diff --git "a/Proyecto de estimaci\303\263n del rozamiento de la ca\303\255da de una servilleta./Medidas_y_comparaciones_del_proyecto_de_estimaci\303\263n_del_rozamiento.ipynb" "b/Proyecto de estimaci\303\263n del rozamiento de la ca\303\255da de una servilleta./Medidas_y_comparaciones_del_proyecto_de_estimaci\303\263n_del_rozamiento.ipynb"
new file mode 100644
index 0000000000000000000000000000000000000000..e0f2ae94423fe4316cc28926784e404fb8d7837b
--- /dev/null
+++ "b/Proyecto de estimaci\303\263n del rozamiento de la ca\303\255da de una servilleta./Medidas_y_comparaciones_del_proyecto_de_estimaci\303\263n_del_rozamiento.ipynb"	
@@ -0,0 +1,663 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Medidas y comparaciones del proyecto de estimación del rozamiento"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Protecto realizado por: Jiménez Quintero Deivid (2231341) //\n",
+    "                        Robles Carvajal Alvaro  (2231814)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    " ### Importar los paquetes de datos"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 127,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import numpy as np\n",
+    "import matplotlib.pyplot as plt\n",
+    "import pandas as pd"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    " ### Importar los datos .txt"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 128,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "co1 = np.genfromtxt('co1.txt')\n",
+    "co2 = np.genfromtxt('co2.txt')\n",
+    "co3 = np.genfromtxt('co3.txt')\n",
+    "co4 = np.genfromtxt('co4.txt')\n",
+    "co5 = np.genfromtxt('co5.txt')\n",
+    "co6 = np.genfromtxt('co6.txt')\n",
+    "ex1 = np.genfromtxt('ex1.txt')\n",
+    "ex2 = np.genfromtxt('ex2.txt')\n",
+    "ex3 = np.genfromtxt('ex3.txt')\n",
+    "ex4 = np.genfromtxt('ex4.txt')\n",
+    "ex5 = np.genfromtxt('ex5.txt')\n",
+    "ex6 = np.genfromtxt('ex6.txt')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    " ### Seleccionar columnas de cada archivo importado."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 129,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "tco1 = co1[:,0]\n",
+    "yco1 = co1[:,1]\n",
+    "\n",
+    "tco2 = co2[:,0]\n",
+    "yco2 = co2[:,1]\n",
+    "\n",
+    "tco3 = co3[:,0]\n",
+    "yco3 = co3[:,1]\n",
+    "\n",
+    "tco4 = co4[:,0]\n",
+    "yco4 = co4[:,1]\n",
+    "\n",
+    "tco5 = co5[:,0]\n",
+    "yco5 = co5[:,1]\n",
+    "\n",
+    "tco6 = co6[:,0]\n",
+    "yco6 = co6[:,1]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 130,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "tex1 = ex1[:,0]\n",
+    "yex1 = ex1[:,1]\n",
+    "\n",
+    "tex2 = ex2[:,0]\n",
+    "yex2 = ex2[:,1]\n",
+    "\n",
+    "tex3 = ex3[:,0]\n",
+    "yex3 = ex3[:,1]\n",
+    "\n",
+    "tex4 = ex4[:,0]\n",
+    "yex4 = ex4[:,1]\n",
+    "\n",
+    "tex5 = ex5[:,0]\n",
+    "yex5 = ex5[:,1]\n",
+    "\n",
+    "tex6 = ex6[:,0]\n",
+    "yex6 = ex6[:,1]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    " ### Unir los tiempos en un conjunto y la altura de la comprimida en otro."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 131,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "tco = np.array([tco1, tco2, tco3, tco4, tco5, tco6])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 132,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "yco = np.array([yco1, yco2, yco3, yco4, yco5, yco6])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    " ### Graficar la caida promedio y graficar promedio con la desviación estandar de la servilleta comprimida."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 133,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Prmedio de tco\n",
+    "tco_prom = tco.mean(axis=0)\n",
+    "\n",
+    "# Prmedio de yco\n",
+    "yco_prom = yco.mean(axis=0)\n",
+    "\n",
+    "# Desviación estándar de tco\n",
+    "tco_std = tco.std(axis=0)\n",
+    "\n",
+    "# Desviación estándar de yco\n",
+    "yco_std = yco.std(axis=0)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 134,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Gráfica de la servilleta comprimida sin desviación estándar\n",
+    "plt.figure()\n",
+    "plt.plot(tco_prom, yco_prom, 'm.-', label = 'Servilleta comprimida sin desviación estándar')\n",
+    "plt.legend()\n",
+    "plt.xlabel('t(s)')\n",
+    "plt.ylabel('h(m)')\n",
+    "plt.title('Caida experimental sin desviación estándar de la servilleta comprimida', fontweight='bold')\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 135,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Gráfica de la servilleta comprimida con desviación estándar\n",
+    "plt.figure()\n",
+    "plt.errorbar(tco_prom, yco_prom, tco_std, yco_std, fmt = 'm.-', label = 'Servilleta comprimida con desviación estándar')\n",
+    "plt.legend()\n",
+    "plt.title('Caida experimental con desviación estándar de la servilleta comprimida', fontweight='bold')\n",
+    "plt.xlabel('t(s)')\n",
+    "plt.ylabel('h(m)')\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    " ### Unir los tiempos en un conjunto y la altura de la extendida en otro."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 136,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "tex = np.array([tex1, tex2, tex3, tex4, tex5, tex6])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 137,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "yex = np.array([yex1, yex2, yex3, yex4, yex5, yex6])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    " ### Graficar la caida promedio y graficar promedio con la desviación estandar de la servilleta extendida."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 138,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Prmedio de tex\n",
+    "tex_prom = tex.mean(axis=0)\n",
+    "\n",
+    "# Promedio de yex\n",
+    "yex_prom = yex.mean(axis=0)\n",
+    "\n",
+    "# Desviación estándar de tex\n",
+    "tex_std = tex.std(axis=0)\n",
+    "\n",
+    "# Desviación estándar de yex\n",
+    "yex_std = yex.std(axis=0)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 139,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Gráfica de la servilleta extendida sin desviación estándar\n",
+    "plt.figure()\n",
+    "plt.plot(tex_prom, yex_prom, 'm.-', label = 'Servilleta extendida sin desviación estándar')\n",
+    "plt.legend()\n",
+    "plt.title('Caida experimental sin desviación estándar de la servilleta extendida', fontweight='bold')\n",
+    "plt.xlabel('t(s)')\n",
+    "plt.ylabel('h(m)')\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 140,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Gráfica de la servilleta extendida con desviación estándar\n",
+    "plt.figure()\n",
+    "plt.errorbar(tex_prom, yex_prom, tex_std, yex_std, fmt = 'm.-', label = 'Servilleta extendida con desviación estándar')\n",
+    "plt.legend()\n",
+    "plt.title('Caida experimental con desviación estándar de la servilleta extendida', fontweight='bold')\n",
+    "plt.xlabel('t(s)')\n",
+    "plt.ylabel('h(m)')\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    " ### Determinar el valor de la gravedad con la servilleta comprimida."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 141,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Gravedad en co1\n",
+    "gco1 = -(2*yco1[13] / tco1[13]**2)\n",
+    "\n",
+    "# Gravedad en co2\n",
+    "gco2 = -(2*yco2[13] / tco2[13]**2)\n",
+    "\n",
+    "# Gravedad en co3\n",
+    "gco3 = -(2*yco3[13] / tco3[13]**2)\n",
+    "\n",
+    "# Gravedad en co4\n",
+    "gco4 = -(2*yco4[13] / tco4[13]**2)\n",
+    "\n",
+    "# Gravedad en co5\n",
+    "gco5 = -(2*yco5[13] / tco5[13]**2)\n",
+    "\n",
+    "# Gravedad en co6\n",
+    "gco6 = -(2*yco6[13] / tco6[13]**2)\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Unir las gravedades en un mismo conjunto."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 142,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "gco = np.array([gco1, gco2, gco3, gco4, gco5, gco6])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Calcular el promedio y la desviación estándar de las gravedades."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 143,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Resultando con la gravedad con valor de: 9.288289425693685 m/s^2 y con una desviacón estándar de: 0.10440321835005584 .\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Promedio de las gravedades\n",
+    "gco_prom = np.mean(gco)\n",
+    "\n",
+    "# Desviación estándar de la gravedad\n",
+    "gco_std = np.std(gco)\n",
+    "\n",
+    "print(\"Resultando con la gravedad con valor de:\", gco_prom, \"m/s^2 y con una desviacón estándar de:\", gco_std,\".\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Calcular las distancias y gravedades teóricas y experimentales para la servilleta comprimida."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 144,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Así quedando como gravedad teórica: 9.80000000000001 m/s^2 y como gravedad experimental: 9.288289425693703 m/s^2.\n"
+     ]
+    }
+   ],
+   "source": [
+    "g = 9.8 # m/s^2 gravedad estándar\n",
+    "vi = 0 # Velocidad inicial\n",
+    "\n",
+    "# Distancia teórica y experimental\n",
+    "y_teo = vi*tco_prom+((-g)*(tco_prom**2))/2\n",
+    "y_exp = vi*tco_prom+((-gco_prom)*(tco_prom**2))/2\n",
+    "\n",
+    "# datos lineales\n",
+    "y_teo_lin = np.log(np.abs(y_teo[1:]))\n",
+    "y_exp_lin = np.log(np.abs(y_exp[1:]))\n",
+    "t_exp_lin = np.log(np.abs(tco_prom[1:]))\n",
+    "\n",
+    "# Ajuste de regreción\n",
+    "t_ajuste = np.polyfit(t_exp_lin, y_teo_lin, 1)\n",
+    "texp_ajuste = np.polyfit(t_exp_lin, y_exp_lin, 1)\n",
+    "t_gravedad = 2*np.exp(t_ajuste[1])\n",
+    "texp_gravedad = 2*np.exp(texp_ajuste[1])\n",
+    "\n",
+    "print(\"Así quedando como gravedad teórica:\", t_gravedad, \"m/s^2 y como gravedad experimental:\", texp_gravedad, \"m/s^2.\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Comparar graficamente los ajustes teóricos y experimentales de la servilleta comprimida."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 145,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.figure()\n",
+    "plt.plot(tco_prom, yco_prom, \"m--\", label = \"Datos experimentales\")\n",
+    "plt.plot(tco_prom, y_exp, \"r--\", label = \"Datos teóricos con g=9,2 m/s^2\")\n",
+    "plt.plot(tco_prom, y_teo, \"g--\", label = \"Datos con g=9.8 m/s^2\")\n",
+    "plt.xlabel('T (s)')\n",
+    "plt.ylabel('H (m)')\n",
+    "plt.legend()\n",
+    "plt.title('Comparación de la caida experimental y teórica de la servilleta comprimida', fontweight='bold')\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Datos teóricos y experimentales de la servilleta extendida."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 146,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "v0 = 0\n",
+    "t0 = 0\n",
+    "dt = 0.033\n",
+    "t1 = tex_prom[len(tex_prom)-1]\n",
+    "tf = 1.374\n",
+    "t_teo = np.arange(t0, t1, dt)\n",
+    "v_teo = [v0]\n",
+    "y_fteo = [0]\n",
+    "v_teoexp = [v0]\n",
+    "y_fteoexp = [0]\n",
+    "b_teo = 0.92 # Estimamos el rozamiento de la caída a prueba y error comparando con nuestras gráficas anteriores.\n",
+    "b_teoexp = 0.97 # Estimamos el rozamiento de la caída a prueba y error comparando con nuestras gráficas anteriores.\n",
+    "\n",
+    "# Establecemos la aceleración para con esta determinar la distancia y velocidad con la gravedad estándar (9.8) y con la gravedad experimental(9.2)\n",
+    "for i in range (len(t_teo)):\n",
+    "    aceleracion_teo = -g + b_teo*v_teo[i]\n",
+    "    velocidad_intervalo_teo = v_teo[i]+aceleracion_teo*dt\n",
+    "    distancia_intervalo_teo = v_teo[i]*dt + aceleracion_teo*((dt**2)/2)\n",
+    "    y_fteo.append(distancia_intervalo_teo)\n",
+    "    v_teo.append(velocidad_intervalo_teo)\n",
+    "    \n",
+    "for i in range (len(t_teo)):\n",
+    "    aceleracion_teoexp = -gco_prom + b_teoexp*v_teoexp[i]\n",
+    "    velocidad_intervalo_teoexp = v_teoexp[i]+aceleracion_teoexp*dt\n",
+    "    distancia_intervalo_teoexp = v_teoexp[i]*dt + aceleracion_teoexp*((dt**2)/2)\n",
+    "    y_fteoexp.append(distancia_intervalo_teoexp)\n",
+    "    v_teoexp.append(velocidad_intervalo_teoexp)\n",
+    "    \n",
+    "distancia_final_teo =  y_fteo[:-1]\n",
+    "distancia_final_teoexp =  y_fteoexp[:-1]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Comparar graficamente los ajustes teóricos y experimentales de la servilleta extendida."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 152,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.figure()\n",
+    "plt.plot(t_teo, distancia_final_teo,\"b--\", label = \"Datos teóricos con g=9,2 m/s^2\")\n",
+    "plt.plot(t_teo, distancia_final_teoexp, \"g--\", label = \"Datos teórico-experiemtales con g=9.8 m/s^2\")\n",
+    "plt.plot(tex_prom, yex_prom, \"r--\", label = \"Datos experimentales\")\n",
+    "plt.xlabel('T (s)')\n",
+    "plt.ylabel('H (m)')\n",
+    "plt.legend()\n",
+    "plt.title('Comparación de la caida experimental y teórica de la servilleta extendida', fontweight='bold')\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Gráficar a partir de los datos experimentales para comprobar el promedio de caida con rozamiento de la servilleta extendida."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 148,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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0eqbW29tbXbYt9dLW9lB/W581a5ZG+frJ7JdfftlgHerU1NQIGxsbAUA4OTmJ559/Xnz55Zfi77//FuXl5S1+F0K0P4Hr37+/xrFJiLa3uzplZWUa+876Zw6FaNt2U3996l95GjlypHr85s2b1ePrzibL5fJG17Pu2H7hwoVW7Zvff//9BvMYMmSIet43btxQj6+fNDa3Ly8tLVXvhyUSifqkkxCaV1luu+22Bt9ZU7q8E4OdnR0sLS3V9zCdP38eQ4YMaXaa5557Tn1/UlPKysqa/KygoEB935lCoYClpaX6Mzc3twblVSoVJk6c2Oz9LOXl5c3GU/9+sN69e0Mq/ed2w8aWmZOT0+z8GptvS0S9e6Pq3yfYFB8fH/XfZmZm6r/r1nXXrl2YM2dOs/No7nsAgP/85z+IiorCDz/8gF9++QW//PKL+rOJEyfip59+grm5eavqo6m6GDZsWINx999/P5555hkUFBRg+/btePrpp/HDDz8AqL0Pc8yYMS0ur7U6+rucO3cufv3112bLNFfv+fn5rfr+b47nqaeewttvv63eVm+77TaMHj26FRH/o73fo5OTE6ytrdX/N9Ye60/n6uqq/rux7as1y64/j6bmc/nyZYwZM6bZRxy1tA1kZ2er//b392+yXP26uzkWd3d3nD17tkG5Oi1ty/b29tiyZQuWLVuGlJQUrFmzRl3G2dkZO3bswIQJE5qMra113952YG9v3+B7uXHjBsaMGYOsrKwm59XUd9BSvbS1PbT0HTVW7mZSqRQ//PADnnjiCVy8eBHr1q1Tf2ZlZYXPPvsMc+fObTCdEEJ9j1lrtu/GDBkyROPYdHOsrW13VVVVuP/++3Hs2DEAwLPPPos333xT/fmtbDf9+/dX/21iYqL+u/79ZnK5HABQUVHR5Pxvjrk5jbXFltpOS65fv67+nhQKBaysrNSftbat3KzLOzFIpVLMmDFD/f97773X5E39dSv77bffqsft2bMHFRUVEEJg6NChrVqmtbW1upEqlUqNG+Abu+k2Li5Onbw5OjoiLi4O1dXVDW6cb46dnZ3678zMTKhUqmaX6ejoqP57ypQpELVnRzUGlUrV4mNRjI2N1X/X76CRkpLSYswymUz9d2PPfNqxY4f67+XLl6OoqAhCCCxdurTFedcxMjLCtm3bUFBQgLCwMOzYsQMPPfQQAODw4cPqRL1+fYSHhzdaH1evXm10GY31ojI2NkZwcDAAICYmBu+99556I120aFGr42+N+rE//vjjTX6XU6ZMAdB4XdcpLCxUJ29yuRwnTpxAVVUVhBCwsbFpVTy2trYwNKz9rWZhYaHefm4ebu7gsXjxYo02f+TIEXz99detq4T/V1cXEokEV69ebXS5YWFhDaar3xbrpr9Z/W0sPT1d/XdzN9K3dh5Nzeenn35SH4TuvPNOZGZmQgiBffv2tXqZTk5O6r/PnTvXZLn67ejmWOp3rqlfrk5L2zIAPPzww7h69Sri4+Px888/4+2334a5uTmysrLwn//8p9l1aGvdt7cdNLYt//nnn+rkzc/PDxcvXoRKpWpVB5KW6qWt7eFWvqP6Jk+ejNTUVKSkpGD//v1Yv349nJycUFhYiMcee0x9jLyV/XtjGqvftq6TSqVCcHAw9u/fD6C2s9PNz4S8le2mbt/V2vHNqb9u3t7ejbZDIQTefvvtBtO2Zptqbl9uY2OjjlmpVEKpVKo/a0tbqU8rvVBfe+01mJubAwBiY2Nx7733IiYmBpWVlbh+/Tr27duHO++8U71zq/9FWVhYoLq6Gps3b0Z0dHSrlmdqaorbbrsNQO2vlmXLlqGgoADx8fF4//33G5SvvzwDAwOYm5tDqVS2KVHx9PRU/3rJy8vDG2+8gaKiIkRERDT6ZoixY8fC3t4eAHDw4EG8//77yM/PR0VFBRITE/HOO+9o/BJpSv1Mvu7A//fff7ep52xT6teLqakpZDIZjh8/jm+++abV89i9ezc2btyItLQ0+Pj4YPbs2Zg0aZL68ytXrgAAZs2apR731FNPISoqChUVFcjPz8dvv/2GOXPmaJw1aI36idprr70GoPYXXV1i11GmTZum/kW4ZcsWbNu2DUqlEmVlZYiJicHLL7+sccbP1tZW/ffly5dRUFCg/t/Q0FC9U5BKpbCwsEBZWRlee+01XL9+vVXxGBsbY+rUqQBqz148+uijuHTpEqqqqpCeno5vvvkGY8eO1ei9t2XLFvX3+vDDD8PT0xMA8PTTT+P8+fMa86+L/9q1a8jMzNT4rO57FEJg/vz5SEhIQFVVFbKzs7Fr1y5MnToV27dvb9V63CwoKEj993//+1+kpaUhLy8PL7zwQqvnMWbMGPW+KCoqCl999RWKi4vx+++/Y8+ePQ3K198GjIyMYGZmhtTUVI2zDS2ZNm2a+kB85MgRvPrqq8jJyUFRURGOHDmCnTt3AgBmzpypnmbr1q04duwYiouL8emnn6rPgtjZ2bXr7PG1a9ewdOlSHDt2DAqFAtOmTcMDDzygPutZtx02pa1135HtoP53YGhoCDMzM2RnZ2PVqlWtmr45bW0PU6dOhZGREYDa/W1dorJ37151QmNkZKT+sdaUp556CqGhoTAyMsKkSZPw4IMPolevXgCAkpIS5OfnA2h8/75r1y6cPHny1la8nra2u8cff1zdZh9++OFGe+x2xHbTEfr3769+ukViYiKWLVuGrKwsVFVV4eLFi/j0008REBDQph+B9TW3LzcxMcHkyZMB1G4Hzz33HPLz85Gamor//ve/6nL1679Frb7Y2sH+/PPPBj1gbh6io6OFEEI88cQTDT4zNTVVd2JAvev+be2FWr+HS9118urqavWNjvUHT09Pjf9b8uOPPzZ6v1L9ZdbvDbdv375GY2zLMk+cOKFRvq7Hr5mZWYP7N4Ro2z0VP/zwQ6Mx1a+X+uvTmDfeeKPZ9au7n6a8vFyMHz++2bL1l9XUetxszJgxGvN45JFHGpTpiF6on332WZM904CG94v5+/s3uX71O4nUDQ4ODsLKyqpBnE25ePFii/ch1X3P586dU3eQ6N+/v7hx44Y4c+aMum36+vqKkpIS9bxnzJjRYF5121J+fr7w8/Nrdrn1662p+mnsO2mqJ2T97etWeqHWn09djBcvXlTXTVPbQGP3Md6stb1QlyxZ0mS91d00X6epttjYvUDp6enNfiezZ89WT9+WXqhN1X1HtQMhhCgoKGi0B23976D+dG2pFyHa1h6EaPmJBRs2bGiyHdRp7H7iuqH+vXg7duzQ+KyuN2X9/Xtb7oGrv971tbbdXbp0qdl1r2szbd1umrqnr/5+oP74xtpoc71Q6z8Jo7Ghbh/TXF011Uab25cnJyc32qu2bggMDGxTL1StvUprwoQJSEhIwBtvvIFRo0bBysoKMpkMvXv3xoQJE7Bx40YMGDAAALBu3TosWbIEvXr1grGxMQIDA3Ho0CH069ev1curm2b06NGQy+VwcHDA4sWL8dVXXzUoa2BggF9++QX33nsvrK2t1c84au0zfercf//92L17NwICAmBkZARXV1e88soreOuttxotP2PGDERFReGRRx5Bnz591M9m8vHxwSOPPKL+ldOcsWPHYseOHfD19YVcLoe9vT3Wrl2L5557rk2xN+bBBx/Epk2b4OnpqX4+0hdffKG+BNoaEydORHBwMLy9vaFQKCCVSmFtbY3x48djz549mD59OoDay4WHDh3CRx99hMDAQFhaWqqfG3THHXfgzTffxPz589u8DjdfLu3oy6d1nnjiCRw/fhz3338/nJ2dYWhoCBsbG/j7++OJJ57A5s2bNcpv374d48ePh0KhaDCv7du3Y/78+bC3t4epqSkmT56Mo0ePNlq2KX379kVMTAxeeOEF+Pr6wtjYGCYmJvDw8MCMGTPw2WefYejQoSgtLcUDDzyA0tJSGBoa4ttvv4W5uTmGDBmCtWvXAgDi4+Px5JNPquf90UcfYcaMGRq/PuvY2Njg5MmTeOONNzBkyBCYmZlBLpfDzc0NkydPxrp16zBt2rRWr0d91tbWOH78OGbPng1zc3OYm5tj5syZjV6Ka87SpUuxadMmDBgwADKZDP3798eGDRs01rFO37598dtvv2H06NEwNTWFs7Mzli1bhg8//LBNywwJCUFYWBgefPBB9O7dGzKZDFZWVhg5cqT6agEAfPDBB9i5cycmTJgAKysrGBoawsnJCffffz/CwsIwe/bsNi23jrW1NZ5//nkEBgbC0dERMpkMxsbG8PX1xcqVK7Ft27YWp29L3XdkO7CyssKBAwcwceJEWFhYwNbWFgsXLmzV/rE12tIegNpnYx46dAh333037OzsYGBgAFtbW9x11104ePAgnn322RaXuXLlSowfPx7Ozs4wMjKCkZER+vXrpz4zV+ehhx7C+vXr0b9/f8jlcvTp0wdffPEF7r///g5Z9zqtbXei3n3Wzemo7aYjjBgxArGxsXjyySfV9Whubo4BAwZgzpw52Lp1q/rsZ3s0ty8fMGAAYmJisHjxYvTr1w9GRkYwNTXF4MGDsWbNGhw5ckTjMnlLJKK13wARERERdQtafZk9EREREbUdEzgiIiIiHcMEjoiIiEjHMIEjIiIi0jFM4IiIiIh0DBM4IiIiIh3T5e9C1TUqlQpXr16FhYVFs6/JICIiou5DCIEbN26gV69eDd75qg+YwLXg6tWrDV5qTERERLohPT0dLi4u2g6jwzGBa4GFhQWA2gZgaWmp5WiIiIioNYqKiuDq6qo+jusbJnAtqLtsamlpyQSOiIhIx+jr7U/6d1GYiIiISM8xgSMiIiLSMUzgiIiIiHQM74EjnVZTU4Oqqipth0FERF1MJpPBwMBA22FoDRM40klCCGRnZ6OwsFDboRARkZZYWVnByclJbzsqNIcJHOmkuuTNwcEBpqamPXLjJSLqqYQQKC0tRW5uLgDA2dlZyxF1PSZwpHNqamrUyZutra22wyEiIi0wMTEBAOTm5sLBwaHHXU5lJwbSOXX3vJmammo5EiIi0qa640BPvBeaCRzpLF42JSLq2XrycYAJHBEREZGO0bkE7tNPP0Xfvn1hbGyMYcOG4fjx482WP3bsGIYNGwZjY2N4eHhg06ZNXRQpUfeyevVqDB48WP3/ggULcO+996r/Hz9+PJYsWdLlcemi9tSdu7s7NmzY0Klxdbab21Bjbq6b7ubSpUuQSCSIiYnp1OXow/ddp6vqjNpGpxK4nTt3YsmSJXjppZcQHR2N22+/HdOmTcOVK1caLZ+Wloa77roLt99+O6Kjo7Fq1So888wz2L17dxdHTlQrNzcXjz/+OPr06QO5XA4nJydMmTIF4eHhnb7sZcuW4fDhwx02v61bt8LKyqrD5ncrtB3Lnj178MYbb2ht+V2lo9sQ6QZXV1dkZWVh4MCBHTpfiUSCn376qUPn2ZPoVC/U9evXY+HChXjssccAABs2bMCBAwfw2WefYc2aNQ3Kb9q0CX369FH/CvLx8UFkZCTef/99zJ49uytDb6AyrxJV+VUwHWAKiUHPvYbf08yePRtVVVX45ptv4OHhgZycHBw+fBjXr19v9zyrqqogk8laLGdubg5zc/N2L4eaZmNjo+0QukRXtCEhBGpqamBoqFOHp1tWWVkJIyMjbYfRKAMDAzg5OWk7DLqJzpyBq6ysRFRUFIKCgjTGBwUFISwsrNFpwsPDG5SfMmUKIiMjm+yxUlFRgaKiIo2hM+TtysNpn9M4bnkcZwLPIPnJZFzdfBVFp4tQU1bTKcsk7SosLMSJEyfwzjvvYMKECXBzc8PIkSOxcuVK3H333epySqUSixYtgoODAywtLXHnnXfi7Nmz6s/rLmN9/fXX8PDwgFwux+eff47evXtDpVJpLHPmzJmYP3++xnStVVlZiRdeeAG9e/eGmZkZRo0ahaNHjwIAjh49in//+99QKpWQSCSQSCRYvXo1AODbb7/F8OHDYWFhAScnJ8ybN0/9rKb2LKu8vBx+fn5YtGiRunxaWhoUCgW++OKLZmNpbr7AP2fuDhw4AB8fH5ibm2Pq1KnIyspSl6mpqcHSpUthZWUFW1tbvPDCCxBCaMR/8yXU3NxczJgxAyYmJujbty927NjRYJ3Xr18Pf39/mJmZwdXVFU8++SSKi4ubrafCwkIsWrQIjo6OMDY2xsCBA/Hrr7+qP9+9ezf8/Pwgl8vh7u6OdevWaUzv7u6Ot99+G48++igsLCzQp08fbN68WaNMRkYG5s6dCxsbG5iZmWH48OE4efIkgIZtqDV1I4TAu+++Cw8PD5iYmGDQoEHYtWuX+vOjR49CIpHgwIEDGD58OORyOY4fP47U1FTcc889cHR0hLm5OUaMGIE//vijzetz6tQpDBkyBMbGxhg+fDiio6Mb1OuxY8cwcuRIyOVyODs7Y8WKFaiurm72uwgLC8Mdd9wBExMTuLq64plnnkFJSUmz09RXd6l5zZo16NWrFzw9PQEAcXFxuPPOO2FiYgJbW1ssWrRIo13UtfH6g7u7O4Da72PhwoXo27cvTExM4OXlhY0bNza63LfffhuOjo6wsrLC66+/jurqaixfvhw2NjZwcXHB119/rZ6msUuo8fHxuOuuu2Bubg5HR0cEBwfj2rVr6s/Hjx+PZ555Bi+88AJsbGzg5OSk3i4BqGOeNWuWxjoAwGeffYZ+/frByMgIXl5e2L59e6vrtUcROiIzM1MAEH///bfG+Lfeekt4eno2Os2AAQPEW2+9pTHu77//FgDE1atXG53mtddeEwAaDEqlsmNW5P9devuSOGZyTBzBkYaDwRFx0u+kOP/weXH5vcvi+h/XReW1yg5dvi4rKysT8fHxoqysTD1OpVKJ6uJqrQwqlapVcVdVVQlzc3OxZMkSUV5e3mgZlUolxo4dK2bMmCFOnz4tkpOTxfPPPy9sbW1Ffn6+EKK2jZqZmYkpU6aIM2fOiLNnz4pr164JIyMj8ccff6jndf36dWFkZCQOHDignm7QoEHqz+fPny/uuece9f/jxo0Tzz77rPr/efPmiTFjxoi//vpLpKSkiPfee0/I5XKRnJwsKioqxIYNG4SlpaXIysoSWVlZ4saNG0IIIb766ivx22+/idTUVBEeHi5Gjx4tpk2b1mzdNLcsIYSIjo4WRkZGYu/evaK6ulqMHTtWHXtzsbQ03y1btgiZTCYmTZokTp8+LaKiooSPj4+YN2+eOrZ33nlHKBQKsWvXLhEfHy8WLlwoLCwsmq27adOmiYEDB4qwsDARGRkpxowZI0xMTMQHH3ygLvPBBx+IP//8U1y8eFEcPnxYeHl5if/85z9N1lFNTY0YPXq08PPzEwcPHhSpqanil19+Eb/99psQQojIyEghlUrFf//7X5GUlCS2bNkiTExMxJYtW9TzcHNzEzY2NuKTTz4RFy5cEGvWrBFSqVQkJCQIIYS4ceOG8PDwELfffrs4fvy4uHDhgti5c6cICwsTQjRsQ62pm1WrVglvb28RGhoqUlNTxZYtW4RcLhdHjx4VQghx5MgRAUAEBASIgwcPipSUFHHt2jURExMjNm3aJGJjY0VycrJ46aWXhLGxsbh8+XKr16e4uFjY29uLBx98UJw7d0788ssvwsPDQwAQ0dHRQgghMjIyhKmpqXjyySdFQkKC2Lt3r7CzsxOvvfZak99FbGysMDc3Fx988IFITk4Wf//9txgyZIhYsGCBRmz1v++bzZ8/X5ibm4vg4GBx7tw5ERcXJ0pKSkSvXr3EfffdJ+Li4sThw4dF3759xfz589XT1bXxrKwskZKSIvr37y+Cg4OFEEJUVlaKV199VZw6dUpcvHhRfPvtt8LU1FTs3LlTY7kWFhbiqaeeEomJieKrr74SAMSUKVPEW2+9JZKTk8Ubb7whZDKZuHLlihBCiLS0NI06u3r1qrCzsxMrV64UCQkJ4syZM2Ly5MliwoQJ6uWMGzdOWFpaitWrV4vk5GTxzTffCIlEIg4ePCiEECI3N1cAEFu2bBFZWVkiNzdXCCHEnj17hEwmE5988olISkoS69atEwYGBuLPP/9stB4bOx7UUSqVnXL87i50LoGr25HUefPNN4WXl1ej0wwYMEC8/fbbGuNOnDghAIisrKxGpykvLxdKpVI9pKend1oDUFWrRHF8scj+LlukLE8RMZNjxAm7E40ndTgiztx+RlzdclVUF1d3eCy6pLENtrq4usl66+yhLd/Hrl27hLW1tTA2NhZjxowRK1euFGfPnlV/fvjwYWFpadkgwevXr5/4/PPPhRC1B1GZTKbe4dWZOXOmePTRR9X/f/7558LJyUlUV1erp2ttApeSkiIkEonIzMzUWMbEiRPFypUrhRC1yY9CoWhxnU+dOiUAqJOqm7VmWUII8e677wo7Ozvx9NNPCycnJ5GXl6f+rLFYWrsOAERKSor6808++UQ4Ojqq/3d2dhZr165V/19VVSVcXFyarLukpCQBQERERKg/T0hIEACaPaD/73//E7a2tk1+fuDAASGVSkVSUlKjn8+bN09MnjxZY9zy5cuFr6+v+n83Nzfxr3/9S/2/SqUSDg4O4rPPPhNC1LYZCwsL9Y+Fm93chlqqm+LiYmFsbNxgv71w4ULx0EMPCSH+SeB++umnJte9jq+vr/joo4/atD42NjaipKREXeazzz7TSEZWrVolvLy8NH6IffLJJ8Lc3FzU1NQ0GkdwcLBYtGiRxrjjx48LqVSq3i+1JoFzdHQUFRUV6nGbN28W1tbWori4WD1u//79QiqViuzsbI3pVSqVmDVrlhg2bJgoLS1tcjlPPvmkmD17tsZy3dzcNNbNy8tL3H777er/q6urhZmZmfj++++FEA0TuFdeeUUEBQVpLKfuWFnXPseNGyduu+02jTIjRowQL774ovp/AGLv3r0aZcaMGSNCQkI0xs2ZM0fcddddja5fT07gdOYmAzs7OxgYGCA7O1tjfG5uLhwdHRudxsnJqdHyhoaGTT7BXy6XQy6Xd0zQLZAYSGDmYwYzHzM4PlS7DkIIVF6tRHFMMW5E30BxTDGKo4tRfrEcyuNKKI8rkfJMChzmOsDpUSdYjrLs0c/B0TWzZ8/G3XffjePHjyM8PByhoaF499138eWXX2LBggWIiopCcXFxg/ZZVlaG1NRU9f9ubm6wt7fXKPPwww9j0aJF+PTTTyGXy7Fjxw7MnTu3XU8nP3PmDIQQ6ss6dSoqKlp8+0V0dDRWr16NmJgYXL9+XX1Z98qVK/D19W33sp5//nn8/PPP+Oijj/D777/Dzs6uQ9bB1NQU/fr1U//v7OysvuSrVCqRlZWFwMBA9eeGhoYYPnx4g0uFdRISEtRl6nh7ezfoZHHkyBG8/fbbiI+PR1FREaqrq1FeXo6SkhKYmZk1mG9MTAxcXFwarE/95d5zzz0a48aOHYsNGzagpqZG3Q4CAgLUn0skEjg5OanXNyYmBkOGDGnVPX2tqZv4+HiUl5dj8uTJGtNWVlZiyJAhGuPq1xcAlJSU4PXXX8evv/6Kq1evorq6GmVlZQ06rTW3PgkJCRg0aJDGQ7/rx1tXJjAwUGM/OnbsWBQXFyMjIwN9+vRpsO5RUVFISUnRuDQuhIBKpUJaWhp8fHwaqbGG/P39Ne57q4u3/vc/duxYqFQqJCUlaRzrVq1ahfDwcJw+fVr9RgKg9t7vL7/8EpcvX0ZZWRkqKysb3Drh5+cHqfSfO6gcHR01OigYGBjA1ta2yVsfoqKicOTIkUbvh0xNTVW30frfDaC5bTUlISFB43aJujq4+VIw6VAnBiMjIwwbNgyHDh3CrFmz1OMPHTrUYKdVJzAwEL/88ovGuIMHD2L48OGtuulbGyQSCeS95ZD3lsP27n8OMuUZ5cjZloOsr7NQnlqOrC+ykPVFFkx9TeH8qDMcgx1h5NA9b4DtClJTKW4vvl1ry24LY2NjTJ48GZMnT8arr76Kxx57DK+99hoWLFgAlUoFZ2dnjfu06tRPABo7wM+YMQMqlQr79+/HiBEjcPz4caxfv76tqwMAUKlUMDAwQFRUVIMEsLmb2EtKShAUFISgoCB8++23sLe3x5UrVzBlyhRUVlbe0rJyc3ORlJQEAwMDXLhwAVOnTu2Qdbh5XyCRSJpMzlqjbtrmflhdvnwZd911F5544gm88cYbsLGxwYkTJ7Bw4cIm78+tf5Buark3L7Ox9WhsfeuS7JaW0VZ1892/fz969+6t8dnNP5RvbtPLly/HgQMH8P7776N///4wMTHB/fff36AdNbc+rfkem6u3pr5DlUqFxx9/HM8880yDzxpL+Jpy8zo3Fkud+uO//fZbfPDBBzh69ChcXFzU4//3v//hueeew7p16xAYGAgLCwu899576nsY6zRWZ83V481UKhVmzJiBd955p8Fn9d9J2pZ53lyuvubqpSfTmQQOAJYuXYrg4GAMHz4cgYGB2Lx5M65cuYInnngCALBy5UpkZmZi27ZtAIAnnngCH3/8MZYuXYqQkBCEh4fjq6++wvfff6/N1WgXYxdjuK1yQ58VfaA8rkTWV1nI25WH0vhSpC5LxcUVF2E7wxbOC51hPcUaUkOd6Z/SISQSCQzMdPM9eL6+vuqu9EOHDkV2djYMDQ01buptDRMTE9x3333YsWMHUlJS4OnpiWHDhrUrpiFDhqCmpga5ubm4/fbGE2MjIyPU1Gh2uElMTMS1a9ewdu1auLq6AgAiIyNveVkA8Oijj2LgwIEICQnBwoULMXHiRPUZvcZiae18m6NQKODs7IyIiAjccccdAIDq6mpERUVh6NChjU7j4+OD6upqREZGYuTIkQCApKQkFBYWqstERkaiuroa69atU58J+d///tdsLAEBAcjIyEBycnKjZ+F8fX1x4sQJjXFhYWHw9PRs9VnYgIAAfPnll7h+/XqLZ+FaUze+vr6Qy+W4cuUKxo0b16oY6hw/fhwLFixQ/2AvLi7GpUuX2jQPX19fbN++HWVlZerkNCIiokGZ3bt3ayQJYWFhsLCwaJB01hk6dCjOnz+P/v37tyme1sT7zTffaJyF/fvvvyGVStXfeXh4OB577DF8/vnnGD16tMb0x48fx5gxY/Dkk0+qx9U/c99Rhg4dit27d8Pd3f2WegvLZLIG262Pjw9OnDiBRx55RD0uLCys1Wc1exKdOso/+OCD2LBhA/773/9i8ODB+Ouvv/Dbb7/Bzc0NAJCVlaVxer1v37747bffcPToUQwePBhvvPEGPvzwQ60/QuRWSKQSWI2zgs82H4zJGgPPzz1hMdIColrg2t5riJsehwi3CFx86SLK0sq0HS7Vk5+fjzvvvBPffvstYmNjkZaWhh9//BHvvvuu+izypEmTEBgYiHvvvRcHDhzApUuXEBYWhpdffrnFRAiovYy6f/9+fP311/jXv/7V7lg9PT3x8MMP45FHHsGePXuQlpaG06dP45133sFvv/0GoLYXWXFxMQ4fPoxr166htLQUffr0gZGRET766CNcvHgR+/bta/H5aK1Z1ieffILw8HBs27YN8+bNw/3334+HH35YfTamsVhaM9/WePbZZ7F27Vrs3bsXiYmJePLJJzWSsZt5eXlh6tSpCAkJwcmTJxEVFYXHHntM4+xWv379UF1dra6n7du3t/iQ8XHjxuGOO+7A7NmzcejQIaSlpeH3339HaGgogNpLzIcPH8Ybb7yB5ORkfPPNN/j444+xbNmyVq/rQw89BCcnJ9x77734+++/cfHiRezevbvJ5xS2VDcWFhZYtmwZnnvuOXzzzTdITU1FdHQ0PvnkE3zzzTfNxtK/f3/s2bMHMTExOHv2LObNm9eqszf1zZs3D1KpFAsXLkR8fDx+++03vP/++xplnnzySaSnp+Ppp59GYmIifv75Z7z22mtYunSpxmXG+l588UWEh4fjqaeeQkxMDC5cuIB9+/bh6aefblN8N3v44YdhbGyM+fPn49y5czhy5AiefvppBAcHw9HREdnZ2Zg1axbmzp2LKVOmIDs7G9nZ2cjLywNQW2eRkZE4cOAAkpOT8corr+D06dO3FFNjnnrqKVy/fh0PPfQQTp06hYsXL+LgwYN49NFHGyRkzXF3d8fhw4eRnZ2NgoICALVnXrdu3YpNmzbhwoULWL9+Pfbs2dOmdtxjdPlddzpGV26CvBF3Q1x47oJmJwjJERETFCNyfswRNRWN34yri5q7abU7Ky8vFytWrBBDhw4VCoVCmJqaCi8vL/Hyyy9r3IRcVFQknn76adGrVy8hk8mEq6urePjhh9U9wm6+kby+6upq4ezsLACI1NRUjc/a2gu1rkebu7u7kMlkwsnJScyaNUvExsaqyzzxxBPC1tZWAFD32vvuu++Eu7u7kMvlIjAwUOzbt0/jBujGNLeshIQEYWJiIr777jt1eaVSKdzd3cULL7zQbCwtrUNjnR/27t0r6u8aq6qqxLPPPissLS2FlZWVWLp0qXjkkUearbusrCxx9913C7lcLvr06SO2bdvW4Kb29evXC2dnZ2FiYiKmTJkitm3bJgCIgoKCJuspPz9f/Pvf/xa2trbC2NhYDBw4UPz666/qz3ft2iV8fX2FTCYTffr0Ee+9957G9I3dWD9o0CCNHpeXLl0Ss2fPFpaWlsLU1FQMHz5cnDx5UgjRsA21pm5UKpXYuHGj8PLyEjKZTNjb24spU6aIY8eOCSH+6cRw83qnpaWJCRMmCBMTE+Hq6io+/vjjBvXcmvUJDw8XgwYNEkZGRmLw4MFi9+7dDdrj0aNHxYgRI4SRkZFwcnISL774oqiqqmr8S/h/p06dEpMnTxbm5ubCzMxMBAQEaDz1oDWdGOrXU53Y2FgxYcIEYWxsLGxsbERISIi6A1BdXd08uLm5CSFq9zELFiwQCoVCWFlZif/85z9ixYoVzW73QjRsvzfHf3MnBiGESE5OFrNmzRJWVlbCxMREeHt7iyVLlqg7gzQ2z3vuuUejR+2+fftE//79haGhoXodhBDi008/FR4eHkImkwlPT0+xbdu2JuuxJ3dikAhxCzd79ABFRUVQKBRQKpWwtLTUdjgtUlWqcG3fNWR9kYWCgwXq8TIHGZwWOMH5MWeYDjBtZg7dX3l5OdLS0tSvVCMiop6pueOBrh2/20qnLqFSy6RGUjjc74BBBwZh1MVR6PNSHxg5G6Eqtwrp76bjlOcpxNwZg5wfcqCqaNvlCCIiIuoemMDpMZO+JvB40wOjL4+G314/2NxlA0iAwiOFSHgoAWG9w5DyfApKk0q1HSoRERG1ARO4HkAqk8L+XnsE7A/A6LTRcHvVDUa9jVCdX42M9Rk45X0KMRNjkLsrF6oqnpUjIiLq7pjA9TDGbsbo+3pfjL40GgN/GQjb6ba1Z+X+LET8nHhEuEUg7dU0lKeXaztUIiIiagITuB5KaiiF3XQ7+P/ij9Fpo9FnVR/IHGSozKrE5TcuI8I9AnH3xuH6gesQqu7Zz4X9b4iIeraefBxgAkcwdjOGx1seCEwPhO9OX1iNtwJUQP7P+YidGouTA07iyntXUHmt8Sfpd7W6p3uXlvLePSKinqzuONBd367UmfgYkRboezfkppQklODqpqvI/iYbNcraBzNKjCRweNABvZ/uDcsR2q2LrKwsFBYWwsHBAaampnzNChFRDyKEQGlpKXJzc2FlZaXxCq86+n78ZgLXAn1vAC2pKalB7g+5yPwsE8VRxerxFiMt0Pvp3nCY4wCpvOtP5AohkJ2d3ewT8YmISL9ZWVnBycmp0R/x+n78ZgLXAn1vAG1RdKoImR9nIndnLkRlbbOR2cvgvMgZvZ7oBWOXrn+obk1NTZMv/yYiIv0lk8mafc+vvh+/mcC1QN8bQHtU5lYi68ssXP3sKioyKmpHGgB299rB5WkXKO5Q8JImERFplb4fv5nAtUDfG8CtUFWrkP9zPjI/zkTh0UL1eLOBZui9uDcc/+UIA7Omfx0RERF1Fn0/fjOBa4G+N4COUnyuGJkfZyJnew5UpbUPAza0NoRziDN6P9Ubxn34zlIiIuo6+n78ZgLXAn1vAB2tqrAK2VuzkflxJspT//9hwAaA/Wx7uDzrAstAS15eJSKiTqfvx28mcC3Q9wbQWUSNQP5v+cjYkIHCPwvV4y1GWMDlWRfYz7GH1IiPISQios6h78dvJnAt0PcG0BWKY4uRsTEDOTtyICpqm5uRsxF6P9UbzoucYWRvpOUIiYhI3+j78ZsJXAv0vQF0pcq8Slz9/CqufnIVldm1b3WQyCVw/JcjXJa4wHyguZYjJCIifaHvx28mcC3Q9wagDapKFfJ+zEPGhgzciLyhHm89xRquy1xhPdGa98kREdEt0ffjNxO4Fuh7A9AmIQSKwoqQ/kE6ru29BtR2XoVZgBlcn3eFw1wH3idHRETtou/HbyZwLdD3BtBdlKWWIWNDBrK+zlI/hsSolxFcnnGB8yJnyKx73ouKiYio/fT9+M0ErgX63gC6m6rrVbj6+VVkfpSJyqza++SkZlI4L3SGyxIXmPQ10XKERESkC/T9+M0ErgX63gC6K1WFCrk/5CJ9XTpK4kpqR0oB+/vs4brcFZYj+V0QEVHT9P34zQSuBfreALo7IQQKDhUgfV06Cg4WqMdbTbBCnxf7wDqIHR6IiKghfT9+M4Frgb43AF1SHFeM9PfTkftdLkR1bbM1H2wO1xdcax8MbMgOD0REVEvfj99M4Fqg7w1AF5VfKUfGBxm4+sVVqEpqOzwY9zWG6/OucPq3EwxMDbQcIRERaZu+H7+ZwLVA3xuALqu6XoXMTzKR+WEmqq5VAQBkdjL0fqY3ej/VGzIb9lwlIuqp9P34zQSuBfreAPRBTWkNsrdkI/39dJRfKgdQ23O1V0gvuDzvAmMXYy1HSEREXU3fj99M4Fqg7w1An6iqa9/wcOWdKyg5W9tzVSKTwGm+E1xfdIVpf1MtR0hERF1F34/fvOub9IbUUArHhxwxPHo4AkIDYDXeCqJKIOvLLJzyOoX4efEoPles7TCJiIhuGRM40jsSiQQ2U2ww+MhgDPl7CGzusgFUQO73uYj0j0TcvXEoOl2k7TCJiIjaTWcSuIKCAgQHB0OhUEChUCA4OBiFhYXNTrNnzx5MmTIFdnZ2kEgkiImJ6ZJYqftQjFEgYH8AhkUPg/0ce0AC5P+cjzMjz+Bs0FkUHC0A7yIgIiJdozMJ3Lx58xATE4PQ0FCEhoYiJiYGwcHBzU5TUlKCsWPHYu3atV0UJXVXFoMt4Pc/P4yIHwHH+Y6AAVBwqABnJ5xF9G3RyP8tn4kcERHpDJ3oxJCQkABfX19ERERg1KhRAICIiAgEBgYiMTERXl5ezU5/6dIl9O3bF9HR0Rg8eHCblq3vN0H2VGWXypD+XjqyvsqCqPj/hwIPNYf7q+6wnWnLtzsQEek4fT9+68QZuPDwcCgUCnXyBgCjR4+GQqFAWFhYhy6roqICRUVFGgPpHxN3E3h+4onRaaPhuswVUjMpis8U49y95xA1NAp5e/MgVN3+tw0REfVQOpHAZWdnw8HBocF4BwcHZGdnd+iy1qxZo77PTqFQwNXVtUPnT92L3FmOfu/1w+hLo9FnZR8YmBugOKYY5+87j8ghkcjdlctEjoiIuh2tJnCrV6+GRCJpdoiMjASARi9pCSE6/FLXypUroVQq1UN6enqHzp+6JyM7I3i87YHRl0fD7WU3GFgaoCS2BPFz4nE64DRyd+ZC1DCRIyKi7sFQmwtfvHgx5s6d22wZd3d3xMbGIicnp8FneXl5cHR07NCY5HI55HJ5h86TdIfMRoa+b/SFy1IXZGzIQMbGDJSeL0X83HiY+pjC7RU3ODzgAIkB75EjIiLt0WoCZ2dnBzs7uxbLBQYGQqlU4tSpUxg5ciQA4OTJk1AqlRgzZkxnh0k9kMxahr6v94XLcy7I/DATGR9koDShFAnzEnDp9Utwf9UdDg8ykSMiIu3QiXvgfHx8MHXqVISEhCAiIgIREREICQnB9OnTNXqgent7Y+/ever/r1+/jpiYGMTHxwMAkpKSEBMT0+H3zZH+klnJ4P6qO0ZfGg33N9xhaG2IsqQyJDycUHtplffIERGRFuhEAgcAO3bsgL+/P4KCghAUFISAgABs375do0xSUhKUSqX6/3379mHIkCG4++67AQBz587FkCFDsGnTpi6NnXSfocIQ7i/XJnJ93+wLQytDlMaXIn5OPCKHRuLaz9f4HDkiIuoyOvEcOG3S9+fIUPtUK6uR/kE6Mj7IQE1RDQDAYrgF3P/rDpupNnyOHBGRlun78VtnzsARdSeGCkP0Xd0Xo9NqHz8iNZPiRuQNxN0Vh+ix0bj+x3WekSMiok7DBI7oFshsZLWPH6l7ILCJFEXhRYidHIuY8TEo/KtQ2yESEZEeYgJH1AGM7I3Q771+GJU6Cr2f6Q2JkQTKv5SIGReDs0FnURTJN3oQEVHHYQJH1IHkznIM2DgAo1JHodd/ekEik6DgUAHOjDiDc/efQ0lCibZDJCIiPcAEjqgTGLsYw/NTT4xMHAnHYEdAAlzbfQ2nB55G4qOJKL9Sru0QiYhIhzGBI+pEJh4m8Nnmg+Gxw2F7jy2gArK3ZOPkgJO4sOQCKnMrtR0iERHpICZwRF3AfKA5/H/yx5DwIbCaYAVRKZC5MRMRHhFIezUN1cpqbYdIREQ6hAkcURdSjFZg0OFBCDgYAIvhFlCVqHD5jcuI8IjAlfevoKasRtshEhGRDmACR9TFJBIJbCbbYOipofDb5QdTb1NUX6/GxeUXccrzFLK2ZkHU8BlyRETUNCZwRFoikUhgP9sew+OGw2uLF+SuclRkVCDp30mIHBKJ/N/y+TBgIiJqFBM4Ii2TGkrhvMAZI5NHwuM9DxhaGaIkrgRxd8fh7EQ+Q46IiBpiAkfUTRgYG6DPsj4YlToKrstcIZFLUHikEGdGnMH5uedRllqm7RCJiKibYAJH1M3IbGS1b3VIGqV+hlzezjyc8jmFC89eQGUeHz1CRNTTMYEj6qaM3YxrnyEXPRzWU6whqgQyP8zEyX4ncfmty6gpZY9VIqKeigkcUTdnPsgcg0IHIeBQAMyHmKPmRg3SXk7DSc+TyN6eDaFiRwciop6GCRyRjrCZZINhkcPgs8MHcjc5KjMrkfhIIqJGRqHwWKG2wyMioi7EBI5Ih0ikEjjOc8TIxJHwWOsBAwsDFEcVI2Z8DM7ddw6lF0q1HSIREXUBJnBEOsjA2AB9XuyDUSmj0Os/vQApcG3vNZz2O42U51JQdb1K2yESEVEnYgJHpMOMHIzg+aknRsSOgM00G4gqgYwNGTjZ/yQyNmZAVanSdohERNQJmMAR6QEzPzME/BaAgAMBMBtohuqCaqQsScFpv9PI+ymPb3QgItIzTOCI9IhNkA2GxwyH52ZPyBxlKEspw/lZ53F24lkUxxZrOzwiIuogTOCI9IzEQIJeIb0w6sIo9HmpD6TGUhQeKUTkkEgkP5WMqnzeH0dEpOuYwBHpKUMLQ3i86YERCSNgP8ceUAFXP72KkwNOIuOjDKiqeH8cEZGuYgJHpOdM3E3g9z8/DDoyCGYB/39/3DMpiBwciet/XNd2eERE1A5M4Ih6COvx1hh+Zjg8N3nC0NYQpfGliJ0ci7h741CWWqbt8IiIqA2YwBH1IBIDCXo9Xnt/XO9newMGQP7P+TjlewoXV15E9Y1qbYdIREStwASOqAeSWcswYMMAjIgdAesga4hKgStrr+CU56na96vysSNERN0aEziiHszM1wwBoQEYuG8gTPqboDK79v2qMXfEoPgsHztCRNRdMYEj6uEkEgnsZthhxLkR6LumL6SmUihPKBE5NBIXnrmAqkI+doSIqLthAkdEAACpXAq3FW4YmThS/diRzI8yccrrFLK/yYZQ8bIqEVF3oTMJXEFBAYKDg6FQKKBQKBAcHIzCwsImy1dVVeHFF1+Ev78/zMzM0KtXLzzyyCO4evVq1wVNpIOMXY3h9z8/BBwKgImXCapyq5C4IBHRt0fjRswNbYdHRETQoQRu3rx5iImJQWhoKEJDQxETE4Pg4OAmy5eWluLMmTN45ZVXcObMGezZswfJycmYOXNmF0ZNpLtsJtlgROwIeLzjAamZFEVhRYgaFoXkxcmoKuBlVSIibZIIHehulpCQAF9fX0RERGDUqFEAgIiICAQGBiIxMRFeXl6tms/p06cxcuRIXL58GX369GnVNEVFRVAoFFAqlbC0tGz3OhDpsvKMcqQuS0XezjwAgMxeBo+1HnBa4ASJVKLl6IiIGtL347dOnIELDw+HQqFQJ28AMHr0aCgUCoSFhbV6PkqlEhKJBFZWVk2WqaioQFFRkcZA1NMZuxjD7wc/DDo8CKY+pqjKq0LSwiRE3xaN4lj2ViUi6mo6kcBlZ2fDwcGhwXgHBwdkZ2e3ah7l5eVYsWIF5s2b12wmvmbNGvV9dgqFAq6uru2Om0jfWN9pjeFnh6Pf+/1gYG6AovAiRA6NROryVFQX8yHARERdRasJ3OrVqyGRSJodIiMjAdQ+6uBmQohGx9+sqqoKc+fOhUqlwqefftps2ZUrV0KpVKqH9PT09q0ckZ6SyqRwfd4VIxJGwG62HVADpL+fjtO+p3Ht52vaDo+IqEcw1ObCFy9ejLlz5zZbxt3dHbGxscjJyWnwWV5eHhwdHZudvqqqCg888ADS0tLw559/tngdXC6XQy6Xtxw8UQ9n7GKMgbsGIn9/Pi4svoDyS+U4d+852N5jiwEfDoBxH2Nth0hEpLe0msDZ2dnBzs6uxXKBgYFQKpU4deoURo4cCQA4efIklEolxowZ0+R0dcnbhQsXcOTIEdja2nZY7ERUy/ZuW1hNsMLlNy8j/b105P+cj4JDBXBf7Q6XJS6QynTiTg0iIp2iE3tWHx8fTJ06FSEhIYiIiEBERARCQkIwffp0jR6o3t7e2Lt3LwCguroa999/PyIjI7Fjxw7U1NQgOzsb2dnZqKys1NaqEOklA1MDeLztgeExw6G4XQFVqQoXX7iIqKFRUP6t1HZ4RER6RycSOADYsWMH/P39ERQUhKCgIAQEBGD79u0aZZKSkqBU1h4sMjIysG/fPmRkZGDw4MFwdnZWD23puUpErWfmZ4bBxwbDa4sXDG0NUXKuBNG3RSMpJAlV1/nsOCKijqITz4HTJn1/jgxRZ6nKr0Lqi6nI/qq2p7jMQYb+G/vD4UGHVnU+IiK6Ffp+/NaZM3BEpFtktjJ4f+mNwccHw9TXFFW5VUh4KAFxM+JQfqVc2+EREek0JnBE1KmsbrPC8DPD4f66OyRGElzffx2nfE8hY2MGRA0vABARtQcTOCLqdFK5FO6vutd2crhNAVWJCilLUnBmzBkUx/FNDkREbcUEjoi6jJlPbScHz02eMLA0wI1TNxA1NAoXX7qImvIabYdHRKQzmMARUZeSSCXo9XgvjEwYCbv77CCqBa68fQWRAZEoOFqg7fCIiHQCEzgi0gp5LzkG7h4Iv71+MOplhLILZTg74SwSH0tEVQEfOUJE1BwmcESkVfb32mNk/Ej0+k8vAED2V9k47Xca1/bxvapERE1hAkdEWmeoMITnp54YcmIITL1NUZlViXP3nEP8vHhUXuObU4iIbsYEjoi6DcVYBYZFD0OfFX0AAyD3+1yc9j2N3P/lgs8cJyL6BxM4IupWDIwN4LHGA0MjhsLM3wxVeVWIfzAe52efR0V2hbbDIyLqFpjAEVG3ZDncEsMih8HtNTdIDCW4tvcaTvueRvb2bJ6NI6IejwkcEXVbUiMp+q7ui2FRw2A+1BzVBdVIfCQRcdPjUJ7B13ERUc/FBI6Iuj3zAHMMPTkUfd/uW/s6rt+u47TfaVz94irPxhFRj8QEjoh0gtRQCreVbhgeMxyWoy1RU1SD5EXJiJ0Si/J0no0jop6FCRwR6RQzHzMMOTEE/db1g9RYioJDBTg98DSyv+G9cUTUczCBIyKdIzGQwHWpK4bHDIfFKAvUFNUgcUEizt1zjj1ViahHYAJHRDrL1MsUQ04MQd81fSGRSZD/Sz5O+9U+N46ISJ8xgSMinSY1lMJthVttT9XB5qi+Xl373LgHz/MtDkSkt5jAEZFeMPev7anq9qobYADk/S8PpwfynapEpJ+YwBGR3pAaSdH39b4YGjEUpr6mqMqpwrl7ziFhQQKqCqu0HR4RUYdhAkdEesdyuCWGRQ2D63JXQALkfJODSP9IXP/jurZDIyLqEEzgiEgvGRgboN+7/TDk+BCY9DdBRUYFYifH4sKSC6gpq9F2eEREt4QJHBHpNcVYBYbHDEev//QCAGRuzETUiCgUny3WcmRERO3HBI6I9J6BmQE8P/WE/35/yBxlKD1fiqgRUbjy7hWIGj78l4h0DxM4IuoxbO+yxYi4EbC9xxaiSuDiixcRMzEG5Zf5Ki4i0i1M4IioRzGyN8LAvQPh9aUXpGZSKI8pcTrgNLK/5au4iEh3MIEjoh5HIpHAeaEzRpwdActAy9pXcQUnIn5uPKqu83EjRNT9MYEjoh7LpJ8JBv81GO5vuP/z8N+A03zcCBF1e0zgiKhHkxpK4f6yO4aGD4WJpwkqMysROzkWKc+nQFWh0nZ4RESNYgJHRATAcoQlhp/553EjGeszcCbwDEqTSrUcGRFRQzqTwBUUFCA4OBgKhQIKhQLBwcEoLCxsdprVq1fD29sbZmZmsLa2xqRJk3Dy5MmuCZiIdE7d40YG7hsIQ1tDFEcXI3JoJLK+zmIHByLqVnQmgZs3bx5iYmIQGhqK0NBQxMTEIDg4uNlpPD098fHHHyMuLg4nTpyAu7s7goKCkJeX10VRE5EuspthhxGxI2A10QqqUhWSFibVdnDg+1SJqJuQCB34WZmQkABfX19ERERg1KhRAICIiAgEBgYiMTERXl5erZpPUVERFAoF/vjjD0ycOLFN0yiVSlhaWrZ7HYhI9wiVQPp76Uh7OQ2iWkDeRw7f73yhGKvQdmhE1AJ9P37rxBm48PBwKBQKdfIGAKNHj4ZCoUBYWFir5lFZWYnNmzdDoVBg0KBBTZarqKhAUVGRxkBEPZNEKkGfF/tgyN9DYOxhjIorFYi+IxqXXr8EVTU7OBCR9uhEApednQ0HB4cG4x0cHJCdnd3stL/++ivMzc1hbGyMDz74AIcOHYKdnV2T5desWaO+z06hUMDV1fWW4yci3WY50hLDo4fDMdgRUAGXVl/C2QlnUX6Fb3AgIu3QagK3evVqSCSSZofIyEgAtQ/evJkQotHx9U2YMAExMTEICwvD1KlT8cADDyA3N7fJ8itXroRSqVQP6enpt7aSRKQXDC0N4bPNBz7f+sDAwgDKE0pEDopE7q6m9ydERJ3FUJsLX7x4MebOndtsGXd3d8TGxiInJ6fBZ3l5eXB0dGx2ejMzM/Tv3x/9+/fH6NGjMWDAAHz11VdYuXJlo+XlcjnkcnnrV4KIehTHhx1hOdoS8fPicePUDcTPiUfBogL039AfBiYG2g6PiHoIrSZwdnZ2zV7OrBMYGAilUolTp05h5MiRAICTJ09CqVRizJgxbVqmEAIVFRXtipeICKh9g8OQE0Nw6bVLuLL2CrI2Z6EovAi+//OFmbeZtsMjoh5AJ+6B8/HxwdSpUxESEoKIiAhEREQgJCQE06dP1+iB6u3tjb179wIASkpKsGrVKkRERODy5cs4c+YMHnvsMWRkZGDOnDnaWhUi0hNSmRQeb3sg4EAAZA4ylMSVIGp4FLK3N39fLhFRR9CJBA4AduzYAX9/fwQFBSEoKAgBAQHYvn27RpmkpCQolUoAgIGBARITEzF79mx4enpi+vTpyMvLw/Hjx+Hn56eNVSAiPWQz2QbDY4bDaoIVVCUqJD6SiMRHE1FTWqPt0IhIj+nEc+C0Sd+fI0NEHUPUCFx+8zIuvX4JEICpryn8/ucHMz9eUiXSBn0/fuvMGTgiou5MYiCB+2vuGHR4EIycjFAaX4qoEVHI2sLXcBFRx2MCR0TUgawnWGP42eGwnmwNVZkKSY8mIXF+IqqLq7UdGhHpESZwREQdzMjBCAGhAej7Vl9ACuRsz0HU8CgUxxZrOzQi0hNM4IiIOoFEKoHbKjcMPjoYRr2NUJZUhjOjzuDql1d5SZWIbhkTOCKiTmR1uxWGxwyHzV02UJWrkBySjKRHk9hLlYhuCRM4IqJOZmRnBP9f/NF3Te0l1eyt2TgTeAalKaXaDo2IdBQTOCKiLiCRSuC2wg2D/hhU++Df2BJEDYtC3t48bYdGRDqICRwRUReynmCN4dHDYTnWEjVFNTh/33mkLk+Fqlql7dCISIcwgSMi6mLyXnIMPjIYLktdAADp76fj7J1nUZHF9zQTUeswgSMi0gKpTIr+6/rDb5cfDCwMoDyuROSQSBQeK9R2aESkA5jAERFpkf1sewyLHAYzfzNU5VQh5s4YXHnnCh81QkTNYgJHRKRlpp6mGBoxFI6POAIq4OKKizh37zlUFVZpOzQi6qaYwBERdQMGpgbw3uoNz889ITGSIH9fPs6MOIOS8yXaDo2IuiEmcERE3YREIkGvRb0wNGwo5G5ylKWUIWpUFHJ/zNV2aETUzTCBIyLqZiyGWWBY5DBYTbSCqkSF+AfikfpiKkQN74sjolpM4IiIuiEjOyMEhAbAdbkrACD93XTETo1FVT7viyMiJnBERN2W1FCKfu/2g+8PvpCaSlHwRwGihkfhRvQNbYdGRFrGBI6IqJtzeNABQyOGwrifMcovlSN6TDSyv83WdlhEpEVM4IiIdIC5vzmGnR4Gm2k2UJWrkBiciAtLLkBVxVdwEfVETOCIiHSEzFoG/1/84fayGwAgc2Mmzk46i8qcSi1HRkRdjQkcEZEOkRhI0PeNvvDb+/+v4PpLichhkSg6XaTt0IioCzGBIyLSQfb32mPoqaEw9TZFZWYlom+PRs6OHG2HRURdhAkcEZGOMvM2w9CTQ2E7wxaiQiDhXwl8XhxRD8EEjohIhxlaGmLgTwPRZ1UfALXPi4ubGYdqZbWWIyOizsQEjohIx0mkEni85QGf73wgNZbi+m/XcWb0GZQml2o7NCLqJEzgiIj0hONDjhhyYgiMehuhNLEUZ0adwfWD17UdFhF1gnYlcElJSVi9ejUmTpyIfv36wdnZGQEBAZg/fz6+++47VFRUdHScRETUCnXvUbUMtER1YTVip8Ui/YN0CMH74oj0iUS0YauOjo7GCy+8gOPHj2PMmDEYOXIkevfuDRMTE1y/fh3nzp3D8ePHUVRUhBdeeAFLliyBXC7vzPg7XVFRERQKBZRKJSwtLbUdDhFRq6gqVEh+IhnZW2vf2OC0wAmemzwhlfPCC/UM+n78blMC5+bmhuXLl2PevHmwsbFpslx4eDg++OADDB48GKtWreqQQLVF3xsAEekvIQQyNmYg9flUQAVYBlrCb48f5E66/cOaqDX0/fjdpgSusrISRkZGrZ55W8t3R/reAIhI/10/eB3xD8ajurAaRr2N4P+zPyyGWWg7LKJOpe/H7zadS29rMtaRyVtBQQGCg4OhUCigUCgQHByMwsLCVk//+OOPQyKRYMOGDR0WExGRLrAJstF86O8d0cjbm6ftsIjoFhjeysSnTp3C0aNHkZubC5VK84XK69evv6XAbjZv3jxkZGQgNDQUALBo0SIEBwfjl19+aXHan376CSdPnkSvXr06NCYiIl1hOsAUQyOG4vyD51FwoADn7zsPj7UecH3BFRKJRNvhEVEbtTuBe/vtt/Hyyy/Dy8sLjo6OGjuAjt4ZJCQkIDQ0FBERERg1ahQA4IsvvkBgYCCSkpLg5eXV5LSZmZlYvHgxDhw4gLvvvrtD4yIi0iWGCkP4/+qPlCUpuPrJVVxccRGlSaW1nRuM2LmBSJe0O4HbuHEjvv76ayxYsKADw2lceHg4FAqFOnkDgNGjR0OhUCAsLKzJBE6lUiE4OBjLly+Hn59fp8dJRNTdSQ2l8PzYE6bepkh5NgXZW7JRdrEMA3cPhMxWpu3wiKiV2v2TSyqVYuzYsR0ZS5Oys7Ph4ODQYLyDgwOys7ObnO6dd96BoaEhnnnmmVYvq6KiAkVFRRoDEZG+cVnsAv9f/WFgYQDlMSXf3ECkY9qdwD333HP45JNPbmnhq1evhkQiaXaIjIwE0PhlWSFEk5dro6KisHHjRmzdurVNl3TXrFmj7iihUCjg6uravpUjIurmbKfZYkjYEMjd5ChLKcOZ0WdQcKRA22ERUSu06TEi9alUKtx9991ITk6Gr68vZDLNU+979uxpcR7Xrl3DtWvXmi3j7u6O7777DkuXLm3Q69TKygoffPAB/v3vfzeYbsOGDVi6dCmk0n9y1JqaGkilUri6uuLSpUuNLq+iokLjTRJFRUVwdXXV227IRESVOZU4d+85FEUUQWIogecmTzgvdNZ2WES3RN8fI9Lue+CefvppHDlyBBMmTICtrW27Oi7Y2dnBzs6uxXKBgYFQKpU4deoURo4cCQA4efIklEolxowZ0+g0wcHBmDRpksa4KVOmIDg4uNGEr45cLtf5t0cQEbWFkaMRBh0ZhKRHk5D7fS6SHktCaVIpPNZ4QGLAHqpE3VG7E7ht27Zh9+7dXdKz08fHB1OnTkVISAg+//xzALWPEZk+fbpGBwZvb2+sWbMGs2bNgq2tLWxtbTXmI5PJ4OTk1GyvVSKinsjA2AA+O3xg6m2KS69dQvp76ShNLoXPtz4wNL+lJ04RUSdo9z1wNjY26NevX0fG0qwdO3bA398fQUFBCAoKQkBAALZv365RJikpCUqlsstiIiLSJxKJBO6vusPnex9I5BLk/5yPmHExqMiuaHliIupS7b4HbsuWLQgNDcWWLVtgamra0XF1G/p+DZ2IqDHKCCXOzTyHqrwqyN3kCPgtAGa+ZtoOi6jV9P343e4EbsiQIUhNTYUQAu7u7g06MZw5c6ZDAtQ2fW8ARERNKUstQ+y0WJRdKIOhlSH89vrBery1tsMiahV9P363+8aGe++9twPDICKi7saknwmGhg9F3D1xKPq7CLFBsfDe4g3Hhx21HRpRj9fuM3A9hb5n8ERELakpr0HiI4nI+zEPAND3rb7os7IP36FK3Zq+H7879eV3zA2JiHSfgbEBfH/wheuy2gebp72UhuRFyVBVqbQcGVHP1aYEzsfHB9999x0qKyubLXfhwgX85z//wTvvvHNLwRERUfcgkUrQ771+GPDxAEAKZH2ZhbgZcai+Ua3t0Ih6pDZdQv3zzz/x4osvIiUlBUFBQRg+fDh69eoFY2NjFBQUID4+HidOnEB8fDwWL16MVatW6fxpS30/BUtE1FbXfrmG+LnxUJWqYD7YHP77/SHvxQegU/ei78fvdt0DFxYWhp07d+Kvv/7CpUuXUFZWBjs7OwwZMgRTpkzBv/71L1hZWXVCuF1P3xsAEVF7FEUWIe7uOFTlVkHuIof/b/4w9zfXdlhEavp+/GYnhhboewMgImqvsrQyxN0Vh9LEUhhYGmDgnoGwnsjHjFD3oO/H71t6P8rhw4dx+PBh5ObmQqXSvJn166+/vqXAiIioezPpa4Ihfw/BuVnnoPxLidhpsfDe5g3HuXzMCFFna3cv1Ndffx1BQUE4fPgwrl27hoKCAo2BiIj0n8xGhkEHB8F+jj1ElUDCQwnI2Jih7bCI9F67z8Bt2rQJW7duRXBwcEfGQ0REOkYql8L3e1+kOKYg8+NMpCxJQUVWBTzWePBZcUSdpN1n4CorKzFmzJiOjIWIiHSUxECC/h/2R9+3+gIA0t9JR+KCRD4rjqiTtDuBe+yxx/Ddd991ZCxERKTDJBIJ3Fa5wetrL8AAyNmWg3Mzz6G6mM+KI+pobbqEunTpUvXfKpUKmzdvxh9//IGAgIAGL7Nfv359x0RIREQ6xfnfzjByMML5OedxPfQ6zt55Fv77/WFkb6Tt0Ij0RpseIzJhwoTWzVQiwZ9//tnuoLoTfe+GTETUWZQRSsTdHYfq69UwGWCCgAMBMOlrou2wqIfQ9+M3nwPXAn1vAEREnakksQSxU2JRcaUCRk5G8P/dHxaDLbQdFvUA+n787tSX2RMRUc9m5m2GoeFDYeZvhsrsSsTcEYOCP/moKaJbxQSOiIg6lbyXHIP/GgzFOAVqbtQgdloscnflajssIp3GBI6IiDqdzEqGgNAA2M22g6gUiH8wHle/vKrtsIh0FhM4IiLqEgbGBvDb6QfnEGdABSSHJOPKu1e0HRaRTmICR0REXUZiIIHn555wfdEVAHDxxYtIXZEK9qcjahsmcERE1KUkEgn6re0Hj3c8ANS+tSH5iWSIGiZxRK3FBI6IiLSizwt94LnZE5AAWZuzEP9QPFSVfPUWUWswgSMiIq3pFdILvjt9IZFJkPdjHuJmxqGmpEbbYRF1e0zgiIhIqxzmOMD/V39ITaUoOFCAs5PPoqqgStthEXVrTOCIiEjrbIJsMOiPQTC0MkRReBFixsWgIrtC22ERdVtM4IiIqFtQBCow+K/BMHIyQklcCaJvi0ZZWpm2wyLqlpjAERFRt2Hub44hJ4bAuK8xylPLET02GiXnS7QdFlG3wwSOiIi6FZN+JhhyYgjMBpqhMqsS0eOicSP6hrbDIupWmMAREVG3I+8lx+Bjg2ExwgLV+dWImRADZYRS22ERdRs6k8AVFBQgODgYCoUCCoUCwcHBKCwsbHaaBQsWQCKRaAyjR4/umoCJiOiWyGxkGPTHIChuU6BGWYPYybEoPFao7bCIugWdSeDmzZuHmJgYhIaGIjQ0FDExMQgODm5xuqlTpyIrK0s9/Pbbb10QLRERdQRDS0MEhAbAaqIVaoprEDs1FtcPXNd2WERaZ6jtAFojISEBoaGhiIiIwKhRowAAX3zxBQIDA5GUlAQvL68mp5XL5XBycuqqUImIqIMZmBnA/1d/nL//PK7vv464mXHw+58f7O6x03ZoRFqjE2fgwsPDoVAo1MkbAIwePRoKhQJhYWHNTnv06FE4ODjA09MTISEhyM3N7exwiYiogxkYG2DgnoGwv98eolLg3OxzyPkhR9thEWmNTpyBy87OhoODQ4PxDg4OyM7ObnK6adOmYc6cOXBzc0NaWhpeeeUV3HnnnYiKioJcLm90moqKClRU/PPwyKKioltfASIiumVSIyl8vveB1ESKnO05SJiXAFWZCs7/dtZ2aERdTqtn4FavXt2gk8HNQ2RkJABAIpE0mF4I0ej4Og8++CDuvvtuDBw4EDNmzMDvv/+O5ORk7N+/v8lp1qxZo+4ooVAo4OrqeusrSkREHUJqKIX3Vm84L3IGBJD0aBIyP8nUdlhEXU6rZ+AWL16MuXPnNlvG3d0dsbGxyMlpeKo8Ly8Pjo6OrV6es7Mz3NzccOHChSbLrFy5EkuXLlX/X1RUxCSOiKgbkUgl8NzkCQNTA2RsyMCFxRdQU1aDPsv6aDs0oi6j1QTOzs4OdnYt34QaGBgIpVKJU6dOYeTIkQCAkydPQqlUYsyYMa1eXn5+PtLT0+Hs3PTpdrlc3uTlVSIi6h4kEgn6re8HqZkUV966govLL0JVqoLbK27NXpkh0hc60YnBx8cHU6dORUhICCIiIhAREYGQkBBMnz5doweqt7c39u7dCwAoLi7GsmXLEB4ejkuXLuHo0aOYMWMG7OzsMGvWLG2tChERdRCJRAKPNz3Q962+AIBLr11C2qo0CCG0HBlR59OJBA4AduzYAX9/fwQFBSEoKAgBAQHYvn27RpmkpCQolbVP6jYwMEBcXBzuueceeHp6Yv78+fD09ER4eDgsLCy0sQpERNQJ3Fa5od8H/QAAV9ZewcUVF5nEkd6TCLbyZhUVFUGhUECpVMLS0lLb4RARURMyPs5AytMpAACX513Q771+vJzag+n78VtnzsARERE1x2WxCwZ8MgAAkLEuA6lLU3kmjvQWEzgiItIbvZ/sDc9NngCAjA0ZSFmSwiSO9BITOCIi0iu9Hu8Fz821SVzmh5lIeYZJHOkfJnBERKR3eoX0gtdXXoAEyPw4ExeeugChYhJH+oMJHBER6SXnR53h9XVtEnf1s6tIfjKZSRzpDSZwRESkt5wXOMN7qzcgAbI+z0Ly40ziSD8wgSMiIr3m9IgTvLd5A1Ig68ssJIUkMYkjnccEjoiI9J7Tv5zgs90HkALZX2cjaWESRA2TONJdTOCIiKhHcJznCJ8dPoABkL01G4kLE3kmjnQWEzgiIuoxHOc6wvc7X8AAyPkmh/fEkc5iAkdERD2KwwMO6supWV9m4cLiC3xOHOkcJnBERNTjOD7kCO8t3upHjKQ8x4f9km5hAkdERD2S0yNO8PrSCwCQuTETF1+4yCSOdAYTOCIi6rGcH3VWvzs1/f10pL2UxiSOdAITOCIi6tF6Pd4L/T/qDwC4suYKLr1+SbsBEbUCEzgiIurxXBa7oN/6fgCAy69fxuW3Lms5IqLmMYEjIiIC4PqcKzze8QAApL2chivvXdFyRERNYwJHRET0//q80Afub7gDAC6+cBHpG9K1GxBRE5jAERER1eP+sjvcXnUDAKQ+l4rMTzK1HBFRQ0zgiIiIbuK+2h19VvQBAFxYfAFXv7yq5YiINDGBIyIiuolEIkHft/vC5XkXAEDyomTkfJ+j5aiI/sEEjoiIqBESiQT93uuHXv/pBQggITgB1/Zd03ZYRACYwBERETVJIpFgwMcD4BjsCNQA5+ecx/U/rms7LCImcERERM2RSCXw+toLdvfZQVQKnLvnHJRhSm2HRT0cEzgiIqIWSA2l8P3OF9ZTrKEqVSH2rljcOHND22FRD8YEjoiIqBWkcikG7hkIxe0K1ChrEDslFiXxJdoOi3ooJnBEREStZGBqAP9f/WEx3AJV16pwdvJZlF0s03ZY1AMxgSMiImoDQ0tDBIQGwGygGSqvVuLsxLMozyjXdljUwzCBIyIiaiOZrQwBhwJg0t8E5ZfKETs5FpW5ldoOi3oQJnBERETtIHeSY9AfgyB3laM0sRSxU2JRVVil7bCoh2ACR0RE1E7GbsYYdHgQZI4yFMcUI25aHKqLq7UdFvUAOpPAFRQUIDg4GAqFAgqFAsHBwSgsLGxxuoSEBMycORMKhQIWFhYYPXo0rly50vkBExFRj2A6wBSDDg2CoY0hiiKKcH7WeagqVNoOi/ScziRw8+bNQ0xMDEJDQxEaGoqYmBgEBwc3O01qaipuu+02eHt74+jRozh79ixeeeUVGBsbd1HURETUE5j7myPg9wBIzaQo+KMACcEJEDVC22GRHpMIIbp9C0tISICvry8iIiIwatQoAEBERAQCAwORmJgILy+vRqebO3cuZDIZtm/f3u5lFxUVQaFQQKlUwtLSst3zISIi/Xf9j+uIuzsOolLA+XFneH7mCYlEou2weiR9P37rxBm48PBwKBQKdfIGAKNHj4ZCoUBYWFij06hUKuzfvx+enp6YMmUKHBwcMGrUKPz000/NLquiogJFRUUaAxERUWvYTLKBzw4fQAJkfZ6FS69e0nZIpKd0IoHLzs6Gg4NDg/EODg7Izs5udJrc3FwUFxdj7dq1mDp1Kg4ePIhZs2bhvvvuw7Fjx5pc1po1a9T32SkUCri6unbYehARkf5zuN8Bnp95AgAuv3kZGRsztBwR6SOtJnCrV6+GRCJpdoiMjASARk9BCyGaPDWtUtXeQHrPPffgueeew+DBg7FixQpMnz4dmzZtajKmlStXQqlUqof09PQOWFMiIupJej3eC33f7AsASFmSguxvGz/ZQNRehtpc+OLFizF37txmy7i7uyM2NhY5OTkNPsvLy4Ojo2Oj09nZ2cHQ0BC+vr4a4318fHDixIkmlyeXyyGXy1sRPRERUdP6rOqDyrxKZG7MRNK/kyCzkcH2Lltth0V6QqsJnJ2dHezs7FosFxgYCKVSiVOnTmHkyJEAgJMnT0KpVGLMmDGNTmNkZIQRI0YgKSlJY3xycjLc3NxuPXgiIqJmSCQS9F/fH9X51cj5Ngfn7z+PQYcGQTFWoe3QSA/oxD1wPj4+mDp1KkJCQhAREYGIiAiEhIRg+vTpGj1Qvb29sXfvXvX/y5cvx86dO/HFF18gJSUFH3/8MX755Rc8+eST2lgNIiLqYSRSCby+9oLNXTZQlakQNz0OxXHF2g6L9IBOJHAAsGPHDvj7+yMoKAhBQUEICAho8HiQpKQkKJVK9f+zZs3Cpk2b8O6778Lf3x9ffvkldu/ejdtuu62rwycioh5KKpPC70c/WI61RHVhNWKnxKIsrUzbYZGO04nnwGmTvj9HhoiIukZVQRVixsWgJK4Exv2MMfTvoTByNNJ2WHpL34/fOnMGjoiISJfJrGUICA2AsbsxylPLcXbKWVQr+d5Uah8mcERERF1E3kuOgEMBkDnIUHK2BOfuPcf3plK7MIEjIiLqQqb9TREQGgADCwMUHi1EwvwECBXvZqK2YQJHRETUxSyGWMBvjx8khhLk7cxD6vJUbYdEOoYJHBERkRbYTLKB15baR2FlrM9A+gd88w+1HhM4IiIiLXH6lxM83vEAAKQuTUXuzlwtR0S6ggkcERGRFrkud0Xvp3sDABIeSUDB0QItR0S6gAkcERGRFkkkEvT/oD/sZttBVAqcu/cc39ZALWICR0REpGUSAwl8vvWB4nYFapQ1iJ0Wi/L0cm2HRd0YEzgiIqJuwMDYAAN/HghTX1NUZlYidlosqgqqtB0WdVNM4IiIiLoJmbUMAb8HwKiXEUrPl+LcvedQU16j7bCoG2ICR0RE1I0Y9zFGwO8BMLA0gPIvJRKDE/mgX2qACRwREVE3Yx5gjoE/DYREJkHerjykPJcCIZjE0T+YwBEREXVD1hOs4b3NGwCQ+WEmMtZnaDki6k6YwBEREXVTjnMd0W9dPwBA6vJU5O3O03JE1F0wgSMiIurGXJ5zQa+negECSPhXAopOFmk7JOoGmMARERF1YxKJBP039IfN3TZQlasQNyMOZWll2g6LtIwJHBERUTcnNZTC9wdfmA8xR1VeFeLuiuMz4no4JnBEREQ6wNDcEP6/+kPuIkdpYinOzz4PVaVK22GRljCBIyIi0hHyXnL47/eHgbkBCo8UImlREh8v0kMxgSMiItIh5gHm8P3RFzAAcr7JweU3L2s7JNICJnBEREQ6xnaqLTw/8QQAXHr1EnJ25Gg5IupqTOCIiIh0UK/He8F1uSsAIPHRRBT+VajdgKhLMYEjIiLSUR5rPWB/vz1EpcC5e8+hNKlU2yFRF2ECR0REpKMkUgm8t3nDcrQlqguqEXtXLCrzKrUdFnUBJnBEREQ6zMDEAAN/HgjjvsYov1iOc/ecQ01ZjbbDok7GBI6IiEjHGTkYwf83fxhaG6IovAhJj/LxIvqOCRwREZEeMPM2g98eP0gMJcj9IZePF9FzTOCIiIj0hPV4a3hu+ufxIrk/5mo5IuosTOCIiIj0iPNCZ7gsdQEAJM5PRFFkkZYjos6gMwlcQUEBgoODoVAooFAoEBwcjMLCwmankUgkjQ7vvfde1wRNRESkBf3e7Qebu2ygKlPh3D3nUJFZoe2QqIPpTAI3b948xMTEIDQ0FKGhoYiJiUFwcHCz02RlZWkMX3/9NSQSCWbPnt1FURMREXU9iYEEvt/7wtTPFJVXKxF3TxxqStkzVZ9IhA50U0lISICvry8iIiIwatQoAEBERAQCAwORmJgILy+vVs3n3nvvxY0bN3D48OFWL7uoqAgKhQJKpRKWlpbtip+IiEgbytLKcGbkGVRdq4L9/fbw3ekLiVSi7bC6hL4fv3XiDFx4eDgUCoU6eQOA0aNHQ6FQICwsrFXzyMnJwf79+7Fw4cJmy1VUVKCoqEhjICIi0kUmfU3gt9cPEpkEebvycOn1S9oOiTqITiRw2dnZcHBwaDDewcEB2dnZrZrHN998AwsLC9x3333NlluzZo36PjuFQgFXV9d2xUxERNQdWN1mBc/NtT1TL//3MnK+54vv9YFWE7jVq1c32dGgboiMjARQ2yHhZkKIRsc35uuvv8bDDz8MY2PjZsutXLkSSqVSPaSnp7d9xYiIiLoR5wXOcH3h/198/+9EFJ3k1SVdZ6jNhS9evBhz585ttoy7uztiY2ORk9PwF0NeXh4cHR1bXM7x48eRlJSEnTt3tlhWLpdDLpe3WI6IiEiXeLztgdKEUuT/ko+4e+Iw7PQwGLs2f1KDui+tJnB2dnaws7NrsVxgYCCUSiVOnTqFkSNHAgBOnjwJpVKJMWPGtDj9V199hWHDhmHQoEG3HDMREZEukhhI4LPDB9Fjo1ESV4K4GXEYcmIIDM21mgpQO+nEPXA+Pj6YOnUqQkJCEBERgYiICISEhGD69OkaPVC9vb2xd+9ejWmLiorw448/4rHHHuvqsImIiLoVQwtD+P/iD5mDDCVnS5AYnAih6vYPo6BG6EQCBwA7duyAv78/goKCEBQUhICAAGzfvl2jTFJSEpRKpca4H374AUIIPPTQQ10ZLhERUbdk7GaMgXsHQmIkwbWfriHtlTRth0TtoBPPgdMmfX+ODBER9UzZ27OR+EgiAMD3f75wmNPwaQ+6TN+P3zpzBo6IiIg6jlOwE1ye//93pi5IRPHZYi1HRG3BBI6IiKiH8ljrAevJ1lCVqhB3Txwqr1VqOyRqJSZwREREPZTUUArfH3xh3M8YFZcrEP9APFRVKm2HRa3ABI6IiKgHk9nI4P+zPwzMDVB4pBCpy1K1HRK1AhM4IiKiHs7Mzwze270BAJkfZiJrS5aWI6KWMIEjIiIi2N9rD/fV7gCA5CeSoYxQNj8BaRUTOCIiIgIAuL3iBrtZdhCVAufvO4+KqxXaDomawASOiIiIAAASqQTe33jD1M8UlVmVOHffOdSU12g7LGoEEzgiIiJSM7QwhP/P/jC0NsSNkzdw4T8XwGf+dz9M4IiIiEiDST8T+P7PF5AC2VuzkflRprZDopswgSMiIqIGbCbZoN/7/QAAKUtTUPBngZYjovqYwBEREVGjXJa4wDHYEagBzs85j7K0Mm2HRP+PCRwRERE1SiKRwPNzT1iMsED19Wqcv+88akrZqaE7YAJHRERETTIwMYDfHj/I7GUojilG8n+S2amhG2ACR0RERM0ydjGG787aTg0523Jw9bOr2g6px2MCR0RERC2ynmANj3c8AAApS1KgDOebGrSJCRwRERG1iuvzrrCfYw9RJXD+/vOoyOabGrSFCRwRERG1ikQigddXXjD1MUXl1UrEPxgPVZVK22H1SEzgiIiIqNUMLQwxcO9AGFgYQPmXEhdfvKjtkHokJnBERETUJqZepvD+xhsAkPFBBnJ+yNFyRD0PEzgiIiJqM/tZ9uizog8AIGlhEorPFWs5op6FCRwRERG1S983+8J6kjVUpSqcv+88qpXV2g6px2ACR0RERO0iMZDA53sfyPvIUXahDAmPJECo+JDfrsAEjoiIiNrNyM4Ifrv9IJFLkL8vH1fWXNF2SD0CEzgiIiK6JZbDLeH5iScAIO2VNFw/cF3LEek/JnBERER0y5wXOsM5xBkQQPy8eJRdKtN2SHqNCRwRERF1iAEfDYDFCAtUX69G/Jx4qCr4kN/OwgSOiIiIOoRULoXfLj8Y2hjiRuQNpDyfou2Q9BYTOCIiIuowxn2M4fOtDwDg6idXkbszV8sR6ScmcERERNShbKfZos+q/3/I72NJKE0q1XJE+kdnEriCggIEBwdDoVBAoVAgODgYhYWFzU5TXFyMxYsXw8XFBSYmJvDx8cFnn33WNQETERH1YO6vu8NqvBVqimtw/v7zqCmt0XZIekVnErh58+YhJiYGoaGhCA0NRUxMDIKDg5ud5rnnnkNoaCi+/fZbJCQk4LnnnsPTTz+Nn3/+uYuiJiIi6pmkhlL4fO8DmaMMJedKcOGpC9oOSa/oRAKXkJCA0NBQfPnllwgMDERgYCC++OIL/Prrr0hKSmpyuvDwcMyfPx/jx4+Hu7s7Fi1ahEGDBiEyMrILoyciIuqZ5E5y+P7gC0iB7K3ZyPo6S9sh6Q2dSODCw8OhUCgwatQo9bjRo0dDoVAgLCysyeluu+027Nu3D5mZmRBC4MiRI0hOTsaUKVOanKaiogJFRUUaAxEREbWP9Xhr9H2jLwDgwlMXUHyWL73vCDqRwGVnZ8PBwaHBeAcHB2RnZzc53YcffghfX1+4uLjAyMgIU6dOxaefforbbrutyWnWrFmjvs9OoVDA1dW1Q9aBiIiop+qzog9s7rKBqlyF83POo7qIL72/VVpN4FavXg2JRNLsUHe5UyKRNJheCNHo+DoffvghIiIisG/fPkRFRWHdunV48skn8ccffzQ5zcqVK6FUKtVDenr6ra8oERFRDyaRSuCzzQdy19qX3ic9lgQh+NL7W2GozYUvXrwYc+fObbaMu7s7YmNjkZOT0+CzvLw8ODo6NjpdWVkZVq1ahb179+Luu+8GAAQEBCAmJgbvv/8+Jk2a1Oh0crkccrm8jWtCREREzZHZyuD7P1/E3BGDvB/zkHl7JlyedtF2WDpLqwmcnZ0d7OzsWiwXGBgIpVKJU6dOYeTIkQCAkydPQqlUYsyYMY1OU1VVhaqqKkilmicZDQwMoFLx1R5ERERdTTFagX7v9UPKkhSkPp8Ky5GWsBxlqe2wdJJO3APn4+ODqVOnIiQkBBEREYiIiEBISAimT58OLy8vdTlvb2/s3bsXAGBpaYlx48Zh+fLlOHr0KNLS0rB161Zs27YNs2bN0taqEBER9Wi9n+kNu9l2EFUC5x84j6rrVdoOSSfpRAIHADt27IC/vz+CgoIQFBSEgIAAbN++XaNMUlISlEql+v8ffvgBI0aMwMMPPwxfX1+sXbsWb731Fp544omuDp+IiIhQe0+791feMOlvgoorFUh4JAFCxfvh2koieBdhs4qKiqBQKKBUKmFpydO8REREHeFGzA2cGX0GokKg75q+cFvh1qHz1/fjt86cgSMiIiL9YTHYAgM+HgAYAFIjpiNtpdVODERERNRzOS90htXtVjD1MtV2KDqHKS8RERFphUQiYfLWTkzgiIiIiHQMEzgiIiIiHcMEjoiIiEjHMIEjIiIi0jFM4IiIiIh0DBM4IiIiIh3DBI6IiIhIxzCBIyIiItIxTOCIiIiIdAwTOCIiIiIdwwSOiIiISMcwgSMiIiLSMUzgiIiIiHSMobYD6O6EEACAoqIiLUdCRERErVV33K47jusbJnAtuHHjBgDA1dVVy5EQERFRW924cQMKhULbYXQ4idDX1LSDqFQqXL16FRYWFpBIJB0676KiIri6uiI9PR2WlpYdOm9dwnr4B+viH6yLWqyHf7AuarEe/tFcXQghcOPGDfTq1QtSqf7dMcYzcC2QSqVwcXHp1GVYWlr2+I0QYD3Ux7r4B+uiFuvhH6yLWqyHfzRVF/p45q2O/qWkRERERHqOCRwRERGRjmECp0VyuRyvvfYa5HK5tkPRKtbDP1gX/2Bd1GI9/IN1UYv18I+eXBfsxEBERESkY3gGjoiIiEjHMIEjIiIi0jFM4IiIiIh0DBM4IiIiIh3DBK4Tffrpp+jbty+MjY0xbNgwHD9+vNnyx44dw7Bhw2BsbAwPDw9s2rSpiyLtfG2piz179mDy5Mmwt7eHpaUlAgMDceDAgS6MtnO1tV3U+fvvv2FoaIjBgwd3boBdpK31UFFRgZdeeglubm6Qy+Xo168fvv766y6KtnO1tS527NiBQYMGwdTUFM7Ozvj3v/+N/Pz8Loq2c/z111+YMWMGevXqBYlEgp9++qnFafR1n9nWutDnfWZ72kUdfdtn3owJXCfZuXMnlixZgpdeegnR0dG4/fbbMW3aNFy5cqXR8mlpabjrrrtw++23Izo6GqtWrcIzzzyD3bt3d3HkHa+tdfHXX39h8uTJ+O233xAVFYUJEyZgxowZiI6O7uLIO15b66KOUqnEI488gokTJ3ZRpJ2rPfXwwAMP4PDhw/jqq6+QlJSE77//Ht7e3l0Ydedoa12cOHECjzzyCBYuXIjz58/jxx9/xOnTp/HYY491ceQdq6SkBIMGDcLHH3/cqvL6vM9sa13o8z6zrXVRR9/2mY0S1ClGjhwpnnjiCY1x3t7eYsWKFY2Wf+GFF4S3t7fGuMcff1yMHj2602LsKm2ti8b4+vqK119/vaND63LtrYsHH3xQvPzyy+K1114TgwYN6sQIu0Zb6+H3338XCoVC5Ofnd0V4XaqtdfHee+8JDw8PjXEffvihcHFx6bQYuxoAsXfv3mbL6PM+s77W1EVj9GWfWV9b6kLf9pmN4Rm4TlBZWYmoqCgEBQVpjA8KCkJYWFij04SHhzcoP2XKFERGRqKqqqrTYu1s7amLm6lUKty4cQM2NjadEWKXaW9dbNmyBampqXjttdc6O8Qu0Z562LdvH4YPH453330XvXv3hqenJ5YtW4aysrKuCLnTtKcuxowZg4yMDPz2228QQiAnJwe7du3C3Xff3RUhdxv6us/sCPqyz2wvfdtnNoUvs+8E165dQ01NDRwdHTXGOzo6Ijs7u9FpsrOzGy1fXV2Na9euwdnZudPi7UztqYubrVu3DiUlJXjggQc6I8Qu0566uHDhAlasWIHjx4/D0FA/Ntf21MPFixdx4sQJGBsbY+/evbh27RqefPJJXL9+Xafvg2tPXYwZMwY7duzAgw8+iPLyclRXV2PmzJn46KOPuiLkbkNf95kdQV/2me2hj/vMpvAMXCeSSCQa/wshGoxrqXxj43VRW+uizvfff4/Vq1dj586dcHBw6KzwulRr66Kmpgbz5s3D66+/Dk9Pz64Kr8u0pU2oVCpIJBLs2LEDI0eOxF133YX169dj69atOn8WDmhbXcTHx+OZZ57Bq6++iqioKISGhiItLQ1PPPFEV4TarejzPrO99HGf2Vr6vs+8mX6np1piZ2cHAwODBr+gc3NzG/xirOPk5NRoeUNDQ9ja2nZarJ2tPXVRZ+fOnVi4cCF+/PFHTJo0qTPD7BJtrYsbN24gMjIS0dHRWLx4MYDaREYIAUNDQxw8eBB33nlnl8TekdrTJpydndG7d28oFAr1OB8fHwghkJGRgQEDBnRqzJ2lPXWxZs0ajB07FsuXLwcABAQEwMzMDLfffjvefPPNHnPmSV/3mbdC3/aZbaWv+8ym8AxcJzAyMsKwYcNw6NAhjfGHDh3CmDFjGp0mMDCwQfmDBw9i+PDhkMlknRZrZ2tPXQC1vyIXLFiA7777Tm/u7WlrXVhaWiIuLg4xMTHq4YknnoCXlxdiYmIwatSorgq9Q7WnTYwdOxZXr15FcXGxelxycjKkUilcXFw6Nd7O1J66KC0thVSques2MDAA8M8ZqJ5AX/eZ7aWP+8y20td9ZpO003dC//3www9CJpOJr776SsTHx4slS5YIMzMzcenSJSGEECtWrBDBwcHq8hcvXhSmpqbiueeeE/Hx8eKrr74SMplM7Nq1S1ur0GHaWhffffedMDQ0FJ988onIyspSD4WFhdpahQ7T1rq4mb70qGprPdy4cUO4uLiI+++/X5w/f14cO3ZMDBgwQDz22GPaWoUO09a62LJlizA0NBSffvqpSE1NFSdOnBDDhw8XI0eO1NYqdIgbN26I6OhoER0dLQCI9evXi+joaHH58mUhRM/aZ7a1LvR5n9nWuriZvuwzG8MErhN98sknws3NTRgZGYmhQ4eKY8eOqT+bP3++GDdunEb5o0ePiiFDhggjIyPh7u4uPvvssy6OuPO0pS7GjRsnADQY5s+f3/WBd4K2tov69Gln1NZ6SEhIEJMmTRImJibCxcVFLF26VJSWlnZx1J2jrXXx4YcfCl9fX2FiYiKcnZ3Fww8/LDIyMro46o515MiRZrf7nrTPbGtd6PM+sz3toj592mfeTCJEDzrnTkRERKQHeA8cERERkY5hAkdERESkY5jAEREREekYJnBEREREOoYJHBEREZGOYQJHREREpGOYwBERERHpGCZwRERERDqGCRwR9SivvPIKFi1a1Kqyy5YtwzPPPNPJERERtR3fxEBEemn8+PEYPHgwNmzYoB6Xk5ODAQMGIDY2Fu7u7i3OIzc3F/369UNsbCz69u3becESEbURz8ARUY/x1VdfITAwsFXJGwA4ODggKCgImzZt6tzAiIjaiAkcEemdBQsW4NixY9i4cSMkEgkkEgkuXbqEH374ATNnztQou2vXLvj7+8PExAS2traYNGkSSkpK1J/PnDkT33//fVevAhFRs5jAEZHe2bhxIwIDAxESEoKsrCxkZWXBwsIC586dw/Dhw9XlsrKy8NBDD+HRRx9FQkICjh49ivvuuw/17ywZOXIk0tPTcfnyZW2sChFRowy1HQARUUdTKBQwMjKCqakpnJycAAAxMTEQQqBXr17qcllZWaiursZ9990HNzc3AIC/v7/GvHr37g0AuHTpkroMEZG28QwcEfUIZWVlAABjY2P1uEGDBmHixInw9/fHnDlz8MUXX6CgoEBjOhMTEwBAaWlp1wVLRNQCJnBE1CPY2dkBgEaCZmBggEOHDuH333+Hr68vPvroI3h5eSEtLU1d5vr16wAAe3v7rg2YiKgZTOCISC8ZGRmhpqZG/X+/fv1gaWmJ+Ph4jXISiQRjx47F66+/jujoaBgZGWHv3r3qz8+dOweZTAY/P78ui52IqCVM4IhIL7m7u+PkyZO4dOkSrl27BgCYNGkSTpw4oS5z8uRJvP3224iMjMSVK1ewZ88e5OXlwcfHR13m+PHjuP3229WXUomIugMmcESkl5YtWwYDAwP4+vrC3t4eV65cwaJFi/DDDz9ApVIBACwtLfHXX3/hrrvugqenJ15++WWsW7cO06ZNU8/n+++/R0hIiLZWg4ioUXwTAxH1GEIIjB49GkuWLMFDDz3UYvn9+/dj+fLliI2NhaEhO+0TUffBM3BE1GNIJBJs3rwZ1dXVrSpfUlKCLVu2MHkjom6HZ+CIiIiIdAzPwBERERHpGCZwRERERDqGCRwRERGRjmECR0RERKRjmMARERER6RgmcEREREQ6hgkcERERkY5hAkdERESkY5jAEREREemY/wOojrKrGEVhIAAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Gráfica de todos los instantes de la servilleta extentida considerando su fricción.\n",
+    "plt.figure()\n",
+    "plt.plot(t_teo, distancia_final_teoexp, 'm', label = 'Servilleta extendida conciderando el rozamiento')\n",
+    "plt.xlabel('t(s)')\n",
+    "plt.ylabel('h(m)')\n",
+    "plt.legend()\n",
+    "plt.title('Caída de una servilleta extendida considerando su rozamiento', fontweight='bold')\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Comparación final entre la servilleta comprimida y la extendida con rozamiento calculado."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 149,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Gráfica de la servilleta extendida con rozamiento comparada con la de la servilleta comprimida también con rozamiento.\n",
+    "plt.figure()\n",
+    "plt.plot(tex_prom, yex_prom, '--m', label = 'Servilleta extendida')\n",
+    "plt.plot(tco_prom, yco_prom, \"--b\", label = 'Servilleta comprimida')\n",
+    "plt.xlabel('t(s)')\n",
+    "plt.ylabel('h(m)')\n",
+    "plt.legend()\n",
+    "plt.title('Caída de una servilleta extendida considerando su rozamiento', fontweight='bold')\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Fin"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.9"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}