{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "gr6bZmo7Mggs"
   },
   "source": [
    "Descripción del campo fluidos\n",
    "Asignatura: Mecánica de Fluidos\n",
    "\n",
    "Departamento: Ciencia y Tecnología de Materiales y Fluidos\n",
    "\n",
    "Centro: Escuela Universitaria Politécnica de Teruel\n",
    "\n",
    "Profesor: Adrián Navas Montilla"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "N6JfZSJ8QwIZ"
   },
   "source": [
    "## <center> **Ejemplo de cálculo de instalaciones de bombeo usando Jupyter Notebook** </center>\n",
    "\n",
    "\n",
    "###<center> Tema 5. Mecánica de fluidos</center>\n",
    "####<center> Adrián Navas Montilla</center>\n",
    "\n",
    "\n",
    "\n",
    "-----------------------------------------\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "Rcry3Mezb2X0"
   },
   "source": [
    "## **Resolución de un ejemplo práctico**\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "kNStVjmxbwU5"
   },
   "source": [
    "Considere una instalación de bombeo de agua entre dos depósitos abiertos a la atmósfera con una diferencia de cota geométrica entre ellos de 36 metros. Los depósitos se conectan a través de una línea compuesta por dos tramos de 5 m (entre el depósito 1 y la bomba) y 500 m (entre la bomba y el depósito 2) respectivamente. Se dispone de un conducto de sección circular ($D=0.1$ m), para el que asumiremos un factor de fricción constante de $f=0.02$. Se consideran nulas las pérdidas singulares. Para esta instalación se ha escogido una bomba cuyas curvas características proporcionadas por el fabricante son $H_{B}(Q)=43-40000Q^2$ y $\\eta(Q)=180Q-10000Q^2$ (unidades en m y m$^3$/s).\n",
    "\n",
    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   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "DSitMQnNKcbH"
   },
   "outputs": [],
   "source": [
    "from sympy import *             # Librería para trabajo simbólico\n",
    "import numpy as np              # Librería para cálculo numérico\n",
    "import math                     # Librería para utilizar símbolos matemáticos como el número pi, que se escribe como math.pi\n",
    "import matplotlib.pyplot as plt # Librería para poder dibujar gráficas\n",
    "from ipywidgets import interact, interactive, fixed, interact_manual"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "wvFaGIDRcfCT"
   },
   "source": [
    "Para calcular en punto de operación igualaremos la curva de la bomba a la curva de la instalación\n",
    "\n",
    "$$H_B(Q)=H_I(Q)$$\n",
    "\n",
    "es decir\n",
    "\n",
    "$$43-40000Q^2=z_2-z_1 + \\frac{fL}{D} \\frac{Q^2}{2gS^2}$$\n",
    "\n",
    "y resolveremos la ecuación.\n",
    "\n",
    "En Python, definiremos las funciones ```h_inst(Q)``` y ```h_bomba(Q)``` y resolveremos el punto de operación utilizando la función ```solve()```:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "U6aisPL2cZ6I",
    "outputId": "e0770c8e-7628-4ee0-93a0-ee9b44cf6a3c"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "La curva resistente de la instalación es: 83453.12577269*Q**2 + 36\n",
      "La curva de la bomba es: 43 - 40000*Q**2\n",
      "Las soluciones de la ecuación son Q = [-0.00753005199028064, 0.00753005199028064]\n",
      "El punto de operación es: Qp= 0.00753005199028064 m^3/s y hp= 40.7319326809468 m\n"
     ]
    }
   ],
   "source": [
    "##Datos del problema\n",
    "g=9.81    #aceleración de la gravedad (m/s^2)\n",
    "f=0.02    #factor de fricción de Darcy\n",
    "L=5+500   #longitud total conductos (m)\n",
    "D=0.1     #diámetro conductos (m)\n",
    "z1=0      #cota depósito 1 (m)\n",
    "z2=36     #cota depósito 2 (m)\n",
    "rho=1000  #densidad agua (kg/m^3)\n",
    "\n",
    "#calculamos la sección de los conductos\n",
    "S=math.pi*D**2/4\n",
    "\n",
    "Q=symbols('Q')\n",
    "\n",
    "def h_inst(Q):  #curva de la instalación\n",
    "    return  z2-z1+f*L/(D*2*g)*(Q/S)**2\n",
    "\n",
    "def h_bomba(Q):  #curva de la bomba (dato)\n",
    "    return  43-40000*Q**2\n",
    "\n",
    "#Punto de operación\n",
    "sol=solve(h_inst(Q)-h_bomba(Q),Q) #para ello utilizamos la función solve(ecuacion,variable), que permite resolver ecuaciones algebraicas\n",
    "Qp=sol[1]     #la ecuación anterior es cuadrática y tiene 2 soluciones, nos quedamos con la segunda (la positiva)\n",
    "hp=h_inst(Qp) #evaluamos la curva de la instalación (o de la bomba) en Qp\n",
    "\n",
    "print(\"La curva resistente de la instalación es:\",h_inst(Q))\n",
    "print(\"La curva de la bomba es:\",h_bomba(Q))\n",
    "print(\"Las soluciones de la ecuación son Q =\",sol)\n",
    "print(\"El punto de operación es: Qp=\",Qp,\"m^3/s y hp=\",hp,\"m\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "HYdS4uz6czAj"
   },
   "source": [
    "Ahora hacemos una representación gráfica de las curvas características y del punto de operación:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 665
    },
    "id": "6IK1fKvHcyFf",
    "outputId": "d899acfc-1547-499e-a6ec-7160e2c7b139"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x785cd90da3d0>"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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qVKjAqFGjOHnyJH5+fvzwww/XjAc5cOAAbdu2pUePHlSrVg0XFxd++uknzp49S69evW5Yh4eHB3/88Qf9+vWjcePG/P777yxevJhXX32VwMBAAO6//37atGnDa6+9xrFjx6hduzZ//vknP//8MyNHjsxwKupbVaJECf7v//6PY8eOUalSJebOncu2bduYNGmSo6Wkc+fO/Pjjj3Tp0oVOnTpx9OhRvv76a6pVq0ZUVJTjWosXL+bee+/NsKXnVlSrVo3WrVtTv359ChYsyKZNm1iwYEGqiTJSQt0zzzxDhw4dcHZ2plevXnTq1IlPPvmEjh070qdPH0JDQxk3bhwVK1a84binzp0789Zbb/H444/TrFkzdu7cycyZM68Zc/bYY4/x3Xff8dxzz7FhwwZatGhBdHQ0y5YtY8iQIakmEbnaO++8w9KlS7nrrrsYMmQILi4uTJw4kfj4eD744IPb/NRERO4gS+bgExHJww4cOGAMHDjQCAoKMtzc3AxfX1+jefPmxpdffmnExcU5zouJiTEGDBhg+Pv7G76+vkaPHj2M0NDQDKcOT5l+Oz3ffPONARi+vr5GbGzsNcf37NljtGvXzvDx8TEKFy5sDBw40Ni+fXuq6cvPnz9vDB061KhSpYrh7e1t+Pv7G40bNzbmzZt3w/fcr18/w9vb2zh8+LBxzz33GF5eXkbRokWNN99885opqiMjI41nn33WKFGihOHq6moEBwcbH374Yaqpow3DnI566NChqfalTLmednrzv//+2wCM+fPnO/a1atXKqF69urFp0yajadOmhoeHh1G2bFnjq6++SvVcu91uvPfee0bZsmUNd3d3o27dusaiRYuMfv36GWXLljUMwzDCwsIMFxeXdD+LjKYOT29K8FatWhmtWrVyPH7nnXeMRo0aGQEBAYanp6dRpUoV491333VMa24Y5tTmw4cPNwIDAw2bzZZqGvEpU6YYwcHBhru7u1GlShVj2rRpjv9erpbe1OHPP/+8Ubx4ccPT09No3ry5sXbt2mvqMwzzv9PXXnvNKFeunOHq6moUK1bM6N69e6ppwdP+N2sYhrFlyxajQ4cOho+Pj+Hl5WW0adPGWLNmTbqf3caNG1PtT/k+//7772s+QxGRO8lmGBo9KSIicj3z5s2jb9++nD9/3jHznoiI5H0asyQiInIDAQEBfPHFFwpKIiL5jFqWRERERERE0qGWJRERERERkXQoLImIiIiIiKRDYUlERERERCQdCksiIiIiIiLpUFgSERERERFJh4vVBdwpdrudU6dO4evrm6Wrr4uIiIiISO5iGAaRkZGUKFECJ6eM24/yTVg6deoUpUuXtroMERERERHJIU6cOEGpUqUyPJ5vwpKvry9gfiB+fn4WVyMiIiIiIlaJiIigdOnSjoyQkXwTllK63vn5+SksiYiIiIjIDYfnaIIHERERERGRdCgsiYiIiIiIpENhSUREREREJB35ZsxSZiUnJ5OYmGh1GSKSx7i5uV13alIRERHJeRSWLjMMgzNnzhAWFmZ1KSKSBzk5OVGuXDnc3NysLkVEREQySWHpspSgVKRIEby8vLRwrYhkmZRFsU+fPk2ZMmX080VERCSXUFjC7HqXEpQKFSpkdTkikgcFBgZy6tQpkpKScHV1tbocERERyQR1oAfHGCUvLy+LKxGRvCql+11ycrLFlYiIiEhmKSxdRV1jRCS76OeLiIhI7qOwJCJyA5MnT2bZsmVWlyEiIiJ3mMKS5HrHjh3DZrOxbds2q0vJVjabjYULF97y81esWIHNZrutGR+nT59OQEDALT8/q4wePZo6depk2fWu975mz57Nl19+SaNGjbLs9URERCR3UFjK5c6cOcPw4cMpX7487u7ulC5dmvvvv5/ly5dbXdodU7p0aU6fPk2NGjVueG52BqucEiSyU8+ePTlw4ECWXa9///489NBDWXa9W5XR+9q/fz9vvfUWixcvxs/Pz4LKRERExEqaDS8XO3bsGM2bNycgIIAPP/yQmjVrkpiYyJIlSxg6dCj79u27pesahkFycjIuLtn/n0dWvJazszPFihXLwqokI56ennh6elpdRpbL6H1VrlyZvXv3WlCRiIiI5ARqWcrFhgwZgs1mY8OGDXTr1o1KlSpRvXp1nnvuOdatWwek35ISFhaGzWZjxYoVwJXuWb///jv169fH3d2dqVOnYrPZrglcn376KRUqVADMWb0GDBhAuXLl8PT0pHLlynz++efXrTm911q1ahV2u52xY8c6rlW7dm0WLFjgeN6lS5fo27cvgYGBeHp6EhwczLRp09J9j9c7t1y5cgDUrVsXm81G69atHa8xefJkqlatioeHB1WqVGH8+PGOYymv8eOPP9KmTRu8vLyoXbs2a9eudbyvxx9/nPDwcGw2GzabjdGjRwMQHx/PqFGjKFmyJN7e3jRu3Njx2Wfk4MGDtGzZEg8PD6pVq8bSpUuvOefEiRP06NGDgIAAChYsyIMPPsixY8eue92rXbhwgd69e1OyZEm8vLyoWbMms2fPvu5z0raepXSHmzFjBkFBQfj7+9OrVy8iIyMd5yxYsICaNWvi6elJoUKFaNeuHdHR0YwePZpvv/2Wn3/+2fGZpXwuL730EpUqVcLLy4vy5cvz+uuvO2atTM/GjRtp3749hQsXxt/fn1atWrFly5ZU54SFhTFo0CCKFi2Kh4cHNWrUYNGiRem+L4AJEyZQoUIF3NzcqFy5MjNmzEh13GazMXnyZLp06YKXlxfBwcH88ssv1/38REREJHdRy1I6DMMgNtGa6X09XZ0zNWvWxYsX+eOPP3j33Xfx9va+5vitdAd7+eWX+eijjyhfvjwFChTgm2++YebMmbz99tuOc2bOnEmfPn0Ac6HNUqVKMX/+fAoVKsSaNWt46qmnKF68OD169Lip1xo7dizff/89X3/9NcHBwfz777888sgjBAYG0qpVK15//XX27NnD77//TuHChTl06BCxsbHpXvt6527YsIFGjRqxbNkyqlev7pjOeebMmbzxxht89dVX1K1bl61btzJw4EC8vb3p16+f49qvvfYaH330EcHBwbz22mv07t2bQ4cO0axZMz777DPeeOMN9u/fD4CPjw8Aw4YNY8+ePcyZM4cSJUrw008/0bFjR3bu3ElwcPA19dvtdrp27UrRokVZv3494eHhjBw5MtU5iYmJdOjQgaZNm7Jy5UpcXFx455136NixIzt27HC8r+uJi4ujfv36vPTSS/j5+bF48WIeffRRKlSocFPjcw4fPszChQtZtGgRly5dokePHrz//vu8++67nD59mt69e/PBBx/QpUsXIiMjWblyJYZhMGrUKPbu3UtERIQjzBYsWBAAX19fpk+fTokSJdi5cycDBw7E19eXF198Md0aIiMj6devH19++SWGYfDxxx9z3333cfDgQXx9fbHb7dx7771ERkby/fffU6FCBfbs2YOzs3O61/vpp58YMWIEn332Ge3atWPRokU8/vjjlCpVijZt2jjOGzNmDB988AEffvghX375JX379uX48eOO9yEiIiK5m8JSOmITk6n2xhJLXnvPWx3wcrvx13Lo0CEMw6BKlSpZ9tpvvfUW7du3dzzu27cvX331lSMsHThwgM2bN/P9998D4OrqypgxYxznlytXjrVr1zJv3rwbhqWrXys+Pp733nuPZcuW0bRpUwDKly/PqlWrmDhxIq1atSIkJIS6devSoEEDAIKCgjK89vXODQwMBKBQoUKpuu69+eabfPzxx3Tt2tXxXvbs2cPEiRNThaVRo0bRqVMnwPxFuXr16hw6dIgqVarg7++PzWZLdd2QkBCmTZtGSEgIJUqUcFzjjz/+YNq0abz33nvX1L9s2TL27dvHkiVLHM957733uPfeex3nzJ07F7vdzuTJkx3hetq0aQQEBLBixQruueeeDD+fFCVLlmTUqFGOx8OHD2fJkiXMmzfvpsKS3W5n+vTp+Pr6AvDoo4+yfPlyR1hKSkqia9eulC1bFoCaNWs6nuvp6Ul8fPw13Sj/97//Oe4HBQUxatQo5syZk2FYuvvuu1M9njRpEgEBAfzzzz907tyZZcuWsWHDBvbu3UulSpUA87+xjHz00Uf079+fIUOGADhaaz/66KNUYal///707t0bML+jL774gg0bNtCxY8frf2giIiKSKygs5VKGYWT5NVPCRYpevXoxatQo1q1bR5MmTZg5cyb16tVLFdDGjRvH1KlTCQkJITY2loSEhEzNUnb1ax06dIiYmJhUQQ0gISGBunXrAjB48GC6devGli1buOeee3jooYdo1qxZute+mXMBoqOjOXz4MAMGDGDgwIGO/UlJSfj7+6c6t1atWo77xYsXByA0NDTD0Lpz506Sk5Mdv6CniI+Pp1ChQuk+Z+/evZQuXdoRlABHiEyxfft2Dh065AgoKeLi4jh8+HBGbzWV5ORk3nvvPebNm8fJkydJSEggPj7+phdnDgoKSlVH8eLFCQ0NBaB27dq0bduWmjVr0qFDB+655x66d+9OgQIFrnvNuXPn8sUXX3D48GGioqJISkq67gQLZ8+e5X//+x8rVqwgNDSU5ORkYmJiCAkJAWDbtm2UKlXqmu8hI3v37uWpp55Kta958+bXdDO9+r8Hb29v/Pz8HO9dREREcj+FpXR4ujqz560Olr12ZgQHB6c7pigtJydzWNrV4SqjsR9pu/MVK1aMu+++m1mzZtGkSRNmzZrF4MGDHcfnzJnDqFGj+Pjjj2natCm+vr58+OGHrF+//ob1X/1aUVFRACxevJiSJUumOs/d3R2Ae++9l+PHj/Pbb7+xdOlS2rZty9ChQ/noo4+uufbNnHv163/zzTc0btw41bG03bRcXV0d91NadOx2e4bvMyoqCmdnZzZv3nzNtVK66d2KqKgo6tevz8yZM685ltJ6diMffvghn3/+OZ999hk1a9bE29ubkSNHkpCQcFO1XP2ZgPm5pHwmzs7OLF26lDVr1vDnn3/y5Zdf8tprr7F+/XrH+LG01q5dS9++fRkzZgwdOnTA39+fOXPm8PHHH2dYQ79+/bhw4QKff/45ZcuWxd3dnaZNmzreS3ZNSnG99y4iIiK5n8JSOmw2W6a6wlmpYMGCdOjQgXHjxvHMM89cE3TCwsIICAhw/OJ8+vRpRyvNzUyb3bdvX1588UV69+7NkSNH6NWrl+PY6tWradasmaOrEpDpVo2rVatWDXd3d0JCQmjVqlWG5wUGBtKvXz/69etHixYteOGFFzIMQBmdmzKWJzn5ypi0okWLUqJECY4cOULfvn1vuv4Ubm5uqa4L5kQSycnJhIaG0qJFi0xdp2rVqpw4cYLTp087Wq9SJuxIUa9ePebOnUuRIkVueUrr1atX8+CDD/LII48AZug7cOAA1apVu6XrZcRms9G8eXOaN2/OG2+8QdmyZfnpp5947rnn0v3M1qxZQ9myZXnttdcc+44fP37D9zJ+/Hjuu+8+wJz84vz5847jtWrV4r///uPAgQOZal2qWrUqq1evTtUFc/Xq1Vn+2YiIiEjOlrMTgVzXuHHjaN68OY0aNeKtt96iVq1aJCUlsXTpUiZMmMDevXvx9PSkSZMmvP/++5QrV47Q0NBU40FupGvXrgwePJjBgwfTpk2bVF3DgoOD+e6771iyZAnlypVjxowZbNy4McMWg4z4+voyatQonn32Wex2O3fddRfh4eGsXr0aPz8/+vXrxxtvvEH9+vWpXr068fHxLFq0iKpVq6Z7veudW6RIETw9Pfnjjz8oVaoUHh4e+Pv7M2bMGJ555hn8/f3p2LEj8fHxbNq0iUuXLvHcc89l6n0EBQURFRXF8uXLqV27Nl5eXlSqVIm+ffvy2GOP8fHHH1O3bl3OnTvH8uXLqVWrlmP809XatWtHpUqV6NevHx9++CERERGpggOYIfbDDz/kwQcf5K233qJUqVIcP36cH3/8kRdffJFSpUrdsN7g4GAWLFjAmjVrKFCgAJ988glnz57N0kCwfv16li9fzj333EORIkVYv349586dc3wfQUFBLFmyhP3791OoUCH8/f0JDg4mJCSEOXPm0LBhQxYvXsxPP/10w/cyY8YMGjRoQEREBC+88EKq1qRWrVrRsmVLunXrxieffELFihXZt28fNpst3fFFL7zwAj169KBu3bq0a9eOX3/9lR9//JFly5Zl2WcjIiIiOZ+mDs/Fypcvz5YtW2jTpg3PP/88NWrUoH379ixfvpwJEyY4zps6dSpJSUnUr1+fkSNH8s4772T6NXx9fbn//vvZvn37Na0ugwYNomvXrvTs2ZPGjRtz4cKFVK1MN+Ptt9/m9ddfZ+zYsVStWpWOHTuyePFiR/Byc3PjlVdeoVatWrRs2RJnZ2fmzJmT7rWud66LiwtffPEFEydOpESJEjz44IMAPPnkk0yePJlp06ZRs2ZNWrVqxfTp028q+DVr1oynn36anj17EhgYyAcffACYEy889thjPP/881SuXJmHHnqIjRs3UqZMmXSv4+TkxE8//URsbCyNGjXiySef5N133011jpeXF//++y9lypSha9euVK1alQEDBhAXF5fplqb//e9/1KtXjw4dOtC6dWuKFSuW5QvE+vn58e+//3LfffdRqVIl/ve///Hxxx87JqsYOHAglStXpkGDBgQGBrJ69WoeeOABnn32WYYNG0adOnVYs2YNr7/++nVfZ8qUKVy6dIl69erx6KOP8swzz1CkSJFU5/zwww80bNiQ3r17U61aNV588cVrWrVSPPTQQ3z++ed89NFHVK9enYkTJzJt2rRUU82LiIhI5iUm2/nfwp2cuBhjdSk3xWZkx0wBOVBERAT+/v6Eh4df88tkXFwcR48epVy5cnh4eFhUoYjkZfo5IyIi+dkHf+xj/IrDlCrgyd+jWuPqbG2bzfWywdXUsiQiIiIiItlmzaHzTPjHHNf+2n1VLQ9KNyP3VCoiIiIiIrnKxegEnp23DcOA3o1Kc2/N4laXdFMUlkREREREJMsZhsGLC3ZwNiKeCoHevN45980qq7AkIiIiIiJZ7vt1x1m29yxuzk582btejl+aJz0KSyIiIiIikqX2n4nkncV7AXj53ipUK3Fr60JaTWFJRERERESyTFxiMsNnbyE+yU6byoE83jzI6pJumcKSiIiIiIhkmXcX7+XA2SgK+7jz4cO1sdlsVpd0yxSWREREREQkS/y5+wwz1h0H4JMetSns425xRbdHYUkkG02cOJG///7b6jJEREREst2Z8Dhe/GEHAANblKNlpUCLK7p9Cksi2WTSpElMmTKFRo0a3dLzW7duzciRI7O2qBtYsWIFNpuNsLCwW77G6NGjqVOnzm3V0b9/fx566KHbusatsuJzFxERye2S7QYj5mwlLCaRGiX9eKFDFatLyhIKS7ncmTNnGD58OOXLl8fd3Z3SpUtz//33s3z5cqtLy3VsNhsLFy7Mkmtt2LCBzz//nEWLFuHt7X3dczMKKD/++CNvv/12ltQjIiIikp3G/32I9Ucv4uXmzBe96uLmkjdiRu6b7Fwcjh07RvPmzQkICODDDz+kZs2aJCYmsmTJEoYOHcq+fftu6bqGYZCcnIyLS+74zyMxMRFXV1ery3BITEykUaNG7N69+7auU7BgwSyqSERERCT7bDp2kc+WHwTg7QdrUD7Qx+KKsk7eiHz51JAhQ7DZbGzYsIFu3bpRqVIlqlevznPPPce6desAM1DZbDa2bdvmeF5YWBg2m40VK1YAV1o2fv/9d+rXr4+7uztTp07FZrNdE7g+/fRTKlSoAEBycjIDBgygXLlyeHp6UrlyZT7//PMb1r179246d+6Mn58fvr6+tGjRgsOHDwOwceNG2rdvT+HChfH396dVq1Zs2bIl1fNtNhsTJkzggQcewNvbm3fffTfTtUydOpXq1avj7u5O8eLFGTZsGABBQUEAdOnSBZvN5ngM8PPPP1OvXj08PDwoX748Y8aMISkp6br1pG0tOn78OPfffz8FChTA29ub6tWr89tvv3Hs2DHatGkDQIECBbDZbPTv3x+4tjtYfHw8L730EqVLl8bd3Z2KFSsyZcqU2/oufvvtNypVqoSnpydt2rTh2LFj15yzatUqWrRogaenJ6VLl+aZZ54hOjr6htdOkZnvNCNjxowhMDAQPz8/nn76aRISEhzH4uPjeeaZZyhSpAgeHh7cddddbNy40XE85TtYsmQJdevWxdPTk7vvvpvQ0FB+//13qlatip+fH3369CEmJibV6yYlJTFs2DD8/f0pXLgwr7/+OoZhOI7PmDGDBg0a4OvrS7FixejTpw+hoaGZ/kxERETyivCYREbM2Uay3aBL3ZJ0q1/K6pKylMJSegwDEqKt2a76hex6Ll68yB9//MHQoUPT7eYVEBBw02/75Zdf5v3332fv3r10796dBg0aMHPmzFTnzJw5kz59+gBgt9spVaoU8+fPZ8+ePbzxxhu8+uqrzJs3L8PXOHnyJC1btsTd3Z2//vqLzZs388QTTzjCR2RkJP369WPVqlWsW7eO4OBg7rvvPiIjI1NdZ/To0XTp0oWdO3fyxBNPZKqWCRMmMHToUJ566il27tzJL7/8QsWKFQEcv2RPmzaN06dPOx6vXLmSxx57jBEjRrBnzx4mTpzI9OnTeffdd69bT1pDhw4lPj6ef//9l507d/J///d/+Pj4ULp0aX744QcA9u/fz+nTpzMMOY899hizZ8/miy++YO/evUycOBEfH59b/i5OnDhB165duf/++9m2bRtPPvkkL7/8cqpzDh8+TMeOHenWrRs7duxg7ty5rFq1yhEyMyOz32lay5cvZ+/evaxYsYLZs2fz448/MmbMGMfxF198kR9++IFvv/2WLVu2ULFiRTp06MDFixdTXWf06NF89dVXrFmzhhMnTtCjRw8+++wzZs2axeLFi/nzzz/58ssvUz3n22+/xcXFxdGd8pNPPmHy5MmO44mJibz99tts376dhQsXcuzYMUfIFRERyS8Mw+ClH3ZwMiyWoEJevP1QDatLynpGPhEeHm4ARnh4+DXHYmNjjT179hixsbHmjvgow3jTz5otPipT72f9+vUGYPz444/XPe/o0aMGYGzdutWx79KlSwZg/P3334ZhGMbff/9tAMbChQtTPffTTz81KlSo4Hi8f/9+AzD27t2b4esNHTrU6NatW4bHX3nlFaNcuXJGQkLCdetOkZycbPj6+hq//vqrYx9gjBw58obPTVtLiRIljNdeey3D8wHjp59+SrWvbdu2xnvvvZdq34wZM4zixYtft56Uz/TSpUuGYRhGzZo1jdGjR6f7umnPTdGqVStjxIgRhmFc+eyXLl2aYf1pZea7qFatWqp9L730UqpaBgwYYDz11FOpzlm5cqXh5OR05d9LGm+++aZRu3btDF83ve80rX79+hkFCxY0oqOjHfsmTJhg+Pj4GMnJyUZUVJTh6upqzJw503E8ISHBKFGihPHBBx8YhnHlc122bJnjnLFjxxqAcfjwYce+QYMGGR06dHA8btWqlVG1alXDbren+lyqVq2aYb0bN240ACMyMjLDc675OSMiIpLLzVh7zCj70iKj4quLjR0nwqwu56ZcLxtcTS1LuZSRyRaom9GgQYNUj3v16sWxY8ccXfpmzpxJvXr1qFLlyuwm48aNo379+gQGBuLj48OkSZMICQnJ8DW2bdtGixYtMhxjdPbsWQYOHEhwcDD+/v74+fkRFRV1zTXT1nqjWkJDQzl16hRt27bN3Idx2fbt23nrrbfw8fFxbAMHDuT06dOpum6lV8/VnnnmGd555x2aN2/Om2++yY4dO26qjm3btuHs7EyrVq0yPOdmv4u9e/fSuHHjVPuaNm2a6vH27duZPn16qvffoUMH7HY7R48ezVTtmf1O06pduzZeXl6paouKiuLEiRMcPnyYxMREmjdv7jju6upKo0aN2Lt3b6rr1KpVy3G/aNGieHl5Ub58+VT70naha9KkSaoF9Jo2bcrBgwdJTk4GYPPmzdx///2UKVMGX19fx/dyo/ckIiKSV+w/E8nbi/YA8FLHKtQs5W9xRdkjx43gf//993nllVcYMWIEn332WapjhmFw33338ccff/DTTz9l39TCrl7w6qnsuXZmXjsTgoOD0x1TlJaTk5mHrw5XiYmJ6Z6btjtfsWLFuPvuu5k1axZNmjRh1qxZDB482HF8zpw5jBo1io8//pimTZvi6+vLhx9+yPr16zOsx9PT87r19uvXjwsXLvD5559TtmxZ3N3dadq0aaqxKunVeqNabvS6GYmKimLMmDF07dr1mmMeHh4Z1pPWk08+SYcOHRzdvsaOHcvHH3/M8OHDM1XHjeq/le8iM6Kiohg0aBDPPPPMNcfKlCmTqWtk9jvNLlcHc5vNdk1Qt9ls2O32TF8vOjqaDh060KFDB2bOnElgYCAhISF06NDhjr0nERERK8UmJDNs1hbik+y0rhzIE83LWV1StslRYWnjxo1MnDgx1V+Cr/bZZ5+l+mtvtrHZwO36v/xarWDBgnTo0IFx48bxzDPPXPPLelhYGAEBAQQGmouBnT59mrp16wKkmuzhRvr27cuLL75I7969OXLkCL169XIcW716Nc2aNWPIkCGOfSkTNWSkVq1afPvttxnOYLd69WrGjx/PfffdB5jjas6fP3/DOm9Ui6+vL0FBQSxfvtwxoUJarq6ujpaDFPXq1WP//v2OsU23o3Tp0jz99NM8/fTTvPLKK3zzzTcMHz4cNzc3gGte+2o1a9bEbrfzzz//0K5du2uO38p3UbVqVX755ZdU+1JaEVPUq1ePPXv23Nb7v9XvdPv27cTGxjqC4rp16xzjvAoXLoybmxurV6+mbNmygPlHgI0bN2bJGklpQ2bKWCtnZ2f27dvHhQsXeP/99yldujQAmzZtuu3XFBERyS3eXryHg6FRBPq689HDtXFyugO/n1skx3TDi4qKom/fvnzzzTcUKFDgmuPbtm3j448/ZurUqRZUlzONGzeO5ORkGjVqxA8//MDBgwfZu3cvX3zxhaM7laenJ02aNHFM3PDPP//wv//9L9Ov0bVrVyIjIxk8eDBt2rShRIkSjmPBwcFs2rSJJUuWcODAAV5//fVUs5GlZ9iwYURERNCrVy82bdrEwYMHmTFjBvv373dcc8aMGezdu5f169fTt2/fTLUKZaaW0aNH8/HHH/PFF19w8OBBtmzZkmpgf0qYOnPmDJcuXQLgjTfe4LvvvmPMmDHs3r2bvXv3MmfOnJv6DAFGjhzJkiVLOHr0KFu2bOHvv/+matWqAJQtWxabzcaiRYs4d+4cUVFR1zw/KCiIfv368cQTT7Bw4UKOHj3KihUrHBM43Mp38fTTT3Pw4EFeeOEF9u/fz6xZs5g+fXqqc1566SXWrFnDsGHD2LZtGwcPHuTnn3++qQkebvU7TUhIYMCAAezZs4fffvuNN998k2HDhuHk5IS3tzeDBw/mhRde4I8//mDPnj0MHDiQmJgYBgwYkOnaMhISEsJzzz3H/v37mT17Nl9++SUjRowAzBY1Nzc3vvzyS44cOcIvv/yi9bBERCTf+H3naWatD8Fmg0971KGwj7vVJWWrHBOWhg4dSqdOndL9q3lMTAx9+vRh3LhxFCtWLFPXi4+PJyIiItWW15QvX54tW7bQpk0bnn/+eWrUqEH79u1Zvnw5EyZMcJw3depUkpKSqF+/PiNHjuSdd97J9Gv4+vpy//33s337dvr27Zvq2KBBg+jatSs9e/akcePGXLhwIVXLRnoKFSrEX3/9RVRUFK1ataJ+/fp88803jlamKVOmcOnSJerVq8ejjz7qmBr6RjJTS79+/fjss88YP3481atXp3Pnzhw8eNBx/OOPP2bp0qWULl3a0QrXoUMHFi1axJ9//knDhg1p0qQJn376qaM1I7OSk5MZOnQoVatWpWPHjlSqVInx48cDULJkScaMGcPLL79M0aJFMwwiEyZMoHv37gwZMoQqVaowcOBAxxTet/JdlClThh9++IGFCxdSu3Ztvv76a957771U59SqVYt//vmHAwcO0KJFC+rWrcsbb7yRKjTfyK1+p23btiU4OJiWLVvSs2dPHnjgAUaPHu04/v7779OtWzceffRR6tWrx6FDh1iyZEm6f2y5WY899hixsbE0atSIoUOHMmLECJ566ikAAgMDmT59OvPnz6datWq8//77fPTRR7f9miIiIjndiYsxvPiDOe766VYVuCu4sMUVZT+bkR0zBdykOXPm8O6777Jx40Y8PDxo3bo1derUcYxZGjRoEMnJyY6pe2022w3HLI0ePTrVNMMpwsPD8fPzS7UvLi6Oo0ePUq5cuVTjUEREsop+zoiISG6WmGzn4a/Xsu1EGPXKBDB3UFNcnXNMu8tNi4iIwN/fP91scDXLxyydOHGCESNGsHTp0nR/gfjll1/466+/2Lp1601d95VXXuG5555zPI6IiHCMLxARERERkcz76M/9bDsRhp+HC1/0rpurg9LNsPxdbt68mdDQUOrVq4eLiwsuLi78888/fPHFF7i4uLB06VIOHz5MQECA4zhAt27daN26dYbXdXd3x8/PL9UmIiIiIiI3Z8X+UCb+cwSAD7rXolSBzM3enBdY3rLUtm1bdu7cmWrf448/TpUqVXjppZcoXLgwgwYNSnW8Zs2afPrpp9x///13slQRERERkXzlbEQcz8/bDsBjTcvSsUZxiyu6sywPS76+vtSoUSPVPm9vbwoVKuTYn96kDmXKlKFcubw7p7uIiIiIiJWS7QYj52zjQnQCVYv78ep9Va0u6Y6zvBteTpID5roQkTxKP19ERCS3Gff3IdYeuYCXmzNf9amLh6uz1SXdcZa3LKVnxYoV1z2e1b90pExbHRMTk6n1X0REblZCQgIAzs757380IiKS+2w4epHPlh0A4O0Ha1Ah0MfiiqyRI8PSnebs7ExAQAChoaEAeHl5YbPl3ZWIReTOstvtnDt3Di8vL8ckNSIiIjnVpegERszZit2ArvVK0q1+KatLsoz+r31ZyriolMAkIpKVnJycKFOmjP4QIyIiOZphGIyav53T4XGUL+zN2w/WuPGT8jCFpctsNhvFixenSJEiJCYmWl2OiOQxbm5uODlpmKiIiORsU1YdZfm+UNxcnPiyT1283fN3XMjf7z4dzs7OGlMgIiIiIvnO1pBLvP/7PgBe71yN6iX8La7Ievozp4iIiIhIPhcek8iwWVtJsht0qlmcRxqXsbqkHEFhSUREREQkHzMMgxcWbOdkWCxlCnoxtltNjbG9TGFJRERERCQfm77mGH/uOYurs41xferh5+FqdUk5hsKSiIiIiEg+teO/MN77bS8Ar95XlZqlNE7pagpLIiIiIiL5UEScOU4pMdmgQ/Wi9G8WZHVJOY7CkoiIiIhIPmMYBq/8sJOQizGUKuDJB91qa5xSOhSWRERERETyme/Xh7B452lcnGx82bsu/l4ap5QehSURERERkXxk18lw3l60B4CX761C3TIFLK4o51JYEhERERHJJyLiEhk6awsJSXbaVS3CgLvKWV1SjqawJCIiIiKSDxiGwcs/7OD4hRhKBnjy0cMap3QjCksiIiIiIvnAd2uP89vOM7g62/iqT10CvNysLinHU1gSEREREcnjdvwXxruLzfWUXr63qsYpZZLCkoiIiIhIHhYee3mcUrKde6oV5YnmQVaXlGsoLImIiIiI5FGGYfDigu2cuBhLqQKefNhd45RuhsKSiIiIiEgeNW31MZbsPours41xfeppPaWbpLAkIiIiIpIHbTsRxtjfzXFKr91XldqlA6wtKBdSWBIRERERyWPCYhIYOnMLickG99UsRr9mQVaXlCspLImIiIiI5CF2u8Hz87ZzMiyWsoW8eL9bLY1TukUKSyIiIiIiecjEf4+wfF8obi5OjO9bDz8PjVO6VQpLIiIiIiJ5xPojF/joz/0AjHmgOtVL+FtcUe6msCQiIiIikgeci4xn+OytJNsNutQtSa+Gpa0uKddTWBIRERERyeWS7QYj5mwlNDKe4CI+vNulhsYpZQGFJRERERGRXO7zZQdYc/gCXm7OTHikHl5uLlaXlCcoLImIiIiI5GL/HDjHl38fAmBs15pULOJrcUV5h8KSiIiIiEgudSoslpFztmIY0LdxGR6sU9LqkvIUhSURERERkVwoIcnOsFlbuBSTSI2SfrzeuZrVJeU5CksiIiIiIrnQ2N/3siUkDF8PF8b3qY+Hq7PVJeU5CksiIiIiIrnMoh2nmLb6GACf9KhDmUJe1haURyksiYiIiIjkIodCo3hpwQ4Anm5VgfbVilpcUd6lsCQiIiIikkvEJCQxZOZmohOSaVK+IKPuqWR1SXmawpKIiIiISC5gGAav/riTA2ejKOLrzhe96+LirF/ns5M+XRERERGRXOD79SEs3HYKZycbX/WpRxFfD6tLyvMUlkREREREcrjtJ8J4+9c9ALzUsTKNyhW0uKL8QWFJRERERCQHuxSdwJCZW0hItnNPtaIMbFHe6pLyDYUlEREREZEcym43eG7eNk6GxVK2kBcfPlwbm81mdVn5hsKSiIiIiEgO9eVfh/h7/zncXZyY0Lc+/p6uVpeUrygsiYiIiIjkQCv2h/LZ8gMAvPNQDaqV8LO4ovxHYUlEREREJIc5cTGGkXO3YRjQu1EZHm5Q2uqS8iWFJRERERGRHCQuMZkhM7cQFpNI7VL+jH6gmtUl5VsKSyIiIiIiOciYX3ez82Q4BbxcGf9IfdxdnK0uKd9SWBIRERERySHmbTzB7A0nsNng8151KRngaXVJ+ZrCkoiIiIhIDrDrZDj/+3kXAM+1q0TLSoEWVyQKSyIiIiIiFguLSeDp7zeTkGSnbZUiDG1T0eqSBIUlERERERFL2e0Gz87dxn+XYilT0ItPetTByUkLz+YECksiIiIiIhb64q+DVxaefaQe/l5aeDanUFgSEREREbHIX/vO8vnygwC826Um1Uv4W1yRXM3F6gLypc3TITEWsIHNdtXtZTYnc3NyBpvzVfcv3zq5gJPr5VtncHa9ss/ZFZzdrrq96r6Lu3meTc26IiIiIlY7fiGakXPMhWcfaVKG7vVLWV2SpKGwZIXlb0PMeWte2+YELh6Xw5OHGaBSbl29wNUDXDzBNe3mDW7e4OZ1+b7X5cc+V27dfc1bF3cFMhEREZHriE1IZtCMzUTEJVG3TABvdK5udUmSDoUlK1TtDHERgAGGcdUtV+4bdnOzJ4ORfNV9O9iTrmzJKfcTL99PhOQESL58mxRvXjOFYYfEGHPLLk4ul8OTH3j4mSHqmvv+V20B4BmQ+rGLW/bVJyIiImIhwzB4+ccd7DsTSWEfNyb0rY+bi0bH5EQKS1a4//M7+3r2ZDM0Jcebt44t7qrbOLNrYFLc5TCVcht7JVwlxEBC1FX3o83HCVEQHwVJsZdfLwniwswt/BZrdvUGzwKXtwDz1qvg5dtC5uZZ8PL9y7ce/mrREhERkRxv+ppj/LztFM5ONsb1qUcxfw+rS5IMKCzlB07OZrc5vLL3dZKTLoenyyEqPhLiws3b+AizNc1xP/yqLcy8jQ2H+MvpKjHa3CL+y/zrO7mYock78Mqtd2Fz8yoMPkXAu4h561PE7F4oIiIicgdtOHqRdxfvBeDV+6rSuHwhiyuS61FYkqzj7HK5FSjg1q9hTzbDVOylq7awK/djLkDMRfM29uKVxwlRZotW1Flzyww3X/AJBJ+ilwNUMfAtmua2mNmC5aSmcREREbk9ZyPiGDJzC0l2gwdql+CJ5kFWlyQ3oLAkOYuT85XudzcjMe5ycLoA0eeu3Eafg+jzl7dQiDpnhqnkeEiIhIuRcPHIDWpyBd/iZnDyKw6+JS7fL2Hu9y9p7nNVE7qIiIikLyHJzpCZWzgfFU+VYr68360mNg0fyPEUliRvcPUwQ4t/yRufaxhm61VKcIo6C1GhEHUGIs+mvo25YE6aER5ibtfjVdgMUP6lrtz6l758W8psqXLWPzkREZH86J3Fe9h8/BK+Hi58/Uh9vNz0O0FuoG9J8h+b7crMe4UrXv/cpAQzTEWehohTEHkGIk9BxOkr+yJOmhNjxJw3tzM7Mnhd58sh6nKACiiTevMvZU67LiIiInnK/E0n+G7tcQA+61mHoMLeFlckmaWwJHI9Lm4QUNrcMmIY5niq8P+uhKeIkxB+0twXfsJ8bE8y74efyOBCNrN7X0AZKBAEAWXN2wKXb32Lm90URUREJNfY8V8Yry3cBcCz7SrRtmpRiyuSm6GwJHK7bLbL05cXhOK10j/Hnmx29UsJT2EhV25TtsQYs7Uq8jScWH/tNZxczSBVsBwUKAcFy5v3C5Y3g5XGTImIiOQo56PieXrGZhKS7LSrWpThd9+gR4vkOApLIneCk7M5OYRfcSjd8NrjhmGOjwo7DpeOX749Zt6/dMwMVvZEuHjY3K5hM7v4FSwPhSpAwQpXbguWU/c+ERGROywp2c6wWVs4FR5H+cLefNKzNk5OmtAht1FYEskJbLYra0KVrH/t8eQkc6zUpWNw8ag5g9+lo5fvHzVn9kvp/ndsZdqLm+OkClWAwsFQKNgcq1UoGPxKalp0ERGRbDD2932sO3IRbzdnJj1WHz8PV6tLklugsCSSGzi7XJkIolzL1MdSWqUuHoELl1ueHLdHzCCVMpvfkb9TP9fFEwpVNENU4UoQWMm8LVRRi/aKiIjcop+3nWTKqqMAfNyjNhWL+FpckdwqhSWR3O7qVqnSjVIfMwxzrakLh8zt/MErt5eOQlIsnN1pbqkvagazwpUgsDIEVrm8VTJnERQREZF07T4Vzks/mDPjDm1TgY41iltckdwOhSWRvMxmA58i5la2WepjyUnm2KjzB+H8ATi/37x/bj/EhZnHwo7DoaWpn+dXMnWAKlLNfOzhd8feloiISE50KTqBQTM2E5dop1WlQJ5rX9nqkuQ2KSyJ5FfOLuY4pkIVoHLHK/sNA6LPm+Hp3H4zSJ3bZ96PPH1lbNThv1Jfz78MFKl61XY5RGlyCRERyQeSku0Mn72V/y7FUqagF1/0qouzJnTI9RSWRCQ1mw18As0t6K7Ux2LDzNB0bt+VLXSvGaJSxkUdXHLVtZzN8VBFq5tbkcu3/qXM1xEREckjPliyn1WHzuPp6szER+vj76UJHfIChSURyTzPACjT2NyuFnPxcnDaY4ans3vM+3FhV0LVrh+unO/hD0VrmFuxmlCsBgRW1VpRIiKSK/287SST/j0CwEcP16ZqcXVNzysUlkTk9nkVNMdEXT0uyjAg4pQZms7ugrO7zRB1fj/EhcPx1eaWwuZsTihRrAYUq2Uu8FuslnltERGRHGrXyXBeXGBO6DCkdQU61dKEDnmJzTAMw+oi7oSIiAj8/f0JDw/Hz09pX8QySQnmOKizu+DMzitb7MX0z/cvfTk81TYDVPHa4Ftc3fhERMRyF6LieeCr1ZwMi6V15UCm9GuocUq5RGazgcKSiFjPMMxxT2d2wpkdcHqHeXvpWPrnexeBEnWgeJ0rt34lFKBEROSOSUy28+iU9aw7cpFyhb1ZOLQ5/p4ap5RbZDYbqBueiFjPZjPDjl8JqNThyv7YsNQB6vR2sxtfdCgc/NPcUngHQom6UKKeeVuynjlluoiISDZ477e9rDtyEW83ZyY9Wl9BKY9SWBKRnMszAMq1MLcUCTFmF75T2+D0NjNAhe41F99NG6D8Sl4OUHWhZH3z1jPgzr4HERHJcxZs/o9pq48B8EnPOgQX9bW2IMk2Cksikru4eUHpRuaWIjEWzuyCU1svb1vMKc5T1oTat+jKuYUrmcEpZStaA1zc7vz7EBGRXGn7iTBe/WknACPaBtOhejGLK5LspDFLIpI3xUeZrU6ntsDJLeZtemOgnN3MSSNKNYRSDcxb/9Ia/yQiItcIjYjjga9WcyYijnZVizLp0fo4aUKHXEljlkQkf3P3gaDm5pYi+rwZnE5uvrxtgthL8N9Gc0vhU/Sq8NTI7L7n5nXn34OIiOQY8UnJPP39Zs5ExFGxiA+f9qytoJQPqGVJRPIvw4CLR8zglBKYzuwEe1Lq85xczMVzSze+3AWwMfiXsqZmERG54wzD4OUfdjJ30wn8PFz4edhdlCvsbXVZchs0dXgaCksikimJsWb3vf82wokN5m3k6WvP8ytptj6VaQplGkPRmuCsxnoRkbxo+uqjjP51D042mPZ4I1pVCrS6JLlN6oYnInIrXD2hTBNzA7P1KfyEGZxObID/NpjTmEechD0nYc/Cy8/zNrvtpTy3VENw1+xIIiK53ZpD53l78V4AXrm3qoJSPqOwJCJyPTYbBJQxt5rdzX0J0easeyHr4MR6CFkP8eFw9B9zA7A5mV33yja/3PrUFHz0P1gRkdzkxMUYhszaQrLdoEvdkjzZopzVJckdpm54IiK3y26Hc/sgZO3l8LQWwkKuPa9QMJRtagaoss3MACYiIjlSdHwS3SasYd+ZSGqV8mfeoKZ4uDpbXZZkEY1ZSkNhSUTuqPCTZmg6vsa8Dd1z7Tn+ZczZ+spenrWvQDlNWS4ikgPY7QZDZm7hj91nCPR159dhd1HM38PqsiQLKSylobAkIpaKuWi2Oh1fY26ntoKRnPoc3xKXpzu/C4JaQMHyCk8iIhb4fNlBPl12ADdnJ2Y/1YT6ZQtYXZJkMYWlNBSWRCRHiY+6HJ5Ww7HV5vTl9sTU5/iVvBKcyrWAAkGWlCoikp/8vvM0g2duAeD/utWkZ0N1mc6LFJbSUFgSkRwtIcacpvzYKji2Ev7bdG148i9jhqZyraBcS/Arbk2tIiJ51J5TEXSbsIbYxGQebx7Em/dXt7okySYKS2koLIlIrpIQY7Y8HVtpBqiTm69dLLdwJTM0lWtltkB5FbSmVhGRPOB8VDwPfrWak2GxtAguzLT+DXFxdrK6LMkmCktpKCyJSK4WHwUn1sHRf+HIP+bCuVz949sGxWtB+TZQvrW51pOrp0XFiojkLglJdvpOXsfGY5coV9ibhUOa4+/lanVZko0UltJQWBKRPCX2kjnW6eg/ZoA6ty/1cWd3MzCVb21uxWuDk6a8FRFJyzAMXv5hJ3M3ncDX3YWfhjanYhEfq8uSbKawlIbCkojkaZFnzBanIyvMLfJU6uOeBS4HpzZQ4W4IKG1BkSIiOc+01UcZ8+senGwwpX9D2lQuYnVJcgcoLKWhsCQi+YZhwPmDV4LTsZUQH5H6nELBZmiq0MYc7+Tua0WlIiKWWnnwHP2mbsBuwGv3VWVgy/JWlyR3iMJSGgpLIpJvJSeZE0Qc/guO/G3OtHf1Gk9OrmaXvYptoWI7KFpD6zuJSJ539Hw0D361ioi4JLrXL8WH3Wth08++fENhKQ2FJRGRy2LDzNamw3+Z26VjqY/7FIUKbc3wVL4NeBeyokoRkWwTHptIl/GrOXIumnplApj9VBPcXTSuMz9RWEpDYUlEJAMXDpuh6dAyc7KIxJirDtqgZH0IvgeC20HxuuCkqXRFJPdKSrbz+PSNrDx4nuL+Hvw8rDlFfD2sLkvuMIWlNBSWREQyISkeQtaZwenQcgjdnfq4V2Gzq15we3PMk9Z2EpFcZvQvu5m+5hiers7Mf7opNUr6W12SWEBhKQ2FJRGRWxBxygxOB/+EwysgIfLKMZsTlGpotjpV6qCxTiKS481aH8KrP+0E4OtH6tGxRnGLKxKrKCylobAkInKbkhPhxHozOB1cdm2rk19Js8UpuAOUbwVu3tbUKSKSjjWHz/PYlA0k2Q2eb1+J4W2DrS5JLKSwlIbCkohIFgv/zwxOB/40pyhPir1yzNkdyrWASh3NTes6iYiFjp2P5qHxqwmLSeSB2iX4vFcdzXyXzykspaGwJCKSjRLj4NgqOLgEDiyBsOOpjxetYYamyvdCiXqaJEJE7piIuES6jl/DodAoapcOYO5TTfBw1cx3+Z3CUhoKSyIid4hhwLn9cOB32P8H/LcBDPuV495FzDFOle+D8q3BzcuyUkUkb0u2GzwxfSP/HDhnznw3tDlF/DTznSgsXUNhSUTEItEX4NBS2P+7OcPe1ZNEuHhChTZmcKrUAXyKWFeniOQ5by/aw5RVR/FwdWLB08008504KCylobAkIpIDJCXA8VVmi9P+3yD8xFUHbebselU6QZXOULiiZWWKSO539cx3E/rW496amvlOrlBYSkNhSUQkhzEMOLvLbHHatxhOb0t9PLDK5eDUyRznpMHYIpJJqw+dp99UzXwnGVNYSkNhSUQkhws/aY5z2rcYjv4L9qQrx3xLQJX7oOr9ULY5OLtaV6eI5GiHz0XRZdxqIuKSeKhOCT7tqZnv5FoKS2koLImI5CKxYeZiuPsWwcGlkBB15ZhnAah0rxmcKrQBV0/LyhSRnOVSdAJdxq/m2IUY6pctwMwnG2vmO0mXwlIaCksiIrlUYpzZ0rTvV9j3G8Scv3LM1dtcCLfq/RB8D3jo57tIfpWQZOexqetZd+QipQp4snBocwr7uFtdluRQmc0GOW6hi/fffx+bzcbIkSMBuHjxIsOHD6dy5cp4enpSpkwZnnnmGcLDw60tVERE7gxXD6h0DzzwJYw6AP1/g8aDwa8UJEbDnoXwwwD4sALM6gXbZkPsJaurFpE7yDAMXl+4i3VHLuLj7sKUfg0VlCRLuFhdwNU2btzIxIkTqVWrlmPfqVOnOHXqFB999BHVqlXj+PHjPP3005w6dYoFCxZYWK2IiNxxTs4Q1NzcOo6FU1th76+w9xe4cMgc83Tgd3ByMddwqvYgVO4E3oWsrlxEstHklUeZu+kETjb4snddKhfztbokySNyTDe8qKgo6tWrx/jx43nnnXeoU6cOn332Wbrnzp8/n0ceeYTo6GhcXDKX99QNT0QkDzMMCN0Le342g1PonivHbM4QdBdU72J21/MubF2dIpLllu45y1MzNmEY8EbnajxxVzmrS5JcINd1wxs6dCidOnWiXbt2Nzw35U1dLyjFx8cTERGRahMRkTzKZoOi1aDNKzBkLQzbBHe/DsVqgZEMR/+BRSPho0rw3YOwaRpEn7/hZUUkZ9t1MpwRc7ZiGNC3cRkebx5kdUmSx+SIbnhz5sxhy5YtbNy48Ybnnj9/nrfffpunnnrquueNHTuWMWPGZFWJIiKSmxQOhpajzO3iEbPFafdCcy2nIyvMbfHzUK4FVHsIqj6grnoiucyZ8Die/HYTMQnJ3FWxMKMfqK4pwiXLWd4N78SJEzRo0IClS5c6xiq1bt063W54ERERtG/fnoIFC/LLL7/g6prxOhvx8fHEx8enem7p0qXVDU9EJD+7eNScECIlOKWwOZtjnGp0hSqdwTPAkvJEJHOi45PoMXEtu09FULGIDz8Mboa/p9Zfk8zLNVOHL1y4kC5duuDsfGUO/OTkZGw2G05OTsTHx+Ps7ExkZCQdOnTAy8uLRYsW4eHhcVOvozFLIiKSSkpw2vUjnNlxZb+TK1RsC9W7mgvhumuguEhOkmw3GDRjM8v2nqWQtxsLhzandEEvq8uSXCbXhKXIyEiOHz+eat/jjz9OlSpVeOmll6hRowYRERF06NABd3d3fvvtN7y8bv4fhMKSiIhk6Pwh2P0T7P4x9eQQLh7m+k01u5u3WgBXxHLvLNrD5FVHcXNxYvbAxtQvW9DqkiQXymw2sHzMkq+vLzVq1Ei1z9vbm0KFCjmC0j333ENMTAzff/99qskaAgMDU7VIiYiI3JLCFaHVC+YWus8MTbt+hAsHzdn19v4Cbr5QpZMZnMq3Bmd1+RG5075fd5zJq44C8GH3WgpKku0sD0s3smXLFtavXw9AxYoVUx07evQoQUFBFlQlIiJ5VpEqUORVaP2K2T1v1w9mcAo/ATvmmJtXIXMNp5oPQ+km4JRjJpcVybP+PXCON3/ZDcBz7SvxYJ2SFlck+YHl3fDuFHXDExGRW2a3w38bzOC0+yeIPnflmH9ps7Wp5sNQtLp1NYrkYQfORtJt/Boi45PoWrckH/eorZnv5LbkmjFLd4rCkoiIZInkJDj2L+xcAHt+gYTIK8eKVL8cnLpDQBnrahTJQ85FxtNl/Gr+uxRLo6CCzHiyEe4uGoYht0dhKQ2FJRERyXKJsXBgCeycDwf/hOSEK8fKNodaPczuep4FrKtRJBeLTUim16S1bP8vnLKFvPhpSHMKertZXZbkAQpLaSgsiYhItoq9ZLY07ZwPx1YBl//36uwGlTpCrZ4Q3B5c3C0tUyS3SLYbDJm5mSW7zxLg5cpPQ5pTrrC31WVJHqGwlIbCkoiI3DHh/5nd9HbMTT0VuUcAVO8CtXtD6UagMRciGXp38R6+WXkUN2cnvn+yMY3KaeY7yToKS2koLImIiCXO7DJn0Nu5ACJPX9lfoJwZmmr1gILlrKtPJAease44ry/cBcDnvepo5jvJcgpLaSgsiYiIpezJcGwlbJ9jdtdLjL5yrEwzqN0Lqj8EHv6WlSiSE/y9L5QB327EbsDz7SsxvG2w1SVJHqSwlIbCkoiI5BgJ0bB3EWyfDUdWcGV8k7u58G2dvlChDThpxi/JX3afCqfH12uJTkime/1SfNi9lqYIl2yhsJSGwpKIiORIEadgxzyzxenc3iv7fYubXfRq9zEXyhXJ406Hx/LQuNWcjYinWYVCTH+8EW4uWvBZsofCUhoKSyIikqMZBpzeBttmmzPqxV68cqxEPajTB2p0Ay8Ncpe8Jyo+iYe/Xsve0xEEF/FhweBm+Hu6Wl2W5GEKS2koLImISK6RlAAHl8C2Web6TfYkc7+zG1TpDHX7Qnl105O8ITHZzoBvN/HvgXMU9nHjpyHNKV3Qy+qyJI9TWEpDYUlERHKlqHNmS9O2mXB215X9fiXN2fTq9IFCFayrT+Q2GIbBKz/uZM7GE3i4OjHnqabUKR1gdVmSDygspaGwJCIiuZphwOntZmjaMQ/iwq4cK9sc6j4C1R4ENy3aKbnHuL8P8eGS/TjZYOKjDWhfrajVJUk+obCUhsKSiIjkGYlxsP832Po9HP4Lx2x6br5QsxvUfQxK1tOit5KjLdx6kpFztwHw1oPVeaxpkKX1SP6isJSGwpKIiORJ4Sdh+ywzOF06dmV/kWpQ91Go1RO8C1lWnkh61hw+T7+pG0hMNniqZXleva+q1SVJPqOwlIbCkoiI5Gl2OxxfBVtmwN5fICnO3O/sZq7dVK8flGsFTpqKWax14Gwk3SasITIuiU41i/Nl77o4OakVVO4shaU0FJZERCTfiL0EOxfAlu/gzI4r+wsEma1NdR8B32KWlSf5V2hEHF3Gr+FkWCwNyhbg+ycb4+GqWR3lzlNYSkNhSURE8qXT283QtGMexEeY+2zOUKkj1O8HFdtpCnK5I6Ljk+g5aS27TkZQrrA3Pw5uRgFvN6vLknxKYSkNhSUREcnXEmJgz0LY/C2cWHdlv19JqPeY2eLkX9Ky8iRvS0q28+R3m1ix/xyFvN34cUgzyhbSzI1iHYWlNBSWRERELgvdZ7Y2bZ8NsRfNfTYnCO4A9ftDcHu1NkmWMQyDl3/YydxN5lpKswc2oW6ZAlaXJfmcwlIaCksiIiJpJMXD3l9h83Q4tvLKfr9SUO9RtTZJlvh82UE+XXZAaylJjqKwlIbCkoiIyHWcP2iGpm0zzQkiwGxtqnQvNHgCKtytmfTkps3beIIXfzAnGXnnoRo80qSsxRWJmBSW0lBYEhERyYTEuMutTdPg+Oor+wPKQoPHoc4j4BNoXX2Sa6zYH8qAbzeRbDcY0roCL3asYnVJIg4KS2koLImIiNykc/th0zTYNgviw819Tq5Q7UGztalsM7BpfRy51s7/wuk5aS0xCcl0rVuSj3vUxqb/ViQHUVhKQ2FJRETkFiXEwO4fYdNUOLn5yv7AqtBwANTqCR76f6uYTlyMocv4NZyPiqd5xUJM698INxd14ZScRWEpDYUlERGRLHBqmxmads6HxBhzn5uPGZgaDoCi1S0tT6x1KTqBbl+v4ci5aKoU82Xe003x83C1uiyRaygspaGwJCIikoXiwmH7HNg4Gc4fuLK/TDMzNFV9AFy04Gh+EpuQTN/J69gSEkYJfw9+HNKcYv4eVpclki6FpTQUlkRERLKBYZjTjm+cDHsXgZFs7vcuYk4IUf9x8CtubY2S7ZKS7Tz9/RaW7T2Ln4cLCwY3o1JRX6vLEsmQwlIaCksiIiLZLOIUbP7WnII86oy5z8kFqt4PjZ6CMk01IUQeZBgGr/60i9kbQnBzceL7AY1pVK6g1WWJXJfCUhoKSyIiIndIcqI5/fjGyamnHy9SHRoNhFo9wM3buvokS6UsOmuzwYS+9ehYQy2JkvMpLKWhsCQiImKBM7tg4zewY96VCSE8/KHuo2ZwKhBkaXlye+ZsCOHlH3cC8PaD1Xm0aZC1BYlkksJSGgpLIiIiFooNM9dr2jAJLh29vNMGle81u+iVb60uernM8r1neWrGZpLtBkPbVOCFDlp0VnIPhaU0FJZERERyALsdDi2F9RPh8PIr+wtXhsZPQa1e4O5jXX2SKVtCLtHnm3XEJdrpXr8UH3avpUVnJVdRWEpDYUlERCSHOX/QbGnaNgsSosx97v5Q71GztalAWWvrk3QdORdFtwlruBSTSOvKgXzzWANcnbXorOQuCktpKCyJiIjkUHHhsG02bJgIF4+Y+2xOUKUTNB4MZZupi14OcTYijq7j13AyLJbapfyZNbAJ3u4uVpclctMUltJQWBIREcnh7HY4+CesnwBHVlzZX6ymGZpqdgcXd8vKy+/CYxPpOXEt+85EUq6wN/OfbkphH30fkjspLKWhsCQiIpKLnN0D67+GHXMhKc7c5x0IDZ+EBgPAJ9Da+vKZuMRkHpuygQ3HLhLo686Pg5tRuqCX1WWJ3DKFpTQUlkRERHKhmIvmIrcbJ0PESXOfszvUehiaDIGi1S0tLz9IthsM/n4zf+45i6+7C3MHNaVaCf0uJbmbwlIaCksiIiK5WHIi7PkZ1o2Hk5uv7C/fGpoMhYrtwEmTDGQ1wzB49addzN4QgpuLE9890Ygm5QtZXZbIbVNYSkNhSUREJA8wDDixAdaNg72/gmE39xeuZLY01e4Frp7W1piHfLL0AF8sP4jNBhP61qNjjeJWlySSJRSW0lBYEhERyWMuHTenHt/yHcRHmPu8CpnjmhoO1Lim2zRj7TFe/3k3AO88VINHmmgqd8k7FJbSUFgSERHJo+IiYOsMWPc1hIeY+5zdoXZPs4tekSrW1pcL/bbzNENnbcEwYGS7YEa2q2R1SSJZSmEpDYUlERGRPC45Cfb+Amu/Sj2uqWJ7aP4MBLXQek2ZsPrQeR6ftpGEZDt9G5fhnYdqYNPnJnmMwlIaCksiIiL5hGHAifVmaNq7CLj8q07x2tDsGaj2EDhrIdX07PgvjN6T1hGdkMy9NYrxVZ96ODspKEneo7CUhsKSiIhIPnThsDmD3taZkBRr7vMvA02HQN1Hwd3H2vpykEOhUfSYuJaL0Qk0r1iIqf0b4u7ibHVZItlCYSkNhSUREZF8LPqCuVbThkkQc97c5+EPDZ6AxoPBt6i19VnsVFgs3Ses4VR4HLVK+TNrYBN83NX6JnmXwlIaCksiIiJCYixsn2N20btwyNzn7Aa1e0Oz4VA42Nr6LHApOoGHJ67lUGgU5QO9mT+oKYV83K0uSyRbKSylobAkIiIiDnY77P8NVn8O/224vNMGVTpB85FQuqGV1d0x0fFJ9Jm8nu0nwijm58EPQ5pRMkDrVEnep7CUhsKSiIiIpCtknRma9v92ZV+ZZtB8BATfA05O1tWWjRKS7Az4diMrD54nwMuV+YOaElzU1+qyRO6IzGYDdUYVERGR/K1ME3M7tx/WfAHb50LIGnMLrAp3jYQa3cDZ1epKs0yy3eC5edtYefA8Xm7OTOvfUEFJJB1qWRIRERG5WsRpWD8BNk6FhEhzn39pc0xT3UfBzcva+m6TYRi8tnAXs9aH4OpsY0q/hrSsFGh1WSJ3lLrhpaGwJCIiIjclNgw2TYV1EyA61NznVQgaDYJGA8GroKXl3aoP/tjH+BWHsdngy9516VyrhNUlidxxCktpKCyJiIjILUmMg+2zzHFNl46Z+1y9ocHj0HQo+OWesDHxn8OM/X0fAO91qUmfxmUsrkjEGgpLaSgsiYiIyG1JToK9P8OqT+HMTnNfyrTjzUdAoQrW1ncDczaE8PKPZt0vdazC4NY5u16R7KSwlIbCkoiIiGQJw4BDy2Hlx+YkEAA2J6jeFe56ForVsLa+dPy28zTDZm3BbsDTrSrw8r1VrC5JxFKZzQZ5cy5MERERkexis0FwO3jid3j8D3N6ccMOuxbA181hVk84seHG17lDVh48x4g5W7Eb0LtRaV7qWNnqkkRyDbUsiYiIiNyu0zvM7nm7fwIu/2pVriW0GGXe2myWlLX5+CUembye2MRkOtUszhe96+LsZE0tIjmJuuGlobAkIiIi2e7CYTM0bZ8D9kRzX6mG0PIFswXqDoamvacj6DVpHeGxibQILsyUfg1xc1GnIhFQWLqGwpKIiIjcMWEnzAVut3wHSXHmvmI1ocXzUPUBcHLO1pc/ej6ah79ey/moeOqXLcCMAY3wcnPJ1tcUyU0UltJQWBIREZE7LioU1n4FG6dAQpS5r3Als3tejW7gnPUB5mRYLD2+XsvJsFiqFfdj9lNN8Pd0zfLXEcnNFJbSUFgSERERy8RchA2TzAVu48LMfQXLw13PQe1e4Jw1YeZcZDw9Jq7l6Ploygd6M29QUwr7uGfJtUXyEoWlNBSWRERExHJxEbDxG1g7DmIumPv8y8BdI6HuI+By68EmPCaRnpPWsu9MJCUDPFkwuCnF/T2zpm6RPEZhKQ2FJREREckxEqJh01RY/QVEh5r7fEuYoaneY+B6cyEnOj6JR6asZ2tIGIG+7swf1JSgwt5ZX7dIHqGwlIbCkoiIiOQ4ibHmJBCrPoPIU+Y+n2LQfAQ0eDxToSkuMZknpm9kzeELBHi5MvepplQu5pu9dYvkcgpLaSgsiYiISI6VFA/bZsLKTyD8hLnPu8iV0OR2pZUo2Z7MltAtnIs5RwH3QkxeZmP53nN4uzkza2ATapcOsOY9iOQiCktpKCyJiIhIjpeUANtnw8qPICzE3OdVGJo/Aw0GsOzMOt7f8D5nY846nmJP9Cf53ANM6zGAphUKWVS4SO6isJSGwpKIiIjkGsmJ5sK2Kz+CS8cAWFagCM8FeJD2FzfDMNe6/bT1p7Qr2+6OlyqSGykspZHTwlJ0QnSGx5ydnPFw8cjUuU42Jzyv6s98M+fGJMaQ0ddvs9nwcvW6pXNjE2OxG/YM6/C+qivBzZwblxRHsj05S871cvXCdnkV9fikeJLsSVlyrqerJ042c3X0hOQEEpMTs+RcDxcPnC8vYHgz5yYmJ5KQnJDhue4u7rg4udz0uUn2JOKT4jM8183ZDdfL0+DezLnJ9mTiUhZvTIersytuzm43fa7dsBObGJsl57o4ueB+ebYqwzCISYzJknNv5t+9fkakf65+RuhnRJ78GZGcCLt/hNWf8aBPImedncFmw2634+Tk5DjNho2iXkX5o9sfju9XRDKW2WygpZwt4jPWJ8Nj9wXfx+I+ix2Pi3xUJMMftq3KtmJF/xWOx0GfB3E+5ny65zYo0YCNAzc6HlcbV43j4cfTPbdaYDV2D9nteNzwm4bsObcn3XPL+pfl2Mhjjsctp7dk06lN6Z5b2Ksw514453h878x7+ef4P+me6+XqRfSrV36x6zavG78d/C3dcwGMN6/8ovboT4+yYM+CDM+NeiXK8YvToEWD+Hb7txmeGzoqlEDvQACeW/Ic4zeNz/DcoyOOEhQQBMBry1/jo7UfZXjursG7qF6kOgDvrXyPMf+MyfDcDU9uoGHJhgB8vu5zXlz2Yobn/t3vb1oHtQZg0uZJDPt9WIbnLuq9iE6VOgEwc+dMHv/58QzPndd9Hg9XfxiAn/b+RI8FPTI8d9qD0+hfpz8ASw4tofPszhme+9W9XzG00VAAVoaspM23bTI894N2H/BC8xcA2HJ6C40mN8rw3Ddbvcno1qMB2HtuLzUm1Mjw3FFNR/HhPR8CEBIeQrnPy2V47pAGQxjXaRwA52POU+SjIhme2692P6Y/NB0ww8T1/t13r9ad+Q/PdzzWzwiTfkboZ4R+RpjuLteGUOPKv409IXuoEXSlZgODMzFn2BK6hYbFGmZ4HRG5OU43PkVERERErBR/Vaue3W62tu46tstxP8W5mHOISNZRNzyLqIvNzZ+rLjbqYpMnu9hcpm54V+hnxM2fq58Rprz8M2Jr6FYGLx9s1mC3s/fEXgCqlq6aqjve1NIP0bDFa+Dqke51RMSkMUtp5LSwJCIiIpJZ3687ythdj2JzCedyNk/FZkDR5CT+OHEKZ98S0OI5c3Hby2FMRFLLbDZQNzwRERGRHOzHLf/x+s97iD97PzabOZnD1WzYwGbjpXJdcPYrZS5u+9so+LI+bJ5uThIhIrdEYUlEREQkh1q04xSj5m/HMKBPjU580uoTinilnjSiqFdRPmn9Ce3ufg+e2QL3fQS+xc3FbX8dYYambbMgOeMuoiKSPnXDExEREcmBluw+w5CZW0i2G/RqWJr3utTEyclGdEI0HWZ2ID45nk87fkrTEk2vnS48MdZsVVr5CUSHmvsKBUPrl6F6V3DS38slf9OYpTQUlkRERCS3+HtfKE/N2ERiskHXuiX58OHaODuZ3e+iE6Id04xfPc19uhJiYOM3sOoziL1o7itSHdq8ClU6ke4AKJF8QGOWRERERHKh1YfOM+j7zSQmG3SqVZwPutdyBKWb5uYFzUfAiO3Q5jVw94PQ3TC3L3zTBg4ug/zxd3ORW6KwJCIiIpJDrD9ygQHfbiQhyU77akX5rGcdXJyz4Nc1Dz9o9SKM3AEtRoGrN5zaCjO7wbR74fia238NkTxIYUlEREQkB9gScoknpm8kLtFOq0qBfNWnLq5ZEZSu5lkA2r5uhqamw8DFA0LWmoFpRlczQImIg8KSiIiIiMV2/hdOv6kbiE5IplmFQkx8tD7uLs43fuKt8i4MHd6FZ7ZCgyfAyQUOL4dJrWHuIxC6L/teWyQXUVgSERERsdDuU+E8MmU9kXFJNAwqwOR+DfBwzcagdDW/EtD5Uxi2EWr1BGyw91cY3wR+HASXjt2ZOkRyKIUlEREREYvsOxPBI5PXEx6bSL0yAUx7vBFebi53vpCC5aHrJBi8Bqp0BgzYMQe+bAC/vQBRoXe+JpEcQFOHi4iIiFjg4NlIek1ax4XoBGqXDmDGgEb4ebhaXZbp5GZY/jYc+dt87OoFTYZAs+HgGWBpaSJZQVOHi4iIiORQh0Kj6P3Nei5EJ1CzpD/fPZGDghJAyfrw2EJ47BfzfmIMrPwIPq9trtmUEGN1hSJ3hMKSiIiIyB109Hw0fb5Zx/moeKoV92PGgEb4e+agoHS18q3gyeXQcyYEVoG4MFj2JnxZDzZNg+QkqysUyVYKSyIiIiJ3yPEL0fSetI7QyHiqFPPl+ycbE+DldlPXiEuK4+H5D/Pw/IeJS4rLpkqvYrNB1c7meKaHJoB/GYg8DYtGwvjGsHuhFraVPOu2xiwlJiZy5swZYmJiCAwMpGDBgllZW5bSmCURERGx0omLMfScuJZT4XEEF/Fh9lNNKOzjftPXiU6IxmesDwBRr0Th7ead1aVeX1K82ar07wcQc8HcV6IetBtttkSJ5ALZNmYpMjKSCRMm0KpVK/z8/AgKCqJq1aoEBgZStmxZBg4cyMaNG2+reBEREZG85MTFGHpNWsep8DjKB3ozc2DjWwpKOYKLOzR5Gp7ZBq1eAldvOLUFvnsAZnSB09utrlAky9xUWPrkk08ICgpi2rRptGvXjoULF7Jt2zYOHDjA2rVrefPNN0lKSuKee+6hY8eOHDx4MLvqFhEREckVUoLSybBYyhf2ZvbAJhTx9bC6rNvn4QdtXoUR26DRU+DkCof/goktYcEArdEkecJNdcPr3bs3//vf/6hevfp1z4uPj2fatGm4ubnxxBNP3HaRWUHd8ERERORO+++SGZT+uxRLucLezHmqCUX9bi8oWd4NLyMXj8Lf78LO+eZjJ1do+CS0fAG8C1lbm0gamc0GWmdJREREJBucDIul16S1nLhoBqXZA5tQzP/2W5RybFhKcXo7LH3zyhpN7n7QfIS5TpObl7W1iVymdZZERERELHJ1UAoq5JVlQSlXKF7bXKPp0Z+gWC2Ij4C/3janG9/8raYbl1zF5VafGBERwbRp0zhz5gzlypWjdu3a1KxZEy8v/cVARERE8q9TYbH0nrSOExdjKVvIi9lP5aOgdLUKd0O51rBrgRmWwkLg12dg3XhoNwYqdTCnJRfJwW65G167du3Yvn07DRs2JCQkhP379wNQoUIFateuzdy5c7O00NulbngiIiKS3U6Hx9Jz4jpCLsZQpqAXc55qQokAzyx9DcMwiEmMAcDL1QtbbggcSfGwcYo53XjsJXNf2bvgnrehZD1ra5N8KdvHLHl7e7NixQoaNmwImJM67Ny5k23btrF9+3a+/PLLW6s8mygsiYiISHY6eblFKTuDUq4XGwarPoV1EyA53txXoxu0fQMKBFlZmeQz2R6WmjZtyvjx46lbt+4tF3knKSyJiIhIdvnvUgy9vzG73pUpaHa9K6mglLGwE+bMedvnAIY5c16jp6DlKPAqaHV1kg9k+wQPH3zwAW+88Qbx8fG3egkRERGRXC9lHaWUMUpzsjkoxSfF039hf/ov7E98Ui79PSygNHT5Ggb9C+XbgD0R1o2DL+rAmi/NbnsiOcAth6WgoCAiIiKoVq0ar776Kr/88gsnTpzIytpEREREcrSUoJSyjtLcp5pme9e7JHsS327/lm+3f0uSPZfPLFe8ljlz3iM/QtEaEBcOf/4PvmoIu36E/LHCjeRgtxyWunXrxrFjx2jevDlr1qyhX79+BAUFERgYyD333JOVNYqIiIjkOCEXzKB0MiyW8lm4jlK+VLGt2cr0wFfgUwzCjsOCx2FKewhZZ3V1ko/d8tThu3btYu3atdSuXdux79ixY2zdupUdO3ZkSXEiIiIiOdHxC9H0mrSO0+FxlA/0Zs7AJhTxU1C6LU7OUO9RqNEV1nwFqz+H/zbC1A5Q9QFoPwYKlre6SslnbjksNWzYkOjo6FT7goKCCAoKokuXLrddmIiIiEhOdPR8NL0nreNMRBwVAr2Z/VQTivgqKGUZN29o/RLU72dOArH1e9j7C+z/HRoPMieB8CxgdZWST9xyN7wRI0YwevRowsLCsrAcERERkZzrUGgUPSeu5UxEHMFFfJjzVFMFpeziWwwe+BKeXgUV2pqTQKz9Cr6oC+snQnKi1RVKPnDLU4c7OZk5q1ChQnTp0oXGjRtTt25datSogZubW5YWmRU0dbiIiIjcjgNnI+nzzXrOR8VTuagvMwc2prCP+x2vIzohGp+xPgBEvRKFt5v3Ha/BEgeXmZM/nNtrPi5UEe55Byp1hNywMK/kKJnNBrfcDe/o0aNs377dsQjte++9x7Fjx3BxcaFy5coatyQiIiJ5xp5TETwyZT0XoxOoVtyP759sTEHvnPfH4TwtuB2Ubw1bv4O/3oULh2B2LyjXEu5515xZTySL3XLLUnoiIyPZtm0bO3bsYOjQoVl12SyhliURERG5FTv/C+eRKesJj02kVil/vnuiEQFe1gUlwzA4H3MegMJehbHlx1aVuAhY9QmsHQ/J8YDNnByizf/At6jV1UkukNlscFNhKSQkhDJlymS6iJMnT1KyZMlMn5+dFJZERETkZm0NucRjUzcQGZdE3TIBfPtEI/w8XK0uS1JcOg7Lx8CuH8zHbj7Q4nloMgRcNZZMMpbZbHBTEzw0bNiQQYMGsXHjxgzPCQ8P55tvvqFGjRr88MMPN3N5ERERkRxj07GLPDrFDEoNgwrwnYJSzlOgLHSfCk/8CSXrQ0KUGZ7GNYTdC7Wordy2mwpLe/bswdvbm/bt21OsWDE6derEwIEDGT58OI888gj16tWjSJEiTJ06lQ8++IBnnnnmpgt6//33sdlsjBw50rEvLi6OoUOHUqhQIXx8fOjWrRtnz5696WuLiIiIZMb6Ixd4bOoGouKTaFK+INMfb4RvDglK8UnxDF08lKGLhxKfFG91OTlDmcYwYBl0mQS+JSAsBOb3g2n3wamtVlcnudgtjVmKjY1l8eLFrFq1iuPHjxMbG0vhwoWpW7cuHTp0oEaNGrdUzMaNG+nRowd+fn60adOGzz77DIDBgwezePFipk+fjr+/P8OGDcPJyYnVq1dn+trqhiciIiKZsfLgOQZ+t4m4RDt3VSzMN481wNPN2eqyHPLtbHiZlRANq78wF7VNigVsUKcvtH1D45nEIVvGLGWnqKgo6tWrx/jx43nnnXeoU6cOn332GeHh4QQGBjJr1iy6d+8OwL59+6hatSpr166lSZMmmbq+wpKIiIjcyLI9ZxkycwsJyXbaVA5kwiP18XDNOUEJFJYyLfw/WDYGds4zH7v5mAvaNhkCLnd+ynfJWbJlzBKAr68vLVu25Nlnn+X7779n9+7dZEXeGjp0KJ06daJdu3ap9m/evJnExMRU+6tUqUKZMmVYu3btbb+uiIiICMDiHad5+vvNJCTb6Vi9GBMfbZDjgpLcBP9S0O0bs3teynimZaNhXCPY+6vGM0mm3PQ6S//3f//H5s2b+euvv/jqq6+w2+14enpSq1Yt6tevT7169ahXrx61a9fO9DXnzJnDli1b0p044syZM7i5uREQEJBqf9GiRTlz5kyG14yPjyc+/ko/3oiIiEzXIyIiIvnLT1v/4/l527Eb8GCdEnz8cG1cnG/6b8qSE5VuaAamHXPNsHTpGMx9BIJaQMf3oditDR+R/OGmw9KQIUMc92NjY/H29mb48OFcvHiRdevWMXnyZBISEkhOTs7U9U6cOMGIESNYunQpHh5ZN8Xj2LFjGTNmTJZdT0RERPKm2RtCePWnnRgG9GhQirFda+HslA/XLsrLnJygTm+oej+s+hTWfAnHVsLEFtDgCWjzGngVtLpKyYFu608mnp6eAPTu3ZuJEyeyceNGIiMj2bo187OObN68mdDQUOrVq4eLiwsuLi78888/fPHFF7i4uFC0aFESEhIICwtL9byzZ89SrFixDK/7yiuvEB4e7thOnDhxS+9RRERE8q6pq47yyo9mUHqsaVneV1DK29x9oO3rMGwDVHsQDDtsnAxf1IUN30ByktUVSg6T5e3LLi4u1KpVK9Pnt23blp07d7Jt2zbH1qBBA/r27eu47+rqyvLlyx3P2b9/PyEhITRt2jTD67q7u+Pn55dqExEREUkxfsUh3lq0B4CnWpZnzAPVcVJQyh8KBEGP76Dfr1CkOsSFwW+jYGJLOPqv1dVJDnLT3fCymq+v7zVTjXt7e1OoUCHH/gEDBvDcc89RsGBB/Pz8GD58OE2bNs30THgiIiIiKQzD4KM/9zPu78MAPNM2mGfbBWOz5Y6g5OnqydERRx335TaUawmD/oXN0+DvdyF0N3x7P1R9AO55x1z0VvK1mw5LTz75JPXr16dBgwaOFqTs/uHy6aef4uTkRLdu3YiPj6dDhw6MHz8+W19TRERE8h673eCtRXuYvuYYAC91rMLg1hWsLeomOdmcCAoIsrqMvMPZBRoNhBrd4O/3YNMU2PsLHPwTmo+Eu0aCQmm+ddPrLLVq1Ypt27YRGRmJi4sLSUlJdO3aldatW1OvXj3q1KmDl5dXdtV7y7TOkoiISP6WbDd45ccdzNv0HwBvP1idR5sGWVuU5Dxnd8PvL5kTQAD4l4EO75qTQ+SS1ke5sWxflPbgwYNs3ryZLVu2OLawsDCcnZ2pVKkSu3fvvuXis4PCkoiISP6VkGTn2XnbWLzjNE42+LB7bbrVL2V1WbckITmB15a/BsC7bd/FzdnN4oryIMOAPT/DktcgwgzXlG8N934AgZUtLU2yRraHpfQcPXqUTZs2sXXrVt57772sumyWUFgSERHJn+ISkxkycwt/7QvF1dnGF73qcm/N4laXdcuiE6LxGesDQNQrUXi7eVtcUR6WEGNONb76c0iOBycXaPw0tHoJPPT7ZG5mSVjKyRSWRERE8p/o+CSe/HYTa49cwN3FiYmP1qd15SJWl3VbFJYscPGo2cq0f7H52LsItB8DtXqZazhJrpPZbKBvV0RERPKk8JhEHpmynrVHLuDj7sJ3TzTK9UFJLFKwHPSeBY/8AIWCIToUFg6GaR3h9A6rq5NspLAkIiIieU5oZBw9J61la0gY/p6uzHyyMY3LF7K6LMntKraDwWug/Vvg6g0n1sOkVrD4eYi9ZHV1kg0UlkRERCRPOXExhoe/Xsu+M5EU8XVn3qCm1C4dYHVZkle4uEHzETB8E9ToDoYdNk6GL+vD5m/Bbre6QslCCksiIiKSZxw8G0n3r9dw/EIMpQt6Mv/pplQu5mt1WZIX+ZWA7lOg3yIIrAoxF+DXZ2ByWzi5xerqJIsoLImIiEiesOO/MHpMXMvZiHiCi/iw4OlmlC2kyQ8km5VrAU+vhA5jwd0PTm2Bb+6GX0dCzEWrq5PbpNnwREREJNdbe/gCA7/bRFR8ErVL+TP98UYU8M6b6w/ZDTt7z+0FoGpgVZxs+tt3jhF5Fpa+ATvmmI89C5qz5tV5RLPm5TCaOjwNhSUREZG8admeswyZtYWEJDtNyxfim34N8HF3sbosyc+OrTYnfbgcainVEDp9DMVrW1uXOGjqcBEREcnzftr6H4O+30xCkp321Yoy7fGGCkpivaDml7vmvQduPvDfRpjUGhaPgtgwq6uTm6CwJCIiIrnS1FVHeXbudpLtBl3qlmR833p4uDpbXVa2S0hOYPSK0YxeMZqE5ASry5GMOLtC06Ew7OpZ876BrxrA9jmQPzp35XrqhiciIiK5imEYfLL0AF/+dQiAx5sH8Xqnajg52Syu7M6ITojGZ6wPAFGvROHtpkkscoWj/5pd884fMB+XvcvsmlekirV15VPqhiciIiJ5TrLd4LWFuxxBadQ9lXijc/4JSpKLlWsJT6+Gtm+CiyccXwVfNzcnhIiPsro6yYDCkoiIiOQK8UnJPDN7K7PWh2CzwTsP1WDY3cHYbApKkku4uEGL52DYBqjcCexJsPpzGNcY9v6qrnk5kMKSiIiI5HjR8UkMmL6JxTtP4+ps46ve9XikSVmryxK5NQFloPcs6D3HvB/xH8x9BGb1gEvHrK5OrqKwJCIiIjnaxegE+kxez6pD5/Fyc2Zq/4Z0qlXc6rJEbl/le2HIemgxCpxc4eCfMK4JrPwYkjR5R06gsCQiIiI51n+XYuj+9Rq2nwgjwMuVWQOb0CI40OqyRLKOmxe0fR0Gr4GgFpAUC8vfgq/vgmOrrK4u31NYEhERkRxp/5lIuk1Yw5Fz0ZTw92DB002pUzrA6rJEskdgJej3K3SZBF6F4fx+mN4JfhoM0eetri7f0tThIiIikuNsOHqRJ7/dSERcEsFFfPhuQCOK+3taXVaOkGxPZsvpLQDUK14PZ6e8v7ZUvhN7yWxd2jQNMMAjANq/BXUfBSe1dWSFzGYDhSURERHJUf7cfYbhs7cSn2SnQdkCTO7XgAAvN6vLErnzTmyERc/C2Z3m49JN4P7PoEhVS8vKC7TOkoiIiOQ6czaE8PT3m4lPstOuahFmDGisoCT5V+mG8NQK6PAeuHrDiXXmWKZlYyAhxurq8gWFJREREbGcYRh89ddBXv5xJ3YDejQoxdeP1MfTTV3M0kpITuDD1R/y4eoPSUjWjGl5nrMLNB2aem2mVZ/AhKZwaJnV1eV56oYnIiIilkq2G4z5dTffrT0OwNA2FRh1T2UtNpuB6IRofMb6ABD1ShTebt4WVyR31N5F8PuLEHHSfFyjG3QYC75Fra0rl1E3PBEREcnx4hKTGTpzC9+tPY7NBqPvr8YLHaooKIlkpGpnGLoemgwFmxPs+gG+agibpoLdbnV1eY7CkoiIiFgiLCaBR6es54/dZ3BzduKr3vXo37yc1WWJ5HzuvtDxPRj4N5SoC/Hh5kQQ0+6F0L1WV5enKCyJiIjIHXcyLJbuX69l47FL+Hq48N2ARnSqVdzqskRylxJ14Mnl0PH9qyaAaAF/vQOJcVZXlycoLImIiMgdtfd0BF3Hr+ZQaBTF/T1Y8HQzmpQvZHVZIrmTkzM0GXx5Aoj7wJ4I/34IE5rB0X+tri7XU1gSERGRO2bNofP0+HotZyPiqVTUhx8GN6NyMV+ryxLJ/fxLQa9Z0GMG+BaHi4fh2/vhp8EQc9Hq6nIthSURERG5I37Zfop+0zYQGZ9Eo3IFmf90M0oEeFpdlkjeYbNBtQfMCSAaDgRssH2WOQHEjvmQPybBzlKaOlxERESylWEYTPz3CO//vg+A+2oW45MedfBw1RpKtyLZnszKkJUAtCjTAmcnfY6SgRMb4ddnIHSP+bhiO+j0CRQoa21dOUBms4HCkoiIiGSbZLvBm7/s4vt1IQA80bwcr3WqirOTpgYXuSOSEmD15/DvB5CcAK5ecPf/oNEgc8HbfErrLImIiIilYhKSGDRjE9+vC8Fmg9c7V+ON+6spKIncSS5u0OoFGLwGyjaHxBhY8ipMbgund1hdXY6nsCQiIiJZ7lxkPL0nrWPZ3lDcXZwY36ceA+7SGkpZITE5kXEbxjFuwzgSkxOtLkdyi8LB0G8R3P8FePjD6W0wqTUsfRMSY62uLsdSNzwRERHJUkfORdFv2gZOXIylgJcrk/s1oH7ZglaXlWdEJ0TjM9YHgKhXovB287a4Isl1Is/C7y/CnoXm44IV4IEvIOguS8u6k9QNT0RERO64Tccu0nXCGk5cjKVMQS9+GNxMQUkkp/EtCj2+NacaT5lmfHon+HUExIZZXV2OorAkIiIiWeLX7afoM3k9YTGJ1C4dwI9DmlE+0MfqskQkI1U6mdOM13/cfLx5OoxrDHt/tbSsnERhSURERG6LYRiMX3GI4bO3kpBkp321oswe2JjCPu5WlyYiN+LhD/d/Bv1/g0IVIeoMzH0E5j5qdtfL5xSWRERE5JYlJtt55cedfPDHfsCcGvzrR+rj5ZZ/pyQWyZWCmsPTq+Gu58DmDHt/gXGNYOvMfL2YrcKSiIiI3JLIuESemL6RORtP4GSDMQ9U19TgIrmZqwe0exMG/QPF60BcGPw8BL7vCpeOW12dJRSWRERE5KadCovl4a/XsvLgeTxdnZn0aAP6NQuyuiwRyQrFasKTy6HdGHB2h8N/wfimsH4i2O1WV3dHaepwERERuSm7TobzxPSNhEbGE+jrztR+DalZyt/qsvKNJHsSSw4tAaBDxQ64OKnLo2Sj84fgl+EQssZ8XLoJPPiVuW5TLpbZbKCwJCIiIpm2dM9Znpm9ldjEZCoV9WHa440oGeBpdVkikp3sdtg0BZaNhoQos7Wp9cvQ7Blwzp1hXessiYiISJYxDINv/j3CUzM2EZuYTIvgwiwY3ExBSSQ/cHKCRgNhyDqo2B6S42H5GJjcFs7ssrq6bKWwJCIiIteVmGzn1Z928e5vezEM6Nu4DFP7N8TPw9Xq0vKlxOREpm+bzvRt00lMTrS6HMlPAkpD3/nQZSJ4BMDpbTCpFfw9FpISrK4uW6gbnoiIiGQoPDaRoTO3sOrQeWw2+F+najzRPAibTTPeWSU6IRqfseZiv1GvROHt5m1xRZIvRZ6Bxc/DvkXm4yLVzbFMJetZW1cmqRueiIiI3JaQCzF0m7CGVYfO4+XmzDePNmDAXeUUlEQEfItBz++h+zTwKgShu81ueUvfhMQ4q6vLMgpLIiIico3Nxy/y0PjVHAqNopifB/Ofbkq7akWtLktEchKbDWp0haEboEZ3MOyw+jOY2AJObLS6uiyhsCQiIiKp/LjlP3pPWs/F6ARqlvTn52HNqV5CU4OLSAa8C0P3KdBrFvgUhfMHYOo98Of/IDHW6upui8KSiIiIAGC3G3zwxz6em7edhGQ7HaoXZe6gJhT187C6NBHJDap0MmfMq93bbGVa8yV8fReErLe6slumsCQiIiJExyfx9PebGb/iMABD21RgQt/6eLnlzjVURMQiXgWhy9fQey74FocLh2BqB/jjVUiIsbq6m6awJCIiks+dCovl4a/X8uees7g5O/Fpz9q80KEKTk6ayEFEblHljmYrU51HAAPWjYOvm8PxNVZXdlP05yIREZF8bGvIJQZ+t5nzUfEU9nFj4qMNqF+2gNVlyXW4u7gzr/s8x32RHMszAB4aB9Ufgl+egYtHYOEQGLYRnHPHOm1aZ0lERCSf+mX7KUbN305Ckp0qxXyZ3K8BpQp4WV2WiORFceHmhA81H4ZyLa2uJtPZQC1LIiIi+YzdbvDx0v2M+9scn9SualE+71UHb3f9WiAi2cTDHx740uoqbpp+KoqIiOQjUfFJjJyzjWV7zwIwqFV5XuxQBWeNT8o1kuxJ/LT3JwC6VO2Ci5N+nRPJLvrXJSIikk+EXIjhye82cuBsFG4uTvxft5p0qVvK6rLkJsUnxdNjQQ8Aol6JwkUzFopkG/3rEhERyQfWHD7PkJlbCItJpIivO5Mea0Cd0gFWlyUikqMpLImIiORxM9YdZ8wvu0myG9Qu5c/ERxtQzF8LzYqI3IjCkoiISB6VkGRnzK+7mbk+BIAH65Tg/7rVwsPV2eLKRERyB4UlERGRPOhcZDxDZ25hw7GL2GzwYocqPN2qPDabJnIQEckshSUREZE8Zud/4Tw1YxOnw+PwdXfhs151aFu1qNVliYjkOgpLIiIiecjCrSd56YcdxCfZKR/ozaRHG1CxiI/VZYmI5EoKSyIiInlAUrKd93/fx+RVRwG4u0oRPutVBz8PV4srk6zm5uzGtAenOe6LSPZRWBIREcnlwmISGD57KysPngdgWJuKPNu+khaazaNcnV3pX6e/1WWI5AsKSyIiIrnYvjMRPPXdZkIuxuDp6szHPWpzX83iVpclIpInKCyJiIjkUr9uP8WLC3YQm5hMqQKefPNYA6oW97O6LMlmSfYklhxaAkCHih1wcdKvcyLZRf+6REREcpmkZDv/98c+vllpjk9qEVyYL3rVpYC3xq/kB/FJ8XSe3RmA/2/vzuOjqu7/j79nJjPZ95CEENYk7KusQSpQQEQKaN1b3EpdKrXWVq20Ktr+FBe6+KWWum+toqiICkrdQEQEQRJZAwhhC0kIIXsm25zfH9HRlMGCZHInyev5eOSRm3tPbj4nj5PlPefecyvmVCjIxb9zgL/w0wUAQCtSXFmrX77wuT758qgk6fqxabp1ci/uTwIAPyAsAQDQSmw+WKrr/7VRh0qqFeZyaP5F3J8EAP5EWAIAoBV4ZeNB/X7JZtXWe9Q9IVyPXj5UPZMirS4LANo0whIAAAGstt6jP721Tc9/uk+SNKF3ov5yyWBFh/L8JADwN8ISAAAB6nBptX7xr8+VdaBEknTThAzdNCFDdu5PAoAWQVgCACAAfbK7SDe+uElHK2sVFRKkhy8dovG9E60uCwDaFcISAAABxBijRz/aowff2SGPkfp2jNI/Zw5Vl/gwq0tDgHA5XPr7lL97twH4D2EJAIAAUeau062Ls7Via4Ek6YIzUnXv+f0V4nRYXBkCidPh1OwRs60uA2gXCEsAAASAnPxy/eJfG7WnqFIuh11zp/fVT0Z0kc3G/UkAYBXCEgAAFnvt88Zlwd11HqVEh2jhzKEa1DnG6rIQoBo8DVq9f7Uk6QddfiCHnZlHwF8ISwAAWMRd16B73tymF9fvlyT9ICNBf7tksOIjgi2uDIHMXe/W+GfHS5Iq5lQo3BVucUVA20VYAgDAAvuPVukX/96orXllstkalwW/8YcZcrAsOAAEDMISAAAt7N1tBfrNy1kqd9crNsyphy8dorN6drC6LADAfyEsAQDQQuobPHroPzl6dNUeSdKQLjF65CdnKCUm1OLKAAC+EJYAAGgB+aVu/erFTVqfWyxJuvrMbpozpY9cQXaLKwMAnAhhCQAAP1u184hufilLxZW1iggO0gMXDNTUgR2tLgsA8D8QlgAA8JP6Bo/++t5OPfLhl5Kkvh2j9MhPz1D3BFYvA4DWgLAEAIAfFJS5deOLm7R+b+NldzNHddEdU/sqxMkzcXB6nA6nHpz4oHcbgP8QlgAAaGYffXXZ3dHKWoW7HJp3wUBNH5RidVloI1wOl24981arywDaBcISAADNpL7Bo7+9t0uPrNwtY6Q+HaP0yE+GqEeHCKtLAwB8D4QlAACaQV5JtX714iZt2HdMkvSTkV1014+47A7Nr8HToM8Pfy5JOqPjGXLYGWOAvxCWAAA4Te9uK9Ati7NVWl2niOAg3ffjAVx2B79x17s14okRkqSKORUKd7FgCOAvhCUAAL6nmvoGzVu+Q898kitJGpgarQWXDVHXeP55BYC2gLAEAMD3sLeoUje++Lm2HCqTJM0a012/O6c3D5kFgDaEsAQAwClamnVIv39tsyprGxQb5tT8iwZpQp8kq8sCADQzwhIAACepoqZedy3dotc+PyRJGtE9Tg9fOlgdo0MtrgwA4A+EJQAATsIXB0v0qxc3Kfdolew26cYfZujGH6YryMFldwDQVhGWAAD4Dh6P0eOr9+ihFTmq9xilRIfob5cO0YjucVaXBgDwM8ISAAAnUFjm1m8XZ2v1riJJ0rkDkjXv/IGKDnNaXBnaM6fDqblj53q3AfgPYQkAAB8+3FGoWxZn62hlrUKcdt09rZ8uGd5ZNpvN6tLQzrkcLt097m6rywDaBcISAADf4q5r0H3Lt+u5tfskSX06RmnBZYOVnhhpcWUAgJZGWAIA4Ctb80r160VZ2lVYIUm6+sxu+t05vRXidFhcGfANj/Fo+5HtkqQ+HfrIbmOREcBfCEsAgHbP4zF68uO9emhFjmobPOoQGaz5Fw3S2J4drC4NOE51XbX6L+wvSaqYU6FwV7jFFQFtF2EJANCu5Ze69dvFWVqz+6gkaVLfJN3/4wGKjwi2uDIAgNUISwCAduudLYd1+2ubVVJVpxCnXXf9qJ8uG8EiDgCARoQlAEC7U+6u0z1vbtMrGw9Kkvp3itLfLhmi9MQIiysDAAQSwhIAoF1Zt+eofvNytg6VVMtmk64fm6abJ/aUK4ib5AEATRGWAADtQk19g/7y7k499tEeGSOlxobqr5cM1vBucVaXBgAIUIQlAECbtyO/TL9elKUd+eWSpIuHperOH/VVZIjT4soAAIEsIK45WLhwoQYOHKioqChFRUUpMzNTb7/9tvd4fn6+Lr/8ciUnJys8PFxnnHGGXn31VQsrBgC0Bh6P0eMf7dH0BWu0I79c8eEuPXb5UD144SCCElotp8OpWzJv0S2Zt8jpYBwD/hQQM0upqam6//77lZGRIWOMnn32Wc2YMUObNm1Sv379dMUVV6ikpERvvPGGEhIS9MILL+jiiy/Whg0bNGTIEKvLBwAEoP1Hq3TLK9lav7dYkjShd6Luv2CgOkSyJDhaN5fDpYfOfsjqMoB2wWaMMVYX4UtcXJweeughzZo1SxEREVq4cKEuv/xy7/H4+Hg98MAD+vnPf35S5ysrK1N0dLRKS0sVFRXlr7IBABYzxuiF9ft177LtqqptULjLoTt+1FeXDmdJcABAo5PNBgExs/RtDQ0NWrx4sSorK5WZmSlJGj16tF566SVNnTpVMTExevnll+V2uzVu3LgTnqempkY1NTXej8vKyvxdOgDAYvmlbt326hf6aOcRSdLI7nGaf9EgdY4Ls7gyoPl4jEf7S/dLkrpEd5HdFhB3VQBtUsCEpc2bNyszM1Nut1sRERFasmSJ+vbtK0l6+eWXdckllyg+Pl5BQUEKCwvTkiVLlJ6efsLzzZs3T/fcc09LlQ8AsJAxRkuz8nTX0i0qc9crOMiu287pratHd5PdzmwS2pbqump1f7i7JKliToXCXeEWVwS0XQETlnr16qWsrCyVlpbqlVde0ZVXXqlVq1apb9++uvPOO1VSUqL33ntPCQkJev3113XxxRdr9erVGjBggM/zzZkzR7/5zW+8H5eVlalz584t1R0AQAspqqjRHUu26J2t+ZKkQanR+vPFg3nALADgtAXsPUsTJ05UWlqabrvtNqWnp2vLli3q169fk+Pp6en65z//eVLn454lAGh73voiT3ct3ariyloF2W26aUKGfjEuTUEOLktC21VZW6mIeY0vBjCzBHw/rfaepa95PB7V1NSoqqpKkmS3N/3D53A45PF4rCgNAGCxoooa3bV0i5ZvbpxN6p0cqT9fPEj9UqItrgwA0JYERFiaM2eOpkyZoi5duqi8vFwvvPCCVq5cqRUrVqh3795KT0/Xddddp/nz5ys+Pl6vv/663n33Xb311ltWlw4AaGHLvjisO5du8c4m3TA+Xb8cny5XELNJAIDmFRBhqbCwUFdccYUOHz6s6OhoDRw4UCtWrNCkSZMkScuXL9ftt9+uadOmqaKiQunp6Xr22Wd17rnnWlw5AKCl+JpNmn/RIPXvxGwSAMA/AiIsPfnkk995PCMjQ6+++moLVQMACCTGGL31xWHNfaPx3iSH3abZ49L0yx9mMJsEAPCrgAhLAAD4UlDm1h2vb9G72wokMZsESFKQPUg3DLvBuw3Af/gJAwAEHGOMFm84qD8t26Zyd72C7DbNHp+u2dybBCg4KFiPTH3E6jKAdoGwBAAIKAePVWnOa5u1eleRJGlgarQevHCgeifz2AcAQMsiLAEAAoLHY/Svdft0/9s7VFXboOAgu34zqadmjenOc5OAbzHGqKiq8cWEhLAE2Ww2iysC2i7CEgDAcrsLy3X7q5u1Yd8xSdLwbrF64IKB6tEhwuLKgMBTVVelxPmJkngoLeBvhCUAgGVq6z1auPJLPfLhbtU2eBTucuh3U3pr5siustt5tRwAYC3CEgDAEhv3HdOc177QzoIKSdIPeyfq/53XXykxoRZXBgBAI8ISAKBFVdTU66F3dui5T/fJGCkhwqW50/rpRwM7cu8FACCgEJYAAC3mvW0FunPpFh0udUuSLhqaqj9M7aOYMJfFlQEAcDzCEgDA7/JL3br7ja16Z2u+JKlLXJjuO3+AxmQkWFwZAAAnRlgCAPhNg8fo+bW5mv+fnaqoaXy47KwfdNevJ/RUqMthdXkAAHwnwhIAwC+25pXq969tVvbBUknSkC4xmvfjATxcFjhNQfYgXTnoSu82AP/hJwwA0Kwqa+r1t/d26qk1uWrwGEWGBOl35/TWT0Z0YTlwoBkEBwXrmfOesboMoF0gLAEAmoUxRiu2FuiPb25V3lcLOEwd2FFzf9RXiVEhFlcHAMCpIywBAE7b/qNVuvvNrfpgR6EkKTU2VH+a0V/jeydaXBnQ9hhjVFVXJUkKc4ax5D7gR4QlAMD3VlPfoMdW7dHfP9ytmnqPnA6brjsrTbPHp7OAA+AnVXVVipgXIUmqmFOhcFe4xRUBbRdhCQDwvazZXaQ7X9+iPUWVkqTRafH644z+Sk+MsLgyAACaB2EJAHBK8kvdunf5dr2ZnSdJSogI1p0/6qPpg1K4HAgA0KYQlgAAJ6W23qOn1+zV/72/S5W1DbLbpMtHddVvJ/dSVIjT6vIAAGh2hCUAwP+0ZneR7lq6RV8eabzkbkiXGP1pRn/17xRtcWUAAPgPYQkAcEJ5JdW6d9l2Ldt8WJIUH+7S76b01oVnpPLMJABAm0dYAgAcp6a+QU9+vFcL3t+t6rrGS+6uyOymmyf1VHQol9wBANoHwhIAwMsYo/e2F+r/LdumfUcbn+MyvFus7pneX31ToiyuDoAkOewOXdj3Qu82AP8hLAEAJEm7C8t1z5vbtHpXkSQpMTJYt0/prfOHdGKVOyCAhASFaPFFi60uA2gXCEsA0M6Vuev08Hu79Ownuar3GLkcds36QXfNHp+uiGD+TAAA2i/+CgJAO9XgMVq84YAeWpGjo5W1kqSJfZJ0x9Q+6pYQbnF1AABYj7AEAO3Q2i+P6k9vbdO2w2WSpLQO4bprWj+N7dnB4soA/C+VtZWKmBchSaqYU6FwFy9uAP5CWAKAdmTf0Urdt3y7VmwtkCRFhgTppgkZunJ0NzkddourAwAgsBCWAKAdKHPX6ZEPduvpNbmqbfDIYbfpJyO66OZJPRUX7rK6PAAAAhJhCQDasPoGj17acEB/+c9O731JP8hI0J0/6queSZEWVwcAQGAjLAFAG2SM0cqcI7pv+XbtKqyQ1Hhf0h1T+2pcrw4sBQ4AwEkgLAFAG7M1r1T3Ld+uNbuPSpJiwpy6aUKGZo7qyn1JAACcAsISALQRh0urNX/FTr226aCMkVwOu64+s5tuGJ+u6FCn1eUBANDqEJYAoJUrd9fp0VV79MTHe+Su80iSpg9K0a2Te6lzXJjF1QFobg67Q+dmnOvdBuA/hCUAaKVq6z3697p9WvDBbhV/tXjDiG5x+v3UPhrcOcba4gD4TUhQiJb9ZJnVZQDtAmEJAFoZj8fozS/yNP8/OTpQXC1J6tEhXLdN7q3J/ZJYvAEAgGZCWAKAVuTjXUW6/53t2nKoTJLUITJYN0/sqYuHpSqIxRsAAGhWhCUAaAW2HCrVA+/s0OpdRZKkiOAgXT+2h342prvCXPwqB9qTytpKJc5PlCQV3lKocFe4xRUBbRd/YQEggO0urNBf3s3R8s35kiSnw6aZo7rqxh9mKC7cZXF1AKxSVVdldQlAu0BYAoAAdKikWg+/t1OvbDwoj5FsNum8wZ1088Se6hLPCncAALQEwhIABJCjFTV65MMv9a9P96m2oXEZ8Il9knTL5J7qnRxlcXUAALQvhCUACACl1XV6YvUePfXxXlXWNkiSRvWI062Te2to11iLqwMAoH0iLAGAhSpq6vX0x3v12Oo9KnfXS5IGdIrWbef00pj0BJYBBwDAQoQlALBAVW29nlu7T4+u+lLHquokSb2SInXzpAxN7pdMSAIAIAAQlgCgBbnrGvTCuv36x8ovVVRRI6nxgbK/nthTPxrQUXY7IQnAd7Pb7Brbdax3G4D/EJYAoAW46xq0aP1+LVz1pQrKGkNS57hQ3TShp84bnMIDZQGctFBnqFZetdLqMoB2gbAEAH7kKySlRIfoxgkZunBoqpyEJAAAAhZhCQD8wF3XoBfX79fClV+qsPybkDT7h+m6cGiqgoMcFlcIAAD+F8ISADSj6trGkPTPVd+EpE4xoZo9vjEkuYKYSQJweiprK9Xt4W6SpNybchXuCre2IKANIywBQDMod9fp+U/36cnVe3W0slYSIQmA/xRVFVldAtAuEJYA4DSUVNXq6TW5enrNXpV99ZykznGhumFcui44g5AEAEBrRlgCgO+hqKJGT6zeq+fX5qqytkFS4xLgvxyfrumDWN0OAIC2gLAEAKfgQHGVHl+9Ry99dkA19R5JUu/kSN34wwyd0z9ZDp6TBABAm0FYAoCTkJNfrn+u+lJvZOepwWMkSYNSo/XLH2ZoQu9EHiYLAEAbRFgCgO+wcd8xLVy5W+9tL/TuG5OeoBvGpSkzLV42GyEJAIC2irAEAP/F4zH6MKdQj360R+v3FkuSbDbpnH7J+sW4NA1MjbG2QADtmt1m17CUYd5tAP5DWAKAr9TUN2jppjw9tnqPdhdWSJKcDpt+PCRV147tobQOERZXCABSqDNUn13zmdVlAO0CYQlAu1daVad/r9+nZ9bkeh8kGxkcpJ+M7KKrz+yu5OgQiysEAABWICwBaLcOFFfp6TW5eumz/d7lv5OjQvSzMd106YguigpxWlwhAACwEmEJQLtijNHGfcf05Md7tWJrvr5a2E69kiJ17Vk9NG1QCg+SBRDQquqq1PeRvpKkbbO3KcwZZnFFQNtFWALQLtQ1ePT2lnw9+fFeZR8o8e7/QUaCZo3prrE9O7CyHYBWwRijfaX7vNsA/IewBKBNK6mq1aLPDujZT3J1uNQtSXIF2XX+4E762Zju6pUcaXGFAAAgUBGWALRJOfnleuaTXC3ZdFDuOo8kKSHCpZmjumrmqK5KiAi2uEIAABDoCEsA2owGj9F72wv0zJpcrd1z1Lu/T8coXT26m6YPTlGI02FhhQAAoDUhLAFo9Y5V1mrxxgN6bu0+HTxWLUly2G2a3C9JV2Z204jucdyPBAAAThlhCUCrlX2gRM9/uk9vZueppr7xUrvYMKcuHdFFM0d1VaeYUIsrBAAArRlhCUCr4q5r0BvZefrXp/v0xcFS7/6+HaN05eiumjG4E5faAWjTbDab+nbo690G4D+EJQCtwp4jFXpx/X69vOGgSqvrJEkuh11TB3bU5ZldNaRzDP80AGgXwpxh2nrDVqvLANoFwhKAgFVT36AVWwv04rr9TRZs6BQTqpmjuuriYamKZ1U7AADgJ4QlAAFnb1GlXly/X69sPKjiylpJks0mjevZQTNHddW4Xoly2JlFAgAA/kVYAhAQ3HUNWrE1Xy99dkCffPnNLFJyVIguHt5ZlwzvzIINACCpqq5Kwx8fLkn67JrPFOYMs7gioO0iLAGw1Na8Ur382QG9npXnvRfJZpPG90rUZSO6aHyvDgpy2C2uEgAChzFG245s824D8B/CEoAWV1pVp6XZh/TSZwe0Na/Mu79TTKguHJqqi5lFAgAAAYCwBKBFNHiMPt5dpFc3HtSKrfne5yK5HHZN6pekS4Z11pnpCdyLBAAAAgZhCYBf7S4s1ysbD2nJpoMqKKvx7u+dHKmLh3XW+UM6KTbcZWGFAAAAvhGWADS7kqpavZmdp1c+P6TsAyXe/TFhTs0YlKILhqZqQKdonosEAAACGmEJQLNw1zXogx2FWrLpkFbmFKquofGm4yC7TeN6JerCoZ00vneigoMcFlcKAABwcghLAL43j8fo071H9fqmQ3p7c77Ka+q9x/p0jNKFQ1M1Y3CKEnhwLAA0G5vNpq7RXb3bAPyHsATglBhjtDWvTG9m5+mN7DwdLnV7j6VEh2jGkE46b3An9UqOtLBKAGi7wpxhyv11rtVlAO0CYQnASdlVUK43s/P05heHtbeo0rs/KiRIUwd21HmDO2l4tzjZWc0OAAC0EYQlACe0/2iV3vwiT29m52lHfrl3f3CQXRP7JGnaoI7chwQAANoswhKAJnKLKrVs82G9veWwthz65oGxTodNY3t20LRBKZrQJ0kRwfz6AAArVNdV66xnzpIkfXTVRwp18hBvwF/4bweAvjxSobc3H9ayzfnafvibgOSw25TZI17TB6Vocr9kRYc5LawSACBJHuPRhrwN3m0A/kNYAtqhrxdp+M/WfK3YWqCcgm8usXPYbRqdFq9zB3TU2X2TFM9KdgAAoJ0iLAHtRIPHaENusVZsLdB/tuXr4LFq77Egu01npido6oCOmtQ3SbHhLgsrBQAACAyEJaANq65t0Me7i/TetgK9t71ARytrvcdCnHadldFBk/sla0KfRMWEEZAAAAC+jbAEtDH5pW69v6NA728v1JrdRaqp/+Z69qiQIE3sk6Sz+yVrbM8OCnWxih0AAMCJEJaAVs7jMdqSV6oPdhTq/e2F2nyotMnxTjGhmtgnUZP6Jmtkjzg5HXaLKgUAAGhdCEtAK1RaVaePdh3RypwjWrWzUEUV31xeZ7NJg1JjNKlvkib0SVSvpEjZbDwoFgDakoSwBKtLANoFwhLQCng8RtsOl2nVziNamVOojfuOyWO+OR7ucujM9ARN7JOk8b0T1SGSFewAoK0Kd4XryK1HrC4DaBcIS0CAyi91a/WuI1q9q0gf7y5S8bcWZ5CkjMQIje+dqHE9O2hYtzi5gri8DgAAoDkRloAAUVlTr/W5xVqzq0irdxU1efaR1Dh7lJkWr7G9GgNS57gwiyoFAABoHwhLgEVq6hu0aX+JPtldpE++PKqsAyWq/9a1dTabNLBTtH6Q0UE/yEjQkC6xzB4BAFRdV60p/54iSXr7p28r1BlqcUVA20VYAlpIbb1Hmw+V6NM9xfp0z1F9llssd52nSZvU2FCdmZagH/RM0JlpCTwcFgBwHI/xaNW+Vd5tAP5DWAL8xF3XoKwDJVq3p1jr9h7V5/uPHReOEiKCNTotXqPT4nVmegKX1gEAAAQQwhLQTEqr6rRxf7E25B7ThtxjyjpYotr6puEoLtylEd3iNLJHnM5MT1BGYgTLegMAAAQowhLwPRhjtL+4Shv3HdNnuce0cV+xdhZUHNcuISJYI3vEaVT3OI3sEU84AgAAaEUIS8BJKHPX6YsDpdq0/5iyDpRo04GS45bylqQeCeEa2jVWw7rFali3OPVICCccAQAAtFKEJeC/1NQ3aMfhcn1xqFSbD5Yo60CJdhVWyJim7VwOu/p1itLwbnEa2jVWQ7vGKiGCh8ECAAC0FYQltGu19R7tLCjXlkOlyj5Yqs2HSpSTX666BnNc285xoRrSOVZDusRocOcY9U2JUnCQw4KqAQDtXZiTBYGAlkBYQrtR5q7T9rwybc0r07bDje93F/oORrFhTg1MjdHA1GgN6BStIV1i1SGSWSMAgPXCXeGq/H2l1WUA7QJhCW1OfYNHuUcrtSO/XDn55d73+4urfLaPCgnSgNRoDejUGI4GpkarU0wo9xoBAAC0c4QltFr1DR7tL67S7sIK7T5Sod0FFdqRX67dRyqOW7L7aynRIeqbEq1+KVHqmxKlfilRBCMAAAD4RFhCwCt31ym3qEp7iiq050ilNxjtLapUbYPvUBTmcqhnUqR6JUWqV3KkeidHqk/HKMWGu1q4egAAmpe73q0LXr5AkvTqxa8qJCjE4oqAtouwhIBQ5q7T/qNVOlBcpdyjVcotqtTeokrtKapUUUXNCT8vxGlXWocIpSdGKL1DxFfBKEqpsaGy25ktAgC0PQ2eBi3ftdy7DcB/CEtoEVW19corqdahErcOHavWwWNV2l/cGI72FVeppKruOz8/ISJYPRLC1S0hTBmJkY3hKDFCnWIIRQAAAPCPgAhLCxcu1MKFC5WbmytJ6tevn+666y5NmTLF22bt2rX6wx/+oHXr1snhcGjw4MFasWKFQkNDLaoaX6uqrVd+qVv5ZW4VlLmVX1qjgjK38kqqlVdarUPHqnXsf4QhSUqIcKlzXJi6xIWpe0K4uieEq0dChLolhCkyxNkCPQEAAAC+ERBhKTU1Vffff78yMjJkjNGzzz6rGTNmaNOmTerXr5/Wrl2rc845R3PmzNGCBQsUFBSk7Oxs2e12q0tvk4wxqq5rUHFlrY5V1qmookZHKmoa35fXqKiiVkXljfsKytwqd9ef1Hkjg4PUKTZUnWJClRITqq7xYeocF9b4PjZM4cEBMRwBAAAASZLNGHP8Q2YCQFxcnB566CHNmjVLo0aN0qRJk/SnP/3pe5+vrKxM0dHRKi0tVVRUVDNWGphq6z2qqq1XRU29KmsaVFFTr3J3ncrc9SqtrlNZdZ3K3HUqq65XWXWdjlXV6lhVnY5V1qq4qvaEq8mdSJjLoeToECVHNb4lRYeoY3SINxh1ig1VFLNDAACctsraSkXMi5AkVcypULgr3OKKgNbnZLNBwL2U39DQoMWLF6uyslKZmZkqLCzUunXr9NOf/lSjR4/Wl19+qd69e+vee+/VmDFjrC73e3n5swOqrmuQxxh5TONMjscYGSN5jOQxRrX1HtV7PKpvMKptaHxf7/Gott7IXd+gmroGVdc1yF3nkbuu4au3xoBUWdNwwlXiToUryK7YMKcSIoK9bx0ig5UQ4frqfbASI4OVFB2iyOAglt8GAABAmxIwYWnz5s3KzMyU2+1WRESElixZor59++rTTz+VJN19992aP3++Bg8erOeee04TJkzQli1blJGR4fN8NTU1qqn5ZhW1srKyFunHyXjgnR06WlnbIl/LFWRXRHCQwlwORYU4FRUapOhQ51fbTu++uHCXYsJcigtzKTbcqbhwl0KdDgIQAAAA2q2ACUu9evVSVlaWSktL9corr+jKK6/UqlWr5PE0zpBcd911uvrqqyVJQ4YM0fvvv6+nnnpK8+bN83m+efPm6Z577mmx+k/FpL5JKq+pl91mk90m2W022STZvvWxM8imILtdTodNToddQQ67nHabnEF2hQTZFeJ0fPVmV7DToZCgxu2I4CCFBQcpwhWksGCHnA7u6wIAoC0Jd4XLzA3IuyiANidg71maOHGi0tLSdPvtt6tHjx56/vnnNXPmTO/xSy65REFBQfr3v//t8/N9zSx17ty53dyzBAAAAMC3VnvP0tc8Ho9qamrUrVs3paSkKCcnp8nxnTt3Nlla/L8FBwcrODjY32UCAAAAaKMCIizNmTNHU6ZMUZcuXVReXq4XXnhBK1eu1IoVK2Sz2XTrrbdq7ty5GjRokAYPHqxnn31WO3bs0CuvvGJ16QAAAADaqIAIS4WFhbriiit0+PBhRUdHa+DAgVqxYoUmTZokSfr1r38tt9utm2++WcXFxRo0aJDeffddpaWlWVw5AAAAgLYqYO9Zam7t7TlLAAAAAHw72WzAUmkAAAAA4ANhCQAAAAB8ICwBAAAAgA+EJQAAAADwgbAEAAAAAD4QlgAAAADAB8ISAAAAAPhAWAIAAAAAHwhLAAAAAOADYQkAAAAAfCAsAQAAAIAPhCUAAAAA8IGwBAAAAAA+EJYAAAAAwAfCEgAAAAD4QFgCAAAAAB8ISwAAAADgQ5DVBbQUY4wkqayszOJKAAAAAFjp60zwdUY4kXYTlsrLyyVJnTt3trgSAAAAAIGgvLxc0dHRJzxuM/8rTrURHo9HeXl5ioyMlM1ms7SWsrIyde7cWQcOHFBUVJSltaB1YMzgVDFmcKoYMzhVjBmcqkAaM8YYlZeXKyUlRXb7ie9MajczS3a7XampqVaX0URUVJTlAwWtC2MGp4oxg1PFmMGpYszgVAXKmPmuGaWvscADAAAAAPhAWAIAAAAAHwhLFggODtbcuXMVHBxsdSloJRgzOFWMGZwqxgxOFWMGp6o1jpl2s8ADAAAAAJwKZpYAAAAAwAfCEgAAAAD4QFgCAAAAAB8ISwAAAADgA2Hpe3jkkUfUrVs3hYSEaOTIkVq/fv13tl+8eLF69+6tkJAQDRgwQMuXL29y3Biju+66Sx07dlRoaKgmTpyoXbt2NWlTXFysn/70p4qKilJMTIxmzZqlioqKZu8b/KOlx0xubq5mzZql7t27KzQ0VGlpaZo7d65qa2v90j80Pyt+z3ytpqZGgwcPls1mU1ZWVnN1CX5m1ZhZtmyZRo4cqdDQUMXGxuq8885rzm7Bj6wYMzt37tSMGTOUkJCgqKgojRkzRh9++GGz9w3+0dxj5rXXXtPZZ5+t+Pj4E/7Ncbvdmj17tuLj4xUREaELLrhABQUFzdmt72ZwShYtWmRcLpd56qmnzNatW80111xjYmJiTEFBgc/2a9asMQ6Hwzz44INm27Zt5o477jBOp9Ns3rzZ2+b+++830dHR5vXXXzfZ2dlm+vTppnv37qa6utrb5pxzzjGDBg0yn376qVm9erVJT083l112md/7i9NnxZh5++23zVVXXWVWrFhhvvzyS7N06VKTmJhofvvb37ZIn3F6rPo987Vf/epXZsqUKUaS2bRpk7+6iWZk1Zh55ZVXTGxsrFm4cKHJyckxW7duNS+99JLf+4vTZ9WYycjIMOeee67Jzs42O3fuNDfccIMJCwszhw8f9nufcXr8MWaee+45c88995jHH3/8hH9zrr/+etO5c2fz/vvvmw0bNphRo0aZ0aNH+6ubxyEsnaIRI0aY2bNnez9uaGgwKSkpZt68eT7bX3zxxWbq1KlN9o0cOdJcd911xhhjPB6PSU5ONg899JD3eElJiQkODjYvvviiMcaYbdu2GUnms88+87Z5++23jc1mM4cOHWq2vsE/rBgzvjz44IOme/fup9MVtBArx8zy5ctN7969zdatWwlLrYgVY6aurs506tTJPPHEE83dHbQAK8bMkSNHjCTz0UcfeduUlZUZSebdd99ttr7BP5p7zHzb3r17ff7NKSkpMU6n0yxevNi7b/v27UaSWbt27Wn05uRxGd4pqK2t1caNGzVx4kTvPrvdrokTJ2rt2rU+P2ft2rVN2kvS5MmTve337t2r/Pz8Jm2io6M1cuRIb5u1a9cqJiZGw4YN87aZOHGi7Ha71q1b12z9Q/Ozasz4Ulpaqri4uNPpDlqAlWOmoKBA11xzjZ5//nmFhYU1Z7fgR1aNmc8//1yHDh2S3W7XkCFD1LFjR02ZMkVbtmxp7i6imVk1ZuLj49WrVy8999xzqqysVH19vR599FElJiZq6NChzd1NNCN/jJmTsXHjRtXV1TU5T+/evdWlS5dTOs/pICydgqKiIjU0NCgpKanJ/qSkJOXn5/v8nPz8/O9s//X7/9UmMTGxyfGgoCDFxcWd8OsiMFg1Zv7b7t27tWDBAl133XXfqx9oOVaNGWOMrrrqKl1//fVNXphB4LNqzOzZs0eSdPfdd+uOO+7QW2+9pdjYWI0bN07FxcWn3zH4jVVjxmaz6b333tOmTZsUGRmpkJAQ/eUvf9E777yj2NjYZukb/MMfY+Zk5Ofny+VyKSYm5rTOczoIS0Abd+jQIZ1zzjm66KKLdM0111hdDgLUggULVF5erjlz5lhdCloJj8cjSfrDH/6gCy64QEOHDtXTTz8tm82mxYsXW1wdApExRrNnz1ZiYqJWr16t9evX67zzztO0adN0+PBhq8sDfCIsnYKEhAQ5HI7jVuAoKChQcnKyz89JTk7+zvZfv/9fbQoLC5scr6+vV3Fx8Qm/LgKDVWPma3l5eRo/frxGjx6txx577LT6gpZh1Zj54IMPtHbtWgUHBysoKEjp6emSpGHDhunKK688/Y7Bb6waMx07dpQk9e3b13s8ODhYPXr00P79+0+jR/A3K3/PvPXWW1q0aJHOPPNMnXHGGfrHP/6h0NBQPfvss83SN/iHP8bMyUhOTlZtba1KSkpO6zyng7B0Clwul4YOHar333/fu8/j8ej9999XZmamz8/JzMxs0l6S3n33XW/77t27Kzk5uUmbsrIyrVu3ztsmMzNTJSUl2rhxo7fNBx98II/Ho5EjRzZb/9D8rBozUuOM0rhx47yv9trt/Li3BlaNmf/7v/9Tdna2srKylJWV5V3e9aWXXtK9997brH1E87JqzAwdOlTBwcHKycnxtqmrq1Nubq66du3abP1D87NqzFRVVUnScX+P7Ha7d6YSgckfY+ZkDB06VE6ns8l5cnJytH///lM6z2lpkWUk2pBFixaZ4OBg88wzz5ht27aZa6+91sTExJj8/HxjjDGXX365uf32273t16xZY4KCgsz8+fPN9u3bzdy5c30utRkTE2OWLl1qvvjiCzNjxgyfS4cPGTLErFu3znz88ccmIyODpcNbCSvGzMGDB016erqZMGGCOXjwoDl8+LD3DYHPqt8z33ailYkQmKwaMzfddJPp1KmTWbFihdmxY4eZNWuWSUxMNMXFxS3XeXwvVoyZI0eOmPj4ePPjH//YZGVlmZycHHPLLbcYp9NpsrKyWvYbgFPmjzFz9OhRs2nTJrNs2TIjySxatMhs2rSpyf8r119/venSpYv54IMPzIYNG0xmZqbJzMxssX4Tlr6HBQsWmC5duhiXy2VGjBhhPv30U++xsWPHmiuvvLJJ+5dfftn07NnTuFwu069fP7Ns2bImxz0ej7nzzjtNUlKSCQ4ONhMmTDA5OTlN2hw9etRcdtllJiIiwkRFRZmrr77alJeX+62PaF4tPWaefvppI8nnG1oHK37PfBthqfWxYszU1taa3/72tyYxMdFERkaaiRMnmi1btvitj2heVoyZzz77zJx99tkmLi7OREZGmlGjRpnly5f7rY9oXs09Zk70/8rcuXO9baqrq80NN9xgYmNjTVhYmDn//PNb9MVfmzHGtMwcFgAAAAC0HtzEAAAAAAA+EJYAAAAAwAfCEgAAAAD4QFgCAAAAAB8ISwAAAADgA2EJAAAAAHwgLAEAAACAD4QlAAAAAPCBsAQAAAAAPhCWAADtWklJiYYNG6bBgwerf//+evzxx60uCQAQIGzGGGN1EQAAWKWhoUE1NTUKCwtTZWWl+vfvrw0bNig+Pt7q0gAAFmNmCQDQKh09elSJiYnKzc09rfM4HA6FhYVJkmpqamSM0fd9HfHSSy/Vn//859OqBwAQOAhLAICAk5WVpUsvvVTJyclyuVxKS0vTH//4R9XX13vb3HvvvZoxY4a6det22l+vpKREgwYNUmpqqm699VYlJCQc1+bqq6/WHXfc8Z3nueOOO3TvvfeqtLT0tGsCAFiPsAQACChPPfWURowYoaSkJL311lvavn277rzzTv3tb3/TrFmzJElVVVV68sknvR+frpiYGGVnZ2vv3r164YUXVFBQ0OR4Q0OD3nrrLU2fPv07z9O/f3+lpaXpX//6V7PUBQCwFmEJABAwVq5cqWuuuUZPPPGEHn74YQ0bNkxpaWm66qqr9MADD+i5557T7t27tXz5cgUHB2vUqFFNPj83N1c2m02vvvqqzjrrLIWGhmr48OHav3+/Vq9erVGjRiksLEwTJkxQSUnJcV8/KSlJgwYN0urVq5vs/+STT+R0OjV8+HB5PB7dd999ysjIUEhIiJKSknTVVVd5206bNk2LFi3yx7cHANDCCEsAgIBx0003acqUKbriiiuOOzZ27FhJUnZ2tlavXq2hQ4ce1yY7O1uStHDhQt1333365JNPVFBQoJkzZ+r+++/X3//+d3344YfKzs7W008/LUkqKChQeXm5JKm0tFQfffSRevXq1eS8b7zxhqZNmyabzaZ58+Zp0aJFeuyxx5STk6MlS5borLPO8rYdMWKE1q9fr5qamub5pgAALBNkdQEAAEjSpk2b9MUXX+j+++/3eby6ulqSFBQUpH379iklJeW4NllZWYqLi9NLL73kXc1u7Nix+vjjj7V161bvQg7Dhw9Xfn6+JGnfvn269tprvQs73HjjjRowYECT8y5dulR//etfJUkrVqzQtGnTNH78eElS165dNXr0aG/blJQU1dbWKj8/X127dj2dbwkAwGKEJQBAQMjKypIkDR482Ofxzz//XJI0cOBAVVdXKyQk5Lg22dnZOv/885ss+71//35dcskl3qD09b4ZM2ZIapwJ+vpr+7J9+3bl5eVpwoQJkqTp06frd7/7nTZs2KCLLrpIF1xwgWJjY73tQ0NDJTXeVwUAaN24DA8AEBBqa2slyWcIkqR//OMfOuuss9S9e3clJCTo2LFjx7XJysrSyJEjm+zLzs5ucm+T2+1WTk6OBg0adFJ1vfHGG5o0aZK3rltuuUXbt2/XhAkT9Ne//lXp6enau3evt31xcbEkqUOHDid1fgBA4CIsAQACwtfhZdWqVccdmz9/vrZv366HH35YkjRkyBBt27atSZuysjLl5uZqyJAh3n179+5VaWlpk32bN2+WMea4S+1OZOnSpd5ZqK/17NlTt912mzZu3Kjy8vImtWzZskWpqak+lx8HALQuXIYHAAgIo0aN0uTJkzV79mzV1dVp2LBhKigo0BNPPKFFixZpyZIl3kv0Jk+erDlz5ujYsWPeS+Cys7PlcDjUv39/7zm/vofp2/cOZWVlKS0tTREREf+zpsLCQm3YsEFvvPGGJOnBBx9UcnKyhg8fLrvdrkcffVTx8fFN7llavXq1zj777Ob4lgAALMbMEgAgYLz22muaOXOmbr31VmVkZCgzM1OHDh3Szp07NWnSJG+7AQMG6IwzztDLL7/s3Zedna1evXo1uYwvOzu7yazS1/tO9hK8N998UyNGjPDOErndbt17770644wzNGbMGO3Zs0cffPCBN7C53W69/vrruuaaa7739wAAEDhsxhhjdREAAPjy85//XB9++KE2btyomJiYJseWLVumW2+9VVu2bJHd7p/X/qZPn64xY8botttuO6n2Cxcu1JIlS/Sf//zHL/UAAFoWM0sAgID1yCOP6Gc/+5k2bdp03LGpU6fq2muv1aFDh/z29ceMGaPLLrvspNs7nU4tWLDAb/UAAFoWM0sAAAAA4AMzSwAAAADgA2EJAAAAAHwgLAEAAACAD4QlAAAAAPCBsAQAAAAAPhCWAAAAAMAHwhIAAAAA+EBYAgAAAAAfCEsAAAAA4ANhCQAAAAB8ICwBAAAAgA+EJQAAAADw4f8DaGLtviCkMT8AAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 1000x700 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "Lt=0.01                       #longitud del eje X (rango de caudales en m^3/s)\n",
    "N = 100                       #numero de puntos a representar\n",
    "xp = np.linspace(0, Lt, N)    #puntos en x\n",
    "yp1 = h_inst(xp)              #puntos en y: curva instalacion\n",
    "yp2 = h_bomba(xp)             #puntos en y: curva bomba\n",
    "\n",
    "fig, ax  = plt.subplots(figsize=(10,7))     #genera el objeto \"fig\"\n",
    "ax.plot(xp,yp1,label='Curva resistente de la instalación')\n",
    "ax.plot(xp,yp2,label='Curva característica de la bomba')\n",
    "ax.plot(Qp,hp,'o')\n",
    "ax.plot([0,Qp],[hp,hp],'g--')\n",
    "ax.plot([Qp,Qp],[np.min(yp1),hp],'g--')\n",
    "ax.set_title('Curvas bomba/instalación')\n",
    "ax.set_xlabel(\"$Q(m^3/s)$\")\n",
    "ax.set_ylabel(\"$H(m)$\")\n",
    "ax.legend()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "_6fU7tD1c9NR"
   },
   "source": [
    "Otro cálculo de interés ingenieril es la **potencia a suministrar a la bomba (potencia en el eje)**. Para ello, primero evaluaremos el rendimiento para el caudal obtenido (punto de operación)\n",
    "\n",
    "$$\\eta(Q_p)=180Q-10000Q_p^2$$\n",
    "\n",
    "y después hallaremos la potencia en el eje utilizando la definición de rendimiento\n",
    "\n",
    "$$\\eta(Q_p)=\\frac{\\rho g Q_p H_p}{\\dot{W}_{eje}}$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "_gVkASAKc8vj",
    "outputId": "4171cd67-ac2e-4636-85c0-ddcf42577b32"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "El rendimiento es: 0.788392528487221\n",
      "Potencia fluido: 3008.86012907850 W\n",
      "Potencia eje: 3816.44931979752  W\n"
     ]
    }
   ],
   "source": [
    "def rendimiento(Q):\n",
    "    return  180*Q-10000*Q**2\n",
    "\n",
    "rto = rendimiento(Qp)\n",
    "potencia_fluido = rho*g*hp*Qp\n",
    "potencia_eje = potencia_fluido/rto\n",
    "\n",
    "print(\"El rendimiento es:\",rto)\n",
    "print(\"Potencia fluido:\",potencia_fluido, \"W\")\n",
    "print(\"Potencia eje:\",potencia_eje,\" W\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "mHSWZ1XHdA5W"
   },
   "source": [
    "Y llegados a este punto uno uede preguntarse, ¿es esta bomba adecuada para la instalación?. Para saber si hemos elegido bien una bomba, debemos examinar si el punto de operación está cerca del punto de máxima eficiencia (best efficiency point, BEP). Para ello, podemos calcular este punto numéricamente buscando el máximo de la curva de rendimiento:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "GhIiFbWVc__9",
    "outputId": "d53c0678-d29f-41d9-d216-e28b17719fd6"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "El caudal para el cual el rendimiento es máximo es: 0.009 m^3/s\n",
      "El rendimiento máximo es: 0.81\n"
     ]
    }
   ],
   "source": [
    "sol=solve(diff(rendimiento(Q),Q))\n",
    "Qmax=sol[0]\n",
    "rtomax=rendimiento(Qmax)\n",
    "\n",
    "print(\"El caudal para el cual el rendimiento es máximo es:\",float(Qmax), \"m^3/s\")\n",
    "print(\"El rendimiento máximo es:\",float(rtomax))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 665
    },
    "id": "Gm-71vOqdIcw",
    "outputId": "2c56fa37-350e-4728-8da8-ff9286c8425b"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x785cd8df58d0>"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1000x700 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax  = plt.subplots(figsize=(10,7))\n",
    "\n",
    "Lt=0.01\n",
    "N = 100\n",
    "xp = np.linspace(0, Lt, N)\n",
    "yp1 = h_inst(xp)\n",
    "yp2 = h_bomba(xp)\n",
    "yp3 = rendimiento(xp)\n",
    "\n",
    "ax.plot([Qp, Qp],[35, 44.8],'--',color='tab:gray')\n",
    "ax.plot([Qmax, Qmax],[35, 45],'--',color='tab:gray')\n",
    "ax.plot(xp,yp1,label='Curva de la instalación')\n",
    "ax.plot(xp,yp2,label='Curva de la bomba')\n",
    "ax.plot(Qp,hp,'o',label='Punto de operación actual')\n",
    "ax.plot(Qmax,h_bomba(Qmax),'*',ms=10,color=\"tab:green\",label='Punto de operación nominal')\n",
    "\n",
    "\n",
    "ax2 = ax.twinx()\n",
    "color = 'tab:red'\n",
    "ax2.set_ylabel('$\\eta$', color=color)\n",
    "ax2.plot(xp,yp3, color=color,label='Rendimiento')\n",
    "ax2.plot(Qp,rto,'o', color=color)\n",
    "ax2.plot(Qmax,rtomax,'*',ms=10, color=color)\n",
    "ax2.tick_params(axis='y', labelcolor=color)\n",
    "\n",
    "ax.set_title('Curvas bomba/instalación')\n",
    "ax.set_xlabel(\"$Q(m^3/s)$\")\n",
    "ax.set_ylabel(\"$H(m)$\")\n",
    "ax.legend(loc='lower right')\n",
    "ax2.legend()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "0lPAhVYydFD5"
   },
   "source": [
    "A la vista del resultado obtenido y de la gráfica inferior, se observa que el punto de operación actual está cerca del punto de operación nominal (de máximo rendimiento) y podríamos afirmar que la bomba es adecuada. Estamos trabajando con un rendimiento del 78% y el rendimiento máximo es 81%"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "4vwILoVhdSXb"
   },
   "source": [
    "Las instalaciones de fluidos pueden requerir de regulación por diversos motivos: para ajustar el caudal, para ajustar el punto de operación e incrementar la eficiencia, etc. Las estrategias más habituales de regulación de caudal son la regulación por estrangulamiento (cierre de una válvula) a velocidad de giro constante, la regulación por variación de la velocidad de giro de la bomba, y la regulación por variación del ángulo de los álabes en el distribuidor en el rodete. En este ejemplo vamos a considerar la primera de estas estrategias.\n",
    "\n",
    "Consideremos  que colocamos una válvula de estrangulamiento en el tramo de impulsión, cuya constante de pérdidas menores la caracterizamos por $k_{v}$. ¿Cómo se modificaría el punto de operación al cerrar la válvula?\n",
    "\n",
    "En este caso la curva resistente de la instalación vendrá dada por:\n",
    "\n",
    "$$H_I=z_2-z_1+ \\left( \\frac{fL}{D} +k_{v} \\right) \\frac{Q^2}{2gS^2}$$\n",
    "\n",
    "donde observamos que al incrementar el valor de $k_{v}$, la curvatura de la curva aumenta, desplazando el punto de operación hacia la izquierda, es decir, reduciendo el caudal. Esto se aprecia en la siguiente figura."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 718
    },
    "id": "mGi1K83rdFcc",
    "outputId": "bb168400-24a9-43b1-8f51-a06eb8cf4a99"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "La nueva curva de la instalación es: 83453.12577269*Q**2 + 36\n",
      "La curva de la bomba es: 43 - 40000*Q**2\n",
      "El punto de operación es: Qp= 0.00753005199028064 m^3/s y hp= 40.7319326809468 m\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x785cd8e406d0>"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1000x700 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "k_valvula=0\n",
    "\n",
    "def h_inst2(Q):\n",
    "    return  z2-z1+(f*L/D+k_valvula)/(2*g)*(Q/S)**2\n",
    "\n",
    "#Obtenemos el punto de operación\n",
    "sol=solve(h_inst2(Q)-h_bomba(Q),Q)\n",
    "Qp=sol[1]\n",
    "hp=h_bomba(Qp)\n",
    "\n",
    "print(\"La nueva curva de la instalación es:\",h_inst2(Q))\n",
    "print(\"La curva de la bomba es:\",h_bomba(Q))\n",
    "print(\"El punto de operación es: Qp=\",Qp,\"m^3/s y hp=\",hp,\"m\")\n",
    "\n",
    "LL=0.01\n",
    "N = 100\n",
    "xp = np.linspace(0, LL, N)\n",
    "yp1 = h_inst(xp)\n",
    "yp2 = h_bomba(xp)\n",
    "yp3 = h_inst2(xp)\n",
    "\n",
    "fig, ax  = plt.subplots(figsize=(10,7))\n",
    "ax.plot(xp,yp1,'tab:blue',label='Sin válvula ($k_v=0$)',lw=3)\n",
    "ax.plot(xp,yp2,'tab:orange')\n",
    "ax.plot(Qp,hp,'o')\n",
    "for i in range(1,14,1):  #hacemos un bucle para pintar varias curvas\n",
    "    k_valvula=20*i**2\n",
    "    yp3 = h_inst2(xp)\n",
    "    ax.plot(xp,yp3,'--',color='tab:blue')\n",
    "    sol=solve(h_inst2(Q)-h_bomba(Q),Q)\n",
    "    Qp=sol[1]\n",
    "    hp=h_bomba(Qp)\n",
    "    ax.plot(Qp,hp,'o',color='tab:blue')\n",
    "\n",
    "ax.set_title('Curvas bomba/instalación')\n",
    "ax.set_xlabel(\"$Q(m^3/s)$\")\n",
    "ax.set_ylabel(\"$H(m)$\")\n",
    "ax.annotate(\"\", xy=(0.004, 41), xytext=(0.006, 40),arrowprops={'arrowstyle':'->','lw': 3, 'color': 'tab:green', 'alpha': 1.0})\n",
    "plt.ylim([min(yp1), max(yp1)])\n",
    "ax.legend()\n"
   ]
  }
 ],
 "metadata": {
  "colab": {
   "provenance": [],
   "toc_visible": true
  },
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 1
}
