{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Extremal Kerr black hole\n", "\n", "This Jupyter/SageMath notebook is relative to the lectures\n", "[Geometry and physics of black holes](https://relativite.obspm.fr/blackholes/).\n", "\n", "The computations make use of tools developed through the [SageManifolds project](https://sagemanifolds.obspm.fr)." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'SageMath version 9.3.rc5, Release Date: 2021-04-30'" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "version()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "First we set up the notebook to display mathematical objects using LaTeX rendering:" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "%display latex" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To speed up computations, we ask for running them in parallel on 8 threads:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "Parallelism().set(nproc=8)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Spacetime manifold\n", "\n", "We declare the Kerr spacetime as a 4-dimensional Lorentzian manifold $M$:" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "4-dimensional Lorentzian manifold M\n" ] } ], "source": [ "M = Manifold(4, 'M', structure='Lorentzian')\n", "print(M)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We then introduce (3+1 version of) the **Kerr coordinates** $(\\tilde{t},r,\\theta,\\tilde{\\varphi})$ as a chart `KC` on $M$, via the method `chart()`. The argument of the latter is a string (delimited by `r\"...\"` because of the backslash symbols) expressing the coordinates names, their ranges (the default is $(-\\infty,+\\infty)$) and their LaTeX symbols:" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Chart (M, (tt, r, th, tph))\n" ] }, { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(M,({\\tilde{t}}, r, {\\theta}, {\\tilde{\\varphi}})\\right)$$" ], "text/plain": [ "Chart (M, (tt, r, th, tph))" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "KC. = M.chart(r\"tt:\\tilde{t} r th:(0,pi):\\theta tph:(0,2*pi):periodic:\\tilde{\\varphi}\") \n", "print(KC); KC" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}{\\tilde{t}} :\\ \\left( -\\infty, +\\infty \\right) ;\\quad r :\\ \\left( -\\infty, +\\infty \\right) ;\\quad {\\theta} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\tilde{\\varphi}} :\\ \\left[ 0 , 2 \\, \\pi \\right] \\mbox{(periodic)}$$" ], "text/plain": [ "tt: (-oo, +oo); r: (-oo, +oo); th: (0, pi); tph: [0, 2*pi] (periodic)" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "KC.coord_range()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Metric tensor \n", "\n", "The mass parameter $m$ of the extremal Kerr spacetime is declared as a symbolic variable:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "m = var('m', domain='real')\n", "assume(m>0)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We get the (yet undefined) spacetime metric:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "g = M.metric()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "and initialize it by providing its components in the coordinate frame associated with the Kerr coordinates, which is the current manifold's default frame:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}g = \\left( \\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} - 1 \\right) \\mathrm{d} {\\tilde{t}}\\otimes \\mathrm{d} {\\tilde{t}} + \\left( \\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} \\right) \\mathrm{d} {\\tilde{t}}\\otimes \\mathrm{d} r + \\left( -\\frac{2 \\, m^{2} r \\sin\\left({\\theta}\\right)^{2}}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} \\right) \\mathrm{d} {\\tilde{t}}\\otimes \\mathrm{d} {\\tilde{\\varphi}} + \\left( \\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} \\right) \\mathrm{d} r\\otimes \\mathrm{d} {\\tilde{t}} + \\left( \\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} + 1 \\right) \\mathrm{d} r\\otimes \\mathrm{d} r -m {\\left(\\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} + 1\\right)} \\sin\\left({\\theta}\\right)^{2} \\mathrm{d} r\\otimes \\mathrm{d} {\\tilde{\\varphi}} + \\left( m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2} \\right) \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\left( -\\frac{2 \\, m^{2} r \\sin\\left({\\theta}\\right)^{2}}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} \\right) \\mathrm{d} {\\tilde{\\varphi}}\\otimes \\mathrm{d} {\\tilde{t}} -m {\\left(\\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} + 1\\right)} \\sin\\left({\\theta}\\right)^{2} \\mathrm{d} {\\tilde{\\varphi}}\\otimes \\mathrm{d} r + {\\left(\\frac{2 \\, m^{3} r \\sin\\left({\\theta}\\right)^{2}}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} + m^{2} + r^{2}\\right)} \\sin\\left({\\theta}\\right)^{2} \\mathrm{d} {\\tilde{\\varphi}}\\otimes \\mathrm{d} {\\tilde{\\varphi}}$$" ], "text/plain": [ "g = (2*m*r/(m^2*cos(th)^2 + r^2) - 1) dtt*dtt + 2*m*r/(m^2*cos(th)^2 + r^2) dtt*dr - 2*m^2*r*sin(th)^2/(m^2*cos(th)^2 + r^2) dtt*dtph + 2*m*r/(m^2*cos(th)^2 + r^2) dr*dtt + (2*m*r/(m^2*cos(th)^2 + r^2) + 1) dr*dr - m*(2*m*r/(m^2*cos(th)^2 + r^2) + 1)*sin(th)^2 dr*dtph + (m^2*cos(th)^2 + r^2) dth*dth - 2*m^2*r*sin(th)^2/(m^2*cos(th)^2 + r^2) dtph*dtt - m*(2*m*r/(m^2*cos(th)^2 + r^2) + 1)*sin(th)^2 dtph*dr + (2*m^3*r*sin(th)^2/(m^2*cos(th)^2 + r^2) + m^2 + r^2)*sin(th)^2 dtph*dtph" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "rho2 = r^2 + (m*cos(th))^2\n", "g[0,0] = - (1 - 2*m*r/rho2)\n", "g[0,1] = 2*m*r/rho2\n", "g[0,3] = -2*m^2*r*sin(th)^2/rho2\n", "g[1,1] = 1 + 2*m*r/rho2\n", "g[1,3] = -m*(1 + 2*m*r/rho2)*sin(th)^2\n", "g[2,2] = rho2\n", "g[3,3] = (r^2 + m^2 + 2*m^3*r*sin(th)^2/rho2)*sin(th)^2\n", "g.display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A matrix view of the components with respect to the manifold's default vector frame:" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(\\begin{array}{rrrr}\n", "\\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} - 1 & \\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} & 0 & -\\frac{2 \\, m^{2} r \\sin\\left({\\theta}\\right)^{2}}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} \\\\\n", "\\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} & \\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} + 1 & 0 & -m {\\left(\\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} + 1\\right)} \\sin\\left({\\theta}\\right)^{2} \\\\\n", "0 & 0 & m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2} & 0 \\\\\n", "-\\frac{2 \\, m^{2} r \\sin\\left({\\theta}\\right)^{2}}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} & -m {\\left(\\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} + 1\\right)} \\sin\\left({\\theta}\\right)^{2} & 0 & {\\left(\\frac{2 \\, m^{3} r \\sin\\left({\\theta}\\right)^{2}}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} + m^{2} + r^{2}\\right)} \\sin\\left({\\theta}\\right)^{2}\n", "\\end{array}\\right)$$" ], "text/plain": [ "[ 2*m*r/(m^2*cos(th)^2 + r^2) - 1 2*m*r/(m^2*cos(th)^2 + r^2) 0 -2*m^2*r*sin(th)^2/(m^2*cos(th)^2 + r^2)]\n", "[ 2*m*r/(m^2*cos(th)^2 + r^2) 2*m*r/(m^2*cos(th)^2 + r^2) + 1 0 -m*(2*m*r/(m^2*cos(th)^2 + r^2) + 1)*sin(th)^2]\n", "[ 0 0 m^2*cos(th)^2 + r^2 0]\n", "[ -2*m^2*r*sin(th)^2/(m^2*cos(th)^2 + r^2) -m*(2*m*r/(m^2*cos(th)^2 + r^2) + 1)*sin(th)^2 0 (2*m^3*r*sin(th)^2/(m^2*cos(th)^2 + r^2) + m^2 + r^2)*sin(th)^2]" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g[:]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The list of the non-vanishing components:" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\begin{array}{lcl} g_{ \\, {\\tilde{t}} \\, {\\tilde{t}} }^{ \\phantom{\\, {\\tilde{t}}}\\phantom{\\, {\\tilde{t}}} } & = & \\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} - 1 \\\\ g_{ \\, {\\tilde{t}} \\, r }^{ \\phantom{\\, {\\tilde{t}}}\\phantom{\\, r} } & = & \\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} \\\\ g_{ \\, {\\tilde{t}} \\, {\\tilde{\\varphi}} }^{ \\phantom{\\, {\\tilde{t}}}\\phantom{\\, {\\tilde{\\varphi}}} } & = & -\\frac{2 \\, m^{2} r \\sin\\left({\\theta}\\right)^{2}}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} \\\\ g_{ \\, r \\, {\\tilde{t}} }^{ \\phantom{\\, r}\\phantom{\\, {\\tilde{t}}} } & = & \\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} \\\\ g_{ \\, r \\, r }^{ \\phantom{\\, r}\\phantom{\\, r} } & = & \\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} + 1 \\\\ g_{ \\, r \\, {\\tilde{\\varphi}} }^{ \\phantom{\\, r}\\phantom{\\, {\\tilde{\\varphi}}} } & = & -m {\\left(\\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} + 1\\right)} \\sin\\left({\\theta}\\right)^{2} \\\\ g_{ \\, {\\theta} \\, {\\theta} }^{ \\phantom{\\, {\\theta}}\\phantom{\\, {\\theta}} } & = & m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2} \\\\ g_{ \\, {\\tilde{\\varphi}} \\, {\\tilde{t}} }^{ \\phantom{\\, {\\tilde{\\varphi}}}\\phantom{\\, {\\tilde{t}}} } & = & -\\frac{2 \\, m^{2} r \\sin\\left({\\theta}\\right)^{2}}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} \\\\ g_{ \\, {\\tilde{\\varphi}} \\, r }^{ \\phantom{\\, {\\tilde{\\varphi}}}\\phantom{\\, r} } & = & -m {\\left(\\frac{2 \\, m r}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} + 1\\right)} \\sin\\left({\\theta}\\right)^{2} \\\\ g_{ \\, {\\tilde{\\varphi}} \\, {\\tilde{\\varphi}} }^{ \\phantom{\\, {\\tilde{\\varphi}}}\\phantom{\\, {\\tilde{\\varphi}}} } & = & {\\left(\\frac{2 \\, m^{3} r \\sin\\left({\\theta}\\right)^{2}}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} + m^{2} + r^{2}\\right)} \\sin\\left({\\theta}\\right)^{2} \\end{array}$$" ], "text/plain": [ "g_tt,tt = 2*m*r/(m^2*cos(th)^2 + r^2) - 1 \n", "g_tt,r = 2*m*r/(m^2*cos(th)^2 + r^2) \n", "g_tt,tph = -2*m^2*r*sin(th)^2/(m^2*cos(th)^2 + r^2) \n", "g_r,tt = 2*m*r/(m^2*cos(th)^2 + r^2) \n", "g_r,r = 2*m*r/(m^2*cos(th)^2 + r^2) + 1 \n", "g_r,tph = -m*(2*m*r/(m^2*cos(th)^2 + r^2) + 1)*sin(th)^2 \n", "g_th,th = m^2*cos(th)^2 + r^2 \n", "g_tph,tt = -2*m^2*r*sin(th)^2/(m^2*cos(th)^2 + r^2) \n", "g_tph,r = -m*(2*m*r/(m^2*cos(th)^2 + r^2) + 1)*sin(th)^2 \n", "g_tph,tph = (2*m^3*r*sin(th)^2/(m^2*cos(th)^2 + r^2) + m^2 + r^2)*sin(th)^2 " ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g.display_comp()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Einstein equation" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us check that we are dealing with a solution of the **vacuum Einstein equation**:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\mathrm{Ric}\\left(g\\right) = 0$$" ], "text/plain": [ "Ric(g) = 0" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g.ricci().display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Boyer-Lindquist coordinates\n", "\n", "Let us introduce on the chart of Boyer-Lindquist coordinates $(t,r,\\theta,\\varphi)$:" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Chart (M, (t, r, th, ph))\n" ] }, { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(M,(t, r, {\\theta}, {\\varphi})\\right)$$" ], "text/plain": [ "Chart (M, (t, r, th, ph))" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BL. = M.chart(r\"t r th:(0,pi):\\theta ph:(0,2*pi):periodic:\\varphi\") \n", "print(BL); BL" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}t :\\ \\left( -\\infty, +\\infty \\right) ;\\quad r :\\ \\left( -\\infty, +\\infty \\right) ;\\quad {\\theta} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\varphi} :\\ \\left[ 0 , 2 \\, \\pi \\right] \\mbox{(periodic)}$$" ], "text/plain": [ "t: (-oo, +oo); r: (-oo, +oo); th: (0, pi); ph: [0, 2*pi] (periodic)" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BL.coord_range()" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left\\{\\begin{array}{lcl} t & = & -2 \\, m \\log\\left(\\frac{{\\left| -m + r \\right|}}{m}\\right) - \\frac{2 \\, m^{2}}{m - r} + {\\tilde{t}} \\\\ r & = & r \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\tilde{\\varphi}} - \\frac{m}{m - r} \\end{array}\\right.$$" ], "text/plain": [ "t = -2*m*log(abs(-m + r)/m) - 2*m^2/(m - r) + tt\n", "r = r\n", "th = th\n", "ph = tph - m/(m - r)" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "KC_to_BL = KC.transition_map(BL, [tt + 2*m^2/(r-m) - 2*m*ln(abs(r-m)/m),\n", " r,\n", " th,\n", " tph + m/(r-m)])\n", "KC_to_BL.display()" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left\\{\\begin{array}{lcl} {\\tilde{t}} & = & -\\frac{2 \\, m^{2} \\log\\left(m\\right) - 2 \\, m r \\log\\left(m\\right) - 2 \\, m^{2} - {\\left(m - r\\right)} t - 2 \\, {\\left(m^{2} - m r\\right)} \\log\\left({\\left| -m + r \\right|}\\right)}{m - r} \\\\ r & = & r \\\\ {\\theta} & = & {\\theta} \\\\ {\\tilde{\\varphi}} & = & \\frac{m {\\varphi} - {\\varphi} r + m}{m - r} \\end{array}\\right.$$" ], "text/plain": [ "tt = -(2*m^2*log(m) - 2*m*r*log(m) - 2*m^2 - (m - r)*t - 2*(m^2 - m*r)*log(abs(-m + r)))/(m - r)\n", "r = r\n", "th = th\n", "tph = (m*ph - ph*r + m)/(m - r)" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "KC_to_BL.inverse().display()" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}g = \\left( -\\frac{m^{2} \\cos\\left({\\theta}\\right)^{2} - 2 \\, m r + r^{2}}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} \\right) \\mathrm{d} t\\otimes \\mathrm{d} t + \\left( -\\frac{2 \\, m^{2} r \\sin\\left({\\theta}\\right)^{2}}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} \\right) \\mathrm{d} t\\otimes \\mathrm{d} {\\varphi} + \\left( \\frac{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}}{m^{2} - 2 \\, m r + r^{2}} \\right) \\mathrm{d} r\\otimes \\mathrm{d} r + \\left( m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2} \\right) \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\left( -\\frac{2 \\, m^{2} r \\sin\\left({\\theta}\\right)^{2}}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} \\right) \\mathrm{d} {\\varphi}\\otimes \\mathrm{d} t + \\left( \\frac{2 \\, m^{3} r \\sin\\left({\\theta}\\right)^{4} + {\\left(m^{2} r^{2} + r^{4} + {\\left(m^{4} + m^{2} r^{2}\\right)} \\cos\\left({\\theta}\\right)^{2}\\right)} \\sin\\left({\\theta}\\right)^{2}}{m^{2} \\cos\\left({\\theta}\\right)^{2} + r^{2}} \\right) \\mathrm{d} {\\varphi}\\otimes \\mathrm{d} {\\varphi}$$" ], "text/plain": [ "g = -(m^2*cos(th)^2 - 2*m*r + r^2)/(m^2*cos(th)^2 + r^2) dt*dt - 2*m^2*r*sin(th)^2/(m^2*cos(th)^2 + r^2) dt*dph + (m^2*cos(th)^2 + r^2)/(m^2 - 2*m*r + r^2) dr*dr + (m^2*cos(th)^2 + r^2) dth*dth - 2*m^2*r*sin(th)^2/(m^2*cos(th)^2 + r^2) dph*dt + (2*m^3*r*sin(th)^4 + (m^2*r^2 + r^4 + (m^4 + m^2*r^2)*cos(th)^2)*sin(th)^2)/(m^2*cos(th)^2 + r^2) dph*dph" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g.display(BL)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Plot of the hypersurfaces $t=\\mathrm{const}$ in terms of the Kerr coordinates\n", "\n", "The plot is performed via the method `plot` of the Boyer-Lindquist chart:" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "Graphics object consisting of 24 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph = BL.plot(KC, ambient_coords=(r, tt), fixed_coords={th: pi/2, ph: 0}, \n", " ranges={t: (-10, 10), r: (-10, 10)}, steps={t: 2, r: 2}, \n", " plot_points=200, style={t: ':', r: '-'}, color={t: 'white', r: 'blue'},\n", " parameters={m: 1})\n", "Hor = line(((1, -8), (1, 8)), color='black', thickness=3) + \\\n", " text(r'$\\mathscr{H}$', (1.5, 4.7), color='black', fontsize=20)\n", "graph += Hor\n", "graph.set_aspect_ratio(1)\n", "graph.save(\"exk_BL_slicing.pdf\", axes_labels=[r\"$r/m$\", r\"$\\tilde{t}/m$\"], \n", " ymin=-5, ymax=5, figsize=7)\n", "graph.show(axes_labels=[r\"$r/m$\", r\"$\\tilde{t}/m$\"], ymin=-5, ymax=5, figsize=7)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Ingoing principal null geodesics" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}k = \\frac{\\partial}{\\partial {\\tilde{t}} }-\\frac{\\partial}{\\partial r }$$" ], "text/plain": [ "k = d/dtt - d/dr" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "k = M.vector_field(1, -1, 0, 0, name='k')\n", "k.display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us check that $k$ is a null vector:" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}0$$" ], "text/plain": [ "0" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g(k, k).expr()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Check of $\\nabla_k k = 0$:" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "nabla = g.connection()" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}0$$" ], "text/plain": [ "0" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "nabla(k).contract(k).display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Expression of $k$ with respect to the Boyer-Lindquist frame:" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}k = \\left( \\frac{m^{2} + r^{2}}{m^{2} - 2 \\, m r + r^{2}} \\right) \\frac{\\partial}{\\partial t } -\\frac{\\partial}{\\partial r } + \\left( \\frac{m}{m^{2} - 2 \\, m r + r^{2}} \\right) \\frac{\\partial}{\\partial {\\varphi} }$$" ], "text/plain": [ "k = (m^2 + r^2)/(m^2 - 2*m*r + r^2) d/dt - d/dr + m/(m^2 - 2*m*r + r^2) d/dph" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "k.display(BL)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Outgoing principal null geodesics" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\ell = \\left( \\frac{m r}{m^{2} + r^{2}} + \\frac{1}{2} \\right) \\frac{\\partial}{\\partial {\\tilde{t}} } + \\left( -\\frac{m r}{m^{2} + r^{2}} + \\frac{1}{2} \\right) \\frac{\\partial}{\\partial r } + \\left( \\frac{m}{m^{2} + r^{2}} \\right) \\frac{\\partial}{\\partial {\\tilde{\\varphi}} }$$" ], "text/plain": [ "el = (m*r/(m^2 + r^2) + 1/2) d/dtt + (-m*r/(m^2 + r^2) + 1/2) d/dr + m/(m^2 + r^2) d/dtph" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "el = M.vector_field(1/2 + m*r/(r^2 + m^2),\n", " 1/2 - m*r/(r^2 + m^2),\n", " 0,\n", " m/(r^2 + m^2),\n", " name='el', latex_name=r'\\ell')\n", "el.display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us check that $\\ell$ is a null vector:" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}0$$" ], "text/plain": [ "0" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g(el, el).expr()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Expression of $\\ell$ with respect to the Boyer-Lindquist frame:" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\ell = \\frac{1}{2} \\frac{\\partial}{\\partial t } + \\left( -\\frac{m r}{m^{2} + r^{2}} + \\frac{1}{2} \\right) \\frac{\\partial}{\\partial r } + \\frac{m}{2 \\, {\\left(m^{2} + r^{2}\\right)}} \\frac{\\partial}{\\partial {\\varphi} }$$" ], "text/plain": [ "el = 1/2 d/dt + (-m*r/(m^2 + r^2) + 1/2) d/dr + 1/2*m/(m^2 + r^2) d/dph" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "el.display(BL)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Computation of $\\nabla_\\ell \\ell$:" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left( -\\frac{m^{5} + 2 \\, m^{4} r - 2 \\, m^{2} r^{3} - m r^{4}}{2 \\, {\\left(m^{6} + 3 \\, m^{4} r^{2} + 3 \\, m^{2} r^{4} + r^{6}\\right)}} \\right) \\frac{\\partial}{\\partial {\\tilde{t}} } + \\left( -\\frac{m^{5} - 2 \\, m^{4} r + 2 \\, m^{2} r^{3} - m r^{4}}{2 \\, {\\left(m^{6} + 3 \\, m^{4} r^{2} + 3 \\, m^{2} r^{4} + r^{6}\\right)}} \\right) \\frac{\\partial}{\\partial r } + \\left( -\\frac{m^{4} - m^{2} r^{2}}{m^{6} + 3 \\, m^{4} r^{2} + 3 \\, m^{2} r^{4} + r^{6}} \\right) \\frac{\\partial}{\\partial {\\tilde{\\varphi}} }$$" ], "text/plain": [ "-1/2*(m^5 + 2*m^4*r - 2*m^2*r^3 - m*r^4)/(m^6 + 3*m^4*r^2 + 3*m^2*r^4 + r^6) d/dtt - 1/2*(m^5 - 2*m^4*r + 2*m^2*r^3 - m*r^4)/(m^6 + 3*m^4*r^2 + 3*m^2*r^4 + r^6) d/dr - (m^4 - m^2*r^2)/(m^6 + 3*m^4*r^2 + 3*m^2*r^4 + r^6) d/dtph" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "acc = nabla(el).contract(el)\n", "acc.display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We check that $\\nabla_\\ell \\ell = \\kappa \\ell$:" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}-\\frac{m^{3} - m r^{2}}{m^{4} + 2 \\, m^{2} r^{2} + r^{4}}$$" ], "text/plain": [ "-(m^3 - m*r^2)/(m^4 + 2*m^2*r^2 + r^4)" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "kappa = acc[0] / el[0]\n", "kappa" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}-\\frac{{\\left(m + r\\right)} {\\left(m - r\\right)} m}{{\\left(m^{2} + r^{2}\\right)}^{2}}$$" ], "text/plain": [ "-(m + r)*(m - r)*m/(m^2 + r^2)^2" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "kappa.factor()" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left( \\frac{m^{2} + 2 \\, m r + r^{2}}{2 \\, {\\left(m^{2} + r^{2}\\right)}} \\right) \\frac{\\partial}{\\partial {\\tilde{t}} } + \\left( \\frac{m^{2} - 2 \\, m r + r^{2}}{2 \\, {\\left(m^{2} + r^{2}\\right)}} \\right) \\frac{\\partial}{\\partial r } + \\left( \\frac{m}{m^{2} + r^{2}} \\right) \\frac{\\partial}{\\partial {\\tilde{\\varphi}} }$$" ], "text/plain": [ "1/2*(m^2 + 2*m*r + r^2)/(m^2 + r^2) d/dtt + 1/2*(m^2 - 2*m*r + r^2)/(m^2 + r^2) d/dr + m/(m^2 + r^2) d/dtph" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "(acc/kappa).display()" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\mathrm{True}$$" ], "text/plain": [ "True" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "acc == kappa*el" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Plot of principal null geodesics" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [], "source": [ "lamb = var('lamb', latex_name=r'\\lambda')\n", "def inPNG(v0, th0, tph0):\n", " return M.curve({KC: [lamb + v0, -lamb, th0, tph0]}, param=lamb)\n", "\n", "def outPNG_I(u0, th0, tph0):\n", " return M.curve({KC: [u0 + r - 4*m^2/(r - m) + 4*m*ln(abs(r - m)/m), \n", " r, th0, tph0]}, \n", " param=(r, 1, +oo))\n", "\n", "def outPNG_III(u0, th0, tph0):\n", " return M.curve({KC: [u0 + r - 4*m^2/(r - m) + 4*m*ln(abs(r - m)/m), \n", " r, th0, tph0]}, \n", " param=(r, -oo, 1))" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left( r, v \\right) \\ {\\mapsto} \\ -r + v$$" ], "text/plain": [ "(r, v) |--> -r + v" ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "u, v = var('u v')\n", "tt_in(r,v) = v - r\n", "tt_in" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left( r, u \\right) \\ {\\mapsto} \\ r + u - \\frac{4}{r - 1} + 4 \\, \\log\\left({\\left| r - 1 \\right|}\\right)$$" ], "text/plain": [ "(r, u) |--> r + u - 4/(r - 1) + 4*log(abs(r - 1))" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "tt_out(r, u) = u + r - 4/(r - 1) + 4*ln(abs(r - 1))\n", "tt_out" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "Graphics object consisting of 62 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "rmin = -8; rmax = 8\n", "graph = Graphics()\n", "for u0 in range(-40, 40, 2):\n", " graph += plot(tt_out(r, u0), (r, rmin, rmax), color='green', \n", " axes_labels=[r\"$r/m$\", r\"$\\tilde{t}/m$\"])\n", "for v0 in range(-20, 20, 2):\n", " graph += plot(tt_in(r, v0), (r, rmin, rmax), color='green', linestyle='--')\n", "\n", "graph += Hor\n", "graph.set_aspect_ratio(1)\n", "graph.show(ymin=-5, ymax=5, figsize=8)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We add the vectors $k$ and $\\ell$ at the intersection of the $v=6m$ ingoing geodesic with the $u=-6m$ outgoing one:" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(1.7455241690199994, 4.254475830980001\\right)$$" ], "text/plain": [ "(1.7455241690199994, 4.254475830980001)" ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" } ], "source": [ "u0, v0 = -6, 6\n", "r0 = RDF(find_root(tt_in(r, v0) == tt_out(r, u0), 2, 6))\n", "tt0 = tt_in(r0, v0)\n", "tt0, r0" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Tangent vector k at Point p_0 on the 4-dimensional Lorentzian manifold M\n" ] } ], "source": [ "p0 = M((tt0, r0, pi/2, 0), name='p_0')\n", "k0 = k.at(p0)\n", "print(k0)" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Tangent vector el at Point p_0 on the 4-dimensional Lorentzian manifold M\n" ] } ], "source": [ "el0 = el.at(p0)\n", "print(el0)" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "Graphics object consisting of 66 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph += k0.plot(chart=KC, ambient_coords=(r, tt), color='green', \n", " scale=1.5, fontsize=18, label_offset=0.3) \\\n", " + el0.plot(chart=KC, ambient_coords=(r, tt), color='green', \n", " parameters={m: 1}, scale=1.5, fontsize=18,\n", " label_offset=0.25)\n", "graph.save(\"exk_princ_null_geod.pdf\", ymin=-5, ymax=5, figsize=8)\n", "graph.show(ymin=-5, ymax=5, figsize=8)" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}-r + \\frac{4}{r - 1} - 4 \\, \\log\\left({\\left| r - 1 \\right|}\\right)$$" ], "text/plain": [ "-r + 4/(r - 1) - 4*log(abs(r - 1))" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ "umt(r) = u - tt_out(r, u)\n", "umt(r)" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "Graphics object consisting of 2 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph = plot(umt(r), (r, -8, 8), color='red', thickness=2, \n", " axes_labels=[r\"$r/m$\", r\"$(u - \\tilde{t})/m$\"], frame=True, \n", " gridlines=True)\n", "graph += line(((1, -10), (1, 10)), color='black', thickness=1.5, linestyle='--') \n", "show(graph, aspect_ratio=1, ymin=-8, ymax=8)" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\frac{2}{r - 1}$$" ], "text/plain": [ "2/(r - 1)" ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ttphi(r) = 2 / (r - 1)\n", "ttphi(r)" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "Graphics object consisting of 2 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph = plot(ttphi(r), (r, -8, 8), color='red', thickness=2, \n", " axes_labels=[r\"$r/m$\", r\"$\\tilde{\\tilde{\\varphi}} - \\tilde{\\varphi}$\"], \n", " frame=True, gridlines=True)\n", "graph += line(((1, -10), (1, 10)), color='black', thickness=1.5, linestyle='--')\n", "show(graph, aspect_ratio=1, ymin=-8, ymax=8)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Carter-Penrose diagram" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}-\\frac{4 \\, m}{m - r} - \\frac{r - {\\tilde{t}}}{m} - 4 \\, \\log\\left({\\left| \\frac{m - r}{m} \\right|}\\right)$$" ], "text/plain": [ "-4*m/(m - r) - (r - tt)/m - 4*log(abs((m - r)/m))" ] }, "execution_count": 44, "metadata": {}, "output_type": "execute_result" } ], "source": [ "uc = (tt - r)/m + 4*m/(r - m) - 4*ln(abs((r - m)/m))\n", "uc " ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\frac{r + {\\tilde{t}}}{m}$$" ], "text/plain": [ "(r + tt)/m" ] }, "execution_count": 45, "metadata": {}, "output_type": "execute_result" } ], "source": [ "vc = (tt + r)/m\n", "vc" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Functions $U(\\tilde{t}, r)$ and $V(\\tilde{t}, r)$" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [], "source": [ "U(tt, r) = atan(uc/2) + pi*unit_step(m - r)\n", "V(tt, r) = atan(vc/2)\n", "\n", "#U(tt, r) = tanh(uc/4) + 2*unit_step(m - r)\n", "#V(tt, r) = tanh(vc/4)\n", "\n", "#U(tt, r) = atan(asinh(uc))\n", "#V(tt, r) = atan(asinh(vc))\n", "\n", "#U(tt, r) = atan(uc^3)\n", "#V(tt, r) = atan(vc^3)\n", "\n", "#U(tt, r) = atan(real_nth_root(uc, 3))\n", "#V(tt, r) = atan(real_nth_root(vc, 3))" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "Graphics object consisting of 6 graphics primitives" ] }, "execution_count": 47, "metadata": {}, "output_type": "execute_result" } ], "source": [ "plot(U(0, r).subs({m: 1}), (r, -15, 10), axes_labels=[r'$r/m$', r'$U, V$'],\n", " legend_label=r'$U\\ (\\tilde{t}=0)$') \\\n", "+ plot(U(m, r).subs({m: 1}), (r, -15, 10), linestyle='--', \n", " legend_label=r'$U\\ (\\tilde{t}=m)$') \\\n", "+ plot(U(-m, r).subs({m: 1}), (r, -15, 10), linestyle=':',\n", " legend_label=r'$U\\ (\\tilde{t}=-m)$') \\\n", "+ plot(V(0, r).subs({m: 1}), (r, -15, 10), color='red',\n", " legend_label=r'$V\\ (\\tilde{t}=0)$') \\\n", "+ plot(V(m, r).subs({m: 1}), (r, -15, 10), color='red', linestyle='--',\n", " legend_label=r'$V\\ (\\tilde{t}=m)$') \\\n", "+ plot(V(-m, r).subs({m: 1}), (r, -15, 10), color='red', linestyle=':',\n", " legend_label=r'$V\\ (\\tilde{t}=-m)$')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Zoom around $r=m$:" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "Graphics object consisting of 1 graphics primitive" ] }, "execution_count": 48, "metadata": {}, "output_type": "execute_result" } ], "source": [ "plot(U(0, r).subs({m: 1}), (r, 0.8, 1.2), axes_labels=[r'$r/m$', r'$U$']) " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "$U = V$ for $r= 2m$:" ] }, { "cell_type": "code", "execution_count": 49, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\arctan\\left(\\frac{2 \\, m + {\\tilde{t}}}{2 \\, m}\\right)$$" ], "text/plain": [ "arctan(1/2*(2*m + tt)/m)" ] }, "execution_count": 49, "metadata": {}, "output_type": "execute_result" } ], "source": [ "U(tt, 2*m).simplify_full()" ] }, { "cell_type": "code", "execution_count": 50, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\mathrm{True}$$" ], "text/plain": [ "True" ] }, "execution_count": 50, "metadata": {}, "output_type": "execute_result" } ], "source": [ "bool(_ == V(tt, 2*m))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Functions $T(\\tilde{t}, r)$ and $X(\\tilde{t}, r)$" ] }, { "cell_type": "code", "execution_count": 51, "metadata": {}, "outputs": [], "source": [ "Tf(tt, r) = U(tt, r) + V(tt, r)\n", "Xf(tt, r) = V(tt, r) - U(tt, r)" ] }, { "cell_type": "code", "execution_count": 52, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "Graphics object consisting of 6 graphics primitives" ] }, "execution_count": 52, "metadata": {}, "output_type": "execute_result" } ], "source": [ "plot(Tf(0, r).subs({m: 1}), (r, -15, 10), axes_labels=[r'$r/m$', r'$T, X$'],\n", " legend_label=r'$T\\ (\\tilde{t}=0)$') \\\n", "+ plot(Tf(m, r).subs({m: 1}), (r, -15, 10), linestyle='--', \n", " legend_label=r'$T\\ (\\tilde{t}=m)$') \\\n", "+ plot(Tf(-m, r).subs({m: 1}), (r, -15, 10), linestyle=':',\n", " legend_label=r'$T\\ (\\tilde{t}=-m)$') \\\n", "+ plot(Xf(0, r).subs({m: 1}), (r, -15, 10), color='red',\n", " legend_label=r'$X\\ (\\tilde{t}=0)$') \\\n", "+ plot(Xf(m, r).subs({m: 1}), (r, -15, 10), color='red', linestyle='--',\n", " legend_label=r'$X\\ (\\tilde{t}=m)$') \\\n", "+ plot(Xf(-m, r).subs({m: 1}), (r, -15, 10), color='red', linestyle=':',\n", " legend_label=r'$X\\ (\\tilde{t}=-m)$')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Zoom around $r=m$:" ] }, { "cell_type": "code", "execution_count": 53, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "Graphics object consisting of 1 graphics primitive" ] }, "execution_count": 53, "metadata": {}, "output_type": "execute_result" } ], "source": [ "plot(Tf(0, r).subs({m: 1}), (r, 0.9, 1.1), axes_labels=[r'$r/m$', r'$T$'])" ] }, { "cell_type": "code", "execution_count": 54, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "Graphics object consisting of 1 graphics primitive" ] }, "execution_count": 54, "metadata": {}, "output_type": "execute_result" } ], "source": [ "plot(diff(Tf(0, r), r).subs({m: 1}), (r, 0.9, 1.1), \n", " axes_labels=[r'$r/m$', r'$\\frac{\\partial T}{\\partial r}$']) " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Same value of $X$ for all $\\tilde{t}$ for $r = r_1$:" ] }, { "cell_type": "code", "execution_count": 55, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}-2 \\, r + \\frac{4}{r - 1} - 4 \\, \\log\\left(-r + 1\\right)$$" ], "text/plain": [ "-2*r + 4/(r - 1) - 4*log(-r + 1)" ] }, "execution_count": 55, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s = -2*r + 4/(r -1) - 4*ln(1 -r)\n", "s" ] }, { "cell_type": "code", "execution_count": 56, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}-3.4273344950702875$$" ], "text/plain": [ "-3.4273344950702875" ] }, "execution_count": 56, "metadata": {}, "output_type": "execute_result" } ], "source": [ "r1 = find_root(s, -4, -3)\n", "r1" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Compactified coordinates" ] }, { "cell_type": "code", "execution_count": 57, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(M,(T, X, {\\theta}, {\\tilde{\\varphi}})\\right)$$" ], "text/plain": [ "Chart (M, (T, X, th, tph))" ] }, "execution_count": 57, "metadata": {}, "output_type": "execute_result" } ], "source": [ "CC. = M.chart(r\"T:(-pi,2*pi) X:(-2*pi,pi) th:(0,pi):\\theta tph:(0,2*pi):periodic:\\tilde{\\varphi}\")\n", "CC" ] }, { "cell_type": "code", "execution_count": 58, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}T :\\ \\left( -\\pi , 2 \\, \\pi \\right) ;\\quad X :\\ \\left( -2 \\, \\pi , \\pi \\right) ;\\quad {\\theta} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\tilde{\\varphi}} :\\ \\left[ 0 , 2 \\, \\pi \\right] \\mbox{(periodic)}$$" ], "text/plain": [ "T: (-pi, 2*pi); X: (-2*pi, pi); th: (0, pi); tph: [0, 2*pi] (periodic)" ] }, "execution_count": 58, "metadata": {}, "output_type": "execute_result" } ], "source": [ "CC.coord_range()" ] }, { "cell_type": "code", "execution_count": 59, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left\\{\\begin{array}{lcl} T & = & \\pi \\mathrm{u}\\left(m - r\\right) + \\arctan\\left(-\\frac{2 \\, m}{m - r} - \\frac{r - {\\tilde{t}}}{2 \\, m} - 2 \\, \\log\\left({\\left| \\frac{m - r}{m} \\right|}\\right)\\right) + \\arctan\\left(\\frac{r + {\\tilde{t}}}{2 \\, m}\\right) \\\\ X & = & -\\pi \\mathrm{u}\\left(m - r\\right) - \\arctan\\left(-\\frac{2 \\, m}{m - r} - \\frac{r - {\\tilde{t}}}{2 \\, m} - 2 \\, \\log\\left({\\left| \\frac{m - r}{m} \\right|}\\right)\\right) + \\arctan\\left(\\frac{r + {\\tilde{t}}}{2 \\, m}\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\tilde{\\varphi}} & = & {\\tilde{\\varphi}} \\end{array}\\right.$$" ], "text/plain": [ "T = pi*unit_step(m - r) + arctan(-2*m/(m - r) - 1/2*(r - tt)/m - 2*log(abs((m - r)/m))) + arctan(1/2*(r + tt)/m)\n", "X = -pi*unit_step(m - r) - arctan(-2*m/(m - r) - 1/2*(r - tt)/m - 2*log(abs((m - r)/m))) + arctan(1/2*(r + tt)/m)\n", "th = th\n", "tph = tph" ] }, "execution_count": 59, "metadata": {}, "output_type": "execute_result" } ], "source": [ "KC_to_CC = KC.transition_map(CC, [Tf(tt, r), Xf(tt, r), th, tph])\n", "KC_to_CC.display()" ] }, { "cell_type": "code", "execution_count": 60, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "Graphics object consisting of 2 graphics primitives" ] }, "execution_count": 60, "metadata": {}, "output_type": "execute_result" } ], "source": [ "graph0 = polygon([(0, pi), (-pi, 2*pi), (-2*pi, pi), (-pi, 0)], \n", " color='cornsilk', edgecolor='black') \\\n", " + polygon([(pi, 0), (0, pi), (-pi, 0), (0, -pi)], \n", " color='white', edgecolor='black')\n", "graph0" ] }, { "cell_type": "code", "execution_count": 61, "metadata": {}, "outputs": [], "source": [ "Hor = line([(-pi,0), (0, pi)], color='black', thickness=3) \\\n", " + text(r'$\\mathscr{H}$', (-0.6, 3), color='black', fontsize=20)" ] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [], "source": [ "def plot_const_r(r0, color='red', linestyle=':', thickness=1, plot_points=400):\n", " return KC.plot(CC, ambient_coords=(X,T), fixed_coords={th: pi/3, tph: 0, r: r0},\n", " ranges={tt: (-100, 100)}, color=color, style=linestyle,\n", " thickness=thickness, plot_points=plot_points, parameters={m: 1})\n", "\n", "def plot_const_tt(tt0, color='darkgrey', linestyle='-', thickness=1, plot_points=100):\n", " resu = KC.plot(CC, ambient_coords=(X,T), fixed_coords={th: pi/3, tph: 0, tt: tt0},\n", " ranges={r: (-100, -10)}, color=color, style=linestyle,\n", " thickness=thickness, plot_points=plot_points, parameters={m: 1}) \\\n", " + KC.plot(CC, ambient_coords=(X,T), fixed_coords={th: pi/3, tph: 0, tt: tt0},\n", " ranges={r: (-10, 10)}, color=color, style=linestyle,\n", " thickness=thickness, plot_points=plot_points, parameters={m: 1}) \\\n", " + KC.plot(CC, ambient_coords=(X,T), fixed_coords={th: pi/3, tph: 0, tt: tt0},\n", " ranges={r: (10, 100)}, color=color, style=linestyle,\n", " thickness=thickness, plot_points=plot_points, parameters={m: 1})\n", " return resu" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plot of $r=\\mathrm{const}$ curves:" ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [], "source": [ "graph_r = Graphics()\n", "\n", "rmin, rmax = -10, 0\n", "dr = 2\n", "nr = (rmax - rmin)/dr\n", "for i in range(int(nr)):\n", " ri = rmin + dr*i\n", " graph_r += plot_const_r(ri) " ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [], "source": [ "rmin, rmax = 0, 0.8\n", "dr = 0.2\n", "nr = (rmax - rmin)/dr + 1\n", "for i in range(int(nr)):\n", " ri = rmin + dr*i\n", " graph_r += plot_const_r(ri) " ] }, { "cell_type": "code", "execution_count": 65, "metadata": {}, "outputs": [], "source": [ "rmin, rmax = 1.2, 3\n", "dr = 0.2\n", "nr = (rmax - rmin)/dr + 1\n", "for i in range(int(nr)):\n", " ri = rmin + dr*i\n", " graph_r += plot_const_r(ri) " ] }, { "cell_type": "code", "execution_count": 66, "metadata": {}, "outputs": [], "source": [ "rmin, rmax = 3, 13\n", "dr = 2\n", "nr = (rmax - rmin)/dr + 1\n", "for i in range(int(nr)):\n", " ri = rmin + dr*i\n", " graph_r += plot_const_r(ri) \n", "graph_r += plot_const_r(0, color='maroon', linestyle='--', thickness=2)" ] }, { "cell_type": "code", "execution_count": 67, "metadata": {}, "outputs": [], "source": [ "graph1 = graph0 + plot_const_tt(0, color='darkgrey', thickness=2)" ] }, { "cell_type": "code", "execution_count": 68, "metadata": {}, "outputs": [], "source": [ "tmin, tmax = -20, 20\n", "dt = 2\n", "nt = (tmax - tmin)/dt\n", "for i in range(nt):\n", " ti = tmin + dt*i\n", " graph1 += plot_const_tt(ti) " ] }, { "cell_type": "code", "execution_count": 69, "metadata": {}, "outputs": [ { "data": { "image/png": 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aEoPBjGI04lJegcc1F5EY64/mJD02QSqb4uwkFU0hlu2cqGhK0BTntaWGzM7uEQr3t+Dp4YhWo6FvYJytFcV4PPgXcv/xFAMaKzYkhxAa5AEGA1hZMTg8SUlJE855RXhekkVkZjwWh+7z3V9Aeze88NjCG83M0tgyQGlDP4H+rni9/Bohf32GqfVJuJYdZHb/uxQUNrDmD39E+f2PKJjQYGVlgdFoRlHUYfSMpkqCLstCExd10s9BwqY420jQFGLZzomgKUPn4ry11JDZ2j5Ewb5mfL2dMeiNDA5NsjE9Eosvfpai7/wf4zZ2bLPTEVpUCIqC2cKSipoudu6pw8rOhjXf/QIx2YmHQybApnS4dMuC+xgGRjB7r2Pg6VeIjvAhc0M4kX4uGFPWUJJzAVVfvA2tpxuZF6wFCy21B5pIXReC0WjC0lKDRqPBVgvOjz/DwMPPygIhIYQQZy2paIrz0lJDZkNzPwcqOggKcGN4ZAqjyUyOry2zeiN5/XqcnWzZmBaB3S/+CLlFTL71LwrL2hkZnSJ1sIOQvXvRPPoLsLM97j0URaGja4Tyqk78PtiB17UXEZKZCMBYezcFf/47pX9/gaDvfgevtA1sTg9Ha2XJ7rx6dHojG5JD2FfWjqWlBqNRwXJigkkrG+Ki/UiMk2F0cW6RiqYQy3ZOVDQlaIrzzlJCpqIoVNf3UlXbTWiQO73941hYaNmcGQXXfw1dRy/1f32YtPXhWFqq1+mq76S4YQBra0sy1ofjkbsXXngdnnvk6H3J8/dDVCj9Guv5fc8DfF1JXhOIg73N/GHV/3uHlz73TQCCHOzJuOZqfEv2Y7nrBayNBkY/cycNl19GxI2XLQibiqLgVF7B+twdOP/vMTS2xw+6h0jYFGcDCZpCLNs5ETRl6FycV5YaMsurOqmq7SY8xJOunlFsbKzIyY6mpKyN7TfewsDvfkJmWgSWecWYd+RzoKKDvJo+fLxd2LYlHg93B7jqEvjPo0eHTJMJ5aIbaHjoWXbl1QOwJTua7PQIHCYm4PdPwOg4ALFXXoxnZCgAHVPTWHg5MLQhhV17apnWaPFys8fBbKTkQBvrk4LUiubcMLqVlZbp4XGqD7bLMLoQQoizilQ0xXljKSHTrCjsL2ujpX2IiFBPWjuGcXOxIzM1nPafPU5N/FpCkiJYtyYIAONN32asqYsd3/seSYnBRIV7qUPVL70FWzPBc2FVcGbWQGVVBwPFVVj5eBCbHkegv+vh4e2mNkj/FLz1NKSvA6DyxTf57013ARCUkcLn3vs3e4uaGB+fYWN6JC4uduTmNzA1NcuGlFBKyzuwtNBgNCsoZjM6vYkEf2fi10eoW1+ehFQ2xZkkFU0hlu2cqGhK0BTnhSWFTLNCUWkLnV0jhId60tI2hI+3E+uTQyj9sIzU277C5L134nH3rQAMDU+SV9iI5cwMaVvX4OnuqF5oZAyiN8Ov7oHbPweoe6I3NPVTXdeD1kJDQow/EaFeaLUf+fdAUcBkAkvLw89lMvH4hisYqGkE4MZbryd0XSK9u/ZTeMONZG0Iw+cXD9JkaU/1JZexITmE0oOHw6bF5CSb7/4u47fegP9Pvi5zNsVZTYKmEMt2TgRNGToX57ylhEyTyUxBSTOd3SOEBnvS1DpIUIAb69YEsye/gUGtNZN5r+Hx7VsA6PvH/yj99/s4ONmy9YoNh0MmgJsL1OyEL1wLQP/gBO/vrKGipouwEE+ucDET9eTf0Br0Rz+IRqOGzCN+0NNaWJDzw2/O/3nXf17DwmTC39sJfy8n8ktamLK1I3xNGI6OtpSUtbFuTRAms4KlVoPJ0ZHWKy7nQEAEFTXdMowuhBDijJOgKc5pSwmZRqOZvOImevrHCA5wp6V9kKhwb2KjfCh6ZQ/Rjz7BBamheEQFYwbKKtrR/unvJOfuYEtWNHa2VocvNj4Bej14uqPXWlB8oJVdefXYWFuwbUs869YEYdXXDx/sAWvrYz/Q2zsgchPM6uZfir/mMrxjIgDomtXRGB6M9o8/JSMtEn8/V97LuYTeyy8hJzMKZ3tr9pW1kZxwOGy2XPlJTIF+NFS10/TcuxI2hRBCnFESNMU5aykh02AwsaeogYGhSQL8XGnrHCYhxo9Af1d27q3HtaubkKY6nDVmDAYTeUVNNDQPMPb843j+/ddYWHzk2j//E2RdTXfPCO/uqKKre4T1ScFs3RiDq7OdeszVl8L+t49eJHRIVJhaDdUdrnhqtFpyfvrt+T/vuPcBzNvz0L76Lhnvv0WgvxsF+5qZ+vXjbP3zH3FxtKGkvJWkhEBMZgULrQaNVkv8228SdOe9VJU0SNgUQghxxsgcTXFOWkrI1BuM7CloZGxiBh8vZ7p6RklKCMTRwYbCkibc3R3JTo/AWgNTejN7ixrxfuUNAm65Eu+U2GNe01BZT+t7hRyITMDPx4X1ScHY2x2ncrlERoORxzOuZKiqDoBrg/1J/MrnoawK8z8epKisDeNbO1g7NYT9z7/N3pIWRkanWZ8cwsGqTrRaDWadHseODgb8g4iN8mWN9NkUZxmZoynEsskcTSFWw1JCpk5nZFdePeOTs3i5O9HVM8r6pGCsrCzIL24i88X/kLP9baytLBme0LE9twZlfJKkd9/GO7/wmNccHJrk/R4dFTFr2JAcwsb0iGOHzC3XqZXPE+kdgP++Pf/HmRk92/fW43DN9VjZ2LAuLQ3Hl59G+faX4F9/QmtpQXpKGFafuJD3N15E7+AUm9aH4O7mwP6yNtbGB2A2K2htrJkID8fGUoPFL/9M/Vv5UtkUQghx2knQFOeUpYTMmVkDO/PqmJkx4OZqT+/AGOkpoRiNZvaVtREe4oHvumi0vl509YyyM68Oe3sbtly6Dm3Jm/D1mxdcz6woNHxQjGbLdbiODHHx1njCQzyPXyn8/LWQnXriL2hXAdz0bRgaYWpaz868egwGI1fe8Wlur83F4/c/p7hlhP25lZhaO2FXAdo//420lFCCA9xpfepllKRL2Rjqgoe7A/vK21kzFzYttBos9QYC9+9nbHuhLBASQghx2snQuThnLCVkTs/o2ZVXj9FoxsnRhqGRKTLWhzEyNk1NfS8JPg7Ep8eg0Wjmt58M9HQg463X0H7nK+DuuuB6MzN6CktbMOyvIv3dN3B66TG0DnbL/6KmZ2BWxyCW5Bc3Y2GhIScrGkeHuV2DDAZG7/ktmtc/QB8YgMvFWVjnFsKb/8BsYUHZ+/txeOpZ7H5zD/6hPuQVNTE4PEHK2mAqa7rnh9HNFhbo9CZiwzxZsyZYhtHFGSdD50Is2zkxdC5BU5wTlhIyJ6d08zvx2NlaMTo+TVZqBD19YzS2DLDBSkf4LXegvPAY5V7B1Df1ER3hTZIyheaTt8J/n4T1a+av1zcwTuH+FjRoyNgQhren08kfeHAYKusgIwVsbY57mMlkpqahl5r6HtzdHMhKjVi4ul1R4PKbmUmIZXtYPObQELLTI/DwVL8xmxWFfQfaaOsYIiPUFf+EUPJKmhkYnAubtWrYNJkVAnbsIuyNN+l+5lESNkRK2BRnlARNIZbtnAiaMnQuznpLCZkTk7Ps3FuHRgPW1haMTcywMT2K9s5hGlsGWJ8UTPi2VMz3fJ0ia3fqm/pITgwiOTEIzZpYtS/mXMhU90HvITe/ARcnOy4r2Yl3f8/iHjp/P1z6BRifPObbiqLQ3TvGezurGX3uTa74xc/Ymhm1MGQCaDRM/u13fDg9xYF77kXT2cqeXVX07yiBJ/+NVqNhw7oQIh00eF94LSOP/pvstAi8vZzZf7CdhBi/+WH08fAwhpLWUt05KsPoQgghTgsJmuKstpSQOT4xw8699VhYaLHQapme1rM5I4qG5j7au4bJinAjYmYUPVpyM3LoHJ4mKzWcaGbgO79Q+1na2QKgN5jIK26isqab2GhfNsd6YfXcqzC3a89JXZoDlR+C19EVwOHRKXILGthb1Ii9nTXJW5OwT12DdmbmmJeqePktSv/+AmajkeHv/5gNr/2Pvn++hv6J50CvR6vRkHzhOnq+/iX2eIbQ0TVCVmo4vt7OlFZ0ED8XNqfDQ6m55Sasba3o2rmPivI2CZvitHv00UeJj48nNfUk85eFEOcFGToXZ62lhMyx8Rl25ddjbWWB2Qwmk4nsNHWHnKGRSbJSI/D72e8w78znwz//iSm9iY3pEXh5OMHrH8D9D8GOF8DFifGJGfKKmpjVGUlfH4q/r6t6E71e3c1nEfuIH8vE5CyVNd10dI/g7GjLmvgA/H1dTjqEbdTpeCxxGyMd3QBc/+BPGFufSVf7AClpUYSFeAJqlXRfeTtdlS2kRHsTsCGWwn0t9PSOkbwmiJr6HrRaDZrJKS788teov+wylHvuYE18gAyji9NOhs6FWLZzYuhcgqY4Ky0lZI6MTrO7oB5bGyuMRhMAmakRHDjYzsTkLBszIvHycGK8e5ADb+QzHhrK5swoXJyPWMxjNIKlJd29oxTub8HezprstAicHG2hvBq8PMDfZ/FfwO+fAA83uPV6ZmYNVNf10Nw2gK2NFQmx/oQGeSzc/3xqGvL3wbbNx7xc9Svv8tIN3wDALTyYrxW/QXldH71lDaS31OD1i7sANWxObLyOKRPMvPA4oUEeFO5vpqtnlHVrgufDpmvZQYYjI5jRWhEb6SNhU5x2EjSFWDYJmkKciqWEzOGRKXYXNGBvZ41eb0Sr1ZCxPoySsjZ0OiObM6Nwe/EVhnM2kts8gq2NFZszo9S+l/95DZra4IffRAFqGnqprOkmwNeVtJRQrKws1JtcdAM42MNrf1v8F/H1+zD5+1Bz7bXUN/ah1WqIjfYlMswby4/uMgTwv3fgc9+E+lwI9j/qbUVReGbb52jbWwJAToAvOV+/mQ6DFo+Hn6Lzv08TnaauolcqaqnsHKdGb8GG5BBCgzwo2t9CZ8/I4bCp0WBSFKz7B/DbuRvN3bezJiFQwqY4bSRoCrFsEjSFWKqlhMzB4Un2FDTgYG/DrM6ApaUFqetCKS5twWxWyMmKxtkwi2ndZRy88mqGr/sUG9MjsbG2VC/whyehrhnjY79kX1kb7V0jxMf4kRDjtzBwjY6rv0IDF/U1KIpCa8cQFdXd6A1GosK9iYv2xdrK8vgnTc9ATx9EhB73kP6qeh5P/QSK2YyFhZY7/vlH3K6+lNryFiraRxdUJhVFoaykkYl3cgm4+VOEBXvOh83kxCBqG3rRajT4f7idmP+8wPsPPED4ukipbIrTRoKmEMsmQVOIpVhKyBwYnGBPYSNOjrZMz+iwsbEiZU0QhftbsbTUkpMVhYO9De2dw5TmVuAR5k9magSWllq1ZdBcmJqZ0ZNX3MTYxAxpKWEE+bsdvsnYBGg14OS46K9haHiKA2UtDI/NEBTkwdr4ABzsj9/eaKnev/cBCv6oVlajLt3CDf97Eo1GQ2NpIzN/+gf6u24nZV2oGjYf/gfmnzzIG3/6M2s2Japhs7SFzu6FYVMzPY3exgb9rIGYaD/WStgUp4EETSGW7ZwImrLqXJwVlhIy+wbGyS1sxNnJlsnpWexsrVmXGET+vmZsbCy5YGMMDtV1jF97ByX5tfjFBpOdHqmGTKMRPv0V+M9rjI5N82FuLTOzBrZujFkYMkHdPjL7GjCZTvr8Or2RkgOtbN9Ti/v+A1x3261k+jssLWRW1cOW66Fv8LiHbLnvTpwC1LmiDe/uom7jNfDUc0RODhH//nv0F1ZQfKAVs1lBc8dNaPNfISQ5kv3l7TS3DZKeEkagvxtllR3ERfliVhQUe3usTCZyfvNrDI//m4PVXbIaXQghxIo4wVieEKfHUkJmb/8YeUVNuLjYMz4xg5OjLWti/ckvacbJ0YZNmVFYW1nQerAZ2/YeosI8WTNX4QPAbAZ/XwZt7MndU4eToy3Zx9ur/M7b4MJssLA47vMoikJbxzBlVR0oZkhZG0T4Gk80Ngbw9VraB+Hjqf4an1B/PwZrRwcu+e0PefnGOwGoHJsgNjgAcjKwaMwlYVRHUWkLRqOZjPVhWMRGkmwy4fWflymeTUNRFNJTwgA4UNnBusQgahp60VpZMR4RwWxQAM2NfQCLqmweCpsXXnYT27Ztk8qmEEKIBWToXJxRSwmZ3b2j5Jc04+Ziz+j4NK7O9sRF+1K4rwVXF3s2ZURiOTvDgeYhGlsHWRPrR2z0EfMt9Xqwtqa+qZ/yyg78fF3IWB+GpeVHgqSiqFVMyxP/HDY5pWN/eRt9AxMEB7qTnBCI7Ucbrq8CRVF45QvfIszJkeSHf4bmyOec1THxw9+zY/0m3ML8yEqNwLK9EyXzSlp+fA/7AqNYtyaIiFCv+WH0+bCp0WBWFEwmE7ZNrfhdkCrD6GLVyNC5EMsmQ+dCnMhSQmZn9wj5xc24uzowOjaNu6sDMVG+FOxrxt3Ngc2ZkWgNBqYzr8HqwSdZnxRMXIz/4ZBUXY8SdwG1L35IWWUHURE+ZKVFHB0yAd78ENZfoW4jeQyKotDQ3M97O6uZmNSxKSOSjPVhh0PmOzuhuv7UPhSTSd1VaOLYOwoBaDQarnn2z6z7y6/UkDkxCV+5F576DwwM4fTK22y2nGJwaJLcwgYMQQFoqncQdsdniIn04UBFB40t/aTPzUk9MDeMrqCg0WgI2Z3Ltu9/n47CKhlGF0IIsSwSNMUZsZSQ2dE1TMG+ZjzcHRgemcTTw5GIUC8K9zXj7enMpoxIzIrCm7vrqN1yAZ63XEVE6MJha6O3Fz0Z6VQrdqSsDSY5MRDt8Sp14SHwqW1qH8yPOLSP+oGKDsKCPbjkgnj8fFwWHvStn8J/Xl/qR6Lq7oMLPgPv7V7c8S+9BWsvBhtrsLeFIH+o2o7b9ZexOSuKsTG1kb3OyQmNRsPa/Fwyag5QVtlJQ0v//AKoA5UdxEb6AgrdOZvZ94N7Mfr7UNfYJ2FTCCHEKZOhc3HaLSVktnUMUVzaiqeHI4PDk/h6OxMc4EbxgTYCfF1J3xCGWW+k/J9v0eIbTEKsH/HRR/ShNBiY7R9hb+MQ4xOzZKaGHx0MF0FRFFrahyir6MDGxpLU5FC8vZyOfbBOBzo9OB/n/ZMpq4K1cYvbgahvEP75Mi3J8Yz1DJB807Xq6yYT/O4JxjdnsnNMi62NJTnZ0dh++6coDvZU3HoLtQ29JCUEEhXuTfGBVjq6hklODKKusRdQWyT57drNiKc33pdmyzC6WFEydC7EssnQuRAftZSQ2do+RFFpK16ejgwMTeLv60qArxvFpW0EBbiTsSEco9FMw88eZ93d3+eCUJeFIRPQ/ehBTBuvZXZ8iq0bY04cMhta4JLPQ2fPwmvojOQVN7GvrI2gADcu3hJ//JAJYGNz6iETIDlh0dtcKt4evN7czj8/eRtvfesnjHzzx/CXf4LBCK+9h3NFFVs3RqPTG9mVV8/s73+M5nc/ZE2cP3GRPpRXdVLf1EfaulCCAtwpq+wgZq6yqTGbCX/3PcIKC6SyKYQQ4pRI0BSnzVJCZnPbIMUHWvH2dKJ/cJKgADe8PZ3YV95GaIgnaSmh6OfCU332RqZe+RseayMXXGNweJJdcSnU3/IFtl64BjdX+xM/4MQU2NstGDLv7R/nvZ1VDA1PkZ0WQeq6I3YMOpbteXDD19Wq5qnS6eC6r6p7sJ+ERqPBys4WAOPMLG++uwtFpwdbG9j9Enzl8zg72bElOwa93sSugkZmZg1odhaQ+NVvkeDnwMHqLuqOFTYttBT99MfU3HYL1taW1NX3SNgUQgixJBI0xWmxlJDZ1DrAvrI2vDwd6R+cIDTIAzdXew5UdBAV7s2GpGBmZgzU/fQxbKtq2bopDudt2Quu0bdrH3t3VGAdEUzC929bXD/LlER45Smws8VsViiv6iS3oAEXZzsu3hpPgJ/rya9hNoHeoFY1T5WNDbi5wol2EjrCBfffjfNcK6Xmjm4Oenmob1jPtWz6x4s4v/QaWzdGYzCa1MqmtyeaqDDi4wKJj/GjorqLusZe0lIWhk2TnR0aCwvcmxq55Pv3ygIhIYQQSyJBU6y6pYTMxpZ+9pe3q8Plg5OEh3jiYG/NwaouYqN8SU4MZHJKx87d1QS99wGZrTW4ONstvEZ9Dw433Un6f19kc2YU1tYnCWwTk/C1H0BXLwBT0zp27K2jvqmPtfEBbM6Mwm6xbYu2bYb/Prm4Y0/kyV/DZVsXdaiNkyNXPPbL+T+/971fMfXbv8ADj6ovlFdDpdozdEt2NEajiZ19BmYeewCNkyOJfk4kxPhRUdNNbf1Hw6Y3AHoPDyZCQ8HVWYbRhRBCLJosBhKraikhs76pn7LKDrw81DmZkWFeWFpoqW3sIyHWn/hoX8YmZsnNq8PK2oqc5EDs3Zzm5zMqikJlTTc1Db2sNY4Ts3ktmkPVvRMpq4Ib74S3nqHLxpHiA61YW1mQsT4cD3eHpX3B/UPg5T6/xeWyNLXC5DQkxS/q8Jc/fydVL78NQFxsBNddvBnNb36g9gU94nOfmJxlV149lhZatsR7Y7fparj3G1RtzqGqtoeEWH/ion0pKW2lvWuY5MRA6hr7AfUzthwaRmeGsHWRskBInDJZDCTEssliIPHxtpSQWdfUtyBkRkeolbTaxj6SEgJJiPFjeHSa0mffY9MP72NruAv2Hi7zAcpsVig50MrU319ibawvMddsWVzIBEhOwFz2HuVTkFfchLeHE9u2xC09ZBoMELkRnnpuaecdz9d+CPc/tOjDL3vwJ9i7qt+wa2qbqE5LVgPvoc/9/d3wpe/h5GCjVjZNZnZW96O/80vwiQtJiPEnMdafqtpuaup6SE0JJTjAnbLKTqLnKpsaIP13vyf9iSeksimEEOKkJGiKVbGUkFnb0Et5Zed8yIyN8sFgNNHYMkDK2iBiIn3oH5xgd149di6OuEQEYetxePW40Wgmr7iJ8V3FpP/lL8T2dy2qyobJBA88ykzvILsKm6hvUkNtVlo41oucH3mU5x6Gi3NO7dyPeuLX8OyfF3XoyNg0neNGkn74f/OvvX3XT5n6x4vwg9+oLxhNMDIKM7M4OdqydWMMZrOZDxNSmXZ1hYlJ4nWjrInzp6quh+q6HlLXhRAc4E75obCp0VDx1S9T/aVb1QVCEjaFEEKcgAydixW3lJBZXd9DZU33fMiMi/ZlakpHR9cIG5JDCAvxpKdvjJLt5bj4e5C1MRarI3bz0emN7C1sZGx8hqy0CHwnRyE8eHEPWlGL+aIbyPvBDxiNjSFzQzieHo7L/OpPL0VRqKjuoraxD0sLLWZFof33f2CiqAiANevXcE14CPzj9+qWmoqiVjnnfj/UgF6r1bDtf89jtTMPKj6gpmWQiuou4qP9iI/xpeRAG+1dwyQlBlI/N4yu0emIeOm/VH3yU0TEBZGUIMPoYvFk6FyIZZOhc/Hxs5SQWVXXvSBkxsf4MTGpo6N7hPT1YYSFeNLRNUJeYSM5D/2BTU//bUHInJrWs2NPHZZlVVzScABfb+dFh0xFUai3d+O1Pz+Mcf1aLsqJW37I/GAP/O+d5V3jo576D1xz+zHfMisKJWVt1Daqi5auujyZqy5P5pMP/wwrBwf8HBwIuevrmJ956PC+7RoNVNbBBZ+F/iEc54bRzWaFXduuYObZR8DSkrgoX9bGB1Bd30PVocpmoDvlFYeH0Z06Owl/5108uruob+qjvEoqm0IIIRaSoClWzGJD5qFFO1W1PXjOhczEWH9Gx6bp7h0lKzWC4EB3WtoGKdzXTGCgO06/vRftXV+cv8bY+Aw79tRiNpvJGO7A4dW31TmSi2A0mGj6xZMcLG0mLCGUnKzoxa8qP5HX3oe/Pr/86xwp0Bfio9Rh/iOYzQrFpa20tQ+RnhJKbJQvWq0GSwstUWsjuD3/FdJ3v0mztRs79tQy9d5euP0eMJvVPqHuLqDXA+DoYKM2dXdwZMewmanxaXjwKWIDXEhKCKSmvpfK2h5Sk0MIDpoLmxHejEdEsP2vTzARG421lQUNDT0SNoUQQiwgQ+diRSw1ZNY09KrbSg5NsiY+gP6BCQaHJshKi8DPx4WG5n4OlLeR0lJL+F03Lrje4PAkewsbsbOzPtx6aFanNik/ialpHWUv7iTzG99i8MkH8f7cFSv2GQBgNB6uHq4SvcFEQUkz/YPjZKwPIyjg+EPPowVlTP3sEVozMtiwezs2rzwJLkfsWmQygYVaJZ6aVofRHTs62HzvD9E89zBctJG6pj7KKzuJjfQhMc6ffWXttHUMqcPoTeowesw//4Vdbx/53/gm0ZG+MowuTkqGzoVYNhk6Fx8PSwmZB6u71JDprobMtfEB9PWPMzg8ycaMSHy9namu7+FARQcpI91E3PdztAeq5q/R0zfG7vx6nB1tuOiZv2K3PVd9YxEhs29gnA921zAaEMBE8TsrHzJhdULm+AT8639gNjM8OsUHu6oZHp1ic2bUCUMmgKudFf7D/WhiI3jhk1fTPHrEjkUjY5B9Nbz6HgAO9jZsyY5hMiiI9594jKmsVABiInxITgyktrGPippuNiQHExLkoS4QmusOMBYZyUhcLNbWljKMLoQQYt7qll7EeW8pIVPdV7sfT3cHBocnSUoIpKt3lNHRaTZnRuLp7ji/sCUh1o+I6BQ02YkQEwFAW8cQxQda8fNxISMxAIsnDIvqV6koCo0tA5RVdhDd3kTsF6/Exm4ZO/ccS2UdfPE76qrziNCVvXZ1A8pX7qXJ0Y0DFs64utiTkxWNo8MivobkBNp+9wP2feX7TI2MUzWrw2P3dpxfegSNqzPkZCyY1+pgb83WjTHs3FvHzr31bCvLx8bWiug7b0Oj0XCgogNFUdiQrJ5TXtmpVjbJBMBCUfBubKReUQCFpITAk1Y2D4XNCy+7iW3btkllUwghziNS0RSnbCkhs6xSDZke7g4MDk+RvCaIzu4Rxsam2ZwVhae7I6UHO6ht7GNTfRkJB/apAWUuZNY39VNU2kpIoAdZSUFYOtjBvx+Gyy844TOazGb2l7dzoKKDBEs9a7/7Q2ze3r7inwVWlrB+LSy2d+cS9ISGs+Ppv3LAwpm4aD8u2BSzuJA5p+TxZxlp6UA/Okb/W6+h7+qjbHcFJkWB3/wA1sapQ+jTMwDY26lhU6vV0FHeiL53EICocG/WrQmivqmf8qquY1Y27Xt72fz9HxJeWDB3XKdUNoUQ4mNM5miKU7KUkFl6sIOm1gE83BwYGpkiZU0QLR1DTE7pyMmMwtXFnpIDrbR1DrMhOYTwX/1eHQr/0/0oikJVbQ/V9T3ERPqwdrQXzW3fgbefPmnlcFZnIL+kmeGRKdavDSYsxBMOVKo77ZxgNfzZYnRsmoPVXfT2j+Pt6cS6xEBcHG3m51Qu1lT/EI8lXcz0yBgAWb/4PmMx6/B0dzzcM/Rz31Cv+68/zZ83PaNn1946zIrCluwYHC0AWxsaW/opPajuO5+UEMC+8nba2tU5mw3N/biVHWQoIR4TGvQGE9ER3ouqbILM2fw4kTmaQiybzNEU56elhMz9B9tpah3A3c2B4ZEpUtYG09w+yNS0ji1Z0bg421Gwr5n2rmEyEgMID/GEv/wKHvzxfEitru9hbXyAGlYiQuCTF0GQ/wmfcWx8hu25tUxMzrIlO5qwkT61d+S6xNUJmVX16pzHFTA5paNwfwvv76phckpHdloEOSnBuGy5Bv796pKv5+Dtwaf++tv5P5c88CfWWU0Se8+PyH95D1PTerjxarj1MwvOs7ezZsvGGLRaLQcfexlz/IXQ3E5kmDcpa4NpaO6nrLKTDUnBhASrlc2oMC9GkteChQXurS3Ev/WmVDaFEOJjTIKmWJKlhMx9ZW00tw7i7mrPyOgUKUnBNLX0MzNrYEt2DE5OtuQVN9HTN0aOvYHgS66DilrQajFpNBTub6G5dYANySHEejuoi2J8veD394G19XGfsbt3jO25tVhZWnDR5jg8B/og8yq1/dBqufp2+N3jy7rE1LSOkgOtvLO9kv6BCdYnBXPpBQkE+LmisbOFz34K4iJP6doxV1xIym1qkDRMTbPzJ7/H3ULBYlT9rEayM+GCLDWMd/XOn2dvZ83W7GimoiJoTs9gwlndkSkyzIv1ScE0tgxwoOKIsFnVRVSYN1qtBo+DFQQUFmKLWcKmEEJ8TMnQuVi0xYZMs6Kw70AbrR1DuLnaMzo2TcraEBqa+tAbTGzJjsLOzpq8oiaGRibZmBaJj40Gfv4nuP9ujDa25Jc00T84Qcb6MAL93eDzd0J3P2z/z3EXACmKMh9o/H1dSF8fdrjB+4d7YWvmkoedF62mAezsIDRwyadOz+ipqe+lpW0QKysLYqN8iQjzwtJiZX8O1E9O8cT6yxlu6wJgy4++Rfr/fZU9RY1MTMySmRqO3wv/VQNzxYfgeng4c2bWwK68OoxGM1uDHHAM9Qd7O5rbBtlX1kZEqBfr1gQeHkZPCKShpR90eszWVigzOmbRyjC6mCdD50Is2zkxdC5BUyzKUkJmSak639LN1Z6xsRlSkoKpbejFZDKzJTsaGxsr9hY2MDo2Q06QPR6+HuDjCYDeoG4pOTo2Q3ZaBD7ec9+Aahuhfwg2px/7vmZ1mL6lbVCdyxk/18exqQ0iQlblM1mumVkDtQ29NLUOYGmhJSbKl8gwrwW7Hx1lex5MTMJVl5zSPTuLDvD3Cz6LYjKhsbDgi+88g9/j/6Zyy4XU+QaRHuJKcEMtfPro1k8zswZ2765m05fvwPKTF2LzyM8A5sNmeKgnKWuC2F/eTusRYVM7PsnGe39A/VVX0rRxk4RNAUjQFGIFnBNBU4bOxUktOmSaFYr3t9DeNYybix1j4zOkJAVRU9+D2aywdWMM1taW5ObXMzYxS05WNB7fuR9u/x4As7MGdu2tZ3zuPR9vZ7USaTBAbORxQ6ZebyS3oIG29iFSk0MOh5iDNbBmm7o15Grangc/+6M67LwIOp2R8qpO3v6wgtaOIeKj/bhi2xrionxPHDIBXnoTnnn5lB81MH0dm++9AwDFZOJ/t9+LaVZHYpALoUEeFLaO0rQhTT24vHrBuXa2VmzJiafy7m+xc/PFjE/MAhAe4klqcgjNrYOUHuxgfVIwocEelFd1EhXmjdnJge6sTMbiY7G2spBhdCGE+BiRiqY4oaWEzKL9LXT2jODiZMf45Czr1wZTVdeDRgNbsqOxsNCSm9/A9KyenMxo3FztobkdgClfH3bnN2A0msnJisLF2U6dKxh/ATz0E7jtM8e87+SUjj2Fjeh0BrLSIvD2dDryoeC/78A1l67ekDnAk/+G59+AHSfeftJgMFHf1EddUx8oEBXhTUykj7rqe7FmZtUV+YuoBh6PyWDgH5s/TW9ZFRfd9GnS//IrNFotiqJw4GA7ja2DZFhME/zpW+GNf8C2TQvOn501sCu/HmV4lJyZAey/cBUAre1qn9OwYA/WJwWzv7ydlvYhkucqm2azgtZowKm2nt7IaKlsfkw9+uijPProo5hMJurr66WiKcSpOycqmhI0xXEtJWQW7mumq3cMZycbJqd0rFsTTFVtN5YWWnKyo9FoNOzOq0dvMJKzLhiXJ56B730NbG0YG58ht6ABCwstmzOjFvaIrKiFhOhjrhQfHJ4kr6gJKysLNmVE4uRoe/jN3gF14dBZwGQy09Q6SE19DwajicgwL2KjfLG1Wcb+6sOj4O566qc3tWKcnMI7KUF9QVHg7p+hBPlz8JLLqGvsI3OonaBbrzpmqJ3VGWj9v98R9uLL6ErfwTnQB4DWjiFKSlsJCfZgwxFhMykhkMaWfkJfeY3o/7zA+48/xpStPVHh3iQnStj8OJKhcyGWTYKmOHctNmSazGYKS1ro6R/DycGWqWkd69YEUVHThbW1JTlZ0ZjNCrvz6+fnaDpV18I1t8NbzzAcHEJuYQN2tkfsW97Rra4Q//rNx63ctXcOU3ygFXc3B7LTIrCxPqIquL8CLvgMvPMvyFq/Gh/PYYqi/jrG56MoCh1dI1TUdDE9rSc02IOEWH/s7Y6/Yn5RXn0Pbv42NOwB72U2iDeZ4MGn1Mb3/30b/H1RvvgZqup6qK7rISHGj/jRXjShQUcF99kZHYVvFDHm7DLfqgrmdnAqbSUkyIP1ycGUHuygpW2QpMRAmhp6cGxuYSwyApPRjN5gkrD5MSVBU4hlOyeCpszRFEdZdMg0mSkoaaanfwxHB5v5kHmwugsbGyu2ZEdjMpnZubcORVHYmh2tVh3TkqF2F/0BQezKr8fJwZYt2dFqyAR4dzc8/DSMTRx1T0VRqKnvoXB/C0H+buRkRi0MmQBrYtQWSOnJK/q5HFNXL3ivgz3FC14eHJpke24thftbcHG24+Kt8aSuC11+yAR1ruqf7gdH++Vfy2CEl96CvcX0XnUJyhc/g0ajITHGjzVx/tRUdWC44Zsov/3LUafa2tmQcWUmdloYuvm7TByoASAkyIP09WG0dQyx70AbKWuDCAvxpLyyk4hIPyaiIsGsEPfyy/jV187345Q5m0IIcf6RiqZYYCkhM7+kmb6BcRzsrZmdNZCcGER5VScO9jZszopCpzOyO78eCwstW7Kjsb/vN2BnA7/4Ht29oxSUNOPh7kh2esTRi2DGJ8DZacFLZrPC/vI2WtqH1EpbjN/RVbBjnLeqBobUxTmfvwZ8vZia1lFe1Uln9yhuLvYkJQYunDd6FjKOT7DjgUcp+OPf+OSjvyBlahry98Fzj1Df3E/j+8X4pyeQtC7smFVHXd8wugs+S8111xF79+fnK5vtXcMU7W8hKMCd1HUhHDjYQXPbIEkJgTQ1dJP605/Tv2E9DVdcIZXNjyGpaAqxbOdERVOCppi3lJCZV6z2uXSws2ZWbyQpIZDyqk6cHNSQOTNjYHd+/fzwuZ2tFTzyNNhY037ZpRSVtuDv60rG+jAsDvWLvPcBSFkD13/iqHsaDKb53pqpyaGEBh9jyLi4DD55K7z/b3WbydPIaDRR29BHbWMvNtaWrIkLICTIfVGh6ZRMz8D9D8E1l0H6umVdqumDPTz7yVsBsLK14au//QHuPQNw3zfBwoKm1gH2l7cTp5kl0TCG5trLj7qGbkbH7qImZmYM5GRE4OrmCEBH17BafQ5wJzU5hAMVh8NmY2MPZo0WjQaUyWlmLKwkbH6MSNAUYtnOiaApQ+cCWHzINM6FzIHBCeztrNHpjSQnBlJW2YGzky05WdFMTenZmVeHra06fG7X26ee/I1baNq2jcL9LYQEepC5IfxwyDSZoG8QxiePuuf0jJ4de+sYHplmc2bUsUMmQGwE/N+XITFmJT6SRVF25NGzez/vbK+itrGXmAgfLr0wgdBgj9ULmaCuPC8shdbOZV8qYtsm1t38aQAMszpe+fcrmH84t/e5yUREqBdp60KxeeZFpn/yR8x6w1HXsLGzIScrmrjXX2PmytsZHVanPQQFuJOxIZyOLnVO7bo1QYSHeFJe1UlEpC9arQbP/aVsu+MbuA4NyjC6EEKcZ6SiKRYfMo1m8oobGRyaxNbOCoPBxNq4AMoqO3FztWdjRiTj4zPkFjTi5GjD5sworAv3w+U3w47nqXHzpaK66+iqlcEAVlbqopqPhLPRsWn2FDai0WjYlBE5Pyx7lFmdGr5Oo4nJWbTrL6MrPpH+e79FcmLQwhXzq+0Yn9ep0k1M8kTqJxlp7QBgy4/vImdtLPzkQdjxArg40d7Sx/6ienwjAkhfH4ZWe/S9DW9sp/WtPKo+9UlysmNwc1HnkXZ2j1Cwr5lAPzfSUkLnK5trEwJoq2gh9LU3aPzMdRgUjQyjf0xIRVOIZTsnKpoSND/mlhIy9xY1MjQyia2NFUajmcQ4f8oqO/B0dyQ7LZKR0Sn2FDbi6mLPpoxIrKzUipjy/OtUJKdS29hHfLQfCbFHzK08WAOf/ir89wlYE7vgnr394+SXNOHkYMvGjMjDi4U+qugAfPbr8O6/ICZiJT+eYzKazNTU91DX2IeDxsy6SC98Y8/Q7kOTU+qCpBX4ujsKS/nHBZ9FMZvRaLV88flHCdhVAL/4LtirAb+rZ5TSDw+Q8v7b+D75cyzsbI+6jl5vZHd+A6aObtI/man2S+Vw2AzwcyM9JZQDlR00tw6yNj6AptYBzGYF59ZWdFbWjHp4Sdg8z0nQFGLZzomgKUPnH2OLD5km9hQ1MDQyhY21FSaTmYRYf8oqOvDycCI7PZLB4UlyCxtwd3Ngc2YkVsUH4EAlilZLaeJ6ahv7SEoIJDHOf2FwCPSDKy6A8OAF92xpH2RPYQOe7o5s2Rh9/JAJEBIIN151Wraa7O0f570dVdQ19hEb5cu2y1LOXMgE+NoP4Ja7V+RSQRkpbLpnbtcgs5lXfvhb9D//jhoy9XoAAvxcyfS2xnXnHkpfz8doNB91HWtrS7Y4Gth2xzeoeuK/jIxOAxDo70ZWagTdPaMU7W9hXWIQ4aGeHKzuIiLUC60G1jz2BGv++S+srSxkGF0IIc4DUtH8mFpsyDQYTewtbGR4dBoba0vMZoX4GF/KKjvx9XYmc0M4fQPj5Jc04+PlRGZqBJYWWvjELSh2dhTf+z3aOofZkBxCeIjn4QtPToFODx5uC+6nKArVdT1U1fUQFuLJ+rXBxxyinWcyre6uP3N0OiNllR20dQ7j7enE+qRgnN7fCW9uh7/9bsWGsJesrglsbCA0cEUuZzIY+HvOdXSXVgKw4cuf44ov3QBXfwn+99T8Iqu+riH2HmjH3c2ejemRR3cNUBSMf3uB3WEJjOtM5GRF4e7qAKhV0YKSZvx8XUhfH0p5ZSdNc5XNzv216C1tMDs7YjSaZBj9PCYVTSGWTSqa4uy06JBpMLGnoJGR0WlsrC1QFIW4aB8OVHTg7+NCZmo4PX1j5BU34efjQtahkAmYnv0zRXfcQXvXMBkbwhaGTIC77odP3KJuEznHbFbYV9ZGVV0PibH+bEg6ScgsOgDrLoO2ruV+JMelKAptHUO8u6OKnr4xUpNDyMmKUvuBGk0rOk/ylMRErFjIBLCwsuLqpx/Ecm5IfN+Tz9HQ2gnXXg4BvvPH+QR4sDk5iPCf/5byv76O3mBaeCGNBssvfZZNm+PxGR5g/0u7GB6ZAtSqaFaa+nenaF8rSYmBRMxVNgPXx4KrE5bDI6T94UEcpyalsimEEOcwCZofM0sJmbmFDYyOT2NlZYGiQEyED2WVnQT6u5GxIZzOrrkFHv5u6gry3n64+naMHd3sre6la9JAdlokwQHHqCr94Bvwq3vnd9QxGE3sLWqktWOItJTQY/fI/CgPN9iSAQE+y/1Yjml6Rs/eokaKSlvx8XLi0gsSCAvxPPxc138C/vGHVbn3khQdgC3Xq1XiFeAZHc7Fv/k+AP6ODrjHhMNvfwie7jA1rYZrwMvbGT8MGHsH2J1fj05vPOpa1pZaMv72V5L//W925zfMh01/X1eyUiPo6R+jcF/LXNj04mB1F+Ehntjqddj39GA/MyXD6EIIcQ6TofOPkcWGTL3BxJ6CBsYmZrCytECj0RAZ7kVFVRfBQe6krgultX2IfWVthAZ5sGFdCFqNBhpaMH/5XvK/8Q36bRzZmBF5dLPyD/bAprQFK8RnZw3sKWxkYmqWrNQIfL0XMYy2ipVERVFoaR+ivLIDS0sL1icF4+/ruvAgsxn6h86O/dTbuuCeX8HvfghB/itySUVROPjMSyRe/wks7Od2IBoZg8yr4Ptfh7l2SCgKI+Mz5OY3YGtjSU529NF7uHf2YLCxJbemj/GJGTZnRuPhrg6jH6qI+3o7k7EhjPLKLppaB1gbH0Bz6wBGk4KF2YR5eoYZKxsZRj+PyNC5EMsmQ+fi7LH4kGkkN7+esYkZLC20aLUatdJU1UVosAdp60JpahlgX1kbEaFepK4LQTs9A3o9s8GBfPjjHzNo50ROdvTRIXNgSF0d/rfn51+amJxl+55aZmb1bN0Ys7iQWVwGW66D3oFlfCLHNjWtJ7egkX1lbQT4u3HJBfFHh0yA5nYIzYQd+Sv+DEsWEgDPP7piIRNAo9GQdMv1ashsaIGn/gNuLvDlz6lbYB4+EDcXey7Z8x6xDz3Mrj11zMzoF14s0A8rLzc2R7qz7qUXyN1bw9Cw2i/Vz8eF7LQIevvH1cpmQsDhymaoF5aWWtY88hiZv/ktVpZaqWwKIcQ5RoLmx8CiQ+ZcW5qJSR2WFlosLLSEhXhSUaOuCt6QHEJdUx8HKjqIjvAmZW2QWln6/Lcw3nw3O/fWM6szsmVjDB5uDkffwMsD9v4Xvvp5AIaGJ9m+pxatVsuFm2Pney6elKUlhAWDp9vJj10kRVFoaRvkvZ1VjE/MsCkjkrR1oVhbWR77BG8PNdytX7Niz7AsZjPsLICWjpW/9hsfwsP/wDA0wsQNV0JYEOh06u5Ec2zjIvHZnILBaGJnXj1T0/qjLmNV00DInr34zE6xu6CBwWOEzYKPhs0QTzo+cTmNV12JlZUlVjKMLoQQ5xQZOj/PLTZk6vRGcvMbmJzWYaHVYGlpQUigO1V1PUSFe5OUEEBNQx9Vtd3ERfuSGHu4TdHMW7soq+thKDHx8EKZI3X3wXOvwt23z8/J7OoZpXB/M24u9mSnR2JjfZxAdxrMzhrYV95Gd+8YoUEeJK8Jwtpq9Veyryi9HiI2wtduUue/riSTiZ6iA/zvaz/Ezs2FWz74N9pLb1J3Ynr0FwsOnZzSsWdHBSYbG7ZkRx/dwH5Wh8HCkj2FDYyOzbA5KwpPd3W7yt7+MfYWNeHj5UzmhjDKq44YRm8bxGgyE5i7h460NHRoiQzzYt2aIBlGP0fJ0LkQyyZD5+LMWkrI3J1fz+S0Dq1Gg5WlBcFzITM6woekhAAqa3uoqu0mMdafNXEB6t/uNz9kbGyaDyzcGVm7hq0bY44OmQA78+HxZ2F4FICm1gHyi5vw9XZhc1b04kNmcRlcfbs6V3CFdHaP8N7OaoaGp8hOiyAtJXRxIfOZl2F34Yo9x7JZW8PeV9T5kyvMDPz3qz9gsK6JjsJS9v7+SfjmLXD7DUcd6/jBLi751l3Yj46wc28d4xOzCw+wtcHKbGTLIw8Tc2AfufkNDA6plU1fbxc2pkfQN3DsyqbTQD9JDz9K4P79WFlZ0NgywIGKDqlsCiHEWUyC5nlq0SFTZ2R3Xj3T03o0aLC2tiTQ343quh5io3xZG+9PeVUXtQ29JCUEEh/jp564uxA+/VXKnn4TGxtLLtgYg4O99bEf5saroexdFA83Kmu72V/eTkSYF5mp4fPtkBZlegYsLcDpGMPyS6Q3mCja30J+STOe7o5cckE8AX6ui7/A359XFzadTUIC1AVSJtPJj10CrYUFVz7x6/nK4e5f/pnuIH9ITlCH7AeGDh+ctQHtbdeTeXkqVlYW7MyrY3R8ZuEFra3ReroRuzYENzd7cgsaGBhS90ZXw2Yk/QPjFOxrJikhgMgwNWz6piWQ+5eH6crOwsrSAmsJm0IIcdaTofPz0GJD5qzOwO78hvnFG7a2Vvj7uKhbRcb4ER/ty4GKDppaB0lZG0RkmPf8uQNDkxx84UOUxFg2ZRxn6PuHv4XIULj1esxmhf0H22lpG2RNnD+xUb6LGvJcDYNDkxSVtqDTG0lZE0xIkPupPctpaha/JD95EEor4I1/rPild/zkD+z5zV8A8IgO5yuFr2H1/V9DYSnkv3rUZ6Fr6WJ36yjTMwZysqLnt6I8ktFoonB7Of0GdS97r7kFZL394+QVNeLl6URWajgHq7tobBlgTbw/LW1DeO7Nx3d/KaVf+TJ6kyLD6OcgGToXYtlk6FycfosOmbMGduXVMzOrRwHsbK3w9XamtrGPhFh/4mP82FfWTlPrIBuSQw6HzKdfYvSvL5FbUI82KY6czKhjh0yzGcYnYXYWo9FMXnETre2DpK0LJS56ET0yj1RSDrffs+w+kWazQmVtNzv31mFna8XFW+IJDfY49cB7toVMgKz1cOUl870uV1LOfXfil5IIwFB9M+/f+wDc/jn45T1HfxadPdikXs4F7bU4OtqyK69+fqX5kSz/8k+y77wbLxsNuYWN9A8eqmw6szE9koHBCfJLmlkbr1Y2K6q7CQvxwMpsRqvTYaXVSGVTCCHOYlLRPI8sNmTOzBrYnac22DYrCvZ21nh7OtHQ3M+auABiIn0oKm2hs3uEtJQwQgLnKj6KwtQX7qZn0kDPvd86vN3kR+l06raIioJOrzZiHx2fISs1HD8fl6V/Ya9/AH/5F7zxd3XF+SmYnNJRuL+FkdEp4mP8iYvyPfGuQyfyxLPw8tvw/r/P7K5AZ8BgXRNPpH0So06tgn/utb8RdUmO+mZblzp8f8izr8BVF2OwsWVPUSOjo9MLqpYAtHfDe7sx3voZ9hY1MjQyxaYj+q/29Y+z9wSVTaPJhN3wKFPOzuiNZqlsnkOkoinEsp0T34CkonmeWErI3DUfMs042Fvj5eFIQ3M/SQmBREd6U7Cvma7uUTI3hB8OmXo9bZ3DvP3pz9H//bvISjtOyKxpgPgLYd9Bpmb07Nhby+SUjq3Z0acWMgE+tQ3efuaUQqaiKLS2D/H+zmr0eiMXbIwhIcbv1EMmQHgw5GScvSGzqxd++TAYj96pZ7k8YyLYNrdrEMDrX7mX6cFhtc9m6hVqE/tDPn81ODpgNTDI5iBHPNwdyC1soLd//PAxwf5w+w1YWmrZqJ3E08WWPYUN9A2ox/h4O7MxI5KBoWNXNm1nZth817eJeucdqWwKIcRZSILmeWCxIXN6Rs+uvXXo9UbMZjOODra4uzrQ2DLAujVBRIZ5kV/cTE/fGFlp4QT6z/WpPFCJIfYCal7NJSTEi4y0CCyOcw8C/eCaSxn182N7bh1ms8IFm2JwP1ZfzZPZd1Cd56nTnVKoMxhMFJW2UnyglUB/N7blxOEx10pnWbZthvvuXP51VsvgMPz571DbtCqXT/3K54m8eDMAk70DvPHVH6BcfwX85Vdqf9EjKQrc8HUsv/NzNqarlcq9RY10944uPK67D8tLP8/G2gN4uqvHzIdNr7lh9KEJ8oqbWRMfQFS4NxXV3QQlhFBz+xdp37IZS1kgJIQQZx0Jmue4JYXMvHr0RhMmsxknR1tcnOxobhskZW0wYcGe7C1qpH9gnI3pkQt2w6lXbGhJWodPegKpyXPbTR59A3WnHidH+u/5FjvLOrG1teSCTbHHbnm0GFX1kLdvvvfmUgyPTPHB7hq6e0dJXx9GWkooVivRG9NgUJ9peubkx54pSfHQVgiJMatyeY1Gw6ee+DV2Ls5oAX9PN3ByhGsvVw+oazryYHjsV/DIL7Cw0JKVFoGfjwt5xU10do8cPs7fB959FovbPsPG9Ai8PJzYW9hIX//CsDk4PEF+cROJcf7zYdP6pmtQXF2xGBsjdPduCZtCCHEWkTma57Clhkyj0YTRaMLF2R4nRxtaO4bZkBxCUIAbewsbGRmdXrA/udLaSW33GBUDs8RF+ZIY53/8uW/f+BHsLabz9WcpLO/A092R7LSI5Ye7Ja7sVhSF+qZ+Kqq7cHGxI3ND+NFNw5fjYA2kfRJ2vgiZKSt33dUwM6sOnzutQBX3GJo+2IO9pQV+W7MOv1hYCls/Ax88BxtTF54wMQl5+zBfnENxaQsd3SOkrQslJOgjVdCyKkzN7eT5qYuBstMj57cm7R+YYE9RA57ujmSlRVBZ001Dcz+Jcf6Y//Ivop57nl2PPsyMvQN6g0nmbJ7FZI6mEMt2ls7fWkiC5jlqsSFzalrHrrx6TCYFg9GIq4s9DnY2tHcNk7YuFH8/V/YUNDA2McPmjCg8PdRQopjNTGV/mnEsGHvmYeKifU/8QJ09dOUeIM/Bh6AAN9LWhWKxlB6ZR9pfAXuL4Ru3LClkzuoMFJe20ts/TnSED2vi/Y8/xH+qDAaoaYTocLBdwQC70oxGiNkCX7phVZq4L2A2w99fhOuuAGdHeO19dV7tRz/73z0OD/0VanZidnZkX1kbre1DbEgOITzE8/Bx3/gRVNVjev/f5O9voW9ggo3pEfh6q3N8+wcn2FPYiKe7A1mpEVTWzoXNWD+6DzYz7eyEVqPBaDRL2DyLSdAUYtkkaIrVcUoh02DEzdUBO1srdTX5+jB8vZ3JLWhgckrH5syo+f3JzYpCaXk7/UWVxMUFELY5+fgP80EuSuZ6KjtGqanvJSrcm+TEwOX1yPzz3+GFN2DXi2BltahTBgYnKNzfgtmskJYSeuoLj84n/3sHkuIgInR179PVC+suhT//jMmtWTj6zIXGyjqICT/8/6HRqK4yDw8G1Opz6cEOmlrVOcJR4XMttPR6MBjBwR6TyUx+STN9A+Nkzw27w+Gw6eHmQHbaEWEzzp+2ln7W/P5BBjasp23TZgmbZykJmkIs2zkRNGWO5jlmsSFzckrHzr31mMwKeoMRdzcHbGws6ewZIWNDGD5eTuzOq2dqWseW7OjDIXNymu6v/4y2hm7iLks/ccgcHUf5wl10/vhhaup7WRMfsPyQCXDnbbDj+UWFTEVRqK7vYVdePY4ONly8JW51Q+bP/6QGuHPBNZetfsgECPDFdOA9dtY386eYHLpLK9UFSZs/DU/8+/BxlpZqyDQY4MGn0MzqSFkbRHSENwcqOqhr7FOPs7YGB3vo7MHiM18jK8gJX29n8oqb6OlTtx/19nRiU0YkQyNT5BU3kRirztmsrOkmJMQTk7MzBhtbLK1kgZAQQpxJEjTPIUsJmbvy6lAUBb3egKe7I1ZWFnT3qi2LPD2c2JVXz6zOwNbsGNxc1B1b9HojBf94C6+XXiXbTUtYsOcxr3+I0cmR/Y88SNGmC0hdF0Lccnf7Ka2E515VVyrbnHxYelZnILegkcqabuKi/cjJisbO7jjbYK6U6nq1gneuePkt+PVjq36b0jc/IPdXj2Cc1fHKF76Fwd4O/vskfPlzRx/c2Aq/fhQKStFoNCQlBBIX7Ut5VSfV9T2Hj1MUGBjCYnKSzNTw+bDZ3Xs4bG7OiGT4iLAZHeFNZV0vU7/6AUMbszCbzDgPDUjYFEKIM0SGzs8Riw2ZE5Oz7MqrB0CnM+Dp6YSFVkPfwARZqeG4utizO68eo8lMTlY0zk7qinCjwUhuYSODw1OsCXElLjni+A/TN4jx8WfJzbmYkclZMjdE4O+7AlXEnz4E7+2CPf89ac/MI4fK0+emAYhj+P0TUFYF//rTqvb9NBkM/G3jtfSUVwOQ+rUvcPlDP1HfbG5XK5Q+R/zgMjIGbgv/zlTVdVNV20NCrD8JMX7qi4qiPrfBgElRKDzQMd9+61BnhIGhCfYUNOLu5kB2WjhVdT3UN/WTGOuP7j+vs/b3D7H7kT8z7u2N3mAiItSLlLUyjH6mydC5EMt2TgydS9A8Byw2ZI5PzLI7Xw2ZszoD3p7OaDQK/YOTZKdF4OykbgWoKLAlO3p+NbZeb6TvC99hysIK14d+hK/Pif/R173wJubv/IJdDzxA2uWpK9Ob8pCJyROuklYUhZqGXqpquvH0cCRjfdjqVzEPMRjUAHy2Nmo/wwbrmngi/VMYZ3UA3PjG34m8IBuSLoFNaWqfzSMpiro4aP0atQE+UF3XQ2VtN/ExfiTEzG1Vqijw6a9AcADmP/yYgn3N9PSOkZkaToCfK3A4bLq52bMxLeJw2IzwQvfi23RkZaLVajEaTRI2z7BHH32URx99FJPJRH19vQRNIU7dOfHNSILmWW4pIXNXXh1arZaZWT0+Xs6YzQpDw5Nkp0fiYG/N7vx6NBoNW7KjcbBXQ6ZObyQ3vwHf518mLD4IxztvOeHzjE/MklvQgFY3y8YtiTg72S3/iyyrgsERuGjjCQ/T6Y0U7W+ht3+cuGhfEmL8l7fDz1L97nF1B5y6XedW2FQUtS1TUvyq36r48X/xzl33A+Do6c7Xyt/Dvr0LIkLA2WnhwSYTfOJWuDAbvvOV+ZdrGnqpqO4iLtqXxNi5llrPvqL22rwgC7NZoXBfM91Hhc1J9hQ0HB02Y/1p6xjCrbAYo4sLgxEREjbPAlLRFGLZzolvRBI0z2KLDZlj4zPszq9Hq9UwM2PA18cZo9HM8Og0G9MjsLO1ZldePVZWWnKyorGfqwDOzBooemUvY67u5GRF4To3V/N4pr/3AI2TZro/fRWbM6Pmr7Ns3/oJFB2A/FeP25x9aGSKgpJmjCYT6SlhZ2ZVeWmlupL6pmtP/72X4/UP4PqvQcUHEBW2qrdSFIXnPnUbjR/sASDu6ku47rlH1DA3MKT+io8+fILReMxpEnWNfZRXdRIb6cOa+IDDYVBRoLYRc0wkhfub6epR5x0f2sVqcGiS3IIG3Fzt2ZgeQVVdL/VNfSTG+OFz09eZ8vSk4tt3YjBIZfNMk6ApxLJJ0BSnbikhc1d+PRZaLTMzevx8XdDrjYyOzbApIxIra0t259dja21JTlY0trbqSu6paR0Vj/+PtB/fz/Q7z+K4acMJn6end5Txb/0MrY8nIb//HtbWS993/LgURV2l7OVxjLcUGlsGKK/sxM3VnszU8JULuB8XszooKIWc9FPaZWmpJnr6+UvKZcyMqIt2rnzqtyR/4Rq47qvQNwC7Xz66Ivzim1BaAb8+vI96fVMfZZWdREf4kJQwFzb//Qp87QdQ8SHmIH+K9rfQ2TNy3LCZnR5B9VzYXBvkSuvABHpFg4VWg2Guz6aEzTNDgqYQyyZBU5yaxYbM0fEZdufVY2GhZXpGT4CfK7OzesYmZtmcGYWFVsvu/Hrs7a3JyYzGxkYNh4cWDGkVMxd112Nz63UnHApua+imuKYHPx8XMjaEY3mqjdg/qqJWrWitSzzm2waDiX3lbXR0jRAV7s3ahICVb8C+WEYj/Od12LYJfL3OzDOcQ2pefY8XP6s2ire2t+Or+9/GTasFK0t1CPyj/vo85O+Dp36zoEl/Q3M/Byo6DvdnNRjgw71w+QUAmM0KRaUtdHaPkLEhnKBDYXNYDZuuLmpls6a+l7rGPhJj/RnML2Pt7x7kwD3fZcxLFgidKRI0hVi2cyJoSnujs8yiQ+bYNLvy6rCwVENmoJ8r0zN6xid05GRFo0HDrny1t+SWrMMhc3RsmvInXsG9vY0LcuKxue36E4bMpg+L8dp8JYlD3WSlRqxcyAT4w5PwzR+rFc2PGBuf4cPcWnXRx4Zw1q0JOnMhE6C1E27/3sJ9vM8lk1Pw2a/D3JD2aou76hKSv6BOMXC10GLU6SAkQA2ZU9Owt2ThCV/8DPztd2rIPOLvQ1S4Nylrg+cDp2JlNR8yeeMDtH0DpKeEEeTvRuG+Zjq61P3TPd0d2ZwZxejYNHuLmoiL9iUm0ofK2m58YkKYCfBHZ2OLlZUFVpYWNLUOUHpQWh8JIcRKk6B5FllsyBwZnVbnXFpaMD2tJ9DfjclpHVNTOnKyozCbFXYX1OPiZEtOVvT8MPfQyBS79tYR99LLZLz39glXayuKQlllJ2XDRqY+dQmx1+Ss/MKbp34DLzx2VNBt7xzmw9xatBq4KCeOoAC3lb3vqYgMhcHys39/8+NxsAdLC3UBzmly6R/uY+v/fZnbm/biFRt5+I3fPQE3fB2mZw6/ptGovwpLIefTMDw6/1ZkmBfrk4JpbDkiDE7PwF33w1//g1arIS0ljKAAdwr3N9PepQa/BWGzsIm4KDVslg/MMPzwr1G8PNCMTeA0MSZhUwghVokMnZ8lFhsyh0enyM1vwMrKgqlpPcEBboxNzDAza2BLVjQ6vZG9RU3q1nzpEVhZqsOQ/YMT7C1sxMXFjk0JflhbWRy3jZDZrLCvsI6+mjZit647vDXgSqlpUBuyz21FeIjJbKa8spPGlgFCAt1ZnxSMpeXi9zoXZ7G2LnV+ZlqyWtHs7IGYY/Rqbe2EH/4G/nQ/eC4ckm5uG2RfWRvhIZ6sTwpG090Hft7z807NikJJaSvtncOkrw8jOFA9f2huGN3F2Y6N6ZHUNKjD6Akx/nh+9TtYjo1R+JtfoTeYMRhlGP10kaFzIZbtnBg6l6B5Flh0yByZYnd+A9bWcyEz0J3RsWl0OiM52dHMzOjJL27Cy9OJrLTDw9w9fWOUvreP9Kf/ges/f4dloN9xn8VoNJFf0ozf7x4mrKIMy6oP1S0BV9Knv6K2M9r14vxL0zN6CvY1MzIyTVJiIJFhXsvfynIlff/X4OG2oA3POam1U135nZp0eu97/ddgYBjz+8+isbBAo9Wq817fzz08FP5Rev1Rf/da24coPtBKWLAHG5JD1L8jhaXw5nb4+Xcww3zYTFsfRsh82Jwit6D+qLC5ztZIX8cgw4GBWFho0etNEjZPEwmaQizbWfRN8vhk6PwMW2zIHBqeYnd+/XzIDAlyZ2R0Cr3eyJbsaKamdOQVN+Hj7Uz2ESGzs3uEvKImfG21eBhmsDQef+hUpzeyK7+BwaFJXH5xN5ZP/HrlQybA0w+q8/Hm9A9M8MHuGqan9WzdGE1UuPfZFTIB7GzVX+e67/0S7v316b/vn+6n71f38Nec6yj+y7/U1159D66/A5pajz6+dwBSLoe3dyx4OTTYg/SUUFrbhyg50IZZUaC2SV1VPzOLVqMhNSWUkCAPive30NYxBICHuwObM6MZG59hT1Hj/DD6gVlL3Dauw1qrIeK5F7A36mQYXQghVpBUNM+gxYbMQytobawtmZrWExrkweDwBCaTQk5WNGMTMxTuaybA15X0DWHzi2Za24fYX1RPYJAHqWlRaDUcd+HP1LReXaVbWELs5y/FLcR35b/g3gF1nuDckKiiKNQ19lFR3YWXpxMZG8KwtbFa+fuKw9q7wd0FHB1O623Hu3r5c/wFmHR6LG2s+Vrp27iHh6jTKI7sq3mI2Qz3/Q6++Fm12ftHtHcOU1TaQlCAO2nrQtEq5sMLiTQazIrCvrI22tqHSE0JJTRIbZ01NKJOPXF2smVTRiS1Db3UzlU2g2+6g9K77mR4Q4pUNk8DqWgKsWxnWUXm2KSieYYsOmQOTZKb34CNtRVT03rCgj0YGJrAbFbYkh3NyOgUhSXNBAW4k7EhfD5kNrb0U3ygla1P/5W0Pz+sLuQ5zjfLsfEZduypRTM1Rfrjj+H27Eur80X/4Ddw6RdAUTAY1CH6g9VdxET5sjkz6uwNmROTMDRypp9iZQT7qyFz8T9gnhJFUZjVGRgZncZoMuMc4EvKbZ8BwKjT89qX71WrhfHR6rP89+2FC5W0WvjVPWrI1OkWLhwCggPdyVgfTkeXGjjNGi10dEPmlbC/Qq1sJocQGuxBcWkrre1zlU03B3KyohifmGVPYSOxUb7EzlU2m99+gbG0DZhMZqwtkMqmEEKsAKlongGLDZmH9m+2sVErmWEhnvT1j81vI9k3MMG+sjZC5+araeeC5KEt/KIjvEnqaUFjMsOlW455j8HhSfYWNmJnZ83mzCjsenoh0BesViH09Q9Bcxtj8XHklzQxO2sgLSVsfgvBs9a//qe2NhosP+2VwFXxxgfwo99D8RsrPjVialpHWWUnvf1jmEzqPxmWlloC/Fzxc7XllYuvZ7SzB4BL//Aj0r9+M1TVQ9on4b9PHP33VFHg8psh0E/tUvARnd0jFOxrJsDPjYx4P7TfuA/u+yZEhM6drrCvvJ2WtkFS14UQFuwJHJ7v7Oxky8aMSOoa+6ht6CU+xg/LR57Gtayc0vu+j86EVDZXiVQ0hVi2c6KiKUHzNFtsyDy0SvxQyAwP8aSnbxQLCwu2ZEfT3TtG6cF2IkI9SVkbjEajQVEUKmu7qanvJXW8h9AbL1cXXRxHd+8oBfua8bKE7MLdWPzg66szJ3NqWv3dwZ6OrhFKDrRib29NdloETo7nwLzH7j5115pPXHSmn2Rl1DTAMy/DvV8H15X7Bt/Q3M/B6k6srSyJCvfG0cEGWxsr+gbHae8cZmJSh76+lqYf/QQAS1sbvrb/LdwjQqGxVW0hdSxvfAB+PrBh7THf7uoZpaCkGT9fFzIOTR3R6UBvACdHFEVhf3k7zW2DbEgOITzkiLBZ0ICTozqMfihspg11YMjbT/W112JpZXHEMPrh/9ZORsLmyUnQFGLZJGiKhRYdMgcm2FPUiK2tJVNTeiJCvejqGcHKyoKcrGg6ukcor+w8vFvKXMgsq+ykobmfNOMIoTd+Fd57FnIyjnmPlna1VYy/rysZI11Y3P5d2PXSUS2HVsS9D6C8t5uDTz9OXesQQf5ubFgXMt96SZzbFEXhYHUXdY19RIZ5sSY+4Kj/bxVFYXRshpb2Qfb+6DeMvPceACEbU7n5/X8f/oHore2QnXrsAGw2Q0eP2vj9I7p7R8kvacbX25nM1HAsrv+a+sbLT8zff//BdppbPxI2R9XK5kfDZnyMH51dI9jUNTIdEYreqEjYXGESNIVYNgma4rDFhsy+gXH2FjVia2u1IGRaz+1V3to+REVNF7GRPqyJV/d/NisK+8vaaGkfImVtMJFhXlBcpvYs/IhDC3AOVncRHuJJSlKwOuQ+Na029V4FuupGGl/NpToxibXxgURHnIWryk/kd4+rQ7prYs/0k6ycmVl44Q24bCv4eJ7yZZS5RTct7UMkJwYRHXHynqu9nQM8k/EJZgfVeZOX/OFHZHz9ZrVJe9xW+NG34Bu3HH3iz/4IT78ElR+Cvd1Rb/f0jamdF7ycyZrqw8LOFrLWL3jW0oMdNLUOsD4pmIhQdSvRQ71pHR1s2JQZSV1jP7UNvazxtCHq8s9QfdMX6PjUFVLZXGESNIVYtnPiG6kEzdNgsSGzt18NmXa21kxN64gM86KjawRbWytyMiNpbB2kuq6H+Bg/EmL80Gg0mMxmive30tkzQs5oJ94OVnDt5ce8vqIolFd1Ut/UT3y0HwmlRWjau+HeO064DeUpM5kYGp4kv1RtQ5O5IRxvT6eVv89qmp6BhAvh19+Hz3zyTD/NyhkehdBMeOYhuPrSU7rEkSEzbV0oocEeiz63aUc+z15+EwBaa2tu3vsqwWujobkdwoKO/fexdwDKq+GSnONet7d/jLwitZdsdloEFlqN2vpoLnAeL2yOjE6ze27L1k2ZkdQ39lPT0EvqaDf1PkHMKhosLbUSNleQBE0hlu2cCJqy6nyVLTZk9vSNLQiZUWHetHcOY29nTU5WFPVN/VTX9bAmzp/EWH81ZJrM5Bc309Uzqoa4/EJ46a1jrig2mc0UlbZS39TPujVBJMb5o+nqhbbOVfvaB371BJqc63Cw0LAtJ+7cC5mgVs5a8uH6T5zpJ1lZ7q7QXnTKIdNsVig+oK7mTk9ZWsgEiLggiw1fuVG9ll7Pe0/+j7rGPsyHQmb+frWx/JF8vQ6HzJLyY17X19uFjemRDAxNsLeoCdOLb8JFN6hzQAGNRkPK2iAiw7zYX95OY8sAAG6u9uRkRTM5pWNPQSPRkd7ERflS4upPQKg37gO9hL74X6yttHOr0QfZf7BdVqMLIcRJSEVzFS0lZOYVN2Fnq7YwigrzprVjCCdHtbpSVdtDY8sAyYmBREf4AOpK2LyiJoZGJsneEIavr5s6h81gULd3PILBaCK/uJmBoQnSU8II8nOZ37bvUN/BlWQymSmt6GB0eyFxPW34/eY7WFjIzzRnLbP58N+HRTCZzBTub6G7d5T0lMNbPS6VfnKKl66+nezrPslI5kYamvvxdHcgPd4Ph3UXw22fhZ9+++gTdxbAZV+Avf877gIhdQpKE56udmSbx7HcnLbg/SPnNKvBUx3yP1TZdHCwYXNGJPXN/dTU95JdXojzsy+T++sHwMlhvrIZHurJeqlsnhKpaAqxbOdERVOC5ipZbMg8tIhhPmSGe9PSPji/Vd7B6i5a2gYXDPPp9Ub2FDYyNjFDToA9Hrf/n9r6JTnhqOvP6gzsLWxkfHKW7LQIfByt4Ypb4Bs3wzWXrfjXPT23Debo2DTrk0IICzn1+X9nhR/+Frp61d2Mzjc6HWRfo86HvOW6RZ2iN5goKGliYGiSrNRw/H1dV+ZZFIXBmlYKOycxmc1sdtPitiFebcJ+jGPZkQ8XZJ3wh6RDnRvc3RzYmB6B5ctvQeb6+cVER4bNdWuCiAqfC5tj0+zOq8fB3obNmYfDZnywG50jM+indVjYWEnYXCYJmkIs2zkRNKXMtAoWGzK7ekbJK/5IyGwbxM3Fnk3pkZRVdNDaNkjautD5kDmrM7Arv56JyVm2ZEXjEeyjNr32PXoRxtS0jh176pie0bM1OwYfL2fQaiAxelVWl/cPTPDBrhqc9xZw5SMPEeZ+DrQuOpmkeMhYd6afYnXY2MCnr4C4yEUdrv59qmV4dJrNGVErFzIBfvYnPK+6hYvSw3B0sGF7v4H23jG1FVNX78JjNRq4MFv9vbBU3TP9GLw9ndiUGcXwyBR5uypRfvog/Oe1Iy6jmRsl8OZARQcNzf0AuLnYk5MdzdS0jtyCRqLDvYmL9qW6fYRAV1s2//A+At5+F2trC6wsLWiWYXQhhDguqWiusMWGzEONpu3trOdDZnPbAB5ujmSmhrG/rJ2u3lEy1ocRFKBWPaZn9OzOb8BgMJKzNgAXGwvwcDvm9UfHpsktaMTSUsvmzCgcHWzUHW6cHFf8a1YUhfomtYeil4cTWZO9WL/2Hjz6i9VZZCROu4GhSfJLmrC00LIpIwpnpxX+IaK5HXNFLYUt7Vg52GNKyaSjbYArv/cdrC7djOaRXxx9TmcPxF0Af74fbr3+uJc+tIWrl6In4+L1WFlbLnhfXSTXRX1T34LpKaNj0+zKr8fBTp3C0tDcT01dD1u2v03jmmQGgoKxtLRErzdKZfMUSEVTiGU7J77BStBcQcsKma0D6n7f68MoKm2lb2CczA3h87vmTE7p2J1fj6Ko+5s7ff0H0NwGuS8fFeb6ByfIK2qcm2cWha2tFXyQC7f+H+x+aX7XlJVgNJooKWujo2uEmEgf1sQFqNtdng9mZqGyDhJjwO48qM4ez/u7wcUZ0o+u3B75Q4SnuyOZqeGrslWoUafjn5d8gY7CUqzsbPnq/rfoMVjR8X4R7uvjWJ8efex5vgWlkJ580jmmQ8NT5BbU4+xkx2b9IFY78uCX35v/b+fIXqBJiYHEfCRs2s/tnNXYPEB1fQ/x0b50dg5hX13LRHz84bAZ4sn6JAmbiyFBU4hlOye+2crQ+QpZbMhs7xr+SMj0oql1AB9vZ9JTQinY10z/wDgb0yPmQ+b4xAw799ah0WjYujFW3U3nx3eqe0F/5BtaZ/cIuQUNuLk6sDU7Rg2ZABuS4Ju3QtjKDZlPTM6yPbeWnt4xMjeEk2QcR3v792BsYsXucUZVN8Cma9Xfz2c//zM89+pRL+v1RvJLmimv6iQmwoecrOhV24/e0sYGn7Vqn1LDzCyv334P8VG+xF+dQ/vQNAVvFKBrbD/6xMwUNWQerIG+weNe38PdgZysaMYnZ2nYUYr5YA3o9fPvazQa1sYHEBPpQ3llJ3WNfQC4utizJSuamRkDuQUNRIZ7ER/jR3V9L2sK88i+7ydY9vdjbW2pDqO3DbK/XIbRhRDiEKloroDFhsy2zmGK9rfgYH84ZDa2DODv68qGpGDySpoZHZ1mY0bkfCugkdFpcgsasLWxZHNWNHZvvg+fvOioleUAjS0DlB5sJyjAjbR1oWoFaGhEXTzhubLVku7eMYr2t2BjY0l2WgQuznbwzk548Cl46+nV2crydJvVQW0jxEaC7dGf93ljZEzdieeIH1p6+8cpOdCK0WQmbV3oadmPXjcxyV+SLmGsWw15n3jkF6z/0mcZHJrActO1zPj54vDqk0cP2xsMEH8hfGob/OFHJ7zH/KpyOytysmOwttQuqIYqikJFTTe1Db2sTQggNtIXgNHxGXbn1WNnZ6VWNlsGqKnuJEU3TINPEDqdYeEwulQ2T0oqmkIs2zlR0ZSguUyLDZmt7UMUH2idD5mR4V40tQwQ6O/GusQg9hY3MTExw6bMKDzd1XmUA0OT7C1swNHRls2ZUdh09UDyJfDUbxf0dVQUhaq6HqrrehZsSwnA5++Etq5jDrGfCkVRqK7voaq2B39fF9JSwrC2sjjyAJmXea4ymzGa4WB1J40tA/h4OZG6LhR7u9P3Q0Pzjnz+NdfI3c7DlW9WbsfOzYXpkgoKuqcYt7IlKzVcXdh2pKp6iAhZ1A8EI2Nq2PQYGST7wYfQPvMQJETPv68oCpU13dQ09LI2PoDYqKPDZk5WNA3Nam/buChfLJ/6N0P+AYwlJ0nYXCQJmkIs2znxzVaGzpdhsSGzpW1wYcgM86KpeYDgAHeSEgLJLWxgcnKWnOzo+ZDZ0zdGbkE9rq7q0J2NtaW6Y8qBd+G6K+avbTYr7C9vV5u5xwcsDJkAv7wHfn/fioQ/vcFEXnETVbU9JMT6k50WoYbM7j6473fqNpbnU8h8+iX4+wtn+ilOj2/+mJkvfJv3d1XT0jbIujVBbM6MOq0hEyD8giwSr1N/iJoZGmXXz/8EgH3qGjZdnoqXpcK+1/JobvvIMHlCtBoyWzvV3YNOwG1uOHzM1pFeL1901gvDqUajITHOn7hoXw5Wd1HToK56d3W2Y0u2Ooy+O6+eqHBv4mP8qK3rJrB0P7411RiNRnUY3UqG0YUQAqSiecoWGzKbWgfYX96Og70109Pq3uWNrQOEBnuQGOtPbkEDOr2RnKxoXJ3V/Zs7ukYo2t+Cr48zGRvCsSw6ANv3wn13LghyRpOZwn3N9PSNsSE5hLDgI3pW7shX56+t0CKWsfEZ8oqb0OmMZGwIw8/H5fCbr74H9zwAha+Bm8vxL3Ku+fb9YDTBwz8700+yqnR6I50P/ZOBgXGmr7yMDckhK7+qfAnGOrp5NPEiDDo9GgsLvlr8Bt5zFUflipuZGJ/h3e/cQ0ykD2vjAxb+YPWp20Cnh/eePfl9xmfYlV+PrY0VOeuCsHW0A8vDK9IVRaGqtofqenVHrrhov8Pn5dVjZztX2Wzpp7aqg5hYf7r7xtFNTmNhZ4veYMJgkMrm8UhFU4hlOycqO1LRPAWLDZmNLQtDZnioJ42tA4SHepIQ48euvHoMBhNbs2PmQ2Zz2yCF+5oJDHAjKzUCSwstlFXB3hJ1Ltocnd5Ibn49fQMTbEyPXBgyh0fhs3fAX/61Il9vR9cw23NrsdBquCgndmHIBLjqEqj68PwKmQAP/eS8DpmKotDeOcx7O6o4mJiC1zduZOvG6DMaMgFcgvzZ+P1vqM9oMvHu//18viqo+c0PcHr2IZITA6lr7CO/uBmj0XT45L/8Cl54bHH3cbZja3Y0uulZZrZ+FuO9v1nw/qHKZnyMHxU13VTX9cyftyU7mplZtadtVJg3sQlB1DT2E9XVwkV33oVVdw/WVhYfmwVCDzzwABqNhrvuuutMP4oQ4iwjQXOJFhsyG5r7KT3Yjr29NdMzesJCPGlqHSQyzIuYCB925amtirZujJn/xl7X2Me+sjbCQ71ITwlFq5jVi91x04IFNtMzenburWN8rmn7UcHP3RX2/Be+ecuyvlazWaG8qpOCfS34+bpw4ea5Fe9Hemu7unrX0vLYFxFnpUPVvML9LXh6OHLphQlETI2gefW9M/1oAGTd9UVcQ4MAaNlVQO1r76tvJMagCQkgOsCVnAB7+gbG2bm3npmZuRXkAb7qwqahEbVt00k4O9mxZXM8LRdfTFH0WmZmDUcdkxjrT0KMH5W13VR9JGwe2kAhKsybhBg/KnBgeutGND5eGI0mbGzO/9XoJSUlPPnkk6xde+ztQIUQH28SNJdgsSGzrqmPAxUd2NtZMTujJyzYk+a2QaIjfIgI9WJXXv1cq6IYHB1s5la6dlFe1UlslC8pa4PQTE7B5k/DS2+pF50LcmPjM2zPrcVkMnPBxlg83B0O39hkUucVmkwQEwFWp96KZlantnM51MQ6Y30YlpYf2Q6wqQ2u+xq88eEp3+esVd8MAamwv+JMP8mKMhhMlFV28P6uamZnDGzOjCIrNQI7Wyt44Q340e/VBV1nmKWtDZf87gdoNBrS1iUQmpOx8IAv34vPN+9l60Y17H2YW8vI6PTh9x/6K3zth2rngJNwdrIl6kdfYTgkhF27q5mpbT7qmIRYfxJi/amq7aaqthuYC5tZh8NmRJgXkakx7LjqenyCvXAbHkI7MHhetz6anJzkxhtv5KmnnsLN7dibRxyi0+kYHx9f8EsIcf6TOZqLtNiQWdvYy8GqLuztrJnVGQgJ9KClfZDYKF+CA9zILWjA2tqSnKxo7GytUBSFAxUdNLYMLFjhitEI3/+1uuNJvDo/bWBokr1FjTjYWbMpM0oNB0faXQifuBVyX4J1iaf8tQ6PTJFf0oTJrJC5IXy+1dIx1TdDZOhJG2afc7r74JmX4YufBW+PM/00y6YoCq3tQ1TUdGEwmomP9iM6wnthE/SJSXVBzTJ+QFlJiqIw2tKB27G2S61pAJMZEmOYmTWwt6iR8YlZMtaHqa2YZmbVqmag36LvNzmlo+drPyHowx2YKz/E3v3oeYPVdT1U1nYTH+NHYqw/oP7wtzu/HhsbK3KyomhqHaCqpptP/OwnjLt5UPSdu8/b1kc333wz7u7uPPTQQ2zZsoXk5GT++Mc/HvPYn/70p9x///1HvS5zNIU4ZefEHE0Jmouw2JBZU99LRU0XdnZW6HVGggLdaW0fIj7GD38fF3ILG7C3tWZzVhS2NlaYzQolB1pp6xxmfVKwup+52Qzt3RAauODand0j6jCnuyNZh1Z7H0tnz5K+uX5Uc9sgpQfbcXOxJzM1/PirjvuHwMv9/Fplfp4aGJqgrKKTkbFpggPcWJsQeOLV5GdbiypFgX+/CoG+sCVz4XtmMwwMY/Rwp6i0he6eUdYnhxAeMjdneXpGXaz2uasWdaup1m4qXtjOUEoyW7JjcLA/+nOqru+hskYNmwkxfmg0GsYn1AVCNtaW5GRH09Q6QPuHJYQkhtJhtmJ2Vr8gbIaFeLLhHA+bzz//PL/85S8pKSnB1tb2pEFTp9Oh0x2uMI+PjxMUFCRBU4hTdxb9Q31851kZauUtNmRW1fWoIdPWCr3eSKC/G63tQyTG+uPn7czu/AYc7W3Ykq3urmIymckvaaK9a5iMDWFqyAR45GnIvFJd0DOnobmf/JJmAvxc2ZQReXTIbO2Ef7yofkM+xZBpMpnZV9bGvrI2woI92JIdffwwYjbDJ25RV2Wfr8qr1d6M57CpaR35Jc3s3FuPRgMXbIohY8MJfngAdYegtRer/x+fTf75Mnywh9nRjwy3fv0+uPpLWFpoyEwNJzzUk31lbdTOtSTi7R3qMS0di7qNQ6g/a76p7pte8eiLTE3NHnVMfLQfa+IC5qubiqKocz2zo9HpjezKqyci1Ivgi9KoHDUSYKdl7b+fwzQ9PT+M3tI2yL5zeBi9o6ODb33rWzz77LPY2i5u8ZiNjQ3Ozs4Lfgkhzn9S0TyBxYTMI5ul29laYTSZ8fVypqN7hKSEQNxc7dlb2Iiriz2bMiKxsrLAMNePcmh4kqy0iIWLecYnYGcBXHnxgl1KoiO8SUoIPHYF5E9/g8f+BfvfAkeHo98/ialpPfklTYyNz7B+bTBhIZ4nP2lnAbg5Q3LCku93Trj2y2pro9f+dqafZMn0BiM19b00NPdjY23JmvgAQgLdF1U9o7wa3t4J37oN7O1W/2EXyTQ+QeFfnyf3gUe44eUnDs/ZLK1U+7duSgPmmq3XdlNT36u2P4rzR9PVC0H+S7rfTF4pdhdeT+HPfkri16/D0eHoRvC1Db0crO4iLsqXxDj/ucrmLLvy6rC2tmRLdjRNrYP0vL6LnD/9keKf/5QBXz+szoPK5quvvsrVV1+NhcXhH3pNJhMajQatVotOp1vw3rFIeyMhlu2cqGhK0DyOxYbMQ9/UbG0sMZsVvD2d6OwZJWVtEI4OtuQVN+Lh5sjG9AgsLS3Q6Y3sKWhgfHKWTemReB2a/7izAOIiwVetbJrNCiVlrbR1DJOUEEhMpM+JH3hk7JTaC/X1j1OwvxlLCwuy0yJwc7U/8Qln27Dqahkdh8mpZU1DON3MZkWdH1jXjcmkEBvpQ0ykz9GLuM5BFc+/zv9uuRsA79gIvrLvLbQf7XRgNM4vmqtv6qOsspOwufmQWqNRXVh3w5WL/vs7m1/KjmlrzGYzOVnRR3dc4PCc7NgoX9YcK2xmRdPcNkjNwVYi44Po7R1lZlaPlbX1OR02JyYmaGtrW/DarbfeSmxsLPfccw+JiSefIy5BU4hlOye+GUvQPIbFhsyK6i5qG/uwtbFEUcDDzYHuuebptjaW5Jc04+PlTFZqOBYWWmZmDeTm1zOrM7IpMxJ317nqo8EAyZfCxZvhoZ9gMJgo2NdM/8AEaSmhBAce55vJ/94BG2u44sIlf42KolDb0EdlTRc+3s6krw9Tdx86mSeeVUPxv/8MJ6lYiNNDURS6ekY5WN3F5JSOsLnNAOxOdVefvkF4/QP40mfPmh8qFLOZv2ZdRXeZuuvPZX/8CWlf/cLhA26+G7zd4Xf3zb/U2j5ESVkr/r6uZMwMYnH5TbDrRUhNWvR9Z2b0VP3xOca9fUj9zNZjhs26xj61Y0SkD2vmGsirYbMea2uL+bBZWdvNhf/5J1MmhdLbbjsvKptHOtkczY+SoCnEsp0d/0CfhMzR/IjFhszyKjVk2thYogDurvb09I+RnhKKlaUFecVN+Pu4kJWmhszJKR079tSiN5jYujH6cMgEdZXve8/CL7+nNoHOq2dweJJNmZHHD5mghoGX317y16g3mMgvbqaipou4aD82ZkQuLmQC+HhBdPj5HTL7h+BL34OGljP9JCc1NDzJzr315Jc04+hgw8Vb4khdF3rqIROgugHu/pnavuosodFqufSPP53/8877/8j04BFzFTenQdaGBeeEBnuQnRZBb98YeyzdMJS/v6SQCWBnpSXlxecJf/99du6tZ3zi6DmbMZE+JCUGUtvYx8Hqrrk5m7ZsyY5GrzexK6+esBBPEmP9afYJRElPwc7WGoPRONdnU6vO2SxrO2fnbAohxPFIRfMIiw2ZZZWd8/PfNFoNzk62DAxOkLkhHIPRxL4DbQQFupO2LhStVsPY+Ay5BQ1YWGjJyYrCwX5uvtfkFDzwKPzgG+Bgz/jELHsKGzCbFTZlROLqsohhbL0ebI6eP3Y8R24lmb4+FH9f1yV8Qh8TDS3wpe/CU79VQ/VZaGJylorqLjp7RnFxtiMpIQBf7xXamclohKkZcDlBW6sz5JXbvsPB514FYP2XbuATj/z8pOcMDE6wt6gRR0dbNqdHYpNXDBdmL/6m/UPMOjqyq7AR/dx2sS7OR89fPTRcHx3hQ1KCWtmcmFQrm5aWFmzJjqZlrrIZE+nDZHEFAz5+WFtbotMZMBjNhAV7sCE55JyubC6WVDSFWDapaJ5LFhsyD1R0zIdMrVaDk4MNg0OTZKdFMDNroORAG2EhnqSlqCFzeGSKnXPztbZujDkcMgEq69RVvh3dDA5PsmNvLRYWWi7YFHv8kKkocO8DUHRAHdZcQshs6xjiw1z1HhflxC4tZA6NwPd+qf5+vosKg90vn5Uhc3bWwP7ydt7dUcXw6BRp60LZtiVu5UImqPMcz8KQCXDRL76L9dwipf1/e57e8urDb+r1cMcP4Y0PFpzj5enEluwYpmf0lD32MlxxM5SUL/6m3h7Y2tuw1XaWiA8/ZFd+PWPjM0cdFh3hw7o1QdQ3qUPpiqLg5KhWNo3GIyqbcf4Mvb7z/9k7y+g4zrMNX0tiZmawLMsgyyIzhZkaaqANtGnD2DSF9EvSJnE4adIkTdIwMzlGyZZFtmzZYmbGlbS8O9+PkWXLYku2DHOd46NEO/POq9Vq954H7oelv78d3+pKDAYT1tYqMbJZ1ylFNiUkJE4pJKHJ5EXmnv11VFS3Y2WlQKGQY29nRVfPAMuSIuhRa9l7oJ6ocG+x+UAmo62jj+27ynC0t2H10qiRBuvJ8VC8jUZnD9IyynBytGXNstG9+4YY0EBWHtQ2TvrnM5st7MmvIzuvhgA/F9YuH2WU5EQcKIGvNp54tjfHArN54mOOM0aTmcLSZn7cXEBdQxdxMf6ctXYeIUHuyI9FHeWmdFhwJugnnqxzPHH082bFn28X/0cQ+OmeQ3PQUamgXyP+OwJXFzvWLIumPTaWHc8+jXpO9JSvbb1pBzG7s7FTytmeUUZP78jrRIZ5DYrNNvYVjCY2SwkN8sDnkrXsvP9+bFYkYmdrJYlNCQmJU5bTPnU+GZFpEQR276ulpq4TK5UClUqBlZWSvj4dy5LCaWlTU1LRSuwcX+ZGiQbOTS097MqtwsPNgaVJ4agO7/x9/QMxPfvUnymvbmfvgXoC/FxJig8ZPqllLMzmSddIarQGduVW0dOrYVFcIGHBHpOzuRmNw7p6T2luuEe0mfryjdneCRaLQFVtB0WlTRiMZiJCPYmJ8p18Te3RUlQGb30Kf779qNwMjiUmvZ5XF59LV0UNAJe++zzzrjhvUudqtAbSM8vR602scrbgnLpoChc2gcWCHjnpu8oZ0OpZmRqF6yjZh4rqdvL21xER6smiuMAj0uhyVi2NpqaugwPFTcR3N9Hdq6ExMvq0SqNLqXMJiWkjpc5PdCYlMi0CuXk11NR1DglMlUpBf7+O5SkR1Df1UFLRyoJ5AcRGi/YmtQ1dZORU4uvtLHpnjmIvI8jk5Bc1DkZBvUhJCB1fZHb3wmW3ig0akxSZrW1qNm0vRqczsmZZNOEhnkcnMn/aJkZSTweRCXDNxeLoz1lEEAQamrrZuLWQvP11eHs6cfbaWBbOCzz2IhPEsacbHjnhRCaA0tqaszYc6i7PeurV4dE/jRb+7wVxStYR2NlasXpZNAFlJTivuZyuXzKncGElWFlhXd/Amh++xN5GRVpG2fAZ64NEhHqyeEHQoOCsPyKyaWH7zlJCAt2Ji/HD9o33ifxloxTZlJCQOCU5bSOakxWZ2XnVNDR1o1TIsbFRIZfJ0eoMLEuOoLKmndr6w8ZHciiSERIoRiPk8sOEnVYHtjaYzRZy8mqob+pm4bxAosK9Jt5wWRXc8hC88+yI8ZRHIggCRWXNFJY04+3pRPLiUKytj1KcdHRBxHJ48k9w67VHt4bElGjv7GN/YSOd3QP4eDkRN9d/1KjZMae1AxpbIH5iT8TZ4JPLfod7Ty/L33sBa9/D/obUfbD4XPjng3DZuaOeazSaKHnpY0ojYkhZEi7OR58sv6TBvY9h+PF/pFer6evXsTIlEjfXkcMSqga7yQ+fb94/oGfbzlKUCjmrlkZRW9pIQUUrETEBtLWp0WgNp0VkU4poSkhMm5MionlaCs3JiEyzxULW7mqaWnpQKOTY2liBIGAwmlmeHEFxeQtNLT0kxYcSFOA2bEJQZJgXC+cdMcWnowuWX4rxkTvZERxDd/cASYtDCfBzndGfTa83kZ1XTUubmtg5vsRE+U6/hq+6Hvy8ptR4dNKi0YoR3FUp4D6zv5uJ6FVr2V/USHNrL67OdsyP9cfbcxY/gO9+FDbtgILNs7eHcRAEYWzxpddP+Ho1my1k59XQWVDJvDWLJjcR6yBGI6hUGIxmcQBDn5YVKZG4uzmMOLS6toPcfbXDvDL7B/RszyhFLh8Um/VdVG/dzYp332b3XXfS4+B0yotNSWhKSEybk0Jonnap80mJTLOFzNwqmlp6Ucjl2NtaIQgWjCYLy5MjKShporm1l6WJ4QQFuGERBPL211NU2sy8GL+RIhPA1Rn9FRewU+lCX5+OlUujJicyO7rguruhqXXCQzu7+vllexHdPRpWpEQSG+03PZHZ3inWg4YGnh4iE6CiBq65Q/x6nBjQGMjJq2HjtiLUfVqSF4eybuWc2RWZAPfcDD+/N7t7GIehv7E3PhJtwg7H2lqsqfzomzGbuxQKOcmaNs69/XbKv9xGacXEf2NDqFTQ1onV7//EiigPnJ3sSMssp6Orf8ShocEeJC4KGRKcFkHAwd6aVUujsVgsbM8oIzjQjcjYIPosMjw9HKQ0uoSExCnDaSU0JyMyTWYLGTmVtLSqkcvAwcEao8mMxSKwLDmCfYX1dHT2szw5Aj8fF8xmC1m7q6iqaSdhYfBQM9AQggC1jXSqdfycvAatuwdrlkfjMUrkY1RqG6G4HEbZ66FLCJRVtrJ1Zyl2dlaDdjczIFJ+cx9cf/f01zmZmB8DTbth0bGf4a43mMgvbOCnLQU0t/ayKC6Qs9bGEjTZueTHmkC/k2MEZ1c3tHVgGNAMF2IHSuC398OOnDFPlS9NQPbyP/Bdl0h+YcOQ4fqk0Othz35Ujc0sT4nA1dmO9F3ltHeOFJshQe4kxYdQW9fJ7r1Hik2B7Rll+CfMoee9lynsE/B2tMJRZpHEpoSExEnPaZM6n5TINFnIyKkY+qBwdrJFpzMil8tIXRLO7n219Gv0LE+OwMPNAaPRTEZOJR1d/aQkhI1e5/XBV1j++Bd+fv45rMMCWZYYMfV6yXHmixuMJnL31tLY3ENUuBfz5wYMrwudDrv2iF9TF8/MehKAeDNTXtVGSVkLgiAQFeFNdLg3KtUJOG3p8ZcgOACuvXi2dzImvfVNZP/7XfL++zHXfPMWgSnxhx6saZiwpvkg5flV7K3pJizYg/hBi7IJsViGbgJNJjM7syvp6h5gWXIEXh4jvUhrG7rI2VNNUIAbS+JDkA+l0cuQy2WsWhpFXX0nLtf+AWsvN3LvvWdEzWZIkDtLToE0upQ6l5CYNidARGJiTouI5mREptFkZkf2YDRCEHB1tkOj0aNUyklZEkZ2XjUarYFVS6PwcHNApzOyLaOU7h4NK1MiRxWZgiBQtiCe7JtvwWVuOCtToyYvMlva4fa/Qo96TJHZ1TPApu3FtLX3kbokjIXzAmdOZIIoME83kfn+V6Ix/THgoFXRT5sLKChuJDjQjXPWzWPeHL8TU2SCGFFvbZ/tXYxL9fYsMp97E726n8zn3xz+YEiAeKNWUDr+IjtziVx/CUsdLVTXdZCVW4XZPAnPWLlcrOu95SGUeQdYlhSBu5s9O7LKaW1Xjzg8OMCNpIRQ6hq7yMmrwWI5GNmMGopsBgW6Y/jjjexecwaeno7Y2Q1Po4sz3KXIpoSExMnBKS80JyUyBwv6u7oGEAQBN1d71H1abG2sSFocStbuaoxGM6uXRePqbCfOLd9Zik5nZPWyKDxHiVxY6poo2LyHfZUd2F9/CSkJoSgn45F5kOIK2J4pNh0cgSAIlFe1sXWHOHFo/aqYmW0qsljg9w/DngMzt+bJglYLfQMzuqQgCDQ297BxWxG799Xi4e7AWWtiiZ8fhM2RJv4nGq//C+69ZbZ3MS7zrjgXBw/x9V/y3Sa6q+qGH/Dp95B0wfiz6xPmw3234p88j9Ql4TS19rIzuwKjaRLm/SqlaKXU1IpSKWdpUgQebo7szKqgpW2k2AzydyN5cRj1jV1k51UPic3Vy0SxuW1nKR6Xn0ng+SsoL28hvKRQEpsSEhInLad06nwyItNgNJGeWUGvWovZbMHD3YGengGcnOxYNC+QXbmVQykteztreno1pGeWo1QqWJESiYP9yCYZjdZA33m/RdXSSvf37xMeOgn7otEYxZjdYDSze18tDU3dRIZ5MX+u/+RM3qdCawdcegv88yFYnjiza59mtHf0sb9ItCry9nQkbq4/bi4jbXBOaA5OBzqBG8LS//Vvtv39WQCS/njDMJ9NDAaxDGRl8pjZgWEIAm2d/ezMrsDJwYblKZETe5ceUd5iHqz1buvoY1lS+KgjQhuausncXYW/ryvJi0ORy2UMaMQ0OsCqpdF0v/cNfnc9TOknb1Hv5I5Gc+qk0aXUuYTEtDkpUuenrNCcjMjUG0yk7ypH3a/DbLbg6e5AZ3c/7m4OzIv2Y1duFdbWSlamRGJra0VbRx8Z2RU42NuwPCUCG+uR0agBjZ6t6SVY2rtI9HfAd82SqW28sQX+8wH86Q9gO3xMZFf3AJm7qzAYTCxZFDLj1kgSTGnq0ngcaVUUN9d/Zhq0jjc9aghKgv9ugMtH96Q8EdB0dPFc5ApMWh1WDnbcXbETG5ejeL6/2wTPvwUb36O7X5wiZG2lZEVqJHa244yGBTET8NcNsCAWLj8Xs9nCrtwqWtvVLE0Mx9d7HLHp40JyQthIsZkaRdv2XHJNtkSFe9HW0XfKiE1JaEpITJuTQmiekqnzyYhMnd7I9owy+gZFppeHIx1d/Xh7OjEnwoed2RXY21mxemk0trZWNDR1k55ZjquLPauWRo0qMts7+9n/7IeotBqSz1w8dZEJkJsPn3wnmrsPIggCpRWtbNlRgrWVkvWr5h47kTmgOa7WPiccKy6Du/5+1KcPaPRk51WzcVsRff26Iauik1JkArg4wYv/gCULZnsn42Ln4caCay8BwNCvIe/tT4cfIAhw/T3w7ARjRQN8ISoUNFpxPvryaExmC1t3lNLXrxv/XLkcmtqgoxMQ7ZNSE8Pw8XIiI6eSppaekZfzcxVT9S29ZOZWYbZYsLcTazYBtu8qw2v1EubH+mN+9X1CG2qkNLqEhMRJxSkX0ZyMyNRqDaTtKkejM2AyiSKzraOPAD8XAv3cyM6rFmeUJ4ajUimorGknL7+OAH9XEheNPo+8uq6DfVllnHvHHchv+zXKv9559D/EYWbTOr2R3L01NLeqiY7wZl6MH4pxrI6mzbtfwO/+BNW7wHsKBtanCl9vBA83WDa1mwSd3khxWQuVNe2oVArmRvkSFuJxbH9XEsPoKKvilflnAOAU4MsdxVtRqA67IXziZYgIgUnORT/I4fPRV6RE4uoyzpSmURwiDg5/aG7pJWXJ6O4UTS097MqtwsfLiZSEMBQKOQMaA9szxCamVcnhyM6+nurgMIwP/ZG2zj4GNHqsrVQnbWRTimhKSEybkyKieUoJzcmIzAGNgbRdZej1Jowm85DIDAl0x9Pdgd35tfj5uAzVTBWXtVBQ0kREqCeL4gJHvIlbBIH9hY2UVbYSFuzBImcZCn8fsJogzXYkdU3w9c/wh+uHUret7eqhztTE+JBRU28zjlYHmXmwJvXYX+sUwGgyU1bZOmT2PSfCh8hwr1Hn25+0NDTD5z+Ir03Vid289NElN1P24zYALn33eeZNUVQO8eVPYpPP+esBscxmR6ZYZrMsaXTroiEsFnj5HYiJgPUrBr8lkLWnmsbmblISwkbNSDS39pKRU4m3pxOpS0YRmwkhNHRqyC9sIDLUk/au/pNabEpCU0Ji2pwUQvOUCbdMRmQenDGsNwwXmRGhnjg52ZC7r5aQIA9SloQhk8vYe6CegpIm5s3xG1VkGo1mMrIrKS9vZmVBLovneKMIDZq6yATYlA4vvQP9GiwWgf1FjaTtKsfRwYYzVsUcH5EJYl3o6SoyLRb44kdRWE2A2SJ6Yf64uYDishbCgj04d10cc6N9Ty2RCVDfDI8+L3pSnuCk3Pnbof/OfOY/I9PJDc3wn/cnXujzH+Cn7UP/a22lZOXSKNxd7UnPLKexuWfsc2UycXRnXsHQt+RyGcmDI2czd1dR39g94jRfb2eWJYXT2q4mI6cSs9kilu8siwZgW24NAX4upHQ34HPz3Xg5WGNvZ43eYMTaWoXyYBp90BB+IqQ0uoSExPHglIhoTkZkqvt0pO0qw2S2YDSa8fJ0pK29j+gIb2QyKClvZU6EN3Fz/TGbBbL2VNHc0kv8giDCQzxHrNc/oGdndgVarYFl1no8L/stfPf29Lq0NVr6BTlZu6vo7tUwb44/0ZHe059VPlmefQO6euCx+4/P9U40unvBdzF88CJces6ohwiCQF1DFwUlTWg0BoID3Ymd44e93VHcXJwsmM1iSlg5xUEDs4AgCLy+5Dz6i8tZcv3lLHvxUeSH7/urn8XSkPxfwGfk3/UQY8xKPzgfvbG5myULQwgJch/9fJNp1OfLYhHI2VtDfWMXSfGhBAWMjCK2tKnJyK7A08OR1MRwlAo5Gq2B7RllWCwCa210GJ/7L5uu/DVhc4NoPyyNrtMbMZkshAS6k7AoeFLvHbMV2ZQimhIS0+akiGie9EJzMiKzV61l+y7xTdpoNOPp4Uh7Rx+xc3zRag1U1XYyf64/cyJ90OmN7MyqoLdPR0pCGH4+IyOJ7Z197MqpQqVSsCwpHCdHW9FgfbwPrrEQBNi6C2F1CrUN3eTtr8PaWklyQhjursfZBufFt6BbDX+76/he90RBEKC3D2ysxX/DHhJobu3lQHETvWotfj7OxMX44+xkO0ublRiL7qo6HH29UB7h2gCIAlCnB4dJ/m1l74WFc4eJTosgkJdfR1VtBwtiA4iO8B79XEGAj7+F8GBIXDjs/Ny9NdTVd5EYH0Jw4Eix2tquZmd2xWCteARK5XCxuWppFI0tPRTmlhMaG3xSik1JaEpITBtJaB5rJiMyu3s0pO0qQ0BMdXu42dPRNcCCeQF0dQ/Q0NjN4oXBhAV70NevIz2zHLPZwrKkCNxGEXpVtR3k5dfh7m5Paqwf1p99B7+9ctxZ5OOSlQerrqDgxQ0UeQcSHOBG/PygE3dSzGlIe0cf+4sb6ewawNPDgfkx/rhPdlb9qcIbH8KXP8NP7872TiZPj1q0C4uNGvmYVidGascTnHVNMGcVvPEkXDN8BKcgCBwobqKkvIWYKB/mzfEbWRdpNsPKy2F1KvzffcMesggCe/bVUl3XSeKi0SOjbe197MiuwN3VnmVJI8Xm6ghXrFZdxu4rr8bm2ouG1WyeDGJTEpoSEtNGEprHksmIzM6uftKzKgBRZLq62NHTqyF+fhCNzT20dfQN1U11DBo021irWJ4Sgb3d8IiW2PTTQFllG2EhHsTHBSH/fjPceC/kfg9hQUf1c7S2qyn9ZDNdoaEsXhhMoP8s+dptyYDFcaKdzenKvkJ47r/w3F/BzYXuXg0HihppaVMPeWF6ezpOqtHilGNTOuzcDX+/e3Km5ycCv7pNFJo7vxz+faMR5qyGW66GB28bf43svaK10xg3kiUVLewvbByzWZD+gTHFrCAI7BmMjCYM3uweSVtHHzuzKnB1tWN5UgRKpeKQ2DSbWb9nJw1rVrGnVUdkqCcdXQP0D+iwsVahPcHFpiQ0JSSmzUnxZnxSCs3JiMy2jj52ZFUgl8swmcw4O9qi7teRsDCYiqo21H06liaF4+3pRH1TN9l7qnF3tWdpYjhWR0wBMRrNZO2poqVVzcK4QCJCPQ99oLR1gtcYdVrjYDJbKMospqRTh5eHI4nxIRMbQh8rtDoITBJN4k/wcYPHlF174K8b6HvvZQoae6lv7MbR3pp5Mf4E+LmcngLzZKa8ml51Pzlf/MjKh/+I1eGC77MfIH6emNaeDDr9iHKKg1TWtLMnv47gADeWLApBLh/ldbIlA/y9YU7EsG8LgkDe/noqa9pZPEY9eHtnHzsyK3B1sWNZcgSqw8WmxcKqpdE0VzZSnFdFQHwUnSeJ2JSEpoTEtDkpPpROOqE5GZF50CZEoZAPdm5ao9UZWDw/iMLSZkwmM8uTI3FxtqWsso38wgaC/F1ZMopHprpPx66cSrQ6IylLRPNlGlsgLQuuuvCoojtd3QPk7ipl+c2/o/+31+D5jztmX8Q0t4kfpK7Hqbv9BGRAo6eotJma+k5srFXEzvEjJNB9dOFwOlJdDzodxETO9k4mxe43PuTHux5FMJu55tv/EnHGyqNb6L0v4R/Pw/5fRkzrOkhdYxfZe6rx9XYe8sEcwmSCuPVwydnw+AMjzhUEgb0H6qmobid+fhARoSPFZkdnP+lZ5bg42bE8OQKV6pDYNJstnP3y8xh6+/n+3geJCPUcEpvW1iduGl0SmhIS0+ak+HA6qeyNJiMyG5q62ZldiUIux2KxYGujQm8wEj8/kH2Foj3LmuVzcHa2Ze+BevILG5gT6UPS4tARIrO+qZvNacUArF1x2HSXz76HPz8lpsWmgNlioaCkiS07SpDbWsPjD+B148WzLzIFAXy9TluRqdUZydtfx0+bC2hq6WVBbADnrJtHWLCHJDIP5/cPw9+ene1dTBpbV2cEsxmAmvSckQf8kga3/XnihVIXwx+uG/emMsjfjWVJEbS2qdmRVYHRZD70oFIJWz4e081BJpOxKC6QyDAv8vbXUV7VNuIYD3cHVqRE0qPWsCOrHKPRjJ2tFauXRqFUyMk490KE5//GwnkBVFS34+5mj4ODDXq9ERtrFUqFnJr6TnZL1kcSEhLHmZMmojkZkVlT30lOXg1KpRwZoFDKkSEjNtqPfQX1ODnasCw5AoVcTnZe9Zj2RaKPpViPGejvSsLC4JHeiB1d4gSZSdLdqyE3r4bePi0xkT7MjfY7MURMSQVccRt88R+IDJ3t3RxX9AYTJeUtVFS3IZfLWf7N57jv2Yts9w+zvbUTk/Jq8WZkCq/72aS/pZ1nQlIACEyO5zfbjxhL+e0mePtT+PClMSOVU6W9Q2zgcXK0ZXlyBNZHlOHQ0CyOuRwFQRDIHxz+sGBeANHhI7vZO7sGSM8sE9dPicRKpUA7GNk0mS2sSgyl56edZNp7iZHN7gH6+wcjmzojJvPsRzZfeeUVXnnlFcxmM2VlZVJEU0Li6DkBRMTEnBRCczIis6K6nbz9dSgUcpQKGRYBbKyVhAd7kl/UMDTaTW8wsTO7kgGNnpSEsBFG6FqdkczdVXR29bMgNoDIMK9DEccBDeTkw+qUSe/dbLFQUtZCUVkzTo62JC4KwfXJF0Ehh8dGptGOO2VV8Nyb8PzfRvUNPBUxGsVpPmWVrQgCRIZ7ER3hjVVuPtQ1wpUXzPYWJWaIl+PW01lejVyl4qHWPFR2R2lHpdHChv/ABethYey4h3b1DLAjswIbayUrUqOwtRmcprQzF864RmxOip836rmCIHCgqJGSilbmx/ozJ8Jn5PrdA6RlisMcVhwUmzoj2zNK8f/+J+Lefoeqnz9nT6vmhBWbIKXOJSRmgJNCaJ7wqfOJRKYgCBSXNQ+KTBkqpRyTyYKjgzUBfq7sK2wgONCdpYkR9PRq2ZxWgslkZu3yOSNEZntHH5u2FzEwoGf10miiwr2Hp7Xf+wIuvklsAJoEXd0DbE4roaismTmRPqxbOUeckxzgC75jeO8db6LC4NUnTguRaTSaKSpr5odNBygubyE02INz1s8jLsYfK5VSTJFKInNsahrg9r9CU+ts72TSBA8OULAYjTRk7xt5gMEAufmiQft4WFvB5z9CSeWE13RzsWf1sigMRjPbdpYyoBlcOyUeXn8S5o1itzSITCYjbq4/MVE+7C9spLi8ZeT6rvasTI2kv19H+q4yDEYTtjYqVi2NpunsM0n/5+N4zQtlUVygmEZ3PSyNbnMojZ67t0ZKo0tISBxzTuiI5mRE5v6iRkorWpHLZdhYK9FqjXh5OmFro6KmvnPI4662vovd+bW4udqzdEk41tbKYeuUVbaxv6gBD3cHUhaHYWMzykxnQYCi8tF9+Q7DZLJQWNpEWUUrzs62LFkYIgrMEw1BgM07IWH+KV2faTSZqahup7SiBZPJQliwB3MifUZ2+adliWnhCX6/py0lFXDDPfC/5yA6fLZ3Myn2f/g1X/1G9LBc8fAfWf3Xu4YfsOcALL0Y0j6DpEXjLyYIU2r+G9DoSdsl+vKuTI0UBztMci1BECgsbaaotJl5c/yYGz0y3X7QI9jezpoVqZFYWykHI5tlmIwm1vXU0ZCwhL2FjYSHeNLVMzKyGRw42Ck/C5FNKaIpITFtToqI5gkrNCcSmYdP55DJwN7Omv4BPYF+rhiMJto6+khYEExIkPtQKio0yJ34BUEoDlvLaDSTu6+GhqYeoiO8iYvxH1k7abGIKeYjrElGo6Wtlz35dWh1RmLn+BEd7n1oPUEQa8LOW3dUlkgzTmMLhC+Dz18T93SKYTJZqKhpo7S8FaPRTGiwOzFRvmPbSCWeL0adXnj0+G5U4pjRW9/E85ErAAhZkcT1v3ww/ACjEfYVwYIYsJqEvZjBAHoDOE7OsF+rM5KeWY5WZ2BFSiRuLvbw6ruwIwc+fHnC8wtLmygsaSY22pfYOX4jHu/p1bB9Vxl2tlasTI0aEpt73/mRlLvvQ/vFGzTOmcveA/WEh3jQ1aOhv1+HjY0KrXZ2xaYkNCUkpo0kNI+WiUTmwXnDDU3dADjYiyIzLNiDjq5+tFoDqYnhuLrYkb2nhuZWsZM4KtxrWCq8o6uf7D3V6A0mEheFEODnOvqGvvoZrr1TtDcZw3dPqzOSX1BPXWM3Xh6OLF4QhKPDEQ0G1fWw4Az47DU48yitVmYSiwVqG8HTbfIj+U4CTGYLlTXtlJS3YDCYCA3yICbKZ4QJ/wh6+8SbgdPZtP4U5IXoVfTUNqC0sebB1jyUR1smIggQvQp+fQn85c5Jn6Y3mAbH2mpZnhSBZ2aWWOv997tBMfEEsKKyZgqKm5gb5UvsHN8RLhU9vRrSdpVja6MSxaa1Ep3OSO7HW+n28WXV0iha29UnnNiUhKaExLSRhObRMJHINJrM7MqppK2jD0EAezsrBjQGosK9qG/sRiaTsTxZjDxm5FSiN5hIXhw6rB7TIggUl7VQVNqEm4s9SYtDcbAf58NHr4dNO0aN+lksApU17RQUNyKXy1kQG0BwoNvYlkVdPeDkIFqeSMwoJpOZypoOSita0BtMhASKEcxxf7cSk0evF4XW04/A5efO9m4mzdc3PUD+++J0oBs2f0TwsiXDD9iRA598By//38SLffkTzI2cVHbjcIwmMxnZlXR29ZOaGD6iPnwiSspb2F/UyJxIH+JiRo677FVr2Z5Rho2NipWpkdgMpse37yrDOSuX2FsuoVWtO6HEpiQ0JSSmzUkhNE+oZqCJRKZebyJtVxltHf0IAtjZqtBqRZFZWdOOrY2KtSvmoO7TsSW9BIVCzroVw5t+BjSiFUhRSRMxkb6sXhY9vhARBLFRZhSR2d7Zx+a0YvYeqCcwwI2z1sYSEuQ+usg0m8V/bi4njsh87T148a3Z3sW0Odjk8/2mA+wvasDX25mz185jyaKQyYtMoxGuv0ccOSgxOlZWcMs1EB022zuZEsHLlmClVBIREoB8tAiiuk+svdZoJ17skrOnLDIBVEoFy5Mj8PZyYmd2BfXFdfDGR2IUfRLMifRhQWwAJeUt5Bc2cmSAwNnJllVLo9DrjaRllKEbbPxZFehA0hP/ouLpt/H2dGJRXCCVNR24udjh4GCDTmfE1lZsEKqt7yI3T2oQkpCQmFlOmIjmRCLzYGG9RmvAYhGwtlIiIODv7UJ1fSdB/q4sXhBMUVkzpRWtBPq7smRhMMrD/C/rG7vYva8OlUpB0uIQPN0dx9+UIMC6q+Hai+HGK4a+rdEa2F/USF1DF24udiyaH4S76wSp5683wn2PQc53otg8EfjrM+Kkl6cmYVp9AqI3mCivaqO8qg2z2UJokAdzIr0nTpGPRl8/XHIL/Pl2WDV5+yqJEx+TXo9coUA+Uzd473wmZiUuOXvKp1osArl7a2jLL+e8O25H9tWbsH75pM8vr2pj74H6MWerq/vEyKaVlZJVqVHY2KjQ7y1kW5eAwWhm1dLooTR6WLAHPb0a+o6MbAa4sST+2Ec2pYimhMS0OSkimieE0JxIZPb0akjPLMdgNCMIAgqFHGtrFY52VrS09zFvjh/BgW5k76mhs7uf+XOH12Pq9Sb2FtRT19BFoL8rixcEiXY2E6HXw+Mvix8EyxMxmsyUVrRSWtGCUqkgLsaf0LEimEdSXC4aRD9429E8RRKHodMbKatopaK6HQGB8BBPosO9sZ2tWfGnE/sKxUaYyc4IP5GwWMRGntHM2QVB9MmdTK3yNbeDv89R36AdHDlZW1hLTEIkcyJHemWOx8HZ6qFB7ixeONILU92nY3tGGSqVglVLRR9Pnd7Invd/odPPn1XLomnr6CNv/+yKTUloSkhMG0loToaJRGZru5qM7EosgoBMJkYEXJztMJrM6LRGkhaHIpfLyM6rRiGXk5IQhof7oY7Q+qZu8vbXIVgEFsUFEhQwTv3kGFgsAtV1HRSWNGEwmokK9yYm0geVauJC/hMWk0n8eqKk8SdB/4CesspWqus6kCEjIsyLqHAvbKxHsaKaKlO0rjltiT8bVqfCM3+Z7Z1MnflniLWlozXy/P5hcfLR5o8mXmcGXiuCIFBY0kxRaRMx4V7MmzcyOjkeNfWd5ObVEBjgRuKikBFOGX39othUKuSi2KyrR1h4FvkP3U9dUhIrU6No75xdsSkJTQmJaXNSfGjNqtCcSGTW1neSs7cGAIVCNGL38nSkq2sAWxsVyQlh1DZ0UlbZhq+3E4mLQof8MXWD86sbmnvw93Uhfn7QoQkdk6GuCeHHrTStW8P+2i76+vUEBbgRF+M39dTspnTo18DFZ03tvGNJejacdwPs/fmEj05192gorWihvqkbK5WSiDBPIkK9Ro73mw4/b4erb4fCLeLcd4nRqawV08aeJ4A911T5+Fss4cFoQwKwP3L/O3OhfwDOWjW5tQQBetTT85/V6jAsPJu9556P8vrLiJ8/NbFZ39hN1p4q/H1cSEoIHWbbBofEpmJQbNrtykWXHE9aTjU6vZFVqVG0d/aTt7+OsBAPenqOr9iUhKaExLSRhOZ4jCcyBUGgqLSZwtJmAJSD0368PBxo6+jH38eF6Ehv9uTX0devIy7GfyhVbhEEqmo6KChuRCaTET8/iAA/lym9gVssFhpeeB/fxzbw7b9fxTPIi7gY/6M3Xf/LBti8AzK/ObrzjwUNzWIq/6YrJ+cfeJwRBIG2jj5KyltpbVdjb2dFVLg3oUEeKJXHoIetqg5+2AI3Xw02Upf6qYaut48vfn0ndZl7CF6WyNVfvTG9Ba+5XRSbk/DCHJenX6Nh7jx2mWxFUTdKdHI8Gpt7yNxdhbenE6lLwlAohv9t9A/o2Z5Rilw+KDZtrdD1a0jLrRlTbKr7ddgOik2zxUKQ/7ERm5LQlJCYNpLQHIvxRKbZbCFnbw31jaJHpkIuQyaXYWtrRf+gqDw4NcPB3prkxaG4OIsCsLN7gLz8Orp7NYQGuTN/bsCwCUATYbZYqG/opri8mb5+PfZYSFw6B0+PCZqGJrW4eVKeeac7FotAY3M3JeWtdPdqcHG2ZU6EDwF+rlP6AJY4Rnz4NfSq4ffXzfZOpoQgCDwTlMxAeyfWDnY80Lp3ZAf6lz+BlwccaX80GpvSQa6AtUtnZH/1jV1k76nBx9uJlISRgnE8Wtp6yciuxMPdgaWJESNuxESxWYZMBmuby7H518voc35ge241Op2RVUuPEJu9GtR9x15sSkJTQmLanBQfisddaI4nMrVaAzuzK+nu1Yibk4GtjQqD0YyVSklcjB/l1e10dw8QFeFN7Bw/lAo5Gq2BguImauo7cXG2JX5+EB5uk5vcAaLHXVVtB2UVrWh1RvzdbAmP9MPb23nK9ZwnDd9ugrAgmBc92zsBxA7y6toOKqrb0GiNeHk4MifSB29Px+PzO6hrgpJyOOMEMNI/kfnzU9DWCW88Ods7mTIfXvhbyjemAXBvTSYOPp7DD1h2iTjv/ni6MOj18O1mSJhPs50Tu3IrcXd1YGli+JRqwNva+9iZXYGrix3LkiJGnDugEcWmQ20dKS1VWN1zE3qFirRdZWhnSWxKQlNCYtqcFALluArN8URmR2c/O7MrMBjNyGRiVsre3pqBAT0Bfi7Y2lhRUd2Go70NCYuC8XBzwGAwUVLRSnllK0qlgtg5foSFeEzqjRDEaT6V1e1UVLdhNJkJCnBjToQPzm++Dx99I1oRTVfk1DfBRTfBf5+GhbHTW2smiVoJV18kTieZRdR9Wsqr2qip70IQBIIC3IgK8xqKUh83Xv8A7vk/6C85vteVOG588qvbKPnmFwDuqcrA0c97+AE6/eTLJmobISsPfnX+9DZlMIBrHLzyGNxwOe2dfezMqsDRwYblKZFTqkPu6OwnPascZ0dblqdEYjVCbBrYnlGKIMCqpVE42FujN5hIyzgkNju6+sWO9mB3etXa4WLTbCFoBms2JaEpITFtJKF5OGOJTEEQKK1sZX9ho7ghQCaXIZfLkMlkBAW40dTcg95gIibKlzkR3pjMFtE/sbIViyAQFe7NnIjJdYFbLAItbb1U1XbQ3NqLXC4nLNiDqHBv7O0GaxWz8uBAiVivN13qmuDp1+Ch20RLlBMFo1G0epmF0ZOCINDarqasso2WNjU21krCQ70ID/GYmQ7yo6F/QDTPPpF+RxIzyuFC8+7KnThN53f98bdwwz3QkT/9v6HePnA+VJ7T3SPaudlYK1mRGjWlJsau7gHSM8uxt7NmRepIoarRGsj4eQ9+m7YQ/NBNOAT5iGJzVxla7WhiU4e6T3tMxKYkNCUkpo0kNA8ylsjU6Yxk7qmmvePQdIyDjT8e7g4YDWZ6+7T4+7qwIDYAgIrqNqpqOhAEgfBQT+ZE+GAziTdidZ+OuoYuqus60OqMuDjbEhbsQVCA2+Q8NSWmjU5vpKauk6raDvoH9Lg62xEZ7kWgn+uUatIkZpE3PoJX34W8n2Z7J1Pm0yv/QPHXG4ExhGZ6Njz8JHz39sTd5Dq9WHdtf2wi7+o+HWm7ypDLZaxMjZrSGNWDs88PH0d5OJrqRqwXrifn4T8x7w+X4+hgM0xsrlwaRecEYjMwwI3EaYpNSWhKSEybk0JoHvNP99FEpiAI1NR38sPmgmEiE0Ahl+PoYE1HZz9KpZyVqZGEBLqz90A9P24uoKauk8hwL85dH8fCeYHjikx1n46i0mY2bivi562FlFW24uvtzLoVc1i/MoaIUK+RIlOvhy9+FGeSzwQlFdBxgo1n++pn+NVtooH1MUYQBNo7+8jaU833vxygoKQJd1d71iyLZt3KOYQEup8YInP3fvjdn0QBITE2sVHTTxfPFoe/JY92g+3kAPNjwGoSEUQb65kTmR98BTc9MHwrjjasWR6NTCZj285SetWTGI85iIuz3eA4ShPbdpah1RqGPW4X6o+hJpuehEVszyijr1+HtZWSlalR2NqqSMsow93VnsULgqiu7cTZyQYnR1u0g+Mq5QoZ9Q1d5EjjKiUkJCbBMf2EH01kdvcMsHFbETl5NZjNh4SOXC7DSqVAbzBhZaUkbo4fzk62ZO2uJiOnEp3OyOIFQZx3xnziYvxHFZhGo5mmll7y9tfx4+YCft5aSEl5C06ONqQuCeOCsxeQsDAYN1f7sRtMiivgmjugrGpmnoQb7oFHnp6ZtWYKrQ78vEF+7H79eoOJsso2Nm4rYtvOMrq6B4iL8ef8M+aTtDgUD3eHE6vRqkcNhWWHjOwlRid18Skx3WrUTM7CWPj345MTkFod/PpO2JEz/c2oVDBKVsXezprVy6KxslKyLaOUru6BSS/p7GTL6mVRmM1mtmWUMaAZfgNl6+rIqqXRKJUKtu0sQ903XGxu3zVcbLocFJtaI3a2VjMiNj/55JNJ/zwSEhInL8csdX64yHz1pX/Q1NLLgeIm+geGv+HJBheWycDFyRa5Qk6vWovJZMHO1opAf1eCA9xGNIdYBIH+fj3dPQN09Wjo6Oynp1eDANjZWuHr7YSPlzPeXk4opxIxM5lA3S/WTM2EHVF+kWiZchqYgB+sf62p76SppRdBEPD3dSE8xBMvj+PUPS5xbFH3QUklLJx7QvqvjsdnV/+Roi9/BuCusnScg/yGH3CwTtfPe+ImQEGAc2+Ae26GdcuOzYYHMRhM7MiqoLdPy7KkCLzGsFvr6+unqroeW1sbIiNCkMlkQ93mhzcAAfD5D/Cvf6Pb+TXbd5VhMJhYtTQKJ0dbikur2b23FkdnF1alRtHZPcCe/DrCgt3pUetQq7XY2qrQaA1YzMJRpdFtbOxobBTr8uvr6wkICJix50tC4jTipPhQPSZC84MPPuDXv/41L730PJ6e4xfcy+WHMrgKhQx3Vwc8PRzxdLPH1tYKo9GMTm9EqzMyoDEwMKCnr1+Hul+HxSJuyd7OCg83BzzcHfB0d8TRwVoSNeMhCNDdCy5OMxLV7FFrqanroK6hC53ehLOTLSGB7gQFuE1tGpPEic+WDDj3eijeBqGBs72bSSEIAnqDia+vv5vSr0WheVvRNlwC/ZDJZYduRN/4CO78G2jKju8G9XowmsRI6hjvW0aTmV05lXR09pOyJBw/n0M1pB0dXdx572N89uVPGI1GAAL8fbj1pqv44+9/jZW1DWkZZZjMFlamRuHkaEP6v98l/7tN3P7Te+j0RtIyyigqLuPTTz5EJoe2ti6uuvJKFi9ZMkxshga509s3hticpNn8vQ8+wbMvvDX0/wkJCWzZskWq05SQmDonhdA5JkLzyit/xbfffss77/xv4g3IQCaTDVkaCYIwavmU6KlphYO9NQ721jg52uDsZIursx1WMzmKcH8xPPMGPPdXcHOZ/nrvfyXWfF1x3vTXmil+3i5aLlXsgADfo1qif0BPfVM39Y1d9PRqsbZSEhTgRkigOy7Otief0E/Lgiv/ANnfwZGRLolD9PVDTQNEh53wEU2d3khtfRdVtR309evQlJbilJWFxtMT5Zo1yG1sAHB3tSc40J0gQYdVRdXkvVQFQbQnsp7mJKlvfhFrphtywGPsSTpms4WsPdU0tfSQFB9KUIAbnZ3dpKy8HJVKyb13/pbAAF/2F5Tw5tufUVJaiZOTAzf/5ldce/Ul1DQMUFFZTeGB3bi6OPDMkw8P/Z0+/dybPPyXDVx6ycX85+W/8tY7H6HV6lmStIoBjZ6VS6Po7tGwe18toUHuqPt09A6KTa1ObBAK8HMlKT50XLH5zPNvct9D/xrx/ffff59rrrlmes+jhMTpx0nxQXtMhGZdXR2rV6/m9tv/iJ+f/4THK5Vy7GytsLOxwt7eCgcHG+xsrbBSKrCyVmJjrcLaSnl8JsPk7BNNqT96edw3/Ulz472i/clL/5j+WjNFawdk5MIZK6ZkzaLRGqhvFMVlV48GhUKGr7czwQHu+Hg7jZi1fFJR0yCmE2+6Soz0SpyUiNZZfVTVdtDU3AMy8Pd1IcDXZagRUTwOBARMJgsNTd20tqmRyWX4+TgTEuiOj5fzxO83F/4W7Gzgo1emt+mGZsjYDZeeDcrxb5otFoHd+2qpqe9k8YIgnt7wInv2FrBz68dYHyZ4BUHgm+8289i/XmFPXsHwbV9wPu88fg8ucgvmkAD+cOff+c+bH3HXH2/k7PMuRqs18vxzT/PsU38idm40aZnlDAzoWZkaRXfvaGLTCq3WgNliwd/XheTFYaM+d2OJTF9fXwoKCiacjS4hITGC01dowiGxqVTA44/9k4n6m62tlFgEAaPRDIgTgVxd7HBzscfN1R43VzvJhug4IwgCff16mlp6aGzpobNrALlchq+XM4H+rvj6OKNSSmM1Tyv6+uHJV+GaiyAmcrZ3MwyN1kBOXg1tHX04OdoQFuxBcKD7cC/Jj76BRbEwJ2LYuVqdkbafdtKXnU9RynKsrZUE+U8Qod+SIaZa1qQe459sOIIgsPdAPRXV7fzud7fy3ltPc+7Zq8c8/kBBKd/9sIW//d+LrF+7lLvuvpegN/9HxI40blyzlPc/+oazzljBD1+/idFk4Z4Hn6W2rp733noSV2c7DEYTabvGF5t2dlYMaAxYLBb8fFxITggdduM5lsgEcHV1JTR04tnoEhISIzi9hSYcEpsWs4GP3n+NuqaJuyYd7K3x8RKjY929Grp7NBhNovh0tLceFJ32uLnY4+Jse2yscWYqJXaiIgjw3peQEAdzo4Y9ZLEIdHT109TSQ1NLL/0DehQKGd6eTgT4ueLv4zKl0XgnDX39kFcA8fPAcfLjS087evsg+QJ48R+wfvls72aIhqZudu+rRaGQs2RRMN6eTqOLQ7c4+L/74A/Xj3zsqVfh7U/pzvqB2vpOahu60A/WHMdE+RDo53psSkKy90JLO1x4xqRPEQSBwtJmElPO5O3/vsQVF68ctrf9B0qQyWTEzYumorKGNWf+GoVCQX7ud9ja2pH1Uy5PPv08P+TuJjwsiN27vsbZ2ZEnnnyVxqZWLrjwcnR6EytTo3B1EcVm+q5y+kcRm339Orp7NdjbiZPcLAL4HjazfSyR+RjwCLD7zTc588EHCQ4OlsSmhMTUkIQmDBebP3/7DvklnZM6z0qlICLUi7AQD0wmC13dA3T1DNDVPUCPWovFIiCXyXB2thWjni52uLna4+hoM+kRlGMSsRxuuRoe+P301gF45nXYtRu+eH36a80k7vPhsfsQfvdr+gf0tLb30dqupq2jD6PRjI21Cj8fZ/x8nPHynGLn/snIvkJIvhB2fS2KTYmTAqPJzL4D9VTXdRLg68LihcFjjm3sqqxhoLkNFAp8F81DOcG4yYMuCpU17TS3qvH2dGRRXBBOjjaiN+7GNDh37fRLLe79P9EmKee7KZ+akHopCUuSueG6y1iyKBiFXM7AgIZfXXsnn37wIt3dvSxd/Stq6xr55ft3WD/YIf/oYy/y98deRKFQ8N1XbxMe6svTz77BBeet5fxz1w4Jy74BPStTI3FzsR9TbAYHuqPR6unsGsDRwYa+fh0I4O3lSNau7Tzw8JMj9r3hwgu5+ZtvcAZ6zzmH6ieeYO3atZLYlJCYGpLQPMjhYnPLT+9xoLQTvcE88eYGm4RCAt2JjvDG0UEs3jebLfSqtXR2D9Ddo6GrewB1vw4AhUKOq7Mtri72uDrb4eJih5ODzdTqOz/8GuZGzsxs8u82id6cMyFaZwBBEBjQGOho7aFdraO1TY1Ga0AmA3dXB7w9HfH1dsbVxe7ka+iZDjq9OJc+0G/y864lZpX+AT07MsvR6owsjAskNMh93NfsF9fdTcGnopi7o3gbrlPomm9uFf15tVojURHexDbVoDhvBrvvDYajaq7anpbF1dffw823/I6UpEW4OQs88rdn+Nuf72DRwrksW/Mr9u4r4sbrLuOt18Wo4pcvvMVlDz6BAFx00XmoVDbERAfw5wduweqwPRiMZtIzy+nr04li09Ve/N6usiEBqlbryN1bQ4CfK3qDiY7OPhwdbenr1/Hdd9/x7rvvjdjzht/+lns1GtQffSQKzYsuwumdd8ivqZHEpoTE1DgpPqSP26zzw8Xmto3vU17bR3ePZsLzlEo5MpkMk9FMYIAbMZE+ODvZjjjOaDTT3auhq0cUn909miHPTrlchrOjLS7Otrg42+HsZIuzoy3W1qd+zafJZKFHLYrxjq4BOjr70elFCxQnRxu8PZ3w9nTE093x1EyJS8wsRiPMXQvP/gXOXz9r2+ju0ZCeVY5KqWB5csTQTeh4DBOaRVtxDQsafsBLb4um/a/9c9TzTWYLJeUtlJS3YGOtIj7MHd9Qb2Qz4bc7DbZtz+SpZ/9LeWUdISFBPP3EvSxaEMNvb32It/73Ofb2dlQWbcXb24PikgoSUy6iX6sjKiKEO/54A9FzFtGj1pOcEEqAn+uwtQ1GMzsyy1H3aVmREoW7m/0hAdqvY0VyBBqtgaw91fj5OGM2C7S2q9n0y8+88ebbI/a6YcMG7vXxgaeeQr1/vyg0IyJwMpuhsJD8sjJJbEpITB5JaB7J4WJz+y8f0Nyuo66xZ1LnurrYotOZ0OqMBPm7MjfaT0xhjYPBaKanV0NPr5YetYaeXg3qvkP+mzbWSpydbHF0sBn2z85iRPbh13DW6ulb3QiC+OHlYA8hx86UWBAEdHoT6j4tvWodPb0aunsGUPfpEBDFtpuL3ZDfqNd/30ep1cJj9x+zPZ1UdHbDP18RSyaiwmZ7NycuAxp4+j9w2TkwL3pWttDapiYjpxInRxuWJUeMmOU9FhMKzfe+hPJq+Me9467T169j74F6WtrU+Ho7sygucEqzyIfR2AKX/w5ef3Laz2d3r4YdmeUolQrU3fVc9evbAXjkoT/wj7/dxa7MPG6+7WGKSypZtSKJLT+/h1wux2IRyM6rpqGpm8T4UIIDhos7o9FMelY5arWW5SmReLg5YDCa2ZlVQU+vhqVJ4ZhMFjJ3V+Ht6cgnn3zJK6++MWJ/Tz31FPfffz/U1MAtt6BOS8PZYKD3gQdw2rABvvgCLrqI/Px8SWxKSEwOSWiOxpFis7dfoKSidcRxcrlsSBAeRKWUExTgRlNLLzqdkZAgd2Ln+GFnO/mUk8Ui0D+go1ctdkv2qrX09evoH9APjVKz0us599ZbKb7zj1guOwd7O2vRfsnWCltb0Wpp0mllQYCwpXDVhfDEg5Pe56h7FwT0ehMarWhc33/YP3WfFsNgx/7BCK6rqx2uzmLnvpOTzXD7oRf+CwNaePiP09rTKUNzm2hE/srjkBI/27uRGIO6wbGHXp6OpCwJm5LrweupF9E8aPXzQPMebF2dJzhjbIT7HqPXyYWdySvQ603MifJlToT31JsTK2vh/16ADY/MiJ1a/4Cen7fs53e//yOdnZ3I5XJuvO5SMjLzqKtvQqPR4uhgz4E9PxIcfMh6ziII7N4r2iYtWRhMaLDHsHWNRjM7siroUWtYMSg2TSYzGTlVtHf2kbokHLkcHnzk+VHT5ddddx03X3wxKfn5KGJj4fe/R33vvTj/6U/0rl2LU3k5fP45BAeDl5ckNiUkJockNMfiSLFpMFux90DdyM0NmrgfSVCAK86OtpRVtmE0mYkM8yImymda9kcWi4BGaxCnDvVpqS1rQmZni9FkFqdfHCZ65TIZNjZKrK1V2FgrsbJSYm2lRKVSolLKUakUKBUKFAo5CoUMVXkVQkggMjsbZIOvC0EQsAgCFouAxWLBbBYwmcwYTWaMRgsGowm9wYReL37V6QxodcZhz4eVlQIHO2scHGxwcrAZMrG3t7M+Pp6jEqcfdU3iGMpZiGZWVLeRt7+e4AA3lkxyCs1B9H39POkdj2Cx4BUbxe/3/Dj8AEGA4nLR9mgyfrB/fQYCfDD95kqKSpsprWzF3s6a+PmB+HgdvYCdLhqNltvu+Bv/e/9LAJITF/GH312Dr48X68+9HkEQ+PdoPz/ie1Le/joqazqInx9ERKjnsMeNJjGK2d2jITUxHB8vp2Em8vl7d/H4P18Yse4tt9zCunXrCNi9m/g33+TDe+7hf++8wyMNDazX6eh1d8eppwduuAE+/hhycyEmRhKbEhITc1J80M+K0ISRYlOmsCVrT/WoxyoVcsxmy7AN2NqoWLIohI6ufkorWlHIZcyN9iUi1GvmRJYggMmEoFSiG4wkarWi4NPpjej0JvR6IwaDCYPBjMFowmgyYzYf/VMlk4FKpcBKJYpXKysl1tZKbG1U2NpYYWcrfrW3t8ZqOjWVFgv0qGdm+pHE6cOjz8P/PoOqjON62bLKVvYVNBAZ5sXCeQFTblSr2JTOB+f/BoCEW6/h3BcePeKAGpi3Dr5+E85aNeX9qfu05O2vp62jjwBfFxbGBU6caREESM+G5EXTtlLr7u7l2Rfe4t+vf0BXVw8AQYEB/OtfT5KcEMZFl93I/gMlpC6OY+fbzyAbozxEEAT2FTRQXtXGgnkBRId7D3vcZLKwK7eStvY+khaHEujvisUicNcDT/PSyyOdNW6//XaWLVuGq6sr3d3dOHZ3Y2c0svL221G7u+Pc2Unv44/jtHYt9PTAeefB/ffDE08ASGJTQmJ8JKE5EUeKTSsbB3ZkVYx6rLWVEr3BhOyIjcTO8SMkyJ3i0maqaztwcLBm4bxAfL2nGVUwmUS7mwvWw1/vmtKpFouAyWzBbDJjtghYtHps7v4r+svOw7QyFQHRmkkmkyGXy1Ao5MjlssEoqOz4dHu/+wXc8iD0Fp66fqFToX8AFp4FL/xdtKyRGJ3ObrHM4DhGNEvKW9hf1MicCG/i5vof1d/H1r89y44n/w3Ape8+z7wjR8Lq9ZCxBxIXTDwtS6sDjRbchzfOCIJAXWM3+QX1mEwW5sX4ExnmOfZ+C8tg8Tnw/TswaDs0VUwmEy++8j9efOVdfnvD5Xzy+Q8UFpUDsPmn93Bw8uH9j77h5ZdfRqFQkJf1DfPj5oy7piAIHChuoqS8hXkxfsyNGj6m1mIRyNlbQ11DF/Hzg/jmm29G9cm84YYbuPLKK/HVajF//TWd11xD9F//im1vL50xMTiEhBDw7LP0XnopTn//uzgV6aKL4PXXwdER5swBW1tJbEpIjM1JITRn1RwxKCiIbdu2IVdYseqMazDo+lm9LGrUY/UGEzY2KgRApTq07cKSJrJ2VzE32pf1q2KwtbFiR1YF6ZnlqPt0R785pRLu+A2cs2bKp8rlMqxUCmxtxdnsTh5OWGm1OGIZmnZ0sPvdcXDcpo21aqjD/riwMlkcs3k6WRiNh7UV/PpSCD52DVunBO6ux1VkFpU1s7+okZgon6MWmQB1GblD/x20NGHkAdbW4oSfyYxk3bQD/JeIoyMPQyaTERzgxllr5xES5M6+gnp2ZFWg1RlHXycmAnK/h2VLpvKjDFFT08DS1b+irLyGvKxvCPD3GRKZv73hctauTiExPoQff/wegOvsbImLCp1wXZlMRlyMH7Fz/CgobuJAcSOHByTkchlJ8SFEhnnx6OOvjCoy77vvPp577jn0ej2yjRuZu3Ur6uZmGm68kYLLLqPkuuvIdRAHIwhffAEvvwxnngm1tbBtG6xbJ0Y2gQULFrBlyxZqa2tZv349XV1dR/V8SUhIzA6zGtE8yJGRTSdnVzalFY84Ti6XoVQqMJvMqFQKdHrT0GMqpYLkhFB8vJxoaullX0G96HkX7kVMtK80KlFCYiZ45Ck4YyWsSDrmlyosaaKwtJnYOb7ERh+9+4NJr+dfngsxG4y4hgRyR8m24QeYzXD7X0XHgcl45/b2wY9b4coLxr1Ra27tJXdvDYIASxaF4Oczc7WbhUVlXPKrP/D8hkc4+8yVtLZ2MHfRWXR19ZC4ZAFpmz7ExsaavL0FLE65CJVSwRe/uhKvP9zAkoVifata3Ye9vR2KceyZDkaTI0I9WRgXOGwYxobn3uT+P40Umffffz8JCQlERkYSERFBRkYGxu5uQuPiKCkuZuEXX9Dm74+suZnUjz6iG3DYsQNlXh4EBcGiRRAXB/b2UF8/NP9dimxKSIzgpIgUnRDjXo6MbKp7uzlzzdwRx1ksAmaTefCplaFSKYaim0aT2BW5v6gRX29nzlwTS0y0D+VVbfy8pZD6xi6mIKoPUVAKv75LTK1Nl4ZmcdTciYBOD//7XLRzkRDZWwBtk5tcdVpiscC2TNHY/hhTMCgy583xm5bIBNB0dBMSEYqVTEbw8lGih22dkHdAdGGYDM6OoovEBNFVX29nzlg9FzdXO3ZmV5C3vw6T2SI+mLEb1l8N7VN/vel0eq789V2899YGzj5zJYIg8JtbH6Krqwd/f2++/vRVbAaHDmzeItbSXnThGSx49E7qG7rZmV1Ba1snl199O3V14/8u50T6sHhBEJU17ezKqcQ0OA74medHF5lPP/00Tz31FPHx8RjffJPGZ55h+fLleJpM+Fx2GQt0Ovw2bybx3//GtqcHgKr160lrbKT/iivE1LmvL6xfD3//uyg0//c/QIpsSkicrJwQQhNGis2eri7OXjtvhFw3WwQEAXR6IzbWSkwmAefD/DRLK1rZvqsMk9FMbLQfZ62Nxc3Fnszd1ezIqhgycZ80SgVUVENT2/R+QJMJll0Cz785vXVmCisV/ON5+GHLbO/kxGH5ZfDlyG5ciUHkcsj4Cq65+JhepqCkiaLSZuJi/Jkb7TvxCRPg5O/DtXk/8qC6iDOe+vPIA3y9IOtbGC2lfiTfbRKjuhbLpK5tY61iWVIEi+ICqa7tYHNaMT1qrShS/X1G1HlOhi+++pmlKYtJXLIAEMdJ/vjzdgL8fdj68/v4+noNHduwMQ2AC85YSVCAG8uSIygtq+WsC27msUfvI3QSU43CQzxZlhRBW3sf2zLK+NfTr4+aLr/uuutITEzEaDQSERHBvM5OrDIzycjIIC48HIWvL/tlMgp/+IGsl16icuVKAJoWLWLVtdfSd+65tBYWwpIlkJcH6enw1lvwwAOgEYd7SGJTQuLk44QRmjBSbHZ1dnDu+nkjAgcWi4BcLqOvX4+Lsy29fTo8PRyHHu/o7OfnrUW0d/Zhb2fN0qRwliWFo+7TsXFrIUWlzZgn+UHBnAhx/vV0x8wplfDRKyeOb6VcDvt/gbtumu2dnDjs+gouO3e2d3Fac7jIjInymZlFLRYQBOQq1ejemT3qya/V3AYVtZOzQBpEJpMRGebFupUxyGQyNqcVU+YdgPD2M1Na5yCVVXVERgQjCAL/fOpVHn38JVYsW0LOzi+JihxegxkxWAogtxY74LOzs3nvvbe49dZbaO9m0jfevt7OrF4WzUcff86f/vLUiMc3bNjAU089RUdHB1u3bKG/vx+7jz7C7YMPMBgMbG5vx/jxxyyMjaWmrg5jeDg+gzWaK556CrnJhNbLi7SCArrnz0d4/nn4z38gIwPa2iAra8jrThKbEhInFydEjeaRHFmz6eXlyY+bCzAfYeB+0GfT3c2ezq4BPN0d6FUfMi4HWDgvcKjz02QyU1jaTFllK472NixeGIynu8PkNlVVBzn7xLqs6SIIJ1YTjtkMszxGT+Ik4P2v4NHnoGgLqCY3jWcqDInMuf7ERM6QyATYkQNX/gF2fjnyhlGnB9/F8Oxf4cYrZu6aY2A2W6h/5h1K7N2xi59L4qIQbGym9lzuyy/igktvxcpKhYODPXf98Qau//UlwxulTCaQy9Ebjfz21j/xy5adRIQHc/YZK7nnzt8goCA9sxyTycyKlEhcnO0mvO4zz785aiRzw4YN3HuvOE1JXVOD6ZxzOHD99cTceCNe7u6Y7rmH3YsXo25rY/3DD6P+v/+jLSeHfZdcwhXXXktleDgh1dX89MormHx90ev1hIaGEr9wIYqNG2HLFnj0UbjiCvjzn2H5ckCq2ZSQ4CSp0TwhhSaMFJve3l78sPnACI/Kg2LTzdWeXrUWB3trFAoZXd2H5qgH+buSsCgE5eDUjh61lj37aunsHiA8xJP5c/0nnvP9j+fhk+9g709gNflJRCP4fjM89iKkfz69dWYCQRDrxFalwCN3zO5eTgSeehUSF4rPh8RI8gpgUzo8eNuML32sRKZRq0PR0Iz80+/hodtG3lDp9PDtJliyYOKsRVkVBPiCne3Rb8hkgoVn0XfBmWxdcQYcZaOQ0WhErzfgMFaX/AOPQ20jfPzKmDe1Op1xsJxIx9LECLw8HUc9DsYWmQ8//DCPP/74oW90dWG+6SZ2X3YZdSoVi93cCL3lFoR33+WAwYDlf//Dxd+fwC1b+O7BB7nkkkvI/uEHOlta8M/NxTcjgx1//zuCVsuaDRtwCgtDsXs37NkDyclw9tnw0ktDl5PEpsRpjiQ0p8sIsenjxY+bCzCZRqa95TIZzk42aHVG5HI5nu4O1DYcSqk4OdqwPDkCezuxSF4QBCqq2zlQ1IhKpWDxgiD8fFzG3oxWJ6bg7Ce+8x+XwjJ440P4+z3g4jS9tWaC1z+AiFDR2uV0Z8WlYpPH76+b7Z2cNgiCQGFJM0VlxyCSCWS99Dbb/+8FAlMWs/pvd+MXP+/oF1tynmjt9PYz09uUwQBGEzqlity9NTS3qokI9WR+bMDQzfC0+Xm7OEf9t1eOe5jRaGZXbiXtnf0kxYsG7Ecylsi88847SU1NZe7cucyNiUHe1wcuLgBYLBb2799PWVkZgb6+JCQno1KpqKmpYc+ePTg5OTHXwYGA1FQ23XILsQYD9mlp2NfXs+Xjj+m1WJj/wQf0JCcz76qrsC8qgnPOgauugvfeg9ZW8BObxCSxKXEaIwnNmeBIsenjK4pNo3Gk2FQo5NjZqgAZOp2RyDBPSipah8ZHKpVyliVF4HVYPeeAxsCe/Fpa2tQE+ruyKC4QG+txUlkdXeIYvul8YElInIzs2iM2sBw2I3s6HG4MPn+uP3NmWGQCfHrF7yn+dhMAt+Z8h8/8mOEHvPS26GO5aBJ/z5W1YkQyOvzoNmMwQL9m2DSugze8+YUNONpbk5QQhovTNCKmA5op3wybLRZy82qoa+xmbrQvc6N9h2yMxkuX33PPPZSUlFBQUEDCzz8TvGMH8vx8sLUVsyUbNtC4fj3ZVVUEFRUxT6/H5tFH6e7qIiMrC0tpKRfedx/NsbHY9PVh191N0yWXkHPOOUOThFQqFQq5nBXz5+Nyzz2i3+Z//wtvvAGlpWAn/qyS2JQ4TTkphOYJ1Qw0Gkc2CLU0t3HuurhRxy+azRZ0OiMmkxknJxtKyluZG+07NArOZLKwPaOMiupDFkP2dlYsT44gKT6E1nY1P28ppLa+c2wrpLsfhdseHn0I+2SxWOCDryB779GvMZNsyxT/SUiMx/V3w38/npGlBEFgf1EjJeUtLIgNOCYiUxAEanfkAGDjYI9X7BHDIAwGeOkd2Fs4uQXDg49eZAK8+TFErxSnKw1ysFFo/UpRAG9OK6assu3orNiMRlh3FfzfyHnj46GQy0laHMq8OX4UlTazI7Mcnd44YU2mTCYjJiaGlStXUpmURP5ZZ9GqHmysqquDJ5/Ev6GBdevWYV9fT+9339FQWIhrUBBnWiwo5ogTiixubhg++4yW+Hiq165lQXMzpv37cXV1xWg0Mv/ll+m/5hpMRUVQWSmOquzqgoKCoT1JDUISEicuJ3xE8yBHRjb9/H34cdMB9AbziGMPilAPdweaWnqZG+VDR1c/bR39Q8eEBbsTPz942Fx0nd7IvgP11DV24+/jQvyCIGyPLNSvbwIba/B0P/ofRhAg+QI4bx385c6jX2emuOgmcHSA956f7Z3MLjfcI1rd/POh2d7JiUlTq+ie4DWN1z6iAMwvbKSsspWF8wKIOmKe9kzRUVrJKwvOBCDyzJVc/c1/R9uM2Aw3aAo+KiYTXHIL3Hfr9Izqu3thawZces6oD5vNFvYXNVJe1YaPl9NRNQrxzmewKBYWjPQhngytbWqy9lTzzbff8vbb/xvx+OGNP4BoQZSYiA6xo721tZWYmBhiY2OR9/eDk1geZDQa2Z2bS0tpKYmFhfjefjtqZ2dcXV15++23iY2NJcLLiz3p6ay97jo08+fz4yOP4OTkhNNPP6FQqahLSCApJYXAW2+F7m6xSeiHH8QpQoMRTCmyKXGaIUU0Z5IjI5tNjS2cuz4OG+uRkU2D0YxMJqO1XU1IoDtFZS04OtgQEeo5dExVbSfbMkrRHzZdyMZaRXJCGKlLwujo7mfj1kJqG44weg/0E0XmgAYOlBzdDyOTwbZPTwyRCfC/5+Dd52Z7F7NP6uLJpVBPV/y8Z0Rk7itooKyylUVxgcdMZALU7jg0djJ4NIHY0SX+LY4nMgG6esURpZMZTzkWOj24Oo8pMkEs/VkUF8jy5Ai6ezVs3F5EU0vv5Navrhe/3nD5UYtMAG8vJ4oKsiYnMru74YIL4MUXsbGxYfny5cybMwfLU0+R9tNPDBxsvMrMRCWTkZySQuzSpexKSiKtqgrDnj0AJNva4vjEE1inprI8Px+AjGuvJSoqioGBAbrPOIO6pCSU1tbs2bSJHi8vWLBAjEj//vewYcPQlqTIpoTEicdJIzRhpNhsbGzhnHXzsbUZ+UGhN5hQKRXUNXYRHuJJVW0HWq2RhAVBQ02YnV0D/LK9SDRQPowAP1fOWhOLj5cT2Xuq2ZVTNXJe8QNPiJYp5pER1UlxsHM1e+/00vAzgbPjofb905lbroErzpvtXZyY7C8WxzROxXPyCARBYO+Besqr2oifH0RkmNfEJ02DfW9/MvTfIUcKzQMlELoUMvMmXsjLHT577ejrstOzIWa1aJE2CXy9nTlz1VzcXEaZKDQaufkwb514nWnyzPNv8vBfnh7x/SeffHK4yARwdRUjmnffDYBcLmeuwUDc119jVVrKL7/8QmN+PqxcCa+/jkwmI6qmhrWenvT19bGzogIAvzvvJNjdnaKrrkL+73+ju/tunFesoHbXLoKDgzGZTFhZWRH0yy+cde+9VMvlNPn6IhQUgE4nRjYPe++SxKaExInFSSU0YTSx2czZ6+Kwsx0pNnV6E1YqBZU17USEetLSrqa6vpPlSRFD6XWtzsiWtGKaW4dHDqytlONHNx+5A75+c3r+kzn7YOXlM/IBMW0eeByuPc0tjnrUooWPxEg6uiFnr1g2chRYBIHd+XVUVLezeEHQsOzCsaA+K4+GPQcA8I6JwC9h/vADQgLg6YchIW78hUoqYPs065dDA+G6y8RrThIbm0MThaoOThTq1Yx+8OI4eONJsalpGoxVk3n99dcTFxdHz+DISMrL4bHHRHE3f/5wT9WEBOR1dSz54x/x8fEho7SUwnfewXTVVeLjd9+N21dfsX79epS+4tSn9rvuwvb224l59FEyXn+dn5ctI2rPHs6/7TaM77yDp6cnKpWK5qQkSq+6iurzzmPn3LkUazQIa9bAu+9CWhpcfDFoxaCBJDYlJE4cTjqhCaOIzYZmzl4bh73dyHomnd6ErY2K8qp2woI96O/Xs7eggWXJETgPdneaLQI7sipGLcIP8HPlrNWxeB8W3dTpjWItX2SoWIC/9yjFyZIFsPH96dV9zRTJ8bBu+WzvYnb58idYerFYkycxnDWpkP3dUQlNi0UgN6+GmtoOEheFEB5ybEUmiLZGB0m666bhZuYg1iT/7tcTG8+//Sn88S/Te00E+sGj90x5CtDhjUIymYzN6SWUVbYeeo/q6II9B8R1r77oqKYMHWS8xp+XXnoJuVzOpk2bOHDgAOa0NPjwQ1AfFt3u7YVnnhGfJ1dXrKysSF68mMXx8ZRYW7MlJwe1Wg1798Lf/46trS3LF4gjNDOdndknCNgeOMDylhY8PD3Rvf46Zi8v/C+/nIaGBuzs7LD296di3TqsrK1xq6+nbccOhI0bsfT3Q2Oj6LXZ0jK0JUlsSkicGJw0zUCjcWSDUECALxu3FtKvMYw41sZGhU5nJCLUk+bWXiwWgdTEcErKm2lsPhTNDAv2IH5+0LAmoYM0NHWzJ19MfyUsDMbf1wX++Qq88F8oSwOnsQ2PJ6SlHXyO/QewxDi0d4ojBmOjpElJR3KU06zMFgvZe6ppbO4haXEoQf7Hvjmjp7aRF2NWIVgE7L09uKssDaX1YQL5sRdFD9s/3jDxYoIgvib8jqKWtLkNfvV7ePWf4mtqGpjNFg4UN1JW2Ya3pxOJ8SHYPvIkfPMLFG6e1vCHyUz8MZvNlBQUUFxejp2dHYvnzsU7JOTQwV99BTfdBPv2QeCg8f1DD8GBA/S8/z5Z2dloNBoSEhIICgoCQJ2ejvPKlRS98gqafftwsrcn4ocf4KKL0H36KVnXX4/7pZfi6e5OZnY2jo6OWFlZ0VdUxDl33MGem8Txuaarryb5lluQNTfDzz9DUBB4eAw9J1KDkMQpjNQMdKw5MrLZ0NDMmWticbAf+aar15uwtVZRUd2Ol4cjVlZK0jPLiQrzZk7koQ+RqtoO0jPLMBhHRjAC/Fw5c/Vc3N3sycipJCevBsOt18L370xPZP60TbQ9Ka8++jVmguJycUrK6YqnO8yPkUTmaJx9Hdz5tymdYjZbyMytoqmll9Ql4cdFZALo1X0EeYs3bUtuuWa4yARx+IJughnfFgtU1Iji+mhEJoBGC96eYvZjmigUchbOC2RFSgS9ag2/bCui8Y83w7f/PeYiE0Ch0RB7882c09uLra0taTk5ZGdno9cPPo8XXyxaDwUeNl1p9Wq44AJcXF1Zu3YtiT/+iPa228jLy8NsNkOMaOnkHxpK/FtvURcYyMYXXkC7Zg02jz6K35VXYnn6abzCw1kZFYVGo2FgYADX+fPZ8cADdJ57LjVr1tDQ0kL5BRdg/uADWLxYvO5g3ShIkU0JidnmpI5oHmREZDPQl03bi1H36YYdJ5fLsFIp0OlNBPm7otUZ6eoeIGVJGAajmdy9NUM15Q521qxIjcTBfmSqUBAEauo72XugHiuVksRFIXh5OIgzlY8mDa7Tw4dfw3WXTtwBeyz56zPw+Q9QuOXEmsV+vNDr4Z//hovOgIWxs72bE4vPfhCjgOsnV15hMlnIyKmko7OP1MRwfL2nNmJxJmjatRuXqDDsPI5C4H69Ea6+HQ78AuEhM7636WB8+R32+YdTLbcjPMSDBbGBKJVTjxlMVmQCYtPjAw/ADTcgzJtHdXU1+fn5eB04wBy5HLeHH0Y2QepeeOklOuvq2J6UhKurK7Gxsfj6+tLb2YmTrS1qo5GdO3cidHeTdOaZeKhU6NatQ6isJP/554k+/3wyMzMxGo34+PhQW1uLX1cX2s5OFr3/PhZvb1y//hrV8uWi+M7JGXbTKEU2JU5BTooP6lNCaMJIsRkY6MemtCJ61SPFpkqpwGA0DX34Nbf2krAgGAcHa3ZkVQyNuFQq5SxPjsTT3WHUaw5o9OTsraG9o5/F9eWE3/cI7Plxemkyg2H2ZqCr+8QavNmewT5bWCwQswb++SBccvZs7+akxWg0szO7gq4eDcuSwvH2PM6jVmsbR59eNKARI/aXnTNxbaZeDxvT4YL1U7++Tg93/A3u+g3MnV7KfAT9A5B0AcKt11B1wfnsK6jHztaa5MWhuLpMfiLQpEWmXi9GKueOtEzSarV03nYbyrw8yl54gfiEBBwcHKCmBh55BJ59FrxGRnM7OzvZtWsX5tpaLr79dnoLCnCKFW/sDD/+iPKCC9j8r3+RUlCAY1sbPTfeyHaVCltbWxITE8nNzaW/v5/AwED8b70VKyDjttuw2NoS3NLCokcfRfbgg3DXXfDqq3DPofpYSWxKnGKcFELzpE6dH86RafT6+ibWr5w7YpybxSJgNJlRqZS0tKkxmcwEB7qTu6+Wjq4B1q+MGZqHLk4SKqWuYfRUi72dNatSo1g4L4C9QZFkPvMUXX7TGM/3xY+w4Ezo65/42GOBk6MoMk9XmyO5HEq3SyLzSHrU8OPWSb0u9XoT2zPK6OnVsjIl8viLzJoG0Urom19GPrYlA25+EBpbx1/DaARr66MTmSDWZu4rBMsx+DtysIfMr5HdfiPhIZ6sXxmDQiFjS3oJJRUtk5ooNKVI5j/+AWvWgGZkx7utrS0Bb7+N5ZtvUPf3s3HjRsrLyxGqq6GkBOwP8x2troaGBgDc3d1Zv349joPir760FF57DS6/HKvly+GFF/CIicGyeTN1F16I82WXcWZZGctuvJGMHTtISEjAzc2Nuro62jZsIP2OO7Dy98eoUtFqb0/7vHnob7oJduyARx+VJghJSMwyp4zQhNHF5rqVMbg6jxSbZpMZhUJOZ7cGdZ+W6AhvDhQ1UlnTzrqV0WIqHFFzZe2pprhs9DdxmUxGVLg361fNpT82hi07Sih7/gNMXUfhN5iwAH51wezWCL77BSScK37YSkgA7NotTsaZwENTozWwbWcpGp2BVcui8BgjE3CsqNu1h8rSCoR3nxs9xX/BeijZNr7NkLoP5q2H76ZRqxwaCNnfwrzoo1/jSA6UwGW3ir8DJ8eh0hYnR1vWLp9DZLgX+wsbSdtVjkY7shnyIFMSmSA29Hz++dBM8SHuuw++/RYAv5AQzjzzTEJCQti7dy/pcjmatLThQvOJJ2D9IeFuY2ND/KDlUa5aTWVfH0JwMDg6Iv/DH1h0zjnU//gjWa6u5G/dis0PP2A3MIB9Tw/p6enMnTsXHx8fyjs7CY6Lw1hfT/I776Ds7kbV2krWTz9h+vBD0e4oM1N8Ix98/5bEpoTE8eWUEpowuthcuyIGtyPSSmaLgMVsQS6Toe7T0dquJi7Gn7LKNvYdaGBZUiQhQYemoBwobmT3vlosY0QpnJ1sWbtiDjFu1oQ8+i+KH311RI3ohAT7w9/vPmTmPhvEz4MLz4BRmqFOC+5/DK67e+LjTifOWQOlaaJNzxj0D+jZtrMUk9nMmmXRuDpPPo07U2z5ywbev/AmXn3iZfqOFMXdg84SAb4TL3T5uUc3IaqtE66/R3SQmOka5wENDGhBMfItW6GQsyA2gJWpkfT16/hlWxH1jV0jbownLTIFQRSGTU3g6AjLlg0/wWgU0+nt7UPfUqlULI6P56yiIrRNTWz85RdqamoO7eHJJ+Gjj47Yt3hDvWjRIvJCQkg77zwMBgNoNMgeeYR5ej1LYmIwfP45xoICzD/8wNIrr8TJyYkdO3YQGhpKcHAwlZWVRNjY4LpvHyoPDzY98QSdTk6Uq1QY7r8fbrkFbr9dTKEPIolNCYnjxylTo3kkI2o2g/zYml5KV8/AsOMUchkyuQy5TIaNjYqIEE/2FtTj6+1M8uJQyqvaOFDcNHS8t6cjqUvCUanGjjo27NzPfq0Mrd7IgtgAwkM8R/r4jcfnP8Cn38PHr0zLG0/iKPj0ezFF/NsrZ3snJw29ai1pu8pQKRWsSI3C3u741/g27TnAG0svBsBjTji35f10qDlFECDxfFi37NjOsd+9H277M3z3Nnh7zMya/QNgb3doctcE7yN6g4nd+2ppbO7B3c2eBXMD8HB3mFoks7UVliwRxeFBo/WDWCzie9JoeykuhsREjF9+SZ6TE7W1tQQEBJCQkIDVKHXf6l27cF66lN6MDHQREez58UfsjEbir7gCx9WrRWHY1oblL3/hx5dewiYoiJWtrSiffpqMF1+kubWVxMREuru7KSsrIyQggPrmZmysrBgYGGDlk0+i9/bG/YsvsL/9dqithU2bhr2nSjWbEic5J0WN5ikrNGF0sbltRymd3SPFJjJQKhSoVApionzI21+Hm4s9y5IiaG7tJTuveqh00dHBhpWpkdjZjv2BajKZqfzf9zS19KBYk8qSRSHY2kzQgHCQrbvELvSX/++oJ7FMC0GAV/4nRljPP8o6NYlTg5oGuPFe+M8/ISpsxMOdXQPsyCrHzs6KFSmR2FhP8jU+w3x5/T0c+ERM5Z738mMsvumwGwVBEC3EvD3FKTpj8bdnITpMND8/Wo7Sb3RULBZYe5U4vejpR6Z0akubmv1FDfT0aklP28wr/35jxDGjisyDQnJgYHjqG6CqSrQx+uADmDdGxLenB1xcAGhoaCA3N5ew9HSiBAHb558fdqi6rAzn6Gh6S0txiorCtGYNnRoNmQ89RGpKCl7e3uI+OjvpcnBg1+bNLH7hBXzy8hB272b3wAA1NTUsXLgQo9FIYWEhQX5+BN9zD13z59Pr6IjR3R2FtTVLH3wQ2aJFYt1maSksWjS0D0lsSpzEnBRC85QOl41Io9c1sXp5NB5uw2vHzBYBBDCazJjMFgqKm1iyMISeXi3bM8rw8nRk1dIolINpq75+HZu2F9M91kg4QKlUEP3ttyTvy6anV8PGbYU0NHVPbuNrUuHNp0SRORuNOTKZOHYvv/j4X3u26esXZ0dL04FEdDrw8QCvkRG6ljY1abvKcHK0YdXSqFkTmerGFgq/+BEAW3dX5l9z0fADZDIx/T+eyBQEaGqFrp6pb6C4HG59SHztzGTKXC6H310LV5w/5VN9vJxYvzKG/Xt3TV5kvvwynHeemBo/UmQC2NpCbCz4jlJ+sGWL2KE+KDIBAgICOOOMM7DR62k+cIDS0tLh6Xwfn2FflS+9hOtHH+Hi4kJaejq1paXixJ+gINycnFjb1YVXbi5bnnkGtb8/S5YsISoqin379gGwcOFC6pqaMMbF0evrS+eaNbRGRdEWGkrZZZeh3rwZKiogPh6+/35oG1IaXULi2HJKC00YQ2wui8JzFLEpA/R6IzKZjH0F9SQsCkarExsc7GytWbcyZigqqTeY2JpeMmJG+jDeex7bj1/izNWxeLo7siu3ity9NRiN5sltfmcunHmtWJ91vPn0VXGe++lGVh4svxSa2mZ7JycGcyLgo1dED83DqGvoYmdWBZ4eDqxIicRKNXv+rzmvvodl8MYg4aarUNnaHHowNx9uuGfCRiZkMnFe+GSmBR1JdT2UVs6cB64gwK494n//6nxxVO1R8OwL/+Xxf70w4vv33HMPt99++8gTYmJEw/Mjfw6zGfr7RYH54Yfg7j788c5OuOACsXP8COzt7Yl46SXUzzxDfn4+GRkZh0ze+/uHf42NxSo0lBUrVhASEoJwyy3ozj0XwWKBSy7B9vvvMR44gBAZyd5XX8WYkMCC2FjmzZtHYWEhAwMDLFmyhOyzzsJ8xhkIFgsu/f2479tH9GefkffWW/RVVYGrK+zfP2yfktiUkDh2nNKp88M5Mo0eFOTH9oxy2jv7hh2nkMuwWATs7KwwGs0kLAwmv7ABi0VgZWoUVlYK0jMr6Dksmrl4QdD485uLyhDe/oya225mb2Ej1tZKkhaHjoisjqC0UjRR//fj4O46nR//6LBYYMtOcQb66WLgru4T08Vzwk9fP9GDWCyQsw8S5g8TH2WVrewraCA40I0lC0NGHdd6vDAMaHgubCm63j7kCgV3VezA8fBJPD9vhxffhu/eGtvNYXumOMXnnDVHv5GZTJn/uFXs8t/9w1F3ro9Vk3nvvfeSkpKCQqEgLCyMsLAwHMrKxFTyWPt/5BH44QfRAH0s/9GiIggPF22hDqeuThR2jo40NTWRk5ODUqkkNTUVZUEBzitX0puWhtOKFYeutWgRwiWXUPnDD5RVVOC5dCmL+/qQOzvD4sUYtVraL7sMn59/puOrr/C64AIqKirIy8sjJCQEHx8fsrOzmZ+VRdh//sPmV15B2dpKX0QE8a++SkB9PcqffhKbnfbtgz/8YWi7Uhpd4iTjpPhgPuUjmgc5MrJZV9fEqqWReHkMHx1ptgjI5TIGNAasrZXk7K1hwVx/VCqFaN2iNbBmWTR+PocmnezJryO/sGFsD7vyGmRpWYQ6W3HG6rnYWKvYtqOUguKmMbvYAYgOh0/+LYrM2Uih5+bD+b8RI6unC06O4hjK011kAuQXwaorhqJrgiCwv6iRfQUNREd4k7hodkUmQP77X6LrFW8W4351/nCRCXDWKvjxf+Nbhn36Pbz0ztT/xjbtgD/9S0w1z+SN2NmrYcvHMy4yN2zYwIYNGzjnnHOGurV3vPkmwpIldL7+OhaLZfQFr75aND8fTWQWFIg3JHPnjhSZIJ53zjkA+Pn5ial0Gxu2bdtG/cH0fPRhP2dJCTQ2IpPJiDjvPOZedBE1NTXsUCgwzp8PgoDqiy/w3biR/LffJk2vp7q6moiICJKSkqitraW+vp6UlBRKFi6k7M47sXh4MBAVhdlspiMykgMrV9Lp5ATffSeWCxxm5SZFNiUkZp7TJqJ5kNEim+m7ymntGBnZNFsEnBxtGNDoSVwUQmllG+o+LcuSIvBwdyC/oJ7yqkMWH0H+riyJD0ExWqe4ySRGhQQBiwDF5S0UlTbh6mxH0uJQHB1sRp5zkJIKsQbsw5fB32emnorJkV8EC0ZOBTmlefwlSFks1sqezphMkFcAC+diUarYk19LdV0nC2IDiI44yvnfM4hgsfBy3Hq6KmsBuDX7W3wOvla1OnjqNbjzNyPS/iMXEsTubscp+n6+8RH8tBU+/8/MuEN8/gN4uMGqlKNeYird5SaTifr6eno++4zyoCBs7OwIDQ0lIiICW1tbUURGR48dxezthaAgePhhePDB0Y+proaODrGLfRCz2czu3bspLi7mxhtvpLu7G5fDajuHUVWF8ZJL2H7TTciCg1m9YQOKW26B2Fgs8+dT+O23BNx9N+0ffEBUaipNTU1kZmbi4eFBVFQUmZmZODk54ZKRQXtwMJEff4xcECi+4grO+stfUHR2it3yfn5gc+g9WIpsSpwkSBHNE5HRIpsrUkdOMDFbBBRy0WPT0d6G7LwaosK8cHe1Jz2znOaWXhbFBbEoLnDonLrGbnZklo9eg6lUQkcXrLsaeVYesdG+rFk+B4PRzC/bi6msaR87IurpLv7Tj23EfMw4+MGt0R7/a88Wm3ZAWeVs72L2USohcSEmhZJduZXU1HeSFB9yQohMgKa8Arqr6gAIWZF0SGSCeIP0+gfQ1jH2AunZkL1XjEZOVWQC3HwVfPH6zIhMQRCdJj757qiXmJKF0RdfoPzsM0JDQ1n0wAOccdZZBAQEUF5ezg8//EBeejqWVavgscfGvqCzs9hUc+utYx8TGjpMZAK89tpr3HjjjeR+8w0Au7/55lDdJogm632DN/7+/qhiYkhatAgtUOPmxoCjIyxciFwmY15dHS51dXS//z75+fn4+vqyfPlyOjs7KS4uJjU1lYGODmJffpmoX35h/003sffmmzE4OFA7bx7dX38NTk4QFweffDK0BSmyKSExc5x2Ec2DjBrZzKygtX1404B8sGbT1dmOHrWGJYtCaGruobGlh8RFIQQHutPQ1E3W7qqhiXNOjjasTI0aaWdkMMBvH4B7bhoyhDaZzOwrbKCqpgNfb2eWLAoev3t3JmvBJssjT8HO3bDtk9OnVvN0R6eH39yL4Z7fsUOrpKdXS+qSMHy9nSc+9zjS9s0v/Pzocyx7+hHC1i4d/qBGO/7wgyv/IB7z7VtTu+iT/xa9LY+mcWg0Dv5NGwzi14nmsI/ClCf+3HyzKOjef3/Ytw0GA5WVlZSXl+OQn49DSgqRixfj6npEjXhLC3h7j/9+8Ne/QkQEXHfdqA+rs7NxTk7mmyefRBEby9KlS3FxcBC70P/0Jzhi3xqNhvT0dHQ6HcuXL8f9p5/ghhtg717KrK3Zt28foaGhLF68mO7ubnbs2IGdnR0LFiwg/7vvsPj6Ilep6Ovrw6mujuV//ztZDzxAzJVX4n3hhXDGGeJ89sOQIpsSJzgnxQfyaRfRPMiokc2UCHy8hkc2LYM1m929Glyc7cjNq8HX25ngQHey82qoqG4nwM+VVUujh+yP1H2i/ZG674gooJUVvPe8KDLNZhjQoFQqSFgQzLKkcLq6B9i4rYimlp7RN93aIfrq7Tkw80/IeJy5SrRZkTh9aO3A3NxO1r5a+vv1rFoadWKJzMGRgl4XnsGv9/x4SGQKAnz0jWi1M9GErfdfgHeeHf+Y0VD3Q2/fxMdNhsIySL4AKmvF94djLTK1g+9J//kPvPPOiHOsDAZidu3inLPPJuiqq2jX69m0aRNpaWmHonr9/aJF0JNPjr+x+noxbT4WMTEAJFx7LUqlkq1bt9LY2gqvvgoXXjj82N27sfv+e9asWYMbMHDxxbT5+8NPP0FcHFEeHlz4+OP0bNlCVlYWLi4urFq1Cp1Ox969e1l4wQUYzGbsiotJeust+ry9qT7jDNQhIXQ++CCWqioIDBRnum/dOnRZKbIpITF9TluhCaOLzeXJ44jNHg2urvbk7qvF1dmOyDAv8vbXUVzWgoe7A+tWxgxFI3V6I5vTSujo7B/94rf+Ca6+fagBwc/HhTNXz8XNxZ6d2ZXszq/FZDoiBe/qBH5eoyx2jFmeCFdecPpEM59+DdZdNfFxpzCdTi58/8DDDIQEs3bFHNxdR/FVnE2+3wyrrwB13/CpW0XlcPODsD1r7HMzdkNZlVga4OYy+WsezP48/gA8/Mej2vYInBwgKlyszTwKpiQyd+yAsDCx4UYuH92O6dtv4e67Uba0EBERwdlnn01ycjJarZbNmzeTm5uLTqmEF1+EX/96/M29/fawsY9j4eDgwNq1a/Hx8SEjI4PS+fMRwsOHH/Tee/Dcc1ipVKSuXYtLdzfFW7dSGxUlPp6Tg3VREUlNTTQ1NZGRkYGDgwOrV6/GZDKRm5tLUlISVp2d2FVX42ZvT+GvfoXJ1pa6tWvJvekmmq+8El55BS66CLoPeR5LYlNCYnqctqnzwxktjb4zu3KER6ZcJsMiCLi72tPZPcCCWH+MJgtFpc3MifQhLsYPnd5E2q6yoTnnchkkJ4QR4HdE6mnrLjHqcvbqYd8WBIGq2g72FTRga6MiaXHo6B/yxzuFPqCBh/4lCs6lCcfvurPBph1iA9btN872TmaFxuYe8jfmYB0WyLLkSKytZs8jczSKvvqZaHc3FN9shA2PjPw7qGmAkICxFzjjGrFB6NNXJ3/R/gE493p46A8j/maPirZOsLcVU/BHyZTT5b29YhTy738f31WhuXmEKbvFYhFT6pmZ6B0dmTt3LhEREUPzykewdy/Mnz9ut//B1HlvVhZOSUkIgsCBAwcoLSwkOScH/8svR5462JDX3y8axg+uZzGb2ZOXR3V1NSn9/QTedBOkp8OyZbS2tpKRkYGLiwvLli3DaDSSlpaG2WwmMTGRPbm5mCwWnFQqOgYGSHrxRRzr69n8r39x9hdfYP/ZZ2Kk9Kyzhu1XSqNLnICcFNGf0zqieZDRIpvLksJHpAotghjZ7OwewN3NnvzCRuRyGQtiAygpbyFvfz021krWLp+Dl4fD4DmwK7eK8qojDMDXpB76wCosG/q2TCYjPMSTM1bFYKVSsHVHCYUlR9ggaXVw8c1il+rxwtYGKmqg5TQwMl+//LQVmeVVbezevJezf/8HVjWVn3Ais+KXND676o+8+oc/U3Xu2uEic/d+0WpnPJEJ8PWb8Mo4TS6jIZOJ5vUTrT0ZBEGsD73p/qNeYkoiMyNDnF/u7AxPPDG6yHz22UPNMKNM/pHL5UQ6OXH2XXexcP9+9u/fzy+//EJLS8vItQ7OSv/f/8b/IZydh32VyWTMnz+f+CVLcPr8c6o+/xzjQeshBwdRZNbXw8AAcoWChMhIVm3eTK5MRvUzzyCkpoLJhPfVV3NmZia9vb1s374dhULB6tWrUalUZGVlEZ+QgI3RSPyttxKXkcGe3/yGrIceQiEIDBQW0v/rX8P69XDfffDll0PblSKbEhJHhyQ0BxlLbB7ulwmDaXSZjM6uATzcHCgobsJgNLF4QRCVNe3k5NWgUMhZnhJJUMChKObeA/XsK6gf2Vn+7SZYcp4YQTsMRwcb1iyfQ0yUL0WlzWzdWUpfvxglxcZa/MBzOopO2aNFLoef3oVLzzl+15wttDrRqLx/YLZ3ctwQBIH8wgb2HqgnZG4QfP4aiiOba2YZs8HAz3c9CkBneTX9rYesxWhqhdW/gnc+G3uB7L3Q0i7Wbnq6j33ckWh1YuTxP/+CmMij3P1hyGTw9J/hL3ce1elTEpkmE9x4Izz66NgLCoJoXH5ggtpvT09k//wnobffzvr167GxsSE9PZ2dO3cyMHDY34qXlyhuL710/PX8/IZ/HSQ8IgJtdjb7ly1j27ZtaDSDwzF6e8W6ztdfB0DW04PX11+zRKkk19+f3N27sRQXQ1ER9sXFrF69Gp1Ox7Zt2xAEgVWrVmFra0tWVhZxqam0rF9PfUQELiEhqF1dUcpkaLy8SEtKor6+HvLy4LPhrydJbEpITB0pdX4Eo6XRM3KqRjToyGQyBEHAw82ejq4BosK9cHOxI3uwWSglIQy5XMaBokZKKlqHzgv0dyXxcK9Nsxk2po07laSzq5/svBq0OiML5wUQFuxxqC5NEMQ1Zmr83USo+2BjOlx+7vG53mxQXA6LzhZNs0/1MgHAZLKQk1dNQ3MPC+cFEhU+C3XAkyDzhf/yy4P/BCBwyQJuTP98eH1mZh7Ex45uHC4IkHIhRIaJDXmTZVsm/PY+2PQhhAdP7wfQ6+HtT+GWa47aEmnK6XIQvSy9vcFulDS92SxGCg9+DoxVjtPTM2yOOYg3Jw0NDeTn52M0GomPjycoKGj472Qc1K2tOPv40NvSgpP3SMusnq4udm3fjlmlYvny5aLX5k8/wbJl4Dg4aEOrBVtb6urqKPriC868/34sH3+M4rLLAOjr6yMtLQ2ZTMbKlSuxsrJix44dqNVqkpOTKSgooL+ri5CODupUKlb985/su+EGFFotqc89hzwuDrKyoK1tmCCW0ugSJwhS6vxkZLTI5tLEMPz9XIYdJwgCMpmMjq4BPNwdKKtso71zgKWJ4bS2qdmRVYHJbGF+bADx84OGzqtv7CZ9VzmGg16bCsUhkfnTNqhtHLEndzcH1q+KITjAjT35dezMrkSrG0wp3fMP+P2fj8VTMTo/bhNTfo2jpMxOFcKCIPd7iJ832zs55mi1BrbtLKW5Tc3SxHBRZD7yFOwrnO2tDaO/tYO0x18S/0cm46wXHj0kaJoHyzlS4kcXmYPn8MP/xEjiVIiNgmsvmZmU+c7d8PBTYsPSUTAlkZmdDddeK4rb0NDRRWZZGcTGivWUMtnYIrOiAoKD4eefh31bJpMRGBjIGWecgZ+fH9nZ2ex/910sZ54p1nlORGnp8K+HYzbjkpjI+pISrK2t2bp1K83NzXD22aLIPCiMbW1Brydo2zbmX3EFWXffzU5XVzHlfsstOK5YwZo1a5DJZGzbtg2dTseKFStwcXFh165dzJ07l3lbtjDv/vvx9PNj4z//SfeCBXTOnUvhhRdS+/77Yu1nWJj4PA0iRTYlJCaPJDRHYTSxmZowltiEjs5+PNwcqKxpp6G5h6XJEXR1D4iC0mAiItSTpYnhQ0GM9s5+tqSXoNUeZsBuMMD9j8Nr7426J5VSQcLCQRukngF+2VZEQ1M3JC4Uu8KPF5edA0Vbj/+EouOJtTXEzRHrUk9huns0bE4vQac3smZZNP6+LtCjhu+2QMMkhMJxZMtfnkavFh0cFt1wOX4HbwL6+iHpfHj+zbFPzisQI/HuruDjObkLanXiOV7u8I97xx9hOVnWLoXibUc1WnLKkcyeHrFW8rDxiiPw9ISlSyEkZPyLBwWJnpjLl4/6sJWVFUlJSSQnJ9PT1ERbdzdtY42zPJzIyOFfD0ehgIcfRnX22axevRovLy927txJRUWFaBK/YAHoBkuJMjPhppvwa2kh4oEH6FKryfn4Y0waDeh02CmVrF69GisrK7Zt20Z/fz/Lly/H09OTzMxMrB94gH3PPEOzXo+vvz8Gg4Gon38mMDeX3Lw8murqxBrRffuGbVESmxISk0NKnY/DaGn0rD3V1Dd2DztOJhNvsD3cHOjs7ifAz5XIUC92ZldgZ2vFipRIbGxUdHT1k55ZjskkvgnbWKtYtTQSJ8dBv7/mNvGDbYIPNZ3eyJ59dTS29BAS6M6iuEBUKoX4wejkOO65M4bRCB3dcORs6VOFdz4Txf8t18z2To4Jjc09ZO2pxsnRhmVJESOHC8zGYIAxaNpzgDeWXQKCgLW9HbcXb8Pea7DGUhDgq58hadHoNz9mMyw4U7wZe/WJyV/09r/C7nzI+Gp6k38EAe78G8yNhN9NYAc0BlMSmc3NouH5wTel0X6HPT3i36/nJER3X9+hNPUk0Gg05OTk0NbWRnR0NPPmzRuzM12tVuPs7Exvby9OTuOPCbVYLOzbt4+KigoW2NkR9eOPyJ544lA6v75e9MEEeioqcIiLo+w3vyF0wwZxnKbFgt5oJD09nf7+/qGoZlZWFs3NzSxZsoTqqio83ngD4/r1tHZ3411VRdWqVSz7299w1emw+uUX0Re0q0uMrA4ipdElZpET4016AqSI5jiMFtlMXhxKkP9wq6KD7+cdXf24uzrQ0NRNaWUrK1Ii0emNbNtZyoDGgIebA+tXxgx9qOv0Rjanl9DRNei16eslisy9BXDHX8UO2lGwsVaRmhjGkkXBNDR3s3FbEerXPoSFZ0F75zF9Toa48d5hPqCnHIWlcGCUlN5JjiAIlJS3kJFTia+3E6uXRg8XmbrBUYAniMgULBZ+uvcfQ6+zlX+765DIPDhJ55Kzx46wKxTw/Tvwt7unduE7fyM268zEeElbm2FztKfClERmR4c4SvE//xH/f6zf4U03iYboE/3t5uWJ0czc3MlttrAQu9paVq5cyfz58ykvL2fLli309vaOfvzBjvXROtcP8skn8NNPyOVy4uPjmT9/PvkaDbtvvBHL4eI0MFB8v/zpJ1zCwzG89Ra1q1ezdetWdE89BU5OWLe2smrVKpydnUlLS6Ozs5OUlBT8/f3Jyckh1NeXoL17YccOHBITKV+xAqVKRfX69Wy87z4qAV54QZztfthzJ0U2JSTGR4poToLRIps5e6qpPSKyeRAPNwe6egbw8nBkfmwAGdkVCILAytQoHB1s0OmMpO0qp3dwcpBcDqlLwvHzcREX+G4TPPM6fPMWOI8fTRjQ6MnJq0Fd2UBC8T68/+9OlKrj0Bi05wAo5LAw9thfS2JGMJst5O2vo7quk5goH+bN8RveuGE2Q3CyKMpuvnr2NnoY+R98xde/FW2APKLD+d3u71GoVKKoWH0FnLcO7v/d6CcXlkFkyPiekUdSWgmhgVM7ZyzqmyDQb+LjxuCoGn/efRfOPx+OHBl5OJWV0NkJiROU3PT1wXPPwUMPTe75uPZaKCwcqmXs7u4mOzubgYEB5s+fT0RExLDXmzozE+fUVHp37cIpJWX0Nc85R6yPfPnloW/V1NSQm5tLXHExkT4+KG65RXxgyxZYtw5ycmDJEgYGBsj+8kvsS0pIePddFOnpEBqKyWQiIyODjo4OUlNT8fb2Jjc3l9raWhbHxdHc2UlzczN+np601dRwzh13UHbBBVQvW8ZZ//oXVm1tYoOVh8ew7JMU2ZSYBU6MiMAESEJzkowqNvOqqW0YKTZlMnBztaenR4O7mwPx8wPJyKnCYDSxMiUSF2c7jEYzGTkVtHUcmhyUsDCYsGAP8X8sFlGBGo0TjqUTBIGyyjYOFDdib2dNiqcVLvNnwIZlMgiCGFkaqwnjZGaiTtyTCK3OyK7cSrp7NCQsDCYkcBR7H4MBPvgakhfNjI3PDJDx2ItsfexFLMA1371FxPoV4gNmM7zxIcyfC6mLR56o00PMarjiPHjy4cldTK+H2HVwyVnw1DQb7D79Hn73J9jzoyhcp8iURGZxsdhQc9FFYy8oCPDmm+I0n8lEV3t7D/lcTha9Hhoa4LCpPiaTif3791NRUYGvr684nWdQtE4qdT7G+19zczMDv/0t9iYT7t9/P7Qm+fli/aZ4cSzR0TTExpL3m9+I89FtbcHODrPZPJQ2T0pKIiAggD179lBVVcWiRYswf/EFvq+8Qslrr9FRWYk5KAhZZycJL72E5Y478D/3XDjzTNF/dM0hxxBJbEocZ06KDycpdT5JRkujJ8aHEhwwMnIgCNDVPYCLix1d3QPszq9j+WAd3PaMMjq7B1CpFCxPiSTwsAaj3ftqKSptFr025XLo7oWUiyY0ZpfJZERHeLN+ZQxOzc04pp5P7b8/wTyZgvzpIAhw+e/ggSnUvp0s1DSAXwLsyJntnUybzu4BNqcVo9EYWL00enSRCWLU6sYrThiRCbD0kTu47Yd3WPPXuw6JTEEQI0m/+/XoIhNEr9kvX4cHb5v8xayt4YMX4b4xIqRT4fx18NI/jr3IBHjtNdEn02Qae9GSErjzzmFzvMfko48gKmpyneMHsVjE5++I0ZFKpZL4+HiWL19OR0cHW7ZsQa1WT37dgyLz4Iz2QXx9fXF95x2yb7uNbdu2oT34+EGRuXs3KJXI//tffF57DScnJ/a/9hqCszO88AIKhYKUlBQCAgLIysoSo5mLFxMREcHevXuxWrKEgeXLqVOrcVm8GJ3BgHNPD2YbG7JUKsrr6kQRnJ8/bF9SGl1CYiSS0JwCY4nNkMCRd62i2NTg7GRDT6+G7LxqUhPDcXSwIS2jjPaOPhRyOckJYUSGHSrKLyhpYk9+LRZBEMfknbly0l2qzk62pFy9luZHH2K3dzBb0kvo6dXM2M8/goP1ceetO3bXmC38vODO30LAyCkpJxPVdR1s21mKna0V61bG4O42zszytz6BAyXHb3MTUdMAZjPua5ex/OBscUGA6+6Gl94e+7xtmaLwWTRvcrPMLRbxZk4QxKYirzGE+GT4eqO4b1sbuObiKZ8+JZF5MOL+7LNi2ng8L92YGNGm6JxJDFxYuxb+9KdRJwSNitEIc+fCxx+PeYivry/r1q1DJpOxZcsW0aqoZPC1VjLBa+6mm2DQF/Nw3L28WLNmDY55eWR8+ukhAbttmziZKDMTVq3Cys+PFQsWYO/vT6+/P22hoYA47SgxMZGQkBBycnKGopnR0dHs7uyk55FHCA4Ppy83lyA3N0z9/Vjp9cgtFmQPP4y5rk587eh0sGfP0L4ksSkhMRwpdX4UjJZGz91XQ03dyDcUuVyGi5MtfQN6HOysSU0MI3dvLZ3d/SxNDMfHS0xPlVa0kl/YMHSen48zyQlhKBWD9wJGIzS2TtrPr7tHw4EfdtEjKIlYEs2cSB/k8mMcZT+BOpVPdywWcdJPeVUbocEexMcFolCMc1+p0ULsWrEB5jf/z955x8Vd33/8eXfsvVeYCSNkEchgBUjUGGet1p91VRtX666j1rpqtWrVumdddVatM27NYhMIkBASCHvvvbn5/f3xgQPCAXeEmKj3fDx8RO6+89b39X2P1/u3P96BzoRWC6tOhVOT4am/TX38H8/BqqVw7mnT16uoEV3m7zxt/BSr3Tlw1u8h/WNYs3L+x6xSwdqz4KyT4eG/mLy6SSKztlZM3vnPf8RM8Zn46CNhy/OPf8z93VQqxTmY0GUOiDnkjz0G//d/ohlpFtRqNbm5uTQ3NxNma0vMr35F36FDOC1bNvNK338vxNw550x/bngYKTCQyjPO4NB554n0uJubiNyedNLEOZ93HlJjIzlPPUVTczPxYWH4+/uDhweSJLFv3z4qKytZvXo1YWFhHDp0iJKSEpaFhhJ21lnUR0XRfs89NDU2YmNri3V5OdY9PXhfeimRH34Izz4LdXVTXjtzGt3Mj8BP4oJrFprz5EixGRS0iLx9tdTWT+/6lstlODvZMjSsxNbGig2xSyg80EBbez9xa0Pw9xPp97qGLvIKa/UvtJurPclxoVhZWcDt/4Cvd0LRd54qVAABAABJREFU98YV5mu1SDGn0xMRwc5Lfo+Lix3ro4NxdrJdwFdhDI1GdKGfkgSXT488/GSpqIGGFjGX/ieEUqkhJ7+ajq4BolcGsCTY07hpLRqNEHLHud62emcWDXsKSUhah6WvN4SJCJTRNzL5B4RgNOWmp7IWQoPnc7hT6ewGV2eTfTdNTpd3d8O114po5qJFM2/46adFtO2tt+buoL/jDvjmG9HMM0dd+NEgSRIHDx6koKCArVu30tXVdXQirLISpb8/mVlZ9PX1kZCQgI/PmAvBoUMi2lpVBXI5uuBg8vPyiD7pJCRvb6xqavTHdODAAcrKyli5ciWRkZGUlpZSXFzMarWa4UWLKG9vZ9GiRTQ3NHDqXXfRtXgx+VdfzSkffYTbF19ARgbExk45NLPYNHOMMQvNnzuGxObefbXUzCQ2HW0YHlFjbW1BUlwoRYeaaGrpYX10MEFjdXOt7f1k5Vai1YmX28Hemo2J4dj19AjhkxJn/AHuPwTBAXRJCvYW1jI4rGRZhC9LQ49BdPOOhyAuRqTSfy7c/Rh8/A2UpR7vIzGarp4hcvZWo9XqSFi3GE8PI6NTI6MnhEG9Rqnk3+vOprO8GufARWzd+T7OAX4iRXn+H+DCc0SDz5Go1WKUqyllHOm5UN8Ml5qe4p5CRh48/rKo73R0MHl1k0RmY6O4EZjLA3N4eGIakLECvbJSiNLfmhDRLi8XE4OuucZkC6eSfftYHhPD5x9+yClnnom9/SxlHbm5QgD/ceb6WU1FBTmtrbS2trJ+/XqC+vpg9Wr4+usJ30ulEik/n5bXX6fOyQn3664jPDwcEGJTH8lctozly5dTXl5OUVERYWFhWHR3I3v5ZfpuugnNd9+hCQxkwMqKzXfcgSohAddPPoEHHoDNm6eY25vFppljyE9CaJprNI+CI2s26+qaWBcdTEjQ9BovnU6if2AUW1tLVGotadkVRC1fRJC/O7mFtVTVdgDg4+XEpqQIYcAODA4p2Z5aSp+DkxCZkgTvfSbSXHOxejm4OOGuVbJZ1034Em8OlTaL2s3+kbnXN4XH7v55iUyAW6+GvV8e76MwCkmSqKhuZ3dGGTY2lpySEmm8yKyogUXrIG//MT1GY0h76Hk6y6sBcPTzwmm8RlalBh8v8PYwvOK2H+DCG6CqVv+QJEnMeiP99U5499MZ/WqNxsIC7GznFQU0uSbzootg69bZN9rYKJp5vvhC/D2XyGxvFynz0FDTRCZAZiY8/vi8Smb8BwYAsK6pYceOHXR0dMy+n+eeExF3Qxw4gMXSpSQODxMUFERubi7lNjawbRuceurEck88gezMM/F98knstm6lKD+fupde0o8UXrFiBStXrqSkpIQDBw4QHh5OdHQ0FRUV2BYVEZ6eTvfBg1iccQZdrq5YOjtTtXkzOy68kJLiYjGL/b33phyauWbTzC8dc0RzATAY2dxfR01d57RlFQo5DnZWqDRa5DIZKQlhlFe1U1nTQdRyfyJCvQEhMFOzyhkeG1NpoZCTHB+GR08nrDkD3n4azjl12vYNcsdD8PkPcHA73UNq8vbVMjioZGm4D5HhPigWwpQaRJ3fvf8SEaLon/+c8BMFtVpLflEdDU09hC32YtXyRaa9px1dYhLSDb8/rlHN5oJiXks+H0mrRW6h4Jo9X+A9QyOcJEmo1VqGR1T6/7SHKuj29mFoWM3wiJJRpQaFQo6jvTWOjjY4OdrgaG+Do4MNDg7WWCrkwgZpvufc2CKM4udZlzwvn8zSUhHRXLx45g1rNPDgg3DDDXNHPiUJkpPBz0+Yo8+HkRExc9xE+puacPb3p726mkN1dXR0dBAdHU1oaOj0hVUqIeRneq0lSTQj/eY3SJaWFBcXc/jwYSIiIli1ahWymhox812pFFZQUVFIksRQfDz2eXmU/vADkSefrC8xKS8vZ//+/YSGhhIdHU11dTUFBQUs9vbG2s2Nw4cOiXGVO3eS9NhjpN5/P3ZtbcS++iqK5cuRZWcLi6jxyUWYI5tmjgk/iYimWWguEIbEZv7+OqpnEJv2dlb6UZTJ8aHUNnRzuKKV5Ut9WRbui0wmY1SpJi1rkrG7DOLXLWGRagiCZqnLOpLhEejq0ZtHa7U6SstbKa1owdHBhnXRwbi7zpK2Mha1GjZfDNddbji9+VNDrYZr7oRLzxNzqk9A+vpHyN5bzciIinXRwQQcMbXqp4JGqeSVuHPoKK0EYNPfbiH5r9cLYXDeNUi3XUPr8hVU13XS1z/M8IganU7CrrMTx6Ym2sZtbeZAptEQ9+yzVG7ZQn90FI6O1jg52o4JUGscHWywt7Oeu7RkYBBWbobrLoM7rjX5fE0Sme3tImr40EOz12cPDEB9PSw3cYhCXp6oKV0zg1XUTNTXg7//vKcnTfbRdHBw0I+YXLx4MdHR0YZHV/b3wxzjKse9N8fFYoS1NasuuADZW2/BhReKZXQ6+N//ID6e9pdfJnVM4EZHR+vFZlVVFQUFBYSEhLBmzRrq6urYu3cvwQEBLL3nHuq8vOi7/no6y8pQeHlhUVXF4h9+QP3Xv7J8aAjZRRfBnj0QMXGzZBabZhaYn4TQNKfOFwhDafQpBuyT0Gp1DA+rsFDIkclkpGVXEBzgzopIPw4dbuFASROSJGFjbclJyRF4jaVAdRJk5VVRJY1dbD76Gh57ae6Ds7MVInNkFB5/GYVOy4pIPzanRKKQy9mVfpj9BxvQaGZISxmLpSXs/t/PQ2SCOJ+uHlHvdgJS19DFjvTDyGVwSkrk/ETmwTJ46jXx2TiOpD/8vF5k+qxeRuLtYtqLsneQAbklGeVdZOyppKmll8EhFbqxGuYlP/zA2ldfRa5WT9mepYUCJ0cbbG2mWv4o1GoUajXIZChVGjq7hqiu7aToUCOZuVV8u/MQn3xZyM70w5SUtdDdMySsxo7E0UF0w2+9wORzNTmSeeCA6B6fy9fynnuEfZFKZdyBlJYKwbV+vekiU6sVkdC/mN5dr6e9Xf/v+IjJtWvXUltbS1paGqOjR3wmv/9eRGibmmbe5pdfirKB3l7Cw8NZv3495SoV5ffdh/bssyeWy8uDSy6Bujq8HnmEtTExWD/0EHtzctCNlVIsWbKE9evXU1tbS15eHkFBQcTGxlLX2EhvRATOyck0NzfjERHByMgIodnZWKjVlDQ3U11djWRjIyYITcKcRjfzS8Qc0VxgDEY2i+qorp0e2bSwkGNrbQkyUKm1bEwIp61jgP0HG1gS7EHMqkBkMhlanY68wloaJo28jAz3YcW2z5GV18DrRtZI5e6DX10B374DMSK1rdNJlFe1cehwM9bWlqyJCsTX28SJIEeiVMKL74gOdGN8DM2YhFqjZX9xAzX1XQQFuLFmVRAWFvO8Z3zrY3j4eSjZaXKn9ELRXHiQ15J+I1LmCjnX7PkCS/8AKmraaWjsRnfEL49cDrbWltjbW2NvY4nTQB+WIQHY21phZ2eFrY3VlNdDo9UxNKRkoHuAAZWOgcFR+gZGGBxUojbi5spCIcfHywkfb2d8tErs9hbCb8+ecz1DmCQyR0cnGmyUyrndAAYGRHOOMaKxpweCg+G++2CmNP1sSBJkZ4sxjBGGyxvmoj8rC+cNG+jLzMQpcSJj0NnZSXZ2NjKZjMTExImoX18fvPuuGHU509Si5mZhNXTXXfrIZ1NTEzk5OXh5eZEQGIjFokXiJrKyUtSlAnz2GdJ553Ho/PPpv+UWYmNj9RHVhoYG9uzZg5+fH3FxcTQ3N7Nnzx4WLVqEq6srDdu2YZuYiNUHH+CgVFKyeTNbbrkFKysrrL/7DtnQkBDmk0Z+miObZhaIn0RE0yw0jwGGxGZBUR1VM4hNG2tL5HKRKk+JD6enb5j8/XUE+buxLjoYuVyGJAlfxPKqdv26IQFurIkKQq6QG9813NsvjOCPYHBISUFRHW0dAwQucmX1igBsbOZpcdLSLupIX3wIfr1lfts4kRgcAocFKC1YALp7h9iTX8PoqJrVKwMICXQ3zrpoNjSa2c2+jyFalYpX4n9N+6FyAFbfdDW2p5/NYGsXCU8+yYFLLqF3zGDby8OBsMXe+Ho7I9+dDW7OxtcCf5cKtz4AO94HP2/9w0qVhsHBUQYGlQwMjdI/MEpP77C+NvpIln72GWE7tlP28dt4BXvj6eGIpYVxAt1kkZmYKJp/br995o1KEjz6KFx+ufEG6+Ns3w5xcab7Zi4Qs42gHB4eJjs7m76+PuLi4lg0m4WTEbS1tbHnhx84/YYbUNx5J4q//nXiyXffhU2bIC+PpvXrycnJwdvbm/j4eCzGvhfjYtXb25uEhARaW1vJyckhsrqa5X/5C98/9hh2cXG0tLRga2uLW2oq7StWEBIdTdRddyHr7RXCfBJmsWlmATALzV8yhsVmvb67fDKWFnKsrSxQWCgYHlGRHB/G0LCS3IIa/HxciFsTojfbLqtqo+jghLG7r7cT8Q4SFmf/Ht59FhLXzn1wOh3c94ToYt88YcMhSRJ1jd3sP9gAEqxctojFQR7zEzL9A+B0fC5gC8rL78Ddj0PH/nnXoi0EkiRRVtnGwdJmnJ1siVsbgqPDUTbu9A2Ao/1xPa+8l97h21v+DoBNSAjB//gHMgsLbLu6WPfyy+z7wzV4r1tGaIgXTo6Tzves3wvx/8ELxu2orgn+/S78489Gne/gkJK2jn5a2vpo6xhAqx3rTJckrPv6UI41ecgANzd7fL2d8fF0wsXFDrmB78u8Gn+efFJM6Zmt/rStDdauFYbpF10053kBQvAkHIU3bGEh3HsvvPEGeHvPvfwMzDXrXKvVkpubS1NT00STUF8f/OtfYmb7mC2RQT7+GL76Shjaj70fnZ2dVP7rX4zExpJwxhlYW1sLs/nISLjpJvjznwEYvOkmylQqBi68kMTERCzH3ARaWlrIzs7Gw8ODxMREOjo6yMrMJKK+Huuzz2b//v34+PgwsH8/p99yC7k33ED78uVsfvxxbDs6kNXViSjrpM+HWWyaOUrMQvOXjiGxWXignsoaA2LTUoGVpQIrKwsGBkdJjgtDpdaQvbcaLw9HEtYt0acD6xu7yS2omTB2t7dk485vsbjjj8Isei60WrjgWjF15Q+XTntaqdRQdKiR2oYu3F3tWRMViIuznekvgE4HX+4Qc5+Po5g5KipqYN8hOO+04xb1GxlRkVtYS3vnABGh3qyI9FsYp4Br7oSaetj+36Pf1jwZGRhmxxlbKdp/gMB//AOb4GAAnBxsCFviRZC/GxaGIoZKJYyqwHmOm5mOLiFIj6KbXjcwhOa319F0yW+p8g+hu3fmmt3xLnd7e2vs7ayxt7PinXf/x4MPPz1tWYMis79feFlu2jT3gY37Yw4OgoOR/p3p6ZCSAllZ8xebGRmiOenTT4/qO9FfUIDz2rX05efjNEO6X5Ik9u/fT0VFBZGRkawIDUW2bJkQ4efO4n/62WfwySfw2mtT/D17e3tJS0vDQakkPjkZOx8f6OiY6M7X6cDNDY23N1/+8584OTmRlJSE1VgTVltbG5mZmbi7u7Nhwwa6urrIzMzEw8ODsIMHqa6rQ3fWWUjff0//unVYlZcT9+yzdN14IyGXX47s/PNFaj8mRn9MZrFp5igwC00zpotNSws5NjaW9PePsiEuFEmSyMytws3Fjg2xoXp/zbaOfjJzK9Fqx4zd7axJSQzHfmgABoZgceDsB6bTTYi/yf8/iY7OAQoO1DMwMEroYi9WLPXT798o9hZB0m/g+3dNM5o3o6exuYf8ojrkMjmxa4Lx9pyj49YU8g+ISTanbVy4bZpAQ3MP+fvqUGu0aAcHUTg44K/QsPaFF7F84QFki4Omr/TKe2IC1VyfbxBCbMulolTkf0Y0zc3E0LCYfHX7H2D9alRqLR2dA7S2i4jnTGl2gC+//JJ333132uPXXXcdV1xxBVZWVsjlcv1/Hi++iMu779KYno7cyQm5XI6FhQWOjo7Y2tpOZBdefx0+/1yIKWMmhY0jSUIoJieb+CJM5ZFHHuHTTz/l8OHD2NrakpCQwKOPPkqECfWa/QcP4rxyJX3FxTitmLkEQpIkvXF6UFAQ69asQX4UAnegtxdWraJ7+XLc/vc/HMdLB77/XkRMExLAx4fu/n7S09Oxt7cnOTlZRECBjo4OMjIycHFxISkpiZ6eHjIyMkh64QVsnJ357qKL8Pb2pr29Ha+mJlz27qXsnHMId3Ul6sYbkd13H1x88ZRjMotNM/PELDTNCAyJzX0H6qmYQWxajNkf9fQOkxgbioVCTsaeChwdbEiKD8PaSvzI9vQOk5ZdjkotGhqsrSw44+XnsOzrE93fxqS83/4EPvgCPn/V4AVL3yxU1oKlhYKo5YsI9HczPp1eVgURS4xb9kTl8++FX+I64yx0FgKlUsO+4nrqm3rw83Fm3epgrK2PT0R1oRlVqikoqmPRPQ/TuXQp1SefjIVCzpqoQAIHupDdfD+89xx4HTH4YHAI1p8N1/4ObpzDtHycwoPip3g+vq5qNXT1gs/sXpST0+xd3UMoVRpgZpF56aWXcvbZhpuJZBoNDm1tDBioSbSwsMDFxQVXV1d8i4txycvD8umnURgjurq7xczzk06ae9nZ+PhjiInhtOuu48ILL2TdunVoNBruvvtuiouLKSkpmX3CzyTmSp0fSX19PXl5eXh6epKwZg2Wg4MwPmpyJr79Vtgw/eEPUx4e/fJLsnt7GXR2Jjk5GRcXF2GEPzAgzhHgP/9B+89/8tXDD2Pj4EBKSgo2Y9HRrq4u0tPTcXR0JDk5mb6+PjJ37cLZzY2gxYvZl5eHh68vrm+8QeCePey87z7WvfQSiw4eRPG3vyG74QYxr35S+t8sNs3MA7PQNDOBQbFZXE9F9XSxaWWpQC6X4ehgQ1fPEAnrFmNrY0VaTjm2NlakxIfpG3WONHZ36O4idqU/7muXGXdgWfnw+XfwyJ2zpsGGhlUUHWqksbkHdzd7YlYG4upiQjq9tAIiw4xf/kQi5nTYkiJeox+BxuYeCg7UI+kkolcGmCbsjeWxlyB6OWw+usiWKUiSRENTD5lfpKMZHiUuK4vOiAh0vz6NNauDsDWm+WxgUKTC53o9vk8T9cdHU2Jwx0PwbSoUfmPS1B+tVsejT7zK3fc9Pu25K664gtNOO23KxCKFSsW6l16i5Nxz6Q+cPVJr39rKkLf3lPN3cHDA1dUVFxcXfHx8cHU1YHP1wAPw/PNQXW18mv1INBrRpf3738P99095qqOjAy8vL9LS0kg2Mlra39WFs4cHfZ2dOLlPn6ZmiLa2NrKzs9l47704RkZi8dFHs6/wl78IG6dt26Z9ZkZHR8ncvh11Vxfrzz4bdwcH8Rs47r5w773wzDP05+SQWlWFpaUlKSkp2I2N9uzu7p4S8RwYGCAjIwOf3l7W/u1vpF5/PRbr19Pd0oKVoyMOe/eiUKmwO/981vzvf8jee0/MYJ+U2jeLTTMmYhaaZqZiSGzuL26gvLp92rJWlgpkchkuTrZ0dA7qmz/SsiuwtJCTkhiOna2IQI4q1aRnV+jHSspkELdyEQHv/Q9uu8b4+rQZOtIn094xwL7ievoGRlkc5MGKSD9srOe4CH+1A/7vWsj/GpbPUsB/ojI8IrxIjzGjSjX7ihtoaOphkY8LMVGBxokvU9Hp4PTL4MyT4KYrFn77BtBodOTtq6GhvpOau+5C2dCA56/P4fQHbyN4sTey6jrRdPXsA9MjmaNKuO9f8JfrwN0Ir9DDlRBzBrz/vPHTswzR0AyHyk0uLZir8UeSJEZHRxkeHkaj0SB1duK6dSu9d9zByNq16HQ6tFotOp0OnU6HSqWit7eXkcpKTrn+egq3bqV2lhpOFxcXwsPD8ff313dNo9UKUTNbA40xDA+LbR3RqV5ZWUlYWBjFxcWsmCENrlQqUU4anTuYlcWiM86gLy0NJxNS+b29vRx66SVULi6sueSS2aOharUQjzPcmOi2bKGnp4e0O+9kw4YNeHl5iZnqzz0Hr7wiFrKwYKCvj7SMDGQyGRs3btRHbcdrPm1sbEhJSWFoaIisH34g+v330d1/P3lVVXh4eNDb0MDJ991H+amnUn3yySR/8gne332HLC8Pli6dckxmsWnGBMxC08x0TBKbVhbIkHB1saeto5+4NSG4utiTmlWOTAYpCeE42Iu6IY1GS1ZeFW0dYn6wc20tpzzyMIrPX4W4mGnbnkZpBWy8AN5/AU6avUlAp5Ooqu3g4OFmJEkiMsyHsCXeWChmiB5ptfBDurhgL3Rk7mfAeKRvX3EDEhIxKwMJWOS68FHM6Tv+Ud6P4REVGTmV9A2M0PHRR3SOpSY9l4fzh5zPUVhZQXYB3PM4fPH6dCupQ+XC//Wjl/X+r3NyoBRWLjX9/CQJXv8QLj5nXjcXJnWXK5VCuLm6Gv1eqN5/n574eHqVSnp6eujt7WVgYMDgTHcLCwui2tvxXbkSu0k+lfNidFQYwRsQdZIkcc455+hrFWfi/vvv5+9//7v+b0dgAOirr8cpIMCkwxkaGiIjI4PR0VE2bNiAh8f0wRhT2LtXRGTj46c+npuLxtaWrJ4eOjo6iI+PZ1FZmfDh/Oor4RNaWAhJSYw+/jg7g4KQJImUlBR9bWdfXx9paWlYWVmRkpLC6OgoaWlp2NvbE+7uTml6OlYrV+L1+uu0b9jAiFbLlttvpy85Gbevv0b25JNw1lkwSaCbxaYZI/lJXFDNQvM4YFBsHmyY4pE5jpWVBUgS7m4OtLb1sT4mGE8PR1KzytFqdaQkhOHkKC6IOp3E3n211DWKaRMWIyOErgxm5bJF4tM424VMpxMTYv5widGekUqVhpKyFqpqOrCxsWBF5CKC5krz1jWZNj7zRCB3H/zlESGCFtiyqX9glMID9bR3DuDv60LMqsD5+5caS0Ozfhzpsaaze5DMPZWo1FpGa2upuesu0GqRyeVcnfUpvpNrJ2cTW8YYlu87KBqcrr549uVmo7pe1IG++iice5pJq5psYbR1q5i7nZU1+3ezvBwOHoTzzjP4tFarZWBgQNj3VFbS398vnpAkUv7xD5SOjtQ88gihoaH4+voin085wUsviVRyTc20aOb111/P119/TWZmJv7+/jNu4siIZn9/PwEBAUbXaB6J+quv6HjpJXKuuGJur81Nm0Rn+f/+Z/BprVLJ/i++oBpYv349QQEBouxCkkTdZnQ0PPccwxs3kpaWhlqtJiUlBecx4/iBgQFSU1NRKBRs3LgRlUpFWloa659+GrfWVr78+99x8/Cgu7sba5kMz9RU6pOSWOzjw5prrkH2q18Ji6pJmMWmGSMwC00zM2OK2LS2skAnSXi6O9Dc2sfa1UH4ejuTnl3OqFJDckIYrmP2Q5IkUVzaxOGKNv36iV9/jp+XM7J/zGL8PJnmNpFuOjKFOQMDg6MUlzTR2NKLi7MtKyMX4ePlNF1w7s4R/oeZn8yvOeN4UVYF/3wRHv4L+HotyCY1Gi0lZS2UV7VjZ2dF9MqAo5/IZAzNbbBkA/z3OZOFlKnU1nexd38tkgSSRkPdPfcwMjaSL+nO6znp/lsgbz+88l945n6wP6LmN7sA3v4Ynr4fbOYQmQD/eFbUZu76wKSaSj3jQre1Y84GoCOZl09mcbEYK3nqHOn9228XHdGFhXOelyRJdHV1UVlZSUNDA3KlEplGg2asrtDGxobQ0FBCQkKwtTUhYtvYCLt3C//KSdx44418/vnnpKenEzJmrG8s/dXVOC9ZQl9VFU6LF5u0LgDbtiG99BK5d9xBQ1fXhNemIdrbwc1t5jr0W29F+vRT8t97j5qmJmJiYgi1t4ff/hZeeAFWrhTLDQ4y2tFBWnk5o6OjpKSkiEYiYHBwkNTUVH16XaPRkLNtG/ajowSceir5+fmilvZ//2P1m2/y9TPP4FFeztq33sIyKgrZrl0wMgKT3hez2DQzB2ahaWZ2DIrNQw2UV84gNnU6vD2daGzpJWaVSK+m51QwOKQkOS4Ud7eJIv+K6nb2FTcAEP711zjaWxH0+J8NexJORpIg4dfCPua950w6n86uQQ6UNNHZPYiHmwMrl/nh6T4p+qHVig73C3913MYdHm8kSaKppZf9BxtQKjUsDfdlaai33pD/mKNUigaXjfFz1uPOF50kceCIKVbD335B3ZvvAeC1PJyrsz/DwtoavtgujNQ/f226iPr0W3jjQ/js1dkF1uRI6HzraZ96Deqb4Mn7TE63myQyNRp4+WX44x+N96DU6cTISCMbZpAkePBBRn/7W2oliYqKCkZGRqYt5u/vT2hoKJ6eniaXaUiSxI033shnn31GamoqYWGmN/r1Z2TgnJxMX3o6TklJc68wy7GMe20uXbqUlStXznw+lZXCXePIpqvGRqipQdqwQb+tVaGhLH3gAfj73ydM8/39Qa1GWV9Peno6Q0NDJCcn6wXg0NAQqampSJLExo0b0el0pKamYiWTEb9tGxnr12MbEoLuwAFGwsJwyckhMDOTzrvuIkanQ/7HP4oI96TjM4tNM7NgFppm5saQ2Cw61EDZDGJTq9Ph6+1MQ1MPq1cEEBzoTuaeSnr7htkQF4qXx4Swa2juYU9+NeNvsYuTLcmLnbGZK3W97yD4eM0reidJEq3t/RSXNtHbN4KPlxPLInzxcDui07WzGzx+Qj+Yg0PQ2QPBM6cG56Kze5DikiY6ugbx9XYmemWAvsb254JKrWVPfhWt7QP6xzxUfWRdcR06tQaZXM5VmZ/iFzNLynzy33PVLiqV8Nvr4brfwakp8z/w1z+Ahha4/xaTVjM5krlnj5j2s3OnGP84E319cMEF8NBDYvKPKbS3i23/859wwQXiO9naSkVFBa2trdMWd3FxYf369frI3BR0Ojj/fGEPtGVinOx1113Hf//7X7Zt2zbFO9PZ2dnoSKmp9kYGkSTxmq5ZQ1lNjd5rc+3atfpZ5VPOJTISNmwQPqQzbE86eJASuZxDhw5NCFfd2GSoZ54RN8k334xKpSIjI4P+/n6SkpL0daLDw8OkpaWh0WhISUlBJpOR88knJN59N4MPP0ymg4M4795eln/6Kd3e3jTGx7OipYXIJ59E9tlnUwzdwSw2zczIT0Jo/kTHtfx8CAwMZPfu3cgVVmw89RLq6pqIWh5AROh0kadUaVAo5LS09hHo78b+gw1U13aQHB+Ku5s9GTkVtLT16ZcP8HMlJSFcHy2zyNuH5crNDKftnf2golcIkTkwKDwkTUAmk+Hr7czmlEji1y1meETFrowyUrPKaevoF00LufsgLFnU0/1UuOFeuPxP81q1r3+EzNxKdmWUoVJrSYoLJSku9McXmRU1cN3dYlrOMWBkVM3O9MNTRObqSF8qnnganVp4S2748x+EyHztA/jrPw0LyZv+Bg+NRdPnirRpdWKM5nzndVfXi3+vvPDYiszxu724OFHnOJvIBCGKLCxMM2Mfx8sLDh0SQpWx76SvL8nJyZx55pksXbpUP1YRROf0Dz/8wIEDB9BqtVO31d8v3gO7qWUNL730En19fWzcuBFfX1/9fx9++KHpx3s0lJUJg/VvvyUiIoK4uDgaGhrIzMxErVZPXVYuFx6Zzz478/befBPZunUsd3Zm9erVHD58mML8fKRzzoH77oNbb4WbbwadDqt33tF7cKanp9PeLoIDdnZ2bNy4EUtLS1JTU9HpdCScfz6pzz9PvocHa9euZaCzE2cnJ2ybmnDp6UGhVBLyt78xqtOhs7KCAwdEbe4YUVFR7Ny5k7q6OjZv3kx3d/exeDXNmDkmmCOaJwiGI5uNlFW2TVvW2toCjUZLgJ8btQ1drFjqR0SoNzn51bS29RO3NgR/vwkbmN7+EdKyylGNKFm8axcNWzaTkhQ5tw/mi2/D35+CQzvnHX0cTxWXlrfS0zeMu6s9S0M88N32FfKrLjKu9u5E4FC5SP2vijR6leERFYcON1Nb34WdnRUrlvodG09MY0nNgT8/BBmfLPjrPjikZHdmGSOj4uJuoZCTGLuEw6++TeoDTwPguSyMa3I+FynzF9+GylqRqp6MJMG//i0+b1svmH2nfQNzj6CcjT2FcPJFYnLVhnUmrWqSyNTp4KqrICJC+DrOhlotmk/mE7FqaYE774Snnppzfa1WS1NTEwcPHmRwcFD/uL29PevXr8fT07Qa1fnQv28fzjEx9BUW4hQdPf8NZWcL4T7W5NTe3k5WVhb29vYkJSUZjrC2t4vmMucj6qKVSlGLepqoX66urqagoIC1e/YQdOqpyMejurfdJsZgfvMNms2bycrKorOzk4SEBHx9fQH03efjtZzjwjPk009ZUlDAN3/5Cw7u7gwMDmJhYYF7airtK1bgs3QpcXfcgczGBnbsmHJ45simmSP4SUQ0zULzBMKQ2DxQ0jilsWccG2sLNBodAYtcqanvYlm4L5HhPuTtq6WxuYf10cEEBUzUdA0Nq0jLKmdwWHR9utXXEb3cH/eT1s98QDod1DcfVbp4nPGUeml5C53dQzjYWxMa4kWImw2WrsemVvB40dc/QlllG/WN3VhaKogM92VJsMePV4f5I9PbN0xq1sSEKhtrSzYmhuPkaEP7nn18etqltKvUXJXxCX5rVs68IWM6y8d562NxE5T7BXgaWbt4JDodfPQ1/N+ZJhm7m5wulyRhmB4aCpdcMvvGb7gBMjPFvHNT65izs0Xt5/bt4O1t1CparZbS0lJKS0unWCQtWbKEqOFhLJRKkeo/BjdH/QcO4BwVRV9REU6rVi3otnt7e8kY871MTk6emppXqyEsTHTxP/nkzBspKIA1a2hoaGDPnj34+fkRFxuLorcXXFxEk9DNNwPidczJyaG1tVVYJI11wCuVSn0tZ0pKCtbW1hS+/jpu+/Zh/7e/UVBQgIODA1b5+Wx48EF233cfw56ebHrySRz7+5FVVk4xdAez2DQzBbPQNGM6popNtUZHkL8b1XWdLA31ZkWkHwVF9dTUd7EmKpAlwRORCaVKQ3pOBT29wyQ/9BCSQoH6o38T6D/HD5VGAw8+C9dcLEYxHiVd3UOUV7cxkL2PjQ88SM3zj+FzRhLOTsfeFH3eaLUi0rYpAdavnva0JEl0dg9yuKKNlrY+bG0sCV/izeIgD9Pmwx8rqupE848xhucm0NE1QHpOJVqtqGFzsLdm46RhAgCawSHq9uxjySkb4Kb7YFkY/HFq9zJtnZDyf/D4XXD25rl33NoBH38NN/ze9IP+Zhe4uRjnL3sEJqfLDx6c6Fg2hooKOHwYZhhRaZDx33CZTIjnedgX9fX1kZubS29vr/6x2Ndew7e7G6u9e4+N0FyIGs1xrrlGNOrcNxEhHx4eJj093bDX5vbtwrJoJv/NvDyIjRW1tCedRHNzM9nZ2az54QeCt29HdujQRDnBLbfABRegXb+e3NxcmpqaiI2NJXCsoUelUpGens7AwIB+jOV4Dec6lYo9ajX2jo54ffIJ9WefjcuePaz997+pv/lmwq6/HvkVV4ja0CUTo3zNYtPMGGahaWZ+mC42tQQHuFNV20nYYi+ili+i6FATFdXtRC33JyJ0Irqh0erI2VtFV2UTOgsLNLa205aZRnsXpJwvRjD+esvMy5nI8MAw/fc8SeGGTQxa2eDuak9IkAcBfq4nhjg7kqgtcPMVcMVv9Q+p1Voamnuoruuku2cIJ0cblob6EODviuJoxh8uNL+9DlraIP2TBdtkc2sv2XlV6MZ+GVyd7UhOCMPaykIInrsfgz9cOhER1+lEXeaycLj8/KkbU6nEzcx1l83ehHawDAL95u9nKknCYsvHC16fPiJyNkyOZL72mohQVlXBbB6PAO+/LyJsxkZ0J/Pyy5CfLybZHMVnTqfTUVlZyYEDB9DpdCBJWA0O4r1sGTExMVjP59hmob+nB2c3N/q6u3EyNDbTFB59VNSmbt065WGVSkVWVhbd3d3ExsZO9/kcHBSvuSFXg+3b4ZRT9CK7ra2Nws8+I7ihgdD77xd1rt3dInq8YQPs3o1Op2Pv3r3U19ezbt06goOD9ccxuXHI3t6ezK++YuPWrQzecAOpsbHY2dkxPDyMc309irY22qOjCVIoWPfnPyN7/nk4/fQph2cWm2YwC00zR4MhsVlc0kjpDGJTpdayOMiDypoOlgR7Er3Sn4OHWzhc0crypb4sC/fV1wbqdBIFRXXU1Hdh09ND9Jtv0vPgnazcsHzm+sFR5TGrp9TqdDQ3dFHT3Etrez8WCjm+Ps4E+Lni4+0888Sh44QkSXR2DVJT30VDcw9arbCdClvsha+3Af/QE4GOLuGhGbVsQTZX29BFXmGt/m9vT0cS1y/BwkJB28Ey3G2ssTjz9/DvR4SV0mzd4+1dxnm2ajSw+jRIWg8vPWz6QY9H+4ZHwEJhUqPNvHwyVSrYtUtf7zcjlZViKsy774oOb1N5+23hyfm4acJ5JgYHBzn41VfUTxKtlpaWrFmzhoCAgAX7fPenp+OckmLyCEpT0Wq15OXl0dDQQHR09IQV08iIeN2vvlrUts7E3r2wahVYW9PR0UFGRgbOzs4ku7hguWaNaLyKjNSLfEmSyM/Pp6amhjVr1rBkLBKpVqvJyMigt7eXpKQkHB0dKXztNbr8/Fi1Zg2FhYXY2dmx7B//wK6ri5333UfCk0/iXVqK4oEHkN9wA3R0gN/EsAWz2PzFcwJebKZjFponMAbFZmkjpeWGxKYlKrWGJcEeVFR3EBLkwdqoQEorWjlY2kxEqDerli3SXyQkSeJQWTP1qfuIe+YZcm+6Ce2SILactAzL2fz9nn1DTJZ5/J6FO9GKGjjjcnj/eYaXL6W2oYvGph56+0eE6PR2xs/XBW8Px2M/NWcGtDodnV2DNLf20dzay9CwCns7K0ICPQgOdJ+SKv65U1XbQUFRvf5vfz8XYteEoJDLGWzt4KW1Z+Do58N5r/wTr9XLRe3lr66Em7bCmSdP3dhHX8P1d0P+NyJSORcl5eDlYXpzWu4+kbb/9FWTyz9MTpf/859w7rnTZljPSk0NmGh4jko1v670uUhPR9q4kebPPmOPRjOlE93Hx4e1a9diZzdHI6ER9NfV4RwcTF9tLU5BQUe9PZqaIDXVYB2sJEkUFRVRXl4+1WvzP/+BlBSYyTC+q0t4Wj70EPzpTwB0d3dT9J//sOn221F9+SVWZ50lln3uOXjvPcjORpLJ2LdvH5WVlaxevZrwsRnzGo2GzMxMurq6SEpKwsnJibS0NCzLy1m7fz87zzgDe4UC9eAgGkdH/L75BrWdHbrf/IaEjz5C/s03UFIyJQJrFpu/aH4SQvPEChWZmYIh66OVkf4sC59+oRxVqrGyUujT57V1neTtq2VpmA+rV/hTVtlG4YEGfcG/TCZjxdJFRJwWy45HHmHAz4+RgRG+/iKfkRHVzAdlYy2K042/QZmbkAA4dwv4eGJna8WycF9O3bSM009eTmS4DwNDo+QW1PDF9wf4fncJ+w820Nzax+ioeu5tzxOdJNHXP0J1XSfZe6v54tsiSl/+hGWnnIOfnZyNieGcccoKlkX4ntgiU6eD0y+Dr3cuyObKq9qniMzFQR7Er12MQi5HkiS+uPoOhjt7aDtQSvq//i0WUmvA3xd8DZRnbEmGh+6YXWSOjMKTr4qI5rLw+TkgeHnA8ghwNW36ksmRzMFBITZSU+fe+IcfirGOkmS6yBwdFena50wbqmAUsbHI3n2XRb/6FWecccaU0Y6tra18++23VFZWGpyvbhLj6fKjTZuP8+23cN11woP0CGQyGatXryYqKorDhw+Tn58vygO2bhUiU6Mx/Jvm7i46v2+4Qf+Qm5sb0VdeyZ577mGXXD5hhl9QICyJ+vuRyWRER0cTERHB/v37OXz4MCDmz4/Xi45HNzdu3Ih7ezu61FTWhIUxDCg8PLDq7yckK4shLy9aWlpo7OxEGhoSHfOTMFsfmTnRMUc0fwIYimweLG2ipHy6+bKNjSVKpYawEE8qatrx93MlNiaE2oYu8vfXERTgxrrVwcjlEzdCxSVNlFa0Ev/UU0gyGYfuuZONCWHYziWghoanjw08WmZoZhgZVdPe0U9bxwBtHf16Gx1bG0tcXexwdbbDwcEGe1sr7OyssLWxNCrFp9NJDI+oGB5WMTSspH9wlO7eIXp6htFodcgAVxc7fH1c8FcO4PTFd8iuu0w0k/wUGBiE2/8Bv78A4k1vfpnM4YpWDpQ06f8OX+JF1HJ//eu895X3+OamvwFg7+7Ktfu/w97d1XDdYPuYl6cxKfPdOXDhdZD6P4g0cQJNRY0QubY2cy97BCaLzPGu+dHRaZ3CBnnySdi/H9580/TaSp1O1CVu2TLN3PuomKHEobGxkfz8fFSqiZtQNzc3YmNjcZynh2l/bS3OISH01dTgNFbLeFSMjAjBOMfx1NbWsnfvXhYtWkRsbCyKoSFIShLWUxdfPPOKpaXifR27Kejv7yctLQ23igqizzgDu6VLJ6LMGg1YWCBJEgcPHqS0tJQVK1awbJkoXdFqtWRnZ9PW1kZiYiJubm5k7N7N4OgoayIjKSgpwU6nY+Xjj1N6ySVoBwbYfPfddCYn4/r99yheew3OOQcCAvSHZ45s/iL5SUQ0zULzJ4JhsdlMSXnLtGWF2FQTttiLiup2/HxciFsbQlNzL7mFNSzynUh1jlNV20Hzfz5Hp1DQFhU1ZlEThpPjDJ3gWfni4v/De6Zf/Gc8yWY472p45VGYPDnmCCRJYmhYRU/fMD294r/evmGUKo1+GblMhpWVBRYWciwUchQWchRyOVqtDo1WJ/7VaFEqNVM+2Ha2Vri52OHmao+bqz2uLnZYzjW28xfAobIWDh1u1v8dGe7DiqV+epHZWVbFv+POQTMyCsDF214nbHk4/PoqePXR6bPtL7kR6pqEp6cxNX89fSZHI1GpYMVmOPsUeOJek1Y1WWQ+8YSIUKanzy0y+/thvMt6rslHhujogGPlc3nBBUJ03XjjtKdUKhX79++ntrZW/5hMJmPFihVEREQgN1EsH7MaTZVKWEPNYg/V1NRETk4Onp6eJCYmYvHAA6LcYSY/T50OVq8WtZrvvqt/eLCvD1asoGv5ctw++kiI7sxM2LwZXn0VLr0UgJKSEg4ePEhkZCQrVqxAJpNNs0Ty9PQkY8cOYm68Edm555KWlISVlRVqtRpJpcI9N5eW9evxs7cn4ZprkP3hDyIiPgmz2PzFYRaaZhYWQ2Lz0OFmDpVNF5u2NpaMKtWEL/GmorodHy8n4tcuprW9n5z8arw9HYlft2RKo03/wCipWeWMjqrwKi6me3UUSQnheLo7TNs+Q8Pw+L/hzusWrklIrYbr74Vbr4KlofNYXcvwiIqhYRXDI0qUKg0azbio1KHT6VAo5CgUY+JTIcfGxhJ7O2vs7ayws7Wa2+uysha6eiD2KAymfyy6eiBzL5yxafZZ4bMgSRLFpU1THA9WRPqxLNxX/7dWpeL1xPNoKRbpwXV/vJQznr5fWBDd+YgQeUfaKjW1iudn89V87j+gUsNt18zr2AFhyh4WYpKt07waf/btE1Y4t98++8YrKiA+XqTXt8zDwWF8hOWuXcJ+ZyHR6eCee8TIy/POm3GxtrY28vLypsxPd3JyIjY2FlcT0uD9fX04u7jQ19uL05HG6fOlrU3YSb3xBozXTs64aBtZWVk4OzuzYcMG0VU/m/CvqBCNOPb2Ux4eKSkhvbISJZCSkoKzWi3em//8ByYJ6MOHD3PgwAEiIiJYtWoVMpkMnU7Hnj17aGpqIj4+Hi8vL6pvv52mkBCWnHsuRUVFWFpaEvqf/xCwezffPP003gcOsPaNN7BOTES2bZs+ejqOWWz+ojALTTMLj6lic2RUTcQSLyprOvD0cCRh/RI6uwbJyqvE3dWBxNglUyJ2I6NqDrzyGbF33MXOv/+d7silxK9dPGXS0DRqG8HDFRzsZ17m58JVd8DhSsj89Hgfydy8vw2uuROqMo1LUR+BJEkUHWqkvGqiJsyQFdbO+54g87GXAPBYEsQ1e7/C0trKcEQpPVeIS2NKLh54GpQqUcNpCnVN4tz/cq3J0UKTReb33wsLHGPN1TUakfK+6ab5jc1UKoWd0Q03mG7ovoBoNBqKi4upqKiY8nhERAQrVqyYPmfcAAvqozmZRx8V3fuTfCdnoru7m/T0dGxtbUlesQLbyy6D++8XUd2ZaG4WtZgbN+ofGh0dZe/77+NQUEDwgw9OCO7ubhFh9RF19eXl5ezfv5+wsDBWr16tF5u5ubk0NjYSGxuLr68vGRkZ9HV1kTA0RK6bG7bDwzhUVNC2ciUhH3+MZ0kJNffeS5yFBYo77xTTjLwmbMHMYvMXw09CaJqbgX5iGGoQWr7Uj+URvtOWHRlVY2tjSVlVO6GLvejoGiBzTyUebvYkx4fR3TtEenYFKvVEytnWxpKYa39DwYtP07V0KZIE2XurKa+a3ukOiCjkGZfBXY8u3Em2dcLmi2HfwYXb5kLxwG3w1ZvH+yiM46JzoGTnvEXm/oMNU0Rm9MqAaSKzLnMvmY+/DIDcwoJz33kGy71FsO4sYac0mcEhuPgG0dgzG6NiehX3/Qn+8WeTj530XHj7Y5FuNwGTRWZlJZx5JnxihDdpfb2YX21hAXffbbrIHBqC6mpRA3rzzQsvMg8cEJNuVLM0Ak7CwsKC6OhoTjnllCk1mmVlZezYsYPh4eG5N1JdPfXfheIvfzFKZIKoM920aRMqlYpdhYWo3d3nbnT829/g+uvFEIcxbGxsiG9oIPyLL0j//nu6usZqkCMiRIR4jPDwcGJiYqioqKCgoABJkpDL5XqD93HD9+TkZMKLivC86iqinZ0ZsbOjZ80aFAoFMltb9l92Gc0aDcWVlUgqlahPnYS5QcjMiYQ5ovkTZV6RzVBvqmo6cHGxIyk2lIHBUdJzKrCzsyI5Pgwb64n0qlanY+++WnQffwuSRGN8PGGLPVm9woCPXlY+RCye9zz0aahUcPktcOs1sC5qYbb5S+OIdJopSJLEvuIGKms69I8dOWUKQNk/wEurT6NvTFCe9MBtJN1xLZRXwwtviTnmRwqisioI8p+53KK6HjZfBK8+DiclmHbgk895eATsjJ80Na90OUBRkajbmytyeuGFIvWanz+/KTu33QYffSS2scDG6YDoXn/uOWGdY+LnRqvVcvjwYUpKSvSd6FZWVtOn8RxB//79OEdH07dvH06rVx/N0U/no49ELeyVVxq1+NDQkH5aT3JyMi4uLjMv3NcnIsuTIogA6HSoe3rIKCqit7eXDRs24PXWW2K5yy+fsmhNTQ179+4lODiYtWvXIpfL0el0FBQUUFNTw9q1awkMCGD/O+9Q5+xMTEwMBw8exFKpZMOf/kTNli1Ux8Vx2m23IdnaYvHdd1hYW4sOft+JoIM5svmz5ycR0TQLzZ8wBsVmWTOHDs8uNqtrO3BytCUpPozhYSVpORVYW1qQnBA2xapHkiR6LriBvv5R9l53HQD+441EhmoZe/pENOmcU4/ZOR93xutIf3s2nJx4vI9mZv74VxEZfHOWWc4GMCQy164OYnHQdMGgVatJv/B6Mr7eRUBsNJfv+K9IkRxZD6rRwBsfiolKc4kYpRIefAZu+4NpzT99A3DqxeLm5LcmjG9knhN/BgbE6EGjj68Penpgvt3Vvb0i6ngMjc0ZGQHb+Y+BHZ8vPl67KZPJWLNmDYtn8Kg8ZqlzEKUJ3d1TGnfmYnR0lPT0dNRtbZzy1VdYP/ggjPlfGqS/H7Ztg99NHaeqaWmhc+tW8i68kHVbtuDr6yu+A6++Ctdeq1+urq6OvLw8AgICWL9+PfIxi7CCggKqq6tZs2YNQUFBZGVl4fb663ivX09uUBAWo6NobGzQajQEfvklDQkJOC9ZQspttyELDITPP59yPGax+bPmJyE0zanznzAG0+gRfqxYOt2TUJ9Gr2wjJMiD/sFR0rLLsbW14qQNEWi0WnZnljE4pNSvI5PJcHv/GXRjU1hkWi2NLb3szi6f0uGt57X34YZ7oH9gYU6wpw8uuh6KShZmewuBpSW0tgvboBOZ0zbClhSTVpEkicID9VNE5roZRCaAwtKSTZ+8wtbv3uHct55C/vxbcOqlQoxPJqcQ7ngYDhyeeedDw1DTIKJ1/7jD9A5zR3s4eQNERZq02rwimdXVYqzkXDfpw8Pwhz+IBhVn5/mJzKws0WXu4nLsRGZhoTiXoxCZAC4uLpx66qn6KOb4hJyCggLhWXkk46/fQnryjvPUUyaJTBDp740bN2Lv7s7gvn1079s3+wqffCJqZVun2sxZjI7iXV9PgFZLVlYWjY2Noov/uutER/oYQUFBxMXF0dDQwJ49e9DpdHpxHhoaqo9ubkhMxKu1lY6MDJYvX47W1haZTIbvgQOEbt+OTKejt7aWXrUaqaJCiNpJmNPoZo435ojmzwBDkc2S8hYOljZPW3Y8shm+xIvahi7sbKxITghDq9WRll2BVqsjJWG6rVF7aj62v/8TWbfdRn9gIPZ2VqQkhONgPymNp9WKurwAIya8GINKBedeLaJUJ3L08GfAuMisqu3UP7YuOoiQwBlSn/kHxA3AFb+dSAXvKYTsArj16unLt3aAzyyWPLc+AN/shuIfTOuQHxgUzWgrTZjCM4bJInPcVmj8N3OuFPh4Dee778K6dSYfH1otLFsmmk7+/W/T1zeG2lphWP7uu7N7SJqATqdj//79VFZW6h/z8PAgMTFxyrz0H2UEZWmpGA9pAhqNhuysLNo7OoiNjSVgklflFCQJWlqmjITUo9Wik8nI3bOHxqYm1sfEELRzJ1wz3UFh3GrJx8eH+Ph4FArFlElGUVFRhC5eTPaePbS1tbE2PJxDDQ1Yt7SwZNs2ii67jKCvv2bZxx9TefPNRNx8Mxa33CLEtrlB6OeOOaJp5sfBUGRzWbgvKyJnjmyWV7UTHODOqFJNalY5crmcTRsisLJUsDuznJ7eqcX8XtERWJ6SiMZbiIWhYRU70krp7hmaWEihECJTqYS/PCwsbI4GKyv4+q0TU2QuVNT2WPD4y6IW0kgkSaKgaKrIXB8dbFBkSjodnWVV8EO6SIdrNKIeUpIgLmaqyNx/CF58Wzw3m8gEuPtGeP1x022Y7n8KzrvG6CaWcUwWmbt2CaPuAweEwJxNZGq1IqobGirmYM9HZIL4Pu3YAY89Nr/1jSEoSHQsz2JnZCpyuZyYmBjWrVs34bPa2ckPP/xAb2/vxIKBgVP/XWi++koI9cOzRNINYGFhQeKGDQS6ujJ4003U5ucbXlAmEyJTpRI+qpM/gwoFcp2OuOefZ82BA+QWFFB9yiniuauvFvPTx1i0aBGJiYm0traSlZWFRqNBJpMRFRXF0qVLKSoqoqKqioSEBMI7O/FLSCBKklD6+nLwmmuwtLOjMyaG1Pvuo2T1avK/+w4pLQ3KyqYcrjmyaeZ4YRaaPxNmEpsr5xCbAYtcUau1pGaWIUkSGzdEYG9nRWpWOZ1dk9LDzo7YvPYoG89ch4t6FJueHlRqLbsyy2hu7Z26g94B+HoXHChdmJMbGoYb71u47R0tX2wHr2jo7j3eRzKdrh546R04bJzQHBeZ1XVTRWZwoOFO9dwX3uKltWeRaWWJ7rt3RM3l5beImtAj2ZEJ7346uwj84AvxOrq7QuLamZebiftvgY9eMmnm97zS5YmJ8MgjsGLmQQJ6brpJNP9I0vwasnQ6eOYZkXoPCBBp92OBVivEUkqKcZOMTCQkJIRNmzZhNfbejIyMsGPHDhoaGsQC4xG1YxVZ27xZiM0w0wdKKBQK1i1fzpKcHOo//VQ/QtIghw8LS6ScnCM3gszTk5AVKwgNDSU/P5/KjAzhr3n//VMW9fX1JSkpiY6ODjIzM/Vic+XKlURGRnLgwAHKyspYcdlltF58MbkDAyxduhSFQoFWo2H9M8+w/IsvQKPB/4UX0HZ1od2/X9wI9vTo92MWm2aOB+bU+c8MQ2n00vIWimdJo4ct9qKppReZDDYmhmNlaUFmbiXdvcMkrl+Cj9fUQn3d6ZfR0zvEzjvv0j8WsyqA0JBJXZjjo9hgftNPJqNSwamXwM1XwrmnzX87C0VLO6TmiIkzJ6J3qEYjXu85LHAMiczYmGCCAgyLzLaDZbwafw7aMTusK9M+wj82Gr7aIQTVaRunrzQyOvP4x54+WLUZ7rgWbtxq1KkB4vNw5z/h9j+An4H56bNgssj86itYulREJ43lu+/EPOrLLjPp2PQcPChM3T//XJizHyvG07ivvHLs9gEMDw+TmZk5JZoZGRlJoKMjLiEh9NXW4hQUdEyPYb5Io6McrKigtLSUpUuXsnLlSsOjbbu7ZxXMkiRRvHcvh2triXFwIPS00wyOHW1vbyczMxNXV1c2bNiA5ViE/9ChQxw6dIhly5YRGRlJXl4evXl5LA8J4aCFBTb19WicnBiysWHFq6/SGxLCwG9+Q8onn6DIy4Pc3Cm/B+Y0+s+Gn0Tq3Cw0f4YYFJsVLRSXTBWbMpkMG2sLRkbVhC72pKW1D0kSYtPG2pLsvVW0dw4Qv3Yxi3xdJlYsq0KLjNx+icbmXv3DBu2PHnkBunvg8XuO7qSOVqz+ElAqYUQJLnN38JoqMjVKJa8mnkf7QZGOi7txK1vuvtHwvh58BlZEGHdT0NwGvl6mvbf1zXD67+D5f8CmeKNXM1lkajRijnhyMjz//Nw7yMmBuLiF+Zx2dsIs1kALwn//K85xvoLYBLRaLXv37qW+vl7/mE9bGyk33XRsazS1Wti6VUxhuuSS+W1DpaLtwQfJiIggeOlSYmJiDI/b1Ong6afFKMuxeeh6/vUvpA8/pPSVVzhYUSFGUX7+ObJvvpkWCe3s7CQjIwMnJyeSxsZQApSWllJcXExkZCTLli2jPzkZdW8v/Z9/TkVlJWq1GtuREcJeeYV9l16KxsGBmK++IiQvD/mePdMi42ax+bPgJ3FRNKfOf4YYSqNHhvkStdx/ynKSJDGq1GBrY0lldQe+Xs7I5TJ2Z5YxPKIiMXYJfj7OZO+toq6ha2LFiCUoIhYTv3IRSRk7kI91GVdUd5CVV4VGM6nD1M1Z+GsebWepTCYiWQ88DQfL5lz8mJO2R6TQTyQ++x5CEqCja9bFTBWZALvuf0ovMr0iQzn5L9dC7K/EmMjJaLXCR7NxusWWnpJyuOFeIYz9vI0XZlqtWCfQD/Z/d2xF5njae9cu0VQxFwUFkJAgairnS2kp3HefOM9jLTJBNP/8CCITRCo6NjaWqKgJX9yasVGOA/O1fDJux2BnZzB6aDTV1Xg/8QQbtFpqamrIzc1FO8msXc/gILz4Ivzww/TnTjoJ2cUXs2z1aqKioigtLaUnOxupulqUSEzCw8ODlJQU+vv7SUtLQ6kUTiCRkZGsWrWK0tJSDh48iPO2bTQ88QT79u8nNDQUS0tLFO3teJSX49DXh3dhIYvffptONzfUFhbw5psi8jqGOY1u5sfCHNH8GWMoslle2cb+Q41TlpPLZFiPRTaXBHvQ0TWISqUhJSEcRwcb8vfXUdvQNd20u6AYzriMxleeIpuJ6SAuznYkx4ViY3NEY8fAIDgamJtuLEolJJ8Pf/wdbL1g/ttZCP5wpxh1+N07x/c4JtPaATsz4ZJzZ1xkPiKzZncOb59xGUgSCitLrs76DO8VEfCf/wlLoaBF4xsXonGuruyvdsA/X4Rv3gInEybk3HgfNLXAJ6+YFDU0WWRu3y7qMT//HEzxd0xPF6ML5xvR/M9/RG1mZiY4HMX3ZC6amkSD0X33gbvpU6OOlvGml4GBAbZu3crbb7/N5s2b8Rkb03hCMuY40NjYyJ49e/Dy8iIhIQGLI2twh4amzUKfRnMzlcPDFBYWsjgwkJj165FrNNPqjHt6ekhLS8POzo7k5GRsxupoJ4+xjIqKYt+uXXjdcw+aRx+lbGQE5fAwljY2KAcG8MnOpikpCS+5nKSrrkJ2773T/F/Nkc2fNOaIppnji6HIZnioN6uPiGzqJAmlSkQ2q2o7cXdzwNraktSscvoHRlgXHUTYYi8Kiuo5XDGpk3zNSihLw/+cjSTHh6IY+8j39g2zPa2Uvv5JY9F2ZcPSTSLaNV+srcWM8eMtMgGe/Tt8+/bxPoqp+HgaITLrTBKZIz19fH7Vn/Xi8eQHb8fby0OIqSt+OyEyu3vhpAuF7dFMXdnj/n5nnQLpH5smMkGk4i84+9iKTBCelX5+xk3g+eYb+HRs7n1y8tGlzbduhby8YysyQdSAfv216R3+C4SPj4/w2xwSjhU2ra2kp6dTVlaGCYEP02htFec8X8ZsrfwLC0nasIHOzk7S0tJQHdnoNi4y331XmLkfSW4uLF5MaFsb69evp6ahgcPPP4/k6AgffjhlUVdXVzZt2sTo6Cipqal6I/zw8HCio6OpqKhg//79REdE4DYwQMWePYSEhGBjb49arWbNm2+yZPdudFotstxclHI52nFv0EmvszmyaeZYYxaaP3NmFJsrjhCbugmxWVPXiZuLHXa2ovu8p3eY1Sv8iQz34UBJEwdLmycuCGM1ej4vvsGZGT9gbSXu8EdG1exIP0xbe79Ybn0U3PB7CJnBk85YLC1FLdTL78Ch8qPb1tFgbX1i1Yy+8Bb8e2aDakmSyC+qo7puIq0+l8iUJImvb7qP/jGbqpDkWOJOSoSIFNieMXVhjVbMVJ9pDKlWK2yIHntJ/G1sKlOS4LtU8e9JCXDhr4xbj3mIzNJS8dlat04IBWOE5scfw/vvH11pyH33iZQrmNQ9P2+2bIHyctOitQuMo6Mj8WO2T7IxM/eioqKZ09JHy6uvCiFvog3WFPbuhXPOwfvwYVJSUhgYGGD37t16AahHkkQ0fOfO6dtYtw6efRbWryc4OJi4uDgq7OwY9fJCa2CCkrOzMxs3bkStVpOamqqfIR8WFsaaNWuorKyksK0N2wMHcD/lFA7s28diV1dsbGyoTUmh8Ve/wsLSkoCcHPr8/Mg86yzUX3whnAb6+vT7MYtNM8cSs9D8BWBQbC6ZRWxaW1BT34Wzsw2ODjakZZfT1TPEyshFrFomzOD3H2ycGn1wc8bG14PNGyNxchQpHq1WR1pOhYigOdjDX68XQrGyVlgWzRe1Gv79HmxPn/82jhaVCk6+CLYZqMc6HtQ1ilS+ASRJIn9/HTWTReaakFlFJkDxB19w6CMRBbJxceLXb/wL2bIwePxuSImdWFClEiLzwxch2N/wxuRySImDNatMO6/sAvj1VeJfEzBZZHZ1iUaep582bgfjYujVV4Uone9NhySJcZbDR/F9MIW0NJHePZqaxQXCcqkw2fdLStI/Vl9fz86dO/WCasG48UYhro9GyK9fL6LBGzfi7u7Opk2bUKlU7N69m8HBSVZwMplotHr22enbkMtFt7+lJZSWEuDoyNrTT+frp54ie3QUbVPTtElDTk5ObNy4Ea1WS2pqKkNjkeAlS5awbt06qqurKSgsZPXq1aRs24b7hRcS5O/PaEwM9WvXYmtrS1tMDJm33kqHXE5RaSm69vaJz/AYZrFp5lhhrtH8BWGoZrOiqo19B4+o2ZTLsLJSMDqqISjAjaFhFb29wyTFheLp4UhlTQeFB+oJCXRnzeog5EdcZNX1zexpHqKlrV//WPgSL1Yt90euUsGyk+H8M+DRu5g3Q8Ngbzf/9ReCm+6D806HjcY3pfzYSJLE3v111NZPiMy4NSEE+s9dh9W8p5BPT72ELpWa8995huXroqYLyU+/FQ1aO96fOZpZ2zizADWGohKIWmb04vNKlwN8/72osbSb43NVViY6iz/8EFauNPq4pqHTTQi+H8NVYWRElAT86U/wt78d233NwgsvvMALL7yAVqulvLycvr4++vr6yM3N1Y+qtLKyIikpCfeFriHVaESD0NG+1vv3w+rVDA0NkZaWhkajISUlBecjPU937BBjRI98vdVq4e959tnw3HOibjUjg3O2bkXh7o6srm7aLoeGhkhNTRV+xxs34jBWYjE+Mz0wMJC1NjbUb9/O3sBAVq5cSWNjI9qaGjbfdBOF11xDW3g4J997L3KZDPmuXVg6OIjpQZOi2+aazZ8UJ1BabWaO/22tmR8NQ5HNsCXeRBuIbKpUWmysLalr6MbOxgo3V3vS91TQ1t5PaIgn62OCqW3oIje/Bu3kOcZ5+7FceQqJ2j5CQyYah8qr2snKrUStsIB3noG7bjy6kxkXmZ9+C6UVR7et+fLsAyeGyMzbP22+MYja27zC2qkic61xIhPALy6GP1Rncc6/H2G5SgXRp0HDEX6sKyJEzaW7q+GNbE+HlZtNN9t/5nX48Evx/8dSZO7dOzHeccuWuUUmiI7w9eth0SKjj2saXV3COmk8vfpjlGHY2gqBdNNNx35fs3D99ddTUlLC3tdeEw8UFREQEMApp5yib3hRqVTs2rWLmpqahdtxTY2YhLRnz9FtZ9cuiI6GvXuxt7dn06ZNWFtbs3v3brq6jnB8KC0V9kVjzhx6LC1F2cXDDwOibjUpJYXSc8+leOtW1EcuD/p9yeVydu/ezcCAmE4WFBREbGws9fX17B0ZIfCWW4iIiKDnlVdY5OKCIiSEnU89Rdfpp6Py8KA+MZHtjzxCamsr0tlnw/XXT9mPObJpZqExC81fGDOKzZVTayd1OgmVWoONtQX1Td1YW1vg6e5IRm4lLW19BAe4E792MU2tvWTnVaHRjonNNSvhyfuQx64mZlUgMasmxsu1tPWzM/0ww9ErwdkR2rvg8+/nfzIqFfz9afjgy/lv42gYVYpo2/GkpR02XgDvfT7lYZ1OIq+ghrrGiYtE/NoQAhcZGZ144S1obsPSw43Vl/+fiNy+8ujEHPv+AfH6hy+Gf/x5ZqG0MR5efti0WeSSBAfLocS0G4h5RTK//BLeftugUJ9GW5sQiO7uwirmaCI9Vlawdq1pRvBHw+ioiKAGBYHrDDcFPzbjQn3sXxcXF0499VR9FFOSJPbu3UthYaE+0nlUBAXB5ZdPmf89LzZtgm+/Fe8fYGtry6ZNm3ByciItLY22traJZW+4QTSMGWq8WrsWHB3FvPRvvsHLywvfp56iKiqKjO3b0Riw1bKzs2PTpk1YWFiwe/du+vtF1igwMJC4uDgaGhrIzc1lhbs7sa+8wtBrr+Hn54c8LIzhkRECKyux7e9nxMmJobY2uq2s0DU0TKsxNotNMwuJOXX+C8VgGr26nX3FDVOWk8tlWFkqUKo0LPJ1QaeVaG3vJ36dMHFvbe8nK68SN1d7NqwPxdJy0jSa4sMwqqQ1KISsvCq0Y2LUylJBUlwY7i+8Bm9+BMXbwc52fifS1QNuLsenMeeTb+CSm6AhFzx/fJsYPYUHISxYbx2l00nsKaieYqafsG4x/n5zC4z+xhYcLBTI486BB26Hc04VonJcYI5zwbXi4vTRy4Y3VHwYFHJYFm7aufQNiJsQnW7umeKTMFlkjk+ukiQhwmyN+PydeqpYfvtR+qcODAiB8WNy//1iylFe3glRnwnQ39+Ps7MzfX19OE1K3ep0Ovbt20dV1cQYVU9PTxISErA2pkHrx6SlBXx9AdBoNGRnZ9Pe3k5cXBz+/pMyRUVF8M9/wltvTa8Tvf120TxUUgJWVvT09DBw7rkEpKWhzMzEJjFx2m5HR0dJS0tjdHSUlJQUXFxcAGhqaiInJwdfX19ivb0pHR6m9PBhli1bRltbG3Y7dhCSkUHODTew7N13CcrIoPyPfyTi1luxfvBBYes16bNpTqOf8PwkUudmofkLxqDYrGln34HpYtPSQoFKrcHPxxkZMppae4lbs5iARa50dA2SuacCRwcbkuLD9J3nnHu1uKB//Rb9AyOkZVcwMipSQjIZrF8VQJA1YjLM0ZKeK+x9wqd3bh4zuntFY1P08uNmFXMkOp1ETn4VTS2io1QGJKxfMnWy0wyoR0Z5Jf4crJ0cOO/ZB3CLWga3/B2+T4MDP0w9x5xCGB6Bk6dfBAE450pQqkzzGf12N1x1h7A+WmL8SEKTRWZ5uZiD/f77wmTdWMrKRORz+XLj1zmSDz6A224TBu8/pm/k3r1w4ABceeWPt8856G9owDkwkL76epwCprtRVFVVUVhYqG86tLW1JTk5eXodpKl8/LEw4//1r49uO99+K2p19+8XY0oRE5Dy8vJobGxkzZo1LB7vJM/PFw1Jn36qF6Z6lEoxj3zS56Gvo4PKhx6i47TTSElJwdbAjZBSqSQtLY3h4WFSUlJwHYtUNzc3k52djY+PD/Hx8TS8/jq8+y79Tz9NZ28vvb292NnZIVVWIlMqGQwKYlF7O3H334/su+9EScckzGLzhOYnITRPjFtbM8cFg2n0EC9iVk1Po6s1WqwsLWhu7UcnSfj7ubInv5q6hi483R3YmBjB4LCS1KxyvZjkjX/Bf8XoPidHW07duAx3N+EzJ0mQW9TAgW4V0tAw/Ol+YTg+H7RaYeb90o9snu7mAutXHz+RuSMTTr8MekX6TKvVkZVXOSEyZZAYa5zIBNhx16N0Hq6iKa+Ibbf9Q2zg3ptFynz8HMurxZsXHzOzyAR4+2l4y4iJOpNJWAt/utIkC6x5pcsDAuC88/TiYFaUSnj0UXHDFBFxdCIThK3MzTeDt2kz2o+adetOKJEJiJrJyf8ewZIlS9i0aZN+3vfIyAg7duygsbHR4PJG88EHIp19tJx0khhNOqn8YXwC0uLFi8nPz6esbGyK2dq1kJ09XWSCsNHy8RGR7nvuAaUSZ09Pwh54ALVSSffppzOSnW1gNWt9U1Bqaqq+PtTPz4/ExES9MX6Alxdu1taUl5Tg7u6Oi4sLo93dbPz73wnMzUXSaPD98EN0PT2oCwrE7+mkrn9zGt3M0WIWmr9wDInN0FnFpoLWtn40Gi1BAW7kFtZSXdeJq4sdmxIjUCo17M4sY2hYBa7OIg3a2gEX34B1Xx8bE8MJDpxIMx+ubCNvVxHS9kworZzfSSgU8PWb8MS9R/FKzJMPvoBX3//x9wtgZQmLfMDZEY1GR8aeCn2nv1wGG2JD8fNxMWpTlT+kkTcm1C2sLDnrL9cKAevuCknrxUKd3ZB4Lrw4g1G9SgW3/wPaOsX77m3kGMXUnIl1/vxHo1O7JovMsjIhamxtxVhJYyIzhYWiYePAAaOOaUa6uoSQ8PWFO+748Uo9Bgfh//4PDh/+cfZnCuOifRbx7uHhwZYtW/RRTK1WS3Z2NgcPHpy/uft//wuvvDK/dSdjbQ1XXSWio5O8NOVyOTExMURGRlJUVERxcbE4VpkMGhtF05khcV1RIY7r4EFA2BptCg3FNyODnjvvnGqhNIaVlRXJycn6+tDOTjGMwdfXl6SkJDo6Osh0dcXum29YvmYNtbm5uLu54ezry74rrqDtvPOw0Gqx7eqi+NJL2envj+baa+Gcc8ym7mYWDLPQNDOz2IwKnLLcuNi0sJTT1jHAyKiaxUEe5O+vo7KmA2cnW05KikCSJHZnHqZ/YFSsODQsLG66e1DI5axbHTTFw7NOZ8V3T/yLwfVjKZv5XED8fYVAOVQOVbXzfCXmQWEx5O778fY3meRYeO0x1BodqTnltHeKC5FcLiMpPgxfb+NSjMNdPWy75k7935sfvQvPR16AK44Qax5u8O6zcPn5hjfU0AJf7hDlBMaiUsG1d8HjM9R6zsC8Ipl/+ANcd51xOxj/DMbHQ22tvvFj3lxxxbSL949CY6MQNcZ00//YjEfJ58gI2NnZcfLJJxMwKb1eUlJCVlaWwe7sORmvkWwy7DtrMl99BSEhU/wvZTIZK1eu1M811zc0OTiIiOEks3Q9MTHivVqzRv+Qw/LljB44wP4775zS/DP1dITYdHV1JT09nfb2dgC8vb1JSkqis7OTzKwswnx9OeNvf0P+6KO4urqiPO00ui0tcbK1pWXtWspPO43BoSGqlEp0Q0PTOuXNYtPMfDHXaJrRY6hms6q2g4Ki+inLyeUyLBRyNFodHm72ODnaUlnTweoV/oQv8WZ4REV6TgVKpYbk+DBcXewmfAI1GjFFxsaa1vY+svKq9U1CFgo5p27/EgdHG/jHHaafgE4Ha8+EmJXw2mML8ZKcuKTngrsryrDFpGWV0zs27lOhkJGSEI6Hm3FjDCVJ4uOLb6DkM9H9H3pqMhdvex1ZXdOY11+IeF3TcmHTLFZO4+/veJONKdQ1gY+HcZN4OAqfzKYmEf2eqzZSkkTU0d5eNNEsBKWl0N0NBho7fqn0HzyI88qV9BUX47RixZzLS5JEWVkZByZFlx0dHUlKStJ7ShrNG28IW5/m5qPvwu/qEubsf/mLQUFfXV1NQUEB/v7+rF+/HoVirGFyJu9UjUZ8/s45R5RaIMoGWi67DOfiYhR79uibf6aupiEzM5Ouri42bNiA91h5RkdHBxkZGbi4uJDc3ExdSAgFTU2EhobS39+P9VdfseaVV9jx6KO4lZay5pVX6F2xAscdO7DZsQPOPHNKs5y5ZvOEwlyjaeanhaHI5pJgT9YYiGxqtTosLOR09QzT2z9M+BIv9h9spLS8FTtbKzZtiMDezordWWW0dw5M/KBuvQ2u+jMAPl7OnLoxEgc7ITA0Wh0VozLaLO3mlxaTy+Gjl+D5B4/qdZgXP3ak6h/PonnwWXalH9aLTAsLOZs2RBgtMkFM/xkXmbZOjvzqusuQKVXCYD0sRCz0xXY44zI4PENpw+sfwG+vM01k7i2C398qaiCDFh07kVlbC5deKtLWixYZ14AjkwkLo4W4gObnC8EeGfnji8ydO6G6+sfdpykolVP/nQOZTMbSpUtJSkrSi7WBgQF++OGHqZZCxnDmmSKFvhBz5d3d4e9/FyLTwO/A4sWLiY+Pp6mpiezsbDQajaiB/NWvRLe5IUpKprx3tra2BOl02HV3k/rDDwajiRYWFmzYsAFPT08yMjJoaWkBRMd+cnIyfX19pPn6ErBuHWvCwlC//jqOjo6ozj6bb595BoslS2iNieHAJZeQ9pe/kP3VV0iXXQbvTK19N0c2zZiKWWiamcJMYnNt1NQuYK1OQqvRoZDL6Okdoat7iKVhPhSXilnoVpYKUhLDcXe1Jz2ngqaWXrHiRefAZb/Rb8fRwYbNGyPx9Rb2JhVnnEHa6nhy8qvRdPWafgJLgsHGGuqboaZhzsWPmlElLE6E/35+7Pc1icEPX2bnuRcwMCQu0laWCk7aEIGbi73R2+hraOabP92v//vMp/+G49V3wCMvTF3wnFMh81NYOoPno583LA40rSmqp1fUZaqN8K8cY16RzLY2cdEeM7eek/FGkzvvPHpj895eOOUUeOKJo9vOfBiPyj54HG66jCUsbOq/RuLr68vmzZuxtxefdY1GQ1paGhUVFcbfoHp7i47xhWzkG/fWNDA+09/fnw0bNtDe3k5GRgZqCwtRrztmUD8FCwuxra1bxd9j56T45BMU9fU4uruTsX27vh5z6qoWJCYm4uPjQ1ZWFk1j5QEeHh4kJyfT399Peno6Qfn5rH33XZoKCrC3t8d1yRL6+/pY99//YtsvGj4tSksZtbZm1EB9sllsmjEFc+rcjEEMpdGrazvJL5o6Gk0hlyGXy5GQcHa0xcfbiUOHWwhf4k3U8kXodBK5hTU0tfSybnXwRCOQJIn0b0rc2J8SB0ubKa0QdU6+BQXEvvwS6tSPsV+2xLSDlySIP0dY5Lz33FG/FnPyxCuwOQlWRR77fQF93QOk5lajVAmRZmNtyaYN4Tg6GLhozYCk0/HOab+jJj0XgJUX/orz3nxS+F8G+wtPzrKqMUP4GVLmHV2m+4d2dIlaT5nMpLGL85pd7uoqotyTRz3Oxu7dcNppojt4Up3cUZGbK8ZUHo8ayZER0Qzk6Tn3sseBmXw0jUWlUrFnzx5aJ9VGBgcHs2bNmon09OwHIMZxXnONmHN/tFRWCoeCf/0LZrBg6uzsJCMjAwcHB5KSkvSTkGb8Ljz7rLDCevNN/fPqjz5CcdFF5N5yC0v+/Ge8DBjQa7VacnNzaWpqIj4+Xu/p2dPTQ1paGvb29iSHhdGo1VJQUMDixYsZGRnB6ZVXkPn7Ux4Tw8Z77kFrZcXBO+5gg6sr1m+8IaLAk8SxOY1+3DGnzs38dDEU2Vwc7MHa1dMjmzpJB8joGxihubWPlcsWUV7VRuGBBuRyGXFrFxMS6EHevlrKKsdSXJl7Yculwo+RseL5ZYtIXL8EhUJGR2Qkh886m+8qeiaiocYikwlrpRceOvoXwhhuu+ZHE5mdjR1YrTgZj4wsABzsrDklZalJIhNAp9Hg7SDEj5OPJ2f8eosQZCuX6o3fef4t0UWu1U7fQE8frDtr5g50Q/T0wfqzJ2yojpXIVCphwwa47z7xt7EG5UlJ8NJLYrzg0aDVwv/+J8RDbOyPLzJVKhFNtbU9YUUmAMXFU/81ESsrKzZs2EBERIT+sdraWnbt2sXIpC7wGXFwEKUVHfO0VTuS0FB49dUZRSaIyOKmTZsYHh5m9+7dDA8Pw7XXwl13GV7B21tEPicFhCyTkpCFhaFYuZKMjIwpQnschUJBXFwcAQEB5OTkUF8v6uxdXV3ZuHEjw8PDpJWXs8jHh9M++QTd669jbW3NwB/+QFlMDM4uLhy86CIy//pXemxtOZCXh+7w4Wm/BebIphljMEc0zcyKochmTV0ne/dPj2zK5DJkMhn2dlYEB7iz/2AjwQHurI0OQgYUlzZzuKKVyDAfVkT6IcvbD7HTL+r9A6Nk7KlkaFikhZ0aGvCLW8GKmCXI5SbewHX3iq73IyfbLCRtnZC1F8497Zja1jS39pKXVkzo199St2EDFqHBbEwMx9raYt7brPnse2QjIwRfdQe88zT85oyJJzUa6Oie2VD/rY/h9E3gZUJU882P4IyTjF5n3o0/778v5pEvMSIanp4u6jGNaEgxiu++g7POEpGoqKiF2aYpvPaaSJtXVZ044yYN0F9ZiXNYGH0VFTgd5SjO+vp68vLy9KMqra2t9Z3YPzq7dokblg8+EM1nBhgYGCAtLQ2AUw4exMbLSzgTzMbo6JRoolarpeDTT2kdGGDNli0sGh/pOQmdTkd+fj51dXWsW7eO4OBgAPr6+khNTcXG2pqTP/+cnogIdi9aRFBQEGq1GmVaGiffcw+777+fETc3Nvzzn9j296PNysLGxUUI4El11ebI5nHjJxHRNAtNM3NiqtiUy2TY2liyJMSTfcUN+Pu5EhsTglwu43BlKwcOiehozKpA5DKZmHeukMPZm/XbUqu15O2rpbW2jTNvvJHqk06i9boriV+7GFtbE7qaN/0WXJ3g01cX6uWYzuffw4XXQ22OmE50DKiu6yR/0uvt5eFA4pEjP42luxd2ZcH5Z048tu8grF4uhPKr/xXm6csNjI9UKiGvaMJb0xgaW+BAqRCYJmCyyOzoEOnvCy4wfieSBBs3iiahDz806fhmpaLC5NrDBaOlBb7/Hn7/++OzfyM52tT5kfT09JCRkcHoqLBVUygUJCQk4GvIJH0yHR3Q0DBtIs68ycwU4ybffRcMdIePMzw8TFpaGmq1muTkZNFJPlOZR2oq/O53kJYG49OGNBokZ2dG3d356okniI2NJTAwcNqqkiRRUFBAdXU1a9eu1U8r6u/vJzU1FSsrK1JSUmhvb6f4m2/wiI5Gq9Gg/e47lMnJjNTVsebVVym+5BKkkBC23Hor8jPOEGn9SZjF5nHBLDTN/HwwWmwqRFRTLpdjY2VBeKg3hUX1+Hg7Eb92MQqFnJox0eTv58r6NcEoLr9F3B0fYUkkSRIV1e00fryDnuBgtDY2WFooiF+3GB8vIy9M+w6Cl4cwNj9WDI/AyKgwN19gJEmiuLSJwxVt2HV04J+Xh/KS81ibtAzFPGZWj/b2Y/PBNvj707D/O8g/IATgeCRWpYKk38C5p8OdBjwnX3wb7nkcDqcaH8m8+zH49Fuxv2NpYfTYY8KIvawMTBEuvb2iAeNoO5APHRL/mSJ0f8H0NzXh7O9PX2MjTgaicfNhdHSUjIwMenp69I+tWbOGJbNFtn/7WxH9zc9fkGMwhdHRUdLT0xkeHmZzURH2hYWiE/3IzEhvrxgccP/9U0sxHnoIXUwMe93cqK+vnxK1nIwkSezbt4/Kykqio6MJG7sJGhgYIDU1FQsLCzaNjGB98cV8/8gjOMfFIUkSjY2NhNbWoquqouaUU7AcHSXxX//CZdkyLN+fPqjCLDZ/dMxC08zPC1PEJoCFQoGlpYJl4b4UFNXh4e5I4volWFjIaWzuYU9BDZ7ujiSs9sfS2kqkmQzc0Xd2DZKVV4W8pQ3X6mqa161jaag3KyIXGZ9KH1XC4JBoRPmJoNXqyNtXS0OTuGgGZGez9q03sahMR+ZgfHf5OE17i3j7jMs46e+3sf6sk5HtOwQX3wj7vp06I35kFKytDEdWtFoRnYw2Ic2s1YryAj/jxi6aLDLHGykkSUTz/Iwok6itFbOnX38dDDRTzIu//hW+/lqkzI/HWFKtVqTsb71VzHI/welPT8c5JYW+tDSckpMXbLsajUbfCDPO0qVLWblyJTJDpS01NeLGxN3Exra5yMkRFlP33DPrYiqViszMTGx27GCVJOHw0EOz1xW3tYna20nLSAMD1D38MHnR0cTExBBqoBRBkiSKioooLy8nKipKX9s6ODhIamoqCp2Ok9ra6DjtNHL27MHPzw+5XI7rI4/g0dbG7ltvZf3zz+NRWkrFZZcR9uc/Y//SS3DvvVM+72ax+aPykxCa5mYgM0ZjqEEoJMiD9dHBU5bTaiVAhkarRaPRcqismbXRQXR1D5KxpwK1Wou/nyvJcWF0dQ+Snl+HUiuJjud1Z0HVVOHq4e7AaSctZ3X6LqLefRe5Ws3hyjZ2ph9mcMg4Dz7OuRKun/0H/6h44hV4aOE63JVKDanZ5XqRCeB+zQVY1GTNS2Sqh0f47LI/oRoY4rtbH6AoLVfYFuV/JUTmyChcd7dIc9vaTL/QffiliA4rFMaJzN5+OHsrFJWIdY6VyOzrg5NPhowMITaNEZkgurF7ew03Os2Xhx8Wqc3jITJBnI+T06zp2hOK8VnzxsycNwELCwsSEhL0UTuAw4cPs2fPHrSG3u+QECEyF9oL9+BB+PJLUVs5C+OTfTSnncZ3a9bQ1NIy8+eyr0/U/T7zzJSHZRdcQNA//8lyOzsKCwspLy+ftqpMJiMqKoqlS5dSVFREaWkpAA4ODmzcuBGdQsEOPz9c3dzYKEkoU1PRarX0/vWvpN58M67u7hz6v/8j5/bbqUxIoOjNN5Gee06UiUzC3CBk5kjMQtOMSRgSm8GB7gbEpijKV6u1aHUSxSXNrIsOprdvmPScClRqDV6ejmxMDGdwSElqZhkjrq4QtQxcpqc9ra0t8H/lAVo/eBXd2IW8p2+Y73cfoq6ha27/vLtvhL/fuiCvgUE0GpM8IWejt3+EH1JL6OoeAoTm2xDhSXiIJzJb07rLx9l+16N0jfmKLopaxkrPsShD5NjFuLEFMvKgq2f6yjodvPwuvPOp8Tsca8owpTlqXulyCwshEhwdjdtJf794r1asEE1Ac9XvGcMTT4htyWTHt/nG3V3Uma5bd/yOwRTGG1sMeUkeJTKZjOjoaKInOQg0NDSQlpaGSqWavkJWFixbJsT6QnHllSKqacT5jftf+vn5Uf+vf6GMijLox4mzs7BPuvTSqY9/+CGyd99l2ZlnsnTpUvbv309JScm01cdHYy5fvpzi4mL9zPhxsSmTydi9axeur75K/Jh1lFqjIWDJEoarqtj08MPYdHUhabV47d4Nvb2M7tsnvu+aid8/s9g0Mxlz6tzMvDCURq9t6CKvsHbKcgq5DAmwthKd0dErA8jfX4ednRUp8aJjun9glPSccmQyGcnxYcKqp6tHKCzX6VYh3fVtDNx4P/vOvwDVWC3eIl9n1q4O1u9nRrRakUa3PwFnPwNNLb3k5Fej04mvm5WlguT4MNz+dC90dcNXb5q8zeqdWbxz5uUAWNhY88c/XIL7O5/C4d3gJASaTicx0DdE75CK0VE1VlYKrK0ssLKywMrSAmuNGksHG+RzRevmWa9qssgcGBDRnTF/QKOQJDjpJBHBeuMNk45vRjQa2LJFRFVnsqj5MSguFmUDmzcfU+eDhaS/pATn5cvpO3QIp2XLjtl+mpqayMnJ0XekOzg4kJKSojd8B8QoyvvvF/8ZGxU3lsOHRXr+9NPnXFSn03Ho44+xfust5I8+SuhsTgi9vWKs6eJJZS86HdIll1B+zTUUdXQQGRnJihUrDJYMlJaWUlxcPKWsYHh4mNTUVBgYIOmkkxjUaMjKzMTL2xtrS0sc//UvOv/v/+jt7+fke+6h+pRTqLvoIrZs24bl8DC8996Uz585jX7M+Ul82c1C08y8MSQ26xq7yC2onbKcQiFDkiRsrK3Q6STWRAWSX1SHtZUFKQnh2NpYMjSsIj2nHLVaS3JcKC7nXyVE5kcvT99xbSPSmb/n0O03U+I2cVGwslSwPiYYPx+XmQ/6nCtFnebrjy/MizCZwSGRJp5H1FGnE00/ep9RwNnRlqT4UOxsrSB3H/T1w6kpJm1XOTDIS6tOpa+lHYDTn7qPdddcQu++MjrdPFDnFOL25vvsufoaVNbiuBUKOVqtDpueHta+8goFV17JiIcHIF5jKysLbGwscXOxx8PNHg93B2ysxwTo72+F6jpI+/jY+WSC6MA9eFDUQ5rSFPX11yLytxAG3eNoNOJ9P54C7447YNs2MVN9Hk1ix4P+vDycY2Ppy83Fab0JLgbzoKuri/T0dNRqNTCRrv5RhM/WreJ9yckx6jMyuZZyxdKlRM5UW3ruudDaKgYMjD+fkwMJCfCnP1H2xz9SVFREeHg4UVFRBrdRVlY2bZmRkRFSU1NRq9VsCgrCeutWdv/+99hERWFra0ttbS2eNjbIc3LoGBtssPKTT1jS24vFN99MO0ez2DymmIWmmZ8/RotN+ZjYtLFCq9OxbnUQBUX1KBRyNiaGY2drxahSTcaeSgYHlWy0GcU1wGtqk8pkNBqwsKChqZu9hbVodBMfz4BFrsSsCjQc3dz2g5hmk7BAk1/G6ewG//Xw3+fgvLkjF5MZHVWTnV9NZ9eg/jF/PxfWx4RgoTg60fDVDfdS8JroDg1aF8Wpd9zEQUdPevtGkMtlhJSXsuSLL+l4+XGcPV1wdrLF2soCrVaHuqQSixvuofe5hxn1cEep0qBSaVGpNQyPqOjqHmJ4RKQhHeyt8XBzwKe3A3fVCHZbkgxfHI9g3j6Z9fXiImuMQNHp4JtvRKPMQtHfL8TuP/8p5pgfbyRJ2PQsVGPTj8BC2xvNxeDgIGlpaQwNjZekyElISMBvPIKpUomayoSEhSmpGKenR5jnm1AiIEkSNe+9h9ftt1P/5ptEbtky/ftUVSXe9yMbfw4dguXLAaisrKSwsJAlS5YQExNj8DtpaJnR0VHS0tLQtbVx8kcf0ffAA6RXV+Pu7o69vT12jz1G2I4dfPXMMwTm5LD8ww8Z8vfHZvduHAoKRIR/koeoWWweM8xC08wvA0Nis76xiz0GIps6nYSdrRUajY510UHsK24QVoaJ4TjYW6NWa8nKq6Kre5D4dYvxc7MTJt9XXTQ9UiNJcON9qAMXkZN0Eq3tE/OsLS0UxKwKINDfzbDgkSQhVheyceP9bcJf0t/4i1RLWx97CmpQqyeK/1ev8CdssdfEcf/9adgYpx/XaSxHpszPWbuWgNo6it76N+GhPnh5Oomu/SPH32k04jFLyznHRA6PqOhs70X27/c4vOkkeoc1SIjIp7ubAx5uDni42+PmYo/iCNFsssgcGYGHHhIpalOm7YyLzP37YdUq49ebjfp6uOgikYKfNJnmuNDb+9NpAJrEjy00AZRKJRkZGVNqBvVd2v39woj8xRcn5owvJC0t4jO8eIab5yPp6aH3+uvZfcopBKxaRUxMDHJD0WqlErZvn34j9cc/glZLzV13kZ+fT2BgIOvWrTO4jerqavLz8wkJCWHNmjXI5XKUSiVpaWkMDw+TkpKCpreXvTt3YrtkCU62trRnZ2MVFYWquJjAnBxKzzsP1/5+TrruOmRvvgmXXDJlH2axeUwwC00zvxwMi81u9hTUTFlOIZehkyTs7axRqTSsjwmm6GAjGq2OlIRwnBxt0Gp17Cmoobmll4SRDhZdezvs/lAYih/JA09D4CKky8+nrqGbggP1+kYkEB3ra6OCcHKcFE2QJPjdzeDjBf86hp3os6DR6DhQ0khlzcT4OytLCxJjl+DpPsnPUaWCUy+Fy8+Hrcb7MyoHBnkpagt9zSIV73vVlcRcdj7hdjKcVoTCfU/AwCA8ed90IXnbg6Lz/7NXjUsH5x+AUy+Br95EvW413T1DdHQP0tU9SFf3EBqtDpkM7GytsLWxws7Wko8+/ownn35p2qZmjWTu2ydmkX/9Naxda/RrAYg0+0JN/plsp3S86yH7+yEwUJhnX3bZ8T0WE+nPycE5IYG+7Gyc4uN/tP2OzwFvbGzUP6ZPHbe1CfP+hUaSRPQ9MBA++cSkVWtra8nPyWFRcDDr16+fPsf9jTfg+uvFrPXJfqSRkeLzWVJCfX09ubm5LFq0iNjYWIOz4Ovq6sjLy5siSJVKJenp6QwNDXH6u+8ir6riy3vuwcXVFWdnZ6oqKoj/4AOqVq6kMyoKzwMHWP/cc8huvx2bu++etg+z2FxwzELTzC8LQ2KzoambnHwDYlMnYW9vjVKpIXZNCMUljYwqNaQkhOHibIdOkthf3EBlTQcr3SxZumGGOqXJDI8wIregsKiOpta+KU+FhniyItIPK8uxdPobH4pazV8toN9g8WHIKYBrLpl1sY6uQXILavRpZwAfLyfWxwRP1DoeiYmipj7/IB+d8lsGR5V4RoSx9b1nsF0xadLP6x+ImtKbr5y+8u4caGiGy34z+04mH1NHlyhJOAKdTqKvf4SuHpFmHxlR8ebbH/Dyv1+ftuxll13GBRdcgK2tLdbW1igUCuRyOQpJQm5picLCAgulEpmDw8RzCgWWlpa4urpiZ2c39TPy8stCNPz610a8YkaSkyMiqh99BGN1q8cVpVI0YGzZMlVk/AToLy/HOSKCvrIynMINTKE6hkyugxzH399/QoTNNKHnaCguFs1rpjoT1NSgSUkh8+qrkaekkJCQgIXFpLIgnQ7Ky6fbRKlUwpVBLgedjqaWFnJycvD29iYhIcGg2GxoaGDPnj0sWrSIuLg45HI5KpWK9PR0dBUVxIaGoo6OJj09HWdnZ1zt7PC54QZ6TjmF0qgoTv/Tnxj08aHoT39ig48Pdl9+Cc8/b06jHzvMQtPMLw9TxKZWJ+HoYM3IqJq4NSEcOtzC0LBSdFm72iNJEmWVbRwoaSLI35V1X3+B3MfTsJB762P45wuQ/Tm4OtPc2kdBUR0jo2r9IhYKOcuX+hEa4jk1jbtQkanXPoD7nxCjKC2m14cqlRqKShqpre/SPyaTQdTyAMIWe85gJt0AIQEmHUZ9o4jsWnR3o/riE05qacXV2wM+/jeo1TOXC1TUQGiwca+FJMGfHxINW3ffaPSxzZQuv/fee/nd737HyMgIw8PDqFQqdDodWo2GlX/7G0M+PpRccYV4TKvV/zv598va2hpXV1fc3Nxwc3XF65ZbsAgMFHYwC0Vurpg+9M47x88v82fC8UidH8l4feI4bm5ubHrySRSrVwtf1GPBwID4fbC1NW55jQbuuIOOSy8lvaYGV1dXNmzYgJXVEaN4dToxgOB3v5taD/rii2KYQHExrVZWZGVl4e7uzoYNG6YK1jHGu/R9fHyIj49HoVCgVqvJyMigt7eX5A0bsH3hBXaHhWHj44ObqyuVVVW4u7sj5eTQHxKCztqaxRkZRO3YgaKgYFp9qllsLhhmoWnml4nRYlMhQ6uVcHSwYXhERdyaYA5XtNE3MEJSbCieHsJ6p76xm7yCGuL+9z6+UaEo7vijgZ02w4dfwG3X6CMRGo2OsspWSita9LaOIKyWlkX4EhLojsXNf4OwYPjTVUd/4jN0H2u1OiprOzhU2oxmUlrf1cWO2JiQqWn9yRwohfVnw/fvGlWfqdNJHChppCG3BN9gb1YmrRANUQODMDwKzo5w8oXw+/+Dqy+eunJLOyw/GR6/G6680LjzfewlITSP3NYMzLvx59VXRbTujDOmPaXT6VAqlfT09NDd3U13dze97e2M6nTIdDpsbG1x8/CYEKBubtMv0Mag04n39XinyifzxRfCIP6xx6ZEjH4q9Le04OznR19zM04L2XxjIs3NzWRnZ+vtjyLT0gjdtAnb889f+J2pVCLy+Lvfwd//bvLqnU1NZOTm4uDoSFJSEjaTBVxZGURHCy/Vs8+eePzbb+Gaa8QM9qAgOjo6yMjIwMXFxbBgBVpaWsjKysLLy0sfQVWr1WRmZqIsK+PUe+5h6Omn2enggL29PR4eHoy88w7rXn2V7x95BLlMRuwzz+DU0MBoQQGOHh4iAzApSmwWmwvCCfSDNDNmoWnmmGBqZNPZ0YbBISWxa0KorOmgq3uQhPVL8PUWPprtHQNk5VZi72BNUmwotspRg8bugKgvXByoFwVDwyqKSxqpnzRlB0TDSsJ3X+K6KgzLq4wUVyag1eqoqe+ipKyFUeVEZFWhkLEy0p/QxZ7IZxMuo0r4Zhecfcqc0TOlSsOe/GraOvo545UXsR/oR3b/LbBi6cRMcq0W/vkinHWyMMY/kq92wMkb5rZnqqqFJcGzL3MEJotMjUZcGDduNGk/5OYiXXghI59+SpeHh16A9vT06K1tHBwc9MLTx8cHZ+fpXq3TePRRyMsTKfMTxT7o1Vfhu+9Mrvk7UThWIyjnQ3d3N+np6Xozd0tLS5KTk3Ff6LGUAP/7H8TGQlCQaesNDkJCAsNXXsn24GCsrKxISUnBbnJjXHPz7D6gra3g46O3e3JwcCA5ORlra+tpi7a1tZGZmYmHhweJiYlYWFig0WjIysqit66OuC1bsLKyIi01FTt7e3zs7NC8/jo9l1yCLj+fNa+9RuFVVzGyeDFn3nEH8ssvnyauzWLzqDELTTO/bAyJzcbmHrL3Vk9ZblxsujjZ0j8wSuyaYOoau2lp6yN2TQiBi8SPT1//COk5FXgcKCbuX/9Clvq/ick249Q1QdSp8OJDcPGvpzzV2zdMcWkTLW39Ux6XycDPx4XFQR54eTqiOBohcdH1KNdFU3766VTVdKBSTx0lF7jIlagVAdjaLFzadXBISXpOBV35hah2/sBvHrkDF4DL/gRbUuCpv8HQsGGT+sEhMRHo9E3G7eyrHXDhDWJ05dLp85QNMa9I5htvwLXXigaHABNKBzo7xcXsscempCYlSWJwcFAf9ezp6aGnpwetVsuiRYuIjIyc/SK3bZuwjTmepuw/M/rb2nD28aGvtRUnb+NGlB5LhoaGSEtLY3BwEJfqapza2gi4/XYWHavaV63W9Ej0ww/Dr37FQFAQaWlpAKSkpOB45GSst96CmBhYuXLisZoaCA8X3eBvvklvby9paWnY2NiQnJyMrYFUfnt7O5mZmfp0vaWlJRqNhuzsbDo6Oji5uhr7HTv49pprsHF0xNvbm7KyMhY3NtIpSQwFByMfHibx8cdxPOUUbJ98cto+zGLzqDALTTNmTBWbrs529PYPExsTTEtbP3WN3axdHcTiINF4MTyiIiv1EH4ff4bXQ7fg6WOgsP6Tb+DMk8Fm+l06iNGVJWUtNLX0AiDTaln+0Ud0hYXRvn4dfj7O+Hg54enuiL2d1ZxNSDqdRG/fMG2dA1j983navHxpPMIQ3NvTkajl/rg4G2nLk7cf3v4EHvkLODrMuNj4SE+ZRkPVLbfQ19CMlYM9V2V8jKebq3gN2jvhpN/Cu89OT8E//6bo3C/dbdw0H7UaPv8Bzj/DqDTyvNPlOh0UFhrfXV5bK+Z8m3CR0mq11NfXU1payuDgID4+PkRGRuLp6TmxkEoF80m1H2u++w6SkmDydJufGCdCjeaRqFQqMjMz8X3uOXwLC/nhsceIjomZMjd9QWhrg02b4Omn4dRTTV9fp2N4cJC0rCzUajXJycm4jFtcqVTie3PeeWLS0WTOOkvUayYmAuI9SEtLw8LCYnp0dIzOzk4yMjJwcnIiKSkJKysrtFqtmLb0/ffEdHWhffhh0tLTsba2xtfHB78LLkDt70/GH/5A0qOPYt/aStW557L4r3/F+ZNP4MYbzROEFgaz0DRjBmYQmy29ZOdVTVlOPtaN7uZiR0/vMGtXB9HTN0xlTQdRy/2JCBVRD5VaS3ZeFZ3dgyQ66PCNCAA/AxGR6nohjCKWGDyuoWEllTUdVNd0sO7Rx2hfuZLKLVumLKNQyHFytMHBzgpra0ssLBRIkoRWq2NkVMXAoJLBwVF0M3w7Fvm6EBnug5uLiYLgy+3w1Ouw478zpmo7ugbI3FOJg70Nmm8+I+9ZMVYxaEUEl+/6ANnYeElGRuGxl+G2q8HhiOOQJKishbCQ2Y/n02/F67jc+O5gk0WmTge33AIXXgim2N1Iklje1xc++8z49fS71dHY2EhpaSl9fX14eHiwbNkyvD09kZ1+ukhzPvigyds9ZnR1ifToM88Ir8SfKP2HD+McGUlfaSlOR3ZMH0e0Wi35aWnUtbfrv3thYWGsXr3aqCEERiFJcNttwq9zctTRGHQ6IU43bGD0zjtJT09neHiYpKSkiVR/f7+48ZqJ7m5h+L5uHYODg6SmpiKTyUhJScHBYfqN7Xhpgb29vT7VrtVq2bNnDy0tLcTFxeHS1sauhgasbGwIsLXlcEMDzj4+yLOzkSkUdEVE4F9YSOyzzyLbv3+a0bxZbM4Ls9A0Y2YcY8XmeGTTzdWe7p4hYlYFMDKiprSilchwH1Ys9UMmk6HV6dhbUMPSS65GvjICp0+mezKy+WKws4Vt0610JqPTSbS09lLf3ENzay9a7fw/6nK1Gp/eLtw3rCY42GtBU+STaW3vJyuvEndXB5ZYjfKfjf+HpNWisLTgj/Z2eNx0Bdx1g5gZbyhS+c6noo410YiIoVYLyedDbLTw3TSCeUUyh4dFw8/VV08ze56Tw4dFZ2twsGnrTUKSJJqbmyktLaW7uxtXFxfW7tuHS0wMss0LaIO1ENTWgqfnTzuimZuLc1wcfXv24BQbe7wPZwqSJFFcXEz5gQPoxiLa4x6Uhjq1f3See074wm7apI/C9vb2kpiYiPfkMoTvv4e6OtEMNJngYFFm0t8Pcrl+xrlWqyUlJcVghLmnp4f09HRsbW1JTk7GxsYGnU5Hbm4u7SUlnH3zzajuv5/tERFYWFgQEBBAXWoq8a+9RvbVV6P08mL5u+8S8cUXDH3xBQ7jBvPmyObRYBaaZsxMxpDYbGrpJWuGyKa7mz1d3UOsXhGATqfjQEkToSGeRK8MQCYTIy3LvsultFdN8IpgVi1fNLW+sq4JHO3BzcW4A9Rq0b30Dr0xq2lx86KrZ4ie3mGUKs2sq9nbWeHqYoeXhxN+hQXYXXIDVKRDwCxF+bPR1CoacmY47ubWXrL3VuPt6UhcdBBvbDiP1uLDAGz62y0kX3CWiPBu+wFufQDyv54a8dXp4Mzfi+jkXIb149ZPfQNgb2vQtulITBaZkiSm27i6muZfODwMTz4p5nwvYHpbkiTaq6spqa+no6MDJycnIiMjCQgIMDyZ5cdErRbvwYnU/W4iL7zwAi+88AJarZby8vITKnU+hc8/R3vZZXzx7LOox1LKrq6uMzbPzIuaGrjhBmFLNF+jeJ0OjU5HdnY27e3txMfHT9SV3n678Njctm3qZ+arr4TN0kUX6R8aGRkhPT2d0dFRUlJSJlLxk+jr6yMtLU3fiGRra4tOpyMvLw/1tm0EXX45bv7+pKamIpfLWWxlhfPtt1N1xx0MtrRwyl13UX722ZRdfDGnf/MNNk5O4js8CbPYNImfxA+BWWia+VExJDabW3rJnEFserjZ09k9xMpli7CyVFBQVE9wgDtrVweJ8YlAZU07h9KLidyxneBXHsDK9gjR0dUDX+0U03VmQ6mE2F+JcZc3/F7/sEajY3hEhVqtRaPVIpPJUMjl2NhYYGNtOdWTs7cfSiogZsWMNaJzcv09kJ4LxdunPdXU0kvO3mp8fZyJWxtC7jNvsP2vQtR5BftzTcHXKMajXN298L8v4Y+/m74PlUoIutmEY04h3P0Y/O9FYW5vBPOKZD70kGheKCoy3lsQhLXPuedCevrCTf0BaG8XNjFPPEHnKadQUlJCa2srDg4OLF26lKCgIINm1z8K4x6eeXlGif4TmROxRnMKzc3wwQe0nnUWWcXFaLWisc/Ozs5wA8586O4WAwWeew6iokxbV5Lg4ovFXPN77tFPPGpqamLdunUEBwcL9wa5fOabN40GXnkFrrsOYMokoCmp+EkYquvU6XTk5+dTW1tLgp8fHoWF7FwiSpaCgoIoKSnBw9YW1eHDDC1ejCRJrHrnHYIcHLB+771p+zCLTaP5SQjNE8Snw8wvhcDAQHbv3o1cYcXGUy+hrq4JP18XNsROraPU6STkMhmd3UN4ujtQXNLE6Kia2Jhg6hq7yMmv1o+aDA3xYpWqF/9du8n9MmeKSTsAn34Hdz8Knd3MirU17PliisgEsLAQdZrubvZ4ezrh5eGIu5s99nbW0+Z34+IECWvmLzIB7rkJXnl02sOiiaoKP18X4tcupr+2kd0PPC2elMk4u6kVxX+3wfCIELxuLlNFZmc3/OoKYU9kZTW3UHG0Bz8vw93qBph348/FF4sGBVNEJkBKikghL6TIBHB3F80Kmzbh4eFBcnIyp5xyCs7OzuTn5/Ptt99SUVGBRjN7pPuYEBcHl1/+kxeZAJSWTv33RMPPD269FZ/wcE466SS93+Tw8DDbt2+ns7Pz6Pfh5iZulEwVmSAilKtXQ0QEAAqFgri4OIKDg8nLy6OiomJiMlBhIVx5pSiDmcy114rxlTk5gBh6MC6i09LS6Ojo4EicnJzYtGkTWq2W3bt3MzQ0hFwuZ926dSxevJjOf/8bxRNPsHGska+2tpbly5cT+sgjxL/xBlqNhsU7d+KTn0//gQN0d3aKQQiTgl5RUVHs3LmTuro6Nm/ePGU2vZmfHuaIppnjgqHIZktrHxm5lVOWG49seno40NE5yNJQb9zd7MnJr8HT3YHE9UuwsBDRpZ6WbjIPNIIksSEuDFeXMYEkSdDRPeEnOReSJNLOm5OMFllTePczUMjhonNMX3cGGpt7yMmvxt/PldiYEGQyePfMy6nelQ3A+usu4/StF0BkKPzlEdiZKVLmkwVJTQNcfQe89jgE+8+8s7omWORtkpiZl8j8739FRNJUgXnffcJX9N57TVvPGDo7Zx0t2dfXR2lpKQ0NDVhZWREeHk5oaCiW5ilBJtNfWorzsmX0lZTgFBl5vA/HML29YrLO73/PkLOz3v4IQC6XExcXh7//LN8lY6mqEt+He+456rKIyeM1V6xYQWRkJLLdu8XN3NdfT/18q1QiQn7l1FG0arWarKwsurq6SExMxMdAWn/cDkqn0+nFqSRJ7CsspK64mBWJiSzy8yM1LQ2tVkukXE7dvn3oYmOx/eEHvEtLKb7oIpy6ujj5T39C9tlncM7U30xzZHNOzBFNM2ZmwlBk09fHmaS4qZ2I45HNjs5BvDwcOFzZRnvnIElxoXR1D5GWXfH/7J11XNz3/cefd7i7EyTBggYJbvHUtnXttq426+rya7t1q63uunZpV19l7bq1W71p0gSH4MFdAsH9cE6+vz++4QIBEo5ACOk9H4+WR7ivfO64+97r+5bXmym5GFmycrJmW/R6op5+hoaH/87R9mMG7RKJKDLHJ+DPT4hzuU9GWyf86nb47LulPbnUHMguXNq+T78Kf39/1q9OFJlSqYTmtENqkWlub8vWB2+HID9RHN76W3j0j7OFokIhjrL8/qOTi8zJSdj+S3hgrt/dQixJZDY3wzXXwGefLfo8agwNxejzcpOWJjZJlJQsuImFhQXR0dGcd955uLi4UFFRwVdffUV5eTmTk5PLv6aZ/PnPYmTqXGG6jvBsntEukYg1hMXFmJiYsH37drX9lepYXWRNTQ0aBGzmp7YWXn0VOjo031cQ4Lbb4Jlnji1ZQkhICIGBgZSXl1NaWoqwZYsYtTzxJkpf/7jIvP128UYL0bA+Pj4ee3t7MjMzaW9vn3NaExMTkpOT0dHRISUlhaGhISQSCaFhYXhu2kRpTg7Czp1sGxpCV1eXKpUKp5/+lIG+PuyHhii/9FIwMkI6PMy4lRXD80QttZHNcwOt0NSyaswrNh3mEZuCgEQiobt3BDtbU+oau2ltGyAp1pvhkQlSM2uZOJYuNzY3wTbUDxN3J7LzG6mobj/+JdA/CP/7Dg5Xnnxhrk5QvBeuuHhpT+zNp+Hlh5e2b28/9A2q/zmfyATwTI7hsntuxtLSnPN7+zH48nvo6hWnCbm7wIXbjx/ztQ9g55XiY6fCwEA0u7/1t4ta7pLT5R4eYsp0RjPCKZn+krnnHrEBaLnZvFmsF12E3YypqSkRERGcf/75eHh4UFNTw9dff01JSQnj4+PLv7aBAbGB4+jR5T/2ajH9Oq3E67VcWFiI4u+CCwDQ19cnMTER9xlTfUpKSigqKlKPsFwSu3dDY+PJp/oshEQClpYww5ZIIpHg7+9PaGgoNTU1FBQUoAJobRWtkY4cmX2M/HzR0/O+482Burq6xMbG4uzsTFZWFi0tLXNObWxszJYtWzAwMCA1NZWBgQG10PUJDqbTyIh2hYItW7agp6dHfX09Yba2uP/rX3g2NyMdHCThsccYdnYma3KSoa+/hocf1qbRzzG0qXMtq858afTOriHSD81Oo093mtvZmNHTN4z7Omt81juQcageXV0piTHemJqIkS5BEKiq7aQurxpbXzciQz3Q09MRI3aaRMMqajXyjlxOWtsHOFTQyDpnKyJniMyZKCYn0c0rgehQuOi3Yl3lf/4+e6NDRXAgC+69ZeGTdffBF/tBg1GcSxKZL78sfsk984xmKcLiYrEm8+uvRaPy5UShEBuAlvIlf4yJiQlqa2upr69HEAQ8PT3x9fXFZDnthwRB/G+1O9+XibNpBOUpUShEQXysAUgQBMrLy6maUV/q5ORETEzM6dkf9feLPqnLaBDf3NxMfn4+rq6uRHp7o3PZZWJT2Yk3VJmZEB8/Z3+VSkV+fj4tLS1ERETg6TnXc3e6iWhkZGTW6M6KigoqKirw37gRb6mU1KNHmZiYwM/RkdKWFiwsLDA8eJCBkBDkenr4fvklG4uL0S0omOMkoU2jz4s2da5Fy2KYL7Lp6GBBYszsyKYgCEgkolG5rY0pLUf7qartIDlOvCgfyKhmYHAMOHZHf3A/F97zZ/qb2jmQUc3wyIQoMlUqMTX88ZcnX1h2IYSfr3kavK4JvBKgqFzz/Y7NWj5ytF8UmS7Wc0XmR5/Db/8AVXXoGhhAQqRYs/j0PfCnG49v19svCpPosJOLTIDPv4NH/yp26C+CJUcyJZKl1aAFBoq1mZGRmu97Kp54QhzXd6z2bikYGhoSHBzMhRdeiJ+fHy0tLXz77bdUV1efflp1bEyMREkk54zIBI4bdp9g3H3WIQji++/J4+93iURCUFAQmzdvVv+uo6ODgwcPMjExsfRzXXKJaHe0VB5/HF56adavPDw8iI2Npa2tjcyKCuTffjt/1H5aZD74oHhDeAypVEpkZCSenp7k5+dTX18/Z9fpJiJzc/NZTUQBAQEEBQUhf+45dGNiSAoIwNjYmKqODgIDA7H63//w378fuUqFSV8fdiUlqBoa6GtthaGhWefQRjbXLufQVUvLWmZesWlvQWLM7Dv7aVvH3r4RbKxNae8a4nD5UZJivDEx0iclq4aunmOzzC+5AJ1H/kDS+ZsRBPg+rUqs25RIxDrMrrkdlbOICYNPXxOjhZrgaCfOWbfUwLJFEMSO8Lsep6mll7zCJtxdbYgM81CLTEGlouH7TASpVOwe3XyROG6z+agonoM3QkSweDy5XKy1vO+ZU58X4PeXQ+E3ixpDuSSROZ2qu/lmzaKZLS1iil1PT/QEXInazBtugNdem5V6XCr6+voEBARwwQUX4O3tTWlpKRkZGacnPj7/HNzdRbudc4np13sZXvcVRSKBRx8VJ1adgKenJ4mJiWq7q8HBQfbv349MJlvauV5+WWzOWSoDA3MEGohm84mJifT19ZGWlsZkb684jnLfvtkbqlTiGv72t1m/lkgkhIeH4+3tTVFREdXV1XPOMV1WYGVlRXp6Ol1dXQBs3LgRk1tvJfuGG6jq6SExMRFTU1Oqq6uxj4mhz8UFc1tbrMrLMe3oIOtPfyIzJwflpk3i9KsZaMXm2kSbOtdyVjFfGr2rW0ZaTt2s7STH/mdjZcLA0DhWlsbEhHuSV3yEnr5hosI8WOdyPLWiSDlEvp4FrX1j+Ho5EOTnjHTammhavZ6M8QnRRH2lEAQor6G5Z4S8YQnr3W0JD3GbNfKu+B//4Yvr72bDjgTOf+EBrCtqYWsshF8AP78AHj2hbvHzfeDvvfB4yfEJ+MWNcN0V4mz4RbAkkZmVBcnJoo2LJqMlAX72M7FxKC9v+U3KR0dFwb6CHo6dnZ3k5uYikUiIjIyct3v3lMhkYqPSRRct/wJXEVltLRa+vgzV1GDuszrlKcvF4OCgKOCONYTp6uqSkJCgbhzSGLlcvLlaZqan+xjo6bH9/ffR/c1v5s5ab28He/t5XSdmlgz4+/sTEBAwZyynQqFQm8fHxcXh5OQEQH19PUVFRWyurcXlZz8j4+hRZDIZfn5+VFRU4NzfT6eeHlhYIExMEP/kkxj9/veY3zI3G6NNo6vRps61aNGU+SKbDvbmJMWdENlE1GZ9A6NYmhsxNDROZl4DkWHuuDpbkVPQRF1jt7hxdx+6l/ye6MO5hAS4UtvQRUpWLaNjU/DuJ3DlreKd/EL8838QvBNGxxb/RBqaoeQUTUcnPJ8KfXPyhiX4bLCfIzInBmV8/+cnxEPvz2DwSBv8eCeYmcJrT8K1Vx4/WOmxurEf7zz5DHMdKdjZgKXFota45HR5TIw4+WQpYwbfeAM+/nhlJuHcd5/oS7mCfpiOjo7s3LkTCwsL0tPTKSkp0bxpxNz8nBOZgLrDmeXwozwTvP027N0770OWlpbs2LFDbeKuUChITU2ltbVV8/O0tIjlBGlpS1/rm2+KRuwnYGVlxdatW1GoVOy94gpk0dFz93V2FkXmu+9CXNysa+N0yUBQUBCVlZUcPnx4TmmIrq6u2hIpKyuLo8ca2Ly8vNgcFITtK6/Q8+yzxMfHY2lpSVVVFUHu7oTfeSdBaWkoJydJeOIJjPr7qS8ro+fIEdH6aQbayObaQis0tZx1zCs2bc3ZEje3QF4QYGBwDDMzA8bGpkjLriPY3wWfDfYUl7VSVtWGYGcNBz5CcsNV+Ho5sDXel/EJOftSK+mV6oO97Vwj45nEbYbrrwRNpsE8+AL88bFFbaoSBLp+fx/9//yKQD9nQgJc50QJ0p74G2ODYjouQFeH9UMyaGkXX4AtMeB2rJElvwQiL4KUnIVPqFSK++rrw1vPLGre+ZJE5uefQ0GBWFd49dWLry9UKEQrn+5usZt2/frF7acpt90m1meusPn59Gzo4OBgamtrOXjwoNqL8ZR88gnceeesLtxzhmmj/eU23F8pPvoIUlMXfNjY2Jjt27djb28PiNG/nJwczet0160T0/THIoFLorQUKirmfcjMzIytW7eiq6tL6vffM3nllTDPdB4yMkSrr3luBDZu3EhYWBh1dXViR/sJN086OjrExsbi4uJCTk6OumPdc+NGBr7+muwdOzh8+DBxcXFYW1tT3tJC5549lG/fjrm1Ne1hYRRfey0NO3bQ/NxzCNdcI9Ypz0ArNtcOWqGp5axkPrFpZ2vOlri5KTaVIDA4NI6xsT5TciWpWbV4r7cn2N+FqtpOCkpaUIUEiEKxuBybvd+zM3kjDnZmHDR3Ie/qXyFHurDY9HCFO6/VbNrPo3fBey+ecjO5Qkn2oTqEilr8LPTw93WaIzJ7axvJ2/MeALqGBuy49xYID4LIC+HVE+q5IoLhszcheZ5IxTSP/w2Sf7boCO2SRKYgiJ2tr722qHPMorVV/OIrK9N838UwMiK6D3h4zDGIXikkEgl+fn5s3bqVyclJ9u/fP69dzBz6+qCtbU3PNj9n+O67WQ1B86Gnp0diYqI4/vEYpaWlFBYWLj6SLZHAU0/B6ZQTvPjinPrGmUzbEplYWNDW08PQPHWdvPmmKDKPCecT8fLyIjIykubmZnJzc9UjOqeRSqVERUXh7u7OoUOHaGpqAsAtNJSo6GjG9u5lNCmJuE2bsLW1pcDEBL/wcJTNzZjK5XT5+KAjlWLQ24tCpaK3qWnODZdWbK4NtEJTy1nL/GLTjC3xvnO2VakEhmTjGOrrohIEDmbU4OxoSWSoB80tvWTnN6BQquBfX8Dr/0RfR0JMxHo2b3LnaNsA+S//B0XILtGLciFefQ/uPvkXjRp3F7Ep6CSMjE5yMKOG7v5R+OxN7O78zbzb7fvjY6iOpXdj7/g9FnffDO6uot/lZT8SNxoYEuejSySwO/nkwuSGq0Sfz0VMPVqSyFSpxPN/9ZU4VUUTBAE8PaGuDrYtrm5UY26/XTz2KkQJbWxs2LFjB46Ojhw6dIj8/PyTj7K87jr417/O3ALPJDU1s3+e7UxH5E+W/QD1OMbAGZHaxsZGMjMzNRtbmpkJd9yxlJUeX+vnn8N77827yXSn+NF772W/vf38aX5DQ3EddnZilPQEPDw8iImJoa2tjaysrDnPb/q12LBhw6yOdTc3N/zDwhhTKinIyyMmJgZ7e3sqKioIGhvDMSUFW8C2oIDgjz6ifvduUjs6GL32WtFAfwZasXn2oxWaWs5q5hWbNqZsXUBsDo9OoqcrRVdXSkpmDRYWRsRHedHVM0xqVi0T998O37wHOjpIJBI83W3ZtdUfwduTI+4bKKzuZHJygS+DaV2yGIHS2g63/EX8OQ8dXUN8n1aFQqFku7c1TvbzN6TU70+n7juxVstMR0rcBnfoPNYt/9PzxHnmAC+/I9aanixK+eFnomm9rfWimn+WJDJTUyEiArq6xG5iTRoa3n5bbP6Ry8UvuJXi5pvFdPQqRQn19fWJjo4mIiKClpYW9u/fz+Dg4NwN6+pOy3LprMfYePbPsx1BgNBQ9QSekzFtmB4ZGanOUHR2dnLgwIHFG/p3dcGhQzA8vPQ1f/ut+N8CTNdTurq4MHzbbfTON9bV3Fz8TDY3z3sMV1dX4uPj6enpISMjA7lcPutxiURCWFiYumO95tiNhcNFFyH9/HPaZDIK9+4lKiICJycncteto/WbbxjU12csJob9jz1G1dVXI0gk9NTXM1JXN2cNWrF5dqPtOteyJpivG723b4SDmXOjIbo6UoyM9JFKJYyNTZEQ44VUIiEztx4dHSnxUV5YyAbhhntgz2Pg5owgCDQe6aW0og2pQk5AsAfr3W3nNUlfFK3tcMl18PqTsClA/WuFUkVZZRt1jd04OVgQGeqOgW8i/O4yuP+2WYdQKRT8PfIieirFC+tPL9pO0J3XwQW/gteegEsvOL6xQgENR8B3w/zr6RuAkJ2in+YNV59y+Utu/KmrE+seX31VcyuiL74Qhepzz62MCBwbEwXsWeRFKZPJyMnJYXh4mJCQELy8vI6XTiQkgLW1GJU6B5HJZFhYWDA0NIT5Cnb+Lyuvvip6UM5jbL4QXV1dZGZmqlPLhoaGJCcnn/o5T383n85nYWpKvNk7xTEEQaDrN7+hU6lE/+67xfnoGp63t7eXjIwMTE1NSUxMxOCEz78gCJSVlVFdXU1AQAD+/v5IJBK6WlowiYqib9s2nN5+m8LCQo4ePUqAnx+2V17JYFAQh3/0I9anp+P15ZeM29ggfPUVzqOjc4ztf4Dd6GuipkYrNLWsGeYTm339oxzImOvppqsrxVBfF30DPYZkY8Ru3oC5mRGZufWMjU0S72GJ3R33w0sPzRJnk9WNsPsqsq67nqmoMII2uuDsaHH8oqtUwj8/g4gg8Neshqq7Z5jCkiOMjk8R5O+Cz3p7JIIAB7PFZh6f2U0vRe/8my9vuAcAiwA/fJ9+Eh0JuB04SP/2Ldi42ePRWIeBkx0Ezo3wzqGjW0znn+ILZEkis7xcvOgvxedyYACsTu3fedpccQVMTMCnn678uTRAqVRSUlJCfX09Li4uREREiF/Szc1iRHOtNMtoiKynBwt7e4a6uzFfqg3QGmFoaIi0tDS1n6qOjg4JCQnqxqGTUlYm3hwFBJx624XIzBQF50mcHwRBoLKykoqKCry9vdm0adNssdnQALGxYur6iivmPYbaPulYWt7IyGjONpWVlZSXl+Pr60twcDASiYSht98mWy7HwNubuLg4Dh8+TEtLC/GFhdSZmjISFobXK6+gNz7O4auvxrytja3334/k4EFxYtgMfmBic00IzbPn1l6LllMwXxrdxtqEbQl+cz5tCoWKSbmSiYkpbKxMycytp7d/hK3xvthYm5La0E/j6y+KIlOhEFNDgIGXGwa/uIDQH8VhaKBHVl4D+9OqOHK0H6VKJdYfPvUKfJe+uEULAoOycbJyG0jNrsXAQJedyRvx3eAgXsSlUtgeP0dkCoJA9ZcH1f8O3hSCo6EUGxtzBn96EXIDA8oqjjJ497P03P44jUd6mZqaJ+X/fSZcc5f4/JzsV0Zkjo3B9u3ijGJNkclgHmPmFeF3v4Orrlr582iIjo4OYWFhxMXF0dPTw759+8TJKh4e56zIBEQj/pk/1wIKBfz3vzCPYfnJsLCwYMeOHeooplKpJC0tjSMnzhw/EUEQRd2zzy51xeIx/vhH+PvfT7qZRCIhICCA5Koq9B9/nLy8vNkNTHZ24rFOYkdlZWXFli1bkMvlpKSkMDo6Omcbf39/Nm3aRE1NDUVFRQiCgMVvf0vkpZcy0tVFzaOPsmnTJjw8PMgIC8Pqxz9manKS3uRkCq69FsHMDLmBASP29nTNc3xtGv3sQxvR1LLmmC+y2T8gRjZPfDvr64m1mDbWJrR3DhEatI4NHnYUl7XQ0NyL3wZ7gu5/CImbC/z1odk7j0/QPTxJVX0XXT3DGBjo4uZijZu5Plbr7E+aVpcrlMh/fhMjkwpSr70BE2N9Av2ccXO1nh0lePIV0V4o4fhoxakpBXnFzbR3DmGf/j3yg6nsuO5ycWzm+y/CTvEOfkquoK2hk7bmLtonQSqV4OlmS4CvE4aGx2oj/7dXbID64K+nrJdccrocICdHFEXHfAQ14vXX4fzzwdVV830Xg6bz7VeRsbExDh06xPqHH0Z6ySW43nQT0rMo1b+cyI4exWLdOoZaWzFfqb/9cqNSiV3Yf/6zOKlKQ+RyOdnZ2eqpOQBBQUH4+fktnKpubBQtj07HwL27G2xtF1c28tRTDNfV8d2uXTg4Oi5pfvvo6ChpaWkolUr1aMoTaWxspKCgAA8PDyIiIpBKpYy++CL6d99N1ttvE/WTn1BZWUlDQwNRra243XUXqXv2MDE1xba770a2bh15N91EuLs7DiMjcPnls47/A4lsromIplZoalmTaCI2DY51ojs7WHDkaD/+Pk74+zpS19hDScVRQksL8IwJQHf7jLqriUmI/ylccTHcfg1DsnEaj/TS2tbPxKQCXR0J6wZ7kQb5YWSoh1RHglKpYnxczpBsnIGhMZxyDmFiYYLlLy/EzdV6rjBVqSDpZ3D5j9V1k6Njk2Tk1DM1PEpEtA/OjpbH1/PKe+IUHxNjsQP+wu2wTvTPHB+form1n5r6TlQqgY32xniFeaGnq7OoyUdLTpd/8QXcfbfmdWRKJRQWrszs8pkIAvz0p6IJ9Z49K3uuZUI1Ps7wT35CeXAwU+efT1RUFMZrpWFGA9ZkjSZAf79YO7tEVCoVhYWFarsfEEdZhoeHn/ymYnBQ9JU9HWprwc1tUc12nZ2dZGdnY2FhQUJCAvr6+uIDIyMQHAwXXyzWUy/A+Pg46enpTExMqEdTnkhLSwu5ubm4uLgQFRWFjlSKrLSU1CNH1CMta2pqqKutJXxsjAobG6SA2yef0LxrF5P6+mx66y3cOjsxKCqaI6R/AGJTKzS1aFlJ5hObg0Nj7E+rmis2DXRRKQXcXK1oaO5lg4ctocFudHQOkVvYhLGxPnGb12PW1yf6ZgLseVc0Q59Ri6kSBAYGRhn/6Etc/vAXMt94lX5bO1RKAR0dCYaGepibGmJjbYqTgwWmJouIpB0TgrLhCdKya5FKJex65il0DfXhml/C+Vtmm4oPymDzhXDX9eKM8hlMTSmoza9hw6W/puaXv8D0ll+dsqlpyZHMV18Vo5GZmWBicurnOZO33oIbbxTrvlYymiUI4mQhE5M1N12nu7tb7U+4efNmXFxcVntJy4qsvh4Lb2+G6uow9/Ja7eWcUQRBoLq6mrIZXrEODg7ExMQcF3QzKS4Wp/Skpi795qy3V4yMPvec+Nk7FZ98wvjBg3y3c6d66ICRkZF4g+znBxdcIHrlnoTJyUkyMjIYHh4mISEBW1vbOdu0tbWRk5Ojfv66urrIBgfp/u1v6YmJIfjGG6mvr6empgYfHx+Ed99l0sKCo4GBGA8OEvzGG1g1NtKbnY27p+ecAQznuNjUCk0tWlYaTcSmoYEucoWKDR621DV04+psRWSYByOjk2TnNeD8vy8I+ve/kVYdFC2AplEqYUo+e9b55CSkHYIdiQtH83r7Ie8w7Eycf/rM1JQ4nQeQDU+QmlWDZHwMT8kIAaMjSN79BDa4i+f564PiuaYZGgZz0/nPLQhMvvwPyjeG0DAmYGZiQJC/Cy5OlnPSc0sSmTPWveS0tFIJ2dliZ/VKoVCs+NSfFSE7W2za0NFhcnKS/Px82tvb8fLyIiQkBB1NJlSdxcgyM7FISGAoIwNzDbq4V52hIdi9Gx54QPx5GkxH9Ka/h6c7tk1NTWdvqFTCSy/Br399eo1z+/ZBYuLi7MPeegv270f2yiukZWUhlUpJTExUj9lcLHK5nMzMTPr7+9WjKU+ks7OTrKwsbGxsiIuLQ0+lQrF7N5XBwbTs2EFSUhJHjhyhsqKCna++Sr+ZGRXXXsvGV1/FoaiIguuvR+biwnnPPIP+c8/Nuak8h8WmVmhq0XImWEhsfp9WhepEsWmox9SUAp8NDtQ2dGFjbUJc5AYkSCjMrEC5PxPzq35MgJ8zUonkWOr1WrC3EWeKz8dCqem9qfCTa6AuXZ3insXWyyA8ENlf7iQ1qxYDfV3Y/xWHXngDl80hXPTKYzg42cMTe+AP14GFGTz0Atx9M1jOk2ocGhbnnM+o9xwYGqO0oo2uHhk2ViYEB7hgZyN+USxJZPb0iOLwiSfE1Jmm7N0Ljo5iA9BKIghw4YWiYPvLX1b2XMtJRYVY6/rVV2LECDH6VV9fT0lJCebm5kRHR6+tVPMCrNnUuSDA9dfDr34ldmGfJtP+k9Nm57q6uiQkJGC3kp34ExOnFpszrmujo6Okp6czNTU1Ow0eHS36bO7bd9JDKRQKcnJy6OrqIjo6Gtd5shjTr4M6Va+ry9jEBGlpaajGx0nYvp22tjYqiovx8Pamq7sbRkaQDA0xbmODanKSLQ89xNR99+E8T9PfOSo214TQPDerzLX8oJivG93Swpgdyf6cmDGemJBjoK9LTX0nvhscGBoa52BGDVNyJVHJQVj/+qdU1XaS8/Q/GR4YES+0V14MV/50/pPf+Qj834PzP5YYBQ2Z4DL3Dh6AG65iJDleLTI3+9pS+Ko4xaOzuAJDS3Mxsvrc/WLHeFU9fPINtHXOf7wX34Irbpll2m5lYUxSrDeJMd4oVSpSMmtJz6njkSdfXVq63MpKjBaEhi68zUIIgjjC7yR1XcuGIMCuXbB588qfaznx9xcbq3bsUP9KIpHg7e3Ntm3bUCqV7N+/n6amJs3mZ2tZPiQScbTqMohMADs7O3bu3InJsfIThUJBamrqrBpONf/8J9xyy+mdMD1drNM81QjU6ZvnffswefFFtm7diomJCampqXR3d4uPGRsvynBfV1d31uzz5nnM3+3s7EhOTmZ4eJjU1FQmpqYwNjZmW3s7SbffTsaXX+Lk5ERwRASNTU249/ay5bbbMJiaQjo5ScyLL2I4MEB7ZiaNlZWi2f0MtN3oq4c2oqnlnGG+yOaQbJz9qVWoTnifGxnqMT4hx9fbgaNtAyiVAgkxXlhZGFOXUcL6835B6fXX4nTXNThOT+0RBLEpZ2YK/Z1/izVLv7tM4/X2D46SnlOHsaE+ibHeZDz8AtnPvQ7AZlNjzg8Lgj/fBFtnfKHNTFufiFwO9c2w0XvehwVBoLV9gIcfe4W33v7HnMdPKjIHBsSZ26drtzM6Kn6BnYPNLWcChUJBcXExTU1NuLm5ER4ejt7pdCOvIrLCQiwiIhgqKMA8PHy1l6MZcjnk5orm7RYWy3LIqakpsrOzj4s4wMfHh+Dg4ONNQn//u1iv+fe/L93IfWREzEjceefimpr++lcxwv7tt8gFgezsbHp6eoiJiZldN6xSnbKrXaVSUVRURGNjIyEhIfj6zvX/HRwcJD09HT09PZKSkjBua0Px9tukJCczMjZGYmIiAwMDlGVkEPPVV5RefjmTU1NEPvUUdRdeSHtwMBs//RT/vXvRaW0VI64zOMcim2sioqkVmlrOKeYTm7LhcfalVqE6IY9uZKTH+Lgc7/V29PaPMjw8QWzkehztLZjILSFXYUhX7whennYE+bug938PQlcP/PvVxV/k//wExITDj3fO+nX/ZweoqGxjMm4zCTHeKIaG+KtvMvKxcXQM9Ln1P69h/u6/4Z5bxDT5nnfFyUFGJ6S7BAEe/xtcvGtRBvILpcsff/xx7r777oV3vPZaSEkRPQ81rXucnIRbb4V77xUjKSvNiy+KX6b33bfy51pOCgrENP8774CDw0k3bWlpoaCgAAMDA6Kjo7GxsTlDi1w+ZGVlWAQHM1RainlQ0GovRzPa28HFBf79b3Fs6jKhUqkoLi6moaFB/TsnJyeio6NX74ZCpRKvd8eueUqlktzcXNra2oiIiMDT0xMuuwyKisSu9lMwc0KQn58fQUFBc2rHh4eHSUsTR+8mJSVhZmbG1NQURR98QIepKfFbtjAyMkJ+fj6urq5MNjUxOTzMuIMDgkrFur178f/sM7q+/JL10dFz1nAOic01ITS1qXMt5xTzpdHNzYzYtcUfnRPy6BMTCoyM9Khr7MHS3BhbW1MyDtXT0NyDYVQIibE+RMsHGdqfzb6USvpjI+Hyn8wVmT198NjLMD4xd0FHjkJ3n/qfgiBQ19jN6Itv479vL0lxPhjo65L/9w+Qj4kzkMN/dxnmOxPgny9DgA8Ul8Nn38HYPDOSR0bFxw4Vn/K1WUhk/vrXv8bHx4eSkhImJyfn3/mZZ0Sj6qU017S1QVoadC6Q8l9uRkbW5ozwiQnx9Z2nM/dE3Nzc2LlzJwYGBhw8eJDq6uq1l0p3d5/9cy3h7AyHD4vWWcuIVColPDycsLAw9e86Ojr4/vvvj5ufT01Bfv7pn+yzz8Q601MvSrzmFRRASgo6OjpER0ezfv168vPzqa6uBhsbMXI4NXXKw0kkEoKDgwkJCaG6uprCwsLZxvCAmZkZW7duRUdHh5SUFAYHB9EfHyfqD38gZP9+0tPTMTIyIjo6mra2Njb99a9EHjOk9/7qK4L+/W/aIiMpbGqi74YbxOvPDLRp9DOLNqKp5Zxkvsjm8MgE+1IrUSqPv5WlEgkGBrqMT8hxdbJEX1+XxiO9eHnasSnAFekFv0JuYU7WrbfR3TuMs6MFwf6umBvpHhdd9c0QdzF88TZELVy7ODmloKikhdb2Abw97Qhxt0JqYYZ8bJwXNsQzPjCEBLj1sh9h+ZufQ9KMO/H5UubTqapFdH6frPHnlltuoba2ltraWiQSCX5+fnh7e6OrVMJdd8E995wywnZKlEo4R7qlzyaUSiXl5eXU1NTg6OhIZGQkhovpKD4LkPX1YWFry1BvL+ZrMCK70kx3Yk/PSNfX1ychIQGbjz6CO+4QG/NOJ23/+efw0UdiBH2eUZFz+NGPxAzKl18C4k1zRUUFlZWV+Pj4EBISovF89ObmZvLz84/7aJ5wjZiYmCA9PZ2xsTHxuZeUoIiIIKekhK6uLmJiYhAEgdLPP8fG1pZhGxsmW1txKCnhSEICwuQkyQ8+iPCjH2E3z3SlcyCyuSYimlqhqeWcZT6xOTI6wb6UShQzxaZUgr6eDlNyJbbH/C9LK49iZ2NGzAZrDKzNEfT0aG0foLSijfXvfoBTVzuST/6OpeUx/8jxiblp7WOolCqaj/ZTVtmGShCICHFjncvxC1r+ax/wzW0PAuAXEsDPjA2RXnkxhAfB3jT443VzRdp3afDYS/D522B18i+bxXaXT0xMUFlZSWNjI/r6+oSYm+P2u98heecd0RJFU9LSxMaff/5zaRODNKWmRkzvX3PN2rM1amwUbxg2blzS7p2dneTm5iKRSIiMjJzXQuZsQ5aejkVSEkNpaZgv5f212jQ2ioLvpZdWrCREJpOphRaI0cBob2/WSaVifehS6zSXQl+fKGxP+GzV1dVRXFzMunXriHr/faT5+RpFXKd9NG1tbUVroxNKBKampsjMzGRwcJC4uDgcHBxQNjVR969/UeblRWRkJPr6+mRnZ2NrYoLH229z+KKLwNwc+4wMgt5/n+6AACb37GGjk9Mc0/s1LjbXhNDUps61nLPMl0Y3NTFk55YAdHWPv/VVKgG5XImurpT+wVGaW/uIDvdkcGiMA+WdDE0okdQ14fbxp5y3LQCLrdEc9Q9kX2oV36dXU1PfxcCUCtX4hDpNrlSp6B8cpfvWRxnZuI2Cw0dwsDdn99YA1mVkwvm/AqUShVxB2tOvq9cyefnVfHrbH0n12cTIgRz4cr8YDTwRRzsI8AWzkxula2JhZGhoSFhYGLt37MDB2prc7m72Pv88rZ6eS0vLKhRipHUx0ZLlYP9+ePpp8bxrjRdfFLvkl5j+dnR0ZOfOnVhYWJCenk5JScmcdORZh4fH7J9rDUtL0VNzYGDFTmFubs6OHTvURueCIJBTW0uZRLJ8kZ+9e8Vmn1NhYyOKzMbGWWUw3t7exMbG0t7eTndNDaq+vkWl0KdxcXFRN/ikpaXNKd+ZnhBkY2NDRkYGbW1t6Pz97/j+4x94ODuTm5urjnhO1dbikJqK6+AgytFRgj/4gK6QEA5ffTU9772Hwt0d6upmHV+bRl95tBFNLec880U2x8an+O5gBXLF8S9jHR0JEokEHR0pOlIpESFulFQcZWRskqTKQmz/+QlkfgpmpqhUAm2dgxxp6aWzZxiVSmDr/fcz7uRI0e23MTWlQBDAvr4Wt/FhrG+5EkuLY53W+9Lgu3QUT93DV6/8h5K7xKYVd1cnLnnvZbqdXahv6mFINo6zjQmBQW7H9+3tFyOYi0hDL3niz003QUcHg2+9RWlZGZ2dnVhZWREcHIzDYlLocrn4hXQmoy3TjIzAiWbXa4HhYejqgtOckCMIAjU1NZSVlWFlZUV0dPRc8++zhDXro7kKKJVKCgsL1bZA5q2tRP/rX5h+9RW6p1vWcumlYlnOhx+eeluFAtavhx//GF5+edZDvb29ZGZmYmBgQGJiotquabEMDAyQnp6Ovr6+2G1+gjPFzCakyNBQ3C0tEWxsKC4upr6+nuDgYGxtbck6eBBjKyv09fQYqqkBBwfkSiWGbW1E//WvdL7/Pv4xMXPS/Gs0srkmIppaoanlB8F8YnN8fIq9KZXI5ccjhjo6UhAEDAz0kCuURId50to+QHNLL+sdzNi02ft4NPT5N6CxBcVfH2JgcIyp/ZmMW1gwtd4DAwNdLMyMsLIyRmceyw+FQknGoXr6B0bxrTtM3d/eItjIkA0+6+H+2xBKKmndvo3ymg5Gxybx93Vm4wY7pHEXQ3QY/PWhkz7fJYtMgG+/FcfVHTM97u7uprS0lP7+fhwcHAgODp53bjEgRuQuuwycnMQo3ZlApRJT5lu3ro64PQvp6+vj0KFDTE1NER4ejtuZ6PZfJHv27GHPnj2YTU6S19jIUEMD5uvXr/ayloYgQH29eIOwwu89QRCora2lpKQEg6Ehov72N+puuYWIK64QR0MuldFR0W5ssesvKBBLPOYRksPDw6Snp7Phgw/wMDDA8B//0Ggp0/sLgkBiYuKcGxCVSkVBQQHNzc2EhobibW+PcNttVF91FWV9ffj7++Ps7Ex6ejohH3yA4eQkGVdeiWNrK/5vvIH+8DAZf/4z3nZ2eG/ciOSEwRFrUGyuiQueVmhq+cEwn9icmJCzN6WCqanZYlOlVGFuboRseJyIELErtqi0BauJEWK/+xrDlx6E/3wtdpXff9vCF+mhYcgugLgIMDcDlQp5cSWZMhgYlZMY442tzbGIk1wOAzJ48yP4Yh9kfIpKR5fKmg6qajuwsTEltq8FQx+PBb0y4TREZlaWaEI9z3MRBIH29nbKysoYHh4mICAAPz+/4/5+M/nHP8SazEsuWfhcy8n+/bBzp/gFuNb8GEE0zr7/fnj44WXtwJ6amqKwsJDW1lY8PT0JDQ1F9yyqXV3zNZoABw7A9u1QWbnk+lpNaW9vJycnR90kZGBgQEJCwumLopoa8PY+pRemmv5+sXzghO0nJiZQ+PkhHR5mqLwcJycnjZYxPj5Oeno64+PjJCYmznlegiBQUlJCbW0tIba2+Nx2G5LXX6fK0pKysjK8vb3x9PSk6YEH0FMoGPzlLxnLzCTk00/JvekmJoyNSXr4YQwtLTHPyFjrkU2t0NSi5WxjXrE5Kee7lEomJ4/X9unoSFEqVdhYm9DXP4qflwNu62yo+l8agX95hIqH7yfs8u3o653wxf19Jvz3W3jlMfHfJZUQ9SPI+BQ2hzBRVovh5vPJfOAv+F33U2zvexysLUXDd88ZUafRMTA5ljoSBAa/OEimkR1yhYrNm9xxdZ4/orhkkVlQIE7R2b9f/OJcAJVKRUVFBdXV1djY2BAVFXU8RTY2tjpG7IIAhYUQEXHmz70cHD4sjjT83//ESPAyIggCTU1NFBcXY2xsTExMDJYnNEOsFudE6nxsDFJTITn5jL73h4aGSE9Lw6CykjF7exTHRpPON9pxURQViTdpBw/Cli2n3r67WxTWL76oznzMRNHfz6Hycjq6uggLC2PDhg0aLWdycpLMzEyGhoaIiYmZI1YFQaC6upqysjK81q8nNDwcCVBfV0fR4cN4eHjg5+dHeno6AE4TEzSoVBgbG6Pq6SH85ZdR6erS/eqrhIWFrWWxqRWaWrScjcwnNienFHyXUsHExEyxKUGpFLC3NaO7dxgnB3M2h3pQWNhEW88wxkb6BPu7sO7Lr5FYmsMvfyw277zxEfxrDxgbiUXxvQPgYEv3wBj5h2oxr28k4GfJWJsZQsSF0NkNujqw/yPo7oXzTrjQp+bA7quQH/w3+boWHO0YZL27LZsCXdHVPV6reVrpcoCMDIiPX1QKraenh9zcXORyuZiatbSEsDD485/Fru8zRW/vonwnf+jIZDJycnIYHh4mJCQELy8vja1oVmJNa15oriIT7e3ou7lR9Jvf0HhsZGlgYCAbN27U/G87bVu0a9cprdLUvP46/OQnYG8/78MqlYqWBx+ku7sbo5tuIjAwUKN1KRQKDh06REdHx3Fj+BNoaGigsLAQt3XriHrnHSTW1rTceCO5ubk4OzsTHBxM+euvE/WnP1G5Zw9V5ubsuvtuhm1tqd+1iyE3NxLfew/zDz5AesLx14jY1ApNLVrOVuYTm1NTCvalVjI2LldvJ5VKUKkE7G1NGRgax0Bfl7jIDSAbZvy2hynYfQGhn/8PY08XTJ6/d26EExgemaCqtpPm1j7sbEyJDvek8ZvvyXzuDfwu/ylhCRGYNR6B8hp471Mo2w+GJ1zs80tgc4gYoWrpo7isFWMjfWI3r8fC3GjpIvPbb2F8fEnG01NTUxQVFdHS0oL7unWEp6Sge/nlZ66LuK9PrI17/nn4zW/OzDlXgjMUCVYqlZSUlFBfX4+zszObN2/GYLGiYgWQFRdjERbGUFER5qEL+8+e9fz3v+Lf8Morz/iplXl55E9N0dLerv7dunXriIyMnONJecZRqRCsrFCYmPC/F1/E3d2diIgIjdY1c2TlQiK6tbWV3NxcNqWn47lpEzq//a26vMDW1pawTZtoeuwxGqKicHZ1Rf7pp8i9vem1tMSwp4fEJ56g+bnnCLr00jmlQGtAbGqFphYtZzPziU25XMm+1EpGx47bc0xf16wsTVDIlYyOTxLmYY3Hb25GdvetlDl50NE9DBKwsTLB3MwQ84YmhtZ7MjA0hueLr9AfHorNlT9iwxdfgpszb/79Q9rTsgFwu+9efHclsinAFeOhIXA6FiEoqYS2Tjh/65y1y4YnyMlvYGRskqL8TB5/6qU52ywqkvnb34oWLZ98suRmhpayMgrr69HX1ycqKkptxbLiKJXw7rtw4YULRlXWBF5ecPnlYo3mGaCtrY38/Hz1hBc7O7szct4TkZWUYLFpE0OHD2MeErIqa1gWrr1W/Ax9/PGqnH5mGnkaKysrEhISNDPvV6ngxhvFprqf/3xx++TkwM03i81480WlKyrA25uWzk7y8vKwtbUlNjYW/ROHT5wEQRCorKykoqKCDRs2EBoaOkcQdnV1kZWVhYWFBfHx8RhMTtI9MUFmZibm5uZERUWRm5uLtLAQBycnKgwNMdPTw/Xjjwn6+GNS778fg23biAoIQHrC9essF5trQmhqfTS1/GCZz2dTT0+HnVv8MTM9HukRBPG/Idk4KpUKZwdL8hv6yPnbixhcsIX4GB8u3B5AfFsdloP9kJKDzxW/R1FUgYW5Ea6Tw2x2t8TL0w6y8mn+NpOOjEMAmEol7DLTRXHoMHsPVlI7xnHPyrc/FkdbzuOHaG5myLbEjaSnHViayJw+5htviLYmS02jVlTglpDALiMjjIyMSElJoby8/Mx4OOroiEJ5LYtMgMcfF+1izhAuLi7s3LkTExMTUlNTqaioWB3PzelU5Twp0TXF66+vmshEEJD85jdszMwkNjZWLcAGBgbYt28fg4ODiz+WVCqOQT1mDr8o3NzA1xdksvkfDwgAfX3camrYZmHBwMAAKSkpagP6xSCRSAgICCAiIoLGxkZycnJQnOCV6+DgQHJyMiMjI9Tccw8qPz/sJRKSk5MZHR0lKyuLyMhINv3nP1i9/DLr16/HIj0d///9j/Q//5nuwEAcH3iA0aQklHL5rGNrfTZPH21EU8sPnvkimwqFigMZ1QzJZs8X19fXQRBgg4cdjUd60JErSPjuS8yv/BHSy26C26+Bm34FGfmQGDlrioZKJVBYcoSid/5N5+uiSXv0ejd2Xbgd4Y0PKfn8X9QOTOLqZMnmMA/0pBIYlInNQvOw5HR5YyNcfDG89x6cbiRpchJeeAH+7/9Q6etTVVVFZWXlyns4fvQRZGeLU1m0lkZLQqVSUVlZSVVVFba2tkRFRc3xLlxJZAMDWFhbM9Tfj/lCdllaTs3tt4v10VddpfainDY919HRISYmBmdn59Vb39SUWBoSHIwsNVVtX5SQkKBxY9p0StzS0lKMXJ5Q+jE8PMyhzz/HOSUF1+eew8LSUj1dCSAhIICK+nraBgfx9PSk89AhJJ6ejI6O4vPll5j09NBxzz3ExcXNSfGfpZHNNXHx00Y0tfzgmS+yqasrZXuiH9ZWs794p6aU6OpIqa7rxNPNFjsbU5RpuRR+mk7bl/9EuO13oKcHW2NniUzZ8AQpWTU0t/YhKStS/z7wvRfh8buQfPcBmxIDiYvcgOXf3qLgzS8ZGZdrLDJ/9atf8bOf/ezkT9jCQhxfd7odziMjYuPAn/8MhoZIpVICAgLYunUrk5OT7Nu3j6ampqVNFToVo6Pi+de6yMzPF7vNVwGpVEpgYCBJSUmMjIywb98+2traztwCplO9M1K+a5LsbLEDu7t7dc7/wgvqzm8rKyt27typFnBKpZLMzExqamoW/zns79dohCQqlVjrXVo6/+P6+qLl2b59mJubs23bNgwNDTl48CCdMyYMLQZnZ2eSk5MZHh7m4MGDjIyMzHrczMyM+Esu4ejPf87BlBT6ioowNzdn69at6Orqklpaik9oKF56etj84Q84hoQwOjJC6CefYFtdjd7YGJ3t7dTdfTeKoaFZx9ZGNpeOVmhq0cL8YlNHR8rWeD/sbWfP6R6fkGNspE9NfRcTSOn691t07NhGVtMg33xfTsXePFrzKhn72Y00pxXT9ZMbGNl1NZYpmey++SY6DhUCYG5hjoXtsbFukZsAcLE0xKehGtO6Br5Pq6Kze25KaiGR+dRTT3H99ddz6NAhCgsL1T57akZHxXF5NjbwwQenl3LOzBTTZhUVcx6ysbFh586duLq6kp+fT05ODlMajKRbFNdcA++8s7zHXA3+8x/RQ3MVsbe3Z+fOneJUlawsioqK5r53VoJpE/mzyEx+STg4wO7dq7uGo0dFiy/AyMiIrVu3zrI6KikpIT8/f3F/1z/9Ca64QrNxqLfeevLJQldeKbpDKBQYGRmRnJyMra0tGRkZ1NfXL/48iNeXbdu2IQgCBw4coK+vb9bjRkZGbNmyBWeZDMuoKHrfegtjY2O2bNmCiYkJ6enprDM0xPHoUTpLSnB3c8OgrY3+oCDybrwR474+Nrz8MlXPPotcm0ZfFrSpcy1aZjBfGl2lEsjOa6C96/gdrlQqQU9PBwSxpjLE1xG7j/9L34QSt2df5rsnnyTijTco+fWvsFZO4WhhgF1UEFl/fobU1AwAonV12aajQ9ebL+B86Y7j3ZRyOVOChEOFTXR1ywgOdMVnvT0SieSU6XJBEGhsbKS4uBgrKytiY2OPTw25+mrRlPnQodOPBPb3wyuvwN13n3QcZmtrKwUFBejq6hIVFYX9ctRT5uaKdWFniR/kaXOWjM0UBIH6+npKSkowNzcnNjZ2RcdXau2NlpGf/lQcYZqVpf6VIAiUl5dTVVWl/p2Njc28KedZtLaKUUhNRlt2d4Od3cmvK/feC888I85Jt7ZGpVJRUlJCXV3dgk0+J2NiYoKsrCwGBweJioqa4yGqVChofPRRSry9CYmMxNvbG4VCQXZ2Nt3d3WwOD2dkbIyKsjJc162jvaMDfX199GtqSHrsMQ7dfjvymBiSkpLmvF5nURp9TaR0tEJTi5YTmE9sCoJAXlEzR44ev4PV0ZEiqFRYWZow1NHHeX+6i9Frr8TW1x3FhdtRIIpRHakUuVxJYWkL2X/4C8M5OQBc+Y8X0CusJj8yHndHc8L3vILksT/CBg8AVIJAWWUbNfVdbPCwJeXgfv549+JqMvv6+sjKykIikRAXFydeCGtrxcjH1rld7BqhUMwqCzgVY2Nj5Obm0tPTg5+fHwEBAUu3XhEE0T7poovgb39b2jG0nJSBgQGys7ORy+VERUVpPNllsciam7Hw9GSoqQnzM2WJtVI0NoKhIaxWLWRzM1hZiWUxJ9DS0kJeXp664cvIyIikpKSVEfejo/OOpgREM/i77oJPP501AauxsZGioiJsbGyIjY3VyHJLqVSSl5dHa2srISEh+Pj4zLI/mp4i1JaRgVtYGIGxseoxlkeOHCHUzw+XG26gbNMmJn/xCwy++YbAd96hPSyMip//HIfSUlyrq7H79FMMT6hfPkvEplZoatGyVllIbBaXt1Lf2KPebqap+/iAjGGlBBNjfTzcbLEwM0SnvZPBvmEGDlczgQ6HnnoS+dg4+hbm3HU0Fx09PY4c7afqmxxi//YyBh/vwWDj7CkaDc09PPTYHt5//4M56zxZ48/4+DjZ2dkY7t+Py29/i4ePz+m/MEVF4mjJvXvFqOIiUalU1NbWUlZWhqWlJbGxsccnCmlKR4dobbTUKShnC0eOiLZGr78udueeRUxNTZGbm0tHRwcBAQH4+/svu8H7OTGCchp3dzHd/Pjjq72Seenr6yMjI0NdwqKjo0NcXByOjo7z75CRAbfcIpbILDaq/dxzYpajtvakWY756OnpITs7G11dXeLj47GYRzAvxMzI7byR0akp5B4eNIaF0X/vvURGRiKVSiktLaWmupotX32F8oILyNTVxVGlwv6TT6j6xS+YVCpZ//33OB4+TNn995O0bducZrmzQGxqhaYWLWuZ+cQmQGVNB+XVxw2SJRKQSiTo6EixtTbBNj0LvZxClIDPt99Sf+EFeH5/gBZLC97r7ALA19CQsOt+x7qHbsbIUI+evhGycusw0NcjPtoLM9Pj/nenM/FH2dyMxNeXgt/9Dr3f/56QkBCN0lPzvCjw7LPifxp44U3T39+vntOckJCA1Q+527i+Hh54QHwtVyhqeDrM9C90cnIiKipKI//DUyEbHMTCyoqhgQHM13oZREGB+Dd0cVm9Ndx2G4SGwq9/Pe/DY2NjpKenI5thRRQaGoq3t/fcjY8cEd+bTzyx+Pdmaal4I3rFFWJD5HwoFPC730FwMJxw7Zq2IRoZGSEqKgoXDV/LxsZGCgsLsbe3JyYmZvZ7NT2dNltbDlVVYWlpSVxcHIaGhtTW1nL48GHc3NxwW7eOgoMHMXRwQC6Xo9/czMZ338W4v58Djz+OuVxO3I9/PKecZJXFplZoatGy1llIbDY291BQ0jJrW2MjfaRNLey+/Xb6k+Iw3B6HrrMD4yH+tLYN0tQ2gG1LA4ZffoW5nh6TIaH0RG4m/rNP0Hv7GUYMjck4VMfkpIL4aC9srU0XFJkPP/ww9y+yiUSorKReV5fDJSXY2dkRExOzqhNhJiYmyMjIYHh4mNjY2IWjKifS3y/OlH7zTYiMXNE1ajlOR0cHhw4dwsDAgNjY2GWbla6t0Vxmrr9etDm69toFN5HL5eTm5tI+Y5LQ+vXrCQsLO70bUE2wsIBNmyAtbd715eXl0dbWtqRxmt3d3WRnZ2NgYEBcXNyc91V/XR152dmo7OyIj4/H3NxcPVko4rPPcCkp4dsHH0RfENhyzTUciY+nftcuVPr67PjDHyj7/e/xfuCBORHXVRSbWqGpRcu5wEJis61jkKy8BvV2EokEPT0pph2d9NvMnraip6eDpYURPb2iHYeflwPrPeyoePtL1r/7PvzvDezW2TM1pSAzr4GBwVFKi7N5+LEX56zn2muvZdeuXURHRy/sj9fWBv/6F9xxh7pAf/oirKenR1xcnGaCYWJCnBbywAMQHr74/RZAoVCQk5NDZ2cn4eHhrF+//tQ7tbTAffeJEcC1btIOYkTTyWnhmraziJGREbKzsxkeHiYiIgL3GTV2S+WcmQwEkJ4uTsn5059WeyWnRBAEMW1cU6P+nb29/dyJPXI5fPONeFO32KhmXx88+qgYXV2o7vYUzW+CIFBRUUFlZSVubm5ERESgq0FN+MjICJmZmYyPjxMTE3P8RlYQYPNmFOvW8f111zE+Pk5sbCwODg709PRQ9sEHWHd24nTHHRQUFGBZWMjUpk30Tk6iq1AQ+dxzFFx3HSpbW5KSkuaIyVUSm1qhqUXLucJCYrNvYJTUrBqUSvHjoasjRaFUoa8nxaG3i3U1NRg2NaPsHUA5NIxVZweyHVvIOP9H2DtZE7HJnbyiZnr7R4gK82CdizUKpYr/++Mz7HnljTnrePbZZ7ntttvUUYlNmzbNn/p6+2146CEoLoYZF7yZ6anIyMg5nZoL0toqevW99ppGtZknQ6VSUVxcTENDA/7+/gQEBCx7HeBZjY8PnH8+vPjiaq9kUSgUCgoLCzly5AheXl6EhISc1jztc2bWOcCePeKUrcOHV3cdGjgYNDc3k5+fr/bXNDQ0JDY29vgI2fZ2sRTg88/hRz9a3PlHR8UhEH/728ktn1Qq0aszKmrBTVpbW8nLy1M7IGhS0y2Xyzl06BCdnZ0EBwcfbxLKzwcXF6ZsbTl06BBdXV2Ehobi5eXF8PAwGRkZYhPcunWU9fUhk8lwUKkw+vZbgj7+mIx77mHEwQHznh4Cr7lmzvjWVRCba+KCqRWaWrQskoXE5sjoJKlZtYyNH/eK9Nm/j8D33gdAbmyM0sQEnZERDIeGkACtzzyIcm86TTddR9SWQEor22k52k94iBufffb5KWsyZ1qDLCjShofBzGzOcRQKBfn5+bS2tq66wJs5p9nDw4OIiIj5U3gNDVBdLX55nYa4OasoLBT/PsvRpHWGmLZAOnz4MDY2NsTExBy3z9IQbep8mXnjDXFW+cTEoj8jPT09ZGZmzvKLDAoKws/PT1QwbW2i2NTk+iAIp95+xw44cECcGnSSaOVMB4TIyEiNJhypVCrKysqoqalh3bp1bN68+XhkdGIC1dQUh+vrqa+vVzcRyeVyap56Cv/HHqPju+9o1tHB8fHHcSkrY98DD6CwsiL0tdewq6hg3/PPE5uYOGdNZ1hsnvaFWyKR/Bx4FFgPTL9xZMCjgiA8c2ybS4F3geluqEEgSxCECxd1Dq3Q1KJl8SwkNuVyJTkFjWqDdaOBfuwPl9AREY7K0pKh0jLGKyswcnPH09EWnb4hIj77lAMPP4zUxJjEGC/qGnt4/q9v8cEHc7vL77jjDp599tk51h3TIk3dbfnuu+JFfoGGgPn29fT0JDw8fOEarY8/Bj+/0x9XeRKOHDlCfn4+dnZ2xMbGondiM8FLL4kTiIaGFm400HLG6O3tJScnB0EQiImJmRPZWQxaobnM1NeLEbtLL9XoMzI2NkZ2dvYs83F7e3uioqKWfBPB5KS4hoWuKQcPijdat912yqbCqakp8vLyaG9vx8/Pj8DAQI3qSVtbW8nPz8fExITY2FjMTExg82aIjoY9e9T2StbW1uK1R6Gg+amnKAwMZKO/P3KZjKMVFei6ujIik7HpX/9ixMqK+vPOAyAyMhKPE8oEzqDYXLYIgUQi2QHsAyYBZ0EQ+k94/HrgXuBW4AtBEBY91UErNLVo0ZCFxKYgCNQ2dFFa2TZrqIaRoR7Nb7xN/1dfAbDu7rtxS46jf2AEX29HjrYPoFIJlB7O5r4Hnp1zvj/96U+EhYUtKAinuy1dXV2Jev99pIIAr766qOcynT5zdnYmOjp6/lRoTIzYZLBnzyJfoaXR3d1NVlYWxsbGJCQkzLYSEQTo6Tk3ajPh+BftH/+42itZMuPj4xw6dIje3l5CQkLw9vbWKDJ+Ttkb9fRAYqL4GTldn9pVQKVSUVFRMcvcXU9Pjy2trVg2N8Pzzy/+YDk5kJQkjhZdpjIbQRCoqamhrKwMW1tboqOjNRLBQ0NDZGVlMTk5yebNm3EtLob169W2Yr29vWRnZyORSIiNjcXa2prq6mpqMzKw8ffHxsaG6vx8AjIz0a+pQbZ+PbXbthHwySdUXXwx/lFR+Pn5zTrnGRKby5qKkkgkpUAQcJkgCB/P+L078AbwK0EQOjQ9rnYEpRYtGjLfuEoQm4F8vRzZtSUABzszdCYnSXz0UXb94nIsjolMgKDaGobbe7CxNqWmvgtHBwu++OLLeUXmM888w5NPPklUVBTNzc1kZ2fPGSO3fv16YmJiaGtrI+MXv0D+wguLfi4eHh7ExcXR2dmprk+aQ2YmPDk3lb/c2Nvbs3XrVuRyOQcOHGBo5qxhieTcEZkg1vL997+rvYrTYtr429vbm8OHD5Obm4tCoVj8Adatm/1zLWNpKZZ1LCGyu2wIgtgAWF6u8a5SqZSgoCCSk5PVjhRyuZz6sjL6mpvVZu+LYuNGse74VMLq6afFGuVFIJFI8PPzU88537dvH11dXYtekoWFBdu3b8fBwYHs7GyKXV1R+vmpx2za2tqyY8cOjI2NSUlJob6+Hr/eXn50661MZWdz5MgRolQqPP75T4784hc0/OhHmA8M4JGWhmVzM6WlpRQXF8+aJ79Gx1VORxNumf6FRCJxBN4EfrsUkQnaiKYWLUtmocjmNL29w+juvgJ9mYxXOzoZkSswkkq5Q0eHzIcfonv9BqytjHn3vY/nTZdfeeWV3HzzzWzevBmpVEpHRwfZ2dnY2toSFxc3uxPzyScZdHXloLEx5ubmJCQkaGRhNF2rZWpqSkJCAoaGx3w8ZTI4w2nNsbExMjMzGR0dFbtC7e3hJz8R68927Tqja9GyOFpaWsjPz8fU1FRMT85TG3wi2tT5CmBrK0bJT6P7fWJigry8PDo7O9W/mx6ysKwjSX/8Y0hNhYGBhVPsC6zv0KFDsyaNLTaVPnPMqp1cTtwLL6D7+uui3RLipKHS0lLq6upwdXQk8vBhxn75S7IKChgfHydo3Tpqu7uZmprCPT0dp5QUMv78Z/X6XVxc5mSGVjiyudwRTRPgKGAJhAKtwEfADYIgNJxk15OijWhq0bJEFopsTmNra4ZlwRfol33HiEKMQlqHByGvTWcyJABdHemCIvOhhx7iscceo6WlRW1w7uTkREJCAn19faSnpx+PPqpUkJWFZXs7W7ZsYXR0lIMHDzI6Orro52JnZ0dycjJjY2OkpKQwNjYGdXViFDEzc+kv0hIwNjZmy5YtWFtbk5GRQUttrVjvpYHFiZYzi5ubG9u3b0epVPL999/P8mlckIGB2T/XOq2t4lSc1eTIkdO2WDI0NCQhIYGQkBAkEglShQJZdzffffcdra2tiztIRQV89NHJt/nf/8Saaw39Ow0NDUlMTMTf35/q6moOHDgwy4T+ZEgkEry9vdm2bRvjZmZ06OtztKlJHYnU0dEhNDSU2NhYuvr6+G7DBqYkErZv2YKjoyPFTU04WlkRsG8fw0ZGjLu6IlUoCPrwQxyLi2lrayMlJYXJyUn1OddSZFMQhFHgH8f+eTfwT+D20xGZoBWaWrScFqcSmwBDXx1Up2gsXRwwcrIjOd6Xvd99M6/IvO666wgMDFSbDnd2dpKZmYlCocDe3p6kpCSGhoZIS0sTR8pJpfDFF/CHP2BlZcXWrVtRqVQcPHhw0RdgQL2vUqnk4MGDDEul4li5ZfDN1BQ9PT0SEhJwc3PjUEkJVY88grAGa98WZOvWM1KOcCaZTk/a2dmRmZlJWVnZyVOuR47M/rnWueUWsbllNVkmT1aJRIKvry/bYmP56dVXs+7YzW5OTg75+fmnLpH4+mu4/XY4WcZ0WmAODmq8PqlUSkBAANu2bUOhULB//37q6upYbIbWysqK7bt30/Xii2TL5WRkZIg318dwdXVl586dGBoaUv3ss6j8/Ij092fTpk30Z2Wx4e23Mba3p+DqqzGytMSsvR2zHnE0cX9/P/v27WN4eFh9vLUkNhHT5wLwc+AZQRAqTveA2tS5Fi3LwMnS6A1mfnwgFy/McU72bG/KXnDiz5VXXskNN9yAXC6np6eHuLg4dHR0yMzMxNramvj4eHR1dRkYGCAtLQ3X2lqCwsMx2LZt1nHGx8dJT09nfHychIQEbGxsFv1cpkfVTU5OkpCQsBrze9UIgkBVTg6VTU14+Pqe2QkmK8nzz4O//8m9BtcogiBQVVVFeXk5jo6OREVFzVvGIevvx8LGhqG+PsxX8T22bExH3j09V28NH34IX30l/lwmFG+/TYmpKTNDWmZmZsTGxi48k3xsTOwmP1UWIjxcfN1miDKN16dQUFpaSn19PQ4ODoSHh2uU4u/96itqKiro8vYmODiYDRs2qJvaVCoVDQcPIrz4Iq2/+Q2hW7YAULRvH0N6eri7u6P473/x+O47Mv/0JwSJZFZ09MR58iuQRl92XzqJRKIDVANewJ2CIGjQCbbAMbVCU4uW5WEhsVlyw7189o7YwHfeDVeS4e46r8i86qqruOqqqxgcHMTZ2RlBEOjs7FTP7c3IyMDKyor4+Hj09PQYGhpi5IIL0J+cxDQ9fU4X5tTUFJmZmQwODmo26hGYHBmh9bbbqIuKIvwnP8F+NRtxbr6Zye+/54tHHsHR0ZHo6Oi59kdazjo6Ozs5dOgQenp6xMbGzplrr63RXAE+/VSc5vPWW8t6WEEQaGpqoqioSB2llkqlajeMJfvwvvceZGSIHqCnSWdnJwUFBUxOThIQEICPj8/ibkrPOw+Vvj6F991HU1MT1tbWhIWFzRKBAwMD5OfnMzQ0hJeXF76+vlSVldGbloaJILD+u+84dPXVeKWnM2JpydHoaPW+AQEB+Pv7q1+jZRaby12jKUHsLh9FtDFqAHwEQdCgG2ye42qFphYty8d8YvPQy+/w3R8fA2D4Fz/iuY+/mLPfddddx44dO1CpVFhaWjI4OIijoyM6Ojq0tbURExODoaEh6enpWFpakpCQgJ6eHsNDQ2R98w0qCwuSkpLmTM+YHvXY1dVFZGQkbm5ui3siVVUIUVEUP/00jba2xMTE4OLicur9VoLSUujqojMoiOzsbMzMzGY3LK1F6urE6NdCY/rOEUZHR8nOzkYmkxEeHj7Lb1BWWopFSAhDJSWYBwev3iKXi6oqUeA9/DDMtOZa61RUiFZcV1+NTCYjKytrVlrY1dWViIiI2eMrAW66CRwc4C9/OWNLlcvllJeXU19fj4WFBeHh4afO5vT0iB3yOjr09PRQVFTE0NAQnp6eBAYGijfwCgWq11+nxdaWIl1ddHR0iM/IwOrvf+fzV15BbmiIvb096++7jzEHB0p/8YtZp5j2B56O7C+j2FxuofkScAixAagO2ABcKAjC16d1XK3Q1KJleTlRbDY+/Srpb/2LbEQ33BN59tlnufXWW8nIyFDX7kxHeuzt7dHV1VWLTSMjI9LT08XO8uho9E1MGBkZIS0tDUEQSE5OnpM2UqlU5Ofnc+TIEcLCwvDy8lrcE5HLUQK5+fm0tbURERGB52qmBREjCxkZGejo6JCQkLB2I2GJiaLIfO+91V7JiqNUKikqKqKpqYkNGzawadMmdHR0kBUVYREezlBhIeZhYau9zNMnIwN+9ztISRGn6awWw8NiynqpZusn8tJL8MAD4hxzqRSFQsHhw4dpbGxUb2JkZERcXNxswbRnj2jcfscdCx+7okL8DNx9t2gRtUz09/dTUFDA4OAg7u7uBAUFzfblPQkqlYqGhgYqKipQKpVs2LABXx8fjGJi4NJLGbvzTsrKyugsK8N6fByn3buZmJxk+N13UZqYIIuMZGRkBKlUOqtGWVdXl6ioKPUN+zKJzeU0bH8caBUE4dVj/74deB74ThCE06rx0QpNLVpWgJli880LtvL6K+/x73m2mzlWUqFQkJGRQV9fHyDWQQ0PD2Nvb4+enh5Hjx4lOjoaExMT0tPS2H3ddej++c/o3nEHY2NjpKWloVAoSEpKmiPABEGgpKSE2tpaQkJC8NXASFmlUlFUVERjY6PG+542Q0Pi3PbLLgMnJ0CMkmVkZDAxMUFcXNySptKsOtXVYGh4zkc0pxEEgcbGRoqLi9VWOQqFQps6X25kMrCwEDu+L7tseY65wJSfo0ePkpubO8vXNygoCF9f38XXUT/5pCgyMzIgPn551nsMlUpFU1MT5eXlKBQKvL298fX1nd/27ZJLRE/P3/1O/aupqSlqa2upq6tDqVTi4e6Ol7c3lscE8cDAABUVFbS3tyOVStnxyCOM+fqS9ZOfYN/YSK+//7xNUzY2Nurr+DKIzWURmhKJ5M8AgiA8OeN3lohWR8aAnyAIS7ZU0ApNLVpWiGmxOTDQx8DA0JzHZ4rMaRQKBVlZWfQc62A0NzdHJpPNEZumhoY0P/AAk0FBhP72txgYGDA+Pk5aWhqTk5MkJSWpL4jTCIJAeXk5VVVVBAUFsXHjxoUX/9BD0NKirvWaua+fnx9BQUFnZj56ba3ocbd/P8TFqX89NTVFVlYWfX19REVFse5cMP3+AdDX10d2djYqlYrAwEC8vLy0QnO5+fhj8bPi6rrip5oujRiYYVFlZmZGREQEdiAK1JNFKmUy6OoSG6hWyL5MLpdTVVVFXV0dUqkUb29vvLy8Zpfe3HUXRETAz38+Z/+pqSkaGhqor69nfHwca2tr3NzccHV1xTgnh4m33uLglVcyMTSEQkeHjYcPE/TEE3z+5ptMmpkhmdEgNBNra2s2bdpEW1sbO3bsYMOGDXz99deais3lmHV+K+LIyT/P89jfgeuAlwRBWLKlwqKEpkQikQwNDZ1WMagWLT9EHnnkEZ59du7En0cffZRbbrllnj1EsZmbm6sWm9ORTVtbWwwMDDh69CgRERGYmZmRlZWFoaEh8fHxGBgYMDk5SWZmJuPj4+pRajOZ7giurq7G399/ztg0NR99JNYu3XrrrF/X1dVRVlaGu7u7OFt9pTvABUGcCjQP0ynZ1tZWgoKC8PLyOjPidzn49FOYmIArrljtlZwxJicnmZycRC6XU1paykheHlc+/jgt336LRWzsai/v9MnJgeuvF5txVjN1vtzU1orp75deEsc2nsD0+Mq6urpZv9/24ouYbNiA7jvvnKmVnpSJiQlqa2tpamoCYN26dXh6es5pUlsIVUYGyhtvpOTJJzkql6NSqdhQXY3n/v10vPoqRsbGoltIfT2jdXXIHB2R6ukhkUgWNTGroKCAzMxM9u7du+g0v4XY9j8saBAxnEYikTgBDwI/QhSac44hkUi2A/sBGbBeEIQ+Tc8Dixea5sDckIwWLVq0aNGiRYuW1cJCEIRFGyZLJJJdwMuIjT7TkYIiQRDCT9juU+BCYLrLaxyoBy7VNI1+Vkc0ZTIZ69ato7W1dVVSK5s3byY/P/+Mn3e1z72a5z/X/uadnZ1ccMEF1NfXA+Iot4yMjAW7v2eeX6lUqketwezIpmVHB4HXXEPnP/+JcWIimZmZ6OnpER8fj5GREXK5nJycHAYHB4mJiZm3jrGmpoaKigp8fX3x9/cnMjLy+HMfGhLTWgukpNvb28nLy8PW1paoqKjTshs65d/88svF+qkrr1zwGA0NDZSWluLk5ERERMTs8ZyL4If6WT+T556OaE7T0dFBZGQkr732GjY2NkRFRZ3Rz/w5+7qHhoop4LvvPuPnn66LrKiomBXFMzMzIzQ0FH19/dmf9dZWiImBBx+Ea65Z9vWcyMznrVKp6OzspKWlBd9rr2XA05OmW2/F3t4eGxsbrKysMDQ0PHmWZGwMjIwYGR1lJCcH448/pmv3bky+/pqGSy5hWCplamrqlLPiVSoVWVlZbN68mcsvv3zRz+d0IppnkkVdjVf7SZibm6+K6NDR0Vm12qHVPPfZcP5z5W9ubm5Oeno6W7Zs4dJLL+Wjjz7ioosuIjU1FXd391Oef+fOnWRlZdHd3Y1SqcTR0RGZTIapmxsNX3xB/cQEkUol559/PmlpaRQVFZGcnIy5uTm7d+8mKyuLw4cPExsbi9OxZpppNm/ejLm5OSUlJRgbG88+90MPidM9qqsXfF7W1tZkZmZSXFys8Wz1hY4572vv5SU2Ap3k7xIaGoqDgwM5OTkUFxerSwkWyw/1s76qn/NjFjnJ4eE0dHeTl5dHZGQkrmegthBW4Lm3tsLoKCxUjrKS555JfT0olSetedTo/ENDoKMDizRBDw0Nxd/fn6NPPEGzri59Pj4olUoKCgpwcnLCwsLi+Gc9IEC8oT1DnPi8LS0t8fPzQ/7OO+hPTTFpaUl3dzdtbeKEN319fczMzDAyMsKyowOJkRGqY9dtlUqFy113IZHJyPvjH9E1MGDyF7/APi8Pr7w8yi65BKlUekobttzcXF544QXeeecdfvWrX2n0fDSJZK4m58CIjZXjpptu+kGe+2w4/2qxEs/bycmJoqIiHn30UXFcpVRKcnIyR+YZvXfi+aenS0wbpstkMszNzemRyZCZm+Pu7k5ubi79/f0kJyejUCjUs8p1dXWJj4/HwcGBrKws9cVzJr6+vmzatImamhruuuuu40Xr110H//jHSZ+Xvb29era6ej76SvDii3DxxafczNnZmS1btjAyMsKBAwcYGRlZ9CnO+Pv9ySfhJz9ZnXPPYDXPLW1uBsC0u5vt27fj6OhIdnY2paWlp4wALQfL/txffBF+/OPVOfdMJJJTNtZodP4HH4TISI2WYGBgwIZ//5uYwcFZ04M6Ojp46aWXaG5uFv/GY2OwiPrF5WKh5623ZQtOu3YRFRXFhRdeyAUXXEBsbCze3t6YmZkxNTWF7bPPYnvvvTQ0NNDQ0MCRI0eoT0riyPnnoyuX45Kbi65EQkd4ON899xzCKf4Gtra27N+/f8kicy1xVnedaydH/PD4IfzN1dZHKtWCkc0TUSqV6sgmiNE/ncOHiXzrLer+9jfqBwaIjIzE1taW1NRUJBIJycnJmJiYoFQqyc3Npa2tjaioqHnT9vX19RQVFeHl5UVoaKhGTTXDw8OkpaUBkJSUhJmZ2aL3hUX8zUdHxS+kRdoYjYyMkJ6ejlwuJz4+XqPxm2eM//1PNG2/667VXsmqcbSpiXXr19Pa2IirpyeCIFBTU0NZWRn29vZERUWtLVP+9nbRazIoaPXWkJMjpsz/859Ff15OSXk5dHbC9u1L2l2lUtHY2EhpaemsdLqhoSFJ77+P+SefIBkYWFYfTY0oLYUDB+CGG0TLsYUYHISjRyEwEBC72SsrK2lqasIuM5OY558n6w9/oCcgAMUpPEzDwsJ46qmneOutt05XZK6J7sezOqJpYGDAAw88cNopOS1rhx/C39zNze2Ukc0TmS+yqePhwaCtLVN9fXh4eJCXl0dPTw9bjs3jTU1NZXR0FB0dHaKjo3FzcyM3N5fmY5GkmXh5eREeHq4WnIJKBc88A+npp1ybmZkZW7duRVdXl4MHD86yOlkMp/yb33AD/PSniz6eqakp27Ztw9TUlNTU1HkjuavOxRf/oEUmgMGxVOz0T4lEgp+fH4mJiQwODvL999+rBxisCZydV1dkgmgndIoyE40JDFyyyARxVKWXlxfnn3/+LBuyiYkJSjZsoCUhgYq2tln1u2eUnBx4+WVxNvvJsLRECAigr6+Pgvx8jvz4x3R/8w1TU1O0RUay97nnCPvHPwh5//2T3qhv27ZtuUTmmuGsjmhq0XIus1yRzeHhYWxsbDAxMaGpqYmIiAgcHBxIS0tDpVKppwUJgkBBQQFNTU1s3rx53ik/TU1N5Ofn4+npScQNNyC5+uo5FkcLMTk5SUZGBjKZjPj4+OWbj15cDOPjoKEFjkKhIC8vj7a2NjZt2oS3t/fyrGc56O8Xo19n05rOMLKKCiwCAxkqL8c8IGDWY2NjY2RnZzM4OEhYWBjr57HVOet46SXRD/Kii1Z7JcvLO+9ASAhoMr1JpYJdu+Dmm+eUE/T19VFeXk5XV9es30ulUtavX4+vr++cUborjkKxYLmBoFCg2LWLzq1bORwczPj4OPoyGUmPPUbpL3/JqIMDI05O6OrqYtDRAcbGjM6zfl1dXc477zxuvfXW5RSZ2oimFi1aFma5Ipvrmpsx+/hjRkdH8fT0pKCggK6uLpKTk5FKpaSkpDA8PIxEIiEiIoL169eTn58/a4TcNJ6enkRGRtLc3Ez+nj2obr550c/HwMCApKQkrK2tSU9PX75IYmioxiITxAt7dHQ0Xl5eFBcXU1JSMq9x8qrw2mtit+0PmfHx2T9nYGxszJYtW/Dw8KCgoID8/PxZE2jOSr77DoqKVncNnZ1iqclyct998P33mu0zMiI6Vjg4zHnIxsaGpKQkdu7cSeKHH2JbUQGIKfb6+nq+/vprMjMzaWlpWZT/5GnR1yeK4hNEpiAI9Pf3U1ZWxneff06znh41wPix9+qUuTkHnnoKqY8Pu++8E9/PPsNEV5dROzvG5mmaMjY25qKLLlpukblm0EY0tWhZZU43sun/8cc4VVVx8C9/wcbeHlNTUxobGwkPD8fZ2ZnU1NRZoykFQaCoqIiGhga18JxvTbm5uaxzdibS3x/pIk2Np9c2XRO6efNmPE53zGJtLXz7rRhZXaIhe21tLYcPH2bdunVERkaio6Nzems6XVpaxJq+6OjVXccqsth67KamJgoLC7GwsCA2NvbMR7vWEtu2ga2tOB1oOVEqxc7z5aS3F+zskP/mN5TedBNNTU1zmsCkUinOzs64u7vj6Oi4/J/biy8Wn9sXXzAxMUF3dzcdHR10dHQwNTU17y6BxcXoJyfTaWJCR3s73rm5+L/+OrXnn0/lJZfM2d7KyoqtW7dy/fXXr4TIXBMRTa3Q1KLlLOB0xGZPWxuCVIqZpSUjIyPY2NjMEZtpaWlMTU2RlJSEhYXFLLEZHh7Ohg0b5hy/tbUVky1bmAwNxeHjjzWaArSs89H374dLL4WKitMaq3f06FEOHTqEjY0NcXFx6J+qJkvLiqJJ419/fz/Z2dkoFApiYmJwmCdSpgUoKBBnkmuS5l4JiorA1xdOdVMgk4lpa2trJiYmqK+vp76+fl6RJ5VKsbKywt7eHltbW2xsbJb8GVYoFMhkMsZSUhju6qLR3Z3ReSLBXt9+y4SlJWMXXIC7uzsuNjbohYdTExXF0c2bsYyLo62tDaumJgYcHFCeUGfu5OREbGzsSolM0ApNLVq0aMLpRjbN2ttxaW6mJi4OGxsbzMzMaGhoICwsDFdXV9LS0piYmCA5OVktNouLi6mvr19QbPa+9RbFvb2YJCQQHR2tkdgUBIGysjKqq6vZuHEjgYGBSxsRqVCI6a1lEIa9vb1kZmZiaGhIQkLC6kXHysrgyy/FDuG1MjZzmZFlZ2MRF8dQVhbmiyiNmJyc5NChQ3R3dxMYGIifn9/ZM3J0aEgs8XjjDTGqeK5QUgL/93/w3nsLDm+Yg1wO1tbie/ueezQ+pUqloqenh5aWFlpbW0+aPtfT08PU1BRzc3MMDQ3R19dH79jYR4lEglKpRKFQMDU1xeTkJCMjI4yMjDAxMXHSNUilUuzt7Ah9/nkMfXzQe+YZhoeHKSwspL+5GZ/2dgLuvZeyyy6j8ec/Z0oun3MMT09PwsPDue6661YyXX6WfABOjlZoatFyFnE6YtNmzx7WZWdz6JVXGJ6awtraGnNzcxoaGggNDcXNzY20tDTGx8dJSkrC0tJyUWKzra2NnJwcnJyciI6O1jh9VV1dTWlpKRs2bCAsLGzp4mCZ0ncymYyMjAyUSiUJCQmLnnW8rHz8sVgK0Nq6LAJ6LSKrq8PCx4eh2lrMF9kUNT1Xu6qqChcXFyIjI09rKtWyMTQETzwBv/71ogzbV4SBAXjzTbjiCrEDfjkoK4PHH4c9e0TxuBgEQRz0YGFx8nW4uor+nP/974KbqFQqurq6aGlpobu7W10jebpYNjUR8v775N56KxPHbJUsLS1xdHTEwcEBW1tb9XVOOTVFTV0diiefpOu881gfFUV9TQ0u776L/6efcuDxxxk4oTzIz8+PwMDAlRaZoBWay8/XX3/Nww8/TGlpKSYmJiQmJvLfk7xJtZwbTE5OEhUVRUlJCcXFxWzatGm1l7SiLFlspqfTd/QoKmNjTE1NGRkZwdraGgsLC+rr69ViMz09ndHRUZKSkrCyskIQBA4fPkxdXR1hYWF4eXnNPnhuLuNPPsnXl12Gg7MzsbGxGovNxsZGCgoKxG72iIgFxWZzczOPPPIIBw8epLOzE2dnZ6688kruS0hA7xe/gMrKeRsMNGViYoKMjAyGh4eJiYmZMzVJy8pzOp65bW1t5OXlYWhoSGxs7CxT8B8sJSWQkAAZGWKX+FnEE088wX//+1+qq6sxMjIiNjqaDzs6MN6yBZ5+etHHGRsbo6+vj56eHgYGBhgZGdHYFklXVxeXlha8P/+c3j17sLKzw8rKavbY2tdfB29v+oKDKSgoQFFfz67772fwD3+gVF+fUV9fJiYmMO7uZvQEv9KQkBC8vb3PhMgErdBcXj799FN+//vf8/jjj7N161Z1Wu7SSy9dzWVpOQPcdttt1NXV8e233/4ghCacXmRzqKYG72+/peWaaxgeH58lNjdt2oSHhwfp6ekMDw+ru8RPKjbz8+H22+l+5RUy6uqws7MjNjZW43nizc3N5Ofn4+bmxubNm+dNw+/du5ePP/6YX/7yl3h5eVFeXs7vf/97rr/kEh6yt4cbb4Rlsk1SKBTk5OTQ2dlJeHj42rDQOYeQtbdj4eLCUFsb5kuIwA0PD5OVlcXY2BibN2+e5dF4xunvh7Y28Pdf/qYZTZj+Pl+ukoLcXAgPP+WkoVncdZcYqZzx3bx7924uu+wyNm/ejEKh4N5776WsrIzKysrTLl9RKBSMjo4yOTmJXC5nampK7S4hlUrR1dVFT08PQ0NDjIyMTl3XqVKh2rGDbg8P0nftwsrKitDQUNqqqrC85x7s6uoov/hijhzTITMJDw/H09PzTIlM0ArN5UOhUODh4cFDDz3E7373u9VahpZV4Ntvv+WOO+7g008/JSAg4AcjNGHpYrP8b3/D+5FHSH/wQSTe3urIpqWlJXV1dWqxOe15mZiYiI2NzSyxGRoaOq/vZFdXF5mZmdja2hIXF6ex2JzuZnd1dSUqKmpRNZ/PPPMMr7766rx2TKeLSqWiuLiYhoYG/P39CQgIODN1fzk5cMst4jz5H2hjiyw9HYukJIbS0jBPTFzSMeRyOQUFBbS2tuLj40NwcLBGdcTLxgcfwFVXiROsTjEVZs3Q1ATr18Mnn8A83dTzIgjw85/Djh1w7bXzb6NSMf6rX7Hxgw94Ly2NxCX+7ZdEXx/84Q9iOcACWYzOzk4Kc3OZnJxkk4UFrp9+yjdbtjClo4ONsTHrn30WqUJB7i23zBL0UVFRrFu37kyKTFgjQnNN+GgWFRXR1taGVColNDQUJycnzjvvPCqO+W9pOTfp6uri97//Pe+//z7GxsarvZwzzlJ9NgNvvpnCjz5ixNGRkZERTE1N6e/vZ3BwEB8fHw4fPkxTUxOJiYlYWFiQlpZGb28vEomETZs24ePjQ3FxMXV1dbMPXlqKQ1UVCQkJ9PX1kZmZqbHPnZubGzExMeoO8MV4Iw4NDWFtbS1Gjf7+dzhFIb8mSKVSwsLCCAoKorKykry8vDPj12hrCxERK3+es5npWsbTqGnU09MjOjqaTZs2UVdXp254O+Ocf75487CaIvORR2A5AzEeHmJEc/fuxe8jkYjjLxcSmQDffYfhBx/wcxA/12eS+no4dGjeiO/k6CjdP/kJh//5T0wsLNh5/vnY9vYyvn8/AR9+iK1MRv/4OPk33EDeTTfNOkZcXNxqiMw1w5oQmtORjAcffJD77ruPr776CisrK5KSktbWiDIti0YQBH79619z/fXXE/ED/kJeqtiM3boVJ0tLIv76Vwxzc9Vic2BgAB8fH0pKSmhsbFQ3w6Snp9PT04NEIiEkJEQtNmtra48f+KGH4LHHsLe3JyEhgf7+fvVMcU1wdXUlNjaW9vZ2cnJyTirsGhoaePnll7n++uuho0OcNHL4sEbnOxUSiYSNGzcSFRVFa2srmZmZC3roLRve3qJo/oFGM4Hjc6VPc565RCLBx8eH5ORkhoeH2b9/P319fcuwQA2wtl59T1Q3N/DxWb7jSSRiClyT1HZXl+gQcRKE3bu5NTGR/NhYAo/NDT9jREWJNmmOjrN+ffToUVL/8x/0S0sJdnEhKSGB7u5u9hkYcPixx3DJzSXmrruwqqkBiQRhRnlEYmIiTk5OWpF5ElZVaD744INqG4KF/isoKFCbuN57771ccsklhIeH88477yCRSPjPf/6zmk9Bi4Ys9m/+8ssvI5PJuPvuu1d7yavOUsVmdHw8pkoluqOjjIyMYGZmRn9/P/39/fj6+lJSUkJDQ4NabGZkZMwSm76+vhw+fPi42HztNfjqKwDs7OxITExkaGhoUWLzxL+7q6srjz76KM3Nzdx3333o6+tTUFAwa5/29nZ2797Nz372M6655hqx/q23d8W+0N3d3UlMTKS/v5+UlBTGxsZW5DxqBgdF38MfKtOTo5ZpgpSdnR3bt2/H2NiYlJQU6uvrz9wkqP/+V+z4Xk1+9Sv405+W51itrXDBBaBJuYogiCnzk0VVFQpuvvFGvjxyhPeX21T+ZLS1iaUqw8Oiz+gxJiYmyM7OJjsrCxMvLwzKynD82c8YOP98Ru+5BycHBwaMjTn47LO0h4UxesKNYXJyMvb29lqReQpWtUazt7eX3t7ek27j4eFBTk4OW7duJSMjg/j4ePVjUVFRbN++nccee2y5l6ZlhVjs3/yyyy7jyy+/nFUvp1Qq0dHR4YorruDdd99d6aWedSypZlOhIDsnh66uLnTkckxsbBgZGcHS0hIbGxtqamoIDg7Gy8uLzMxM+vv7SUhIwM7ODkEQKC0tpaamZrbpemurOObOz4++vj7S09MxMzMjMTFxwUL7hf7uw8PDNDc3q10kTI+Nb2tvb2fLli1ERUXxj3/8Y3bd3XI3PJzA0NAQGRkZCIJAQkIClsfsT5adhx+GF14Q68ZWo65wlZHl5WERFcVQbi7mkZHLdlylUklJSQn19fV4eHgQFhamcS2xxtx5Jxw5ItYzrgbTlkIeHsuTvj98GO64A/73P9GmaLHk5oKBASxQR38gNJSEw4fpyMjAfcZ3+Yqzdy/cdhtkZ8OxevSWlhaKi4uxrqkh8rPPMPjyS6bMzMjOysL2rbewVyiQlJdz+OabGbSxmXPIbdu2YWVltdoic03UaK6JZiCZTIa9vT179uxRNwPJ5XJcXV155JFHuPZk9SBa1iQtLS3IZDL1v9vb29m1axeffPIJUVFRuJ7GhJi1zFIbhFpuvBGLgwdJfeQRTK2t1WLT1taW6upqgoKC8Pb2JjMzk76+PhITE9Vic9p0XS024+PByko0HAcGBgZIS0tTi0WDE6ZjnIru7m4yMzOxsrIiPj6e7u5utmzZQnh4OB988MFsK6W6Oti1S4wgrWBT2Pj4OBkZGYyOjs6aLb+stLeLzSMbNvwgTdtPx95oMTQ3N1NYWIiZmRmxsbHqm5hzkqIisTt83z4xqniWIQgCt9xyC4oPP+R5b2+Mc3PP/CIUCtDVZXx8nMLCQtrb21m3bh1hKhUGL73E4EsvUbB3L6OWlri7uzPwv/+x+fXXmTQ15cCjj876jO7YsQMLC4vVFpmgFZrLy//93//xySef8Pbbb+Pu7s4zzzzDl19+SXV19eoYLms5ozQ3N+Pp6fmD6jpfiCWJzfx8mj/4gOKEBCQSCWZmZoyMjGBlZYWNjQ3V1dUEBgbi4+OjFpsJCQnY29vPEpvBwcH4SaVibeGMSMfg4CCpqakYGxuTlJSksdjs7e0lPT0dIyMj/vjHP+Lg4MB77703S2Q6OjrC1JTYNXrzzctbjzYPcrmc7Oxsenp6iI6O/sHe3KwUKy00QbwJys7ORi6XEx0dLb6HzkWUSkhPF300Tzd6OzAg1kP7+y9+n+JiMW3/3ntz6h8BbrzxRj788EM+//zzWeNoLSwsMFrJBqqUFFF8P/IIgo4Ozc3NHD58GB0dHSI2bsR5wwaQSmlra6Ph7beJf+QRmp58kkIXF/QNDNBtb0dvZIShGYbsO3fuxNzc/GwQmbBGhOaaydc888wzXHbZZVx11VVs3ryZI0eOcPDgQa3I1PKDY0k1m5s34/H88zg4OGDe3MywTIapqSkDAwP09fWxceNGysvLqa2tJT4+HhsbGzIyMuju7kYikRAUFMTGjRspLS2lWqUSRWZfn5hGR5yqkZyczPj4OKmpqRp3/tra2pKUlIRMJuOXv/yl2gLJyclJ/R8gTtF56aUVF5kgdjTHx8fj7OxMTk7Oitgr8dpr8Pzzy3/ctUBl5eyfK4CVlRU7duzAxsaG9PR0KisrV6ZuMzFRnJ6zWujowJYtpy8yQZxaFRwsCs7FMm3rZGs778OvvvoqWUNDvJmcPOsz/fFK12nW1EBxMaNjY2RkZJCfn4+zszO7du7E+dZbEX7/e6qqqsjKykI3MZEjN97IuvvvJ/Hpp1HKZIzZ2qpFpkQiYdeuXWeTyFwzrJmIphYtWmazpMhmTQ3SgAByb7mFtvh4TE1NGR0dxcrKCltbW6qqqggICMDX15esrCx6e3tnRTbLy8upqqoShed114GZmegFeYyhoSHS0tLQ19cnOTkZQw07iqfT8KeMjH77LXR2wm9+o9Hxl8JMr82goKDlnbF9330gk4ni+QeGrKYGCz8/hqqrMZ8R5VoJBEGgoqKCyspKnJ2diYyMPLVxtyY8/DDExKxO2rqwEJ56Cl55ZUGhpxETE2IqfhHz5xdNVZVo5/XII2Lt5xlCEAQa6uooLS9HT0+PiIgI9U2r8rPPqG1v56hMhpuPD502NnR3d+P7zTf4/ec/ZN51F73HrLckEgm7d+/GxMTkbBOZayKiqRWaWrSsYZYkNr/6imxTU7qOeWdOi01LS0vs7OxOKTanv7Aj9PRYHxkJLi6zji+TyUhNTUVPT4/k5GSNU2ODg4OkpaVhaGhIUlLS/GL19ttFQ+nPPtPo2Etl5vP28fEhJCTkzBi7n8OcidT5ibS3t5Obm4uBgQGxsbEr1+h1JklJEQ3Iv/12eSKamvKf/4j10qeaV69Snbmmtz/+kQkXF3JCQujp6WH9+vUEBweLNxeFhUwEBJCdnU1/fz+7X3iBiaEhGrZvpy0hAZUgIB0ZQXHMu1kqlbJ7926MjY3PNpEJa0RorpnUuRYtWuaypDT6hRcSm5DAepkMx0OHGBkZwcTEhMHBQXp6evD396eiooLq6mri4uKwtbUlIyODrq4uJBIJgYGB+Pv7UyCXUzk0JKbNqqrUxzc3N2fLli0oFIol2QRNp+EnJydJTU1lfHx87kZPP33GRCagft6bNm2itraW/Px8te3aaaNQwMjI8hxrLTH9vlhpG6kZODs7s2PHDnR0dDhw4AAtLS2nf9D2digrO+6GcKbZsgX2718ekfmvf8Hvf39KL0w1SiXcfbdYm7kQjz0miuAzJDJVSiX9PT1UlZczNjZGUlISERERosjMz4eICA4/9xzDw8NER0eTccst9Hl6EvrmmwS/+SYqlWqWyDzvvPPOVpG5ZtAKTS1a1jhL9dnclJtL4N69qBSKWWKzu7sbf39/KisrZ4nNzMxMurq6AAgMDCQgIIDy8nIGrroKLr5Y/NI5hpmZmTrSmpKSwujoqEbPycLCgi1btiCXy0lNTZ0rVvX0xJ+HD4up5zOEj48PUVFRHDlyhOzsbI0nI82Lvz888cTpH2etMe3POnMowBnA1NSUbdu24erqyqFDh8jLy2NycnLpB3zvPYiLm/X+P2McPSraKi0Xcrn4PBYrCnV0oLxcnG8+HyqV+N6+5ZblW+NJGOrt5WBKCt+ffz7cdBO7du3CYYb3Zee6dWT95S+MeXmx8x//oPzAAeTGxpRceSWVP/0pQzMa/nR0dDj//PMxMjLSiszTRJs616LlHEHjNLpcjnJ0lOyyMjo7OpDq6MxKozs4OFBRUcHGjRvZuHGjugM7Pj5effGuqKigMS0NP1dXvH/0ozmnGB0dJTU1FRDNjU00mTICjIyMkJqaikQimbt/fz84O8Mzz5yxL7JpOjo6yM7OVlsynVa93//+J86UDglZvgWuAWSdnVg4OTHU0YH5KnSDC4JAY2MjpaWlSCQSgoOD8fT01LwkYnRUtN1aDTeMO++EDz8UDcnPtBfr5KRYz3kqn83BQbFxcMOGFVuKUqmk4eBBnK+8kvI778Trt7/Fdma9amYmHTU1ZJqb4+DgwEZA/8orURkZUbttG61bt87KUOjo6HDeeedhaGh4tovMNZE61wpNLVrOIZZUs9nWxsgFF3DoqqsY8fCYJTYdHR0pLy8/qdisrKykvLycAF9fAiYnxbF1MxgbGyM1NRWVSkVycrLGfobTYlUQhLn75+aK/oGrUJvW29tLRkYGJiYmJCQkrKxNyznIatRozsfExAQlJSUcOXIEGxsbwsPD107t5vCwGBEODz/9Y+3dK352Fzt//I03xEhmUxPM93rV1Yl2ZAEBp7+2k9DX10d+fj5jPT0kfvstVi++iM4M31uVSsXgT37CVHMzHa++ir2rK4cKCjBTqQi7915s6uvZ9/TTDLm5AccjmQYGBme7yASt0NSiRctqoLHYHBpCuPJKCn/+c5oMDZFKpfOKTT8/P/z9/RcUm5NPPUXwf/6DTkvLnO7XsbEx0tLSUCgUJCcnY2ZmptFzmharSqVy/v0nJ8WJJGeY6RGcOjo6syYbacToKLz7LuzcCV5ey7/Is5Qz2XW+GLq7uykqKmJ4eBgvLy8CAwPRmy7RWIjqajE1/NRT8/pHrhkmJsRZ6TfcAA89tLh9Ojrg++/hqqvmfzw8HEpKxPrj05xnPx9yuZyysjIaamux19EhZMeOOTcICoWC3NxcOlpbCfH2xuVPf6JnYoLGm2+mRypFIgg4lJTQeSwaraury3nnnbdWRCasEaGprdHUouUcQ+OaTQsLJF9+Sejll+Nka4vu4OCsms3Ozk6CgoKorq6moqKC2NhY7OzsyMzMpLOzEwB/f3+M7riDlHvvpbyzc45XobGxMcnJyejq6pKSkjJr6tNiMDY2ZsuWLfPv//HHYserhnWgy4GFhQVbt24F4ODBgwwODmp+EF1d0ez6hzb3fNqnURO/xhXE3t6enTt3EhQURGNjI3v37qW1tfXkvpt9faLYXI2I7KOPinZBy4GhoVhruVjrIUEAJ6eFRSaIjUVPPbUiIrO9vZ29e/fS1NTEluxsEu+8E8sTbgrGW1sZ2ryZ8bw8YhMTUZmaUhgRgbFcTtSNN2JTW4sgkahFpr6+PhdccMFaEplrBq3Q1KLlHGSpDUKxH37I1qefntMg1NHRQVBQEDU1NbPEZlZWllps+oWE4PLTn1JZUUHrc88hyOWzjm9kZMSWLVvQ19cnNTWVoaEhjZ7T9P4GBgakpKQc3z8qClZxDK2JiQlbt27F0NCQlJQUenp6NDuAgYEoWC67bGUWeLYyPXlGkwk0K4xUKsXPz4/du3djbW1NTk4O6enpDA8Pz79DXJxYvnGsS/mMIpUuT13m0JCYEbC3X9xc84EBMVqZnT3/41NT0NIi3vzdeefpr28GY2NjZGVlkZmZiYWFBbt378b2nnuQPPcczKjfHhoaIiM1FYVUSkRcHFP//S8lJSVM7dhB3uWXM2VqimNJiXp7fX19zjvvPPT09LQicwXQps61aDmH0TiNXl2NsrmZbBMTOjs7Z6XRLSwscHFxobS0FB8fHwIDA8nJyaG7u5u4uDj1eL/Gr7/G48c/puX553G/5ZY5zRUTExOkpaUxMTFBUlKSxvVwk5OTpKWlqa1LzpbpYHK5nMzMTPr7+4mJicHZ2Xm1l3RWc7bUaJ6M9vZ2iouLGR8fx8/PDz8/P3Rn1gP39ICd3eotcDm48UY4dEg0fl9MI1Rnpyggn3lGbMY7kYsvhi+/FMXmMn0GVCoVDQ0NlJWVoaury6ZNm1jX3Ixk06Y50eSu1lby0tPRt7UlLi6Ojrfewuv//o+WSy+l6PzzUZiaIpmcRKWnBxIJ+vr6nH/++ejq6q5FkbkmUudaoalFyznOkhqEFArq//IXKvz9EYyMMDU1ZS0EXkkAAIhZSURBVGxsDHNz83nFZldXF/Hx8Wqx2fDddxQODbFx40YCAwPniM3TFYuTk5Okp6czMjJCUlIS1tbW8MILYlPCGZgWtBBKpZJDhw7R3t7O5s2b8ZgxI/mk5OfDL34hzqs+x2eq79mzhz179uA2Ps53zc0M5eZifkID2dmEQqGgqqqKmpoajIyMCAsLE6fLtLSAu7voEbl795ldVH4++PouT8q+qkps3JnHNWJJ5OeL4zj/8Y9lOVx/fz+FhYUMDAwcN15XKkWnhl//epY1WHNzM8prr8Xu6FH0CwooLimhtbUV38pKAh5/nClzc/Y99RRTx2q8DQwMOO+889aqyASt0NSiRcvZgsZis7kZITCQmj/8gbKAAHVkc1psurq6UlJSgre3N0FBQfOKzZqaGnpffx27qCi8f/azOWJzamqKtLQ0RkdHSUxMFMWiBkxNTZGRkYFMJiMhIQHbP/1JbGh44AGNjrPcqFQqCgsLaWpqIiQkBN/FNLp0dcGTT4qRonNcaE4jq6rCwt+focpKzDduXO3lnBKZTEZRURHd3d24urqyacMGjA8eFEXmmYyqq1Tie+Syy+D558/ceZVKsSbzttvEcpUTmZoSzfeXqWN/ampKbPZpaMDS0pLw8HBsbGyOb1BTIwp9Q8NZk7v8VSp8dXVpPXiQDlNTJnbupK+/H8vGRlzz8ij/+c9BKj0XRCZohaYWLVrOJjQWm21tKB0dycnJoaOjY0Gx6eXlRXBwsFpsxsXFiREfpZKJkBCOeHgw+fjjBAUFzSs2p2vgEhMTZ3+RLAK5XE5GRgaDg4MkxMVhN8OceTURBIGysjKqq6vx8/Ob97n/0FkLqfMTEQSB1tZWDh8+jEKhwN/fHx8fH6Rn2sOytVVMc5/OTUl9PfzqV/D++2J08FR0d8Mll8Czz84vNM8/Hw4eFFPrpyE2BUGgqamJsrIylEolgYGBeHl5ia9xXx+89BLcf7/a0kypVFJYUIDyww+xvOYa1vv4kJmeju8DD2A2MMCQlRV5N96IaobXraGhIeeddx46OjprWWTCGhGa2mYgLVp+IGjcIOTigo6ODjHt7SS9+aa6QcjY2BiZTMbRo0fZtGkT9fX1lJaWEhMTg4ODA1lZWXR0dICODoaZmUiee47q6mpKS0vndPDq6+uTlJSEhYUF6enp9Pb2avSc9PT01NHQ9MxMujo74YMPxBT0KjJtAB4cHEx1dTWFhYWnHlnZ2wsHDpyZBZ4NTEzM/rkGkEgkuLm5sXv3bqIyMmj58kv279+veQPY6bJu3elHvsfGxAYgJ6fFbW9vL36u5hOZANddJ9ZnnobI7O/v58CBAxQUFODo6Mh55503W8jn5Ij+ne3twPGsxmBWFtGvvsqGhgYyv/mG4dFRqh94gObwcJwLCvD+9lv1OYyMjM4Vkblm0ApNLVp+QCypG11XF1t7e5wdHFCpVLPEZmtrq1pslpSUEBMTg6Oj43GxaWmJj68v0SoV+g88QGlJyRyxqaenR0JCApaWlqSnp2v8pa2rq0t8fLxouZSRwdTf/gZff63RMVYKPz8/Nm/eTFNTEzk5OShPNqbw3/8W07DzzXY/F6munv1zDaGvUuHyySfEmZigo6NDSkoKeXl5TKy0aFYoYPv25bkhCQ4Wp1ItZtDA44+L9kfzReUnJsS0+Y9/DB99tKSljI+Pk5eXx/fff49KpWLLli1ERUUdH4Iwfc248EKxntTNjbGxMVJSUhgYGCD0qqsYLyqiPC+PuN/8hnWVlQwOD1Pzox9x4NFHqb3wQkAUmbt379aKzDOMVmhq0fIDQ2Ox+dOfIn3/faITEnDX0UGlVM4rNhsaGigpKSE6Onq22ATcxsdxb2+nvryckpOITWtra9LT0+nu7tboOenq6hIXF4e9oyNf33IL7bfdptH+K4mnpyexsbF0dHSQkZGB/ATbJzWXXQbNzYv74j8XmDanX4sm9YaG0NKCyXXXsW3bNsLDw9Xejg0NDSf33jwdhobELvfTrYP861+homJx28pkYnq9sHD+xy+6SIx2LkFkKxQKKioq+Oabb+jo6CAsLIzt27djN7OTXxBE+7LpetRjlmsHDhzA6YsvOK+0FAMDAw40NdETEEBfRARh997Lpr//HQSBIQ8PBB0djI2NtSJzldDWaGrR8gNF45rNgQEEHx+afvlLChMSZtVsmpmZ4e7uTnFxMRs2bGDTpk3k5OTQ2dk5q2azrrGR4qIifHx9CQkJmVO3qFAoyMrKore3d9bkocUy3fXd0dFB0tQUdsHBEBio6UuzIvT09JCZmYmpqSkJCQkYroCR9VpiLdZoqhGEOdG9iYkJSktLaW5uxtramvDw8LPGemsWo6PiXPY//EFMdy+GqSk4Zgc0h1deESOsn3666CWoVCpaWlooKytjcnISb29vNm7ciP6MOko1giDWZPr4wNVX09nZSXZ2NmZmZiSnpaHs6aHY3p7RoCAU5uaMDg8T/OabmHZ3k/nHPyLo6qpFplQqPddE5pqo0dQKTS1afsBoLDb/9S+U27eTU109p0Fopthcv349oaGharEZGxsr+kq2tjJx3nmkX3kldrt2sWnTpjliU6lUkpWVRU9Pzyx/zsWiUqnIzc7G/5e/RLpzJ2ZvvaXpy7JiDAwMkJGRoa4tNZlhMg3AN9+I0aZvv10eM+6zGFldHRY+PgzV1mLu7b3ay9GMnTshJmbecY09PT0UFRUhk8nYsGEDgYGB8wsoTWlsFDutd+9enN/lyZiOqp9qxOZ//wubN4s1oScyNSU25GjwPhUEgY6ODsrKyhgaGsLFxYXg4OCFR9J2dcGMm82mpiYKCgpwNTYmYudOBgcHydm/n5233ILMw4Pqiy6ic3oAgEoFUikmJibs2rXrXBSZsEaE5rl9JdOiRctJ0TiNftll6NjaEuPtTUhx8ayazeHhYY4cOUJoaCiNjY0UFxcTExODk5MT2dnZtLe3g40NhiEh+G7eTF1dHYcPH56TZtTR0RHT4Pb2ZGZmivtpgFQqJSo2lvrXXmPvrl2LqkM9U1hZWbF161ZUKhUHDx6cOx3J0lJMQy40ieZcYroW90w30iwHP/nJgk0xdnZ27Nixg+DgYJqbm9m7dy8tLS2nn07/8EP43e/EKT5LpalJ7ArX0zu1yJyaEqOer746/+O7don2QqdqcjtGT08PKSkpZGZmoq+vz7Zt24iLi1tYZH7/PXh6wrEmwoqKCvLz8wkcGyP6l79Etn8/6enpmDg4kPPEE+gNDBD7xBM4FheL+x+7CT6HReaaQRvR1KJFi+aRzb/9DeHRR8l9+21aR0dPGdmcTmerI5tAfUUFJYWFeAYGEhoaOm9kc3q/mJgYXFxcNHpOKpWKgoICBlNS8IuPxy0uTqP9V5Lx8XHS09MZHx8nISFBY1unc4E1nTpfJGNjYxw+fJijR49ib29PWFjY0p+rIIjd1hp+DmZx2WVi81Vx8eKiokNDYtTyxMg7wJ/+JB7r889Peoienh6qqqro7OzE0tKS4OBgHBwcTm33NTkJb72F6tprKSwupqmpicDAQDZu2MDQI49QrlDgVVxM0e9+x4SuLqqREby/+46GXbtQGBpiZmbGjh07znWRuSYimlqhqUWLFkBDsSkI0NOD0saGnOxsOmaMq1y02LzwQkZUKr759a/x8vKaV2yqVCoOHTpEW1sbMTExuGpo6SLI5Uy5u3Nk0yZ0Xn6ZDRs2LOWlWRGmpqbIzMxkYGBgdomAQgHffQdJSWBqurqLXEHWrNDMzwcdHQgLW/QuHR0dFBUVMT4+jq+vLxs3bpw9yvLUB1i8DdHJGByEI0cgJOTk2xUWwoYN8zcdTUyIzVAnQRAEurq6qKqqoqenBwsLC/z9/XF1dT21wCwuBjMz8PJCLpcf9+c1NMTZ25smAwMKCgrwr6nB5R//QHd4mPzrrqNnRi32D0RkglZoatGiZa2hcWRTLkd1+eXU+ftTGhg4R2x6eHhQVFSEp6cnYWFhsyOU5eVgZkaDgwOFhYVs2LCBsLCwecVmbm4uR48eJTo6mnXz1YudBKG6msMyGXXNzYSGhuJ9FtUDKhQK9RdpZGQkbm5uohDw8IBPPhENss9RZAUFWGzezFB+PuYREau9nMVz8cViQ82+fRrtplAoqK6uprq6GiMjI0JDQ9XR/ZPS3Cw2wvz732LKfiloMrVHqQR/f4iNhXfemf3Y9FQid3fR05ITH1bR0dFBVVUV/f39WFlZ4e/vj7Oz8+IGFggCJCeDuTnj//43mZmZDA8PExcbi8MvfsGIjg4Hf/5zrAMD6e3txbitjZhHH2XUzo70++4DwNzcnB07diCRSM51kQlaoalFi5a1iEZiU6WCG29EuXs3Oba28zYInVRsuriAIND2+edkTU2dVGzm5eXR2tpKZGTkoua1z0QQBKq//Zaazk42xsUtbizkGUKlUpGfn6+ub/X29ha9Ar28Tr/p4yxGVlGBRWAgQ+XlmAcErPZyFs/UlDihZokRxuHhYYqK/r+9+46rszz/OP457L2SsAkjjCQEQtgbsrTaOlpX3aNqrdtWW9fPXbWOqrXuUbVuq1atUWMie+8Rwt4bAhz2OZxznt8fD5AQRiDDhOR+v1550Zz5HIr65brv+7oK6erqwsXFhQ0bNmBlZTV/EJuYgA8+gAsumHsJezEefxxefVVe6jYzO/Tjm5vlqqW9/czbdTp5DKWHB/z1r9M3q1QqGhoaqKurY2RkhJUrV7J+/frFLZEfrLeXoaEhUisq0Ol0xMXFYW1tTXVmJg1ZWWx/4AGqTj+d6osuQq2nh8HoKAqdjgkLi1MtZIIImoIgLFdLrmwi76ks+vRTGgwMZoRNCwsLPD09Z4TNnJwc2tvb5bC5ezdcey3Nu3eT3dGBl5cXISEhc4bN/Px8mpqaCAsLw8PDY/EfSK1G8vSkd9s2kn75SzZs2MD6qdOpJwBJkigpKaG6upr169fj7+8vf/452uicLJbt0vlRIEkSra2tFBcXMzY2hoWFBc7Ozri4uLBixYqjP9KyrQ1SUuCSSxZ+XFKSfJp+rqXx7u4ZwVOSJPr6+qitraWlpQUANzc3vL29l77nuLdXPnj03HP0arWkp6djYmJCvKcnpvffz55bbqGisxMvLy8MXnkF//ffZ9zWlqRHHmF8skprbW3Ntm3bTqWQCSJoCoKwnC05bH72GdKll1Lw3ns06OsvPmyGh+PS0AAJCTQ0NJCXlzdv2JQkifz8fBoaGggNDcVrMTOap2RmQmAge5qa2LNnz8xAdwKQJInKykrKysrwXrOGTY89hiI4WO4heBIa7O3FetUqlD09WK1cebwvZ3E+/FCeOvX++0flFwCtVkt3dzdtbW20t7czPj6OkZERTk5OuLi44PTss+jb2sIDDxzeG+h0cgV2MT1bBwbkJfF775UP+hyoqgr8/eH66xl95hna2tpobGykv78fc3Nz1qxZg4eHx+H3hi0uhksuofO118jo7sbOzo6YmBgM9+xh9LLLyD/3XFwcHSmdHItrl5HBml27yL3pJtSWlqdqyIRlEjSXsBtZEIRTyVTro82bN5OYmHjosHnuuSg++ohN557LeFYWHR0dDA8PY2FhwfDwMA0NDQQHB1NYWAhAREQEOTk5ZObkEB0djQvgmZaGoZsbmfX1SJJEaGjojCCoUCgIDQ1FT0+P/Px8JEla/AGf6GgA/B0c0FerKZ1cmgsICDghwqZCoZhuWl1YWIidqytu69ejf7wv7FipqNj/NT7++F7LYk2dwD5KPy/6+vo4OTnh5OQ0XSFsb2+nra2NpqYm1nV3YypJKOrqcHZ23j+ScbFefx2efx7y8w99sMzGRt53Occ/T4MrVqAXEUH5hg00/+9/KBQKHB0diY2NxdHR8fArsCqV3GYpKIiaL76gqLQUNzc3wn19USgU5KrVND3wAFs/+gjDd94hKDCQwksvpSM0lI7Jfb02NjZs3br1VAyZy4aoaAqCsKDDWkb/73+paGykcrICYW5uPl3Z9PLyoqCgYEZls62tjajgYFx/9Sv47W9pvPJKcnNz8fT0nBU2Qa7+FRUVUVtbu7QDPuPj8sGKSy6h6uqrKSkpwdfXd84pRcdTa2sr2dnZ2NvbEx0dvbQTysvEYGsr1m5uKFtasFpiN4FTwfDw8HSls7e3F0mSsLOzm15iX3Bf55SKCvj+e/jjHxd+3HffyU3o9eVfa7RaLQMDA7S3t9OfnU2ntTX6+vo4Ojri6uqKk5PTkTehlyQ4/3wkW1tKb7mFqqoq+Z/FDRsgMpIOT08yLrgAv7VrqamoYN3XX+P7+efUb91K8VVXASJkskwqmiJoCoJwSEtuffTrX6OztCTz97+no6NjOmyOjY1hbm6Ol5cXhYWFuLu7ExISMh02o9evx2X9elAoaGxsJDc3Fw8PD8LCwuYMm1P7GoOCgvD19V3ch/n2W3naib09NTU1FBUVzdte6Xjq6uqi9OOPcezqwvfBBzE2Nj7el3RULbs9mm1tcuupJR5EOyzt7fDJJ3DDDWBqikqloqOjg/b2djo7O9FoNNP7Op2dnVm5cuXMqqIkyX8OUWmUJInRwkLMwsNpfe45WsPCUCqVDA0NIUkS6374gQ1vv03fK69gfe21R/0XHu0nn1DT1kapq+v0P8MajYbKJ5+kf3yckP/+l6yLL2Z4wwZUKhWryssZXL0alZXV9PCDUzhkggiagiCcTJYUNsfHwcAArUJBdloa7T096E2OgxsfH8fc3BxPT0+Kioqmw2Zubi6tra1yv8zqanjtNZr++ldyJx8ztWR+IEmSKCsro7KyksDAQNauXbv4DzQ0BMPD1I2OUlBQMO++0ONp9N57kd5+m7S33iJ+82bMFnNieJkYrKvD2tsbZW0tVidQf9N53XUX/Pvfcgg81uNBP/wQbr8damvhoBA+175OfX19DA0N0Z/cG+2UmYnn559T8tRTYGU1ffvUV51Ox+DgIIODg2g0Gqybmhjz9sbaxgZra2usrKywsbHBDtC7/nq5tdLRCpmSBOnpqCMiyMzMpLe3l4iICNysrdF8+SWpbm4MDAywbsUKbG+5hZVVVTTFxlJw/fXTWxZsbW3ZunUrwKkcMkEETUEQTjZLXkavrkY64wxK776bahubBcNmcHAweXl5tLa2kqjVsuqDD+Djj2nq7SU3N3fBsFleXs7evXsJCAhg3bp1i/sw27bJ+8O++276EJKHh8ec73HcDA8zqFKROtmzMD4+fnlU/xZhMD0d67g4lGlpWMXGHu/LObShIbk9UFjYz/N+IyOHbGc0ta+zt7cXjUaDTqdDq9ViUlSEza5dNN58M1qdbvr2qa8KhQIrc3OcS0owOOccrG1sMDEx2f9L1vCw/FmPRX/TH36AX/yCzBdfpMvFZXrc7MQ//wn33EPqQw/hFBVFeWsrxgYGBD/1FNYtLex6/HE0pqbY2dmxZcsW4JQPmSCCpiAIJ6Mlhc3RUbjzTrQPPkh2bS3t7e0zwqaZmRlr1qyZXkY/MGxOTwIaHqa5r4+cnBxWr15NWFjYnGGzoqKCPXv24O/vj/9i+jLm58sHILy9AWhqaiI3N1c+jBAefuKETWC0r4/U3FxUKhVxcXHY2dkd70s6Ystu6fznUlYmn/A+1j9/334LZ50FJSUQEDDzvsRESEuDri44yh0BlAMDlL/2Gv3+/nKPTCsrxsbHSU1JgbY24v7xD4YnJqi8+mo6J//doq9WozUyEiFztmURNE+cf5MKgrAsTJ1G19PTIzExkaampvkfbGYGL7+MvoMDkb6++IyMoNPpGBkZwcTEhNHRUerq6ggODqapqYnCwkLCwsJwc3MjKyuLtrIy2LCB1bt2ERERQXNzM3l5eeh0uhlvo1Ao8Pf3Z8OGDezZs4fy8nIO+Ut0aKgcMtVqqK7G3d2dyMhIWlpayM7OnvUex01GBmbu7mz28MDc3Jzk5GS6urqO91WdWh5+GB577Ni/T18fRETAiy8e3vNTUuCcc2Bw8NCP/eUvobR0dsgEeOMNuc3R0QyZH3zAwKef8lNSEsNBQWzZsgVrIyM0Z55J2dNPo56YwCUigrRLLsFQrSb6/vtxKigAECFzmRNBUxCEJVtS2Jykf999bHz8cZzt7dHpdIyOjs4bNkNDQ3FzcyNz714GLrsMtm9n9erV02EzNzd3ziC4fv16AgICqKioWFzYBHnv3emnw8QEbm5uREdH097eTlZWFlqt9nC+PUdXUBDcfTfGK1aQkJDAihUrSEtLo7W19Xhf2ZGprZ359USmrz99IvuYsrODH3+EK644vOerVHLPzIVaGQ0Nye8BcMB8cADS06GhAXx84NFHD+8a5iJJjL73HvvefBNbW1s2T+43HhoZoWt0FIVGQ/i337K3tBTVunUk33MPtdu30+/pCcCKFStEyFzGxNK5IAiHbUnL6IOD0N6O1seH7Oxs2tvb0dfXx8zMbNYy+urVqwkJCSE/P5+WlhZ5xrmdHdTW0mJnR3Z29oJL3JWVlZSWlrJ27dpD98lsb5dPFB+w966jo4OMjAwcHByIjo5G/+cIGYuk1WqnD04FBwcvvo/oCWawtBTrjRtRlpRgFRh4vC/n+NPpjv1yOch9NR94QA6UB0/wsbWVD/309By999NoqK6vpzQ/H1d3d8IiI9HXaBisria5oQFDQ0PW1tfjdM89qG1tKbjySnoOCMArVqxg8+bNgAiZcxBL54IgnNyWVNm0soK1a9GXJKLefx/vsTG0Wu2clc3m5mYKCgqmK5vZ2dkM3XILnH02bg4O00vcOTk5c1Y2165dy8aNG6cD54K/UDs7yyFTp4OiIgCcnJyIjY2lu7ub9PR0NBrNkX6rjoxaDX//O+Tno6+vT0RExHQ/0r179y6ucnuimRohupRRosdDdrZcBTzW7r0Xfvvbw3tuaSlcf/3irvO22yAnZ3bIBPjmG/jXvw7vGuYgZWYy7u1NzQ8/4OPvT8TkL23jt9+O/vbtmOp0ODs7k7dqFdmPPorB0BAbP/hAPpmOCJknCxE0BUE4IkteRh8ZQa+oiEBLS5ydnQ8ZNqf2bO6Oj6fjtdfAyAg3NzeioqJobW2dN2z6+fkRFBREVVUVJSUlhw5jb74pz3nu6ADA0dGRuLg4ent7j3/YNDCQry83FwA9PT2Cg4Px9/enrKxscZ/vRDP1/TzeIX4hWi386lfwxBPH/r3Cww9/QlJdHezZAwv1Wm1qkn9+FAo4uDPDAw/IIyhjY+XPexRotVoK9u2jzccHv8TE6aEIPT09/BQeTtUttxD18MMYPPQQpvr69Dg788Ozz5Jx552gULBy5UoRMk8SYulcEISjYknL6JPLhFqtlvydO2keHp61jO7t7U1BQQGrV68mNDSU/Px8mpubiQgLY/UHH8ANN9A6NkZWVhYuLi5ERkbOuYw+1ZTdx8eHoKCg+ZfRVSp5BF9i4oybe3p6SEtLw8bGhri4OAwNDY/gu3QENJo5exlOfT53d/c5T+SfqAZTU7FOSECZkoLViTyCsrlZboPl5HS8r2RhkrTwaMybboKdO2Hv3pk/R6WlsHEjXHIJfPDBUbkUdXk52Y2NdI+PExkZKXeP0GoZvvdedvv7Y+XmhrWVFcaPP473Dz+gtrTkp0ceQWVtDcCqVatISEgARMg8BLF0LgjCqWNJlc3JMKT/r38Rfs01rDYzm1HZHBsbo6amhpCQEJqbm8nPzyc0NJTVq1dT+v33aF94AVJTcXV1JTo6mra2tnlPivv4+BASEkJNTQ2FhYXzV/6MjfeHzOzs6Zun/qOnVCpJTU1FrVYf7rfoyBgYyAG9u3vGzT4+PkRGRtLc3ExGRsbxX+ZfrKlfRH6OSTtHYvXqYxsyq6vhuuvkiuJSNTXJ1cjx8UPPX3/+eXkc5cG/rAQGwo4d8O67S3//OYwODaH+5S9xf+45EhIS5JAJdGVlYfjKK6xpa8OxsZHaujrqrryS4quuQm1ujv7kP1ciZJ58RNAUBOGoWfIy+llnofi//yPsjDNmLKMbGxszPj4+I2zm5eURGhrKqk2b+OrZZ2kOCQHAxdl5+qT4fGFzzZo1hIaGUldXR0FBwcLLzBkZ8hJ6Wtr0TSsmT3wPDQ2RkpKCSqU6rO/PEbv0Urjoolk3r169mri4OLq7u49vGF4KW9uZX0804+MQFyefxD6WamvlvcGHM2I0O1uuQk5MzP+YHTvkMGtoCAceHKupkftoajRwxhlHZfKPUqlkd3IyhX/6E3avvcaqVatAp6O5sZHUjg6KPv8c24YG1tx8M0EffYR6eJim+Hh2//WvjK5aJULmSUosnQuCcNQteYIQoPv+ewqHhmiA6dno4+PjmJiY4OPjQ0FBAW5uboSFhU0vo2+pqmJFRQX8+9+0dXaSlZWFk5MTUVFRcy4hT00A8vT0JDQ0dP5l9JQUeb/cQfcPDAyQkpKCqakp8fHxmJiYHM635/Clp4ORkbyfbw779u0jLS1t+vpMTU1/3utbgsGGBqy9vFDW12M12cbmhNLZCXfcAQ89BH5+x/a9DrXsvZDxcbml0Vx0OvlnJTgYXn995n233gr//CcUFsottI5QT3k5+x55hOarryYuMXH6Z2/wiivY19pK1+OPo1AoaKmtZeOnn+L53Xc0xcfLoyUBe3t74ie3UIiQuWjLYulcBE1BEI6JJYVNrRaCgpBiY8m87LLp1kcLhc2CggI0n36K/+Ag1q++Cnp6tLe3k5mZiZOTE5GRkXO2JWpsbCQ3N3dx4yYzMuQT6UZG0zcplUpSUlIwMjIiMTHx5w+bhzC1xK+np0dCQgIWC/VUPI6WzR7NY0Wlkpezb775kKMmZ8nPl3/puPXWQ7dEGhyUe4DO9R7NzfLWgCPU3NxMy0svEfLOO+jn5GA42UmgpqaGfS++iIOFBeZlZRTGx6Py9WViYgKHvDwGXV0ZcXAQIfPwiaApCMKpbUlhs6sLbG3RGRiQlZlJe0fHosJmU1MT4eHhuOvrg6vrdNh0dHQkKipqzrA5NW5yvpGW09fj4SG3FfrDH2bcNTg4SHJyMoaGhiQeUL35WTQ0yNfzxhvg5jbnQ0ZGRkhNTWViYoK4uDhsT6Dl6ZdeeomXXnoJrVZLdXX1iTmCcmRk/8Gwo7CkPKe0NDjzTLnV0Pr1S3vu00/Dp5/Kvwgd8EvQNEmSJxldfz04OMy874or5OrpUdiTKUkSVRUVlO7Zg7u7O6H+/uhbWIAk0fjhh+QaGuLj44OmvR3fG27ApL+flthYCq+5Zvo1HBwciIuLA0TIPAzLImiKPZqCIBwzS9qz6eAARkboVVcTfe+9eBgaotVqGRkZmbVns6Wlhby8PEJCQnB3d2fPN9+g8/WFzz7D2dmZmJgYOieX0uea7uPu7r7gSMvp60lJgd//ftZdVlZWbN68Ga1WS1JSEqOjo0fybVqalSvlPXm9vfM+xNzcnM2bN2NqakpycjI9R7MB9xG66aabqKioIC8v73hfyvx27oTt2+WK37ESFwetrUsPmSBPs5raRjGXlhZ4+WWY63tcUjLdL/ZI6HQ6inNzsf3tb4kpKSE8PBx9CwskSaLxlVfwuOwygrRaxnt6aBwdJfnvf6fP1xeX3FyMhocBETJPFaKiKQjCMbekymZDA9x8M7q33iKrrm7GBCGVSjV3ZTM/H8W77+Jw222sntxPNzXdZ6HK5tRc84WmDAHyf5itrcHLa8bNw8PDpKSkAJCYmIj5UpdAj7GJiQkyMjLYt28fkZGRuLi4HO9LmjZYVIR1cDDKwkKsNm063pczkyTJfSkPHtF4tPzwA2zduvRq6VdfwdjY4hq7j4zMXC4/cPLQPK2yFkuj0ZCTk0N7Wxtb09Kwu+giiI1FkiRKSkqorqoiTK3G9OOPMaqqovjGG+lbvRqdTofhyAgT5uY4ODgQHx+PJEkiZB4+UdEUBEGAJVY2PT3h22/Rc3Qkat063E1M5j2N3tLSQm5uLiGhoXD11WSXlNCang4//YSTk9N0ZTMzM3POyuZU4/eFpgyh08GVV8Ijj8y6y8LCgsTERBQKBUlJSQz9HBNkplRVye1qFmBoaEhcXByOjo5kZmbS0NDwM13cIkyFnhOx76dCcexCZn29vGT++edLf+4PP8Bnn01PzpmlpUXeVjE8PDNkdnbKc9SffVb++xGETJVKRcpPPzGanU1MbCx2L744HTLbbruNgc8/Z2NQEC3u7uyJj0dPqyXuvvtwmBw2MGFujqOjowiZpxBR0RQE4Wez5NPo556L1NdH5uOPT+/ZnKpsGhsb4+vrS0FBAa6uroSHh1NYWMiKv/wF144OjMrLQV+fzs5O0tPTF5xb3traunDj94YGuZfiPAd/xsbGSE5ORqPRkJCQ8PPsObzuOigokP8c4sSyTqejsLCQ+vp6AgMDWbt27bG/vkMYHBzE2tr6xNuj+eGH8P77cvXwWDXnLy+Xl8yXGrIlSR5HOl8rpB9/hNtvl7d8rFy5//bWVoiJgX/8A84557Ave3h4mLS0NFz/8x82fPIJisZGWLkSnU5HXlYWq2++GaPERHr19SmPiEDPwAD93l42fPghVWefzZCLy/TELREyj4plUdEUQVMQhJ/VksJmVRWMjaELDCQrK2vWMvpcYbM4M5PWvXvZeNppeEyefu3s7CQjIwN7e/t5w2ZbW9t0e6T5TqzT2Cjve7vggll3jY+Pk5ycjFqtJiEhAevJKSfHzL59YGGx6P6LkiRRVlZGZWUla9euJSAgYP72Tj+DwYEBrG1tUfb3Y2Vjc9yuY5YdO+TK4QsvHP3XbmiQD5gt9fv++uvg7Q1bthz6sVqtfMp8Sl+fXM08Qn19faSlpWFoaEh8eDgWZWUwuU85LymJlv5+QoOC6N+xg4133onSw4PiK6+k19d3+jWcnJyInax+ipB5VCyLoHkCrlkIgnAyW9Iyup8fBAWhJ0lE/fgj7paWM5bRVSoV1dXVhIaG0traSm5uLkHR0Thv2kRhcjLD554LTU04OjoSExNDd3c3GRkZcy6ju7i4EB0dTUdHx7yHiHjtNbj/frmqdBATE5PpdkfJyckMHM6kl6VYsUIOmQMD8vL+ISgUCgIDA9m4cSOVlZXk5+fPvVXg51JaOvPrieLMM49NyBwakltlPfXU0p4nSfDllwtvk3j3XfmAkE43M2T++c9gbw/FxYd1yVPa29tJ+uknNnz1FVs9PLBYuRI2b0aj0VD7wAMEXHwxkV5e1Dc30+jmRub992PW3U3oK69M/2yKkHnqEkFTEISf3ZInCLW0oPfaa4RqNLi4uMwIm2q1mqqqqhlhMzg4mDWOjqhLS2kvKADA0dGR2NhYenp65g2bB55Yn3Nf5yOPyNNY5jnta2JiQkJCAmZmZiQnJ9PX13dY359Fa2mRWxz973+Lfoqfnx/h4eE0NjbOH6h/DlP9G49CH8ejJi9PPgR0LFhaykvySw1WCgV8+y389a/zP2ZoSP5zcKX0ggvk0+2BgUu/3km1tbVkZGTgYmmJV2YmxllZgHzQLD09nVoPDyauuw69++7D4c03UWg0dPn78/2zz5Jx552gpydC5ilOLJ0LgnDcLGkZffIUrU6nIyc9ndaurulldLVajZGREX5+fuTn5+Pi4kJERARFhYXUNzQQFhqKp6MjmJnR1dVFeno6K1euJCYmBoM5DkZMLbWvWrWKmJiY2cvofX3wzDPw8MNz7uNTq9WkpaUxODhIfHw8K1asONJv1fxeeQV+/WtwdFzS09rb28nKysLOzo7Y2FgMj9V+xHmckHs0zzkHRkflvY5H00LTexby17/Cr34FGzfOff+BE4UO/N9VVfJoT3v7w7teZm618HZ3JygsDD2VCkxNUavVVDz9NM0eHoRu3kx5WRkeL7/M6uRkVJaWJD38MGpLS2D/L28iZB4TYulcEARhIUuqbE6eotV7+WUi774bt5UrpyubRkZGMyqbbW1t5OTksCk4GC8vLyZuuYWxrVtBp8PBwYHY2Fh6e3vJyMhAo9HMeqsDq5/p6emzH1NZCW+/Lc+LnoORkRHx8fFYW1uTkpJybPtY/uEPSw6ZIAeA+Ph4BgYGSE5OZnx8/Bhc3AKmqr3Huuq7FJ9+Cm+9dXRfU5LkWeL33ru0542MyCfMc3Lmvl+ng3PP3T9a8sBqZkzMEZ2a12q1ZGdnU1lZSUJpKZv+9Cf01GowNUWlUpHxv/+x/sknSayspP7bbxkZHaX8yivZc9FF6Ol0mCiVgAiZgkwETUEQjqslL6NHRqL4xS8Ij4+fsYx+YNgMCQnZHzY3bUL3m99QEhpKfWMjsL9R9EJh88BAOitsRkfLBzsWaLY91VrIzs6OtLQ0uru7D+fbsziffAK33bbkp61atYrNmzczNjbGTz/9xMjIyDG4uHlMNUM/lk3Rl0Knk/e8Houl/CuvhG3blvYcc3PIzZW7C8xFpwMfH5hrFeDVV+WK+2FQqVSkpqbS1tZGVFQUDmefjeL008HYmLGxMZKSkhjU12fwxx9p2bePyFtuwe/jj5EmJqjbto3v//53Bl1dRcgUpomlc0EQTghLbn0E6DIzyR0bo6Wvb85l9IKCApydnYmIiKC4uJi6ujpi1WqcL74Y9PXp7u4mLS2NFStWEBsbO+cyend3N+np6dNLzDMeMz4Of/qTXFWcp4Kk0WjIyMigt7eXmJgYHA+j+nhI77wjL/e+997MwyCLNNV4XqfTTVdij7XB/n6s7exQ9vVhdbxHZKrV8i8Njz8OF154fK9Fp4O774abbpo7RIJ8vXPtE37oIblyOt/EoEOYal+kUqlINDbG5vTTp1swjYyMUPn449gVF2P+1lsUFBWhGR5m/Rtv4JGURHNMDHk33giISubPSCydC4IgLNaSK5vDw+idcw4RyclzVjYrKysJCQmhvb2dnJwcgoKCWG9khOOVV9L1z38CYG9vT3x8PH19fXMvkU8+Ji4ubrq9y8TExP47tVrIz5f3xM3DwMCA2NhY7O3tSU9Pp6Oj47C+Pwu66ir44IPDCpkgN57fsmULxsbGJCUl0bvAeMujZupaD/OajyqVCi699Og3aX/kEbjnnqU9p61NXjKfZ1sGDQ1yJTM1debtP/wg7xm+++7DutS+vj52796NJEls8/HB5uyz4d//BmBoaIikpCT0x8ZwMjZm4M47MWxoQK2nR9H115N7443UnHEGIHdvECFTOJCoaAqCcEJZUmWzpATWrkVnaEh2djZtbW0zKpuGhoasXbt2RmWz+oMPKDM2JjQsDK/JkZI9PT2kpaVha2tLXFzcnJXN3t5eUlNTsbGxIS4ubv/hmQNH+y1Aq9WSlZVFZ2cnUVFRR38cpCTJLXCCg+U57YdBrVaTnp5Of38/0dHRODk5Hd1rPMBgSQnWQUEoi4uxmu+wy3L33HPyyMil7s+cr2IJ8t7N++6DBx+UD/wc6Msv5QNNS2wE39bWRnZ2NjY2NsTExGBiYiLPUo+KQjk8TM4XX6B1dCQ0NJTC3buJvf12FGo1rbGxFF922fTrTLUIEyHzZyMqmoIgCEu1pMrmxo1gbIxeXR1Rb76J60EHhCYmJmZVNn0vvZQ13t40vfcevfffD8h7FePi4ujv7yctLW3OyubKlStJSEhAqVSSmpq6v7I59R/1hx+GJ5+c91L19fWJjo7G2dmZzMxMWlpaDvt7NCelUl72/eyzw36JqUNMDg4OpKenH7qqfCSmengez16eAE1N8sScY7E/9Y47Fh8yR0flx+/bN3fI1Omgp0feu/n88/tD5o4dchsjnU7uPrDEkFlTU0NmZiaOjo4kqlSYvPOOfEdsLP2Dg+T/+99s/cMfiO7rIy89HZWZGTv/9jeGnJ3x3LULk8l+sa6uriJkCnMSQVMQhBPOkpfRW1tRFBcTsXYtLi4uaDQaRkdHMTQ0nBU2s7OzCQoKwq+zE83XX1NXXQ3IYTM+Pn46bM5YIp+0YsUK4uPjGRwcJDU1FfWBjdslaf4Z1JP09PSIjIzEzc2N7OzsoxvkbGygrEze23cEDAwMiI6Oxt3dnZycHGrmW8I9UmvWzPx6vGRmwqOPHt3X3LED/vY3eWvFYlVWwn/+A/MdGnv+eQgKgsHBmbe/8gp8882ST+/rdDqKioooKirCx8eHqKgo9FNS5GvX6ejt7SU5ORnJz4/RJ56g83//I/LuuzGurkZrbk7KAw/w3d//zriNDa6urkRFRYmQKcxJLJ0LgnDCWtIy+uQStm5wkJyiIlq6ujAwMMDU1JSJiYkZy+hOTk5ERkRQUlBAbVMTIYGBrJmc/z3vEvkB+vr6SElJwdLSkvj4eIwOrkAdYjldp9ORn59PY2Mj4eHh06Myj5qhIblB+BGQJImSkhKqq6tZv349/v7+R3Vk5QnVR3N0FMzMjt7rPfWUvIfym2+WNm5SpZp/pGhXl7wP84orZt/X2bmkFlcTExPk5OTQ0dHBpk2b8HZ1lft8ShJoNHT397P3jTewNDfH/fLLycjIwK66Gv8XX8Siu5vsW2+lIyQEQITM40ssnQuCIByJJVU29fRAktA75xwi33kHV1dXNBoNY2NjMyqboaGhdHR0kJ2TQ2BICOusrLDfsoW2f/0LkJfIp/pLzlfZtLOzIzExcfq0tkql2n/nxx/L01gW6Eupp6dH2OQe0dzcXOrq6g77ezTLc89BQADMcd1LoVAo2LhxIwEBAVRUVFBYWHh0R1ZOjUU8wvGIR6SvT/6l4GiGTJBHP3711eJCZlWV3JpqbGzukFlXJ1cxHRz2h0ydTh7POnXQaAkhc2xsjOTkZLq7u4mNjcVbpZKryjk5oFDQ0dtLWloa/t9/z4bvvqP6+efRVyjocHcn/b776AoIQDX5S4ybm5sImcIhiaApCMIJbUlhU6GAP/0JxY03EhkZOWfY3Lt373TYzMnJYV1iImOJiRSOjVFbWwvM3I85X9i0tbUlISGBkZGRmWHTzw9CQg4ZMhQKBSEhIXh7e1NQUHD0lqhPP11uc3MUKBQK1q1bR2hoKPX19eTk5By9kZWurjO/Hg9XXQXnn3/0Xq+wUG41JUmLP01fXg5paXMvs0sSXHQRXHvtzNuHh+VgeuDWjUUYGBhg165djI+Ps2XLFvmwl6cnXHIJrF9Pa2srGenpODg4oPjoIzK3bCHysccI/ctfsK2rY8zGhsw776TP15fVq1cTGRkpQqZwSGLpXBCEZWHJfTZ1OnRvvUX22rW0dnRML6NrNBoMDAxYt24d+fn5ODk5ERERQVlZGfVlZYTa2+P+i18AsG/fPlJTU7GysiI+Pn7OZfSBgQFSUlIwNTUlISEB4wOrUpNjMxdy4BL1xo0b8fPzW/L35ufQ2tpKdnY2q1atIjo6+ohHVp4QS+cZGXJY27z56Lzeo4/C55/LM9OX8v3RaucPplVV8uEgT0/574ODYGW16G4HUzo6OsjKysLCwoLY2FjMWlrk5fLJf46ampqo+vRTot96C/XHH5PS0ICxsTHWu3cT+tpraExN2fGPfyDp67N69WoiIiJEyDz+lsXSuQiagiAsG0sKm7m5EBeHbudOsg0NaW1tnTdsOjo6EhkZSf+ll2KanExncjLe69YBiwubSqWS5ORkTExMSEhIkNvDlJXB1q3w3//Kk4QWcOBc6YCAANZNvvdh02rhj3+Ul/CPYsVuqnm9lZUVcXFxM0P1Eg02N2Pt7o6yqQmrYzGN53gZHgYLi0M/7qOP5F6Z998/d2D84gt5zvmB+39ffhluvRW++w62b1/0JdXU1FBcXDz9c25oaAgJCfKWge++o66ujoKCAvzMzPB76y3qTExQWFqyZ8sWFAYGGPb1Yd7TQ5+PjwiZJ5ZlETTF0rkgCMvGkpbRw8Ohrg69hAR5GX3yNPrY2BgGBgZoNBoqKioICQmhs7OT7OxsbF98kda//53CsrLppewVK1aQkJAw90nzSdbW1iQmJqJSqfbPDV+7Fm64Afz9D/m5FAoFAQEBrF+/nrKyMvbs2XPY3yNAro719MBk65mjxd7ens2bNzMyMnLkIysnx4FOf/056XRwzTXyUvfR0NQkhz9YXMgEaGmR91/OtcWirg5++1v5l5QDbd4snzyPilrUW+h0OgoLC6dPlsfExOz/RenDD+Htt6mqqqLq22/xc3XFKTycHZddhvnoKJ6ffcb2u+9Gf3AQlY0NfT4+uLu7i5ApLJmoaAqCsOwseRn9n/9EKi0l64oraG1vn1HZ1NfXZ926dRQUFExXfMpLS9H/298wv+02vCarkYc8aY68HJycnIyRkREJCQmYmprKd/T0yAFk6u8LqKiooLy8nHXr1rFhw4ajetL7aBkaGiI1NRWNRkNUVBT29vZLfo3BffuwXrkSZW8vVitWHIOrXEB7O5x9NvzznxAZeeSv99BD8NZbcoXSxGTxz5Ok+ffyVlfLE4AUCvl1jYzmH0k5B7VaTXZ2Nl1dXQQHB7NmzRr5dPp998ELLyCZm1NRUUFFaSln33032sREfoqLw8DVlUGlEp8ffmDtl1+Sceed0yEzPDxchMwTy4n3L4c5iKApCMKytKSw+e67sGcPuieeICc3l5aWlllhc/369fuX0T080IWGkn/xxay68UZ8fHwAOWympqZiYWExb9gcGhoiOTkZAwMDEhMTMTU0lEcbnn46vPDCoj5bVVUVJSUl+Pn5ERgYePhhc2REPgV/9dVLbuR9KCqViqysLHp6eggMDMTX13dJ13lC7NFcKOgt9XXa2hZ3sOn22+VBA1dfPfu+jg654f4tt8y8Licn+fBPX9+i/n8cHh4mPT2dsbExoqOjcZiaFJWTA1dfjfTtt5QODlJVVcWGDRtwaGqi4X//I+jtt9nz619Tc8456BQK9CYm0Bka4uHhQVhYmAiZJ55lETTF0rkgCMvSkpbRr7wSnnoKPX19ImxtcTvgNLqBgQFarZaKigpCQ0PlZfTGRvSqqjC78kqKioqomZxlbmdnR0JCAsPDw/Muo1taWpKYmIhGoyEpKYlRtVpuOXTXXYv+bH5+fmzatImqqiqKi4tZQkFgpuJiefn+GLQQMjY2Jj4+Hj8/P0pKSsjOzp7zdP68pv7/OpbTh+bS1weT3QWOOGQODMgHfxSKxYVMrVYOjHNMngLkZulPPTW7+frbb8Ozzy4qZPb09LB79250Oh1bt26VQ+bIiByGIyKQSksp7OujJS2NrWlp2NrYkDQyQv9pp9EaHEzAp58S+s9/AoiQKRwVoqIpCMKytqTKZmcneHuje/ppcoKCDl3ZjIyk/ZFHMPzmG4bffx+fyf2W/f39pKSkYG5uTkJCwpyVzeHhYZKTk6eDsJmZmdwYvLpa3me3CFOHNNasWUNwcPDhVTY7OuSK2DHU0tJCXl4eZmZmxMTEYLmIZvGDBQVYh4aizM/HarL598/imWfg//5PnsBzhE3teewxOQA2Nx/6tRZbPVUqwdpa/t//93/wl78set9nY2Mj+fn5rFixgujoaPmwllYrHwqLjUX35JPTgwIS29qwe/FFirdvZzQ2lk5jYxSAx48/MuLoSHdAgAiZJ75lUdEUQVMQhGVvSWHz669h+3Z0xsbk5OQcMmxGqVTse+89ks84g6DgYHx9fYGlhU2FQkFiYiLm994rH/CY2nO3CA0NDeTl5eHp6UlISAh6h7MErtPJk2WOYeBUKpVkZmYyPj5OREQEzs7OCz7+uC2dj41BQQHExh75a2k0ch/MQ/3iMD4unyC/+27Ytm32/a++KgfVSy/df1tGhnyNv/+9fP8CdDodpaWlVFdX4+npSXBwMPoHtkt67z20a9eSo9HQ0dhIWGwsCoWC/F27OP3ee9FptTTHx1N+4YXTT/H09CQ0NFSEzBPbsgiaYulcEIRlb0nL6GefDaam6DU1EZGWdshl9EwjI+zeegu/deuo/e47qisrAblhe2Ji4uyG7QewsLBg82SPxuTkZEbuvBP+979Fh0yQ/4MfERFBY2MjeXl5hzed57rr4KyzDjmL/UhYW1uzdetWVq1aRXp6OuXl5Ye/5H8smZoeechUq+WT4QYGi6tOq1RgZwerVs2+T5IgP1/+c6CYGHmE5csvH+JS1KSnp1NTU0NQUBChoaFyyBwfnz4Jr7nkEjJVKnqqqzn7oYcw+/JLsrOysHRzY9cDDzBua4vfV19h1tMDgJeXlwiZwlEjKpqCIJw0llTZfP11eOYZdDk55FRWzqhsarVa9PT0piubDg4ORHl7o/DxoeTCC7G4++7pyuaCDdsnjYyMkJycjCRJJCYmYmFqKvdRvPTSRe8TbG5uJicnB1dXVyIiIpZW2SwokMPRItviHAlJkti7dy/l5eXTzfDnPKGfno51XBzKtDSsjkZ1cTFuuAG8vOQRkUfiuefgwQfl/aW2tgs/djGN1SVJfpy+PuzeDX//uxwyD/G8wcFB0tPTUavVREVF7T/0A/Daa/DHPzKxdy8Z9fXs27ePmKgoTJ58kobBQVYXF5N3xRUMubkh6XRYdHQw7OyMl5cXISEhImQuD8uioimCpiAIJ5Ulhc3JyT06lYqcwsJZYVOhULBhwwby8vJwcHAget8+Kpyc2NvUNGOKz2LC5ujoKMnJyeh0OrYYGGB21lmQmQlhYYv+bFPTeZycnIiMjJy5PHqCmepNamhoSExMDDY2NjPuH6ytxdrHB2VNDVbe3j/PRT30kNwiaK4T30sxMgIpKXDmmQs/rqYGzjsPPvkEDm7CPzIC55wjX9OBQfvii+Vm7Q0NsMD2g46ODrKzszE1NZ17X6wkoS4tJa23l7GWFmKcnen39iY/Px/P9nZ8n34as/5+sm69lc7gYIDpvcAiZC4byyJoiqVzQRBOKktaRjc3B7Uave3biUhPx83NbcYyuiRJlJeXExoaSnd3N5krVrAuJIQAa2sG/vEPqiZPo9vY2JCYmMjY2Ni8y+hmZmZs3rwZfX19dk9MMFxYuKSQCeDq6kp0dDQdHR1kZmYube744KDcYumHH5b0nofL0dGRbdu2YWhoyO7du2f//zDVe/MwenAetoceOrKQKUmwb5/8c3OokAlgbAyBgXOfSFer5X2ZUwd/pnz0kdwqaZ6QOVUxTktLY9WqVWzdunV/yNTp4MYbIS2NcZWK5K4uhoaG2Jaaivl111H30UeYm5nR4OxM2n330eflNZ1URMgUjhURNAVBOOksKWwaGcGZZ6IXG0tERMR02BwdHUVfXx9JktizZw8hISF0d3eTlZWFb14eQd98Q3lu7nTYnJoONDY2RnJy8pxh09TUlMTERAwMDPipoYFBpRJeeUWeZ71Izs7OxMbG0t3dTUZGBpr5WuUczNJSPgxkYLDo9zpSFhYWbNmyBVdXV3JycigqKuKll15i/fr1JE5W0RgcPPYXotXKLYKGho7sdf79b7mJelfXoR+r0cDq1fD++7NPpKvV8pL7l19CQIAcENetg5tuku9fuXKel9SQk5NDWVkZ69atmznpB+R9mTU1qBobSUpKYnx8nM2bN9Ny661kXnklWx98kOD77sOqpYXRlStJeeABOiabuYvlcuFYEUFTEIST0pLC5t13Q1QUekDEyMh02BwfH58zbGbGx6Ofn4/Pxo2UFBfPCpvj4+P7R1EexNTUlM2bN2NkZETazp1on39e3o+3BI6OjsTGxtLT00NaWtri+lcqFPDOO/L89Z+RgYEB4eHhbNq0idraWtavX09hYSHJb78tP6C+/thfRFGRfCBq8iDXYTvzTHjySThwL+RcPv1UrlbPNQL066/lBv6dnftvU6vlMLyAoaEhdu/eTXt7O1FRUQQEBOxvdyVJ0N8PZmYMf/EFu+zsUAwNccYHH9BTWEhRdTW6xETyr72WldXVJDz2GHqTPzNTIVOn04mQKRwTYo+mIAgntSXt2fzySzjvPHRlZeQMDtLS0oKhoSEmJiYz9mzm5+ezatUqogMDGTvrLAoSE3G89FLWrl0LyK1+UlJSMDY2JiEhAZM5xhKOj4+TkpKCpr+f2DPOwPrgJdRF6O3tJS0tDUtLS+Li4ubcGzpLU5M8LejPfz46U3GWoKenh6ysLHm2u68vnmvXouzuxmqu09hHW0cHODoe/mdWqxffLaCkRJ4l/uSTs9+voUE+qPP44/Jhn4EBOGj/6sHa2trIzc3FxMSE6Ojo2T8rTz0Fr72GMi2NlPx8eSqVlxd6557L3ogITFasoDw8HPT1Menuxrqtjc6gILy9vQkODhYhc/laFns0RdAUBOGkt+iwOdVqJiwMnU433WdzvrBpb2NDzBtv0HD66RSYmxMYGDgdNg+ce56YmLhg2BwfH2fb8DDmLS1ydXUJ+vv7SU1NxcTEhPj4+P3z1efzzTdw7bVyle8QvS6PhbGxMTIzM2lra+PKK69kYGDgsEL2oo2Py3sljyRU79oFv/sdpKeDm9v8j1Or5ZPjcx3SGhiQ56Af+HPw1ltw/fXwn//Ar3896yk6nY7y8nIqKytxcXEhPDx85lL5lKYmRr76il3u7pgBsXFx1LW3U1FeTvQnn7AiKYmxFStI+b//Y8LMDECEzJPDsgiaYulcEIST3qKX0RWK6QM6em++SURpKW5ubkxMTMxYRp8+IDQwQPqNN+J++eWsW7uW6uRkKieXZ62srEhMTEStVs+7jG5iYiLPQzc1pem771Dn5Mj79ZbA1taWzZs3o1arSUpKYmRkZOEn/OpXhzzRfCxN7VP1mQzE5d9/v7RDTUv16KNyW6cj6em5Zo3ciupQYyb/+Ec499y53+vyy+H882fetm0bhIbOuZ1hfHyc1NRUqqqqCAwMJDo6enbI/M9/YHSUXnNzdrq5YW5uzpa33kJ9/vlUFRayysGBzN/+lqqzzsKisxO7ydGbPj4+ImQKPxtR0RQE4ZSxpGX0W24BPT10zz13yMrmqlWriElPR/f883zz9NOsj4hYUmVTpVKRmpLCyMgICYmJ2NrYLLkCN9U4XqvVkpCQcOhpO0qlPFPb03NJ73O0DOblYR0ezhdPPolFcDDR0dGYm5sf/TfKzJTHfl511eE9f7GjI0HugdnWBldcMfu+/Hx5BGl8vBz0x8dntzyatG/fPjIzM9HpdERGRs7sjzmlowN8fFA+/DC7PDywtbUlNjaWpvfeYzAzk4Avv6T87LOpO/NMJIUCg7ExNKam+Pj4sGnTJhEyTw7LoqIpgqYgCKeUJS2jAygU6Hp7ya2tpbm5eUbYBAgICCA/Px9nAwPCx8bYu2EDFRUVBAQEsG4ySBwYNhMSEuZc3lar1aSmpmJQXEzMF19g+O23h24GfpAD2yvFx8dju9DzExLkNj07dizpPY6WqRGUjY2NlJWVodVq5w9Vx0tZmdwO6fPP5f6b8xkclE+WzxVICwvl6UEHNl9fvVoO+YODM26XJInKykrKy8uxs7MjKioKs8ml7rl0ZmaS3taGg50dUY2NlGzcSF19PU6Wlnjdfz9ORUW0RkWRfdttAPj6+hIUFCRC5sljWQRNsXQuCMIpZUnL6AoFVFait2YN4f39rF69esYyOkBZWRmhoaG0azRkODuzbt06IltbqcrIYO/evYC8jL5582YmJiZITk5mbGxs1tsZGRkRHx+PoYMDvRMT9C+mhc5Bpk60m5ubk5ycTG9v7/wPfv55ePPNJb/H0WZra8v27duxsbEhNTWVysrKoze68oEHICfn8J+vUICvr3yIaD4aDWzeDPfdN/u+zk55lOTrr8+8/cMP5ek/B4TMsbExUlNTKSsrw8/Pj82bN88dMj/+GO64g6bGRtLa2nB2cSF6dBS9G29k4p13cFUo6BgaIvMvf6H0kktoCw0FRMgUjh9R0RQE4ZS06MqmTiePHLzhBnSmpuTm5i5Y2XQwNSXmmmvouvhiUifb0ExVNoeGhkhOTpZPBU/uzTyYWq0mLS2NwcFB4iMjWeHktOTPNjExQXp6On19fcTExOC4UFDSauc+vHKMDWZmYh0TgzIjA6vo6BkHX1xdXQkLC5v74MtijYzIIe8vf5Gn7RxLH34oL4Nv2jT7vpQUeY+okRHcey/ceac89/wAHR0d5ObmolAoiIiIWLiq+/rrDP7wA99fcAEeXl4EBwdTUFBAd14eW55+Gp1KRf327VSdddb0U/z8/Ni4caMImSefZVHRFEFTEIRT1pL2bMpPQFdSQu6qVTPCpk6nQ5Kk/cvoOh1h555LZVUVFRUVbNiwgfXr1wOLC5sTExNkffstQbfcAg88gNV11y35s2k0GrKysujq6iIyMhLXuQ6yNDbKB1I++AAiIpb8HkdisLoaaz8/lFVVWE3OjQd5zGZubi5mZmZzj1ZcCkmS/yxlLjzI+yxvvBH++c+FT5n39MBcrZnGxuQtCeedt/+24mI5iF56qdzEHdBqtZSVlVFdXY2joyPh4eFz7uEF5CbxDg5UVlZSWlKCz5o1bHzxRerd3SkKCGDVqlWMlJQQ9fzz2DY18d3f/86ws7MImSe3ZRE0xdK5IAinrCU1dQd44QX07ryT8KCgGcvoenp6KBSK/cvoenpkZGaytreX0957jz3FxVRUVABgaWnJ5s2b0Wg0JCUlMTo6OuttDA0NiTrzTPri48keG6Onp2fJn83AwIDo6GhcXFzIysqisbFx9oPc3OQm5MeyvdB8pqqsB1VbXV1d2bZtG5IksWvXLtra2pb+2qOj8oEbhWLpIRPkJe/eXrCwmP8xbW3ylKCPPpp936efyqfMW1r23xYUBDt3wnvvAfIe1Z9++ona2lqCgoKIi4ubP2Tu2YPk5UXDq69SWlrKen9/AgID6VYqGauqIvHFFxkpLWXEyYldTzzBrscfFyFTOGGIiqYgCKe8RVc2NRo5gDg6otNqyc3LW7Cy6VNfz4Zdu6h67DHKGhpmVDaHh4dJTk6eDrlz7cfTaDSkpaUx0NNDXHAwK729l/zZdDodBQUFNDQ0sGnTJnx8fJb8GsfCYHs71i4uKNvasJqj1dLExAS5ubm0tbWxbt06/P390VtsaPzXv+RJQG1th57ic7gkSW68fsklMNcJ/7o6uS1Saio8/LA8Y97AAJ1OR2VlJRUVFZibmxMZGbnwoS1A0mppue8+cgMC2LBpEz6GhmR1ddHZ2Yl3SwveTzyB8fAwmbffTldQEABr164lMDBQhMyTm6hoCoIgLAeLrmwaGMgVuNFR9M46i/C+vgUrmzVeXqTdcw8+mzYR4OpKeVnZdGXTwsKCxMTE6XA7V2XTwMCAuLg4Yl5+Ge3559N9GAeE9PT0CA0NxdfXl6KioukDSjNkZsoHZ35Okz0dp78exNDQkOjoaAICAqisrCQ9PX3O+fFzuvBCuTH9UkPm0JA8b7y7e+HHNTfL1dIbbpgZMn/4Ab77Tv7fa9bIX99/H9LSoKWF/v5+du3axZ49e/Dx8WH79u0Lh8z8fHSZmeTm55MdHMymyEh8duxAFxzMaHY2K1esoNrFheT772fIyQkTpRIQIVM4sYiKpiAIwqRFVzbVarntzQ03oIuJmXVA6ODKpr2FBbE33kj3OeeQEhmJv78//v7+wCIrm8nJlJWVUe/sTGxs7GG1AJIkiYqKCvbs2cPatWtnzsp+7z15P2JyMizQTudoGuzqwtrREWVnJ1aH+DydnZ1kZ2djaGhITEwMNocY2XjYcnPlkJqcDB4ecz9m50656X1+PgQGzrzvssvksPrf/85odaTdt4+K9nYqKyuxsrIiLCwMu4MOBM1FOvtsBjo72XXXXURERODs7EzWzp0Yf/89m/71L7p9fCi6+mpGHRym+32KkHlKWRYVTRE0BUEQDrDkA0KShK6qityBgVlhU6fTERgYSH5+Phtyc1lz/fVUq1SUl5fPCJsjIyMkJSWhUChITEycs3G5RqMhMyMDVWEhARdfvPBJ8gVUV1dTXFzMmjVrCA4OlsOmTre/ndPPZKqPplKpPHRzeeTvUUZGBkNDQwQFBeHp6Tn3Uvp998l7K++55/AuTKORK9fzUavlfZlXXDH7+6XVyo3YTU3lEBoczL7nniMvL4/h4WHWrVvH2rVrp1tjLWRiYoKsXbsY6OkhbNs27D/4gCx3d7oNDLC1tcXm3XcJ+PBDNGZmfPuPf6A1MWHdunUEBASIkHnqWBZBUyydC4IgHGDJB4Reew290FDCV6+etYyup6dHaWkpoaGhlIeHk97Sgq+rK5H79rFnzx727NkDgLm5OZs3bwYgOTl5zjGSBgYGxFZVsfXuu8n/6is6OjoO6/P5+voSGhpKfX09OTk56HQ6+cCMQgF798p7C38OU4d8FnnYx9zcnC1btuDm5kZBQQHff/89dXV1s8dXGhvLrYSWYmIC/vY3uRo5X8hUqaC+Xn7tK6/cHzK1WnleeWGh3CbK3Bx0OrRA18AAu3fvxsDAgO3bt+Pv73/okFlXhy4hgez//Id94+NEnXEGK4CJp5/G7osv8C0ooLe7m5ozz+THJ5+k+IorRMgUTmiioikIgjCHRVc2x8Zg1y446yx0Ot2MZXRjY2MkSZqubBYUFBCQlIT3u+9SvWMHJe3trF+/ng0bNgBy1S45ORlg7sqmSoV2924yLS3p6uoiJiYGp8PoswnQ0tJCTk4Ojo6OREVFoT/VnHzrVvmQyzE2mJODdWQkyuxsrJbYWqm/v5+9e/fS2tqKqakpfn5+eHl5YbBQJXIheXny505KgpCQuR/z6KPwj3/Ip9kPPI3e1yef3H/4YTj9dFRtbezt6aG2thYjIyP8/f3nr77OYbyiguHLLyf/lluIOOcczIyNSc3IYLy7m43//S/2P/zAkJMTaffdh2bylLoImaesZVHRFEFTEARhHkteRv/3v9F5eZGrrz8jbILcMzEwMJCCvDxcRkcJueQSampqKCsrW1rYnHytyueeo9LFhaiEBJznOLW9GB0dHWRmZrJixQpiYmIwrK0FLy+5KniMLXXpfL7X2Lt3L83NzRgZGRHS2IjDFVdguMTRnYA8+32hNk+Dg5CVBaefvv+2qTnoOh0anY6u55/H+c9/Jv+WWzC7/np8fX0X33S+q4shPT1Sc3PR6XTyqNKXXmLgyy/JvPNOLFeuZF9PD35ffsn6L78k5+abaYuIECHz1CaCpiAIwnK3pAlCW7ZAcDC6Z56ZVdmEA8JmQQF2NjbE79hBS2AgOSYmM8Lm6OgoSUlJSJI0PVJyhpYWJG9vau+8k5JNm4iKisLFxeWwPl93dzfp6elYW1sTFxeHkZGR3IfyGB8KOhpBc8rw8DANu3ax4Te/Iecvf8Hi0kvx8fGZ/r4v6LPP4NxzYb5A2NYmL6cffGCpoABuuQX1Rx/RPDHB3r170XV2svWf/8Tghx8wWcoeWp0OTUgIHba2lN91F/Hx8ejp6VH+/PPYZmfjVFRExS9+QcPWraBQYDw4iMrKavpnRoTMU5YImoIgCCeDRYfN0VEwMQE9PXTj4+QWF88bNouys4l/+mmsr72W6oSE6cqmv78/CoWC0dFRkpOT0el0JCYmYnFw8/A9e9CtXUt2Tg5tbW1ERUXNPf1nEfr6+khNTcXMzIwEIyOMzzlHPlV9DHtuHsnS+XzGKiupHBqivrkZhULBmjVr8PX1nXP6EgAVFfKhnf/+Vz5JPpdf/xo6OuRq5uS+TEmS6E9NRXr0UVKvuQYDpZLVJiZ4nX/+YU0y6u3tpeLVV9F3cSHk4oshK4ufRkfRaLVYAevuvRf7PXtoiYoi+7bbQKEQIVMAETQFQRBOHktaRi8shPPOQ/f11+SOjCy4jG63ciWxsbHUlZVRUlOztLAJ6JKS2FNXR6W1NZGRkbgtNDJxAUqlkpSUFIwlic35+RjdfjusWHFYr7UYg5WVWK9bh3LvXqzWrj2yF9Nq9x9oAsbHx6murqa2thZJkvD09MTPz2/ObQjU1so9L+c7cd/RIY9/DApibGyMxupqGpubGRobw8LCAg8PD9aedRZ6bW0wPLzwifWDDQ2hfPFFdvn6YrdiBbGxsUwUFmIWGUnJTTcxGB9Pl54eOq2WDZ98gsrSkppf/lKETGGKCJqCIAgnk0WHTaUS7r8fnngCnZnZIZfRfUtK8H/nHWo/+ICi9nbWrVvHhg0bZoRNrVZLYmLizIqZJEFiIpKrKzm33EJLSwsRERGsXr36sD7f8PAwKSkpSJJEQkLCkc0ZP4SjuXTOG2/ASy9BTs6M/aVqtZqamhpqamqYmJjA1tYWc3NzzM3NsaurwzAqCnMLC8zMzGYc1tHpdIxlZ6NcuRKlVsvg4CCDg4MMDAwQ8sYb2I6PM/HZZ6yyt5fbQxUWygeKfv/7JV12zyuvYH3nnZS8+y6bzj2XsbExkpOTWblnD+vefRf9/n6qzjqL+u3bp58zNV1KhEwBETQFQRBOPks+INTWhq6/n9zh4XnD5p5du1iXno7ba69RW19PaWnpjLA5FUA0Gs3ssNnXB1ZW6PT0yJsciRkeHn7o65rH6Ogoqamp2O/YwTobG0wfeeSwXudQltKw/ZCysuQT4/feO+fdExMTNDY2MjAwwPDwMNrGRrZcey15N9xAU0ICCoUCMzMzzM3NUavVDPX3c9ptt9G9YQOlN92ElZUVVlZW2NnZsbq6GsO+Prj0UrlX5223zZrXfkiSRE1tLUVFRayxsmLTaacx/sYb7K2poWvLFgwNDdGVlRHx3HPYtLbyw9/+htLDQ4RM4WAiaAqCIJyMlhQ2zzsPmpvRZWeTl59PU1PTjLCp0WgICgoiPz8fW1tb4iwsqNfpKG5qmhU2U1JSUKvVJCYmzq4C7tmD7uuvyd+6laamJsLCwvCYb7rNIYyPj9Nyww0YtLdj9dFHrDgGS+iDqalYJySgTEnBKj7+qL/+oWiTkxkNCGBkYoLh4WFGRkYYGRnByMhIDpU9PZi7uGDi7i5XLVtbwcVl/xJ7TY3cDurXv4Yvvlj0+0pqNYO/+hV7/fww+d3v2LhxI0qlEuX552Oo1aI1N6fk3HMZtbJCodWyqqKC7oAAETKFuYigKQiCcLJadNjs7ZX37nl4oNPpyMvLmxE2FQoFExMTbNy4kcLsbH5x220Yn38+NbfcQklJyYywOT4+TnJyMmq1moSEBKwPbMfzyivwyitIGRnkV1bS0NBAWFgYnp6eh/X51CoV6RkZDAwMEBMTc1hjLxcy2NGBtbMzyvZ2rA6zFygAb70Fa9dCTMziHt/eDgu1g0pKgtjYmafQ+/vlg1H/939yBXNKaipERy96X6ZOp6MoPx/r++/H6De/we33v6e/tZXUggJMjY2xKy4m4G9/Q29igqzbb6dr40YAAgICWLdunQiZwsGWRdAUk4EEQRAOw6InCK1cKc/NHhtD73e/I8zWFnd3dyYmJlCpVEiShKGhISUlJQRHRpLxl7+QduaZrFmzho0bN7J3717KysqQJAkTExMSExMxNjYmOTmZgYGB/e9zww2Qm4vC0pLQ0FC8vLzIy8ujvr7+sD6fkbEx8XFx+FZVkfX997QtcoLPok0dzJnrgM5iSRK8+SZ8//3iHr9vH/j7w6uvzn1/Z6fcfP3NN2febmsLL78Ml18un8aPjZVHTcbHLzpkaicmKP7yS+qbmtB79VVW33ADg19+iVlAAI5tbUhAs68vux9+mHFbW2yamwERMoXlT1Q0BUEQjsCiK5vd3XDGGfDss+ji4xesbBYUFOA4MUFEYSG1V11FSVkZa9euJSAgAIVCgUqlIiUlhdHRURITE7Gxsdn/Pu3t8Mc/Ir34IoXNzdTV1RESEsKaNWuW/uG6upDc3an7058oCgo6or2fBxusrsbazw9lVRVWvr6H/0KSJM8fX0zPTEmCTz6B7dvnP1FfXAwbNsgBUqeD7Gy5ajnlrrvg+eflx03Oqj+UiYkJmu64g9XvvENvdjbOGzbQ3d1N9g8/EPDdd9inptK3ejWFV16JytYWhVaLpK8vQqZwKMuioimCpiAIwhFaUlN3PT2QJHT79pFXVzdv2Gx/+WWC/v1vDHJyqB8dpaSkZFbYTE1NZWRkhISEBGynpuE0N8sNyN99F2nDBoqKiqitrSU4OBhvb++lf7i6OnSenuTn59PY2Hj4ofUgg1lZWEdHo8zMxCoq6vBeZN++xbdgGhuD+fppShJ8/TWcffbMNkeffQa//a08A/7AMDwwAAeG+wWMj4+TlpbGeHc3cRMT2Fx1Ffu++IKs/n7MvbwYHx/H9YMPWP/JJ0yYmfHd888zYW5OYGAga9euFSFTWIgImoIgCKeKJR0QevJJeP11dCUl5FVUzBs2i7KzsVq1irjoaBqamykuLsbPz4/AwEAUCgVqtZrU1FSGhoZISEjAzs5Ofv2p0YiShAQUFxdTU1PDpk2b8DnMJuzSwABF9fXU1tZSVVXF22+/TWdnJ87Ozlx22WXcd9998lShRTri9kYNDXL427FDrlAuRK2GoCC48Ua4+ebZ96ekQGKifHo9MnL/7ZIE6ekQFycvk9vawldfLfoSh4eHabjnHtpDQog491xsbGxoa2zEOjKSwZAQ2sLCaAkIQKPVYldby4rqamrOPFOETGGxlkXQFHs0BUEQjoJF79kEuOQSeOAB9CwtCQsLm3fP5qbISJQ9PQzFxLDm++8JCgqiqqqK0tJSJEnCyMiI+Ph4rKysSElJYd++ffLrKxTyHsLzzkPxn/8QFBSEr68vRUVFVFdXL/3DPfccisBANvn7Y2RkhJ+fH88//zzl5eU899xzvPrqq9w7T2uhY2blSrl35oHL2vPR04Prr4eEhLnvT0iA8vL9IbO+Xl4yVyjkkKnTgUYj/1mkvr4+Ur76Cu+PPyaxvx8bGxuam5vJzMuj4h//YNTMjI1PP030Qw+hPz5On7e3CJnCSUkETUEQhKNk0WFz9Wq46ioA9L76ijBX13nDZkhkJN1eXpRoNHh6es4bNq2trUlJSaG3t1d+D2NjWLUKTE1RKBRs3LgRPz8/iouLqaqqWtoHO/NMeOwxFHp6nHvuuQQGBqJSqVAqlZx11lnceeedfLGEFj8AVFbO/LpUlpZyeFzMYSIDA7j9dggImHn72JhcEYWZ+y2ffBKuuUaeODQ4KAfVzEz49ttFXVpnZyfJSUkYOzigV1qK8R130P6f/yBdeikuK1fSbWZG2UUXUXP66ayqrGR1RgYAGzduFCFTOOmIpXNBEISjbNHL6GNjcmueK69E99BDMw4IGRkZoaent7/1UWEh1lZWxDk40GBkNGsZfWJigvT0dPr7+4mLi2PVqlUz30ujQdLXp6ysjMrKyunK2eGqq6ujoKAADw8Pvv76a77//nvy8/PnfbxKpUKlUk3/faiyEteICJR79mC1fv3S3jwtTQ59Dz0kz5ZfyO9+J88zP7At0ZS334abbpLHULq47L9drZZHT7a3yxXNJ56QDwEtQmNjI13PPot3QQHWP/6Igbk5NTU1dLz9Nht//JEJtZq6006jKTwcAPPubkZWrSJo0yZ8fX1FyBSWQiydC4IgnIoWXdk0NZX3BT70EHp6eoSFhk5XNtVqNTqdbn/ro+BgbP/zH/TCwvA0MWHTpk1UVVVRUlIyXQGNi4vDzs6OtLQ0uru797/P3XfDxRejQG6Xs379ekpLS9m7d+/iP9T4ONxyC+zeDcCaNWuIjIyksbGRiYkJbrjhhgWf/sQTT2BtbT39xzUiQr7D1XXx1zCloUHeO3mok+aSBA4O8x8YuvpqeXzkVMj84AO5EbuREbi7g5+fvLfz7LMPeUmSJFFRUUFubi42fn7YhYRgYGZGTWoqRYWFmPz612TccQd64+OEP/sskc8/D5LEiL29CJnCSU1UNAVBEI6RJR0Qys+HP/8Z3aefzjiNPlXZVKvVbFq7lrZ332Vs2zbi4uJobGykqKgIX19fNm7ciEKhQKPRkJGRQW9vL7GxsXKj9S++kNsr/f7306eq9+zZw549e6Ynzjz00EM8/PDDC36egehorG+8UR6/CLS3t/P73/+eSy65BGdnZ2JiYjCYp6/kwRXNwZ4e3Ly9UXZ1YWVvv8TvLPsPPB2Ozk45UMbF7b9NrYbgYDlUPvCAvGczNHRRL6fT6SgsLKQnPZ3V27axfnIZvjItDa9f/pLO666jIigIlZUVapWKTW+9hc7IiJLLL2dTcDA+Pj4iZAqHY1lUNEXQFARBOIYWHTbLy+G+++C999BZWs5aRtfX10elUhEUFERhYSE+hYX4XXYZjXp6c4bNzMxMenp6iImJwfHAWdwjI9P7GqfCpr+/Pw4ODvv3d87Dw8MDk8ml6vb2djZv3kxERARPPfUUmZmZ2NjYEBsbu6jT54c9grKuDpycwMxs4ce99ZZ8iOe662bfd8898N578msduPQ+OCi/7umnQ3IytLUdco75xMQE2dnZKMvLOfOOO9B77TWkK66gpKSE6upqwisrMfn6a8zb2ym74AJaD5hgNNVySoRM4TCJoCkIgiAssbIJ0NWFzsiIvOpqmpqaMDIywtDQcH/YXLcOuy1b6E1IwPWdd6Yrmz4+PgQFBaFQKNBqtWRmZtLV1UVMTAxOTk7w4YfyMnphoXxqG6YnD61fvx5/f395rvdChobo/e9/iX70UUJCQnj//ffR19dn3759pKWlYWZmRnx8/HQgnc9gWxvWrq4oW1uxOnB/5KFER8tB8/PPF37cbbfBxIQ80edgWq18stzHB1Qq+POf5ZA/VVmtqpL3b/7tbwu+xdjYGOnp6QwNDREdHY1jdjbSL37Bnh07GMjOxvLSS2loaMCiuZnwJ5/EsqODnx55hH1+fiJkCkeDCJqCIAiCbNFhU5Lkud3Ozug+/XS6UfrBYTPY3Z38+nqsrK2Jj4+nqalJrnQeFDazsrLo7OwkOjoaZ4UC3nlHDlb6+tNvWVlZSWlp6Yy56vNRPvYYRg88wEWxsbzy0UfoH/A6JiYmpKamYmhoSEJCAmYLVB0Pu49mbS2MjsoHfA5lqkH+lPJy+euGDftv27sXfvELObjW1MgtjhYxH35gYIC0tDSsa2oItrXF4uqrp2fZ2z7yCG41NTQFBVFzzjmMGRqiNz6OS0EBLdHRhISGsmbNGhEyhSMlgqYgCIKw36LDZn6+PHlmsuJ1YNic2rOpUqnYtGkTDe+/z/pvvsHm++9p6umZM2xmZ2fT0dFBVFQULlPVw54euf3RpKmDRQeeZJ/L+6++yj1/+AOtc9wnSRJDQ0OkpKQAkJiYiIWFxZyvM1hbi7WPD8qaGqwOZ2LRfPLz5SXvg6f8AFx4oTw5KStr5n1qtfzV0lI+BHSIXqMdHR1kZWVhaWnJ5i++wKCsDG1SEtk5ObR3dLDez4+BTz4h/Lnn0Onrk33zzXRt2gQwPVlJhEzhKFgWQVOcOhcEQfiZLPo0emgoeHuDSoXeI48Qun49Hh4eqNXq6dPoxsbGFBUV4efvLx8ASknB3d2d4OBgampqKC4uRpIk9PX1iYqKwtnZmczMTFpbW+XKnofH9AlyAD8/v+kenVMn2edy2Q030CJJSFot0mTPz6k/gBy+Nm9GX1+fn376CaVSOfdn7Oqa+fVQJEkOij/+uPDjPvkEHnxQrmYe7N134dNP5ZBZWir3yhwZkU+ZGxnJPTW/+WaBS5CoqakhPT0d+5Ur2bx5MwYvvYTmm2/I+/pr1l5zDSFAVW0tveHh7H74YTSmpjiVlAAiZAqnJhE0BUEQfkZLmiC0dy+89BJ65eWEhobOGTZzgInPP6dfqyXzm29wd3MjJCRkRtjU09MjMjISV1dXsrKyaLGygqeemjVVx9fXl02bNlFdXT393DlNTMhL16++Oufd5ubmbN68GRMTE5KSkma2Wpoy1Tz94Cbq8xkakt/3gKX6OT31FCQlzXxcXh60tMjtpFavlm9rapKXynU6eVLT4CBs3Sq3NJqDVquloKCAoqIi1pubE3PrrRiUlaHWaEgtKqJneBij1auxeuABQl96CW1/P4Pu7nz/979TfMUVhIrlcuEUJZbOBUEQjoNFL6MPD4OFBUgSuokJ8ouLaWxsnJ6NPrWMHrRuHXabN9O7ZQsub71FS0sLBQUFeHt7s2nTJhQKBTqdjtzcXFpaWoiIiGD16tXyMvPKlTN6UtbW1lJYWDjjubP84x8QFQVhYfN+RrVaPX36PTAwEF9f3+nXOuJZ5wcbH5erlJON0KdN7Xl1cIAvv5x936efwm9/KwfUeZqyq1QqMjMz2bdvH8HBwXjZ2cFNN6F67DGy8vMZGR3FOzKSsrIy/D//HN///IcJc3N+eOYZVFZWhIaG4uXlJUKmcLQti6VzETQFQRCOkyWdRn/wQSguRvf55+QXFs4ZNmOamykwNMTAx4e4uLh5w2ZeXh7Nzc1EBASweutWeXrOI4/MeLupyT9r1qwhODj40KfR56HT6SgrK6Oqqgo3NzfCwsIwMDBgsKAA69BQlPn5WIWELPwiExPy7PGYmJmHew702mtyQ/nm5tktifr75SlMzs7w/PNyuH7qqf37NIuL5cbscxgYGCAjIwONRkOMjw8rV64Ee3tGR0dJTU0l+O67MTc1JffMMxnauJHx8XEcSkpwKCuj7JJLCIuMxMPDQ4RM4VgQQVMQBEFY2KLD5vffy3PBb7/9kAeEijIzca+tZf2f/zxv2CwoKKChoYGEoSEczj13zuk59fX15Ofn4+XlRUhIyOywmZkp75l88MFDfs6Wlhby8vIwNzcnJiYGXWMj1gEBKMvKsDrwFPhcfvwRTjsNiormDYRotfISeWTk/ttycsDXF2xt99/2wgtyw/ZNm+CNN+C77+RZ6HNobm4mLy8PS0tLYmJiMD//fFCrGf7qK1JSUpAkiQ36+oy/+ire339PZ2AgObfeinayOhweHi5CpnAsiaApCIIgHNqS+2xmZqILDZ1eRp8Km/r6+oyNjRFfXo7VX/9K5nvvEXnOOXOGTUmSKCgooL6+Xl7atbOTD8Yc1NOyoaGBvLw8PD09CQ0NnRk233kHXnxRHgdpanrIz6lUKsnIyEClUuHv74+fn9/ils51OsjNhYiIuacB7ds3OyhrtbBuHSQmwuuvz54k9Nvfygd/WlrAzu6gt9NRWlpKdXU1q1evJjQ0VJ54VFPDUG8vaU1N+Hz1Fbr77qOkogJTQ0N833gDn507KbvoIqrOOYeIiAjc3d1FyBSOJRE0BUEQhMVZdNjs6AAvL3juOXTXXz+rsqmvr8/YyAjhtrbkKpVYWFgQHx9Pa2sr+fn5M5bCJUmisLCQuro6znruOUxtbOQK30EaGxvJy8vD3d2d0NBQ9KaWr3U6ObwtYVldrVaTk5NDfVUVV113HQM9PVhPNo8/LGVlcgD94YeZIyVBDpEmJnKQPOss+M1v4Npr998/tf/1AGNjY2RnZ9Pb20tQUBDebm4o/v53+NOf2Dc8TFpaGi41NWx68knafX1pOfNM2iYPEFk3NTHo6kp4dLQImcLPYVkETXHqXBAE4QSw6NPoTk7yqerrrkNPT2/WaXSNRoOpuTm5SiXBQUG4vfYaRW+8gaurK6GhodTV1VFYWIgkSSgUiukJNWnnnkvjX/4y51t6eHgQHh5OU1MTWVlZaLVa+Q49PTlk1tbKoW0RjIyMiI2NZaOhIQClH3+MeqqP5Vx+/BHOPXf+1/fykif4HLhknp8vHw5yc5N7hep0sH693Ig9Onp/2DwoZHZ0dLBz506GhobYvHkzPj4+KEpK4Omn2ZecTOpPP2FpaYnFr37Fjscew7q9naiHHiLihRdAklC6u4uQKQgHEUFTEAThBLHosBkZKbfvKSpC7y9/ISwkZDpsTkxMyGHT1JTinBw86usx2rOH1NTUecPmpk2bWHXaaeR2d1NTViaf3j6Iu7s7MTExdHR0kJaWxsTEhHzHvn3yEvVHHy36cyoUCry2bAGg3diY3bt3z99vU6eTq5KT89lnMTeXDwFNBlfGx+FXv4KHHpL/rtXK9z3zDCQkyAeD+vtnvIRWq6W4uJi0tDTs7Ow47bTTWDm1FB8RQVtGBskDAyQ88wwbvv6aypwccHHhhyeeoCUyEj2tFoVOR2RkpAiZgnAQsXQuCIJwgln0MvoHH8h7JH/8EcnCgry8vBnjKg0MDBgfHiYoNJSioiIsTE2J37yZtrY28vLyZhzykSSJ0tJSTO67D6+8PAybm2e0PJrS3d1Neno6VlZWxMXFYWxsDLt2yZXCBUZOHmyqvVFrayvl5eWMjIwQFhaGm5vb4l5AkuRAecklcOmlM++rqJBPnut0EB8vt2LasmX/ifUDRlMODAyQm5vL4OAgAQEBcgsmgNtvB0tL6q+5hoKCAlxdXfH49FM0WVnYNjdTdPnldEydlpckIqOiWL16tQiZws9JLJ0LgiAIS7foyuall0JGBlhaohgeJuyAZfSpyqaJhQVFRUXENjQQfOutpO/ciYuLC2FhYdTX11NQUDBd2QwMDERz11389Kc/UdnQMOdb2tvbs3nzZkZGRkhKSmJ0dBS2bVtSyASgtxcAS5WKLVu24OTkRFZWFiUlJeimpvrU1clN1eeiUslL4Qe2MqqslCuY69fL+zKNjOQqpomJPF7yxRflx+npodPp2LNnD7t27UKSJLZu3Yqfn5982EmhQHJ1pUNfn4KcHDaMjmJqakpaVBS1l16KpNMR88wz2E/OTo+KjhYhUxDmISqagiAIJ6hFVzZVKnls5YUXIt1//5yVTaM9ewipquKn007D3MqKhISEeSube/bsoaK8nFCFAq+LLprzLQcHB0lNTQUgISEByxdfBKVS3i+5CINpaVjHx6NMTcUqLg5Jkqiurqa0tBQrKys2btyI40MPyWMyq6sPfeBodFQeq/mHP8DDD8u9N6eW05ua5NPn//43xMbSMzkTfnBwkLVr17J+/Xr0pyYJNTQgeXhQUlJCdXU1sUVFODz3HCUXX0z9tm3oDA0xGB3FIzmZ+tNOIyIuDjc3NxEyheNhWVQ0RdAUBEE4gS06bL75JsTGwtq1SJI0I2waGBhgaGjI2NgYwcHBVH73HQpPTxISE2lvbyc3N3dWr8z2Bx7A4cknqf3xR/wSEuZ8y9HRUVJSUlCr1WyvqMBsYgIeeGBRn2u+yUB9fX0UFxfT29uLs7U1G62tsTzwoA/AF1/IwfKyy2benp4uj5BsbITzz5dPojs7w+Trj46OUlJSQktLC3Z2dgQHB2N3YGujH39EOvNMyt96i70mJgQFBaHs7UX34YeEvvoqKktL8v/wBzone3nGxMTg4uIiQqZwvIigKQiCIBy5JfXZVKvhyy+RLrxwOmwaGxujr6+PoaEh2o4OfnHLLZReeik9551HQkLCdNic0StTrabh00/JMzJi/fr1+Pv7zzkdaHx8nLS0NIaHh4mNjWXVqlWL+kwLjaCUJIm2tjZKS0sZGRnBw8ODDRs2YDrVq/Pmm6G7Wx4fCdDeLp/Gn7q+jg65smpqCs88w2hSEhUmJtPBOzAwEHd391mfZ2JsjLrHH6c8IIDtSUk0xMRQY2yMsbExlgUFRP7jH/SsW0f27beLkCmcCETQFARBEI6ORYfNzz+XD8iUlyN5e88Km0ZGRtjs2oXT1VdTUFWFubn5/GET2FtRQfsXX7Dq7LMJCAiYM2xOTEyQnp7OYEsLcToddldddcjPM1hUhHVwMMrCQqw2bZr9gOeeQ9fWRu3111NRUYFOp8PT0xMXFxdWrlyJ3tRp8tFR8PGBm26Ce++Vg7aRERqNhr5vvsHkwQf54b77MDIxwdfXF29vbwynltSn7NyJysaGVKWSoaEhov39sTj7bAZsbFCvWEHxJZegMTLCYGwMnb4+0Vu24OzsLEKmcLyJoCkIgiAcPYsOm3V1sGYNwIxl9APD5ujoKGFOTjR+9x2jMTHzh81du2D7dn7861+x/+UvCQwMnDNsarVaah9+GN/HHqMtNxfX0NAFP8tgaSnWGzeiLCnBKjBw9gNeeAG6uuDxx1Gr1ezdu5eW2lrMyspQbtyIg4MD9vb2GBkZYbFrF7qgIKSsLCyfeYbSv/2NzrExxk1NsbGxwdPTE09PT3m6z8EkCU1MDJ2mphTedhtRQUHsqa9nX1cX/p9/jvd//8uEuTk7//Y3VDY2xMXF4eTkJEKmcCIQQVMQBEE4uhYdNiUJHnkErKyQbr+d/Px8GhoaMDY2Rk9PD2NjY9Y8/zyrq6rY8dRTmFlZER8fT2dnJ7m5uXh4eMhhEyA1lWonJ4qLi/H19WXjxo1zhk3dyAglP/1EzeReUG9v73k/x0JL5/ORPvwQLruMmu++o1lfH2VnJ1ojo+n7LdvaWJOTg3NODqbd3Yy2tmJ54JzzOfT29pK9cyeG5ubElZaiee89sm+9lVE3NzQaDU4ZGbjm5ZF/ww1Eb90qQqZwIhFBUxAEQTj6FhU2JUleSra2hrvvRpKkWWHTVKFA3dWF/7ZtFBUVYW5uPiNsHjxysumrr8gZH8fbx2d6Zvrst5UoLiqipqaGDQEBrFu3bs7HDfb3Y21nh7KvD6uDw2BVFaxcOXt+uSRBYSGEhIBGgxQWhu6881DffjuaiQmMzc0xMjKCTz6B7Gx47rn5v4l79zJ+/fXsuuoqzCYruOUffYTzZ5/hlpxMW0QEuX/4A7rJIBsfH4+jo6MImcKJZFkETdFHUxAEYZlZVJ9NhQKeeALuvlv+a2sroaGheHp6olKp0Ol0jEkSBm5ulGZksO3DD9G1tJCSkoKjoyMRERE0NTWRm5sr97UsKcH93HOJHRmhtrZ2erLQrLdtbSXo8ssJ0+koLy+nuLh4zsdRVjbz64Fuvnl2E3aVSv5MU03S9fRQ/OEP6J9xBqYvv4zlWWdhtHcvaDRw0UULhkxJkqivq6N/aAgHV1ciR0fJTE2l28GBouuvpyU6GtecHPw//xwQIVMQjoSoaAqCICxTi15GLyqSx1bu2IG0ZcusyqbV8DBBd9/N+DPPkG1khKmpKQkJCfT09JCVlYWLiwuRkZHo/fgjbN9OfWMj+fn5s1oiAXLD9JtvhhtvpNbUlMLCwull+KnKKMBgUxPWHh4oGxuxOvi6OzrkMZHr18t/1+kgIACuu06e2CNJM/tqZmbKrY0eekhu4r5nz7zfM92+fRTV1FDX3My6devwMDDALDCQ1s2bqd2+nX5PT3Q6HSv27mXA05PY00/HwcFBhEzhRLQsKpoiaAqCICxji15G/9e/4IorwMBgzmV0Y0NDRsbGCAkOpqiwENPJ0+i9vb1kZWXh6OhIVFSU3Ni8poYGfX3y8vNnnVKf6/pycnJwcnLa/3yWuEdzYgJef10OyyEh8Pvfy83Z//xneZTk1Hs//TR4ecF55835MqrxccZDQ+mzt0d6801sbW1JTU3FrraWwOeew7ynh9bwcHJvvhkUChITE7G3txchUzhRiaApCIIgHHtL6rNZVgbNzUhnnjkjbCoUCkxMTFjz/POsWrWKpN/8Zrqy2dfXR0ZGBg4ODkTb26O/YQN8+CFN4eHk5uayevVqwsLC9lcsJUlulr5iBYSF0dHRQWZmJnZ2dsTGxmJoaMhgYyPWnp4oGxqw8vDYf31PPy23Lbr99rmvX5Lgr38FFxe5MXt5Odx1F4SH759lPgelUklGRgY2OTmsS0hA0dND644dNF9wAaPj4xgMDRH+wgsYj4yQ9OCDJJx+OqtWrRIhUziRLYugKfZoCoIgLHOLno0O8I9/wKOPopCkGXs2QW6+Pu7nR62FBUFBQYyNjZGSkoKdnR1xcXF0d3eT3tmJ9oMP4JxzcHd3JyIigubm5v17OUGuMN5zD7z3HgBOTk7Ex8czMDDArl27GBwchOZm+bFTX6fs2wd9ffv/npEB990H4+P7X/v+++Hqq+Xq5vr1EB0NF1ww70dubW6m4vHH0dfTI/Cuuxhbu5a2//4X16wsom66CfuiItTm5qTfey8/PfywCJmCcBSJiqYgCMJJYlGVTbVabnJuYwOShATTlU0TExMATExMGBkZIXT1agpbW6crm0qlkvT0dGxtbeXKZF8f2NvT0tpKdnY2rq6uREREyJXNvj6wtZ2xl3JwcJDMzExGR0dZt3Yt6/39UQ4MYGVtPf+H+te/5PGa6enyJKD2drjttpnVyz/+UW7YPtk7dIpOp6OsrAzlxx8T99RTaPPyaDM1Jbe8HFtbW3R5ecQ88wymSiXpd95JV0gImzdvZuXKlSJkCsuBqGgKgiAIP59FVTaNjOSQ2dsLCQkocnKmK5vjk1XD8fFxPEpKcIyLI9TGZrqyaW1tTXx8PP39/eR99hnSmjXw1Ve4ubkRFRVF62Tg1Ol0YGcnh8wDihlWVlZs3boVR0dHcnJzAdAdWOzo6pJPlx/o6qvlkKlQyId88vLgqafghhsgJUV+zN//Pitkjo6OkpycTHV1NQ5XXQVlZTR3dWEfFUVATg79vb0M+viw8+mnqT7zTPrWrmXLli0iZArCUSaCpiAIwklk0cvopqbg4AAWFigUillhs93fn9rf/Y7c3t4Zy+iWlpYkJCTQZWJC5bXXoo6JAcDV1ZXo6Gja29vJyMhAo9HIp8Svu27G277++utce+21lH39NQCFn38+vXTPbbfB9u37H5yeLi+ZT1VFH3kE3n8f7O3limliorxf8yCtra3s3LmTlV98wWlDQ/j6+lKiVlPY30/vaaex5p//5Bd33MGKkhImLCwou/xy4s8+mxUrVoiQKQhHmVg6FwRBOAkt6YCQRgOtrUju7jOW0SVJwszMDIOSEtaccQZFtbWYmJiQmJjIyMgIqampcpP3yEiMLS0Bpg/+2NraEt/UhIGR0eyemMBgcTHWmzbxxbPPYuTnR2RkJCum2hrFxcHQkByEH30Uzj8fsrLgwgv3L5lrNHIwffZZmFzyV6lUFBUV0dzcjIuzM5EvvYTC3p6SuDg6W1uxCAmho6MD9/R0Nr39NkNOTvz017+ydds27OzsRMgUlptlsXQugqYgCMJJatFh85575EphTQ2SsfF02DQ1NYWxMU674QYaExIwef55iouLp8Pm2NgYhe+9R/Qjj6D47juMw8IA2LdvH2lpaZiamhIfHy+/zkGm2hu1t7dTXl5Of38/a9asISAgQJ7uA1BTI08Ieucd+Nvf4OGH5cND55wjnzKfpNPpaGxspLS0FIBNAQGs9vJiQqUiMzMTv7vuwnJoiPrgYKrPOQedvj6GIyMY6HTE/uY38n5NETKF5UcETUEQBOH4WlTY7OmB4uLpZesD+2yamppiUVuLztcXpUpFSEjIjLA5PjhI73XX0XzBBUSdd970gaLBwUF5X2dDA6HOzpidf/6MtxxUKrG2sUE5MICFpSXt771HX0oKDeeeS8CGDbi7u6NvYDDzGt9/Xz4QlJ0N77+P7uKLaWtro6KiAqVSibu7O0GGhhhfdBGj779Pan8/Y2NjOBoYYPPGG3j/8ANqCwt2PfkkE7a2bNu2DRsbGxEyheVqWQRNsUdTEAThJLaoPZurVu3fG/nyyyja2ggNDcXLy4uxsTGGvb0Z1miwHx6m7dVXCQoKQqVSkZycjLGlJavee48hS0uSkpIYGxsD9h/8cd+1C/Wf/0zfgS2LAEpKpr/q6enh2tWFf2Ul9vb2tL75JkN+flSkpzOQmYlWq5Wv8Y470H73HeMXX0x5QADfffcdWVlZGBsbs3XrViIiIjB2d2c8Kor0sjLWP/ssjgoFLWNjlF9+OSWXX47K2hpDSeK0004TIVMQfgaioikIgnAKWFRlU6mEjRvhzjvh5puRJImCggLq6+sxNTXF/9VXWVVRwa6nniI4PJySkhKMjY1JSEhAW1iI6ppryH/4YWLPOgszMzMAVF1dZJSUMDA8TExMDA4ODgBzN2yfHC05/NNPjL7+OuWhoWy56y6Kr7wSfUNDujZtom/lSgAMDQ1xdXVlzZo12NnZydeu1dI8PExeXh7OfX1sfPBBpPFxOoKDKb76anSGhujr6bH9tNOwsrISIVNY7pZFRVMETUEQhFPEosLmwIDc/gim+2wWFhZSV1eHub4+jI1h5ODA0NAQISEh+8Omry8GN91EyvnnM+7gQGJiIubm5gBoNBoyMzPp7u4mIiICNze3mSMoLSzkk+UHjbHUTkww8sknqIuLsXr/fQy7uuh45x2Mf/UrbG1tZ8xOly66iNGqKnbcdRcu7u6MjI0x2NVF9FNP4VBeTnNsLIW338727duxtLQUIVM4GYigKQiCIJxYFn1A6Jtv5H6VO3YgWVhQVFREbW0tpqam6PX3s+Grryi68EI2RUZSUlKCoaEhCQkJSJJESkoKOp2OxMRELCws4PHHkYqKyPnTn2hubiYoKAgHIyNsPD1RNjZiVVwszy/fswcKC+XWS9HRM5uy19XJE4I+/HDWqEm1Wk3Jf/7DYG0twTk5jA0OUnbRRSjt7QFwzcxkyMeHmCuvxMLCQoRM4WSxLIKm2KMpCIJwCll0n01XV/Dzg8k56Js2bcLb25uxsTEse3tZlZqKg1JJQUEBQUFBaLVa+XWLi9mWmYm+vj5JSUnyuElfXxQhIURERODn50dxcTEV338vv09TE/j6wi23yE3eX3wRXnhBHil5993w2Wdyq6M1a+Djj2eFzKF33mH3jh20mpqy+uKLqQsMxLiri81//jMhr70GkkR3YiKxV10lQqYgHAeioikIgnAKWlKfzaYmcHZGMjCguLiYmpoazAwM0OjpYW5uztDQEGFhYZSWluKclETg99+j/uknUgoLUavVJCQkYH3AmMmmpiZSk5K44uqraW9pwcnVdf97SZK8fP/OO1BVJX+dmJArrGeeOf0wnU5HQ1ISHmecQcWf/sSK8HCyJQl9fX0UHR3EPvUUFl1d7H75ZRIuuAAzMzMRMoWTzbKoaIqgKQiCcIpaVNgcGwMfH7jqKnjsMSRJmg6bFnp6rHvjDTrPO4+OlSsJDw+nrKSECbWaxK1bMTIyIjU1ldHRUeJdXLDT14fgYEAOmx4eHnzw/vucNjDAivPOQ2FnJ4/IPNC338r9M1NTpxuzK5VK8vPz2bdvHwGmplgODeF66aW0R0dTds45KCcPF1mp1SScdx6mpqYiZAono2URNMXSuSAIwilqUcvopqbw5ptw++0AKBQKgoKC8PX1ZWxsDOvmZvQaGrC0tCQ3N5eAjRsxMjUl56OPmMjNJTExEWtra8ZvugnVLbdMv6ytUgmAe1cXK2++mYp33kHn6wtPPCGPmpxsvs4vfwm5uWBiwvj4OEVFRWS89x6u//43iQkJTLi7k6mvT/Gtt7KyqIjt996LW3o6ZmZmJJ5/vgiZgnCciYqmIAjCKW7Ry+h9ffDFF3DttUiSRGlpKVV792Jqbo5Go8HCwoKhoSEiIiIwPfNM1IaGGO3cibW1NcX//S/Nw8NsjIvDy8uLwaIirIODURYWMmRgQElZGU67dmFrZYXb+++j19cHJiZMvPIKvdu309raSnNzM/r6+kSWleHwwQdUXXopPaOjDEZHMzo+jsm+fYS9+ir1V11F6I03YmxsLEKmcDJbFhVNETQFQRCExYXNt96SD+js2QP29vvDZmUlQV98wbiFBV2//S1DQ0PEuLiwp6cH5cQEcXFx2NnZUVRURF1dHf7+/ri6umJjYyO3N7KyQqPRUF9fT21tLaN9ffh99RU+O3eSct99KD08sLCwwNPTkzVr1jA+Pk52UhLrnn4au9paxi0sKLzmGvq9vbGysmLLli0YGRmJkCmc7ETQFARBEJaPRY+rXLVq+q+SJFFWVobhAw8g2dpSdfbZWFpaolQqiYyMpLa4mH0qFXFxcax89FHaXVzI8PRkxYoVbNu2DeXNN2Pl7S2/WHAwUng4QyoVSqWSiYkJjIyMsLa2xsLCAsXtt9O7ejWpnp4YGxujGR/HdccOgt57D42xMWkff0zC6adjaGgoQqZwKhBBUxAEQVheFhU2Jybgmmvg3HPhvPOmw2ZlZSWmpqZoNBqsrKyYKC/ntAceoOSxx6h3duaMzz/HLDGR5l/8gqJ33+XcBx6g94ILWBEUBE8+CZN9L5mYkP9+8cXTb6kaHWXgkkvosLLCvayMvVu30hYejgSYd3biODHBxttuw8DAQIRM4VSxLIKmOAwkCIIgTFvUASE9PTAwkFsRIR8QCggIYN26dTh//TUb//UvBgcHMQkIoPxXv2JlZCT29vZ8++tf03T66axevZrgX/0KgN2JidReeCG6ri65T+bWrdDeDunpgNzGqK6mhu9//JHMK69Ee+GFaEdGiH72Wc64+WaM+/ux2LiRoNtvFyFTEE5AoqIpCIIgzLKkPpuTYyslSaL9oYcYycuj6ve/R6PTsWLFCrq6uggNDaW3t5fW8nLWBwfj6OGBjY0NKf/7H53Dw1hZW+Pt7Y2DgwOGksSYSkVnby9tBQWE3nsvrXffzbCvL819fegpFGz417/w/uknau6/H79770VPT0+ETOFUsywqmiJoCoIgCHNaVNh89VX461/ldkS2tgCUl5dTUVGBqakpExMT+BcWMtrSgu3vfodHQgKp99yDIjaW+F/+EiVgsWoVwytWMGJqSs1pp9E52WtTX1+f1ZaWrH/jDfqHhrAqK6PiN7+hOSYG9PTwXLmS0M2bUSgUImQKpyIRNAVBEITl7ZBhs71dbnl0002g2P/fvZbnnmN0926qf/97vN99F7vxcVIuu4zY1lYm4uIo/uEHzn3wQXpuv52VkgQ//oi0dy+SiQnt1dWYmJhgbWpKXUsL5eXl2LW1EfTCC9g0NtLv5UXLp5+ycdMmETKFU5kImoIgCMLyt+hl9KwsefKPsTG8/TbK//yHnZdfjqmFBeMqFS4uLrS0tODr64u1mRlefn588M47hEZF4eXlhUF7O+zdi277dno/+giLO+8k95prGI2MZHhsDIVGw8b33sPGywv7l18GECFTOJWJoCkIgiCcHA4ZNvv6wMMD/u//4K675INCCgUVFRWUl5djYWaG4d69uDg5MZaSQt+FF3Laaaex5/rr6Tc3pycoCJvVqwHo7+/HsL2dgN27cdq5E7WZGQ2Jiew9/3xCQ0Px8vICRMgUTnkiaAqCIAgnj0OGzfx8CAqST6RP2bmTjowMmvr7iXzxRfacfz4+KSl8c/fdnP+nPzGgUGAtSUhA/R130HXeeViamjKu1dLY2Ihrbi5Bb7yBiVJJ/yuvYHfDDYAImYKACJqCIAjCyWZRy+h79kBNjdxn8/77obCQ2kcfpfl//0MVHMzQ2BjuajWRl1/Of++5h9CmJuxzctj30Udovv0Wy3feYe9ZZ9EeGYnG0BAjfX22tbZiceONIJqxC8IUETQFQRCEk88hw+Yf/gCFhfKeTa1WrnAqFNTX15Ofn4+1tTUdHR1cffXVZGdn09PTw+joKAArW1rw+/ZbnJKS0JiaUvnb37LmxRcxNzcHRCVTEA4ggqYgCIJwclowbKpUoFaDpeX+2woKoLeX0eeeY6yujsbwcEI//JBuExNMvb1pefddlCoVbe3t6HQ63FJSCH37bfScnNCrrgZ9fREyBWGmZRE0xWQgQRAEYckWnCBkbCyHzLY2uPVWOXheeil8+CFmw8OYBwSgGxsDwHB8HPM9exh49118rrkGzx9+QKHRsPL229Hv70cvN1eETEFYxkRFUxAEQThsC1Y2s7PlgPnDD/Lyuavr9EGhjpISnIOC+PD55zGxs8OupoYNH36IbX09CiMjFDt2wJYtgFguF4R5LIuKpgiagiAIwhFZMGxOTICh4f6/Dw9DfT2Dvb1Yb91KQ0MDarUafX19HOztsXjmGXj5ZfjwQ9i+XYRMQZifCJqCIAjCqWHBsNnXB3/5i1yhvOYaGB9n0NgYa5UKJWB1wQUQEwOTp8qnenCKkCkICxJBUxAEQTh1zBs2e3shIQGeekqeiW5szGB9PdYvvYTS0xOr3l4YGgIzM2hoAHt7ETIF4dBE0BQEQRBOLfOGTZ0O9PR46aWXeOmll9CfmKC8thZlVxdWNjbwu9/Jc9N37kSnUIiQKQiHtiyCpjh1LgiCIBw1855G19ODwUFuam2lws+PjK4u+fYdO+QDQv/+N+zeLUKmIJxkREVTEARBOOrmrGw2NUFoKCiVDE5MYA3yHk0bG+jpQaenJ0KmICyeqGgKgiAIp6Y5K5vu7nJvzbExyMmRH+jpCWecIUKmIJykREVTEARBOGbmrGyqVAxWV2MdGIhSqcTCwkKETEFYOlHRFARBEE5tc1Y2o6IgMBAAXW2tCJmCcBITQVMQBEE4pg4Om92XXTZ93zP33y9CpiCcxMTSuSAIgvCzOHAZ/X9vvcWGrVtxAP72zjsiZArC0i2LpXMRNAVBEISfzVTYbG9vZ3x8nFdeeYUbbrjheF+WICxHImgKgiAIwsGam5u54447+OKLL1AqlVhZWR3vSxKE5UgETUEQBEGYy+DgINbW1iJoCsLhWxZBUxwGEgRBEARBEI4JETQFQRAEQRCEY0IETUEQBEEQBOGYEEFTEARBEARBOCZE0BQEQRAEQRCOCRE0BUEQBEEQhGNCBE1BEARBEAThmBBBUxAEQRAEQTgmRNAUBEEQBEEQjgkRNAVBEARBEIRjYikjKAVBEAThqFAoFFaAErCWJGnweF+PIAjHhgiagiAIws9OoVAoAEtgSBL/IRKEk5YImoIgCIIgCMIxIfZoCoIgCIIgCMeECJqCIAiCIAjCMSGCpiAIgiAIgnBMiKApCIIgCIIgHBMiaAqCIAiCIAjHhAiagiAIgiAIwjEhgqYgCIIgCIJwTPw/VlIc4AZHO+kAAAAASUVORK5CYII=\n", "text/plain": [ "Graphics object consisting of 94 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph1 += graph_r + Hor\n", "show(graph1, figsize=10)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Adding some principal null geodesics to the plot:" ] }, { "cell_type": "code", "execution_count": 70, "metadata": {}, "outputs": [], "source": [ "graph_PNG = Graphics()\n", "\n", "for L in [inPNG(0, pi/3, 0), inPNG(-4, pi/3, 0), inPNG(4, pi/3, 0)]:\n", " L.expr(chart2=CC)\n", " graph_PNG += L.plot(CC, ambient_coords=(X, T), color='green', style='--', \n", " max_range=100, plot_points=5, parameters={m: 1})\n", " \n", "for L in [outPNG_I(0, pi/3, 0), outPNG_I(-4, pi/3, 0), outPNG_I(4, pi/3, 0)]:\n", " L.expr(chart2=CC)\n", " graph_PNG += L.plot(CC, ambient_coords=(X, T), color='green', \n", " prange=(1.001, 100), plot_points=5, parameters={m: 1})\n", "\n", "for L in [outPNG_III(0, pi/3, 0), outPNG_III(-4, pi/3, 0), outPNG_III(4, pi/3, 0)]:\n", " L.expr(chart2=CC)\n", " graph_PNG += L.plot(CC, ambient_coords=(X, T), color='green', \n", " prange=(-100, 0.999), plot_points=5, parameters={m: 1})" ] }, { "cell_type": "code", "execution_count": 71, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "Graphics object consisting of 103 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph1 += graph_PNG\n", "show(graph1, figsize=10, axes=False, frame=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We save the plot in png format, in order to add easily labels on it with Inkscape:" ] }, { "cell_type": "code", "execution_count": 72, "metadata": {}, "outputs": [], "source": [ "graph1.save('exk_CPdiag_Kerr-raw.svg', figsize=10, axes=False, frame=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Carter-Penrose diagram with Boyer-Lindquist time slices" ] }, { "cell_type": "code", "execution_count": 73, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "$$\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left\\{\\begin{array}{lcl} T & = & \\pi \\mathrm{u}\\left(m - r\\right) + \\arctan\\left(\\frac{2 \\, m^{2} \\log\\left(m\\right) - 2 \\, m^{2} - {\\left(2 \\, m \\log\\left(m\\right) + m\\right)} r + r^{2} + {\\left(m - r\\right)} t - 2 \\, {\\left(m^{2} - m r\\right)} \\log\\left({\\left| -m + r \\right|}\\right)}{2 \\, {\\left(m^{2} - m r\\right)}}\\right) + \\arctan\\left(-\\frac{2 \\, m^{2} \\log\\left(m\\right) - 2 \\, m^{2} - {\\left(2 \\, m \\log\\left(m\\right) + m\\right)} r + r^{2} - {\\left(m - r\\right)} t - 2 \\, {\\left(m^{2} - m r\\right)} \\log\\left({\\left| -m + r \\right|}\\right)}{2 \\, {\\left(m^{2} - m r\\right)}}\\right) \\\\ X & = & -\\pi \\mathrm{u}\\left(m - r\\right) - \\arctan\\left(\\frac{2 \\, m^{2} \\log\\left(m\\right) - 2 \\, m^{2} - {\\left(2 \\, m \\log\\left(m\\right) + m\\right)} r + r^{2} + {\\left(m - r\\right)} t - 2 \\, {\\left(m^{2} - m r\\right)} \\log\\left({\\left| -m + r \\right|}\\right)}{2 \\, {\\left(m^{2} - m r\\right)}}\\right) + \\arctan\\left(-\\frac{2 \\, m^{2} \\log\\left(m\\right) - 2 \\, m^{2} - {\\left(2 \\, m \\log\\left(m\\right) + m\\right)} r + r^{2} - {\\left(m - r\\right)} t - 2 \\, {\\left(m^{2} - m r\\right)} \\log\\left({\\left| -m + r \\right|}\\right)}{2 \\, {\\left(m^{2} - m r\\right)}}\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\tilde{\\varphi}} & = & \\frac{m {\\varphi} - {\\varphi} r + m}{m - r} \\end{array}\\right.$$" ], "text/plain": [ "T = pi*unit_step(m - r) + arctan(1/2*(2*m^2*log(m) - 2*m^2 - (2*m*log(m) + m)*r + r^2 + (m - r)*t - 2*(m^2 - m*r)*log(abs(-m + r)))/(m^2 - m*r)) + arctan(-1/2*(2*m^2*log(m) - 2*m^2 - (2*m*log(m) + m)*r + r^2 - (m - r)*t - 2*(m^2 - m*r)*log(abs(-m + r)))/(m^2 - m*r))\n", "X = -pi*unit_step(m - r) - arctan(1/2*(2*m^2*log(m) - 2*m^2 - (2*m*log(m) + m)*r + r^2 + (m - r)*t - 2*(m^2 - m*r)*log(abs(-m + r)))/(m^2 - m*r)) + arctan(-1/2*(2*m^2*log(m) - 2*m^2 - (2*m*log(m) + m)*r + r^2 - (m - r)*t - 2*(m^2 - m*r)*log(abs(-m + r)))/(m^2 - m*r))\n", "th = th\n", "tph = (m*ph - ph*r + m)/(m - r)" ] }, "execution_count": 73, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BL_to_CC = KC_to_CC * KC_to_BL.inverse()\n", "BL_to_CC.display()" ] }, { "cell_type": "code", "execution_count": 74, "metadata": {}, "outputs": [], "source": [ "def plot_const_t(t0, color='blue', linestyle='-', thickness=1, plot_points=50):\n", " resu = BL.plot(CC, ambient_coords=(X,T), fixed_coords={th: pi/3, ph: 0, t: t0},\n", " ranges={r: (-100, -10)}, color=color, style=linestyle,\n", " thickness=thickness, plot_points=plot_points, parameters={m: 1}) \\\n", " + BL.plot(CC, ambient_coords=(X,T), fixed_coords={th: pi/3, ph: 0, t: t0},\n", " ranges={r: (-10, 0)}, color=color, style=linestyle,\n", " thickness=thickness, plot_points=plot_points, parameters={m: 1}) \\\n", " + BL.plot(CC, ambient_coords=(X,T), fixed_coords={th: pi/3, ph: 0, t: t0},\n", " ranges={r: (0, 0.999)}, color=color, style=linestyle,\n", " thickness=thickness, plot_points=plot_points, parameters={m: 1}) \\\n", " + BL.plot(CC, ambient_coords=(X,T), fixed_coords={th: pi/3, ph: 0, t: t0},\n", " ranges={r: (0.999, 3)}, color=color, style=linestyle,\n", " thickness=thickness, plot_points=plot_points, parameters={m: 1}) \\\n", " + BL.plot(CC, ambient_coords=(X,T), fixed_coords={th: pi/3, ph: 0, t: t0},\n", " ranges={r: (3, 100)}, color=color, style=linestyle,\n", " thickness=thickness, plot_points=plot_points, parameters={m: 1})\n", " return resu" ] }, { "cell_type": "code", "execution_count": 75, "metadata": {}, "outputs": [], "source": [ "tmin, tmax = -20, 20\n", "dt = 2\n", "nt = (tmax - tmin)/dt\n", "graph2 = graph0\n", "for i in range(nt):\n", " ti = tmin + dt*i\n", " graph2 += plot_const_t(ti) " ] }, { "cell_type": "code", "execution_count": 76, "metadata": {}, "outputs": [], "source": [ "graph2 += graph_r + Hor" ] }, { "cell_type": "code", "execution_count": 77, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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