIBSG2JXKHyKDq4jz0jEyirrQAHYNjaKos4m3RPp3sHsaq2hIc7xwK7dO6hjIcOtOPDY0VONDWh01NFdjf1ofNKyqx75RAIuw72ROeB5dvbKrEgbZebKT1TvdhXUM5/61r6kpxtGMQq2pKcLxrCCuqinCqZwT1ZQVo7x9DdYkF3UMTKC/IQf+YFYW5RiY5iGQgsoqIB6fby+QRnZpExJAyiL4zi8mACZsDxRYzhiemUVGUx99LbalwHBsri9A1OI6W2hJ0DYxjZU0xK0JIXUTPEzqNmtcpLcjBOWtq+bjTRO+JFCnOM+GCjQ2w5Bhw40XreJ+I9KLvgRVKBi1yjTomP7L9uqFzuaNjBPv2tmPv3g6cPjWA3Dwjtmypx5vfuh1r1lWlTWnlcrrxu28/jNoV5bjs7eckvB4RZaRIqVlVhYxDTsnJaojk8Iyfz/hmbsSGaBJdAschkqBkrm3P09MktgfhhBRTkFKNmS0olxfkyzVZKJbV9qPP7Pklf0X2EqMqm0XVFr096XtxcCq6ffhVpC9JuNx5JHkS24fI2oj3sMx8p5ReSFMi7WQsTciEiYyswxXvugD7nz2Gf977ND75P+9bcHBG628/vxkbttbhyX8cwGsvnMQvf/Qk8gvNOPeClTjvklXItWQmJWCxoFarkGc28JQp0A8iKS2IkKG52+uTqCYCTOKQYIPe05wCRn9QZREIzUV1Bn0mKDr8geDy4A8ujb4SwUDtSe1Ic7VCyVWKSLlCnjCkwqD9ILWL2+uFVq3idBSNRoVrz13NZMI156xiguCqc1qg16hx5faV0Gk0uHJbM7+/ahu9V+Oq7S1MbFy7YxWrad60U1j/LRes4/UpRYrSVWi/1Wol77NaqeS/TaOiH1VBUSOqZKLVNmpRhaNScnv6jKpIkaKEvkdaV5zTdijwJ78cUb1z1pYf7h1H68l+nG4bQlfnCJwON4qKcrBhQw3eddtOrFxZkXZTZdqP+7/9CDxOD267+/qkvo+x/nEoVUqUNwgO9xkFPVQm8mCZKQM9GRGIPOqx49GiqkM0hg2HFbEJGdGeAfGSAeZK7RHXFJJp4tMagmmssMX5kSaRf236zryz45xOCy20LDxMFh+RThup/Fvj3yuS3YLgnzTTelJyNXJpoglHsW2kyX3Se1eksWuIgJF4LYnrzUWsLHZZYRlLDzJhIiPrUFJViK2Xr8Prjx/AM3/ajUtv3pmSfskX4Lq3b8el127A048ewt7dbXj8H/vwzwf3oGlVBRMq67fWoXgRJPHLERz006QTgtTlTUnJyBSIIOvrH0dn1yjaO0fQ0TmC7q4xfjCqqS5EY30xbrxxK1paypCTkzmCkPDXe5/G6cPd+NDX3g5zXnJnfH/7EAL+ACoaM0+YUBXI6EqQM7WTsQiQpNpIAwiltIxnKD4g4jTSJFEiVp85nWe+uzRDGMTbC/6XrNIkOuBJHWki3ZPlH7jET29I5QaWW0rOYkEkHxdOEMXzKSHMf6hATMWZSe0VvMdEFYlRJHFyxqFbY+4CwutY7yRpeo7Az0a1SaNnSLZ5mMhIL2TCREZW4voPXIrWPWfwr/tfxsotDahqKktZ30aTDte9bRuuefNmvPHqabzxyim0nx5G67E+PPCbl1BdV4y6xhLU1RdjxcoylFXmn7Uj9zJkLDYOHOnGiVMDGB6xYnB4CtNWJ6cHlRbnorzMgisuXYP6umIUF+Us2nVKypK/3vM0DrzQivd++S3zul8NdQ7zU17tmmpkHHJKTlZDql6PlLlHyeVFUUf8XmYJTaShtbiVVHzZqegnkjiZ7xUeP/Vo8ZCqIyxjuUB6FaZGVbPw0Hzh+zEvepJIhYiS5tLeIslg6V7GL4eeIYVJjBvLzO1kLE3IhImMrIQp14g3f/gy3P+tf+C+r/wZH/ne7bAk6dsxF1RqFc45v5mnyXEb9rx6Gq1He9F+ZggvPHscz/7rKEw5euTkGVBYZEZhUS6KS3NRVV2A8nILK1HkijMyZKQXRI60NJfh/HObUFKUy2lU2QTHtBP3f+9RDHaP4oNffRsq55lS09s2gNzCHBRXFiLjkFNyshz0mO2HP2aUN1zGU0zHkQYokSU1oz+Tvo6Ur4cVKpI25KMSFcRE17aJPjtmWi9ZRCYPRS5PFJHjzot/HmcijJMJmbMvPWfmkr/JQUo4zNyXP2TCH7EemeLP5rvkp/tWbL/BW9iMf4NwL4nWnMUxjQ35ncT3SkkHZIXJ8odMmMjIWmy8eA06W3vx8j/34Z7P/B7v/+o7UFSRn5Zt5eWbcNnV63lyu7w4ergbp070o6tzFD29Yzh8qBtOpxcanZoVKhqdClqtBjm5Bmzf3oA3XbsxLfslQ8bZjuZFSFFJFIdfa8M/f/ksSmuK8LHvvhPmBZRHHmgfQvXKCiwKZIVJVoM8migUiH7UJkPDeL4B8QKVWKeRyLAsgloRcmkiygzHk8EnopJIFTUhCvTFMeVk/BjCaQqLT5QsK8geJmlA2BtIfJ8Y0uOCMusWo+4/4R2IoToi381wPwlIVHJSCjea6I18H6aGI+jQSCY57ZA9TJY/ZMJERlbj+g9eDuuYDUd2n8SPP3kf3vxvV2DjRavTuk2tTo1NW+t5IpA56Zm2IbR3DKOvd5xTA8bGbXC6vJi02kOlZmXIkHF2oKO1D0898ApG+iZxxS07sXXXmgX1NzEyyaavO2/chkWBTJhkNaJ/YkTfkrmfvWejNGb+TCBKZvk84W0k02b+apOZQupYPUr2BCuZSMmR036Wi6dJeHkkImyf47ZYmNNP/LMn5JuUJBLSd81RlSvZk1qpyIwiVU7JWf6QCRMZWQ2S+9169w34+8+ewutPHsYD334Ybzx1GFfcdiFqVpZnZB+oIklzSzlPIkjmNzFhR1/fOEpK8zKyHzJkyFg8OOwu7HuhFfufb4XT7sL2XWvw3i9u5NS+hWLPY/uh1qmx+bL1WBTIhElWY+ZHbCJNJB4mSfUR/WVKx3RnH9WPGc2NM8ob2fVCygzH6U7yv39O+iQ7A5RlcSktO9PXbFKzSBVh4pUT1leFjV1Tk4ITi7n7nfXrj6M+mtl0Ou6m434WzdNE33+i1/EHfMgE5JSc5Q+ZMJGR9aByq2/+yJWoWVWBx3/zAk4f7sL/fPZ3qGgoxZqdzdh00SoUlGSWtKCH1Px8E08yZMhYnhjoGcWh3adx5lgPbFMO1DSW4ep37kTDmqqUGcz6vD7sffIQ1l2wCsYMlv2OgOxhsoQQ9g0QVCCzBSSxQc9MY9SRbWf/nmdScygWIRQVw8pw2o1yaaXgpHEX056ksexSchRZrjgJEyXJpKTNf6sJtFEk/kG8NJvZtjdbUlJsWymJlHnICpPlD5kwkbFksGXXOqzevgJP//EVHHj+OJssDvxxN576wyuwFOeitKYQ5161Aau2NCz2rsqQIWMZYKhnnI2f3/qBXSgut6RlG3/50SPwejy44t2XYLEglxXObkT4lAR9A2Jj1XhfTuzIazhYCSe3SPuYLQiL8BqIs6XFhJToSYT0WWyE9AJpjHqlmoRsPx4yEqUGw8qTrKOqAnPRAfF7jLmvBN/Ey76RGrpGE8FxSZNMlRVGggqTFNQukrE4kAkTGUsKBrMeb3rfLlx+6/l4/V+HcOSVU+jvGIF13AbrhB0rNtQt9i7KkCFjmWD9uU1p69s+7cDffvwoTr1xBm/7zA3IL17E1D45JSerQUUnRMw2oB+rLomkRyIRHUrPnZLDqqp5Vp2Qw/VlWCVHTsk56zGTyCi+Ck0ge+YkW4Mn7kzELBMTAUrGiyZNYtNyMqU6kRUmyx8yYSJjSUJn0OKC67byRH4CrXvb0XmiHy1bBKNWGTJkyMgmkHl0/5kBdLf24fTBTrQf7kJ+aS7u+MrNqFtTs9i7JyOLEfZBnNnoNbpCjvB+Zll8/B4iWyWTcSGHmmch5JScsxah6lmJZHLGvTctcPtxU3DCWwipVjJWVliRoIeJfI4tVciEiYysgdPuRPvhbgy0D2J0YIJz+lduaZxzPb1Rh40XtPAkQ4YMGYuN1j2n8fI/9sDt9MA57YLH6WavEp1Rg9zCXJTVleD8N29D/dpaZAP4YTaRlJxM7IyMOAhK0INfwOzP3JHhSHSQMldKjrR1vO3QA78iThAy17khEyrLFOK5IAeCZykiXZAWkpITwgwpOdFqksT2KDOQFSbLHzJhImPRcfzVE9j9zzfQ0zYIr8dHnnb89J5jMSVEmCwFEMtNI8werx8+nx8+v5/f+/y03C98Tst9fi5TTGJD+pxe0y2f2wZHF73eAPwBQaNN6ypVCrg9PpZLe7w+5taVUMDj80OpVMDt9UGtUsLt8UKjVsHp9kKjUcHl8kKrVcHh8kCnVcPhDM5dHui1Gthdbhh0GticNNfC5nTBpNPC6nDBZNBimuZ6Lax2F8wGHax2J0w8Fz4PLXe4YA62E5cb9dSfG0a9BjaHsB270w29ONdq4HB7oFWr+G/j/ff6oFIp4fX5eGzBHwgIowfE7AcCUCkVfAw1wXW09Dd6vEJfLg9Meg2mHW7kBPeppiQf15+3GiOTNv4JO90/hucOtKG8IBdjVjsKco0YnbSjkOZTdhTmGTEyYUOxxYyhiWkU55kwPGnjufh+iD83YXjChqJcI/dN649I+snPMWDcakeeyYBJmwM5Rh2mbHSs6JgKx4K/E42a91+lpL+ZjB6Fh1P6wVWpFPB7/aE24jp0fOl45hn1mLQ7YTEbMDHt4G1OWB0ozDVhbMrO+0h/S5HFjJGJaZQUmDE8bkNJvhkj4zYU83xamAf/Rj4WFiPGJx3Iz6X+nDDpNPx90P7R8ZqadsKSY+Bzg65j2q7V5uJKU2ajDtM2J/89uSYdn9dul3BOGvQaNnf2+/2ktIVGreRzkT5TK5V8jqtVKqjUSv5Mo1Jxn1qtmr9nnmvV0OmEifpaTNSvrUZxdSFUGhV0Ri30em3KTGLTAtn0NauRyEO2Io7sfTbTxMR6i/OJnJKTEsTzZ1hy25CmaKVNbSKn5GS36i0+sRrRdo6UnPhriD4lIjUS7a8089ktbaPIVFlhVpgkQJhk83OAjFkhEyYyFg1erxcPfe9hHH+tDV63GwqVCgVl+cgtykFuoRk1q6szvk9OhxuTE3ZMW508Wa1OOJxuDuycTg9sNhcHfW6PnwN2caKAkSd/cO71cyBrt7swPmnnYFSjU6Gy3IK8PCMH/hNTDgyPTyMv14CKUgucbg/6hiZRYDGhuCgHXf3j8Pv8aKgpQu/gJHzwo66yEF39Y8g162HQaznorSnPR8/QBArzzRidtHFASkQEEQ/5eUYOlAvyJIEyBcDBtsX5ORiemEZpvhmD49MoK8zB4JiV5wNjVpQW5GJwfArlhbkYGA0uH7WivCgX/aPCcum8jNtNoZTXn0ZpgdAfBeJD49MoCZINRUw2TIdJBLORSQqLWY+JaSdyjTpM2pwxJAIRPUycBMkRoSiCgoklCqSJkNJr1HwsRVKGCJKpIHkwTsci18DbpD4feuEwfv7wq9i8ohL7TvXycdCq1egdmeTzoWd4kn98u4cmhPnwBJQKBb+nedfgOG0eXcH33I7fj/MDZOfgOO8bfU5kGK3v9uRy/3Rs6BgX59Gxt4aOBf3tdAyIjCLiQUukiNvDATefb/4A76Pb7WZCSvzbxqwOgbQZn0ZFYS5vq6Y0H539Y6gvL8Tp3hGsqC7Gyc4htNSW4mj7ANbUl+Hw6X6sbyrHgZO92LCiEvtbe7CpuRL7T/Ri00phvrG5EgdP9GL9igocOtWHVXWlON4+iLKCHNgcdE24sLapHEfa+rG2sQynu0bgdHmxqaUKB4718PnYXFeCQ629TIisbS6H2+3FqTNDMBq0aKgu4uM7PDqNwaFJGHUalBXnwWTUQk3l+oKEo98XQMBP9UkDUCmUfOyZUAk+r5Oiw2Z18rlQWGCG0aRj5QSdN3m5eibkjEYtzLkG5OQYkF9gRH6hGYWledw2lSmDNC0ZyB4mWY7ED3w8bUlsGeDInmM9TGTImBvL74yRg9lkIY3/5zp6M30ec28KknDzU4pEtg1kqqxwgAbuEiBM5EGHJQuZMJGxaPjzd/+JIy+3QmfU4eJ3XIJz37QZekPqgpZ4sE7Y0H1mBIN94xgdmsLY6DSsVgcmJxxw2j3Qm7VQqpQcUBnNeihUSugpwMrRQafXotisR7k6H1qdGnoKinRqaIKj3GqtioNbGvlWB0fCVTQSrlEKo+Mq2R0720CkzUUbGvhHmeJwIhxIQXK2gwgKemYhJRQdG5rTo4swp/eCuofeEwEivqZnFZqzSorIHR+pp8AqFPqYSC5qS0oSIj9EopEa0Toej4+VUF4PbUdY5g8SkNTO4/axCo0mny/8mtq7XR447G5M6TWc/kKPTUR+Tk3YoVIoYDbr4Jh2sVqJrk+fxw8NKXVo+2QordegoMiM/MIclJTnoaq+GA2rypFrOQtKh8uEyRIJSoRR1cQH82OrScT0PeN68oN9OhG6lJZyWWH5lrCsMd+zRpEi5ZLQDz2DxHNjigdhncW5c1E580Se8eU4YKlCJkxkLAoOv3QMR185AXO+Cf/2g/ciNz/1QarH40Xb4W60HelFTweRJBMcKBWWWXhEOb84Bw0tFcgvNqOgKAc5eYZFl/LLyCxI3UGTjEiQmoWeWZRKQc6qRmZkrakGkTN2m4un6WknpsYdsDFBasP0pAOTY3ZMTwmkin3SgYHucQx2jeH4G34olAqoFICl0ITK+mK0bKjBuh1NTJwuN8hlhbMbSomZoEiWRJMms5X8jV9WOKZg59xJPAswUJQpmMU8MOnbSCZSi2QsDpI9a6Qlf2f3T4pSgUR/LulDTOMJLxDcQhLyQuFnmUyVFZY9TJY7ZMJExqLghQdfhc/jwy2ff0tKyRKP24uDL5/E/pdPoa9jBMUVFtStrsCu6zehdmU5q0JkyJBx9hA/JrOep+LS2cv2UsrUUN84+jpH0dc+gt7OYQx2j2F82IqJESuOvHoaf//fF9C4ugLnXrEOKzfVZbcvSTKQFSZZDVJ0zRWiCrn+0Y/jUi+A2DVifQESw3zO+vRfKcJfIv0/m7EsPExkZAjClR2dApVtZzifb3FKj8emA0aemTF/R/DjuOQvVebhVeMZVsc54zN0kGTCZPlDJkxkZBzDfaPoPtmHxg11qG2pSlmqzTMP7cHR10+jvL4YWy9uwdrtDdBoNSnpX4YMGcsblDJXXl3I05bzm0PLB3tGcfjVM2jd34He04M4sb8TJw50obQqH5e8ZSs27FyJJQ+ZMMluSI67EI+QAiw2NSf+mOvsiE+wpJpwSN+JI+ypkFYXXT1jptLK2YBMXErLZRuZQ3YSbeIVGaYE5iAcljzCf2XMJzOecPHbB4JpxOmGTJgsf8iEiYyM4+iLrawu2XbVpgX3RV4FT/5hN/a92Ip15zbhY9+6BeY8Y0r2U4YMGTJKqwpRelMhLrtpGyZGpvDKY4ew9/nj6G8fxv3fewx7njqKGz+wC0XlFixVyCk52Q0yN5YiIhVHQprMFu7Ffhb9ZbKTk+T1zJD2FatqmWGFFIbWYRWJCKltrSJqTH6mwqQylgYySWJk0/khvbKktJ/4OqwoS/0ZHlZqxU9zkezlPIojRfcZs42IlJzZ286lKBP+gvRDJkyWP2TDBhkZx5nDnWyMuva8hY3M9p4Zwg/u+h3GR6bw8e/ciuvfe7FMlsiQISNtsBTl4prbzscX7nkvLrv5HE7xO3mwEz/53P3Y98JxLFmIZYUTmWRkHPEPO1VlCH4+Y0wwG0Uyk9NJ8NOE2bFIoX18iGlBqQheRA+D8ENsPKNH0ShydpJo8ZCJK2m5bONsROy1Gns2K+IsT8UZLiUeZ2u1AEujRHYg6c/i3QdEH7ZMVclJZJKxNCErTGRkHAPtwyhvKoVaM//Tb99zx/DEH17B9e+7BGu2N6Zkv6gihzJ6KE+GDBkyoqBSq3D523fgnMvW4YEfPo62Q5344/cfw0jfBK54xw4sOcgpOVmNEDESNZoaPbI7V5wRiDPqGqnWkKbkBJcQT8bqokDSJ0R4vfn7pcy2vUT7ihyFz860CxkzIZPf1eKfG4GY/Uj2LI/0O0mnC07iypLI6z+W3ExMXRKunCNtEYnoe1Ugwv8pfZAVJssfssJERkZBpUDHBydQ0Vg27z5efvQAnn7wdXzgv25KCVnSdnIAv7n3Odz1of/jMqQyZMhYGmg92Y9vf/8x3Pe7l/D0M8dw+swQm7dmCrkFZtz55bfi4jdvY8L1X3/cjUfuewFLNSUnkUnG4kAo8B35wC2MWIqv6X/hoT1MeUgNX6UlN+PZJcY+8ocCoqjKF1Lzyfhj39HridtODV0y4/ZmgfSoZAPzF9qDNMZPmXC5CP8d6dpGJr+rxQ9mw1fs/M5yobxt5Nk+H0Smt83cii5xKZeqkJwL0vUi+lCE71Mx26TfGcm9KrYP6X1shjLCwR0S+sush0kiU7qwb98+XH755bBYLCgsLMQHPvABTE9PR7T52Mc+hi1btkCn02Hjxo0xfXz5y18OVkmMnEwmU0S7Bx98EC0tLdDr9Vi3bh0effRRLHfIChMZGcVo3zj8Xj+qV1bOa/29zx7DK4/ux4e+ejNyLMYFeZ+8+uIJPP3YYXSeGYbeqIPOoMFrL53EFW+KvYnIkCEj+9DSXI7qygK0dwzjzJlhPPbYQQwOTiHHpENVdQGaV5ShZVUFzGZ92vaBHiauuf1C5BXl4u8/fwbPPfQ6TDkGXPyWbVgykBUmWQ2VMpJqCBEVQQPYRJQesTUqpP9HtY8uXRyn8kVC4M5Tk4azcIh1hKR9Ln6AnM7dCH+36dtIaBvzMbOQIYGoDAkrsub7naXS10Tcp5n3JqgeSaLMuXQno7Vt9GKuvz7srxJ2KQrpcSJMnQJQKM+OssJ9fX247LLLcPPNN+MnP/kJpqam8IlPfALvfve78ec//zmi7Xvf+1689tprOHToUEw/n/70p/GhD30oYtmll16KbdvCzzOvvPIKbrnlFnz961/Hm970Jtx///248cYbmbBZu3YtlitkwkRGRjHSOwav14vKFckrTDpa+/DkA6/gw//v7fMmS/x+P1546iieevgApiYc0OrVKK/MR8PKcmzd0Yg166vn1a8MGTIWByaTDmvXVPFECAQC6OwcweFD3Xj00YP4wfcfR319CTZvrsX2cxpRWVWQlv0475qN8Lg8+NvPn8E//+85lNYUYtXWBiwJJKoekQmTRYHPFxNWhAMNRWTQEmo2a0pO5P8xEvk5nunDipTZGsXuc6KITBMK97LwUENqAzvLwVomWB6X6/JPyUnXmS6e5ws506WExFxHR8pVzJp2I+xW3M+itW8zfxZFksRrJ+YTZoowCSweYfLwww9Do9Hgpz/9KZRBkuiee+7B+vXr0dbWhqamJl72ox/9iOfDw8NxCROz2cyTiIMHD+LYsWPcl4gf/vCHuOqqq/CZz3yG3//3f/83nnrqKSZqpO2WG2TCREZGQek4Wp0W5fWlSa3nsDnxh+89ird//EpYinPnte2jB7vw9wdew+iwlUeF65tLsfPiFmzbsQIqtZydJkPGcgBd23V1xTxdd/1m2O0u7NvXiUP7OvD9bz+KgnwT1m2sxQUXrYQlP1JmulBQas5Qzxhe+ud+/OH7j+EzP303ciyp3UZaICtMshsRP0/ShBhJMBNSg8wc2CxspDly/Zn8CCI/j9a2JLO1ubcxX0RSOFmiNFmiWF63BMWy2rYiJTqjyPtNzKcSwna2tROFdB+jr/94n9GNLzZVL9wykKGUHEqZFNMm52pHIAWIFJQiQ9N84XK5oNVqQ2QJwWAw8Pyll14KESbJ4pe//CWam5txwQUXhJbt3r0bd911V0S7K6+8En/729+wnCETJjIyionhKRjzDGyamAz++IPHsWXXajSuSV4BMm114s+/fQWH93bA4/Fi1boqXP2WLahrTI60kZEcyNPB4/XCG5zTKKnH52eVj8frhz8gzH1+P39G770+eh/gZdSOXlM/NKcfQfqcQHPy53X7/FArFXB5fFCrlHB5vNCoVMJco4LT5YVOq4bT5YFeq4ad5xo4XB4YdRrYXG4Ygu8NOjXsTg+Mek1wroXd6Y6Y83r0Oc21Gjg9Xu7X7fFBp1HD4/NBq1bB6wvwnP4m2h9/IACVSsm/4zSnn0yeKwCVQslmw/RerQy+VipZhq9WK/lz+ttCk1oFtUoBjUrN62jUSmjVatmweAYYjTqcf34zT1arA889fQwvP9+Kh//2BjZsqsWlV67HypbylG3vrf92OXraBtF5oo9JE/JaynrIhElWI/4ob/yyogJzEttHdFARnZITQYZI5fUxRovxeg6HMSyT5xHf+Z4s4fXSOYwRPm5nx30zE7RQerZxNhBaEUklaeg/Mhkt2S2EEwJnTs2Jl5Ij3Z70ThW9/pzKFVo71GHUPY88NiSeJeG2wrNips6cZFNyqqsjY5n//M//ZP+Q+WLXrl1MYnz729/Gxz/+cdhsNtx99938WX9//7z6dDqd+P3vfx/qR8TAwABKSyPjJ3pPy5czZMJERkZhG7cjv8SS1DoHXz6JyXEb7rg5+eoTxw524b7/eRZjI1asWF2Ot99xPuqazl6ixOvzMRlgc7phs7vgcHtgc7iZgJiyOZmcmJh2cGA+MmljMmBgzIocow59w1Ow5BrQNTCO4nwzzvSNorwwF6d6hlFVbMHJ7mFUl1rQ2jWE2tJ8fl9XXoCO/jFUFeehZ3gSpQU5GByzoiDPhNEpO3JNet6uQauGw+1lkoD2gX7vdBoiPny8bdrHgjwjJqwOlObnYGRyGhVFeegfm0JNaT56hiZ4W50D42isKMSZ/jGsqCpCW+8IVlYX87601JTwvrXUluJ45yBW15XiaPsg1taX4vCZAaytL8ORdmF+6Ew/1jWU42BbH9Y1lOHg6X5h+ek+rOF5P9bQ+h2DoX6bq4pwsmcEDeWFfGxqSi3oGpzgY9Q/OoWiPBMf0zyTHpOSv1lJTxkKgWAyBMkdsY24jtgH/a1dg+NooL+xbxTN9Ld1DWNVbQlve31DGU73jvK+0rFYWVOCvpEpNFUVYXDcirqyAj6GlcV5mHa4UVZgZtKqME9QQeSZ9dCoVXzM9ToNTAYtco16ntPypY6cHAOuu3EL3nTDZhza34WnHjuIb//339HQVIo3vXkz1m+sXfA2iMR656evxfc/+VsceuUkV/TafPFqZDMSNXSVTV8XB2FDV+EL8McbaeVoRXgXPcoaTV5IgyfxUT/ivSLCBiAqlIvniCLdUXEfkqnVMYOkPu1YvLSc5BOVFrYNxZLdxnImS0TKM/2Il6IjLE+8h9lIk4j7Bd8/gtsLKkCkpIlwO6MUlvBfH7fPOdJziCgJxLn3iCMAIfFLBpBoyWCxTXd3N3Jzw2r5mdQlRFZ885vfnLXP48ePY82aNbjvvvuYNPn85z8PlUrFBq9EZEhVJ8ngr3/9K6xWK+644455rb/cIBMmMjIK25QNeUU5Cbf3enx4+H+fx3u/9Ga+AScKuhH/80+v4+E/vYHcfAPe8++XcfrNcgH9fZNWJ8atdoxO2mCddmFsyg6704XhCRsTIAMjU9BqVWjvG0d+rgHHzgygtqIAJzqHsLqeAusRrG+qQM/wBJMIA2NTaKwqwtikHdWl+ZiyOVBWmAO9Rs0BPCkzLGY9qkssMBt02LiiEia9FpdubeZAn74frUbFN2dSPZBKgogXmpP6gZQWNKdl1IaNDBWAmpaT0kKl4t82UWHB6gueZ+cDk0DsCAoY+j4EFYxAShGIiOA5vQ8IqhhSmgjqmUDovcfrC6lsqMKL1+8T1DheH/dLahmaOz1CP3aXm4+d1e5itcmWldWskmmqKmaiw5JjRL7ZALfXx6QHKXUcLjcTXaRg2XuihwmV/Sd7sbG5EgdovqICB0/2YX1TOQ619WNNQxmOnhnAKiKXOgbRXFPM66+uK4PV7kRteQHvOxFgtO38XCOKLCZYcvQosphRaDExyZKt3x3t14bNtTwdO9KDR/++H7/+2bOobyzBDW/birr6kgX1X1pdiItu2Iqn/rgbf/vFs1i7YwW0Ok3K9l/G2Yp4STHi68TXjntVcnex/cSSJSIZEn8LYn2OuciSdKQNzd8E9mxQMcjIblVJ+s+/cIqOuHV/kiWIxf2Ml+YiSf1JwP9XIDNIdRtN/8685+H7SqxaJjwXCeDgX5sS0+m5IaFo5mxHILJESpjMhE996lNs3DobGhoEr7Rbb72Vp8HBQa5qQ8853/ve90Kfzycdh0xdo9UkZWVlvA0p6D0tX86QCRMZGYXT5kJ5EsHIE394BSs316G8pijhddxuD3738+dx+I0ObN7RgFvvvAi5efOvqJNpUHA8OmFD//AURsan0Ts8yeQHgUgPCk5fO9yJ6jILqwVKCnOQa9LBaNBx0EqpI2WFRjRVFzPBYTBoYTZoYTLoOIglksOg1zAZIWP+EFJgiNyJ/iT7A2MiY5xuD+wON6tcHKQ4cro5hYkUP0S2XLCxkYmc5tpi/pXPNes5Pchqc+F4+wArjuhc8np9rASqryhAR+8YNq6swIHWXmxsqcTElIPPyZb6Umg1atSU56OkIAeVpXkozs/JijSi1WursGpNJV596RT+dP9ufOkzD+KSy9fgHbfthMGonXe/l9+yAwdfOoHuM4N44v5XcN17LkK2QuEXpkTaycg86MGXct/p/3DAIx0zFoP/yGo28YKWma846Qht8JWfTgxpQDVL8EGEsSKZ8XJp2s5CCw7PF+HjFq65kRlkIoxbLttIHxaPKIu82hZL4aSUfIOJn//CerEpL2LFLmmFrUAwZUaqMhGuNpF8jdJasfIk7H8U7Dj4Inz/E+5Nwh4oIu494pENbjFDhIk/oOQpkXbJoLi4mKdkIBIcv/71r7nsL5UaThbt7e149tln8Y9//CPmsx07duDpp5/mKjwiyPSVli9nyISJjIxiYmgSLdsTMx+anrJzGeHP/GR2dlUKu82Fn3zzEfR1j+K6t2/HrqvXZ+0o97TdxQFmR/cIeocm+f2+o93wBvycqkJ+GetbKpiALy7K4TSK8zc3cgD6/915JadPsC+GDBlJgtJrhNSb+ZfbpdQhUjWNTzlY6URESv/wJJfszjMbmPiz2d3Ye7SbFTMHWntQWpgDS44BJ9qHsLaxHGajjsm71Y1lqCyzsAKqqtzCniyZBN0jdlzQjE3b6vC3P+3BntdO4xtfGcZb3r6dVSjzAal/rnzXefjttx7GMw+9jkveshXmYOpTVmJpRz7LHKKTq1JCkUSmQkQGX4EkQsTYhAoOVrihdDQ6fnAZktUnla8Vuc3F/YUOh3EZ32ooily6JXnTn1qUXlJjMW97i/2Ni1efNMkmkX2S3mcidDKK2ZUmkd+kYn4XS+h+I5IhInEiVZ1Ef5Z9KTnpAFWp2blzJ1e5IQKDqth84xvfgMUStkGgijnT09PsN+JwOHDgwAFevnr1ajaNFUFkS3l5Oa6++uqY7Xz84x/HRRddhO9+97u49tpr8cADD+CNN97Az3/+cyxnyITJEgSVjSJjHzrhN2zYgB//+MfYvn37nOvRSU21s2+44YZFczOmYCq/LDEPkyfu340dV22AwZSYc/S01YHvfeXvGB2y4kOfvgqr1mVHiWB6oBwem0br6UH0DIzjTOcIEyOFhWYUF5jZlLSpthgr60twzUVrUFGax4RJthI9MmQQKN2nojiPp9ng9ngxOGpllVTf0CQmrQ5UlFgwNeWAy+3Bawc7cOREP6tODrX2crrXeVsakJ9nZAJl7cpy1FYWZoQc1Ou1eMft52H9plr86mdP49v/7x+47Or1eOe7z2cT4WSx6YIWvPD3fWjd144n/vAq3vqhS5GVkE1fsxq+YKWH8GBpUBERdmaNu97s3hKBGd+Lo8LiujN7HoRHp2feTvxtZCYJIYv9TCQj7+l0/5Av2USQXWdipjE/fxORTI13BkeTJpF+JcJ6s/Q/24krEiXcn1QdE5xLzGEJmRKxBumZhNqlC6+//jqbxxIh0tLSgnvvvRe33XZbRJv3v//9eP7550PvN23aFFKU1NXV8WtK4/6///s/TgWiVPlo7Ny5E/fffz+++MUv4gtf+AJWrFjBMeXatWuxnCETJksMf/zjH9nUh2pdn3POOfjBD37A5ZxOnDiBkpKZU106Ojrw6U9/OqI01GLAZXejqKIgIXXJ0T1n8PmfvSdhsuR/vv0Y30e/8I23obQ8OWPZVIJ8KNo6h3GktY8JkuOnBzi9ZvuGOjTWFuPCc1bgPW/fgfLivKxISZAhI52gVJzqsnyeokEpPwPDUzjTNcqESm1FPg619uF01wj0OjX+9MheJko2tFShtCgHVWUWbF5bjZWNZWk1oV29rgpf+dbN+NU9z2DfnjMYGpzAe+68GMWls5ND8XDFLeei40Q/XnzkAC6/+VzkpriUcSogm75mNxQ8KikRqYtydwoaWHwiCtulwYskaJmFNAlpSCRGr7Ey9hm++KB0PjJlZ6bftHRSAwtD5NFbPn4my+NyXR7fRfwrIXv+tkh/k/jVs2bzNJmr7YyEChOH4lZjxCKxZ3Gce1MkWRJ5PwoEveXOBoXJb37zmznbPPfcc3O2IY9BMqWdDW9729t4OpsgEyZLDGTgc+edd+I97xGIBCJOHnnkEZZPRZd+EuHz+fDOd74T//Vf/4UXX3wRExMTWCx43D4UJEBmPPXH17DzqvXQaOc+RZ1OD77/1X+yEeYnv3g9ci2Z9ysZGJrE/qM9ON7Wjxdfb0NRgRk7tjRg89oa3HL9VpQUzW3uJEPG2Qby0akstfAkBVVFOtUxhBNnBnHgaA/6hiZYnXa4tRc/v/8l1FUVYtv6WqxsKsW29XUoTAMJYTLr8dG7rsI/HnoDD/9tH/7j7j/hI5+4Eus21CTVz6otDahfVYHjb7Tj6T+/jjffeQnONoXJUlZFZgUUgC+O9F2ID0TSJBy+zJbhIRXgS/kRKVkS+bkQgMRQCjHBSXBHZ6kBkj3hYTxIfGCWEWmSbqQ/HM3Ud5GJbUiviGw+v8LXwFwaKGG54Gki/aai/UykZXSi+wrfbyKlJeJ9RnBwmokkkZC+Ed4nwftWUJ2XbWWFZSw9yITJEoLb7cbevXu5ZJSUCbzsssuwe/fuGdf7yle+wuqT973vfUyYzAWXy8WTiKkpwXB0oaDRMJVaCWPO7ISGw+7CkT1n8Lkf3z5nnx6PD//zHUFZ8on/73oYE0zfScXfQqk1z716Em8c6kSOSY+m+mJsXV+L999yPhtknq2g6i+UakFVYlweDxuCUloGGYl6vX64vV74fQE4qPqLP8CljeknxO7yQKVQwEZzpYJNSKmijp3nKticLq60Q8tJdUAeL1T1xUmleZUK3kYgqPAh5QL9+Hr8fu6DPqNqP7QNo06LaaeLK8pM2VzsBUPmuQW5RvbkoBK7IxPTKMk3c8Wh0nwzBsenUV6Yw/OyYGnk8qJcDI5No6IwF4MT0ygvyMHQBH2eG1w/B2NWO4otZkxM27lEMG0vP8fAJX2pkg1VvKH0K7fHx4a8tO+0f/ToYQxWVaHqRPT36dRqaDRK9vfQaYTXOo0GWrUKBp2GyzBrNMvjlk7HYuOqKp5uvnYLX2+dvWM4drIP+45046U9p/Hinjacah/CA39/g9uTcmvXeStRXJh4Fa65QPfXG9+2HcVlefjd/76I//3V87jhxi24aFdyZYJ33bQNZ4714eXHDuLKW3fAaNKfNQqTpa6KTBbp+P3kh3EKQMSYQ3zs5u8jHJiIi8JkSay2PSL8DDMfwffRJUOlZo3BpoowWTKTI0pkmeLwnmQ/lhdZkomUnOWS9rN8vvVUq00iv+OZj5GUUhUVcOE1pX2IS6IJ1ch1BRpG2ndo+yJZG1KbBF8HVXeilS3vTYZS27NBYSIjvVgeT9dnCUZGRlgtEl3iid63trbGXeell17Cr371q5CxTyL4+te/zmqUVMNpd3KVnLnwwj/2Y/MFLXOW4aQb429++Ty8/gA+8583LqiiRaLoG5zEy3va8Or+doxP2nHxuc34zAcvR31N0ZL1HKFqKRTIk+kskRNTdidcbi/GrQ4uHUsVe4jAILKAAvPuoQkU5BhwuneUSYNj7YNcIYXK07bUlWBvaw82razCvpM92NwszDc1V3IZ2y0rq3CsYxDrGstxqnuYy9a294+hsbIQPcOTqC3NR//oFBvcMvkQJB0Kc02YtDnYTHTa4UKuUcfkB+0PETJEFhAZQ0QK7TN9F0oqc6xUQUOljRUK9oqh5bQOfVVUTYh+Y4mYIJKHllPgrdeq+TNKJeEyySqhPDJXqvALZYSJ/CGSg0r72kxuJkiotHL34ASrJk52D3M54dbOITRVFuFoxwCaq4tx+HQ/mqtLcPB0L1bXluJo+yBaaku43YqqIpzqGUF9eQEfEyrfTMeaSjsPjFqZcBmZtCHPqOdKNrS/RBrR30kPCrRfOUYtF6sozjPx30SkDZFHRP7Q5zSnBwnqi8gmS66R/14qG00GrGQCm5ej5+o32XQ+076QqoSma3at4yo/R08QedKFto5hTuu59/cv4lcPvIwLzlmBHZvrsXNrI4yG1NwTzrtgJQqLcvDLe5/FL3/+LAYHp/C2d5yT8DFas60R1SvK0HakG8/9dS+uedd5OFsUJktdFZks0vH7KQySCtUjQqO2zFyIEvVIiUkodAmqT+L0GPFKISFNwmqS8Huei8GJxNskkmCIDamWpiV59tz3ForAkt5GIBhcZkb5ISUJ0rOFeEuy/1yLNEOOTFuLVZdJa05FmsCGuI2Q5CT8WXQv4qLwnUUkiIV7WsQPlvheVJoE3wv3Himpkl7ICpPlD5kwWcawWq1s+POLX/wCRUWJl+UlBQuNCEpHyKqrF26g6rA6UbmifNY2JLvf+0IrPvGtm+fs76EHXkNP1yg+9fnr0kqWkDrhhdfa8Oq+dtgdLqxpLsfH37cLNQl4sSwGiPSgAH500s6KCSI8rHYnRibsXNmECAm6bVNwT8RA58A4asvyOQhvqCzEtNONmlIL7C4vKopymRwotphQkGNEQZ6Bl5EqYtvqGg6srzt/DQw6Ld5/nRI6LVVfUUOjJvWDmhUhZJapViv5dTYF4YsNCvqJzCDiRZyzOsfjDc498HgERQ6RQh6PF05S67g9cLqpLLBQBpgUNvQd2RwuJouoao1aqcDQ+DRvo3NgjImdM72jTEwR0UXkzamuYayqK8XxjkGsaSjD0TMDWNdUjsNt/UxwdQ1MYNPKSkxMO9BcU8Lql5oyCyteSEVjyTWgON/MCp1Mf6/kX7JxTTVPRJy2d49i994z+NdLx/HUi8dxvG0AjzxzBCvqS3DZ+S1obogkmeeDllUV+PdPXIFvff1hPPPsMT7u77rtvIR8iOj4nH/tevScGcJLjx7E5W8/J6F0w6VOmGRKFZlNSMfvZ4ggEd4Jo6ii3CMm7SUYrIQGV8MpNVG9CC9E1UjEFqN8SUJNpX2FtyjpJq66ZCkhapw8/RtMY9wshrRL15slOnksXcgUMbN0EtTiQzHnVSKcc4qoFJ0oYkRiAisQK+FSwvG+8egjFfmZP6go8YdTcqTpgn5KZkw/aKAqEbuUDFmqyEgDsuiJTcZcINKDHIsHBwcjltP7srKymPanT59mWfN1110XWkbuxwS1Ws2S6MbGxpj1dDodT6mGbcqBnELzrG1efeoImjfUwGg2zN7u5ZPY+/oZfO5LN8Ccmx55+/DoNP72xAHsOdiJDaurcN1l67B+VeWiBv0USFPFkf6RSQyPT6NncAKT004mPUgh0tk/xkQFqSlKCnOQa9LBkmNEfq4RVSV5XNKVyA5KGcoNqQp0HATLWITSvlBl5NjTwwmphiityWp387lCJIrD5cbYlANerw/rV1SwkibXKJwblG5EJNobx4SywPtPCEqhAyd6sXGlMN/QXIHWjiGcu7YWdqcHq+pLuXoOEXBk0lpZYuEUpHReM9R3Q00RT7feuI0r7Tz8r0PsKeRwenDoeC9yzDq86bL1OH9r44Kq7dTWFeML/3ED7vnZM3jxxVau9PPhf7s0oT637VqDJx/cg+HecbzyxCFcdN1mLNWUnOg0k5l+MzKliswmpOP3UwgoFBGDs35Jqd9IaXu45kUkos0Tg1+oNI6RfiQu4yZhVYnU3WDGEeJlg6VIMmT278hESk4mqi6n/5vOFPmTKYT9TYR3kZAWPg8J4cS28Q6B5OZGRrBBH2oJTRulzZD4lQjkS6SaRCBOpJV00gtZYbL8IRMmSwhUI3vLli14+umnceONN4YIEHr/0Y9+NKY9lZU6fPhwxDIqA0XKkx/+8IcpUY0kA/uUA+a8mc0Z6ab36tNH8N67wwRPPLSfGcITjx/GJz53LSxpMHvs6h3F/f98A0db+3DdpevwzS+8mUucZgp0HEYmbOjsG0PXwDiGRq040TnE6SGvH+3GuetrORBsri2BUa/BuhXluHhrE3tvUJliKssqQ0Z0wEVEBk2FSRZ6obSf0Ukbxibt7PVy6bZm9l4pKyQjY+FcpZShEx1DrGxq7x1DSYGZS2kTkVBTng+DVsNpWqRGWVFbjNryApQV5aa8ShT9nRtWVfE0bXPh8eeP4uU9p/l6+cX9L+GXf3gJN1+/FVecvwraeSo8KqsK8G8fvRRf+9o/sPu1NgSUwAfvvGTO/khZseOKtXjyT6/jxUcP4sI3bcoexVWSCpPo3w4qZfjlL3950VSRyx1eP41MCtUkIowVg2UzadSSL6UguaGKicukaTT0yC7QLQRBqRLdLlyeU5TYxydiloaFZbIIj59nwNMkIwduqX47QX1CSE21NFNypFff2VCOWPxUqjQJOVOH0nOk1GukViWcyRMQyBNpSmCopSQNh94HB4Npe8oIElj2MJGRGsiEyRIDSX3vuOMObN26lasMkIGezWYL5YfffvvtqKys5DxqvV4fUxfbYhGqUSxGvez6tdUor5/Z5O/YG+0oKi9A/iwVZSYn7PjtfS/hjvdcgNKy5Et8zoaOnlHc/489aD09gFuu24a73nvpvIOqREEpE+09ozjRMciB5tikDa8f7eIRfJ8/gBU1xVyO9dz1dagszUORxZw9QZaMswLklVJVYuFpJlBKEaV+9Q1Pom94ipVPI+PTONk1zB4pB1p72Wdmf2svE30nO4ewvllQtFAaGL1urC7mssJk8JsKmE063HTNZrzlqk3Yve80nnn5BO/bLx54Gb956FXccdMOXHF+y7yMcsvL83H33dfjhz9+EqfPDOOn9zyDj374Uk4/mw0XXLsRz/5jPyZGbdj34glsubAFS5EwoZKDubnh+/RMiopMqSLPBpDwPCQ3F41XJWxFKF0mDlEiRWgV7iCWLOHPgoENQdBORf7mKJOVBYivxaBHfB39efTrRa+YIyM7kE4iY7FSchYP8VyHol/HU5vFQzTRFFafhSjZcFJY8KbF1xZd5sTyih5METsSJFmCbWPTeqQ+JmTwLypMKC0nEJmW43cjEwjZqyTQTsbShEyYLDHcfPPNGB4expe+9CUu0bhx40Y8/vjjIclzV1cXj2RmI7RkpKmf2Wvk+UcP4vrbZzdD/N3vXsb1b96CuoaZiZdk0Tc4gT/88w0cO9WPd96wHZ/74BULku3PphwZHLHi0KledPSN4dCJXlaQ7NzYgByTDmuaylBbUYj/7wNXcrqGDBlLBWR0W1KQw9PGlfEVU13942jrHmYyhTxt+oenYNJrsO9YN053j2B/aw/qKgqwoq4YlcUWbF5VjTWNZTAZF6aYIhXLeVubeDp4vAePPX+UjWJ/8pvn8YeH38B737YTF29fkbTapbIyH//+kcvwg588hX0HO/D9Hz+BT/77lbOSJjq9FlsuXIWXHj+IFx49lDWESbIpOUSWSAmT5aqKzBZQ2OD3Cyk5BBpB9StIcUKBRTC04A9nHucVgwpxWeTcHx6NJbmKQiocF9Uo8YweERNe0ZoKf7Qxo0iEUFAj+BeE1gvtsiQ9SCRNwrWOsybYTCn4O6RR9JCZA5YaQl/fktv3ZXpOzQDpVSyF5EqU2LWGPxPniVJK4eQZqR+JVJsmmvkGlSbBayDcAd0fiByWlgOOJkuCS0NpO+JHAmnCWxPvY5nyMIlT/HimdjKWJmTCZAmCHjTjPWwSnnvuuVnX/b//+z9kIzpODUCpVqFqFgUK4UMfTswvIBFMWO144JG9eGVfO9553TZ84j27Uk6U9AyO4+CJXrx2uJPTArw+HxqqirBhZSWuv3gdpy5kK8ElQ0YqQIEcmcPStGV1dYQqhTx3TpwZYuKQ2h0+1cc+O0+9cgL/evUEe/FQKtol25rRUl/K1w0tmy/EdB3yOfnHM4dxpmsE3/z5k3jw0b34wC3nY9Oq5ALy6upCfPgDl+Cb33sUh1v78ON7n8a/f3DXrKqVy968Ga8+cwxdZ4Zw/EAnVm2sxVJTmJwtqshsAYUOvqCUWwwdlAI1IRAlwVSccOBNLePk74d8S8RIQ1qeOLilyAXBrdJNvc8AAJqJSURBVAhbDnumiBJ5cWPh4IY/DZI3oT2W9slvJcGPlOgRX4cGiCWES6x8Js1QZCa4DqltliZpEvr2skIZNB+kU10Sr3BuhlJEot6H0+qEd+Hl0jbxP5s57Wa2oxkvXUdUkoRJkygbJeFj/khMIAz/H3kHFO8Vfr4XETHCChOeC8sjSNg0Q07JWf6QCRMZWYGn/7oXl96wZc52qSA0KA3mb88cwj+ePozrd63DL756KxulpqpCzf7jPXj5wBkcOtmL1Q1lKC/OxVsu28CGmDrZXFWGjJAqpaGyiCcRZExL6WlkKHugtYdLRb9+pJONjsnz5HTPKC4/dyXWNVdg25oaVBTPLy1vfUsl1q2swGsHO/DPZ45gcHQKX/zRw9i0uhofvvkCVJYk3m9TYyk+8dEr8D+/ehZnukfw9IutuGrXzMF9boEZm85bgTdeOIGn/7YvKwiTZBUmZ4sqMltA6hJvQAllsEywQuEP+ZYIhEaU2aEYpoWU7iJ5Ej9tJ1p5Iv2aiZiJUIMoSPYeJjlmNpiNDgxiQ7MZPwuRKlLlSigyD/shpDlAjxyRTzNpImOZY3GIklg9WfKIJlLm2nIcRxIJcRIkbSTiskgdmcTXhFMPI7dLb4Xfq4BkItLED6XfGyZOxJTCgBeZgJySs/whEyYyFh19XSNwOj1YsbYy7dt67XAHfvWX3TzS/ZP/eBvy5qjGkwiGJ6ax+0AHnt1zkkfDm6pLcNHWJvz7rRex/4MMGYuFwTErvvzzx9hslaopVRbnwePzs2EryeKLLWYuAV2Ya4LBoIHFLFRRIpWHNkUkYjIg9cj65kqebr9uO1eFOn5mAHuOdKF7cJzTeR598Rh6hybxnf97mv1QLt/Rgm1ra9gLJRl/H2p77sZ6bFtfi0efP4qndrey78rnvv93XHLOCrzzmq0JVzBas6oS77/jQhw80o0rL1kzZ/tLb9yMQ6+dQUfbIE4e6UHz2iosV4XJclVFZhJs0+pXcelM4pZolFKlIKm5kOJCAbeQUSaO70aP6QbJktDgrDjuTSOzYUWKdCQ3lHwT0vJLpfDBYCbUdzqCQUVs6kpwMRk8ipU0Mkc2yKRGPMjxX3adO9EkROa2KxC3QspJWBciVZzEEpBElPvDahNKxxF7U9CNjlIOlVAEfOFtBD1PeBUJ8xIyfaV5wBdU3vmh8GWIMJGr5Cx7yISJjEXHE3/Zh8tunFtdshAMjVvxv/94HT6vD59//xWoryxcUH9UDeTZPadw+FQ/VEoFm7PeddslbNAqQ0a2oLQgBz+7++1MjlDZ30mbAxNTDkzZnVzFxuH2oqN/HO19YzjVPcwlpvcc60ZjZSHaukewdXU1RiftWF1fymqP2ooCNnEtL8pFQZ4JJfkmJh3TZURMprDrVlTwRJiadrLihBQoBPI9mXa68fgrx7maz7UXrMGubStQVTqzQW08pct1l6zDJec0476/v4ZXDnew8fLx9kG8edcGnLehPqF+Nq2r4SkRlFTkY9WWOhzacwZP/nXvsidMZCwcbm/QJNEP6FUB+BWCCazgB0Jy8KD6I8IQUVSVBEtuMrcilt8UVShSpYiQHiKqUQjMxwgNwo/6EZd7hgIAIk0krwWIJrgRuUhpT25IyybkOCqjByYmTSRt/YvvMpP2k5gaJPWQkiJSKlWakiNJpJHo4qQO1lK6J9yK7nVK9iaRkrfBcuqiZwmrTEhh4oXC5wml5ig0+oz8/aT4Y+umBNrJWJqQCRMZi4rOM0NwuNxYuT49Zn7kk/DPF49i9+F2XLVjNS7e3Djv4I4CspcPtuPF/ac52KTUgI/deiFXrpEhI5tB57zJoOWpomjudBMiV4gUpIlKBlttTpzpHUVH7yj2n+hBocWEfcd7sKG5klNoqIqT0+XBqvoyLnVdV1HIKTRVJXkwzmL0nCxyzXpcdu5KnrxeH/Ye72bismdoEpPTDvz0Ty/imTdOcqrOppWVuOLcloRVZGajDh+55UJced4q/ORPL+JgWx86hsbx8uEzuP3qbcEyyqnDVW/fhuOHutF5ZhhH9rZj7ZbEiJnFzOKXY7rFgcengMunhtpPI7j0PXigZ126YARLJIgy9D0K4RN7nISUIEF1SdAzQGwjBByi8iTaVDGYvsOv4wUzs70WkT4iQ9hlifeHuDDl2xGPlIx4iPetp7b39PWc3u9Uet6nj5SJ7Dn125npip7tdWTbaAonnHgTvd8C9SMoRUQ1Gd3JaBnd4fgqDCrNKD1R+EyShuMn0sQHJRm9+jyhlJ2MIEEPE9GbRcbSg0yYyFhUPPaXvbjmrVvT0vfxzkHc+7dXeLT8S++7ioPFZEEPZIfa+vD0npM8ur2qrhQfvum8lAdPMhKHz+dnIoy8aKj0svje5wsE55TfHxAmf3gekM6DD9pCFToxP14MRqJGQjjgEB6bxUoU5LlAL3kerMRCSgUlSeNVNCd1hCq0XK1S8Ht6TVVUSJWUzeWhifSoKcvnabYywkRUcAnhiWmc6BxCa8cg9hztQm15PvuN0JzIF/LvIYNj6q+pWvAtyc81Lmgf1WoVzllXxxORJ6Q2efzVVjy3t40/+/PTB/GDPzyP6y5ci8vPWYlNzVUJVcJpqinG9z/1Zjz52gn89flDeOVwO14+2oFbLtuEmy7eyKqXVKCkzIKNO5qw95VTeOShvexlko7qXAlBVphkNVweBStMfHzfCEDhVUOp8EGpCLAZrFQpIsjZw2U2Q2O9IZNW0fRVIE8kDqsRQY1IqXDXEV98Iq/FJZG1OcQx41RBWhko7HGS+jSdtJ/22ftTkCVIPemWfm+adH6pYVVJ+Kpd6PakRIZ49Uf3mdidIHaZSDhK1TDRx11M6hFT7UKbRAAqKOGDn+bsT6LgKmEqIilC9tcSEpWJE2Ka3VA4p5EJyB4myx8yYSJj0fDGq20wWwyoaypLab9kvPrbf+1D1+A4Pvzm87CyJvkSxFM2Jx7dfQzPvHEKaxvKcfWOVWipK83qIHcxQD9OZNQ5bXdxYGx3uVmJQ98BLadlbo8P0w4Xt6XjSmTB2JQDOq2Ky82aDDr0j0yhINeA7sFJlBaaWc1QXZrPQXhjVSGOnO7n40/qhg0rKnHgZC82NVdiP81XVmL/CZpX8eebV1Zh34me0PINKypw8FQf1jWV43BbP9Y2luHI6QEO4intYmVNMU50DfN2hCC/gKu3kPEneWVQWgt5gRTmGTk9hdJWrHYXGwW7PF6BOFEomLwx6jSwuzzIM+kxaXOiKM+EkUkbygpzWKlRXWJB99AE6isK0D0wgZW1xegenMCKmhL0DU+iqaqIj0VDVSGGxqaZcBi3Oth7hI5xaWEOnG4ve48QMZSfY2CZ/ur6Mi7JuxhlhDe3VMWQKd0D4+jsH8fpnhG0947hZNcQlw7+878OoqWuBK0dQzh/Yz17lGxuqeYUGkprqy61zOsaI4Jk29panj71rkvw/N427DnezeNSDz13CK8d78SK6hJsaanCFdtXIj9ndrKG9uHKc1twztpa/N+jr+Pg6X78a38bDncO4l2XbsaqWsGwdKG4+q1bceRQF0bHpvHUIwdw1fWbsdxMX2UsHFarB8NjChTmEwkLaFUBJmXJ/FVFYYRSVJn4mUQRClwKxAmbtvL3K+T1C/L1SBNYgvg+bCI7k0xexNzXaZgcEfoV6EC6KlM58h4cwRbL86as30VA2p4vMpDaktZnoyX6faZh3wW6QJHy/qVXvKBPS+5an71v8Z4iWEiLr8XtRkIV/KERyV0/n1p+RZA0UaqhDOa1BBAsGaxUwu/3QeN2cDpOYHgQvokxwOOBsiC18cVMkMsKL3/IhImMRYHd7sKLz7bizo9emtJ+XznWgQdfOIjz19Tj/dds58AuGZzsHsJfXjyCrv4xXH3OKvzwk285K4xbKZ2CAvxJq4MDdCI4xiftTH6QksDj83EA7wsEmDyg3zGeg0gQFxuHeryClJJG4CkQlpIH1B/5XhDRUF6UxykeVD2IjEgrCnO5PX1Xlhw9G48ScUBlaImcKLaYmLQoyjOjoaKQlQlEnhBZsKaxHBaTnkmUHJMOm1dWwmzUY8uqapgNWmxfXctqiXPX1fH+7Fxfz/PzNjSwoecFG2muxoWbm9iwl44DmZ3S301/B5ET4lylUDBBQnB7faxWIWUD7Tv9wLvcPlYIEFmkVav4eBp0WlhyDXwMKFgpyDOwfwjtA/3k07p0/BxONxMlZL7a1jMCo0GLQ6f6OLA5cKovhhSKfv/JWy/OKGEyG+h7pJQcmi7a0hRaTql3REh19I3i4Mk+JoB2H2pjYsXmcDOZVlGci8pSC/9dRKysb6pAjim5HGRKAbr6vNU8kVHsE6+14i/PHcK+kz0Ytdrw+OutaKwswo0XrMPa+tkfpuhc/MTbL8Ibrd2495Hd2HuyG/vP9OKq7S143xXbYVpgulGuxYhLrlqPJx85iBefa8XaTXWoql6E71FWmGQ13NNOtJ0GVCsMsOSp4PPT75qPww+BIBFeC6OsPpA9LEFUmISq5IhEiViFJjjcGU7JERQsQjuRIJESJ5IKNcF+BMwVBEhDvGgNXyLrJ1GeV+w3hQF82tM3QrudrtK8iiVdVjgdXUv1U6mFVJ2V+pS0yOpRC1eVhMuGzze9J9zH7NdIbC2vyK0EK+OECBbJ8uD376cUHAUp7dRQ+b3wk8I3oICS+RcVt1N6XAh4vfBOWeEZnYTCq0cmkuZlhcnyh0yYyMg4SGnwwO934+LL18Ccs/AqNYSRqWn86qk9nJZx9827UJqfk/C6FLS+dPgMntp7igOgt1ywDi3zUKVkIygIpcofo5M2VjhQMN81MM7B+8nOYa6Isq+1G3XlBTh6ZgAt9aVobR/E2sZyNsptqi7mdSiQJeKBvCuoGgmtp9OoYDTomFAi0oECVZpTpROa63Uafq1Tq6BZhIorSwGkEiHyxen2wOPxMSHjdHl5TqQNpR0RmUDtdm1r5oeIDc0V0KhVqCqx8DEnooe8QrIdRB7ReUXTmy4Qyu4SQUXnHSlRXj/SxQolMlwlP5J7//IKq1cmph1McJEiaOOKiqQ8g0il9P7rd+D2q7bh2f1t+MfLRzBhc6FzcBz/8evHUJBnxFsvWI/LNjfzcZwJW1uqsa6xHH987gCeP3oG+8/04fO/fQxv3bkOF66uX5Dy7OIr1+HYsV5094zhd/e9hI/ddSWMRh0yDvlBLmvhdPtx5mgvlMoqbFxrAp2qXh+g1JCqQiBBSF2ioDQdiREijXkKuf4CeSIUo5CGc+IorrAdheR1PKcB4QOJ0F70XA0viYpsFQkpT1IVVAqVMaQliFOlfJAGhGkwTJEHnWcFk3hLMiUnVf1KU1kW3q94bUe6Fs3db5gCij1m8cknSoEOJQXGpP1EECdCXmFEOhBXBeNqOeINKph+w75LghKFzg0fKelUagQ0GgTcgucJ3Quck9OAagKZQCBBD5OEfE5kZCUUAcFiXYaMGTE1NYW8vDxMTk4iN3fh3h1/+eseTmG48caFe5fQKP9fXj+CZw+fxs071+PCNQ0Jrztlc+DxvSdx4HQv1tSU4U3nrmYlwFICBZZ9Q5MYGp/mNBJSQhw7M8CB9O5DHZzyQUqEc9fVMmGyfkUFB+L1FYWcGkMpHkR45OcakGMSlBBkrEkBuQwZmQZdzx39Y3wOv3q4A4PjVk7LIuJoVUMZDp/ux0WbG1FZZMHG5gpWECXrTXSqZxj/ePkojvcMsZfNqNXOz2nXnbsa77ty+5zkR1vfCO55/FW0DY4wEbimthTv27UN1YWJV+aJxsiIFff89Gm+J5WUW3Dn+y5C3gI9XhK5d4ufr/3A16DSzn3v87mdOPLzL6Tst+BsQCp+P/eecOEPTzmQl6fD6kYFyMfYoPHApHFAqfBDowxAAxeHGSpSm8QQJtLKN0ElRlRZYKntovR1GPGuC7E/STUdTo0JBl+hIGg+QeE8EbH9dAXZaepX3O8UIxzgpqFvqfwjpcc7HGyn/5ikeL95nrp+AxHX5cL7DFUST7Iv6XphumPmPqQVvERCRHgtXR6kTyTLpVVzhCQe0Zxacl/z073NB1XADbXfB7XHDo3bDpXHAeXoAPz9vfCOT8Id0KH0c99K+2/o758Zg9E89/3dPj2Fd+4qkH9DlyDkYV8ZGQMpFR76+xucCvHmGxZeRvh43xB+9/J+1Bfm41u3XZOUPP549yDuf34/LlnXiP++46qkU3cyCbfHyz4XHX1jnAZzooMCSC/2HO3mNJeeoQku/0rB5orqYk5HIc+Lt122kdNaiiwmVnvIkJHtIFNWUjDR9KYL1vADV3vfKF470oWO/lG09QxzZZyRchvuf2ovfnzXW3Du2rqktrGiqhifuvliVq488tpx7G7thN3twd62Xrz/qrkfIJsqivCtd1+Lf+49hj+8dBB7TvfgQPcArtvagnfu2AT9PNRURUU5uPmd5+L+P76GwVErvv6jx7F6VQWuu2wd8vNMSDvklJysRkGeGo21OvgCgEnngVEbgErhg0bp4fQbyu1XgdIFA0IQEfQJodehkJPNEgkSCUko3JFQAaH0HDH7Jjp9RmwvCQgjSg6HCZnkVB7SNgtQcUi2LwRhqQ2G05FmEVbtSA/k0oD0a06PDkQacKeu19SltcTrN7U3yugrY/57LPUoSuw8jnQyCa8XtlmVtJ3hzxbuI+F7RUhZEvU6tDqbuQo0Lt+1gtexsEUiSlTwh74+LRQBD6DSQ6EmF38/lKYcqAoK4LPbodFlpoqlnJKz/CETJjIygnvufwEupwc7NzVg26aFlc+ccDjw2937MThhxXsv2orGksKk+2ipKsF/v+sqZBOI8OgdnkRb9zDae0d5ZJ3KF1PlkcoSC/LMejbGJCPQmvJ8vOuabVw+lZbLZrQyliPovKaKOjQR7rr1YvZ0OdTWz6lM5HUyX5A/yTsv3Yy3X7QBTx9sQ1kSaXxE7NywbQ3Ob6nDfS/uw96uXjx+5CReae/CO7ZtwGWrki9fvqKpDLe/ayf+/PA+jFvtOHKiD+dta8oIYSKbvmY3iCSpqwA0Kg/MGidUagU08EILD38pKiZJvMGndl/EqCyDK+KEg6NYA0YJgtELqzSC6TsRYVPwvA7L6mPVC6HqNUHlSSQhMPN1IU3tWYiag7YvlEyO3OeFQgw1U41wKpGY45Tq3/PMPB+kfiuKtKXkSPtPHVKvWok+3+bTa+w5O/v+RabcSF8rEwj+pfeH2G2IWjfpvgXi3JPCHL7kquObiZJJYqZP6N5Hz84qJVQKookBr0IFr1kNtVcB1BmhMWZGxRGsS5ZQOxlLEzJhIiMjePdbdyxY5UDGo38/chwvnmrHNatW4qOX7Jg3UbDYBAORI539ozjeMcT+DVS9hUw/yctidUMZe1JQhQ4y8iR/kYJMjDLLkJHl0Gk1OGdNLU933nBuSvqk9LOrtqyc17qFOSbcdc0F2NfRi9+9fgDDNht+9eobeOLUKdy2dSM2VJYn1V99bTE+dueleH3fGZzpHWOT4IxAVphkNYxKJ+pM43ApDDApppnMoH9avwN+hZLDGJKmU0DB1XBoJY4nyJA6OHTLkUhQVB98HSJRIsrzSkeQw1GRkOYSBAs4wsP+8b09BLWEVLwf9iKY6/dXCJKkXgfzdR0J+ZnIgwpLGOn67pYKMZUqAkaZknViiZLZ9k2qS5E6x0iMXakSsHh9krpEQelY4Yw+vmuFOhGqYYlksE+hgVJJ5td+KFQGKDUe+PVqBEy1MPjtMKkEo/50g/YxWLxnznYyliZkwkRGRrAQsoRk+c93dOBvR45hQ2kZvnnD1fOSvS8mxqbsON4xwH4iE1Y7nt5zisvfUkUWKnv7nuu2s8Eqpc8sNpkjQ4aM5LC5rhLrq8vx14NH8ejxk+ibtuKrzz6H1eUleOfGjVhRmLgKjoySLzi3GRcgc5AVJtkNjcuKYlsHbNoCaJWkKlHAq1RD7XcjoBBq4qgCXnYwCRMmFOgIKovQaG+IPRDNBwXSg1+HPEjEFiRvD8vmuWyvuENijkRwHiY34sn8gyqBiPWTIU3E/+eXniOWG05Vek7qEy7ibGAJYeneEtKQWhXR90JBlqfzOuslPSR/5YTLFs+RqhMnTcof56hKEwGFKzpMoPBn/F+QeOV7j7Bt8VYl3r94n4L3kPB9itIRyRRWiBPUCkpF1MMTEMxhhwOFyFX4kLwGPXnIKTnLH0sr6pRxVoFugK/2deOvx4+h3JSDL+66GEUm05LY767Bcew/2YszfaN49UgH7E4PzllTg6rifOxYW4uP3XwRV5qRIUPG8gCVn37b5nW4YtUK/G7ffrzc04Xjo8P47NOPY2NFGW5ZvR7NBcXISsgKk6yGyueBYWoAWs0YfGodAjojdMGAKqDUhkKVAJMkUs8AsZqE+KSuFAiSEF8R9IeIkuCHasIwmSIhTcR2wT6E5iJpEjmCLEARS14EtyGsN9eIt6h2idNfoghGdakKi+NVCEkp0tx9qpF2AmlJHejUetws5LwPJN3H3OSKEOwH6YsQWxK+6qX3kbBSLUzY8s9MsLFQ8FxUkAS3S6+Z3Qy24XuTwORyFRq65/kBZfD+xq+VpEZR8uuA0o9AQA2vXwmHRwWnVwNnhqrSyITJ8odMmMjIOlDlihf6zuCxM6dQojfj49t3oDI3e8um+v1+tA+M4Uj7AF453IEzvSOoKc3n0sZbV1bhlss2o6wwR1aOyJBxFiDPoMdHztuBGyZX4/dHDuLgyAD2D/djz4s92FBaimtrm3FuWT1XCssayIRJVsPvsEMxNQq1ORcqrwd+nwcBjY4NDv1qD6tMiIzwqzRCiKIIK0wELw8acRWNWCnYoV6JDGFr2KDPSHBjofQcKbEinCDcdwRBEplmMxNtEkJIjSJRu8xxHUT2uZBANHVBrDRElCEjHQhkuARxYCY3IYmYLPqz2PWC95kQdRLreSL1NgmRJgGFYOIaUpiIBEmQZGGxG+2EsMzrF7QlPr+CP6OPvD4VfF6BZHF5VfB4lXB7ldCoMnONEtHDZE8C7dKFffv24XOf+xz27NkDlUqFt771rfje974HszlsfPuxj30ML7/8Mo4cOYJVq1bhwIEDMf088cQT+M///E8cPXoUer0eF154Ib773e+iri5ssP/cc8/hrrvu4jbV1dX44he/iHe/+91YzpAJExlZA6vbiSf7juO1wW40mIvxyS3nocyYuBFjpkAPmd3DE9h7qhene0fw9N5TaK4qxuYVlbjxgnVYV18Ks1FWj8iQcTajKi8PnzvvQrSPj+HBtsN4Y6QXh8f6ccY2hN937MHOkhpcXNaMSlMmBMOzQ07JyXJ4PcDUBBQ+HxQGIxQ+NwI0KVVQ+H1MmNCwK3mWkMqEn8kV6iDhISxTMIHiCxbqFAgLgT8hLxPBN4DJlKjR6fDzfTi9RVSHRKgLQhr9eP4jkSk6mU7PEfab/uZgdLUgsnLh/irLCUv3lpDa7y3RVJbEsLAywsmelQIdOvP2RPWESLRK15Ne39J+pHbRwi0jrFYLG79KlGrBsjehlBxJeg5VBwu193OdHP7cF6B7mgI+nwIeHy1XwOVRwulRMnHicEpL7yxvhUlfXx8uu+wy3HzzzfjJT37C5Y4/8YlPMInx5z//OaLte9/7Xrz22ms4dOhQTD/t7e244YYbmAz5/e9/z+WPP/nJT+Itb3kLEzJim2uvvRYf+tCHuM3TTz+N97///SgvL8eVV16J5QqZMJGxqHD63Dgw1obXR9sx4fJgY349vrzlKhjViZcIzgSGJ6ex91QPTvWO4LXjndBrNLhwfQMu2dCEj954PvRa+VKSIUNGLOrzC/DZbRdhwGbF3zuP4NXhM7B67Xii/xBeGDmAKpMZq/LK0JJbjUYyqlNnyOhVCllhktUI+ALwWa1QEWHicUNhMgNuN6DWQKHRIaBUIqBUA2phzDagVjMBwoE9LSfCQEkhHaXn+IPRnRBshCkIUfoerDITdF0USDIiVIJcA5MdogMBETGx6Tli6BipDBH6EWZB0kRi5JgIaRJlFZk4ROPblMbIMlmSfqTzGKe2b0Va9mx+vYZTYxJLwwlvSdqers+w2iySLJGqWML7LF6fosZEWD+sJBHeiqk5YYJEql4hBUZA+poMYYPKEurH7xeXk9KEXivhCyjg9iqCqhIFHC7A7gzA6w1AQWzLvMxulxZh8vDDD0Oj0eCnP/0plErh773nnnuwfv16tLW1oampiZf96Ec/4vnw8HBcwmTv3r3w+Xz4f//v/4X6+fSnP80kisfj4W1Qv/X19aw6IZBS5aWXXsL3v/99mTCRISMVcHmdmPZNYMg5hB5HP7rsI3D5lKgy1uAt1eegyiSUDs0GWB1OHOzoxxunevDK8U6U5pmxtakK57TU4M6rz5UJkgTg8/vhdHpgd7rhdHnhcHm4CpAr+Nrr88PhdPPc7nBze/J6oQpCtNznD3B7+tzj8cLt8fHvtdPphVqtxLTdBb1Oi0mrnf1gRiZsKMgzYnDEipICM5dorizJQ2ffOGor8nG6exRN1UU42TmElXUlaG0fxKqGMhw7PYBVjTTvx9qmChxp68O6FRU4cqofa1eU4+jpAaxrKsexM4NY01gWWu9U5xCa60pwpmcUjdVF6OofR0NVIXqHJlFdZsHgqBUVJXkYm7Tz/kzZXCjMM8Lh9CAvxwCP14ccow5kU2bSa/nHSa9Tc9UWMknWalTQadTQ6TQw8KSGQa8VXgfnVN5WxtJAmSkHH1y9A+/2bsWLQ6fwxlgbepy9GHOPY+/4MI5O7YNe6UG+VodcjRFGlQ4XFt8Iizb990WFP8BTIu1kZB5+jwdem50S9jmViy57hd4AhZ9KCfsRIF8TlZ/vJVCqSEgCBeX2c6DiBUiB4lMELUyCAUlopFcgS5ggYW4hQn8fpTZRRJEmITvGOKQJYj6LCFEjzGKD0dSct7NwwJZ8MBmscZyyW6Z8702/h0k6j3F2fn9SF5T5rp94Gk6k8is+YomX6H0LX98StcmMKTxShYrYXjR5DZfmpdR88f7EXk2U8sIkiuBX4g0o4fUpOC2HlCYuDxEmRJwE4HQJfLLb7QcMmfnNEoidxNoRSAEihU6n42m+cLlc0GqF50gRBoMw+EJkhkiYzIUtW7ZwH//7v//L6pTp6Wn89re/ZfUKkSWE3bt383spiCghRctyhhz1ycgInh74Ixy+aWiVOTCri1BnqscFxRdDr5r/DSKVcHu9ONjZzyRJ++AYPzxWFViwpbES7798O8yG7NjPTIH+fiIvrDYnTxNWB5wuDwf/RGAMjVqZtOgZmECOScdkBJEBRCZUllpw8EQvkxNENrQ0lKL1zCCaa4vR1jXCJMPAyBRqyvMxOmlHeVEub6PAYoLL7eX+vF4/jHrh5kwEgkqnQY5JD41azSQBkQkEmtOPp06rYoKFiCzaP5p7vH6uOELEBM0v3Orj5Rdua2JC4oKtTfz+vM2NTFSct6mB5+esr4VBp8WWNTXcbkNLFYw6DVY1lsNo0KCpthhGvZZJEZNRh+KCHJiNOt6/XJOO949e0/Gj4Mbr9cHmcPMxczrd6Bue4r+xf3gKRoOWl9N7q83F++N0ewV/CzJAC/5NtExsk59nxPikHaUFZljtLtRWFHD/dDzp+BFJRDm+5JtDP3xUeUmrVSM/18j7mZejh8Vs4G3LvjqZh06twWUVq3macttxaPIUOmwdGHH1wBsYh9Nngy9ghY3OHSoVmwHIKTnZDb/LBe+UjSMTfmgj7xGfHwqdXkitoZugRgMlkSdKNRQBNQIqMW0mWCWGUnVEZQm/9gvXP70OjQGrEAiWIuY0nWjPDjF9JlguOORhMmN6TiQizWWFJSFPE67KM3u6jJQuSZY0CalmpH9HFikV5EtrsQxasw/R6o3E1hExt7Ik9vpRJHQ2Rm8jUj0W3U84JYfVIpJOAnGUGSHSRTR3Zd8lSr0hkoSWK/kuRaoSn19IufH4guSJH3B7yMcETJY4XQF4PX44HF5Ma6jn9CvWWfkSTCuaqx2BfD+kIM+QL3/5y/Pe/q5duziN5tvf/jY+/vGPw2az4e677+bP+vv7E+6HlCNPPvkk3v72t+ODH/wgq0127NiBRx99NNRmYGAApaWlEevReyKBHA5HiKhZbpAJExkZwaVlNyOb4Pb6cLhnAPs7+3C0Z5AlzyvKirCuqhQ3nbsOFtPyu+B9Pj8TH6OTNoyO2zBlc7AKggiFrr5xJhWI8CjON+ONo11oqS/FoZN92L6uFt0D41jbVM4EB6koKECnwJwUFBSQ11cVIc+sx2U7W5hcet9bVayAIMKBAn5WTGjV0KpVcpAeBSJFiIyi74FVOC4PEx8OlxsOlxculwc2p7DMZnfB4/NhYsrB6w6PTTNpROoWIohOdQ7DZnfj2BlBNXP89ADWNJXjaFs/1q0ox+FT/VjfXMHf66ZVVegemMCmlkpMTjuxoraY96Wq1MLfV0mhGQV5JhTmmZBr1svfWxqQqzXi/OINPBFsHhtG3P2Y9k7A47fDrLZkZkfklJysBh12r8MJhUoFBatMKAVHCQX5lojXJccwkmuU3xOxrKCawyEHEEFqT2SJkJIjDnmKpAWbwAYNTkR5vbRLadAkyO7ptT9MmkSVHBZaxkr443qahEQrM99rIoO2bFBDLIX7YvrIgbCQYCmqQdKTSJMaKNKWxhPWhcVvK5AYYhrObNuYKfUnkiwJzfn2I6T3cUqO9HWwvDkRIexREvQp8fuFlBsiXPi1XyRNFKwwIe8SIlBcHj/c7gBc7gAcDh9PHrcPNnWIqkkreL8TuLmIbbq7u5GbmxtaPpO6hEiPb37zm7P2efz4caxZswb33Xcfkyaf//zn2fSVDF6JyJCqTuYCkSF33nkn7rjjDtxyyy2wWq340pe+hJtuuglPPfXUWf0cKBMmMs4K2NxuHO4bwOHeQZwYGIHH48OK4kKsqyzFTVvXLnmChNJZRsZtrNwYGrNyWsr4lB09gxNwe7w43T3ChAgtX1VfykF3XWUhVColyovzWPVBRMlF21bAkqPHJ267hNUSZrMeqiRutjKSBylSSO1BoFSdhYICFiJepqYFdRCpUkSF0M5NDUyKlBXlMilCaU2UMrX3aBenPB1o7cGGlZWsEBLnRLC0tg+x8ob6IsUQqX5I0WLJMaC8OBdlhbmstpGxMJg0Jpg0iUlnUwlZYZLlUKjhcXigVLuh0mrgc7v43s1lhNnQVVR+KKBQURDiJ4acCZWAwifyGaHARfA/pfSd4BcazFQR3gWNUTkWElQfEZ4m8UgTesnKlJk9TWYeiZZ4miRyKCKq8Mz34T04pD3vh39pWsE8fVXi9BgasU+pAia9CO13Qj4080P6uk4FyTEbGTiffqRJOUkoqJJYL5G24eMtaswkZcVn/JuD7iWhfBzhag1XxYr0MRG6CJImEtNYkVwR0nBIbUJEAxEoASEFh25vpCzxkYKXlCYBeLz0PgC3h1K4ffD7fHA5PYApM9dRsh4mRJZICZOZ8KlPfWrO6jMNDQ08v/XWW3kaHByEyWTiezFVyRE/TwTkgZKXl4dvfetboWW/+93vWBFDRrHnnnsuysrKeBtS0Hv6e5aruoQgEyYyljVe6ujEE62noIYS9QX52FBVjlu3bYBJm12msnOBfigoACYChDwyiBjpHhzH6IQNHb2jrBAgpQEFwiUFOSi2mHjeUN2EknwzivJJLWCUlQJnAej7pZQhmuh8SAREokxY7ZxyRek+RLpNO1xoqilmZRKpX4hcIULFanfidNcI6qsL2b+lvrIQ7b2jWN1QBq/fz/4w5ClTU1HAREplSS7KivKgVsnEW9ZCVphkNbw2Gzw2J5QqJZQ6DRRBpZ5SRSauQhsFeZcQQgqP6DLBAmnCdAhVlyAChbxrxPVYVaIKliEW1pOqRaTWJhw68XZFEmWGksOS/UldeeAFVKmRljVeIDGRfEibuX2L0zmWMhTCCZmCnlJFbsTD3Kkw6elH/JsUKWkrXOMztYkmP6VKkrCRa1hVElapSV2RWL0SXCak24T3Tiy7K5q9CmSJoD4RyBJhotQWSsVh8sQHeLwCaeL2BIJKEx/cLq/g3ZQBpMv0tbi4mKdkIKbL/PrXv+aywJdffnnC69rt9hhFCqlVCH7KfwJiUnQIpD6h5csZMmEiY1ljW1UlzqutWTIkASkCuokUGZzEmb4RWK0uHD0t5B8OjFqxfkU5m4DWledjTWM5Kmh0vygXxQVm9t2QIWO+KhdKv6FpNhBxQmlc5LtC52Pf0ASneJE/ChEuRKCQrw2pVvR6LataRF+ZqvJ89lUhZUpNaT6qyiyoKy9gYk82r11cyAqTLAcFDl4/Aj4//G4vAnofv2YViVoTjC78bPTKFXECPiG1hp/iSSUiVMoRiA9hzJcgqEGCwWjc38iwdiJcLjT8LlbpESewTfS3V2oCOydZELkvyQWYEt+GrHsuyOZ9W0wospjgyCbM5zpI1/bDqTjxPo8wiBVfB8kasSoOEy3kXRIkTpgoodd+BTxB4oRScsizjZQmpC7xeQWFicvh5dfTdkVWpuSkA1ROeOfOnTCbzUxgfOYzn8E3vvENWCzh1F6qmENGrpR6Q34jBw4c4OWrV69m01gqF0zVbr7yla+EUnK+8IUvoLa2Fps2beK2VE6YtvXZz36WSxQ/88wz+NOf/oRHHnkEyxkyYSJjWUOnzr5TnB5iKehs7x/DwOgUWjuG4PV48erhTjTXlHCQSX4hZPK5qq4UN1yyDhUluTCdZcazMrIPlIpDHic0xQOlf5H6qWdoAj2DghKqo3cMk9MOHO8Y5PnuQx0otBjZD6cozwSrw4W1jWWw5BrRXFvCJsD1FQVMqlDakIwMQFaYZDUo9cbn9sDndiPg13HVHIVHDQVFCSqPoDTxebiKDgIqrmbEaTlBEkIsAUy/PZT6IrAN/lCgEqZNgu0EMxKJqkQRQZqFBpKlZEUUyRGRYhNRNUd0U4mXyiKmAiWqsJhf+kJy20hk+ylEyvYtptMU9RXbc/q2IqZ4pJo/Sh1Zktq/P33f09zbCCo/iFANX+AS0iN6veB3M2Pf4ucRN4zga7GUcJh2DW9H8rl0vWA+oCByEO4TQcED/L4gL0zEiU/0VQI8Li+8nswoWxe7rDDh9ddfZ/NYIkRaWlpw77334rbbboto8/73vx/PP/986L1IgrS3t6Ouro7NY++//35OyaHJaDSycuTxxx8PpduQMSyRI5/85Cfxwx/+EFVVVfjlL3+5rEsKE7IvmpQhY5mAfEX6hifR3jeKvpEgMeLz4Y1j3djaIjhkUxrD5pVVqC3Px13v2gVT0MtChoylCK1GjZryAp7iqVPoeiCDWiIKT3YNc4nl1450crWfN1p70D8yhaPtA9jUXIkDp3px/sYGVqc01xSjpqwA1aUW1JblIz/HuCh/33KGrB7JXlDQ4fP4eMTU7xXy85WkP/eT6sQHv9cDpVYLBUUOpE9X+TmKUASr4QjBhlAVR0izCQY2Qd8RHuPluCZWbh/tPRJ5mkgCGjFFRwz0pb4kUaWGo9ZMc/nfdG5jqSgU0ref8c6Y1Pae3WKbVPz9C/fkSd02BLIklhgJERlRfUSk382ybTEVSuTmhXuRWBUnfF+RepmI6TqCgI6UJYIttS8Q4PeCj4ngceLzBeCjWyLPffCSjwn8yNQjNe9bAv6yibSZL37zm9/M2ea5556bs8073vEOnmbDxRdfjP379+NsgkyYyJCxQFAg2D00jjP9Y+z9cKp7BCe6hti/gVJsVteVoqIoD1ecu5JTEMoKcuUUBBlnpTqltryAp2iMTdnQ0TeO/pFJrOssZ9Pa3uFJdA9NMMnyypEOrGsqx6HT/Uye0GOaXq/BxqYKlFjMfK3VllpQWZTHpI2MJTg8JmNGBDzeYFppMK2Ggg+lUEWCX4ekIGL4ElSRiMU8RTIjCjOl5AjkSXyVg9QeJbh3iBkrXog3SPBviZXzx2298G2kVMmRAoR4pSzaJxkZQCShmD3biLr+I3xgIukSkQSZeRuRypVoYWP0a7GCjkCqhD1SQqWGRa8Tv2gMKyi4/T5KzaEFCvY0yQTkn9DlD/nJUoaMBEA34ZEpGzqHJjAwNoXB8Wkcae9H78gU6krz+WGxPD8HzdXFuOGCtUyMWMzL1y1ahoxUoiDXxBNQhWvPXxNaTkazHf2jONM3htEpO5vJ0lytVuJgWx/GrXbkmQ042jHAJpbrGyqg16n5QaqyOA9NlUV8XZYSqZKfg7wlXg0rXZA9TLIbFDv7PF74XV4eQfV7ggoTUpPQRMOWIb+SYDpMiBCgZUFZekhdIj7di6qTOKp53nB4HkrFCalFwjU9gmvNHIjNO/ifPUUhbP66gCAzK3mJeaQZLRLO9ltCav/+5L5vQTuWGqJl7kA+zk0hmuQImbfOpmiRpPBF/CHBMsNRKYB8bxJfS9aj+5aoexGIEyGFUPRBUaoV8Dl8cHkycw3JhMnyh0yYyJARvNmSl8Lg5DT6xibRN2bFmNWOSZsTU3YnVwxxu32oLy1AU3kRmiuLcenGJlQU5soj2jJkpAlmow5rGyt4ksLu9LCqq2NgDMOTNjRUFOBY1xAcbvJxAHpGJvHKiU6U5ptRWpDDJVinnS7Y3V5otSqUF+SgojAPpXlmFOYYkW82cGlxi9GAPIMOuXr92VXVR/YwyWoo9HouEayk3xpKwyGfgZBqJDqikJqhRkMclpWakQTTHohgEYmNeNYgQbKE2zBpIl4fku1ExfihT+KaUMycyJB4isL8K+akJg0iMl0pJZB+N9nPl6QZ2U0ape52OD8vnnCZ32S2EeeTQOL7FlKkxf37k/++oviR4P6I/kaCp4pQsSvcXiRRQj9bwU68ZIwd7IPSF6nai0aVmfOHOJ+ETF8zsTMy0gI50pOxrOAPBODyenlyeL2wu92wuT2wudw8TTvcsDpdwmR3YYqJEC/7JNDjX65Oj+IcEyoKcrC9rBrl+bkcdGmCZbVkyJCx+DDqNVhZU8KTFCTNHZywMmHSOTSO7pEJWJ3CtU8pQT6rDaPTdpweGgWUCuQYdWwsq9EohTQ5pQIe+EHZzxSvUNpPPhEpJj1Meg2To0qVAl74WeXy3xdchuUA9gdN4EkukTYyUo+A3QGlWikoPdRqLgVMRq8K+l2iOZm9MoERDA7YQ0QZLP9Ln0mXB/1FgqWBhVgjkhyM9SUIrx/SlsQrIRyFmT6LdEeJDbJEIYsgl0lPwJOI98LcfQi9zIewmXXHspgkSMdxnL33bIbU32MpI97fEb8Ec3xVWewVPRdENUhEf0ElW4ggCRIhzJlI1wsSvyF1TfC2Rr/hIrGiDOYOajWZUpgIqr5E2slYmpAJExnLAsN2G777+kvQKFRQQQllQBGazFotcjU6mHU65Gg1KM01I0+vh8WoR6HJAJ1GrsQhQ8ZyAD0wlRfk8rStWTBWlj6oTNpdGJyYQv+Elachqw1jdgcmHA5MOpyYdLlgczhg97rhVwTgCviYHLH7PNA7VVColXDDiwm3C37lMmIPZIVJdoP8SqgShC8gcBuUs0+Oh0HiIhAgK8ToeCdYPljUioeEKMH/2b9ECEZYsSKVwcfEGNFkQISUZWZrBCmhIgYKQQJk1lMpwjA2vCyVp2RCqUQysgTZ+h0tdJ/E606R1vXCaWsztZ+tn8j1IkmUyNSZsKFz0HMk7p6IPiSS7zR8k+D7ElfykuQBssokSJDw3lAbBUDiEZUyABKD0nsqikncMQ1qqDUquF0KuDzICOSUnOUPmTCRsSxQbDThGxcv75JWMmTImD/oIYuUIjStrIxUpkhBD3KkSJki8oTUaW4Xq9VcPi+cPh/cfmGuypDUNxOQPUyyG0qtBhqDBlqzHiqNGiqdBiqDDgq1CgqNhivkkNJEmDhiAJTq4KQSFCRKUVUiqElEZYlAjkhMXyPiodjgSFgvnC4SN7VlJlVI3OUJXEezqEzEUeZkVR6R5rLz91lJTWpPHKRUWZM+wmGhxy8xZOu9NpXHVZHG9ebaz/mm9oRfh0uQJ7qv4nqCEkRQnIQJVpGmIbKE2pAA1K+kal5CG1aTBO9dwq1PAbJ1opRbl9PHfWu1pMbLzI8WWUUlUgGH2slYmpAJExkyZMiQISMIejgz63U8ZRp+vx8evxWegBU+vw1mbT1UigzURZSHx7IapGyiFBzmNTRqIS2HUm5oGalPlMpgWg4FEUGChDXqwiSoSZQR2vdQMgm3lQRBUtWI6D0iqZoTqoQR42Ei8d2I61kSxxIlZml8pMapIT3rJfN3JLUjMxzDbCMcIhREaSJN0tj1WQJFGlOwIm4YEfOYtqHfD0E1InqRSNsxravguxVXw5Gm4tDtjD6j257fS9ywAj4luLwwESY0uSmwVSmhIjWoKwCjIVMpOfJP6HKHTJjIyAh6rP+A128n9zqoFLnQqkth0pTBqMxnYyYZywvkCeNwuOFyeeFwueF0euBy++B0urkMs93hgc/ng93uZt8Zm41+5oBpm5MfyG12F/+A2h1u/iV1OD3wUTDp8cLjocoO4L5JdmmzuWA0ajExYUdurgGjY9MozDdjcHgSZSV56OkfR1VFPjq7R1FXU4QzHcNorC/BqdODWNlUita2QaxaUYbjJ/uxemU5jp3ox5qWCp6vW1WJoyf6sJben+zHmpUVaG0b4PanzgyhZUU52tqH0NRQwv031Bahp28CtVUFGBiaQmW5BSNj07wfE1N2FBfm8P7mW4xwurzIyzHA5/fBZBSCc6NBywal5Kuh1aig06mh02mg06p5mUGvYV8Ng14LvV7NnhpCuVEZSwk2rx199j4MuXsx7emH1z8Kj78f8PfBqFTAQA+C/jFsK/sBTJqatO+PrDDJcngpOhAiBiJJFKwiUbIGnfxMmDxh4oTIkiBBEky5CalH+KVSkMqHPhMgvqa5YPwafB8cwZWqCELGsBFpAXHUKdxEYiTL58/8It9k1kvOCHN+20grRI+GrFVVZB6ckpGVxyMb9ym9f4f0vhHt4RPyg46T8haRMhhkDURr1/Cc70CsIhFfs4JEGWBlBj3riK/59kfEiV8oMUx+2D6fEl51AG61AlqdCl6vBsiQwkQsa5xIOxlLEzJhsgTx05/+FN/+9rcxMDCADRs24Mc//jG2b98et+0vfvEL/OY3v8GRI0f4/ZYtW/C1r31txvbpQp5uNdz+Kbi9Njh8Vkw4j2J06kWMux3wwAgEcmDRlqPCUI06YwXMGmNG909GGC6XB1abC1abE9PTTiY1JqYc7EA+Mj4NlUKB/qFJDt47e8dQkGfEyTNDKC/Nw+HjvWioKcL+I91MMhxp7cPqFeVMNhA5cbpjGC1NZejtn0BdTSGTCRWlFkxOOVBUaIbN7oYlz8AViUxGLf/WCqSBmk07OW9VpeTXRLSR8SYt02hU/BtMczL+JCLB5/Mz6UDkDUkzvV4fzz0eHy+/9IIWnl983komJC7c0czbOW97E5MU525p4BK1m9fX8Pu1qyqZ0FjZVAaDQcPkCxEdpcW5MJu0sOQakWPS8bZzc/RwB7dH++lyezA56eC/p29wgomSvoEJ5NC8f4Lbj47beD5ldXL/DoeH/z7afwL9bbTvdFz4OOUa+HuqLMtj8qWizMIGxvQ90N9eUpzL6xUXmPmYWfKM/J3RNnJMeuTk6JFrNnC/MtIHp8+Lk5MDOGntQ69jCGOeYUx4BpGnCSBH64MSk8hV+5GrDkDl98IDL4yqXGhUFgTIuCITkD1MshoqrQr6PBM0lJJjNECp10FlMECh1XFKjkKrRYC8uBQqBNQaBFRCKo5AoFDaTfi1QCkEU3N4sEIgPJjYCKpJRHIljHj+B9IR5eiP4viURJERSaWyJEVkzDOIXXBKDs7ulJyzkphIxXHNhCYqHdsQPpN+/6QIESBNrRHI2gjPEpEkCSqpON0mIBi1Up0b4c5DBLFQJt3nV/BzZ4Bcx0kxRysETZn8KupHAb9PIE0COnpmUsPnDcBoIoI5MzkwssJk+UMmTJYY/vjHP+Kuu+7CPffcg3POOQc/+MEPcOWVV+LEiRMoKYnNy3/uuedwyy23YOfOndDr9fjmN7+JK664AkePHkVlZWXG9jtH2zTjZ3QjHXWPotvej1PWLjzWtxd2jxI56hxU6YvRYinHytwS6MjRSUZSIPJgcsrOhAfNxybsrN4YHp3moLpnYAJatRJtHcMosJhw+Fgv6msLcfzkABMenT1jWL+qEkMjVlZRELFRU1nAAXi+xYTcHAPP16+pRo5Zj+uuWM/qhw/p1DCQMoLVESro9VomEogAkBEL+i5IeeNwupksIkUNEVdOmpyCSofVOvy5F9ZpFzw+PyYm7fzQMTxiZdKne9LOCpsTpwdRWZ7P6hciqk60DaJlRRlaTw1gdbNAYImE1qb11egdmOT3U1MONNYVw+P1o6rcArVaxYSL2aRnVUx+nhFmk05WtcxyL+u2TuLwyADOWEdx0jqEbscozDqqauKBD04U6pXQqXQwqFSoMhSgRJuLYl0+inRFyNUUwqDKh0qZWSNqWWGS3VBo9VAR+apSQaXVQKnTCUoTIkvUNIpKSfwagfRg/xIhVSfogBgMvkldEq6SEyI1JIoSYWOx74PZOMJbsRpxAukksfL92Vaa+aPEwr1wAJfU3SmpbcRC+jemhJZIS0pOZpB6Wib4nS69Q7HEEO+bi39mi9qP8Pt4BsrRaTria2nvojJFaMNkScgXOhAUhgitmNf1B5g0obZqlbAPNNSjYdNrgSwhtQmpTHTaAHx6Ffy2ALTazDxzBvykfEngbidLTJYs5Ah0ieF73/se7rzzTrznPe/h90ScPPLII/j1r3+Nu+++O6b973//+4j3v/zlL/HQQw/h6aefxu23345sAAVfFCzQtClfEnjYxnBsfAAv9J/GL469DoVfiQZzIZpyC7EyvwgN+QVQnaXpPJS6MkbB8agNoxPTrE6YmHRgZMzKwfTgyBSrEbr7xpCXS4oNL+qqCvm3qbLMApVKhdLiHDTVFaMw34Sd25tgyTHAfLuOA+Ics4HVFFxqVUbaQQSUmIqTKtD3b3O4MG1zsWrFbncxceb2eLFjawM/ZJAaxWDQcooUnSNHTvSxMubg0R5sXFOFA0d7sGFNFb9fv7oKh473YtPaalYIrV9diWm7C421xfywQ32ZTDoU5ZuQn2dCgcUYSjVajqB71IB1Gq0jI2gdHsKZqTEMO+2Y9rsw6XXwg1qOXsPRpU6lwSpLOerNBViRW4TGnHKY1AZkDeThsayGEn6o9FoojXoo9XooKRVHp0NAo+WUHFFVQl4mZPTqDylLRF8TgSyRvhfJBZEwkVbSYEIkOh0nZPgqeR0xYpwcEiJTxEyfhCLmcECXVNgeTIERy5kuBCn5tUzLT24a1SUS8i31W1GcBSk58+0jlaqr+J8L1W4ifUlmJUFilCTR31swoUesKRzFr7BvSfC7FtUp7L7En/tDKjiqCkY+JbyiSsX7KCbw8BRQMnESCKiQY0ZGIKfkLH/IhMkSgtvtxt69e/H5z38+tIzk/pdddhl2796dUB92ux0ejwcFBQXIZhCJUmMu5EmE0+tB69gwjgwP4fdHD2LC7oIWSpQaTai3FGJFUQEaiwpgpIoBSxD0Q0MpFmMTNp4oXWXS6mAvDLvTje6+cU6LOd05zGQGqUeqSi2cZkHeGJRq0VBbzKkapAQg5QcFrUSYkLpDxtkFSrWxaIycKoTyxNcjdcuU1YHxSRvGJxxMzu3Y0sDKl5KiHFadjE/aWaV08FgPk3Xk59JYX8xKJUrJOtM1wgQdEXfk90KKlbrKAk5RKi3JRa5Jj8J8UqwQuWJEAaUbZGlqEBmxjkzb0T02ge7xSZ5OjY6ia3KSzTgpbcur8GPC44BCpUBpngnNhYWoybVgdVEx1haWoUCX3SmGssIku6HUqqEtyINKp4PKbGayBJSCYzAKfiSkLlFrEVAJ6TesNiFPE9HbhEkQSmkUU3EoyBDDF4lvSYS6ROpNIqmiE5TYhyFVoyROOiR1KqU9JUf692UDsm1/FhvysVg8SO8H8Y2OIygUiY8JTcHi5yFiUvws3JGUDA1ABVKaCGk6geDaTIdQ6k1AyYQD9+v3c1uVksgTwQCWBlDZ3klB7VRCJbsMPVbIYw7LH3IUtYQwMjLCRpmlpaURy+l9a2trQn187nOfQ0VFBZMsM8HlcvEkYmpqCtkAvVqDjSUVPImYcjpxYmgYZ8bG8VRrG34zOc2j6nqVGuU5OagpyEO5JQflllyU5Zm58kUm0wnopm5zuDFhdXD6BBEiQ2PTnGpBZqT0U3OqYwgmgxb7jnZjZX0JK0dWNZRymgalv1Day4r6Ely4fQWrQSh1hjwwsjXAlLG0QQQcTeTNMhdIrTI6ZuNzdmximkmUqWknkySiBwsRKuR109U7ikmrEyazjlUvRr0GdqeHSRS3x4d8JvpMMJt1qCrP5xGkqjILq5zIxNegV8NsFPxXTAYNq1f0WsEcdz4gwnHa6YLV7sKk3YkpuxPj0w6M2uwYnbZjcHIafeOT6J20srmw2ahljxt6cHMH/HB6vDCoNKjKzUVTcQHqC/KxsqgINXmWpZeyJHuYpAzp+P1UaLRQGYxQko8TeZcQOaJWw6/VB8kMJfxaQc3lJ2JEreavil+T2oRHboOKEzGIiSFJhEkIUShaUcDP3IhwLkcGPrPVvpnZ02SGvw5LGUl5sSTd69I+NjLORogVcIRzl+hav1SrElShcAUcZurD5b3FUt9Ceo5gIsvrBdP7FAE/FH4FFEoF/GSM7iMShVJ2BB8T9rhj4kTYst2pgFabIdNXf4CnRNrJWJqQCZOzCN/4xjfwwAMPsK8J+ZnMhK9//ev4r//6LywF5Or12FZTzVOEVH7Sis7RCfSPW9HaN4xXTnRhyuaE0+1l2Z9Bo4FJp4VJq+HXFHjpNSpoKEdcETQSVamgUSsFs6kA2GOCAjuq1kIPk+QrQcGh3ydEGz2DE9xGp1Gj9cwg8nMM6Oqf4M/WNlXwSP2K2hI2HyV/CBqJJ3+Iy89v4VH2QouJlSMyZCwVkHKJUnFomg10zo9O2Jg8IeNgVlBRGtmUHUOj02xi2z88CYfLg9M9I0x6tnWNYOOqShw43su+KpR6Nm51YH1zBU53j2Da6caGlZUCWTPtQGNVIXLNeoxb7Zh2uNmMmIhFetIihdao1YFJm4MfvrRsIqzk/VfSyBVNXH5VcOon4zlPwA+Pz8fETY5ei7K8HNSXFKC60ILqgjw0FOej2JwhvW+aIStMUod0/H6SuasyxwyF0Qy/0SSEH1o9fBqdIERXaeBXqoN8hYqJEiHdhsIVSsMRX4v0R1i+LiU5Qgr5IDMSK76PrK4jrhTP0yTiVJk1pSZV6RbRqQPzWTd5RI+2L+qfIUPGvDCXuasU0aRobNpNdNqO6HsSqUSJ7Df6XiOSJqKgTRlM9RGqoCugIiNYpQLegAJqKED2eKQwCfiVcAZLrOu0CuSbkBHICpPlD5kwWUIoKipi74nBwcGI5fS+rKxs1nW/853vMGHyr3/9C+vXr5+1LaX8kLGsdISsujpMSGQ7iGkmRQlN8UCEx4TNwcHXlMOJabubyQ+H0wu7y8MpCdMOF3xevxBUkd4voIDH6+WUGDIzNRvoQRUwG3UwG7Qw6rVY01jOShFeFpzo/ZIbbZYhI8WgNJ7SolyeZgORnaTIopQfIlPII+XqC218XVLVpuHxaTa3pRSewXGrkG4EBSbsTlaK0EgTETH9Y1Zeh4xxiQgh9Qi1J5KF/HnIayXPpOdrl9Q0ZE5Mr+l6zTXqmewsyDGiNC8HpRYzDNrMmrBmHHICdsqQlt9Pev63FAJaHXzmgiD3EIBfYyAXQX7vV2o4MPEjXP3GHxyZDfuWBMVENCggkhji8pB8JMoBVZqmI474RgRNkjAn+qcupGLBoqQOJL9uFmAhf4aMJYUY8nHRMIsvSfCzeLSJdJlIuQp/E6lDFFEpOGE3lJCHCd9rJG0l69OnlFojEAx++BVKgTQRCVoa4IACGiYqaFBTAZ/KDyoqSIOdarUaLo8CBn1mjrFMmCx/yITJEoJWq+WywGTYeuONN4ZSPuj9Rz/60RnX+9a3voWvfvWreOKJJ7B169Y5t6PT6XhariAWujDHxJMMGTKyB/TgJJKN1eVBB+gkQIQLmd36AgFWtfAIVfBxTa1SsKKERqXI+0mGBHJKTsqQjt9Pv9YAv96AgFoHjyGHSQ6F3wu/ikgSQiBEgghpNJTdHzRPDMYLotGr0DZoniiGLWJgElwmcvxhwiX4PqRQCSN2nDgKcRaF0n4WO2DkCkB0PEQRzPzIFpFECo+jL3jHUtCHjGyGSA6Iyq3FhHjaC8H8QqRN4Wsh5G8STM8Rr3aReglZu7KCW0i/4QsxWIZL6IfIYOGVCr6gWk5cP3TRhogXX0CFgCoAn5oGSgCtSgXyXRfsZNMLetYQnjfmbidjaUJ+alxioJGrX/ziF7jvvvtw/PhxfPjDH4bNZgtVzaHKN1JTWCoj/B//8R9cRaeurg4DAwM8TU9PL+JfIUOGDBmpBz1ckScKqcDI6yTPbECemebke6KDRq2SyZI4EPLDE5jm2f9Pf/pT/v2hVNBzzjkHr7/++oxt6fftggsuQH5+Pk/ktzVb+7MBTn0RrPn1mC6sxZSuEE5NDhyGAjjVZnhUOnjURniVOngpNUelh0+phk+p4jml59DoLE1sEBtM0yElSqhqDm1EQhYI7SKDOSG4i3zYj66UIywMhkRiYBAnQIjuZ0YkFVtIS6AmAfZNSGKf4nci+X+BEIPWpRBXpT34y9aDEKu4mA/mc76EzZozieiUm+jXofo0UW39Me0EekP6FxBZIv2cSBJhUvLcBxW9pjuWwsuTSuGDVuGBVumGVumCQeWAUW2DWT2FPM0UitSjqNIMoM7Uh3LjJDKBgD/xScbShKwwWWK4+eabMTw8jC996UtMfGzcuBGPP/54yAi2q6srIiD42c9+xtV1brrppoh+/vM//xNf/vKXM77/MmTIkCFjbkxO2GAy6dlwdinrif/4xz8y0X/PPfcwWfKDH/wAV155JU6cOIGSkpKY9uSxdcstt2Dnzp1MsBDpf8UVV+Do0aOorKzE2YgJtxY9mhaUqkZhV5ihUXmgVzi5Ko7f74Yq4OPAXxnwCaO1ZILIT+cRg7aR9hhMbAhKk/CocBiCIiXWjyCCWghVGg2n+4QQUVknGgkGfEnEhZElUJcw4jvrnqVYCsdhod43ya4nvVYzd3wi9zdc9Fe6RHwVvVx6GwhX0AkrRYTrNpyaI6b2ELUrvqOCNwKPKBAsrJdT+JhIoY80AQ+/VwR80PhdUMENn18LjYIMuIsyoxhK4PcxNVSbjMWATJgsQVD6zUwpOPSwKUVHRweyAQdebUNtUynyi3IWe1dknIUgZ3L6MZPOOe+f54IklCBIQ0WJaNh5nT4WnNiFUt4E0ZldhoxUwjrlwGMPvo6ezhHc+sFdKKtMPjUpm0xfv/e97+HOO+8MqSCJOHnkkUdY9Xj33XfHtP/9738f8f6Xv/wlHnroIU49JQXl2YgpmxKH+/MxbtEj3+iFRuOHR6GFVumFT6WC0u+DOuCDMiCEGJTrr5QqJyS3KbHajZiGQhDKCsdD2NMkpo1QwiLC8jS0XDqPQCwxkxBmNY2N3t95ILRathAu2bIfcyBjv3/ZfDwyu2+ZUZck/zeFqQ4ppRqmToQUpLDZa5hyIYt1sYfQ3UmiX1OEfJoEOyQiRQQWWAWhiIMCXiZJlAE/1D4HNG47pyyqHVYo7CagoRnpBvHTVA8ikXYyliZkwkRGRuB2e/HHXz2Pcy5qwaZzmxZ7d2SkGFQC2W6ncppeOBxuOJ1euF0euNxeOB0eLj/rcnnYNNfpcHMe5/S0i/0krFYnl0ienHBAb9BgdHQauTl6DA1NIb/AhL6+CZQU56KrexQVFfnoaB9GVXUhTrcNor6hGK2tfVixogzHj/VhZUs5jhzuxuo1lTh0sBtr1lbh0MEurFtXhcOHe/j90SM9WLOmEkeP9mLVqgocP96H5uYynDw5gMamEpxuG0JdXRE6OkZQXV2A7u4xlJdb0N8/geLiHAwPW2GxGDExYYc5Rw+H3Q29XgOPxwu1Rs1lbolwMZp08Lh9yMszwOn0ID/fCLvdg8JCM1dMKi7K4fK69N5ud/Ocjh3NuX2BCW6XF3kWIx/fnBw9PzyYzFombYxGLTQaNQwGDaeh0D4YDFqek8mqjIWBDGf3n+jBeRsamBzLBOzTTvz2h09icGCSTW6nxqczQpiky8OE1I179+6NSBOlc5fSbHbv3p1QH3a7HR6PBwUFBThb4XL5MT4B6LUmBFQeWJROKBR6IOCClsITJalJPFAFlILxKytNBIKX5e9i2c7g6C+FKCEz2FCAE/m/FFLBfNi0UYTEAGFWVUm0aD8Z+YgivcFr2I0y+XUXuu24mP04Zk1QnzCRtVBkK1ky/30L30rn7xeS3NYUSZUDjt9CSnjG9hl774i82qXGsGKBc6mSRKBKBMWISA2F71vBZWKqDvxQ+X1QEjGi8EHjtUPtcULtdQH9ncBgH/wOOxSWYmDbFUg3hFLJCShMZA+TJQuZMJGREWy/sAXrtzfg/773OAqKzKhtmr2qTyrxsz+/jNICM9Y1VaChshAqoUj7WQ+6cVNgToSFzeZiwoNeO10eTE05OdifmLAh4A9gZNTKZrlDw1NcZnVwcAparQoDg5PsCzE2ZuPA3eHwQK1WcoBPQbzZLJSvzs01sJrDYjHA4/HznMiV/HwTkyqWPCOTKESc5FuMyLMYmHDIzTGgpCQXZpMedfVFnKJAJIfRqMGmTTVMEJxzTiMTLRdcuBJ6nRq7Ll0NnU6NK69cB41WjWuv3cD9Xnf9Zp7fcMNmqDVK3HDjFqjUSng9PqjUKjYJJQKHTEOVKiX//SQmof0lxbnXIwwNUDs6dkT+CHMf/730npf5/dwH/cITcaRSKZgcouMxNeWAQa/lY00k0viYjfvs6RnDlDWPSaCa2iK0Hu9Dy6oKnq9eXYFjx/qwdm0Vjhzpwbp11Th8uBvr1lfj8KFurF9fjUOS+YYNNTh2rBcbN9Wiq3MULS3l/L3V1xfDanWhotLCRAyRP/SwS8ebiBf6jug7pAoy9L3RnI7j2aCioe+xb2gCJztH0NY1jPa+UfQMTcLj96EkPwcr62JTR9KBB3/+DAY6R6DSafC+j1+O5rWZqU5GATVXTUmgnVj5JRGj05GREfh8vlDKqAh639ramtC+fe5zn0NFRQWTLGct/D5MTPqRY1LCrFfCqdFxXr+KCmoq/dCwkauaA1iWqCtUHJCItpIcyEi+39hRaqmDRzw3DwnFEX0/YNPUxO4R8UOppa0vSDmEfKnYXIazGBnjZeaB+Z6b4RSXZHuISKybx5YT2auZFWex6XvS9pGKkth0PqnrUaQDknjXEfy0/KFKOuH7mEC3Cu5Lfk69IWWJKuCFyu+B0ueGyueC0jWNgNMO18gY7O2DQKkfFqQfcqG55Q+ZMJGRMej1Wrz1PRfiwXuewQe+eD2PxmcCt12zFftae/DkK8fR1T8BjUqJ2vJ8NNUUo7G6CJVlFiYDliqIeLBaHZiedmJyysEqhfFxGwfvpNKgEd2e3jGYjFqcOjWEoiIzB941NYWsuqBAm1QUFFiTuqO2tgh2mwulZbncR0G+CZWV+RxQr15dCZNZx9VG9Ho1dMGSrBRoU9AtqB5UTA6cDYF2ukAEDJFZRLw4nW7+jkmlRctobrdRfq4fuy5ZzQ8RGzfWMvlTXVMII5XKNWiZdCJChtqTOkapUvH3Tt9za2t/WFXTWILTp4eYUGlvH+bzoqtrFFVV+UyMEVFFpbbLy/L4wZXOH/quLXlEsGiRk2OA2SyQLDTn9yYdEy7ZRk7ScR0ataJvcBL9Q5MYHJ3C4Og0hsascHm8QvYBV1pVcIlhS64BE9OOjOzba08fwckD3bwPt3zkUqzaVIeMgbjARKTCwTbRZXLT5Yn1jW98Aw888ACnmpKfydkKr0+ByRE7TEY1CnJVsLuVUEIHtVIgQiiM0MALL1WA4iBCGLmlwINGjUPBBqfhxJqjxoY0UZCk3sxIkiSgLonpcsbGkbU0QiWQszolJ0W/d2n52UzTb3GGfuOFNI5UbSu1REM8RVY6MT/vk2T2L5rkiP08khQRXkVva/Z6WmHFW4g2klziwmdcIJ3JQ8GzRCRUKCVHSDtUk8KE2vl97ONEaTgKjytoFhuAY3wafl8kuZ8u0MAiTYm0k7E0IRMmMjKK4nILWjbW4PEHXsWbbjs/I9ukEqUXbm7kiUAKitPdwzjdMYK/PHEQvYMTHIhacvSoqShARUkeSopyUGgxIT/PiLxcY1ol+az0cHlY5SEoPdys9HA43ZiYcMDr9WJ4ZJoJiN7ecRiMWrS1DaKkOAcHDnajZWUZerrHOM2ECA8KgKmPqsp83m8KcMvKcvnvuPjiVSH1gMkoBLVEcMjILhDRQN+NAGPK+iXyhIg1Oj9sdhemrS7YHW5MTTo4ZWp8ws5t6BwicoHOFXq0mZq0Y3LSzuclqU6IwKF9JNKGwjFS0fh8gdBnRJyQqqasNA/+gB9lZXmsMCotIdIlgKJCM+8PqVtIzZOTa2DSkv5mUjCRYkitUkGrUbL6h85j2h57ygQfqGj/qE9SKJHKhxQ7ROxMB68jt9cHu8OF0Qk7unrGMDAyxevlmPWctkR90t9GJYg9PlIRKVBWkou6ygKsqC3BmqZyFOcL+5lu2KadePrB1+H3+rD90tWZJUvmoTDp7u5Gbm5uaPlMZXSLioqgUqkwODgYsZzel5XNrjL8zne+w4TJv/71L6xfvx5nM8w5GlTX50KvU7F/CREloj9iICCU2qQ5hyFcESdcApHP8iBpQler+FMmltEVDWDnRmyaDi9JarAhLMyfDbw3YdOCDAak2ZKSk2oyYqlrdFK57+lQZSSPQAY9TJJRs4iebUigvWJB3kTRCXr0GyQSJOLpL9y3wpM/SJb4mSAhk2uVXyCIxd8whUoNlSUfhkYFKix5cFozYxqSRt90GVkCmTCRkXFcfMNm/OyLf8ZA9yjKqgszvn29ToM1TRU8ifD7/RibtKOnbxyDI1M43TmM/Ud6MDVlx+DwFCamHEy8FFiMHNhNTTt5BLq4MIcDTr/Pj3yLiVNYCJRKMjZu45H2kdFpNuCjNAyb3c1pHyNjNui0aoyOTaMw38RBXmWFkCpRXmqB1+fjVBQKDwsLTBxwkhfGhvXV7O9BKSomkzC6T2oOGTISAZ0rBQVmzMcOgsgJOocF4oTStxywkqrJ6mRF0kSQbKHznR6f+vonoNeqcaZzhBUpvX3jnOpFXjT1tUVo7xxBQ30xTncMY0VjCU6dHsLKFWU40TaINS0VONrahw1rq3HwSDfKygXCZXBoChvWVeHgkR5OCVu1sgIHj/bw/q1bXcm+H+1do3ytVFcWMDkzOGLF8KiVr5nSklwmQUk5Qj40xQVmlJfmob6qEFXl+YumNHv0vhdhHZ9GXlEurnnneZnfgST1xESWSAmTmaDVarFlyxY2bL3xxhuFLvx+fj+TcTnhW9/6Fr761a/iiSeewNatW3G2I8cIVJaoQCIovSYArVoIAuh/0pqQZ4mfyUR6HVSSMHlCBtai94Aw6ivYKkYqNqLHh+c8E2hbwSHhRELxZFMPQvuQNGmwUA+TLEAokyGL81BEpH0fgzqErDwUMzn+ZGa7818vUdIkmdQfabskyNegeWuIExX9qYPGsCJREkGcEDnCdzHhNd/puCKYQBYLKyqhtOTTyBMMJRpkAvR8QlMi7dKFffv2cQrrnj17eKDirW99K5uum83hgZ+PfexjePnll3HkyBGsWrUKBw4ciOnnT3/6E772ta/h5MmTKC4u5t/qz3zmMxFtSPVJ1e+oeh0pTr/4xS/i3e9+N5Yz5EhLRsZBKSLX3HYe/vaLZ/Chr7wN2bJPRflmnmaDx+vjlBcaySaixOf1c5Do9Qk3bkqhoFE76o9u/JQmQSPjGpWKfTOIJGGDTp2GR7mzLWVBhoyZQIoMIe0m+dQIUnCJCioiWegaornb42MChi6WLZvqWO1UV1vEChUiPQoLzPwZpXzRcwaRhUWFOWhqKOFrqbQ4h8kVUrZUVeSz6qS5sYxJRlKvUMoQTQV5Ru6ruNAMkyG+GmKx0H2qHwdebGUy4upbdnKaW6aRzio59FB1xx13MPGxfft2Litss9lCVXOo8g2VC/7617/O76mM8Je+9CXcf//9qKurw8DAAC+nhz7pg9/ZBJUaKMgjz5IANGofK0w0CnHklJQj9Dvi49CCwgl2GuDgIWjwygawQjUKJk/Y64TWC2o+JFL42cT4EQiuNHu7zJVAjXRESBIp2TU5JScNGwhuJpsYLRGJnP+zrx2Y93rp9DERtpKM0iS4xpy9CsSXSICEuxRUcGLhrbAihBUl/IrmAkEi+JcEJ5E04VTaoAZFqWaVCZWjUeYXQJmT/pLCvIe+AE+JtEsH+vr62Ofr5ptvxk9+8hP2GfvEJz7BJMaf//zniLbvfe978dprr+HQoUMx/Tz22GN45zvfiR//+Me44oorcPz4ca5yZzAYQoMc7e3tuPbaa/GhD32Iq9rRAMj73/9+lJeX48orr8RyhUyYyFgU1K+qRF6+Ga//6zC2X7YOSwVkcKrJMbCCRIYMGYmByEGaqALQ2QIiU202J3LzZk6pIrXF337xLDwuDxrXVmPD+ekvf5hpPTE9wA0PDzMJQuTHxo0b8fjjj4eMYLu6ukKlugk/+9nPuLrOTTfdlBGflKUAIjcMaoHw0KgCUFFOvzKcXiPk9wspLEKaTbiuhFBdmF4LFXTEpqEaFOwXIg13Aikdzw5jKaTVZAtSXSVnqUM+FrHGq8mvl/QaMaTJ/PqJpz4Jk7SxRrDCe+EOJZAmwh1NGbqTCeavQkOlQJoolQiotaw28ZOXk18w51eoMpNyTso+mhJplw48/PDD0Gg0+OlPfxr6Pb3nnns4nbWtrQ1NTUJ10h/96Ec8p9/keITJb3/7W1aDEhlCaGho4Cp33/zmN/GRj3yEf1+o3/r6enz3u9/lNqRUeemll/D9739fJkxkyEgHrn//xfjZ//dHrDt3BQyzjFofP9rLxqINTZmpVCFDhgwZCwF5wtz7oyfR3zeBr3//1hlVI7sfO4j2Y33QaFV48wd3YbFAYoWQYGGOdvMBjUzNlIJD0l4pOjo65reRZQylIgCVimTnwmulksgTIkyEicOJUAAi1sWRVrQIVsrhdoIZrEiThN4H0x6k60VaryYaKoULg0prYMwP2agsiAQdo0jCKXU9Z/vffvYi8hqZz7e/eFYWye1ruNRw8qoW4Z4SVsKxB5mEKBHvUmKioNShRUj5E1WN4bLCpBwJvgpBTEcMKAMIqDTwE3lCBrCkMlFmhjBJtqxwopXmEoXLRZUYtRGDD6QKIRCZIRImifRjNEYO8lA/PT096OzsZNXn7t27Y6rWEVFCipblDDkfQMaiwZRjwI4rN3Bqzmwor7Dg7w++jhefPZaxfZMhQ4aM+eD0iQF8+8t/RdeZYVYAnGmLNDwVYZ2w4ZFfP4+Az4cLb9iMkqrM+znFKEwSmWRkHOTLrVFSKo4XKoWXTQ+pEgRJ1UMlN4PikfBXFFsqOFzTQqA/It4roj8XwkIhGAyP/849SddInGYRId3P5NaNV7EjyVXngci/MAUERzBAXMSIOnGc1feDyAA/+xF9pSYKgeQQqh5Kr7FEp7DyTThY0Yl/8coUC6QIE7lBE1hRDRduo4gkdYN+Sn6VGgGlCn6VBj6VDj6NIaMeJolMBPL9yMvLC01iSup8sWvXLlZwfvvb32aF5vj4OO6++27+rL+/P+F+iPj4y1/+wmk2pIAlHxNRSdIf7Ie2IypERdB7IoEcjsxUFVwMyISJjEXFzms2Yqx/Aif3zzyqaMk34aOfvhptrQO4795n4SHnOxkyZMjIItDI0TOPHcTPf/gkHHY3iopz8JFPXY1Va6vitn/g+49ifGQKpTWFuPLWRTB6lSKZ518ZGYfX74dK4YdG6YdaJShMyMeEU3OCo8ChsptSo5lAkBThgEPwNIn8CkUTAa6lHa5ME9fPRDGPaZ4I+q8kuVLUfIliKe3+WZ82NP+/P9NHTqQ+F9RHUCGS6ERih8hq45FUaDjtJuxrEk4mDFbLifgbIn1PhHuWkKATUKgEdQlVCWOViYbfQ6nOyjEHqjQ3OTkZmijtJR6I9BCO+8xTa2sr1qxZg/vuu4/JDVKIUBU6SpshIkOqOpkL5FdCatA3velNrFg599xz8Y53vIM/S6af5Qg5JUfGooIu9rd9/Cr8+it/wSd/cDt0Bm3cdmQG+Z4P78JLzxzDj772MG5934Uor5pHqQ8ZSxLEdHu9fq5GRN4QVEaWDD65tGywvCyVtaV2whRAwBfgsrcEasejD14//whTW3FOZqb0Of0O+/wkfVfwNpQ8F95Tf/SeuqMqR9QXl6UliTz/hpDRb/AHjPJneS78wIRK4krmarWK22o0Si6rS8tpmWgSfLb/MC01TE858Nt7n8WxQ938dLhiVQXe85FLuVxyPLzx9BHs+dcRGEx6vP1jV0GtWdyf4mTLCsvILFQKQM1pOER7+KFQCQoEzukPmijSCCsXFiaShAONMN3BY7ihijlCcQpRySAW6hbGbMMRCr9nf5OlFcPPK5Ul6/7ArNuhRcbSOwvnwtl3JxUJEfFdtI4sSg8nJUZC64SNx8Opg0SaCP2xeINIEjKEJZNrNoZF5lJy/Imn5CRaae5Tn/rUnNVnyGeEcOutt/I0ODgIk8nE93yqkiN+nghoHfIroSo5pCShKjmkNiGI/RAZQ9uQgt7T3yOmAS1HyISJjEVHSWUBtl22Fg/++HG867PXz9r2/F2rUd9Yigd+/SI2bqvHxVetC0oFZaQLdIN3OjxwuTxw2Fxwubxc/tjldHOFIBpN93qE6kFEXtimXUww2Kad/IBOcwKVnqXlTmrv9XHlFI9bMOZyOT1Qa1SwTjlgNGoxNjqNvDwjhgYnUVSSi/6ecVTWFKC3cxS1DcXoPDOMhuZSnDk5iKaWcrS19qN5TSVOHu3FqnVVOH64B6s3VOPYwW6s2ViDowe6sG5zLQ7v6wzN12+uxSHJ+7WbanBkfxfWbqzBkQNdofVb1lah9UgPmldX4OSxPjStLEPbiQHUryhF+6lB1NQXo6t9GBXVBejrHkNJeR6G+idRUGTG2Mg0cixGWCcd0Bu0cDrcTIgQQUMg7wo6Biazjo+bJd+IiXE7istyMTluR0VVAcZGrKisKeR5RU0hxkemUVFTgIlRG8qr8jE1YUdpuYWPXXFZHn8fhcVm/p5InUXbomNJP9OmHD2TOUaTjo83VZDR6NQhU1by2tDq1PI1lQT27W7D73/+HH/XdCyvfds2XP/27TMew4mRKfzxB4/xeP9Fb96KhjXxFSjLxfRVxsLBhodcflOQq7PxoVIguXhElnP9BfIkelQ2mjQJpXwEz8/I8qFhNYkwmkvtxeo6GUJIxZ/sFpNzWom76jwQyJq/f/mWFc5esmT5ETmpRHSyTXxj6TBZGyJH+F4Wbhcm6oMeKAIjHDazJjKYyYogicLksCBvyaSHSSKGron4nEhBhAVNyUBMl/n1r38NvV6Pyy+/HMmCyhJT9TrCH/7wB+zYsSO0H/T60UcfjWj/1FNP8fLlDJkwkZEV2HXTOfifu+/H/uePYdNFq2dtW1lbiH///Jvw5/+/vTsBb6O89gZ+LO/7vsaO7SxOHGcPhBC2QEKAhF742oat7AUKD70lrIX7le22/YDCLVBKC2UJUAgh7G3DZU+ghEDIBtlXZ7Udx/G+yrL1PeeMZjQaS7ZkS/JY/v9AkSWNRjOakUbvmfOe95XV9OR/v0+X3TCHsnJTgrasZsZfxjy0cWtrB7W1WCXQ0drSTu3tNmppapPMifq6Fjno1BxroqioSKqqqKOExBg6WF4jjfx9u6ooJy+Fdm6tkKDAnp2VVFKaRxWHa6lodBbVHG2U4AU36DOykyQQkpqeQNb2TkpMjiVbZ7cEADhjIjYuipKSY6URzlkTEZxBwZkU4UqWhZpdoWZWqBf1fl5ONSvDwtXQJWtDyeRQsjgcF0d1MJ7GeQrDTmGSqeH6o0Y9YMm1tBOVAzYfcJV2I2eo6K95uDg+W6HLYnFc821+npbxYlPOanR2Kpkv3H2Mg0S8TdTMGA4y8d+dVpu8LgdReOlaW6zyPnBwJTomQhrg8Qkx8rocyOD5W9s6qfJInQRadm+vlPlxEGf8xBG0Y8sRKp2cT9t/OExlUwto66ZDNHFaoQR/Jk0rpM0bD9CkaSNp80Zd8MhxWx8s4iyJyTOKpAbH2LIRdLSyXrZ7fW2LBIV4e2dmJ0mgJyUtXt7n+edPpfTMRBpOGutbaNnzX9Kmb/fKfjZydCZdfuNZNHZ8rsfn8D7zyv97nxqONVFR2Qi64PrBK/TqwtltvO/pIOg4EBIepgwb7Dz7qmaXOP92fLO5ZJf0bJzoGzHO873OegKuTUBtNJ1gNw19bow7z1MHczmN7/DQCUYMBaG7/gHbb0yjZ+c/9fvLGQbzVHdIyx3RnqwGTSSzREbvcXwzhfHIM+T47ce/4brIQuHaAa07wn3BdX+T34/eZJh4MU1/8XDCs2fPpoSEBAlg3HnnnfTwww9TSoqzfcQj5jQ3N0v2CNcb2bRpk9w/YcIE6YJTU1MjwxDPmTOH2tvbacmSJfTmm2/SF198oc2DR9Dh17rrrrtkiOLPP/+cli9fTitWrKBQhoAJmAI3gK+850L6693LKH9MDmWO6L27DZ8dv+Tnp9Oe7RW05MmPqXRKAS346Uy5fzjZu6uKXvzL5xLoqK5qoMysJDp+TMlI4MyO7Nxk6mi3UXpGInV1dVFySpxkF3CAJCcvleISoikycgzFxHJmQSRFc7ZBbBRFRUZQZLTSbQTMGxiTLB/J9ul0ZOwoGT/8WEtTu5zxOH3eBNmOHBThQAvvG7wPcDCLM1D4ebxfcMCDAzYc4OH5cZZPfW0zle+pli5xu7ZXShaLZNeMyZL7RxZnSKBt5iljh03AhANXK1d8Tys/+F7ep4SkWDrhlBK64LJZHkfDUf3juc+pfNsRio6Lomvu/bEED80AXXJMzjE6jhrQUOuVqA0JteFh/LruGTzQn+NVGxw8So7noInalcddMMW/66icGXYWhuzfK6mjAfn+mgN7Xb8Z4PoHVdB+H5j1/TDjMg0uLajbo6qQsQuO+28ld++ocxwi/fHHMcaOmpSiZc+FUzffGaYcWy3q8GHDIGCydu1auv/++yUgMn78eHr22WfpiiuucJnmuuuucwl+TJs2Ta7Ly8tlBBzGtVDuuOMO+Z3JWSM8kt3MmTO153BtFA6O3HrrrfTkk09Sfn4+Pf/88yE9pDBDwARMIzElni68ca5Sz+RPV0kDvi9jSvPo9t/9hD79x0Z64oF3ac55k2nGKWOHTUN/dEkO/f6JywZ7MSDIeP+OioqQi79xwKSttUMCKZxNwgEYvvDfHCBobmqXgExDfatkTEyYVKBkmoQ4/vGw7qvd9O7fV1PFwRoJRo0al0eX/WIOlXjRrWb9ym306bI1FBsfTYv+cyHlFvmWZhtQ0hb3pktOMBYGjKSoK4+KI0kH+rOyzroA6pgRzqKJPUu8StZdn81R90ETJQc+cN1zXJZUV3zWd749z1m7pX+v57kZOEB+/Q0ToK0WtCwYs/6eG8j7qh/2uz/z6c9z1IpF/X2+b0vmLjBirGHSM1ji/F7T5qMemxwpJXK/1iVHPxcOgDq+Ex37ZrAOWRwH8SYWEsB4Cb3yyit9TsPBj95kZGTIsMF9mTNnDm3cuJGGEwRMwFRKphbR9DNK6aX/foeu/91FXgU+uGvHuT8+gU4+s5TeWvJv+vjdDbTwopk0eWbxsAmcAPgLd3nirkB84cyk4Y6DQhtW76HP/rGBqo7USxew/OIsmvujqXTGuZO8KtBbse8oLXnwLeqyddGJ80+g2QuVszqmgRompsbDU+u74qglSPRnXY0BD7ckW8Q5aLC+YWLsxOOuGecstOj/ppZrx5+wAZ3b9qkjj+MJ/V0nvzdAtTcfXXK0bRrSb8VgZM94+oQPfL6e5ubplXTVSbhsq8t3k/sp9fNTClwrx6Uw3febGizhAEr4sMkwgcBCwASC5tPXvqStq3fQSQtm0KzzZ3ic7uzLTqGXf/8erVjyBZ1/7Ryv55+cGk8/v+1cqjpcSx+9vY4+/+dGmj2vjGacOlaCKgAA3uICx//+eDN9+cEPUnSYHEVzz1g4hRb89ETJFPFGQ00T/e2/3qDWxjaadEoJ/eRmE6atdnv5u9mbOifgd1xLydjfX6sBYHFXu8RTDRP11Kyzia/c5Ximo56TViTW0NBRi8b2PDtsBmpTy8dGoFoPRj1tPVh6dA/ypwCtV8DfL8c2VaNafuOv+Q3mPAby2oHJEXP5rjA85u62GvD1FELQ8kak26DjO8vx/aV1J9RCuI6DU1iYVnxV+X4MzoiDUgsvAEVfwTwQMIGgqdhdRQe2HqbCsoI+p7381z+iZ+55nb589zs6/f+c6NPr5OSn0VW3zKdjVQ30wfJv6b1XvqLpp4ylMxZMQXFYAPCI6/xsW3+A1n65g3b+cFhqwnBGCQ9hftJZpXTm+VMoIdH7YfPaWzvo2f9aRs0NrTRyXC7d8PtLpIix2aCGiblJPUN9VxxlqAit4SfDC6vTatf6vBHdvLR/XWuW6NPaXXNPjDNwTGfaIYf7mSdiphSGAXVJCkX+ei8G2g0m1Ph3/fvaaz095vzOcs13028hOxf9t3c7vv8s2pDBWvccfa2SMOd2DlZCBwe1uTuzN9PB0ISACQQNR1ab6pop3IuILxdDvPb+n9Ljv3qJ4pNiaMbcST6/Hg+xetWv5lN7Wwd9u2oHLf3LZ/KFXDajiKbNHkPpWX2PgQ4Aoa21uYN++HYvrftqF32/Zg818ChSPFKTxUJjJ+ZLkOTU+RMp0sd6MbZOGz19x2u0f9thyipIp18+djnFJ3kfbAkqdMkx/7DC1C0J6/pe+cYe+uoZW+W6WzJCtNiKT3pvTCqp8HzWl0cF83OsYYi1Yf1ewwTBkgBzBgZdb0N/KGGJ/gWf3D1L/3Vl7J6jFn9VhkjXB03CHLedI+dwAMUZ+A08ZJiEPgRMIGgioyNlbG9vf13FJsRII+Opxa9QdGw0TZxd0q/XjYmNpjPOmyKX6so6+m7VTnrx0f+VYV+LS3OpZFIBjZ04Qmo2AEDo4h8rNVUNtGvzYdqz9Qjt21lJRw/XyehA3G0vMSWOCsfmUOn0Qpp1VimNKMzo1+twrZK/3rWUtq7ZRcmZiXTtg4soo4+RvwYVAiamph4xtdFxdDkh6vly14wSXVPEsM08NxONlUy8Wya/t0cGfOI/WAU0A1zDBGBI1DBxrZ7kzat6ftT1m831NdzdNnz6HHVLlIwx9b4gdclBDZOQh4AJBE1MfDRFREdIiru3ktIS6MY/XEbP/+YNeV7ZrLEDWoas3FRaeOksuTQ3ttEP3+6jjV/vpn+++rUMSZxbkE65I9PkOn9UBqVmJA77wrEyhK3VRp3WLuq08tC1XWTr5L9tZLN1UWeH49raJQ1FHuaWDwo8ogr/WOfRVvjQ1dFmk2t53O685udzYU2ep80mnfXlPu66wPPgoXA5CyAmLopaGttlKGTOAkhKjqO6mmZKyUig40cbKC0riaor6ikrN5mqDtVSdkEaVR44Tnkj0+lw+TEaUZxBh/Yeo/xRmXRobzWNHJ1FB/YcpZFjsung7qNUINdVNHKs8/ahPUcpf3QWHd5bTfmjsuhI+THKK86kyoPHKacgTRrb2SNS6VhlPWXkJFPtsSZKy0ykhtoWqanT1NhKiclx1NrcTrHxMWRt75T14HWNiAqXI7ol3CINdktYGEVGR8h9UbERZO+yy7RdXXZZ5y5bN8XydWcXxSXEyPC2PDwwv3cxcdHyXvJQwdw+4ufJSDrRETL/aA5WRlgkS4L3c36dyMgIioiyUFRUpNwXKvu5ZLI1tNHxqgaqrqyXfaO6soH276qi7RsPUHurVbLLONuDhwHmz3hOfiqNLs2TQtG83QfyXlg7rPT8b5bTznX7KDE1nm5+9HIaWZJLpoaAianx2DSuxVfVf53nXLVzqXyWVeu+46R/fphXZ9690a/0lQDrb+lWgGALG1av6y6bxPWWMbjrmlGnjnrDXUPVAIn2PBk9h7uWKoVgnV15KCgQMAl9CJhAUAMmNquNum1dPj0vPSeFrvvdxfTc/11GHa1Wmn5WmV+WJyEplmafXSYXtcgjn3E+tK+a1n+1i95e8iUd3ndMGuLFJTnSNSgmNkoaWykZiVIAMjEphuITY6UAZHRsZEAandwAlGBCpxKM6Oy0KdccxOhQ/+6kjrZOCVxwg5Ab2dxI58XhxmNEhIXqa1ukgXj8aKMs+9EjdZSSHk+Hy2uktguv+4iiDNr1wyEqGpdLW9eVS5cE7qYw8cRi2vJdOZWdUCz3T5heRNs27KfSaYVypr5kUr4EH4rH5VLFgRrKL86U4AUHFeqONVF6dhI11rfK8LM8PG18Qix1dHRSTGykBAK4CxYf9DhIwo13xsNK87pLgz82St577ibBQQNu8HPQgPephKQY+ZuvOTiRmBxLSanxlJAcSylpCXI7OT2BElPjZLvxNNxIVu9PSomj5DTHdWqcBOmSUuIl20CbVyJfx0nggu/nZeHpeVhffh1eRr5mvCy8HSJjIiiyPUIO7Bzc6Gi3SuCHr3mYXn6go8NK3Ta71Chob+uUAEdzQ5vMo66mSbZPTVUjZeenSnAmryiDKvbXSLDn4N5qKh6XQ+U7q2j0hDzau61CtgNnT4yfOpJ2bDoo24eDBGUnFNHW9QekO9rW9fu17aleT5o5SqafPHMU7d1eQeOmFMi+P6o0j6oOHZegEmdm8P7BwaDMvBRqaWyTzwbvb0lp8WSzdslnpLvLrhREtdtlf+MhPiRwExYmQSLehvx+8Wg8fJ8EUOVjw7eVn0yc/cU/LGxy3U3Wji65j1+L9wnel/j5XKeI9x8OGu3bUakFiXgd+X7OHONlqD3WSBUHamW78XtSOCZbAmfF43NpbJkyjT/wd8jzv1lGB3ZUUHJ6Il39wE9ozJRCMj0UfTU1bgSEaV1ylEwTY2NC7Y6jcD376hWXYJg698CNihMKlI8NutAMV+pnQ3+Pbwb7k+WP17b3sXbOT4n7x3tZOt1XmP77Tq1nIqPgqHPn/3lo3zDDN2CQIia8NGqx2b6mg6EJARMImrikOGngd3ZwxgH5HDS58ZHL6Jm7llJjbRPN+eksvy8fN/LKphfJRa+lqZ2qj9TR8epGCQJUV9RRxcHjkq3A9VFi46Jpz7YKaUzu3XZEggYcPBg1PpcqD9ZKZgM/P8uRiZCexZkIjZKBwNcJnClxrEkayQ21zRQVE0mNda0S5OAsGC4kxQ1u7jLADXb+TuaGPN/HAQir1Uap6QmSjcHXfDuFrzuUa37Pk9PjJcuAgwVKcCFWGowcOJk0czTFxUfRaQsmU0xMJFmuOEUanfx6HLyQjISocMlICFfv4y4MURGmLGAZSjg4wIECDpJxAEDN4unkABoHzByBNDWzRwIzbVbZZzi4wL8YzrpgGlnCw+nEM0plO3J3E85AKeDtnxRLaRmJEvDg7ZqWlUhNDSmy/fm121o7qOpwnQSstq7bT+1tVtr5/SEtMDO6bIQEatTAzcgxWXRwTzXlF2dIII4LMPOoVZx9wwEX3h/rjzfL/sf7NgcqeL+VWgsWDpTYJYjGwSMOTDXVt8oy1VY3UdaIFKo+Uk9F43Jo/84qLdjDr8nBNQ7c8WePAymZuSnyeeRAZ3JaPKVmJFBeUSYVFGdqgS1/q6tuoGfveZ2q9h+ToNu1/72IikrzaShA0VdzszgyRpxdcpyNtZ4j4yiPuvIi6CGVE7t7KQ3rbq6hEiro35r0t3ZDyAjt8X69YMYMq2B3yemL+85/vb+qvce0+o4/zm8n1+llBB3DvcgwAX9BwASChvvyc4q6N5Wk3UnJSKJfPXkV/e2eZXT04HFatPg8OVsdaBxU4DPRfPGGdDPhbJA2q5wh5wYtNwR5BA7JfJcy2crPXXX5wy3KmXYZ/tgSRpGRypl4buDy2XgMizw8cSCBg1RKBo5ZumbZJMjBwRvl2kbWdiXLSfb7ds50UjJqeL/naTjoI9eSLaJ2xeLPg12CPRzo4XXl7wZLeJg8j7sPSXej2EglkBIfLT+RONjCnxUOqFxwxWy5zYGfxCQlC4gDn8HuXrTn+/205IG3qL6midLzUuimR35GuUVZNGSgS46p8SHT2DxQ8j9cM03UmibuaAVh5WF30/SsdWIsKhu6QrXRr1a4gUAZmiGTsEF9B7ypkKQvjmqsrKTVK5HvRec+7m6+QathgqKvIQ8BEwiatOxUaei0N7f3ex5xibH0n09cSUv/8E/60y0vSzFFPptrJtItICpCLgChQunuEikX7oYGyo+fT5d+Rf96fiV1tHXQ6MmF9IuHLqOkdHN9J3nXIvfihxzOjg0SZxaJcQv0KAQr2ekexm7pURPWXVaKWvzV2QgJC0Kzy397lpdnzR11EAaWLeGfdyA4n6oABE4CGphWRnhS2pfDPJNnyPJ+z3bJaVOHunEdWNi1W06PGiaOz7NhVwlWfIIzR7w5GYwMk6EL+fQQNFmFGZItwbUPBoLPtl/xXxfSjLkT6fGbX6ANK7f4bRkBALxx7EgtPbX4ZXr7qY+kG9RpF55Itz597dALlugzTLy5QNApQRDOTOThhZXMkp7ZH47bSsd97U/dI84GriNYoj6uFot1Pse7xqk/9wb/NYd9WHb9+9Gvxr9/3gFtWfwcgPAQNvPjCwTj+8D/r9FzRKnBeo/1tT3sQ7qGidvsDl241bVCkv7VjY/3nJMEzhyfDf03n0sHRckkCZNWrTKt8nnylHEXqC453lxgaMIpcAgaHiUkMTWBmuqa/TI/bqCMnVZErz30Hq3/dAstWryAUjKT/DJvAAB3uKvRJ3//N6188xsJ/nLh4J8uXkAnnj2Zhi5vgyH4sTcYnE0F5ZZaO0MfNOHihkqbwpkp4ey6o01laK7oHnMEWrw5l6+OVGEuzk5EYb50JAhSyn6vyxKgkhLOzhLI0HClFFFW9naLCd7jYNYU8ffrOTsCepqT8zH3U+mXRp2ja5YIj/zl/Gw7RwYzPsf5Dall0KFLDvgJAiYQVJkjM+hoebXf5pdTmEm3/fU6WvXWt/TEzS/Q5DMm0LlXni5ddwAA/KW9tYNWvfkNrf7HOqo92iDptzPmTZJaSlxfaUhDDRNTcx19we4IjrhuCymHJT/a3c9DhuLUWiLOwIn74EcfzR9H7ru5muBqY8m7RqB9QF1x1LoJfnoHXGZjrne1V0GpFRWY13DuvWYIJgXr9f283xq60nh6J53vtPsxpfS3XR9zDer0fMwZJjUGXdRp3I/P439cm1CpT9j3dDA0IWACQZU/NocObj9MxytrKT03zS/z5MjzmYtm0azzptL/vrSKHrrmL1Q2q4TO+MlJlFs8hAovAoCp8NmgvT8cpNX/XE87vttLrY2tZG23UvHEkfQfv5hH408YTSFB0oRRw8SsZBSpMDVQwre7teEyjW1WfYOkx6CnvQS8XDNRejkf7Ci06JzKT3gd1SVWChT0d0YUDJ6acQPi50UP+Kd12I+Sw9T91h8ZG748t7+v5czT8K++M0303y/67yZ910BnHp2beTmK2ujv14dJlXVTqjqpgVNvhvr1h24va5j0d9ALGHwImEBQlc4uoW8/2ECbv9pBcxbN9uu8YxNi6Me/PJfOu2YOffn2WnrhvuXSDah01hiaNmfC0Bq1AgAGRVNdC+1ct5e2rd1L29fupramdqm91NHWSWOnFdLcS2bTxNnjgj4ST0DxcLLakLJ9TAdBpyWa6/rP9Nj9+uhO49rIcDZX3DfznM2/HvPhgI1h1B7/4QaRo4+K10ET18aq711y+rcm6iv5JT8hCD0yzJBHYaYld+7f/pj3QDeerzuA/tNpni3raS2c96s5Jj2fpzJ2zdHHO7RaJoYaTc6/e/4bLOiSE/oQMIGgGjt1FKVmp9CWf/s/YKLiIMk5V54ul/3bj9C6TzbTK797V4b5zR6ZQYUTRshoFgUlORQdGx2QZQAAc+Phj6v2V1Pl/mNUdaCGjh6ooYp9R+nw7iqyyLDF8fKbKzkjiSafNp5m/8cMyi3MpJCELjmm5u277i7ooXTl56aKMVnd8/P056BdHuNaAoHOW+h3O8dZ3SA4BqNZ5psedSH8/gJDt0vOUF9OZz6Wr8GaQC6n+1wbteaI6/C/+pCVM0NEvUf7yzF8sNIV0TVo4s1aB+vEhrcFXVH0dehCwASCir+8Zi6YRh8tWUnff7mVppxeFtDXKyodIRfWXN8iZ40PbDtMH7y4kmqO1FKXrZsS0xOkBkFaTjJljEij9JwUKR7L9yelxlNEJD4mxgg5pxV22Wxywrmri/tu2qm7i89S25Xb6rXjIMLT2+3dZO+yS4qkcp/jcZ6n4zndXcqpy25btwxBbevskgMkz4uv+XHeh7psXXKg7Oq26+53nU5OVsrrqqnDarvQ3vPApRtiUiswxvO2KNcWi4W6urok04DX0xIRTt22Ltk3bJ02iogMl32Jr3mZI6KU+3lEJ17WSJ7OMX13Fz8eKY9HOp4Xrns+zz880iLvrSWCr+0UHsGl30len5ePr5nFMbICLyc38nk5+Tb/zfep9zNeFn4snG/zNc+Di8qHW+RvZVqLvH+W8HCyhDtuO+bhfNwcP2B5W9usNukiY223yUg1fOFaI5wV0t7STu1tVmppaKW66kaqqailxuPN1NLQJoWnG2tbyNphlXXiYZITUuIoOi6K8kZlUVZ+Oo2eMpImn15KI0ZlU8hDl5yQ0Vs6vPvaAT23aV8J+4H/BvD/iDGm7lbi2r8AgsoMGRoD7X422Mtv7FLj7jjhqaOgp/nwbxwuzDswwTpiIWAS+tAShKA77cezaOe3e+gff/lQsk1GjlMCGoGWkBJPM+dPlouKG1OH91bJ2eXqg8dp57p9VFtVL6NfcINMaShaqOFYE3VaO6mgJI9i4qKosa6FskemU3N9K0VGR0iDi4MCcQkx0jCOS4wha4eNYuOiyWrtpNj4aEnpj4mPlgYd39/W0iG3W5vaZHqeF8+nqb6V4pJiqam2meJT4qixpkkac9zoS0pLoLqjDXJ9vKqekjMSqaaiTgI8NUfqKDkzkY4drqXUrCS55ttyf3oCHa+sp8S0BKqtrJf51h9rlOXihiOvQ1tzuzSGrR2dErCIjIqgtpZ2KaDbcLyJUuS16ikzP42qDx2nvNFZVLG3mgrH59GB7Udo1KQC2rf5EI2ZWkh7Nh2gcTOKaef6ciqdOZq2r91LE2aNoW3f7KGJJ4+lLWt208RTSmjL6l006ZRxtHn1Tu164uwS2vL1Lpp4cgltWbOLJpw0hrZ9u4dKTxxN27/bq813zJRC2vP9ASqemE/lWw5TwbhcOrSzUhq8FfuqKasgXZYzNTtZ3rPE1HjpbhETp2wDNfjABzDZLi0d2jTqc7IKeF1rtXkWjMujQzsrqLgsn8q3HtaWoWR6Me3aUE7jTxwttS7UZS47eSxt5XVV16nHOpfQ5tXO+9X3ZsKssbTtm93aezf+xFG047t9VDK9iHZt2O9cd8dyFIzn5aqkvNHZVLH3qGRSHT1YQ+l5qXS8ok72k4aaJopPipV9OyomUjIspDaCJUyCNBws6Gi1yueEg4spWUlUX91IGXmpso9lF2bI56SgJFfei5Hj8+jInioqmjBCsjKKywrowI4K2Q94fxg9aSTt336YRvH1tsNyu5yvJxbQvi18fwGVbzkkj/N10cR82vfDISrmxzcfpKKyfNrrWMfdG/fLbb7m1+X3gF+X97fcokyKSYiWfYDfr/rqBqrcX0OFpSOU7VnbTJXl1bK+/Dnhz1pMfAwVluZRcnoipWQly3YeWZInr8Xv2bCDDBNTk9oj6ntvaNxLc48LCUoNELX51+1VI0p5rqMLTC9TSSI9/9APC3yhVylOq45e4lMgo59LNphtTT5J4NhugQja4NPaG13NHMftwRe4ZVC+EQIfYFGDJm5rkPQynf7+HlNp9ZvszhNa/LnpJctE/QYMVheYbv7Piy6rPB0MTQiYQNDxGd2f3beIXnlgOb1wz2s0fd4kOvPSUykpNdHjc/hLr6GmkVIyk/26LPHJcTRu+ii59Pbarc3tcta6lc9ct3ZQR2sHdXbYJMjAAZGuzm45u81f39a2TuXsfIuVIqLCqbPTJsGXTitnIljk8YiIcJmeMwp4Pl3RXZIVIV/+ljDJKOBGbVR0pCxjXFKcvG8cSImOjZIgBgc/uG4LN2hjEmJoxJhsiomNojGTR1J0TJQEbnge/Noc/ODAAL8ek4wFLRPBoiwvD7/G2QXqfZxRwJkHPF04H6zUDAZlG+qzF9TpJPuAH5c0BZ6n47YM4aCsm7IPOPp+O1Ir1YwJZeg4xwHR7piOr8OUQQDD+Vpuq13cOQOEs1Es2plCzmQJC1OCIcp8lB/5fDDjdeQMFxlUUHdws+vuk0O4HGSVeelHXFXODihZMsr9yrXc7tbdz/9JdovjrIMjK4dJFox6zVkxNmWe6v02Gy8XZ/Dw42HU1dkl76GabcP7Eb+fnF0h91v5/jDZz/j5/Dg/wBksPGd5vt0uz7c7rjm7h+fP2S+8fHzNZN7h4bJ/877b1twh+xsHFmMTlOBafHKsBAuT0hMoOS2BUrOTJKMmfUSqPJ+Dcxm5qRSbqAwjHh0dKfPgbczbkZeJX58vPD2/NmeC8HJytgjf7uzo1KrJ87aNio2SeXD3GA7+cNAmpyhT9mvOCuPPCWeFcPBE3idLmAQ+OIDJj/GyJ6UnSiCRg4gccAwPVz4LoA6a4k3AJBgLA0by/eaOhyCKp+4ixhElnBO5H2NCexL/yJfXCMLZeDkmdPfjtbyf3nPnJG+f67/3wLmlzNBgH64ZIP58jf7My/i58/b53nfJ8VO1Ha+4+yYx7uGelsb9Ica1flNvr2H8O3hdcrzLHkEZsKELAZMh6Omnn6ZHH32UqqqqaMqUKfTUU0/RzJkzPU7/5ptv0r333kv79++nsWPH0iOPPEILFiygwcSZFDf84XL69zvf0toVG+i7DzdRxoh0GSY4NSeFYpNilaBCa4dkfPBZ87JTx9FZF58a9GXlL1xeXr4AAIQcZJiYGgcXPfHunHHPEIEEThy1Adyf11VH1VGzStwXbDSUaPRQOcO3xppW0yCQbTw+QdCfpwVgaFYY1EosfpmvWqXD95oi+hof/XnVQFGyOuRVnHVWe/3bdcn0I9cYl9nuoe6J81neUE6w9X5cQg0T8BcETIaYN954g2677TZ65pln6KSTTqInnniCzjnnHNq5cydlZfUcBebrr7+mSy+9lB566CE6//zzaenSpXThhRfShg0baOLEiTSY+AwvF349/Sez6PDuStr3wwE6fqSWqg8doy5rt5y1TkiNk7PJZ195BiWlec5AAQCAfuriLCQly6hX3V5MA4HRyw//vpsExkaKo5sNn+5UkgDdN9cc7T7P89eXaFQmVnIB3cykP9EP6SoUwAZPv2btz0wECkIXjLCQ2O09BffMJbSWzRmHULNujfc7SwC5KwXkS/ccd/fZe5SL9V2wuuRglJzQh4DJEPPHP/6Rrr/+errmmmvkNgdOVqxYQS+++CLdfffdPaZ/8skn6dxzz6U777xTbv/2t7+lTz75hP785z/Lc82AuxdwHZNg1TIBAAAdZJiYmqezpJ5S0rUQhaM7oqPPlbPRoXWzcRZ+dTsaTo+X9bT99bknxjwUfXNJrSzgRfPHOJ6op8n6npNhav3Qxb1GgzzMwT+NdqXXZyBrSQQhuBCkgrmB+9rpme0wMMEO6Hj3enZfu6w5uiTrN63+O8j1ft0rOA4j6uOOHtk9QqbGd1y/ZL0+ZtzdtO83tyvh6KIdnGMWdyW2WPo+oaB2f4ahp385iTAorFYrrV+/nubNm+cSbODba9ascfscvl8/PeOMFE/Ts46ODmpsbHS5AABAiOI0YW8v0KtgHj+VmlE9mwyu3f3dd+dxpr47c0u0rjqO+53TqRfX1/A2f4FDKK7T9rEfqYVQvZq3D5QSU/15pt+bw/oAk6kTE0wgkDEZZ6lkf323mfU7sq9PrNpFz93zvJ+3MbirDFDo+i2ifhvo33Xnd5DnZTTuB72FuqSmHmcFBKlWmYwC6eUFhiYETIaQmpoaGdo0O9t1mEu+zfVM3OH7fZmecfed5ORk7VJQUOCnNQAAALPBjz3/CcTxMyYmhqIiI7XC2urw3trfXKTbcTvc8RjftljCyWKJkEYIF7xWnqdcy/265/C0PJ+wsHDHc9XHlcfkccfrKcW/lXmRPM/xXLmEa48p9yvDmauPKQXF+XmOi2Nanj/f1s8nzPA8ZfnU1wjT/taWRz+NdludlouX8zwtFMbXjtd3vobuOdq1/v12DKkuy+V8TF0f9T5328a5rLplU5eFi6xr20a/LI75G5fP3Wv0WBbn9tYKrhundbQ+Pb6m7qIfTt74vqgX47TKPuS4X30dT/M0Ps84rW7f9bz+SpF418fCel1/Jd7omL9c9K8Z5vE1XNfDcXHMRz5L2vo75uN2/R2vry1buBS1V+fnsnwur+F8rvP1LLr1Vx/jvx3L6whkuDymzV+9rRT6DyPHe+FYBn4sXObrmFZbDuW28pjzPr6tvWcyL+V1wnXvjfKdw/cp742yHo7vHX5Mt32c+7H6OXFuG75fnacyiIHrvsjd/mNjY4Naw8SbS6BwqYWzzz6bUlJSKD09nW644QZqbm7WHv/++++lRAMfk/h9KS0tlV4IRqtWraLp06dTdHQ0jRkzhl566SW3tTSLiork2MTlIdauXUuhDl1yoId77rlH6qSo+AwZgiYAACHKMcqTV9NB0I+fkZGROAYDAJiVt8GQAAVMKioqpDfBxRdfLCUX+LizePFiuvrqq+mtt96SabiHAte6fPXVV+V4wjUuOajCgaVf/vKXMk15eTktXLiQbrzxRnrttdfos88+o+uuu45yc3Old0J/ammGCgRMhpCMjAzZsY8ePepyP9/Oyclx+xy+35fpGUcV+QIAAMOAYzQU76aD3uD4CQAwvHTbu+XizXSB8K9//UsC65z5oWZVcUBj8uTJtGfPHskUufbaa12eM2rUKCnP8M4772gBE35OcXEx/c///I/c5iyUr776ih5//HEtYOJrLc1QgS45Q0hUVBTNmDFDIn764Qb59sknn+z2OXy/fnrGRV89TQ8AAMMMD1vr7QUAAAD63SXHWOeKa18NBD+f24hqsISp3ZE44OFJQ0MDpaW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