{ "cells": [ { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "view-in-github" }, "source": [ "" ] }, { "cell_type": "markdown", "metadata": { "id": "JJy-MK8Byn2B" }, "source": [ "# Lagrangiano de una Partícula en un Sistema en Rotación\n", "\n", "## Introducción\n", "\n", "Consideremos una partícula de masa $ m $ que se mueve en un sistema de referencia en rotación con velocidad angular $\\mathbf{w}$. Nuestro objetivo es determinar su Lagrangiano en dicho sistema.\n", "\n", "## Energía Cinética en un Sistema en Rotación\n", "\n", "La velocidad de la partícula en el sistema inercial está dada por:\n", "\n", "\\begin{equation}\n", "\\mathbf{v}_{\\text{inercial}} = \\mathbf{\\dot{r}} + \\mathbf{w} \\times \\mathbf{r}.\n", "\\end{equation}\n", "\n", "Por lo tanto, la energía cinética de la partícula en el sistema inercial es:\n", "\n", "\\begin{equation}\n", "T = \\frac{1}{2} m \\|\\mathbf{v}_{\\text{inercial}}\\|^2.\n", "\\end{equation}\n", "\n", "Sustituyendo la expresión de $ \\mathbf{v}_{\\text{inercial}}$:\n", "\n", "\\begin{equation}\n", "T = \\frac{1}{2} m \\left( \\|\\mathbf{\\dot{r}}\\|^2 + 2 (\\mathbf{w} \\times \\mathbf{r}) \\cdot \\mathbf{\\dot{r}} + \\|\\mathbf{w} \\times \\mathbf{r}\\|^2 \\right).\n", "\\end{equation}\n", "\n", "\n", "\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 68 }, "id": "-ZKb7mxEYKWW", "outputId": "7c15a513-be74-4711-84e9-3b280aa6c052" }, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle 0.5 m w^{2} \\left(x^{2}{\\left(t \\right)} + y^{2}{\\left(t \\right)} + z^{2}{\\left(t \\right)}\\right) + m w \\left(x{\\left(t \\right)} \\frac{d}{d t} y{\\left(t \\right)} - y{\\left(t \\right)} \\frac{d}{d t} x{\\left(t \\right)}\\right) + 0.5 m \\left(\\left(\\frac{d}{d t} x{\\left(t \\right)}\\right)^{2} + \\left(\\frac{d}{d t} y{\\left(t \\right)}\\right)^{2} + \\left(\\frac{d}{d t} z{\\left(t \\right)}\\right)^{2}\\right)$" ], "text/plain": [ "0.5*m*w**2*(x(t)**2 + y(t)**2 + z(t)**2) + m*w*(x(t)*Derivative(y(t), t) - y(t)*Derivative(x(t), t)) + 0.5*m*(Derivative(x(t), t)**2 + Derivative(y(t), t)**2 + Derivative(z(t), t)**2)" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import sympy as sp\n", "from sympy.physics.vector import dynamicsymbols\n", "\n", "\n", "# Definir las variables simbólicas\n", "x, y, z = dynamicsymbols('x y z') # coordenadas de la partícula desde CDM\n", "m, t = sp.symbols('m t') # Masa de la partícula, tiempo\n", "w = sp.symbols('w') # Velocidad angular del sistema de referencia en rotación\n", "\n", "\n", "r = sp.sqrt(x**2 + y**2 + z**2) # Distancia de la partícula al CDM\n", "xdot, ydot, zdot = sp.diff(x, t), sp.diff(y, t), sp.diff(z, t) # Velocidades\n", "xddot, yddot, zddot = sp.diff(xdot, t), sp.diff(ydot, t), sp.diff(zdot, t) # Aceleraciones\n", "\n", "#rdot = sp.diff(r, t) # velocidad\n", "rdot = sp.Matrix([xdot, ydot, zdot]) # velocidad\n", "\n", "wx, wy, wz = sp.symbols('wx wy wz') # Componentes de la velocidad angular del sistema de referencia\n", "rx, ry, rz = sp.symbols('rx ry rz', cls=sp.Function) # Posición de la partícula respeco CDM\n", "vx, vy, vz = sp.symbols('vx vy vz') # Componentes de la velocidad en el sistema en rotación\n", "\n", "# Vectores\n", "#w = sp.Matrix([0, 0, wz]) # Velocidad angular del Sistema de Referencia\n", "r = sp.Matrix([rx(t), ry(t), 0]) # Posición respecto CDM\n", "#v_rot = sp.Matrix([vx, vy, 0]) # Velocidad en el sistema rotante\n", "rdot = sp.diff(r, t) # velocidad\n", "\n", "# Calcular el término de velocidad de arrastre w x r\n", "#w_cross_r = w.cross(r)\n", "\n", "# Velocidad en el sistema inercial\n", "#v_inercial = v_rot + w_cross_r\n", "#v_inercial = rdot + w_cross_r\n", "\n", "#v_inercial.simplify()\n", "\n", "# Energía cinética (T)\n", "#T = (1/2) * m * (rdot.dot(rdot) + 2*w_cross_r.dot(rdot) + w_cross_r.dot(w_cross_r))\n", "#T = (1/2) * m * v_inercial.dot(v_inercial)\n", "T = (1/2) * m * (xdot**2 + ydot**2 + zdot**2) + m * w * (x*ydot - y*xdot) + (1/2) * m * w**2 * (x**2 + y**2 + z**2)\n", "\n", "# Mostrar T\n", "T.simplify()\n", "T" ] }, { "cell_type": "markdown", "metadata": { "id": "Fr6hq65SYMrj" }, "source": [ "## Energía Potencial\n", "\n", "La expresión de la energía potencial gravitatoria creada por las masas $M_1$ y $M_2$ en una partícula de masa $m$ situada a una distancia $r$ del centro de masas es:\n", "\n", "\\begin{equation}\n", "V = - G \\left( \\frac{M_1 m}{|a_1 + r|} + \\frac{M_2 m}{|a_2 - r|} \\right).\n", "\\end{equation}\n", "\n", "Esta ecuación muestra que la energía potencial es la suma de las contribuciones de cada masa, considerando sus distancias absolutas al punto donde se encuentra la partícula.\n" ] }, { "cell_type": "markdown", "metadata": { "id": "uF-x3kQKyliJ" }, "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 69 }, "id": "wj4fqCL8dE8R", "outputId": "1b8b2bd7-1e74-4cff-ce2d-2cff044628f7" }, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle - \\frac{G M_{1} m}{\\sqrt{\\left(a_{1} + x{\\left(t \\right)}\\right)^{2} + y^{2}{\\left(t \\right)} + z^{2}{\\left(t \\right)}}} - \\frac{G M_{2} m}{\\sqrt{\\left(- a_{2} + x{\\left(t \\right)}\\right)^{2} + y^{2}{\\left(t \\right)} + z^{2}{\\left(t \\right)}}}$" ], "text/plain": [ "-G*M1*m/sqrt((a1 + x(t))**2 + y(t)**2 + z(t)**2) - G*M2*m/sqrt((-a2 + x(t))**2 + y(t)**2 + z(t)**2)" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Energia potencial\n", "M1, M2 = sp.symbols('M1 M2') # Masas de los planetas de la partícula\n", "G = sp.symbols('G') # constante gravitatoria\n", "a, a1, a2 = sp.symbols('a a1 a2') # Distancias a m desde CDM, M1 y M2\n", "\n", "V1 = -G * M1 * m / sp.sqrt((x + a1)**2 + y**2 + z**2)\n", "V2 = -G * M2 * m / sp.sqrt((x - a2)**2 + y**2 + z**2)\n", "\n", "V = V1 + V2\n", "V.simplify()\n", "V" ] }, { "cell_type": "markdown", "metadata": { "id": "nBFhMnGgdIhY" }, "source": [ "## Lagrangiano\n", "\n", "El Lagrangiano se define como:\n", "\n", "\\begin{equation}\n", "L = T - V.\n", "\\end{equation}\n", "\n", "Sustituyendo las expresiones anteriores:\n", "\n", "\\begin{equation}\n", "L = \\frac{1}{2} m \\|\\mathbf{\\dot{r}}\\|^2 + m (\\mathbf{w} \\times \\mathbf{r}) \\cdot \\mathbf{\\dot{r}} + \\frac{1}{2} m \\|\\mathbf{w} \\times \\mathbf{r}\\|^2 - V(\\mathbf{r}).\n", "\\end{equation}\n", "\n", "Podemos identificar cada término en el Lagrangiano de la siguiente manera:\n", "\n", "- $\\frac{1}{2} m \\|\\mathbf{\\dot{r}}\\|^2$: representa la energía cinética en el sistema en rotación.\n", "- $ m (\\mathbf{w} \\times \\mathbf{r}) \\cdot \\mathbf{\\dot{r}} $: es el término de Coriolis.\n", "- $\\frac{1}{2} m \\|\\mathbf{w} \\times \\mathbf{r}\\|^2 $: es el término centrífugo.\n", "- $-V(\\mathbf{r}) $: es la energía potencial externa." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 122 }, "id": "Y3EXHxoejfgA", "outputId": "b5b82fc5-304e-4cdf-936a-40697133b450" }, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle \\frac{G M_{1} m}{\\sqrt{\\left(a_{1} + x{\\left(t \\right)}\\right)^{2} + y^{2}{\\left(t \\right)} + z^{2}{\\left(t \\right)}}} + \\frac{G M_{2} m}{\\sqrt{\\left(- a_{2} + x{\\left(t \\right)}\\right)^{2} + y^{2}{\\left(t \\right)} + z^{2}{\\left(t \\right)}}} + 0.5 m w^{2} \\left(x^{2}{\\left(t \\right)} + y^{2}{\\left(t \\right)} + z^{2}{\\left(t \\right)}\\right) + m w \\left(x{\\left(t \\right)} \\frac{d}{d t} y{\\left(t \\right)} - y{\\left(t \\right)} \\frac{d}{d t} x{\\left(t \\right)}\\right) + 0.5 m \\left(\\left(\\frac{d}{d t} x{\\left(t \\right)}\\right)^{2} + \\left(\\frac{d}{d t} y{\\left(t \\right)}\\right)^{2} + \\left(\\frac{d}{d t} z{\\left(t \\right)}\\right)^{2}\\right)$" ], "text/plain": [ "G*M1*m/sqrt((a1 + x(t))**2 + y(t)**2 + z(t)**2) + G*M2*m/sqrt((-a2 + x(t))**2 + y(t)**2 + z(t)**2) + 0.5*m*w**2*(x(t)**2 + y(t)**2 + z(t)**2) + m*w*(x(t)*Derivative(y(t), t) - y(t)*Derivative(x(t), t)) + 0.5*m*(Derivative(x(t), t)**2 + Derivative(y(t), t)**2 + Derivative(z(t), t)**2)" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Lagrangiano\n", "\n", "L = T - V\n", "L" ] }, { "cell_type": "markdown", "metadata": { "id": "qNoWyAx_rSVo" }, "source": [ "# Gráfica de $V_{eff}$\n", "\n", "Primero identificamos en $L$ los términos que no dependen de $\\dot{r}$. Nos restingimos también al plano $z=0$ para hacer la gráfica.\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 69 }, "id": "MXfzgRRYsTX5", "outputId": "e2dbca9e-52c9-4af1-95d1-0cb8bd535643" }, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle - \\frac{G M_{1} m}{\\sqrt{\\left(a_{1} + x{\\left(t \\right)}\\right)^{2} + y^{2}{\\left(t \\right)} + z^{2}{\\left(t \\right)}}} - \\frac{G M_{2} m}{\\sqrt{\\left(- a_{2} + x{\\left(t \\right)}\\right)^{2} + y^{2}{\\left(t \\right)} + z^{2}{\\left(t \\right)}}} - 0.5 m w^{2} \\left(x^{2}{\\left(t \\right)} + y^{2}{\\left(t \\right)} + z^{2}{\\left(t \\right)}\\right)$" ], "text/plain": [ "-G*M1*m/sqrt((a1 + x(t))**2 + y(t)**2 + z(t)**2) - G*M2*m/sqrt((-a2 + x(t))**2 + y(t)**2 + z(t)**2) - 0.5*m*w**2*(x(t)**2 + y(t)**2 + z(t)**2)" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "V_eff = -L.subs([(xdot, 0), (ydot, 0), (zdot, 0)])\n", "#V_eff = V_eff.subs([(z, 0)])\n", "V_eff" ] }, { "cell_type": "markdown", "metadata": { "id": "DWuhf8uJsoQa" }, "source": [ "De la misma manera, podríamos encontrar una $T_{eff}$ tomando el resto de términos de $L$ que hemos eliminado antes.\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 68 }, "id": "I2LWfO1ps6XS", "outputId": "a0502895-19db-4509-b646-38c3914e2837" }, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle m w \\left(x{\\left(t \\right)} \\frac{d}{d t} y{\\left(t \\right)} - y{\\left(t \\right)} \\frac{d}{d t} x{\\left(t \\right)}\\right) + 0.5 m \\left(\\left(\\frac{d}{d t} x{\\left(t \\right)}\\right)^{2} + \\left(\\frac{d}{d t} y{\\left(t \\right)}\\right)^{2} + \\left(\\frac{d}{d t} z{\\left(t \\right)}\\right)^{2}\\right)$" ], "text/plain": [ "m*w*(x(t)*Derivative(y(t), t) - y(t)*Derivative(x(t), t)) + 0.5*m*(Derivative(x(t), t)**2 + Derivative(y(t), t)**2 + Derivative(z(t), t)**2)" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "T_eff = L - L.subs([(xdot, 0), (ydot, 0), (zdot, 0)])\n", "T_eff\n" ] }, { "cell_type": "markdown", "metadata": { "id": "ntSqjwhjy63W" }, "source": [ "## Gráfica 1D\n", "Nos limitamos al eje que une las partículas $M_1$ y $M_2$. Para ello, forzamos $y=z=0$." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 69 }, "id": "H_cVckAbzXD8", "outputId": "67d706c7-bf1c-4abc-9efa-91561857ba68" }, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle - \\frac{G M_{1} m}{\\sqrt{\\left(a_{1} + x{\\left(t \\right)}\\right)^{2}}} - \\frac{G M_{2} m}{\\sqrt{\\left(- a_{2} + x{\\left(t \\right)}\\right)^{2}}} - 0.5 m w^{2} x^{2}{\\left(t \\right)}$" ], "text/plain": [ "-G*M1*m/sqrt((a1 + x(t))**2) - G*M2*m/sqrt((-a2 + x(t))**2) - 0.5*m*w**2*x(t)**2" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "V_eff = V_eff.subs([(y, 0), (z, 0)])\n", "V_eff" ] }, { "cell_type": "markdown", "metadata": { "id": "r9BjxJYX3KEE" }, "source": [ "Para tener una expresión más compacta, introducimos los parámetros de un sistema binario en órbita circular:\n", "\n", "- $\\mu=M1/M2$\n", "- $a_1=\\mu a$, $a_2=(1-\\mu)a$\n", "- $r_1=x+a_1$, $r2=x-a_2$\n", "- $GM_1=w^2 a^2 a_1$, $GM_2=w^2 a^2 a_2$" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 61 }, "id": "28AKb2G_3RS1", "outputId": "3bc59d24-2278-4fb6-8c2b-b7286821a31c" }, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle - \\frac{a^{3} m \\mu w^{2}}{\\sqrt{r_{2}^{2}}} - \\frac{a^{3} m w^{2} \\left(1 - \\mu\\right)}{\\sqrt{r_{1}^{2}}} - 0.5 m w^{2} x^{2}{\\left(t \\right)}$" ], "text/plain": [ "-a**3*m*mu*w**2/sqrt(r2**2) - a**3*m*w**2*(1 - mu)/sqrt(r1**2) - 0.5*m*w**2*x(t)**2" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "V_eff = -L.subs([(xdot, 0), (ydot, 0), (zdot, 0)])\n", "V_eff = V_eff.subs([(y, 0), (z, 0)])\n", "\n", "mu, r1, r2 = sp.symbols('mu r1 r2') # Masa de la partícula, tiempo\n", "V_eff = V_eff.subs([(x+a1,r1), (x-a2,r2)])\n", "V_eff = V_eff.subs([(G*M1, w**2*a**2*a2), (G*M2, w**2*a**2*a1)])\n", "V_eff = V_eff.subs([(a1,mu*a), (a2,(1-mu)*a)])\n", "V_eff" ] }, { "cell_type": "markdown", "metadata": { "id": "wdCEx-Nk0Dwb" }, "source": [ "Para hacer la gráfica, recurrimos a Numpy y Matplotlib. Por simplificar, tomamos $a=\\omega=1$, y a modo de ejemplo elegimos $\\mu=0.1$ (parecido al valor en el sitema Tierra-Luna)." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 565 }, "id": "xyHit_d_0Jwi", "outputId": "6a12b0cd-63f5-4a6c-b512-1f8aeec2de3f" }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "from mpl_toolkits.mplot3d import Axes3D\n", "from matplotlib import cm\n", "\n", "\n", "# Parámetro del problema (mu: masa reducida del cuerpo secundario, omega: velocidad angular)\n", "mu = 0.1 # Puedes cambiar este valor\n", "omega = 1 # Velocidad angular estándar en CR3BP\n", "\n", "# Crear una malla de valores para X e Y\n", "r_max = 2\n", "dr = 0.03\n", "X = np.arange(-r_max, r_max, dr)\n", "\n", "# Definir las distancias a los cuerpos primarios\n", "r1 = np.sqrt((X + mu)**2) # Distancia al cuerpo principal (de masa 1 - mu)\n", "r2 = np.sqrt((X - 1 + mu)**2) # Distancia al cuerpo secundario (de masa mu)\n", "\n", "# Calcular la energía potencial efectiva\n", "V_eff = - (1 - mu) / r1 - mu / r2 - (1/2) * omega**2 * (X**2)\n", "\n", "# Crear la figura y el eje 3D\n", "fig, ax = plt.subplots(figsize=(8, 6))\n", "\n", "# Graficar la función V_eff\n", "ax.plot(X,V_eff)\n", "ax.set_ylim([-10, -1])\n", "# Etiquetas de los ejes\n", "ax.set_xlabel('X')\n", "ax.set_ylabel('Veff')\n", "ax.set_title('Energía Potencial Efectiva en eleje X')\n", "\n", "# Mostrar la gráfica\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "D4Y6JlqDdq3q" }, "source": [ "A la vista de esta gráfica, además de los dos pozos de potencial en las posiciones de $M_1$ y $M_2$, exixten otros tres puntos de equilibrio, y los tres son inestables." ] }, { "cell_type": "markdown", "metadata": { "id": "xRxET-vitGcR" }, "source": [ "## Gráfica 2D\n", "Graficamos ahora $V_{eff}$ en un plano.\n", "Nos restringimos al plano $XY$, así que forzamos $z=0$." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 69 }, "id": "xqxOSdBFvk9e", "outputId": "9c6f38ad-831f-42d1-8eb4-68fc02388d2e" }, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle - \\frac{G M_{1} m}{\\sqrt{\\left(a_{1} + x{\\left(t \\right)}\\right)^{2} + y^{2}{\\left(t \\right)}}} - \\frac{G M_{2} m}{\\sqrt{\\left(- a_{2} + x{\\left(t \\right)}\\right)^{2} + y^{2}{\\left(t \\right)}}} - 0.5 m w^{2} \\left(x^{2}{\\left(t \\right)} + y^{2}{\\left(t \\right)}\\right)$" ], "text/plain": [ "-G*M1*m/sqrt((a1 + x(t))**2 + y(t)**2) - G*M2*m/sqrt((-a2 + x(t))**2 + y(t)**2) - 0.5*m*w**2*(x(t)**2 + y(t)**2)" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "V_eff = -L.subs([(xdot, 0), (ydot, 0), (zdot, 0)])\n", "V_eff = V_eff.subs([(z, 0)])\n", "V_eff" ] }, { "cell_type": "markdown", "metadata": { "id": "NXrKPwrDvvGV" }, "source": [ "Para hacer la gráfica, recurrimos a Numpy y Matplotlib." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 527 }, "id": "YaSwwSxvtVTL", "outputId": "d1dac3d5-0721-419d-c1fd-edbb521a70df" }, "outputs": [ { "data": { "image/png": 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/+xs4jsNtt90WEHSqZnHqcb7kuOaaa2SvKelvLUXr/V1RUYG2tjbccMMNAUuLat9Xjc997nPo7e3FO++8w7/2wgsvgOM4fO5zn+Nfi4+P5/+fese2b98OAEHPWaj3x7nnnouioiL+32vXrkVSUpLontPjOMGg15nD4QjpcytXrkRGRgYKCgrwla98BcXFxfjXv/6FhISEgG3T0tLwxhtv4J///CfuuusuLFq0CKOjo7L7ve222/hr6rnnnsPnP/95/L//9//45Rwhr7/+On8/r1u3Ds8//zy+9KUvibxj85lZCTvdsmULXnrpJXg8HlRVVeGvf/0rfv7zn+Ozn/0sKisrg97YSixfvlz076KiIrAsy7uCmpubQQgJ2I4ijZTPycmJKAK4tbVVds1KjZaWFhBCcOutt+LWW2+V3aa3txc5OTmy7x09ehTZ2dlITEwUvb5y5Updj0PJzc3Fueeeq7oN3U76ME1NTUV1dTX/7+bmZjQ0NCAjI0NxPEIKCwsDtjl69ChKS0sDXi8uLg46RgB4+umn8dOf/hSNjY3wer2qx5KjoKAAv/3tb8EwDJ8iJIxNOXr0KLZt2xbwuVWrVvHvqy11NTc3A4DsEg1laGhI5PbMy8sTvU/fc7lcSEpKQmtrK1iWDeu+i/R8ybF8+XJN15QUrfc3XQPWc0mRxlM899xzOOeccwBMufPXr18vylhxOp2488478eyzzwZcz0NDQ6rHCPX+kP7uwNRv73K5dD1OMJKSkgBMudLlYreUePHFF5GUlIS+vj489NBDaGtrE02YhFitVv6a+eQnP4lzzjkHO3bswOLFi/HJT35StO2pp54qur4uvfRSDA0N4ZZbbsHll18u+t7btm3D3XffDYZhkJCQgFWrVoX0HWKdWc0zsVqt2LJlC7Zs2YIVK1bgyiuvxPPPP4/bb79dcabt9/s171+6D47jwDAM/vWvf8FkMgVsLxVJpYsrmlDr7Dvf+Q527twpu41W8YqF41DkzjcwtfYmHNOpp56Kn/3sZ7LbLl26VPRvvX+fZ555Bnv27MFnPvMZfPe738XixYthMplw7733agoUAgC73R6WWGmF/m4PPPCA4hq59DrWcu7DQY/zpSeh3t96YrPZ8JnPfAZ//etf8etf/xo9PT14//33A+oDXHrppdi3bx+++93vYv369UhMTATHcdi1a1fQWg2h3h/h/u6hHicYJSUlAKbqr9B4FC187GMf4+OcPvWpT+HUU0/FF77wBRw6dCho+nNZWRmys7Pxxz/+MUDw5TjnnHPw8ssv48MPP8QFF1zAv75o0aKo3s9zzZwllm7evBkAcOLECQAzVog0yvLo0aOK+2hubhZZFi0tLeA4jo/YLCoqAiEEhYWFs5InXlRUxEfnamXZsmUApqyRcC60/Px8vPnmmxgdHRU94JqamnQ9TjQoKipCVVUVzjnnnLBdq/n5+WhpaQl4Xe41KS+88AKWLVuGl156SXT822+/PayxKI1P+lsAU0sB9H1A2bVMXbRJSUm6/W5FRUXgOA719fUhBdrNxvkKBa33Nz2HtbW1qucw1Gvwc5/7HJ5++mm8+eabaGhoACFE5M53uVx48803ceedd+K2227jX6dem2DocX/MxXE+9alP4d5778UzzzwTkuALSUxMxO23344rr7wSf/nLX3DZZZcF/Yzb7Q7qNaH4fD4AUFwGOFmJ+hr+22+/LTvDpOvs1PWclJSERYsW4X//+59ou1//+teK+6ZpNBRauY9GgV900UUwmUy48847A8ZApqM89eTiiy/mlyykKM2yFy9ejDPPPBOPPfYYP/kRIq0eJeX888+Hz+fDI488wr/m9/sDqhhGepxocOmll6KzsxO//e1vA96bmJjA2NhY0H3s3LkT+/fvF1WoczqdspW0pFCLSPjbHDhwAPv379cwem2cf/75+PDDD0X7HBsbw29+8xsUFBTwbnVaLEQ64d20aROKiorw4IMPyj6cwvndPvOZz4BlWdx1110BVqaaNTgb5ysUtN7fGzduRGFhIX7xi18EnF/h55R+AyXOPfdcpKWl4bnnnsNzzz2HrVu3igwQufMFAL/4xS807V+P+2MujlNaWopdu3bh8ccfl43w93g8+M53vhN0P1/4wheQm5srWj8fGxuTTTF98cUX4XK5eEMyGC+//DIAYN26dZq2P1mIuoW/d+9ejI+PY/fu3SgpKYHH48G+ffvw3HPPoaCgQBQk99WvfhX33XcfvvrVr2Lz5s343//+JyrBKKWtrQ0XXnghdu3ahf379+OZZ57B5Zdfzv+IRUVFuPvuu/H9738f7e3t+MxnPgOHw4G2tjb89a9/xTXXXKPpwtPKd7/7Xbzwwgu45JJL8JWvfAWbNm2C0+nEP/7xDzz66KOKF9evfvUrnHbaaTj11FNx9dVXY9myZejp6cH+/ftx/PhxVFVVKR7zU5/6FHbs2IFbbrkF7e3tWL16NV566SXZmW4kx6EcPnwYzzzzTMDrmZmZOO+884J+XsiXvvQl/OUvf8HXv/51vP3229ixYwf8fj8aGxvxl7/8Bf/+97+D3sA333wznnnmGZx33nnYu3cvn5aXl5cHp9OparF88pOfxEsvvYTdu3fjggsuQFtbGx599FGsXr1at5n/Lbfcgj//+c/4xCc+geuvvx5paWl4+umn0dbWhhdffJF3VRYVFSElJQWPPvooHA4H7HY7tm3bhsLCQjz++OP4xCc+gVNOOQVXXnklcnJy0NnZibfffhtJSUn45z//GdKYiouL8f/+3//Dj370I5x++um46KKLYLPZ8NFHH2HJkiV85UAp0Tpf5eXlstdUUVGRbHyG8H0t9zfLsnjkkUfwqU99CuvXr8eVV16J7OxsNDY2oq6ujm+ktGnTJgBTldl27twJk8mkallaLBZcdNFFePbZZzE2NhaQW56UlISPfexj+MlPfgKv14ucnBy8/vrrmnO69bg/5uo4v//97/Hxj38cF110ET71qU/hnHPOgd1uR3NzM5599lmcOHEiaC6+xWLBt771LXz3u9/Fa6+9hl27dqG5uRnnnnsuPve5z6GkpAQsy+LgwYN45plnUFBQgG9961sB+3n33Xf5+iz0efzf//4Xl112Gb/8sGCIdhrAv/71L/KVr3yFlJSUkMTERGK1WklxcTHZu3dvQKW98fFxctVVV5Hk5GTicDjIpZdeSnp7exXT8urr68lnP/tZ4nA4SGpqKrnuuutkq6+9+OKL5LTTTiN2u53Y7XZSUlJCrr32WtLU1MRvI1c1jaI1LY+QqZSw6667juTk5BCr1Upyc3PJFVdcQfr7+wkhyumHra2t5Mtf/jLJysoiFouF5OTkkE9+8pOylaqkDAwMkC996UskKSmJJCcnky996UukoqJC9+NAJYVKmL6ldC6vuOIKkp+fL3rN4/GQ+++/n5xyyinEZrOR1NRUsmnTJnLnnXeSoaEh0bGVqvxVVFSQ008/ndhsNpKbm0vuvfde8tBDDxEApLu7WzQu4Tg5jiM//vGPSX5+PrHZbGTDhg3k5Zdflh2nHGrXjJDW1lby2c9+lqSkpJC4uDiydetW8vLLLwds9/e//52sXr2amM3mgN+uoqKCXHTRRSQ9PZ3YbDaSn59PLr30UvLmm2/y2yhVLHvyyScDUhQJIeR3v/sd2bBhA3/ezzjjDPLGG2+Ivl+450t6z8oRLC1PeG8p3YOEaLu/CSHkvffeI+eddx5xOBzEbreTtWvXilLWfD4f2bt3L8nIyCAMw4hS9JS+zxtvvEEAEIZhyLFjxwLeP378ONm9ezdJSUkhycnJ5JJLLiFdXV2azg8hkd8fWivjaT2O1v0RMvU8f/DBB8mWLVv4Z//y5cvJ3r17RemDStctIYQMDQ2R5ORk/jrs6+sj11xzDSkpKSF2u53f5w033BDwebm0PKvVSkpKSsg999wTkBouV2nvZIMhJMJInjngjjvuwJ133om+vj7FYjYGC5sbbrgBjz32GEZHRxWDmQwMDAwWEkZ7XIN5z8TEhOjfAwMD+MMf/oDTTjvNEHsDAwODaYz2TwbzntLSUpx55plYtWoVenp68MQTT2B4eFix3oCBgYHBQsQQfIN5z/nnn48XXngBv/nNb8AwDDZu3IgnnnhC1za4BgYGBvOdebmGb2BgYGBgYBAaxhq+gYGBgYHBAsAQfAMDAwMDgwWAIfgGBgYGBgYLAEPwDQwMDAwMFgCG4BsYGBgYGCwADME3MDAwMDBYABiCb2BgYGBgsAAwBN/AwMDAwGABYAi+gYGBgYHBAsAQfAMDAwMDgwWAIfgGBgYGBgYLAEPwDQwMDAwMFgCG4BsYGBgYGCwADME3MDAwMDBYABiCb2BgYGBgsAAwBN/AwMDAwGABYAi+gYGBgYHBAsAQfAMDAwMDgwWAIfgGBgYGBgYLAEPwDQwMDAwMFgCG4BsYGBgYGCwADME3MDAwMDBYABiCb2BgYGBgsAAwBN/AwMDAwGABYAi+gYGBgYHBAsAQfAMDAwMDgwWAIfgGBgYGBgYLAEPwDQwMDAwMFgCG4BsYGBgYGCwADME3MDAwMDBYABiCb2BgYGBgsAAwBN/AwMDAwGABYAi+gYGBgYHBAsAQfAMDAwMDgwWAIfgGBgYGBgYLAEPwDQwMDAwMFgCG4BsYGBgYGCwADME3MDAwMDBYABiCb2AAgOM4TExMgBAy10MxMDAwiArmuR6AgcFc43a7UVlZiZ6eHsTFxSEtLQ2LFi1CRkYG7HY7GIaZ6yEaGBgYRAxDDJPGYIFCCEF/fz/Ky8uRmJiIZcuWYXx8HIODgxgaGsLIyAji4+ORlpaG9PR0LF68GAkJCcYEwMDAYF5iCL7BgoTjODQ1NaGlpQXLly9HXl4evF4vGIYBwzAghMDr9WJwcBAulwtOpxMTExNISEgQeQDi4+ONCYCBgcG8wBB8gwXH2NgYPvzwQ0xOTmLDhg1ISUkBx3HweDy84Evp7u7GsWPHkJeXB5fLhaGhIYyNjcFut4smAHFxccYEwMDAICYx1vANFgyEEHR1daGqqgo2mw1paWlISUkBgKAizbIsGIZBZmYmMjMzQQjB5OQk7wFoampCRUUFEhMTRRMAm81mTAAMDAxiAkPwDRYEPp8PtbW1OH78OFavXo3x8XFMTEyItgkmzEJnGMMwiIuLQ1ZWFrKysvgJgMvlgsvlQkNDA8rLy+FwOPgJwKJFi4wJgIGBwZxhCL7BSc/w8DAOHjwIhmFQWlqKxMREtLa2hrQPuq6v9n5cXByys7ORnZ0NQgjcbjdcLhcGBwdRV1cHt9sNh8OB9PR0fgJgtVqNCYCBgcGsYAi+wUkLx3E4evQo6urqkJubixUrVsBkMgGYEmiO4zTvK1RRZhgG8fHxiI+Px5IlS0AIwcTEBD8BqKmpgcfjQVJSkmgJwGw2GxMAAwODqGAIvsFJicfjQWVlJfr7+7Fu3TpkZGSIhDQcUY0kvpVhGCQkJCAhIQE5OTkghGB8fJyfAHR2dsLr9SIpKQnp6enIyMhAenq6MQEwMDDQDUPwDU46BgYGcOjQIcTHx2PHjh2Ii4sL2CaYi15uez1hGAZ2ux12ux25ubngOE40ATh+/Dh8Ph+SkpJ49z+dABgYGBiEg/H0MDhp4DgOzc3NOHz4MIqKilBYWAiWVa4eHarFHs0MVpZlkZiYiMTERCxdupSfADidTgwODuLo0aPw+/1ISUnhYwDS0tKMCYCBgYFmjKeFwUnBxMQEysvLMTY2hs2bNyMtLU11+3As/NksWSGcAOTl5YHjOIyNjcHpdMLpdKKtrQ2EENEEIDU11ZgAGBgYKGI8HQzmNYQQ9PT0oKKiAqmpqSgtLYXVag36uVgXfCksy8LhcMDhcCA/Px8cx2F0dBQulwtHjhzhsw5SU1NFEwAapGhgYGBgCL7BvMXv96Ourg4dHR0oKSlBTk6OqgtfyFwLeKSwLIukpCQkJSXh2LFjWLNmDQBgcHAQfX19aGlpAcMwSElJ4WMAUlNTNZ8fAwODkw9D8A3mJSMjIzh06BD8fj+2b98Oh8MR0ufnm4UfDDoBoJUD/X4/hoeHMTg4iJ6eHhw+fBgsyyI1NZVPAUxOTjYmAAYGCwhD8A3mFYQQdHR0oLa2FtnZ2Vi5cmVY69ZzHaUfbUwmE1JTU5GamgpgagIwNDSEwcFBnDhxAk1NTfw2dAKQlJRkTAAMDE5iDME3mDd4vV5UVVWht7cXa9asQWZmZthCLPe5YJOAWLbwg2EymZCWlsYHM/r9fgwODvI1ABoaGmCxWPhWwBkZGXA4HMYEwMDgJMIQfIN5gdPpRHl5OaxWK8rKyhAfHx/R/k42l36omEwmpKenIz09HYQQ3gPgcrlw7Ngx1NfXw2q1ijwADodj3nk6DAwMZjAE3yCm4TgOra2taGxsRGFhIYqKinSxOk92l34oMAwDs9kcMAGgnQBpeWKbzSaaACQmJp7U58XA4GTDEHyDmGViYgIVFRUYGRnBpk2bkJaWppvAhGOxn0wWvhp0AkCj+wkh8Hq9vAegvb0dNTU1iI+PF00A7Ha7MQEwMIhhDME3iDkIIejt7cXBgweRlJSE0tJS2Gw2XY+x0F36ocAwDKxWKzIyMpCRkcFPAKgH4MiRI6iurkZ8fDxfAyAjIwPx8fHGBMDAIIYwBN8gpvD7/WhoaEBbWxusViuWLl2qu9hTTiaX/mxORugEYPHixVi8eDEIIfB4PPwEoLm5GZWVlUhISBBNAOLi4mL+PBoYnMwYgm8QM4yOjuLQoUPwer3Yvn076urqonYsw6WvHwzDwGazITMzE5mZmfwEwOVy4fDhw+jr60NFRQXsdjs/AVi0aJExATAwmGUMwTeYcwghOH78OKqrq5GZmYlVq1bBbDaDZdmoiayc4I+Pj8NiscBischub6ANOgHIyspCa2srVq1ahfj4eLhcLrhcLjQ0NGBiYgKJiYmiCYDNZjPOs4FBFDEE32BO8fl8qK6uxokTJ7B69WpkZ2fzD/1orpsL981xHJqamtDR0QEASEpK4ovWCKvRGRZ+eLAsi7i4OGRnZyM7OxuEELjdbn4JoK6uDm63Gw6HQzQBsFqtxgTAwEBHDME3mDOGhoZw8OBBmEwmlJWVISEhQfT+bAj++Pg4qqqqwHEctm3bBkIIH43e1dUFn8+H5ORkOBwOEELAcVzMFaOJZVGU+/0YhkF8fDzi4+P5CcDExARcLhcGBwdRW1uLycnJgAmAxWKJ6e9qYBDrGIJvMOtwHIe2tjY0NDQgLy8PxcXFsl3dWJYFx3FRGQPDMPD7/di3bx+WLFmCFStWgOM4cBwHu92OJUuW8BMCl8uF/v5+AMC7776LlJQUpKWlITU11UhF00Cw88MwDBISEpCQkICcnBzReR8cHERXVxc8Hg+SkpL4KoDp6ekwm83GuTcwCAFD8A1mFbfbjcrKSgwODmL9+vVYtGiR4kM7Wha+3+9He3s7vF4v1q9fj6ysLN56lx7fbrfDbrcjIyMD77//PjZs2IDBwUE4nU4cOXKEb0hD/4xUNDHh/H7C856bmwuO4zAxMQGn04nBwUEcP34cXq8XycnJARMAAwMDZYw7xGBWIISgv78f5eXlSExMRFlZWdB0u2gI/tjYGKqqquD3+2GxWJCVlRXS5xMTE5GUlIS8vDxwHIeRkRE4nU709PSgubkZFotFNAGIi4vTdfzzkUgnQCzL8hOApUuXguM4jI+P8xOAjo4O+P1+JCcn8+7/tLQ0YwJgYCDBuCMMog4NimtpacHy5cuRn5+vaR1cb8Hv6upCXV0dli5diqysLBw6dEjzZ+VEi2VZJCcnIzk5GYWFhaJ69J2dnWhsbERcXJxoAmC1WnX7PvOBaHhoWJZFYmIiEhMT+YnX2NgYXC4XnE4n2trawHEcUlJSeA9AamqqMQEwWPAYd4BBVBkbG0N5eTncbje2bt3K92vXgl5r+LSYT09PD9atW4fFixdjZGQkLDFS+4y0I53P5wuoR2+323nxT0lJkU0BPNmI9hIHy7JwOBxwOBz8BGB0dFQ0ASCEICUlhfcApKamysaNGBiczBiCbxAVCCHo6upCVVUVFi1ahA0bNoQsbnpY+KOjo6isrITZbA7oshdOpb1QPiOsRw9AVI2utbUV4+PjcDgcognAySZCc5HKyLIskpKSkJSUhPz8fHAch+HhYQwODqKvrw8tLS1gGCbAAxBr2RcGBnpjCL6B7vh8PtTW1uL48eNYvXo1lixZEpaVF6ngd3Z2or6+Hnl5eVi+fLnogT4X3fKE5WgBYHJyki9G09jYyEei0wyApKSkk0KE5jqIkWVZpKSk8N4lv9+P4eFh9PT0oKWlBc3NzXzwZXp6OhYvXiyqv2BgcLJgCL6BrgwPD+PgwYNgGAalpaVITEwMe1/huvR9Ph/q6+vR39+P9evXIyMjI2AbqeAzDKNJmPS0WGk1Opol4Ha7+QlAZ2cnfD4fUlJSeA+A0Y9eH0wmE1JTU8EwDJxOJ7Zt24bh4WG4XC50d3fj8OHD/Da0D8DJMvkyWNgYgm+gCxzH8evUubm5WLFiRcTu6XAs/JGREVRWVsJms6GsrEwxSj5cCz+ahYBoMRphDQCn08nHAAAQTQCENQBitQogISRmJyl0bFTcU1NTASAg+LKhoYHPvqATAIfDYUwADOYdhuAbRIzH40FlZSX6+/uxdu1aLF68WJeHfCiiTOvxNzY2oqCgAMXFxapjEAqllrHOtmgJc9GXLl0KQghGRkbgcrkwMDCA1tZWXqj8fj/cbndMi2ssonS+hMGXhBDRBODYsWOor6+H1WoNmAAY594g1jEE3yAiBgYGcOjQIcTHx2PHjh265p0zDKPJpU9jBlwuFzZu3Ij09HRN+w6HubKkGYaRDURzuVzo6+tDQ0MDWltbY64GQCxPQrSMjWEYmM1mpKenIz09nZ8A0ODLjo4O1NXVwWq1Ii0tjZ8AJCYmxuz3Nli4GIJvEBYcx6G5uRmHDx9GUVERCgsLdXdxsiwLr9erus3Q0BCqqqoQHx+vqZgPRc7C1+IRiBWEgWhdXV1YtWoVAIhqAMTHx4syABZaDYBghDMZoRMAmn1BCIHX6+U9AO3t7aipqUFcXJxoAmCUYDaIBQzBNwiZiYkJlJeXw+l0Ij8/H0VFRVE5jppLnxCCjo4OHD58GMuWLcOyZctCeqCGu/Ydi2vlDMPwEwC5GgDt7e0YHR1FYmKiaAIwG4Vo5ruFHwyGYWC1WpGRkYGMjAx+AkDP/ZEjR1BdXY34+Hh+ArB48WKjBLPBnGAIvoFmCCHo6elBRUUF3zpW2uFOT5QE3+v1ora2FoODg9i0aRMvcqHuGxALuJqYx3pwnBS1GgAtLS2YmJgQ1QBITk7WvQZArJ8rjuN0F106AaDpl4SQgHNfVVWFhIQEvhNgRkYG4uLijAmAQdQxBN9AE36/H3V1dejo6EBJSQlycnJQUVERtW52gHxa3uDgIKqqqpCYmIgdO3aE7aYOR8Cj2a432khrAAhTABsaGuDxeJCcnMxPAPRMQ4tVIZsN7wPDMLDZbMjMzERmZmbABKCpqQkVFRWw2+1IS0tDRkYGFi1aZEwADKKCIfgGQRkZGcGhQ4fg9/uxfft2OBwOAFOCHE0BFAosIQTt7e1obm7G8uXLUVBQoMsDcbaL78QKcXFxyM7ODuhH73K5cPz4cXAcJ5oAhBOFHuuTo7lYbpCbAExOTvITgIaGBkxMTCAxMVE0AbDZbCfV9WcwNxiCb6AIXSevra1FdnY2Vq5cKVr3jWa/emBG8D0eD2pqajAyMhJyPX61fQMnxxp+pMj1o6fNaGgMAC1Fm5qairS0NCQkJGgWoFgVqliIL2AYBnFxcQEFmOgEoLKyEn6/Hw6HQzQBsFqtcz52g/mHIfgGsni9XlRVVaG3txdr1qxBZmZmwANGa9pcuDAMA4/Hg3379iEpKQk7duzQrdlMuC79WEXPiQjDMHw3OtqOljajoTUAzGZzQApgLJ8fOQghMVc8R1iAKTs7G++88w7WrVvHTwJqa2vhdrv5Esx0AmCxWObd+TeYfQzBNwjA6XSivLwcFosloOGMkGi69AkhGBgYwODgIEpKSpCfn6/rA82w8LWj1IzG5XLhxIkTaGpqgs1mE00AbDYbf65iVYhiwcIPBiGED/Cj3peJiQk4nU4MDg6iurqa78FAgwAXLVoEs9kc89/NYPYxBN+Ah+M4tLa2orGxEYWFhSgqKlK1gKLl0p+cnER1dTVGRkaQlJSEgoIC3Y8hJ/hairAsRMGXIqwBUFhYKCpEQyvRJSQk8EsvXq83JtsAx7rgE0ICvBDC5Zfc3FxwHCeaABw/fhxerxfJycl8J8C0tDRjAmAAwBB8g2kmJiZQUVGBkZERPtVNiwDqLfgDAwOorq5Gamoqli9fjq6uLl33LyScoisGgZhMJr4SHQA+D93pdAIAPvjggzmpARCMWBd8em+pjZFlWVEJZo7j+B4MQ0ND6OjogN/vl50AGCw8jF99gUMIQW9vLyoqKpCcnIzS0lLN1epYloXf79dtHK2trWhra8PKlSuxdOlSdHd3z0pQID1+V1cXPB4P0tLSFCujGRZ+cCwWC99jvrOzE9u3b+f7ADQ3N8Ptdke9BoAW5ovghxJnwLIsH39B90EDMAcHB9He3g6O45CSksJPAFJTU40JwALB+JUXMH6/Hw0NDSKRDfXhEqz0rRbcbjeqq6vhdruxbds2JCUl8fufjbQ/YSGfhIQEHDlyJCAojVZGMwRfO/Rc2Ww2JCQkIDMzE0BgDQCv14ukpCQ+A2C2OtHFuuDrEQPBsiwcDgccDgfy8vJEAZhOpxNtbW0ghARMAOZiAmYQfQzBX6CMjo7i0KFD8Hq92L59Oy+yoaCHS7+/vx/V1dVYtGgRNm7cKLI0oi2wDMPwNQbsdju2b9/OP1xpbXQalBYXFwefzweXy4WEhISYXJOeL2ipASBsAxytRjSxLvjhWPjBkAvApN6X/v5+tLa2AgBSU1P5CUBKSooxAThJMAR/gUHbyFZXVyMzMxOrVq0K250XiQXOcRxaWlpw9OhRrFq1Cjk5ObJpf9HMAuA4DjU1NSgqKsKyZcvAcRy8Xi9YlhX1R6d16evq6tDV1YUjR47whVHomvRcPhBjVbS0WKjBagC0tbWBYRiRtyWUGgDBxher5w6YKf0bzTGyLIvk5GQkJyfzx6QZGL29vWhpaeHPv3ACEGvpjAbaMAR/AeHz+VBdXY0TJ05g9erVyM7OjthdGI6FPzExgerqat67QCv3SYlWnr/P50NdXR04jsPq1auRl5enuj2tS2+xWLBq1SrY7XY4nU6+NOrk5CRflW42XdInI3I1AKgF2tfXh5aWFtnllnCIRi19PZmLOgHCDAxgatmPTgC6u7tx+PBhmEwmpKam8imAycnJxvU+TzAEf4EwNDSEgwcPwmQyoaysTJemN+EIcm9vL2pqanjvgpplHI01/JGREVRWVsJms8FisYiWMmgaVDCsVquoMpqSS5p6ABZqa1Q9fjuhBVpQUACO4wKWW+RqAGgdXyz/LrEwIaHiTr1dfr+fP/+0DTPLsnwRoIyMDGPCG8MYgn+Sw3Ec2tra0NDQgLy8PBQXF+vmfg5FkDmOw+HDh3Hs2DGccsopWLJkSdDP6O3SP378OBoaGlBQUIDi4mK88847ETfPkXNJB6tKF65FOl/RU7TklluoANEaAHa7XZQCqBRvEeuCH4uVAE0mE9LS0pCWlgZCCHw+H959911YrVYcP34c9fX1sFgsfCvgjIwMJCYmxtz3WKgYgn8S43a7UVlZicHBQaxfvx6LFi3S/eGrxcIfHx9HVVUVOI5DWVkZ7Ha7pv3rJfh+vx/19fXo7e3Fhg0b+Jax4eThBxsPwzABUdFyAYDU/Z+SkhJ2x79YZzYyGsxms2wNANqLfmxsLCAFkMasxKKgCokFC18NYXzBsmXLYDKZ+CJMg4OD6OjoQF1dHaxWa8AEIJa/18mMIfgnIYQQ9PX1oaKiAomJiSgrK9Ps5gwFLS79np4e1NTUIDs7GyUlJSF5F/RYwx8dHUVlZSXMZjN27NiBuLi4sPcfzkNKKQCQBqSNjY3FVABgNJjNhzutAZCRkQFgqmojXW6h8RY0BdDtdmuefM4FHMfF9IQEAF+Hg2VZMAzDx7ssWrQIhBD4/X5RE6aamhrExcWJJgALdclrLjAE/ySD4zg0NTWhubkZNpsNGzdujNpDQ82lz3EcGhsb0dXVhVNOOQXZ2dm67l8LJ06cQG1tLfLy8rB8+fKA8xDOQyZSq1X4QAQAj8ejSwBgLNYHiAWXuc1m4+MtAIjiLWgu+sjIiKgNcKyI7HwQfOqFkBsnnQDQCRiteUE9AEeOHEF1dTXi4+NFEwC9sjAMAjEE/yRibGwM5eXlcLvdWL58Obq7u6P6wFBy6Y+NjaGqqgoAIgoQDNel7/f70djYiO7ubqxbtw6LFy/WZf/ReAgZAYCzC+1Et2TJEtTV1cFsNsNut8PlcqGjo4MvQhPtGgBaiPUlByC0SQnDMLBarVi8eDEWL17Mt76mE4CWlhZUVVUhISFBNAGgRa8MIscQ/JMAWha2qqoKixYtwoYNGzA4OBjVOvSAvEv8xIkTqKurQ05ODlauXBnRAyscl/74+DgqKyvBMAxKS0tVJxtSwdfyUIl2IaCTKQAwFiz8YMTFxSE3Nxe5ubmi802XXGiamt41ALQQ62v4wNTkOtx7nGEY2Gw2ZGZmIjMzUzQBcLlcOHz4MCorK2G320UTgPnYijlWMAR/nuPz+VBbW4vjx49j9erVWLJkCe9ii2YdekDscqdlent6enDqqafyZVT12r8WaLyA1slGOBb+bLrOtQYA0odkYmLiSRsAGA2kExK5861UA4B6XIQxIXozX1z6eo1RbgIwOTnJTwAaGxv5uCThBMBmsxkTAI0Ygj+PGR4exsGDBwEApaWlfMMMIHqta4XQY9DAOJrjr5fVKWxhq3ZD07iFzs5OrFmzhl+v1bL/uXbph4JSAGB9fT26u7vR3t4eUwGAsW7hBxuftAaAsAhNV1cXGhsb+YwL+qfnhCvWzx8wde9F6xpjGAZxcXGiJS+3281PABoaGlBeXg6HwyGaAFit1pg/b3OFIfjzEI7jcPToUdTV1SE3NxcrVqwIuOn07GSnBMMw8Pl82L9/v2JgXKT7B9QffBMTE6isrATHcSgtLQ056jqWXPqhQgMArVYrVqxYgcTERD4QTRoAmJqaiqSkpJi3GGeTUAVVWoSG1gBwOp38/ai1BoAWFpqFHwyGYfgYDNqHwe12862A6+rq4Ha7kZSUxE8A6P1hTACmMAR/nuHxeFBZWYn+/n6sXbsWixcvlr2Yo23h+3w+tLa2wufzYdOmTXwalJ7Q76X0UOnr6xP1BAjV0oh1l36oWK1WkTtUrSmNWgtgvYjlcwVEbkHL1QCg57u1tRXj4+OiGgChelzmg+BHsoYfKXQCkJOTw8e8TExM8BOAmpoaeDweJCUl8b9TRkYGzGbzgp0AGII/jxgYGMChQ4cQHx8fkFMuJZqCT8vTmkwmsCwbFbEHZrqESYVD2HhHa9U+OZQq56ltP19QCwB0Op04cuQIb7HSJYBoBADG8jnTOyjOYrHwEeiAeg0AWgRITSxPtij9aCO85nNzc8FxHD/p7e7uxtGjR8FxHJKTk/lSwOnp6bpPAO655x688sorqKyshNVqxeDgYNDPEEJw++2347e//S0GBwexY8cOPPLII1i+fDm/jdPpxN69e/HPf/4TLMvi4osvxi9/+UvRUm4wDMGfB3Ach+bmZhw+fBhFRUUoLCwMepOZTCa+NrxeFzPttNfY2IiCggJkZ2fj/fff12Xfcghd+hS3242qqip4vd6AuIVw9x8KsW61KiEXkDY8PAyn0ymqSU/FX4/16Fg/V9FeI1erAdDV1QWfzyequSAtQTsfovSjuYYfKSzLwm63w263w+/3w2azobCwEC6XC4ODgzh27BgeeOABDA8PY8WKFTj77LNxxRVXRHzdezweXHLJJSgtLcUTTzyh6TM/+clP8NBDD+Hpp59GYWEhbr31VuzcuRP19fW8YfeFL3wBJ06cwBtvvAGv14srr7wS11xzDf70pz9pHpsh+DHOxMQEysvLMTo6is2bNyMtLU3T5+iDQ68bknaYGxgY4MvTTkxM6D6pECJ06QNTHg6aerhp06aw2/oK9x9qpb1YFzGtSLuiCSsA0vXoxMREUQngcK6jWBas2Q6KE9YAIIRgfHycnwDQGgDCAMC5dJdrZT6MEZgap9lsDujE6HA48Prrr+Opp57C3//+d9xwww047bTTcNZZZ+Hss8/G1q1bQz7WnXfeCQB46qmnNG1PCMEvfvEL/PCHP8SnP/1pAMDvf/97ZGZm4m9/+xsuu+wyNDQ04LXXXsNHH32EzZs3AwAefvhhnH/++XjwwQc1ezkNwY9RCCHo6elBRUUFUlNTUVZWFtLMU0/BHx4eRmVlJeLi4rBjxw6+TK/Q5R5twW9paUFbWxtWrVqFnJwcXY4Xy2I028hVAJQGANJgKK0BgLE+OZrLKHiGYXjrU1oDgC65EEJgs9nQ2dnJL7nE2jUbSy59Nfx+v2xg8/r167F+/Xq0t7dj6dKluPzyy/H222/jnXfewauvvor//e9/UR9bW1sburu7ce655/KvJScnY9u2bdi/fz8uu+wy7N+/HykpKbzYA8C5554LlmVx4MAB7N69W9OxDMGPQfx+P+rq6tDR0YGSkhLk5OSEfFMJBT9cCCE4duwYmpqaUFhYiKKiooC8ZXqMaNz0dP/V1dXweDzYtm2bqJ2tHvs/mYL29EQYAAiAD4YKNQAw1gRKSCylvcktudTV1WFychI9PT04fPgwrFaryAMQzRoAWpkvgs9xnKpHkPa0WLNmDdasWYO9e/fO2ti6u7sBIKB2SWZmJv9ed3d3QMVQs9mMtLQ0fhstGIIfY4yMjODQoUPw+/3Yvn07HA5HWPuRusNDxev1ora2FoODg9i0aZPsUoJSUJ1eOJ1OAFMX9ubNmyN24Us5mQQ/2uOSRkMLK9IpBQDG6rmixJLgS2FZFhaLBQkJCSgqKpLtQx/NGgBaieU1fCE+n0+1gRjtqqjELbfcgvvvv1/1GA0NDSgpKQl7jLOBIfgxAiEEHR0dqK2tRXZ2NlauXBmRwEVSbW9oaIgvabljxw7FB4keXgQ5CCFoa2tDa2srGIbBihUrdBd7YP4V3okVtAYAJiYmguM4eDyemKwAGMuCD4ij9IV96AH5mAthDYDU1NSo3DNS5FzlsUiwicnY2JhqDY+bbroJe/bsUT3GsmXLwhobDers6ekRNRnr6enB+vXr+W16e3tFn/P5fHA6nZoLjQGG4McEXq8XVVVV6O3txZo1a5CZmanLgyhUwSeE4OjRo2hubuazAbSkqekp+B6PBzU1NRgdHcXWrVv5SoLRQCr4VJzUXKWxbrXOBUoBgN3d3fD7/XjvvfdEAYDCnvRzSaynvalF6cvFXNAJQGtrKyYmJkQ1AJKTk6MizBzHRVRcaLYINjGhLn0lhC2X9aawsBBZWVl48803eYEfHh7GgQMH8I1vfAPAVCXVwcFBHDp0CJs2bQIAvPXWW+A4Dtu2bdN8rLm/6xY4TqcT5eXlsFgsupalBUITfI/Hg9raWgwPD2Pz5s18NTE1GIbR1c09ODiIyspKJCUloaysDBaLJepudLrviYkJVFRUYHh4mG/WQYulUHGKZWswlqBiZDab+esp0gDAaBDrFn4o6+PCLnSAuAZAQ0MDPB5PVKouzpc1fLVsAkJIUAs/FDo6OuB0OtHR0QG/34/KykoAQHFxMT+pKCkpwb333ovdu3eDYRjccMMNuPvuu7F8+XI+LW/JkiX4zGc+AwBYtWoVdu3ahauvvhqPPvoovF4vrrvuOlx22WUh1SExBH+O4DgOra2taGxs5APi9L5xtAq+y+VCVVUVL7ShZgNEauELPQvFxcUoKCjgH8TRFHy6b2HFvlNOOQUjIyNwOp1obm6G2+3mH5Rerzfq/QnCIVZFi/5uegUARmN8sXrugMg8EMIaAHJVF/1+v6gLoMPhCOtczJc1fC0WfrjxUlJuu+02PP300/y/N2zYAAB4++23ceaZZwIAmpqaMDQ0xG9z8803Y2xsDNdccw0GBwdx2mmn4bXXXhN5G//4xz/iuuuuwznnnMMX3nnooYdCGpsh+HMAtSZHRkb4gLhoPHiCibFwrXz58uXIz88PeRyRCjINDhwaGpL1LITTIjcU+vv70draitWrVyM7Oxsejwfx8fG8pSQUp6GhIQwPD2NoaIhfT43FVKlYQu7cqAUA0pa00a4ACMS+4OtVeEeu6uLY2Bh/zo8ePQoAogmA1knXfMrDj2QNPxSeeuqpoDn4chU+77rrLtx1112Kn0lLSwupyI4chuDPIoQQ9Pb24uDBg7Db7SgtLVWNHI0UNcH3eDyorq7G2NgYtm7diuTkZN2PEQya35+QkKDoWQi1Ra5WaJ45x3F8NoTc9xCKU21tLSwWC2w2G98u1WKx8OI/V5HSsYqW320uKgAKxxfrgh+tdFdhARpCCN8GeGBgAK2traJGQWo1AOaTS19N8MfHxyOq2jlfMAR/lqD94tva2uBwOJCenh5VsQeUO+Y5nU5UVVUhJSWFXyuP5BihCr4wv3/ZsmVYtmyZ4oM3Gi59GivAMAyWLl2q2ZVH+3UXFBTw7VKl3dJiqT1tLBCqoIZaATCSAMBYF/zZCipkGAZJSUlISkpCfn4+P+lyuVyyNQDS0tL4Z9fJ4NL3eDzwer26ufRjGUPwZ4HR0VEcOnQIXq8X27dvx7Fjx2Yl2lsqxoQQtLa2oq2tDStXrsTSpUsjfuCF6nKnJXqdTic2btzIdxpT279e50o40SguLsbo6GhI3186FmmqlLA6XWNjI7xer6hWerjrpPMVPX63aFQAFI4vln+PuaqlL5x0FRYWBtQAaGhoQEJCAlJTUzE5ORmTcS1CCCGqgj86OgoAhoVvEBm02YywhavZbIbJZJqVm0Qo+JOTk6iursbExISuFetCcbnTLns2mw1lZWWaPBx6df0TTjRo3ERdXZ2uefhy7Wnp+n9HRwcA8OJP1/9PdvQWrFACAFNTU5GYmKg4hvkg+LHgLlerAeDxeFBfX4+Ojg5RG+BYSLuk0OeHkuCPjY3xcQ4nO7Hzq5xk+Hw+VFdX48SJE3xAGH24sCwLj8cT9THQiUV/fz+qq6uRnp6ODRs26HozahXkzs5O1NfXo6CgAMXFxZoftHpY+KOjo3yrSuFEI5x9a91erlUnjf6nblK6Nk2t0/mQzxwKs+HF0hoASCdawklWrAt+rNYJEHpdent7sXLlSvj9frhcLj6zZTZqAGhFi+AnJCTE5LnWG0Pwo8DQ0BAOHjwIk8mEsrKygJnjbFn4DMOgp6cHg4ODujadkR5D7bv4/X7U19ejt7cX69evD7l4RaSC393djZqaGuTl5WH58uWim3o2S+uyLIvk5GQkJyejsLBQZCW1tbWhtrYWDodDtP5/MjyAZlNQlQIAaT904SQrNTU15tvPxvr4gKkx2mw2OBwO3uvidrtnpQaAVmgck9IxR0dHZy0VdK4xBF9HOI5DW1sbGhoakJeXh+LiYtlZpVIwnZ7Qm45hmIhq8gdDzaVPLWuz2YwdO3aE1ewjXJHlOA5NTU3o7OzE2rVrAxpTUOaqtK50bZoWSnE6naivr4fP50NKSgovTmqu6VhlrqsSSteifT6fKMgSAKqqqpCenh6zruhYn/TJpeXFxcUhOzsb2dnZsjUAQll20WuMJpNJ8Rh6puTFOrFzdc9z3G43qqqq4HK5sH79eixatEjxAou2hU8LyVgsFmRlZUU1+lTJpX/ixAnU1tbKWtZ67F8Nt9uNyspK+P1+WQ8LJZwc/2iJmLRQyvj4OJxOJ5xOZ0BuelpaWsDkaa7FVYlYmqSYzWakp6cjPT0dHMfhnXfewdKlSzEyMoLDhw/zAYD0PM9VBUBKrLr0KYSQoJOSYDUA2trawDCMKAUwISFB1+tGSw6+3seMVQzBjxBCCPr7+1FeXo7ExERNwWh6BaJJ4TgOzc3N6OjowOrVqzE4OKj7MaRIRZPjODQ2NqKrqwvr1q0LaOkYzv5DEbOBgQFUVVUhIyMDq1evVr3RY7VbnrBX+tKlS2Vz0+Pj43lhilWxj9VxATNjW7x4MXJycgCAt0SdTic6Oztn3RKVEusufXoOQ1mfl9YA4DgOo6OjcDqdfG0Ls9kcUAMgEoIVBwpWR/9kwhD8CKBu45aWFr5SnZYZuclk0t2lPzExwVu1paWlSExMxPDwcNRjBYQu/fHxcT6/Xc2yDgWtIksIwZEjR3DkyBGsWrUKubm5uu1buP1cIJebTi2k1tZWjI+Po6WlBcPDw3yQVKxYhrEqWPR3F44vPj4e8fHxWLJkCW+J0gyAYAGA0SDWXfrB1sa1wLIsXwOgoKAAHMfxKYDCwkvCCUCo9UuCWfh0DX8hYAh+mIyNjaG8vBxutxtbt27lH8Za0NvC7+npQW1tLbKyslBSUsJf3LMRK0C/S09PD2pqarBkyRKUlJTo9qDScq68Xi+qq6v5DntaqwbKiVEwgYoFq9VsNou6d+3fvx9paWmYmJgQWaZ0/X+uApJi4VwpISf4QoSWqFoAoLAEsJ5VFgkhMe/Sp/elnmMUTqqAKbGmwa3Hjh1DfX09XwOA/gXLbjGq7M1gCH6IEELQ1dWFqqoqLFq0CBs2bAg5nUovC18YmHbKKaeIeikDUzeP1+uN+DjB6OnpwcjICNasWRNSb2YtBLPCh4eHUVFRwS+nhPJbyO1bTQhmy6UfKjRPetGiRSLLlJZJNZvNvCgJq6TNBvPJwlcjWACgsAKgHgGAoY5vLqBLDtGclJhMJj7uApia3EuzW4Kd99msox/rGIIfAj6fD7W1tTh+/HhEaW56WN7UfQ5M9UqWu2CjFStAoUVPGIZRHEOkqIns8ePH0dDQELQ8bzj7ViIWBV+InGVKhYlWSbPb7bz4RzMyPZbPVaSCKgwABGYqALpcLl0CAKNhPevNXCw5WCwWkXdLeN5pDQB63mkKoBaXvmHhG4gYHh7GwYMHAYBfIw+XSKP0u7u7UVtbG9R9Hk3Bp5kAtA93tGbIcqJMc/v7+vo0lecNZd96bh8LSF2kXq9X9gFJo/8dDoeuD/FYtVD1tqDlKgBGEgBIxxfLgh8LnfLkzjv1ANTV1cHn88FqtcJkMmFoaEj2+tazNW6sYwh+EDiO4112ubm5WLFiRcRVo8IVYr/fj8bGRpw4cQKnnnqqYm55pMdRg+M4tLS04OjRo7OSCSD9DmNjY6isrOSLGoWT209ZCIIvxWKxYPHixaL2v1SYaI60cF06knSlWD5X0a6yF2kAIL3mY3XCBMRmUCE978IaAIcPH8b4+Diqq6tFEy+3242ioiKMj48HLIeGwz333INXXnmFr+oZ7Nno9Xrxwx/+EK+++iqOHDmC5ORknHvuubjvvvuwZMkSfruCggK+bgTl3nvvxS233BLyGA3BV8Hj8aCyshL9/f1Yu3YtFi9erMsNGM4aPhU6lmU1R8DrLfi01oDH4xFlAkTzwS4UWRoYmJOTg5UrV0b8sDkZBDxSpMIkTZGi7X+pMIUamBargjWbZXXDCQCcL4Ify53yaA0AmuJKG2ZRD9cVV1yBvr4+xMXFYXR0FI2NjVi5cmXY59zj8eCSSy5BaWkpnnjiiaDbj4+Po7y8HLfeeivWrVsHl8uFb33rW7jwwgt5bzLlrrvuwtVXX83/O1yPhCH4CgwMDODQoUOIj48Pu0qcEjSVTetDp6urC3V1dVi6dClWrFihWej0jNKn+e2LFi3Cpk2b+HXfaGcC0Dz/pqYmdHR0YM2aNbrMxikLzcJXQ1iaNj8/X9T+l0ZIC1vTBmv/G8vnai7r6Mt1oxscHBQFANIJ/cDAQMxVAKTEgktfC36/H1arNaD08ocffoh9+/bh+uuvR2NjIzZs2IDU1FScffbZ2L17Ny6++OKQjnPnnXcCAJ566ilN2ycnJ+ONN94QvfZ///d/2Lp1Kzo6OpCXl8e/7nA4dAmIjr2raI6hxWsOHz6MoqIiFBYW6n5R04ek3+9XvZH9fj8aGhrQ09MTVhEbPSx8YUvdkpIS5Obmih6U4VSrCwWa8mexWCKOnZAiFfBgAhDL1lY0UGv/S1vTJicni9b/pecoVs9ZLBW1kUaiezwenDhxAkeOHInJCoCUWHTpy6E0MbFarTjzzDORnZ2Na665Bpdddhk++OADvPXWW2hubp6DkU71YWEYJiDN+7777sOPfvQj5OXl4fLLL8eNN94Y1iTQEHwBExMTKC8vx+joKDZv3sw/6PSGXnxqQjkyMoKqqiqYzWaUlZWFVeTDZDJFZGV5PB5UVVWpttQNpT1uqNDiGzabDdu3b9fdypGz2OdDHv5cEUr739TU1Jg+V7HcKc9qtSI1NZW/92OtAiBlPgm+2rNjfHwcdrsdcXFxOPPMM3HmmWfO3uAEuN1ufO9738PnP/950bP2+uuvx8aNG5GWloZ9+/bh+9//Pk6cOIGf/exnIR/DEHxM3fw9PT04dOgQHA4HysrKdC2iIYXeJHKucEIInz6Vn5+P4uLisG8qhmHCdre7XC5UVlYiNTVVtaVuNAIDCSFob29HS0sLUlJSEB8fHxWX5nwN2nPff71oHKdOn/8J+gLLAgq/CeHkxy99nWEZxW2FpAJIYwPF5sCOS2A2m8GyLHp7e2Ou/W8sCz4grqMfaxUAKbG+hk9RW3qg51PJc3jLLbfg/vvvV91/Q0MDSkpKIhqj1+vFpZdeCkIIHnnkEdF73/72t/n/X7t2LaxWK772ta/h3nvvDbmmxoIXfL/fj7q6OnR0dCAxMRHp6elRFXsAfLEKqRj7fD7U19ejv78fGzZs4DuphUs4YiwU2xUrViAvL0/1wai3S9/n86GmpgZDQ0PYsmUL+vr6MDk5qdv+hQi/F/3era2tfJvatLQ0kfU0GwIx+cAN4OQmadJzrCDqhCMAJzOR1CDewbYnguMxggco4YjoPQDY8t9nZ7Z7E/Bg6o8S9//+b07FItYFX2nJQS4AcGRkBE6nEz09PVGvAChkPq3hB8vDVwqCu+mmm7Bnzx7V/S9btiyS4fFif/ToUbz11luynlQh27Ztg8/nQ3t7O1auXBnSsRa04I+MjODQoUPw+/3Yvn07Ojo6ZqVPPRCYiz88PIzKykrExcVFnG6mdIxgeDwe1NTUYGRkRHOJWj1d+iMjI6ioqEB8fDzvZRkYGIjab0ItdlpQyeVyoaSkBJOTk3A6nWhvb4fJZOIfnj6fT5fvOvnADbxAivbHcVNCLiQEUVciVLGX3wen+m+tn6NM/OibokkDhTWziP/Br0IfYIjMB8HXIqYsyyI5ORnJycmiAECXy8UHANrtdl789QwAnE8u/XBL6wqL/EQDKvbNzc14++23NdUUodla4TQmW5CCTwhBR0cHamtrkZ2djZUrV/Lux2jXnqdQ65sQgmPHjqGpqQmFhYUoKirS7UEUioU/ODiIyspKOBwO7NixQ7P7VS8Ln2YiFBQUoLi4WGRVR8uNzjAMfD4fPvjgA1itVpSWlvLHpZ28aJT68ePHMTIyApPJhObmZk1R6p6f3gjOJ76eZL+L8PwFOZfhiDcjcLmH83mt4h7ufoVjIhyH0Tu+JtqONZuQ8MNf63vsGK9TH+745AIAaQaAXCW6SBotzSeXvtI4qUtfj8JhHR0dcDqd6OjogN/v5yuhFhcX8xOKkpIS3Hvvvdi9eze8Xi8++9nPory8HC+//DL8fj+6u7sBgE+B3b9/Pw4cOICzzjoLDocD+/fvx4033ogvfvGLfDGtUFhwgu/1elFVVYXe3l6sWbMGmZmZ/EPeZDLB4/EE2YM+mEwmTE5OoqqqCi6XK6KKcUpoEXxCCI4ePYrm5mYUFxejoKAgpAlHpBY+x3FoaGhAd3c31q9fHzCbjqbgDw8PY3h4GAUFBVixYgUYhhH9/sK10aKiIhw9ehS9vb3w+XxobGyE1+vlo9Sz/vLzme+kxSUfBnpY6ozMervafvUQ+1DGLbct5/OLJgGs2QTWYkbc9x4Kf0zzwMLXY3y0Eqa00JLL5UJnZyf8fr+o0VIoAYAng0vf7XbD7/frUmnvtttuw9NPP83/e8OGDQCAt99+mw8EbGpqwtDQEACgs7MT//jHPwAA69evF+2LfsZms+HZZ5/FHXfcgcnJSRQWFuLGG28UreuHwoISfKfTifLyclgsFtnI92i0rVWCEIK6ujo+SDAaDU2CCb7X60VtbS0GBwexefPmsGaMkQTt0Za+hBCUlpbKFhOKhuATQtDc3IyOjg7Ex8fzATfBjmMymWC1WlH06m+wTLJuTdQ+HyNir4R0EkCPNdtir3UfnM8vmgSEMwGYD4IfDTGVCwCkGQDSAEDai17pPJ0MFv7Y2BgA6JLu+9RTTwXNwRc+IwoKCoI+czZu3IgPPvgg4rFRFoTgcxyH1tZWNDY28i5juZsp0hr3WqAW9cTEBLKzs7F27dqoPXjUCvzQmIGEhATs2LEj7MCecAWf1uLPysrCqlWrZq0fgMfjQXV1NcbHx7FixQp0dXUF/czkAzcAADKm/6TjCTohkftuIX4nrVHzdFshoYou/TzDTj0kpcsS4ewrnHEooWUCEGwJYKEKvhBhACBdwlIKAJSrtMhxXExlXshBCFGdmIyNjYFhmFnLbJhrTnrBn5iYQEVFBUZGRrBp0yakpaUp3ujRtvC9Xi9qamowPDwMh8OBjIyMqD50hPn+9IInhOD48eNobGwMu8uckFAtcEIIWlpa0N7ejtWrVyMnJ0fX/asxNDTExymUlpbC5XLJ7tv7i+8AHKdt/T1cNATnSdEi5HIu+0hFlzWLH5bhTgBCmbQA6h4GaZaAEC3iH+uCPxcxBmoBgB0dHaivrxcFAPp8Pk0lvucSOjlXE/y5qmMwF5y0gk8IQW9vLyoqKpCcnIzS0tKgbvNoCr4wKK6srAxVVVVRXz6QCr4w7U+vmIFQLHBhIZ/t27drWjfTS/BpK11aPZHe4IQQjD94Azivd+rfMilms5J7L3y4Bzuf09sy0x8h0wIsJ/ZSIrX+gfAnAHqJvdz7ShMAJfGPdcGPhUqAwQIAJyYmMDIyAr/fH3EAYLSgz1glwR8dHYXdbp/zcz1bnJSCT0vStrW18bnkWi7EaAi+MK9dGBQ3G8sHQsEfGRlBZWUlbDYbduzYoVvMgFbBpxOe5ORklJWVaU4NijQLQBgUKKxtMHr/XsT7/FgHgP7iciKjl9gLJxhBYdmpiY7ctShzHTNm08z+tV6/kkkDMDNxCBXpBEB20hTysoL4e4Y7AVAS/ySrGcyuq0Ia02wSi1kE0gBA2mtkYmIi4gDAaOH3+8EwjOI49IrQny+cdII/OjqKQ4cOwev1Yvv27UGLGAjRW/CFee1btmwR1UeejRRAepF3dXWhpaUFBQUFKCoq0r3fuZogC9MOZzsLwO12o6KiAoQQlJWVwf/QzRhFoLApiYneYi/8fy37ZgRWiVYhp5/RLPzCzwqEO1zxpwIrFWyGjSwWIPRxBBYJEoq/3+PDin88htF/ACareVZy/0MhFiz8YDAMM5WhkpUVcQBgtKCZBGqCH0kL6PnGSSP4dG26uroamZmZWLVqVcgFJvQUfKfTiaqqKqSkpMjmtc+GhU/339raKpvypgdqguzz+VBXVwen08nHT4RKuC592t1v64EXAQD+//4xaPU4uWOLtlUZh9K2Sg8ShmF4IZKm8clWWBPEYAQ7Nt2e3//0cgWPhglfOOIfzIqXegIAbZOASLMF5Kx/seXPYeyub8xa0R8tzIeiNsK0vEgDAKM5RrVMArWyuicjJ4Xg+3w+VFdX48SJE1i9ejWys7PDmrHpIfiEEBw5cgRHjhxRLU0b7QDBsbExvvDD+vXrIy7Tq4SSS390dBSVlZV8CmS4SwjhBAWOP/gt2Hx+bJ1+TS/LUlqKV+51tddE7wse5qzJxIu+ahljlgV9VzbXXwF2erIZIPwa0cPyV0I4CRClOeqYGihFav3T64Pz+TF21zcAAOZ4G8zf/umcpZ3NB8FXG2OoAYDRagGspayuIfjziKGhIRw8eBAmkwllZWURRY1GKsKTk5Oorq7GxMRE0NK00Wg6Qzlx4gTq6uqQm5uLycnJqKbOyLn0u7u7UVNTg7y8PCxfvjyiB5fWNfyJX9wEzusNEKRouZG1TCjFgWTydegpLLXgFb6r9DOhbg9MCT/DMvB7fUFGrgwjXa+fPr+RptwFWuFTEf1y3yOUSYBcUyClfbFmE/9v/6QH/nv3gjGb0HPZTYrtf6NFLK7hSwllUjKbFQCFaCmra6zhzwM4jkNbWxsaGhqQl5eH4uLiiGfj1M0eTgTvwMAAqqurg3aXo7Asq3tVP47j0NjYiK6uLpx66qnIzMxEd3d3VD0JQpc+x3FoampCZ2cn1q5di8zMTF33L8fYA9dPBYlpXJfXEyVBl74n/Ld6qhkjm/suJ3oU1jptvXu0W+8my8y1GYn4AzMTAN7z4Ilsf5qOqTGgT34Jh8YYBN7f9JyzZtPM/wNY/MxPwJhNeLfsElFTmmiuSc+HojaRjFGtAmBXVxd8Pp8uAYBaXPqG4Mc4brebL0lL3dV63Hj0wgjWP1mIMK+8pKQEubm5msai9xr++Pg478IXejqi6UkAZixwt9uNyspK+P3+iD0t0v3LCf7o/Xv5/4+m2Gu10oWCHkyg5dziUgGirm41D4XQ2matFl70lY4vJ3ImixlgWfgn9Zl8stbA+ybYJEA2O0KnMsLBLPzAz0jX96fPv8+Pzf97FqzFjPrz9vBr0lSQ0tLSdPWkzYeiNnqW1lWqACjXAjiUyZbh0hczrwSfEIL+/n6Ul5cjMTFR95K0oQo+nXh4PB7NeeUUPaP0e3p6UFNTgyVLlqCkpER0E0Y7OJAea9++fcjIyMDq1at1tUyELv3xB6dbx8o0XaGEKvZq1mJ4VjoLxmySF3VqDU//V8t6+JSbWZv4UWs/pHX26e9ksk0FUOkl/OJxTd9LMufNH6FHINjvraU2gXR/cjn9DMvwFf1KXn0crMWMsa/eDqfTyXelczgcvPgnJydHdB/Eep0AIHpxBnoGAAbzQoyNjYVVUny+Mm8En7qLW1pasHz5cuTn5+t+sdEbTIsQ09KwGRkZ2LRpU1gZAZEKMcdxOHz4MI4dO4Y1a9YgOzs7YJtoWvi06yAAFBUVKQYoRgLDMNh68G8Y3f/8zHF1EHpA3hJWs84pSlY6IBb1YMJLt1ETJVZg5QnFWLqWzr/OMmCmBVZoWWsVPir80uNFC5OMR0Du95WbGES7ix8QmNJHJ2D+SS8SHrsNjvg4LL/xp/B4PHA6nXC5XGhoaBA1VkpLSwvZJR3rQXvBStbqiVoA4LFjx1QDAH0+n+oYJyYmkJubG/XvECvMC8EfGxtDeXk53G43tm7dKspn1xNaEEdN8DmO4xuvaCkNq0SkFv7ExARfra+srExxHSpagu/1elFdXY2RkREAwJIlS3QVe/dD3wHn8cHi9UI4+miK/cx7yqVo1ax0qQgLRV9RoOnrMt+BlaZy2qwhiTArI/ziDdQFRVfx1/gbKa27y6X0EU55HT7cYykF9fEpjqJ1fg7cyDj8P74W8T/4FbKysvic9PHxcT4nvb29nXdJC9f/1Yh1wafPlLkYozQA0Ov18u5/aQDgxMREUJe+sYYfIxBC0NnZierqaixatAgbNmyI+rqWmuVNRdbn86G0tDSitZ9ILHzqXaD1BtQu6GgI/vDwMCoqKpCYmIjt27fjnXfe0a1IDY22B+TW5rWLvZr7XavY03/zbl0Z0QlmySsJPYUVBNBxGkTVZLMqpuQpWfGhurXlMMfPLJ35JiYj3l+kKK37RxLQp/V4U+v804I3bfFP/PhaAED8D34FhmFgt9tht9uRm5srckmfOHECTU1NiIuL48U/NTU14LkW61H6cyn4UiwWiygA0O12896Wvr4+EELgdrv5CZfQ26JXHv4999yDV155BZWVlbBarRgcHAz6mT179oja6QLAzp078dprr/H/djqd2Lt3L/75z3+CZVlcfPHF+OUvfxn2mGNW8H0+H2pra3Hs2DEkJiZGtaucECULv7e3FzU1NZpEVgvhWPgcx6GlpQVHjx7V7F3QW/BpTXraeEc4tkjQS+gBsaBLg+5CEXvh62oCoVXUuSAR8azNyou+1LoXEup6Oyuw1LVMKoIRsvhHaN0HvhZ5kB/9rYWf0xLQJzweXdcHZoIs3fdfD4ZlYfvuL/htpS5pn8/Hp6S1tbWhtraWt0jp+n+sV9qLJcGXEhcXhyVLlmDJkiWor68Hy7Kw2+1wuVy8t+Wpp57C6tWr0dfXp4uF7/F4cMkll6C0tBRPPPGE5s/t2rULTz75JP9vaUzaF77wBZw4cQJvvPEGvF4vrrzySlxzzTX405/+FNY4Y1Lwh4eHcfDgQQDAsmXL4HK5Zu3ilwo+jR04fvw4TjnlFCxZskS344Qikm63G9XV1ZicnAwpQFAvwff7/aivr0dfX19A451I6t0LhR7QV+ylqAXAqbnWgRmRlbOuRVa6RNSF77EWs+h94Xv8awLRVx0nQnfx0/3LjVMNNSEUij8QG9Y/RctSTyjej2ABfULc91+PuO89JLsfs9mMRYsW8cWwJicneYu0rq4OPp8PLMvCarUiKSkpJpu70AlJLAq+EI7jYLfbsXTpUj4AcGhoCJmZmfj73/+OmpoafOc738F///tfnHPOOTjnnHOQlZUV8nHuvPNOAMBTTz0V0udsNpvi8RoaGvDaa6/ho48+wubNmwEADz/8MM4//3w8+OCDYWlRTAk+x3F8xGtubi5WrFiB3t5e9Pf3z9oYhII/Pj6OqqoqcBynuk4eDqFY+LRMbHp6OjZu3BhSgKAegj8+Po6Kigq+uFFcXJzo/XAEf/JX34NvfIL/txahD4YW613OshPBsgGiL7S2hVXxZD8uEfVQ3wemRVnj96eir+idUPBEUaHWW6CF6/48kvOpdZISiXUf7YA+2cJGwoBNQuC+/3qwVgusN/5UdZ82mw3Z2dnIzs7mU9KqqqowNjaGQ4cOwWQy8dZ/WlqarplJ4aJnSl40kabl0ViKH//4xyCEYN26dbjmmmswODiIn/3sZ/jyl7+M73//+7j77rtnZXzvvPMOFi9ejNTUVJx99tm4++67eWNq//79SElJ4cUeAM4991ywLIsDBw5g9+7dIR8vpgS/pqaGL9qyePFiPojO54t+MQ8KFfzu7m7U1tZiyZIlWLlype7RqFosfGGZ3lBy/IVEKvg05S8nJwcrV66UvclDbXAz/rMbxaIXYme1UNz0U9vL94hXXJun+1M4b0LRl7XSp0Vd7j2lz4jfn5lgaF3XZ0wm+N3uoNtKMcfbdBN92d9NQzDi1Gc5MJKfQe6akouXkBf8wN88GuV6hdcW5/NPeZHoGM0m+Cc9mHzgBpGLX3V/0ylpFosFhYWFSE9Px9DQEFwuFzo7O9HY2Ij4+Hhe/KNVkjYYsR5USAmWhz8xMYEzzjgDZWVlAKaMq/Hx8VkZ265du3DRRRehsLAQra2t+MEPfoBPfOIT2L9/P0wmE7q7u/m4BIrZbEZaWhq6u7vDOmZMCf6SJUtQUFAgsiDNZnPUu8oJYVkWx48fx8jICNasWROWe0frcdS+l8fjQXV1NcbHx7Ft27aQuv5JjxOO4AuzEZRS/kI9RjChB8JZiw0i9iqu+qDuXJblS9gGvKXB0ldDqzte6OJXjPSfHqMpLk4k+krWvTTiXc3a1yPgTy+0i736daWlnoIaSm59QBzFT8fLAZh84AaYbFaYr/+JpmNQQRUWnFm2bBm8Xi+//t/S0oKJiQnR+n9SUtKsCPF8qAQIhN48Rxj9f8stt+D+++9X3X9DQwNKSkrCGttll13G//+pp56KtWvXoqioCO+88w7OOeecsPYZjJgS/NTU1AARjHaTGSFjY2MYHByE2WzWtVqcHGoWvsvlQmVlJVJSUlBaWhpRZkI4wYGTk5N8QSEt2QjBGtyM/+xGANBd7IMhEsggrno58abuaaUofKXJgPDzaqIu976c9RtsXV+0T4noh4I5YSZVTLjcoieaBTrMrI9oVe2TO4ac8NPJ1My/p647wjDwTbjh12jtK0XpWywWZGRk8J0vaUS60+lEZ2cnOI4TFaSJVuvX+erSF0KXT5SWam+66Sbs2bNHdf/CwOVIWbZsGRYtWoSWlhY+lqC3t1e0jc/ng9PpDNsQjSnBV+oqNxsu/a6uLtTV1SEuLg5ZWVlRFXtgxg0udI0RQtDe3o6WlhbVTnuhHicUwaeTjbS0NM3xAkoWvvvhm/mAPKHY691xTQ5Za1gg+lJhlVrswrVotdQ7Yd11OeREXbjvUCx9rT3uTdMespC64zHihzcVf62TB63u/HDRat1r3p8OYxMK/0xsiDRvnwNrZkW/nefnN4E1mVStfa1R+sKIdEIIRkdH4XK5MDAwgNbWVlgsFlH+v17r/yeDS398fByEEMUAaOHEajY4fvw4BgYGeG9qaWkpBgcHcejQIWzatAkA8NZbb4HjOGzbti2sY8SU4MthNpvDbmijBb/fj4aGBvT09GDdunXo7++Pep96YKaML71xhIVstmzZoltxIbrvYEQy2ZAL2pO16qGP2KsVxgGCpMmF6aaXE31a2CaY6AdDi+izFjNgMcPvFrvdFd32FjNYiznAUpcrYKM6tunJQ7heg3CItnUfjV4LNE1Peoyp9rs0Z39K+DkPwMEL7uc3KQb0hSOoDMPA4XDA4XAgLy8Pfr+fX/+XVqSj6//huuXni+CrLT2MjY0BgC55+B0dHXA6nejo6IDf7+f7mhQXF/P7Lykpwb333ovdu3djdHQUd955Jy6++GJkZWWhtbUVN998M4qLi7Fz504AwKpVq7Br1y5cffXVePTRR+H1enHdddfhsssuCztbLOYFP5yGNlqhPdupCz8+Ph4ul2tWlhDozULTRCorK/n+AEp1ocM9TrDv4/P5UFNTg6GhobAmG8KgvWhb9XKFcQAoB+DJwTKKUfCsyaRtH9LPSURfyYqXjWKffl2LxWqKswWIvhrmhHhd3PNU+On5DmefeoivMD1SOh2d7YC+wCI/gZ34CMeJygcLJ2icxwuPgujrUXjHZDLx4l5UVMRXpHM6nWhqasLk5CRf/jc1NRVJSUmaJ/knwxr+2NgYTCaTLl6P2267TVREZ8OGDQCAt99+G2eeeSYAoKmpCUNDQwCmfpvq6mo8/fTTGBwcxJIlS/Dxj38cP/rRj0Tj+eMf/4jrrrsO55xzDl9456GH5NM9tRBTgq/k0gemRElPwe/s7ER9fX1Az/ZotK2Vgx6vo6MDbW1tKC4uRkFBge5ejGABdSMjI6ioqEB8fHzYkw16DCWxB8cFtcqDEbwoChO0VCwgCKZTEX3i8wetqifXFU4NLVa8UoEfaQBgOKIPqIg0E7qwCNf7vaMyUc1hWtHm+LgALwvx+YEg4qJ3QJ/a9sECRam1L3TrAxC59nnh5zj4HroZjNkE0zfv5fcRjcI70op0ExMT/Po/7YkhXP9X60g3H9bwg9X7p+v3enyPp556KmgOvtBzFR8fj3//+99B95uWlhZ2kR05Ykrw5aCRqnpZ3T6fjy8gs379+oA1mtkKEqTH6OjowObNm6PWsUktOJDGLRQUFKC4uDjsB8zGQ38D98FUzfuAHPMQU+7k0BIpzkiCpeQIiJxXEH1anEZuzVzLer6aFR8MU7wNfg1pcqY4W0jFc+j4ooFQ/HmIRve65FyqZT6Eso1eFfoiSQFVWs8Hpq4txiTwCnm9IA/dzK/rz4bLPD4+Hjk5OcjJyQEhhC//29fXh+bmZr4jHfUACI2B+eDSp89YJcFfaK1xgXkg+IB+gXsjIyN8reMdO3YEFJChx4q24A8PD6OyshIMw2DdunVRbc8oZ+FzHIeGhgZ0d3fLTnpCQdGqnzqQ6J/RFnu6vdxxplzmMhMfFUtfCZM9HkQhLiKYqKpF3LMaJgRaCJYSOBdoEXvZz+m0jR6EU5YZEE8U5Kx94VXpe+hmmPZOpYLNpqAyDIOkpCQkJSWhoKBA1JGOFkNLTEzklwiCdaGLBehzXOk8jo+PL6jGOUCMCb6ShRlpLj4hBMePH0djYyMKCgpQVFSkeBFEs3+8cByFhYXo6OiI+k0tFfyJiQlUVlaCEILS0tKwsxHcD98MAIoufClRceOrtIgVHpNa1sKmJyIEoi8UXcZkCrDy6fuMxSIr+uz0JFJpQqAFoZWvp3ibaOS90LUfgjtf7veQ/V1lrHst6G3dU2uavsaw4uuFk7QmDjfqX8uklHAcWLNJtK1wPZ9OFDmvF3j4e8CaXXNaTlfakc7j8fDr/w0NDZicnITVasXRo0fDav87G/j9ftXyv2NjY1FLW4xVYkrwlYjE6qZNeJxOZ0ANeL2PFWwc9fX16O/v58fR1dUV9YwAoeDTLntZWVlYtWpV2JMNoVUPqIt9tB6iWgPrpG50NdGXy4GXE/1I0ZJXr8W1r6VMr+y+E+LFoj+PIT5/wKRIy+8ll1WheUKjsI3SNSv0+gij+YXr+bRKH+XMw/8B2/EesOe2oMefDaxWKzIzM5GZmQlCCBoaGuB2uzE0NCRq/ytc/59rghXdMVz6MUq4Lv2hoSFUVVUhPj4eO3bs0BSNGQ3BHx0dRUVFBaxWq6gWfbR61Quh8Q/Nzc1ob2/X3GVPDs9vfghu0iNuduOfsZK01sOXthqV30b9IaoFc7xNoed5oOjzRXbktp8WfanLXcnKV3pP+Hmp6Mu5803xNvXWuzbrVDCgIGhOySMgnSDx1v4cNbuJxFUvnMRxjIaU0wjy9aXXn9q+pNescsqeeDvhej5rNs14zTyjYB/7IdivzU5dd63QkudJSUkoLi4Wtf/t6enB4cOHg7b/nQ20VNkzXPpziF4ufUIIOjo6cPjwYb6Nq1a3jd6CTwPj8vPzUVxcLLKqZyNewO/3Y2JiAidOnAipy54UJbHn/z/MLnfBxF/6sAzVslda01e09ENEKOystKmQyoQACK2CnhqmxASR6Efjs5onXhqD9aSouepN06V/Oa8PpiC/f7jWvVa0LAEoXcdynxf+m3fr00wQiwXcpAfME7eDuerOsMccDTiO44P4lNr/ulwuxfa/sxGfEGpZ3YVATAm+EqFY+F6vF7W1tRgcHMSmTZuQlpYW8rH0EGFhQR+lwLhoW/iDg4NoaGjg1+vDnWVL1+ulD9VotrSl+wslDS7Qja/ez15UVU9hW3NiQljuc4peAXlKhCX6tAZ/4lQcR6if17tkrRBzQnzQSoGcJ7rWfTDkOi8GC9rkU/aEgabMTB1+1mwK2Id/bALsoz8A+/Uf6zX0iFFLy9PS/jclJYUPAIxW+1/Dwg8k5gRfri67VhEeHBxEVVUV7HY7duzYEVZOuR6CPzY2hsrKSr6drNJ6lp7phkIIITh27BiampqQk5OD7u7ueSv2QOg57/LHCRRyhmVlXeBq+fByos9YLIoV77RY+WqYEu3wj46pbjOzbQJIBB6DcIU/VJRc9cL0vpDKAtP9SgMsLRbZnH6poGpZelJD6sJXgw8k5Di+bgR93jEMI2q+w3m9fFwJ4Qi4GBL9UNLypO1/x8fH+fz/trY2sCzLi39qaqps9lQ4GBZ+IDEn+HIEc+nTsrDNzc1Yvnx5RAVsIhV82lY3NzcXK1asUL0pouHS9/l8qKurg9PpxKZNm2A2m3HixImQ90Nd+MDUw5dh2YCHcCRir+XhCOgj9jPHFAu5KW7KVRzMDUxdymqwViu4MAs2sfHx4CZCC6JjlHL9HYnwj4yKtw0h/55hWJgdUw9Bn2Q/4aDVwpbN5RcgnWjJWffSoMtw8/UpWorwKG0b+L7M80gg+gBE5cOF6/msxTJ1r5lNIDHi3g83D59hGNjtdtjtdixduhQcx2F4eJhv/iNs/0vX/8MtuBasGuDo6CjvhVgozAvBV3Ppezwe1NTU8DXoI81pN5lMAU1ttMBxHBobG9HV1YVTTz0VmZmZQT+jt0uflgq2WCwoKyuDzWbD6OhoyMcQiv1UUJ5Y7GfDqhcW0tGyfqylqE0ohGLlm4JEJJtTkkMWdGAmJiAUKx+QF/1woMIPltG2vzDS8Uz2+Ijy6E1x06V2PcGXWyLN15cW4ZF7Xf5zyuv2fFaLwNpXE30OHrAxIPrBrGetsCyLlJQUpKSkYNmyZfD5fHC5XHC5XGhtbY2o/W+wMY6PjxsW/lyj5NKXawDjcrlQVVWFpKQk3WrQC2v3a72wxsfH+WYJobTV1TPnv7u7GzU1NbKlgkM5BhV7hmV4YdNT7IXvyz0o5UrkahV9LVAhp9Y9oJx6x7BMSGvvala+khXPTk8Wgln5uot+iA9rk2PmwegfGQ1rbdw8vWQQLBZCizufCr3iPiK07oOh1UOlluonCkZlGNE+hV4Z2uyJvsZNzr3oR6vSntlslm3/63K5UFNTA47jROv/ann0wZ7hRuGdGEXq0ieE4MiRIzhy5AiWL1+O/Px83YI+6AXi9/s1rXv39vaiuroaS5YsQUlJSUg3gR4ufY7j0NTUhM7OTqxduzbAsyDXhlcJz29+COL1qou90MqRrV+ufXIh1150+ksFFX3qvuW83pCte1NCfEC9ADnRN9ntID451/GMlR/MujfZZyZ/wURdq+grufMDttfJ0pfbr1x1QiJn4UvOaTiBj8LPmONtAT0JZsO6D4dgk1TCEVEMibAiHx0vY57q4MiaTOIeDxw3p+792SqtG6z9r9lsFq3/C1OvgzVcM/LwYxShS39ychLV1dUYHx/H1q1bkZycrOuxWJYFwzBBhZjjODQ3N6OjowNr1qzhexiHeqxILHy3243Kykr4/X6UlpbKzlaFXfnUblAq9gACxJ5h2CmLSUex58entL4scXVO7X9K9IVrtXLFclSPF2JAEGO2BBV90esRrOVrGo+K2LMyHi5zWir8w8Pa9h1GEx1VtFjZGoTYrCGGQojQujdNCyonMQiE9SNU9+UL7/7UWjhK2vZbWq+firxU9DmvD6zFPGeiPxfd8qTtf2mnUafTGdD+NzU1FV6vV9VoW4gu/ZjrfiBnqVMLf2BgAPv27ePXqPUWe0owV7vb7caHH36Ivr4+lJWVhSX29DjhWvj0XNjtdmzfvl3RNSUUfCW8j986JfYsy4sY8fnBMOyM2AuIutgLEeyXtZgVo+E1HU8o9nLLCYJ9mzS4+pSseznh5d8TfIaV+Tzv4leYmIQ6wQEAU1JSyJ8JFVnrPgyEHiVzQnzQYD45TBYz/wdEnncv/NP6mVAghIiWMQnHie4ner/R+5D/t9c31Yny9z8K6Xh6EAvd8mh1v6KiImzZsgWnn346CgsL+UJjJ06cQG9vL9ra2jA0NBTwDNQrLe+ee+7hl3K1thZnGEb274EHHuC3ocHnwr/77rsvorHOCwufZVmMj4+jvLwcK1euxNKlS6Na/1gtSJCWp83MzMSqVasimuWGY+ELlzNKSkqQm5urei6CCb738VunHhwsO7N2L3CRBhP7cIReqQKZEqzJNFXvXnBMRsbyV91HBKk+SlY+E2cDUWlTK3TnhwIbHw8QlboBiQ74R0dC2qcpKUmzpS8ejFx0eXhr31rd+aL0PIm3RMmdT5d1tKz/R1IqWSj8ctZ/JCWh5ax9YawC9cDQzBXCEf6csr//EciXb9X4LSInFrvlSdv/0tTosbExHDt2DACQnJyMd955B2eddRZGR0fDLkQmxOPx4JJLLkFpaSmeeOIJTZ+RZk7961//wlVXXYWLL75Y9Ppdd92Fq6++mv+32ni1/CYxL/hutxutra3weDwoLS1F0ixYK3IWPiEELS0tEZenFRJqHr7X60V1dTVGR0c1L2fQJQo5wefFHphZu6diTx9cguHpKfYz+1AuoSuyZjkStugrij3Lyq7lRzI54HcdxMoPJ2ofABgbjdyPQPRjuMtZqBZ9sPiNSKz7YEF9NKeeCr8e/R8IIbxnAoBo3Z4Qbsrj5vGBtZqnJh8mQSDfLIp+LAq+HGlpaaL2v8ePH8df//pX3HnnneA4Dr/85S/R39+Ps88+m58ohMqdd04tqTz11FOaP5OVlSX699///necddZZWLZsmeh1h8MRsC3F7/dPXS8mk2qTICEx/Yv19/dj3759sNlssFgssyL2QKCrfXJyEh999BG6u7uxfft2XcSeHkerhT88PIx9+/YBAEpLS0NazpDzJEjFfmZjhhdWoUVGpjuLCS2cqWC7mT8tSN2VM69PC7/ZxP8FuIklD2DpfqQPaDYuLrh4S8ZtSrTLPpgZs9iVzk6v/TFxoa0v85+fheYijIz7fzbc+wB0W79XwhQXB1MYEzOt1r1y2VyZiamZFXXmk/2cBrFnTaapdXrpdS44T/SeoBNz6feZDfc+DQKeD+1x6Rhp+9/Vq1fjnXfeQXt7OywWCzIyMnD//fcjOzsb69evx8svvzzr4+zp6cErr7yCq666KuC9++67D+np6diwYQMeeOABkef5D3/4A+68804wDIP3338fr732GoCp781xXMBSERCDFj61RltaWnD06FGsWrUKSUlJOHDgwKyNQSj4AwMDqKqqQnp6OjZu3Bh2EQg5tFr4x48fR0NDQ8h9AYTHEQq+94nbA8WeEefac16fqClOsBrioVr7ogh9hW5iwIxVMzMwIu9mlqCHlR4J7HQaG3G7Q/+s3Q5uNHh0vdDKV/MoSDEnpwAAfEOD/Gu6B+yFiFyVQCV3PhV6aR8CqTufr1pnnZn4EJ9cnXsZ17wpxIwCluU7DUsnMsHEnpURzoAGOyqWPt98Z9ID1mYFE2VLnz5LYt3CV8vDt9vtmJycxK233orCwkL09fXhzTffRH5+/iyPEnj66afhcDhw0UUXiV6//vrrsXHjRqSlpWHfvn34/ve/jxMnTuBnP/sZAODgwYNobm4GAPzjH/9Ae3s7du3apToRiznBn5iYQHl5ObxeL9/sZXx8nHdfzEbvYrqG39raqnmtPNzjqFn4fr8f9fX16Ovr09TaVwmh4HufuJ1/kBKvl++HzkfkTxfZCaUDXrhNaNQ65amKvuTYwv2wVqtsQJ4q0659U+JMAA9jNsk8uKfW8llJZG+wtfxoEo5rn2JOThGJfgAag88iDdijJX2DbhfCJI61WQFWLNihBptqbrsrud54YRam0SkdI4iVLGqnG4Los3+6D9zlt6juO1zmi+CreSHGxqZqWtA18YyMDFx22WX8+7fccgvuv/9+1f03NDSgpKQk4nH+7ne/wxe+8IWAksLf/va3+f9fu3YtrFYrvva1r+Hee++FzWbDunXr8Oqrr+K73/0u3nvvPTAMg+eee473ZiQmJiIxMRE2mw1Lly5FYmJi7Am+y+VCQkICVq9ezf9Y1KqeLTcSwzBob28HIQTbtm2L2lKCWpT++Pg4Kioq+Hr8kdSXpoLvfeJ2/iHOmEyCaF8vL5qyRXYkucFC9BB7Yc7xzH5VRF9i5dOuc6Yw3esARGKvJ0xcnKyVz9rt4MaUC+mwiYmarHxgSvSJJ7wJR1DRl6JjwJ5WoQemaicIW/kqWfcsH7wXfqMjJYRZHFqWBuiEQepW5d/X+CwjHBHHKsjUoxDm53OTHrAATC/+DN7dN+guzFTw55NLXwoVfKW0vJtuugl79uxR3b90vT0c3n33XTQ1NeG5554Luu22bdvg8/nQ3t6OlStX4nOf+xz6+/vx7rvvor6+HmazGffddx8mJibg8/ng8/nAsiw6Ojrw+OOPY8+ePbEn+Dk5OQHBE/RH8/l8Ub/IXC4XnE4nEhISsH379qj2cVaK0u/p6UFNTQ1ycnKwcuXKiG9YlmXh+OsvAZYB557kLQFgpnQuoE/evdzDTc4zIldtT2oRqUbfT4u+KX46iE0o9jKFe9Tgo+lVIuP5bVNTZZvhCK181qGe28tqTAWSij4N2IsEaSwCMO3iN5ngd7ki3r8WzEmOAHe9kjvfNB3EJxR7OYJVRNRzsgrMiL+SmAuvefr/wm21ij0fka8w4RWW3WXMJkDQEIobG4Plr79AxfJz+eI08fHxEXsq/X4/nyYWy6gJ/vj4OCwWi2J1VmG1v2jyxBNPYNOmTVi3bl3QbSsrK8GyLK+PSUlJuOmmm3DTTTfhG9/4BvLz83HppZdicHAQXq8XHo8HXq8XLpcLZWVlAGLQpS+H1mI4kUAb8LS0tCApKQlpaWlRFXsgcA1fj2I+cmw//B+AZUC8Pl7shdX0gJm8ezkiEXvp69KHhFKhEeEDUdRKVOEGDlju0Sj6aqlzcm79cAjFytc6GRDtPz4eTHw8OOGafDj5+tN9KCIWfpn71JwUevqTSUPEPm1sJE3Xmy1EaXRBJoy0bLgWsZdbCtAq+rQoD2O2gBsbw4bm/+DgsrPQ3NwMm80mqkwXzjNuvkToq9UKGB0d1a0tb0dHB5xOJzo6OuD3+/ky68XFxbwHoaSkBPfeey92797Nf254eBjPP/88fvrTnwbsc//+/Thw4ADOOussOBwO7N+/HzfeeCO++MUv8v1ivvnNb+Lcc8/FRRddhJSUFGzcuDHoEsO8EHyGYaLSWY7i9XpRU1OD4eFhbNmyBSdOnIhqn3qKcA1/cnISVVVVmJycRGlpqW4VoLxP3sGLPTCTfkeR5t0D4tx7RhC1z78vNwHQYB0LtxNZQHT/gpuTVhYDJGuX02uVSvuO6AZmGFUrn1ruSi1vo7GWH4prn01OEYm+ZiTnkxf+cPYl3fX0cphai2DZz6mIPfVOKYm91J1P+OA9YRlbAgbi7y3XgS8UtFx7oYq91qUtWdHHdNzJpAebj7wNz2e+hcHBQb4tbV1dHRwOBz8B0NqYZj4IPo1SVwqypoKvB7fddhuefvpp/t8bNmwAALz99ts488wzAQBNTU0YGhoSfe7ZZ58FIQSf//znA/Zps9nw7LPP4o477sDk5CQKCwtx4403itb133jjDV7g33vvPWzfvj3oWGNO8JVuGrViOJEwNDSEyspKJCYm8g14enp6onIsKdTCd7lcqKysRFpamu6ZAFOBPYIgvWmUSosSwokfMBJxj0Ts5RBV25NY5VpEXzUwKoiVP1UTXn1iF6qVH6o7P9hafqiELfoymFJmOk/6B+WtfmnAnjk5JaBIUahiL0XqztfSrhgQrKFrDD6Uq/wYah6/Ukc96Xuyn1W4jvUSfZPJhPT0dD74d3Jyku9LTxvT0K50au7/+ZKSBygHFtKyunpY+E899VTQHHy5Z+Q111yDa665Rnb7jRs34oMPPlDd57nnnovHH38cLpcLR44cwb/+9S/4fD5YrVY4HA5R0F5RURHMZnPsCb4S0gY6kUIIQUdHBw4fPoyioiIUFhbyP77ZbMbkZPSjrqngHzx4ECtWrEBeXp6u62K+p+4C5/HMRPlOHVT0AOY8Pv6BIQ1ECib24Qq98DvyqVOCoKNIRF+LlW8KIspySIVcycpXQsmtr+nYiYm8h2bWkJxDU0qqvPcjjHsy2Pq9WmS7KSEenOA8yrnyRQ1pZMYnm2OvMPETpvSF6gFgWFZznECwaH6p6DNmk/jfpsBlL8ZiAefx8KJvevFn8F88YyHabDZkZ2cjOzubb0zjdDrR19en6v6PhbK6waBaoRa0p7Wraazygx/8APfffz/27dsHp9OJ//73v/joo48wOTkJv9/Px1qcOHECNTU1WL58+fwRfD0tfJ/Ph9raWrhcLmzevJlfE6GEWgEv3DE0NjYCADZt2oS0tDR99//UXQBm3OXcpCdQ7H1+dbGXrq1LrBfZYDwNkwA5tz7t/T31D3HjHKHoh4xkAhEg9tJqezJufS1FUwCAdUwVQyLu8ZCGSK38cNbvZfeXnAIyHug1kAvYizVMiXaRoIvek4h9wPs2q75r+RJRo+KvJPzy7Z71E0ZptL4oZU84AZ7+f+L18vUZqNdFKvr8OAWNafLz8+H3+0Xu/9raWj62icZUxTJ0UqI0zpOhU97SpUvx05/+FG63Gzt27MD3v/99rFmzBh6PB263G5OTk/B4PBgeHuaLxcWc4Ku59PUQ4eHhYVRWViI+Ph5lZWWidorCY0VzDX9kZAQVFRV8qp3eaX9U7OlNTmvl80iK7PAvMzMCGyxCX0o41r5Q+IXuVFEvcIuwaIo/Iis/HMseAFhHkmwt/dmESUkFkXGrMwoV+5gEu6zoR5tIzpNaaqTamj4VQS1iH4p1r0SoVn+wolWaqvDR5QmVktJKos8HcLLMlGtfQfSFqLn/+/v74ff7UV1drWv0v56oRegD+jXOmUsIIbDZbLDZbPj5z3+O8847L+hnYtsvIyBSlz4hBMePH8eBAwewZMkSbN68WVbsgejFCwBAV1cXPvjgA2RnZ2Pjxo0AoKs3wffUXVM3tlDspyE+P19oh8KaTQBHxGIvQEuEfiSuffqQEC4XCI8pOzExCScE8nNWdlogTI5EmOwJoYm9zINLzjpWioRn4uRdhWoWvBbrnklJDboNjy0OTGp4hZpmG1OiXVnsGVaT2MsRSZMcrWmdrNUC1mrRbMlL42a0ltwVolZSWnYJQ1Bgi4q++Z//p2m8FOr+P+WUU1BcXAyHw4Hk5GT09fXhwIED2L9/PxobG9Hb2wtvhDEberAQBJ9/dnIczjvvPLz66qu48cYbce2116KrqwsA0NLSgr6+Pv4zMWfhAzPpK0IiEWGfz4f6+nr09/drqlgXDQuf4zg0NDSgu7sb69evR0ZGBv8ddT0Wy4B4PCJhF+bdA9PBPdMPGmmEvhTpA0rzOr6GtDipJS506wstdhqMxJhNM+uTJhMv9kJBYAQTAM0iL9NEh3/Loc37Qt35sQaTmg7iGlDeIJLgKy318oM8/E1JSSCCRkJqLnvhe2xcnOq2omPQYjw+PxjJ15UW8AkXmgEgvZ/kAmPlslJk9yn8bUJoHsVb95KMFuL18fcH8UyJvu9T12n4dmIIIbBarcjPzw/q/g8l+l9PtAj+fHfpU1iWxXPPPYcf/vCHyMvLw9tvv429e/diyZIl+MlPfoKxsTH88Y9/BBCjgi9HuBb+6OgoKisrYbFYNFes0zsFcGJiApWVlSCEoLS0lA8WoR2O9DqWjzbOoNa6xxMg9iCcotiHGqGvKvbC/1Jkbnrper4wiE9O9OXS8oRuS9FDTbhtiMV4wDBgE4PnjocUvGd3AGMKZXATk4BRhfa19plxKLn2dUXONRtBJoYQYcCeVOy1ItcnQejON9msU5auFutZxkMQ6iRAeM8oCX/AZ+jEVqFyoWzMigbRFxagEpb4pfeIVPQtrz8O78e/qjrWgGFI0vL0iv7Xk2CZBCeDhU/x+/24++678fWvfx033XQT0tLS+O/2la98BV/84hf5beeN4Idj4Xd1daGurg75+fkoLi7WPMvUU/D7+vpQXV2NrKwslJSUBFyEenkTqNjz+fYSYeRvfq8kVUggqEK0pOMFEOx7CN8X/BbCm19pLZ+OUSj6tMCILqhY+TPjsWheo2biEkTBe0xSSvAPqYl+BAS18ucATV37ZApBUbGXs+7V3PuhpNcJJwHhluhlreaplNggk0HeKhcIv2qAqkT0GZM4Wl8uroVPLWUZgCP8M4KxWEAmQ88cCSamatH/LS0tsFqtSE1NRXp6etjFf4KhxcLPzMzU/bhzwejoKNrb27F371709/fD5/Px5zQhIQG9vb38tjEp+EoufY9H28zb7/ejoaEBPT09vPs8FPQQfEIIWlpa0N7ejtWrVyu21NXDwvf9/kdTAjhd9EW4jkf8gmA2YR4+RzSL/ZS7UNrHXhylTwgJtKDVBFT4nuDGVLLwAUkAn0T09bby2ZQ0QKO4h+TOV7PyNUKtfKWAPdnPpKYDI/pPJoRomQxpbc/L2u3gxsXWv1oHRFH0uo7eOb5MrYLwK5V+pjEx9JoV3mOy7ZdZBoTTVoUPHBFNSgLy9GW8YPwxp0WfEWTshOraDyUtT2v0P/UAJCcn6+L+X0gufbfbjeTkZBw5cgQFBQUwmUxYtGgRAKC8vJwvxUsIiU3Bl8NsNmNCg/tvbGyMrzlcVlaG+DD6jkcq+B6PB1VVVZiYmOA7/qkdK1ILX7iuDcw88ETCT+vkT4ukEoQTC3c0g/b4z0+Pk5EIPxV9ANOFRLwi0Q/YjzAiOQLYlOkUSbNFm+jHxQPuwGtTauVrQqOVryr2SjX30xYBzv7QxqMjbEqa6vmgVnso6YmhrOVHQiiZAHLQ61atsyBf1TJIgyLWagYIJ/KAKIm+aNLs909NroWTFIYJeT0/kkp7au7/2tpa3v1PJwAJCQlhuf+DTUrGx8dPGpd+cnIyLr/8clx33XW48sor4ff7UVtbi6NHj+JnP/sZrrjiCn7beSP4Wlz63d3dqK2tRW5uLlasWBHRRRluO97BwUFUVlYiOTkZpaWlQd1VkVr4/j/+GMCMK5+u2wNiwVcqR8t5veLAHk79HGtuOBLGJEbaXITvCS6w9qnoUwuH+Pyyrn2hlR8wLqXrQme3vmYSw0jLtMUBYbhjZ1P0hR4lfhIlfF9mAq9F7PmJgcYOkqFWy1ND6EkIR/zl7k3pe2qiLywPHEz0+dcVqlFKvXaW134D7y75ym9COI7TrRqonPvf5XKhv78fra2tsFgs/Np/KP1Ngln4J0MePiUuLg7XXXcdfvCDH+D//u//kJCQgK997Wvo7OzExz72Mfzwhz8EMOVtiUnBl82hVrG6OY5DU1MTOjs7ceqpp0a8NkMvlFBKSBJCcOzYMTQ1NaG4uBgFBQWaJguRWPhqYk+Do2guLoVa9wzLTEctmwLe479TgGt/Zpz0YSFXgEcPlypND2QFVgotPCJshcpPBqaD5+SsfLX6+1LkhEkNJiV46lvA+n0wt77Qyrcre4fChop+lCP0KfScBvN2CMVe6s4P2FZhLV9Pdz5FKeXOrFDLX6kJlXTtXXVCLhF9kdALURF92ToV01Y+7y3z+QCzeSqzRyN+v1+xy1wkCN3/eXl5vPvf5XLh6NGjAbX/1dz/wQR/fHxc1fM638jLy8MzzzyDf/zjH2hra8PIyAhOP/10nHHGGaLtYlLw5VCK0h8fH0dVVRUIISgrK9OlXCK9UIJdNBSfz4e6ujo4nc6Qq+YptcjVjMkEeH1TwTn+GbHnb3SJ2CutOcq5+UVNPCSV9gB5az+iB65MUB+tskcnH354ZtKsJj1gbVbFPG1FK18Blua5C60rHdz6USMlHRgMMxgvbREwJBPtr2OEfqiTJ837VbHsA5Z0lCbtLAv/hD5LAeG6+4NOQqfvVbka/yI0ij4YdmpbBdEHtK3nz1bzHDX3f11dHfx+P1JSUvgJgND97/f7Vb0BJ0NpXSHUG33hhRcGvA5MTaYOHTo0fwRfzqXf29uLmpoaZGdnY+XKlbo1dKAXsxZXuzTtT6mYjxLhxgv4//hjwGQCcU9OuboFDxu5BwljMoERtuKVWO/SYCFpAR4pkYq9MCpZdhIyvX/GZOKPNVUkiIN/Uiz6AMBarbyVz9qsAalVwYL32BCK2lC3vhbrXhEdgvcARCb66VPBPBjoVd8uDJi0RUAo/SgU7l3WngBuTN4zIMrLt1m1R9RP//am+JmJQ6jiL3fNCt39AWl5Kg18hN6ygKFqLOsMwvFldPn9Cj9LJwQMKwpoFZaSpt6xYK79ueqWJ3X/j42Nwel0YmBgIMD97/V6FVOw6WdPJgtfWISHQksLc9Ne2MbGxtistCfnChda+NSFX1VVhdWrV2P16tW6dm/S2o63u7sb+/fvR0ZGBrZs2RKy2APhreFLxZ4ft8RNSKbX5xmTSZT/LIyEp5X2hASrtheJ2BOOBOQe09dk3/P7+X1zPv/U2DkuYAz0+0krtgVb52WTUkIS+1kjMUl9bT8+xIAji4oLlgp/BNC4BiZt0ZTYh4C0uBF157N2sQXGynhyWJtVNpc+VEzxcTDL7D/cWvis1azshlfYv/RYmsUe0yl2Ek+M6L6VCRacsfyZKStfgOW13ygeKxa65TEMg8TEROTl5WH9+vU4/fTTsWrVKlgsFhw9ehR9fX3o7OxEa2srXC5XgBdVjyj99vZ2XHXVVSgsLER8fDyKiopw++23B80mc7vduPbaa5Geno7ExERcfPHF6OnpEW3T0dGBCy64AAkJCVi8eDG++93vakpLZ1mW/5MyMjIyvyx8v98Pt9uNyspK+Hw+XfvGS1ETYmHMwNq1ayOKGQjLpU+j8mla3aQn0KrnuID1fP6YggeJ1BJREnuRtSC57qS19+nxw0XO+hdNZFgWvrEJsGaTyEoDZtz8rM0KZtriMSUlwT88PNOkhgqMafryl+Q2BwRNReLWD7bWGU7AnhShla8UoR8MKvrOPvXtFAhV5GnAXrBKhtS6ZxPiA9P0guXLy12DCgLOd8qcFn1fkBgCrbBWMxR7V6g029HcZU8aryIJNBYF7E27/uWWuui9wmfzWKyw7PsLvGWXBhwzFrvlmUwm3roHgEOHDiEhIQGTk5O8+z8xMRFvvPEGdu7cqUvhncbGRnAch8ceewzFxcWora3F1VdfjbGxMTz44IOKn7vxxhvxyiuv4Pnnn0dycjKuu+46XHTRRXj//fcBTJ3fCy64AFlZWdi3bx9OnDiBL3/5y7BYLPjxj38c8jjpRHBoaGh+Cb7X68X777+PxYsX627Vyx1PTojphMPv96O0tDTiiyZUl77/2fun/md6ticUe1GgnszYtVaFE7r3pXsJKMgjN3Y5D0CQVCMl5MSfPjwJy06vQ5oBlp1qBaogsDT/W2up3GAwGdmAV0OzloREMOOj8m8GCcjjHGlgh2e3YA5ZlAUAYPq7tX2AThS8Eve9xJ0vF7Cn9FsEs+xZmzXqqXhU+P3uwGUJpTgYNYTppMGK8fDbq6TwATLxCtNoyS6ioi9tssOwLBiGBfF6wAwPyn52rlz6oUAIQVpaGjIzM3kXflNTE/7zn//gwQcfhMfjwV133YXdu3fj3HPP5fPWQ2HXrl3YtWsX/+9ly5ahqakJjzzyiKLgDw0N4YknnsCf/vQnnH322QCAJ598EqtWrcIHH3yA7du34/XXX0d9fT3+85//IDMzE+vXr8ePfvQjfO9738Mdd9wREDCp9fcYHh6eHy592rseAFasWIFTTz016i4luZiBgYEB7Nu3DwkJCdi+fbsueZyhROlLxR4mk0jsqfte3O/eM3UjyzwchNY9tQJEYq+hkU7gTiMXeznXvvB1WiuA8/vhm5iEZ3Bk5rgsw6/f08hjTRHIYU5IYoZQ4wmCtMoli7IEf5miP6SkTwl9BEsBQrHnVLr6yYm9JnSoXsmYTTAnRhjYJVct0GJRrSchCrJT2iZIeprQva/k2hdW5Zz6t6A4EMMCLAvL278P2HcsuPSDIRwjdf9v2rQJ//nPf1BdXQ0AyMzMxH333YfMzExs3rwZH3zwQcTHHRoaUg3aPnToELxeL84991z+tZKSEuTl5WH//v0AgP379wdkm+3cuRPDw8Ooq6vjX6OGIhV7JR0RWvgxKfhCJicn8dFHH/Edf2arHKJQiAkhaG1tRXl5OZYvX67rhEOLS5823mFMZjDUDW0ygQQL1DObRA8GqXVPy24yggI3/DE1eB20bBMKUqFXXdufbpVLfH5wfj/cA4PaHvKcYMx+lTUxqRUnFMhUFWsgbkagiA5R6lxSCEIerjs/lhBO9gWixY1P8GIvte6l7nwlL08wd74S5sSEyIVf7riCCbvwNfELbIDwMyaTpmtdi+jzLwmXzITLV5PuANGPRZe+FLUMK3peHnzwQVRWVqKrqws33ngjcnNzIzpmS0sLHn74YXzta19T3Ka7uxtWqxUpKSmi1zMzM9Hd3c1vI9U5+u/u7m5eL+655x5ccskl+N///gdgRvgJIaLfnl7fo6OjsS341KK22WwoLS0FoG8rWTWoq93r9aK8vBzHjx/H1q1bsXTpUl0bPwRz6bvdbnz00UdYWfsqAEzVvpbUyA8I1JsWcVFrXEGlPUZQ1CYUhBMEYMobIPybepEV/2HKBSr8k0PLeIKJv3tgEOPHToRv5YeKWiCccHwJ8nEmXFI6OIeOqWuhBvJJIKzMAzKIWzkcmGT9giQZqxWs5A+YCtYU/ukBFX61dr3hICf8gRux/LY8QUSfZq7wmExgrFOxLYzFDDbONnVsqzVgDZ/4vIDHM3UPSwo8zQeXvprgj4+Pw2az8cWDMjMz8YUvfIEX/FtuuYVv3a3019jYKNpnZ2cndu3ahUsuuQRXX311VL8b1Z/CwkK0tbXhmmuuweWXX47nn38e/f39orbjwu1PO+202FzDpxb1kSNHsHLlSl5k9e5ip4bJZMLo6Ciam5uRmJiI0tLSqBSbULPwXS4XKisrxe18aX79pCewehbhFPtrh1JgB1B37csR6Vq+bIUwlUmA9D2GZfjvMdZ2HIzZhMRleWpDDkQavCeHmnU/W0Qo7LojXb9XgUlOBcbkYxpYRxK4UflURakrf0agtKXisXFxUxNBmTX5cKCi71cL7lNxycvBWsyq1zxjsQTeUwqVI4VeDkbSZ0BY7Y8xzRTjgUngEaT3s8cDWK2wvP17eM/68vQh54fgK41xdHQUdrtd0XC76aabsGfPHtX9L1u2jP//rq4unHXWWSgrK8NvfqOc3QAAWVlZ8Hg8GBwcFFn5PT09yMrK4rf58MMPRZ+jUfxZWVn8uL/0pS+htLQU//73v/HSSy/h1ltvxYoVK7B7926cccYZ/BjpefjqV78am4I/PDyMzs5ObNu2DUmCZhvhdMwLF4/Hg7a2NhQXF2PZsmVRa+colw1AYxYOHz6MFStWYOmHL0y9Pu1qE4o9tWQZi7haFl9RT7Kmr4SwlWYwZiNwL5x1fwoV/5HDbQCApDUrJWPzA9Sa9ftmovWlyEXra0GhCE8oCC1/Lildc/CePy0TJqc4xUerJyJaaOknoBpMKawf4XbzYh8StIjNdPtYKvxK97XSxFmK0NpXFX+NyHXPE41HrvyzQPT5EtPCYjxaJrLTos9XqpyeAAjPPRX9WF/DJ4SoWvhU8JXIyMjQ3HCts7MTZ511FjZt2oQnn3wy6ERo06ZNsFgsePPNN3HxxRcDAJqamtDR0cF7sUtLS3HPPfegt7eXb3zzxhtvICkpCatXrxbtr7i4GMXFxdizZw/++c9/4s9//jNuvfVWFBUV4YorrsCZZ56JgoICflwxOU1LSUnBaaedJhJ7QLnanp74/X7U1NRgdHQUS5YsQVFRUVR7N0uD9vx+P6qrq3HkyBFs3ryZF3u+QY7ZIk7Hs5hlxV7JTSi07unDQe3hNheBe+FG9As/L/wbrm3CcG0TRmoaItuvnHWvIKbS9Xsltz4A3dz6/vipY/jT5rjtp0LBHTlXvjBgT2TdT69BspK4BKHYa7Xu5WDjQq+ZEQxTQjz/F6p1L/VwCZe/Au5PuXQ+kymwVbRwOUYYGyPppilFZCCYTFNW/nRGiuX952LewqfPUzWXfmJiYsTP9c7OTpx55pnIy8vDgw8+iL6+PnR3d/Nr8XSbkpIS3mJPTk7GVVddhW9/+9t4++23cejQIVx55ZUoLS3F9u3bAQAf//jHsXr1anzpS19CVVUV/v3vf+OHP/whrr322oBaL4QQ+Hw+2O12XHbZZfj73/+Od955B4WFhfjqV7+KkpISNDc389vGpIUPQPaCirZLf3x8HBUVFTCZTMjMzAyrkE6oCC18enyz2cxX7SM0Cn/SPVXhTbCeJlc2ljFbwAhvbol1L3woBHPty1nu0ocP8fkDqvQRuRuJlRFxadc9heh8NWTTDwNKAE/t0z/pxVB5zdRwLGY41q0J6VhzSShWfqyhtmavZtlLxV5z4yaNsHE2UeCrrvtWyCaQVoAE1NP8FN8TWPp8W2iF5jkzB5+x9FVd+9MQnxeMedraZ1hRGmosCz59nioJvl5ldd944w20tLSgpaUlIOCPBs15vV40NTVhfHzGy/Xzn/8cLMvi4osvxuTkJHbu3Ilf//rX/Psmkwkvv/wyvvGNb/Cp31dccQXuuusu0THoxEbYyIh2yVuxYgXWr1+P+vp60XmIScFXmnlF06Xf09ODmpoa5OTkYOXKlTh8+PCsxAtQC7+3txfV1dX88VmWBXnpFwBmxF6I8OFHrXvGbAkoskPRmoMvJNRyu9Jx8a/J1WJXeHhrXctXe/hL3xNOAGiVQc7nh+uDQ3wRouRtm6c3kHd/UuuemC1gdOiWF1L0fRjIuvZ1gJmFJTU2wQ5uep2fegAYqxUk3Nx7BRFkrVbZ+vda3fkhw3EBVrhqOeBgoirzfoDoS+rsK4k+j8S1z4s+MLUflsVOcx/cMezSl6arSdGrU96ePXuCrvUXFBQEPP/i4uLwq1/9Cr/61a8UP5efn49XX31Vdd/0+x0+fBjvvvsu3nvvPdTV1eHYsWPIzMzEpz/9aTz77LMoLi4GgNjtlqdENFz6HMehubkZHR0dWLNmDbKzswFMCfFkKLXAw4RlWb4B0CmnnIIlS5YEbENvODLp5ptcQCDs0skARa0/vJx1L22WI9pezvWnpeSuRrFXsuyVg/y0VyRT24ZOAFzvHwAwVYUwuXTLzAYsA5IcRJwtVpH1409dDHYiMPhMrQgP50gDO+JUP45eaI1F0AGSugjMuOBcKATsUajYC617pTX7gGpxLCtrQathciTCP6I+pmjCCuvah4hSZH8w0WctFr74D0PX6oGZlF8AxO8Tl+r2eWeuG88kbOX/hG/LZ0Ie82xA1++VDEc9quzFAr/97W/x+uuvo7GxER6PBzk5Ofj4xz+OCy+8EFu3bpX9TMwKPsMwAWKht0t/cnISVVVVmJycDCjTG2mfei14vV4cOXIEXq8XZWVlomYO1LoXPQimxV6UYiYQRKF1L30YKln39IETqrNU01p+hGhx74dailRp/3wVP58frnfFBThYswlJgopacwWXlA7Wq93K9adlwjQi0xFPhtlKyRORnDrTBljJ42MV597z7mul61nSVEkLeou+7HUb5PoUijeRK1Wtsr3SGFRFX2YSNSXyU88DYSojb+VTz5bVCsbr0VTRby4IFlQ4Pj5+Ugj+r3/9a2RmZuLzn/88duzYIWqFS939Ui9HzAq+HHq69GnKW1paGjZu3ChaB6HHiqbgDw8Po6KiAjabDVarVb5zk9nMR8kSSZEY/sEn7cVNLYYgAU2RruVLmQoykiwB+PyyVROlDzO5yUNoQX6hCZNSFT8pwknA4MuviLZjzSakfPzcgM/ogZ65+X5HqmbRDwuVlLwA614KFftp2ISphzC17olk6URN7AMaz1Dh17iMNdeWvhB+bV2hLXGw9D2KUPTpxIk/T4TMFDkSrN1T0aeldxmTacayF6bqAbDu+wuqUk/la9hHI205HHw+n6rg6+XSn2tee+01pKamis477YyntJwxrwRfD5c+IQRHjx5Fc3MzVqxYgby8PNlZajQFv7OzE/X19Vi2bBnS09NRXl4uHuNLvwDMZpDpJYWpmtfTZTCnS+UCYrEnhFPs/S4sugOE5z6U5uUHrHNKu9fJibiCe1+6bq8UfBTqWr4cemULcD4/nK/+O+B11myC46LPKu8zQre+JzUbVtcJ1W2E+G12+G12WPuPa/5MJJAEB5jJSfmMBiFC616IzISe+P1BS8kqIXRfi16XESeTY0oEuAl9GudEipyXk8+sYRnV61P0/QT3EuG4oKLPb0ub7FB3Pl1moc8PhsHascPYN7oE9fX1cDgcSEtLQ3p6OpKSkuYssC+YhX+yuPTlqs4GO+cxK/jRcOn7fD7U1NRgaGgIW7ZsCShvKD1WyF3sgsBxHBobG3HixAmsX78eGRkZGBkZCfxOAm8DYzGLSonKPfikaXlC656xmEViLBV7JeuetvbkPL6A4D2ZL6b+vk7ITwxYzaIfabqfeF8zx5QGBQ795bmA7RnRQ3dqHCarGY4LPqXLeGhKXiwQVOy17IO22zVbAipJSgm3ha0SpuQU+IcGw/psOO58NagxQggJCPhTEv2AyYxaHr5Q9OlLAte+CCr8NFUPAANga9lWeDweDAwMwOl0oqamBhzHITU1lZ8AxMfrW51QDbUcfGDKpS8XK7UQiFnBl8NsNocdSDcyMoKKigrEx8ejrKwsqPtJbwufdtnjOA6lpaV8Woh0YkH+8X9T/52cFFnsjMUiFvXpHHwAspH5vGtf41omHzwUpECHpqp7IVj3AduFU/JX4YEvymTQSexlAxM1pAbKnROf2wPXiy+qCpbSxEIJhmWQdPFnMfT885q2DTyejIDQokwy31Pas50xm+A49zz1A0vT9KT7tcXx68XcZHS74ikRiehHA8UCQZJCPYp9BASIrHwhKq59Xux5a98GWivB/NHfgC2fQXZ2NrKzs0EIwejoKAYGBtDb24vm5mbExcXx4p+SkhKwhKonwWr9nywWfjjMK8EPV4S7urpQV1eHgoICFBcXawo00VPwnU4nKisrkZGREdDWl2VZEEICilnwYu52K1r1csj1uubfk/k+QqshwPr3aIiXCLGJh9rn9C7OIwzoU6pgFgqhLB9EY1u17aing3DA4HOBHgbhdjP7I4r7lUtlFL/PyL/n82Po1X/JHps1z+wzafMGxTHyxxBY9zRiXNa1r3KfMlYrTFYr/GPKHfmUMCWnTO0+QuFnpDn5CuNVC4QNlirIsIxitg6AACs/Itc+MLX0YjYDXg8YTIk+jdpnGAYOhwMOhwMFBQXw+XwYHBzEwMAAmpub4Xa7kZyczE8A9CiCIySYhT82NiYfM7UAiFnBV1pXDyVoj3aZ6+7u5l3oWtFD8IXxAsKeANLj0LEyL08XXxB0dOPX60WR+TMPaKF1z1osomh7OeterXteMAKse2m+u3mqKQ9rZVW3A+RFBCzRVto3goC+UGv2K+0nlpgqWKQsyuJtw5tcKBUzkjuW0mc538zrwwcrZt43maaKIPl8gC0OZGxkqqbEpDtoNDpNKwvWHMlkt/Oir8UKFn02dcoj4XeFFvxoSojXHDQIQDEtVlNdAJNpKo5HrcKfmuibTCI3Pn/e6X+FGRu8tT8t+gwLxqt8/s1mMxYtWsT3nJ+YmODd/0ePHgXLsrz46xH8F0zwg5XWPZmJWcGXI5SgvYmJCVRWVoIQInKha0WPeIG6ujo4nU7VeAF6YZpefXTqBYsFmKSR+eLj8/n4HvGyBu2trfpwYVmxdSfZNph1z/n9AWuImoL/NIo99QJoebgRLZ6HEJCLDRD/e27FXq3hkJ5xCepjmK7qprh8EpjiKP0s/XzguP0YLq8CMHUtJ65aMbWtNFVNgvB9xmqNTkdEAVT4Acha6XoeP6TiP6EUwZGu5wdzrVOLn2FnrHvCia19uiuBla9GfHw8cnNzkZubC47jMDQ0BKfTiWPHjqG+vh6JiYn8BCA5OTnk4D8ta/iGhT8P0CrCfX19qK6uRlZWFkpKSsJq9BCJ4I+NjaGiogIWi4UvkauEyOK3WGZaUZotMyl5Ho+s2HMeDy/2Uqh1T92JodYdp0F7PD5pYE9kqXRhw3Ei17D0uOL/D0+o5QLs5opgx5cbq2p51QgIFkMQ7LgzSyxEcdyc14vh6joAU+JvX16oOatEKvrSgj1CK195H1Eupx3KM0VorSvVRJC634NZ+ZieKMm484XBerJV+KjIM+zURIGQmawKiw1gWJgqX4N/vfaaFSzLIjU1FampqSgqKoLH44HT6YTT6URdXR38fj9SUlJ46z8+Pj6o+1+LS1+P0rrzkZgV/HBc+oQQtLS0oL29HatXr0ZOTk7Yx6fBdKEWl6AlcnNzc7FixYqgs1OGYbDT0zIl9hRpzXyZtTnGYgErWBuXWveilpjSSHwF614pz1nW/S5Ba3Sy5oA+OTQIuFBIaF0ALeNX36d0gjF7Fr9c7IGSsEZL6Kf2rY/YU1QnJ3QJwO/HSGMLWJMJrNWMuKU5fKCYkqs/mKVvsttDXsoKl1Dc+UFh2EDRV6q0pyL6svE9CqLPI7OuP7Uzhv894J0EAyhPTDRitVqRlZWFrKwsEEIwNjaGgYEB9PX1obm5GTabjRf/1NRU2eA/v9+vaGTRfRoW/jxAzaXv8XhQVVWFiYkJbN++PeIflM4Q/X6/pohS4WRDWKJXE1TsJ90iNxljsfK5+MCMdS+N2BeilHcsB7+eH6LLLJw8fiBCsVcaiwYLXBpJrjQWrfueiwnAbIi5lmwDJZQEPNjnqbUv+hwdh0D4uQk/xluPAgASivJV9zkb7v2woBNrwT3O30tSoZQTbPoa4YK68aWiz5hN4vQ7QUtdfngX3RjkCwCWN3439T/8+j0jnowwLEzVr8O/9uNB9xUMhmGQmJiIxMRE5Ofnw+/3w+Vywel0orW1FRMTE0hKSuInAA6HAwzDaLLwjTX8eYCSm31wcBCVlZVITk5GaWkpLGEW6ZAeC9Am+B6PB9XV1RgfHw95skH+9djMPwQ18xmZtqvKdfG9yq59GeteFLgnbX8bhlWid+6xLHp3SuNTzeQj1UNx5dN1aSA0b8JsTRy0Crp0u3Dy24XCH4pXQHbCIBB+hmH4cU20dQAAEooKlPetEvjFpqWDc2rsPKhxohVsgsHGxQUE0YruvRDa6TJmC4gGS5oxm8Q9MqQ599Oi77/425qP3bjsDHi9XpSUlMDy9u8FB5saPw3e45oPgF2+TfN+tWAymQKC/6j7v6OjAwzDIC0tjW9/q0Sw909mYrbHoZwbnVr41CokhKCjowMfffQR8vPzsX79el3Enh6fzhbVGB4exv79+8GyLEpLS8P3LAiOQ8VeaN0rucoYq1Uk9krWPWMxT/+Fdn6kAiZ8SJlsVphsVrAWc8AfYzaJ/sCyYK0W8Z/ZBJPFLPpjTSbZPzn0XF9npoMa6V9on525VlmzSfSndjy1MeiFVNDlBF5pHOr7lVjlKsdV+rwcAS2S6SREuHzl84Pz+THe2o7x1nbV4yjBpkXQrVBLLYrp+5CNi5MV+3ChSxnB1unpMyEg+E9wHv2XfCcksQfEVey8Z30Z3rO+HDhGrweWiaGQ9hsO8fHxyMnJwamnnorTTjsNa9euRXx8PCYmJnDkyBEcOHAALS0tcDqd/HPc6/VicnIyYg9we3s7rrrqKhQWFiI+Ph5FRUW4/fbb4VGZ+DmdTuzduxcrV65EfHw88vLycP3112NoSHyuqPYI/5599tmIxkuZdxY+MNP+kEbBb9q0CWlp+tUfB8DXI1YTfGGJ3GXLloWcS8pb94IAPTlLlrFaRWv6fDtcDa5L4ZpdgLWv0bo3CeMBtLTI1bkkMeE42TVbZvol1RajqvtVKU0qeVCGGwcg3A/dh7YCOsJ8+SCNVxQ8BWqCHvz4yoGL4jiJwBgDtYmO9POKyLV+pev3jNibQkVfzeLXgt4Be8IGNFL06I7HMKyspa/k7aP4L/lOyMemcBwX4PH0nv55WPa/IB6bxx1yAF8ksCyL5ORkJCcnw+l0YsmSJTCZTHA6nWhoaEBnZyd++9vfYvv27QAQsUu/sbERHMfhscceQ3FxMWpra3H11VdjbGwMDz74oOxnurq60NXVhQcffBCrV6/G0aNH8fWvfx1dXV144QXx+XvyySexS9CwS60qbCjMS8EfHh5GfX29pij4SFCKGRCWyN2wYQPvYgrvIJLIfEEUvmJbUIXXhdZ9KGv5QoQ5yiTIWhigb0BfuBY7XyVQEg+gltMf6rHkhBsIbW1duowQ6ufkC+DIewoiIXAdfkbUgwUMRhrcBwRPSaOBtNKJxfi0q99+yqqp7cbVI/JDcu2HiJrYh4NikKJA9IMK/aXfjXgcfr9fNk/eWzrVP0Ik/HNUS5+OcdGiRcjMzOQ9wU1NTXj99dcBAOvWrcPOnTuxc+dOnHPOOUgVplxqYNeuXSJBXrZsGZqamvDII48oCv6aNWvw4osv8v8uKirCPffcgy9+8Yvw+XyiiVRKSgqysrJCGpMW5pVLn51eyzt06BAyMjKwZcuWqIk9PZ5U8N1uNw4cOIDBwUGUlpZGLvbC/xfm1wvEi4RQXpS1WGRvfDXrnrWYpx6gQQpezJV1Hy4Bywo6ocVlrzquaXd4qIF40mOqiWu4x1DbnjWbghwz+mIPTDVymqosKJk4TV8rY3UNGKtrCLqf2ULozmfMUwVywDLyfzIELT7EsLMi9gACKoJK8ZZ+FmR6SZLxuGGqfl2X44aCNGiPYRjk5+fj1ltvxeOPP464uDg89thjcDgcuP3225GRkYHKysqIjzs0NBSyp3loaAhJSUkBXpNrr70WixYtwtatW/G73/0u4uBmyryx8DmOQ1NTEwghKC4uRmFhYdSPKa1zr1YiN1QIjXaVROYDmIral7jqqVUvqqcvyTkW3obBrHtpEZ2A8YVZMz9gP1G27vnPa7ghhGJCH62ayger7TME17v852eC29RK2AoRir5aW1/pv4OdY7Wa+eL9BQYBRpy2p3HyJI3nCPA6CAL9qMWfUJg3cxxHknh/Olj5ActqcstP1EsTzOsm+i4kqNgL962EXmIPBO9EBwC+zRfCfPAfMy80/A9Y9THdxhAMtSh92hp3165d+MQnPgEAOHbsWGhZVTK0tLTg4YcfVrTu5ejv78ePfvQjXHPNNaLX77rrLpx99tlISEjA66+/jm9+85sYHR3F9ddfH9EYgXki+LTxDHXVJCcnz8pxaVYAIQTt7e1oaWlBSUkJcnNz9av9TMWeWvcSsSeTblmxp6i9J4Va8NI+41qYb9a9VoQFhvQQ/3Ci9fmxSFz3miziEHoEqC0NyHkOggk6rd8/G2LPd42TOV5AhP/0+/TfE0ePTb1ssfx/9r47vK36Xv/VsuS9d7ydxEm8V2Jm0gBJyLBDC5QOoC2U9gf0FiiF9kLpBVrKuC0tlAK9vUAL3DKchE0ZSaCQMOK9E694y5I8NWxLOuf3h/M9OZLOOTqSJVsyep+nT4nOlCyd9/tZ7wvVelvC9zSkEZGgDGftj+n5BbezS0sle/3emzzuUufMmIaATfoy8xy8YzTODSHC5xrJS0tLY/77zjvvxIMPPih4/o6ODuTl5TH/Hh4exs6dO3H55Zfj+uuvF3WPMzMz2L17NzZu3Ihf//rXNtvuvvtu5r9LSkpgMBjw8MMPfzUIX6fToampCXFxcdi0aROOHz/uNZ96e8hkMma+f2pqyqmlrlgw0b39++AyyeFJs9MLC6Jq+cBiyk9oTMm+1i02undII4qZd6dobnUwrvs68yCnFoQXKJ5Kd9mrCy5lAcBX87cHF1mKjbRtz+N6L4GzRYnY5kKpXGqjk297rbPqepzHu0D2BLxNiU4WApTZDGNr2xniX3f2sJhY0Ho9HMD1mQr8NqQRjoEI+/1RZrNDdz3feJ2zLnxn+DJ3O6Y/+wzBwcHMnHpUVNSSspKA85Q+G5byfWdT+ssU5RMjMmeEzxew3Xbbbbj22msFr5Gdnc3898jICLZt24ZzzjkHTz/9tKh7nJ2dxc6dOxEeHo6DBw86nSzbvHkz7rvvPszPzy+5hO3ThN/T04Pe3l6bqNrTtrVCoGkaPT09CA0NRVVVlWf7BRRBgNXE+jeJ9FmROuthICQZyivCE+SerK7jiRzHtKT2DySOB9dSFO5sur6D+H8QzhYDS4Gr0T8f6YolWPtzuaoUKLTI4FtYUBark/FB4QwCIXQu0mdLILur+09S+Hy2xOR9CS0c7NP+lNmMua6TzL9V69dBkrwG9OiQy/fH3OcZsmdH9+zFAW2xepTshd6v9YrbUYpFP4/JyUnodDp0dnbCbDY7eNS7mqkUk9K3uZfCSyBrfg8SmsJyiFQTbnAlwmcjPj5etMna8PAwtm3bhrKyMjzzzDOiFkIzMzPYsWMHlEolXn/9dahENHc2NjYiOjraI/zjs4RvsVig0+lQWVlpk8KXy+UuOea5C7VajampKURFRaG8vNxlAwc+0O//7yLZ27xo98MnaX6zrUkOIG4Uz6bT3r5Zzy6dz9XJbj+r7zC+t0SpWptzLVGKk4usrEtd4HBdxwOpf3tC5h+bs30Iu7NgIGS+eD7+767szPsSq9lvO35ntwiUO7riCZ3DWXTPrteT8oE9aIoSXBCe3e+MXzyZ6DhzLqlchvlTpwAAQW7Wcbkie6lSBcpoACQSzgW3N8meQC6XMwRG0zSMRiN0Oh10Oh16enoQFBTkVKbWHq5E+Mw9FV4CSftRSNqPgt641aVjXYUzwic1/KVieHgYW7duRUZGBh555BFoNBpmG+muHx4exvbt2/H3v/8dlZWVmJmZwSWXXAKj0Yjnn38eMzMzmJmZAbC40JDJZHjjjTegVquxZcsWqFQqvP/++/jtb3+Ln/3M/VFKNnyW8BUKBTZv3uyQrvV2hE/TNE6dOoXTp08zq2FPkT2As2Q/Zzr77wVWFz4P2Qul9pl9lCoHJz0xENTd96CMLkRGeEtt4JNxNCR6chHARf6udsMTouUjR6FjrBwLDq6FjytjgGI1+0mkbk/2ttcVUdN38pviEluyJ30xRO9wLju3OPI9lcplWBgdXbyOTAZFQoKoc0tUjjVyIbIXWuB6kuwdzy1BaGgoQkNDkZ6ebiNT293dzXjUx8bGIjY2ljftLbaGzwf61GeQrN3i9vHOYLVaGQ0VLnhKVvf9999Hd3c3uru7sWbNGptthLPMZjO6urpgNBoBAPX19fj8888BALm5uTbH9PX1ITMzEwqFAn/+859xyy23MA3qv//970X3BjiDzxI+H5wZ6CwFpF4/NzeHqqoqDAwMeHRxQR993vYFe7J3k+gkSu60kFB0LwkK4nbEcgLO6H6JUbrbcKHGbb8I8NQCgJC/u1kP+6hYzMLBnvidpeTPNhLa+9TzE7qwit4Zwub5/Ml3im+xyGzn6b2QKfizDoT03SJ7AnJeO+KXyhdtYGmKxsKY2uYzUCQlirre2Rt1jexFndJNsueCvUyt0WhkZGr7+/shk8kY8o+OjmbqzO5E+ABAb9wKSftRSM1zXk3tOys5GI1GjxD+tdde67TWn5mZafMd37p1q9N+I/v5fk/DpwlfIpE4fEBCBjpLwfT0NBoaGhg9frlc7r1swpzJMa2vCALm7aJzxZmajZltoGNXy2dFBc6ie6HGPcADtf4zEBvdcz0Al8uOlr0AWCr5SyQSG0VDZ8p/3KN2TprbOI4Rm45nX0NMRkEilTA67JzbCfEIkD7ATfw2Hvak857nIchX918S2bNxJtq3WTDRFPObYjf9mcfUZ++LyNbKZJCfifAt42e2y2Sg5sTrZgDejezFIiQkBCEhIYxH/dTUFCYmJtDX14e2tjZEREQgJiZmSRE+vXEr6FOfAV6M8sUY53xVdfQBHyd8LniDhIeGhtDR0YGcnBxkZWUxDyLSpe8J2ET3hOxJdG9P9uZ5TrJnQxIUJJqgScreVWMcUel8gajFRpLX7sFNLVVb3IMje0shf06BqDPnc1nyVypl1m+iMwYCx7izsADOkgsX6TsQjx3pc0sgywS/S+yFvX0mxp703Z3X592P63ws0l/859mMh0QmY94vDcA8NmZzrzZd/OQcQtkSHyB7e0ilUsTExCAmJga5ubmYm5vDxMQEdDodrFYrGhoamOg/JiaGU3mPD5K1WxZJ30twRviequH7K/yS8OdcXEHzgaIodHR0YGxsjFMi1ysRvsMoHsePRcHj5Swwimcf3dNmi11t3q5Zz0FH3zk50RYrZMFKh9fsIZHZnZszSnP86vGREE1RbuvluwpPRv5cxC+21k8e8rTF6tIxtIgZfolMxutDYE8u7PvgBemUF+j4dq4W5yiVy2xzscNfDNlzff9sYEf6nD0Hdja+NgsT+74BwIH4fZHsuaBSqZCSkoLk5GQcOXIEeXl50Ov1GBwcRHt7O8LDw5nO/4iICFEZAG/V8p1lIIxG49LUUf0cfkf4nkrpz83NoaGhATRN45xzzuEUqHBmnuMqaEUQJDajeGcI2T6VzwOJQPc9sw8Z85AuLYKmrVZIVXYLDxHd+t4S3+FTBlxypkAAhPz5iF/sSBP73nk/H76OfblsMQLmOo5LDIcQhMgMiFQhF7WYEjUvz9NJDzifNGDS9Hx9ASIa/QDxkb0onMle2dhJn9Hxt8EZm1mbRZb9ggFgiF9s34wvkD0bRHU0KioKCQkJyM7OxsLCAhP9t7S0gKZpREdHM9E/19iZZO0WmPsagb5GKLKKPXqPYlL6nqjh+yt8mvC5HqieiLqJmE9CQgI2bNjA+wXxVIRPH32e0Zc++yLHg02pdEztA07T+wCL6OE4l+8suidgE7zDPp4kcg82+UlJFoMVXbljGiQETzX8sW1nxd4j+Q04a4RzOIZnfy6yIaQvZkyO4vvuENtWAdIHRIwY8vQFSERMHHgksifXs4nQKZvFhr1rH8CTUSHfcxbx+yvZA2cJn/28DAoKQlJSEpKSkkDTNGZnZ6HT6TA6Ooquri6EhITYCP+Q6JuWyiChPN8fJYbwl2qN68/wacLnwlLm8O0lctmSilzwGOETMwm+UTwhQQURZC9UIxQCI8zjRrc+F7jISGwqlms/d6V17RUAvbUAWIqwELlHymwWFbkSMPVwkcc4q5+fvR85pHIZ72KGkCn5fzbx2xOtw/gcz8ggMxJn34Rn3xdgI/vLLQTEZFGEFgQiyZ4TdqQPLD5PnHlSLO64GO37M9kDZwmfL2UukUgQERGBiIgIZGVlwWw2M8I/HR0djPBPbGwsYuJzoFCfhNnDUX4gwheG3xG+uyRssVjQ2tqKqakpBzEfoWtRS2wOoz592fYFe7Jng69L3w4knS9xQxtfqlI5bd4TpZvvQfGdJcOZKYw3FgBSKaRBZx98zhT/+MRvpAoFb9TMVzKQyGS85Mx1jBiiIaQsU8gdzssVOQtF+8DZ9+vMfY934UJeF0jx24vpLP5Dwvl9cCuyt4cd6UtkMqcjjAAgsTfHEtyX+/orSfTMPZyZcRdbylIoFEhISEBCQgJomobBYIBOp4NGo8GpU6egUqlQnhQMrVaL6OjoJcv+knsMdOnzw6cJny+l72qEr9fr0dDQAJVKhXPOOUd0V6knm/YkXKN4QSpu8udL7ZNzCeni86TziT+3q536ANxO53NG9yJH8bxpnMNeAHgq+idRqqtSvxKpBDKpcK+Aw7UEyNnZcWKyEs56F5jziTR3EVocOls4CGUyJFIJN0Hbkb5HyJ6AohyVKAVIXyzZ+2pUz4arsrpsSCQShIWFISwsDBkZGbBYLJiamoLFpEOoSYd/t7baCP+EhIS4ZVAmRPhk0RGI8P0IrjbtqdVqtLS0IC0tDWvXrnVphnSphG8T3Tsje0LwzvSSlSpbNz2B6F6qVIF28gN16NZ3M7r3dLPeckGqUDAlEdENgAKSuDLV4t/ZOsfSSxD5nWMTrdiHndhjyCKBi/T5uuNlCrlzS90gOa/UMCFaPtInCy8+0hfT7MjbM8AT6fNBolCIanS0J3vm/uwd+wBAJls0hnLSje8PZA+4L7rDBblcfqZbPg6mwS5UVlZCp9NhYmICvb29UCgUTO0/JiZGlOwvEKjhO4PfEb5YEqZpGidPnsTg4CDy8/MZfWNvXIsLWq0WMeRe5EpIrIvyiliYWyR7LhCy5+raJ2p6YmxweZT3PAX2uB/zGleUbv/ZcWmh0zSnU57VJHL00oNCPVLW+1pq9z8X8duDLyqUKeSQyGWcxwqRMyCur8AVbX4xhC60D4E96duXWZyWCDh6Ecg5hEhfSIWQOTe5F2dCQk5czQBWtM8iHSHS9xeyB5YuqysEiW4QaWnrkZaWBqvVygj/9Pb2oq2tDZGRkczoX1hYGO/illio8yEQ4fswhFL6nOMxZ8CWyN2yZYvbNRt3CJ/dGLg9ZJHspfPGsztwkT1PrR7AYjqfTzrXLrqXSKQ2MrsORjkiu/UJpGfkdx3sbB2IXATZuwKKshHtsYfVi6N4BIT8HYhfpOENgTx48e/hyj0TEhCzaLC/L2mQ1KGswEd6zsiQ3IcYQifkT/bjSqO7kt7naoZjk779goGL9Jl9hPTr7UncCek7A9MIa3dNLtL3J7IHPBvhsxGcth6mwS7m32xZ37Vr18JkMjGyv6dPn4ZMJmMif3vhHzHSuoEavh+BpHb4/rBcErnuQiaTMf7KYr7o7MbA7SGToOUCRM6o7Cn5O/CVStsOfJ7oXkLKBUv0GFgUZHGtBLASsF8MWE2uGwYxcNJw5amon9wzIX5XzHZkqiBY5xZERavAYj+B2F4CZyR89pzOCZ28LrQ4WNQVEDDekcmElekEpg7YpG+zIJBIOUlfGhTELetrR/pSAcVI+/Mxl5RIBUlfiOzN37gN3omjl4al1PCdwSILwuxIH8JTshy2BQcHIzU1FampqaAoCtPT05iYmMDAwADa29sZ2d/Y2FhYLBbee1xYWIDZbP5Kp/R98XslCPLH5Iq8h4aG8MUXXyAjIwPFxcVLIntn17KH0WjE559/jvn5eVRVVTFkT6J7SmxkL7aWj0Wil3Ap9cF5dA8sNv+x/+dwDneb9biO40nni9nPGWTBSuZ/UmWQzQPak5AFqzgzDy6RtzJIMHvBRwQyVZBDVMuAy+s+SLH4PyFjHZaELp/CnuN5nf+mnO3jdN7fWeZBgHR4+yX4Uup8fQ8kY2L3t+L7W0s5fj9cCxuapgTf//txZTB7eIzUU/BmSp+L6LkglUoRHR2NnJwcVFZW4txzz0VqaiqMRiOampowOTmJ0dFRjI6OYt6uNKrX6wFgSRF+f38/fvCDHyArKwvBwcHIycnBPffc41SCfevWrcyEA/nfj370I5t9BgYGsHv3boSEhCAhIQG33367x43ifDrC59Qpl0ohkUhgsViYVA5FUWhvb4darUZpaSliY2M9cn024SsE6ndarRZNTU1ISUnB+vXrQX/5hs120WQP2BK9medLpFQB9kY5Ir8YkqV063NhmcxuXIWoyNxN/QL7aJ0PvJGsVMJfMnByLqlC4dJkgSv7uxrtc56DXbvmbMRTCF6L6QvgmShgL3qEIn2eDUykbxuNO5p0Le7EX76hbaYABBZwdpE+76INQHvRPmB4GJ9++inCw8OZtHZERIRbHeuehrdS+gRiSZ8NpVKJ5ORkJCcng6ZpfP7551CpVBgeHkZHRwfCwsKgUCgwOjqKtWvXQiKRICQkxO177OzsBEVReOqpp5Cbm4vW1lZcf/31MBgMeOSRRwSPvf7663Hvvfcy/2bfh9Vqxe7du5GUlIRjx45hdHQUV199NRQKBX7729+6fb/28GnC54JEIrGprZtMJjQ2NgIAr0TuUq4lJK9L0zT6+vrQ09ODjRs3IjU1FQDA3puQvZTdkc9+uAgJ6rBBVpBuNORJlCqHOrwDxDRC+kA63x14shmPDUL8SxntkyqDmHsSbQwjUrSHEcth738GfNcSJaErUvXPqWmOs5q+kzFCzkY+YhTFd5xEyt0fwEH6DJFzlAMI6QuR/dlzL5K+ENlbr7gdqXo9xsbGUFVVxcjVNjU1AQCTso6NjXXJrMaT8GZK3xMgi6Lk5GTExsbCbDZjYmICH330EW6//XaYTCZIpVL89a9/xaWXXoqMjAyXr2FvX5udnY2uri785S9/cUr4ISEhvM3j7733Htrb2/HBBx8gMTERxcXFuO+++3DHHXfg17/+tcf+5n6X0gfONu7pdDocO3YM4eHh2Lx5s0fJnn0tLsK3WCxoamrCwMAAKisrGbK3AdfMOV9kb/+6fXSvVPGTvV10T9L5EqUKEqXKJWEe5hx+ks63OaeIbANJ+bua9hcarZMqFI5NZCKMUezviffaPOcSIpCl7C+0n429rb3CHo9TntB52QsMrswBO73vyvvlLUkog/gjd1YUbUPkfOUAFzJEzsgeOKPcJ5UycrWbNm3C+eefj6KiIoSEhGBoaAiffPIJvvzyS/T29mJ6etqpv7on4e0I3xNgj+UpFAokJibiiiuuQF9fHx566CGoVCq89NJLyM3NxYYNG3DLLbdgYmJiSdecnp5GTEyM0/1eeOEFxMXFIT8/H7/4xS9gNJ5t5j5+/DgKCgqQmJjIvLZjxw7MzMygra1tSffHhk9H+HxpLJlMhqGhIYyNjWHDhg1Ys2aN1+6BK8I3Go2or69HUFCQg5CP9fPXAJwxyrET1aEVStvX7LXy+RCksl0AOPO9d5IFWO3pfDGQSCU2tXRPdP5zRdKOO/EItLihsw/wlxf4RHGkCoVDM5n9dvb/O7sXMdK9YiJ9Z4p8fJG+Tee+fb1dKIPAp9kvkXCP3/E0/omZ9xfbjU9RlMMzTyKRIDIyEpGRkYxZDZlXJ9E/mVf3dvTvzRq+p8A3hy+VSpGZmYmEhAQcOXIEs7OzOHz4MN57770lpfi7u7vx2GOPOY3uv/WtbyEjIwMpKSlobm7GHXfcga6uLhw4cAAAMDY2ZkP2AJh/j7EsmJcKnyZ8LlgsFiwsLGB8fFy0RO5SYB/hazQaNDc3M/V6rh+APdlLF+a4I3v2a1ypfVL756vls8EmeVcj+lWczhcLIfIXK5zDnOtMn4S75QOxdXc2kciUQaIXLa7sy74XvmY5MQp18pBgQVc+Z4sCWbCKl7wlMsemQ2Ybi/Qdsih8I3h8JM5H+gJwZfROTAQdFBRkU7OemZmBTqfD0NAQOjo6vFr797cI3x4Gg4FR8IuIiEBNTQ1qamoAAHfeeScefPBBwXN3dHQgLy+P+ffw8DB27tyJyy+/HNdff73gsT/84Q+Z/y4oKEBycjK2b9+Onp4e5OTkiHx3S4fPEz67tkYkcgEgNzfX62QPnNXTZ9frN23ahJSUFM79HVzxwJ3Gp4NUDhkABuYFfnEehxuUL/6PwL4734PpfMX3fi14XF1dHeLj45Genu7S9axWKzo6OqBWq3Fe53suHUvgil+6s1Ss2KY8Z3BozHMjBeyKZwEhciHJW5I253qPfGlnMQsQcftwW/GSmjof6UucNPoJHUuO412ULIH0mckWF1X9AO45e5LSFwu+6J8sACQSCRP528+ruwNfr+GT57QQ4fN16N9222249tprBc+fnZ3N/PfIyAi2bduGc845B08//bTL97p582YAixmCnJwcJCUl4YsvvrDZR61WA4BbonF88HnCJxgbG0NLSwsyMjIwMzOzbF2rMpmMEfJxZrxj/fw1BwldCavGRghekOyDVLw1QwC26XylyuXZezHpfIlMhqNJm1FcXOzSxINUKnXZbGhhYQGNjY2Yn59HZWUl5Fu3cu5nefKXLp3XEzjblLe00Ripk+Y+wf4AVlOfzTF843vOmtY49hezsJEqFPxe96wyANd7ZGdP+EifwJ1GP/L5Ch0r1hHSRkVSgMgdxlh5FwgS2yZd8IvqcKX0XQFf9D84OIj29vYlR/8URS151Nmb4LLvZUOv1/Oq7MXHxyM+Pl7UdYaHh7Ft2zaUlZXhmWeecSvrQRrNk5OTAQBVVVX4zW9+g/HxcSQkJAAA3n//fURERGDjxo0un58PvvvXOwOKohiJ3MLCQiQmJqKxsdFjpjZicOrUKYSGhjo13mFscNnEPm+y3YcrcifpfM5tHA9jD0vnyr69SKZmsxlNTU0wmUzYUlrqsgSlRCJxifD1ej3q6+sRHByMiooK3tFHiqJw6sLvYnx8HEVFRYiKigKwTIsAqdSlETretPeZngGXFPdIl72rI3xnBJTs9+cbp5Mpg5xr5hPNfif34Gqk70xRj6ue7nakz7fNRXU9qUolSr9fwvHehBT0XI3wheCN6N+ZbO1Kg3ACH+F7QmVveHgYW7duRUZGBh555BFoNBpmG4nEh4eHsX37dvz9739HZWUlenp68OKLL+LSSy9FbGwsmpubccstt+CCCy5AYWEhAOCSSy7Bxo0b8d3vfhcPPfQQxsbGcNddd+HGG2+EUoQmi1j4NOHTNI26ujoHiVy5XO5xQQIuaDQaTE9PIzo6GuXl5YI/Rkv9Ozb/5iJ2TrInEFOvV6oWIwbmonafgQvpfNk377D5t8FgYMh3y5YtgroDfJBKpaK7hrVaLRobG5GSkiJoamQ2m9Hc3IyFhQVUVlbaTGLIf2Q7n2p+4hdOr+tKZ7U9XCVeLjgq7rnWzU/NLwjWhW264nmyA5znFoi82aRsv2jhKgOwSZ9PZMhTkT7XdAPnuF6QkyyAVMpJ0A7OeySb4MS0x+ZcZ6J8Z3K53qyRs6N/iqIwOzsLrVbLRP8RERFM9B8eHs4Z/ft6Sp80FfJlLjyho//++++ju7sb3d3dDs3i5NlnNpvR1dXFdOEHBQXhgw8+wKOPPgqDwYC0tDR8/etfx1133cUcK5PJ8Oabb+LHP/4xqqqqEBoaimuuucZmbt8T8GnCl0gkyMzMRFRUlE0qyZO2tVygaRq9vb3o7e1FZGQk4uLiXPohEmKX2kX3BOx0PqUMhtRZao0xzlmChCyA+owLkJiYiLS0NJvXdTodGhsbkZqaivXr17udVhST0qdpGgMDA+jq6sL69euRmprKez2j0YjGxkYmA+Asnaj4fw8w/y2G/J2C528uUy2uuK1z7v89nJUL+DIFUmWQSw2UniJ9NsRkKsRG+kJwloJ3tvBhuvdFRKV8GviLG7nT9Xyk72pkT7DUlL5YSKVSJvrPycnB/Pw8M/c/ODjIG/37etOeM6c8vV6/5Aj/2muvdVrrz8zMtAl80tLS8NFHHzk9d0ZGBt5+++0l3Z8z+DThA0BCQoIDiZC6ujdgsVjQ0tKC6elpbN68GQMDA0teXFBBSkg5yJpSBtsK8tjDvLDk9L3067ee/e/6epvPkpDvyZMnbYSD3L6WE8KnKAodHR0YGxtz2h8wOTmJpqYmJCcnY926dS4/CD1O/hywJ36hdD4fXCFk9jGAY6ZBaJEAgLfD3HZW3pb0+UhZDOnLw0IFe0ZIup5vH6mHeigcriuU9ufQwAcAqUrpUIsHeEjfTQOelSJUtlodRVFM7X9gYMCm839+ft4nFP/44Gxs8KtujQv4AeFzfcHkcjlMJu7oeSkwGAxoaGiAUqlk6vVisgkknU8pVJCabQmcCuKuv1BKDpEgdjpfqRJUUXOWzpdU3+xgO8smZEK+arUa5eXliI6O5r+WSAjV8El/gNFoREVFhWBqbWRkBB0dHVi/fr1HNBbY5O+Nuj8hfpeJyU6vXVSPgNy9lP3icTJRTZtiI315WKjT60sUCm4fB1YpgGsfqchGP2c1e6FRQlcyAIsHOTbgOezCYbVrvfxnok7vyRq+u5BKpYiKikJUVJRD9D87O4vu7m5MTU0x6X93Sn/egrMI32g0Mk1yX1X4POFzwRspfY1Gg6amJqxZswbr1q1jfngymUyUmYU92UvnTQzZs6N7ycIcN9mzwRXVi0znS6pv5t1GCH9hYQENDQ2wWCyoqqrymEIhnwwx6Q9QKpWoqKjgbfyhaRrd3d0YGhpyeUJALNh1f0HyF6HGZr//Umv8TI3ehTqpmGPYiwR7cuXNCjhJt9tfn+t1vmty3qOTfbhI32ldXsQ2TnVAniifDyTK57LatbIybM6wXCl9V8CO/r/44gskJCTAarU6RP9Ctf/lgjPCJ3P4X2X4LeF7qmmPXa/nmq+XyWSYmxNIu2OR7B1eExHZO6Tz2UQvRmyHBSGiZ64nlcJkMuH48eOIiIhAWVmZR8dspFKpw+KI9AckJiZi3bp1vD9Iq9WK1tZWzM7OorKycsnNNWJAyN/TUT+b+HnT+TwLCiEteEG5WJ5juCCGgMl+AI/TIovcxGQa2NfkVLJj7eOO26FbjXrg7/hnk76tzC53lC8JCnIcv3OB7AHfr5HTNM0QPIn+ieofqf2zVf+WO/oXQ/hLreH7O/yS8OVyuUcifFKvn5mZwebNmxEREeGwj7NsgqX+HcCO8CmFCtIFo8O+VJASEj4id+WHzlrsSHb/SGBHW8zNzUGn0yEnJwc5OTkeX42zRZJomsbw8DDa29uxdu1apKWl8V5vbm4OjY2NkMvlqKysXPbRH28Sv6syxiTi5Bqrc3Yc1zG8CnQKheg6s5gFApv0+Qhb7EKD9xrscT4uO1qBNL2Q0Q4fJBKezn2+1L6IlL8QfCGlLwT7GrlSqURKSgpSUlIEa//LFf0HCN85fJ7wub4knkjpkzSzSqVCVVUVL8kIueUBZ6N7ks63J3uSzhcieypIBalF4OFun86XyyHZcR3//nYgKoE6nQ6xsbHIzc0VfawrICUDop0wNDSEwsJCxMXF8f7YZ2Zm0NjYiNjYWGzYsGFFH3g26f6n73LY7sw73WF/qYQRcnEnzS+2Ru/2KJ7AvvZRuJgIXWykv5TtSxnn41XyE9Lcl8m4pafZ5M6RJXM1ugd8M6XPhtBYHlftn8z9s6N/kgHwRvQvpoa/HJlDX4bPEz4XljqHPz4+jubmZqSlpQnOgAPCi4uFliM2/3YltU/S+ZRYsZ0zcIXogbOp8snJSaSkpHj1gSKVSmGxWNDQ0AC9Xo+KigrBFfX4+DhaW1uRnZ2NjIwMn3rYyX94PwBu4ncHNvV9F2fvAde8DDxF+vYQG+kLn2PxkUMLkbZcIawhERoieLyoMTwRRjsSlQjBE3uyl0hgvewW58dxwNdT+q7cn330Pz09jYmJCZw+fZqZ+yepf09F/0KET9N0IMKHnxK+uxE+TdPo6elBX18f8vPzRXVsir0WN9mHcKb2F7ed3V8wuj8DV4keWEyVNzQ0QCKRoKqqCoODgzaWjJ4G8Z8OCwtDRUUFr0IUTdPo7+9n/g5EStIX4Q3id3X2HlgkMYpjFNXdeX12U559s6FQlO08QucndHZ6XKKQL4n0hY53psQnxmjHhuyFonw7TF18HUKcRJp88LeUvlhIpVJER0cjOjraIfofGBiATCazmft3N/p3Jgyk1+sDY3krfQPOwJfSdzXCt1gsaG5uxuzsLLZs2SL6D0/Mc8SCELw92bPT+YJa+hxwh+ynp6dRX1+PuLg4bNq0CVKp1OX34gomJycxMDAAYDFN397ejvj4eMTFxUGlOru4oSgK7e3tmJiYQHl5OWffhC9i/uIrIaPMUBw+aLtBIJ3PBykZ4xMp3MNI7PKQvqeuIy4l7xlC59uHHZ1zkT5bw57zeKKE506aXggcxzBNjazf1IkTJ6BUKhEdHY3Y2FhER0eLJjBfVrKjadpjCxKu6F+n09lE/yT9HxYWJjr6t1qtgk3InpDW9Xf4POFzQS6Xg6Zp0Skm4rLnrF7PBb4In6TzrXIVZBb72Xv+0Q+nZM9aGEi2fVf0fbIxMjKCtrY25ObmIjMzk/nBuKp1LwY0TWN0dBRtbW3Izs5GWloa5ubmoNFoMDo6is7OToSFhSE+Ph5RUVHo6ekBTdOorKy0WQj4C8xf2+9I+q6AXW9XKUWTMXMMUT1zQvxs8rW/jtDInVSErj45vzuE7uo+ziJ9wXNzpelJKp+H9CVyGWdN3mE/LhK//Ge40GyGVquFTqfDqVOnYDabERkZiZiYGMTFxSE4OJj3meXLKX1nxjTugh39A7CJ/k+fPu1S9C+k9U9S+oEavh+CfOnEpJjY9Xp3FNtcLR84I3t7cKXz3SV6mqZx6tQpDAwMoLi42MH9yR03OyFQFMVcLz8/H/Hx8ZBIJAgNDUVoaCgyMzOxsLAArVaLsbEx9Pb2QiqVIjk5GbOzs1AoFD4b0QjB/LX9UMzrgU/fX/K5CBm7MnsPLBK/S3V9kYsLiVwBCbgXFPYd664QOme3u/098jysCek7ONTZ3YM743yc15PJQVs53hffIkEqBX2mSU+hUDBz61arFXq9HlqtFlqtFr29vQgODmaif3vJcF9O6ZPnhrfvjy/67+/vdxr9C0X4c3NzsFqtgZT+St+AM/Cl9IHFND3fis+dej0XhAifK7onsE/nCxrnsOAu2ZOShV6vtzEaYsOTKX22BLFQaj4oKAhKpRLT09PIzMxEdHQ0tFotOjs7sbCwgNjYWCb170lXKG9jMjID0edevPiP4x/abHPVoEeqUi6O1HEQsmBd38UMgSv7iy0fiCF0Z2QvZuHg7vE2dXn7BQFXmv6MFoYQ6XMZHnFF5zKZjNGsz8rKgpkV/Xd0dICiKERFRTEEZrVafapxlQ3yDFzOBQk7+s/NzcXc3Byj+seO/uPi4hAdHS0YABoMBgAIpPRX+gbcgUQiESRis9mMlpYWhvyWsqoj16FpmvkxLrQcgVUujsCpoBBIWf72Qun8f1PJuMCNezQajYyS3ZYtWwRHDD1B+HNzc6ivr4dEIkFlZaUgUQ8ODuLkyZPYsGEDI2oUFxeH9evXM9HP8PAwOjo6EBERwZC/K7W75YAqfSPmBtohoxzTy+at1QAAxdHXhE/iJIp3K8XPcYwQwUpVSt76tURuu3hmk76YCJ33miLKEE4770OFdfmloSGOctNnILaeLxHrW2G3UDgaVwbr0aOIjY1FXFwc5+JVKpVCqVQiNTUVqampsFqtmJqagk6nw+joKE6ePMmMAIeFhSEyMtKnsl9kQbOSv0mVSsUZ/ff19aGtrY3pU4qIiHB4fhgMBkgkEo+pivor/JLwAf7Im9Trg4ODUVVVteR5T/KjYzfUcJG9q7V8NiTnXYnJyUlQTU0u39/ExAQaGhqQnJyMvLw8wRW4JwifNANGR0dj48aNvA8lMos/NjaG0tJSB61+iUSC8PBwhIeHIysrC/Pz89BqtdBoNOjt7UVQUBDi4+MRHx+P6OjoFU11LiwsoKmpCRvjzv7dw+Z0i1H+9Gko5vUwK8Ng3lrtnPQ5ILGr6wPOG+3sa/RijmGuJZOBFtn8JybSl4WGuNRMyHtvzur5zsYC5XJe0peGhvL3AvCl6jmifK7a/QUXXMDYzZLFa1hYGEP+kZGRDkQpk8lsIvu2tjbodDpIJBK0tLQwc+1sx7qV/A34Wn8BV/RfV1eH+fl51NfXM59vaGgoQkJCmJG8pSxY+vv7cd999+Hw4cMYGxtDSkoKvvOd7+A///M/eYOs/v5+ZGVlcW57+eWXcfnllwPgzmT/3//9H775zW+6fb9c8HnC5/sDcc3iq9VqtLS0ID09HWvXrvXIapTdL2BPboTg7cleumBkyN7eTMcekvOuXNzPicAPFwYHB9HZ2Ym8vDwHy1suLIXwaZpmPt/MzExkZmbyPgBIeWFubg6VlZWi9Kvto5+JiQlotVq0tbXBYrEwD8+4uLhlVeIzGo1oaGgQnQo0b62GRaZCyJGXbTe4WqNXKV1OczvLELAXFpKgIBvSt4/ubc4bFORUW55vYcCuy4vZh4v0JU50+blq+66CL7pnk74N2Z9ZJNBfvxUSABEREYiIiEB2djYWFhag0+mg1WqZsVjy3bWXnCUmVrOzs6iqqoJKpYLFYsHk5CQjWtPZ2Wkztx4WFrbs0b+7I3nLBZVKBalUiuzsbERFRTHR/6FDh/CrX/0KWVlZoCgKTU1NKC4udosbOjs7QVEUnnrqKeTm5qK1tRXXX389DAYDHnnkEc5j0tLSMDo6avPa008/jYcffhi7du2yef2ZZ57Bzp07mX9HRUW5fI/O4POEzwd2hE9MV/r7+1FQUICkpCSPXYd8ycm1TB3HbbZzRft8kb19Ol+2Zf/Z/3ahvk5RFLq6ujAyMoKysjLExMSIOs5dwqcoCr29vejr68PGjRuRmJjI+4MxmUxobGxkjHLcybDIZDImus/Ly8Ps7Cw0Gg0GBgbQ3t6OyMhIZrs3u26npqbQ2NjIWPQa+1thlSo40/r2MG67wpH0OeDJGj05Rmwznz3p8+6nkPM28okhdPv9xUwYuB3pc0T5TF1eoONfSKGPDzSPml5QUJCN3ez09DS0Wi36+vrQ2tqKyMhIhvx7e3thMplQXl7OlAHkcjnz/aYoCiaTCRqNBhMTExgYGIBcLkdMTAzzP7lc7nUy9rUInwskKGNH/z/5yU9w6aWX4g9/+ANqa2txwQUXIDw8HLt27cKuXbuwb98+0QHEzp07bQg5OzsbXV1d+Mtf/sJL+DKZzIGPDh48iCuuuMIhiIiKivIod3HBLwifrdFOQGbxzWYzmpubYTAYllyv57s2X/lAbGrfHmyiJxBLxmazGY2NjZifn0dVVZVL7k/uED5R6puYmEBZWRkiIyN59yUEmZSUZOM4uBRIJBImesrJycHc3ByT+u/p6YFKpUJcXBwz9ueph5JarWZGG9PT03n3I2l9Lhi3XQFKKkPYh//n9n24WqNnNPVFptjFkj7gOUJn7+NMFc+h0c5+O9fxAql9LtKXMo16PNK7MjngYiMmc24W+axdu9bm+9vd3Q2JRIKkpCTMzMwgJibGIXKXSqU2Uy8Wi4UZW+vr60NHRwcz9kdS2N4gZl/WCCDgU9rLzc3Fzp070djYiBMnTuCTTz7BO++8g0ceeQTV1dVLuub09LTogAsA6urq0NjYiD//+c8O22688UZcd911yM7Oxo9+9CN873vf83jPhF8QPhfkcjmMRiOOHz+OkJAQj9Tr+eBsNI83tc+Rzucie3INZ9oCer0e9fX1CA0NxZYtW1x2unOV8Ek9jKIop3Pzo6Oj6OjocEqQS4VKpcKaNWuwZs0aWK1W6HQ6aDQatLS0gKIohvzddeuiaRoDAwPo6elBQUGBzWhjaFYBDH0tDseYlbYrdbl1DhbZGY8Fygr99qsQdtR5tM+GW3V99jF2xCtonxsUBPDM3rvTrEeuLUTmzhYGnqrnc6Xq3Zntt18M0DX/4dLxBCqVCklJSRgbG0NkZCQyMzMxMTGBrq4uzM/PIzo6mkn/cy3m5XI5EhMTkZiYCIqimMZXsgBQKpUO0b8n4OsRPnl28i1KSA0/KCgIX/va1/C1r31tydfs7u7GY489xhvdc+Fvf/sbNmzYgHPOOcfm9XvvvRdf+9rXEBISgvfeew//7//9P+j1evzkJz9Z8n2y4beEbzab0dvbi8zMTI/V6/lA6usknW9WBENhNtnsI6Zrn4/syTUA/h+WRqNBU1PTkvoTXCH8mZkZ1NfXIyIiAps2beJ9cJDxx8HBQcYoZ7kgk8mQkJCAhIQE0DSNmZkZaDQaJnVKHp7x8fGiMiGk0VCtVrukAqhXxSJsTie8z9YrAMCG+F2evXchXQ+4Mlp3RjFOhKa+2OhcjJ69LCwctL0xFPscQo12ZPsS3PeAs9E9AVeUTxY97qT97WE2m9HQ0ACZTIaysjLmO0zTNIxGIxP9nzx5EsHBwQz5czWuSqVSJvvFjv61Wi1OnjwJi8WCqKgoJvoXEv1xBl+v4RMlQD7C1+v1vOW/O++8Ew8++KDg+Ts6OpCXl8f8e3h4GDt37sTll1+O66+/XtQ9mkwmvPjii7j77rsdtrFfKykpgcFgwMMPP/zVJHx729Xu7m7MzMwwHuveBjvCNyscxzrEkL28dJfgdnZzoL0Yx+nTp3Hq1Cls2rSJGW1zB2IIn6ZpG7GinJwc3h866S6enp52apTjbUgkEmbmOTc3l6l7ajQanDp1CiEhIUxdlKtrmugKmEwmVFZWCo7vaEPSEWcccOs+9VuvcDnaZ8OVFDzgmhyvRBnkMukLni9IKUjoYvZxrqnPH+lLw8IE5vPdr+e7G90vLCygrq4OwcHBKCgosCEntmBVRkYGLBYLJiYmoNFo0NraCqvV6nTsj907YLVamcmB8fFxdHd3IyQkhCH/yMhIl6J/X4/wyfOZj/CFZHVvu+02XHvttYLnz87OZv57ZGQE27ZtwznnnIOnn35a9D2++uqrMBqNuPrqq53uu3nzZtx3332Yn5/3qD6JXxA+Abten5SUtGzSrDKZDLOzs1CeIXv76J7Zjyed74zsgbPTCOzSAUVRaGtrg1arRUVFxZK7NgnhszUF2KAoCv39/ejp6UFeXh6Sk5N5Mwnz8/NobGyEVCrF5s2bl93D3hmCg4ORnp6O9PR0JvLRaDRobGwEAJvUv9VqRUNDA+RyuahGw+i5xa7bsDkd9KpYl+9Nv/UKSGgKYZ9wS/Q6i/y5SF/oGFloKKg57r4SBxtcFukLzvOL/HuLIX2n51iKvK5AaUAaGsZb62cf7wkQ7Yrw8HDG20IIcrncJnvlztgfsaslkwMk9d/e3g6KohAdHc0sAJRKpeA9+XoN35kwkJCsLgkExGB4eBjbtm1DWVkZnnnmGZcWQX/729+wb98+UddqbGxEdHS0x8XI/Ibw2fXrqqoq9Pb2uuWY5w6sViuS59UO0T1Xat8eYsgeONscSCLw+fl5NDQ0gKIoZlxnqSBfTi7Ct1qtaG9vh0ajQUlJicPcPBuzs7PMF3Ljxo0+vfIHbOueNE1jamqKafpraWmBRCJBWFgYNm7c6HYfiJi0vsMx5+3nJX1OCIzVOYNUpeIlfXuIifQlZ2yf3SVzCcs2mmtRIOGxlT67XXhUT7rE34tEJuNs1HMnujeZTKirq2N+L66W49iNq66O/QGLv3v73hci+jMyMoKTJ08iLCyMIf+IiAgHcvf1lD65P77PVq/XLzkDOTw8jK1btyIjIwOPPPIINBoNs4101w8PD2P79u34+9//jsrKSmZ7d3c3Pv74Y7z99tsO533jjTegVquxZcsWqFQqvP/++/jtb3+Ln/3sZ0u6Xy74BeGPjY2hqakJmZmZyM3NhUQigVwux/z80iIHZyDa9EajEWZFokvHUgoVggq2uXQMicBJ/Tw6Ohr5+fkeW1mzRYTYP14SrZvNZqfpbNIgl5WVZWPM4y+QSCRM13RcXBwaGxsRGRkJmqZx7NgxhIaGMiv+iIgIh/fH17jnLuxJ35W6vhjSZ0fw9qQvaIOrDAJE9HvwRfDOCF3seZjtS0jtc8/2n7k/gY5+yBUA65rU3pt4r88Hg8GAuro6JCQkYP369R75vdiP/dn3rpCxPz7FSrboD0VRmJ+fh0ajgU6nw/DwMDNZwDas8YeUvtBz0mAwCAYxYvD++++ju7sb3d3dWLNmjc02UnI2m83o6upysCH/3//9X6xZswaXXHKJw3kVCgX+/Oc/45ZbbgFN08jNzcXvf/970b0BrkBC28+7+SC6uroQHByMxMSzpNvf34/JyUmUlJR45Zrs8kFwcDDWRy8+HElEbx/ds9P5rhI9wdGjR5GWlobe3l5kZ2cjOzvbo4RKURTee+89bNu2jUkV6fV61NXVISwsDJs2bRL0JiDd65s2bbL5W/gjRkZG0NHRYSP5S7TOycNPKpUy5M8emTL0tWBSlYw444BNSl8viUSSqRcAmC59AKCkjg8iiZ2QDSF9QcIX2sYnl8vx9ySkL0j4ZyJomiMrwBV9i4nQ2fvwRfD0wrxgdM9nosNsN5t5o3s26UvsU6X2pE+usQTCn52dRV1dHdasWYOcnJxlWRyTsT+Svg8KCmJq/7GxsU6DByL6o9VqMTExAZPJhPDwcEgkEigUCmzatMknU/uTk5Po6Ohw6H4nuOGGG7B27Vr813/91zLfmW/BLyL8nJwch/S9qy52rsBgMKC+vp6R5zWdbrPZztW4R+Au2dM0DavVip6eHhQVFXmFUMkDh9TxtVotmpqakJqaitzcXEHbzs7OTmg0Gqez+L4OmqbR29uLgYEBlJSU2MzQsp3OKIpiUv9kZComJmZR6tcL96U/bz/k1nkEf/Ev7h2ExuoUCkCh4CRnLriU3lepRJ3XlSjeWbpeCNLQMNBm8aUMm+sTox+uuihfpH8myjflbYYrd00kqDMzM3mlVb0BduqeoiiGvE+ePIm5uTnGbEZo7I8t+mM0GjEyMoKBgcUm1c8++8wm+idCNysNZxG+UJf+Vwl+QfhcK2MuaV1PgIy/se102VV6b5C91WpFS0sLLBYL8vLyvBY9SyQSZsTw9OnTOHnyJPLy8pCSksIbfZBMh9lsxubNm/3Sw56Aoii0t7djcnLS6VSBVCplZpnXrVsHg8EAjUazKJO5ZvEBztWwNxacjSRTr8MsPleUzwVT5Q5+0ncCe3IWiuClKhVvJ7p9BO0q6QsRujQsXLAM4Wy7M0jDwm2icrdgn0EQkB3mwsTEBBobG72uSeEMUqmUSd2vX78eBoPB5bE/iUSCsbExpKenM5oBOp0OPT09aG9vtxn7CwkJWTHyF5PS/6o75QF+Qvhc8HSET9M0+vr6mJS1s/E3+2Y9d8neZDIxc7lhYWFet4iVSCTo7u6GTqdziHDtYTAY0NjYiNDQUBQVFXlMxGMlYDab0dTUBIvF4tThzx6kqS8sLAxZWVkYGtV68U5dI32HLnux5CxXQCJXgJp3LdJfSnQuFs56EySKIOEo3672bnNsWBjggiwvAJhySwXvlw2tVovm5masX78eqampoo9bDnCN/bH9Ktipf5VKBYPBgBMnTiAlJYXpnUpKSkJSUhKsViuzCNbpdOjt7YVKpWKi/+jo6GV9XgQIXxz89gnuScIn8rGTk5OorKy0SVnPdDcCAMzyYCgs3B35wRuq3Lru1NQU6uvrkZCQgI0bN+LLL7/06uTBwsICKIqCTqdDfn6+INlPTEygubmZSff7W3MeG2RRFRwcjOLi4iU/iKSwgoIMc9JQqCiDw3YS5S8FNqTvYs1ULOkDi8IzrpA+nyIfcz4REbqoZkOu0UPWIs0p6QtBoeAn/ZBQzsWCITjWaUp/fHwcLS0t2LRpk9c10ZcK+7E/vV4PjUbDjP2FhITAZDIhMTGRs/+A2NBGREQgKysLZrOZkfzt6uqC1Wq1if6JuY234IzwjUZjIKUPPyZ8T6X02RF2VVUVZ+RnlvOn8d0l++HhYbS3t2PdunVIT093GMvzNEhfQmhoKBQKBZqamqBSqZCQkOAgRjM0NISuri7k5eX5XJTiKqanp9HY2IjExESPdUmnJCc6jfLZTXtiYZEpIbeerYObKncAAILrPnD5XBKVSrzvPYv0hRriJIog0CImY9wmdPtSgouRvo2MLleUL9bvngVdwUUIMU0gZk224H6jo6Nob29HQUEBEhISXL7OSoJtVZ2dnY3JyUlmgazRaPDxxx8zkX9cXBzn2J9SqWS86q1WK2ZmZqDVaqFWq3Hq1CmEhoYy0X9UVJTHG/+ECJ+maRgMBo/7rPgj/ILwuR7SnojwyRc7MTERGzZsEL0CdTZ7LwSaptHV1YWhoSGUlJTYSNF6qxGRNOexTW3sxWjILK/ZbGamH1wxhfBFkBHCnJwcZlG1XNAGpSBuYYR3Oy2ROnTqc2FElYPQ8xKR9MkLDtsEu+zlCkCuAC0yehcb6UuUSrdJ31VCXzIEUvuCUT7ruBDThNPLDA0N4eTJkyguLkZsrOtCTL6E2dlZNDU1ISMjAzk5OTZjf/39/WhraxM19kdGXymKshH9aWtbbIBmi/4EBQUtOfp3JgwUSOkvwi8InwtyuRxWq5VXNc4ZiM/0+vXreRtrZrobmeieK53vanRvsVjQ1NQEo9GIqqoqhxTTUvzquUDTNIaGhtDR0YF169ZhzZo1zGdlb8JBUnFzc3OQSCQYGBiAyWRCfHy8z6noicHAwAC6u7uXdYQwjJ6GXuKdCYax877NSfrOIFGqXCJ9Z773i+fkJn13CJ3sw5dZYLbz9FyQKJ/Pz14Q9qRv159AonshnD59Gr29vU7FqvwBRP8jIyODmSyQSqWMYh/b7Y/Y/crlchvRHy63P3vRn8nJSeh0OiaTGB4ezuhihIeHuxX9B2r44uC3hM+nPe8MFEWho6MDarXaqZc8XyrfrAhGRG6xS/fLHvXbsmUL57w76aD3BCiKQldXF4aHh1FUVCRoarOwsIDu7m4EBwejsrISCwsL0Gg0zGJhufznPQGapnHy5EmMjo6itLR0yXLEzsBXxweAAVkO0q09bp97RJVj82+xpG+fsmeTvv02GwQFQQJwLhAkCjsydzHSFyoViDmH4HaFwHYSrbu6IHDSmU+afAcGBlBaWurXo6rAItnX1dUxglp8WOrYn0wmY7ZTFIW5uTkb0R+SHSCNfwqFQlT0b7VaBTVEhKR1v0rwC8LnS+kDrhE+UZSzWq2oqqoSVJQTgqtkr9Pp0NjYiNTUVME6sqdq+KQj3Wg0orKyUvCLTmrc8fHxyMvLY0w4SEc6UeFi+89z1f19AaT5Uq/Xo7KyUpRDnrsgjXvO4C7p25M9ASF9oXQ+F1yJ9MXuK5b0nZ7H2WJAqQKEZvyVKkCogS9UYFSPRPn20f2GC3lPRwy8RkZGUF5e7veRI9EMyM7ORkZGhujjPDH2FxISgoyMDJvJAWL129HRgYiICGYRERISwhvFW61W3pFho9EImqYDNXz4CeFzQSqVMrVoMSNWJF0VFRXl4FTlDOx0vqtkPzAwgK6uLmzYsMFBjtEenojwjUYj6uvroVAoUFFRIZiOHxsbQ3t7u2CNW6lUMit6LhMaEvmLUfHyJhYWFtDQ0ACpVIrKykq3NfG9gQFZDtbQ/aL3tyd7Ax2GUIme+ffYed9G8ueuO+5JlPyNfFz7ukL6gs1+zgidbBdK/wcphUlfESRM+kIICXVqokNA0zQ6Ozuh1WpRXl7u91Hj1NQUGhoamGfAUiBm7I80/nGRM3tygIj+kOj/9OnTUCgUTN2fRP8EQil9g2ExA+fvCzNPwG8JHxDf5DY6OorW1lbk5OQgKytLVFSq6+9yeM0VsmeXDsrLy0XV92Qy2ZImD4jgR3x8PNavXy/YtdrX14f+/n4UFBSIdoqyr/sTJbqTJ09ifn4esbGxzAJgOev+BoMBDQ0NiIiI8CnpzxCZCUbrYhZJrPgOX2Rvj9HNV3CSvmDK/kwjH7iInOPvRUhfMGWOM+NyQgrdYgid7Oct0hdq4LMDX3RPhJumpqZQXl7udobQV0DIPjc3F2lpaR49N9/Y38jICDo7O526/UmlUhvtCzL2p9VqcerUKZjNZkRGRjLRv8ViESR8mUzmdY0Tf4BfEL5QClyI8Ek9d3BwEMXFxaKJjQtfntZhe664fRcWFhgzGldKB+5G+DRNY2RkBG1tbcyPV8jDnjy0Kioq3E5z8SnRkTneiIgIJvXvzShocnISjY2NSEtLWza9csB2NG/MmoIkGX9HPrAY5QMQjPRPS3IRDHFpd4Cf9J1CqeImfXcRpBR3Pi5CF5POt78Wm/Sd1eadjeox2wRMdLA4Yz86OgqDwYCKigq/Jw8yobR27VqPk7097Mf+2G5/JFNIIn+usT9gUfaaLfqj1+uZ5sHe3l7mOkFBQYiKirIp85L6vS9IAK80/ILw+SA0i08kYY1GI7Zs2bKkdI4seS2sveOi9p2dnUV9fT0iIiJQWlrqUkOhOzV8iqJw8uRJDA0NobCwEHFxcbykRxYiAFxWmxOCvRIdV90/Pj4eCQkJHq37j46O2kwgrBSiFNOAyD9bH71I/FmSs3X90xKRK0kO6Iu3I6zxQ9cPFEn6EqVKlGse7/lczfQ4i/KdwdXUPjt7IUD6LS0toCgKsbGx0Gg0vGlpfwDJBK7U74bt9kfTNKanp6HVal0a+4uMjERkZCQyMjLQ0tKC2dlZKBQKdHR0gKIoREVFISgoCMHBwZidnfVIOn/fvn1obGzE+Pg4oqOjcdFFF+HBBx8UVGWdm5vDbbfdhn/+85+Yn5/Hjh078MQTT9hMDg0MDODHP/4xjhw5grCwMFxzzTV44IEHvKJU6DeEL5FIYG/sxxfh6/V6RmSGryNeCOx0fmzmeszNzTGGM0JkNT4+7mDj6wpcjfAtFguam5sxMzOD8vJywWhdr9ejoaEBkZGRXk97e7vuT9M0+vv70d/fzyxyVgJiG/e40EfnQCbxjFElIX2n6Xx7EJIWE2WLieDF7CeG0Mk+fNE7ifL5thPS59ruJLXPlc5vnVlML69btw5TU1MYHR1l0tLx8fGIi4vjtFL2Reh0OjQ1NfmM9K9EImHG/nJzcwXH/mJiYmxIkKZpdHR0YG5uDlu2bEFQUBCsViump6eh0+lw6NAh3HvvvYiPj8f09DSOHz+OzZs3u/3s27ZtG375y18iOTkZw8PD+NnPfoZvfOMbOHbsGO8xt9xyC9566y288soriIyMxE033YTLLrsMn376KYDFjOvu3buRlJSEY8eOYXR0FFdffTUUCgV++9vfunWfQvALe1xgMTq1v9Uvv/wSycnJNqvU8fFxNDc3Iz09HWvXrnXrR2hP+GazGR9++CEuuugizlUXW4e/oKDAbVnN4eFhDA8Po7Ky0um+JpMJ9fX1kEqlKCoqEozWtVotWlpakJ6e7nHLXVdAURSmp6cxPj4OjUbDONAlJCQgLi5OVMaB9EYQL4CV7LwdGVUzhD9ljkSSbMRhDp/U8AnM1NmHDR/hB8sdSZPdtMdG+LwOAKAOSkdu/fP8Nyu0GHA2e0+iYM4InuNvxt6PbzGxsOB8oSFxkoIV+h7zET6BxWwb3Z+Bbu25Nv8OMU2gdUbq4CVB0tJsK2X2PLov+k4QsieGWb4O9tifVquFyWRiavaxsbHo6+tjgh2uniGKovDFF1+gpqYGQUFBjDjPzp07sXv3blx++eVLCnxef/111NTUYH5+njOonJ6eRnx8PF588UV84xvfAAB0dnZiw4YNOH78OLZs2YJ33nkHe/bswcjICBP1P/nkk7jjjjug0Wg83gvle99KF8CO8Nmkm5+fj+Tk5CWfPzZzPXMdgHsE0Gq1oq2tDRMTEw46/K5CbIRPmm1iYmKwYcMGwS/twMAATp06hY0bN3rkM1kKpFIpo8DFV/cnqX+uuj8RLlpYWEBlZaVPplRdEd+x0hKPRfkA0F36HWHSXypcjfSFHlbebup00mjIBXuyJyguLnb4jbHT0qSBVavVoqenBy0tLYiOjmaif2+Oh4oFMfXZsGHDij8HxIJr7I8ssrq6uiCRSJCSkoLZ2VnOsb+RkRH84Ac/wFVXXYW//OUvoCgKn3/+Od566y384x//wJVXXun2vU1MTOCFF17AOeecw5tBrqurg9lsxkUXXcS8lpeXh/T0dIbwjx8/joKCApsU/44dO/DjH/8YbW1tKCkpcfseueA3hC+U0if2slNTU9i8eTMiIiKWfD1C9uTaEonEgYzn5ubQ0NAAALw6/K7AWQ2fpmmMjo6ira0NWVlZyMjIEPSw7+rqwvj4OMrKyrwuQOMqhOr+xHmLpP6joqIwPz+PhoYGKJVKVFRU+GQEtRKYVcYyUT7AQ/pOxHYA8BO5PXF6uuGPD0FnFnN89XgSvfN17SudHC/C8pao7DmLAu0bWI1Go808ekhICOLi4hjtiuVuHtNoNGhubvYLUx8hhIaGIiQkBHq9HiqVCtnZ2ZienmbG/qKjo3H8+HHs2rULKpUKu3fvxtatW/HEE08wY9znnnsuzj2Xe2EnBnfccQcef/xxpjfszTff5N13bGyMaSJkIzExEWNjY8w+9kqg5N9kH0/Cr9sW5XI5TCYTPv/8c8zPz6OqqsrjZA+AMbZhEz6pCYWGhnqsAU4owqcoCt3d3Whra8OmTZuQmZnJ++Awm81obGzE1NQUKisrfY7suUDq/iUlJdi6dSvWrl2LhYUFNDU14ejRo/j0008RFBSEgoICnyH7lOTlkex1BnWQ7fx0d+l3XD+JK0p0ZF8hq1xn5wtSnSV1ITiL1N2161UE2ZA+X3TvDkJCQpCeno6ysjJs3boVOTk5jBjWRx99hJaWFoyOjsLMp+XvQZASZ35+vl+TPXDWh2RiYgIVFRVITU3Fxo0bcf7556OiogIymQzPPvssCgsLsXHjRiiVSvzgBz8QPOedd97JBHR8/+vs7GT2v/3229HQ0ID33nsPMpkMV199tUMg6svwjSenmzCbzRgfH8eaNWsYlThvgU34ZK4/NzcXmZmZHquJ80X4FouFse8tKysTLBsYjUY0NjYiODjYbyNhmUzGzPCS6CQiIgImkwkff/yxy3X/5YKY8Tx3YS++4wxupfc9Gb0Tol5w1sSncr6PPVwZxVuKII8HwNauoGmaMaI5ffo005FOUv+hoaEe7a8hdr3+6OBnDzJirdFoUF5eblPOI2N/hYWFePvtt3HxxRcjIiICubm5qK6uhkQiwc6dO/GrX/0K69atsznvbbfdhmuvvVbw2tnZZ50SSZ/GunXrsGHDBqSlpeGzzz5DVZWjr0pSUhIWFhYwNTVlE3Sp1Wpm8ZWUlIQvvvjC5ji1Ws1s8zT8hg3sfwgDAwNQq9WIjIzExo0bvX59Iopz6tQpnD59eslz/VzgivBJ2YCmaad168nJSTQ1NSE5ORnr1q3zi65hIRAXMpKKJJrYfHX/kJCQZX/PS+nU9za6S7+D3OaX+HfgqqOzSV8oulaqhMV2mGtwELp9ZG+/j/12Z6TtqiCPzSieAros502ynoBEImHGydgd6WR8ValUMql/rpq0K1Cr1WhtbV01ZH/q1ClGxIxP12RiYgL79u3Dhg0b8PLLLzNd+6RuzxUckLKhOyDB2TyPvHRZWRkUCgU+/PBDfP3rXwcAdHV1YWBggFkgVFVV4Te/+Q3Gx8eZv9P777+PiIgIr/Ca33TpWywWWK1WRu1qfHwciYmJMJvNKC4u9vr1//3vf0Mul8NsNqO0tNQrMo16vR7Hjx/HxRdfDOCsoUVUVBQ2btwoGK2PjIwwM+neFtLwNohWOTH+4VMpZNf9JyYmHOr+y0H+pFN/yryYdQmT2xrp2HfpA8479bm69AHuTv2xhQREKLjNewAg1jKG6PaPuDcKNc7NzwkTPkmli6n9OyN8+334Uv2EtPkifEL6XNv5CB/gJXxSw1eureC+ngdhtVoZKVqNRsNI0ZKI0pVMFpHMdkVF01dB0zR6enowPDwsKGU8NTWFvXv3IikpCQcOHPB45u/zzz/Hl19+ifPOOw/R0dHo6enB3XffDbVajba2NiiVSgwPD2P79u34+9//zkxa/fjHP8bbb7+NZ599FhEREbj55psBgBnls1qtKC4uRkpKCh566CGMjY3hu9/9Lq677jqvjOX5TYQPgGncoigKVVVVzMPe2zAajTCZTAgJCWHmPb0BEuFTFMWk44hVJd9qn5Dj0NDQqvDjJlMPMzMzqKioEFTpY8/7W61WpoO3qakJwPLo/I/NJyBBqUOUYpohfTbY8rorhe7CK4UjfS4sRXDHfqEgJm1P9nFW13clnW9/T+YFt7r3lwMymYz5vubl5TFStCSTFR4ezkT/4eHhvItZIka1kvoUnkRvb69Tsp+ZmcFll12G2NhY1NbWeqXMFxISggMHDuCee+6BwWBAcnIydu7cibvuuou5ntlsRldXF4xGI3PcH/7wB0ilUnz961+3Ed4hkMlkePPNN/HjH/+YsUy/5pprcO+993r8PQB+FOHrdDqcOHEC0dHRyM/Ph0wmw8jICAYHB7F582avXXdiYoIxZfGG5jQb8/PzOHLkCHJzc9HX14cNGzYgKSmJ98dN3OFmZ2dRUlLi90YepEmPpmkUFxe7vbCiaZrR+R8fH2fm/ckD1ZMPhPp+GgnKxS55sVH+ckb4bNiQvrPPVhEkXM+3b5Zj78tHqmII3RmcpbldzOoIpfNpSBCzJpt3+3JhYWGBifx1Oh2vBz3RqS8qKvL7hT+wSPYDAwOCjoQGgwGXXXYZ5HI53nrrLZ8YgfRl+E2Er9frkZGRYdMkJ9Y8x10QP/j169dDo9F4vRuTnP/06dMoKSkRNNyZm5tDY2MjZDIZKisrl9WsxhswGo1oaGhAWFgYs6BzFxKJhJn3X7t2LVP3Jw9EUvcnOv/+3usgFi5H+rxyuW4umJZK9k5G7egz9yVZwSY9byAoKAgpKSlISUlx8KCfn59nnOPGx8dXRZYPAPr6+jAwMICysjJesjcajbjiiisAAG+88UaA7EXAbyJ8q9XqoJuv1WrR0dGB888/36PXIjPsIyMjzA+osbERkZGRyMrK8ui1CEi5Qq/Xg6IoKJVKphnNvh49MzODxsZGxMbGYsOGDX5vCjE1NYXGxkakpKS4rY4oFt6o+5Mof7kj/LGFxSYfsRE+QW7zS+IifAJ70ucjfGd1f2cgxzqbvXeT8Okz5yfbe3N2IZLSce4L+E6ELwSDwYDu7m6Mjy96fRAXOjLz74+L2dOnT6Ovrw9lZWW8Sppzc3O48sorMTs7i3/9619LEjz7KsFvInyuL66QeY67IDPsZK6frBq9mU0ghjthYWE4//zzIZFIMDExwWjzA2DIn7jdZWdnIyMjwy9/0GyQppflcO0CfKPu7wwmi4qX9F3FxHw4YpSzNq91F16J3M6D/Ae5K7bjrO7vjNDZ+wnt42Q7rQhadVE+HyYmJqDT6Zi0t70LHTv176qnyEpgYGAAvb29gmQ/Pz+P73znO5icnMT7778fIHsX4DeEzwVPk7C96Q67K94bhE/TNDNnnpqaitzcXCZaJ8RD6tHj4+NobW2FxWJBZGQkgoKCYLFY/OJHzAWapnH69Gn09vauWDcxe96fXfc/deoUWlpa3K776y2hDlE+HzwhrztjDnU5yncZjFyuk89BzOJAzGy8/T72zXh222m7+7InfZq1iFktC4LBwUF0d3ejtLSUmfMmFrLEhU6j0aCvrw+tra2Iiopiov+VGGF1hsHBQfT09KC0tJRXQM1sNuPaa6/FyMgIPvzwQ8GyZwCOWBWE78zFTgzIqjgtLY1zht3ThE9RFE6fPo1Tp04x+tZc74HM7o6MjEAqlaKgoABGoxEDAwNob29nNLsTEhJ8UlueC2zZ3/Lyco+oIy4V9nV/o9GI8fFxn637k3S+u+jO2y8c5XPB2ey9K+l8odn4ZUBvzi7B7TR8iwztMTAwgJ6eHpSUlHAqabJd6NauXQuTyeQw808Ef5Y68+8JDA0N4dSpUygtLeWN2C0WC37wgx+gp6cHhw8fXhW9CssNvyZ8uVwOmqYZFyR3QCLNU6dOYdOmTbwuUjKZDAtL8elmwWq1oqOjA2q1GqWlpYKrVNK5brVasXnzZobUs7OzYTKZmE70kydPIiwsjIlYfYGUuGCxWNDS0gKTyYTKykpeEY2VhEQiQWhoKLKyshidf61Wi/HxcfT29kKpVCIhIQHx8fFnFitSzpE8X0dd9ndR1vsPz59YzKieGKxwat9X6/ckMyZEjvYIDg5GWloa0tLSmFKWVqtFa2srrFYrYmNjmQXAcjcAj4yM4OTJk7yLF2DxmfmjH/0IbW1tOHLkiN+LCa0U/IbwuciL7WLnDuFTFIW2tjZotVpUVFQIas57KsJfWFhgegQqKysFO0sNBgMaGhoQHh7O2bkeHByM9PR0pKen24zu9PX1MaSUkJDgM807ZLJAoVCgoqLCb8oRSqUSqampSE1Ndaj7WywWxORudzhGMx+FeOWUR+/DVXldIUwvLHY+O5C+ADEzTW9CqnYEnkztC0WfiiDQAt9tmuP99KU7/r38Bf39/UxDm7uZMftS1uzsLDQaDQYHB9He3o6IiAgm9R8WFubVZ8fo6Cg6OztRXFzMG/hYrVbcfPPN+PLLL3H06FG/9wRYSfgN4XNBKpVCIpHAYrG4vCqdn59HY2MjrFYrqqqqnKbDPUH4pEeA6NwLEZ5Op0NzczPS0tKQk5Pj9EfHHt1hk1JjYyMkEgmTjo6JiVmRZrTZ2Vk0NjYylr4rnUJ0F+RhGRkZienpaSZDsUDJEST1bAMpH8Sm8yfmuZue7OFqpE8HKR1Jn2uhIJb0AxCFvr4+nD59eklkbw+JRIKIiAhEREQgJyeHyWZptVr09/czM//eeHaMjY2ho6MDRUVFiImJ4dyHoijccsst+Pjjj3HkyBGkpqZ67PpfRfg14XO52InBzMwM6uvrERUVhYKCAlFfYrFe9XwgPQJk9EyI8AYHB3Hy5Els2LCBt8QgBPYKnnh1azQadHZ2wmw2Mz/guLi4ZYmyyeKFqAb6QrZhKTAYDKivr0d0dDQ2btwIqVSC+n6/mG7lRV32d1E2KH5Gn5P0+bBEUqcUKkjN3AsHSrG4UJdYuO+FlisFt/sLenp6MDg4KNi97gmws1lk5p/4zxMBK/L8WErPkFqtRnt7OwoLC3lr8RRF4Y477sB7772Ho0ePIiMjw+3rBbAIvyF8PpJwlfDVajWam5uRnZ2N7Oxs0eQjl8vdInyapjEwMICuri6sX78eqampvNckjlCjo6NOa/tiYe/VrdfrMT4+jv7+frS1tdl0onuj6W94eBidnZ1uL158DUQzYM2aNU4zLyStby+vq5BabWbxXYGB9ryHA0Fn9j7k9b7OuY0rNS4KTkb1qDNiPFIe6V1KuVjyEiJ9YJHYxZB6b/pFkMB/Fmc0TaO3txeDg4OCinPegFQqRWxsLGJjYxnjKq1Wi7GxMXR1dSE0NJQJHFwpG5KJIyH5X4qicNddd+HQoUM4evSojWNdAO7DbwgfWCR9e50gsbP4xIShr68PhYWFSEx0zcvcnQifoih0dHRgbGzMqQKWfTObN1SjiI1keHg4cnJyYDQaodFomB9weHi4TdPfUkA+78HBQZSUlPCm7PwJ5EG1XJoBXJg1u/694JrF9wSYKN/JYoBShkA6bxTeJ0jFS/qegNgFAYEvNOzZG8csJ9nbQyKRICwsDGFhYcjMzITZbGZS/w0NDZBIJEzkHxsby2v0pdFoGMtevlFcmqZx33334Z///CeOHDmCtWvXevOtfaXgV4TPBTERvtVqRUtLC6amprBlyxa3UmJ8XvV8IAI+JpPJqQmMyYu5kjEAAF1aSURBVGRCY2MjlErlsjazhYSEICMjAxkZGVhYWGAU6Hp7e6FSqZhOdFeb/oij4eTkJCoqKlb0QeUpsK16XV0s+hOEonwu0EFKSARG9UjKXQzpOxyrtF3c2Ef55NzMvdiROknnE/SmX+TS9VcSxBRrZGRE0DhmpaBQKJCcnIzk5GRQFIXp6WlotVr09PSgpaUF0dHRNjP/wGJZs7m5Gfn5+bxd9jRN43e/+x3+93//F4cPH8aGDRuW822teqx6wp+bm0N9fT1kMhnOOecct0dOXCkdkBqvUqlEZWWlIIFPTU2hqakJCQkJWL9+/Yo1swUFBdl0opOOf2IcRMg/JiZG8B7NZjMzRlhZWekV56rlBEmpDgwMOPU34II3uvXFQKhhj3To20NjjEB8yIwD6TtL5ztLt/MeZ6etLybK91Rq35dB/N/HxsZ8kuztIZVKHTQsSPR/6tQpBAcHIywsDFqtFhs3buRdMNM0jT/84Q944okn8OGHH6KgoGCZ38nqh1+1Srsqrzs1NYXjx48jIiICFRUVS5ovFUv4Op0On332GaKjo1FcXCxI9qOjo6ivr0dWVpZPda7LZDIkJiYiPz8fF154IQoKCiCRSNDe3o6PPvoIzc3NGBsbc/jcTSYTvvzyS8jlcpSXl/s92ZOSzPDwMCoqKpyS/QLluH6uyHLU0ncXamOUR84jBp3Z+0TtZx9FC8E+YufcZ6kGO34O0sfjL2TPhZCQEKSnp6O0tBRbt25FUlISNBoNpFIpOjs70dzcjNHRURtdE5qm8fjjj+O///u/8e6776K4uNir9/jxxx9j7969SElJgUQiwaFDhwT3P3r0KCQSicP/xsbGvHqfnsaqjfCHh4fR3t6OtWvXekRz3hnh0zRtc820tDTB5jwSNfq6bzW76W/9+vWYnZ3F+Pg4I9cZExODhIQEKJVKtLe3IzExEevXr/f7Tnyr1Yrm5mbMzc2hsrLS5YbGiiV6LLmqp+8Ned2G9MtRMvCKqH25Im/7lDsgPrUvtDjgOi8bnIuQ8j3AyDQAIMqqxZRM+Dd38uRJxMXFISoqatkW4jRNo6urCxqNBuXl5avC/W12dhanT5/Gxo0bkZycjJmZGWi1Wpw+fRqffvopHn74YWzfvh0SiQR/+9vf8O6776KiosLr92UwGFBUVITvf//7uOyyy0Qf19XVZTMS6W8CQKuC8NmRJlkhk2YxT5GpTCZjVP3sHwAUReHkyZMYGhpiCFzIw76trQ3T09N+V99mz+zm5uYytrOnT5+G0WiESqWCSqWC0Wj0y8iEgIgjSSQSlJeXi+qpKM3kH83bmKZE+6Bvp5mNZu736Ep3viupfaFI3ltRflZKJPrOkL4QzEHhME8vNpdRFGXTjOat/hqaptHZ2QmtVovy8nKfVKB0FVNTU2hoaMD69euZCZ3IyEhERkYiJycH4+PjGBgYwHPPPYfu7m4kJSXhxRdfxMzMDLZu3epVqfBdu3Zh1y5heWUuEPdSf4XfEz57XM5isaCpqQkGgwFVVVUeJR22qh+b8M1mM5qbm6HX650S+Pz8POPKtnnzZr/3sA8NDYVOp8P8/Dw2btzImAF1d3cjJCTERn7WXyJ+k8nEOBdyqRt6A2IMdJYrnU/q+CbLYpTcmFyN4tHXOPfliqTFkD6lDAFo4QZYZ/V8oe3ORv2cga1CR5rRSEaLeFfExcV5LAKnaRodHR2YmJhYNWQ/PT2NhoYGrF27llcsh4wDj42N4Z133gFN03jzzTdxww03QKvV4pNPPkFJScky37kwiouLMT8/j/z8fPz617/Gueeeu9K35BL8ivD55HXNZjOMRiPq6+uhUqlQVVXl8ZU4m/DJuck15XI5KioqBGvWRGkuOjoaGzZsWDHrVU+BrRlQVlbGaHqvWbMGFosFOp0O4+PjTMMkMfjxBaMOPhCb4tVSlvAUhEifD87S7kKpfWe1fkLoohcF5Xuc3C032AY0ubm5jHeFRqPByZMnERISwpCWu/LVNE0zEy3l5eV+Y4AlhOnpadTX1yMnJ4d3fJWmabz88su47bbbUFtbix07dgBYjLwff/xxtLa2Yt26dct524JITk7Gk08+ifLycszPz+N//ud/sHXrVnz++ecoLS1d6dsTDb8ifC7IZDKmOS8lJcVrne4SicRmFn9ychINDQ2Ii4tDXl6eIIGT2dPMzMxVoTRHxhwNBgOnZoBcLkdiYiISExMZta7x8XG0tbXBarUiLi4OCQkJgvO6yw2iBpiZmYnMzEy3/0Z8ErtLSeuzo3ujOQghCmH9ebGSumJB0VLUJ+1H6Zg4dz2nZC8yZe/t2XxXwfauIItaIl8NgIn8xX6vaZpmynurheyJiml2djbS09N59zt48CBuuukmvPTSSwzZE0gkEp/r0F+/fj3Wr1/P/Pucc85BT08P/vCHP+Af//CCAZWX4BtP2yVgdnYWExMTyM/Px5o1a7x6LdIvQJrzyJeab4FBVPZ6enpWzfw28SCQSqVORw4BW7WuvLw8zMzMYHx8HD09PTZNf/Hx8StW4hgdHUV7e/uS1QBJHT8/3fdMgYj4Dt9IHhsknS8EZ935okbs3BDkcTbK57CYcDG6j16TI2o/+0Ut8Z7v7u5GS0uLUwVLYtw1Ozu7KiZagLMZsqysLEEZXJK2f/7557Fnj3vZF19AZWUlPvnkk5W+DZfgV4TPjrooikJnZyc0Gg0iIiK8TvbAInn19/djfHwc+fn5iI+P540E2ffHTnn7M/R6PRoaGhAVFYVNmza5nEmRSCRM087atWthMBgwPj6O4eFhdHR0IDIykkn9L1eHcn9/P3p7e1FUVOSRBs/STP7MgDtR/nKO4hEUZcjRdNoxS0Fv+Tokn9U6PV5syh1wJH0xo3tc13M1EyCmU18s2HPo69atYyRo1Wo1urq6EBYWxjT+RUREgKZptLa2Qq/Xo6ysbFWQvV6vR11dHdLT05GZmcm737vvvovvfe97eOaZZ7B///7lu0EvoLGxEcnJySt9Gy7BrwifgHRRm81mrF+/HsPDw16/psVigcViYcheaByDNPItLCzYeNj7MyYmJtDU1CTavU8M7D3nNRoNxsfH0d3dzeh0JyQkIDw83ONlEL4eBF+CybL835uqHDOE5DnoLV8HTrzp9vnd6cD3ZGo/KyUSU4Maj5yLD6GhoQgNDUVGRgYjQavRaFBfXw+pVMoslFdLZG8wGFBXV4e0tDRBzfvDhw/j6quvxlNPPYXLL798Ge/QEXq9Ht3d3cy/+/r6GDfP9PR0/OIXv8Dw8DD+/ve/AwAeffRRZGVlYdOmTZibm8P//M//4PDhw3jvvfdW6i24Bb8jfLKSjIiIQGlpKSYnJz3iUy8EotanVCqhVCrR3NyM0NBQppuX7RltMBjQ2NiI0NBQVFRU+EyNeikgKe+8vDyv2VMqlUqsWbMGa9asgdlsZpr+Tpw4AYVCwZC/J+aiSTp1enraa74FfCBRvhgDnfx0BY51C+7icXz88ceIi4tDUnw8xubOej+UZLI+8/I9oknfk6l9V7dLC1deSpctQWuxWNDQ0ACDwQCZTIZjx47ZpP79kfwNBgNOnDiB1NRUQbL/+OOPcdVVV+Gxxx7Dt7/97RXvYzpx4gS2bdvG/PvWW28FAFxzzTV49tlnMTo6ioGBAWb7wsICbrvtNgwPDyMkJASFhYX44IMPbM7hD5DQ9m40Pozx8XF8+eWXyMjIQG5uLiQSCSYmJtDc3IytW7d65ZpklpRYoZI6vlarxfj4OLRaLYKCgpCQkACVSoWenh6kpqZi7dq1K/6lXipommY8uIVsLL0JiqIwMTGB8fFxaDQa0DRt0/Tn6rQDGd20WCwoKSlZkb4BktZnEz7XWB7pBTjWbfse+Zr2IhQGTMyHozyL/3vX0O84Dkdm8M/JtTC1aI1GA6PRyPRYxMXF2WaqeAifj5gJ6S+nkh4f4U8NLq6ipmRxiKR0NtvE1vBdBUVRjJBTWVkZ5HI5o2Oh0WgwMzOD8PBwhvzZQYSvwmg04sSJE0hKShJ83h07dgyXXXYZHnroIdxwww0+/75WM/yK8PV6PXQ6HZKSkpjXZmZm8OWXX2L79u0evRZN0xgbG0NrayvTuc0VWVqtVkxMTKCvrw/T09OQy+VISkry+RE0ZyCysjqdDiUlJV714BYLMhdNUv9zc3OIjY1lCMkZec/PzzOZmsLCwhXNvtjXyO0J377xj036fIRfnCFu8WNP+kazAueudcySsQlpenqaISTipiipe8vhGG8SPqVQQmrm74Gg5UGQWM5+Nq4SvrfInqg2LiwsoLS0lLPRdWFhgUn963Q6KBQKpu7vzL9iJWAymXDixAkkJCRg3bp1vCT+xRdfoKamBvfddx9uuummANmvMPyK8CmKgtlstnnNYDDg008/xSWXXOLR6/T29qKvr48xexCSyT116hSGh4dRWFgIiUSC8fFxjI+Pw2q1Mg9Id6LRlQLpQTCbzSguLvbJHgTiz03If3Z2FlFRUcznbS9eQgyNSKbGFx6gbNJnEz5flz8hfXvCj5ONutW0Soifj/DZYLsp6nQ6KJVKxMfHY/3sKZv9vEXolOJsuptrH1p+drEnsSwIpvOnBrsRlZaL/pEprxO+1WpFU1MTzGYzL9nbg2S1NBoNtFotzGYzYmNjmbG/lRbsImQfHx8vqFdRX1+PvXv34q677sKtt94aIHsfgF8RPk3TNoYLwGJ9/ejRo7jkkks88hC3Wq1obW3FxMQEioqKBJu5LBYLWltbYTAYUFxcbKPsx45G1Wo15ufnmVR0XFzcslngugq2Ve9KR8GuYG5ujiH/yclJhIWFMeRP0vhr1qzxWMOhp0BInxC+s5G+Y90yG8JPVmmXfdyTZLVISevC0FkAIursSyB0TxI+G5NDPcx/e5rwrVYrGhsbYbVaUVJS4tZvnqZp6PV6ZrE1OzuLiIgIJvUfGhq6rN/nubk5nDhxghmz5bt2c3Mzdu/ejZ/97Ge48847feo391WG3xO+xWLBBx98gO3bty+ZROfm5tDQ0ACKopxGtnNzc2hsbIRcLkdRUZHgtcmPlkT+BoOBqY0mJCSs+IqdYGZmBg0NDYiPj0deXp5PRMHugHRGE0KiKArR0dHIyclBVFSU3z98Gk9bMdHzEYqKilakr4INmqaZ1P5yET7XPr5G+ITsKYpCSUmJxxbOZJpFo9FgYmKCybTEx8d73ehnfn4eJ06cYNRC+X5H7e3t2LVrF2688Ubcc889fv97W03we8KnaRr/+te/lmy2QBSiIiIisGnTJsEf6PT0NBobG90mRqPRyJD/zMwMIiMjGfJfKR1togaYnZ3tEXdBX8DQ0BC6urqQnp7OpKSBsxre/lRmARa/6z09PRgaGkJJSYlPjRJSzR8Ib18Codtvs9/OJnsAkG28QPhmWSCE72myb2hoAE3THiV7ruuQ1L9GowFFUTapf09mEefn55npqE2bNvE+H7q6urBr1y58//vfx29+85tV8RxZTfB7wgeA999/H1VVVW45z9E0jfHxcTQ3NzMz5kIErlar0dbWhpycHKSnpy/5C82VimaP+y0HBgcHcerUKWzcuNGmIdJfwbYfLi4uZnzsaZrG1NQU83mTMgtZAPhqmQU466am0WhQWlrqky6LQqTvKqGz93G2fSmET+r4niJ8MnonkUhQUlKybAtKmqYxMzPD1P31ej3T0xIXF7ckI7GFhQWcOHEC4eHhyM/P533mdXd3Y9euXfjmN7+Jhx9+2G8zhKsZfkX4wOJK0x6HDx92SzyFoij09/ejp6cHeXl5SE5OFmzO6+vrQ39/PwoKChAfH+/W/QvBbDYzZKTT6RAcHMzUob3hOEcaDkdGRlBcXOzXto8EROFQq9UKEiO7Njo+Pg69Xs84oZERS18BRVFobW3F7OwsSktLfdZNbbkJn+zjK4RPyF4qlaK4uHhFs0cmk4np+p+YmGCeJcToRywZLywsoK6uDqGhocjPz+c9rr+/Hzt37kR1dTX++Mc/BsjeR+F3hL+wsAD7W/7oo4+Qn5/vUj3TarWivb0dGo0GhYWFTBTIBYqiGEer4uLiZRlRs1qtNnVouVxu4zi3VPK3Wq1oa2vDzMwMSkpK/Nq/noCMP5lMJpSWlrpE2mwnNPtMy3I3RrFhsVhsRrp8pd+DD1ykvxRCdwaJ3bPAFbIHPEf4ZrMZDQ0NTE+PL5WKiNEPWQAAYDJbQkY/ZrMZdXV1CA4ORkFBAS+JDw0NYceOHdixYweeeOKJANn7MFYF4X/66adYu3atoNwtG8QAhoydCUVMCwsLaGpqYhr5VkINi0t8hhjOxMbGuvwDI9LEwKK/s6+TiBiQ9ySRSFBcXLyk9Dx7Jlqr1UKpVDLk764NqjsgJEIiRn+ZmLAn/aUQujNY5SrIzSbm364SvidgNptRX18PhULhc2RvD/b0EBFXIpmt+Ph45llI3hOZ1uF7xoyOjmLHjh244IIL8Ne//tWn33sAq4TwP/vsM2RkZIgyMiCOTmFhYcjPzxd8iOr1ejQ2NjKNKr7wZSZ1aNL0ZzabbWb9nZGCwWBAQ0ODT72npcJkMtn8TT35nqxWK2ODqtFoIJFImIdjTEyM1z4/IuccEhKCgoICv/s7sUl/KYRvUYRAbuaX3V1pwidRsFKpRFFRkd9Ft0ajkVncTk5OIjQ0FLGxsdBqtVCpVCguLuZ9T2q1Grt27UJ5eTmee+45v/uOfhXhd4RvNptBUbZKYV9++SWSkpKQlpbGexxN09BqtWhqakJqaipyc3MFf5xarRYtLS1IT09Hdna2T3ab0jSN2dlZhvxNJhOjPMfVhDY1NYXGxkakpKSsCulf4OwCLjExUVAExBOgKMqm6c9sNjOpUU92RRORoJiYGGzYsMHvSAQ4S/jOyF6I0C2Ksx4HXPtY5SrWdtOyk/3CwgLq6+uhUqkEo2B/gdlsxvj4OE6dOgWLxcKUEbkmWrRaLS699FJs2rQJL7zwgtezTx9//DEefvhh1NXVYXR0FAcPHkRNTY3gMUePHsWtt96KtrY2pKWl4a677sK1117r1fv0dfhHjtAJ5HK5oIEOTdM4ffo0Tp48iby8PKSkpAgSw8DAANO17sv2hxKJBBEREYiIiEBubi5jNzs4OIj29nZER0cz5D81NYW2tjasW7dOcGHkTyAOfkT62NsLGKlUipiYGMTExGDdunWMtkJ/fz/a2tpsPm93m/6IFkJycrJfL8qkhRc5HdUjcBbFiztHMJYzviTNbCQD4+9kDyx+v0dGRhAeHo7CwkLMzs5Cq9Xi1KlTaGlpweuvv441a9Zg+/btuPHGG7F27Vo8//zzy1JqMhgMKCoqwve//31cdtllTvfv6+vD7t278aMf/QgvvPACPvzwQ1x33XVITk7Gjh07vH6/vopVEeET97qcHMfGG6vVio6ODqjVahQWFiImJob33BRF4eTJk1Cr1SgqKvLrrnXShKZWqzE1NQUASElJQVZW1rK6w3kLY2NjaGtrw4YNG5CSkrLStwOTycRkWojuPCF/sU1/k5OTaGxsRFZWlqCnuD/B0vFv/m1OInj2dq592BE+AAzLYpfFeEZs57o/gQgFEe0A+/S8wWDAH//4R7z22mtobW1FREQEbr75Zuzfvx+lpaXLujCVSCROI/w77rgDb731FlpbW5nXvvnNb2JqagrvvvvuMtylb8LvInyuL5ZcLofFYnF4nTTczc3NObVBNZvNaGlpwfz8PCorK3129EksgoODsWbNGhgMBhgMBqxZswazs7M4duwYr7Wvv+D06dPo6elBUVER4uLiVvp2ACx+3hkZGcjIyLDRne/t7YVKpWLIn6/pjwgfrVu3zi1dfF/E7OwsxP6KxET57H3syV4XmopZjQZ9fX2Me6U31OeIAA3pF1lNZE9UAblq8aGhobjpppvwwQcf4MILL8Q111yDd999F9u2bUNERARuv/12/Md//McK3D03jh8/josuslVb3LFjB37605+uzA35CPyO8Lkgk8kcUvoGg4EZKamoqBCsrxqNRjQ2NkKlUq0aD3syzjU/P48tW7YwKWa2te+XX37JPByXuwPdHdA0jZMnT2J0dNQt3YXlQlBQEFJTU5GamsqMV2o0GqbjnjRZEhe0kZERdHR0ID8/f9l18b2F6elp1NfXIzMzE2lzQy4fbx/dO0NKSgpSUlJs1OdaWlpAUZSNnfJSfttzc3Ooq6tDZGSkzxgwLRUURaGpqQlWqxWlpaW8n49er8c3vvENhISE4M0330RISAi+973vYWFhAR9//LHPNeyNjY05/JYSExMxMzMDk8nk9wGdu/B/ZsMi4bMFeUhzXlJSEtatWyf4w5ycnERTUxNTM10NP2Ki869QKFBeXm6z2CH2vUlJSTYmKGSkjZC/r1n7UhSFtrY2TE9PO83W+BJkMhkSExORmJjINP2Nj4+jo6MDFosFwcHB0Ov1KCwsFD1W6uuYmJhAY2MjcnNzkZ6eDiDLIbXPReiuRvlckMlkTKMZUZ8bHx9HT08PWlpaEBMTw2x3pc+CTfZC0rL+BEL2xMmPj+yNRiOuuOIKSKVSvP766za/vaCgIIdIOgDfxaogfNK0R9M0hoaG0NHRwaRGhX6YJLJaTY1ss7OzaGhoQGxsrNMOb/bDkU1GbW1tPmXtS9zuLBYLKisr/VY3wL7pr6OjA2NjY1CpVGhubmYMleLj41dE78ET0Gq1aG5uxvr165Gamury8WJI3z6dr1xbwbmfRCJBZGQkIiMjsXbtWhiNRmg0GoyNjaGrq4sRV3JW9ycOccRaebWQPSlhlpWV8WZA5+bmcNVVV2F+fh7/+te/fFLSmQtJSUlQq9U2r6nVakRERHxlo3vADwmf68cmk8lgNpvR2dmJ4eFhp7VdYkIyODiI4uLiFXcc8xR0Oh2am5uRkZGBrKwslx5MbDJav349I85x8uTJFbX2nZ+fZwRAysrKVkW5haZpdHV1QafTYfPmzQgLC2MMlUZHR9HZ2YmIiAibpj9/gFqtRmtrKzZt2uTgySDfcL5gAx8bztL5FrkKcsucy/cXEhJi02dBSi39/f1QKBTMApdd9zeZTKirq2NGJFcL2be2tsJoNDpkANmYn5/Hd77zHUxNTeG9995DRETEMt+p+6iqqsLbb79t8xrxXPkqw++69K1Wq0OD3uDgIDo7OxEUFORUJpb43c/OzqK4uNhvVqzOMDw8jM7OTo+PEq6ktS+ZRyeRlS+VGNyFGF18tgWqTqdDSEiIVz0VPIHR0VG0t7ejoKCAtzRBCN85oQdDbjHxbrfKgmwIny/CFwsu17m4uDhERkaiv7+fccX0xc/dVdA0jdbWVuj1epSVlfH+fhcWFnD11VdjYGAAH3744YoHRXq9Ht3d3QCAkpIS/P73v8e2bdsQExOD9PR0/OIXv8Dw8DD+/ve/A1gcy8vPz8eNN96I73//+zh8+DB+8pOf4K233gqM5a30TbgCe8I3Go04ceIETCYTZDIZQ0RckrNzc3NoamqCVCpFUVGR36aG2WBnK4qKigTHDj2B5bL2JSJBRCRpNTxs3dHFJzroxFOBlGF8qc9iaGgIJ0+eRFFRkVNimOuuc3o+i3zxe8RF+lbZ2c9MbplbMtnbg9T9R0ZGMDw8DJqmbUotvmSq5Cpommb8M8rLy3m/fxaLBd///vfR2dmJI0eOeMUozFUcPXoU27Ztc3j9mmuuwbPPPotrr70W/f39OHr0qM0xt9xyC9rb27FmzRrcfffdX3nhHb8jfIqiYDabAZxtDoqPj2eEUNRqNcbHx2GxWBAXF4fExETExsbCYDCgsbERMTExqypabGtrw9TUFEpKSpY9W+Eta1/SYX226cv/4QldfIqiMDk5yXgqWK1Wj3Wgu4vTp0+jt7fXxobYGYRIn5A94JzwASA0q0DknYoHmfBJTEzEmjVrmKmW6elphIWFMQsufxpppWka7e3tmJqaQnl5OW+PiMViwQ033ICmpiYcPnx4VdhlB3AWfkn4CwsLGBkZQVtbG0MK7B8euztXrVZjfn6eMZzZsGGDT/uei4XZbGZmZ1fK1Mf+fjxh7UuixU2bNq2aETVv6OKzv+MajQYmk8mmA93b3wdiFz0wMIDS0lKX6rtiCR9wJH1vEz4h+6SkJAelQ3bdX6fTMXX/+Ph4n8m2cIGmaXR0dGBiYgLl5eW8WQqr1YqbbroJx48fx5EjR9xqugzAt+F3hG+xWNDW1oahoSHk5+cjLi5O0MO+v78fvb29iIuLg8FgcKo37w8wGo1oaGhAaGioTxqruGPtS9M0ent7MTAw4FK06OtYLl18g8HALLhIqYV85p4eYaRpGqdOnWL0ENzJ5vCRvhDhe5vs9Xo96urqkJKS4rSMxFf3J74KvtJcStM0Ojs7odPpBMmeoij89Kc/xeHDh3H06NFVk1kLwBZ+R/g/+MEP0Nvbi29/+9vYt28f78OGoih0dHRAp9OhuLiYiUAMBgOT9tfr9YiJiUFiYiLi4+P9oqY/PT3NaK2vW7fO51OKYqx9KYpCZ2cntFotSktLV00j5Urp4pOmv/HxcUxMTCA0NJQh//Dw8CXdByEQ8rdaygSBPenbkz0BIX1vEj4h+9TUVOTk5Lj0GZFsC/nMjUaj2/P+ngQRqhofH0d5eTlvjw1FUfj5z3+Ot956C0eOHEF2dvYy32kAywW/I/zGxkb83//9Hw4ePIihoSFcfPHFqK6uxq5du5jU8djYGN544w0UFBSguLiY9wdHGtDUajVmZ2cZ85OEhIQVT5FzYXx8HK2trX5b2+ay9o2Li4PRaITVakVZWZlfN0Wx4Su6+Gaz2abpj2/8TAwoimLqwGVlZUtu0hRL+MAi6XuL8GdnZ1FXV4e0tDROPw5XQeb9NRoNpqamVqTuT7IwY2NjKC8v583yUBSFu+66C6+++iqOHDmCtWvXev3eAlg5+B3hExDhiFdffRUHDx5Ed3c3vva1r6G0tBR/+9vfUFRUhFdeeUV0untubo4h/+npaURGRiIxMREJCQkrTkI0TWNgYAA9PT3Iz89fFYpsNE1jYmICbW1tMJvNoGmaaUDz11ILga/q4ttnWyiKEi2uRMYJyTiXpxbEbNIXInwJbSud7WmyJzbYnsZK1P1pmkZ3dzdGRkZQXl7Om4WhaRr33nsvnnvuORw9ehR5eXkev5cAfAt+S/hskKaUhx56CM8//zwoisLXvvY17N+/H3v27BGs83Nhfn6eiUInJycRHh7OkP9yS7oSkRa1Wo3i4mKf1Y93FSaTCfX19YwJCVlwjY+P22Rb/G0Uyl908WmaZsSVxsfHMTc3h9jYWIaM2OUtq9XK+DKIHSd0BXPddYJkDwAWWRAUrHq+Jwh/ZmYG9fX1jFCVt2G1Wm2mLLxV9+/p6cHQ0JBTsv/d736HJ598EkeOHEF+fr5Hrh2Ab2NVED4APP3007jlllvw5z//Geeeey5qa2tx4MABNDQ04Nxzz0VNTQ327duHxMREl8ifOJ+p1WpMTEwwo2eJiYleV0CzWq1oaWmB0WhESUnJqpGEnJ2dRX19PRITE7F+/XqHvwex9h0fH8fU1BSjOrcSCy5XwHbxW2mhEldA07RN09/s7CyioqIQHx+PmJgYdHV1MU5q3si8rAThE3OflSq5sOv+Go0GBoPBI4tc0vhaXl7O2wtD0zR+//vf49FHH8WHH36I4uLiJbyTAPwJq4Lwa2trccMNN+DgwYM4//zzmddpmsbp06cZ8v/888+xZcsWVFdXo7q6GqmpqS6RP9foGSF/T9fm5ufn0djYCJlMhqKiIr9OcbMxMTGBpqYmZGZmIjMz0+lnRhZc5DP3RWtfIn40NDSEkpISv8/CEH0FtVqNyclJyGQypKWlISkpyWufub6/XXC75Uz9XmExeYzss7OzkZGRsaRzeQqeqPv39fXh9OnTTsn+sccew0MPPYR//etfqKjwrHBRAL6NVUH4ZrMZo6Ojgo1sNE1jeHgYBw4cQG1tLY4dO4bS0lKG/MWQDxtsm1mNRgOlUsmk/Zcqf6rX69HQ0LCqJGWBRcvKtrY2bNiwASkpKS4fz/7MtVqtT1j7knKSVqtFWVmZ3+jeO8PCwgLq6+uhUCiQlJQErVbL1KC94TUvRPgWu2a9qLRct68zNTWFhoYG5OTk+Gzjqzt1/9OnT6Ovrw9lZWUIDw/nPC9N03jqqadw77334p133vnK68p/FbEqCN9V0DQNtVqNgwcPora2Fh9//DHy8/MZ8nd1hMpqtUKn00GtVjNz5yTyd5WISARMOoZ9IYL1BEi6u7CwUNDYSCzIZ06iopWw9hWji++PIEJBpL+CfJbs2fPx8XEAYIjIE46KfKTvKcInkxO5ubl+444pVPePjY2FQqFgGnrLysp4BZBomsYzzzyDX/7yl3jzzTdxwQUXLPM7CcAX8JUkfDZomoZOp8Nrr72G2tpafPjhh1i3bh2qq6tRU1PjskMWRVHMGBQhIhL5O4uISMNXXl7eqlG5IrPAo6OjXkt3E8lZQkTLYe3rji6+P4C4wzmzgiUjluQzJ46KZAHgbgmKi/TZhL8Usm9oaPC5yQlXwFX3Dw4OxtzcnKBpEU3TeP755/Gzn/0Mr7/+OqcmvTfw5z//GQ8//DDGxsZQVFSExx57DJWVlZz7Pvvss/je975n85pSqcTcnOuuiAHw4ytP+GyQh9jrr7+OAwcO4L333kNGRgZD/gUFBS7PLZPV+fj4OCM6k5CQgJiYGOZcbJW5wsJCv2r4EgLR+p+enkZpaemyNNyxu8+JrLKnrX0XFhbQ2Ni4JF18XwSRlU1ISOBspuQDafoj33O9Xo+oqCgm9e9K5sOe8D0R3RPPjfXr16+ahTSw2KDX29uLsLAw6PV6pu4fHx/PCCzRNI2XX34ZN998M2pra5fNKe6ll17C1VdfjSeffBKbN2/Go48+ildeeQVdXV2cC5Nnn30W//Ef/4Guri7mNRIsBeA5BAhfADMzM3jzzTdx4MABvPvuu0hMTGTIv7S01CXyJ4sJovJHotD4+HhoNBpMTk6uiAGOt2CxWNDU1ASLxYKSkpIViYC9Ye3rDV18XwCZnBAjK+sMZMqCfK/ZpkqhoaFOz80m/aUSvk6nQ1NTE/Ly8tzqG/FVDA8Po6urCyUlJYiOjobZbGb6W4aHh3HLLbfgnHPOQVJSEv7617/ilVdewe7du5ft/jZv3oyKigo8/vjjABYX/2lpabj55ptx5513Ouz/7LPP4qc//SmmpqaW7R6/iggQvkgYDAa88847qK2txVtvvYXo6Gjs27cPNTU1qKysdOnBT6LQsbExDA8PMwIoycnJiIuL83sSmZ+fR319PZRKJQoLC30mAl6qte9y6eIvN4hcc3p6OrKysjzaN0ImWzQaDbRaLZRKpU3TH9e1PEX4Wq0Wzc3N2LBhA5KTk91/Ez6GkZERdHZ2ori4mNMOe35+Hm+88QaefPJJHD9+HCEhIdi3bx+jSOrtKZKFhQWEhITg1VdfRU1NDfP6Nddcg6mpKbz22msOxzz77LO47rrrkJqaCoqiUFpait/+9rfYtGmTV+/1q4YA4bsBk8mE9957D7W1tXjzzTcRHByMvXv3oqamBuecc44ogjOZTGhoaIBKpUJWVhbT9Dc3N2ejOOcrZCkWhBR9fcLAVWvfldLF9zZII9tyjKhxNVqSLFdMTIzNQlff3x4gew6Mjo6io6PDqdbDu+++i+9+97t45plnkJ2djddeew2vv/46Ojo68NRTTznUyz2JkZERpKam4tixYzaTAD//+c/x0Ucf4fPPP3c45vjx4zh16hQKCwsxPT2NRx55BB9//DHa2tr8tufCFxEg/CViYWEBH3zwAWpra/H6669DKpViz5492L9/P84//3zOmjEhD1IrZdfy2eY+BoMBsbGxjLmPr8/iT01NobGxEampqUtOCy8nnFn7kve10rr4ngZJd69EIxtFUTZNf2azmXGxJL0WU4PdNseIJXwibbxx48ZV5eeuVqvR2tqKoqIiwUmXDz/8EFdddRWeeuopfOtb37L5Hfb19UGpVHq1vOEO4dvDbDZjw4YNuOqqq3Dfffd57V6/aggQvgdhNpvx0Ucf4dVXX8WhQ4dgNpuxZ88eVFdXY9u2bVAqlfjnP/+Jf//737j99tuRkZEhSIqkEUqtVjPOfkupP3sT5CHrr8Y+BPbWvhKJBBaLBWlpaX7hTigW4+PjDCmudATM1WsRHR2NnATb1LMYwifvy9eljV0FeV+FhYWIj4/n3e/jjz/G5Zdfjj/96U+49tprV+T76k5KnwuXX3455HI5/u///s9Ld/rVQ4DwvQSr1YpPPvmEMffR6/XIzMxEe3s7HnzwQdxwww0unc9kMjHkPzMzw3RB+4K5z9DQELq6ulbdQ3ZoaAidnZ2Ijo7G7OwsADhY+/ojxsbG0N7e7rNGTOS7rtFokJsYBQCYtMgQHx8v2PRHImChETV/hEajQXNzs9P39emnn+LrX/86HnnkEVx//fUrujjdvHkzKisr8dhjjwFYzOikp6fjpptu4mzas4fVasWmTZtw6aWX4ve//723b/crgwDhLwPMZjOuueYaHDp0CBERETAYDNi5cyeqq6uxY8cOl9XZ2EYzRGuezPovp/gLe5ywuLgY0dHRy3Ztb8NeF5/L2pc96+8vvRaku9tTAkjeBknr9+v00Ol0UKlUzKKLLWpFyN5ZBOxv0Gq1aGpqcrqY/uKLL1BdXY3f/OY3uPHGG1c8E/XSSy/hmmuuwVNPPYXKyko8+uijePnll9HZ2YnExERcffXVSE1NxQMPPAAAuPfee7Flyxbk5uZiamoKDz/8MA4dOoS6ujps3LhxRd/LakKA8L0Mk8mE7373u2hqasI777yD7Oxs1NXVMZH/8PAwLr74YqaDlk8piw8LCwsMCRFzH0L+3pR5pSgKnZ2d0Gq1KC0tXTXjhGJ08WmaxuzsLPO5m0wmm/qzr5VbCIgim78uzkjTH4n+pVIp09g6ODi46sie9Fg460Wor6/H3r17cffdd+OWW25ZcbInePzxxxnhneLiYvzpT3/C5s2bAQBbt25FZmYmnn32WQDALbfcggMHDmBsbAzR0dEoKyvD/fffj5KSkhV8B6sPAcL3Mmpra/GHP/wBhw4dcoioKIpCc3MzQ/49PT3Yvn07qqursXv3bt6xJT6Q5jO1Wm1jNEOc/Tz1IGC7+JWWlq54ScFTcFcXny0646vWvn19fejv70dpaanfm/sAZ5v++vr6MDExwZA/ybj4eoOrMxCxIGdTBs3Nzbj00kvx85//HHfccYfPkH0AvokA4S8DLBaL05QvIZtXX30VBw4cQHt7O7Zu3Yqamhrs2bMHsbGxLpv7kA5orVYLlUrFRP5EhcsdEJU5iUSC4uJiv3+wEnhKF9/XrH1pmkZ3dzdGRkZQWlrKa6zijyDz6IWFhQgKCmIif7bAUnx8PJRK5UrfqksgMsDOxILa29uxa9cu3HTTTfjVr34VIPsAnCJA+D4I8pAm5N/Y2IjzzjsP1dXV2LdvHxITE10299FqtYy5j7sucyaTycZUxd8Fggi8pYu/0ta+NE2jq6sL4+Pjq8rJDzjbi8AlPkMEljQaDaanpxEREcFE/77+GUxNTaG+vt6pDHBXVxd27dqFH/zgB7j//vsDZB+AKAQI38dB0zT6+/tRW1uLAwcO4IsvvkBVVRWjnJWamuoy+U9MTECtVkOj0UAmkzFpf6ESApFeTUxMdEln3dexXLr4y23tS9M02tvbMTk5ibKyslXj5AcsTk+cPHmSV2mOjfn5eUboZ2JiwkFjwZe+x8S615mbX3d3N3bt2oWrrroKDz30kN9OiwSw/AgQvh+BpmkMDQ3hwIEDOHDgAI4dO4bS0lLU1NSgurra6Vy/PSiKwsTEBFN/5rOYJZa9mZmZyMzM9KmH5FKwUrr43rb2JeUJvV6/qnosAGBwcBCnTp1iNORdgcViYZr+tFotZDIZQ/7LZanMh+npadTX1yMnJ0dQx6K/vx87d+5ETU0NHn300QDZB+ASAoTvp6BpGmNjYzh48CBqa2vx8ccfo6CggCF/V5XuSBMUUfmjaZpR9xsYGMDGjRtXlfmIr+jie9ralzRUzs3NrSrbXuDslEFJSQmioqKWdC62k6VGo4HVamUkrZd7zHJmZgZ1dXVO5Y0HBwexY8cO7Ny5E0888USA7ANwGQHCXwWgaRparRavvfYaamtrcfjwYaxfvx7V1dWorq7Ghg0bXCJ/Yu5z6tQpTE1NQSqVMml/b/nLLyd8VReffO4k4+Kqta/VakVjYyOsVitKSkpWTUMlsKiL0Nvb65UpA+IzT8jfZDIhJiaG0fn3ZtPf7Ows6urqmOwZH0ZHR7Fjxw5ccMEF+Otf/+r3v8EAVgYBwl9lIAIxr7/+Ompra/H+++8jMzOTsfXNz893GhnQNI2TJ09idHQUxcXFkEgkjMrfwsKCDQn5i+AMATGL8XVdfFetfc1ms830hL/9XYTQ39+Pvr6+ZRspNBgMTMaFuCqSrIsnJy30ej1OnDiB9PR0ZGdn8+6nVquxa9cuVFRU4Nlnnw2QfQBuw2cJ/ze/+Q3eeustNDY2IigoSJRP8rXXXovnnnvO5rUdO3bg3Xff9dJd+j5mZmbw5ptvora2Fu+++y6Sk5Oxb98+7N+/HyUlJQ7kT1EU2traMD09jdLSUpsHHCEhkvZnC874g7kP0ft31gHtixCy9pXJZKivr0dQUBCKiopWFSEQ/YCysjKXRak8AdL0R4StQkNDGfJfynirwWDAiRMnsGbNGuTk5PDup9FosHv3bmzatAkvvPDCqlrIBbD88FnCv+eeexAVFYWhoSH87W9/E034arUazzzzDPOaUqn0S1Uxb0Cv1+Odd95BbW0t3n77bcTExGDv3r3Yv38/KioqMD09jW9961u45pprcNlllzlNZbIjUGLuQ5z9fK12PDIygo6OjlWh929v7SuRSBAcHIyCgoJVNWdPZJvLysp84n3ZT1ooFAqG/KOiokTX1AnZp6amIicnh3fRMDExgUsvvRQ5OTl4+eWXfX5BHYDvw2cJn+DZZ5/FT3/6U9GEPzU1hUOHDnn9vvwdRqMR7733Hmpra/Hmm29CqVRibm4OKSkpePfdd13WWScRqFqttlGbS0hIWHHhE6KLL2aMy59gMplQV1eHoKAgKBQKnx87cwU9PT0YHBz0GbK3B3vCRaPRgKIopuYfFxfHm2UxGo04ceIEkpOTBRtrp6amsHfvXiQnJ+PAgQM+t4AOwD+x6gj/0KFDCAoKQnR0NL72ta/h/vvvR2xsrPdv1I/R3NyMSy65BKGhoZiamoJcLsfevXtRU1OD888/3+XIgpj7qNVqTE9PIzIyklH5W84RMTG6+P4Ko9GIuro6xMXFIS8vDxKJxMHaVy6X24yd+QP5k7/Z8PAwysrK/MKjgTRbkqzL3NycjdIfIWuTyYQTJ04gISFB0Gp5ZmYG1dXViIqKwmuvvbaqxioDWFmsKsL/5z//iZCQEGRlZaGnpwe//OUvERYWhuPHj6+quqYn8dlnn2HPnj344Q9/iN/85jewWCw4evQoamtrcejQIZjNZuzduxfV1dXYunWry9H6/Pw8k/afnJxEeHg4Q/7elJp1VxffH6DX61FXVyc4ZWCvsQD4vrUvWwbYX8jeHjRN2zT9zc7OIjIyEtHR0RgeHnYqXKXX63HZZZchKCgIb7311rIJJv35z39mjG6Kiorw2GOPobKyknf/V155BXfffTf6+/uxdu1aPPjgg7j00kuX5V4DcB/LSvh33nknHnzwQcF9Ojo6kJeXx/zbFcK3R29vL3JycvDBBx9g+/btLh//VcD+/fuxfft23HTTTQ7bLBYLPvnkE7z66qs4dOgQ9Ho9du/ejerqamzfvt3lhxGRmlWr1YyzH1tq1lPwlC6+L2JmZgb19fVIS0tDdna2qKjdH6x9aZrGqVOnMDo6ivLy8lWzQJubm8PIyAj6+vpAUZTDd5799zMajfjGN74Bmqbx1ltvLduC56WXXsLVV1+NJ598Eps3b8ajjz6KV155BV1dXUhISHDY/9ixY7jgggvwwAMPYM+ePXjxxRfx4IMPor6+Hvn5+ctyzwG4h2UlfI1GA51OJ7hPdna2Tb1qKYQPAPHx8bj//vtxww03uHX8agdFUaKiPavViuPHj6O2thYHDx7ExMQEduzYgZqaGqYc4AqIsx/RmQ8ODmZm/ZeiM0908c1mM0pKSlZV7ZNIry5lpNAXrX3JGKharV512Zj5+XmcOHEC0dHRyM3NZZT+dDodFAoFPvroI5SUlOD888/Hd7/7XRgMBrz77rvLOpGwefNmVFRU4PHHHwew+ExIS0vDzTffjDvvvNNh/yuvvBIGgwFvvvkm89qWLVtQXFyMJ598ctnuOwDXsaxLe9LUslwYGhqCTqcTtJf8qkNsalcmk+G8887Deeedh//+7//GiRMn8Oqrr+LXv/41fvjDH+Liiy9GTU0Ndu7cKephpVAokJKSgpSUFJvu5y+++AJKpZJJ+7vSeMbWxS8rK/OJyNVTIHapa9euFdRZdwaJRIKIiAhEREQgNzeXsfYdHBxEe3v7slv7EoMfjUaD8vLyFXEU9Bbm5+dRV1eHyMhIRvwqOTkZycnJjLzy3/72NzzxxBMwGAyIiorCH//4x2X93i4sLKCurg6/+MUvmNekUikuuugiHD9+nPOY48eP49Zbb7V5bceOHYFmaT+A7xXyzmBgYACNjY0YGBhgFMQaGxuh1+uZffLy8nDw4EEAi7Wv22+/HZ999hn6+/vx4YcfMhKzO3bsWKm3sSohlUpRWVmJhx56CF1dXfjkk0+wadMmPPTQQ8jMzMQVV1yBF154AVNTUxCTQJLL5UhKSkJhYSG2bt2KdevWMTr3n3zyCbq6upyea25uDidOnIBSqURJScmqInuNRoPGxkbk5eUtiey5EBoaiqysLGzevBnnnnsu4uPjoVar8cknn+CLL75Af38/jEajR69JQNM0Ojs7VyXZEyINDw/Hpk2bHBatxLTq6aefxvnnn4+MjAx885vfxK9+9SvExcVh//79y0KgWq0WVqvVYVQ1MTERY2NjnMeMjY25tH8AvgOffSr+6le/shHRKSkpAQAcOXIEW7duBbBoETk9PQ1g8QfU3NyM5557DlNTU0hJScEll1yC++67b8XHwlYzpFIpSkpKUFJSgvvvvx/t7e149dVX8fjjj+PGG2/Etm3bUF1djT179iA2NtZptE4ehAkJCaAoikmBEhU5Evmz5559RRffG1Cr1WhtbV0W/YDg4GCkp6cjPT0dCwsLzMhZd3e3x619SVPlxMQEysvLV1WfBSH7sLAwTrInMJvNuO6669Df34/jx48jPj4eNE2jra0Nhw4dwunTp5f5zgNY7fD5Lv0A/BOkCevVV1/FgQMH0NTUhPPPPx/V1dXYu3cvEhMTXTb3IWYnxNyHkE9vby9SUlJ8ShffExgZGUFnZycKCgqWtRRmD7PZDK1WC41G4xFr39Vs3Ws2m1FXV8cIIfEtPi0WC2644QY0NTXh8OHDSEpKWuY7XcTCwgJCQkLw6quvoqamhnn9mmuuwdTUFF577TWHY9LT03Hrrbfipz/9KfPaPffcg0OHDqGpqWkZ7joAdxEg/AC8Dpqm0dfXh9raWhw4cAAnTpzAli1bGHOflJQUl819pqamMDAwgPHxcUilUiQmJiIxMRExMTGrYgST2MD6mljQUq19CdlPTU2hrKxsVc2Ym81m1NfXQ6lUorCwkPezsFqtuOmmm3D8+HEcPXp0xV0oN2/ejMrKSjz22GMAFhfX6enpuOmmm3ib9oxGI9544w3mtXPOOQeFhYWBpj0fR4DwA1hW0DSNwcFBHDhwAAcOHMDx48dRVlbGmPukp6eLIn+ii79u3TqEhYUxQj9msxlxcXFITEwUVDzzZRCzGE/YwHoTrlr7knT19PT0qiN7i8WC+vp6KBQKFBUV8ZI9RVH46U9/iiNHjuDIkSNIT09f5jt1xEsvvYRrrrkGTz31FCorK/Hoo4/i5ZdfRmdnJxITE3H11VcjNTUVDzzwAIDFsbwLL7wQv/vd77B7927885//xG9/+9vAWJ4fIED4bsAdYx+apnHPPffgr3/9K6ampnDuuefiL3/5C9auXev9G/ZR0DSN0dFRHDx4EAcOHMDHH3+MwsJC1NTUoLq6mldnnE8Xnz1yplarMTc3xzj7xcfH+3wjH1sZsLS0dEXMYtyFM2tfmUyGtrY2zM7OoqysbFX11VgsFjQ0NEAmkwmaF1EUhZ///Od46623cPToUWRlZS3znfLj8ccfZ4R3iouL8ac//QmbN28GAGzduhWZmZl49tlnmf1feeUV3HXXXYzwzkMPPRQQ3vEDBAjfDbhj7PPggw/igQcewHPPPYesrCzcfffdaGlpQXt7+6qKdNwFTdPQarUM+R8+fBh5eXkM+RP52Pvvvx8hISG49tprBVPdRPGMOPsZDAbExsYy5j6+ZkRCZtHHxsb8VmWOgMval3zepaWlPqmN7y6sVivq6+shlUpRXFwsSPb/+Z//idraWhw5cuQrvdAPYOUQIPwlQKwoEE3TSElJwW233Yaf/exnAIDp6WkkJibi2WefxTe/+c1luFv/AU3TmJycxOuvv47a2lq8//77yMrKQkhICLq6uvDSSy9h27ZtLp2TzJur1WrG2Y/PW365QTrWdTodysrKVtV4GkVRaGhogF6vh0qlYqRmyWfvzw17ZFyYpmmUlJTwkj1N0/iv//ov/OMf/8CRI0dslEQDCGA5ESD8JUAs4ROJ34aGBhQXFzOvX3jhhSguLsYf//hH796on2NiYgKXX345jh07BpqmsWbNGlRXV2P//v0oLi52eQzPZDIxkf/MzAyioqIYAlrubAtFUWhra8PMzMyqq2tTFIXm5mbMzc2htLQUQUFBDta+3pJX9jYI2VMUJaj7QNM0HnjgATz99NM4fPhwoMYdwIrCt4uaqwREkCIgVuE6FhYW8OMf/xjDw8Po6upCTEwM3n77bdTW1mLXrl2IjY3Fvn37sH//flRUVIgi/+DgYGRmZiIzM5Nx9hsfH8fJkycRERHBzPp7O/qkKAotLS0wGo0oLy9fVXVtiqLQ1NSE+fl5lJWVMSl9lUqFtLQ0pKWl2cgr9/X1+Y21L3lvVqsVpaWlgmT/+9//Hn/5y18CZB+ATyBA+GfgjrFPAN7HH//4R/T29uLf//43M4t+xRVX4IorroDRaMS//vUv1NbW4rLLLkNoaCj27duHmpoaVFVVierQV6lUDmIzarUap06dQlhYGEP+ntZ3t1qtaGpqgtlsRnl5uc/1FCwFVqsVzc3NWFhYsCF7e7DlldnWvvX19T5r7UvI3mw2OyX7xx57DH/4wx/w3nvvoaioaJnvNIAAHBFI6Z+BN419Ail992E2mzE3N+e00Wtubg4ffPABDhw4gNdeew0KhQJ79+5FTU0NzjvvPJcJlUSfarUaOp2OUZpLTExEaGjokgjIYrHY1H59fXrAFZCFjMViQUlJiVsLGV+19iUZGZPJJLiQoWkaTz31FO699168++672LJlyzLfqe+BpmlcfPHFkMlk+Ne//mWz7YknnsAvf/lLtLa2Ys2aNSt0h18NBAh/CXC1ae9nP/sZbrvtNgCLNqcJCQmBpj0vwGw248iRI6itrcWhQ4dgtVqxd+9eVFdXY+vWrS436VksFib1rNVqoVKpmMg/PDzcJfIn4ixkXtsfdQL4QOrazlLdrsBXrH2J5bLBYBDMyNA0jWeeeQa//OUv8dZbb+H8889flvvzBwwODqKgoAAPPvgg417a19eHgoIC/OUvf8F3v/vdFb7D1Y8A4buBgYEBTExM4PXXX8fDDz+Mf//73wCA3NxcpvEoLy8PDzzwAPbv3w9gcSzvd7/7nc1YXnNzc2Asz8uwWCz45JNP8Morr+DQoUMwGo249NJLUV1djYsuusjlz56kntVqtcsys0RjPTg4WFCJzR8htoltKVgpa1+aptHa2gq9Xo+ysjLe69A0jX/84x+4/fbb8cYbbzCeHwGcxXPPPYebbroJzc3NyMzMxPbt2xEVFYUDBw6s9K19JRAgfDdw7bXX2hj7ELCNfSQSCZ555hlce+21AM4K7zz99NOYmprCeeedhyeeeALr1q1bxjv/asNqteLYsWOora3FwYMHMTk5iZ07d6KmpgYXX3yxy3V6IjNLTGaI8U9iYiKioqJsyH9ubg51dXWIiIjApk2bVhXZkxIFABQXFy9b1E1GLcfHxzE7O+sVa1+iDjgzM4Py8nJBsn/ppZfwk5/8BAcOHMAll1zikeuvRtTU1GB6ehqXXXYZ7rvvPrS1ta2oV8RXCQHCD+ArCYqi8OWXX+LVV1/FwYMHMTo6iksuuQTV1dXYtWuXy+Iw9nVntsa8UqlEQ0MDYmNjGV/01QKiMudMeMbbMJlMTNllamoKERERzOfvrq4BW/ff2RTFgQMHcMMNN+Dll1/G7t273X0bXwmMj49j06ZNmJiYQG1trY1pTwDeRYDwA/jKg6IoNDY2MuTf39+Piy66CPv27cPu3btddoSjKApTU1NQq9WMvn9oaCjWrl27ok1nngbRj5fJZCtK9vZgW/uyGy5dsfa1t+8Vyhi88cYb+P73v48XXnghQF4icdddd+HQoUNobW1d6Vv5SiFA+AEEwAJJ4RJb366uLmzbtg3V1dXYs2cPYmJiRJP/7OwsTpw4wUj5jo+Pw2KxMOY+XAYz/gKz2YyGhgbI5XKfbj50x9qXpml0dnZCp9M5Jft33nkH11xzDZ555hlcfvnl3nwrqwq//vWvcejQIaYUFMDyIED4qxATExO4+eab8cYbb0AqleLrX/86/vjHPwoqmW3duhUfffSRzWs33HDDV9rukujb19bWora2Fs3NzTj//PNRU1ODvXv3IiEhgZf8p6enUV9fj8zMTMYkhaZpzMzMMLP+CwsLNgYz/jKeRyYNgoKCUFhY6LNkbw/7ngupVOpg7Uv+5uPj4ygvLxcUX/rwww9x1VVX4emnn8ZVV121qko13kaA8FcGAcJfhdi1axdGR0fx1FNPwWw243vf+x4qKirw4osv8h6zdetWrFu3Dvfeey/zWkhIiF85tnkTNE2jt7cXtbW1OHDgAOrq6lBVVYXq6mrs27cPKSkpzAP/8OHDmJubQ35+Pq/9KTGYIRK/7I5zXzT3ITCbzairq4NSqRS0gfV1EGtfQv7E2tdisWB6ehoVFRWCtf+PP/4Yl19+OR577DFcc801K0b2/rq4DxD+yiBA+KsMHR0d2LhxI7788kuUl5cDAN59911ceumlGBoaQkpKCudxW7duRXFxMR599NFlvFv/BE3TGBgYwIEDB3DgwAEcP34cFRUVqK6uRlBQEP7zP/8Tjz32GL71rW+JPifbXY6Y+xBnv5U29yFYWFhAfX09VCrVqhorJNa+XV1dmJmZgVQqtcm82C++Pv30U3z961/HI488guuvv35FI3t/XdwHCH9lECD8VYb//d//xW233YbJyUnmNYvFApVKhVdeeYXRBbDH1q1b0dbWBpqmkZSUhL179+Luu+9eVc5t3gBN0xgZGcHBgwfx1FNPobW1Fenp6bjuuutQXV2NnJwclwnBaDQyaX/2uBnp+F8JEA2BkJAQFBQUrBqyJ+ju7sbw8DDKyspA07SNta9er0dvby+uvPJKDA8Po7q6Gr/5zW9w4403rijZBxb3AbgK/ygaBiAaY2NjSEhIsHlNLpcjJiZG0KjnW9/6FjIyMpCSkoLm5mbccccd6OrqCghiOIFEIkFqaiqioqLQ29uL5557DiaTCQcOHMB9992HDRs2oLq6GjU1NVi/fr0ogggJCWHMfUwmE8bHxzE2Noauri5ERkYyKn/LJdg0Pz+Puro6hIWFIT8/f9WRfW9vL4aGhlBeXs6kwsPDw5GTkwOj0Yh3330X//znP3HPPfdAIpFgz5492LNnz4rX7I8fP46oqCiG7AHgoosuglQqxeeff867uAeAF154Ac8//3xgcf8VQ4Dw/QRizX3cxQ9/+EPmvwsKCpCcnIzt27ejp6cHOTk5bp/3q4BnnnkGP/nJT3Do0CFcfPHFABY/z8nJSbz22muora3FQw89hOzsbMbWd+PGjaKd/TIyMpCRkYH5+XkbZ7/w8HCG/L31sCZkHx4evuoEg4BFadeBgQEbsmcjJCQEl112GXJzc7Fz505ceOGFMBgMWLt2LQoLC3HZZZfh+9//PpKTk5f93gOL+wBcRYDw/QS33XYbo9rHh+zsbCQlJTGGIwQWiwUTExNISkoSfb3NmzcDWEx1BghfGAUFBXjnnXdw3nnnMa9JJBLExMTge9/7Hr73ve9henoab7zxBmpra7F161akpqaipqYGNTU1opvflEolYy27sLDAmPt0d3d7xVeeqANGRkZi06ZNKx7Rehr9/f3o7+/nJXuC9vZ27NmzB7feeivuvvtuSCQSTExM4M0338SBAwdQXV3tUcIPLO4D8BYCNfxVBlLXO3HiBMrKygAA7733Hnbu3ClY17PHp59+ivPOOw9NTU0oLCz05i1/5TA7O4u3334btbW1eOeddxAXF8fY+lZUVLgcRbN95XU6HYKDgxmJX7FCM/YgZB8VFYWNGzeuOrIfGBhAT08PysrKBJvVOjs7sWvXLlx33XW4//77l+VzEOvc+fzzz7vVr2MPg8GAsLAwvPvuu9ixY8eS7j0A30aA8Fchdu3aBbVajSeffJLp3C0vL2c6d4eHh7F9+3b8/e9/R2VlJXp6evDiiy/i0ksvRWxsLJqbm3HLLbdgzZo1DuM7AXgWpEZcW1uLt956C+Hh4di3bx+qq6tRVVXl8oy7xWJhfOU1Gg2USiWT9o+IiBBFWCaTCXV1dYiJiVl1UsDAomtbd3c3SktLERkZybtfd3c3du7ciW9/+9t48MEHfa6cEVjcB+AqAoS/CjExMYGbbrrJZjb3T3/6E5O27O/vR1ZWFmP2Mzg4iO985zuM/WdaWhr279+Pu+66KzCHv4yYm5vD+++/jwMHDuC1116DUqnEnj17sH//fpx77rkuz+YToRni7CeXy5nIn09lzmQy4cSJE6tS9x8AhoaGcPLkSZSWliIqKop3v/7+fsZY6dFHH/U5sicILO4DcAUBwg8gAB/EwsICjhw5gtraWhw6dAg0TWP37t3Yv38/LrzwQpdn8ymKslGZI+Y+xNlPKpXCaDSirq4O8fHxoicK/AnDw8Po6upCSUkJoqOjefcbHBzEjh07sHPnTjzxxBM+S/ZAYHEfgGsIEH4AAfg4LBYL/v3vf+OVV17BoUOHYDKZsHv3blRXV2P79u0uj+cRlTm1Wg2NRgOaphETE8M0dq5Gsh8ZGUFnZyeKi4sRExPDu9/o6Ch27NiBCy+8EE8//bTfyAYHEIAYBAg/gAD8CFarFceOHWOc/aanp5nU88UXX+zyeB5N0xgdHUVnZyeAxemC+Ph4JCQk+LW5Dxujo6Po6OhAUVERYmNjefcbGxvDrl27sHnzZjzzzDOr4r0HEAAbAcIPIAA/BUVR+OKLLxjyV6vVuOSSS1BdXY2dO3ciPDzc6TkMBgNOnDiB5ORk5Obm2pj7mM1mxtkvLi7OLwlQrVajtbUVRUVFiIuL491Po9Hg0ksvRUFBAZ5//nm/MTIKIABX4LvFqQBWDf785z8jMzMTKpUKmzdvxhdffCG4/yuvvIK8vDyoVCoUFBTg7bffXqY79S9IpVJs2bIFjzzyCE6dOoWPPvoI69evx29/+1tkZmbiyiuvxIsvvoipqSlwrev1ej1OnDiBlJQUrF27FlKpFFFRUVi3bh3OO+88lJeXIyQkBN3d3Th69CiampowOjoKi8WyAu/WdYyPj6O1tRWFhYWCZK/T6bB3716sX78e//jHPwJkH8CqRSDCD8CreOmll3D11VfjySefxObNm/Hoo4/ilVdeQVdXl4NKGAAcO3YMF1xwAR544AHs2bMHL774Ih588EHU19cjPz9/Bd6B/4GmabS2tuLVV1/FgQMHcPLkSWzbtg01NTXYvXs3YmJicOLECdx99934wx/+gLy8PMGaPU3TMBgMjLOfwWBAbGwsY+7ji85+Go0Gzc3NKCgo4PyeEUxNTWHPnj1ITU1FbW2tzxgVBRCANxAg/AC8is2bN6OiogKPP/44gMU0dFpaGm6++WbceeedDvtfeeWVMBgMePPNN5nXtmzZguLi4mW171wtoGkaXV1dqK2tRW1tLVpbW1FcXIyWlhZcddVVeOyxx1xu0DMYDEzanzj7EZU/XyBMrVaLpqYm5OfnIzExkXe/mZkZVFdXIzo6GocOHVo2b4IAAlgpBAg/AK9hYWEBISEhePXVV1FTU8O8fs0112BqagqvvfaawzHp6em49dZb8dOf/pR57Z577sGhQ4fQ1NS0DHe9ekHTNN544w1cddVViIyMhEajQVVVFWpqarBv3z4kJye7TP4mk4mJ/GdmZhAVFcWQ/0oQqE6nQ1NTEzZu3CgoJf3/27vXoKjqNw7g3yPGzRJJuYjcRQUNIWNQoEFATdC4NTnRpIClQ5YWQl5TLMWwVDIvBYMXrBepiWjIiAhClkIqsGQmGoQwGGCIC4Ioupz/C//uRAqyssvq7vczc17s2XPOPoc3D79zfr/naWlpQWhoKPT19XH48GEYGBj0YZRE6sF3+KQyDQ0NkMlkD4yyzMzMumzuUVdXp9Dx1HMlJSWYPXs24uLicOXKFZSXlyMkJAQHDhyAo6MjpkyZgi1btqC6uvqh7/wfxsDAALa2tnB3d8fLL78MU1NTXL16Fb/88gtOnz6NqqoqtLW1qfjO7mlsbERpaSmcnJy6TfY3b97EjBkz0L9/fxw6dIjJnrQGEz6RFrhz5w5mzJiB5cuXY8mSJRAEATY2NoiJicHPP/+MqqoqvPnmm8jKyoKzszN8fHyQmJiIioqKHid/fX19WFtbw83NDd7e3rCwsEBDQwNOnjyJwsJCVFZWorW1VSX3d/36dUgkEjg6OnbbyKatrQ1hYWG4c+cOMjIylNZoiOhpwOmopDL3l3LV19d32l9fX9/lCMzc3Fyh46lnnnnmGRQWFsLExOSB7wRBwLBhw7BgwQLMnz8f9fX1OHjwIA4cOIDVq1dj9OjRCA4ORkhICEaOHNmjx/66urqwtLSEpaWlvLlPfX09KioqMGDAAHmVvwEDBvS6yI9UKkVJSQlGjRrVbf3427dvY+bMmWhubkZ2djYry5HW4Tt8Uqnx48fD3d0dW7ZsAXBv0p61tTXmz5/f5aS9mzdvIiMjQ77P09MTY8eO5aS9PiaKIhobG3Ho0CGkpaUhJycHDg4OCA4ORmhoKJycnB6rs9/95j4NDQ3Q19eXN/d57rnnFE7+95O9g4MDrKysujyuvb0ds2bNQk1NDXJzc7uttkekqZjwSaX27t2LiIgIJCcnw93dHZs2bcK+fftQVlYGMzMzhIeHY9iwYUhISABwb1nexIkTsW7dOkyfPh179uzBZ599xmV5aiaKIpqampCRkYG0tDRkZ2fD0tJSPvJ3cXFROPnLZDI0NDTIm/vo6urKJ/x11dzn35qamlBcXIzhw4fD2tq6y+Pu3LmDt99+G5cuXUJeXl63a/KJNBkTPqnc1q1bsX79etTV1cHV1RWbN2/G+PHjAQA+Pj6wtbVFamqq/PgffvgBK1aswOXLlzFixAh88cUXmDZtmpqip4e5ceMGMjMzkZaWhiNHjsDExARBQUEIDQ2Fm5vbYyX/fzf30dHR6dTc57/Jv7m5GUVFRbC3t4eNjU2X17179y6ioqJQWlqKvLy8bpfpEWk6Jnwi6pXW1lZkZWUhLS0NmZmZMDIyQmBgIEJCQjBhwgSFS/J2dHSgsbERV69exdWrV+Wd/UxNTWFsbIzW1lYUFRXB1tYWtra2XV5HJpPh/fffR2FhIfLz83vcH14V1q5di8zMTEgkEujq6kIqlT7yHFEUsWrVKqSkpEAqlcLLywvffPMNRowYofqASSMx4ROR0rS1teHYsWM4cOAAfvzxR+jp6SEwMBChoaHw8vJSuGxtR0cHpFKpfK1/R0eHfKnnmDFjunyS0NHRgQ8//BD5+fnIy8vr9pF/X1i1ahUGDRqEmpoa7Nixo0cJ//PPP0dCQgJ2794NOzs7rFy5EufOncMff/zBIkH0WJjwiUgl2tvbcfz4caSlpeHgwYMQBAHTp09HaGgovL29Fa7Kd+PGDZw9exaGhoZob2/H3bt35c19/t3Zr6OjA4sWLcKRI0eQl5cHOzs7VdzeY0lNTUV0dPQjE74oirCwsEBsbCw++ugjAPfmLJiZmSE1NRVhYWF9EC1pGq7DJ4JiDX5SU1MhCEKnjSOuB+nq6sLf3x8pKSmora3Fnj17oK+vj6ioKNjb2yMqKgpHjhzBrVu3Hnmt1tZWFBcXw8rKSl7kZ9y4cdDX18elS5ewcuVKBAYGIiUlBbGxscjIyEBOTs4TlewVUVlZibq6OkyePFm+z8jICOPHj0dBQYEaI6OnGdfhk9bbu3cvYmJiOjX4mTp1apcNfgBg4MCBuHjxovxzb9eSa7r+/fvDz88Pfn5+2Lp1K06ePIn9+/cjOjoazc3NCAgIQHBwMKZMmQJDQ8NO5zY1NaG0tBQWFhYYPny4/G9tZGQEIyMjODg44Nlnn0VbWxvi4uLQ3NwMPz8/FBQUYMiQIRg0aJAa7rh37leWZNVJUiaO8EnrJSYmYu7cuZg9ezZGjx6NpKQkGBoaYufOnV2eIwgCzM3N5Rtnf/ecjo4OvL29sXnzZlRVVSErKwvDhg3Dxx9/DFtbW8ycORP79+9HS0sLysrK4Obmhhs3bsDBweGh/1gJggAXFxeYmJhAT08Phw4dgq+vLxITE2FqaoqAgABUVFQo/T6WLl36wJOe/25lZWVK/12ix8WET1qtvb0dRUVFnR6d9uvXD5MnT+720WlLSwtsbGxgZWWF4OBgnD9/vi/C1Tj9+vWDh4cHNm7ciPLycuTn52PkyJGIj4+HtbU1PD09YWNjA09Pzy6vIYoiNm7ciKSkJBw7dgxBQUFYsWIFSkpKcOHCBfj6+mLw4MFKjz02NhYXLlzodrO3t3+sa9+vLMmqk6RMfKRPWq27Bj9djc5GjRqFnTt3YuzYsWhqasKGDRvg6emJ8+fPw9LSsi/C1kj9+vWDm5sb3Nzc8N5778HLywumpqZoamqCvb09/Pz8EBwcjFdffRXGxsYQBAGiKGLz5s3YtGkTsrOz4eLi0umaw4cPx+LFi1USr4mJyUNLFSuDnZ0dzM3NkZubC1dXVwD3ag/8+uuvmDdvnkp+kzQfEz6Rgjw8PODh4SH/7OnpCScnJyQnJ2PNmjVqjEwz/P3335g8eTL8/f2RnJwsfzS+f/9+JCcn44MPPoC3tzdCQkJw7do1fPnll8jKyoKbm5u6Q+9SdXU1GhsbUV1dDZlMBolEAgDy+QcA4OjoiISEBISGhkIQBERHRyM+Ph4jRoyQL8uzsLDo1GqaSCEiUS/cvXtX9PDwEENDQzvtl0qloqWlpbh8+XI1RdYzt2/fFnV0dMT09PRO+8PDw8WgoKAeX+f1118Xw8LClByddlq2bJkYGRkpymSyB77r6OgQ//zzTzEhIUF0dnYWBUEQ8/Pz1RClYiIiIkQAD2x5eXnyYwCIu3btkn/u6OgQV65cKZqZmYl6enripEmTxIsXL/Z98KQxuA6feu3SpUtwdXVFSkoK3nrrLQBAeHg4SktLcebMGYXXW/c1RRv8/JdMJsOYMWMwbdo0JCYmqjpcjSeTyQDgkRX6RFFEeXk5K88R9RAf6VOvjRw5EuvWrcOCBQvg5+eH06dPY8+ePU9FsgeAmJgYREREwM3NTd7gp7W1FbNnzwaABxr8rF69GhMmTICDgwOkUinWr1+PqqoqzJkzR523oTF6WopXEAQmeyIFMOGTUixYsADp6emYNWsWzp07h7i4uAcmUD2p3njjDfzzzz+Ii4uTN/jJysqST+Srrq7uVML1+vXrmDt3Lurq6mBsbIyXXnoJp06dwujRo9V1C0REj8RH+qQ0ZWVlcHJygrOzM4qLixWum05ERKrDdfikNDt37oShoSEqKytRU1Oj7nCIiOhfOMInpTh16hQmTpyI7OxsxMfHAwBycnJYcpaI6AnBET712s2bNxEZGYl58+bB19cXO3bswOnTp5GUlKTu0IiI6P+Y8KnXli1bBlEUsW7dOgCAra0tNmzYgMWLF+Py5cvqDU5DnDhxAoGBgbCwsIAgCDh48OAjz8nPz8e4ceOgp6cHBwcHpKamqjxOInpyMeFTr/z000/Ytm0bdu3a1anLWVRUFDw9PfHOO++Ab416r7W1FS4uLti2bVuPjq+srMT06dPh6+sLiUSC6OhozJkzB0ePHlVxpET0pOI7fKKnjCAISE9P77bE6pIlS5CZmYnff/9dvi8sLAxSqRRZWVl9ECURPWk4wifSQAUFBZ06AALA1KlTu+0ASESajQmfSAPV1dU9tANgc3Mz2tra1BQVEakTEz4REZEWYMIn0kDm5uaor6/vtK++vh4DBw6EgYGBmqIiInViwifSQB4eHsjNze2079ixY/Dw8FBTRE++tWvXwtPTE4aGhhg0aFCPzomMjIQgCJ02f39/1QZK9JiY8ImeAi0tLZBIJJBIJADuLbuTSCSorq4GcK8WQnh4uPz4d999F3/99RcWL16MsrIyfP3119i3bx8WLlyojvCfCu3t7ZgxYwbmzZun0Hn+/v6ora2Vb99//72KIiTqHXY3IXoKnD17Fr6+vvLPMTExAICIiAikpqaitrZWnvwBwM7ODpmZmVi4cCG++uorWFpaYvv27Zg6dWqfx/60+PTTTwFA4QJFenp6MDc3V0FERMrFhE/0FPDx8em2gNHDkpSPjw9KSkpUGBUB9yoampqawtjYGH5+foiPj8fgwYPVHRbRA5jwiYgek7+/P1577TXY2dmhoqICy5cvR0BAAAoKCqCjo6Pu8Ig64Tt8ItJYS5cufWBS3X+3srKyx75+WFgYgoKC4OzsjJCQEBw+fBhnzpxBfn6+8m6CSEk4wicijRUbG4vIyMhuj7G3t1fa79nb22PIkCEoLy/HpEmTlHZdImVgwicipTpx4gTWr1+PoqIi1NbWPrLuf35+fqcJiffV1tb2ejKciYkJTExMenUNRdTU1ODatWsYOnRon/0mUU/xkT4RKZWinf3uu3jxYqflbaampiqK8OGqq6vlSx1lMpl8GWRLS4v8GEdHR6SnpwO4t1Ry0aJFKCwsxOXLl5Gbm4vg4GA4ODhwNQQ9kTjCJyKlCggIQEBAgMLnmZqa9rjgjSrExcVh9+7d8s8vvvgiACAvLw8+Pj4A7v1T0tTUBADQ0dHBb7/9ht27d0MqlcLCwgKvvPIK1qxZAz09vT6Pn+hRmPCJ6Ing6uqK27dv44UXXsAnn3wCLy+vPv391NTUR67B//fSSAMDAxw9elTFUREpDx/pE5FaDR06FElJSUhLS0NaWhqsrKzg4+OD4uJidYdGpFEEsbtqHkREvSAIwiMn7T3MxIkTYW1tje+++041gRFpIY7wieiJ4+7ujvLycnWHQaRRmPCJ6IkjkUi4tI1IyThpj4iUqqWlpdPo/H5nv+effx7W1tZYtmwZrly5gm+//RYAsGnTJtjZ2WHMmDG4desWtm/fjuPHjyM7O1tdt0CkkZjwiUipFO3s197ejtjYWFy5cgWGhoYYO3YscnJyHlqMh4geHyftERERaQG+wyciItICTPhERERagAmfiIhICzDhExERaQEmfCIiIi3AhE9ERKQFmPCJiIi0ABM+ERGRFmDCJyIi0gJM+ERERFqACZ+IiEgLMOETERFpgf8BNJA4K+EXPSkAAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "from mpl_toolkits.mplot3d import Axes3D\n", "from matplotlib import cm\n", "\n", "\n", "# Parámetro del problema (mu: masa reducida del cuerpo secundario, omega: velocidad angular)\n", "mu = 0.1 # Puedes cambiar este valor\n", "omega = 1 # Velocidad angular estándar en CR3BP\n", "\n", "# Crear una malla de valores para X e Y\n", "r_max = 1.4\n", "dr = 0.03\n", "x_num = np.arange(-r_max, r_max, dr)\n", "y_num = np.arange(-r_max, r_max, dr)\n", "X, Y = np.meshgrid(x_num, y_num)\n", "\n", "# Definir las distancias a los cuerpos primarios\n", "r1 = np.sqrt((X + mu)**2 + Y**2) # Distancia al cuerpo principal (de masa 1 - mu)\n", "r2 = np.sqrt((X - 1 + mu)**2 + Y**2) # Distancia al cuerpo secundario (de masa mu)\n", "\n", "# Calcular la energía potencial efectiva\n", "V_eff = - (1 - mu) / r1 - mu / r2 - (1/2) * omega**2 * (X**2 + Y**2)\n", "threshold = -3 # límite para mejorar la representación visual\n", "V_mask = np.ma.masked_array(V_eff, V_eff <= threshold) # Dibujamos solo los valores mayores que threshold\n", "\n", "# Crear la figura y el eje 3D\n", "fig = plt.figure(figsize=(8, 6))\n", "ax = fig.add_subplot(111, projection='3d')\n", "\n", "# Graficar la superficie de V_eff\n", "ax.plot_surface(X, Y, V_mask, cmap=cm.coolwarm, linewidth=0, antialiased=False, vmin = -4, vmax = -1)\n", "\n", "# Etiquetas de los ejes\n", "ax.set_xlabel('X')\n", "ax.set_ylabel('Y')\n", "ax.set_zlabel('V_eff')\n", "ax.set_title('Superficie de Energía Potencial Efectiva en el CR3BP')\n", "\n", "ax.set_zlim(threshold, -1)\n", "\n", "# Mostrar la gráfica\n", "plt.show()\n" ] }, { "cell_type": "markdown", "metadata": { "id": "1seCCl16yIbg" }, "source": [ "Para verlo mejor, vamos a combinar en un gráfico el valor del potencial (escala de color) con las líneas de nivel del potencial efectivo." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 583 }, "id": "XZVGoQOW0xkI", "outputId": "516d1426-dbe0-4828-fae0-283e6300a7eb" }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "threshold = -2 # límite para mejorar la representación visual\n", "V_mask = np.ma.masked_array(V_eff, V_eff <= threshold) # Dibujamos solo los valores mayores que threshold\n", "\n", "fig, ax = plt.subplots(figsize=(8, 6))\n", "pcolor = ax.pcolormesh(x_num, y_num, V_eff, vmin = -4, vmax = -0)\n", "pcolor.set_cmap('coolwarm')\n", "CS = ax.contour(x_num, y_num, V_mask, 10, colors='k')\n", "\n", "# Dibujar las posiciones de los cuerpos primarios\n", "ax.plot(-mu, 0, 'ko', markersize=8, label='M1')\n", "ax.plot(1 - mu, 0, 'ro', markersize=6, label='M2')\n", "\n", "ax.set_xlabel(\"X Axis\")\n", "ax.set_ylabel(\"Y Axis\")\n", "ax.set_aspect('equal', 'box')\n", "#ax.set_zlabel(\"V\")\n", "ax.set_title(f'Potencial Efectivo (mu = {mu:.2f})')\n", "ax.legend()\n", "fig.colorbar(pcolor, ax=ax)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", 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