{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Factorización y ordenamiento de SOS\n", " \n", "\n", "#### Por Mariano Llamedo Soria" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Resumen \n", "En este documento se analiza una función transferencia pasabanda de orden 6, aprovechando las posibilidades de factorización y ordenamiento de secciones de segundo orden (SOS). Para ello se utiliza un ejemplo del libro de Schaumann, donde se comparan los resultados obtenidos y finalmente se implementa circuitalmente dicha transferencia.\n", "Al mismo tiempo, se dan ejemplos de las siguientes funciones para el análisis y manipulación de funciones transferencia:\n", "\n", "* Análisis de la respuesta en frecuencia: [analyze_sys](https://pytc2.readthedocs.io/en/latest/autoapi/pytc2/sistemas_lineales/index.html#pytc2.sistemas_lineales.analyze_sys)\n", "* De presentación algebraica: [print_latex](https://pytc2.readthedocs.io/en/latest/autoapi/pytc2/general/index.html#pytc2.general.print_latex), [a_equal_b_latex_s](https://pytc2.readthedocs.io/en/latest/autoapi/pytc2/general/index.html#pytc2.general.a_equal_b_latex_s), [pretty_print_SOS](https://pytc2.readthedocs.io/en/latest/autoapi/pytc2/sistemas_lineales/index.html#pytc2.sistemas_lineales.pretty_print_SOS)\n", "* De manipulación de sistemas lineales: [tf2sos_analog](https://pytc2.readthedocs.io/en/latest/autoapi/pytc2/sistemas_lineales/index.html#pytc2.sistemas_lineales.tf2sos_analog)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Introducción\n", "\n", "A lo largo del curso se presentó una metodología sistemática para arribar a una función transferencia $T(s)$ a partir de restricciones de la función de módulo $\\vert T(j\\omega) \\vert $ o retardo $ \\tau(\\omega) $. Si bien en primera instancia arribamos a una $T_{LP}(s)$ pasabajos, es posible mediante núcleos de transformación el pasaje a otro tipo de transferencias (pasa-alto, pasabanda, etc).\n", "\n", "$$ T_{G}(s) = T_{Lp}(p)\\Big\\vert_{p = K_{G}} $$\n", "\n", "\n", "Obteniendo una función transferencia generalizada $ T_{G}(s) $ que sigue las restricciones originales de módulo o retardo. Este tipo de funciones alcanza fácilmente órdenes mucho mayores a 2, es decir el de las funciones bicuadráticas que ya fueron explicadas en detalle. Recordar que la finalidad de estudiar funciones bicuadráticas y bilineales, en definitiva, es llegar fácil y sistemáticamente a una red eléctrica que implemente dichas funciones elementales, y así llegar a la función de orden superior a partir de la factorización matemática, o su equivalente interconexión eléctrica. En ese sentido se plantea la factorización de la función $ T^p_{G}(s) = K.\\prod_j T^p_j(s)$ cuando sea de orden par, y $ T^i_{G}(s) = K.T^i_0(s) \\prod_j T^p_j(s)$ cuando sea de orden impar. Cabe mencionar que el superíndice $p$ indica orden par y el $i$, impar o (bi) lineal en este caso. Dicha factorización, eléctricamente significa la cascada de secciones bicuadráticas (SOS) y, eventualmente para los órdenes impares, una sección bilineal. Del mismo modo, la amplificación $K = \\prod^J_j k_j$ será también distribuída entre las $J$ secciones con un criterio que se explicará más abajo.\n", "\n", "La factorización que se presentó conlleva una decisión de ingeniería de **relativa complejidad**, que es el ordenamiento de las SOS. Está claro que el ordenamiento de las secciones no tiene importancia matemática, sino que persigue la **maximización del rango dinámico**, es decir, evitar que la señal sea innecesariamente atenuada o amplificada de forma tal que sea distorsionada. El orden óptimo resultará de un análisis heurístico que conlleva un costo computacional de crecimiento combinatorio respecto al orden de la función $ T_{G}(s) $. Esto es ciertamente **difícil o imposible** para órdenes moderadamente elevados, sin ayuda de software específico o un relajamiento de las restricciones de optimicidad. En este sentido, Schaumann en su libro plantea los siguientes criterios que permiten obtener un ordenamiento comparable al óptimo (Cap. 5.3):\n", "\n", "1. Seleccionar para cada SOS los polos y ceros más próximos entre sí, de forma tal que la respuesta en frecuencia $\\vert T_j(j\\omega) \\vert$ sea lo más plana posible.\n", "\n", "2. Ordenar de entrada a salida con SOS de $Q$ creciente. Es decir, Si $Q_j$ es el Q de la *j-ésima* sección, las primeras secciones (de la entrada a la salida) serán aquellas con menor Q, de forma tal que $Q_0 < Q_1 < ... < Q_J$ para las $J$ secciones.\n", "\n", "3. La asignación de ganancias tiene cierta complejidad, y se refiere al lector interesado al libro de Schaumann 5.3 para más detalles, o al código fuente de la función [tf2sos_analog]() para una implementación. En resumen, asignar a la primera sección \n", "\n", "$$k_1= K. \\frac{M_n}{M_1} $$\n", "\n", "siendo \n", "\n", "$$ M_n = \\mathrm{max}_w \\prod^n_{j=1} \\vert t_j(j\\omega) \\vert. $$\n", "\n", " Se entiende $M_n$ como la productoria de los máximos de las transferencias parciales hasta la n-ésima sección. Las siguientes secciones tendrán una ganancia asignada de \n", "\n", "$$k_j= \\frac{M_{j-1}}{M_j}, \\,\\, j=2, ..., n $$\n", "\n", "Con esta asignación se busca que las salidas de **todas las etapas parciales** estén en sus máximos al momento que la transferencia total esté en su máximo. \n", "\n", "De esta manera se llega a la factorización buscada\n", "\n", "$$ T_{G}(s) = \\prod^J_j k_j . \\frac{ \\alpha_{2j}.s^2 + \\alpha_{1j}.s + \\alpha_{0j} }{ s^2 + s \\frac{\\omega_{0j}}{Q_j} + \\omega^2_{0j} } $$\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Ejemplo 5.13 del libro de Schaumann\n", "\n", "Sea la función transferencia \n", "\n", "$$ T(s) = \\frac{ s^5 + 2.5 s^3 + 0.5625 s }{ s^6 + 0.39 s^5 + 3.067 s^4 + 0.785 s^3 + 3.056 s^2 + 0.387 s + 0.989} $$\n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "# Módulos externos\n", "import numpy as np\n", "import matplotlib as mpl\n", "import scipy.signal as sig\n", "import matplotlib.pyplot as plt\n", "\n", "fig_sz_x = 13\n", "fig_sz_y = 7\n", "fig_dpi = 80 # dpi\n", "\n", "fig_font_size = 11\n", "\n", "mpl.rcParams['figure.figsize'] = (fig_sz_x, fig_sz_y)\n", "mpl.rcParams['figure.dpi'] = fig_dpi\n", "plt.rcParams.update({'font.size':fig_font_size})\n", "\n" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# Ahora importamos las funciones de PyTC2\n", "\n", "from pytc2.sistemas_lineales import analyze_sys, pretty_print_lti, tf2sos_analog, pretty_print_SOS\n", "from pytc2.general import print_latex, print_subtitle\n" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle \\frac{s^5 + s^3 \\,\\, 2.5 + s \\,\\, 0.5625 }{s^6 + s^5 \\,\\, 0.39 + s^4 \\,\\, 3.067 + s^3 \\,\\, 0.785 + s^2 \\,\\, 3.056 + s \\,\\, 0.387 + 0.989 }$" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Comienzo de la simulación\n", "\n", "# definimos la función transferencia\n", "num = np.array([1, 0, 2.5, 0, 0.5625, 0])\n", "den = np.array([1, 0.390, 3.067 , 0.785, 3.056, 0.387, 0.989])\n", "\n", "pretty_print_lti(num, den)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "como se desconoce la característica de la transferencia, se comienza por una inspección visual" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", 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RRe0+VkVFhfr166eqqioZhqFbb701rl0hO3TE67rrrtPq1atVWVmpjz76SM8995xefvll+Xw+nXLKKTr11FNVVlamW2+9Vaeffrq2bdvWkeUBAAAA6GBTp05VXl5e5GvSpEkxPe+yyy7TypUrtW3bNj344IOaNm2a/vOf/7S7jtzcXJWXl6u8vFwzZ87U6NGj232spnToiNcBBxwQdd9sNmv16tVauHChamtrdeONN8psNuvss8/WQw89pDlz5uiqq67qyBIBAGlsY1mtcpw25ThsyS4FAFJOR41CtdXMmTN1+eWXt/l5I0eOVG5uriTpV7/6la666irNmTNHZ5555l7Vk52drauvvloFBQVauXKlevTosVfHC+vwNV433XSTsrKy1LdvX9XU1Oj888/X8uXLNXz4cJnNu8sZOXKkli9f3tHlAQDS1DOfrNER97yvaXO+TXYpAIAkMJvNcVuTFQwGVVtbq02bNsXleFIHj3hJ0t1336277rpLS5Ys0auvvqr8/HxVV1crLy8var+8vDytW7euyWPMnDlTM2fOjNwvLy/X/PnzE1l2m7jd7pSqBwC6gue+8kuSPlq5pc3vwbxvA+iMCgsLVVlZGTW4kWr8fr/q6upUUVHR6LHKykpJobVXTV3La+7cuTr22GOVlZWlzz//XA8//LDuvffeJo8lSV6vV8FgUF6vV1VVVdq6datsNpssFoveeust7bPPPho8eLAqKyt12223qaCgQEVFRY2OFwwGVVdXpwULFrTptZqMeLbqaKM77rhDZWVlKikp0dtvv6133nkn8tjVV1+tQCCgxx9/vNXjFBcXa+PGjYkstU3mz5+vCRMmJLsMAOhSDp6xQNuqQh/M39x6nHKdsU835H0bQGcTCAS0cuVKDR48WBaLJdnlNGvcuHFatGiRrNbd40Eul0tbtmzR2rVrNWDAANXV1TXZifDwww/Xd999p0AgoL59++qaa67RZZddFnl86NChuvnmm3XeeedFzvXBBx9EHePvf/+7Jk+erFmzZunee+/V5s2blZWVpUMOOUR33323hg0b1ui8LX1vW8olHT7i1ZDf79dPP/2kE044Qffcc4+CwWAkkS9dulTnnntuMssDAKSJOm8gErokafW2Ko3q1y2JFQEAYrFw4cJmHwsEAjKZTFGhrKF58+ZF1ng1Zc8LILd0rilTpmjKlCkt1rq3OmzcsaysTP/85z9VWVmpYDCoTz75RI8//rjGjx+vcePGyel06t5775XH49GcOXO0bNmyuF+0DADQOW0oC7VH3q9XtiRp5dbqZJYDAIiDZcuWqaSkpNnglW46LHiZTCb9/e9/V79+/ZSbm6uLL75Y//M//6Orr75aNptNr7/+ul555RXl5eXplltu0dy5c+PWQQQA0LmFr0vzy8GFkqTS8rpklgMA2Et33XWXrrjiCt17773JLiVuOiw+5uXl6b333mv28eHDh+vzzz/vqHIAAJ1IOGiNKA5NOdlR7U1mOQCAvXTzzTfr5ptvTnYZcZW6LU4AAIhRea1PkjSgIEsWs0k7qxt3vwKArsRkMklS3NqrY7fw9zT8PY4VwQsAkPbK60IjXN2z7OqWlaGdNYx4AejazGazLBaL3G53skvpdNxutywWS5vb9HeOlWoAgC4tPOKVl2lT96wMRrwAQKHreG3atEl9+vSRw+Fo8whNqgsGgwoEAh12PsMw5Ha7tWnTpnb1oiB4AQDSXnmtV3arWQ6bRQUuu5ZuKE92SQCQdPn5+ZKk0tLSDg0oHaWurk5Op7NDz2mxWNSjR4/I97YtCF4AgLRXXudTXmbogskFrgxVe/xy+wJy2FL3oqEA0BHy8/OVn5+vYDDY6dZ7LViwQOPHj++w85lMpjZPL2yI4AUASHvltT7lZ2ZIkrq77JKknTVe9cnr2L+EAkCq2pvAkMoslvT5A1vn/AkAALqU8lqvcp2hEa9uWaEAxjovAEAqIXgBANJaMGioosFUw/C/FXW+ZJYFAEAUghcAIK1VefwKGlKeMzTSleMIBa/KOn8yywIAIArBCwCQ1ioatJKXFJlyyIgXACCVELwAAGmtyhMKWC57qF8UwQsAkIoIXgCAtFbjCV2bJqs+eOXUB69KN8ELAJA6CF4AgLRW4wmt5WLECwCQygheAIC0Vl0fvCIjXo7QvwQvAEAqIXgBANJaTSR4hS6iabWYlZVhUSXBCwCQQgheAIC0Vr3HVEMpNN2Q4AUASCUELwBAWtuzuYYUarDBVEMAQCoheAEA0lqNt/GIF8ELAJBqCF4AgLS2Z3MNScpx2FTl9sswjGSVBQBAFIIXACCt7dlcQ5KyHVb5g4Y8/mCyygIAIArBCwCQ1mo8ftksJtmt0cFL4iLKAIDUQfACAKS1ao8/apqhtHu9V7Xbn4ySAABohOAFAEhrNZ6AsjKig1e2wyZJqiJ4AQBSBMELAJDWajz+qI6G0u6phgQvAECqIHgBANJarTegzAaNNaTdwavawxovAEBqIHgBANJanS8gp63p4FXJiBcAIEUQvAAAaa3OF5Bjj+DlsofWeNFcAwCQKgheAIC0FQwa8vqDzY54scYLAJAqCF4AgLTl9gckqdGI1+7gxRovAEBqIHgBANKW2xeUJDls0R9n2eGphh5GvAAAqYHgBQBIW3W+0IjXnlMNXUw1BACkGIIXACBtuX1NTzW0mE3KzLCoihEvAECKIHgBANJWnbd+xCvD0uixbIeVNV4AgJRB8AIApK3wiJfd2vjjLNtho508ACBlELwAAGkr3FyjqREvl93KGi8AQMogeAEA0la4uYbD2rFTDb9cV6bfv/A1XRMBADEjeAEA0lZ4qmFza7xqvAEFgkbcz/uHOd/ojW9K9Y9P18b92ACAzongBQBIW821k5cSdy2vQNDQlgq3JGnuVxvjemwAQOdF8AIApC1PuLmGranmGqFrecU7eH2/uTIS+NburE3IiBoAoPMheAEA0lZLI167L6Ic33Vea3bUSJK6Z2UoEDS0rcod1+MDADonghcAIG2FuxrueQFlKdROXlLcOxuWltdJkkb3z6+/T/ACALSO4AUASFstr/Gqn2qYqODVr1vUfQAAWkLwAgCkrTpvfTv5Jke8QsGrMs5TDTeVu2U1m3RgSZ4kaXMFwQsA0DqCFwAgbXn8LYx4ORLT1XBTeZ165TpUnO+UxFRDAEBsCF4AgLQVGfHKaPxxtru5RvynGvbJc6ow2y5J2l7tievxAQCdE8ELAJC23L6gTCYpw9J8O/l4djX0+oOqqPOpMNsum8WsrAyLKuviO5URANA5EbwAAGmrzheQ02aRyWRq9FgimmuU13klSfmZGZKkXKdNFQQvAEAMCF4AgLTl9gWabKwhJaadfFlNKGTlZ4WCV47TpvJaghcAoHUELwBA2nLXj3g1xWEzy2o2qSqOzTXKasMjXqFQl5fJiBcAIDYELwBA2nL7grLbmv4oM5lMcjmscV3jVV7beKphpdunYNCI2zkAAJ0TwQsAkLbqWhjxkkINNuI61bB+WmFe/YhXrtMmw1BcR9UAAJ0TwQsAkLbqWljjJUnZdltcr+NV1sSIlyQ6GwIAWkXwAgCkrZbWeEmqn2oYx66G9SNe3bKigxfrvAAArSF4AQDSVktdDSUpx2GNazv5sprQiFfDqYYSwQsA0DqCFwAgLfkDQfkChhzNNNeQJJfdKm8gKLcvEJdzltV6ZTWb5Kq/Rlhu/ZRDghcAoDUELwBAWnL7g5LUSnON+F7Lq6zWp7zMjMgFm7Md1vrjE7wAAC3rsODl8Xh0ySWXaMCAAcrOztbQoUP1/PPPRx7v37+/nE6nXC6XXC6Xhg4d2lGlAQDSUHgUq8XmGvXBKF4NNspqvZFreEmKjHxVe+IzogYA6LysHXUiv9+voqIivfvuuxowYIA++eQTnXTSSRowYIAOO+wwSdIrr7yi448/vqNKAgCksTpvKOw4M1puriHFb0SqvNanQYWuyP3M+nPX0k4eANCKDhvxysrK0u23366BAwfKZDLpiCOO0NixY/Xpp592VAkAgE4kMuJlbf6jLDzVMB4NNoJBQ+W1XuVnNTHi5SV4AQBa1mEjXnuqqanRkiVLdO2110a2TZo0ScFgUEOHDtWMGTM0duzYJp87c+ZMzZw5M3K/vLxc8+fPT3jNsXK73SlVDwB0RuuqDEnShrU/a/78tU3us2ZLaB3Yh4sWq+qn5gNaLO/bNT5DQUOq2bUtsm+lN1TDD6vXaP789W19CQCAvZBuv3MnJXgFg0FNnjxZY8aM0XHHHSdJeu655zRq1ChJ0jPPPKMTTjhBy5YtU79+/Ro9f+rUqZo6dWrkfnFxsSZMmNAxxcdg/vz5KVUPAHRGX6zZJS35TCOG7qcJYwc0uY/1+616+vslGrT/cE0YVdzssWJ5316zo0b6eKGGDR6oCRP2kxSa7njDJ/+n7j2KNGHCyHa/FgBA26Xb79wd3tXQMAxdfvnlKi0t1UsvvRTpDHXEEUfI6XTK6XTqiiuu0C9+8QvNmzevo8sDAKSJ2JprhLsa7v0ar7La0DW8GjbXcNjMMpvi17wDANB5deiIl2EYuuqqq7R06VItWLBALper2X3NZrMMw+jA6gAA6aSuPni11E4+vAYrHu3kyyPBKyOyzWQyKctuVa2XroYAgJZ16IjX1VdfrUWLFmn+/PnKycmJbF+/fr0++ugjeb1eeb1ePfnkk1q8eHFkGiIAAHvaPeLVUnON+LWTL6sJjZrlNRjxkqSsDCsjXgCAVnXYiNe6dev02GOPyW63q6SkJLL95ptv1mmnnabf//73Wr16tTIyMnTAAQfozTff1D777NNR5QEA0kxbruMVz6mG3bIyorZn2S2qIXgBAFrRYcGrX79+LU4dXLp0aUeVAgDoBNy+UMfCloJXfKcahke8ooOXy27VjmrvXh8fANC5dXhzDQAA4iGWNV5Wi1mZGZa4BK9dTTTXkKRMphoCAGJA8AIApKU6b+tTDaXQiFQ8phqGm2vkOvdY42W3qpYLKAMAWkHwAgCkJbe/9REvKbTOK17NNXIcVlkt0R+dLrtFvoAhj5/OhgCA5hG8AABpyR0e8cpo+aPM5bDFZaphWa1X+Xs01pCkzPp1ZDUeghcAoHkELwBAWoqluYYk5Tisqo5Tc438zMbBKysjdH6mGwIAWkLwAgCkpViaa0j1Uw29fgWDzXfWbY1hGKERrz0aazQ8f7i9PQAATSF4AQDSktsXkMVsks3SylRDu1WGIVXvxYhUnS8gjz/Y5IiXo37Eq84bbPfxAQCdH8ELAJCW6nyBVke7JCnbERql2pvphmXNXMNL2j3iVceIFwCgBQQvAEBacvsCctha/xiLx0WUy2qavoaXRPACAMSG4AUASEtuX7DVxhpSaI2XJFV72n8tr/L6Ea+muho6I1MNCV4AgOYRvAAAaSnWqYY59VMNK/dqqmF4xKuJNV401wAAxIDgBQBIS6Gphq0HL5dj76caltcy1RAAsHcIXgCAtOSOublG/VTDvQheu2paaK7BVEMAQAwIXgCAtOT2BWVvU3ON9q/xikw1zGLECwDQPgQvAEBaanM7eU88phqyxgsA0D4ELwBA2vEFggoEjZjWeOXEYY1XWa1PTpulyfNlMtUQABADghcAIO2Ep/XF1NXQGRrxCo9atUd5rbfJxhoNa2CqIQCgJQQvAEDacdePLsVyAWWHzSKnzaKy2r1Z4+VrsrGGRHMNAEBsCF4AgLTj9gUlSY6M1ke8JKlbVkakQUZ7lNV4m2ysIUl2a+ijlBEvAEBLCF4AgLTTlqmGUqgb4a6a9gUvjz+gKo9f3bPsTT5uMpnktFkIXgCAFhG8AABpJ9xBMJbmGlKoG2FZO4NXOLB1y2p6qqEUmm7IVEMAQEsIXgCAtNPWEa9uWRmq8Qba1fJ9Z3UoeHVvKXjZLLSTBwC0iOAFAEg7u0e8YvsYC19/q7wdDTbCI17dXU1PNQzXwVRDAEBLCF4AgLTT1qmG4WmC7VnntbPGE3WMpjgzWOMFAGgZwQsAkHYiXQ1jbq4RCk3t6WwYmWroanmqYZ032OZjAwC6DoIXACDttHmNV2b7R7wiUw1bGPFysMYLANAKghcAIO2EOwg6Y7yOV/gaXHs14tVMO3lJkXbyhmG0+fgAgK6B4AUASDtuf/0aL2tHrPHyymo2KcdpbXYfZ4ZFgaAhX4DgBQBoGsELAJB23JERr9g+xsJTDdtzLa9dNR7lZ2XIZDI1u09m/cgbDTYAAM0heAEA0o7bH2pkYY9xxCsvvMarne3kW1rfJe1u8sE6LwBAcwheAIC009Y1XhlWs7Lt1naNeO2s9rbY0VDa3eQjXBcAAHsieAEA0k5br+MlhVrKt3WNl8cfUJXHr24tNNaQdgevWoIXAKAZBC8AQNoJr6VyWGP/GMvPymhzV8OymtDUxNamGjpZ4wUAaAXBCwCQdty+gGwWk6yW2D/GumXatKvG26aW7zuqPZJaD16s8QIAtIbgBQBIO25fsE3TDKXQiJfHH2zTdMDw1MRurPECAOwlghcAIO3U+QKRsBOrAldonVZ4FCsW4eDFVEMAwN4ieAEA0o7bF2jziFeP7FDw2lYVe/DaVuWWJBVmO1rcLzLiRfACADSD4AUASDvtGfHqmRMKT1sr3TE/Z2ulp/65LXc1ZI0XAKA1BC8AQNrx+IJy2Nr2ERYZ8aqMfcQrHNIKs1tpJ5/BGi8AQMsIXgCAtFPXjqmGkRGvqraMeLnVLStDdmvL52KqIQCgNQQvAEDaadcar5z2jHh5IoGtJQQvAEBrCF4AgLRiGEa71nhlZliVbbdGGmbEcp6tle5W13dJkiMj9HHKVEMAQHMIXgCAtOLxB2UYu9dVtUXPXIc2V8QWvCrqfPL4g+rZSkdDafeIF801AADNIXgBANKKxxeUpDY315CkPnlObSqrk2EYre5bWh4KaL1yWw9eu7saBttcEwCgayB4AQDSSngdVVvXeElSn3ynPP6gdlR7W913Y1mtJKmkW2ar+9osZlnNJtZ4AQCaRfACAKQV994ErzynJGlTeV2r+24sq4t6TmscNgtTDQEAzSJ4AQDSSnhUqa3NNSSpOL8+eJW1HrzC4Sz8nNY4bGaCFwCgWQQvAEBa2T3i1faPsEjwKq9tdd+NZbWymE3qHcMar1A9FtZ4AQCaRfACAKSVvRnxKskPrddatzOW4FWnXjkOWS2xfVQ6bBbWeAEAmkXwAgCklfCIl70dwasw266sDIvW7qxpcT/DMLR2R436xtBYI8zJGi8AQAsIXgCAtBKezteeES+TyaQBhVn6eXvLwWtblUc13oAGFmbFfGzWeAEAWkLwAgCklTpv+6caStLAApc2V7hV6/U3u89P26tD+xa6Yj4ua7wAAC0heAEA0orb3/528pI0oCA0irVmR/OjXuERsbaNeDHVEADQPIIXACCtREa8Mtr3EbZvz9Ao1sqtVc3uEw5e+xTEPuLltFnkDxryBRj1AgA0Zm3pQa/XG9NBTCaTbDZbXAoCAKAlHn8o2Nit7RvxOqB3jiRpxaZKnf6Lpvf5bnOFsjIsMV/DS9rd3t7tC8gWYydEAEDX0eIng9PpbPXL4XAoLy+v1RN5PB5dcsklGjBggLKzszV06FA9//zzkceXL1+uQw89VJmZmTrggAP03nvv7fWLAwB0PrtHvNoXvPp3z1JWhkUrSiubfNwwDK0ordQBRTkym00xHze85oyW8gCAprQ44uV0OrVixYoWD2AYhkaOHNnqifx+v4qKivTuu+9qwIAB+uSTT3TSSSdpwIABGj16tE455RRdeuml+uCDD/Tqq6/q9NNP16pVq9SjR482vSAAQOe2+wLK7QteZrNJ+/fO0YrSChmGIZMpOlxt2FWnKrdfQ4ty23TccD0eGmwAAJrQYvC67rrr1K9fv1YPcs0117S6T1ZWlm6//fbI/SOOOEJjx47Vp59+qurqatXW1urGG2+U2WzW2WefrYceekhz5szRVVddFcPLAAB0FbX1wSuzncFLkkYU52nJujKt3latfXtmRz327aZySdLQopw2HdPBiBcAoAUtBq8777wzpoM0DFSxqqmp0ZIlS3Tttddq+fLlGj58uMzm3TMfR44cqeXLlzf53JkzZ2rmzJmR++Xl5Zo/f36ba0gUt9udUvUAQGfy89pQsPn4g/eUYYl9KmBD9orQqNTf3/pYR/UxR71vz/kxdHzPxhWav/O7mI+5fl3omO9/+InW5LSvLgBA7NLtd+4Wg1dD69evb3K73W5Xz54923TSYDCoyZMna8yYMTruuOP0xRdfNFonlpeXp3Xr1jX5/KlTp2rq1KmR+8XFxZowYUKbakik+fPnp1Q9ANCZvLr9S2nrFp18woRG0wRjdUitV0+seEcVjp6aMOGgqPfte5cvVFFuQOf9+ug2HX/zJ2v0ys/faeSoMTpkYPd21QUAiF26/c4dc/Dq379/5ANozznxNptNp59+uh5++GEVFBS0eBzDMHT55ZertLRU8+fPl8lkksvlUkVFRdR+FRUVys7ObuYoAICuqs4XkNNmaXfokqS8zAyNKM7TBz9uj7r21oZdtfppe43OPKi4zccPTzV0+1njBQBoLOZ+t7Nnz9aZZ56pb7/9VuXl5frmm280ceJEPfHEE/rss89UXl6uq6++usVjGIahq666SkuXLtW8efPkcoWujzJs2DAtW7ZMweDuD6ulS5dq2LBh7XxZAIDOqtYbUGY7Oxo2dPLw3qr2+PXByu2RbW98WypJOnF4rzYfL9xlMdx1EQCAhmIe8brtttv03XffKTMzU1IoLD311FMaOnSo1q1bp2effVYHHHBAi8e4+uqrtWjRIr377rvKydm9aHncuHFyOp269957df311+v111/XsmXLNHfu3Ha+LABAZ+X2Bdrd0bChk0b01l/+7wc988laTe4n+QJBvbR4g/IybTpy38I2Hy98XTGPn+AFAGgs5hGv2tpa7dy5M2rbrl27VFdXJ0nq1q1bixdcXrdunR577DF99913Kikpkcvlksvl0l133SWbzabXX39dr7zyivLy8nTLLbdo7ty5tJIHADRS5w20+xpeDRXlOXXayD767Oed+mJrUE9+9LPW7azVhYcPUIa17RdADl9AmREvAEBTYh7xuuiiizR+/Hhde+21Kikp0YYNG/Twww/rwgsvlCTNmzdP+++/f7PP79evnwzDaPbx4cOH6/PPP29D6QCArqjOF1B+ZkZcjnXDhCH6YOV2zf7OI333owYWZOniIwe061jhCyi7aScPAGhCzMHr7rvv1j777KMXX3xRpaWlKioq0vXXX69LLrlEkjRhwgQdd9xxCSsUAAApNKJUlLf3I16S1CvXoRenHKo/P/+h+vct0bXH7CuXPeaPxii7r+NFcw0AQGMxf7qYTCZdeumluvTSS5t83Gazxa0oAACaE+5qGC+Derg0eX+LJkwYvlfHCU9/ZMQLANCUNk1inz17tsaPH68RI0ZIkj788EO9/PLLCSkMAIA9GYYR9+AVLw5ruJ08wQsA0FjMweu2227TY489psmTJ0cuplxUVKR77rknYcUBANCQxx+UYSguzTXizZER+kh101wDANCEmIPX008/rbfeekvnn39+5KKS++yzj37++eeEFQcAQEPhaXwpGbwizTVY4wUAaCzm4OXxeNS9e3dJigSvurq6yHW9AABItNr60aRUnGrojDTXYMQLANBYzMFr3LhxuuOOO6K2zZw5U+PHj497UQAANCUcalIxeNksZlnMJpprAACaFHNXw7/97W869dRTNXv2bFVVVWngwIEqLCzUG2+8kcj6AACICF+cOBWnGkqhQMiIFwCgKTEHr549e2rRokVasmSJ1q5dq759+2rMmDEym9vUGBEAgHYLjyY5UnDES5IcNrM8rPECADShTanJZDJpzJgxmjhxompra/Xxxx8nqi4AABoJr/HKTNERLwcjXgCAZrRpjdcnn3wiSbrnnns0ceJE/eY3v6GdPACgw6TyGi8pFLxY4wUAaErMwWv58uU69NBDJUlPPvmk3nvvPS1atEiPP/54wooDAKChVJ9qyBovAEBzYl7j5ff7ZTKZ9NNPP8nr9WrEiBGSpJ07dyasOAAAGkr15hoOm5nreAEAmhRz8Bo1apSuvvpqbd68WSeffLIkaePGjcrLy0tUbQAARAmPJqXyGi+mGgIAmhLzVMOnnnpK5eXlys3N1e233y5J+uyzz3TeeeclrDgAABpK5QsoSwQvAEDzYh7xGjBggJ5//vmobRMnTtTEiRPjXhQAAE1J9TVeDptF/qAhXyAom4XLrQAAdmvxU+GVV16J6SCvvvpqPGoBAKBFqb7Gy2kLfawy6gUA2FOLwWvSpEkxHeSiiy6KSzEAALQkHdrJS6LBBgCgkRanGlZXV6uoqKjVg3g8nrgVBABAc+pS/ALKzkjwYsQLABCtxeD1/vvvx3QQs5l57ACAxAuPeNmtqfm5Yyd4AQCa0WLwOuqoozqqDgAAWlXnC8hps8hkMiW7lCaFR7y4iDIAYE+p+SdDAACaUOcNpGxjDSl0AWWJNV4AgMYIXgCAtBEe8UpVjHgBAJpD8AIApI3UH/FijRcAoGltDl5+v18bN26U3+9PRD0AADQr1Ue8CF4AgObEHLwqKyt1/vnny+l0qm/fvnI6nfrd736nysrKRNYHAECEO+WDFxdQBgA0Lebgdd1116mqqkrLly9XXV2dli1bpurqal177bWJrA8AgIhUn2oYWePlJXgBAKK12E6+oXnz5mnlypXKzs6WJO233376xz/+ocGDByesOAAAwgzDUG3Kj3jVTzX009UQABAt5hEvq9Wq2traqG21tbWyWmPObgAAtJvHH5RhKKVHvByMeAEAmhFz8DrnnHN00kkn6c0339SyZcv0xhtv6NRTT9W5556byPoAAJAk1XhCTZ2y7KkbvJyRES+CFwAgWszDVXfddZdmzJih66+/Xps2bVKfPn103nnn6eabb05kfQAASJJq60eRsjJSd6ZFpLkGI14AgD3E/Olls9k0ffp0TZ8+PYHlAADQtBpvaMQrM5WDV0a4nTxrvAAA0dr06bVw4UI9//zzkRGv3/72txo3blyCSgMAYLfIiFcKTzV0WJlqCABoWsxrvB566CGdeeaZcrlcOu6445Sdna2zzjpLDz30UCLrAwBAklTrCYWZVB7xsllMsphNNNcAADQS86fX/fffr3feeUcHHXRQZNv555+vU089Vddcc01CigMAICw81TCVR7xMJpMcVjPt5AEAjcQ84uXxeDRs2LCobUOHDpXX6417UQAA7Kk2DdZ4SaF29zTXAADsKebgdcMNN+h//ud/VF1dLUmqrq7WH/7wB02bNi1hxQEAEFbjCXc1TN0RLyl0La86H8ELABAt5j8bPvDAA9qxY4cef/xx5ebmqqKiQiaTSYWFhXrggQci+5WWliakUABA1xYZ8bKn9ohXZoYlUisAAGExf3q9+OKLiawDAIAW1USaa6T2iJfTZtH2Kk+yywAApJiYg9dRRx2VyDoAAGjR7jVeKR68MiyqZaohAGAPMQev22+/vdnHbrnllrgUAwBAc2rC1/FK8eYamRnWyDXHAAAIi/nT6/vvv4+6v2XLFn322Wc69dRT414UAAB7qvWE13il/oiX1x9UIGjIYjYluxwAQIqIOXi98MILjba99tprmjdvXlwLAgCgKTXegKxmkzIsMTfkTYpMWygY1vkCcqV4IxAAQMfZq0+vU045RS+99FK8agEAoFm1Xr8yMywymVJ7FMlZvwaNzoYAgIZi/lPcnhdKrq2t1T/+8Q9179497kUBALCnGk9AWWkwghQOXnWs8wIANBDzJ5jD4Wj0V8bi4mLNnj077kUBALCn8IhXqsu0hT5aabABAGgo5uC1Zs2aqPsul4vRLgBAh6nxBNTdlZHsMlqVGZlqSPACAOwWU/AKBAI66aST9OWXX8putye6JgAAGqn1+lWS4Ux2Ga1y1AcvN9fyAgA0EFNzDYvFotraWvl8vkTXAwBAk2q8gZS/hpe0u6shI14AgIZi7mp46623asqUKVq1apU8Ho+8Xm/kCwCARPIFgvL6g8pMg+YamXQ1BAA0IeZPsAsvvFCS9OKLL0aabBiGIZPJpECAv+oBABInPHqUlQbNNehqCABoSrubawAA0FHCo0eZ6TDVMIOuhgCAxmL+BOvXr18i6wAAoFk1nvoRL3sajHjVr/Gqo7kGAKCBNk013PM6XpJkt9tVUlKi008/Xfvvv39ciwMAQEqvES+mGgIAmhJzcw2Hw6E5c+aoqqpKeXl5qqqq0pw5c+T3+/XFF1/ooIMO0osvvpjIWgEAXVQ6jXhxHS8AQFNiDl6bNm3S66+/rjlz5mjmzJmaM2eO3njjDW3ZskWvvvqqXnrpJd1xxx0tHuORRx7R6NGjZbfbdc4550Q91r9/fzmdTrlcLrlcLg0dOrR9rwgA0Omk04hXOHjV+ehqCADYLebg9cEHH+iXv/xl1LYjjzxSH3zwgSTp5JNP1vr161s8RlFRkf70pz/p0ksvbfLxV155RdXV1aqurtaKFStiLQ0A0MnVpFFXQwfX8QIANCHm4DVkyBD99a9/jdr24IMPasiQIZKkLVu2KDs7u8VjnHHGGTrttNNUUFDQjlIBAF1Vrad+xCsNruNlt5plNrHGCwAQLebg9dRTT+mxxx5T7969NWrUKPXu3VuPPPKIZs+eLUn66aefNGPGjL0qZtKkSSosLNS4ceP0ySef7NWxAACdRzqNeJlMJmVmWOlqCACIEvOfDkeMGKGVK1fqs88+U2lpqYqKinTYYYfJag0d4sgjj9SRRx7Z7kKee+45jRo1SpL0zDPP6IQTTtCyZcuabGM/c+ZMzZw5M3K/vLxc8+fPb/e5483tdqdUPQCQ7r5ZG5QkLV3yhXb+2LjD7t6K9/u22fCrdOsOPgsAIIHS7Xduk2EYRkefdPr06frhhx9a7IJ41FFH6dxzz9Xll1/e6vGKi4u1cePGeJa4V+bPn68JEyYkuwwA6DTuevt7zfrwZ3007Vcq6ZYZ9+PH+337qPveV2aGVfOubf8fJAEALUvF37lbyiUxTzXsaGazWUnIhACAFFTlDq3xynak/hovKXQR5TovXQ0BALt1aPDy+/1yu93y+/0KBoNyu93y+Xxav369PvroI3m9Xnm9Xj355JNavHixjjvuuI4sDwCQoqrcPklSVho015BCF1GmqyEAoKEODV533nmnnE6nZsyYoTlz5sjpdOrSSy9VdXW1fv/736tbt27q1auX/vGPf+jNN9/UPvvs05HlAQBSVLXHL4fNLJslZSdqRMnMsNBcAwAQpU1/Oty1a5fefvttlZaWatq0aSotLVUwGFRxcXFMz58+fbqmT5/e5GNLly5tSykAgC6k2u1XtsOW7DJi5rRZaScPAIgS858OP/74Yw0ePFjPPPOM7rjjDknSypUrdeWVVyasOAAApNAar+w0mWYohaYa+oOGvP5gsksBAKSImIPXddddp2effVYLFiyItJA/5JBD9MUXXySsOAAApNBUw3RprCFJmbbQ9cYY9QIAhMUcvH766SedeOKJkkIXh5Qkh8Mhr9ebmMoAAKhX5fbJlUbBy1l/oedaH50NAQAhMQevQYMG6bPPPova9umnn2q//faLe1EAAIQZhhEa8bKnzxqvzAxGvAAA0WL+8+Gdd96pU045RZdeeqm8Xq9uv/12zZo1S//4xz8SWR8AoIur9QYUNJRWI17h4EVLeQBAWMwjXhMmTNC7776ryspKHXXUUdq8ebPeeOMNHXPMMYmsDwDQxYUvnuxKq+YaoVoJXgCAsDZ9ih144IF69NFHE1ULAACNVHtCF0/OSaMRr6z6Ea8aL2u8AAAhLX6K3X777TEd5JZbbolLMQAA7Cky4pVOwat+dK7GQ/ACAIS0+Cn2/fffR257vV69/vrrGj58uPr166f169dr2bJlOvXUUxNeJACg6woHr3S6gLKL4AUA2EOLweuFF16I3J40aZJmz56tCy64ILLtn//8p959993EVQcA6PKqPem3xis84lXtYY0XACAk5uYar776qs4///yobb/97W/1yiuvxL0oAADCqtyhNV7pNdWwfo0XI14AgHoxB6+SkhK9+OKLUdvmzJmj4uLiuBcFAEBYeKphOjXXYKohAGBPMX+KPfzwwzrttNP017/+VX379tX69eu1cuVKRrwAAAm1e6ph+qzx2j3VkOAFAAiJOXj96le/0tq1a/Xmm2+qtLRUp512mk466SR169YtkfUBALq43c01GPECAKSvNn2K5efn63e/+12iagEAoJHqNGwnb7eaZTGbVMMFlAEA9WJe4wUAQDJU1V9A2ZWRPsHLZDIpK8PCiBcAIILgBQBIaVVuv1x2q8xmU7JLaROX3UrwAgBEELwAACmt2uNPq2t4hWXZrTTXAABEtDl4rVmzRh9//LHWrFmTiHoAAIhS5fanVWONsCy7VTVcQBkAUC/m4LV582YdeeSRGjJkiCZOnKghQ4boyCOPVGlpaSLrAwB0cdVuf1o11ghjqiEAoKGYg9dVV12l4cOHq6ysTJs3b9auXbs0YsQIXXnllYmsDwDQxVW5fWk61dCiGq9fhmEkuxQAQAqI+ZPso48+0saNG2W32yVJLpdLDzzwgIqLixNWHACga/MFgqrxBpSXmZHsUtosy25V0JDqfAFlplFHRgBAYsQ84pWTk6P169dHbduwYYNycnLiXhQAAJJUURdqJZ/rTL/gEh6lo8EGAEBqw4jXZZddpgkTJuj6669X//79tXbtWj344IO67LLLElkfAKALCwevPGd6jnhJCjXYyE5yMQCApIs5eE2bNk09evTQv/71L23atEl9+vTRn//8Z02aNCmR9QEAurDy2vCIly3JlbSdKxK8GPECALQheEnS5MmTNXny5ASVAgBAtMrwVMPM9AtemRkWSUw1BACEtBi8nn322ZgOcsEFF8SlGAAAGiqv80pKzxGvLEa8AAANtBi8Hn/88aj7S5YsUX5+vvr06aNNmzapvLxco0ePJngBABKioja8xiv9ghfNNQAADbUYvD777LPI7RtuuEEnn3yybrrpJpnNZgWDQf3lL39RWVlZwosEAHRN5eHmGmnaTl6qb64BAOjyYl7j9fTTT2vbtm0ym0Md6M1ms6ZNm6aePXvqvvvuS1iBAICua3c7+XQc8Qqt8WKqIQBAasN1vPLy8vThhx9Gbfv444+Vm5sb96IAAJAaTDVMw+YaWUw1BAA0EPOI14wZM3TyySfrxBNPVN++fbV+/XrNmzdPTz31VCLrAwB0YeV1PmVYzXLYLMkupc2yMmiuAQDYLeYRr3POOUdfffWVRowYodraWo0YMUJLlizROeeck8j6AABdWEWdLy0ba0gNruPlJXgBAGIc8QoEAsrPz9f27dv15z//OdE1AQAgSSqv9abl+i6p4VRDmmsAAGIc8bJYLOrTp4+qq6sTXQ8AABEVdf60XN8lSRlWszKsZqYaAgAktWGN1zXXXKOJEyfqpptuUt++fWUymSKPDR48OCHFAQC6LsMwVFHnVa4zfZs45TisqnL7kl0GACAFxBy8rrrqKknSwoULo7abTCYFAkyjAADEV50vIF/AUK4z/a7hFZbjsKnKzYgXAKANwSsYDCayDgAAopTXpu81vMKynTZtr3QnuwwAQAqIuashAAAdKXzx5HRd4yWFphpWMuIFAFAbRrx8Pp8efvhhffDBB9qxY4cMw4g89umnnyakOABA19UZRrxynDZVe/zyB4KyWvhbJwB0ZTF/Clx33XX6+9//rmOOOUbffPONzjnnHJWXl+u4445LZH0AgC6qos4rKd1HvEK1V9PZEAC6vJiD1yuvvKK3335b11xzjaxWq6655hq9+uqrev/99xNZHwCgiwpPNcxJ5xEvR2hiSWUdwQsAurqYg1ddXZ2Ki4slSU6nUzU1NRo8eLC+/vrrhBUHAOi6dtWEgld+Zhp3NawPjZW0lAeALi/mNV4HHHCAPv/8cx166KEaPXq0/vznPysnJ0d9+vRJZH0AgC5qV41HktQ9K42DV2TEi+AFAF1dzMHroYceksVikSTNnDlTV1xxhaqqqjRr1qyEFQcA6Lp2VofWeHV3pXHwiox4MdUQALq6No14OZ1OSdK+++6rBQsWSApNQQQAIN521njltFmUmRHzR1XKCTfXYKohACDmNV49e/ZscjtTDQEAibCrxqtuaTzNUJJynEw1BACExBy8Gl63K8zr9cpkMsW1IAAAJGlntSetpxlKDUe8mGoIAF1dq/M3DjvsMJlMJrndbh1++OFRj23atElHHHFEwooDAHRNhmFoZ41Xg3tlJ7uUvRJZ48WIFwB0ea0Gr8svv1yGYejrr7/WZZddFtluMpnUs2dPHX300QktEADQ9dR6A/L4g+qeZU92KXuFNV4AgLBWg9ekSZMkSaNHj9awYcMSXhAAAJ2ho6EkOWxm2SwmLqAMAIh9jdewYcM0e/ZsHXPMMRoxYoQk6cMPP9TLL7+csOIAAF3TzvpreKV7cw2TyaRsh40RLwBA7MHrtttu02OPPaYLL7xQ69evlyQVFRXpnnvuSVhxAICuaVdN/YhXmgcvKXQR5SqaawBAlxdz8Hr66af11ltv6fzzz490Mtxnn330888/J6w4AEDX1FmmGkqhBhs01wAAxBy8PB6PunfvLkmR4FVXV6fMzMzEVAYA6LJ21o94dUvz5hpSqMEGUw0BADEHr3HjxumOO+6I2jZz5kyNHz8+7kUBALq2XfVrvDrFVEOnVdUev4LBxtfDBAB0HTEHr7/97W+aP3+++vTpo6qqKg0cOFBvvPGG7rvvvphP9sgjj2j06NGy2+0655xzoh5bvny5Dj30UGVmZuqAAw7Qe++9F/urAAB0Kp1qqqHDJsOQqjys8wKArqzVdvJhPXv21KJFi7RkyRKtXbtWffv21ZgxY+TzxT59oqioSH/605+0YMEC7dixI7Ld5/PplFNO0aWXXqoPPvhAr776qk4//XStWrVKPXr0aNsrAgCkvZ01XjlsZmVmxPwxlbIaXkQ5t/42AKDriXnESwqt7RozZowmTpyokSNH6pFHHtHAgQNjfv4ZZ5yh0047TQUFBVHbFy5cqNraWt14442y2+06++yzNWzYMM2ZM6ct5QEAOomdNZ60v3hyWI4jFB4raLABAF1aq39KXLVqlS6++GJ9/fXXGjRokJ577jmtWrVKV111lXr16qWZM2fudRHLly/X8OHDZTbvzoEjR47U8uXLm9x/5syZUectLy/X/Pnz97qOeHG73SlVDwCkm007/MrJUIe9lybyfXvzpqAkacGHn2pTtzb9vRMA0IJ0+5271eB17bXXqn///rrxxhv1r3/9S6effrrMZrNmz56t448/Pi5FVFdXKy8vL2pbXl6e1q1b1+T+U6dO1dSpUyP3i4uLNWHChLjUEg/z589PqXoAIJ0Eg4au/nCeRg0s1IQJYzrknIl83w4u26x/rfxKAw84UBMOLErIOQCgK0q337lbDV6LFy/Whg0b5HA4dOSRRyo3N1erV69u0xTD1rhcLlVUVERtq6ioUHZ2dtzOAQBID2W1XvkChnrkOJJdSlzkZYYahJTVt8gHAHRNrc558Hg8cjhCH37Z2dnKzc2Na+iSpGHDhmnZsmUKBoORbUuXLtWwYcPieh4AQOrbWhlqJd8zu3MEr271LfF3EbwAoEtrdcTL5/Np1qxZzd6XpClTpsR0Mr/fH/kKBoNyu92yWCwaN26cnE6n7r33Xl1//fV6/fXXtWzZMs2dO7eNLwcAkO62VrklST1zOkdzjfysUCfD8lqCFwB0Za0Gr0MOOUQvvPBC5P6YMWOi7ptMppiD15133qnbbrstcn/OnDmaNGmSnnnmGb3++uu65JJLdNttt6l///6aO3cureQBoAvaXj/i1aOTBK88Z/2IVy1dDQGgK2s1eC1cuDBuJ5s+fbqmT5/e5GPDhw/X559/HrdzAQDS09bK0IhXj04y1TDDala23coaLwDo4uhrCwBIKbunGnaO4CVJ+VkZKmOqIQB0aQQvAEBK2VrpkcVsUvf6phSdQX6mjREvAOjiCF4AgJSyrdKtHtl2mc2mZJcSN/lZGdrFiBcAdGkELwBAStlW5VGP7M7RWCOsW2aG3L6g6ryBZJcCAEgSghcAIGUEg0YoeHWi9V1Sg4soM+oFAF0WwQsAkDJ21ngVCBqd5hpeYd3qr+XFRZQBoOsieAEAUka4lXzPTtJKPiw/ixEvAOjqCF4AgJSxvSp08eTO1EpekvIjUw25iDIAdFUELwBAyiitqJMk9ehkUw0jwYuphgDQZRG8AAApY1NZKHgV5zuTXEl8daufasgaLwDougheAICUsak8FLyK8jpX8Mqvb67BGi8A6LoIXgCAlLGprE7dsjKUmWFNdilxFZ5quJMRLwDosgheAICUsam8Tn062WiXJNksZuVn2rSjvnkIAKDrIXgBAFKCLxDU1kp3p1vfFVaYbY90bQQAdD0ELwBASthS4VbQUKcc8ZIIXgDQ1RG8AAApYWN9R8M+nXTEq0e2Q1Uev+q8gWSXAgBIAoIXACAlhDsaduYRL0mMegFAF0XwAgCkhE2dfMSr0FUfvKrdSa4EAJAMBC8AQErYWFYrSSrOy0xyJYnRI4cRLwDoygheAICUsKm8Ti67VTnOznUNr7DwiNc2ghcAdEkELwBASthYVqfifKdMJlOyS0kI1ngBQNdG8AIAJJ3XH9TGslr16945pxlKoa6GEsELALoqghcAIOk2lNUqaEj9C7KSXUrC5DityrCYCV4A0EURvAAASbd2R40kaUD3zhu8TCaTCrPtrPECgC6K4AUASLo19cGrM494SVJBtp0RLwDoogheAICkW7uzfsSrkwevHtl27aj2KBg0kl0KAKCDEbwAAEm3dketMjMs6lHf+a+zKsy2yx80VFbrTXYpAIAORvACACTdmh016tc9q9O2kg/rnRPqbLi5wp3kSgAAHY3gBQBIKrcvoNKKOg0o6Lyt5MOK8pySpNLyuiRXAgDoaAQvAEBSbdhVK8OQ+nXijoZhBC8A6LoIXgCApPq5C7SSD+sTDl5MNQSALofgBQBIqlVbqyRJg3tlJ7mSxOuZG2oesokRLwDocgheAICk+nFrtSRp3x6uJFeSeHarRYXZdqYaAkAXRPACACTVqq1VKs53KstuTXYpHaIoz0nwAoAuiOAFAEgaXyCon7ZXa3DPzj/NMKxPnkPbqjzy+oPJLgUA0IEIXgCApFm7o0a+gNGlgldRrlOGIW2tpMEGAHQlBC8AQNKsrF/fNaRX51/fFUZLeQDomgheAICk+bG+o+G+PbrQiFekpTzBCwC6EoIXACBpVm6pktkkDeoCHQ3DItfyKmeqIQB0JQQvAEDSfLe5Uv0LsuSwWZJdSocpynNIkjbsqk1yJQCAjkTwAgAkRUWtT+t31Wp4n9xkl9KhumVlKNtu1bqdBC8A6EoIXgCApFheWiFJXS54mUwm9SvI1LqdNckuBQDQgQheAICkWLYpFLyGdbHgJUn9umeptMItty+Q7FIAAB2E4AUASIrl9cFraFFOkivpeAO6Z0mS1rPOCwC6DIIXACAplm+q0MCCLGU7bMkupcP1654pKXQBaQBA10DwAgB0uEq3T2t31nbJaYaS1L8gNOK1lnVeANBlELwAAB1u2cbQNMMRxV0zeEVGvOhsCABdBsELANDhlqwtkyQd1C8/yZUkR6HLrqwMC50NAaALIXgBADrcknW7ZLeaNayoa454mUwm9euepbU7GPECgK6C4AUA6FD+QFBfrSvTgSV5yrB23Y+h/gWZKq2oo6U8AHQRXfcTDwCQFD9sqVKNN6DRXXSaYdigQpcMQ/ppe3WySwEAdACCFwCgQ325LrS+a3T/rh28BvfKliSt2krwAoCugOAFAOhQi9fukiQd1LdrB68hPUPB68etVUmuBADQEQheAIAOEwwa+uynndq/d47yMjOSXU5S9S/Iks1i0sotBC8A6AoIXgCADvPDlirtrPHqyH0Lkl1K0tksZg0scDHiBQBdRMoEr8mTJysjI0MulyvytX79+mSXBQCIo09W75AkjR1E8JJC67w2ltWpxuNPdikAgARLmeAlSVOnTlV1dXXkq2/fvskuCQAQRx+v3qEMi1kH9++W7FJSwpCeLknSqm002ACAzi6lghcAoPPy+AP6Ys0ujeqXL2eGJdnlpITB9Q02WOcFAJ2fNdkFNDRr1izNmjVLJSUluvbaa3XRRRc1ud/MmTM1c+bMyP3y8nLNnz+/o8psldvtTql6ACAVfL8rqDpfUD1VlnLvkcl6395eZ0iS5i1aptxd33X4+QEgnaXb79wmwzCMZBchSV999ZX69u2rvLw8ffTRR5o4caL+93//V2eeeWarzy0uLtbGjRs7oMrYzJ8/XxMmTEh2GQCQUqa/vkLPfLpW86/7pYbUX8MqVSTrfdswDB1423+1b89s/eeKwzv8/ACQzlLxd+6WcknKTDU86KCDVFBQIKvVql/96le66qqrNGfOnGSXBQCIA8Mw9M53W1XSzanB9euaIJlMJo0oztOK0gr5A8FklwMASKCUCV57MpvNSpHBOADAXvp+c5U2lddp/P49ZTKZkl1OShlenCu3L6jV22mwAQCdWcoEr5dffllVVVUKBoP6+OOP9cgjj+j0009PdlkAgDhY8P1WSdKx+/dMciWp58DiXEnStxsrklwJACCRUiZ4PfLIIyopKVFubq4uu+wy3XnnnTrnnHOSXRYAIA7eXrZZuU6bxgygjfyehhfnSZK+3Vie1DoAAImVMl0NP/zww2SXAABIgJVbq/TDliqde3CJbJaU+XtfyijKdah7VoaWMeIFAJ0an4AAgIR6fWmpJOmUA4uSXElqCjXYyNX3m6vk9gWSXQ4AIEEIXgCAhDEMQ298W6oe2XYdMqB7sstJWaP7d5M3EGSdFwB0YgQvAEDCfLW+TOt21urkEUWymOlm2JyD69e+fbFmZ5IrAQAkCsELAJAwL36xQZL0mzHFSa4ktY0ozlWG1azP1+xKdikAgAQheAEAEqLK7dOb327WyJI87dcrJ9nlpDS71aKRJXn6al0ZF1IGgE6K4AUASIjXvylVnS+gc8aUJLuUtHDIgG6q8Qb03ebKZJcCAEgAghcAIO4Mw9A/Pl0rl92qk+lmGJPwOq9FP7POCwA6I4IXACDuPl69Qyu3VuvsMSVy2VPmkpEpbXS/bsqwmvXhyh3JLgUAkAAELwBA3M3+eI3MJmny4f2TXUracGZYdOjA7vpizS7VePzJLgcAEGcELwBAXH1XWqmFP27XcQf0Ukm3zGSXk1aOGlwobyDIdEMA6IQIXgCAuHpwwUpJ0tVHD0pyJeln3JBCSdLCH7cnuRIAQLwRvAAAcbN8U4X++91WTRjaU8P65Ca7nLQzsCBLxflOvf/jNhmGkexyAABxRPACAMRNeLTruvGDk1xJejKZTBq/f09tLKujrTwAdDIELwBAXHy5rkwLvt+mE4f30v69uWBye504vLckad6yLUmuBAAQTwQvAMBeCwQNTX99haxmk6YeOyTZ5aS1Uf3yVZht19vLNjPdEAA6EYIXAGCvvbxkg5ZtqtBFRwzQoB6uZJeT1ixmk44f2ks/76jRj1urkl0OACBOCF4AgL1SXuvVvf/3g3pk2/V7OhnGRXi64atflya5EgBAvBC8AAB75c63vldZrU83nbifsh22ZJfTKRwyoJuK852a+9VG+QPBZJcDAIgDghcAoN3+u2KL/v3lRh01uFCnjeyT7HI6DbPZpDMPKta2Ko8+WrUj2eUAAOKA4AUAaJcd1R7dNHeZcp023XvWCJlMpmSX1KmcNapYkjTnyw1JrgQAEA8ELwBAmwWDhqb9+1vtrPHqjtOGqWeOI9kldTol3TJ1xKAC/XfFVm2pcCe7HADAXiJ4AQDa7KH3Vum9H7bpzIOKdeqBRckup9OafHh/+YOG/rlobbJLAQDsJYIXAKBN3v1+qx5csEpDi3I04/RhyS6nUzt6vx7q1z1Tz3++Xm5fINnlAAD2AsELABCz5ZsqdM0LXys/06Ynzh8lh82S7JI6NbPZpMmH91dZrU9zlrDWCwDSGcELABCTdTtrNPnvX8gXNPTE+aNU0i0z2SV1CWePKVH3rAw9vvAnefyMegFAuiJ4AQBatbmiThc8/YV21Xj10Dm/0CEDuye7pC4jM8OqS385UKUVbv37y43JLgcA0E4ELwBAizaW1ers/12kdTtrNeP04Tp+WK9kl9Tl/O7QfuqWlaGH312tOi+jXgCQjgheAIBm/bS9Wmf/7yJtKKvVPWcO17kH9012SV1Slt2qa44epC2Vbj310c/JLgcA0A4ELwBAk75Ys0tnPPaptlS6df9ZB+rsMYSuZDrv0H4aWJClxz/4iet6AUAaIngBABp5efEGnf/U5/IHgpo9abTOHFWc7JK6PJvFrD+dvL9qvQH9+bXlMgwj2SUBANqA4AUAiKj1+vU/L3+jaf/5VgWuDL18+WEaN6RHsstCvaP366lTDizSO99t1Zvfbk52OQCANiB4AQAkST9sqdRpj36i/3y1Ub8aUqi3rjlSQ4tyk10W9jD9lAPULStD019foV013mSXAwCIEcELALo4rz+ov76zUqc8/LF+2l6jaccP0exJY5SflZHs0tCE7i67bj3lAO2s8eqGOd8oGGTKIQCkA2uyCwAAJM8Xa3bplteW64ctVdqvV7buPWuERhTnJbsstOLUA4v0wcrtmvvVJj3+wU+66leDkl0SAKAVBC8A6II27KrVX+b9oLeWbZbNYtJ14/fVleMGKcPKRIh0YDKZNOO04fqutFIP/PdHjSjO1ZH7Fia7LABAC/iEBYAuZHNFnaa/vkLHzPxAby3brGMP6Kl3rj9K140fTOhKM84Mix4/f5SyMqy68rmv9F1pZbJLAgC0gBEvAOgCNpXX6fGFq/Xy4o3yBoIaUZyr/3f8fho7qCDZpWEvDCjI0v9eMEqTn16sSX//QnOvOFwl3TKTXRYAoAkELwDopAzD0Odrdukfn67Vf7/bqkDQ0MiSPF07fl+NG1wok8mU7BIRB4fvU6AHzxmpq57/Sr99apGev+RQwhcApCCCFwB0MjurPXrjm1K9uHiDfthSJUk6anChLj5igI7ct4DA1QmdOLy3/nLGcN04d5kmPvGZnrvkEA3q4Up2WQCABgheANAJ1HkDeuf7rXr16036YOV2BYKGsu1WXTi2vy44rL8GFGQlu0Qk2Nlj+sqZYdXUl5Zq4hOf6onzR+mQgd2TXRYAoB7BCwDS1K4ar977YZve+W6LPly5Q3W+gCxmk365b4FO+0UfHXdALzkzLMkuEx3o1AOL5LJb9Pvnv9Z5T32u6acO1fmH9kt2WQAAEbwAIG34AkF9u7Fcn67eqY9W7dCSdbsUNCSzSRrdr5uOH9ZLpxxYpMJse7JLRRIdvV9Pzb1yrC59don+9OpyLV67S7f/ephynbZklwYAXRrBCwBSlMcf0IrSSn25tkyf/LRDX6zZpVpvQJKUmWHRcQf00vgDeupXQwrV3UXYwm5DemXrtavG6oZ/f6vXlpZqydoy3XPmCB2xL10sASBZCF4AkAIMw9CGXXX6ekOZvl5frq83lOv70kp5A0FJks1i0i/65mvsPgU6fFB3HVicx3W30KL8rAw9ecEoPf/Fet3x5nc6f/bnOnlEb/355APUM8eR7PIAoMsheAFAB6t0+/Tjlir9sKVKP2yu1I9bqvTjlipVefyRffIzbRo7qLt+0Tdfv+ibp9H9urFeC21mMpl03iH99Mt9C3XbG9/pzW83a+GP23XZLwfqwiMGyGXn1wAA6Ci84wJAAnj9QW0oq9XaHTVaU/+1dmeN1myvUWmFO2rfvEybhvbJ0X69cjSyJE8jS/LUr3smbd8RNyXdMvXUpNFa8N1W3fHWd3rgnZV6+pM1uvyofXTeof0IYADQAXinBYB2cPsC2lzh1qayOpWW12lTeejf0oo6bSwLfQWCRtRzMjMs6t89SwcP6Kb9eudoSK9s7d8rRz1z7IQsdIjxB/TUUUMK9e8vN+qhd1fp7nk/6JH3V+ucMSW64LD+XHgZABKI4AUA9QzDULXHr+1VHu2o9mp7lUfbq9y7b1d7tL3Ko80VddpR7W3yGC67VX3ynDpmvx4aUJilAd2z1L8gSwMLslSYTcBC8tksZp17cF+d/os+mvvVJj39yRo9+dEazf54jcYOKtBZo4q5FAEAJADBC0CnFAgaqqzzqazWq/I6n8prvSqv9dV/hbeFHq+o82lXjVc7qj1y+4LNHjPDYlZhtl39u2fp8H0KVJTnVJ88h4rynJGvHIeVcIW04LBZ9NtD+urcg0v00aodevazdVr44zZ9tGqHsu1WTRjWS8cd0FNH7ltICAOAOCB4AUgJhmHIGwjK7Q2qzhdQnS+gWq9f1W6/qj0NvtzN3K6/X+Pxq8rjV5Xb3/pJFZr+l+e0KS8zQ/sUulSYbVeBy67C7Pov1+5/c5yEKnQ+JpNJvxxcqF8OLtTOao9e/6ZU//lqo/79ZejLYTPryH0LNW5IoQ7fp0D9WX8IAO1C8AIQxR8IyhsIyuuv/wrs8W/9l2eP+w0f9/hDwamuPkS5fQHVeQORQNXwfsPbeyyJillWhkUuh1Uuu1WFOQ4NsFuU67Qp15mhvEyb8jNtynNmKDfTpvzM0LY8p025mTbZrfwlHwjr7rLrwrEDdOHYAVq/s1b//W6L3vluq979fqve+W6rJKlXjkOH79NdhwzsppEl+RrUwyWLmSAGAK0heAH1DMNQ0AhNUQsaoa9A0FAwqNBtw1AwWL9P5LYR2T8Q3i/y/AbHCoafX//c8Lbg7v38waD8gfp/g4b8AUO+QLD+MWOPx4INtoXuB4KGfEFDgWBQvkD0PqHH6vcJ7N4nFJKC8voDkeDU3vDTGpNJctosctosctgsctjMysu0yWlzyFG/3Zmx+/Hw7ez6QOWyWyPhquHtrAyrzPzSB8Rd3+6ZuuTIgbrkyIEqr/Vq0c879elPO/XZTzs19+tNmvv1JkmhUeNhfXJ1YHGuhhfnaUjPbA0oyOI6cwCwB4JXnK3cWqW31wa16r1VMup/gTWkBreNqO3hOy3t03C7orbXP3f35vrbu7crst1otE/4eYYRuh00dm8L1t8I3268PRQiDIWCQ+hc4dtG/b67aww2cQ5jj+O2VM/ufaPPYRi7A1PkNUXVED6W9ghT9UHIUOR2w+9XurOaTbJaTLKazfX/hm5bzCbZLCZZLWbZrWblOKzKsJpls5iVYTUrI/yvNfR4w/sZFotsVpMy6p/bcPvu22ZlWE1NBim71cz0JCBN5WVm6PhhvXX8sN6SpG1Vbn25tkzfbKzQtxvL9e3GCn2xZldkf4vZpP7dMzW4Z7b27eHSPj1c6tstU327ZapbVgbvBQC6JIJXnH2/uVKvrQlKa1Ymu5QOYTaF1geYTZJJJsmkyO3wYyaFRjtMJpNMJskc2Ra6b1L9tvrbUfs1eFwNbpvNptA2NTh/g2MrUtPux80mkyz1zzObTbKY1OB26DGTKfQLg8VkkslkksWs+u279zHXH89iDtchWRrUZIn8W3/8yDZFzhU5b/0+DUNR6N+G981RQarRPmazLJFwZYrUCwCJ0iPboROG99YJw0NBLBg09POOGq0ordDKrVVaubVaq7dVa/6KLZq3PPq5mRkW9e2WqZJumSrJz1RRnkM9chzqmW1XzxyHeuTYlZnBrycAOh/e2eLsqMGF+uNoiw477LD60BAOB6EvKbRt9+3d29Vou6nRPg2fq4bbw4EjfK6G5919+EbbI+GmyRBkitTdMCyFAxUAAFLoj0qDerg0qIcrarvbF9BP26v18/YabSir1YZdddqwq1Ybymr1/g/b5G9mbnO2w6oe9UGsu8uubpmhBjj5mTblZ2UoP7P+Kyu0bjMzw8LnEoCUl1LBq7y8XFOmTNG8efOUnZ2tadOm6brrrkt2WW2Sl5mhvtkmDeuTm+xSAABIKofNoqFFuRpa1Pgz0R8IakulW1sq3Npa6dG2qvp/K93aWn972cYKVXla71CaYTE3WgOa3XBdaPi+3SqXwyaXPbzWNHpatN1mjqxFtVpYowYgvlIqeF199dXyeDzatGmT1q1bp2OOOUZDhgzRCSeckOzSAABAHFktZhXnZ6o4P7PF/Tz+gCpqfdpV61VZTeg6fLvqr8tXVhO6XVHrU1WDS0xsqXSryu2TL9D+xbs2i0kOq0WO+lDmrG8KZLda6tfGmhqtj7U1/Ndiarytfl+bZffzLQ2miVsbTC+P2t5gSnmj7fX3aTIEpL6UCV41NTWaM2eOvvzyS+Xk5Gj48OG69NJL9fTTTxO8AADoouxWi3rkWNQjx9Hm53r8gUgYq6q/zl/4un9uX0BuX/11A72B+vvhy14EVecNhC6N0eDSF9urfFGX2PDVd41NBSaTGgWy8Pri8DrlyLpssyLrjcPLCXavn1ZkLbPJFH2MyPrm+nXQ5obPjaybjj5fw333XMYQXmJhbrhdDZZaNNreYGlFg8f2fL4ari9v4vkNj71nXdIe69PD91s5dviYkZ+Hou40utlwamzDyNzkcpIGezQ3o7bh8pQmj9XMMZqqXa3u277am7m5V7X/UBbU+KCRNpe0SJngtXLlSgWDQQ0bNiyybeTIkZo7d24SqwIAAOnKbrXI7rKou8uesHOELtMRujSHrz6U+fa4/mH48h0N9/PVX/IjfMmQQCCogCEF6i8bEqi/XEjk8eCe+zezveH+gd1dgsOXOYncDkZv9wWDMgK7L4tiRHUDDncQ3t0NuNHxGnQjBjrSpWcE0qYhT8pUWV1drdzc6DngeXl5qqqqarTvzJkzNXPmzMj98vJyzZ8/P+E1xsrtdqdUPQCAlvG+jY5ikpRR/xUzc/1XSjHt8W9Iw8u9BMP/NrrsTf3t+v8x1Pjxho+F9426HE+Mx4o8d8/7RuzPC19Gp7k6Gj5nz+1Nbmti3+byalNB1mjqdhvO31w4bvJ57XhdTdbXhvO39r1qyOfzaeG7CxjxaiuXy6XKysqobRUVFcrOzm6079SpUzV16tTI/eLiYk2YMCHhNcZq/vz5KVUPAKBlvG8DQPpJt/fulPn7yeDBg2UymbRixYrItqVLl0ZNPQQAAACAdJQywSsrK0tnnXWW/vjHP6qqqkrLly/XU089pYsuuijZpQEAAADAXkmZ4CVJjz76qGw2m3r37q1jjz1WN954Ix0NAQAAAKS9lFnjJYWaacyZMyfZZQAAAABAXKXUiBcAAAAAdEYELwAAAABIMIIXAAAAACQYwQsAAAAAEozgBQAAAAAJRvACAAAAgAQjeAEAAABAghG8AAAAACDBCF4AAAAAkGAELwAAAABIMIIXAAAAACQYwQsAAAAAEozgBQAAAAAJZjIMw0h2EXvLZrOpZ8+ecTlWXV2dnE7nXh2jurpaLpcrLvWg48TjZ5/u0vV7kEp1J6OWjjhnIs4Rz2Pu7bF4305fqfT//2RI19efanV3xvfuRB0/XsftrL9zb9++XR6Pp+kHjU5g4sSJKXWsPn36xKESdLR4/neUrtL1e5BKdSejlo44ZyLOkUrv3bxvp69U+v9/MqTr60+1ujvje3eijh+v43bF37k7xVTDiRMnpuSxkF742afv9yCV6k5GLR1xzkScg/duxENX/9mn6+tPtbo743t3oo4fr+Om2n8DHaFTTDVMNcXFxdq4cWOyywAAxIj3bQBIP+n23t0pRrxSzdSpU5NdAgCgDXjfBoD0k27v3Yx4AQAAAECCMeIFAAAAAAlG8AIAAACABCN4AQAAAECCEbySYNeuXTr44IPlcrm0dOnSZJcDAGjGH//4Rx1xxBE666yzVFtbm+xyAACtSOXfswleSZCdna23335bZ511VrJLAQA0Y9myZfrhhx/08ccf66ijjtLs2bOTXRIAoBWp/Hs2wSsJbDabCgoKkl0GAKAFH3/8sU488URJ0sknn6xPPvkkyRUBAFqTyr9nE7xa8cgjj2j06NGy2+0655xzoh4rLy/Xb37zG2VnZ6uoqEgPPvhgcooEADSrve/jZWVlys3NlSTl5eVp165dHVk2AHRpnfF3cGuyC0h1RUVF+tOf/qQFCxZox44dUY9dffXV8ng82rRpk9atW6djjjlGQ4YM0QknnKDNmzfr9NNPb3S8Z555Rvvtt19HlQ8AXV5738fz8/NVUVEhSaqoqFC3bt2SUT4AdEntfe9OZQSvVpxxxhmSpKVLl0b90GtqajRnzhx9+eWXysnJ0fDhw3XppZfq6aef1gknnKDevXtr0aJFySobAFCvve/jY8eO1YwZM3TxxRdr3rx5Gjt2bLJeAgB0Oe19705lTDVsp5UrVyoYDGrYsGGRbSNHjtTy5ctjev748eP13//+V5dffrlmzZqVqDIBAM1o7X18xIgRGjhwoI488ki98847uuiii5JVKgCgXiy/g6fq79mMeLVTdXV1ZO5/WF5enqqqqmJ6/oIFCxJRFgAgRrG8j999990dXRYAoAWxvHen6u/ZjHi1k8vlUmVlZdS2iooKZWdnJ6kiAEBb8D4OAOknnd+7CV7tNHjwYJlMJq1YsSKybenSpVHDngCA1MX7OACkn3R+7yZ4tcLv98vtdsvv9ysYDMrtdsvn8ykrK0tnnXWW/vjHP6qqqkrLly/XU089xRoAAEgxvI8DQPrplO/dBlp06623GpKiviZNmmQYhmGUlZUZZ511lpGVlWX06tXL+Otf/5rUWgEAjfE+DgDppzO+d5sMwzCSE/kAAAAAoGtgqiEAAAAAJBjBCwAAAAASjOAFAAAAAAlG8AIAAACABCN4AQAAAECCEbwAAAAAIMEIXgAAAACQYAQvAAAAAEgwghcAICUMHTpUCxYsSHYZbfLMM8/o0EMPjdvxJk+erIyMDBUUFMTtmJJ06KGH6plnnonrMVsza9YsuVwumUwm/fDDDx16bgBIRQQvAEgj48aNk8PhkMvliny9+uqryS4rLlasWKHx48cnu4ykmzp1qnbs2JHw80ybNk133XVXwo4/ZcoUVVdXJ+z4AJBuCF4AkGYefPBBVVdXR75OO+20qMcNw1AgEEhOcYiZ3+9v83Pi+bN98803dfLJJ8flWACA1hG8AKATGDdunG6++WaNGzdOWVlZ+uKLL7RlyxadffbZ6tmzp0pKSjR9+nQFg8HIc5599lkNGzZM2dnZGjRokP7v//4vcqwnnngist///d//qX///pH7LR03PPXuj3/8o7p3764+ffroX//6V+S5Ho9HN910kwYMGKDs7GyNHj1aGzZskCT1798/UsOSJUt0+OGHKy8vT7169dKVV14pj8fT7Os/99xz1bt3b+Xm5urII4/UsmXLIo9NnjxZV155pc444wxlZ2drxIgRWrp0aeTxb7/9VmPGjFF2drZOPvlkXX755Zo8ebIkaeHCherVq1fUuVqatjd16lT17dtX2dnZOuigg/TBBx9EHps+fbrOOOMMXXTRRcrLy9N9993X7OtpqKmf7bx583TQQQcpJydHJSUl+vOf/xz1nBdffFEDBw5Ufn6+/vCHPzQ65s8//6yamhqNGDFCO3fu1K9//Wvl5+crPz9fhxxySGTErbKyUpdffrmKi4vVq1cvXX311XK73ZHj/PWvf1WfPn3Us2dPzZw5U7169dLChQtjel0A0NUQvACgk3jmmWcio2EHHXSQTj31VA0aNEjr1q3T559/rtdee02zZ8+WJL366quaNm2aZs2apcrKSr3//vvq169fq+cIBoMtHleSvvzyS/Xq1Utbt27Vww8/rMsuu0yVlZWSpP/3//6fPvzwQy1cuFAVFRWaPXu2MjMzG53HYrHo/vvv144dO/T555/rgw8+0MMPP9xsXccdd5x+/PFHbdu2TQcffLDOPffcqMeff/55TZ06VeXl5Tr66KN1zTXXSJJ8Pp9+/etf66yzztKuXbs0depUPffcc61/s5sxatQoffXVVyorK9MFF1ygiRMnqra2NvL4G2+8oeOOO067du3SddddF/Nx9/zZZmVl6ZlnnlF5ebnefvttPfnkk/r3v/8tSfrhhx900UUXadasWdq2bZvy8vK0ZMmSqOO9+eabOumkkyRJ999/v4LBoDZt2qQdO3bosccek8PhkCRdeOGFcrvd+u677/TDDz9o1apVuuOOOyRJ77zzju666y699dZbWrdundasWdMhUyQBIF0RvAAgzUydOlV5eXnKy8tTcXFxZPsFF1ygkSNHymw265tvvtGGDRt05513yuFwqKioSFOnTtULL7wgSXriiSf0hz/8QYcffrhMJpNKSkq0//77t3ruJUuWtHhcSerTp49+//vfy2q16owzzpDZbNbKlSsVDAY1a9Ys/e1vf1O/fv1kNpt14IEHqnv37o3O84tf/EKHH364rFar+vXrpylTpkSNHu3pwgsvVE5Ojux2u2655RatWLFCO3fujDx+2mmn6YgjjpDFYtEFF1ygr776SpL02Wefqba2VjfccINsNpuOPvpoHX/88a3/EJpx3nnnqaCgQFarVdddd518Pp++//77yOOjRo3SOeecI7PZLKfTGfNxG/5s7Xa7fvnLX2rEiBEym80aPny4zj333Mj35+WXX9YJJ5yg8ePHy2az6aabblJ+fn7U8RpOM8zIyNDOnTu1evVqWSwWjRo1Si6XS9u2bdPrr7+uhx9+WDk5OcrLy9Of/vSnyM/6hRde0KRJkzRy5Eg5HA7NmDEjakQVABDNmuwCAABtM3PmTF1++eWNtjccsVq7dq22b98e9Qt3MBhUSUmJJGn9+vUaNGhQm8/d2nElNZqal5mZqerqau3YsUN1dXUxnXflypWaOnWqlixZotraWvn9fh144IFN7hsIBPTHP/5Rc+bM0fbt22U2h/6muGPHjkioa1hTZmamampqJEmlpaUqKiqKPEeSSkpKVFZW1mqNTbn//vs1e/ZslZaWymQyqbKyMmoUKJZRxabs+bzPP/9cN954o5YvXy6v1yuPx6PTTz9dUug19e3bN7KvxWJRnz59Iverq6u1ZMkSHX300ZKkG264QXV1dTrzzDNVU1Oj888/XzNmzNDatWsVCASifrYN15iVlpZG/UxycnKUm5vbrtcHAF0BI14A0EmYTKbI7b59+6q4uFjl5eWRr8rKSq1YsSLy+OrVq5s8jsvlipoet2XLlpiP25KCggI5nc5mz9vQFVdcoUGDBmnlypWqrKzU3XffLcMwmtz3+eef19y5c/XOO++ooqJC69atk6Rm92+oqKhIpaWlUSM14TVnUuPvhRT9/Wjoo48+0t13362XXnpJZWVlKi8vV25ublQdDX9GbbHn837729/qpJNO0vr161VRUaErrrgicp6ioiKtX78+sm8gENCmTZsi99955x2NHTs2Mp3Q5XLp3nvv1apVq/TRRx/p1Vdf1bPPPqu+ffvKarVq27ZtkZ91RUVFpFNhUVFR1PeqsrJSFRUV7Xp9ANAVELwAoBMaM2aMCgsLdccdd6impkbBYFCrVq2KTEebMmWKHnjgAS1atEiGYWjjxo2Ray394he/0L///W9VV1drw4YNUWurWjtuS8xmsy655BJdf/31Wr9+vQzD0DfffBM1JTCsqqpKOTk5ys7O1sqVK6OafTS1r91uV/fu3VVXV6c//elPMX+fDjvsMDkcDj3wwAPy+/1auHBhpMGHJA0ePFiBQEBz586V3+/Xo48+GhVi9qzDarWqoKBAfr9fM2bMiKxti7eqqirl5+fL6XRqyZIlev755yOPTZw4UfPmzdN7770nn8+ne+65J2oEb89uhm+++WZkKmhOTo5sNpssFot69eqlk046Sddee63KyspkGIY2bNgQ+f6cffbZevbZZ/Xtt9/K4/Hoz3/+c9TIIQAgGu+QANAJWSwWvfHGG1q1apX23Xdf5efn6ze/+Y02b94sSTrjjDN055136qKLLlJOTo5+9atfRUaKrr/+euXm5qp37946/fTTdd5558V83Nbce++9OuSQQ3TEEUcoNzdXl1xyierq6hrtd//99+vll19Wdna2Lr74Yk2cOLHZY15wwQUaOHCg+vTpo/33319jxoyJ+ftks9n02muv6aWXXop0Gjz77LNlt9slhabPPfHEE/r973+vnj17asuWLRo1alSTx5owYYJOOukk7bfffurXr59sNlvUNL14euyxx3T77bcrOztb06dPj/r+7L///nrqqad08cUXq0ePHtq5c6dGjx4tKTQKOG/evKjgtXr1ah1//PGRjo/HHXecfve730mS/vGPf8hms2nkyJHKzc3VhAkTtHLlysjrnTZtmo4//niVlJSob9++ys3NjXzvAADRTEYsczEAAOgifv3rX2vMmDFtGjmLl0svvVQvvPCCXC5Xs1Ma98bixYs1ZcoUff3113E/dllZmbp166YNGzaouLhYTz75pG644Qa53W59++23Gjx4cNzPCQDphOAFAOjSPvzwQ+2zzz7q1auX3nrrLU2cOFFfffWVhg4dmuzS4u6LL77Q9u3bI63k99bcuXN10kknyev16ve//72+//57ff7553E5NgB0NnQ1BAB0aatXr9bZZ5+tyspK9e3bV08//XSnDF2SdPDBB8f1eE8//bQuvPBCmUwmHXLIIVFrzQAA0RjxAgAAAIAEo7kGAAAAACQYwQsAAAAAEozgBQAAAAAJRvACAAAAgAQjeAEAAABAghG8AAAAACDB/j9fRoJFqnSI9wAAAABJRU5ErkJggg==", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "\n", "# el caracter \"_\" descarta la salida de la función\n", "_ = analyze_sys( sig.TransferFunction(num, den), 'Ej 5.13' )\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "de la transferencia se observa que para $\\omega = 1$ r/s cuenta con 41.3 dB. Este valor según el enunciado **se requiere que sea de 10 dB**. Por este motivo se corrige la ganancia de la transferencia disminuyéndola 31.3 dB." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "# ganancia original para w = 1 en dB\n", "k0db = 41.3\n", "\n", "# k0 deseada en el ejemplo en dB\n", "k0_deseada = 10 \n", "\n", "# factor de corrección de ganancia\n", "k_corr = 10**((k0_deseada - k0db)/20)\n", "\n", "# corrección de ganancia\n", "num = k_corr * num" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Ahora podemos comenzar con el análisis y la factorización en SOS's." ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/markdown": [ "### Ejemplo 5.13 del Schaumann: Factorización en secciones de segundo orden" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/markdown": [ "#### Función transferencia con 10 dB" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle \\frac{s^5 \\,\\, 0.02723 + s^3 \\,\\, 0.06807 + s \\,\\, 0.01532 }{s^6 + s^5 \\,\\, 0.39 + s^4 \\,\\, 3.067 + s^3 \\,\\, 0.785 + s^2 \\,\\, 3.056 + s \\,\\, 0.387 + 0.989 }$" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/markdown": [ "#### Transferencia factorizada" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle \\frac{s \\,\\, 0.6955 }{s^2 + s \\,\\, 0.2002 + 1.004 } . \\frac{s^2 \\,\\, 0.1777 + 0.04441 }{s^2 + s \\,\\, 0.08836 + 0.8319 } . \\frac{s^2 \\,\\, 0.2203 + 0.4958 }{s^2 + s \\,\\, 0.1014 + 1.184 }$" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/markdown": [ "#### Transferencia factorizada y parametrizada" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle \\frac{s\\,3.474\\,\\cdot \\frac{1.002}{5.005}}{s^2 + s \\frac{1.002}{5.005} + 1.002^2} . \\frac{0.1777(s^2 + 0.5^2)}{s^2 + s \\frac{0.9121}{10.32} + 0.9121^2} . \\frac{0.2203(s^2 + 1.5^2)}{s^2 + s \\frac{1.088}{10.73} + 1.088^2}$" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from IPython.display import display, Markdown\n", "\n", "display(Markdown('### Ejemplo 5.13 del Schaumann: Factorización en secciones de segundo orden' ))\n", "\n", "print_subtitle('Función transferencia con 10 dB')\n", "\n", "pretty_print_lti(num, den)\n", "\n", "# particiono en SOS's para la implementación\n", "sos_pb = tf2sos_analog(num, den)\n", "\n", "# ajusto posibles problemas numericos (negativos y valores despreciables)\n", "# asumimos siempre transferencias normalizadas.\n", "sos_pb[sos_pb < 1e-6] = 0.0\n", "\n", "print_subtitle('Transferencia factorizada')\n", "\n", "# visualizamos la transferencia factorizada\n", "pretty_print_SOS(sos_pb)\n", "\n", "print_subtitle('Transferencia factorizada y parametrizada')\n", "\n", "# visualizamos la transferencia factorizada y parametrizada\n", "pretty_print_SOS(sos_pb, mode='omegayq')\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finalmente analizamos la transferencia de cada SOS y la implementación resultante total" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "\n", "# el caracter \"_\" descarta la salida de la función\n", "_ = analyze_sys( sos_pb, 'Ej 5.13' )\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "De los resultados obtenidos del análisis se puede verificar el procedimiento explicado:\n", "\n", "* se verifica que $\\vert T_G(j\\omega) \\vert$ satisface el comportamiento de la función original y la ganancia en la banda de paso de 10 dB\n", "\n", "* La factorización obtenida mediante [tf2sos_analog]() respeta los lineamientos de ordenamiento\n", "\n", " 1. Apareamiento de cada SOS polo-cero más próximo: ver diagrama de polos y ceros.\n", " 2. Q creciente: 5 - 10.32 - 10.73\n", " 3. Ganancia decreciente para maximizar el rango dinámico. Restaría hacer una simulación circuital\n", "\n", "* La factorización [pretty_print_bicuad_omegayq]() facilita la interpretación de los parámetros constructivos de cada SOS. Por ejemplo la primera sección será un **pasabanda** con los siguientes parámetros:\n", " \n", " 1. $\\omega_10 = 1.002 \\approx 1$ r/s\n", " 2. $Q_1 \\approx 5$\n", " 3. $k_1 \\approx 6.5$\n", " \n", "* Una vez parametrizada cada SOS, resta elegir el circuito que lo implementará. Para este ejemplo Schaumann sugiere redes Ackerberg-Mossberg como los de la figura\n", "\n", "![Ej5.13](img/5.13_ack_moss.jpg)\n", "\n", "\n", "A modo de ampliar un poco el ejemplo, se propone implementar el mismo filtro mediante el conversor generalizado de imitancias (GIC) de Antoniou. Para ello se simula en LTspice el ordenamiento analizado más arriba:\n", "\n", "![Ej5.13_LTspice](img/5.13_GIC.png)\n", "\n", "Podemos notar que cada etapa se implementará mediante la estructura GIC en su versión bicuad:\n", "\n", "![GIC_bicuad](img/GIC_bicuad.png)\n", "\n", "Y la transferencia total, como cada una de las parciales se puede observar en el siguiente gráfico\n", "\n", "![GIC_transfer](img/5.13_transfer.png)\n", "\n", "![GIC_transfer_detail](img/5.13_transfer_detail.png)\n", "\n" ] } ], "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": "3.10.16" } }, "nbformat": 4, "nbformat_minor": 4 }