{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Finite difference schemes\n", "\n", "**(Correction and comments)**" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "The PDE problem under consideration is the linear advection equation with velocity $a=1$:\n", "$$\n", " \\begin{aligned}\n", " \\partial_t u+ a\\partial_x u = 0,\\\\\n", " u(0,x) = u_0(x).\n", " \\end{aligned}\n", "$$\n", "\n", "\n", "The discretization parameters are denoted $\\Delta t>0$ and $\\Delta x>0$. The Courant number $\\mu := a\\Delta t/\\Delta x$ is a constant parameter to choose conveniently. The discrete initial data is $U^0_j=u_0(j\\Delta x)$ for $j\\in\\mathbb{Z}$, and $U_j^n$ will be an approximation of $u(n\\Delta t,j\\Delta x)$. Several finite difference one-step schemes are successively considered (but some of them are never stable !)\n", "\\begin{align}\n", " \\tag{L1}\n", " U_j^{n+1} &= U_j^n - \\dfrac{a\\Delta t}{\\Delta x}\\Bigl[U_j^n-U_{j-1}^n\\Bigr]\\\\[0.5em]\n", " \\tag{L2}\n", " U_j^{n+1} &= U_j^n - \\dfrac{a\\Delta t}{2\\Delta x}\\Bigl[3U_j^n-4U_{j-1}^n+U_{j-2}^n\\Bigr]\\\\[0.5em]\n", " \\tag{BW2}\n", " U_j^{n+1} &= U_j^n - \\dfrac{a\\Delta t}{2\\Delta x}\\Bigl[3U_j^n-4U_{j-1}^n+U_{j-2}^n\\Bigr]+\\dfrac{a^2\\Delta t^2}{2\\Delta x^2}\\Bigl[U_j^n-2U_{j-1}^n+U_{j-2}^n\\Bigr]\\\\\n", " \\ \\notag\\\\[0.5em]\n", " \\tag{C2}\n", " U_j^{n+1} &= U_j^n - \\dfrac{a\\Delta t}{2\\Delta x}\\Bigl[U_{j+1}^n-U_{j-1}^n\\Bigr] = U_j^n - a\\Delta t\\, (\\mathrm{D}_0U^n)_j\\\\[0.5em]\n", " \\tag{LW2}\n", " U_j^{n+1} &= U_j^n - \\dfrac{a\\Delta t}{2\\Delta x}\\Bigl[U_{j+1}^n-U_{j-1}^n\\Bigr] + \\dfrac{a^2\\Delta t^2}{2\\Delta x^2}\\Bigl[U_{j+1}^n-2U_{j}^n+U_{j-1}^n\\Bigr]\\\\[0.5em]\n", " \\ \\notag\\\\[0.5em]\n", " \\tag{C2-RK3}\n", " U_j^{n+1} &= U_j^n - a\\Delta t\\, \\mathrm{D}_0(U^n)_j + \\dfrac{1}{2} (a\\Delta t\\, \\mathrm{D}_0)^2(U^n)_j - \\dfrac{1}{6} (a\\Delta t\\, \\mathrm{D}_0)^3(U^n)_j\\\\[0.5em]\n", " \\tag{C2-CN2}\n", " U_j^{n+1} &+ \\dfrac{a\\Delta t}{2}\\, \\mathrm{D}_0(U^{n+1})_j = U_j^n - \\dfrac{a\\Delta t}{2}\\, \\mathrm{D}_0(U^n)_j\n", "\\end{align}" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "%matplotlib inline\n", "import numpy as np\n", "import matplotlib.pylab as plt\n", "\n", "plt.rcParams['font.size'] = 12.0\n", "plt.rcParams['figure.figsize']=[8,8]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 1. Symbolic stability study" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### i. Symbol computations\n", "\n", "Determine *on the paper* the corresponding symbol functions $g(\\xi \\Delta x)$ in terms of the CFL parameter $\\mu$. \n", "For example the symbol of (L1) is\n", "$$g(\\theta)=1-\\mu(1-\\mathsf{e}^{-\\mathsf{i}\\theta}),\\quad \\theta\\in[-\\pi,\\pi].$$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "> We obtain:\n", "> \n", "> (L2):\n", "> $$g(\\theta) = 1 - \\dfrac{\\mu}{2}(3-4\\mathsf{e}^{-\\mathsf{i}\\theta}+\\mathsf{e}^{-2\\mathsf{i}\\theta})$$\n", "> (BW2):\n", "> $$g(\\theta) = 1 - \\dfrac{\\mu}{2}(3-4\\mathsf{e}^{-\\mathsf{i}\\theta}+\\mathsf{e}^{-2\\mathsf{i}\\theta}) + \\dfrac{\\mu^2}{2}(1-2\\mathsf{e}^{-\\mathsf{i}\\theta}+\\mathsf{e}^{-2\\mathsf{i}\\theta})$$\n", "> (C2):\n", "> $$g(\\theta) = 1 - \\dfrac{\\mu}{2}(\\mathsf{e}^{\\mathsf{i}\\theta}-\\mathsf{e}^{-\\mathsf{i}\\theta})$$\n", "> (LW2):\n", "> $$g(\\theta) = 1 - \\dfrac{\\mu}{2}(\\mathsf{e}^{\\mathsf{i}\\theta}-\\mathsf{e}^{-\\mathsf{i}\\theta}) + \\dfrac{\\mu^2}{2}(\\mathsf{e}^{\\mathsf{i}\\theta}-2+\\mathsf{e}^{-\\mathsf{i}\\theta})$$\n", "> (C2-RK3):\n", "> $$g(\\theta) = 1 - \\dfrac{\\mu}{2}(\\mathsf{e}^{\\mathsf{i}\\theta}-\\mathsf{e}^{-\\mathsf{i}\\theta}) + \\dfrac{\\mu^2}{8}(\\mathsf{e}^{\\mathsf{i}\\theta}-\\mathsf{e}^{-\\mathsf{i}\\theta})^2 - \\dfrac{\\mu^3}{48}(\\mathsf{e}^{\\mathsf{i}\\theta}-\\mathsf{e}^{-\\mathsf{i}\\theta})^3$$\n", "> (C2-CN2):\n", "> $$g(\\theta) = \\dfrac{1 - \\dfrac{\\mu}{4}(\\mathsf{e}^{\\mathsf{i}\\theta}-\\mathsf{e}^{-\\mathsf{i}\\theta})}{1 + \\dfrac{\\mu}{4}(\\mathsf{e}^{\\mathsf{i}\\theta}-\\mathsf{e}^{-\\mathsf{i}\\theta})}$$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### ii. Representation of the symbol\n", "\n", "Draw on the same figure, the complex curves $\\theta\\mapsto g(\\theta)$ with the choice $\\mu=0.95$. Also plot the unit circle $\\theta\\mapsto\\mathsf{e}^{\\mathsf{i}\\theta}$ on the same figure." ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "theta = np.linspace(-np.pi,np.pi,500)\n", "c = np.exp(1j*theta) # for the unit circle and the parameterization of exponentials in formulas\n", "\n", "mu = 0.95\n", "gL1 = 1 - mu*(1-c**(-1)) \n", "\n", "plt.plot(np.real(c),np.imag(c), linestyle=('dashed'), linewidth=1, color=\"black\")\n", "for g in [gL1]:\n", " plt.plot(np.real(g),np.imag(g))\n", "plt.legend([\"Unit circle\",\"L1\"])\n", "plt.axis('square')\n", "plt.xlim(-1.5,1.5)\n", "plt.ylim(-1.5,1.5)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "theta = np.linspace(-np.pi,np.pi,500)\n", "c = np.exp(1j*theta) # for the unit circle and the parameterization of exponentials in formulas\n", "\n", "mu = 0.95\n", "\n", "gL1 = 1 - mu*(1-c**(-1)) \n", "\n", "gL2 = 1 - mu/2*(3 - 4*c**(-1) + c**(-2))\n", "\n", "gBW2 = 1 - mu/2*(3 - 4*c**(-1) + c**(-2)) \\\n", " + mu**2/2*(1 - 2*c**(-1) + c**(-2))\n", "\n", "gC2 = 1 - mu/2*(c - c**(-1))\n", "\n", "gLW2 = 1 - mu/2*(c - c**(-1)) \\\n", " + mu**2/2*(c - 2 + c**(-1))\n", "\n", "gC2RK3 = 1 - mu/2*(c-c**(-1)) \\\n", " + 1/2*(- mu/2*(c - c**(-1)))**2 \\\n", " + 1/6*(- mu/2*(c - c**(-1)))**3\n", "\n", "gC2CN2 = (1 - mu/4*(c - c**(-1))) / (1 + mu/4*(c - c**(-1)))\n", "\n", "plt.plot(np.real(c),np.imag(c), linestyle=('dashed'), linewidth=1, color=\"black\")\n", "for g in [gL1,gL2,gBW2,gC2,gLW2,gC2RK3,gC2CN2]:\n", " plt.plot(np.real(g),np.imag(g))\n", "\n", "plt.legend([\"Unit circle\",\"L1\",\"L2\",\"BW2\",\"C2\",\"LW2\",\"C2RK3\",\"C2CN2\"])\n", "plt.axis('square')\n", "plt.xlim(-1.5,1.5)\n", "plt.ylim(-1.5,1.5)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### iii. Stability domains\n", "\n", "Using the above representation, check numerically the following CFL uniform stability conditions $\\mathsf{Stab}=\\{\\mu\\in\\mathbb{R} \\text{ s.t.} \\|g\\|_\\infty\\leq 1\\}$ *(no mathematical proof is required here)*." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " - L1 stable iff $\\mu\\in[0,1]$\n", " - L2 **unstable** for any $\\mu$\n", " - BW2 stable iff $\\mu\\in[0,2]$\n", " - C2 **unstable** for any $\\mu$\n", " - LW2 stable iff $\\mu\\in[-1,1]$\n", " - C2RK3 stable iff $\\mu\\in[-\\sqrt{3},\\sqrt{3}]$ (we did the exact computation together)\n", " - C2CN2 **stable for any $\\mu$**" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 2. Numerical simulations" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The PDE problem $\\partial_t u + a \\partial_x u =0$ is set over the periodic space domain $\\mathbb{T}$ (that is the torus $\\mathbb{R}/\\mathbb{Z}$ identified to the interval $[0,1]$ with the appropriate boundary conditions). \n", "At the discrete level, the space points $x_j = j\\Delta x$ are considered only for indices $0\\leq j\\leq J-1$. The integer $J$ is the \"main\" parameter and $\\Delta x$ is deduced from the scaling relation $J\\Delta x = 1$ ; the (independant) space points are then $x_j\\in[0,1[$ for indices $0\\leq j\\leq J-1$. \n", "The numerical boundary conditions are obtained by the periodicity property $U_{j+J}^n = U_j^n$ for any required integer $j$. \n", "The numerical solution is computed up to the time $T>0$. \n", "\n", "In the first tests, we consider the following initial data and parameters\n", "\\begin{equation*}\n", " u_0(x) = \\sin(2\\omega \\pi x),\\qquad \\omega = 4,\\quad J=100,\\quad T=2,\\quad \\mu=0.95.\n", "\\end{equation*}\n", "\n", "The following algorithm may help for your code:\n", "```python\n", "# Physical data\n", "a = 1\n", "T = 2\n", "# Initial data\n", "omega = 4\n", "u0 = lambda x: np.sin(2*omega*np.pi*x)\n", "# Numerical parameters\n", "J = 100\n", "mu = 0.95\n", "# Discretization parameters\n", "dx = 1/J\n", "dt = mu*dx/a\n", "# Space grid\n", "x = np.linspace(0, 1, J+1)\n", "x = x[0:-1] # removes the very last point for periodicity\n", "\n", "## Initialize\n", "t = 0\n", "U = u0(x)\n", "\n", "## Iterate in time\n", "while t **Some comments**\n", "> - We observe the convergence curves, representing the log of the $\\ell^2$-error in terms of the log of the number of points $J$ in the grid. \n", "> - Reference straight lines with respective slope 1, 2 and 3 are also represented.On the other side, the slopes are computed numerically by using the last 2 points for each convergence curve (and a linear regression procedure). \n", "> - The scheme L1 is order 1 ; \n", "> The schemes BW2, LW2, C2RK3 and C2CN2 are order 2. \n", "> - Here the ratio $\\Delta t/\\Delta x$ is kept constant so that the expected order $\\Delta t^3$ in time expected for C2RK3 is not observed (actually the space error $\\Delta x^2$ is dominant in front of the time error $\\Delta x^3$)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### ii. The (O3) scheme is third order\n", "\n", "We introduce the following new scheme that consists in a convex combination of two second order schemes to produce a higher order scheme (with Courant number $\\mu\\in[0,2]$):\n", "\\begin{equation}\n", " \\tag{O3}\n", "U_j^{n+1} = \\dfrac{2-\\mu}{3}\\text{(LW2)} + \\dfrac{1+\\mu}{3}\\text{(BW2)}.\n", "\\end{equation}\n", "Observe that it is convergent at order $\\beta=3$." ] }, { "cell_type": "code", "execution_count": 66, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Order O3 \t 3.072127535673051\n" ] }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "def O3(U,a,dt,dx):\n", " U = (2 - a*dt/dx)/3*LW2(U,a,dt,dx) + (1 + a*dt/dx)/3*BW2(U,a,dt,dx)\n", " return(U)\n", "\n", "plt.rcParams['figure.figsize']=[12,6]\n", "\n", "a = 1\n", "T = 0.2\n", "mu = 0.95\n", "\n", "u0 = lambda x: np.exp(-50*(x-0.5)**2)\n", "exact = lambda t,x : u0( (x-a*t) % (1-0) ) # periodized exact solution\n", "\n", "ListeJ = np.array([int(np.floor(1.3**k)) for k in range(12,25)])\n", "ErrorJ = np.zeros([ListeJ.shape[0],1])\n", "\n", "Name = [\"O3\"]\n", "\n", "plt.title(\"Convergence analysis\")\n", "\n", "kname = 0\n", "for name_iteration in [O3]:\n", "\n", " for k,J in enumerate(ListeJ):\n", " [x,U] = SCHEME(name_iteration,a,T,u0,J,mu)\n", " ErrorJ[k] = np.sqrt(x[1]-x[0])*np.linalg.norm(U-exact(T,x),2)\n", "\n", " samp = -2 # index of first point for the linear regression (to compute the slope at the finer grids)\n", " order2 = np.polyfit(-np.log(ListeJ[samp:]), np.log(ErrorJ[samp:]), 1)\n", " print('Order',str(Name[kname]),\"\\t\",order2[0][0])\n", " \n", " plt.plot(np.log(ListeJ),np.log(ErrorJ),'.-')\n", " kname += 1\n", "\n", "plt.plot(np.log(ListeJ),-1*np.log(ListeJ)-5,'--',np.log(ListeJ),-2*np.log(ListeJ)-0,'--',np.log(ListeJ),-3*np.log(ListeJ)+5,'--')\n", "plt.legend([\"O3\",\"slope order 1\",\"slope order 2\",\"slope order 3\"])\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4. Dissipation and dispersion effects\n", "\n", "To reveal the behavior at high discrete frequencies, we consider the discrete Dirac initial data\n", "$$\n", " U_j^0 =\n", " \\begin{cases}\n", " 1,& j=0,\\\\\n", " 0,& j=1,\\dots,J-1.\n", " \\end{cases}\n", "$$\n", "Any more general initial data can be interpreted as a superposition of translated versions of the above initial data, and by linearity, the corresponding time-evolved solution the same superposition of the corresponding discrete solutions. \n", "The numerical solution is computed at the final time $T=0.25$ (try first once the scheme (L1) with the parameter $\\mu=1$: the discrete solution is then the exact one !)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We compute the numerical solution for the schemes (L1), (BW2), (LW2), (CRK3) and (O3). \n", "\n", "We compare them graphically successively for $\\mu=0.95$ and then again with $\\mu=0.10$. Still at the final time $T=0.25$ and with $J=400$ points." ] }, { "cell_type": "code", "execution_count": 68, "metadata": { "scrolled": false }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "u0 = lambda x: [1-np.sign(y-0.0001)*np.sign(y+0.0001) for y in x]\n", "\n", "J = 400\n", "T = 0.25\n", "\n", "mu = 0.95\n", "\n", "plt.rcParams['figure.figsize']=[30,10]\n", "\n", "plt.plot([T % 1, T % 1],[0,1],'k',linewidth=4)\n", "for name_iteration in [L1,BW2,LW2,C2RK3,C2CN2,O3]:\n", " [x,U] = SCHEME(name_iteration,a,T,u0,J,mu)\n", " plt.plot(x,U)\n", "plt.legend([\"exact\",\"L1\",\"BW2\",\"LW2\",\"C2RK3\",\"C2CN2\",\"O3\"])\n", "plt.title('transport of a Dirac like data – mu='+str(mu))\n", "plt.show()\n", "\n", "######################################################################\n", "\n", "mu = 0.10\n", "\n", "plt.rcParams['figure.figsize']=[30,10]\n", "\n", "plt.plot([T % 1, T % 1],[0,1],'k',linewidth=4)\n", "for name_iteration in [L1,BW2,LW2,C2RK3,C2CN2,O3]:\n", " [x,U] = SCHEME(name_iteration,a,T,u0,J,mu)\n", " plt.plot(x,U)\n", "plt.legend([\"exact\",\"L1\",\"BW2\",\"LW2\",\"C2RK3\",\"C2CN2\",\"O3\"])\n", "plt.title('transport of a Dirac like data – mu='+str(mu))\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "> **Comments** \n", "> - The discrete Dirac is advected in space but its shape is strongly modified (in the amplitude, oscillations, size and position of the support)\n", "> - This profile depends on the scheme (and also of $\\mu$)\n", "> - The scheme C2CN2 has the most oscillating and extended-in-space pattern\n", "> - The schemes L1 and O3 have a quite simple pattern, similar or close to a gaussian shaped function" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Back to symbolic analysis\n", "\n", "We introduce the real-valued function $\\rho$ (positive) and $\\alpha$ such that the symbol is $g(\\xi\\Delta x) = \\rho(\\xi\\Delta x)\\, \\mathsf{exp}(-\\mathsf{i}\\xi\\Delta t\\,\\alpha(\\xi\\Delta x)).$\n", "The quantity $\\alpha(\\theta)$ is called the **phase velocity** for waves of frequency $\\theta$. We observe that if $\\rho(\\xi\\Delta x)=1$ then $g(\\xi\\Delta x)^n = \\mathsf{e}^{-\\mathsf{i} \\xi n\\Delta t\\, \\alpha(\\xi\\Delta x)}$. Assuming that the exact velocity $a$ is well approximated by $\\alpha(\\xi\\Delta x)$ this last quantity is $\\simeq \\mathsf{e}^{-\\mathsf{i} \\xi t_n a}$. \n", "\n", "Draw *numerically* on the same picture the dissipation factor $\\rho(\\theta)$ as a function of $\\theta\\in[-\\pi,\\pi]$ and on a second picture the dispersion factor $\\alpha(\\theta)$ for the two parameters $\\mu=0.95$ and $\\mu=0.10$.\n", "\n", "Interpret the above results from the observed properties." ] }, { "cell_type": "code", "execution_count": 69, "metadata": {}, "outputs": [ { "data": { "image/png": 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jywF+dL9Ufi5+0n6NMSbc3e7FSufK09zrHisnX5G19ijOCJVfurfjizMiqnw01xlv190niqPq8/8EY0wjfqoEcdJ+anW4+5tf4Yz2wRjTBeiPM9KrPJ5onJvCplRzs4aT9C2tMyLsHWCGu1/ysDGmfRVNT9XP7wNEAUcrvadDcEZpVbSs0vPXgXHGmA3GKTU42lQooX/cQVTvcyi3plKbs+1Pnu473BvnBsC8M9hsG8CPqo+j8rWTyu9XVTFWHDU17TTNN9vj5/naD2yt1Pfez4nXeU7JWptTjf7kwTPZZhX7KMUZVRcBHMAZ2TUB+AB3X9Ld7jtr7UfW2rXW2gXW2ptxblStXN5QROoRJbpE5EzdhnOn3WrjzPVTijPCIhq4vFLbypPC2pMsq49/iybhnFQ/5P63B86Jrt9J1zg3Lnt8vefyToQXHCuPN5bqlS2En05uqyxzYa1dA7TCKaFQjHMn5JrypJQ7MdAO+BSnDMISU6Ee/Zlydxhm4hzXrTidqj7u57X1nlaeZNfyUwLwTHyDU17iHpwOYg/cd7GdS3BnoDodnttx4ip/nEqV3zV7/CTO5d+/8vfLxYnv3XEJo7MoXbgPpzNbWaT7tSpZaw9ba6/DmUA4wf0oLxt6srIu4NwxGoRTBlJEREREat9SnHPTjkCAtXa4tbby+VpV5+zlfaAWOOXr9uAkmpJwSruB+1z8NP2a8n7mAxx/rtwdJ3lS8eavyv6DM59YOM6NnsH8VG7uXLZbV94ErjTGhOH0FRZbazdUeP1KnCoZJz3vrqQzpzjXttbegZOwmYVTrn+DMebOM4jXC6fcYI9Kj464E3YVHNc/stbOwOmv/RXnpsH/AXPO5Ka9kzjpd7O6qvMdrgPV6U/2qPC4/TRtz+Y6T3X6k2daurCq/mRkhdeq5E5e9cGZriLWWjsQZ5qFnSdbx20xTt9TROqp+nhxWUTqKfddUbfhlKTrUenxEc6dMDWhf6XnA4FNNbTtcitxSgGezFDgdWvtVGvtepwTpcRKbYpxkn6nshHo5O5gAM4kuzil1TacdK0TDcQ5aZ9bzfZ/BI4Cs0/WwFqba62dbK29H+eEuyNOp6T89V3uUTHjgL/gzN90KlV9bmnW2mz3tsNxSj/Os9ZuxilxUfFkt7wjUZ33tHL97AtwTqY3ntj87BlnHq5OwPPW2hnW2k04d31VvDttJdDMGJN0ks2c7LhOdhwFnP4k+zjWmSz62J1uZ7JuNR0EIip1FiuP8kvnxL8LlR9jKrRfCLQyxhy7Q9M48/XF89NdjidlrS22zsTmLpyyEvOttRmnWKUXznubeYo2IiIiIlJzCtznp3sqjQCprj44Nzc9aK1daJ25XU8YUXOyfo17ZFMKTjn4qkaHVJ6np6IZwGGc5MSvcMreH3Hv74y36+4TpVL1+f9ua20+sMq97FT91MpO1iedg1NB406ckWlvV3r9apwyd6dlnDmSR3L8/F4nsNZusNa+aK0djVNxofL1gVP181fg9Lezq3g/0zkN981wH1lr78RJTF7A8dU+yttV53OoSdX5Dq8EBhpjgk6yjWKASn2xHTilC6s6jjO5zgBApfc77UzXr4aDQEylZZX7k1M5fX/yLxXaLwSGVxq9Nwpn6ojVpwvIPYLsgLvPPxL44jSr9KKKedlFpP6oXGZMRORURuNchP63tTa54gvGmEnANGNMgrV2zznu5zJjzL04nYtROJPJVjnx7Tl4Gifel3EmxC0CBuDc6bYVp7TgTcaYH3E6Dk9xYgdiNzDIfZdWPk5HqLIPcU7GPjHG/BEnsfN3IA345AzivQqnc1X5TimAcPfIukY4nbq7cSaGvclam1XVxtyxpOOMUsvHSRSUAduMMcE4k/t+4T7Gpjifw+mSjT2MMU/gHHMSzh2O/8/92l6c9/g+Y8w/cO6Eep7jy19kArnACPfInyJb9cTIfwNWGWNeAv7t3tarwAeVv5c14AhOyc07jDE7gVCcSZQLKrSZg1PG4BNjzO9wSgDGAB2tte+c4rieA742xjyMM1KvB85cWP84ywsBtWkuzvfrKWPMRJyT/HsqNnCXgTiTJNtsnM78/4wx9+H8bvwLZ/LwH8obGWO+x7nb9M/u531wPvNVOAnH3+O8d4MrrPNbnI79Rpzv2Eic7+K/6uF7KyIiIiJV245zLvd7Y8wHOCOmKl7oPmW/xt3kUeBdY8wRnHJ+JTh9ptHupEiVrLWlxpgPcW72aw2Mq9TkbLb7HPAPY8x2nDmLLnZv/x73Pne4j/N1Y0wAzgiS5sBAa+0rJ9nmCX1Sa63LWmuNMW8Bz+D0XY71PY0xzXASIr+pYnuBxpgonL5vBDAM+DNO+bu/VxWAMaYNzqirr3ESATE4VVFWVWp6mzFmC05S62ac/vd97tc+wJkn+FtjzKM4n1+k+z3abK2dcpLjxxjzV5xk0UackUM34fS/TtY3POXnUMNO+x3GKb14J/CVMeZxnO9zZ6DMWjsN5zMGuMJ9faLAWptrjPkn8LQxJgNnGoRxOFVghtfCcZyr2cAbxphrcZJQ43C+I0fLG1hrc3Dm6KuuN4B7gbeNMS/i/J4+Dbxq3WUgjTP1xvfAn621k93LrnHvdxfODch/w7k+87fyDbu39w3OSLwQnO/3cJz3V0TqKY3oEpEzMQFYepJkwhycRM/phrlXx1M4J9RrgUeAh8pPSmqKtXYmzuiSfjglNZYBt/DTkPtbcf5GLsOpWz4dWF5pM4/jJIG24iRDWlSxnwKcO/KKcOpn/4BTOmDUGV5wv4qT33G3CmfE2Xqczkcq0Mtae6o77rKB3+F0nta7t3+NO8lXijPa6l2c8hEzcOpXV66nX9mrOHXGV7h/fg2ndAjWmaPsZpyTw43uOP/A8XWwXTidi+vcx1DlXVjW2nU45R6G4nxH/oszmWxVHbVz4o7pWpyT5nU4JS1fpkIpBGutxblr8DucEiFbccplhJ3quKy13wG/xvnebcCZAPl14MmaPo5z5f5e3IFz4WADTtyPnOM2XcBlOB3Q73HKnOwExrrf03KtcUqjlvPH+d3bgPN76Y/T+a84x50PzsjTVfz0u/0A8KdziVlERERE6o77vP8+nCTAJpz+w4OVmp2qX4O19r845+GX4ZwXLse5uaw6o1bex0leZfHT/FvlsZ3Ndt/ASXI84j6ePwEPW2vfrdDmVpyb+Z7B6YtNxinNeDKn6pO+h3Mz2QeVRipdhjOfcVVVJG7E6evs4acbTx8BLjzFaKc8nJKNH+MkqL7AKRt+b6V2D+NcU1iHM8rsZmvtKgD3KLgLcPqS77m38yVOyfvTzfNbiHMNYaV7/W44Cccqb/qkep9DjajOd9g65SMH4yR5vsPpL/8Vd/UTa+1ynH71v3FGRr3mXvVRnJF6L+P0jW7GeU+/r+njqAHv49zU+C+czyge+Oe5bNBam4JzraUjzmf/lvvxaIVmvjjJrCYVlkXh3Oy8Fee79iMw1Fpbca7raJzypZtxpmBoDwyz1n59LjGLSO0yx19LEhHxLGOMBX5prf2fp2OpL4wx3XE6bmG1UEqhRhhj9gDvWGvPeh4vERERERERqRnGmM44CZAeFW8KM8ZMBtZZax+vozgScEYlDbHWnrZEuYiIyNlQ6UIRkfrPH7i3via5REREREREpH4wxvjjVJd4DphbqfIBODdRfl7ngYmIiNQilS4UEannrLXLrLUTPR2HiIiISHUZY+41xqwwxhS553I9WbsuxpgZxphM98j+yq83N8ZMNsbkGWP2GmNOV0pZROTn7hc4c2W1wpl76jjW2hestbvqPCoREZFapNKFIiIiIiIiUqOMMVfjzMU5Egi01o4/Sbv2OHOTZAJTrLWm0usf4dygeRvQA2dezoHW2o21FryIiIiIiDQoSnSJiIiIiIhIrTDGPAPEnSzRVaFdG2B7xUSXMSYIOAJ0sdZucy/7L5BmrX249qIWEREREZGGRKULRUREREREpD5qB5SWJ7nc1gKdPRSPiIiIiIjUQz6eDqA6wsLCbEJCgqfDEBERERGRGrJy5cpMa224p+OQei0YyK60LAtoXFVjY8wEYAJAUFBQ7w4dOtRudCIiIiIiUmdO1YdsEImuhIQEVqxY4ekwRERERESkhhhj9no6Bqn3coGQSstCgJyqGltr3wLeAkhKSrLqQ4qIiIiInD9O1YdU6UIRERERERGpj7YBPsaYthWWdQc2eigeERERERGph5ToEhERERERkRpljPExxgQA3oC3MSbAGHNCRRHjCAD83M8DjDH+ANbaPOBL4CljTJAxZhAwFvhvnR2IiIiIiIjUe0p0iYiIiIiISE17DCgAHgZudv/8mDGmhTEm1xjTwt2upfu18lFaBcDWCtu5GwgEDgIfAXdZazWiS0REREREjmkQc3SJiIiIiIhIw2GtfQJ44iQvB1dotwcwp9jOYeDKmotMRERERETON0p0iYiIiIhU4HK5SE1NJS8vz9OhNGi+vr5EREQQEhLi6VBERERERETkPKZEl4iIiIhIBZmZmRhjaN++PV5eqvR9Nqy1FBQUkJaWBqBkl4iIiIiIiNQa9dxFRERERCo4evQokZGRSnKdA2MMjRo1IjY2loMHD3o6HBERERERETmPqfcuIiIiIlJBWVkZvr6+ng7jvBAYGEhJSYmnwxAREREREZHzmBJdIiIiIiKVGGM8HcJ5Qe+jiIiIiIiI1DYlukRERERERERERERERKRBUqJLRERERKSBeO2110hKSsLf35/x48d7OhwRERERERERj/PxdAAiIiIiIlI9MTExPPbYY8yYMYOCggJPhyMiIiIiIiLicUp0iYiIiIg0EFdffTUAK1asIDU11cPRiIiIiIiIiHieSheKiIiIiIiIiIiIiIhIg6QRXSIiIiIiJ2GMqbN9WWvrbF8iIiIiIiIi5wuN6BIREREREREREREREZEGSYkuERERERERERERERERaZBUulBERERE5CTqWznB0tJSSktLKSsro6ysjMLCQnx8fPDx0Wm9iIiIiIiI/DxpRJeIiIiISAPxzDPPEBgYyPPPP8///vc/AgMDeeaZZzwdloiIiIiIiIjH6NZPEREREZEG4oknnuCJJ57wdBgiIiIiIiIi9YZGdImIiIiIiIiIiIiIiEiDpESXiIiIiIiIiIiIiIiINEhKdImIiIiIiIiIiIiIiEiDpESXiIiIiIiIiIiIiIiINEhKdImIiIiIiIiIiIiIiEiDpESXiIiIiIiIiIiIiIiINEhKdImIiIiIiIiIiIiIiEiDpESXiIiIiIiIiIiIiIiINEhKdImIiIiIiIiIiIiIiEiDpESXiIiIiEgDkZCQwOzZs49bVlxczLhx40hISMAYw7x58zwTnIiIiIiIiIgHVCvRZYy51xizwhhTZIyZdJq2vzXG7DfGZBtjJhpj/Ktoc4ExxhpjnjnLuEVERERExG3w4MH873//IyoqytOhiIiIiIiIiNQpn2q2SweeAUYCgSdrZIwZCTwMXOxeZzLwpHtZeRtf4BVg6dmFLCIiIiIi5fz8/HjwwQcB8Pb29mwwIiIiIiIiInWsWiO6rLVfWmunAIdO0/QW4F1r7UZr7RHgaWB8pTa/B2YCW84sVBEREREREREREREREZGfVHdEV3V1Br6q8HwtEGmMCbXWHjLGtAR+DfQCXqvhfYuIiIiI1Kgnv97IpvTsWt1Hp5gQHr+8c63uQ0REREREROR8Va0RXWcgGMiq8Lz858buf/8J/D9rbe7pNmSMmeCeF2xFRkZGDYcpIiIiIiIiIiIiIiIiDV1Nj+jKBUIqPC//OccYcznQ2Fr7SXU2ZK19C3gLICkpydZolCIiIiIi1aCRViIiIiIiIiL1W00nujYC3YFP3c+7AwfcZQsvAZKMMfvdrzUByowxXa21Y2s4DhERERGR81JJSQmFhYXHnvv4+FBWVoa1zr1hxcXFFBYW4u/vjzHGU2GKiIiIiIiI1IlqlS40xvgYYwIAb8DbGBNgjKkqSfYf4DZjTCdjTFPgMWCS+7X/B7QDergfU4G3gVvPIX4RERERkZ+VMWPGEBgYeOzxxBNP0L59ewIDA0lLS2PkyJEEBgayd+9eT4cqIiIiIiIiUuuqO6LrMeDxCs9vBp40xkwENgGdrLXJ1trpxpgXgLlAIPBF+XrW2hwgp3wDxpgCIM9ae/jcD0NERERE5Py3Z8+eKpc/88wzdRuIiIiIiIiISD1RrUSXtfYJ4ImTvBxcqe2LwIvV2Ob46uxbREREREREREREREREpCrVKl0oIiIiIiIiIiIiIiIiUt8o0SUiIiIiIiIiIiIiIiINkhJdIiIiIiIiIiIiIiIi0iAp0SUiIiIiIiIiIiIiIiINkhJdIiIiIiIiIiIiIiIi0iAp0SUiIiIiIiIiIiIiIiINkhJdIiIiIiIiIiIiIiIi0iAp0SUiIiIiIiIiIiIiIiINkhJdIiIiIiINREJCAoGBgQQHB9OsWTMuvfRSUlJSuPPOO7nrrruOtSspKSEoKKjKZUuWLGHbtm2MHTuW8PBwmjdvzsiRI9m6dasnDklERERERETknCjRJSIiIiLSgHz99dfk5uayb98+IiMjue+++xg6dCjz588/1mbFihW0aNGCBQsWHLcMoHfv3hw9epQrrriCrVu3cuDAAfr27cvYsWPr/FhEREREREREzpUSXSIiIiIiDVBAQADjxo1j06ZNDB06lM2bN5OZmQnAggULuOGGG8jLyztu2YABA/D19aVv377cdtttNG/eHF9fX37729+ydetWDh065MlDEhERERERETljSnSJiIiIiDRA+fn5fPLJJ/Tv35/4+Hhatmx5bATX/PnzGTJkCAMHDjxu2dChQ6vc1vz584mKiiI0NLTO4hcRERERERGpCT6eDkBEREREpN6a9jDsX1+7+4jqCqOfr3bzK6+8Eh8fH/Ly8ggPD2fGjBkAXHDBBcyfP5+xY8eybNky+vfvz7Zt244tW7hwIX/84x9P2F5qair33HMPL774Yo0dkoiIiIiIiEhd0YguEREREZEGZMqUKRw9epTCwkJee+01LrjgAvbv339snq7169eTmJhIo0aNGDx48LFlBQUF9OvX77htZWRkMGLECO6++25+8YtfeOiIRERERERERM6eRnSJiIiIiJzMGYy0qmve3t5cffXV3Hnnnfz4448MHTqUCRMm8O233zJkyBAAOnfuTEpKCt9++y19+vQhICDg2PpHjhxhxIgRXHHFFTz66KOeOgwRERERERGRc6IRXSIiIiIiDZC1lq+++oojR47QsWNH2rRpQ2RkJK+88sqxRJcxhn79+vHKK68cNz9XdnY2I0eOZNCgQTz/fP1N5omIiIiIiIicjhJdIiIiIiINyOWXX05wcDAhISE8+uijvP/++3Tu3BmAoUOHkpGRwaBBg461HzJkCAcPHjwu0TV58mSWL1/Oe++9R3Bw8LFHcnJynR+PiIiIiIiIyLkw1lpPx3BaSUlJdsWKFZ4OQ0RERER+BjZv3kzHjh09HcZ542TvpzFmpbU2yQMhyc+A+pAiIiIiIueXU/UhNaJLREREREREREREREREGiQlukRERERERERERERERKRBUqJLREREREREREREREREGiQlukRERERERERERERERKRBUqJLREREREREREREREREGiQlukRERERERERERERERKRBUqJLREREREREREREREREGiQlukRERERERERERERERKRBUqJLREREREREREREREREGiQlukREREREGoiEhARmz54NQGlpKcHBwSxduvTY6x988AHGmBOWdejQAYD333+f3r17ExISQlxcHA899BClpaV1exAiIiIiIiIiNUiJLhERERGRBsjHx4cBAwYwf/78Y8vmz59Phw4dTlg2dOhQAPLz83n55ZfJzMxk6dKlfP/99/z973+v89hFREREREREaooSXSIiIiIiDdTQoUOPS2otWLCAP/3pTycsK0903XXXXQwZMgQ/Pz9iY2O56aabWLhwYZ3HLSIiIiIiIlJTlOgSEREREWmghg4dysKFC3G5XGRmZpKXl8d1113HsmXLji3bvHnzsURXZfPnz6dz5851HLWIiIiIiIhIzfHxdAAiIiIiIvXV/y37P7Yc3lKr++jQvAN/6vuns1q3X79+5Ofns379enbt2sXgwYNp1KgRrVq1OrYsISGBFi1anLDuxIkTWbFiBe+88865HoKIiIiIiIiIxyjRJSIiIiLSQAUEBNC3b1/mz5/Prl27GDJkCACDBw8+tqyq0VxTpkzhz3/+M7NnzyYsLKyuwxYRERERERGpMUp0iYiIiIicxNmOtKpL5fN07d69m9tvvx2AIUOG8L///Y/du3dz1113Hdd++vTp3HHHHXz77bd07drVEyGLiIiIiIiI1BjN0SUiIiIi0oCUlJRQWFh47DF06FDmzp1LSkoKnTp1AmDQoEHMmzePNWvWHDeia86cOdx000188cUX9O3b11OHICIiIiIiIlJjlOgSEREREWlAxowZQ2Bg4LHHzJkzycrKol+/fhhjAAgLCyM8PJyIiAjatm17bN2nn36arKwsxowZQ3BwMMHBwYwePdpThyIiIiIiIiJyzlS6UERERESkgdizZ0+Vy//+97+fsGzTpk0nLJs7d25NhyQiIiIiIiLiURrRJSIiIiIiIiIiIiIiIg2SEl0iIiIiIiIiIiIiIiLSICnRJSIiIiIiIiIiIiIiIg2SEl0iIiIiIiIiIiIiIiLSICnRJSIiIiIiIiIiIiIiIg2SEl0iIiIiIiIitcBa6+kQRERERETOWkM5n/XxdAAiIiIiIiIi55uFy+Yw75M9tIk/yNDRw4hu1xuM8XRYIiIiIiKn5CouZPvy2Xw/dw2Hs5vx26dvIcg/2NNhnZISXSIiIiIiIiI17FB6Bt6lQWRu6cucnavoGvw0xDeleY8xxPYahQlo4ukQRUREREQAKMnYSfKyqRRtnkP+geasyB+LLRuIbbyNQwcyCWqhRJeIiIiIiIj8jBhj7gXGA12Bj6y140/R9rfAn4BGwOfAXdbaIvdre4BIoMzdfJG1dkStBV6DrrjyetoO2sJf//tPuu69mKNHHiAsdzsDUv5F6Yy7SAvpgXf74cQkXYF3ZCeN9hIRERGRulNWQtGuRaQvm0KjvbMJK0onv2AYy3LHU+hqRlrINjI6zuPFm/5KY7/Gno72tDRHl4iIiIhIA/Phhx+SlJREcHAw0dHRjB49mh9//JH333+f3r17ExISQlxcHA899BClpaXH1ktISCAwMJDg4GCioqIYP348ubm5x14fP348jz322LHnGzduJDo6mr///e8A3HzzzURHRxMSEkK7du1455136u6gpaFJB54BJp6qkTFmJPAwcAnQEkgEnqzU7HJrbbD70SCSXOU6hnfg0VvuY2rfl1nbcTo5jTrw9ZEneD/rDdIzmhK3/Hm83xzI0WfbkfbfCZRs/BqKck+/YRERERGRM5V3iPzlH5Dy1vXk/7Ul/h9cQdTWD1h29GLePvxf5mffiYlpxrdd3mDX0Hn846ZnGkSSC5ToEhERERFpUF588UUefPBBHnnkEQ4cOEBycjJ33303X331Ffn5+bz88stkZmaydOlSvv/++2NJqnJff/01ubm5rFmzhtWrV/Pcc89VuZ/Vq1dz0UUX8dhjj/GHP/wBgD//+c/s2bOH7Oxspk6dymOPPcbKlStr/Zil4bHWfmmtnQIcOk3TW4B3rbUbrbVHgKdxRoKdNzqGduStkf9mQ/iPfJn0Aj2vicInII7VR+9lIlN5v9FTLC9uSciOqfh+djOlzydw6N9XULr0HchO93T4IiIiItJQWQv711P4/QtkvjIU199a0+jbu/FPW8IsO4BJwf/if0Wfk5w9ltDYCBJv9OG1Fn8guKXh38P/TYhfiKePoNpUulBEREREpIHIysriL3/5C++99x5XX331seWXX345l19++XFtY2Njuemmm5g7d26V24qKimLkyJGsWbPmhNeWLVvGmDFjeP7557n99tuPLe/cufOxn40xGGPYuXMnvXv3Pscjk5+xzsBXFZ6vBSKNMaHW2vIk2QfGGC9gNfBHa+3aug7yXHUO68y/h/+bCbMm8NecP/L2w++QubqMldP3kHugKznthjC/e2P2Ji8gaM/3XJC2nNB9P8C035PTvAuNul6Od8dLIbKLShyKiIiIyMmVFsHu+RRt/IayLdNpVLifAGCrK5Epftdj2o0iPrgruUszyduRT1h8AP1uSiSt+Vbun/tbWjdrzdsj3qaJf8OaT1aJLhERERGRBmLx4sUUFhZy1VVXVav9/Pnzj0tOVZSamsq0adO4+OKLj1u+bNkyXn/9dV555RV++ctfnrDe3XffzaRJkygoKKBnz56MGTPmzA9E5CfBQFaF5+U/N8YZDXYTsAowwAPADGNMB2vt0cobMsZMACYAtGjRohZDPjtdw7vy5vA3uXPWndw5dwITR07kl4MGsGF+Gqtm7KVg21ESe/ah5x3j2JCVzycrl+C/cwZDMpfT84fn4YfnKGwUg2/nS/HuMAZaDgYfP08floiIiIh4WmEWbJ9FycapsH0WvmX5lNgAFri6str/Ghp1Gc0FvbpwydFSln61i+1pyTSPCWLUnV1I7BHOkn1LeGDOAyQ0SeDt4Q0vyQVKdImIiIiInNT+Z5+laPOWWt2Hf8cORD3ySLXaHjp0iLCwMHx8Tn8aP3HiRFasWHHCPFpXXnklxhhyc3O5+OKLefLJ46dDWrJkCaGhoYwePbrK7b7++uu8+uqrLF68mHnz5uHv71+t2EVOIheoWBOl/OccAGvtwgqvPWeMuQUYAnxdeUPW2reAtwCSkpJsrUR7jrqHd+eNYW9w56w7uW3mbUwcOZEew1rQaXAMa79PYfXMZHavyaDDgGjuvmwUvo0vZ8H2TB5fvRGzbQZDcpYzePn7BC5/m1LfYLzaDserwxhoNxICGt4FCRERERE5Szn7Ycu3lG76Bq898/GypRy1TZhV1p8VAQOJ6D6ckd1b8uf4phzYnc2iT3ewb0cWIeGBjLitM216R2C8DMv3L+f+OfcT3ziet0e8TdOApp4+srOiRJeIiIiISAMRGhpKZmYmpaWlp0x2TZkyhT//+c/Mnj2bsLCwE14bNmwYP/zwAzfeeCOZmZk0bdr02Ov33HMPO3bsYPjw4cyZM4dmzZqdsH1vb28GDx7M//73P9544w3uv//+GjtG+dnZCHQHPnU/7w4cqFC2sDKLM7qrweoZ0ZPXL3mdu7+/m9tn3M67I98lNDCUPpe2osvQWFZO38v6H1LZtuwAXS6MZcioBIZ3upjCkgtYsD2Tv6zZRf7WOQwuWM7wTXMJ2zQZl5cvJvFCTMfLocOlEBR2+kBEREREpGHJ3AFbvsG1+Wu80lYAkGqjmF42ilWBA2nZbSiju8fxi/imGGM4nJ7HtDfXs3ttJoEhflzwi3Z0HByDt7cXABsyN3Dv9/cSExzDOyPeoXlAc08e3TlRoktERERE5CSqO9KqrgwYMAB/f3+mTJnCuHHjqmwzffp07rjjDr799lu6du160m1dcMEFjB8/nj/84Q9MmTLl2HJvb28+/PBDxo0bx8iRI5k9ezYhIVVPQlxaWsrOnTvP6Zjk/GSM8cHpb3oD3saYAKDUWltaqel/gEnGmA+AdOAxYJJ7Gy2AeGA54AXcB4QBC2ngkqKS+Ncl/+Lu2Xdz56w7eXfkuzTxb0JgYz8GX9uWbhfHsfyb3az7PoXNP6bTc0QLul0cz/BOkQzvFElhSV9+2JbBk2tSydzyIxeVLuOyncuJ2TEL+82DmJaDoOMV0PEyCInx9OGKiIiIyNmwFtJXwZZvsZu/wWRuBWCzTeS70utYHjCATt36ckXPWCbENcXLy7kfLOdwIcu/2c2Wxfvw8fem3xWt6HZxPH4BP6WDdhzZwW9m/4ZmAc14a/hbhAaGeuQQa4oSXSIiIiIiDUSTJk146qmnuOeee/Dx8WHEiBH4+voye/Zs5s6dy6hRo7jpppuYPHkyffv2Pe32HnzwQRISEli7di3du3c/ttzX15fPPvuMK6+8kjFjxjBjxgzy8vKYM2cOl112GYGBgcyePZuPPvqIjz76qDYPWRqux4DHKzy/GXjSGDMR2AR0stYmW2unG2NeAOYCgcAXFdZrDLwBtAYKgTXA6FOM9mpQ+kT14ZWLXuHeOfdy9+y7eWvEWwT5BgEQEhrIJbd0osfwFiz9ahdLp+5m3dxUksa0ovOQGAJ8vRnZOYqRnaPILerBzI37+fPqNA7vWsEIs4wrklfScs8fYdofIa4vdLoCOl4OzRI8e9AiIiIicmouF6StgE1fYTdNwWSl4sKblaYTX5fcwiKffvTo0oWxPWL4bWIoPu7RWQCFeSVOdYC5qVgs3S6Op/folgQGHz+va0pOChNmTcDXy5e3h79NZFBkXR9ljTPW1svS5cdJSkqyK1as8HQYIiIiIvIzsHnzZjp27OjpME7pgw8+4KWXXmLz5s00btyY3r178+ijj/Loo4+yYMECAgICjrUdMmQI06ZNAyAhIYF33nmHYcOGHXv9rrvu4uDBg3zxxReMHz+euLg4nnnmGQAKCwu57LLLcLlcvP/++9x8882sXbsWl8tFy5Ytuf/++7njjjtOGevJ3k9jzEprbVJNvB8ilTWkPuSc5Dn8bt7v6BXZi9cveZ0An4AT2uzflcXiyTtJ336UkLAA+o9tTZukCIw5vopjZm4R367bx1dr0shK2cgor+VcE7iSxFL3yMuobu6k1xUQ3r4uDk9ERERETsflgtTlsGkKbPoKstMoNb4s9+rB5wW9mW+S6NWhFWN7xHJxhwgCfL2PW72kuIx1c1JYNSOZ4sJSOvSLos/lrQgJDTxhVwfzD3LLtFvILs5m0qhJtG3Wto4O8tydqg+pRJeIiIiISAUNIdHVkCjRJZ7Q0PqQ3+76lj8v+DODYgfxz4v+ia+37wltrLUkbzrM4i93cigtl4iEEAZd04aYtk2r3GbyoXymrk1jypp0CjN2can3cq4NWk2bok1Og7D20Pkq6HK1kl4iIiIidc3lgpSl7uTWVMhJp8z4ssK3Fx/l9maO7UXnVvFc2TOGUZ2jadLoxPNDV5mLzYv2seyb3eRnFZPQLYz+YxMJjQ2ucpdHC49y64xbSc9N550R79A1/OSl7usjJbpERERERKpJia6apUSXeEJD7EN+tu0znlr8FMNbDueFoS/g41X1TAMul2Xrkv0snbqLvKNFtOoexoCrWtMsKqjK9tZaNu3LZuqadKauTacsax9X+K3khuDVtM5fg8FCRGfochV0vhpCW9fmYYqIiIj8fLnKIHnJT8mt3P2Uefmxxj+J/2X3YFZZLxJio7iyRyyXdYshqsmJI/3BOb/bu+EQi77YwZH9+UQlNmHA1a2JadP0pLvOK8nj9hm3s+3INt4Y9gZ9o09f6r6+UaJLRERERKSalOiqWUp0iSc01D7kfzb+h7+t+BtXtL6Cpwc9jZfxOmnbkuIy1s5OYdWMvZSWuOg8JIY+l7aiUYjfSddxuSzL9hzmy1WpfLd+P4FFGdwYvJrrApcTm7PWaRTd3Ul4db4KmrWs6UMUERER+XkpH7m14QvYPBVyD+Dy9mdTUD/+k9WD74q6EdKkOVf3iuPKnrG0iah6NFa5jJQcFn2xg9QtR2gSEcjAq9vQqnvYCSWtKyosLeTu7+9m1YFVvHThS1zU4qKaPso6cao+ZNW3iImIiIiIiIhInfpV51+RV5rH62teJ9AnkEf7PXrSixa+ft4kjUmg0+AYln+zm40L0tm6dD+9Rrak+yXx+Pp5n7COl5ehf2Io/RNDefKKLszctJ8vVrXj1e0XE2kPcWfYWi7LX0LY7Mdh9uMQm+SUNux0JTSJreWjFxERETlPWAv71sKGz2HDZMhOxeUdwM6mA/ig+GY+y+6ELQlmdJdo3uoVS//EULy8Tp6oAsg9UsTSqTvZsmQ/AY18GXJ9WzoPicXb5+Q3RgGUuEr44w9/ZMX+FTw75NkGm+Q6HSW6REREREREROqJ33T7Dfkl+UzaOIkg3yAe7PXgKe/QbRTixwU3tqfbxXEsnryTpV/tYsMPafQfm0i7flEnvWgS6OfN2B6xjO0Ry/6sQqasSeODlS154sDFtPbJ4L7IDVyS9yONZzwCMx6BFgOckV6dxkLjyNo6fBEREZGGK2ObO7n1BRzagfXyYV/YQD43N/LvA+3Jzw9kYOtQnhoZx6guUQT5nz49U1xYyuqZyayZlYzLWnoMa0HS6Jb4VzFnV2Uu6+KxHx9jXuo8Hu33KJclXlYTR1kvKdElIiIiIiIiUk8YY/hd79+RX5LPxA0TCfINYkK3Caddr1lUEGPu6kb69iMs/HwH37+/mTXfpzDo6jbEd2p+ynWjmgTwmwtac+fQRDakZfPFqlSeWhvLg3kX0Ssok/si1zMg5wcCpv0Rpv8JWg6CrtdCpysgsFlNHbqIiIhIw3M0xUlsbfgc9q/HYjga2Y8ZkWN5Ka0DB5KDSAwL4u6RTmnC2KaB1dqsy2XZsmgfS6fuIj+7mDZJEQy4sjUhYdVb31rLs0uf5bvd3/FArwe4ocMN53KU9Z4SXSIiIiIiIiL1iDGGR/s/SkFpAa+ufpVGPo24udPN1Vo3pm0zxv0pie0rD7Bkyi6m/nMNLTo3Z+DVbQiNPfWcD8YYusY1oWtcEx4Z05EftmXwxcpUJmwJp6TsIkaGH+bO0LV0y/oen6/vh+/+AG1HOEmvdqPAt+oJ00VERETOK7kHYeMUJ7mVshSAgogeLGzxIC+md2bT3iCaBPpyeVI01/SKo0d801OO0K8seeMhFn6xg8PpeUQlNmH0b7oSldjkjEJ8dfWrfLL1E27tciu3dbntjNZtiJToEhEREREREalnvIwXTw16ioLSAv5v+f8R5BvEVW2vqta6xsvQrk8UrXtEsG5eKiun7eGTZ5bRcWA0fa9IJKiJ/2m34efjxfBOkQzvFMmRvGK+WZfO56vSuHpLc3y8LuLWVkf5ZaNlxKdOw2z5BvxDoOMV0O1aSBgCXifOESYiIiLSYBVmweavYf3nsPsHsC7Kwjuyvt39vJ7RjZnJjfDxMlzYPpz7esVxcccI/H3O7HzoUFoui77YQfKmw4SEBTDyji607hV+RkkygIkbJvL2+rcZ124cv+312zNevyEy1trTNzLmXmA80BX4yFo7/hRtfwv8CWgEfA7cZa0tMsZEAK8AFwBBwAbgd9bapafbf1JSkl2xYsVp4xQREREROVebN2+mY8eOng7jvHGy99MYs9Jam+SBkORn4HzqQxaXFXPfnPtYsm8JL17wIpe0vOSMt1GYW8KK7/awfl4qXr5e9BrRgh7DW+Drd+bJqO0HcvhsZSpfrkolM7eYqGAfHmizj0v5kZBd06E4BxpHQ5drnJFe0d3hZ3BxRURERM5DpcWw83tY+zFsnQZlRdhmCeyLv5QP8/rw7rZACkrKaB/ZmOv6xDO2Rwxhwae/oaiyvKwilk3dxeZF+/AL9CFpTAJdL4jD29frjLf12bbPeGrxU4xKGMXzQ57H+zy6+ehUfcjqJrquBlzASCDwZIkuY8xI4D/AxUA6MBlYYq192BiTCFwJfAQcBG4DngUSrLW5p9r/+dRJEREREZH6TYmumqVEl3jC+daHzC/JZ8KsCWw6tInXh71O/+j+Z7WdowfyWTxlJ7tWZxDU1J/+YxNp3y8K43XmiaiSMhdztxzk0xWpzN16kDKXZWCLRtwbu4O+ud/js3M2uEogrJ2T8Op6LTRvdVZxi4iIiNQZayF1Baz7xJl7q+AwNAqloP1VzPAayqtbQ9iZmU+QnzdX9Ijh+j4t6B7X5KxGTZUUlbFmdjKrZibjKnXR9cI4ksYkEBDke1ahT9s9jT/N/xODYwfzykWv4Ot9dtupr8450VVhQ88AcadIdH0I7LHWPuJ+fgnwgbU26iTts4GLrLUrT7Xf862TIiIiIiL1V0NIdE2aNIl//OMf7Ny5k5CQEK666iqee+45mjZtyscff8zjjz/O/v378ff3Z/To0bz66quEhIR4JFYlusQTzsc+ZFZRFuOnjyctN413RrxDt/BuZ72t9O1HWfj5dg7uzSEsPphB49oS177ZWW/vYE4hk1el8cmKFHZl5NHIz5txHYP4dfO1tEz/FrN3kdMwrg90vQ66XA1BYWe9PxEREZEad3gXrPvUSXAd3gU+Abjaj2FD6CjeSk9gxuZDlJRZerdsxvVJ8VzaLZog/7ObGcq6LFuX7mfJlJ3kZRXTulc4A65qTZPwRmcd/vzU+Tww5wG6R3TnjWFvEOgTeNbbqq/qMtG1FnjWWvuJ+3kYkAGEWWsPVWrbA1gCRFprs0613/OxkyIiIiIi9VN9T3T94x//4IUXXuD999/nkksuIS0tjbvvvpuMjAwWLlzIgQMHCAwMJCwsjNzcXO68805CQ0P55z//6ZF4legSTzhf+5AZ+Rn8atqvyCnJYdLISbRp1uast2Vdlm3LD7Bkyk5yjxSR0C2MgVe3pllU0Nlv01pWJR/lsxUpfL02nbziMlqFBXFrF2+u8llC422T4eBGMN7Q5hLofgO0HwO+59+FGBEREWkA8g/Dxi9h7SeQugwwkDCYw22u5qOcHnyw5gjpWYU0D/Lj6p6xXN8nnraRjc9pl+nbj/DjZzvISM4homVjBl/blug2Tc9pm8v3L+eu2XfRumlr3h3xLsF+wee0vfqqLhNdO4F7rLXT3c99gWKglbV2T4V2IcBC4ENr7XMn2dYEYAJAixYteu/du7facYqIiIiInK36nOjKzs4mJiaGiRMnct111x1bnpubS6tWrfi///s/fv3rXx+3/O677yYzM5PvvvvOEyEr0SUecb4mugBSclK4ZdotGAz/GfMfYoNjz2l7pcVlrJ2TwsrpeykrdtF5aCx9LksgMNjvnLabX1zKd+v38+mKFJbtPoyXgQvbR/DrtnkMyJuD94bPITsN/EOg85XQ/RfQYoDm8xIREZHaVVII26Y7o7e2z3RKLYd3pLTrdcz3v5BJG0tZsD0DgMFtwrihTwuGdYrA3+fc5rrKyshn0ZdOCengZv4MuKo1bZMiz6qEdEUbMzdy28zbiGwUyaRRk2gWcPaj9Ou7uh7R9Vdr7afu56FAJhVGdBljAoHpwDZr7R3V2e/53EkRERERkfqlPie6pk+fzmWXXUZhYSE+PseXybjlllsoLi7mo48+4scff+TSSy8lOzubRo0aMXnyZEaMGOGRmJXoEk843/uQ249sZ/z08TT1b8r7o98nLPDcywDmZxez7JvdbFqQhm+AD71Ht6TbRXH4+J77BOa7M/P4fGUKn69M5UB2Ec2D/LiqRzS3xqQSl/wVbPoKSvKgaUtnlFe36yG09TnvV0RERAQAlwuSF8O6j2HjV1CUBcFR0HUce+Mu57+7GvPlmnQO5xUT0ySAa5PiuTYpjrhmZ19KsFxRfgkrvtvDurmpePl40XtkC7oPa4Gv37mfY+08upPx08cT5BvE+6PeJzIo8py3WZ+dqg95dkUkT24j0B341P28O3CgQpLLH5gCpAJ31vC+RURERERq1IJPt5GZklur+wiLD2bIde2q1TYzM5OwsLATklwA0dHRrFzpTH07ePBgsrKySEtL4+233yYhIaEmQxYRD2vbrC3/uuRfTJg1gTtn3cl7o94jxO/c5uFrFOLHhTe2p9uFcSz6cgeLv9zJhh/SGHBVa9r0jjirCdbLtQoL4o8jO/DbYe1YsCOTT5en8J8lybxbZund8pfcdMmDXOq3Ev8Nn8IPL8AP/wfx/ZxRXp2vhMDz985kERERqUUZ25zk1rrPICsZfIOg4+UUdBrHN9lt+XhlOivnHsLX+zDDO0VyXVI8Q9qG432Oo6wAXGUuNi5IZ9nXuynML6HjgGj6jU0kqIl/DRwYpOakMmHmBHy8fHhr+FvnfZLrdKqV6DLG+LjbegPexpgAoNRaW1qp6X+AScaYD4B04DFgknsbvsDnQAFwi7XWVSNHICIiIiLyMxEWFkZmZialpaUnJLv27dtHWNjxozpiY2MZNWoUN9xwA6tWrarLUEWklvWI6MHLF77MPXPu4Z7Z9/Dv4f+mke+533XcPCaIy+7tTsrmwyz8fAcz39nI2u9TGHxtW6ISm5zTtn28vbiofQQXtY8gM7eIL1el8vHyFH43ZQeP+4dyRY+nufkXvnTMmAZrPoJvHoRpf4L2o52kV5tLwNv3nI9RREREzmMFR2DDl7DmQ0hbAcYLWl+Mvfgx1jcewkdrMpn6YTp5xRtpHR7Eo2M6clWvWMKCayYBZa1l74ZDLPpiB0f25xPbvimDxrUlPP7c5vaqKCM/gwmzJlBYVsh7o96jRUiLGtt2Q1Wt0oXGmCeAxystfhKYCGwCOllrk91tfwf8CQgEvgB+Y60tMsZcAMzDSXRVTHKNttYuONX+z/eyEyIiIiJSf9Tn0oVZWVnExMTw3nvvnTBHV2JiIs8++yy33377ceuUlzHMysqq63ABlS4Uz/g59SFn7pnJH+f/kQExA3j1olfxrcFEkMtl2bJ4H0un7iI/q5jWvSIYcFVrmoQH1tg+rLUs33OEj5cn8+26fRSVuugcE8INSXFcGZ1J4y2fw/rPIP8QNAqDrtc65Q2ju2s+LxEREXG4ymDnXFjzAWz5FsqKIKIT9LiJo63H8uX2Uj5dkcKW/TkE+npzabdobugTT++Wzc5p1Hplh9JyWfjFDlI2HaZJRCCDrmlDQrewGt1HVlEW46ePJy03jXdGvEO38G41tu36rsbm6PKUn1MnRUREREQ8qz4nugBeeOEF/vGPf/D+++9zySWXkJaWxt13383+/ftZvHgxn3/+OUOGDKFFixbs3buXX/3qV4SGhvLll196JF4lusQTfm59yC+2fcETi59gVMIonh/yPN5e5z7nQ0XFhaWsnpXMmpnJuKyl24VxJI1JwL9RzY6uyiooYeqaND5alsKmfdkE+Hoxpms0NyZF07t4JWbdx7B1GpQVQ3jHn+bzComu0ThERESkgcjY6ozcWvcJ5Oxzyh13vQ5X91+wOD+Oj1ekMmPDforLXHSPa8L1fVpwefdoGgfU7DlMfnYxy77exaYf0/EL9KHPpa3ockEs3j5eNbqfvJI87ph5B1sPb+X1Ya/TL7pfjW6/vqvLObpERERERKQWPfTQQ4SGhvKHP/yBnTt3EhISwpVXXskHH3yAv78/mzZt4k9/+hNHjhyhWbNmjBkzhueee87TYYtILbqm3TVkFWfx0sqXCPEL4bH+j9XoncN+AT70uzyRzoNjWTp1J2u+T2HL4v30uSyBzkNj8faumYs4TQJ9+eWABG7u35INadl8tDyZqWvS+XJVGq3Dg7ihzxNcc9ELNN/zLaz9GGY/Dt8/CYkXQvcboeNl4Ftzo81ERESkHjqhNKE3tB0Bo19gf+QFfL72IJ98kELK4XSaBPpyY78WXJcUT6eYc5vPtCqlJWWsm5PKiml7KCt20fXCOPpc1oqAoJovtVxUVsQDcx5g06FNvHjhiz+7JNfpaESXiIiIiEgF9X1EV0OjEV3iCT/XPuRLK19i4oaJ3NH1Du7vdX+t7ScjJYeFn+8gbesRmkY2YsBVrWnVvWbL8pTLLy7lm3X7+GR5Civ3HsHX2zCiUxTX94lncLMsvNZ/4iS9spLBPwS6XA09boK4PiptKCIicr44RWnCks7jmJMKnyxPYd7Wg7gsDGwdyvV94hnZOYoA35od6Q5O6eUdKw+yePJOcg4VktAtjIFXt6ZZVFCN7wugxFXC7+f9nrkpc3l28LNc3vryWtlPfacRXSIiIiIiIiLnuQd7PUhWURZvr3+bEL8QxncZXyv7CY9vzNgHexybaH3am+uJaduUQePaENGyZu+WbuTnw3VJ8VyXFM+2Azl8sjyFL1el8u36fcQ2DeT6Ptdx7a0PEn1kpbt00aewchKEtoUeNzrlDUNiajQmERERqSMZW53k1tpPIHe/U5qw93jocSO7fdvwyYpUPn91A5m5RUQ09ueuC1tzXVI8LUNrJ+EEcGB3Nj9+tp39u7IIjQ3migd7EN+hea3tz2Vd/GXhX5ibMpdH+j3ys01ynY5GdImIiIiIVKARXTVLI7rEE37OfcgyVxkPzX+ImXtn8uTAJ7m67dW1u78yF5sWpLPsm90U5pbQvl8U/cYm0rh5QK3ts6i0jJkbD/Dx8mQW7jiEl4EL20dwQ594LmoViO+WqU7SK3kRGC9ofbGT9Gp/KfjWXlwiIiJSAwqOwIYv3KUJV/5UmrDHjRQkDGPalsN8vDyFZbsP4+1luLiDcw5wQbtwfGqonHJVcg4XsmTKTrYtO0BgiB/9xybSYUA0Xl61N4LcWstzy57joy0fcV/P+5jQbUKt7ash0IguERERERERkZ8Bby9vnh/yPLkluTy5+Eka+zVmeMvhtbc/by+6XhhHu35RrJq+h7Xfp7Jj1UF6DIun18iW+AXU/GUHfx9vLu8ew+XdY0g+lM8nK5L5bEUqE7YcJLyxP+N69+GGsVfTkv2w9iNY8xF8/msIaAJdxjmlDWN7qbShiIhIfXGy0oQj/grdrmNDlj+fLE9hyqcLyCksJSG0EQ+Nas+4XnFEhNTuTSzFhaWsnpnM6lnJAPQe3bLWznEqe23Na3y05SPGdx7PHV3vqPX9NWQa0SUiIiIiUoFGdNUsjegST1AfEvJL8pkwawKbDm3iX5f8iwExA+pkv9mZBSz5ahfblzt3O/e7vBUdB0bjVYt3WAOUlrmYuzWDT5YnM2eLMz/HgMRQbugbz8hOEQSk/OhcPNv8NZQWQngHZ5RXt+uhcVStxiYiIiInUVVpwq7XQY8byWraialr0/l4eQob07Px9/FiTNdoru8TT79WzWtlbtCKXC7LlsX7WPrVLvKzi2nbJ5IBV7Wu1VHrFU3aMIl/rPwH17S9hscHPF7rx9sQnKoPqUSXiIiIiEgFSnTVLCW6xBPUh3RkFWVx64xbSc1J5Z0R79AtvFud7Xv/7iwWfb6DfTuzaB4TxKBr2tCic2jd7DurkM9XpvDx8hRSjxTQtJEvV/WM5YY+LWjf1AUbJ8PqDyB1mVMOqc0wd2nD0eDjXycxioiI/GydojShbTuCpSl5fLo8hW/X76Oo1EWn6BBu6BvP2O6xNGnkWychpmw6zMIvd3AoNZeoxBAGjWtLVGKTOtk3wOfbPufJxU8yMmEk/zfk//D28q6zfddnSnSJiIiIiFSTEl01S4ku8QT1IX+SkZ/Br6b9iuzibCaNmkTbZm3rbN/WWnatzmDR5J1kZxTQolNzBl7ThtDY4DrZv8tlWbTzEB8tT2bmxv2UlFl6tmjKDX3iuaxbDEE5u52LbGs/hpx0913k1zpJr+geKm0oIiJSU8pKYVd5acLvfipN2OMm6HYdB20IX6xM49MVKezOzKOxvw9je8ZwQ58WdImtuwRTZmoui7/cQfKmw4SEBdB/bGvaJEXU6Wiq6bun89D8hxgUO4h/XvRPfL3rJrnXECjRJSIiIiJSTUp01SwlusQT1Ic8XkpOCrdMuwWA90e/T3zj+Drdf1mJi/U/pLLiuz0UF5TScVAMfS9vRVCTuhs9dSi3iMmr0/hoWTI7M/II8vPmsm4xXN83np6xjTG75zmjvI7NC9L5p9KGweF1FqeIiMh55eAWWPthlaUJSyO6Mn9HJh8vS+H7LQcpc1n6JjTn+j7xjOkaTaBf3Y1iyj1SxNKvd7Fl8T78A31IGpNA1wvi8Pat3dLLlc1Pnc8Dcx6gW3g33hz+JoE+gXW6//pOiS4RERERkWpSoqtmKdElnqA+5Im2H9nO+OnjCfEL4f3R7xPRKKLOYyjMLWH5d7vZMC8Nb18veo1sQfdhLfCtwwtZ1lpWJR/h42UpfLNuHwUlZbSLDOa6pHiu7hVHc6882PClc8d52krw8nGXU7rJ+dfHr85iFRERaZBOUZqQdiNJzirj0xUpfLYyhQPZRYQF+3FN7ziuS4qndXjdjPouV1xQyqqZe1k7OwWXtXS7MI7eoxMICKr7UVQrD6zkzll3ktgkkXdHvktjv8Z1HkN9p0SXiIiIiEg1KdFVs5ToEk9QH7Jq6zLWcfvM24kJimHSqEk0DWjqkTiOHshn8eSd7FqTQXAzf/qNTaR93yiMV92WCswpLOGbdfv4ZHkKa1KO4uttGNEpiuv7xDO4TRhemVvdd6F/DLkHoFGocxd6z5sgqmudxioiIlKvnaY0YaF/KDM27ufTFSks3HEILwMXtAvn+j4tuKRjBL7edTtyqqzMxaYF6Sz/djcFOSW07RNJ/7GJhIR5ZgTVpkObuG3GbYQ3CmfSqEk0D2jukTjqu1P1Iev2GyQiIiIiIufsww8/JCkpieDgYKKjoxk9ejQ//vgj77//Pr179yYkJIS4uDgeeughSktLq7UuwBNPPIExhk8//fRY+9LSUowx7NmzB4C//e1vdOnShcaNG9OqVSv+9re/1dlxi8i56Rbejdcufo2UnBR+M/s35BbneiSOppGNGP2brlz1+540CvHj+0mb+ez5FaRtPVKncTQO8OUXfVsw5Z5BTH9wCDf3b8nCnZn8auIyhrwwl1fWeZPe58/w201w42eQMBhWvAtvDnYeS96AvEN1GrOIiEi9cnALzPoLvNQZPhgHu+ZB7/Ew4Qe4axGbEn7FE3My6Pfs9zzw8Rr2Hsrn98PbsfDhi3nv1r6M6hJVp0kuay271mTw8VPLmP/xNppFBTHu4SRG3NbZY0muXVm7+M2s3xDiF8Jbw99SkussaUSXiIiIiEgF9X1E14svvsjzzz/Pm2++yciRI/Hz82P69OnMnz+fxMREunTpQr9+/cjIyOCKK67g2muv5eGHHz7tun/729944oknePXVV4mIiGDDhg14e3tTWlqKr68vu3fvJiEhgRdeeIFhw4bRrVs3du7cyYgRI/i///s/brjhhirj1Ygu8QT1IU9tXso8fjv3t/SI6MEbw94gwCfAY7FYl2Xb8gMsmbKT3CNFtOoexsCr29A0spFH4ikqLWPmxgN8sjyFH3dkYgwMbRvO9X3iGdYxEr/io045ptX/g31rwMsX2o10lzYcDpowXkREzndVliYc7vxf2G4kWSVeTF2bzqfLU1ifloWftxcju0RxfVI8A1uH4lXHI7jL7d+dxaIvdrBvRxbNohox4Oo2JHQNxRjPxAOQlpvGr6b9ijJXGf8Z/R9ahLTwWCwNgUoXioiIiIhUU31OdGVlZREbG8t7773Htddee9r2L774InPnzuXrr7+u1rpPPPEE27dvZ8OGDfzud7/jlltuOSHRVdn999+PtZZXX321ym0q0SWeoD7k6X236zseXvAwQ+KG8PKFL+Pr4QRNaXEZa+eksHL6XsqKXXS+IJY+lyYQGOy5ObFSDufz2YoUPl2Ryv7sQkKD/Li6VyzX94mnTURjOLDRuci37hPIy4BGYdDtOmcOEpU2FBGR88lpShPaoHCW7j7Mp8tT+Hb9PopKXXSIasz1feK5skcszYI89/95VkY+S77axY4VBwkM8aPvZa3oNCgarzoul1hZRn4G46eP52jRUd4b9R7tmrXzaDwNwan6kD51HYyIiIiIiJydxYsXU1hYyFVXXVWt9vPnz6dz585ntK4xhqeffpoHH3yQG2+88ZR3OFprWbBgAXfeeWf1D0JE6oUxiWPILcnl6SVP88iPj/D8kOfx9vL2WDw+ft70HpVAx4ExLPtmNxvmpbJ1yX6SRifQ7aI4vH3r/mJUfPNG/G5Eex4Y1o752zP4ZFkK7y3cw9sLdtO7ZTOu7xPPpRc+SdCwJ2DH987Fv2Vvw5LXIbKrk/Dqei0Eh9d57CIiIjUiY6vz/9vaTyB3PwQ2c0oT9rgRortzIKeIz5en8tmKjew5lE9jfx/G9Y7j+j7xdI1t4tHRUnlZRaz4bg+bFqTj5WNIGpNAzxEt8AvwfErkaOFRJsyaQEZBBm+PeFtJrhrg+U9VRERERKSemjvpLQ7u3VWr+4homchF4ydUq+2hQ4cICwvDx+f0p/ETJ05kxYoVvPPOO2e87hVXXMFf//pX3nnnHe64446TtnviiSdwuVzceuut1YpfROqX69pfR25JLi+tfIkg3yAeH/C4Ry9IATQK8ePCG9vT7cI4Fn25g0Vf7mD9D6n0u7wVbftGeaTckbeX4aL2EVzUPoKMnCImr07l4+UpPPT5Op6cupEresRwfZ/+dL9uJOZYOacPYMafYdb/g7YjnAuCbUeCj+fuaBcREamWKksTuv8vazeSEuPL3C0H+XTWCuZuzaDMZenXqjn3X9KW0V2iCfTz3I0zAEX5JayemczaOSm4Si2dBseQdGkCQU38PRpXudziXH4z+zckZyfzxrA36B7e3dMhnReU6BIRERERaSBCQ0PJzMyktLT0lAmrKVOm8Oc//5nZs2cTFhZ2RuuWe+aZZ7j11lv55S9/WeXrr732Gv/5z39YsGAB/v71o9MoImfu111+TW5xLm+vf5vGfo35Xe/feTzZBdA8JojL7u1OyqbDLJ6yk9mTNrNqZjL9rkikVfcwj8UY3tifCUNbc8eQRFbuPcLHy1OYsjqdj5al0D7SKdF0Vc9baNb3Dji4+afShlu/g8Dmzggv913w1IP3WUREBDh5acIRf3XK8gZHsCsjl09m7eKLlWlk5hYR0difCUMTuS4pnlZhQZ4+AkqLy1g3L5VV0/dSlF9K2z6R9L28FU0jPDPvZ1UKSgu4d869bD28lZcvepm+0X09HdJ5Q4kuEREREZGTqO5Iq7oyYMAA/P39mTJlCuPGjauyzfTp07njjjv49ttv6dq16xmtW9Hw4cNp06YNr7/++gmvTZw4keeff5758+cTFxd39gckIvXCfT3vI7ckl0kbJxHsG8yd3etPOdL4Ts2J69CMnaszWDp1F9PeXE9kqxD6j00krkNzj8VljCEpoTlJCc15/PJOfL12H58sT+apbzbx/LQtjOgcyQ19WjBw2FN4XfI47JwDaz+Ele/Bsn9DRGfo8Qvoeh00jvTYcYiIyM9cxtafbsrI2XdCacL8kjK+W7+fT5YvYvmeI3h7GS7uEMH1SfFc2D4cHw/PcwXgKnOxedE+ln+7h7yjRbToHEr/sYmEt2js6dCOU1JWwm/n/ZZVB1bxwtAXuCD+Ak+HdF5RoktEREREpIFo0qQJTz31FPfccw8+Pj6MGDECX19fZs+ezdy5cxk1ahQ33XQTkydPpm/fvme07gsvvHDC/v76178yduzY45Z98MEHPPLII8ydO5fExMRaPV4RqRvGGB7u+zC5xbm8tuY1gv2CuanjTZ4O6xjjZWjTO4LEHmFsWbKf5d/s5quX1xDXoRn9x7YmslWIR+NrHODLjf1acGO/Fmzel80ny1OYvDqNb9btI65ZINf0imNc78HEXzsC8g/Dxi9hzUcw8zGY9Ti0GeZcUGw/Gnw0QlZERGpZwRHY8KW7NOGKn0oTjn4B2o3EevuxNjWLTyZv4Ou16eQWlZIYFsTDoztwda9YIhoHePoIALAue+xGmKMH8olKDGH4rzsR266Zp0M7QamrlD8t+BML0xby5MAnGdVqlKdDOu8Ya62nYzitpKQku2LFCk+HISIiIiI/A5s3b6Zjx46eDuOUPvjgA1566SU2b95M48aN6d27N48++iiPPvooCxYsICDgp87nkCFDmDZt2mnXHThwIE888QQ7duzgf//737H2Y8aMYdq0aezevZuEhARatWpFamrqceUKb775Zt58880qYz3Z+2mMWWmtTaqJ90OkMvUhz06pq5Tfz/s9c1Lm8MygZxjbZuzpV/KA0pIyNs5PZ+X0PRTklJDYI5y+V7QiNCbY06EdU1hSxsxNB/h0eQoLd2ZiLfRPbM643vGM7hJFkL/PiXfRBzSFruOcpFdML5U2FBGRmuMqg53lpQm//ak0YY+bjpUmPJBdyOTVaXy+MpUdB3MJ9PVmTNdoru8TT5+EZvWitDGAtZaUTYdZ8tUuMpJzaB4TRP+xiSR081xp41NxWRf/b+H/Y+rOqTzU5yF+2anq0vByeqfqQyrRJSIiIiJSQUNIdDUkSnSJJ6gPefaKy4q55/t7WLZ/Gf+44B8MaznM0yGdVHFhKWu/T2HNrGSKi8po3y+Kvpe1IiQs0NOhHSftaAGTV6Xy+cpU9hzKp5Gfc+Hw2t5x9G3VHGNd7nlRPnQuPpYWQngH6P4L6HY9hER7+hBERKShqqo0YdfrjpUmLCx1MXvzAT5fmcr8bRm4LCS1bMa43nFc2i2axgG+nj6C46RuOcyyr3ezb2cWwc396Xd5Iu36ReHlVf8SXOAk5Z5b9hwfbfmIu3vczV3d7/J0SA2aEl0iIiIiItWkRFfNUqJLPEF9yHOTX5LPhFkT2HRoE69d/BoDYwd6OqRTKswtYdWMvaybl4p1WToMjCZpdAKNm9eP0krlrLWs2HuEz1ek8s26dPKKy2jRvBHX9Irj6l6xxDdvBAVHYeNkWPsRpCwF4wWtL3Hm82p/KfjWr2MSEZF6KO+QUyZ37cfHlybsceOx0oTrUrP4bGUKU9ekk11YSnSTAK7pFcc1veNoFRbk6SM4Qfr2oyz7ehdp244S1NSfpNEt6TgwBm9fz88Rdir/XPVP3l7/Nrd0uoXfJ/2+Xo44a0iU6BIRERERqSYlumqWEl3iCepDnrvs4mx+Pf3X7M3ey+vDXqdPVB9Ph3RaeUeLWDFtD5sWpoOFjoNi6D2qZb1LeAHkF5cyY+N+PluRyqKdhwAY2DqUcb3jGNUlikZ+PpC5A9Z+6FyozE6DgCbQ+WqnzFRckkobiojIT0qLYNt0WPsJbJ8BrlKI7OIeHeyUJjxYoTTh9oO5+Pt4MbpLFON6xzOgdSje9XBU1P5dWSz7ehcpm48QGOJH71Et6TwkBh9fb0+HdlrvrH+HV1a9wrh24/hL/78oyVUDlOgSEREREakmJbpqlhJd4gnqQ9aMw4WH+fX0X5Oel85bw9+iR0QPT4dULTmHC1k1fa+T8AI6DYqhVz1NeAGkHsnny1XOhcfkw/kE+XlzabdoxvV2z4liXbB7vlN6avPXUFoAoW2h+/VO+almLT19CCIi4gnWQsoyZxTwxslQeBSCI6HrtdD9BojqSmFJGd9vPsjnK1P4wV2asHeF0oQh9aw0YbmDe7NZOnU3yRsPEdjYl54jWtLlglh8/ep/ggvgw80f8tyy5xjTagzPDn4Wb6+GEXd9p0SXiIiIiEg1KdFVs5ToEk9QH7LmZORncOuMWzlUcIi3R7xNl7Aung6p2nIOF7Jy2h42L9oHxkl49R7VkuBm9TPhZa1l2e7DfL4ylW/X7yO/uIyWoY0Y1yuOq3vHEds0EAqzYdMUJ+mVvNhZscVAJ+nVaawz94qIiJzfDu+CdZ86I36P7AbfRtDhMuf/glYXYr28WZeaxecrU5m6Np2sghKimwRwda9YrukVR2J4sKeP4KQO7s1m+bd72LMuE/8gH3q5E1x+AT6eDq3aPt36KU8veZqL4i/iHxf+A1+v+plMbIiU6BIRERERqabNmzfToUMHlZaoAdZatmzZokSX1Dn1IWvW/rz9jJ8+npziHN4d+S4dmnfwdEhnJPtQASun72XLwn3gBZ0Hx9JrZEuCm/l7OrSTyisqZdqG/Xy+MoUluw5jDPRr1ZyresYyuqv7Dvwje2D9Z06ZqkPbwdsP2o2EbjdA2+HgU3+PT0REzlDBEfccjp9AyhLAQKuhzsitjpeDf2NSDufz1Zo0Jq9OY2dGHv4+XozqEsW43nEMbB1WL0sTltu3M4sV3+0heeMh/Bv50GNYPN0uiscvsOEkuAAmb5/MXxb9haFxQ3npwpfw8/bzdEjnFSW6RERERESqadu2bSQkJODnp07JucrPzyc9PZ02bdqc8JoSXVKb1IeseWm5aYyfPp6i0iLeHfkubZu19XRIZyw7s4CV0/awZfF+8IIOA6LpNaIlTcIDPR3aKaUcdkobTlmTxu7MPPx8vBjeMZIre8ZyQbtw/LwNpK927u7f8DnkZUBAU+hyNXS7HuL7aT4vEZGGqLQYdsxyRm5tmw5lxRDewUludb0OmsSSlV/Ct+v3MWV1Gsv2HAagb0JzruwZy6XdomkSWH9HE1lrSdt6hBXT9pC29SgBwb70GBZPlwvi8G9gCS6Ar3d+zaM/PsqAmAH88+J/4u+tG05qmhJdIiIiIiLVdPDgQYqKioiNjcXLy8vT4TRI1loKCgpIS0sjMjKSkJCQE9oo0SW1SX3I2pGcncyt02+lzJbx3qj3aNWkladDOivZmQWsmpnM5kXp2DJL2z6R9BrZktDY+lvKCZy/rWtTs5iyOo2pa9M5nFdMs0a+XNYthit7xtKrRVOMqwx2zYV1n8Dmb5z5vJq2dBJe3a6HsBNvPBARkXrEWkhb6SS3NnwBBYchKNyZd6vb9RDdnaIyF3O3ZDB5dSpzt2RQXOaidXgQV/eK44ruMcQ3b+Tpozglay3JGw+z4rs97N+VRaMQP3qOaEHnIbH4+jfMuaym757Onxb8iT6RfXjtktcI8KmfZZIbOiW6RERERESqyeVykZqaSl5enqdDadB8fX2JiIioMskFSnRJ7VIfsvbsytrFrdNvxcf4MGnUJOJD4j0d0lnLO1rEmtnJbFiQTmlRGa26h9F7dAKRCVX/3apPSspcLNieweTV6czcuJ+iUhctmjfiyp6xXNUzllZhQVCU4yS71n0Mu34ALMT2di6UdrkGgsI8fRgiIlIuY5tTjnb9Z868Wz4B0OFSpxxt64txGW9W7D3C5NVpfLsunezCUsKC/bmiewxX94qlc0xIvS+9bl2W3WszWTFtDxnJOQQ396fXiJZ0HBSNj2/DTHABzN47mz/88Ad6RPTg9Utep5Fv/U40NmRKdImIiIiISL2iRJfUJvUha9f2I9v59YxfE+gTyKRRk4gJjvF0SOekMLeEdXNTWDc3laL8UuI6NKP36ARi2zWt9xcNAXIKS5ix8QCTV6eyaOchrIUe8U25qmcsl3WLJjTYH7LTnZEBaz+BA+vBeEObYdD9emg3Gvx0UU5EpM5lpTl/m9d/BvvXgfFy5t3qMg46XQEBTdhxMJcpq53ytalHCgj09WZUlyiu7BnLoNah+HjX/woUZaUuti8/wOpZyRxOzyMkPJDeo1rSvl8U3j71P/5TmZcyj9/O/S1dwrrw5vA3CfIN8nRI5zUlukREREREpF5Roktqk/qQtW/zoc3cNvM2mvg1YeLIiUQHR3s6pHNWXFjKhvlprJmdQkF2MVGJIfQc0ZJW3cIwXvU/4QWwP6uQqWvTmLw6nc37svHxMlzQLpwresQwrGMkQf4+cGCjU9pw3WeQkw6+QdBhjHNhtfXF4KM5KkVEak3+Ydj0Faz/HPYu5Nho267XQueroHEU+7MK+WZdOl+tSWd9WhZeBga3DeeqnjGM6BTl/C1vAIoLStm4IJ21c1LIO1pE85ggeo1sSdukCLwaQILudBakLuCBuQ/QoXkH/j383zT2a+zpkM57SnSJiIiIiEi9okSX1Cb1IevG+oz13DnrTkL8Q5g4cmKDH9lVrrSkjC2L9rFqZjI5hwppEhFIj0viaT8gGl+/hlNaacv+bCavTmPqmnT2ZRUS4OvFJR0jubxbNBe2jyDAG+ci6/rPnYuuhUchoKkziqDLOEgYDF4N53hFROqt4jzYOs35e7tjNrhKILQtdLvOKSUb2ppDuUV8t2E/X69NZ/mew1gLXWJDuLJHLFf0iCGiccOZ8yn3SBHr5qSwcUEaxYVlxLZvSs/hLWnRuXmDGCldHYvTF3Pv9/fSumlr3h7xNk38m3g6pJ8FJbpERERERKReUaJLapP6kHVnQ+YGJsycQIh/CO+OfJfY4FhPh1RjXGUudq7OYM2sZA7uzSEgyJcuF8TS9cI4GoU0nFFPLpdlZfIRpq5J57v1+ziUV0ywvw8jOkVyefcYBrcNw9eWwq65zkXYLd9CSR4ERzqjC7qMg7gkOE8uToqI1ImyEtg51ylLWP53tXEMdL3GGb0V1Y2swlJmbHSSW4t2HqLMZWkTEcwV3WO4rFs0ieHBnj6KM3IoPZc1s5LZtuwA1mVp3TuCnsNbENGy/s99eSYWpS3i/rn30zKkJe+OeJemAU09HdLPhhJdIiIiIiJSryjRJbVJfci6tTFzI3fMuoNg32AmjpxIXOM4T4dUo6y17NuRxZrZyexel4mXt6F93yi6D4snNKZhXYQsLXOxeNchvl6bzvQN+8kuLKVpI19Gd4ni8m4x9EsMxbu0ALbPcJJe22dBWRE0beGMOugyDiI7K+klIlKVslJnpOzGybB5KuQfckbKdr7SSW61GEheiYvZmw/w9dp9zN+WQXGZixbNG3FZt2gu7x5Dh6jGDWrUk7WWtG1HWTMrmb0bDuHj50XHQTH0uCSekLBAT4dX435M+5EH5jxAqyateHvE2zQLaObpkH5WlOgSEREREZF6RYkuqU3qQ9a9TYc2ccfMO2jk24iJIycS3zje0yHViqMH8ln7fQpbFu+jtMRFi87N6TGsBXEdmjWoC5MARaVlLNiWydfr0pm16QD5xWWEN/bn0q7RXN49mp7xzfAqznZGIqz/HHbNA1sG4R3cSS+n3JaIyM+aqwz2LvopuZWX4cx92H6Uk9xqfQmF1pt5WzP4el06328+QGGJi6iQgGPJrW5xTRrc/yElxWVsX3aAdXNTOJSWR2BjX7peGEfXC+IICPb1dHi1Yn7qfB6c+yBtmrZRuUIPUaJLRERERETqFSW6pDapD+kZWw5v4faZtxPgHcDEkRNpEdLC0yHVmoLcYjb8kMb6eakU5JTQLDqIbhfG0q5fFH4BPp4O74wVFJcxZ8tBvl6bzpytBykudRHbNJBRXaIY0zXKSXoVHIJNU2D9F5C8yFkxujt0GgudrlTSS0R+PlwuSFkCG7505jjMOwi+jaDdSKfka5vhFBp/ftiWwbT1+5i9+SC5RaU0D/JjTNcorugeS1LLZnh5NazkFkDO4UI2/JDKxh/TKcorJTQumO4Xx9E2KRKfBjSP5ZmamzyX3/3wO9o3a8+/h/9bSS4PUaJLRERERETqFSW6pDapD+k5Ww9v5faZt+Pn7cfEkRNpGdLS0yHVqtKSMrYvP8D6eWlkJOfgF+BNhwHRdLkglmZRQZ4O76zkFJYwa9MBvl6bzo87Mikps0SG+DOqcxSjukTTt1VzvHPSnNELG6dAmvt3LbIrdHYnvcLaevIQRERqnssFqct++tuXux98AqDtCCe51W4kedafuVsPMm3DfuZuOUh+cRlNAn2PzYk4sHUoPt5enj6SM1ZewnfdnBR2rckAILFHON0ujiO6TdMGNxrtTH2/93v+MP8PdGzekTeHv0mI3/k151hDokSXiIiIiIjUK0p0SW1SH9Kzth3Zxu0zbsfXy5d3Rr5DqyatPB1SrbPWcmB3NuvnpbJj5UFcZZb4Ts3pemEcLbuENsi79gGyC0uYs/kg0zbsY97WDIpKXYQG+TGicxSju0QxoHUovjlpTrmujVOci8AAEZ2dkV6dr4Tw9p48BBGRs+dyOcn88uRWTjp4+0Pb4e7k1iiyrT9zNh/ku/X7+GGb83cyLPinv5P9E0PxbYDJLYDiwlK2LTvAhvlpHErNxT/Ih86DY+hyQRyNmwd4Orw6MWvvLB764SE6hXXizWFv0tivsadD+llToktEREREROoVJbqkNqkP6Xnbj2zn9pm342W8eHfEuyQ2TfR0SHUmP7uYTT+msWF+OnlHi2gcGkDnITF0GBBNUBN/T4d31vKKSpm3NYPvNuw7bqTC8E6RjOkaxaA2Yfjn7XeSXpu+guQlgHXm9Op0pZP4iugI5/md/yLSwJWVwt6FsPlr2PIN5OwDbz9oM+xYcutIWQCzNh9g2vp9LNxxiOIyF5Eh/ozuEs2oLlH0SWiOdwO9wQEgIzmHDQvS2L7sACVFZYTGBdP1Aqc8r+95XJ6wsum7p/PwgofpGtaVN4a9QbBfsKdD+tlToktEREREROoVJbqkNqkPWT/sPLqT22bchsu6+Pfwf9MxtKOnQ6pTZWUudq/JZP28VNK3H8V4GRK6htJpcAwtOjfcUV4AhSVlzN+WwbQN+5m9+QA5haU09vfhog4RDO8UyQXtwwkpznQuFG/6yrlojIWwdk7Cq+PlENVNSS8RqR9KCmHXPOdv1tZvoeAI+ARCm0ucv1ftR5NW6Mf3mw8wc+MBFu86RJnLEts0kDFdnbKuPeObNui/6yVFTinejQvSOLg3Bx9fL9r0iaTzkBgiE0LO+/KElU3ePpknFj9Bj/AevD7sdYJ8G2Y54vONEl0iIiIiIlKvKNEltUl9yPpjb/Ze7ph5B7nFufxr2L/oGdHT0yF5xNED+Wz6MZ0tS/ZRkFNCcDN/Og6MpuOgmAZf/qm41MXCnZlMW7+P2ZsPcjivGF9vQ//EUIZ3imRYx0hivLNhy9dO6a+9C8G6oEk8dLjUebQYCN4+nj4UEfk5KcqB7TOd5Nb2WVCcC/5NoP0o6Hg5tvXFbMwoZdamA8zefICN6dkAJIYHMapzFKO7RNMltmEngKy1ZKbksmlhOtuW7qe4sIzmMUF0HhJD+35R+Dfy9XSIHvHfTf/lheUvMChmEC9d9BKBPoGeDknclOgSEREREZF6RYkuqU3qQ9Yv+3L3ccesOziYf5CXL3qZgTEDPR2Sx5SVuti9NpNNC9NJ2XwYgBadQuk0OJqELmF4+zbMeVzKlbksq5OPMGvTAWZtOsCuzDwAOseEHEt6dW5ShNk2A7Z8CzvnQFkRBDaDdqOcpFfri8FPd86LSC3IOwTbpjnJrZ1znb8/QeHO356Ol1McP5ilyTlOcmvTAdKzCjEGerdo5vwN6xRJ6/CGX74uP7uYbcv2s2XxPg6l5eHt40Xr3uF0HhJLdOsmDTp5dy6stfx73b/515p/MbzlcJ4f8jx+3n6eDksqUKJLRERERETqFSW6pDapD1n/ZBZkcuesO9mdtZu/X/B3Lm5xsadD8rjszAI2L9rH5oXp5GUV49/Ih7ZJkbTvH0Vkq4Y9SqDczozcY0mvVclHsBZimwYyrGMEwzpF0i/WH78985yk17bpUHgUfAKcZFf7MdB+NASFefowRKShshYyt8HWac4jddlPI0o7Xg4dLycrrBfzth9i1qYD/LA1g5yiUgJ8vRjSNpzhnSK5pEMEocENd37FcmWlLvZuOMTmRftI3nAIl8sSkRBCxwFRtEmKJCDo5zl6q5y1lhdXvsikjZO4ovUVPDnwSXy8NNK4vlGiS0RERERE6hUluqQ2qQ9ZP2UVZXH37LvZeGgjzwx+hssSL/N0SPWCq8xFypYjbF2yn11rMigrcdEkIpAO/aNo1zeKkLDzo2RSZm4RczYfZNbmAyzYnkFhiYvG/j4MbhvGRe0juKBNUyKPrnaSXlu+hawUMF4Q3x86jIG2IyGsreb1EpFTKyuB5MU/JbeO7HaWR3WF9mOw7Uaz3bs1c7dmMG9rBsv3HKbUZQkL9neS8B0jGdw2jABfb88eRw0oL024Zck+ti07QGFuCY1C/GjfL4oOA6JpHqPRswBlrjL+uvSvfLbtM37R4Rc83PdhvEzDHmF9vlKiS0RERERE6hUluqQ2qQ9Zf+WV5HH/nPtZvn85j/V/jOvaX+fpkOqV4oJSdq4+yNYl+0nbdhSAmLZNad8/isQe4efNHfcFxWUs3JHJ7M0HmLc1g/3ZhQB0ig7hog7hXNgunJ6+Kfhs/w42fwMHNzorNktwEl7tRkLCYPBp+KMsRKQGFByB7bOdsoTbZ0NRFnj7Qauh0H40+QnDWZgRwNytB/lhawZpRwsA6BDVmIs6OMmtnvFN8fI6PxLpR/bnsX35AbavOMjRA/l4+RhadQunw4AoWnRqjpe3kjjlSlwlPPbjY3y3+zvu6HoH9/W877wYUX2+UqJLRERERETqFSW6pDapD1m/FZUV8ft5v+eH1B+4v+f93N71dl1UqkL2oQK2LT3A1qX7nQuV3ob4Ts1p0zuCVt3D8Q88P0oqWWvZsj+HuVsPMm9rBiv3HqHMZQkJ8GFIu3Auah/BRZEFhKbPg+0zYfd8KC0E3yBIvBDajYC2IyAkxtOHIiJ1pbwk4fZZTtnTvYvAlkGjMGg3CttuJLub9GPu7nzmbT3I0l2HKS5zEeTnzaA2YVzUIYIL24cT3eT8GDELkHO40J3cOkBmSi4YiG3XlLZJkbTuFXHe3ChRkwpKC/jjD3/kh9QfeLDXg9zW9TZPhySnoUSXiIiIiIjUK0p0SW1SH7L+K3GV8JeFf+GbXd9wQ/sbeLjvw3h7NfwyUbXBWktGcg7bVxxkx8oD5B4uwsvH0KJTqDvpFYZfwPmR9ALIKihh4Y5M5m45yLxtGWTkFAHQNbYJF7YP56LEYLqVrsNnxywn8ZWV4qwY1fWn0V6xvUHfJ5HzS1GOk+jePgt2fA9Zyc7yiE7QbhS5CcP5saAlP+48zPxtmSQfzgegTUQwF7V3kuZJCc3x8zl/RjPlHS1i15oMti8/wL6dWQBEJITQrk8kbXpHENRUo15P5kjhEe6dcy8bMjfwaL9HNcK8gVCiS0RERERE6hUluqQ2qQ/ZMLisi5dXvsx7G99jeMvhPDfkOfy9dVHuVKy1HNidzY6VB9mx8iB5R4vw9vGiZZdQEnuG07JL6Hl11761lo3p2fywLYN5Ww+ycu8RXBaC/LzpnxjK4DahXNz8EC0OL8RsnwnJS9yjOkIh8SJofTG0vkijvUQaImvhwEbYMdt5JC8BVwn4BUPihZQlXsz6wD7M2efPgh2ZrE05istCIz9vBiSGcmGHCC5sF05880aePpIadfRAPrvWZLBrTQYHdmcD0DwmiLZ9ImmbFEGT8PPreGtDWm4av5n1G9Jz03lh6Atc0vIST4ck1aREl4iIiIiI1CtKdEltUh+yYfnPxv/wtxV/o3dkb/558T8J8QvxdEgNgnVZ9u/KYvvKg+xcdZD8rGKMlyGmbVNadQ+jVfcwQkLPn7JcAFn5JSzelcmC7Zks3JHJnkPOiI2Ixv4MbhPGhS18Geq9nqapc2HnHMg76KwY3sGd9LoYWg4EvyAPHoWInFT+Ydj9gzu59T3k7HOWR3bBthlGWuhAZue2YsGuLJbsOkRecRleBrrHN2VImzAGtQmjZ4tm59WoLWstmam5TnJrdQaH0/MACG/RmMSe4ST2CKd5tP6mVdfWw1u5a/ZdFJYV8trFr9ErspenQ5IzoESXiIiIiIjUK0p0SW1SH7LhmbZ7Go/8+AgJIQm8MewNooKiPB1Sg2JdlgN7stm9NpPdazM4st9JAIXGBdOqexiJ3cMJiw8+7+ZCSzmcz6Kdmfy44xALd2RyOK8YgLYRwQxqHcqIsEx6lqwmMGW+M4dPaSF4+0F8v58SX1HdwOv8uSgu0qAU50PyItj1g5Pg2rcOsBDQBJt4EYejL2Ah3ZmX7s2inYfYn10IQEJoIwa3DWNwm3AGtA6lSeD5M5IVoLSkjPRtR9mz4RB712eSnVmIMRDdpimJPcJp1eP8u5GhLizbt4wH5j5AkG8Qbw57kzbN2ng6JDlDSnSJiIiIiEi9okSX1Cb1IRumpfuW8sDcB2js15g3h71J66atPR1Sg3X0QL6T9FqX4czbYiGoqT8tOjenRadQ4js2w7/R+XVh2OWybN6fzcIdTuJr2e5DFJa4MAbaRzZmcEIwI4J30bVwpZP4OrDBWbFRKLQaCgmDIWEohLWF8ywhKFJvlJVA2ionqbXrB0hdBmXF4OWLje/L0aiBrPTqxrQjMSzancW+LCexFRrkR//WocdGbZ1v5QgBsg8VkLzhEHs3HCJ1yxFKS1z4+HoR26GZk9zqFkZgYz9Ph9lgTd8znUcWPELLkJa6oaYBU6JLRERERETqFSW6pDapD9lwbTm8hbtm30VxWTEvX/QyfaL6eDqkBq8gp5g96zPZu+EQKZuPUFxQivEyRLUKcRJfnUMJj2+M8Tq/kjtFpWWsST7K0t2HWbr7ECv3HqGwxAU4I74uiXcxMmALHfNXEJC6CHLSnRWDI91JryFOAqx5ohJfImfLVebMs7XnRye5tWchFOcABhvdjayogaz26c60rJbM31NwbMRWWLAf/RJD6Z8YyoDE5rQOP/9GpJYWl7FvVxYpGw+zd+OhYyUJQ8ICaNkljJZdQ4lt2xQfP28PR9qwWWv576b/8vcVf6dnRE/+efE/aeLfxNNhyVlSoktEREREROoVJbqkNqkP2bCl5qRy9/d3k5KTwhMDnmBsm7GeDum84SpzcWB3NsmbDpO88RAHk3OcKmHBvsR3bE5c+2bEtm9KSFjgeXdRubjUxfo0d+Jr12FW7DlMXnEZAImhjRgdm89F/ttoX7iG4H1LMLn7nRUbx7gTX4Oh1RBo1kqJL5GTKS2GfWtg70KnXGjyEijKBsDVvDWHIvqz1qc703LbMj/NRUZOEQDhjf3pnxhKv1bN6Z8YSuvwoPPub5CrzMXB5BxStxwhdcsR9u/MoqzUhZe3M7diyy6htOwSStPIRufdsXtKiauE55c+z6fbPmV4y+E8O/hZAnwCPB2WnAMlukREREREpF5Roktqk/qQDV9WURa/n/d7lu5fyh1d7+DenvfiZTSPUk0ryCkmZfNhkjceJnnzYQqynTmugpv5E9vOSXrFtmtGSNj5NxdMaZmLjenZLN19yEl87T1CVkEJAE0DfRgTk8fwwG10LVlH88zleOUddFZsHO3M8dWiv/NvVFfwPr/KQIpUW3E+pC53klp7F0LqCigtAKC0eTv2Ne3JatORb7MSmbvfj+JSZ1Rli+aN6N2yGUkJzeifGEpi2PmX2LIuy+F9eaRudRJb6duOUFzoJNdDY4OJ69CMuA7NiGnbFL8AHw9He/7JKc7hDz/8gUXpi7ity23c3+t+nUecB5ToEhERERGRekWJLqlN6kOeH0pcJfx1yV/5YvsXjEwYyTODntGd2LXIWsuR/fmkbztC6tajpG8/QkGOk/hpHBpAbLumRLdpSlRiE5pFNjrvSh26XJZdmbms2nuUlXuPsDL5CDsO5gLg7QXDw7O4tPEOetgtRGevwScnzVnRtxHE9v4p+RXXBwKbeu5ARGpTVpqT2EpdDilLIX01uEqxxovC5p3YE9yDpWXtmXI4njWHnfmk/Ly96BIbQu+Wzejdsjm9WjYlovH597e8tKSMg3tz2LfjKPt2ZrF/ZxZF+aWAU44wrkNz4jo0I7ZdMxqFaK6t2pSWm8Y9s+9hb/Ze/jLgL1zV9ipPhyQ1RIkuERERERGpV5ToktqkPuT5w1rLpI2TeGnlS3QN68orF79CWGCYp8P6WbDWGY2QtvUoaduOkL7tKIV5TuLLv5EPka2aEN06hKjEJkQkhJyXIxKy8ktYlXKE1e7E15rko8fKHbYNyGZsaDIDfHfQpnADIVlb+f/s3Xd8FNXawPHfbM8mu+m9h94JvSiiWLFhrzQFUbGiqNf2qteuKHqtWKj2jhUr0nsPnZDe6ybZvjPvHxtCC0pgk03C+foZZ3bKnich2cyZ5xRJ8QASRHXzJr4SB0FcP4joBCoxz47Qxrjs3mEIGxJbaxvmspPVeirM3dmu7cFf9k58V55IhcebvIoI0tEvKbShx1aPuGAM2vb382+1OCnJslC4r5rCvVUUZ1uQ3d7n7KExRmI7BBPTIYT4ziHtsldsa7W5dDN3/XkXLtnFzJEzGRQ7yN8hCT4kEl2CIAiCIAiCILQqItElNCdRh2x//sj+g4eWPkSoIZSZZ86ke3h3f4d0ylEUhapiK0WZ3p4KRfstVBTUAd4pq8ITgohOMROZZCIq2UxYXCBqTfsaJsojK+wqqmFjbiXb8qvZklfNrqIa3LKCETsjjFmca8qin7SLhNptaNze7w+6IIhL9y7x/bw9wIITxVxfQuvhcUPZbm9iq2CTN7FVtBVkb3K7zpjAfkM31ro68HN1IhudibjQEKTX0DPeTJ+EEHonhNA7IZiE0HY4x5/NTUlODSVZFkqyLZRk1VBTYQdApZKITDYR2zGE2A7BxHYIJsAkemz5w8J9C3lyxZNEB0bz5qg3SQ1O9XdIgo+JRJcgCIIgCIIgCK2KSHQJzUnUIdunjPIM7vnrHqrsVTw57ElGp432d0inPHudi+IsS0PyqyS7BqfNO1SXSiMRHhdEZLKJqCQTkUkmwuOCUGvbV/LL7vKws6iGrXlVbMmrZmt+NbuLa0CRSZMKOC0gm9OMOXRX9hFj3Y1K8X5/MEYcTHrF9PbO9RWcIJJfQvPzuKFslzehdSCxVbT14NxaagM5hq5slDvxZ20ya1xplBKCXqOiR5y5IaHVOyGEtIhAVO1sGFN7rYuy/FrK82opzfUmtyqLrVD/CN0cYSAq2exdUkxEpZjR6tpfj7W2xC27mbFuBgt2LGBQzCBePuNlQg2h/g5LaAYi0SUIgiAIgiAIQqsiEl1CcxJ1yPar3FbOtMXT2FCygYk9JnJ3v7tRiyHhWg1FVqgus1GaU3PYcmCeGpVKIiTGSHhcIGFxQYTHe9fmcEO7mvPL6nSzo9DSkPjaVVTDnuJa8DjoKuWQrs5kuDGHXuwjxpmNVP8EXTGEIMX0qk989fQmvyK6gEb0DhFOkN0CJTugeBuUbIfCzShF25Dqk1pOVQDZug5scqewwprIViWVTCWOIIOObrFmusWa6R5rpke8mc7RJrTq9pOolj0yVcU2yvNrKcvzLuX5tdRVORrOCTDriE72JrOiUsxEJZsICBK/j61Jpb2S6X9PZ3XRam7sdiPTBkxDq9L6OyyhmYhElyAIgiAIgiAIrYpIdAnNSdQh2zeXx8ULa1/gs12fMSxuGC+OeJFgfbC/wxKOQVEULGV2b9Irt4aKgjrK82upKbc3nKPRqwmLDSQ8PpDQ6ECCowIIiTYSHBHQbnqAuTwy+8vq2FFoYWdRDTvr15bqSrpIuXRXZdNXm0sfbS4p7v1oFScAikoLUV2RontBVFeI7AqRXSA4CVTt43sj+IDHDeV7oSQDijOgeDtKcQZSdU7DKXaVkb2qVNY5k9jkTmWrkkoWsSSHm+qTWqaG5FZssKHdDD/ocnioKrZSUVhHVbGVysI6KoutVJVYG+bUUqkkQmONhCcEER4fRERCEBEJJoxmkdRqzXZV7OLuv+6m1FrKY0MfY0zHMf4OSWhmItElCIIgCIIgCEKrIhJdQnMSdchTw1e7v+Lp1U8TGxjLqyNfpUtYF3+HJDSB0+6moqCuIfFVXlBHRUEtthpXwzmSBKZwAyHRRkKijA3r4KgAgkL1qNpB75Iqq/OwxNe+0lr2F1cTbM+lh5RNd1U2PdQ59FDlEKZUNlwnqw0oEZ1RR3fzJr4i69ehKSB6ObZfjhoo2+NNapXtRinbjbtkN+qKfahkb3LUg4pcVTzbXAlslxPZpSSyU06C4EQ6RpvoFBVEx6ggusSY6BJjwqjT+PmLOnlOm5vqMhuWMhuWUjuWMhvVZTYqi+qorTjYQ0uSwBwZQGhMIKH1vUvDE4IIjWl/cwq2d7/s/4XHVzyOSWdi5siZ9Irs5e+QhBYgEl2CIAiCIAiCILQqItElNCdRhzx1bCrZxLTF07A4LTwy+BEu63SZv0MSTpK9zkV1iY2qEitV9b0uvGsbboen4TxJJREYosMcHoApzIAp/JAlzIAp1NCme4NV1DnZW1LLvtLahnVxcSGBln10lPLpJOXTScqjs7qAGMobrpMlDQ5TEqqINHSRnZDCO0BYKoSleXuBqdt+UqPdc1qhKgeqsqFiP57S3biKdyFV7EVvLWo4zYOKPCWKPXIs+5Q4dspJ7JWScIZ2IiU6lI71Ca1OUSbSIgPbbEJLURQcVjd1VQ5qKx3UVtqxlNvrk1o2LGV27HWuw67RB2oIjvD2DD2Q1AqJMRISaWzTnwsCOD1OXlr7Ep/u+pT0qHReGfkKEQER/g5LaCEnneiSJOkOYALQC/hEUZQJ/3DuvcCDgBH4ErhNURRH/bEUYDYwGMgB7lAU5fd/K19UUgRBEARBEAShfRGJrvZN1CGFllRmK+OhJQ+xumg1l3a4lEeGPEKAJsDfYQk+pigKVouTqmIr1SU2airsWMpt1JTbqSm3U1fl4LBHXBIYTToCQ/QYg3UEBh9cBwbX7zfrMZq1bapnmM3pIau8juxyKzkVdWSVWyktLUUq301o7T5SpEJSpCJSpGKSpWKM0sHeLB5JjdWYgCs4BXVYMsbIVLRhSRCc4F2CYkQirCW4nVBbBFU5KJVZOEszsZfuR6nMQmfJwegsO+x0i2JknxJHphLLPjmObCkeW3Aausg04iNCSQk3khIRSEp4ILHBBjRt5OdZURRcdg/WGie2Ghe2GifW6vpkVn1Sy5vcsuN2yoddq1JJBIUbCI4wYI4IaFiCIwMwRxjQG8UcTe1RXk0e9/99PxnlGYzvPp67+98t5uM6xfgi0XU5IAPnAQHHqqRIknQeMA84CygAvgFWKYryUP3xlcBK4BFgNPAB0ElRlNJ/Kl9UUgRBEARBEAShfRGJrvZN1CGFluaRPby9+W1mbZlFh5AOvDLyFVKDU/0dltCCPB6ZukqHN/FV4e3xUVdpp87ipK7KgbXaibXGCUc+BpPAYNRiCNISEORdN2wH6o54rUUfqEFn0LTKYc6cbpn8KhtZ5XXklFvJr7RSU56PVJGJsSaLUEceyVIxqVIRcVI5oVLtYdd7UFOri8RmjMUdFI8qOB5daByB4XEYQmKRTDEQFAV6s3cMOOFwigL2aqgtQa4uwFaRi60sF2dlPtTko6krwmgrxuiuRHXID6JHkSgknBw5ilwlinwpitqAeFzmZNThKZjD40gINRIfGkBKRCAxZgNqVev6/h9IWjlsbhxWF446d8O2vdaNrcbpTWTVJ7Rs9cktj1s+6r0O9NYMCjEQGKInKNS7eLcN9cfax9ClwvH7K+cvHln+CCjw9GlPc1bSWf4OSfADnw1dKEnS00DCP1RSPgayFEV5uP71KOAjRVFiJEnqDGwFIhRFqak/vrT++Dv/VK6opAiCIAiCIAhC+yISXacGUYcUWtry/OX8Z+l/cHgcPDHsCS5IvcDfIQmtiOyRsdW4qKt2UFd9IAHmwFbrwl7raljba53Y6lzI7mM/M1NrVegCNOgDNOgManQBGu9y6LZeg0anQqNTo9Gp0OrUaPSHbDccU6PVqZr9wb3TLVNssVNQZaOg2kZpeQV1pdlI1XloagsIshVidhURRxlxlBEjVaCTPEe/DzosmjCsunAc+gjcARGojCGoA8PQBIaiDQpHGxhGgDkMgzkCbWAY6E1tKznmdqLYq3HWVWGtqcReW4WzthJ3TQlyXRnUliLZylHbKtA7KwhwVWLyVKPBfdRbVSpBFCmhFClhlKnCqdVH4wiIwh2UAKEp6MOTiAkzExcSQEJoAJFBelTNmMiSPTIet4LHLXsXl4zL4fEuTg8uu3fb7fQc3F+/uOvXDpsbp82N3epNZjmtbv7pEbNaoyLArMVo0hFg0hFg0tavdRgP3TbrCDDrmvXrF9oWl+zifxv+x+yM2XQL68aMkTNINCX6OyzBT/6pDunr/sg9gO8Oeb0ZiJYkKbz+WOaBCsohx3v4OIZmcUP/XqSFBh/V8Ec5xvaxX3v/Lyve5o0KSsO2XL/d+mdNEwShMZIEUiPrfzt24PiBPUfv5x/3//s1EpLkXepLP3wb6eBFkuqQAI/4Ag65QnXgfQ8rhUb2/oOGGBr5IpSG/3lbxR3xyagcstXYZ+ahn7eKAorkPU859JhyyMmKctii1JfZsKZ+/4EyFQVFObzl2VGf+Y0E1misSuPnKIpyyPYhYR5yzZH7Dj1fEIS2R4X3o1Fd/zmrkrzrA38iDnwGw6GfucfxeXuIakstb6zdTFuYp1c4ZbTbOiRQf88ltDRNqIbE2xN5wP0Ak5+dTOGCQmT70b0GBOHf6LUBBBmCCdSbCQwIJsgQjFEXhEEXiEEXSED9YtAZG14btEYCdIHodUZUUtMSVx6PG7fswu1x4ZHdB9eyG4/Hu98tu/HILtyew9ce2Y0sy8iKjKx4UBQZub7eIiseZFmu3z64PnRbabhWg6RJRtJ3Q6ULIMhowByoxWxQY9ZLmHUyZq2MSePCrHYSpHJgwoaBXLRSFs76r0U6rMIFMhIORYNTUeNQVDhlFQ5ZhVNR4fBIOOQDawkHCk4U3IBLArck4QY8kve5mcElY3C5MbhlJBQ8koRbrabGoMWtUaGSQY0Ktey9r9IDOhQMSOgl0KlBK4FWDRqVglZS0EseDCoPBpUbg+RGK8n10R/yOa5IDV+RHR1WJZg6oqjzaKnzaKh1a6h1S9Q4JaodClU2mWqrG4fdhuK0oTisKB4XEuVAObCjvq6uRq1S1a/VqCQVqiPXkhqVqn596Hb9cbVKg0atrV903rXK+1p74HX9MbVK3eTfBafbgdNlx+G24XTZsTnrsDlrsTpqsDnrsDpqsDpqsTlqsTprvGtHLTZnLXV2C3aXtcllCoIuWkfClASMaUbK/yzny0++5AvXF/4O65TV2uuQvk50BQHVh7w+sG1q5NiB4/GNvZEkSbcAtwAkJSX5NsoTEKFRk6bXt0hZsqLgAdyKggcFt+Lddh6yuBQFhyLjad0/X4Lgcyrp4KJWHdiWUEvHOnbwnAP5mwP7pPr3k6SDDxe9r6UjXh88fmSyikPWvqYoKmQ0yIoamfpFUaGgPmyfoqhQkFBQoaCqP+fgvqY9AhWaQqpvpuD9bsuoJBmJA4uCJMmo8KDCgyR51yrJgwoZleRGQkaNG6Rm+DA/kADjkCRY/Vquz+nJ9cdkhfpK8OH7Dpx74PzDXysN2wcWz6HbsnLUfo94viScgrSShF6S0EkSepWEVpLQIKGRDlkAdQs9DNcYxS+i0Oq02zqk4D/uSjf7n99P1CVRRF4cSWDnQHLfzcW2z+bv0IQ2xuGy4XDZKK8pavK1EhJajR6dxoDukLVW693WawxHHPduq9Ua1CotWrUWtUqDWq1Fo/Lu06i9yQy1SoteE4BarUGj0jasDyQ9JEl12FolqZBUKlTUr5uYgDuKG2rcUPPvZzaNyluXN+JdDiV7KvA4MpCdmShy+WHHtAogQ5BLhaSJQ63tiFrXDamRufpkwA7YFe/X4ePwMavAbIB4AxB8Yu/j8bgbEpay7Dlq2yN7E5kN6/pj7vpkaJ3LUp8UdTbsc3sObrsOe+3ELbvqf9bt3rXbjrP+Z//AtqyIe0ihZYWOCCX2hlhkl0zOGzlY1ln8HZLQyvk60VULmA95fWC7ppFjB443+ndRUZRZwCzwDjvh2zCb7v21W4nUqL19Hw489K4/1vi+Qx6s1+9THXKeTpLQSyrvgw+VhKH+dYBKwqRSY1arMatU3rVaRYRaQ6RGc9RDkEq3m0ynk/31yw6HnQy7nRpZ/AES/EsCzHow6SWCdBIm3aHbEkG6w48d2G/Sc9g5QTqJAK1EgAYCtCf+ENAtKzjc4PSA06PUr73bDs8x9rsO2ZbBJXvfxyODW/Y+vHfL1L9WDnvt3W7sXAW3LKHWhqLTxWAwxKDXR6DThaHXhaPXhaLXh2HQhaH5hwm0PbILp1KHExsutRO3xolL58Ktc+HWuHCpnLhVTtxqF26VgwCri2CLm1CLm/AaDyFWDyE2DzpZRlI8SLIHSfHgwYNVclOrkqnFg02ScSDjVDw4UHDgwaHIOBQZNzIeRcYjKyhaHVJQGJgikAJDIDAEWXXgT4yCx2FFttciO+pQHFZktxNcTmS3A8XjRjrQS0qWAQlJrQG1BknSIGl1SNoAVPoAVFoDap0RjcGEWqPzJpMUBZx25NpKFFslcm0l2KpBkVFLEjokdKjQSt61rn5tUCSMqAhUVBhRY1S0GBQNkqRGkdQoKjWypKJWq8ISoKI8SE2FSU2VWYPFrEVR69DIOjSe+rWsRevUoXFq0Lq0aD06tLIeHYHo1IHH/LdUFBmHsxqHswKHowK7swKnsxKnsxynsxinvQinswgVDtSShFoFGhWo6xO6GpXUsK2W6o+pvA/ND24f2O/dp1V5WzEGqCX0au+2TiOh19RvqyV0auqP1W9rpPpj3n0nyuVRsLnB6lKwubzrWifUOhVqnAo1DoUaJw3btYds1zipXx9+zO7jCqogNJUKSNXp6KTX00mnp5NeT0e9nnitFu0R924Wj4cqj4fK+vWBpU6WsSkyDlnBpsjYZQV7/dqNgkdRkOGotczBRlKN9yQ9fKe4QxRaoXZbhxT8zAMl35RQu62WhCkJpD2cRsl3JZR+XyqGURFahIKC023H6bb7O5RGHZUQa+g5dCAJVt+L/JB7mQPbhz7tkiRQmzRow7XowrVow3TownRow7Row7VozVok9SHn17+Xp07GU+dBtsrINhmP3YPH6kG2y3isHgwOiTOteoYoAdjCjFQGakFRkG1OLHYH1W4XFR43sgI6SYVJpSZSpyPQ6MCtz8NT9xdx1Q4c1RZ+1NlYG+BEpQeVUYUqQI06QIXKqEZtVKE2qlGb1ah0qqPvnZwyzkon7nIXznIXznIH7go3zjInznInsk0+7DOlYRyQw27MlKO3lIbxQg4ms2TPMcYsEYRThzpQTdzEOIIHBFO7vZa89/JwV4pKv/DvfJ3oygD6AJ/Xv+4DFCuKUi5JUgaQJkmS6ZChJ/oAH/s4hmZRJx89JnFLU9xu3OXluIuKcBUV4yooICQri/jMTAbt34+nrKzhXG1yEgE9ehLQvx+BQ4eiS00Vw2YITaMo4KjxTqRqr6pf/8NiO+Ich4XjrkFqA0EfBLog0AV6x+7WBda/NoLWCBoDaAMOrrUBoAkAraF+HXD48UPPU+vQqNRogGOnG3xLURRqKx1UFtZRWWSlqtiKpdyGpcxOTbn9qAlXdQY1xmA9RrOOwGAdRrMeY7AODG6K3AUUuvPIduxnn203u207sGNtqCEE64NJDEokwZRAfFAc0eoo4nKthO0uxrC9AGXrTmRLfcsXSUKXlISuY0d0iYlokxK96/h4NJGRqIKCjuuzwup0s2R3GX/vLmXlvjKyyr3DEJgMGnrFB9MrPpge8cH0iDOTFGZE2wxjzZfXOthXWseuIgubcqvZlFvJvtI67/dTo2JQShind4rg9E6RdIs1HdfXpcgy7tJSXPn5uPLycObl4crLx5mTjWP3joPfR0CdloKnZydquyZQ0jGMwhCFImsxebV55NXkkV+bj1v23oxJiopoTSydjd1IM3QkQZdMjDqeEMKx17q9E2NbnFirHfVrJ7J8+O9PgEmLKTwAc7gBc0QAobFGwmIDCYk2ojP4+s/5v1AU8Di9i9sBLpt3cdsO2baDywqu+rXbDi4b2vrF7LYdPOasA2ctOGrBWVO/rvW+//FQacAQDIaQ+nUwBIT8w77Qg/sMwaDRNd/3SmiXPLV12Dasx7pxI/bNm7Ft3oJc5/38Qa1Gl5yMvmNHdMlJaOPiDltUgS31l0gQ2ox2W4eE1j/Ey6mixlnDM6uf4cfLf+SCWy/gmdOeIcGU4O+wBKFNcXlc5Nbkklmdyf7q/Q3r/dX7sboPH5YuIiCM+KB44oPiiQ2MJdIYSZQxisiASCICIogIiMCgMTRajmy1UrHgIwpnf0hGkI78MBMGnZ5hF1xC79GXEBgS+q+xlmTvZ8PnH7Nj/SqkED1jiyp4Rgom6pY7MF90YaN1Q0VRqHPVUWorpdRaSqmtlDJbGcXWYgpqC8ivzSe/Jp8a1+FtLcIMYaQGp5IWnHbYOiYw5uR7zgnCKWZlwUoeXf4oFfYK7k6/m3HjxqF6QfweCcdHOp4bb0mSNHiTYv8HJACTAbeiKO4jzjsfmAOcBRQAXwNrFEV5qP74KmAZ8ChwATAb6KQoSuk/lS8mEj4+7spK7Nu3Y9+6DXvGNmxbtuIuLgZAExWFcchggk4/naAzzkBtPrJhpNCuyTI4qsFaAdbyQ9blYDt0X8Uh+ypA+ZcEr850+MPixpaGBFZQI9uB3iSXqm3/0XLa3ZTn1VKaW0Npbi0VBXVUFtXhsh/8/umNGswR3iSFKeJgssIcYSAo1IBW7x0ju6C2gDVFa9hUsolNJZvYV72v4T2iAqLoHNaZzqHeJTU4lQRTAmadGWdODrV/L6F2yRKsa9agOBwA6Dp0wNgvHUOvXhi6dkXfsSMq45GDQByfKquT37YX8+v2YpbuKcXukjHpNQxKDWNoh3CGdginW4zZr5PGVltdbMitZPmeMpbuKWNXsbcSEh8SwOheMYzuFUvfxJATSvwrioK7qAj7rl04duzAumkTto2bGpJf2rg4As8YQdCIEQQOHoxi0FNiLSGnJoe9VXvZVbGL3ZW72Vu1F4fH++9j1BjpHdmb9Kh0+kb1pV9UPwwaA4qsYKt1UVNur0+Q2rCU26kpq0+WVtiRDxm71hRmIDTWSHhcEJHJJiITTQRHBiC19Ql83U5vwqshCVbrTcA3vK6rT4zVNJJ0rzr4Wnb9czlaIwSEgjEMjOFHLwGhR+/TNl4xF9onRVFw7NxJ7dJl1C1bhnXjRnC5QKVC36ULAX37ENCnD4auXdGlpqJqoeGu27p/mkhYaPtEHVJojX7I/IFnVj2DR/FwT797uLbrteJBtCA0osJewc6Kneyq2MWuyl3sqtjF/ur9eA55RhATGEOqOZW0kDSSzcnEB8WTEJRAXFDcMZNY/0RRFGp+/pmiZ5+j1FbL5k5JOCQYeOkVDBpzFTrDsUc8OZbqkmIWz53F3nWrCZUleu/KIqJnb2IefQRD9+5Nfj+Aake1N+lVm09eTR5ZlqyGxF+14+BouwGaADqFdKJLWBe6hnWlS1gXOoV0wqg9sfq4ILRntc5aZqyfwZe7vyTFnMILI16ge/iJ/Y4K7ds/1SGPN9H1BN4KyqGeBD4EtgPdFUXJqT93GvAgEAB8BdyqKIqj/lgK3krMYCAHmKooyu//Vr6opJwYRVFw5eZSt2oV1lWrqFu1Gk9FBWi1BA4ejOmcczCdPQpNeLi/QxWaSlG8D3rrSqG2FOpKoLak/nWJ93Vd2eGJq2ONp6zS1D/IPfCAN8y7BNSvG01ghYDeDOoW7kXSCsiyQnleLYX7qijeb6E0p4bKYmtD57UAk5bw+CBCYwMJiw0kNMbb6ybA1HiPEZvbxtqitSzPX86KghVkWbIAMOlM9InsQ9/IvvSO7E3XsK6EGg5vuebI3I/lxx+x/PQTzv37AdClpBA44nQChwwlIL0vmtB/b+32T1wemcW7SvlqfR5/7CzG5VGICzZwbo8Yzu0ezcDUsGbpreUrRdV2luwp5ZdtRSzdU4rLoxAfEsDFfeK4ZmAiqREn17NCkWUce/diW7+e2mXLqVu5EsVqRdLpCBw+HPNFF2I688zDkose2UN2TTYZZRlsLt3MppJN7K7cjYKCXq2nf3R/hsUNY1jcMDqGdGw0KefxyFhKbVQWWqkorGtYKovqkN3eH0adQU1EoonIZBOxacHEdgzBaD4Fey4pireH2ZHJr4YeqFX1r6sONgA4sNiPnBbmENrAQz4z69eBkRAUBYFR9evIg2u1tkW+XMF3FEXBnrEdy88/UfPzL7gKCgDQd+1K0GnDCRw+nIDevUUPrZMgEl3tm6hDCq1VUV0RT6x8guX5y+kf3Z+nhj1FklnM6SacmhRFoaiuiK1lW9lRsYOdFTvZXbGbEltJwzkxgTF0De1Kp9BOpIV4eyulmlN9mrBxFZdQ9NRT1PzxBzm9urBdLRMcHc1F9zxEdGqHk37/XSuX8dt7b4DLRf+8MkKKSgmfNInIu+5E0vrmPl1RFCodlQ1Jr8yqTHZV7mJnxU5qnN4GmBISyebkhuRX97Du9IjoQbD+BCfzEoR2YHn+cp5Y+QQl1hLGdR/H1L5TTyhZLpwaTjrR5W+ikuIbiixj37IFy2+/UfPb77hyckCjIWjkGYRcfgVBI05H0px6iYtWQ1G8D1UPTVYdK4lVW+odIqwxAWEHH6we2juh0URWuHeYQDGs5TF5XDJF+6sp3FtF4d5qCjOrG3pqBQbriEw2E5kYRGSymagkE8Zg3b/2Fqpz1bEkbwm/Zf/G0ryl2D12DGoD/WP6MzxuOINjB9MxpGOjrUvdlZVUf/sdlu+/x759O0gSxkGDMJ19NkEjTkeXnOyTrzurrI75q7L5dmM+5XVOIoJ0XNo3njF94+kZb26TQ6FW21z8vr2YH7cW8vfuUjyywuDUMK4dlMgFPWMxaNUnXYbsdGJbt47av//G8ssi3MXFSEYjprPOIvjSSwkcPgypkR6Mtc5aNpRsYGXBSlYUrCCzOhOAJFMS5ySfwzkp59A9rPu/ft89bpmKgjpv78LsGkpyaijPq20YKjM4KoC4jiHEdgwmrlMowZFNbxV5SvG4wFZ5eC/YhqXikB6x5d7GBXVl4Kpr/L0CQhtPgB2aGDuwTyN6A/mTq6iIqi+/onrhwoZ7pcBhQzGfdz6Bp5+GNirK3yG2GyLRJTQnUYcU/omiKHy37zteXPMiLtnFXf3u4vqu16NWnfz9oCC0ZrXOWraVb2Nr6Va2lnmXMpt3GgyNpCEtJM3b+yjUm4jpHNqZEENI88a0bDkF992Hx25n79mnsTsvi85DT+fcW+5Ef4KjkTSmsqiAb154iuriQgZFxhO26C8MvXoR//JLPqtHN+ZAMnFnxU52VnoTiTsrdpJXm9dwToo5hV4RvegV2YteEb3oEtoFrWgoJ7RzFqeFl9e+zDd7vyEtOI3/Dv8vvSN7+zssoZUTiS7hKIqi4Ni9m+qFC6n+biGesjLUkRGEjLmM0BuuRxsT4+8Q2xeXDWoKwVLoXR+5XVMINUXeOWyOJKnAGHGMh6OR9Q9I69eBEaLXwElSFIXqEhs528vJ2V5B/u4q3A5vYissLpDYjiHEdfT2jjGFHX8LE7fsZnn+cr7d+y1L8pbglJ1EBERwdtLZnJl0Jv2j+6NXN/5wW1EU7Fu2UPnxx1h+/gXF6cTQsyfmiy7EfMFotNG+eeiqKApL95Qxd0UWf+4qQS1JnNM9miv6JXBGl8hW3XOrqYotdr5cn8fn63LJLrcSYtRy4+Bkxg1LJsrkm5ZDiixjXbcOyw8/Ylm0CLm6Gm1yEqHXXkfIZWNQh4Qc89rC2kKW5i/l9+zfWVO0Bo/iIT4ongvTLmRMxzEkmhKPOw6PW6Y0p4aCA8nafVU46ryjRgVHBpDUPYzEHuHEdw5p+bm+2iNnXeONE2qLj2jAUOoddrExAaFgigVTzMF1UMwRr6PF3GI+pMgydcuXU/npZ9T+9RcoCsYhgzGPHo3p7LNPunes0DiR6BKak6hDCsejuK6Yp1Y9xZK8JfSJ7MPjQx+nc2hnf4clCD6hKAo5NTlsKN7AhpINbC3dSmZ1Jkr9cCSHJld6R/SmU2gndOqWu79UZJnyWbMofe11tB07sGNof3ZvXsfgy65m+DVjm6Vxpb22lu9ffZacbVsYOuh0wj/7Gjwe4l99haARI3xe3j+pcdaQUZ7BtrJtbCndcljSUafS0TW8K70jetM/uj/pUemEB4jRmIT2QVEU/sj5g+fWPEeZrYyJPSZyW9/bjvlMTBAOJRJdwj9SXC5qly6l6suvqF28GFQqzKMvIHziRAzduvk7vNZN9ngfZNYcI4F1YNtedfS1WmP9A8tYMB/yIPPIVv7GMBAtC5uV7JEp2FNF5sZSsjPKsZR5E47mA0mAbmHEdQrBENj0JGKOJYev93zNwn0LKbWVEmYI44LUCzg3+Vz6RPb5x1ajiseD5ZdfqPhwNvaMDFRGI8FjxhB63bXoO3U64a/3SG6PzMLNBby1eB97S2qJCNJx/eBkbhicRLS5fXcXl2WFVfvLmbM8i992FKNVqbikbxyTT0+jS4zJd+U4ndT8+huVH3+MbcMGJL2e4EsuJnzSpH9tPVhlr+Kv3L/4JesXVhasREFhcMxgxnQawznJ5zT5ZlCRFSqK6sjfVelN5u6qxO2UUaklYjsEk9onkrT0yCYlcoUT5LIdIylW5G38cKARRE1R43MmGiPqk19HJMFMsQcTY0FRogHEP5CdTqq/+47y99/HlZ2DOiyMkCuuIOTqq9AlHn9CWTgxItElNCdRhxSOl6Io/JD5Ay+ufZEaZw03druR2/reRqBWDE0rtC0e2cOuyl0Nia0NxRsot5cDEKIPoU9kH3pG9KR3RG+/D5cnO50UPPAgNb/8QtDo0ayPNrNvw1pOv34Cgy69slnL9rjd/Pjai+xZs4Kzrh5L8ILPcOzaRfQjDxN2ww3NWvY/OXQYya1lW9lSuoWM8oyG+Z1TzCn0i+5Hv6h+9IvuR0JQQpscaUU4teXW5PLc6udYmr+UTqGdeGrYU/SM6OnvsIQ2RCS6hOPmzMujYt48qr78CsVqJXDYUCLuuANjv37+Dq1lHRhGsKYIagqO6H1VBJYC73Zt8dFzX0lqb0t7c+zBRJYpBsxxhye29GYxZKAfeVwyuTsryNxYyv7NZdjrXGi0KhK6hZHUPYykHmEER57YMAmKorCueB3zMuaxOG8xKknFafGncXnHyxmROAKt6p8fOisuF9U//Ej5u+/izMpCl5ZG6I03EHzJpaiDfFfhdrg9fL0hn7cX7yOnwkrXGBO3jEjjwt6x6DWnXnI1q6yOD5fv54t1edhcHi7oGcPdZ3eia4zZp+XYd+6k8uNPqP7uOxSXC/OFFxIx5Rb0HTv+67VFdUV8t/c7vtn7Dfm1+YQZwri2y7Vc0/UawgxhJxSPxyVTsK+K3IwKsjPKqSjwDr0XlWwiLT2SDulRhESLCZP9Spa9wyM2JL4OWdcWH3zd2N8kJG/jiUMTYea4Q17XL8ZwaGRYzfZKrquj8vMvqJg9G3dJCYYePQi7aSLmc85B0omeci1FJLqE5iTqkEJTVdmrmLlhJl/t+YooYxQPDXqIs5POFg+ShVbL5XGxpWwL64rWsaFkA5tLN1NXP4x2fFA8/aL6kR6dTv+o/qQGp7aan2VPbR15d96BdeUqIu+/jw0eG1v/XMSZE26h3wWXtEwMbhffvfwM+zet5/xJUzF/tZDav/4ibMIEoh58oNV8r1weFxnlGQ2Jy40lG7E4LQBEBUSRHp1Ov6h+DIwZeMz5nQWhNXB6nHy47UPe3/o+aknN1L5Tub7b9WhUYlQZoWlEoktoMo/FQtXnn1M+Zy6esjICR5xO5N13E9Cjh79DO3luxxEJq0OTWfXbNUXgsh59rSHkkAeEcQd7YpniDj48DIwUPbBaKUVRKNxbxc6VRezbUILT7kFrUJPSK4IO/SJJ6h6OVn/i/3Ye2cOv2b8yJ2MO28u3E6oP5Zqu13BlpyuJDoz+9/g8Hqq/W0jZW2/hystD37UrEbfeiunccxqd1+nE41T4an0eM3/fTUG1nT4JwdxxVidGdY1CpRI3xlVWJx8u28+Hy7Oodbi5sFcsd43q5NMeXgDu0lLKZ8+h8tNPUWw2TOeeS+Q9d6NPTf3Xa2VFZnXhahbsWMCSvCXo1Xou7nAx47uPJyU45aTiqiq2krmplH0bSijJ9g6tFx4fRNehMXQeFIPRLJIArZbs8fYOqymEmuIjEmOHbNeVHn2tSnt0r7DDGmzU7zf4NvHb0hSnk8pPP6Ps7bfxVFZiHDyY8FsmEzhsmHgw4Aci0SU0J1GHFE7UppJNPL3qaXZV7mJ4/HD+M+g/JJubb/4eQTheHtnDzoqdrCpcxZqiNWws2Yitfu7ujiEd6R/dv6G3T0xg65yOwl1ZSe7kW7Dv2EHsM0+zS3Gy7NN5DBpzFadfN75FY3E5HXz7wpPkbt/GFf95Ev3Cn6hcsIDQ668j+tFHfVoH9xVZkdlXtY8NxRtYX7KeDcUbKLYWAxBmCGNQzCAGxw5mcMxgEkyix5fQOqwoWMFzq58jy5LFucnnMn3g9Fb7GSW0fiLRJZww2Wql4qOPKH//A+TqakznnkvUfdOadaLOEybLYC07ZMjAgiOSWYXebVvF0deq9Yc/0DuytfuBY9qAlv+6hJNmKbOxc1URu1YVYimzo9Gr6ZgeSYf+USR2DUOtPbkbWFmR+T37d97c9CaZ1ZmkmFMY230sl3S4BIPm+IZ/q1uxguIXX8KxcyeGnj2JuP12gs4c6dMbU0VR+GNHCS/8spM9JbX0TQxh2jmdOb1ThLgBbkSV1cn7S/cze/l+rC4PV/ZL4P7zuvh8OEd3ZSUVc+dSOW8+stNJ6DXXEHHH1OOeEyizKpN52+fx/b7vcStuLulwCbf2uZX4oPiTjq2mwk7mxlJ2ry2mJMuCpJJI6hFG1yGxpPQOR6MVSf02yePy9v46cq5IyxEJMYfl6Gt1QY3/fTy00YcpBjSta3x1RZax/PQzpTNn4srLwzh0CJF33YUxPd3foZ3SRKJLaE6iDimcDLfs5tOdn/LGpjdwuB1c2/Vabu1zq1+HehNOPYqisK9qH6uLVrO6cDXritZR4/I2ROsY0pFBMYMYFDuIAdED2sTPpsdiIXv8BJz79hE/81Xy9Gp+ev0lug4/g9F33OeXxJLTZuXjR++nrrqKG56ZgXO+9/lXyDXXEPN/j7fKZNehFEUhvzaftUVrWV20mjWFayi1eRu1xQbGMjh2cEPyK8rom7m9BeF47avax4x1M1iav5REUyIPD36Y0+JP83dYQhsnEl3CSfPU1FAxew4Vc+aguFyETZxIxK1TUBlbYDirw4YRbGwIwfr5S2qLQHYfcbHknZ/kqAdyR2wHhIphBNsZ2SOzf3MZW//OI39XFUgQ3zmUbkNjSEuPOqmeWwcoisLS/KW8sfENdlTsIC04jal9p3J28tmopOO7IXbs20fxCy9Qt2Qp2vh4Iqfdi/mCC3x+Q701r5r//rCdNVkVpEYE8sB5XTi/Z4xIcB2Hyjonby3ey5wVWWhUKqackcYtI9Iw6nzbxd5dVkbpG29Q9cWXqAICiLh1CqHjxqE6zmHUymxlfLjtQz7b+RkyMld0uoJbet/iswpNRWEdu1YVsmtVEXXVTvRGDV2GxNDrjAQxtGF75ag9YqjEIxuQ1K89zqOvNYYfnvg6tDf0gdfGiBYZLtG2eTNFT/0Xe0YG+i5diLr/fgJPGy4+/1oBkegSmpOoQwq+UGYr442Nb/DN3m8I0gYxpfcUrut6HVox/6XQTHJrcllTuKYhaXFgjq2EoISGpMWg2EFEBET4OdKmkevqyLl5EraMDBLfehN7ShIfPTyNmA6duOKR/6LR+u93qrIwn48emYY5Ioprn3yRqrffoXzWLEKvv57oxx5tU/eMiqKw37Kf1YXen581RWsahjpMDU5tSHoNihnUJpKjQttUbivn7c1v8+XuLzFqjEzuPZnru13f5PnFBaExItEl+IyrpITSGTOo/m4hmuhooh6Yjnn06BP/w++yNZK0OqJF+TGHEQw+ekilIxNYQVEgKiGnFFuNk4xlBWQsyae20oEpzED302LpMiQWU5jveuLsq9rHc2ueY3XhahKCEri97+2MTh2N+jiHrZTtdsrefofyDz6oT2rcSujYG487qXG8KuucvPTrLj5Zk0N4oI67z+7MtQMT0apbd8u01ii7vI4XftnJT1uLiDbreeTC7lzcO9bnFR/H3r2UvDyD2sWL0aWmEvPkEwQOGnTc1xfVFTFryyy+2fMNWrWWW3rfwrju49CpffOzJcsKeTsr2LmikH0bSpFlhaQe4fQ+M4Gk7mFIYvjLU4uigK3y6OTXYT3ECqG2BDjinlOl8c5pedTcYXGH/00/wTktPVVVlLzyKlVffIEmMpLIafcSfPHFSGrRE7G1EIkuoTmJOqTgS7srdzNj3QxWFKwg0ZTIvf3vFfN3CT5R7ahmdeFqVhauZGXBSvJr8wGIDIhkUOwgBscMZlDsIJ+M1uAvstNJ7pQpWFevIf7VVwk4YwQfPTINW42FcS/+j8CQ4xvJojnt37Seb55/ki7DTueCO+6j9OUZVHz4IZH33EPErVP8Hd4J88gedlXuakieri9ej81tQ0KiW3g3hsQOYUjsENKj0o97NBpBOBa7286CHQt4f+v72N12ru5yNbf1uY1Qg/9/x4X2QyS6BJ+zbthA0dNP49i+g8Dhw4l96km08fU3Xh43WMu9wyLVlXgfbh1Y6kq8+2tLvA++7NVHv7km4IgHXkcksg6sdaIHgXBQeX4tm37LYc+6EjxumYSuofQamUBK7wifzjtV66zlnc3v8NGOjwjQBjC171Su7nI1WtXxJ1Rrly2n6MknceXmEjxmDFEPTEcTFuazGME7D9ena3N4adEuauxuxg1N5t5zOmM2iMTvyVqbVcGT32ewLd/CaR0j+O+YnqRGBPq8nNqlSyl68ilceXkEX345UdPvP+7hDAFyLbnMWD+DP3L+INmczEODHvL5MAF11Q4ylnoTy1aLk+DIAHqNTKD7aXE+6TUptCMet/fv/5G9sw8bLrGg8fsCrfGI3tgxhzd0McdCUAxovZVzRVGo/u47Sl58CU91NWE33kjEnXeiDvL976lwckSiS2hOog4pNIdl+cuYsW4Ge6v20i2sG1P7TmVEwgiR8BKOm8vjYlPpJlYWrGRV4SoyyjOQFZlAbSADYwYyNHYoQ2KHkBqc2i5+rhRFoeDBB7Es/J7Y558jZMwYfnlrJhlL/uDKR/5Lcq++/g6xwaqvP2P5Z/O5YOo0up02koIHH8Ly/ffEPvssIZdf5u/wfMIlu9hWto1VhatYXbiazaWbcctudCod6VHpDInzJr66hXU77ka8guDwOPhy95e8v/V9ymxljEwYyb0D7iUtOM3foQntkEh0CSfPafUmrw4sdWUolkIqF62mZOEWJBSihgUQklaNZC3jqFbbANpAbw+roCgIjDz23B6GYDGMoHDcivZXs/7nbLK2lKHRq+k6JIZeIxMIi/X9A81FWYt4fs3zlNvKubzT5dzV7y7CDMefoPJUV1P0zDNYFn6PLiWFmCeeIHDIYJ/HubekhulfbmFjThWDUsN46tIedI0x+7ycU5lHVliwKpuXF+3C4ZG5fWQHbhvZAb3Gt5UB2Waj7K23KZ89G3VQEDGPP4Z59Ogmvcfy/OU8v+Z5sixZnJl4Jo8OedTn47N73DKZG0vZ8lceRZnVGIK09DkrkV4j49EbRXJVaAKn9Yhe3Uf2+q5fu+1HX6sz4VLCKVwqUZflICA5mJjrh2Lo0tl732EM964PbKt9O/yo0HQi0SU0J1GHFJqLW3bzY+aPvLP5HfJq8+gZ3pOp6VMZHieGxRWOdmCerQM9ttYVr8PmtqGW1PSK6MXQuKEMjRtKz4ieTWo82VaUvfMOpTNfI/Keu4m49Va2L/2Ln9+YwdArr2PYVTf4O7zDyLKHz5/8D6XZWYx/6Q1MwSHk3nordavXkDjrXYKGD/d3iD5ndVlZX7yeVYWrWFW4it2VuwEw6UwMjhns7fEVN4QkU5L4fBOO4vQ4+XrP17y39T1KrCUMiB7A1L5TGRAjbu+F5iMSXcJBiuIdBtBeDdaKw5NXR70+ZJ/b1vj7aQw45UiKlmuoy3Zg7BBG7PgR6FI7QGCUd0iioEjvtj6oZb9Wod1SFIX8XZWs/yWbvJ2V6AM19Q/VEzAE+r5yUGmv5JnVz7AoaxE9wnvw6JBH6RnRs0nvUbt8OYUPP4K7vJyIW24hfMotqPS+HZ/Y5ZF59+99vP7HXox6NY9f1J3L0uPFDWkzKrHY+e+PO/h+cwGdooJ4+ao+9EkM8Xk59l27KXz8Meybt2C+8EJiHnsUdcjxl+PyuJi/Yz5vb3obrVrLfwb9h4vSLmqWn43CfdWs/zmL7G3l6Axqeo5MoO+oRAJMvh2WUziFHRgu8ZBkmGIpxLJ0E0VfbkbxyEQNDyC0Q4238Y3iafx9AsIgMKI++RXhTX4FhB57MYQ09BoTfEMkuoTmJOqQQnNzyS6+3/c9725+l4K6AvpE9uHWPreKhJdAma2socfWqoJVlNhKAEg2JzM01pvYGhgzEJPO5OdIm5fll1/Iv+dezJdcTNwLL2CtrmLOtNsIS0jimieeQ9UKewxVlxQx74E7iUrpwFWPP4NitZF93fW4SkpI/fILdImJ/g6xWZXZylhTuIZVhatYWbiSoroiAGIDYxuGOWyLc8QJvmV321m4byHvbX2Poroi0qPSuaPvHQyKPf4pFwThRIlEV3vhcYGzzru4rOCs9bZ8dli8iSv7gXVV/bqRxWEB2X3sMgzB3gc9hy1hjeyL8PbM0ptAklAUhaovv6TkhRdBUYh54v8IvvjiFvvWCKeOgj2VrPwmk6LMaoxmHX3PTqLHiDh0huZpmf9H9h88teopLE4LU/tOZUKPCWhUx1+WbLNR8tLLVH78MboOHYh74QUCevbweZwZBdVM/2IL2wstXNg7licv6UFEkJjos6Us3lXCQ19tpbTWwa1npHHXqE4+792luN2Uv/cepW++hSYsjNhnnyXotKa1Ksyx5PDo8kfZWLKRkYkj+b+h/9dslZTSnBrW/5LFvo2laDQqeo1MoN/5yc2SjBZObe6KCor+7wlqfvuNgH79iHvuWXTJyd6Dsuy9L6org7rSg4u1/JDX9cesFd4E2rESY+AdRvGw5Fewd9GbvIsuqH7b7G3gc9h+s3dboxc91+uJRJfQnEQdUmgpLo+Lb/Z+w6wtsyi2FtMptBMTekzggpQL0Ir5ok8JNreNDcUbWFGwgpWFK9lTuQeAEH0Ig2MHNyS34oLi/Bxpy7Hv2kXWNddi6N6dpDmzkbRaFs54lv2b1jHuxf8RFpfg7xCPadvi31n09kxG3HgTAy++HGdODvuvuhptTAwpn3yMynhqTKOhKAo5NTmsKvD29lpTtAaL0wJAp9BODYmvAdEDMGpPje/Jqa7KXsWnuz7lk52fUGGvoHdkb6b2ncrQ2KGigYfQYkSiyxfqyqFsNyiy9wGIInsXWT58n3zIMUX2Jqc8DnDXLx4HuJ3HWNcvhyaxnHXgqk9ueZzHF6vWePDBS2OL3lyf0DoigRUQCid5I+4qKCB/+gPY1q8n+NJLiX7sMTEnhuAT5fm1rPx2H9lbywkM1tH/ghS6DY9Fo22eVmBWl5VnVj/Dwn0L6RbWjadPe5rOoZ2b9B72XbvIv+denPv3EzZ+HJH33ovK4NveAB5ZYdaSTF75bRchRh1Pj+nJeT1ifFqGcHyqbS6e/mE7X6zPo0u0iRlX96FnfLDPy7Fty6DgwQdx7ttH2PhxRN13H5Lu+HtLeWQPC3Ys4PUNrxOgDeCZ4c9wRuIZPo/zgMqiOtb9nMXuNcXoAzT0Oy+Z3mcmoNG1vhacQttjXbuW/Pvux1NZSeQ9dxM2YQKS+iR+thQFHDXehNeRi73qkNf129YK7/mOGnDWeO/9/o1K4018aY2gDfAuGsMha4N3vtIj1xq991q11rs+sDT6Wg0qbX1CTTp8rdZDQv8T/x75kEh0Cc2pVdQhhVOKy+Pip/0/MSdjDnur9hJljGJst7Fc2flKgnRidJP2RFZkdlTs8PbaKljFhpINuGQXWpWW9Kj0huEIu4V1QyWp/B1ui/PU1pJ1xZXIViup33yNJiKCXSuX8cPM5zn9+gkMuvRKf4f4jxRF4buXnyZ7yyYmzHiL4KhoapcuI/eWWzBfcD5xM2ackg/1PbKHnRU7WVno7a24sXgjTtmJRtLQO7I3Q+KGMDR2KD0ierTLYThPZXk1eczbPo9v936LzW3j9PjTmdhzIgOiB5ySvwuCf4lEly9s+wq+vMl376fWex9YqHWHrzV671xWukDQGQ8+CNEFHly09ft1xvqkltk7nM6BJJbGv8NDKW43Ze+8S9lbb6FNTCD+5RkE9GraMG+CcICl3Maa7/eza3UROoOG/ucn0+vMBLTN+JA8syqTaYunkVmdyeTek7m1z61NulFTFIXqr76i6L9PozabiXvxBQKHDvV5nPlVNqZ9tonV+yu4oGcMz17Wi9BAMTycv/21s4SHvt5CRZ2TB8/vyk3DU1GpfHvzJ9vtlLw8g8oFCzD07k3Cq6+gjY9v0ntkVmfy4JIH2Vmxk4k9J3Jn+p3NWiEpy6tl1Xf1yeoQPYMuTqXrkBhU6lOv8i+cPMXjoXzWLEr/9wa6pCTiZ76KoWtXPwdVPzy0owYctd5e9M7ag4mwhoRY/T6XFVx273xjLpt3cdvq9x2x9jh8F2dQDNy/y3fvdxJEoktoTq2iDimckhRFYXnBcuZsm8PqotUEagO5KO0irup8FV3Cuvg7POEEKIpCtiWbNUVrWFO0htWFq6lyVAHeni0Hemz1j+5PgCbAv8H6maIo5N87jZrffiN5zmyMAwdiq7Ewe9ptmCMiuf7pGahOplFSC7GUlTB72m0k9ezDZQ88DkDZrPcofeUVoh9/jLDrr/dzhP5nd9vZWLKxYX6vHeU7UFAI1AYyMHogQ+K8Pb7SgtNEMqQNkhWZFQUr+HzX5/yd9zcqScVFaRcxvvt4OoZ29Hd4wilMJLp8oaYYSjJAUoOk8raUlVT1i9rbQvaofSrvROeNJbVOgQ956/r15E+fjqe0jOhHHyXk6qvEHzfhuDntbtb/nMWmP3KRkOh9ZssMe/ZD5g88tfIpAjQBPHf6cwyLG9ak62WrlaInn6T6u4UEDhtK3EsvoQkP93mc328u4OFvtiLLCk9c0oMr+yeI369WpLLOyYNfbeHX7cWM6BzJjKv6EGny/VCSlkW/UvjII6BWE/fcc5jOOrNJ1zs8Dl5Y8wJf7P6CflH9eHHEi0QHRvs8zkPl765k5Tf7KN5vITTGyOnXdCaxW1izlim0L+6yMvKnT8e6chXmiy8m5v/+r/33Hpdlb7JLdnsXT/1adv3Da5c3+YZy+FqthZTT/P0VASLRJTSvVlGHFE55GeUZfLT9IxZlLcIpO+kT2Yeru1zNucnnYtCIeR9bs/zafNYUehNbawrXNMyzFWWMYnDM4IZeW2KuosNVLPiI4qefJvK+aURMngzA7++/yZY/FjH2+deITE71c4THb+33X7NkwYdcev+jdBw4BEWWyb31VqyrVpPyxRcYujRtxJf2rspexZoi7/xeqwtXk1OTA0BkQCSDYwczJHYIg2MHExMoRqBpzcpsZXy791u+3P0l+bX5hBnCuLzT5VzX9TqijFH+Dk8QRKJL8B9PVRX50x+gbulSgi+/nJjHH/P50G1C+6IoCnvXl7Diq73UVjroMiSGwZekYQpr3p8bl+zihTUv8Nmuz+gX1Y+XznipyX/EHZn7ybvrTpz7Mom4YyoRt956ckNoNcLu8vDfH7bz0eoc0pNCmHlNX5LD2/kD3jZKURQ+Wp3Df3/YjsmgYcbVfTmjc6TPy3Hm5JB/z73Yt28nfNLNRN57b5N/7g5N8L58xssMjBno8zgPpSgKmZtKWfH1PiylNjr0i2T4lZ2a/fdcaPtsmzeTd+ddeCwWYh57lODLLxdJ/jZMJLqE5iTqkEJrUmWvYuG+hXyx+wuyLFmYdWYuTLuQC9MupHdEb/G3rBUoritu6LG1tmgt+bX5AIQZwhgUM4iBMQMZFDOIZHOy+Pc6Bvvu3WRdeRWBQ4eS8PZbSCoVJVmZLHjoHvqedyFnTZzi7xCbxON2s+A/9+Coq2PCK2+hMwTgLi8n89IxaEJDSPniC/F86x/k1+azunA1qwpWsbpoNRX2CgBSg1Mb5vcaGDMQk87k50gFp8fJsvxl/JD5A3/l/IVbcTMoZhBXdbmKUYmjxHyTQqsiEl2CXykeD2VvvknZW29j6N6d+NdfR5fQtCG2hFNDRWEdSz/bTd7OSiISgxhxbRdiO/h+jqMjWZwWpi2exurC1UzsMZG7+t2FRqVp0nvULllC/n33I2m1xM94uVmGKswpt3L7x+vZlm9hyog07j+vC1ox7Furt6uohrs+2cjukhruHtWJu87q5PuhDB0Oip97jqpPPyPw9NOJn/EyarO5Se+RWZ3JPX/dQ25NLv839P8Y03GMT2NsjNvlYdNvOaz7ORtJggGjU+g7Kgm1VvxcC0er+uprip54Ak10NAlvvoGhixj+qa0TiS6hOYk6pNAaKYrC2qK1fL77c/7K+Qun7CTRlMjo1NFcmHYhqcFtp7dLW6YoClmWLDaWbGxYsi3ZAJh1ZgbGDGRgzEAGxwymQ0gHkdg6DorTyf6rr8FdUkLa9wvRhIejKAqfP/kfyvJyuHnmLAxBbW+uuvxdO/j08ekMvuxqTrt2HAC1y5aTO2kSIdddS+z//Z+fI2wbZEVmT+UeVhWuYmXhSjYUb8DmtqGSVHQL60Z6VDr9ovuRHpUuekm2EFmRWV+8nh8zf+S37N+wOC2E6kO5MO1CrupyFWnBaf4OURAaJRJdQqtQ8+dfFDz4IJJaTcIb/8M4QDzXELxcTg9rf9jP5t9z0RrUDL4kjR4j4n2eDGhMriWXqX9OJbcmlyeGPsGlHS9t0vWKolDxwQeUzHgFfdeuJL7xvybPlXQ8FmUUcf8Xm5GAGVf35ZzuzTu8nOBbNqeHR77dytcb8jmjcyQzr+nbLPOpVX7+OUX/fRpdXBwJb7+FPq1pN6cWp4X7Ft/HqsJVTOo1iTvT72yRCbQtZTaWfbGH/ZvLCIk2MuK6ziR2FcMZCl6Ky0Xxc89T+fHH3iFhZ8xAExrq77AEHxCJLqE5iTqk0NrVOGv4Pft3ftr/E2uK1iArMt3DuzMqaRQjE0fSKaSTSLD4iMvjIqM8g00lm9hQsoFNJZuodFQCEKIPoW9UXwZED2BQzCC6hHVpkfvf9qbklVcpnzWLhLfexHTWWQDsWrmUH2a+wNmTptLnnAv8HOGJ+/H1l9i7ZiU3vTYLU7g3CVP84ktUfPghie+/T9Bpw/0cYdvj9DjZXLqZVYWrWF+8nm1l23DUz0mbaEokPSrdm/yK6kdqcKr4LPQRl+xiQ/EGFucu5vec3ymqKyJAE8CopFGMTh3NkLghzTpvtyD4gkh0Ca2GMyuL3Ftvw5mfT9zT/yX40qYlFYT2p2BPFX/O20F1qY2uw2IZOqYDRrPvEwCN2Viykbv/vBsZmVdHvtrk4dpku53CRx/D8sMPmEdfQOwzz6AK8O3kw7KsMPOPPbz+xx56JwTz5vX9SAwz+rQMoWUcGMrwqe+3E2nS886N/emV4Psei9YNG8i78y4Uh4O4l1/CNHJkk653yS6eXf0sX+7+knOSz+GZ055psUm1szPKWfrpbqpLbXQ/PY7hl3dEF9C03pVC++KpribvzruwrllD2MSJRN03DUkjfibaC5HoEpqTqEMKbUmptZRfsn7hl/2/sKVsCwDxQfGckXAGIxNHMiB6gBg66jgpikJBXQHbyraRUZ7B5pLNZJRnNDxETzIlNfQe6RvVl1SzeIh+sqwbNpB941iCL7+MuKefBsDldDD7nlsxmEzc+NyrqFS+HdK/JVWXFDP73il0HT6S82+/B/COqLH/ssuR7TbSFi5E3QZ7q7UmLo+L7RXbvcno4g1sKt3UMNRhsD6Y9Mh0ekX2okd4D3qE9yDEEOLfgNsQi9PC8vzl/JX7F8vyllHjqkGv1jM0digXpF7AyMSRGLXiGZPQdohEl9CqeKqrybvrbqyrVxN+6xQi77oLSSVaTJ1qXA4PK7/dx9bFeZjDDZw5thsJXVquhf7i3MXct/g+YoNieXPUmySbk5t0vbuigrzbp2LbvJnIe+8lfPIkn1eQ6hxupn2+iUUZxVzZP4FnLuuJXtN2KwiC16bcKm5fsJ7yOicvXdWHS/rE+bwMV2EheXfciX3HDqIffpiwG29o0vWKojBv+zxmrJtB36i+vDnqzRYbO93t9LD6+/1s/j2HwBA9Z97YlaQe4S1SttC6OHNzyb1lCq68PGKfeZrgSy7xd0iCj4lEl9CcRB1SaKtKraUsyVvC4tzFrCxcicPjIEATQL+ofgyKHcTgmMF0DeuKug0nDnypxFrSkNTKKM9ge9n2ht5aGpWmYVi09Kh0+kb1FcOi+ZjscLD/0jEoLhep332HOsg7f/S6H77h7/kfcNVjz5LUs7efozx5fy/4kHU/fMPY518jKsU7aoZt0yayrr+BkKuuIvbJJ/wbYDujKArZluzDhhfNsmQ1HI8PiqdHeA96RvSkR3gPuod3J0gnko0AVpeVTSWbGuYc3F6+HY/iIcwQ1tB4YkjsEJHcEtoskegSWh3F6aTwqaeo/vIrTBecT9xzz4lJPE8hebsq+Wv+DixldnqdmcCQS9PQGVquhf7P+3/m4aUP0yWsC++c/U6TWwM5s7LIuWUK7uJi4l5+CfM55/g8xtwKK5PnrWN3cQ2PXNidm4aniJaG7Uh5rYPbFmxgTVYFd43qxD2jmmHeLpuN/PunU/vHH96eMNPvb3KjgkVZi3hoyUN0Cu3Eu+e8S6ih5ZLRRfur+XPuDiqLrHQdFstpV3ZEbxQtmU8Vts2byb3tdhSPh8Q3/odxYNN63Aptg0h0Cc1J1CGF9sDmtrGqYBUrClawpmgNmdWZAJi0JvpH96dPVB9vD4eIHph1TZufta2xuW1kVmeyp3LPwaVqD2W2MgDUkpoOIR0aHnz3CO9Bp9BO6NQtM1rIqarktdcof/udw4bwc1itvH/XJKJTO3DlI//1c4S+Ya+t5YO7JxNV/zUdqJsXv/QSFR98SNKHHxA4bJifo2zfapw17CjfwbbybWSUeRPb+bX5DceTTEl0Cu1Ep9BOdAzpSKfQTiSZkpo8/3pboigKxdZitpVtY1vZNjaWbGRL2RbcshuNpKFnRE8GxgxkRMIIekX0Eg0khHZBJLqEVklRFCo+/JCSl2dg6N2LxDffRBMhWle1Z26XhxVf72PrX3kERwZw1rhuxHUKadEYvtr9FU+ufJJ+0f1446w3mtzqx7phI3m33w6SROLbbxHQt6/PY1yVWc7tH23A7ZF54/p+jOgc6fMyBP9zuD08+s02vlifx4W9Y3n5yj4E6Hx746l4PN65jRYswHTeecS98HyTGxUsyVvCtMXTSAhKYNa5s4gyRvk0xn/idnlY+0MWG3/LwWjSMmpidzF31ynAsuhXCh54AE1UFInvvos+LdXfIQnNRCS6hOYk6pBCe1RmK2Nt0VpWF65mXfE6si3ZDcdSzCn0iOhB97DudAjpQFpwGjGBMW2qsZyiKJRYS8ipySHHkkN2TTY5lhz2Vu0ltyYXWZEB0Kv1pAWn0Sm0E93Du9MjvAddwrq02HDbgpd99272X34FwReOJu6FFxr2r/jiI1Z++Qk3PPsqMR06+TFC31r/43csnvceVz76NMm9+gL1PdrGXIbidpP2/ULRgLuFVdor2V6+nW1l29hVuYs9lXvIqclp+KzQqXR0COlAanAqyeZkksxJJJu862C976cRaE4u2UVuTS6ZVZnsqdrD9rLtbCvf1pDs10gauoZ1ZWDsQAbHDCY9Kl302hLaJZHoElq1mt9/J3/6A2giI0l6/z10SUn+DkloBhUFdfz6QQbl+bX0PjOBIZd1QOvjh/r/Zl7GPF5a9xLD44fz6shXm1wRsvyyiIIHHkAbG0virHfRJTdtuMPj8dnaHB75ZhtJ4UbeHzeAtEjR/b49UxSFWUsyef6XnfSKD+a9cQOINvu2cqQoChVz51LywosE9OlDwttvoQltWs+stUVrueOPOwg1hPLeue+RaEr0aYz/piTbwu+zt1NZbKXfuckMuiQVtVoMedveKIpCxZy5lLxY/7P61ptowkRisz0TiS6hOYk6pHAqqHZUk1Ge0dCaf1vZNkptpQ3HjRojqcGpdAjpQEJQAjGBMcQGxRIXGEd0YDR6tb5F43V4HJTUlVBkLaLYWkxxXTEl1hKKrcXk1uSSW5OLzW1rOF+r0pJoSmxIanUK7USnkE4kmhJFzwQ/Uzwesq+/AWdODmk//dhQv7Baqnn/zkmk9EnnkmkP+zlK33I7nXxw92SCo6K55okXGpLIdavXkDN+POG33UrU3Xf7OUrB7rYf3vuzag9Z1VkU1hWicPAZeIg+hCRzEvGB8UQHRhNtjCbKGNWwHREQ0eK9wWqdtRTWFXqXWu86pyaHzKpMsi3ZuBV3w7kp5hR6RfSiR0QPekX0oktYlxb/TBcEfxCJLqHVs23eTO6UW0GjIWnWuxi6d/d3SIKPKIrC9mUFLPt8D1qDmlHju5Pcs+Xn2zmQ5Don+RxeOP2FJk/mXD5njjdR0Lev9+FrExMF/0ZRFGb+vofX/tjDiM6RvHF9OmaDGKbtVPHb9mLu/nQjJoOGD8YPpGe871uXNfSSiYkm6b2mNyrYWrqVW3+/lUBtIHPOn0NckO/nFvsnLoeHZV/sYfuyAqJSzJx7cw+CI0Wr3fZCkWVKXniRirlzMZ1/PnHPiyGNTwUi0SU0J1GHFE5V5bZyMqsz2V+9n31V+8isziSzKpMSW8lR54bqQwkxhBCiDyFYH+x9rQ8hQBuAQW1Ar9Zj0HjXB4YAVBSFA/+heHsZ2Nw27G67d+2xY3VZqXZWU+Wootpev3ZUU+OqOSoGk9ZElDGKeFM8Saakg70uzMnEGGNEQquVqvz0U4qeeJK4F184bB7VxfPeZ8NPCxn/8puEJ7Rs47iWsGnRj/zx4dtc+cjTJPfu27C/4MEHqf7pZ9K++xZ9Wpr/AhSOyeFxkFeTR7Yl+7Aeo0V13sS7w+M47HyVpCJYF0ywPpgQ/cHPSbPeTIAmgACN93PSoDEQoAlArVIj4U1+SkgNiVC7247D48DhcTRs1zhrqHZUU+mopNrh/YystFdS66o9LAaNpCEuKI60kDQ6BHdo6K2bGpwqemsJpyyR6BLaBEdmJjk3T0K2WEh4800Chwz2d0jCSbLXuVi8YCf7NpaS2C2UURO6Exjc8i1Mvtj9BU+tfIpzks/hxREvNqlVjqIolL7yKuXvvXfCQ7/9G5dH5pFvtvL5ujyu6p/As5f3Qit6q5xydhRauHnOWix2N7PG9mdYR98P5WrduJG82273Nir44H0MXbo0LcbyHdy86GZCDaHMOX8OkcaWH1Zz7/oS/lqwE0VRGHlDFzoPjGnxGATfUlwuCh99lOrvFhI6bizRDz3U5PnkhLZJJLqE5iTqkIJwOKfHSbG1mKK6IgrrCimoLaDEWtKQhKpyVFFlr6LKUYVTdp5wORqVhgBNAMG64IYHwwceFIcHhBNtjG7oMRFtjBYPa9sgd2UlmedfgL5rV5LmzG54oG+truK9O26my9DTOP/2e/0cZfNwu1x8cNckzJHRXPvkwV5d7rIy9o2+EEO3bod9T4S2QVEUqh3V3p6mB5a6Yirtld7PSGd1w+ekxWHB5rYd1jusqYwaozd5dkRDg5jAGGIDY4kNiiU2MJZwQ7hI9gvCEUSiS2gzXEVF5EyahCs7h7iXX8Z83rn+Dkk4QcX7Lfzy3lasVU4Gj0kj/ewkJFXL3+x9v+97Hln2CKfFn8ZrZ77WpJ5cisdD0ZNPUfX554Rcew0xjz2GpPbtTUadw83UjzeweFcpd43qxL1ndxI3xaewwmob4z9cw/6yOl69pi8X9fZ9rynHvn3eRgVWK4nvvIOxX3qTrt9UsolbfruFuMA4Zp8/m1CDb3s3Hg9LuY3fPthOUWY13YbFMuLazmhaeChUwTdku538e+6ldvFiIu+5m/ApU8Rn4ClEJLqE5iTqkIJw4tyy+7DeB3aPHZfHBYAkSTT8J0noVDoMGkPDolWJUSnau8InnqDqiy9J+/Yb9J0OzsG19OM5rFn4FRNfeZuwuAQ/Rti8jtWrq/KTTyh68iniXnqJ4Isv8l+AQrNTFKWhN+uBxSN7vMcO/Ff/vP1Ar1iD2oBeo0ev1qOSRKM+QThRItEltCmeqipyb7sd26ZNxPzf44Ree62/QxKaaPuyAv7+dBeBwXrOm9yT6BSzX+L4Lfs37v/7fgZGD+SNUW9g0Bx/TyzF6ST/wQep+fkXwqdMIfKeu33+8LW0xsHNc9eyLb+aZy7rxXWDxPx0AlRbXUyat5Z12ZX830XdmTA81edluPLzybnpZlzFxST873WCTj+9SdevKVzD7X/cTlpwGu+f9z5mXcv/jssembU/ZrHupywik0ycP6Un5nAxlGFb4rFYyL39dmzrN4i/96cokegSmpOoQwqCIPieLSODrCuvInTsjcQ8fHAOLntdLe9NnUhK3wFcfM+Dfoyw+bldLj64ezLm8EiuferFhucEisdD1tXX4C4ro8PPP6Eyit6KgiAIvvZPdUiRQhZaHXVICEkffkDQGWdQ9MSTlL//vr9DEo6TxyXz10c7+WvBTuI7h3L1fwb6Lcm1smAlDyx5gF4RvXj9rNeblOSSrVZyb59Kzc+/EPXAA0Tde4/Pk1y5FVaueHsFu4treG/cAJHkEhoEG7XMv3kw53SL5onvt/PSop34ulGKNj6e5I8/QpeaSu7tU7H89FOTrh8UO4hXR77Knqo93PHHHdjddp/GdzxUahWDL0lj9O29qS6x8sVz68jdWdHicQgnxl1aSva48dg2byH+lRkiySUIgiAIgtDKKYpC8dPPoA4LI/KOOw47tumXH3DabAwec5Wfoms5Gq2WQZdeScHuHeTv2t6wX1Krif7PQ7iLiyn/cLYfIxQEQTg1iUSX0CqpAgJI+N/rmEePpuTlGZT+7w2fP+gVfKu20s7XMzawfWkB/c5P5qI7+mAI8s+wFbsrdzNt8TRSg1N56+y3mjTuu6e6mpybbqZuxQpin3ma8Jsm+jy+vSW1XPXOSix2F59MHsKobtE+L0No2wxaNW/d0I/rBiXx5l/7eOirrXhk334GasLDSZ43l4A+vcm/734qP/2sSdefnnA6z5/+PJtKNvHIskeQFdmn8R2v1N4RXPWfgQSYdHz/2iY2/Jot/l60cq6CArJuvBFndjaJb7+N+YIL/B2SIAiCIAiC8C9qfv4Z28aNRE27F7X5YINWp93G+p8XktZvIFEpaX6MsOX0HHk2BpOZtQu/Omy/ccAATOefT/kHH+AqKvJTdIIgCKcmkegSWi1JqyXupRcJvuJyyt58k5KXXhYPL1upgj2VfP7sWioL6zh/Sk+GjumAyg/zcQGUWEuY+sdUjBojb416q0lDqrkrK8meOBF7RgbxM18l5IorfB7fjkIL17y7Eres8OktQ0hPavn5jYS2QaNW8exlPbnrrI58ti6Xez7bhMvj22SS2mQi6b33CBoxgqInnqB8zpwmXX9eynncN+A+fs3+lZnrZ/o0tqYIiTZy5YP9SUuPYuXX+1j0XgYuh8dv8QjH5szNJfvGsXgqKr29t08b7u+QBEEQBEEQhH8hO52UvPIq+q5dCR4z5rBjW/9YhL3GwuDLrvFPcH6g1RtIP+8iMtevoTwv97BjUfffBx4Ppa++6qfoBEEQTk0i0SW0apJaTex//0vo9ddT8eGHFP/3vyiyf3oNCI3buaqQ72ZuQm/UcuVDA+iQHuW3WOpcdUz9YyoWh4U3z36TmMCY477WXVFBzoSJOPfuI+HNNzCfe67P49uUW8W1s1ah06j4fMoQusb4Z1hHoe2QJIlp53bhPxd05fvNBdzx8Qacbt9+Bh7oQWs691xKnn+Bsvfea9L147qP45ou1zA7Yzaf7WxarzBf0hk0nDe5B8Mu70jmxhK+mbGBuiqH3+IRjubI3E/2jWOR6+pImj0bY3q6v0MSBEEQBEEQjkPlxx/jyssjavr9SGp1w37Z42H9T9+R0K0ncZ27+jHCltf3vAvR6PSs++Hrw/brEhIImzCB6u8WYtu61U/RCYIgnHpEokto9SSViujHHiXs5puo/PgTCh95FMUjWur7m6IorF6YyR9zdhDXKYQrH+xPWGyg3+Jxy26m/z2dPZV7ePmMl+kadvw32e7ycnLGT8CZlUXCW28RNGKEz+NbnVnODe+tIsSo5fMpQ0mLDPJ5GUL7NeWMDjxxcXcWZRRz64L12F2+/QyUdDriX5mB+cILKZ3xCqVvvXX810oSDw16iDMSzuDZNc+yJG+JT2NrCkmSSD83idG396aq2MqXL6yjLK/Wb/EIB9l37yZ73DgUl4ukeXMJ6NnD3yEJgiAIgiAIx8FTXU3Z2+8QeNppBA0/vDf+njUrqSkrpf+FY/wTnB8ZzcH0PPNsti/5i9qK8sOOhd9yC+rQUEpeecVP0QmCIJx6RKJLaBMkSSLq/vuJuOMOqr/5hoLp01FcLn+Hdcpyuzz89uF21v2URbfhsVx0Zx/0Rv/Mx3XAjHUzWJq/lEeGPMLpCacf93Xu0lKyx4/HmZtL4rvvNMswWkt2lzJ+9hpiQwL4fMpQEsOOf84wQThgwvBUnr2sF3/tKmHyvHXYnD5Odmk0xL34AsGXXkrZ6/+jZObM4x4uVqPS8OKIF+kS2oX7/76fvZV7fRpbU6X0iuDy6f1QFPj6pfVkbyv/94uEZmPfvp2cceORJInk+fMwdOni75AEQRAEQRCE41T2zrvIFgtR0+8/6tj6n74lJDqWtP4D/RCZ//W/8DIUWWbDzwsP268OCiTitluxrlxF7fLlfopOEATh1CISXUKbIUkSkXdMJWr6/Vh++pm8e+5Fdjr9HdYpx1bjZOHMTexZW8yQMWmceWNX1Gr/fpR8v+97FuxYwI3dbuSqzlcd93Wu4hKyx43HVVBI4qx3CRwyxOexLdtTxqR560iLCOKzW4YQbTb4vAzh1HH94CReurIPy/eWMWH2Guocbp++v6RWE/vcs4RcdSXl77zbpLkRjVojb4x6A6PGyD2L78HitPg0tqaKSDBx5YMDCI4K4Mc3N7N1cZ5f4zlV2bZsIXvCRKSAAJIXzEffoYO/QxIEQRAEQRCOk6uoiMqPPiJ4zJijGisV7tlF4e6dpF9wCSqV+hjv0L6FRMfQadBQtv6xCJfDfvixa69FGxdH6Suviik4BEEQWoBIdAltTvjNNxP92KPU/vEHeXfeiewQc7C0lKoSK1++uJ6SnBrOm9yT/uenIEmSX2PaWbGTp1Y+xYDoAUwbMO24r3MVFZEzbhzu4mKS3ptF4KBBPo9txd4ybp67lrSIQD6aNJjwIL3PyxBOPVf2T+DVa/qyLruSibPXYnX6ONmlUhHz5JOEXn+dd27EZ5877mRXlDGKV0a+Qn5NPo8sfQRZ8W+FLihUz2X39SO5VwRLPt3Nsi/3oMjH97UIJ8+6YQM5E29CbTaTPH8+uuRkf4ckCIIgCIIgNEH5rFkoikLE1KlHHVv/47fojYH0PPNsP0TWeqSffzH2ulp2LPv7sP0qnY6Iu+7EnpFBzaJFfopOEATh1CESXUKbFHbDDcQ8+SR1fy8h77bbkW02f4fU7pXm1PD1S+tx2tyMuTedjv2j/B0S1Y5q7vnrHsx6My+d8RJa1fENn+gqKCB77DjcZWUkfvA+xv79fR7b6sxybp67juRwIx9NGkxooM7nZQinrkv7xvPatX1Zl13BpLnrfD9nl0pF9GOPETZ+PJXz51P05JPH3QqxX3Q/pg+czuK8xby75V2fxnUidAYNF9zai15nJrD591x+n7sdj0e0qGxu1rVryZk0GU1EBMkL5qNLiPd3SIIgCIIgCEITuPLzqfziS0KuuPyoezlLWQm7Vy+n16jz0BkC/BRh6xDfrQeRSSls+uX7oxoIBl98MfpOnSid+RqK27cNFAVBEITDiUSX0GaFXnM1sc88Q93KleTeehuy1ervkNqtgj2VfPvKBtQaFZff34+YtGB/h4RH9vDAkgcosZbw6shXiQiIOK7rnHn5ZI8dh6eqiqTZH2JMT/d5bOuyKpg4Zy3xoQF8NGmI6MklNIuLesfx8lV9WJlZzq0L1uNw+zjZJUlEPfQg4ZMnU/XpZxQ+9hiK5/jKuK7rdVycdjFvb3qbJXlLfBrXiVCpJE6/uhODL0lj9+pifnlnK24fz3EmHFS3eg05t0xBGxND0vx5aGNi/B2SIAiCIAiC0ERl77yLBERMmXLUsc2//QwKpJ93UcsH1spIkkTf8y+mNCeL/B0Zhx9Tq4m8526c2dlUL/zeTxEKgiCcGkSiS2jTQq64nLgXnve2HL/lFjy1df4Oqd3Zv6WMha9vJjBEz+XT+xMaE+jvkAB4a/NbrChYwcODH6Z3ZO/jusaZk0P2uLF4amtJmj2bgN7Hd11TrM+uZPyHa4gJNvDx5MFEmkSSS2g+l/dL4NnLerF4Vyl3fLwRl497KkmSROS0e4m4/Xaqv/qawocfPq5klyRJPD70cbqGdeWhJQ+RW5Pr07hOhCRJDBidwhnXdyFrWzkLX9+Ew+ryd1jtTt2qVeROmYI2Po7kuXPQRvm/968gCIIgCILQNM7cXKq++YaQq69GGxt72DGP28W2v34jrf9AzJHiXg+g22lnYAgMYuMvRyezgs46C333bpS9847o1SUIgtCMRKJLaPOCL7mE+JdfwrZxE7mTJuGpqfF3SO3GzlWF/PzOVsLjArns/n6Ywgz+DgmANYVreG/Le4zpOIYrO195XNc4s7LIHjcepc5K8uwPCejZw+dxbcuvZsKHa4g06flk8hCiTK3j+yW0b9cNSuLJS3rw2/Zi7vl0E+7mSHbddSeRd99F9XcLKXjwoeOqoBk0Bl4981UAHlryEC65dSSVeo6I59ybe1C838I3r2ykrlrM8+grB3pY6xITSJ4zB01kpL9DEgRBEARBEE5A2dvvIKnVhN9yy1HH9qxegbW6ij7njPZDZK2TVm+g51nnsmftSixlpYcdkySJyDvuwJWTI3p1CYIgNCOR6BLaBfPo0cS/8gq2bdvIuXkSHovF3yG1eZv/zOWPOTuI7xzCpfemExDUOuaYqrRX8p+l/yHZnMx/Bv3nuK5xZO4ne+w4FIeDpLlzMHTv7vO49pXWMu7DNZgDtHw8eQjRZpHkElrO+GEpPDy6Kz9uLWT6l1uQZeXfL2qiiNtuI/Lee7H88AP506ejuP49cRUfFM//Dfs/tpRt4a1Nb/k8phPVaUA0F07tTXWJla9f3oClTMzzeLJqly33JrmSkkiaMwdNxPENJysIgiAIgiC0Ls6sLKq/+47Qa69FG310j63Nv/9McHQMKb19Pw1AW9b33AtRFIWtf/xy1LGgM8/E0KMHZW+/fVz1KEEQBKHpRKJLaDfM551LwuuvYd+xg5wJE/FUVfk7pDZr4685LPt8D2l9I7loah90Bo2/QwJAURQeX/44lY5KXhzxIkat8V+vcezdS/a4cSiy7E1yde3q87gKqmyMfX81KgkWTBpMXMipPRmv4B+3jOjAfed05puN+Tz5fcZREyH7QsSUW4iafj81P/9C/n33H1cl7byU87ii0xV8sPUDVhWu8nlMJyqpeziX3pOOo87FN6+IZNfJqF26jLzbb0eXkkLS3DlowsP9HZIgCIIgCIJwgkrfegtJqyV88qSjjpXn5ZC3fRu9R52PpBKPFA8VHBVNat/+bPvrN+QjhnuXJImIO6biys0VvboEQRCaifirJLQrprPOIvGN/3mTGxMm4q6o8HdIbc6GRdms+HovHftHce7kHqi1redj4pOdn7A4bzHT+k+jW3i3fz3fvns32eMngATJ8+Zi6NzZ5zGV1zq48YPV1NjdzJk4iNSI1jGHmXBquuOsjkw6LZW5K7N548+9zVJG+M03E/XQg9T8+it5996L4nT+6zUPDHyAlOAUHl76MBX21vO5HJMWzKX3pONyePhmxgaqS63+DqnNqV2yhLypU9F16EDSnNloQkP9HZIgCIIgCIJwgpxZWVh++JHQ669vtIf+5t9+Rq3R0PPMc/wQXevXa9R51FZWsH/TuqOOBY0ciaFnT8reffe45j0WBEEQmqb1PMEWBB8JOuMMEt56C+f+/eSMH4+7rMzfIbUZ637OYuU3++g0MJpzbuqOWt16PiJ2VexixroZjEgYwQ3dbvjX8+07d5IzfgKSWk3y3HnoO3TweUw1dhcTZq8lv9LGBxMG0jM+2OdlCEJTSJLEw6O7cXl6PDN+281Hq7ObpZzwCROIfuQRan//g7y770H+l2SXUWvkpREvUeWo4rHljzVLb7MTFZlkYsy96bidMt++spGqEpHsOl41ixeTN/UOdB07kDz7Q5HkEgRBEARBaOPKP/gQSaMhfOKEo4657HYy/v6DToOHYzSLum9j0tIHEhgSypbfjx6+UJIkwm+ZjCsnh5pff/VDdIIgCO1b63mKLQg+FHTacBLffQdnXj7Z48bjKinxd0it3tof97P6u0w6D4rm7AndULWiJJfT4+ShpQ9h1pv57/D/IknSP55v377dm+TS60mePw99WqrPY7K7PNwybz07Ci28fWM/BqWG+bwMQTgRKpXEC1f25swukTz67TZ+2lrYLOWEjb2R6Mcfo/avv8i7805kh+Mfz+8S1oX7BtzHkrwlfLbrs2aJ6URFJJi49N503C6Zb2dsoKpYJLv+Tc2ff5F3513oO3cmefZs1CEh/g5JEARBEARBOAmukhKqv/2W4MsvQxMZedTx3auX47RZ6XP2BX6Irm040Ntt/8b11JQf3ejadPbZ6FJTKXvvvVbV+E8QBKE9aD1PsgXBxwKHDCFp1ru4iorIGTsOV1GRv0Nqtdb8sJ813++ny+AYRk3o3qqSXABvbXqLvVV7eWrYU4QZ/jmhZNu6lewJE5ECjSTPn4cuOdnn8Xhkhbs/3ciq/eXMuLoPZ3WN9nkZgnAytGoVb93Qn35Jodzz6SZW7G2enq1h119PzJNPUvf3EvKm3oFst//j+dd3vZ5hccN4Zf0r5NXkNUtMJyoiIYgx96YjywrfvLKByqI6f4fUatX88Qd5d9+NoWtXkmZ/iDpYtOgVBEEQBEFo6yrnzUPxeAi/6aZGj29b/BshMbHEd+vRwpG1LT3PPBdFkdm2+LejjkkqFeGTbsaxfQd1K1b4ITpBEIT2q3U9zRYEHzMOHEjS++/jLisje+w4XPn5/g6p1Vn3037W/rCfrkNjOGt8N1Sqf+4t1dK2lm5ldsZsLut4GacnnP6P51o3biRn4k2ozWaS581Hl5jo83gUReGp7zNYlFHM4xd159K+8T4vQxB8IUCn5oPxA0iJMDJ53jq25lU3Szmh11xN7DNPU7d8OXm3345ssx3zXEmSeHLYk6glNY+veBxZkZslphMVHh/Epfemo8iKGMbwGCy//Ube3fdg6N6NpA/eR202+zskQRAEQRAE4SR5LBYqP/kU8/nnoUtKOup4ZVEBedu30XPkOf86wsqpLiQ6hqRefdn656/I8tFzcZkvvhhNVBTl773vh+gEQRDaL5HoEto9Y790kmZ/iKeqiuyx43Dmta5eBP60+Y9cVi/cT+fB0Zw1tvUluRweB48uf5TIgEimD5z+j+da168n9+ZJqMPDvD25EponAfXe0kzmrsxm8umpTBzu+yERBcGXQow65t00mBCjjolz1pJX2TyJm5ArriD22WepW7mK3FtvQ7Yeu5yYwBimD5zO2qK1fLrz02aJ52SExwUx5t5+yLLCdzM3UlPxz73UTiWWRb+Sf+80Anr0IOl9keQSBEEQBEFoLyo//Qy5ro7wSZMaPZ6x+A8kSUX3M85q4cjapt6jzqOmrJScrZuPOqbS6QibMAHrqlXYtm71Q3SCIAjtk0h0CaeEgN69SZozG09dHdk3jsWZne3vkPxu+/ICln2xh7T0SEaN64bUypJcAG9uepPM6kyeHPYkJp3pmOfVrV5DzqTJaKKjSZ43H21sbLPE8/3mAp79aScX9o7lPxd0a5YyBMHXYoINzL1pIE63h4mz11JtczVLOSGXjSHuheexrl1L7i1TkOuOPfTfZR0vY3j8cGZumEmuJbdZ4jkZYXGBXHJXX5xWNwtf24TV4vR3SH5n+eUX8qdNI6BXLxI/eB+16difyYIgCIIgCELbIdvtVMybR+Dw4Ri6dz/6uOwh4+/fSenbD1NYhB8ibHs6DBiCITCIjL//aPR4yNVXozKbRa8uQRAEHxKJLuGUEdCjB8lz56A4HGTfOBZH5n5/h+Q3e9YW89eCnST1COPcm3q0ujm5ADaXbmZuxlyu6HQFw+OHH/O82uXLyZ0yBV1CPMnz56GNjmqWeFZnlnPf55sZlBLGjKv6tLreb4LwTzpGmXhnbH+yyuu4df56nO7mGTIw+JJLiHvpRe8wopNvwVPbeLJLkiSeGPoEGknDYysea3VDGAJEJpm46I4+1FbaWfjaRux1zZMgbAuqf/yR/PvuJ6BvXxLfew91UJC/QxIEQRAEQRB8pPrbb/GUlRE+eXKjx7O3bKK2opyeZ57TwpG1XRqtli7DRrB37SocjYx2oQ4KJPT666j57bdT+tmUIAiCL7W+p9uC0IwMXbuSNHcOiiyTPW4cjr17/R1Si9u/pYzfZ28nrmMI50/phVrb+j4GnB4njy9/nChjFPcPuP+Y59UuWULebbejS04mae5cNBHN07psb0kNk+etIzEsgFnj+mPQqpulHEFoTsM6RPDilb1ZmVnOQ19vQVGUZikn+MILiZ/xMrbNm8mdNAlPTU2j5x0YwnB98fpWOYQhQGzHEEbf1pvKYivf/28zTrvb3yG1uKqvvqZg+gMY09NJmvUu6qBAf4ckCIIgCIIg+IjidlP+wYcYevXCOHhQo+ds++s3AkxmOvRv/LjQuB5njMLtdLB71bJGj4eNHYuk01H+4QctHJkgCEL71PqecAtCMzN07kzyvLkgQfa48dh37fJ3SC0md2cFi2ZtIyIxiAtv741W1zoTNrO3zSazOpPHhzxOkK7xngM1f/5J3tQ70HfsSNKc2WjCwpollpIaO+M/XItOo2bOxEGEGHXNUo4gtITL0hOYdk5nvt6Qz2t/7Gm2csznn0/8q69g27aNnJsn4bFYGj1vTMcxDIsbxusbX6fEWtJs8ZyMxG5hnDepJ6U5Nfz45hZczqMnlG6vKhZ8ROEjjxA4dCiJ781CFSiSXIIgCIIgCO1Jze9/4MrNJXzSJCTp6FFL7LW17Fu3iq6nnYFao/VDhG1XTMfOhMYlHHP4Qk14OMGXX4blu4W4y8paODpBEIT2RyS6hFOSvkMHkufNQ9JqyRk3Hvv27f4OqdmVZFv46e2tBEcFcPGdfdEFaPwdUqNyLDnM2jKLc5PP5fSE0xs9x/Lrr+TddTf6bt28Sa7Q0GaJxe7ycMu89VTUOZk9YSCJYcZmKUcQWtKdZ3Xkyv4JzPx9D1+uz2u2csznnkvCazOx79hBzsSb8FRVHXWOJEk8MvgRXB4XL659sdliOVlpfSM5e2I3CvZW8ev7Gcie1jfUoq+VvfcexU8/TdCoUSS8/RaqgAB/hyQIgiAIgiD4WMWC+Wjj4zGdParR47tXL8PjdtNjROPHhWOTJIkeI84if2cGVcVFjZ4TNnYcistF5WeftXB0giAI7Y9IdAmnLH1qKsnz5yEFGsmeMBHb1q3+DqnZVJda+eGNzQQEarnk7r4YglpnSyxFUXhm9TNo1VoeHPRgo+dUffst+fdOI6BXL5I+eB+12dxssTzw5RY25Vbx6jV96ZUQ3CzlCEJLkySJZy/rxfCO4Tz01RZW7itvtrJMo0aR8PprOHbvJnv8hEZbKiaZk7il9y0sylrEsvzGh/VoDToPjGHENZ3J2lLG35/sbrahH/1NURRKXnuN0hmvYL7wQhJmvopKJ3qyCoIgCIIgtDf27duxrVtP6A03IKkbH+1lx9LFhMUlEJXaoWWDaye6jzgLJIntSxrv1aVPSyVwxOlUfvopitPZwtEJgiC0LyLRJZzSdElJJM+bj9psJmfiTVg3bvR3SD5ntTj5/vXNyLLCxXf1ITBY7++QjmlR1iJWFKzgzvQ7iTJGHXW8Yv4CCh/6D8ZBA0l6/z3UJlOzxfLGn3tZuLmA6ed14fyeMc1WjiD4g06j4u0b+5MSEcjtH60np/zoCZJ9xXTmmSS88zbOnByybrgBZ17+UedM7DmRFHMKT696Grvb3myxnKxeIxPod34y25cVsPbHLH+H43OKolDy/AuUv/0OIVddSdyLLyBpW2fDCEEQBEEQBOHkVMybj2Q0EnLlFY0et5SWkLdjG91OP7PRYQ2Ff2cKjyCpZx+2L/nzmA3lwsaOw1NahuWXX1o4OkEQhPZFJLqEU54uIZ7k+fNQh4WRe/MkrOvX+zskn3Ha3fz45mbqqhxcNLUPoTGtd34Vi9PCC2tfoHt4d67tcu1hxxRFofTNNyl+5hlM55xN4rvvNutcMT9uKWTGb7u5PD2e20eKlmtC+2Q2aHl/3ABkBSbNW0uN3dVsZQUNH07Shx/gqawi+4YbcOzbd9hxnVrHY0MeI782n1lbZjVbHL4w5NI0ug6JYe0P+8lYenTSrq1SPB6KHv8/KubOJXTcWGKeeuqYLXsFQRAEQRCEts1dXo7lxx8JGXPpMUdJ2bFsMQDdThvZcoG1Qz1GnEV1STGFe3Y2ejzwtOHo0tKomDe/3Y4aIQiC0BJEoksQAG1sLMnz56GJjiZn0mRql7be4bOOl8cjs+i9DEpzajh3ck9i0lr30Hv/2/A/KuwVPD70cdSqgw9XFVmm+LnnKPvfGwSPGUP8q807jNaWvCru+2IT/ZNDee6KXqLlmtCupUQE8vYN/dhXWsfdn27CIzdfxcqYnk7y/HkoHg/ZN9yIbeu2w44Pih3EJR0uYXbGbPZV7TvGu/ifJEmMHNuVpB5h/P3xLvZvafsTR8tOJwXTH6Dqiy8Iv3UK0f/5j/jsEwRBEARBaMcqP/sMxeUi9MYbGz2uKArbl/5FfNceBEdFt3B07UvHgUPQaHXsWPZ3o8clSSL0xhuwb9uGbdOmlg1OEAShHRGJLkGop42OJnneXHTJyeTedhvVCxf6O6QTpigKixfsJCejnJE3dCW1d4S/Q/pHO8p38Nmuz7i2y7X0CO/RsF9xuyl85FEq580ndNxYYp99BkmjabY4iqrtTJ63jvBAPe+O7Y9eI3ozCO3fsI4RPHFJD/7cWcKLvzTeytBXDF26kPLRAlRGIzkTJlC3Zs1hx+8bcB9GjZFnVz/bqlszqtUqzpvck8gkE7++t42izGp/h3TCPLW15E6ZguWnn4i6/z6i7rlHJLkEQRAEQRDaMcXppOqTTwk87TT0aWmNnlOyfx8V+bl0P/3MFo6u/dEFGEnrP4jdq5YhezyNnhNy6aWoTCYq589v4egEQRDaD5HoEoRDaCIjSZ4/D2P//hQ88CDlH3zo75BOyNof9rNzZREDL0ql+2lx/g7nHymKwvNrnifUEMod6Xc07JetVvLuvIvqb74h4o47vD0MVM33kWV3ebhl/jpq7W4+mDCAiKDWO5eZIPja2CHJjB2SzLtLMvlyfV6zlqVLTib5k4/RxMSQO2kylkW/NhwLM4RxR/odrClaw585fzZrHCdLZ9Bw4dQ+BIbo+fHNLVSVNN88Z83FXVZG9rhxWNesJfb55wifNMnfIQmCIAiCIAjNzLLoV9ylpYSNG3vMc3Ys+wu1RkPnIae1YGTtV9fhI7BWV5GzbXOjx1WBgYRceSWWRb/iKipq4egEQRDaB5HoEoQjqE0mEt+bhemC8yl56SWKn3seRZb9HdZx27W6iLU/ZtF1WCwDL0zxdzj/6tfsX9lQsoE70u/ApDMB3vHCs8dPoPbvv4l+7FEi75jarD0MFEXhkW+2sSWvmpnXptM1pvExygWhPXv84u4MTQvn4a+3sj67olnL0kZHk7xgPobu3cm/5x4q5s5tOHZV56voGNKRl9e9jNPjbNY4TpbRrOOiO/sA8OObW7DXNd88Z77mzM4m67rrce7PIvHttwgZM8bfIQmCIAiCIAgtoGL+fHQpKQSe1ngSS5Fldq1cRkrf/hiCglo4uvYpte8A9MZAdi5fcsxzQm+4ARSFyo8/acHIBEEQ2g+R6BKERqh0OuJnzCB07Fgq5s6lYPoDKM7W/cAVoHBvFX/O30F85xBGXt+l1Q8/ZXfbeWXdK3QO7czlHS8HwLF/P1nXXodjzx4S/vc6YTfc0OxxzF+VzVcb8rh7VCfO6S7GHxdOTVq1irdu6EdsiIEp8zdQVG1v1vI0oaEkzZmN6exRFD/3PMXPPYciy2hUGqYPnE5ebR7zt7f+oTtCooxccGtPLGU2fpm1DY+n9TeMsG3dRtZ11yPX1pI8dw5BI0b4OyRBEARBEAShBdg2b8a+ZQuhY2885ogpBXt2UVtRTpehp7dwdO2XRqej46Ch7FmzAvcxni3pEuIxjTqLqs8/R7Y3b11MEAShPRKJLkE4BkmlIvrh/xA5bRqWH38k55YpeKpb7zws1aU2fnpnK6YwA+dP6YVa0/p/vedtn0dBXQEPDnwQtUqNdcNGsq+7HrmujuS5czCNGtXsMazOLOep77dzdrco7h7VqdnLE4TWLDRQx3vjBmB1urnto/U43I2PIe8rKoOB+Jkz6xsVzCP/nnuR7XaGxQ3jjIQzmLVlFmW2smaNwRfiOoVy5tiu5O+qZMnHu1r1/GI1ixeTM348qoAAkj/+iIDevf0dkiAIgiAIgtBCKj/5FFVgIMGXjjnmObtXLkWt1dKh/6CWC+wU0G34SJw2K/s3rjvmOaE33IinqoqaRYtaMDJBEIT2ofU/CRcEP5IkiYhbJhP3wvNY168n65prcWZn+zusozisLn58czOKonDR1D4YArX+DulfFdcV8/7W9xmVNIpBsYOw/PorORMnogo2k/LpJwT06dPsMRRW25j68QaSwoy8ck1fVKrW3QNOEFpC52gTL13Zh405VTz5/fZmL09Sq4l55GGiHnqQml9/JWfiTbgrK7l/wP04ZSevb3i92WPwha5DYul/QTLblxey6bdcf4dzFEVRqJg7l7zbp6JLTSX5k4/Rp6b6OyxBEARBEAShhXiqq7H8/DPmiy9CHRTY6DmKLLN71TJS+/ZHF2Bs4Qjbt8SevTAGh7Bj+eJjnmMcPAhdSgqVn37WcoEJgiC0EyLRJQjHIfjSS0me/SGeqiqyrr4G69q1/g6pgccj88usbVSX2rhgSi9CotvGzehrG17DLbuZ1n8aZe+8S/7d92Do2pWUTz5Bl5TU7OXbXR5uXbABm9PDrHH9MRtaf3JQEFrKhb1jmXJGGh+vzuGztTktUmb4hAnEz3wVe0YGWddcS2yJi+u7Xs+3e79le3nzJ9x8YfDFaXToF8WKb/aSuanU3+E0UFwuip54kuLnnsc0ahTJ8+ehjYryd1iCIAiCIAhCC6r+7jsUh4PQa6455jn5u3dQW1lBZzFsoc+pVGo6DzmN/RvX4zrG0ISSJBFy9dXYNm7Evnt3C0coCILQtolElyAcJ+OAAaR89inqsDCyb7qZqq++9ndIKIrC0k93k7ezkpE3dCW+c6i/QzouGWUZfJ/5PeM7XIf6iZmUzpyJefRokubOQRMW1uzlK4rC499tY3NuFTOu7kvHKFOzlykIbc30c7twWscIHvs2g025VS1Spvn880maOwfZaiXr2usYV9mdEH0IL659sVUPB3iApJI4e0I3opLN/PZhBqU5Nf4OCU91NblTplD12WeET55M/GszURnbRoMIQRAEQRAEwTcURaHys88x9OmNoVu3Y563e+UyNFodHfoNbMHoTh2dBw/D7XSwf9Oxhy8MvmwMkk5H1Weft2BkgiAIbd9xJbokSQqTJOkbSZLqJEnKliTp+mOcFyJJ0lxJkkrqlyeOON5XkqSlkiRVS5KUJ0nSYz74GgShxeiSk0n59BOMA/pT+MgjFD31X5RjTCTaErb9nU/G0gL6nZdEt2GxfoujKRRF4dX1r5JmN3PhSyuw/PwLkfdNI+7ll1AZDC0Sw0erc/h8XR53ntWR83vGtEiZgtDWaNQq/nddOpEmPbctWE9ZraNFyjWmp5P65RfoUlKouHs6T+ztxfqidSzNX9oi5Z8sjU7N6Nt6YQjU8tPbW7Ba/Pc3wr5zJ/uvvIq6teuIfeYZou6bdsxJxwVBEARBEIT2y7ZuHc59+wi9+ti9uRRZZvfq5aSmDxDDFjaT+G49CDAHs3v1imOeowkNxXTeeVQvXIhss7VgdIIgCG3b8T7teBNwAtHADcDbkiT1aOS8VwEjkAIMAsZKkjTxkOMfA0uAMOAM4HZJki45sdAFwT/UwcEkvfceYRMnUvnxx2SPn4CruKTF4yjYU8myz/eQ3CucIZd2aPHyT9TKgpVY1qziv7MdeHJySXjrTSImT0aSWmZ+rHVZFTz5fQZndonknrM7t0iZgtBWhQbqeHdsfyrqnEz9aAMuj9wi5WpjYkj+aAHm0aOJXfAnD/9o4K0VM/DInhYp/2QFBusZfVtv7LUufpm1FY+7Zb5vh6r+/nuyrr0OxeEged5cQq64vMVjEARBEARBEFqHys8+R2UyYR59wTHPyd+1nbrKCjoPPa0FIzu1qFRqOg0cSuaGtbicx25IGHrN1cg1NVh++rkFoxMEQWjb/jXRJUlSIHAF8JiiKLWKoiwDFgJjGzn9YuBFRVGsiqJkAR8ANx1yPAX4SFEUj6Io+4BlQGMJM0Fo1SSNhugHHyD+lRnYd+1i/5VXYF137K7nvlZTYeeXWdswRwZwzk09kFQtkyQ6WR6Pm/UvPcz/fezBGBJBymefYjrzzBYrv7TGwe0fbSA+JICZ16ajbiPfN0Hwp57xwTx3eS9W76/gpUW7WqxclcFA3MsvEXX/ffTJsDJ55m5+/+uDFiv/ZEUmmThzXFcK91az7Is9LVau4nJR9OyzFEx/gICePUn96kuM6ektVr4gCIIgCILQurgrK6lZtIjgSy5BFRBwzPN21Q9bmCaGLWxWnYYMx2W3kb154zHPCejfH12HDlR+9lkLRiYIgtC2HU+Prs6AW1GUQ2dB3MyxE1TSEds9D3k9ExgnSZJWkqQuwFDg9+MPVxBaF/Po0aR8+glqYyDZ4ydQ9s67KJ7m7XHgcnr4+Z2teFwyo2/rhT5A06zl+Yq7spJN46/i7F+KqTu9D6lffoW+Y8cWK98jK9zz2UaqbS7evrE/wQHaFitbENq6y/slcMPgJGYtyeTXjKIWK1eSJMInTSJp9mxMLg0xd8+k7Mu2M1Z954ExpJ+TxLa/89m+rKDZy3Pm5pJ1441UzptP2PhxJM3+EE1kZLOXKwiCIAiCILRe1V9/g+JyEXLN1cc8R5Y97Fm9nNR+A9AZjp0ME05eYvdeGAKD2LN6+THPkSSJ0Guuwb5lC/YdO1owOkEQhLbreBJdQYDliH3VgKmRc38BHpIkySRJUke8vbkOHdj3B+BKwAbsBD5QFGVtY4VKknSLJEnrJElaV1paehxhCoJ/GDp3JuXLLzCfdy6lM2eSc9PNuIqLm6UsRVH4a/5OSnNrOOfmHoTGBDZLOb5mXbeO/Zddjm7jTr67LIZ+by/4f/buOrzN624f+P0IDJKZmRkShzlp0mDTQJnWbuuw473Dbu22dh313d7Ru3e/UQfd2q4QaEMNcxqHEzMzswW2Bef3h52ukMSyLOmR7PtzXbnWSuec57YXu5K+z/keKP1cm/3XhypxqqobP9ySh+zoAJdem2gqePrOHOTFBuDrr11BY4/Bpdf2W7AAlheeR1kc0PnU99Hy7Sdh0elcmsFeC+9KRUJOCI69XI7W6n6nXaf/rV2o3XoXRmpqEfurXyLyySchqVnQJyIiIprOhBDoe/VV+M6eDZ+Mm7fuby4rgb6vF5mLlrkw3fSkVKmQOm8hqi8UwmI23XRc4JbNkLy9uauLiMhGthS6dAA++KlwAIDBG4z9EkaLWJUAdgJ4GUATAEiSFILRQtizAHwAxANYJ0nS5250USHEH4UQc4UQc8N5NzK5OaW/P2J+8QtE/+hHMF69itrNWzB46JDDr3P5QCMqz7VjweYUJOWHOXx9R7MOD6P9v/8b9Y8+Bj2G8d1HlVj8+WegUrp2F9rxik789nAl7pkdh/vmxrn02kRThY9aif97eA4EgM+/dBHDZteel7Uwbz0OfnkR3lqhQf+bb6J2y1YYzt3wXhm3olBIWPOJXPiH+GDfH65B13vzXvz2sOj0aPn2k2j5xjfgnZGBlB3bEbB+vUOvQURERESeyXD2LEbq6xF8i91cAFDxzkmovLyRMottC10hY8ESDBv0aLh25aZjlIGBCNiwAQNv7YJVr3dhOiIiz2RLoasCgEqSpPT3PDYTQPEHBwoheoQQjwghooQQuWPrF449nQLAIoT4hxDCLIRoAvAKgDsm9yUQuQdJkhB0z91IfuMNqGJj0PT5L4zuOujrc8j6DSXdOLO9CqmzwzFnfaJD1nSmodJS1N17H3r+8gL87r0b33pcheCZc7As1rV3iLX1D+Er/76MjAh/PLc1D5LEc7mI7JUQqsHP75uJq039+NFu17bQkCQJX573Vby4eATnv38XoFSi/rGPov1nz8M67NjikaP5aNXY8EQ+TMMW7P1/V2E2OaZIqD99GrVbtqD/zTcR9rnPIfHFf0AdG+uQtYmIiIjI8/W9+hoUgYHwX7fupmOE1YrKwjNInjUHah8fF6abvhLyC+Dlq0HFLdoXAkDQA/fDqtdjYO9eFyUjIvJc4xa6hBB6ANsAPCtJklaSpCUAtgB48YNjJUlKlSQpVJIkpSRJGwB8GsBzY09XjA6RHpYkSSFJUhSABwBcddQXQ+QOvFOSkfTKKwj97GfQ/9ZbqL5zEwb275/UmgPdRuz/SzFCYrRY9Vi2WxdrrMPD6PzfPkqSFgAA0BZJREFU36H2/gdg6etD/B//gLfvT0KL6MVX53zVpdlNFiu+8NJFDJss+N0js+HrpXTZtYmmqnW5Ufjk0mT840w93rri/HOn3isvLA9rE9fit+b9CH7lBQQ9+AB6/vpX1N17LwwXb36YszsIjfHD6o/noKN+ECdfrZzUWpaBAbQ89RQaHv8EJLUaiS/+A+Ff+iIklWec2UhEREREzmcZGMDgwYMI3LgRilsUsNqqK6Hv7UH6vEUuTDe9qdRqpM6Zj6pz78BiNt90nG9BAbxSUtC3fYfrwhEReShbdnQBwOcA+ALowGg7wieEEMWSJC2TJOm9h2TMAXANo20NfwLgESFEMQAIIQYA3A3gqwB6AVwGUIT/FMKIpgyFlxcivvIVJL/2KlTh4Wj+0pfR9OWvwNTeMeG1LCYr3v5jEYRFYP2n8+Hl474fZOpPn0bt5i3o+t//RcDatUh+cyekRXPwt+K/YXncchREFLg0z8/fLsf5+l78+O58pEX4ufTaRFPZtzZkYXZCEL79xlXUdLr2rKzPF3weQ+YhvFj7GqK//33E/+mPsOj0qH/4YbQ+/TTMvb0uzTMRKQXhmL0uEcUnWlB2pnXC84UQGDhwADV3bkL/tu0I/dQnkbxjOzRz5jghLRERERF5soE9eyBGRhB41123HFd17gwUSiWS2bbQpdIXLsGQbhBNJUU3HSNJEgLv2grjhQsYqatzXTgiIg9kU6FrrCXhViGEVgiRIIR4aezxE0IIv/eMe1UIESOE0AghCoQQb39gncNCiHlCiMCx9oafEkK49kR7IhfyyclB8qv/RvhXvgLd4cOo3rABXf/vDxNqs3XytUp01A/i9o/lIChS48S09jN1dKD5a19Hw+OfgIBA/F/+jNhf/Byq4GC8XPYy+of78cTMJ1ya6UBJO/5wvAYfWZiALQVs5UXkSGqlAv/78Gx4qRT43L8uwjjiuvO6UoJSsD55PV4qewm9Q73wW7YMqbveQsjjj6Nv23bU3LERfdu2Q1itLss0EQs2JyM2MwhHXypHV9ONjju9saGKCjQ8/jiav/glKIOCkPTvfyPia1+75d25RERERDR99W3bDu/0dPjk5d5yXNX5s4jLzoOPH28OdaWkmbOh9vZBZeGt2xcGbt4CKBTc1UVENA5bd3QRkZ0ktRphn/0MUnbvgnbxInT+6leouWMjBt7eDyHELeeWv9OKouPNmLU2ASkF4S5KbDuLToeOX/8a1es3YHD/foR9/vNIefNN+C1ZAgDQm/Tv7ubKC8tzWa7GHgO+9upl5McG4uk7c1x2XaLpJCbIF798oADl7YP4/ps3vwvRGT4747MYMg/h78V/BwAotFpEfvMbSN72BrySktD6ne+g7t77oDt16zeNclAoFVj7iTz4aFTY+4ciDBtMtxxv7u1F27PPonbrXRgqKUXkd7+L5Ddeh2++636nEhEREZFnGa6qwtDVqwi8++5bHh/Q09KMnuZGpM5d6MJ0BABqL28kz56HysIzt7xJTx0ZAe2ypejfsQPC4robDImIPA0LXUQu4pWQgPj//V8k/O2vUGi1aP7yl1H34IPQHT9+w4JXd7MOR/9Vjpj0ICzckiJD4puzjoyg5+9/R/Watej+/f+D34rlSNn1FsK/+AUovL3fHfdS6Usu381lsljxhZcvQQD43cOz4a3iuVxEznJbZgS+sDINr55vwraLTS677nt3dfUM9bz7uE9mJhL/9U/E/OynsPT1ofETn0T9xz8O4zXXFuLGownwwrpP5UHXPYRDfy+94X8DLH196PzNb1C9Zi16//0qgh98EKn79iLk0Y9AUqtlSE1EREREnqJv23ZApULg5k23HFd9/h0AQNq8Ba6IRR+QNm8hDP19aK2quOW4oLvuhrm9HfrTZ1yUjIjI87DQReRi2oULkbztDUQ9+wwsnV1o/PRnUHf/Axg8cuTdDzuHjWbs/cM1eGlUWPvJXCiU7vGjahkcRPcLf0X12nVo/8lP4ZOdhaTXX0fcL38Jr8TE943Vjejw95K/u3w318/3l+NKYx+ev2cGEkLds9Uj0VTyldUZmJ8cgqd3FKG2S++y635wV9d1kkKBwC1bkLJvLyK/8ySGy8pRd999aPzMZ6E/WzjuTlpXiU4LwuJ70lB7pQuX9je8+7i5txcdv/oVqm5fja7/+z20ixYhefs2RH3vaaiCg2VMTERERESeQJhM6H/zTfitWAFVaOgtx1adewcRSakICItwUTp6r+SZc6BQKlF94ewtx/mtWgllYCD6t29zUTIiIs/jHp+eE00zkkqF4PvvR+q+vYj64bOw9PSg6YnPoXbLVvS88ioOvXANA11DWPepPGgDvcdf0MlMLS1o/9nzqLptJTqefx5eiYlIeOEvSHjhBfjepN/39bO5Pjfzcy7LebyiE384VoOHFyRgQ360y65LNJ0pFRJ+9UABVEoFvvTyJYyYXXM2VkpQCjYkb8DLZS+/b1fXdQovL4Q89hhSD+xH2Je+COO1a2j46EdRd+996N+1G8J065aBrjBjVRzS5kTgnR3VqD10Da3PPIOq21ej+w9/hHbZMiTv3Im43/4GPhkZckclIiIiIg+hO3kSlq4uBN191y3H6ft60VJZhrR5bFsoFx8/P8Rl56L6/K0LXQovLwRs2oTBg4dg6e93UToiIs/CQheRjCQvLwTfdx9S9+1F9I9/DCiVOP+nI6i91os8bTWCBmtl231gHRnBwL59aPj0p1G1eg16/vEP+N12G5Jefx2Jf/8btIsX33Tu9d1cK+JWIDfs1gffOkqXbhj/9eoVpEf44emNPJeLyJVignzx/L0zcK25Hz/fX+6y635m5mduuKvrvZR+fgj/3OeQdvgQop59BlaDAS1f/zoqV65C+/P/jeGqKpfl/SCrXo/ZAeXQWvpw8J9V6HhzPwLWrUPKmzsR96tfwieTBS4iIiIimpj+bduhDAmB3/LltxxXfaEQEAKpc9m2UE4psxegu6kBfe1ttxwXeNdWiJERDOzZ46JkRESeRSV3ACICJLUaQXffheHZq1D9/AVESe0IP/A71L81BHVCAvxXr4b/qpXwnTULktJ5Z05ZdHroT53C4IED0B09CqtOB1VUFEI//SkE33cf1LGxNq1zfTeXq87msloFvvbqFQwMmfDPT86HrxfP5SJytXW5UXh0YSL+eLwGS9LCsCIj3OnXTAn8z66uj+V+DME+N2/tp/DxQfD99yPo3nuhO3YMfW+8gZ5//AM9L7wA74wM+K9ZA//Vt8M7MxOSwnn3AZl7eqA7dhy6w4dHz2gcHsbMtLl4J/6jqHv4V5jx1bmQFDc/MJyIiIiI6GbMvb0YPHoUIQ8/PO65rtXn30FAeCTCE5NdlI5uJHXOfBz9x59Qc+EsZt+x5abjfHJy4J2Zib5t2xH80EMuTEhE5BlY6CJyEyNGM/b/pQSaQG9s/O69UGMTBvcfwMDu3eh58UX0vPACFAEB0MyZA83cufCdVQDvjAwo/fzsup4QAuaODgwVF8N45SoMZ8/CeO0aYLFAGRQE/3VrEbB+A7SLF02ouGY0G/HP0n9iaexSl+3meuFULY5VdOKHW3KRFRXgkmsS0Yd9d2M2Cmt78LVXL2PPl5chwt/H6df8zIzPYE/tHrxU9hI+X/D5ccdLCgX8V66E/8qVMHd3Y2D3bgzuP4Cu//s/dP3ud1CGhECzYP7o79ncXHhnZUHhY9/XIaxWmFpaMFRSAuOFC9CfO4fh0jJACKgiIxF0770I3LwJPjNmQHWiBcdeKsfF/fWYsz7JrusRERER0fQ28NZbgMmEwLvvvuW4kSEj6q9dxszVGyBJvMlKTkFR0QiNS0D1OIUuSZIQdPddaP/JTzFcWQnv9HQXpiQicn8sdBG5ASEEjvyrDIPdQ9j6X7Pg46cGMLrLK+juu2DR6aA/eQr6UydhKDwH3ZEj785Vx8bCKzEBqpgYqKOioQwIgMLPDwpfH0AICKuAGB6Cpa8flr4+mNraYGpsxEh9PSy9vaOLKJXwzc9H6Kc+Ce2ixdDMmQ1JZd+vh+2V29Ez1INP5n/SAd+Z8V1r6sfP9pVhbU4kPrIw0SXXJKIb81Er8duHZ2Hz/57E1169gr9/fD4UTt6dlBKUglXxq/BS6Uv4WO7HoFVrbZ6rCg1FyGOPIeSxx2Du6oLu+AkYzr4D/Zl3MLh33+ggpRJecXFQJyRAHRcLVWgYlEFBUAb4A0olJIUCwmKFVa+HVaeDubsbppYWmFpaMFJdDateDwCQvL3hW1CAsC98Hn633QafnJz3faiQuywGzeW9OPtmLWLSgxGdGujQ7xMRERERTX39O3bCJydn3BbY9VcuwWIy8XwuN5E6Zz7O79qOIb0OPtqb38wcsGkT2v/75+jbsQOR3/iGCxMSEbk/FrqI3EDJyRZUne/Awq0piEkL+tDzSj8/BKxfh4D16wAApo4ODJWUYLisHMMV5RhpasbQsWOwdHbd+kIqFdSRkVDHx4+26MrIhE9uLnyyMqHQaCb9dZisJvy9+O8oCC/A7IjZk15vPLphM7748kWE+Xnj+Xtn8E40IjeQEemP792Zi+9sv4Y/n6zBp5enOv2an8j/BA43HsbrFa/jo7kftWsNVVjYuzcXCCFgbm2FsbgYQyUlGKmtg6mxEcarV2Ed5/BnycsL6uhoqGKiEbh1K7wzM+CTmQnv7GwovLxuPk+ScNtHstBRP4D9fy7CA0/Nh4/21u1miIjcmSRJIQD+AmAtgC4ATwohXrrBuCAAvwawYeyh/xNC/OA9z9cBiARgGXvotBBirdOCExF5qOHqagyVlCDyyW+PO7bq3Bn4+PkjNss1XVjo1lLnLkDhztdRd/kCspasuOk4VUgI/JYuxcDuPYj42tec2nKdiMjTsNBFJLPuZh1OvFqJ+OxgzF5r244kdUQE1BER8L/ttvc9LkwmWHQ6WPV6CKMRUCgASYLk5Q1lUBAUWo1Ti0H7avehRd+C7yz4jkuKTt/bWYSGHgNe+tRCBGlu/gEyEbnWQ/PjcaKyE8/vK8eC5FDMjA9y6vVmhM/A/Kj5+EfxP/BQ1kPwUk7u94EkSVDHxEAdE4OANWve95wwm2EZGIB1YADCagWsVkChgEKrhULrN6nfs96+Kqz7VB7eeP4CDv29FHc8kc8CPhF5st8BGMFokaoAwG5Jkq4IIYo/MO6XADQAkgBEADgkSVK9EOKv7xmzSQhx0PmRiYg8V/9bbwEKBQLuuOOW46wWC2ounUfKrLlQOPEMcLJdVFoGNIFBqL5QeMtCFwAEbLoTuqNHYTh3HtoF812UkIjI/bH0TyQj07AFb/+pCF6+Kqz+eC6kSbb4ktRqqIKD4RUXB+/0dHinpsI7JQVecbFQ+mmd+oGpVVjxQtELSAtKw7K4ZU67znU7LjVj28VmfGFVOhamhDr9ekRkO0mS8NO7ZyAywAdfeuUSdMNmp1/zE3mfQIexA7tqdjn1OpJKBVVICLySkuCdkgLvtDR4p6RAHRnpkN+zEYkBWHx3GuquduHqkSYHpSYici1JkrQA7gHwtBBCJ4Q4CeBNAI/eYPgmAM8LIQxCiDqM7gJ73GVhiYimACEEBnbthnbhQqjCw285tqWyDEO6QaTMWeCidDQehUKJ5FlzUXvpPCzmW7938l+1CgqNBgO73nJROiIiz8BCF5GMjv+7Ar3tBqx5PAeaAM/ekXS86Tiq+qrweN7jUEjO/dXS1GvA0zuKMDcxGF9alebUaxGRfQI1avzqwQI09hjw7FsfvHnf8RbFLEJ2SDb+WvRXWKyW8Se4sRmr4pA0Iwyn36hCR/2A3HGIiOyRAcAshKh4z2NXANysR5b0gX/O+8Dz/5IkqVOSpP2SJM10YE4ioinBeOkyTE1NCNi8adyxtZfOQ1IokDRzlguSka1S5y7AsEGP5rKSW45T+PrCf81qDOx7G9bhYRelIyJyfyx0Ecmk/Gwbyk63Yu6GJMRnhcgdZ1KEEPjztT8jRhuD9cnrnXoti1Xgv169AgHglw8UQKXkrzEidzUvKQSfuy0Nr55vwr6iVqdeS5IkfCL/E6gbqMOhhkNOvZazSZKE2x/LhibAC2//uRgjRufviCMicjA/AB+s1PcD8L/B2H0Avi1Jkr8kSWkY3c313sNjH8FoW8NEAEcAvD12rteHSJL0aUmSzkuSdL6zs3NyXwERkQcZ2PUWJB8f+K9eM+7Y2kvnEZuVA2+N1gXJyFZJ+bOgVKtRfeHsuGMDNm2GdXAQumPHXJCMiMgz8BNiIhn0dRhw7KVyRKcFYt7GJLnjTNqF9gu40nkFH8v7GNQKtVOv9acTNSis7cH3N+UgPkQz/gQiktWXV6cjPzYQT267ho6BIadea3XCaiQGJOIvRX+BEMKp13I2Hz811nwiF4PdQzj6UrnccYiIJkoHIOADjwUAGLzB2C8BMAKoBLATwMsA3u3dKoQ4JYQwjrU2/AmAPgA37JMthPijEGKuEGJu+Ditu4iIpgphMmFgz174r1oJpd+ti1eD3V3orK9FcsFcF6UjW6l9fJCYX4DqC2fHfS+jXbgAyrAwDLzl3LbtRESehIUuIhezWKw4+NcSKJQS1jyeC8UU2JH0QtELCPEJwda0rU69TlFzP36xvxwb8qJw75w4p16LiBxDrVTglw8UwGiy4BuvX3VqAUqpUOLjuR9HSXcJ3ml9x2nXcZWYtCDM25iEynPtKD/bJnccIqKJqACgkiQp/T2PzQTwoV62QogeIcQjQogoIUQuRt+jFt5ibYH3tzokIprWdCdPwtLXh4BNNrQtvHweAJAye56zY5EdUmbPR397G3qab31Wr6RSIeCODdAdPQrLAFudExEBLHQRudz53XVorx3AbY9kwT/ER+44k1bTV4MTzSfwYOaD8FX5Ou06QyYLvvrvywjWeOHHd+VDkvj5BpGnSIvww3fvyMaxik68+E69U6+1KXUTQnxC8GLJi069jqvMWZ+I6NRAHH+5HANdRrnjEBHZRAihB7ANwLOSJGklSVoCYAuAD/1yliQpVZKkUEmSlJIkbQDwaQDPjT2XIEnSEkmSvCRJ8pEk6RsAwgCcct1XQ0Tk3gbe2gVlUBD8li4dd2ztpfPwDwtHaFyCC5LRRCXPmgPgPwXJWwnctGl0N9/bbzs7FhGRR2Chi8iFWqr6cGFvHbIWRSFtToTccRzin6X/hJfCC/dn3u/U6/xsXxkqO3T47/tmIljr5dRrEZHjfWRhIm7LDMePdpeiquNGnascw0vphQezHsSJ5hOo6a9x2nVcRaFUYPXHcwAAB/9aAqvFKnMiIiKbfQ6AL4AOjLYjfEIIUSxJ0jJJknTvGTcHwDWMtjX8CYBHhBDXd375A/g9gF4AzQDWA9gghOh20ddAROTWLDo9Bg8fhv+G9ZDUtz5GwGwyof7qZaTMmssbR91UQFgEQuMSUHfl4rhjffLy4JWYyPaFRERjWOgicpFhoxkHXyiBf6gPlj2QIXcch+gd6sVb1W/hztQ7Eeob6rTrnKjsxF9P1eFji5OwIoPnLRB5IkmS8Pw9M6DxUuIr/76MEbPzCjb3Z9wPL4UX/lXyL6ddw5UCwnyx/KFMtFb34+Lbzt0RR0TkKGMtCbcKIbRCiAQhxEtjj58QQvi9Z9yrQogYIYRGCFEghHj7Pc8VCyFmjK0RKoS4XQgx/m3uRETThO7QQYihIQRu2jzu2ObSYpiGh5A8i20L3VlSwRw0lVyDaejW5xtLkoSAzZtgOHcOptZWF6UjInJfLHQRucjxl8uh6xvGmsdz4eWjkjuOQ7xW8RqGLEP4SPZHnHaNPsMIvv7aFaRF+OHbG7Kcdh0icr6IAB/85O4ZKGoewK8PVTjtOqG+obgz9U68Wf0m+ob6nHYdV8pcEIX0eZEo3FWHttp+ueMQERERkRvof2sX1HFx8J1VMO7Y2svnoFSrkZA7w/nByG7JM+fAYjajofjquGMD77wTEAIDu3e7IBkRkXtjoYvIBSoK21BR2I55G5MQlRIodxyHMFlMeKXsFSyOWYz04PTxJ9hBCIHvbL+GHv0IfvVAAXzUSqdch4hcZ31eFO6fG4ffH63Guboep13nI9kfwZBlCK9VvOa0a7jaiocy4BfkjQMvlGBkyCx3HCIiIiKSkbmnB/ozZxBwxx02tSKsuXge8Tn5UPt4/lnhU1lsdi7U3j6ovXxh3LFeiYnwmTEDA3v2uiAZEZF7Y6GLyMkGuow49lI5olMDMWd9otxxHGZf3T50GjvxaM6jTrvG9kvN2HOtDV9dk4G82KlRICQi4HubchEXrMFX/30ZumHnFGzSg9OxKHoRXi57GSaLySnXcDVvjRqrP56DwS4jTrxaKXccIiIiIpLR4IGDgMWCgDs2jDu2t60Fva3NSJ411wXJaDJUajXi82ag7vJ5CCHGHR+wfj2GSkowUs8W50Q0vbHQReREVqvAwb+VAABWfzwHCuXU+JETQuDFkheREpiCJTFLnHKN1n4jvv9mMeYlBeMzy1Odcg0ikoeftwq/fGAmWvqM+NHuUqdd57Hcx9Bp7MS+un1Ou4arxaQHYc6GJJSdbkXVhQ654xARERGRTAb27oVXcjK8MzPHHVt7aXR3EAtdniG5YC76O9rR29oy7tiA9esAAAN7p857HiIie0yNT92J3NTFffVorerH8ocyERDmK3cchznffh6lPaV4NOdRm1okTJQQAt964xrMFoGf3zcTSoXjr0FE8pqTGIJPLUvBy4UNOFbR6ZRrLIlZgpTAFLxY8qJNd0N6irkbkxCRFICj/yrDYM+tD6kmIiIioqnH3NUFQ2EhAjast+k9ee2lcwiOjkVwVIwL0tFkJRfMBgDUXT4/7lh1TAx8CwowsI+FLiKa3ljoInKSjvoBnNtVi/R5kchcECV3HIf6R8k/EOwdjDtT7nTK+q+ca8Txik48eUcWEkO1TrkGEcnvq2sykB7hh2+9fhX9Rse3F5QkCR/J+QhKe0pxvn38N4meQqlUYM3jObBYBA7/oxTCOnWKeEREREQ0voH9+wGrFf7r14871jQ8hMaSa9zN5UECI6IQHBNn0zldABBwxwYMl5VhuKbWycmIiNwXC11ETmA2WXDwb6XwDfDCiocy5I7jUE2DTTjWeAz3ZtwLH5XjD7Ft7DHguV0lWJwaio8smDpnmhHRh/molfjF/TPRqRvGs2+VOOUam1I2IdA7EC+XveyU9eUSFKHB0nvT0FTWi2vHmuWOQ0REREQuNLh3H7zSUuGTMf7nDU0lRbCYTEgumOOCZOQoyQVz0FRSBNPI8Lhj/detAyQJA/v2uiAZEZF7YqGLyAnO7qxBb6seqx7LgrdGLXcch3q14lUoJAXuz7zf4WtbrQLfeP0KJEnC8/fOgIItC4mmvBlxQfjcbal442ITDpS0O3x9H5UP7k67G4cbDqNN3+bw9eWUszQGCbmhOLOtCn3tBrnjEBEREZELmNo7YDh/HgHrN9g0vu7qJajUXojNznVyMnKk5JmzYTaNoKn42rhj1ZGR8J0zG4N7WegioumLhS4iB2up7MXlQ43IWx6LhJxQueM41LBlGNsrt2Nl/EpEaR3fjvEfZ+rwTk0PntqYjbhgjcPXJyL39MVV6ciODsCT266hVz/i8PXvz7wfVmHF6xWvO3xtOUmShFWPZkGpVuDg30pgtVjljkRERERETja4fz8gBAI2jN+2EADqr15CbHYu1F7eTk5GjhSXkw+Vl7ft7QvXb8BwZRWGKyudnIyIyD2x0EXkQCNDZhz8WykCwnyx+J40ueM43L7afegb7sODWQ86fO3aLj1+uq8Mt2WG44F58Q5fn4jcl5dKgV/cNxP9xhE8vbPI4evH+cdhWdwyvF7xOkwWx58FJidtkDdWPJSJ9toBXNzfIHccIiIiInKygX374J2RAe/U1HHHDnZ3obupAUkzZrkgGTmSyssL8bn5qLtiW6HLf+2asfaFbzs5GRGRe2Khi8iBTr1eBV3PEFZ/LAdqb6XccRzulbJXkBKYgvlR8x26rsUq8PXXrsBLqcBP754BSWLLQqLpJicmAF++PR27rrZi99VWh6//YOaD6B7qxsGGgw5fW27p8yKRNicC53bVoqtpUO44REREROQkprY2GC9cmNBuLgBInDnbmbHISZJmzkFvawv62sZ/f6SOiIBm3jwM7N0LIYQL0hERuRcWuogcpO5aF0pOtmDW2gREpwbKHcfhirqKUNRdhAcyH3B4IeovJ2twob4XP9ici6hAH4euTUSe47MrUjEzLhBP7biGzsHxD12eiCWxSxDvH49Xyl5x6LruYsVDmfDRqnHwryWwmNjCkIiIiGgqGnx7dLeO/3rbCl11Vy9BGxSMsPhEZ8YiJ0kuGC1Q1o0VLMcTsGE9RmpqMFzB9oVENP2w0EXkAEM6E468WIbQWC3m35kidxyneLnsZWhUGmxO3ezQdSvbB/Hz/RVYkxOJu2bFOnRtIvIsKqUCv7h/JvQjFnx3+zWH3omokBR4IPMBXOy4iPKecoet6y58/NRY+WgWupv1KNxVK3ccIiIiInKCgT174Z2dDe/k5HHHCqsV9dcuIzG/gF1TPFRQVAwCwiPe3Zk3Hv+1awGFAgN79zg5GRGR+2Ghi8gBjr1SjiG9Cbd/LAdK9dT7seod6sW+2n3YlLoJfl5+DlvXbLHi669dgdZLiR/flc8X30SEtAh/fH1tBvaXtGPH5WaHrr01bSu8ld54pXxq7upKyg9DzpJoXNpfj9bqfrnjEBEREZEDmVpbYbxyBQHr1tk0vqOuBkODA2xb6MEkSUJCXgEai6/CarGMO14VGgrNgvkY3Pc22xcS0bQz9T6RJ3KxynPtqDrfgXl3JiM83l/uOE6xvWo7RqwjeDDzQYeu+/+OVeNKUz9+uDUP4f7eDl2biDzXJ5amYG5iML6/sxht/UMOWzfQOxB3JN+B3TW7MTAy4LB13cmS+9LhF+KDg38rgWl4/DfDREREROQZBg8eAgD4r1tr0/i6KxcBAIn5Bc6KRC6QOKMAwwY92muqbBofsHYtRurqMFJd7eRkRETuhYUuoknQ9w3j2MvliEwOwOy1CXLHcQqrsOLV8lcxN3Iu0oLTHLZuRfsgfn2oEhtnROPOGTEOW5eIPJ9SIeHn983EiMXq8BaGD2Y9CKPZiDer3nTYmu7Ey0eF2z+ajYEuI05vs+3NMBERERG5v8EDB+CdnmZT20IAqL92GeGJydAGBTs5GTlTQt5MALC5faHf7bcDkoTBAwecGYuIyO2w0EVkJyEEDr9YCovJitUfy4FCOTV/nM60nEGzrhkPZD3gsDUtVoFvvH4V/j5qPLs512HrEtHUkRSmxdfXZuJQWQfevNLisHVzQnMwI2wGXq94fcq284jNCMbMVfEoOtaMhpJuueMQERER0SSZe3pgOH8e/mvW2DTeNDSE5rISJM6Y5eRk5GyagEBEJKWi/tplm8arIyLgW1CAARa6iGiamZqfzBO5QOnpVjQU92DR3akIitTIHcdpXq94HSE+Ibg9/naHrfnCyVpcaezDDzbnItSPLQuJ6MY+viQZsxKC8IM3i9GlG3bYuvdm3Ivq/mpc7rzssDXdzcItKQiO0uDwP8owbDTLHYeIiIiIJmHw0CHAarW50NVYeg1WixlJM3g+11SQOKMALRVlGBky2jTef80aDJeUYqSpycnJiIjcBwtdRHbQ9w3j1OtViEkPQv6KOLnjOE2XsQtHG49ic+pmqJVqh6xZ26XHz/eXY3V2JDbNiHbImkQ0NSkVEp6/Zwb0wxZ8/81ih627LmkdtGotXq943WFruhuVlxK3fzQHhv5hnH69Uu44RERERDQJgwcOQB0XB++sLJvG11+5BJXaC7FZOU5ORq6QmD8LVosZTaVFNo33X7MaADB44KAzYxERuRUWuogmSAiBoy+Vw2q2YuWjWZAUktyRnGZH1Q6YhRn3pN/jkPWsVoFvvXEVXioFfnRXHiRp6n7viMgx0iP98aXb07D7aiv2FbU5ZE2NWoONyRuxv24/BkYGHLKmO4pMDsCstQkoOdXKFoZEREREHsoyOAj9mXfgv2aNze+h665eQlxOHlReXk5OR64Qk5UNpVqN+quXbRrvFR8P7+xsntNFRNMKC11EE1R1vgN1V7swf3MKgiKmbstCq7BiW+U2zI2ci6TAJIes+a+z9Sis7cHTG3MQGeDjkDWJaOr7zIpU5EQH4OmdReg3mByy5j0Z92DIMoTdNbsdsp67mndnMoKjNDjyYhlG2MKQiIiIyOPojh4DTCab2xYOdHWip7mR53NNIWovb8Rm5aLBxnO6gNFdXcZLl2Dq6HBeMCIiN8JCF9EEGAdHcPzfFYhICsDM2+PljuNUhW2FaBxsxD0ZjtnN1dRrwE/3lmFZehjumzt12z0SkeOplQo8f+8M9OhH8MPdJQ5ZMyc0B9kh2Xi94nUIIRyypjtSqZVY9Vj2aMvdbVVyxyEiIiKiCRo8cADK8DD4Fsy0aXxD0RUAYKFriknML0BXYz10vT02jQ9YswYQArrDh52cjIjIPbDQRTQBJ16txIjRjFWPZUExhVsWAsAbFW8gwCsAaxJtu2vsVoQQeHLbNQgAP74rny0LiWjC8mID8cSKVLx+oQlHyx1zV+K9GfeiorcCRV229br3VFEpgZi5OgElJ1rQWGrbG2MiIiIikp/VaITuxAn4r14NSWHbR3gNRVfgGxCIsPhEJ6cjV0rMLwAAm3d1eaWlwSspCYP72b6QiKYHFrqIbFR7pROV59ox944khMb4yR3HqXqGenCo4RA2p26Gt9J70uu9fqEJJyq78O0NWYgPmbrtHonIub54exrSIvzwnW3XMDg0+RaGdyTfAV+VL96ofMMB6dzbgk3JCIoca2E4xBaGRERERJ5Af+oUhNE4ujvHBkIINBZdQULuDN5gOsVEJKXAxz8A9TYWuiRJgv+aNdAXFsLS1+fUbERE7oCFLiIbDBtMOPpSOUJjtZi9burfFfVW9VswWU24J33ybQs7Bobww10lmJ8Ugo8smPrfOyJyHm+VEs/fOwOtA0P42b6ySa/n5+WHDckbsKd2D/QmvQMSui+V12gLw8HeIZzZVi13HCIiIiKyweCBA1AGBkIzb55N43tbm6Hr7UFCnm1tDslzSAoFEvJmov7aZZtbr/uvXQuYzRg8ctS54YiI3AALXUQ2OPVGFYwDI1j1WDaUqqn9YyOEwOsVr6MgvABpwWmTXuu7O4owbLbip/fkT/l2j0TkfLMTgvH4kmT8850GvFPTPen17km/B0azEXtq9zggnXuLTg3EzNvjUXS8GU1lbGFIRERE5M7EyAgGDx+B36pVkNRqm+Y0FF0FABa6pqjE/ALoe3vQ3dRg03ifvFyooqMxeIDtC4lo6pvan9gTOUBjaQ9KT7WiYE0CIhID5I7jdJc6LqFuoA73ZEx+N9euq604UNKO/1qTgZTwqd3ukYhc5+trM5EQosG33rgK44hlUmvlh+UjPTgdb1RM/faFALBgcwoCw31xmC0MiYiIiNya/tw5WAcH4b9mtc1zGoouwz8sHIGRUU5MRnJJmjELgO3ndEmSBP/Vq6E/dQpWg8GJyYiI5MdCF9EtjAyZceSfZQiM8MX8O5PljuMSO6p2QKPSYG3i2kmt06MfwQ/eLMbMuEB8Yun0+N4RkWv4einx03vyUd9twP8cKJ/UWpIk4a60u1DcXYyq3ioHJXRf6ustDHuG8M6OGrnjEBEREdFN6A4fgeTjA+2iRTaNF1YrGouvISF3Js/nmqICwiMQGBGJhuJrNs/xv30VxPAw9GfOODEZEZH8WOgiuoWzO2sw2DOEVY9lQ+WllDuO0xlMBrxd9zbWJa2DRq2Z1FrP7SpBv9GEn907Ayolf9UQkWMtTg3DwwsS8JeTtbja1DeptTambIRKUmFn9U7HhHNzMelBmLEyDteONqG5olfuOERERET0AUIIDB45DO3ixVD4+to0p7OhDkO6QSTkzXByOpJTfO4MNJVeg9VqW2cLzZw5UPj7Y/DQYScnIyKSFz99JrqJ1qo+XD3ahPwVcYhJC5I7jkscajgEg9mALWlbJrXO8YpObLvUjCduS0VW1NRv90hE8vjW+iyE+Xnj229cg8litXudEJ8QLI9bjreq34LZOj3a+S3ckoqAcF8c/kcpTMOTa/9IRERERI41XFYGc0sr/FettHlOQ9EVAEA8C11TWkLuDAzr9eisq7VpvKRWw2/5cuiOHoWw8HU/EU1dLHQR3YDZZMHhF8vgH+yDhVtT5I7jMjuqdiDOLw6zI2bbvYZhxIzv7riGlDAtPr8yzYHpiIjeL9BXjWc256KkdQAvnLTtjd7NbEnbgu6hbpxqPuWgdO5N7a3E7Y9lYaBrCO/sqJY7DhERERG9x+Dhw4Akwe+222ye01h8FcExcfAPCXNeMJJdfO5oIbOx+KrNc/xvXwVLTw+MV2yfQ0TkaVjoIrqBc7vr0NduwG0fyYSXj0ruOC7RrGtGYVshtqRtmVQ/718frERjjxE/vjsfPuqp3+6RiOS1Pi8Ka3Ii8cuDFWjotv+A5WVxyxDiEzJt2hcCQEx6MPJvi8PVI01oqeyTOw4RERERjdEdPgLfmTOhCrOtaGUxm9FYUoSEXO7mmur8QkIRHB2LxhLbz+nSLlsGqFTQHWH7QiKauljoIvqAzoZBXNrfgKzF0UjICZU7jsu8WfUmJEjYkmp/28Ki5n78+WQtHpwXj4Up0+d7R0TykSQJP9ySB5VCge9svwYhhF3rqBVqbEzZiCONR9A7NH3OrVq4NQUBYT44/GIpzCNsZUJEREQkN1NbG4aKi+G3apXNc9prKmEaMvJ8rmkiPjcfTaVFsNrYilDp7w/t/Hk8p4uIpjQWuojew2Kx4tA/SuHrp8aSe6ZP2z2rsGJn9U7Mj56PaL9ou9YwW6z49rarCNZ44ckN2Q5OSER0c1GBPvjW+kycrOrCtovNdq+zJXULzFYz9tTucWA69+blo8Jtj2Shv8OIc7vr5I5DRERENO3pjh4FgAmezzXaki4uJ98ZkcjNxOfOwIjRiPaaKpvn+K1chZGaGgzXTq7lOxGRu2Khi+g9Lr1dj+4mHVY8nAkfrVruOC5zof0CmnXNk9rN9ddTdShqHsAzm3MRqJk+3zsicg+PLEjEnMRgPLe7BN26YbvWyAzJRHZINnZWTZ/2hQAQnx2C7MXRuHSgAZ0Ng3LHISIiIprWBg8fhjohAV6pqTbPaSy+gvCkFGgCAp2YjNxF/FhBs2Ei53SNFU51R446IxIRkexY6CIa09Oix7k9dUibE4GUgnC547jUjqod0Kq1WJ242q75jT0G/M+BCtyeFYE78qMcnI6IaHwKhYSf3J0P3bAZz+0utXudLWlbUNpTivKecgemc3+L70mDr58ah18shcVilTsOERER0bRk0elhOPMO/FetsvnsbPPICJrLS3k+1zSiDQpGaFwCGidQ6FLHxsI7Kwu6w2xfSERTEwtdRACsVoHDL5bCy1uFZQ9kyB3HpQwmAw7UH8D6pPXwVflOeL4QAt/Zfg0KCfjh1jybX4wTETlaRqQ/nliRiu2XmnGsotOuNTYmb4RKocLO6um1q8tHq8aKhzLR1ajD5QMNcschIiIimpb0p05BmEzwm0DbwpaKUlhMJiTkzXRiMnI38bn5aC4vgcVssnmO/6qVMFy8CHPv9DmTmIimDxa6iABcPdyI9toBLHsgHZoAL7njuNT++v0wmo3YkmZf28Idl5txorIL31iXiZigiRfKiIgc6XMr05ASrsV3t1+DYcQ84flBPkFYGb8Su2t2w2S1/U3jVJAyKxyps8Nxblcdetv0cschIiIimnZ0hw9DERgIzezZNs9pLL4KSaFAbFauE5ORu4nPnQHz8DDaqiptnuO3chVgtUJ37JgTkxERyYOFLpr2+jsNOLuzBkn5oUifFyl3HJfbVbMLcX5xKAgvmPDcHv0IfrirFAXxQXh0UZLDsxERTZSPWomf3j0DTb1G/PJAhV1rbErZhJ6hHpxpOePgdO5v2QMZUHkpcOTFMgirkDsOERER0bQhzGbojh2D34rlkFQqm+c1lhQhMjkV3hqNE9ORu7l+TtdE2hf65OZAFREB3eEjzopFRCQbFrpoWhNC4Mg/y6BQSljxcNa0a7vXYehAYWsh7ky9066v/bndJRgwmvDTe/KhVEyv7x0Rua/5ySF4aH4C/nKyFkXN/ROevzR2KQK9A7G7ZrcT0rk3baA3lt6XjtbqfhQdb5Y7DhEREdG0Ybx8GZa+Pvivut3mOaaRYbRVlSNurOhB04evfwDCE5PRWGJ7oUtSKOC3aiV0J0/COjzsxHRERK7HQhdNayUnW9Bc3ofF96TBL9hb7jgut7d2LwQENiZvnPDcE5Wd2HaxGZ9dkYqsqAAnpCMist+3N2Qh1M8b33rjKswW64TmqpVqrEtch8MNh6E3Tb8WfpkLoxCfE4Iz26sx0G2UOw4RERHRtKA7ehRQqaBdusTmOW2V5bCYzYjLznNeMHJb8bkz0FJeBrPJ9pbrfrfdBmEwwHDuvBOTERG5HgtdNG0N9gzh1BtViM0MRs7SGLnjyGJXzS7kheYhKTBpQvOMIxZ8d3sRksO0+MKqNOeEIyKahEBfNZ7ZnIvilgG8cKp2wvPvTL0TQ5YhHG447IR07k2SJNz2cCYEgGMvlUMItjAkIiIicjbdsWPQzJ0LpZ+fzXMaS4oASUJsVo4Tk5G7is+dAbNpBK2VZTbP0S5YAMnbm+d0EdGUw0IXTUtCiNEP76wCKz8y/VoWAkBlbyXKespwZ+qdE577q4MVaOgx4Md35cNHrXRCOiKiyduQF4XV2ZH4nwMVaOg2TGhuQXgBYv1isatml5PSubeAMF8s2pqChuIeVJxtkzsOERER0ZRmam7GcGUV/FasmNC8ptIiRCSmwEdre3GMpo647FxIkgINRba3L1T4+kKzcAF0x1noIqKphYUumpYqCttRX9SNhVtSERjuK3ccWeyu2Q2lpMS6pHUTmlfaOoA/n6zF/XPjsCg11EnpiIgmT5Ik/HBrLlQKBZ7eWTShnUmSJGFjyka80/oOOg2dTkzpvvJWxCEqJRAnXquEYWBE7jhEREREU5bu+HEAgN+K5TbPMZtMaK0oQ1wO2xZOVz5aP4QnJaO5tGhC8/yWL4epvgHDtRPvfEFE5K5sKnRJkhQiSdJ2SZL0kiTVS5L08E3GBUmS9HdJkjrG/vzgBmO+LElS7dhapZIkZUzyayCaEMPACE68WoGolADkr4yTO44srMKKPbV7sChmEcJ8w2yfZxV4akcRAn3VeHJDthMTEhE5RnSgL762NgPHKjqx+1rrhOZuTNkIq7Bib+1eJ6VzbwqFhJWPZsE0bMGJf1fIHYeIiIhoytIdPQZ1fDy8kpNtntNWVQ6zaYSFrmkuLjsPrZXlEzuna8VtAMD2hUQ0pdi6o+t3AEYARAJ4BMDvJUnKvcG4XwLQAEgCMB/Ao5Ikffz6k5IkfRLAJwBsBOAH4E4AXfaGJ7LH8VcqYBq2YOWj2VAopl/LQgC42H4RrfpW3JkysbaFr19owoX6Xnx7QxaCtV5OSkdE5FiPLUpCXmwAnnmrBANDtr8BTAlMQU5ozrRtXwgAIdFazLsjGVUXOlBzeXrubCMiIiJyJuvQEPRnz8JvxYoJHavQVDK6iycu60Yfz9F0EZedC7NpBO3VlTbP8YqLhVdaKvRjOwmJiKaCcQtdkiRpAdwD4GkhhE4IcRLAmwAevcHwTQCeF0IYhBB1AP4C4PGxdRQAvg/gq0KIEjGqWgjR46CvhWhcNZc6UX2xA/M2JiMkWit3HNnsqtkFX5UvVsavtHlOr34EP9lbirmJwbh39vTcCUdEnkmpkPDju/LRrRvGz98un9DcO1PuRGlPKar7qp2Uzv3NWpeA0Fg/HHu5HMMG2wuFRERERDQ+Q2EhxNDQhNoWAkBjaRHCE5Lg6x/gpGTkCWLHCp1NE25fuAL6c+dh0emdEYuIyOVs2dGVAcAshHhvz5orAG52y4j0gX++voc6buxPniRJjWPtC58ZK4AROd2Q3oRjL5cjLN4Ps9YmyB1HNsOWYeyv24/VCauhUWtsnvfTvWUYGDLjubvypu1OOCLyXDPigvDYoiS8+E49Ljf22TxvQ/IGKCQFdtfsdl44N6dUKrDqsSwYB0Zw+o0queMQERERTSm6o8cg+fpCM3++zXMsZjNaKkoRl5PvxGTkCTQBgQiNS0BTWfGE5vmtWAGYTNCfOe2kZERErmVLkckPwMAHHusH4H+DsfsAfFuSJH9JktIwupvr+ifp17eArAWQD2AlgIcw2srwQyRJ+rQkSeclSTrf2clWOTR5p16vhFFnwqpHs6FUTt/66ommExg0DWJjykab55yv68G/zzfiE0uTkRXFu8WIyDN9bW0GIvy98Z1t12C2WG2aE+YbhoXRC7G7ZjeswrY5U1FEYgAK1iSg5FQrGsu4GZ+IiIjIEYQQ0B07Bu3ChVB4e9s8r72mEubhYZ7PRQBGz+lqKS+B1WKxeY5m9iwo/P3ZvpCIpgxbPu3XAfjgJ9sBAAZvMPZLAIwAKgHsBPAygKax54xj//u8EKJvrLXhHwDccaOLCiH+KISYK4SYGx4ebkNMoptrKO5G2Zk2zF6bgPCEG9Vop489tXsQ4hOCBdELbBpvsljx1I4ixAT64Mu3pzs5HRGR8/j7qPH9TbkoaR3A307X2TxvY8pGtOhbcLXzqvPCeYD5dyYjMNwXR/9ZBtOw7W+iiYiIiOjGRmpqYGpuHt1dMwGN18/nymahi0bP6RoxGtFZX2vzHEmthnbJEuiOHYcQwonpiIhcw5ZCVwUAlSRJ7/2EeyaAD+2JFUL0CCEeEUJECSFyx9YvHHu6HMAIgPf+9uRvUnK6kSEzjvyrDMFRGszdmCR3HFnpTXocbzqOdUnroFKobJrzt1N1KGsbxPc25ULrbdscIiJ3tSEvCiszw/E/ByrQ0mccfwKAVfGr4KXwwt7avU5O595UXkqsfDQLA11DOPtWjdxxiIiIiDye7ugxAIDf8mUTmtdUWoTQuARoAgKdEYs8TGz26OkyjSXXJjTPb/lymDs6MFxa6oxYREQuNW6hSwihB7ANwLOSJGklSVoCYAuAFz84VpKkVEmSQiVJUkqStAHApwE8N7aOAcC/AXxzrLVh3Njzuxz35RB92Jnt1dD1DmPVY9lQqZVyx5HVkcYjGLYMY0PyBpvGt/Yb8cuDFViVFYF1uZFOTkdE5HySJOHZLXmwCoEfvGlbH3s/Lz8sj1uO/fX7YbFO751MsRnByF0ei6uHGtFW2y93HCIiIiKPpjt2DN4ZGVDHxNg8x2qxoLmshLu56F3+IWEIioxGU+kEz+kaK7Dqjh1zRiwiIpey9aCizwHwBdCB0XaETwghiiVJWiZJku494+YAuIbRtoY/AfCIEOK9v2W/gNFWiC0AzgB4CcALk/sSiG6upbIXRceaMWNlHKJSeKfT27VvI1ITiZnhM20a/+xbJbBYBZ7ZnAtJkpycjojINeJDNPjy7RnYX9KOAyXtNs1Zl7wOXcYuXGi/4OR07m/xXanQBnnjyItlsJin77llRERERJNhGRyE4eLFCbct7KithmnIyPO56H1is3PRXFYMYbX99bkqLAw++fnQHeM5XUTk+WwqdI21JNwqhNAKIRKEEC+NPX5CCOH3nnGvCiFihBAaIUSBEOLtD6wzIIR4UAjhL4SIF0I8K9gIlpzEPGLB4RfLEBDmg4VbUuWOI7v+4X6cbDmJ9UnroZDG/9E/Ut6BvUVt+OKqNMSHaFyQkIjIdT65LBmZkf74/s4i6IfN445fHrscvipf7K2b3u0LAcDLV4UVD2eip0WPC/vq5Y5DRERE5JH0p04DZjP8bpvg+Vylo+dzxefkOyMWeai47DwM6QbR3dQwoXl+K1bAeOUKzL29TkpGROQatu7oIvI4hW/Vor/DiNs+kgW19/RuWQgAhxsOw2w129S2cMhkwfd3FiMlXItPLU9xQToiItdSKxX48d15aOkfwq8OVow7XqPW4Lb423Cg/gBMVpMLErq3pPwwpM+LxIW9dehu1o0/gYiIiIjeR3fiOBQBAfCdaVvHleuaSosQHB0DbVCwk5KRJ7reynLC7QtXLAeEgP7kKWfEIiJyGRa6aEpqrxvA5YMNyFkag/isELnjuIW9tXsR7x+PnNCcccf+7kgVGnoMeG5LHrxVLBIS0dQ0JzEED82Pxwun6lDSMjDu+A1JG9A/3I+zrWddkM79Lbs/HV6+Khx+sQxWKzfoExEREdlKjBUWtIsWQVKpbJ9ntaKlvBSxWblOTEeeKDAiEn4hoWga2/FnK5+cHCiDgqA/edJJyYiIXIOFLppyLGYrjrxYCk2gNxbfkyZ3HLfQbezG2bazWJ+0ftyztqo7dfh/x6qxtSAGi9PCXJSQiEge31qfhSBfNb6z/Ros4xRrlsQugb/aH3tr2b4QAHz9vbDsgXR01A3gyqFGueMQEREReYzhykqY29vht2zphOb1tDRhSDfIQhd9iCRJiMvOQ1NZMSZySoykVEK7ZAl0p05N6HwvIiJ3w0IXTTkX9tWju1mP2x7OhLev7XdGTWUH6w/CKqxYn7z+luOEEPjeziL4qJX47sbxd34REXm6II0XnrozG5cb+/By4a372XspvbAqYRUONxzGsGXYRQndW/rcSCTNCEPhmzXo6zDIHYeIiIjII1xvE6ddOrFC1/W2dLFZfL9OHxaXnQd9bw/62lsnNE+7dCksXV0YLi93UjIiIudjoYumlO5mHS7srUP6vNEP3mjU3rq9SA1MRXpQ+i3HvXmlBaequvHNdZkI9/d2UToiInltLYjFkrRQ/GxfGToGh245dkPyBuhMOpxsZmsPYPTO0RUPZUKhlHD0n2UQbGFIRERENC79yRPwTk+DOipqQvOay0ugCQxCUGS0k5KRJ/vPOV0Ta1+oXbIYAKA7wfc4ROS5WOiiKcNqseLwP0rhrVFh2QO3LuhMJ236Nlxsv4j1ybduWzgwZMJzu0sxIy4QDy9IdGFCIiJ5SZKEH27Jw7DJiud2ld5y7Pzo+Qj2DsbbtW+7KJ378wv2xpJ709Fc0Yfiky1yxyEiIiJya1aDAYZz56FdMrHdXADQXFaCuKzccY8koOkpJDYOvv4BaCqZWKFLHREB76wsntNFRB6NhS6aMi4fakRH/SCWPZABXz8vueO4jf11+yEgsD7p1m0Lf/F2Obp0w3huax6UCr5oJqLpJSXcD59bmYo3r7TgeEXnTcepFWqsSVyDo01HYTCxVd912UuiEZcVjNPbqjDYc+tdcURERETTmeHcOQiTCdoJns812N2Fgc52ti2km5IkCbFZuWguL5nwXL9lS2G4eBEWnd4JyYiInI+FLpoS+toNKHyrFskzw5A2J0LuOG7l7fq3kR2SjaTApJuOudbUjxffqcejCxMxIy7IZdmIiNzJE7elIiVMi+/tLMKQyXLTceuT18NoNuJ483EXpnNvkiThtkeyIKwCx14qn9AB2ERERETTie7kKUg+PtDMnTuhec1l18/nynVGLJoiYjOz0d/eBn1f74TmaZcuA8xmGArPOikZEZFzsdBFHk9YBQ6/WAqlSoEVD2VyC/97tOnbcLXzKtYkrrnpGItV4Ls7riFE642vrc10YToiIvfirVLimS25qOs24A/Ham46bnbEbIT4hOBg/UEXpnN/geG+WLglFfVF3agobJc7DhEREZFb0p84Ac38eVB4T+xc7ObyEqh9fBGemOykZDQVxGSO7vib6K4uzawCKDQa6E6ccEYsIiKnY6GLPF7R8Wa0VvVjyb1p0AZN7IXiVHeo4RAA3LLQ9VJhA6429ePpO7MR6Kt2VTQiIre0LD0cd86Ixu+OVqG++8ZtO5QKJW5PuB3Hm45jyMw2fe+VvzIOUSkBOPFqBQwDI3LHISIiInIrI01NGKmrg9/SZROe21xajJiMLCiUSicko6kiMiUVKrUXmssmVuiSvLygWbgQ+hMn2Z2BiDwSC13k0Qa6jTizvRrx2cHIXhwtdxy3c6D+ANKC0m7atrBzcBjP7yvDkrRQbJ4Z49pwRERu6uk7c+ClVOB7O4tv+iZvdeJqGM1GnGo55eJ07k2hkLDy0WyYhi04/kqF3HGIiIiI3Ir+5EkAgHbpxM7nGtLr0NlYj9hMns9Ft6ZUqRGZmo4WO87p0i5dAlNTE0z19U5IRkTkXCx0kccSQuDYv8ohANz2SBZbFn5Al7ELF9svYm3i2puO+fGeUgyZLHh2Sx6/f0REYyIDfPBfazJwrKIT+4rabjhmXtQ8BHoHsn3hDYREazHvjmRUX+xAzaVOueMQERERuQ3dyZNQx8bCKzlpQvNaK8oAIXg+F9kkNisHHXU1MA1PrPuE37LRnYa6k7yZj4g8Dwtd5LHKzrShoaQHi7amIiDMV+44budQ/SEICKxOXH3D509Xd2H7pWZ8ZnkqUsP9XJyOiMi9PbYoEdnRAXjmrRLohs0fel6tUGNV/CocbTyKEQtb9H3QrHUJCIv3w7GXyzGkN8kdh4iIiEh2wmSC4cw70C5dOuEbTZvKiqFQKhGdluGkdDSVxGbmwGqxoK1qYh0WvOLjoU5MgJ7ndBGRB2KhizySvm8Yp16vRHRaIPJXxModxy0daDiApIAkpAWlfei5EbMVT+8oQnyIL76w6sPPExFNdyqlAs9tzUPbwBB+c6jyhmNWJ66GzqTDO63vuDid+1MqFVj1aDaMOhNOvVEldxwiIiIi2RkvX4ZVr4ffsom1LQSA5rISRCSnQu3j44RkNNVEZ2QBAJrLSyc812/pMugLC2Ed4c18RORZWOgijyOEwNGXymE2WbHq0WxICrbc+6DeoV6cbzuPNYlrbnin2J9O1KC6U49nN+fBR82DbImIbmROYjAemh+Pv5ysRXnb4IeeXxi9EP5qfxyoPyBDOvcXnuCPWWsTUHa6FQ0l3XLHISIiIpKV7sRJQKWCZuHCCc0zm0xoq65g20Kyma+fP0LjEuw+p0sYjTBeuOCEZEREzsNCF3mcyvPtqLvahQWbUxAUqZE7jls60ngEFmHBmsQ1H3qusceA3xyqxPrcKKzMipAhHRGR5/jmuiwE+Kjw1I5rEEK87zkvpRdWxK/A4YbDMFnZnu9G5m1MQnCUBkf/WY6RoQ+3gCQiIiKaLvSnT8N35kwo/SZ2dEB7dSUsJhNis3KclIymopjMbLRUlkFYrROap50/H1CroT992knJiIicg4Uu8iiGgRGceKUSkckBmHl7vNxx3Nb++v2I9YtFVkjW+x4XQuAHbxZDqZDwvU18kUxENJ5grRee3JCNc3W9eP1C04eeX5O4BgMjAzjXdk6GdO5PpVZi5aPZGOwdwjs7auSOQ0RERCQLS18fhoqLoV28aMJzm8d25cRm8j082S42MwfDej26mxomNE+h1UIzcyb0p884KRkRkXOw0EUe5fgrFRgZNmPVo9lQsGXhDfUP9+Ns61msTVz7obaF+0vacaisA19dnYGYIF+ZEhIReZZ758RhTmIwfrK3DH2G9/eqXxyzGL4qX7YvvIXo1EDMuC0O1442oaWqT+44RERERC6nP1sICAHtosUTnttcVoyQmDhoAgKdkIymquuF0WY72hdqFi/CUEkJzL29jo5FROQ0LHSRx6i+2IHqix2Yf2cyQmK0csdxW8eajsFsNWN14ur3Pa4fNuOZN4uRGemPjy1JkiccEZEHUigkPLc1D/1GE55/u/x9z/mofLAibrR9ocVqkSmh+1uwJQX+oT448mIZzCP8PhEREdH0oj99GgqtFr75eROaJ4RAS0UZYjKznZSMpqrAyChoAoPQXF464bnaRYsAIWA4W+iEZEREzsFCF3mEIZ0Jx14uR3iCPwrWJMgdx60dqD+AKG0U8sPy3/f4bw5VoqV/CD+6Kw9qJX/0iYgmIjs6AB9fnISXCxtwqeH9dzauTlyNnqEeXOy4KFM69+flo8LKj2Shr92Ac7vr5I5DRERE5FL6M2egWbAAklo9oXm9rc0Y0g0iJoOFLpoYSZIQm5mDFjt2dPnm50Ph58dzuojIo/DTbvIIJ16twLDejFWPZUPJIs1N6U16nG4+jdUJq9/XtrC8bRB/OVmL++fGYW5SiIwJiYg811fWZCDC3xtP7SiCxSrefXxZ7DL4KH3YvnAc8dkhyF4SjUsHGtDZMCh3HCIiIiKXGGlqgqmhYXSXzAS1jO3GYaGL7BGTmY3+jnboensmNE9SqaBZsAD6Mzyni4g8BysG5PZqr3ahorAdczYkIizOT+44bu1403GMWEewJnHNu48JIfDUjmvw81Hh2xv44piIyF5+3ip8785cFLcM4MUzde8+rlFrsDR2KQ7WH4RVWOUL6AGW3JMGjb8ah/5RCouF3ysiIiKa+q4XC7SL7Sh0VZTCR+uHkJhYR8eiaeD6OV327OrSLloEU2MjRhobHR2LiMgpWOgitzZsMOHYv8oQGqvFnA1JcsdxewfqDyDMNwwFEQXvPvb6hSacq+vFkxuyEKL1ki8cEdEUcEd+FJalh+EX+yvQMTD07uOrE1ej09iJq51XZUzn/rw1aqx4OBPdTTpc3FcvdxwiIiIipzOcOQNVRAS8UlImPLelogzR6ZmQFPz4jiYuIjkFKi9v+87pGivMclcXEXkK/peS3Nqp16tgGDSNtixU8a/rrRhMBpxsPonbE26HQhr9XvXqR/CTvWWYkxiM++bEy5yQiMjzSZKEH27Jw7DFih/t+c8bxhVxK6BWqLG/fr+M6TxD8sxwpM+LxPk9dehq0skdh4iIiMhphNUK/Zl3oF206H3HC9hiSK9Dd1MD2xaS3ZQqNaLS0u3a0eWVnAxVZCQLXUTkMVg5ILfVUNyN0tOtmLU2ARGJAXLHcXtnWs7AaDZideLqdx97/u0y9BtNeG5rHhSKib2oJiKiG0sK0+KJFanYebkFp6u6AAB+Xn5YHLMYh+oPQQgxzgq0/IEMeGvVOPT3ErYwJCIioilruKwMlt5eu9oWtlWWAxg9Z4nIXrGZOeioq4FpaGj8we8hSRK0ixbBcOYdCCtfrxOR+2Ohi9zSiNGMI/8sQ3CUBvM2JskdxyMcbjyMAK8AzImcAwC4UN+Llwsb8fHFSciOZqGQiMiRnrgtFYmhGjy1swgj5tE3fqsSVqFF34KK3gqZ07k/Hz81bns4E12NOlzYyxaGRERENDVd3w2jWTjxQldzRRkkSYGotAxHx6JpJCYzG1aLBa1VE3+Pol28CJa+PgyXlTkhGRGRY7HQRW7p9PZq6PqGseqxbKjUSrnjuD2z1YxjTcewPG451Ao1zBYrntpRhKgAH3xlDV8UExE5mo9aiR9szkVNpx5/OlEDAFgetxwSJBxuOCxzOs+QUhCOjAWRuLCnDp0Ng3LHISIiInI4/ekz8E5PgzoyYsJzWypKEZaYBC8fXycko+kiJn10R6A97Qu1i3hOFxF5Dha6yO00lvSg+HgzZt4ej6iUQLnjeIRLHZfQP9yPlfErAQB/P1OP0tYBfH9TDvy8VTKnIyKamlZmRmBDXhR+c6gSjT0GhPmGYWb4TBxpPCJ3NI+x7P4M+PiPtTA0syUK0VQiSVKIJEnbJUnSS5JUL0nSwzcZFyRJ0t8lSeoY+/ODDzyfJEnSEUmSDJIklUmStPpG6xARuRvr8DAMFy5As2jiu7msVgvaqsoRk57lhGQ0nfj4+SE0LgHNFaXjD/4AVXg4vNPToT912gnJiIgci4UucivDRjMOv1iK4CgNFm5OkTuOxzjSeAReCi8siV2Ctv4h/M/+ctyWGY71eVFyRyMimtK+tykHSoWEZ94qBgCsTFiJ0p5StOpaZU7mGXy0aqx8JAvdzXqc31MndxwicqzfARgBEAngEQC/lyQp9wbjfglAAyAJwHwAj0qS9PH3PP8ygEsAQgF8F8DrkiSFOzE3EZFDGC9dhhgaendXzER0NzZgxGjk+VzkELFZOWitKLPrrC3t4kUwXLgA6/CwE5IRETkOC13kVk6+WgF9/whu/2gOVF5sWWgLIQQONxzGgugF0Kq1+OGuEpitAs9uzoMkSXLHIyKa0qIDffHV1Rk4WNqBAyXtWBW/CgC4q2sCkmaEIWtRFC7sq0dH/YDccYjIASRJ0gK4B8DTQgidEOIkgDcBPHqD4ZsAPC+EMAgh6gD8BcDjY+tkAJgN4PtCCKMQ4g0A18bWJiJya/rTpwGlEpp58yc8t2Vs901MBgtdNHmxmTkYNujR1dQw4bmaRYsghodhvHTJCcmIiByHhS5yG7VXOlF2pg1z1iciMjlA7jgeo7KvEs26ZqxMWIljFZ3Yfa0VX1iZhoRQjdzRiIimhY8tSUJmpD9+8GYxInzjkByYjMONPKdrIpbelw5NgBcO/q0UFhNbGBJNARkAzEKIivc8dgXAjXZ0AYD0gX/OG/vnXAA1Qoj3HuR3q3WIiNyG/swZ+M6cCaWfdsJzWyrKoAkMQmBEpBOS0XRzvWDaWlE24bmaufMAlQr60zyni4jcGwtd5BaMuhEc+Vc5QuP8MPeOJLnjeJQjDUcgQcKiqOX43s4ipIRp8ekVbPtIROQqaqUCz92Vh+Y+I357uAor41fiQtsFDIxwd5KtvDVqrHw0C72tehTuqpU7DhFNnh+AD/4S7Afgf4Ox+wB8W5Ikf0mS0jC6m+v6HVt+Y/NsWQeSJH1akqTzkiSd7+zstDs8EdFkWfr7MVRUZFfbQmB0R1dMRha7tJBDBEZGwTcgEC2VEy90Kf208J05E/ozLHQRkXtjoYvcwvGXKzCsN2H1x3KgVPGv5UQcbjyM/PB8vHa2H/XdBvxwax68VWz7SETkSvOSQnDfnDj86XgN0rULYBZmnGg6IXcsj5KYG4rsJdG4tL8ebbUf/FybiDyMDsAHWzQEABi8wdgvATACqASwE6NncjXZsQ6EEH8UQswVQswND+cxXkQkH/3Zs4AQ0C5ZPOG5hv4+9LW1sm0hOYwkSYhOz7RrRxcwek7XUFERLP18jU5E7osVBZJd5fl2VF3owLw7kxEW5yd3HI/Spm9DSXcJCkKW4vdHq7F5ZgyWpIXJHYuIaFr69oYsaL1VePG4QKhPKA43sH3hRC25Nx3aIG8c/nspzCaL3HGIyH4VAFSSJKW/57GZAIo/OFAI0SOEeEQIESWEyMXoe9TCsaeLAaRIkuQ/3jpERO5Ef+YMFBoNfPPzJzy3pbIcABCdkeXoWDSNxaRnoaelCUM63YTnahctBoQYLeASEbkpFrpIVvr+YRx7uRwRSQGYvTZB7jge52jjUQBAYXE0vFUKPHUn7/giIpJLqJ83vrU+C2dr+pCkmYeTzScxYhmRO5ZH8fZVYdWj2ehtM+Dsm2xhSOSphBB6ANsAPCtJklaSpCUAtgB48YNjJUlKlSQpVJIkpSRJGwB8GsBzY+tUALgM4PuSJPlIknQXgBkA3nDRl0JEZBf96dPQzJ8PSa2e8NyWilIolCpEpqQ5IRlNV9HpmQCAtqryCc/1zc+DQquF/vRpR8ciInIYFrpINkIIHP1nGcwjVqz+WDYUSv51nKjDDYcR5h2Hc5VqfH1dJiL8feSOREQ0rT04Lx4F8UG4Uh4Hg9mAwrbC8SfR+8TnhCB3WQwuH2xAS2Wf3HGIyH6fA+ALoAOj7QifEEIUS5K0TJKk995OPgfANYy2I/wJgEeEEO/dsfUggLkAegH8FMC9QggewEVEbsvU3AxTfQO0i+07n6u1ogyRyalQe3k7OBlNZ1Gp6ZAkhV3ndElqNTTz5/OcLiJya6wskGzKzrSh7lo3Fm1NRXCUVu44HmdgZACFbefQ15WOvNgAfGRhotyRiIimPYVCwnNb89DfkwglvNm+0E6L70lDQJgvDv6tBCNGs9xxiMgOYy0JtwohtEKIBCHES2OPnxBC+L1n3KtCiBghhEYIUSCEePsD69QJIW4TQvgKITKFEAdd/bUQEU2E/uzojU6aBQsnPNdiNqOtqoJtC8nhvHw1CItPQGvlxHd0AYB24QKY6htgamtzcDIiIsdgoYtkMdgzhJOvViAmPQgzVsbJHccjnWw6CYswY6AnCz/amg+lQpI7EhERAciLDcRjC9MxPJCOA3WHYRVWuSN5HC8fFdZ8PAe6niGceK1S7jhERERENjOcPQtlcDC80yfeerCzrgZm0whiMngsATledHoWWqvKIawTf3+iWbAAwOjfbyIid8RCF7mcEAKH/1EKqwBu/2g2JBZo7LKjYj+E2Q8P5i/BzPggueMQEdF7/NfaDPiaZ6BvpBtXO4vkjuORolICMWdDEspOt6LmEruUERERkfsTQkB/rnD0fC7FxD9yu95WLoY7usgJotMzMazXo6e1ecJzvTMyoAwMhL6QrdmJyD2x0EUud/VIE5rKerFkrC0RTdyQaRjvtJ2CcigX31yfI3ccIiL6gAAfNb65/C4IocDvzu6QO47HmrsxCeEJ/jjyrzLo+4fljkNERER0S6amJphbWqGZP8+u+S3lpfAPDYd/aJiDkxHh3ZaYrRV2nNOlUEAzfx4MZ1noIiL3xEIXuVR3sw5ntlUjKT8Uucti5I7jsf77+G4IaQgP5W1AoK9a7jhERHQDD8zOhJ9Ixzttx9E5yCKNPZRKBVZ/PAemYQuO/LMMQgi5IxERERHd1PW2btqxNm8T1VJRxt1c5DQh0bHw1mrtPqdLM38BTE1NMDVPfEcYEZGzsdBFLmMxWXHghRJ4+Sqx8tFsSBJbFtqjSzeMV0v2QRJe+PLiO+SOQ0RENyFJEh7K3QB4teOpXUfkjuOxQqK1WHx3KuqvdaPkZIvccYiIiIhuSl9YCGVoKLxSUyc8d7C7C4PdnSx0kdNICgWi0zLRWjnxHV0AoJk/HwCgLzznyFhERA7BQhe5zJmd1ehu1mHVY9nQBHjJHcdj/Wh3CYRvCeZHLYSvmq0fiYjc2T3Z6wAAhxuP4kx1t7xhPFj+ijjEZwfj5GuV6OswyB2HiIiI6EOEEDCcLYRm/jy7buy9XnyIZqGLnCg6PQtdjQ0YMU78NbV3ehqUwcHv7lwkInInLHSRSzSW9uDKwUbkrYhFUj57TdvrnZpu7Cw5D0ndj42pq+WOQ0RE44jzj0NKYCr8girw9M4ijJitckfySJJCwqrHcqBUKXDwryWwWvh9JCIiIvdiqq+Hub3d/raFleVQqtWISEpxcDKi/4hJz4QQVrRVV054rqRQQDNvHvSFZ9lSnIjcDgtd5HRDOhMO/a0EwVEaLL4nTe44HmvEbMXTO4oQEl4NAFgWt0zmREREZIsV8cth9alBVVcX/nyyRu44Hssv2BsrHs5Ee+0ALuyrlzsOERER0fvoCwsB/Ke920S1VZUjIikFShXP4SbniUrLBAD7z+laMB/mllae00VEboeFLnIqIQSO/qsMRp0Jax7PhdpLKXckj/WXk7Wo7NAhOroWuaG5CPPlzjgiIk+wIm4FrMKCOVkd+M2hSjT1svWevdLnRiJ9XiTO7a5DW02/3HGIiIiI3mU4WwhleBi8kpMnPNdiNqO9phrRY0UIImfx8fNDSEwcWuw8p+v6jkW2LyQid8NCFzlV2ZlWVF/qxILNKQhP8Jc7jsdq6jXgN4cqsTLbF/W6UqyIWyF3JCIistHM8JkI8ApAQlw9JEj4wZslckfyaCsezoRfsDf2/6UYw0az3HGIiIiIIISAvvAstPMX2HU+V1djPcwjw4hKZ6GLnC86IwutFWV2tR/0Sk2FMjQUeha6iMjNsNBFTtPfacCJf1ciNiMIBWsS5I7j0a5/KHrbrB4ICCyPWy5zIiIispVKocKS2CW42HkGX749FQdL23GgpF3uWB7L21eFtZ/Iha53GEf/Zd8bdCIiIiJHGqmtg6Wza1JtCwFwRxe5REx6FoyDA+hvb5vwXEmSoJk/D4bCc3wdTkRuhYUucgqrxYoDL5RAoZRw+8dyoFBM/I4mGnWgpB0HS9vxldXpuNb7DsJ8w5Admi13LCIimoAVcSvQM9SD+dl6ZET64QdvFsM4YpE7lseKSgnEgs3JqDrfgbIzrXLHISIiomnOUDi6u0W7wL5CV2tlBXz9AxAYEenIWEQ3FJ1+/ZwuO9sXzp8Pc1sbTA0NjoxFRDQpLHSRU5x9qxbttQNY8XAm/EN85I7jsQwjZvzgzWJkRPrh0cVxONV8CsvjlkMh8UeXiMiTLI1dCoWkwKmWE3huaz6a+4z47eFKuWN5tFlrExGbGYzjr1Sgt00vdxwiIiKaxvRnz0IVGQl1YqJd81uryhGdnmlX20OiiQqNT4DaxxctleV2zdeMndPF9oVE5E74aTk5XGNJDy6+XY+cJdFIn8u7kSbjt4er0NxnxHNb81HUdQU6kw7LY9m2kIjI0wR6B6IgvADHm45jfnII7pkdhz+dqEFVx6Dc0TyWQiFhzcdzoFIr8fafi2E2cYccERERuZ4QAobCc9DMn29XoWrYoEdPSxPbFpLLKBRKRKel272jyys5GcrwMBgKzzk4GRGR/VjoIofS9w/jwF+LERylxdIHMuSO49Eq2wfxp+M1uHdOHOYnh+B403GoFWosjFkodzQiIrLD8rjlKOspQ7u+HU/ekQWNlwpP7Shib/tJ0AZ54/aPZqO7SYcz26vljkNERETT0Eh1NSzd3Xa3LWyrqgSEQFQ6C13kOtHpWeisr4VpeGjCcyVJgnbefBjOnuV7GSJyGyx0kcMIq8Chv5VgZMiCdZ/MhdpLKXckjyWEwFM7iqD1VuHJDVkAgGNNxzAvah60aq3M6YiIyB4r4lYAAI43H0eYnze+uT4T79T0YOflFpmTebakGWGYsTIOVw83oe5ql9xxiIiIaJq53r7teju3iWqtGm0fF5Wa7rBMROOJTs+E1WJBe619N4tpFiyAubMTI7V1jg1GRGQnFrrIYS7ur0djaS+W3Z+O0Fg/ueN4tG0Xm3G2tgff3pCFUD9vNAw0oG6gDsvj2LaQiMhTpQalIkYbg+NNxwEAD81LwMz4IDy3uxT9RpPM6TzbortTERrnh0P/KIW+b1juOERERDSNGArPQRUdDXVcnF3zW6vKERITBx8tP0ch17neKrPVznO6ru9gNBQWOiwTEdFksNBFDtFa1Yezb9YibW4EcpbGyB3Ho/UbTPjxnlLMTgjCA3PjAeDdD0V5PhcRkeeSJAnL45bjbOtZDJmHoFBI+NHWPPToh/GL/fa9waRRKrUS6z6ZC/OIBQf+WgyrlS1UiIiIyPmE1QpDYSG0dp7PJYRAW1UFotm2kFxMExiEoMhotFbYd06XOjERqogIGArPOjgZEZF9WOiiSRvSm7D/L8XwD/HGykey7HpxR//xs7fL0Gc04bmt+VAoRr+Xx5qOISUwBfEB8TKnIyKiyVgRvwJGsxHn2kYPbs6LDcRji5Lw4jv1uNbUL3M6zxYcpcXyBzPQXN6Hc7tq5Y5DRERE08BwVRUsvb12ty0c6OyAob8PUWksdJHrRaVloLXSvkKXJEnQLFgAfeE5ntNFRG6BhS6aFGEVOPT3UhgGRrDuU3nw8lXJHcmjXajvxUtnG/DxxUnIiQkAAOhNepxvP8+2hUREU8C8qHnwVfm+u1MXAP5rbQbC/Lzx3R3XYOFOpEnJXhyDrMXROL+nDvVF3XLHISIioinOcHa0bZtm/ny75l8/nys6LcNhmYhsFZ2eCV1vDwZ77DvnVjN/HixdXRipqXFwMiKiiWOhiybl4v561F3twuJ70hCRGCB3HI9mtljx1I4iRAf64Ctr/vMi90zLGZitZha6iIimAG+lNxZEL8DxpuPv3vkY4KPGUxuzcbWpHy8VNsic0PMtfzADobF+OPDXYgz2DMkdh4iIiKYwQ2Eh1LGx8IqLtWt+W1U5VGovhCUkOTYYkQ2iUkc/e2qrrrRrvnZsJ6P+LNsXEpH8WOgiuzWV9eDszhqkz43AjJX2HbpK//G303UobR3A9zflwM/7PzvjjjUdg7+XPwoiCuQLR0REDrMibgVa9C2o6qt697HNM2OwODUUz+8rQ+fgsIzpPJ/aS4n1n86D1SLw9p+KYDFb5Y5EREREU5AQAobz56GZN8/uNVorKxCRkgalit1xyPUiklKgUCrRVlVh13x1fDxUkZEwnj/v4GRERBPHQhfZRdc7hP1/KUZQpAa3fYTnck1WS58R/3OgAquyIrAuN+rdx63CihNNJ7AkZgnUCrWMCYmIyFGWxS4DgPe1L5QkCc9uycOQyYKf7CmVK9qUERSpwe2PZaO9dgCn36gafwIRERHRBI3U1IyezzV3jl3zLWYzOmqr2baQZKPyGt1NaG+hS5IkaObMgeH8BZ7TRUSyY6GLJsxituLtPxXBPGLFhs/mw8uHdx5N1rNvlcAqBJ7ZnPu+omFJdwm6h7rZtpCIaAqJ1EYiOyQbx5qOve/xtAg/fGZ5KrZdasY7NTxfarJSZ0dg5qp4XD3ShMrz7XLHISIioinGcP4CAEAzd65d87sa6mA2jSA6PdORsYgmJDotA+01VRBW+7ogaObNhbmjA6amJgcnIyKaGBa6aMJOv1GFtpoBrHw0C8FRWrnjeLzDZe3YV9yGL65KR3yI5n3PnWg+AQkSlsYulSkdERE5w7K4ZbjSeQX9w/3ve/zzK9MQF+yLp3YUYYQt9yZt0d2piEoJwJEXy9Dbppc7DhEREU0hhvPnoQwLgzox0a75rZXlAIDoNBa6SD5RqRkYNujR29Zi13zfOaM7Gg3n2L6QiOTFQhdNSOW5dlw90oSZq+KRPjdS7jgezzhiwfd2FiMtwg+fWpbyoedPNp9EXlgegn2CZUhHRETOsjR2KazCinda33nf475eSjyzORdVHTr85WStTOmmDqVKgXWfyoPKS4E9v7+GYaNZ7khEREQ0RRgunIdm7ly7j3JorSqHJjAI/mHhDk5GZLuosdaZ9rYv9E5LgzIwEIYLLHQRkbxsKnRJkhQiSdJ2SZL0kiTVS5L08E3GBUmS9HdJkjrG/vzgJuNWSJIkJEl6bhLZycW6m3U4/M8yRKcGYtE9qXLHmRJ+e7gSTb1G/GhrHrxU7/9x7BvqQ1FXEXdzERFNQflh+fD38sep5lMfeu727EiszYnEbw5VoqnXIEO6qcUv2AfrP52HgU4jDr5QDGHl+QFEREQ0OabmZphbWqGZY9/5XADQWlWB6PRMnnlOsgqJjYPaxxet9p7TpVDAd84cGM6z0EVE8rJ1R9fvAIwAiATwCIDfS5KUe4NxvwSgAZAEYD6ARyVJ+vh7B0iSpAbwawBn7cxMMhjSmbDn91fh5a3E2k/mQankZsDJqmgfxB+P1+DeOXFYkBL6oefPtJ6BVVixJHaJDOmIiMiZVAoVFkUvwqnmUzc8uPn7m0dfZj3zVomro01JMenBWHp/OuqudaNwF3fKERER0eQYLoydzzXPvvO5hnQ69LY0sW0hyU6hUCIqJQ1t1fYVuoDRc+pM9Q0wdXQ4MBkR0cSMW62QJEkL4B4ATwshdEKIkwDeBPDoDYZvAvC8EMIghKgD8BcAj39gzNcA7AdQNpng5DoWixX7/nQNur5hbPhsPvyCveWO5PGEEHhqRxG03io8uSHrhmNONp9EoHcg8kLzXJyOiIhcYWnsUnQYO1DR++E3lbFBvvjy6nQcKGnHwZJ2GdJNPXkrYpG9OBrn99Sh+hLfhBMREZH9DOfOQ+HvD+/0dLvmXy8qXG8bRySnqLQMdNbVwGwy2TVfM3d0Z6NxrABMRCQHW7blZAAwCyHe+ynMFQA32tEFANIH/vndT+klSUrEaOHr2QnmJBmdeq0KzeV9WPlIFqJSAuWOMyW8cbEZhbU9eHJDFkL9Plw4tAorTjWfwuLoxVAqlDIkJCIiZ7u+Y/dk88kbPv/4kmSkR/jhB28VwzhicWW0KUmSJKx4KBORyQE4+LdSdDfr5I5EREREHspw4QI0s2dDUtr3fr21qhyQJESlstBF8otKTYfFbEZXvX2dD3yysyFpNDCcZ6GLiORjS6HLD8DABx7rB+B/g7H7AHxbkiR/SZLSMFrU0rzn+d9gbGfYeBeVJOnTkiSdlyTpfGdnpw0xyRmKTzTj2tEmzFwdj6xF0XLHmRJ69SP48Z5SzEkMxv1z4284prynHN1D3Vgax/O5iIimqghNBDKDM3Gq5cPndAGAl0qBH27NQ1OvEf97pNLF6aYmpVqBDZ/Jh5e3Ent+fxVDevvuWiUiIqLpy9zdjZGaGvjOtf98rraqCoTGxsNboxl/MJGTXd9Z2Gpn+0JJrYamYCbP6SIiWdlS6NIBCPjAYwEABm8w9ksAjAAqAewE8DKAJgCQJGkTAH8hxL9tCSaE+KMQYq4QYm54eLgtU8jBWir7cPyVCiTkhGDxXalyx5kyfravDP1GE350Vx4UihsfOnv97v7FMYtdGY2IiFxsSewSXGq/BN3Ije8BWpgSirtnx+KPx2tQ2X6jl140Udogb2z4bD50vcPY/+ciWC1WuSMRERGRB3n3fK459p3PJYRAa1UF2xaS2/APDYcmMAhtVfaf0+U7Zw6GKypgGfjgXgkiItdQ2TCmAoBKkqR0IcT124lnAij+4EAhRA+AR67/uyRJPwZQOPavtwOYK0lS29i/BwKwSJKUL4TYYu8XQM4x0G3Evj9eg3+oD9Z8IhcKpS01URrP+boevHKuEZ9enoKsqA/Wj//jZPNJZIdkI8w3zIXpiIjI1ZbGLsULRS/gbNtZ3J5w+w3HfPeObBwu68B3tl/Dvz+96KY3SZDtolICseLhTBx5sQzHX6nAioczIUn8vhJNB1arFU1NTdDr9XJH8XharRZxcXFQKPhekaYX44ULkLy94Zt3sxM9bm2gswPGgX62LSS3IUkSotIy0FZtfxcJzdx5gBAwXLwI/9tuc1w4IiIbjVvoEkLoJUnaBuBZSZI+CaAAwBYAH9pqIklSKoC+sT9rAXwawIqxp58G8NP3DP81gBYAP7Q7PTnFiNGMPf93DRaTFRu/NgM+WrXckaYEk8WKp3YUISbQB1++/eYH1g6MDOBK5xU8nve4C9MREZEcCiIKoFVrcbL55E0LXaF+3vjOhmx8842reO1CIx6Yl+DilFNTzpIY9HcYcfHtegSGazBrLb+vRNNBV1cXJElCZmYmCzSTYLVa0dzcjK6uLkRERMgdh8ilDOfOw3fmTEheXnbNb68ZLSZEpd78cwEiV4tOzUDNxXMYNujhrdFOeL7vzBmAWg3j+fMsdBGRLGx9Zf85AL4AOjDajvAJIUSxJEnLJEl6b6+dOQCuYbSt4U8APCKEKAYAIcSgEKLt+h+MtjjUj+0CIzdhsVjx9p+K0NOqx7pP5SE4auL/caMb++upWpS1DeIHm3Oh9b55jfls61lYhAVLY3k+FxHRVKdWqLEweiFONZ+CEOKm4+6bG4f5ySH48Z4ydOmGXZhwalu4JQWpsyNwelsVqi92yB2HiFygr68PkZGRLHJNkkKhQGRkJPr7++WOQuRSFp0OQ2Vl0My1r20hALRVV0KpUiE8MclxwYgmKSotAxAC7TVVds1X+PjANy8PhvMXHJyMiMg2Nr26F0L0CCG2CiG0QogEIcRLY4+fEEL4vWfcq0KIGCGERghRIIR4+xZrfkwI8dTkvwRyFCEEjr9cgYaSHqx4KAMJuaFyR5oymvuM+OWBSqzOjsDa3Khbjj3ZfBL+an/MCJ/honRERCSnJbFL0KpvRU1/zU3HSJKEH9+VB8OIGT/aXerCdFObpJCw+mPZiEwOwIG/lqCtlh/YEk11FosFajU7VjiCWq2G2WyWOwaRSxkvXQKsVmjmzrF7jbbqSoQnJkOp4u8ich+RYzsMWydxTpdm7hwYi4pgNRodFYuIyGa8jY3edWl/A0pOtmD2+kTkLouVO86U8oM3R4+0+8HmW/fwFkLgZPNJLIxZCJXCliP0iIjI0y2NGd3Be7L55C3HpUX444kVqdh+qRknK7tcEW1aUHkpcccTM6AN9MKe/7uKgS6+MSea6ngmn2Pw+0jTkeH8BUClgm9BgV3zhdWK9poqRPJ8LnIzvn7+CI6OQdukCl1zAbMZxitXHZiMiMg2LHQRAKDyfDvObK9G+twILNycInecKeVgSTsOlLTjy6vTEResueXYyr5KdBg62LaQiGgaifaLRmpg6riFLgD43Mo0JIVq8NSOaxgyWVyQbnrQBHhh4+dnwmoR2PW7qxg2mOSORERERG7IcP48fHJyoNDc+r39zfS0NmPEaEBUSpqDkxFNXmRKOtqq7S90+c6aBUgSDOfPOzAVEZFtWOgiNJX14ODfShCdFohVH82GpOCdeY6iHzbjezuLkBHph08sTR53/KnmUwCAJTFLnB2NiIjcyNLYpbjQfgEGk+GW43zUSvzornzUdRvwuyP29c+nGwuJ1mLDZ/LR32HAnt9fg3mEhUQiIiL6D+vwMIauXp3U+Vzt1ZUAgKixNnFE7iQ6LQO6nm4M9tjXPUIZEADvrCwYLrDQRUSux0LXNNdRP4A9v7+GoAgN7nhiBlRqpdyRppRf7K9A68AQfnL3DKiV4/+4nWw+ifTgdERqI12QjoiI3MWS2CUwWU0413Zu/LFpYbh7Viz+37FqVLYPuiDd9BGbGYzVH8tBS1Uf3v5zMawWq9yRiIiIyE0MXb0KYTJN7nyumkqovX0QEhfvwGREjhGVNtpSs22sIGsPzZw5MF6+AmFihwQici0WuqaxvnYDdv3vFfho1dj0xQL4aHkQqiNdberD307X4pEFCZiTGDzueL1Jj4sdF989q4WIiKaPOZFz4Kvytal9IQB8d2M2tN4qfGf7NVitwsnpppf0eZFY/kAG6q524ci/yiEEv79E5DodHR3YvHkzIiMj4e/vj02bNmFgYEDuWEQEwHDhAgBAM3u23Wu0VVciIjkVCgVvMib3E56UAoVS+e7OQ3to5s6FMBoxVFLiwGRERONjoWua0vUOY+evLwEANn+5AH7B3jInmlrMFiu+/cY1hPl545vrs2yac7b1LMxWM8/nIiKahryUXpgfNR8nm0/aVFgJ9fPGdzZk41xdL1670OiChNNL/m1xmLcxCWWnW3FmW7XccYhoGhkYGMAXv/hFNDQ0oL6+Hl1dXfjDH/4gdywiAmA4fwHe6elQBgXZNd9iNqOztoZtC8ltqb28EZaQhNYq+8/pur7j0XD+gqNiERHZhIWuacioG8Fbv72MYYMZm75YgKBI+w5RpZv766k6lLQO4JnNuQjwsW2n3KnmU9CoNJgVMcvJ6YiIyB0tiV2CJl0TGgYbbBp/39w4zE8OwY/3lKFLN+zkdNPPvDuTkbciFpcONODi2/VyxyEiJ5EkyWV/bJGWloY1a9bA29sbISEhWLNmDXp7e538XSCi8QizGcaLF+E7ibaF3U0NMJtGWOgitxadloH26koIq30tvFVhYfBKTIThPM/pIiLXYqFrmhnSm7DzV5fR32nExidmIDzBX+5IU05jjwH/c6ACq7MjsD4vyqY5QgicajmF+dHzoVayhSQR0XR0fUevre0LJUnCj+/Kg2HEjB/tLnVmtGlJkiQseyAD6fMicWZ7NS4ftK0ASUQ0Ga+99hqWLFmCiIgIBAUF4ac//SkyMjLkjkU07Q2VlcNqMEAzd67da7RVj+6SiWShi9xYVGoGhg169La12L2G77y5MFy8aHexjIjIHix0TSPDBhPe/PVl9LUZcMcT+YjNHP/cKJoYIQSe3lkESQKe2ZJn852bDYMNaNY183wuIqJpLN4/Hgn+CTjTcsbmOWkR/nhiRSq2X2rGicpOJ6abnhQKCas/lo3UWeE49XoVrh5pkjsSEU1hhw8fxre+9S386le/QktLC7q6uhAREYGCggK5oxFNe8aLY+dzzbF/R1dbdSV8tH4Iiox2VCwih7u+47BtMu0LZ8+Btb8fI9VsAU5ErsNC1zQxbDTjzd9cQXezDus/k4eEnFC5I01Ju6624mh5J762NhOxQb42zzvdchoAsChmkbOiERGRB1gUswiFbYUwWUw2z/ncyjQkhWrw1I4iDJksTkw3PSmUCqz5ZC6SZ4bhxL8rUHS8We5IRORAQgiX/RnPlStXEB8fj5kzZ6K3txePP/44Ojo6kJOT44LvBBHdiuHSJahioqGOsq1ry420V1chMjXd5htiieQQEhcPlbc32moq7V5DM3v0SA7DpUuOikVENC4WuqaBEaMZu357BV0Ng1j/6Twk5YfJHWlK6jeY8MxbxZgRF4iPLU6a0NwzLWcQ6xeLeP9454QjIiKPsChmEYxmI650XrF5jo9aiR/dlY/6bgP+93CVE9NNX0qlAus+mYfEvFAce6kcJafsb+VCRHQzjzzyCEwmE0JCQnDnnXciPT0dOTk58PLykjsa0bQmhIDx4iVoCuw/T9s8MoKuxjqez0VuT6FQIjI5Fe3V9r+vUCcmQhkSAuNFFrqIyHVY6JriRs/kuoSOugGs/WQukmeGyx1pyvrpvlL0Gkz48V35UCpsv0PLZDWhsK0Qi2MW884uIqJpbn7UfCgl5bs7fW21JC0Md8+KxR+OV6OifdBJ6aY3pVoxtis+BEdeLGMbQyJyuIiICJw+fRo6nQ5nz57F008/jcuXL8sdi2jaM7e2wtzeDt/Zs+1eo6OuBlaLhedzkUeITEl/9++sPSRJgu+sWTByRxcRuRALXVOYYWAEO/7nIrrG2hWmzo6QO9KUVVjbg5cLG/H4kiTkxQZOaO61zmvQm/RYHLPYSemIiMhT+Hv5Y0b4jAmd03XddzdmQ+utwne3X4PVOn6LLJo4lVqJDU/kI2nGaBvDC/vq5I5ERERETmYY25XiO6vA7jXaqkfbwHFHF3mCqJQ0mEeG0dPcaPcamlkFGKmvh7m724HJiIhujoWuKWqwZwjbfn4B/Z1G3Pn5mdzJ5UTDZgue3HYVsUG++OqajAnPP91yGgpJgfnR852QjoiIPM2i6EUo7i5G31DfhOaF+nnjOxuyca6uFy+fa3BOOIJKrcT6z+QhfV4k3tlRg3d2Vtt09g4RERF5JuOlS5A0GvhkZtq9Rnt1BbRBwfAL5nnp5P4iUtIAAG019rcvvL4D0sidyUTkIix0TUF97QZs//lFGAdGsPlLBYjPDpE70pT2/47WoLpTj+fuyoPGSzXh+WdazyAvLA8BXgFOSEdERJ5mUcwiCAicbTs74bn3zY3D4tRQ/HRPGdr6h5yQjoDRM7tWfzwHOUuicWFvPU68WgnBXXRERERTkuHSRfjOmAFJNfH3+9e1VVciMjWdxxWQRwiJjoXaxxftNZV2r+GTmwtJrYbh4kUHJiMiujkWuqaY1up+vPH8BZhGLNj6X7MRnRYkd6QprbpTh98dqcKdM6KxMnPirSH7h/tR1FXEtoVERPSuvLA8+Kv97WpfKEkSfnxXPkYsVjy1o4g7jZxIoZBw20eyMHN1PK4dacLbfyqCecS+cwyIiIjIPVn1egyXlUMze5bdawwbDOhpbWbbQvIYkkKByJRUtFfbv6NL4e0Nn9xcGC9ddlwwIqJbYKFrCqm+2IGdv7wEb60K93xzDsIT/OWONKUJIfCdbdfgo1bge5ty7FqjsK0QVmFloYuIiN6lUqiwIHoBTrectqtQlRSmxX+tycDB0nbsudbmhIR0nSRJWHJPGpbcm4bqy53Y+avLMOpG5I5FREREDmK8ehWwWuE7y/5CV0dtFSAEolInftQBkVwiU9LRUV8Di9ls9xq+s2djqKgI1hG+PiYi52Oha4q4fLAB+/5UhPAEP9zzzTkIitDIHWnK+/e5Rpyt7cGTd2Qjwt/HrjVOt5yGVq1FXlieg9MREZEnWxSzCK36VtQN1Nk1/xNLk5EXG4Dvv1mEPgPfWDqTJEkoWJ2AdZ/MQ2fDIN54/gL6Ow1yxyIiIiIHMFy6BEgSfGfOtHuNturR9m+RY+ceEXmCqJQ0WEwmdDfZf/av76wCiJERDBUXOzAZEdGNsdDl4SxmK469VI5Tr1chtSAcW74yC75+XnLHmvLaB4bwoz2lWJAcggfmxtu1hhACZ1rOYH7UfKgVagcnJCIiT7YoZhEA2NW+EABUSgV+ds8M9BpM+NHuUkdGo5tImxOBLV8pwLDejNd/dgHN5b1yRyIiIqJJMl68BO+0NCgD7D9Tu626EgHhkdAEBDowGZFzRY612rxeqLWHZmwnpPHiJYdkIiK6FRa6PJi+fxg7/ucSio43Y9baBKz7VB5UXkq5Y015Qgg8vaMII2YrfnrPDCgU9h0m2zjYiGZdM9sWEhHRh8T7xyPeP97uQhcA5MYE4tPLU/DahSacrOxyYDq6mei0INzzzTnw9VNj568v48qhRp6TRkRE5KGExQLj5cvwnT17Uuu0VVfyfC7yOEGR0fDWaNFeY3+hSxUWBnVCAgyXLjowGRHRjbHQ5aHaavrx6o/PoatpEGs/mYvFd6dBsrPgQhOzt6gN+0va8dU1GUgO09q9zumW0wDAQhcREd3Q4pjFKGwrhMlisnuNL9+ejuQwLZ7cfhXGEYsD09HNBEVqcO+35iIpPxQnX6vEwb+WwMTvPRERkccZrqqGVaeD76wCu9cwDPRjoLOdhS7yOJIkITIlFe011ZNaRzNrFoyXLvPmLyJyOha6PIwQAteONmH7Ly5CpVbg3m/NRfrcSLljTRt9hhF8b2cR8mID8MmlyZNa63TLacT6xSLe377Wh0RENLUtil4Eg9mAK51X7F7DR63ET+7OR2OPEf9zoNyB6ehWvHxV2PCZfCzYnIyKc+3Y9t8X0NfOc7uI6NaSkpJw8ODB9z02MjKCe++9F0lJSZAkCUePHpUnHNE0ZBzbhaKZxI6u9poqAGChizxSZEo6OutrYTbZf+Od7+zZsHR3w9Rg/1lfRES2YKHLgxgHR7Dn99dw/JUKxGeH4L4n5yE01k/uWNPKD3eVotdgws/umQGV0v4fH5PVhHNt57AoZhEkiTvxiIjow+ZFz4NSUuJMq/3tCwFgYUooHpofj7+crMXVpj7HhKNxSQoJc+9IxsbPzcBg9xD+/eNzKDnVwrtZiWjCli5din/+85+IioqSOwrRtGK8dAnKsDCo4+2/ObV97HyjiOQ0R8UicpnIlHRYLWZ0N9bbvcb1HZGGSzyni4ici4UuD9FQ3I2Xf1iIhpJuLL0vHRs/NwM+WrXcsaaV4xWdeONiEz67IgW5MZM7RLaoqwg6k45tC4mI6KYCvAKQH5Y/qXO6rvv2hmyE+Xnjm69fhclidUA6slVSfhgefHo+IpP8ceTFMrz9pyIM6e2/K5aIphcvLy985StfwdKlS6FU8jxmIlcyXLwEzayCSd2c2lZTheDoWHhrNA5MRuQaUamjBdq2avvP6fJOS4PC3x/Giyx0EZFzsdDl5kaGzDjx7wq89dsr8PVT475vz8PM2+N5HpeL6YfNeHLbNaSEa/HFVZNvOXC65TQUkgLzo+Y7IB0REU1Vi2MWo6irCP3D/ZNaJ9BXjR9uzUNZ2yD+eLzGQenIVn7BPtj85VlYdFcqai934d/PFaKhuFvuWERERHQT5s5OmBob4TvL/raFANBeW4XIFO7mIs8UEB4JHz9/tNfYX+iSFAr4FhTAyB1dRORkKrkD0M3VXe3CsVfKoesZRv7KOCy+KxUqL97FJ4f/frsczX1GvPbZRfBRT/7/g9Mtp5EXlodA78ntDCMioqltUcwi/N+V/8M7re9gXdK6Sa21LjcKG/Ki8OtDlVifF4XUcLY/diWFQsLsdYmIywrGwb+W4K3fXkH6vEgsvS8dmgAvueMRTVvPvFWMkpYBp14jJyYA39+U69RrEJFjXW+zdr3tml1r9PdB192FyORUB6Uici1JkhCZkoa2sbPm7KWZPQudv/ktLAMDUAYEOCgdEdH7cUeXG9L3D2PfH69h9/9dhZePCnd/Yw6WP5DBIpdMLtT34u9n6vDYokTMSwqZ9Hr9w/0o6irCouhFDkhHRERTWV5YHvzV/g5pXwgAz2zJhY9KgSe3XYPVyrOi5BCRGIAHvjsf8zYmofpSB176wTs8u4uIiMjNGC9dhuTlBZ9c+4vU7WPFAe7oIk8WlZqO7sZ6mEaG7V7Dd9YsQAgYr1xxYDIiovfjji43Yhq24MqhBlzc3wCrWWDBlhTMWpMApYr1SLkMmy341htXER3gg2+uz3LImufazsEqrDyfi4iIxqVSqDA/ej5Ot5yGEGJSZ0QAQIS/D767MRvfeuMaXj7XgEcWJDooKU2EUq3A/E0pSJ8XiaP/KseRF8tQfKIFi+9ORWxGsNzxiKYV7rQiohsxXrwIn7w8KLzs33V9vdAVwR1d5MEik9NgtVjQVV+H6PRMu9bwnTEDUCphuHgRfsuWOTghEdEoVlDcgNViRdHxZvzz6TP4/+3dd3hc1bX38e9WHXWrS26S3G25YckNF1IBO6GGEIITIAklQApJCAmBGwiBVC6B0PLSSegJYEiIIQklptlGtmXLstwluam6SFYZaUaz3z9k6dpgcJmRjmbm97mPngfOnFlnnTsZZs6ss9Ze/nIlw8alccHPZ1C8IF9FLofd++ZWttS3cNu5k0iMDUxdeFnNMuKj4pmUOSkg8UREJLTNyp1FTWsNOw7sCEi884uHcfLIdH79zw3s2t8ekJhyYlJzEjj7Byfx2YvH09bUweI7VvOPe9ewZ1eL06mJiEM8Hg9ut7v3z+v10tHRgdvtBqCzsxO3260uUJE+5OvooH39euKnneRXnLrKraTmDiY2PiFAmYn0v+yR3R2JdX6ML4yIj8c1bhztq0sDlJWIyEepiuKgLq+PivdqePqWFfz3qY2kZMZx7o+LWPDtSQzKinc6vbC3obaZ+97cwjknDeHTY7MCFnd5zXKKc4qJjogOWEwREQlds3JnAd03SgSCMYbffmkyPmv56fNr9WOpw0yEYdzsXBb9YhazzxlJzZYmnr11Bf9+tFwFL5EwtHDhQuLi4nr/br75ZsaOHUtcXBy7du3itNNOIy4ujurqaqdTFQlZ7nXrwOPpHrfmh7rKLWQVaGyhBLek9EziklOo3bbZrzhxJ51E+9q1WK83QJmJiBxOowsd4G71UPFeDWvf2EHLvg7ShySy4NuTKJiS4fdIIgkMT5ePH/91LSlx0fzPFycELG5tay1VzVV8ecyXAxZTRERCW15yHtnx2SyrWcb5Y88PSMxhafH8dME4fv5SOc+V7OAr04cHJK6cuKiYSKadlseEuYNZ+Wo165buYtPyOvInpTP5s8MYOjZV3xNFQlxVVdURt9966639m4hImGtbtQrAr0JXW3MTBxobyD79jEClJeIIYww5I0b51dEFED/tJPY98QTuDRuJm6ixwSISeCp09RPrs9RsbWL9u7vZsrKeLo+PwaMH8alF4xhemKYfLgaY//ffrZTtauK+RdNISzjxmdwf1nM3/szcmQGLKSIioc0Yw8zcmSzduRSf9RFhAtOQ/7WZebyytoZb/1HB/DGZ5KbEBSSu+MeVEM2cL42i6PQ8yt7aydo3d1J1ZymDsuOZMHcwY2Zkk5AS63SaIiIiIat9dSkxeXlEpaWdcIz6g0WBbHV0SQjIHjmaqjWr8XS4iY51nVCMnsJx+6pVKnSJSJ9QoasP+bp81FY2U1nawJaV9bTs6yA6NpJxs3OZOH8wGUOTnE5RjmBDbTN3vb6ZL0zOZeGk3IDGXl6znDRXGqNTRwc0roiIhLZZubN4eevLbNy7kfHp4wMSMyLC8LvzJnP6nW9z/QtlPHrJdN14M4C4EqKZ/oUCTjp1OFtXNbDuv7t47/ktvP/CFgaPSWV0cRZ5E9NJTD2xHxtERETko6y1tJeWkjh/vl9x6iq3ApA9YmQg0hJxVPaI0Vjro76qkiFjT+xaJDo3l6icHNrXrAG+HtgERURQoSugujw+GnYeoG5bMzVb9rNjwz46271ERBqGF6Yz+5yR5E/OIMal/7cPVJ4uH9f+dQ3JrmhuOTOwd5hYa1les5yZOTMDdje+iIiEh55O4OU1ywNW6ALIS0/gJ6eP5ea/r+dvK3fy5eJhAYstgREVHcnYmTmMnZnD3ppWNpfUsfmDOt56ciMAaYMTGDoulZwRKeSMSCExNVYFSxERkRPk2bmTrr17iZs6xa84ddu2MCgnl9j4hABlJuKcnBHdnYl12zafcKELIG7KlIOFLhGRwFPF5Ri1H+hkX20bXR4fXq+PznYvbU2dtDV30NTQzr7aNpob2vH5uhd0T0yLZeS0TPIK0xk6LpXY+GiHz0COxZ/e2sq6Xc3cv2ga6YmBHQu0rWkbDe0NGlsoIiLHLSs+ixEpI1hWs4xLJl4S0NgXzc7nn2W13PKP9cwbnUlOijqEBqq03ARmnjGCGV8sYG9NK9vL97K9fA/r397N2jd2AhAbH0VqTgKDcuJJTI0lITkGV2IMUTERREVHEB0bRXZBssNnIiIiMjC1l3b/CB83xc9CV+UWckeNDURKIo5LTEsnITWNuq2b/YoTN2UKB157DW9jI1EZGQHKTkSkmwpdx2jnhn386+Hyj2yPjI4gOd1FWm4CI07KJGt4EjkjUkgYpLUTgk1FTTN/fGMzX5ycy4IAjywErc8lIiL+mZk7k8VbFuPp8hAdGbgbaHpHGN61lJ+9WMbDFxerI2iAM8aQPjiR9MGJnPT54XR1+dizs4Xabc3srWllX00r29ftoe1AJ9jDnxufEsM3fjvXmcRFREQGuPY1azBxccSOPvHlBtoPNNPcUM/UU78QwMxEnJVdMJLag2vPnaieTsn2tWtJ+sxnApGWiEgvFbqO0eAxgzjzmqlERUUQGR1BjCuK+OQYol2R+jEoBPSMLEyJi+aWsyb2yTGW1yxnSOIQhiYN7ZP4IiIS2mbmzuTpDU+zpmENxTnFAY2dn5HAdaeN45Z/rOeFVbv4UpE+q4JJZGQEWXnJZOUd3qnl6/LR3uKh/YCHLo+PLm+XQxmKiIgEh/a1a4mbOBETdeI/l9UdLAZkHxz3JhIKskeMZtvqEjxuN9GuE5sA4ZowAaKiaF+jQpeIBJ4WCjpGCSmxDBuXRu6oQWTlJTMoO56YuCgVuULE/W9tpXx3M7eePZG0hJiAx/f6vJTUljArd1bAY4uISHiYnjOdCBPB8trlfRL/kpPzmZ6fyi/+Xk5ds7tPjiH9KyIygoSUWDKGJpJdkMzg0akMHp3qdFoiIiIDkq+jA3dFRUDW5wLIKhgZiLREBoTsESPBWuqrK084RoTLhWvcOK3TJSJ9QoUuCXsVNc3c/cZmzpgymNMnBn5kIUDFngoOeA6o0CUiIicsOSaZwvRCltf0TaGre4ThFDq8Pn72QhnW2qM/SURERCREuNevB48nIOtzDcrOxZWQGKDMRJzXU7itr/RzfOGUKbjXrsV2adKAiASWCl0S1g4dWfiLMwv77Dg963PNyJ3RZ8cQEZHQNzN3JmUNZbR6WvskfkFGAj8+bSyvb6hncemuPjmGiIiIyEDU02XimjzZrzh127aSpbGFEmISU9OJTxlEXeVWv+LETZ2Cr62Nji3+xRER+TAVuiSs3fdmz8jCSX0ysrDH8prljEkdQ5orrc+OISIioW9m7ky81svKupV9doxvzCmgKC+Vm19erxGGIiL9KD8/n7i4OBITE0lNTeULX/gCO3bs4IorruDKK6/s3c/j8ZCQkHDEbcuWLWPTpk2cddZZZGZmkpaWxmmnncbGjRudOCWRoNK+Zg1Rg3OJzso68RgHmmluqCNbYwslxBhjyCoYSb2/ha6DheT2NaUByEpE5P+o0CVha/3u7pGFZ04ZzOkTc/rsOG6vm9X1q5mZO7PPjiEiIuFhauZUYiJiejuF+0JkhOH3502mw9vFT55fqxGGIiL96O9//zstLS3U1NSQnZ3Nd7/7XebPn8/SpUt79ykpKWH48OG8/fbbh20DKCoqYv/+/Zx55pls3LiRuro6ZsyYwVlnndXv5yISbNrXrAnA2MLuIkC2OrokBGUXjGTPzu14OztPOEb08OFEDhqkdbpEJOBU6JKw1OntHlk4KD6am/twZCFAaUMpnb5Orc8lIiJ+c0W5OCnrpD5bp6vHiMxErl8wnrc2NvD0ih19eiwREfkol8vFeeedx/r165k/fz4VFRU0NjYC8Pbbb3PBBRfQ2tp62LbZs2cTHR3NjBkz+Na3vkVaWhrR0dH84Ac/YOPGjezZs8fJUxIZ0Dx19Xh31/hf6NrWvX5RdoEKXRJ6sgpG4uvqonFH9QnHMMYQN2WKCl0iEnAqdElYuuv1TayvaeZX5/TtyEKAZbuXEWWiKMou6tPjiIhIeJg1eBab9m1iT3vf/mD59Vl5zB2Vwa2vrKd6T9+sCSYiIkfW1tbGs88+y6xZsxg2bBh5eXm9HVxLly5l3rx5nHzyyYdtmz9//hFjLV26lJycHNLT0/stf5Fg0762+0d3fwtd9du2kJKdgysxMRBpiQwoWfndIzn9Hl84dQqdW7fRdeBAINISEQEgyukERPrbyuq93P/WVr5cNJRTC/tuZGGP5TXLmZQ5iYTohD4/loiIhL6ZOd2jcFfUrmBBwYI+O05EhOF3503mtDuX8qPn1vDsFbOJjDB9djwRCS3GmDTgYeBUoBG43lr71BH2iwXuAs4BooF3gW9ba3cdfPwtYBbgPfiUXdbasQFLdMlPobYsYOGOKGcSLPjNMe169tlnExUVRWtrK5mZmbz22msAnHLKKSxdupSzzjqLFStWMGvWLDZt2tS77d133+XHP/7xR+Lt3LmTq6++mjvuuCOgpyQSatxr10J0NK4JE/yKU1e5hewRowOUlcjAkpKVTWx8AnWVW/yKEzdlCliLu6yMhJNPDlB2IhLu1NElYaW1w8sPn1vD4EFx/PwM/77AHovmzmbW712v9blERCRgJqRPICk6qc/HFwIMHhTHLWcVUlK9jwff3tbnxxORkHIv0AlkA4uA+40xR5oZ/n1gNjAZGAzsA+7+0D7fsdYmHvwLXJFrAFq8eDH79+/H7XZzzz33cMopp1BbW9u7TldZWRkjRowgPj6euXPn9m5rb29n5szDrzkaGho49dRTueqqq/jqV7/q0BmJBIf20jW4xo8nIjb2xGO0HKCpvk7rc0nIMsaQVTDS744u16RJYIzGF4pIQKmjS8LKbf+sYPveNp65bBZJrug+P94HtR/gs77eu+9FRET8FRkRSXFOMctqlvXL8c6eOoR/lddxx782ccqYTMbnJvfLcUUkeBljEoAvAROttS3AO8aYl4GvAz/90O4FwGvW2rqDz30W6L/2o2PstOpvkZGRnHvuuVxxxRW88847zJ8/n8svv5xXXnmFefPmAVBYWMiOHTt45ZVXmD59Oi6Xq/f5+/bt49RTT+XMM8/khhtucOo0RIKC9XppX7eOQeed51ec+m3dP/5rfS4JZVkFIyl97R90eb1ERp3Yz8qRSUnEjhpJe6kKXSISOOrokrDx5oZ6nlq+ncvmjWDmiP6ZT7+8ZjlxUXFMyfRvzreIiMihZubOZFfLLnYc2NHnxzLGcOvZE0mOi+YHz5bS4e3q82OKSNAbA3ittZsO2bYGOFJH18PAHGPMYGNMPN3dX0s+tM+vjTGNxph3jTGf6ouEBxprLS+99BL79u1j/PjxjBo1iuzsbO66667eQpcxhpkzZ3LXXXcdtj5Xc3Mzp512GnPmzOE3vxmYhTyRgaRj82Zseztxkyf7FadnnFvWiJGBSEtkQMouGEmXx8PeXf5dh7gmT6Z9zRqstQHKTETCnQpdEhb2tnby47+tZVxOEj86dUy/HXdZzTKmZU8jOrLvu8dERCR8zM6dDdAv4wsB0hNj+c25k9hQe4C7/rO5X44pIkEtEWj+0LYmIOkI+24GdgC7Dj5nPHDLIY//BBgBDAEeAP5ujDnir8jGmMuNMSXGmJKGhgb/zsAhZ5xxBomJiSQnJ3PDDTfw+OOPU1jYXR+cP38+DQ0NzJkzp3f/efPmUV9ff1ih68UXX+SDDz7g0UcfJTExsfdv+/bt/X4+IsGgZ3xa3FT/blCt27aFlKxs4hKP9J86kdCQVdD9EVzn5/jCuClT6Nq/H48+m0QkQFTokpBnreWGF8toau/kjvOnEhsV2S/HrWuto7Kpklk5s/rleCIiEj4KUgrIjMvst0IXwOcmZHN+8VD+9N+trKze22/HFZGg1AJ8eM5pMnDgCPveC8QC6UAC8AKHdHRZa5dbaw9YazustY8D7wILj3RQa+0D1tpia21xZmZmAE6jf1VVVdHe3k5LSwsHDhxg3bp1LFq0qPfxp59+Gp/PR3r6/02nuO6667DWctppp/Vuu/jii7HW0traSktLS+/f8OHD+/V8RIJFe+kaItPSiB461K84dZVbNLZQQl5q7mCiY11+r9MVN2UqgNbpEpGAUaFLQt6Lq3exZF0tP/z8WCYM7r91RVbUrgC6x0uJiIgEkjGGmbkzWVG7Ap/19dtx/+eLE8hNieNHz62htcPbb8cVkaCzCYgyxow+ZNsUoPwI+04FHrPW7rXWdgB3AzOMMRkfE9sCJpDJikh4a1+zhrgpUzDmxP/T4m5poamutrfbRSRURUREkpk/wu+OrthRI4mIj9c6XSISMCp0SUjbtb+dm14qZ3p+KpfPH9Gvx15Ws4xBsYMYmza2X48rIiLhYWbuTPa697J5X/+NEkxyRXPH+VOo3tvGLX9f32/HFZHgYq1tpbsz6xZjTIIxZg5wFvCXI+z+AXCRMSbFGBMNXAXsttY2GmMGGWNOM8a4jDFRxphFwHzg1f46FxEJbV1NTXRWVhI3xb+xhfVV24Du9YtEQl12wUgaqrbh85342r0mMrJ7na61awOYmYiEMxW6JGR1+SzXPrcGn7X875enEhnRfzd+WmtZXrOcGTkziDB6m4mISODNyu0ejduf4wsBZo5I56pPjeTZkh0sKavp12OLSFC5CogD6oGngSutteXGmHnGmJZD9rsWcNO9VlcD3WMJzzn4WDRw68HtjcB3gbOttZv65xREJNS1ry0D/F+fq76qu7tFHV0SDrIKRuLpcLOvZrdfceKmTMG9YQM+tztAmYlIONMv8BKyHli6jfe37eGmMwoZnh7fr8euaq6irq1OYwtFRKTP5CTkkJ+cz7KaZf1+7Gs+N4YpQ1P46Qtl1DS19/vxRWTgOziK8GxrbYK1dri19qmD29+21iYest8ea+0ia22WtXaQtXautXbFwccarLXTrbVJBx+bZa39t1PnJCKhp33NGjAG18RJfsWpr9pGYmoa8SmDApOYyADW07no/zpdU8Drxb1ekyJExH8qdElIWrNjP//7r418YVIuXy72b0HZE7GiRutziYhI35uZO5OVdSvx+Dz9etzoyAjuvOAkPF0+fvjsGrp8tl+PLyIiIhII7WvWEDt6NJGJCX7Fqa/cqm4uCRtpQ4YRGR3t9zpdcVMmA2idLhEJCBW6JOS0dHj5/jOryUqK5VfnTPJrQdkTtaJ2Bdnx2QxPGt7vxxYRkfAxPWc6bd421u/p/7sgCzISuPmMQt7ftocH397W78cXERER8Yf1+Whfu7b3x/YT5elws3fXThW6JGxERkWROTzf746uqPR0oocO7e6sFBHxkwpdEnJufrmc7XvbuPOCk0iJj+7341trKakrYUbODEeKbCIiEj6Ks4sB+KD2A0eO/+XioSyclMPtr22kbGeTIzmIiIiInIjOqmp8TU3d49P80Li9Gmt9ZOWPCFBmIgNfVsFI6iu3Yq1/kx3ipkxRoUtEAkKFLgkpL6/Zzd9W7uQ7nx7FjII0R3LYsn8Le917mZ4z3ZHji4hI+EiPS2fUoFG9I3P7mzGGX50zicykWL7/zGraOr2O5CEiIiJyvNrXdv+47prsX0dXfVV3V0tWvjq6JHxkF4yio62Vpvo6v+LETZmCt7YWT51/cUREVOiSkLFjbxs3vFjGtOGD+N5nRzuWx4ra7h8bVegSEZH+MD1nOqUNpXi6+nedrh6D4mO44/ypVO5p5Zf/0ELSIiIiEhzca8uIiI8ndqR/Bar6ym24EhJJzswKUGYiA1/PqM6eQu+Jips8CQB3WZnfOYlIeFOhS0KCt8vHD54txVq464KTiIp07n/aH9R+wOCEwQxNGupYDiIiEj5m5Myg3dtOWaNzF4ezR6bz7VNG8vSKHby6rtaxPEREgll+fj7/+c9/APB6vSQmJrJ8+fLex5988kmMMR/ZNm7cOAAef/xxioqKSE5OZujQoVx33XV4veq0Ffk47evW4SosxERG+hWnvmormfkjtHSBhJWMYXlEREb6vU5X7PjxEBVFe9m6AGUmIuFKhS4JCfe8uYWS6n3cds5EhqXFO5aHz/ooqStRN5eIiPSb4uxiDMaxdbp6/OBzY5g0JIWfvrCW3fvbHc1FRCTYRUVFMXv2bJYuXdq7benSpYwbN+4j2+bPnw9AW1sbd955J42NjSxfvpzXX3+d22+/vd9zFwkGtrOTjooKXAe7SU5Ul9dLw/aq3u4WkXARFRND+tDh1PlZ6IqIjcU1ZgzusrUBykxEwpUKXRL0Sqr28sfXN3PuSUM4a+oQR3PZvG8zTR1NzMid4WgeIiISPga5BjEmdYzjha6YqAju/upJeLss33t6NZ4un6P5iIgEu/nz5x9W1Hr77bf5yU9+8pFtPYWuK6+8knnz5hETE8OQIUNYtGgR7777br/nLRIM3Bs3YT0e4ib5V+jau3snXR4P2fkjApSZSPDIKhhJ3bYtWGv9iuOaNIn2deVYn64fROTEHVOhyxiTZox50RjTaoypNsZc+DH7DTLGPG6MqT/4d/Mhj2UZY542xuw2xjQZY941xswM0HlImNrf1sn3nyllaGo8vzir0Ol0etfnmpGjQpeIiPSfnnW6Ors6Hc0jPyOBX507iZLqffzh35sczUVEJNjNnz+fd999F5/PR2NjI62trZx//vmsWLGid1tFRUVvoevDli5dSmGh89dIIgORe133yGfXRP8KXT1j29TRJeEou2Ak7c1NtOzb41ecuEkT8TU301ldHaDMRCQcRR3jfvcCnUA2MBV4xRizxlpb/qH9/gDEA/lAFvC6MabaWvsokAh8APwQqAe+dTBOvrW2xd8TkfBjreXav66h/oCb5688mSRXtNMpsaJ2BcOShpGTkON0KiIiEkZm5MzgiYonWNOwxvHxuWdOGcz7Wxu5762tzByRziljMh3NR0Tkk/x2xW/ZsHdDnx5jXNo4fjLjJ8f9vJkzZ9LW1kZZWRnbtm1j7ty5xMfHU1BQ0LstPz+f4cOHf+S5jzzyCCUlJTz00EOBOAWRkNO+tozItDSihwz2K0591TaiYmJJHezsdBkRJ2QVjAK6C75JaRknHMc1aTIA7nXriC0oCEhuIhJ+jtrRZYxJAL4E/I+1tsVa+w7wMvD1I+x+BvA7a22btbYKeBj4JoC1dpu19g5rbY21tsta+wAQA4wN0LlImHno7Ur+U1HPDQvHM3noIKfTocvXxcralermEhGRfleUU0SEiXB8fGGPn3+xkLHZSfzw2VLqmt1OpyMiEpRcLhczZsxg6dKlLF26lHnz5gEwd+7c3m1H6uZavHgx119/PUuWLCEj48R/eBQJZe51ZbgmTcQY41ec+sqtZOblExERGaDMRIJHVl4BGEPdNv/W6YodOQITF0d7WVmAMhORcHQsHV1jAK+19tD5M2uAUz5mf/Ohf554xJ2MmUp3oWvLMeQgcpiV1fv47asbOL0wh4tPznc6HQA27NvAAc8Bx++kFxGR8JMck8y4tHGsqF3BVVzldDrExURy76KTOOPud/n+M6t58tJZREb490OSiEhfOJFOq/7Us05XZWUll156KQDz5s3jiSeeoLKykiuvvPKw/V999VUuu+wyXnnlFSb5ufaQSKjqammlY8tWkk49za841uejvmob4+d+KjCJiQSZaJeLtMFDqa/yr9BloqJwTZiAe60KXSJy4o5lja5EoPlD25qApCPs+yrwU2NMkjFmFN3dXPEf3skYkwz8BfiFtbbpSAc1xlxujCkxxpQ0NDQcQ5oSLva3dfLdp1aRO8jFb8+b7PcdWIHyQU33XfQqdImIiBOmZ09nbcNa3N6B0UE1KiuJX549kWXb9vLH1zc7nY6ISFDweDy43e7ev/nz5/Pmm2+yY8cOJkyYAMCcOXN46623KC0tPayj64033mDRokU8//zzzJihKRMiH8e9vhysJW6yf8Xgpvo6OtvbyCoYEaDMRIJPdsFI6ir9K3QBxE2ahLuiAuvxBCArEQlHx1LoagGSP7QtGThwhH2/B7QDm4GXgKeBnYfuYIyJA/4OLLPW/vrjDmqtfcBaW2ytLc7M1NoO0s1ay4+eW0NjSyf3XVhESpzz63L1WFG7gvzkfLLis5xORUREwtCM3Bl4fB5KG0qdTqXXeUVD+dK0ofzxjc28t6XR6XRERAa8hQsXEhcX1/v3r3/9i6amJmbOnNl7g19GRgaZmZlkZWUxevTo3uf+8pe/pKmpiYULF5KYmEhiYiILFixw6lREBix32ToAXH52PfZ0sWTlj/Q7J5FglVUwkpY9jbQ17fcrjmvSRGxHBx2bdYOciJyYYyl0bQKijDGjD9k2BSj/8I7W2r3W2kXW2hxrbeHB+Ct6HjfGxAKL6S5+XeFP4hKeHnx7G69vqOeGL4xn0tAUp9Pp5fV5WVW/St1cIiLimGlZ04g0kayoWXH0nfvRLWcVMiIjge8/W0rDgQ6n0xERGbCqqqqw1h72d/vtt+PxeHj55ZcP23f9+vXs3r37sG1vvvkmXq+XlpaW3r8lS5b05ymIBIX2sjKihwwhKi3Nrzh1lVuJiIwkY1hegDITCT7ZBd2F3no/u7riJk8GoP1gIVpE5HgdtdBlrW0FXgBuMcYkGGPmAGfRPXrwMMaYkcaYdGNMpDFmAXA5cOvBx6KBv9Hd8XWxtdYXwPOQMLCyei+/fXUjCybmcNHsgfVFsmJPBa2eVmbkaESIiIg4IzEmkQnpEyipK3E6lcMkxEZx76JpNLd7+MGzpXT5rNMpiYiISBhzl5X53c0FUF+1jfQhw4iKiQlAViLBKTO/e3Snv+MLo4cOJXLQINzrtE6XiJyYY+noArgKiAPq6R5HeKW1ttwYM88Y03LIfkVAGd1jDX8NLLLW9nR+nQx8ETgV2G+MaTn4Ny8QJyKhbV9rJ999ajVDBsUNqHW5eqyo7b57vjin2OFMREQknE3PmU5ZYxltnjanUznMuJxkbjmrkHe2NHLnfzY5nY6IiIiEKe/evXh27SJu0kS/Y9VXbiWrQGMLJby5EhIZlJ3rd0eXMQbXxIm0r1WhS0ROzDEVug6OJDzbWptgrR1urX3q4Pa3rbWJh+z3nLV2sLU23lo71Vr72iGP/ddaaw4+lnjI39uBPy0JJT6f5YfPldLY0sm9F04j2TVw1uXq8UHtB4xMGUlGXIbTqYiISBibkTMDr89LaX2p06l8xFemD+f84qHc/cYWXq+oczodERERCUPusu4f0f3t6GrZt5e2pv1kHexmEQlnWfkjqKvyr9AFEDd5Eh1btuBrG1g37YlIcDjWji4Rx9z1+mbe3NjA/5wxYUCty9XD4/NofS4RERkQTso6iSgT1dtpPNDcctZECgcn84NnS9m+RxewIiIi0r/ay9aBMbgmFPoVp/7gj/rq6BLpfh801dXS0dbqVxzXxEnQ1YW7oiJAmYlIOFGhSwa0NzbUcdfrm/nStKF8beZwp9M5ovLGctq97czI1fpcIiLirPjoeCZmTOSD2g+cTuWIXNGR3L+oCIBvP7ESt6fL4YxEREQknLSXrSV21EgiExP8ilO/rbvQlZmnji6RzPwCABqqKv2K0zNStL1M4wtF5Pip0CUDVvWeVq55ppTCwcncds7EAbcuV4/e9bmytT6XiIg4b3rOdMr3lNPq8e+Oyr4yPD2eOy+YyvqaZm5cvA5rrdMpiYiISBiw1uIuW9fdNeKn+qptDMrJJTY+PgCZiQS3rPzuzsb66m1+xYnKzCQqNxe31ukSkROgQpcMSO2dXVzxl5UYY/jT14pwRUc6ndLHWlG7gtGpo0l1pTqdioiICNNzptNlu1hZt9LpVD7WZ8Zl873PjOJvK3fy9IodTqcjIiIiYcC7ezdde/fiOtg14o/6qq29P+6LhLuEQanEpwyivsq/QhdA3MSJtK9bF4CsRCTcqNAlA461lp++sJaNdQf441dPYljawL1DqrOrk9L6UmbkaGyhiIgMDFOzphIVETVgxxf2+P7nxjBvdAY3v1xO6Y79TqcjIiIiIa5nHFrcpMl+xXG3tNBUX6f1uUQOMsaQmVfg9+hCANfkSXi2b6dr/37/ExORsKJClww4j71XxUulu/nR58dwyphMp9P5RGsb1tLR1cH0nOlOpyIiIgJAXFQckzMm947WHagiIwx/vOAkMpNiueIvJdQ3u51OSUREREJYe1kZJjoa19gxfsXp6VrJztf6XCI9sgpG0rijmi6vx684cZO6R4u2l6mrS0SOjwpdMqAs37aH216p4HPjs7nqU6OcTueoPqj9AIPR+lwiIjKgzMidwYa9G2jubHY6lU+UmhDDgxcV09zu5dtPrKTD2+V0SiIijnvqqacoLi4mMTGR3NxcFixYwDvvvMPjjz9OUVERycnJDB06lOuuuw6v19v7vPz8fOLi4khMTCQnJ4dLLrmElpaW3scvueQSbrzxxt5/Ly8vJzc3l9tvvx2Ar33ta+Tm5pKcnMyYMWN46KGH+u+kRfqBu2wdsePHY2Ji/IpTX7UVQB1dIofIyivA1+Vlz07/xpK7CgvBGNzrtE6XiBwfFbpkwNixt40rn1zF8PR47vjKFCIijNMpHdUHdR8wLm0cKbEpTqciIiLSa0bODHzWx6q6VU6nclQTBidz+5ensGr7fn6+uBxrrdMpiYg45o477uCaa67hZz/7GXV1dWzfvp2rrrqKl156iba2Nu68804aGxtZvnw5r7/+em+Rqsff//53WlpaKC0tZfXq1fz6178+4nFWr17Npz/9aW688UauvfZaAK6//nqqqqpobm7m5Zdf5sYbb2TlyoG73qPI8bBdXbjXrSNuYiDW59pGYmoa8SmD/E9MJERkHuxwbKj2b3xhZFISMQUFtK9VoUtEjk+U0wmIALR2eLnszyV4u3w8dFExya5op1M6qo6uDtbUr+GCcRc4nYqIiMhhJmdOJiYihhW1K/jUsE85nc5RfWFyLhtqR3H3G1uYMDiZi0/OdzolEZF+19TUxM9//nMeffRRzj333N7tZ5xxBmecccZh+w4ZMoRFixbx5ptvHjFWTk4Op512GqWlpR95bMWKFSxcuJDf/OY3XHrppb3bCwsLe//ZGIMxhq1bt1JUVOTnmYk4r7OyEl9bG66DY9H8UV+5Vd1cIh+SmjuYqNhY6qu2UXjKZ/2KFTdpIi3vvYe1FmMG/k3wIjIwqKNLHOfzWX7wbCmb6g5wz4XTGJGZ6HRKx2RN/Ro6fZ3MyJnhdCoiIiKHiY2MZWrWVD6o/cDpVI7ZDz43hs+Nz+KWf6znva2NTqcjItLv3n//fdxuN+ecc84x7b906dLDilOH2rlzJ0uWLGHUqMPHwa9YsYLTTz+dP/zhD4cVuXpcddVVxMfHM27cOHJzc1m4cOHxn4jIANSz3k/cZP8KXZ4ON3t37VShS+RDIiIiyRye3zva0x+uSZPpamjEW1cXgMxEJFyoo0scd+d/NvGv9XX8zxcnMH9MptPpHLOSuhIMhpOyT3I6FRERkY8ozi7m/jX309TRFBQjdiMiDH/4ylTOue89rn5yFS9/Zy7D0uKdTktEQlztr35FR8WGPj1G7Phx5PzsZ0fdb8+ePWRkZBAVdfTL9EceeYSSkpKPrKN19tlnY4yhpaWFz3zmM/ziF7847PFly5aRnp7OggULjhj3vvvu4+677+b999/nrbfeIjY29qi5iAQDd9laIhISiCko8CtO4/ZqrPWRdXBMm4j8n6z8EWx4d6nfnVhxk7pHjLavXUt0Tk6g0hOREKeOLnHUP9bu5o9vbOHLRUP55px8p9M5LiV1JYxLG0dyTLLTqYiIiHxEcU4xFsvq+tVOp3LMklzRPHhRMV0+y2V/LqGlw+t0SiIi/SY9PZ3Gxka83k/+b9/ixYu5/vrrWbJkCRkZGR957MCBA7z11lts2LCBxsbDO2SvvvpqiouL+fznP8++ffuOGD8yMpK5c+eyc+dO7r//fv9OSmSAaC9bh6uwEBPh389gPd0qWfnq6BL5sMy8EXS0tdLcUO9XnNhx4yAqCneZ1ukSkWOnji5xzLpdTVz71zUU5aVy6zkTg2rubmdXJ2sb1vLlMV92OhUREZEjmpQxieiIaEpqS4Jina4eBRkJ3HPhNL7x2Ad896lVPHhRMVGRujdLRPrGsXRa9ZfZs2cTGxvL4sWLOe+88464z6uvvspll13GK6+8wqRPWGvolFNO4ZJLLuHaa69l8eLFvdsjIyN56qmnOO+88zjttNP4z3/+Q3LykW/c83q9bN3q/wgqEafZzk46Nmwg9aKv+x2rvnIbroREkjOzApCZSGjp6XSsr95GSlb2CceJiI3FNWYM7vLyQKUmImFAvxqII2qb3Fz6eAmp8TH86WtFxEZFOp3ScSlrLKOjq4PinGKnUxERETkiV5SLSRmTKKkrcTqV4zZ/TCa/OLOQNzc2cOsrFU6nIyLSL1JSUrjlllu4+uqrWbx4MW1tbXg8HpYsWcJ1113HG2+8waJFi3j++eeZMePo6wRfc801/Pvf/2bNmjWHbY+Ojuavf/0rGRkZLFy4kNbWVurr63nmmWdoaWmhq6uL1157jaeffprPfvazfXW6Iv3GvXkz1uMh7mPWtDse9VVbySoYEVQ36or0l4zheRgTQX3lNr9juQoLaS9fj7U2AJmJSDhQoUv6XUuHl28+9gEH3B4evng6mUnBN/e9pLb7R8OirCKHMxEREfl4xTnFVOytoKWzxelUjtvXZuVx6dwCHnuvisffq3I6HRGRfvGjH/2IO+64g1tvvZXMzEyGDRvGPffcw9lnn80vf/lLmpqaWLhwIYmJiSQmJn7sWlsAmZmZXHTRRdxyyy0feSwmJoYXXngBl8vFGWecQUdHB/fffz9Dhw4lNTWVa6+9ljvvvJMzzzyzL09XpF/0dIW4/Cx0+bq6aNheRWae1ucSOZLoWBepg4fQUB2YQpevqQnPzp0ByExEwoFGF0q/8nb5+M5Tq9hYd4CHLi5mwuDgXN+qpK6E0amjGeQa5HQqIiIiH6s4u5gH1j7A6vrVzBs6z+l0jtv1C8dTtaeNX/y9nOFp8Xx6nMYEiUjoW7RoEYsWLfrI9jfffPMTn1dVVfWRbYeusfXYY48d9pjL5eI///lP77//97//Pb5ERYKEu3w9EUlJRA8f7lecfTW76PJ4yCrQ+lwiHycrfwS7Nq73O45r4kSgu1AdM2yY3/FEJPSpo0v6jbWWm/9ezlsbG7jlrEI+PTY4f6zy+DysaVhDcbbGFoqIyMA2JXMKUSYqKMcXAkRGGO66YCrjc5P5zlOrqKhpdjolERERCTLu8nJchYV+jxusr+ruUsnMKwhEWiIhKTOvgAONDbQf8O97e+yY0RAdrXW6ROSYqdAl/eahtyt5Ytl2rpg/gkUz85xO54SVN5bT7m1XoUtERAa8+Oh4CjMKg7bQBZAQG8XDF08nyRXNtx77gPpmt9MpiYiISJCwnZ10bNyIq3CC37Hqq7YRGRVF2uChAchMJDT1dDw2VFf6FSciJgbX6NEqdInIMVOhS/rFkrIafrWkgoWTcvjJ6eOcTscvPT8WFmVrfS4RERn4irOLWd+4njZPm9OpnLCcFBcPXVzM/nYPlzzavc6niIiIyNF0bNmC9XiI83N9Luj+4T59aB6RUVoFROTjZB3seOzpgPSHq7CQ9vL1WGv9jiUioU+FLulzK6v3cc2zpZw0bBB3nD+ViAj/xgU4raSuhBEpI0iPS3c6FRERkaMqzinGa72UNpQ6nYpfJg5J4b5F09hUd4Ar/rKSDm+X0ymJiIjIANd+sBvE5Wehy1pLfdU2MvM1tlDkk8SnDCIxNY2GABW6fE1NeHbtCkBmIhLqVOiSPrWp7gDffOwDclNcPHhRMa7oSKdT8ovX56W0vlRjC0VEJGiclHUSkSaSlXUrnU7Fb58am8XvzpvMe1v38KPn1uDz6e5OERER+XjudeVEJCURPXy4X3Fa9++jvbmJrPwRAcpMJHRl5o8IWEcXgHvdOr9jiUjoU6FL+syu/e1c9PAKYqIi+Mu3ZpKeGOt0Sn7buHcjrZ5WinNU6BIRkeCQEJ3A+LTxlNQG7zpdhzp32lCuXzCOf6yt4ZevaJSJiIiIfDx3eTmuCRMwxr/JMj3rDWXmqaNL5Giy8keyZ9cOvJ2dfsWJHTsGoqO1TpeIHBMVuqRP7G3t5OsPL6e108ufvzmDYWnxTqcUED3rc6mjS0REgklxTjFljWW4vW6nUwmIy+eP4FtzC3j03Sr+9F//7xYVERGR0GM7O+nYuNHvsYXwf+sNqdAlcnRZ+QVYn489O7f7FSciJobY0aNU6BKRY6JClwRca4eXbzy6gl372nn44umMz012OqWAKaktIS85j8z4TKdTEREROWbF2cV4fB7KGsucTiUgjDHcsHA8Z04ZzG9f3cDfVu50OiUREREZYDq2bMF6PLgKJ/gdq6FqG8mZ2bgSEgOQmUhoyzw44jMQ4wvjCgtpL9cUBxE5OhW6JKA6vT6+/cRK1u1u5t4LpzGjIM3plAKmy9fFyvqV6uYSEZGgc1L2SRhMyIwvBIiIMNz+5SnMHZXBT55fy2vltU6nJCIiIgNI+8EukLiJE/2O1VBdqW4ukWM0KCuHmLg46qu2+h3LVTgRX1MTnl27ApCZiIQyFbokYLp8lh8+V8rbmxv59bmT+NyEbKdTCqjN+zdzoPMARdlFTqciIiJyXJJjkhmXNq53BG+oiImK4E9fL2Ly0BS++9Rq/rupwemURET89thjjzFp0iTi4+PJycnhyiuvZP/+/QA888wzjB07lpSUFLKysrj44otpbm52NmGRAcpdXk5EUhLRw4f7FcfjdrO3ZhdZ+Sp0iRwLExFBZl4B9VWVfsfqGT3qXqfxhSLyyVTokoDw+SzX/W0t/1hbw/ULxnF+8TCnUwq4nrvgp+dMdzgTERGR41eUXcSahjV0dvm3KPRAkxgbxWPfmMGorEQu/3MJy7btcTolEZET9r//+7/85Cc/4fe//z1NTU0sW7aM6upqPv/5z9PZ2cmcOXN49913aWpqYtu2bXi9Xm688Uan0xYZkNzl63FNmIAxxq84jTuqwdrecWwicnSZeSNoqK7E+nx+xYkdOwaio7VOl4gclQpd4jefz3LD4jKeX7WTH3xuDFecMtLplPpESV0JQxKHkJOQ43QqIiIix604u5iOrg7WNa5zOpWAS4mL5i/fmsGwtHi+9dgHrN6+z+mURESOW3NzMzfddBN33303p59+OtHR0eTn5/Pcc89RVVXFE088wbBhw8jIyOh9TmRkJFu2bHEwa5GByXZ20rFxY283iD8aqru7UrI0ulDkmGXlj8Djbmd/XY1fcSJiYogdPUqFLhE5KhW6xC/WWm7+ezlPr9jB1Z8eyfc+O8rplPqEz/pYWbdSYwtFRCRoTcueBhBy4wt7pCfG8uSlM8lIiuXiR1ZQvrvJ6ZRERI7Le++9h9vt5txzzz1se2JiIgsXLuTf//43AO+88w4pKSkkJSXx/PPPc8011ziQrcjA1rFlC7azE1fhBL9j1VdtIyYunuTM0FqeQaQvZR3sgAzE+MK4wkLay8ux1vodS0RCV5TTCUjwstZy2ysV/Pn9ai6bV8C1p471eyTAQLV1/1b2d+ynOLvY6VREREROSKorlVGDRlFSW8Llky93Op0+kZ3s4slLZ3L+n97n6w+v4NnLZzE6O8nptERkAHv7uU007mjp02NkDEtk3vljjrpfY2MjGRkZREV99DI9NzeXlStXAjB37lyamprYtWsXDz74IPn5+YFOWSTotR/s/ogLQEdXffU2svJHhOzvHSJ9IX3ocCIiI2mo3sbY2XP9iuUqLGT/X/+GZ9cuYoYODVCGIhJq1NElJ8Ray+9f28hD71Ryycn5/Gzh+JD+0tdz93txjgpdIiISvIqziyltKMXj8zidSp8ZmhrPk5fNIjLC8NUHl7Gx9oDTKYmIHJOMjAwaGxvxer0feaympuawkYUAQ4YM4fTTT+eCCy7orxRFgoa7vJyIxESihw/3K471+WisriJTYwtFjktUTAxpQ4ZRX7XN71g9I0jd6zS+UEQ+njq65LhZa/nff23ivre28tUZw7npDP8Xdx3oSmpLyI7PZmii7hwREZHgVZxTzDMbn2H9nvVMyZzidDp9piAjgWcun8WFDy7jggfe54lLZ1I4OMXptERkADqWTqv+Mnv2bGJjY3nhhRc4//zze7e3tLSwZMkSfvWrX33kOV6vl61bt/ZnmiJBwV2+HteECZgI/+7v3l9Xg6fDTWa+Cl0ixysrr4DqdWv8jhM7ZgxEReEuLyf59NMCkJmIhCJ1dMlxsdbyy39UcM+bW7hg+jBuO3tiyBe5rLWU1JVQnFMc8ucqIiKhrWetyZLa0Fyn61AjMxN59vLZxEVHcuGDyynbqTW7RGRgS0lJ4aabbuK73/0ur776Kh6Ph6qqKs4//3yGDh3K17/+dZ588km2b98OQHV1NTfccAOf/exnHc5cZGCxHg8dGzfimjjR71g96wtl5Y3wO5ZIuMnMH0Hrvr207t/nV5yI2Fhix4zGXa6OLhH5eCp0yTHz+Sw3LF7HI+92jyv89bmTiIgI/cJPZXMle917tT6XiIgEvYy4DApSCnpH8oa6/IwEnr1iNkmuKC58aBmrt/t3kS0i0teuu+46fvWrX3HttdeSnJzMzJkzGTZsGK+//jqxsbGsX7+ek08+mYSEBObMmcPYsWN58MEHnU5bZEDp2LIF29mJq3CC37EaqisxERGkD/VvBKJIOMrKHwl0v4/8FVdYiLu8HGut37FEJDSp0CXHxNvl49q/ruGp5du58lMjw2JcYY+eu95V6BIRkVBQnF3M6vrVeH0fXQMmFA1Li+fZK2aTlhDD1x9eQUnVXqdTEhH5RN/61rdYt24d7e3t1NXV8f/+3/8jNTUVgNtuu42dO3fS2trKzp07eeCBB0hPT3c4Y5GBpafrI+7guj7+aKjeRvqQYUTFxPgdSyTc9Iz8DNQ6XV1NTXh27fY7loiEJhW65Kg6vT6+/0wpL6zexY8+P4brThsbNkUugJV1K8mIyyAvOc/pVERERPxWnF1Mq6eVjfs2Op1KvxkyKI5nL59NVlIsFz2ygqWbGpxOSURERPpIe3k5EYmJRA/3vwurvmobmfkaWyhyIuISk0jKyAxYoQvQ+EIR+VgqdMknau/s4sonVvJKWQ03fmE83/3s6LAqcvWuz5Wt9blERCQ0FOd0dyiHwzpdh8pJcfHMFbPIS0/gm499wEulu5xOSURERPqAe105rgkTMBH+/eTV1txEy949ZOYVBCgzkfCTlT+ChgAUumLHjIGoKNzr1gUgKxEJRSp0ycfa19rJooeW8cbGem49eyKXzgu/u5h2HthJfVu9xhaKiEjIyIrPYnjS8LBZp+tQWUkunr1iFkV5qXz/mVIeecf/9QJERERk4LAeDx0bN/Z2f/ijZ12hrLzw+y1EJFAy8wrYV7MbT2eHX3EiYmOJHT1aHV0i8rFU6JIj2rmvjfP+9B7rdjdz34XT+Nqs8Bzb1/MjYM/d7yIiIqGgOKeYVXWr8Fmf06n0u2RXNI9/cwanF+Zwyz/W89tXN2hRaxERkRDRsWULtrMzMIWug10oPesMicjxy8wrwFofe3Zs9zuWq3AC7vJyfXcXkSNSoUs+oqKmmXPve4/6Ax385ZszWDAp1+mUHFNSV0KaK40RKbqDS0REQkdxdjHNnc1s3rfZ6VQc4YqO5N5F01g0czj3v7WVH/9tLd6u8Cv6iYiIhJqebg9X4QS/YzVUV5KYmkZ8corfsUTCVc/oz54OSX/EFRbS1dSEZ9duv2OJSOhRoUsOs3RTA+f/6X0ijOFv3z6ZmSPSnU7JUSW1JRRlF2l9LhERCSk9I3nDcXxhj8gIw61nT+Saz43mbyt3cumfSzjg9jidloiIiPjBvX49EfHxxOT5P5WmvrqSzHzd9Crij0FZOUTHugJS6HJN6C5gu9drfKGIfJQKXdLrL+9X8Y3HPmBIahwvXHUyY3OSnE7JUbtbdrO7dTdF2UVOpyIiIhJQuYm5DEkcQklt+Ba6AIwxXPO5Mfz63Em8s7mRL93/Hjv2tjmdloiIiJwg9/oKYsePx0T493OX1+Nh764dZKnQJeIXExFBxvC8gBS6YseMgYgI3BUVAchMREKNCl2Ct8vHzS+X8z8vlfOpMZn87cqTGTwozum0HNe7Ple21ucSEZHQU5RdxMq6lZpxD3x1xnAe/+YMapvcnH3vu6ys3ut0SiIiInKcbFcX7o0be7s+/LFn53Z8XV29Y9dE5MRl5hXQUF3p93VHRFwcsSNH0LFehS4R+SgVusJcU7uHS/9cwmPvVXHp3AIeuKiYxNgop9MaEFbWrSQ5JpnRqaOdTkVERCTgirOL2dexj637tzqdyoAwZ1QGL149hyRXFF99YDkvrNrpdEoiIiJyHDqrq7Ht7bjGj/c7VkPVNgAy89TRJeKvzLwRdLS1cmBPg9+xYsePV0eXiByRCl1hbENtM2fd8w7vbG7kV+dM4sYvTiAyQmtR9VhZt5JpWdOIMHqbiIhI6OnpWF5Vv8rhTAaOkZmJvHjVHKblDeKHz63h5pfL8XT5nE5LRMLMU089RXFxMYmJieTm5rJgwQLeeecdHn/8cYqKikhOTmbo0KFcd911eL3eY3ouwM0334wxhueee653f6/XizGGqqoqAH7/+98zceJEkpKSKCgo4Pe//32/nbeIv9wHuzxcE/wvdNVXbyMqNpZBOTl+xxIJdz2dkQFZp2v8BLz19Xj37PE7loiEFv2CH6ZeKt3FOfe+R2tnF09fPosLZw53OqUBpbG9kermaq3PJSIiIWto0lAy4zJZWbfS6VQGlNSEGP7yrZl8Y04+j71XxYUPLqO+2e10WiISJu644w6uueYafvazn1FXV8f27du56qqreOmll2hra+POO++ksbGR5cuX8/rrr3P77bcf03N7pKWlcdNNN9HV1XXE41tr+fOf/8y+fft49dVXueeee3jmmWf6/LxFAsFdsR4THU3syJF+x2qoriRzeD4REZEByEwkvGUOzwOgoSoQha7uQrZb4wtF5EM0oy7MeLp8/OqfFTz6bhXT81O598JpZCW7nE5rwFlV1313+7TsaQ5nIiIi0jeMMUzLnta7Tpcx6uruER0ZwU1nFDJ12CB++nwZX7j7He5bNI3p+WlOpyYiIaypqYmf//znPProo5x77rm928844wzOOOOMw/YdMmQIixYt4s033zyu555++umsW7eOJ554gosvvvgjOVx33XW9/zx27FjOOuss3n33XS644IKAnadIX+moqCB29GhMdLRfcay1NFRVMm7O/ABlJhLeYuLiGZSdG6COrnEAuCsqSJw31+94IhI61NEVRnbsbePLf3qfR9+t4htz8nnqslkqcn2MlXUriYuKY3y6/yMPREREBqqi7CLq2urY3brb6VQGpLOmDuHFq08mISaSCx5Yxr1vbqHL598i2iIiH+f999/H7XZzzjnnHNP+S5cupbCw8Liea4zhl7/8Jb/4xS/weDyfuK+1lrfffrv3GCIDmbUW9/oKYgMwtrC5oZ6OttbecWsi4r+M4fk0bPe/0BWZkkL0kCG4K9YHICsRCSXq6AoTL6/ZzQ0vlAFwz4Un8cXJgx3OaGBbVb+KyZmTiY7w704wERGRgWxaVnfn8sq6lQxJHOJwNgPTuJxkXv7uXK5/oYzfv7aRd7c08oevTCVbNwuJhIQ3H3uA+uptfXqMrLwRfPqSy4+63549e8jIyCAq6uiX6Y888gglJSU89NBDx/3cM888k9tuu42HHnqIyy677GP3u/nmm/H5fHzjG984akwRp3lra+nav793rJk/erpOMvNG+B1LRLpl5hWwpWQZHrebaJd/36NdE8bTodGFIvIh6ugKcW2dXn781zV87+nVjM5O5J/fn6ci11Ec6DzAxr0bKcrS+lwiIhLaRqeOJikmqXdkrxxZsiuae756Er/70mRWb9/P6Xcu5fWKOqfTEpEQk56eTmNjI16v9xP3W7x4Mddffz1LliwhIyPjuJ7b49Zbb+W2227D7T7yGoT33HMPf/7zn3nllVeIjY09vhMRcYC7ovtHb9f4CX7Hqq/aBsaQOTzf71gi0i0zvwCspXFHtd+xYsePp7O6mq6W1gBkJiKhQh1dIWz5tj1c9/xatu9t47ufGcX3PzuaqEjVNo9mdf1qLFbrc4mISMiLMBFMy+pep0s+mTGG86cPY1peKt99ejXferyEC6YP44YvjCfJpQ5wkWB1LJ1W/WX27NnExsayePFizjvvvCPu8+qrr3LZZZfxyiuvMGnSpON67qE+//nPM2rUKO67776PPPbII4/wm9/8hqVLlzJ06NATPyGRfuReXwHG4Bo7xu9YDdXbSM0Z7HfXiYj8n6yDo0AbqivJHT3Wr1g9nZsdGzcQX6Sb1EWkm6oeIait08vNL5dzwYPLsBaeuWwWPzp1rIpcx2hV3SqiTBSTMyc7nYqIiEifK8ouoqq5isb2RqdTCQqjshJ58aqT+fYpI3muZAen/WEpSzc1OJ2WiISAlJQUbrnlFq6++moWL15MW1sbHo+HJUuWcN111/HGG2+waNEinn/+eWbMmHFczz2S2267jd/97neHbXvyySf52c9+xr///W9GjNDYNgke7ooKYvLziUhI8DtWQ3Wl1ucSCbDkzGxi4uKpr/Z/nS7XhO7OTbfGF4rIIVT5CDHLt+1h4V1v89h7VVw8O59Xr5nHzBHpTqcVVFbVr2JCxgTiouKcTkVERKTP9XQwa3zhsXNFR/LTBeN4/sqTiYuJ5KJHVnD9C2tpavc4nZqIBLkf/ehH3HHHHdx6661kZmYybNgw7rnnHs4++2x++ctf0tTUxMKFC0lMTCQxMZEFCxYc03OPZM6cOR8pmN14443s2bOH6dOn9x7j29/+dl+eskhAuCvWB2R9ro62Nprq61ToEgkwYwyZefm9a+D5Iyori8i0tN6RpSIioNGFIaOxpYNf/3MDz6/aybC0OJ6+bBazR6rAdbzcXjfrGtfxtfFfczoVERGRfjEhrfvmjlX1qzg1/1Sn0wkqJw1P5ZXvzeMP/97Eg29v49/r67nxC+M5a+pgjDFOpyciQWrRokUsWrToI9vffPPNE34uwM033/yRbf/85z8P+/fKSv9/gBTpb959+/DursF14YV+x+pZP0iFLpHAy8wrYP3SN7A+HybixHsvjDG4xo9XoUtEDqOOriDX5bP8ZVk1n7n9LV5es4urPjWS166ZryLXCSprLMPj81CUrRm/IiISHqIjo5mcMVnrdJ0gV3Qk1y8cz0tXz2VIahzXPFvKVx9cxua6A06nJiIiEhY6NmwAIDYAHV2N27uLvZl5+X7HEpHDZQ4voLO9naaGer9juSaMp2PLFmxnZwAyE5FQoEJXEHtvayNn3fsO/7N4HROHpLDk+/O57vRxxMeoUe9ErapbhcEwNWuq06mIiIj0m6LsIjbu3ciBThVnTtSkoSm8eOXJ/OqcSVTUHGDBXW9zy9/Xs69VF98iIiJ9qWednp51e/zRUF1JbHwCSemZfscSkcP1dEo2bA/AOl3jx4PHQ8eWLX7HEpHQoEJXENpYe4BvPLqCCx9czt6WTv741ZN48tKZjMpKdDq1oLeqfhWjUkeREpvidCoiIiL9Zlr2NCyW0vpSp1MJahERhgtnDueNH53Cl4uH8th7lcz//Zvc/9ZW3J4up9MTEREJSe6KCqJycohKTfU7VkN1FRnD8zWCWKQPZAzLA2NoqPK/0NXTwanxhSLSQ4WuIFK9p5Uf/3UNC+5aSkn1Pq5fMI43rv0UZ07ROhCB4PV5Ka0vpShLYwtFRCS8TM6cTJSJ0vjCAElPjOXX507m1WvmMyM/jd++uoFP3/4WT6/YTqfX53R6IiIiIcVdUdHd3eEn6/PRuKNK63OJ9JFol4vUnME0VPtf6IrJyyMiPr63o1NERDPugsCW+gPc9+ZWXlqzm8gIwzfmFPCdT48iNSHG6dRCysa9G2nztml9LhERCTtxUXFMyJjAqvpVTqcSUsZkJ/HwJdN5f+sefvPqBq5/oYy7X9/MFaeM5CvTh+GKjnQ6RZGwZK3VjYIBYK11OgURfO3tdFZWknzaaX7Ham6sp7O9XetzifShzLwC6ir9HzdoIiKIHTdOHV0i0kuFrgHKWsuq7ft4+J1KlqyrxRUVyTfn5HPZvBFkJbucTi8k9dzFPi17msOZiIiI9L+irCL+UvEX3F43rih91wik2SPTWXzVySzd3Mjdr2/mppfLuefNLXxzTgEXTB+mm5dE+lFkZCQej4eYGL3v/OXxeIiK0k8K4qyOjRvB58M1wf+OrvqDXSaZw9XRJdJXMvMK2LTsHTra2oiNj/crlmv8eJpefBHr82EiNLRMJNzpvwIDjNvTxXMf7OCLd7/Dl+5/n7c3NXLVp0by7k8/ww1fmKAiVx9aVb+KYUnDyIrPcjoVERGRfleUXYTX56WssczpVEKSMYZTxmTy12/P5pnLZzE2O4nfvrqBWb9+nR//dQ1lO5ucTlEkLAwaNIi6ujp8Po0R9YfP56Ouro6UFK1tLM7q6eYIxOjCxuoqMKZ7HSER6RM9o0Ebt1f5Hcs1YTy+tjY6q6v9jiUiwU+3Xw0A3d1b+3mpdBcvle6mqd3D2OwkbjtnImdPHUJCrF6mvmatZVXdKuYPne90KiIiIo6YmjUVg2Fl3Uqm50x3Op2QZYxh1oh0Zo1IZ2PtAf78fhUvrt7FX1fuZMrQFM6dNpQvTs4lPTHW6VRFQlJGRgY7d+5k48aNTqcS9BISEsjIyHA6DQlz7vUVRKSkEDV4sN+xGrZXkpqTS7RLNxiL9JWe0aAN26sYMm6CX7F6CtwdFRXEFqgTUyTcqYLiEGstG2oPsGRdLS+V7qJ6TxuxURF8fkI2X5+Vx4yCNM2N70eVTZXs69in9blERCRspcSmMDp1NKvqtE5Xfxmbk8Rt50ziJwvG8beSnTxXsoObXi7nln+s55QxmZw1dTCfGptFSly006mKhIyIiAiGDx/udBoiEiDuigpc48cH5PeTxu1VZAzP9z8pEflYSemZxCYk0FC9ze9YsaNGQXQ07ooKkhcuDEB2IhLMjqnQZYxJAx4GTgUageuttU8dYb9BwF3AgoOb7rPW3nzI4/nAo8BMYDvwHWvtf048/eDS1unl/a17eGNDPW9uqGd3kxtjYM7IDL77mdGcVphNkks/ZDhhZX33+lwqdImISDibljWNl7a+hNfnJSpC90P1l2RXNN+cW8A35xawobaZxat381LpLt7YUE9khKEoL5XPjMvi02OzGJOdqJuhJCgcxzVkLN3XkOcA0cC7wLettbuOJ46IhB/r8dCxaROpixb5HcvjdrOvtobxcz8dgMxE5OMYY8jMK6Dh4Jp4fsWKiSF21Cjc6ysCkJmIBLtj/QXjXqATyAamAq8YY9ZYa8s/tN8fgHggH8gCXjfGVFtrHz34+NPA+8DCg39/M8aMttY2+HUWA5DPZ9m1v53SHftZWb2PldX7WF/TTJfPEh8TydxRGXz/c6P59Ngsrbs1AKysW0lGXAbDkoY5nYqIiIhjinKKeGbjM2zYu4GJGROdTicsjctJ5qcLkrnutLGs3rGPNzbU88aGBn6zZAO/WbKB1PhoivJSmZaXSnFeGuNyk0jWjVIyMB3rNeT3gdnAZKAJeAC4Gzj3OOOISJjp2FaJ7ezENSEA63PtqAZre9cPEpG+k5lXwLo3/o31+TAREX7Fco0fT8tbb2Gt1c1gImHuqIUuY0wC8CVgorW2BXjHGPMy8HXgpx/a/QxggbW2DagyxjwMfBN41BgzBpgGnGqtbQeeN8ZcczD2nwJ1Qn3NWouny9Lh7aK9s4uGlg7qD3TQ0NxBXbObysZWNte3sKW+hXZPFwBx0ZFMHTaIK08ZycwRacwoSCM2KtLhM5FDrapbxbSsafpQFBGRsFaU1d3ZvLJupQpdDouIMBTlpVGUl8aPTxtHTVM7Szc1UFK1j5Xb9/GfivrefXOSXYzOTmRUViJDU+PJSoolKymW7GQXKXHRuKIjiY2KICJC33OkfxznNWQB8Jq1tu7gc58F7jiBOCISZtwV64H/W6fHHw3bu7tLetYPEpG+k5lXgKfDzf66GlJzh/gVyzV+PE0vvIC3vp7o7OwAZSgiwehYOrrGAF5r7aZDtq0BTvmY/c2H/rnnV5JCYJu19sCH4hQeY66O+mdZDT96bg0d3i589uP3y01xMSorka/OGM7o7EQKByczPjeZ6Ej/7lCQvlPTUkNNaw0XF17sdCoiIiKOyozPZHjScFbWrdTn4gCTmxLHV6YP5yvTu9cW2tvayert+9hU18LmugNsrm/hmRU7em+0OpLoSMOQQXG89WONZZI+dzzXkA8DdxljBgP7gUXAkhOIIyJhpqOiAuNyEVPgfxdWQ3UVMXFxJGdkBSAzEfkkWXkjAGiorvS/0FU4AQD3+vUqdImEuWMpdCUCzR/a1gQkHWHfV4GfGmMupnu0xDfpHmXYE6fpCHGO+F80Y8zlwOUH/7XFGLPxGHJ1XDWw7OMfzqB7rrwMQF87+H9HoNctOOl1C0563YKTXrfg9Imv293c3Y+pyHE64ffcFsBcF9hk/JDndALSZ47nGnIzsAPYBXQBZcB3TiBO0F5DHoU+Y4OTXrf+FBWwdUUzvvd4pF634KP3W3DKuPa5VwL3un3mMwELJUel91xwCpXX7WOvIY/l20ALkPyhbcnAgSPs+z2656lvBvbQvSbXV08gDtbaB+iezx4yjDEl1tpip/OQ46PXLTjpdQtOet2Ck1634KTXLXjptZMgcDzXfvcCsUA60ApcR3dH18zjjKNrSBkw9LoFJ71uwUmvW3DS6xa89NoFp3B43Y5lnt4mIMoYM/qQbVOAjyz+a63da61dZK3NsdYWHoy/4uDD5cAIY0zS0eKIiIiIiIhI0Drma0hgKvDYwWvJDrpvnJxhjMk4zjgiIiIiIhKmjlrosta2Ai8AtxhjEowxc4CzgL98eF9jzEhjTLoxJtIYs4DusRG3HoyzCSgFbjLGuIwx5wCTgecDdjYiIiIiIiLiqOO5hgQ+AC4yxqQYY6KBq4Dd1trG44wjIiIiIiJh6lg6uqD7YiMOqKd7HOGV1tpyY8w8Y0zLIfsV0T1T/QDwa2CRtfbQu+0uAIqBfcBvgPOstQ1+nkMwCakxGmFEr1tw0usWnPS6BSe9bsFJr1vw0msnweBYryGvBdx0j79vABYC5xwtTj/kP1Do/R6c9LoFJ71uwUmvW3DS6xa89NoFp5B/3Yy11ukcRERERERERERERERERI7bsXZ0iYiIiIiIiIiIiIiIiAwoKnSJiIiIiIiIiIiIiIhIUFKhq58ZY54wxtQYY5qNMZuMMZc6nZMcnTEm1hjzsDGm2hhzwBhTaoxZ4HRecnTGmO8YY0qMMR3GmMeczkeOzBiTZox50RjTevB9dqHTOcnR6f0VnPSZFrz0PVIkfOn9H3z0eRu89B03OOgaMjjp/RWc9JkWvMLpO6QKXf3v10C+tTYZOBO41RhT5HBOcnRRwA7gFCAFuBF4zhiT72RSckx2A7cCjzidiHyie4FOIBtYBNxvjCl0NiU5Bnp/BSd9pgUvfY8UCV96/wcffd4GL33HDQ66hgxOen8FJ32mBa+w+Q6pQlc/s9aWW2s7ev714N9IB1OSY2CtbbXW3mytrbLW+qy1/wAqgZD8D0Mosda+YK1dDOxxOhc5MmNMAvAl4H+stS3W2neAl4GvO5uZHI3eX8FJn2nBS98jRcKX3v/BR5+3wUvfcQc+XUMGL72/gpM+04JXOH2HVKHLAcaY+4wxbcAGoAb4p8MpyXEyxmQDY4Byp3MRCQFjAK+1dtMh29YAuhtPpB/oMy246HukSPjS+z+46fNWJKB0DSniIH2mBZdw+Q6pQpcDrLVXAUnAPOAFoOOTnyEDiTEmGngSeNxau8HpfERCQCLQ/KFtTXT/d1JE+pA+04KPvkeKhC+9/4OXPm9FAk7XkCIO0Wda8AmX75AqdAWQMeYtY4z9mL93Dt3XWtt1sLV6KHClMxlLj2N97YwxEcBf6J4D/R3HEhbg+N5zMqC1AMkf2pYMHHAgF5Gwoc+04KXvkSKhRdeRwUnXkMFJ15AhQ9eQIg7QZ1rwCofvkFFOJxBKrLWfOoGnRRGiczGDybG8dsYYAzxM90KnC621nr7OSz7ZCb7nZODZBEQZY0Zbazcf3DYFtcCL9Bl9poUMfY8UCQG6jgxOuoYMTrqGDBm6hhTpZ/pMCxkh+x1SHV39yBiTZYy5wBiTaIyJNMacBnwVeN3p3OSY3A+MB86w1rY7nYwcG2NMlDHGBUQCkcYYlzFGRf4BxFrbSnfr9C3GmARjzBzgLLrvEpIBTO+voKbPtCCj75Ei4Uvv/6Cmz9sgpO+4A5+uIYOX3l9BTZ9pQSbcvkMaa63TOYQNY0wm8De67zKJAKqBP1prH3Q0MTkqY0weUEX3DFPvIQ9dYa190pGk5JgYY24GbvrQ5l9Ya2/u/2zk4xhj0oBHgM8De4CfWmufcjYrORq9v4KTPtOCk75HioQvvf+Dkz5vg5e+4wYHXUMGJ72/gpM+04JTuH2HVKFLREREREREREREREREgpJGF4qIiIiIiIiIiIiIiEhQUqFLREREREREREREREREgpIKXSIiIiIiIiIiIiIiIhKUVOgSERERERERERERERGRoKRCl4iIiIiIiIiIiIiIiAQlFbpEREREREREREREREQkKKnQJSIiIiIiIiIiIiIiIkFJhS4REREREREREREREREJSip0iYiIiIiIiIiIiIiISFD6/1pr6FfT6zU3AAAAAElFTkSuQmCC\n", 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"text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "theta = np.linspace(-np.pi,np.pi,500)\n", "c = np.exp(1j*theta)\n", "\n", "######################################################################\n", "\n", "mu = 0.95\n", "\n", "gL1 = 1 - mu*(1-c**(-1)) \n", "gL2 = 1 - mu/2*(3 - 4*c**(-1) + c**(-2))\n", "gBW2 = 1 - mu/2*(3 - 4*c**(-1) + c**(-2)) \\\n", " + mu**2/2*(1 - 2*c**(-1) + c**(-2))\n", "gC2 = 1 - mu/2*(c - c**(-1))\n", "gLW2 = 1 - mu/2*(c - c**(-1)) \\\n", " + mu**2/2*(c - 2 + c**(-1))\n", "gC2RK3 = 1 - mu/2*(c-c**(-1)) \\\n", " + 1/2*(- mu/2*(c - c**(-1)))**2 \\\n", " + 1/6*(- mu/2*(c - c**(-1)))**3\n", "gC2CN2 = (1 - mu/4*(c - c**(-1))) / (1 + mu/4*(c - c**(-1)))\n", "g03 = (2 - mu)/3*gLW2 + (1 + mu)/3*gBW2\n", "\n", "plt.subplot(1,2,1)\n", "plt.plot(theta,np.ones_like(theta),\"k\",linewidth=3)\n", "for g in [gL1,gBW2,gLW2,gC2RK3,g03,gC2CN2]:\n", " plt.plot(theta,np.abs(g))\n", "plt.legend([\"1\",\"L1\",\"BW2\",\"LW2\",\"C2RK3\",\"O3\",\"C2CN2\"])\n", "plt.ylim((0.9, 1.05))\n", "plt.title(\"Amplification/Dissipation factor - mu=\"+str(mu))\n", "\n", "plt.subplot(1,2,2)\n", "plt.plot(theta,np.ones_like(theta),\"k\",linewidth=3)\n", "for g in [gL1,gBW2,gLW2,gC2RK3,g03,gC2CN2]:\n", " plt.plot(theta,-np.angle(g)/theta/mu)\n", "plt.legend([\"$a$\",\"L1\",\"BW2\",\"LW2\",\"C2RK3\",\"O3\",\"C2CN2\"])\n", "plt.ylim((0.8, 1.1))\n", "plt.title(\"Phase velocity/Dispersion factor - mu=\"+str(mu))\n", "\n", "plt.show()\n", "\n", "######################################################################\n", "\n", "mu = 0.10\n", "\n", "gL1 = 1 - mu*(1-c**(-1)) \n", "gL2 = 1 - mu/2*(3 - 4*c**(-1) + c**(-2))\n", "gBW2 = 1 - mu/2*(3 - 4*c**(-1) + c**(-2)) \\\n", " + mu**2/2*(1 - 2*c**(-1) + c**(-2))\n", "gC2 = 1 - mu/2*(c - c**(-1))\n", "gLW2 = 1 - mu/2*(c - c**(-1)) \\\n", " + mu**2/2*(c - 2 + c**(-1))\n", "gC2RK3 = 1 - mu/2*(c-c**(-1)) \\\n", " + 1/2*(- mu/2*(c - c**(-1)))**2 \\\n", " + 1/6*(- mu/2*(c - c**(-1)))**3\n", "gC2CN2 = (1 - mu/4*(c - c**(-1))) / (1 + mu/4*(c - c**(-1)))\n", "g03 = (2 - mu)/3*gLW2 + (1 + mu)/3*gBW2\n", "\n", "plt.subplot(1,2,1)\n", "plt.plot(theta,np.ones_like(theta),\"k\",linewidth=3)\n", "for g in [gL1,gBW2,gLW2,gC2RK3,g03,gC2CN2]:\n", " plt.plot(theta,np.abs(g))\n", "plt.legend([\"1\",\"L1\",\"BW2\",\"LW2\",\"C2RK3\",\"O3\",\"C2CN2\"])\n", "plt.ylim((0.9, 1.05))\n", "plt.title(\"Amplification/Dissipation factor - mu=\"+str(mu))\n", "\n", "plt.subplot(1,2,2)\n", "plt.plot(theta,np.ones_like(theta),\"k\",linewidth=3)\n", "for g in [gL1,gBW2,gLW2,gC2RK3,g03,gC2CN2]:\n", " plt.plot(theta,-np.angle(g)/theta/mu)\n", "plt.legend([\"$a$\",\"L1\",\"BW2\",\"LW2\",\"C2RK3\",\"O3\",\"C2CN2\"])\n", "plt.ylim((0.8, 1.1))\n", "plt.title(\"Phase velocity/Dispersion factor - mu=\"+str(mu))\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Several observations : \n", "1. Dissipation factor\n", " - Some schemes have a dissipation factor everywhere equal to one (C2CN2) or close to one (C2RK3 for small $\\mu$)\n", " - The dissipation factor is closer to one for low frequencies if the scheme has a high order\n", " - Depending on $\\mu$ BW2 and LW2 behaves quite differently in the dissipation factor for large frequencies : on the previous Dirac test, the high frequency oscillations for BW2 have large amplitude for large $\\mu$, the high frequency oscillations for LW2 have large amplitudes for small $\\mu$\n", "2. Dispersion factor\n", " - Some schemes overestimate the velocity for nonzero frequencies, other underestimate it.\n", " - For small $\\mu$, only the BW2 scheme overestimate it : on the previous Dirac test, the position of oscillations for BW2 is on the right side of the exact required position\n", " - For large $\\mu$, the schemes C2RK3 and O3 have a very underestimated phase velocity : on the Dirac test, these schemes exhibits a very extended oscillating pattern\n", " - For small $\\mu$, the same occurs but for C2CN2 and LW2.\n", " - For small $\\mu$, other scheme have a very high underestimation of the phase velocity (L1,O3 for example) but at the same time, the dissipation of the corresponding frequencies is also quite high so that the oscillation travels fast but with a close to zero amplitude.\n", "\n", "As a kind of \"conclusion\": reduce the dissipation makes the scheme more accurate in some sense but also activates the effect of dispersion : phase shifts in the solution create unphysical oscillations in the discrete solution." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.0" }, "vscode": { "interpreter": { "hash": "aee8b7b246df8f9039afb4144a1f6fd8d2ca17a180786b69acc140d282b71a49" } } }, "nbformat": 4, "nbformat_minor": 2 }