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.S12 { border-left: 0.833333313465118px solid rgb(233, 233, 233); border-right: 0.833333313465118px solid rgb(233, 233, 233); border-top: 0.833333313465118px solid rgb(233, 233, 233); border-bottom: 0px none rgb(0, 0, 0); border-radius: 0px; padding: 6px 45px 0px 13px; line-height: 17.2339992523193px; min-height: 18px; white-space: nowrap; color: rgb(0, 0, 0); font-family: Menlo, Monaco, Consolas, 'Courier New', monospace; font-size: 14px; }</style></head><body><div class = rtcContent><h1 class = 'S0'><span>Implementação de uma função para resolver uma equação de diferenças</span></h1><div class = 'S1'><span>Aluno: Pedro Henrique Garcia</span></div><div class = 'S1'><span>R.A. 1829696</span></div><h2 class = 'S2'><span>Inicialização dos vetores</span></h2><div class="CodeBlock"><div class="inlineWrapper"><div class = 'S3'><span style="white-space: pre;"><span>close </span><span style="color: rgb(160, 32, 240);">all</span><span>; clear; clc; </span><span style="color: rgb(34, 139, 34);">% faça a coleta de lixo regularmente</span></span></div></div><div class="inlineWrapper"><div class = 'S4'></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">%tamanho do b</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span>b_size = 100;</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">%tamanho a</span></span></div></div><div class="inlineWrapper"><div class = 'S5'><span style="white-space: pre;"><span>a_size = 50;</span></span></div></div></div><div class = 'S6'><span style=' font-family: monospace;'>poly</span><span> Deveria garantir que o sistema é estável, pois todas raízes serão menores que 1, em magnitude, e portanto estão dentro do circulo unitário para números grandes de a_size, o sistema sistema continuará instável pois </span><span style=' font-family: monospace;'>max(abs(roots(a))</span><span> pode ser > 1.</span></div><div class="CodeBlock"><div class="inlineWrapper"><div class = 'S3'></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span>a = poly(0.01*rand(a_size,1));</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span>b = randn(b_size, 1); </span><span style="color: rgb(34, 139, 34);">% declara b</span></span></div></div><div class="inlineWrapper"><div class = 'S5'><span style="white-space: pre;"><span>x = randn(100,1); </span><span style="color: rgb(34, 139, 34);">% declara o sinal</span></span></div></div></div><h2 class = 'S7'><span>Função de resolução de equações de diferenças</span></h2><div class="CodeBlock"><div class="inlineWrapper"><div class = 'S3'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% function y = phg_filter(b,a,x)</span></span></div></div><div class="inlineWrapper"><div class = 'S4'></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% a função phg_filter recebe três argumentos, para resolver a equação de</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% difereças. </span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% a é um vetor dos coeficientes que acompanham y</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% b é um vetor dos coeficientes que acompanham x</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% x é um vetor do sinal</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% Uma equação de diferenças é do tipo:</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% a(n)y(n) + a(n-1)y(n-1) ... a(1)y(1) = b(n)x(n) + b(n-1)x(n-1) ... b(1)x(1)</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% podemos encontrar a saída conhecendo apenas</span></span></div></div><div class="inlineWrapper"><div class = 'S4'></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% pega o maior numero </span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% pra servir de padrão pro produto escalar</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% espero que o compilador do matlab seja bom o suficiente para pular todas</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% as multiplicações por zeros desnecessárias</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span>max_size = max([numel(x) numel(a) numel(b)]); </span></span></div></div><div class="inlineWrapper"><div class = 'S4'></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% preenche o restante com zeros, até max_size</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span>y(max_size) = 0;</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span>y = transpose(y);</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span>a(max_size) = 0;</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span>b(max_size) = 0;</span></span></div></div><div class="inlineWrapper"><div class = 'S4'></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% protege contra um vetor coluna, a e b precisam ser linhas</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(0, 0, 255);">if </span><span>(isrow(b)==0)</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span> b = transpose(b);</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(0, 0, 255);">end</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(0, 0, 255);">if </span><span>(isrow(a) == 0)</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span> a = transpose(a);</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(0, 0, 255);">end</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% assegura que x é vetor coluna</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(0, 0, 255);">if </span><span>(iscolumn(x) == 0)</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span> x = transpose(x);</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(0, 0, 255);">end</span></span></div></div><div class="inlineWrapper"><div class = 'S4'></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% resolve a equação de diferenças</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(0, 0, 255);">for </span><span>n=1:numel(x)</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span> y(n) = (1/a(1))*( b(1:n)*x(n:-1:1) -a(2:n)*y(n-1:-1:1) );</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(0, 0, 255);">end</span></span></div></div><div class="inlineWrapper"><div class = 'S4'></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">%trunca a saída para que a comparação com a função do matlab possa ser feita</span></span></div></div><div class="inlineWrapper"><div class = 'S5'><span style="white-space: pre;"><span>y = y( 1:numel(x) );</span></span></div></div></div><h2 class = 'S7'><span>Testes das funções</span></h2><div class = 'S1'><span>Testando o tempo de execução das duas funções.</span></div><div class="CodeBlock"><div class="inlineWrapper outputs"><div class = 'S8'><span style="white-space: pre;"><span>tic; y_matlab=filter(b,a,x); toc</span></span></div><div class = 'S9'><div class="inlineElement eoOutputWrapper embeddedOutputsTextElement" uid="2BCFD41A" data-scroll-top="null" data-scroll-left="null" data-width="983" data-height="18" data-hashorizontaloverflow="false" data-testid="output_0" style="max-height: 261px; width: 1013px;"><div class="textElement">Elapsed time is 0.017484 seconds.</div></div></div></div><div class="inlineWrapper outputs"><div class = 'S10'><span style="white-space: pre;"><span>tic; y_phg=phg_filter(b,a,x); toc</span></span></div><div class = 'S9'><div class="inlineElement eoOutputWrapper embeddedOutputsTextElement" uid="EEC71DDE" data-scroll-top="null" data-scroll-left="null" data-width="983" data-height="18" data-hashorizontaloverflow="false" data-testid="output_1" style="max-height: 261px; width: 1013px;"><div class="textElement">Elapsed time is 0.009694 seconds.</div></div></div></div></div><div class = 'S6'><span></span></div><div class = 'S1'><span>Verificando se o sistema é estável</span></div><div class="CodeBlock"><div class="inlineWrapper"><div class = 'S3'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% se max(abs(roots(a))) >1, então sistema instável. </span></span></div></div><div class="inlineWrapper outputs"><div class = 'S11'><span style="white-space: pre;"><span>max(abs(roots(a)))</span></span></div><div class = 'S9'><div class='variableElement' style='font-family: Menlo, Monaco, Consolas, "Courier New", monospace; font-size: 12px; '>ans = 0.1391</div></div></div></div><div class = 'S6'><span>Podemos ver o maior erro entre a função escrita e o filter do matlab</span></div><div class="CodeBlock"><div class="inlineWrapper"><div class = 'S3'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% mostra o maior erro entre o phg_filter e o filter do matlab</span></span></div></div><div class="inlineWrapper outputs"><div class = 'S11'><span style="white-space: pre;"><span>maxerror = max( abs(y_matlab -y_phg) )</span></span></div><div class = 'S9'><div class='variableElement' style='font-family: Menlo, Monaco, Consolas, "Courier New", monospace; font-size: 12px; '>maxerror = 1.7764e-14</div></div></div></div><div class = 'S6'><span></span></div><div class = 'S1'><span>Plot do erro entre as duas funções</span></div><div class="CodeBlock"><div class="inlineWrapper"><div class = 'S3'><span style="white-space: pre;"><span style="color: rgb(34, 139, 34);">% plota o erro entre o phg_filter e o filter do matlab</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span>figure</span></span></div></div><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre;"><span>stem( abs(y_matlab -y_phg)) </span></span></div></div><div class="inlineWrapper outputs"><div class = 'S11'><span style="white-space: pre;"><span>title(</span><span style="color: rgb(160, 32, 240);">'Erro'</span><span>)</span></span></div><div class = 'S9'><div class="inlineElement eoOutputWrapper embeddedOutputsFigure" uid="6E55BC1C" data-scroll-top="null" data-scroll-left="null" data-testid="output_4" style="width: 1013px;"><div class="figureElement" style="cursor: default;"><div class="figureContainingNode" style="width: 560px; max-width: 100%; display: inline-block;"><div class="GraphicsView" data-dojo-attach-point="graphicsViewNode,backgroundColorNode" id="uniqName_197_0" widgetid="uniqName_197_0" style="width: 100%; height: auto;"><img class="ImageView figureImage" data-dojo-attach-point="imageViewNode" draggable="false" ondragstart="return false;" id="uniqName_197_2" widgetid="uniqName_197_2" 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" 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yQJaU8++SRpfX199Dv99NM588wzSVuwYAGdnZ2kvfzyyyxYsIC03NxcJk2axGAmTJjAKaecQtrSpUvp7e0lbfPmzTz00EMMtGPHDvqVl5eTJAlpTz75JGl9fX28U/bt20e/SZMmMWLECNJWr15NvyVLljBx4kSuuOIKXn/9dUIIR7+EEEJ4B40YMYKPfexjnH/++YwfP54HH3yQtC9+8YskScJgxo4dy+zZs0lbuHAhH/7wh7nkkkuYM2cOTzzxBMcddxwZGRn8LowdO5bZs2eTtnDhQj784Q9zySWXMGfOHJ544gmOO+44MjIyeKtyc3NJ6+np4cQTT2TGjBmcddZZ9PvEJz5BZWUl55xzDlu2bCHt1Vdfpd+SJUtIe+KJJzjllFM4//zz+eu//mvS3v/+93PxxRdz1lln0e8Tn/gElZWVnHPOOWzZsoW0V199lYFWrVrFiBEj+OUvf8mpp57K5MmT+aM/+iN+8pOfkJmZye23386hzJ8/n7THHnuM8ePHc/HFF3P++eczduxYBjrrrLPo94lPfILKykrOOecctmzZQtqrr77KkZabm0taT08PJ554IjNmzGDs2LHMnj2btIULF/LhD3+YSy65hDlz5vDEE09w3HHHkZGRQQjh6JcQQgjvoEsvvZTrrruOTZs28cwzz5CZmcn8+fOZN28eh7J48WJuuOEGRo8ezQ9/+EO+853vkJmZSXV1NStXruR3afHixdxwww2MHj2aH/7wh3znO98hMzOT6upqVq5cyf+LK6+8ktzcXNJ2797N7t27OeOMM7jtttsYNWoUtlm1ahWZmZnce++9pPX09LB9+3bSLr30Uu666y5OOeUUdu/ezaOPPsobb7xBaWkpjY2NJEnCGWecwW233caoUaOwzapVq8jMzOTee+8lraenh+3bt9Nv8uTJbNy4kT//8z/nwIEDPPzww+zbt48/+ZM/oampiZKSEg5l5syZ3HTTTYwaNYrnnnuOBx54gKuuuoqFCxcy0BlnnMFtt93GqFGjsM2qVavIzMzk3nvvJa2np4ft27dzJF155ZXk5uaStnv3bnbv3k3a4sWLueGGGxg9ejQ//OEP+c53vkNmZibV1dWsXLmSEMLwkBBCCAdZv349qVSKDRs20O/FF18klUpx66230q+srIxUKkUqleKiiy6iX0NDA6lUiueff57B3HzzzezatYuHH36Y1157jZqaGga67777SKVSrF+/noEWLFjAnj172LZtGz/+8Y957bXX+NrXvkZGRgb9XnzxRVKpFLfeeiv9ysrKSKVSpFIpLrroIvo1NDSQSqV4/vnnOdiCBQvYs2cP27Zt48c//jGvvfYaX/va18jIyKDffffdRyqVYv369Qx09913k0qlWL9+Pf1OPfVU2tra2Lp1K7a57777SJs5cyZ79uzh0Ucf5Ve/+hWbNm3i0ksvJZVKkUqleN/73ke/4uJikiQhMzOTUaNG8cQTT/DQQw+Rk5NDv5kzZ7Jnzx4effRRfvWrX7Fp0yYuvfRSUqkUqVSK973vfQw0adIkNm/ezO7du2lubua///u/eeqpp5g0aRKHY/bs2ezZs4eHH36Yrq4uVq9ezYwZM0ilUrz44ov0mzlzJnv27OHRRx/lV7/6FZs2beLSSy8llUqRSqV43/vex29z1VVXkUqlSKVSDHTfffeRSqVYv349A913332kUinWr19Pv1NPPZW2tja2bt2Kbe677z76LViwgD179rBt2zZ+/OMf89prr/G1r32NjIwM+m3YsIFUKsXdd99NCOHokxBCCO+C4447jvPPP5+MjAzeiiRJmDhxIueeey4ZGRkcSUmSMHHiRM4991wyMjJ4u5Ik4c/+7M8444wzGCgjI4NJkyYxbtw4DmXcuHE8++yzdHZ2sm/fPm666SYGk5GRwaRJkxg3bhyH64QTTmDy5MmMHTuWtyojI4Pzzz+fE044gUPJyMhg0qRJjBs3jndDkiT82Z/9GWeccQYHS5KEiRMncu6555KRkUEIYXhJCP/LgQMH2Lx5M8888wy/zRtvvMHmzZvp6uoihBDeCb29vVxzzTVUVVVxxRVXkPaRj3yEEEIIby4h/Nprr73GnDlzOPvss5k2bRof/ehHKSkpYfPmzQz09a9/nT/90z9l2rRpnHvuucycOZNXXnmFEMKhlZWV8fnPf56PfOQjhLcuIyOD7Oxs9u3bx6RJk9i2bRtXXHEFIYQQ3lxC+LV/+qd/oqmpiRUrVvCzn/2M5uZmcnNz+du//VteeOEF0tavX8/NN99MbW0tP/vZz7jvvvvYsWMHN9xwAyGEQ6usrGTFihXMmDGD8NZlZGTwla98hVtvvZV//Md/ZOLEiYQQQjg8CYEDBw7wwAMP8JnPfIYLL7yQJEnIycnhpptuYu/evTz44IOkff3rX6e4uJhLLrmEJEn4kz/5E66//no2bNhAR0cHIYQQQghh6EkI7N27lyVLlnDxxRcz0O/93u+R9sorr7Bv3z527NjBhRdeyEB/+Zd/SdqPf/xjQgghhBDC0JMQOOGEEygrKyMnJ4eBvvWtb5F2/vnn09LSQtpJJ53EQJmZmWRlZbF9+3ZCCCGEEMLQkxAG9cQTT/Cv//qv/MVf/AXnnHMOb7zxBmmZmZkcbMSIERw4cIA3c9VVVyEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkpCEJCQhCUlIQhKSkIQkJCEJSUhCEpKQhCQkIQlJSEISkrjqqqsI/1dC+A1bt25l5syZnHHGGSxevJjflS1btmAb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNrZJs41tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb26TZxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1t0mxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2SbONbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9uk2cY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbdJsYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2tkmzjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvbpNnGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW3SbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNlu2bCH8Xwnhf1m3bh0zZszgAx/4ALfffjvHHHMMaVlZWaQdOHCAg73xxhtkZmYSQgghhBCGnoTw/6urq+P666+nvLycW2+9lWOOOYZ+BQUFpO3atYuBDhw4QG9vL+9///sJIYQQQghDT0L4tbvuuotly5Yxe/ZsbrzxRg6WmZnJ+973PjZs2MBADz30EGkf/OAHCSGEEEIIQ09CoLOzky9/+cvk5+dz8skns27dOtatW8e6detYt24d27ZtI23mzJn84Ac/oKGhgb6+Pn7yk5+wePFiPvzhD5Obm8t7VVVVFcNRVVUVw1FVVRXDVVVVFcNRVVUVw1FVVRXDVVVVFcNRVVUVw1FVVRVheEsI/Od//if79++nra2N66+/nuuvv57rr7+e66+/nuuvv57vfOc7pP31X/811157LYsXL+bMM8/kkksuYcKECXzlK1/hvay6uprhqLq6muGourqa4aq6uprhqLq6muGourqa4aq6uprhqLq6muGourqaMLwlBMrLy7GNbWxjG9vYxjb/8i//Qr9rrrmGn/70p9jGNrfeeisnnHACIYQQQghhaEoIIYQQQhiiOrp6qW/ppKSulZK6VkrqWqlv6SSEtyIhhBBCCGEI6ujqZcaa7Wxs20VNaR41pXnUlObR0NJJSV0rHV29hHA4EkIIIYQQhpiOrl5KVrVSnJ/NHZefSXF+NsX52RTnZ9NUWUBFYQ4z1myno6uXEN5MQgghhBDCENPc1k1udhY1pXkMZnphDrljRtPc1k0IbyYhhBBCCGGIaWjppKY0j0OZnH8iG9t2EcKbSQghhBBCGGI6unspzs9moNrGdgYqzs+mo2svIbyZhBBCCCGEISY3O4v6lk4Gmv+9dgbq6N5LCIcjIYQQQghhiKkozGFj2y4OpbaxnYrCHEJ4MwkhhBBCCEPM9MIc6ls6qW1sZzC1je10dPcyvTCHEN5MQgghhBDCENQ+r4jmtm5K6lppbusmrbmtm9rGduq3dtJ0TQEhHI6EEEIIIYQhKHdMFk2VBRTnZ1Pb2E5abWM7p47Jon1eEbljsgjhcCSEEEIIIQxhNaV5NFUWkNZUWcD0whxCeCsSQgghhBBCGMYSQgghhBBCGMYSQgghhBBCGMYSQgghhBBCGMYSQgghhBBCGMYSQgghhBBCGMYSQgghhBBCGMYSQgghhBBCGMYSQgghhBBCGMYSQgghhBBCGMYSQgghhBBCGMYSQgghhBBCGMYSQgghhBBCGMYSQgghhBDCb9XR1Ut9Syclda2U1LVSUtdKfUsn4eiREEIIIYQQBtXR1cuMNdvZ2LaLmtI8akrzqCnNo87MAqAAACAASURBVKGlk5K6Vjq6eglDX0IIIYQQQvgNHV29lKxqpTg/mzsuP5Pi/GyK87Mpzs+mqbKAisIcZqzZTkdXL2FoSwghhBBCCL+hua2b3OwsakrzGMz0whxyx4ymua2bMLQlhEH94he/oKuri8EcOHCAzZs3s3PnTkIIIYQwPDW0dFJTmsehTM4/kY1tuwhDW0L4DS+88AJTp06ltbWVgy1atIizzz6badOmccEFF/DJT36SnTt3EkIIIYThpaO7l+L8bAaqbWxnoOL8bDq69hKGtoTwvzz99NNMmTKFnp4eDrZ69Wpuv/12/vmf/5mf/exn3H///bzyyit89rOfJYQQQgjDS252FvUtnQw0/3vtDNTRvZcw9CWEXztw4AArVqygvLyck08+mcH853/+J0VFRXzqU58iSRJOP/10qqur+fnPf84zzzxDCCGEEIaPisIcNrbt4lBqG9upKMwhDG0J4ddeffVVGhoamD17NrfeeiuDycjI4LXXXmOgnp4e0kaPHk0IIYQQho/phTnUt3RS29jOYGob2+no7mV6YQ5haEsIv3bsscfy8MMPM2PGDH6bK664gqeeeoqvfvWrbNmyhQceeIC6ujr+8i//kpycHA6HJCQhCUksX76cEEIIIQxN7fOKaG7rpqSulea2btKa27qpbWynfmsnTdcUMBQsX74cSUhCEpII/yMh/FpmZiajR4/mUM477zyuvPJKbrvtNq666iquu+46TjzxRP7xH/+Rw2Ub29jGNtXV1YQQQghhaModk0VTZQHF+dnUNraTVtvYzqljsmifV0TumCyGgurqamxjG9vYJvyPhHDYZs+ezX333cfKlSt56qmnuP/++/n93/99Lr74Yl566SVCCCGEMDzVlObRVFlAWlNlAdMLcwhHj4RwWJ5++mnuv/9+rrvuOi666CIyMzM5/fTTWbVqFbt376a+vp4QQgghhDD0JITD8stf/pK0P/7jP2ag4447jg984AO88MILhBBCCCGEoSchHJbc3FzSOjo6GGjv3r088cQTjB07lhBCCCGEMPQkhMNy2mmnceGFF7Js2TK+//3v09fXR2dnJ9deey0jRozg05/+NCGEEEIIYehJCIftpptu4sILL2TWrFmceeaZFBcX81//9V/cfvvtnHrqqYQQQgghhKEnIfyGE088EdtcdNFFDHTMMcewaNEitm/fjm1s88ADD1BQUEAIIYQQQhiaEkIIIYQQQhjGEkIIIYQQQhjGEkIIIYQQQhjGEkIIIYQQQhjGEkIIIYQQQhjGEkIIIYQQQhjGEkIIIYQQwu9ER1cv9S2dlNS1UlLXSkldK/UtnYR3V0IIIYQQQnjbOrp6mbFmOxvbdlFTmkdNaR41pXk0tHRSUtdKR1cv4d2REEIIIYQQ3paOrl5KVrVSnJ/NHZefSXF+NsX52RTnZ9NUWUBFYQ4z1myno6uX8M5LCCGEEEIIb0tzWze52VnUlOYxmOmFOeSOGU1zWzfhnZcQQgghhBDeloaWTmpK8ziUyfknsrFtF+GdlxBCCCGEEN6Wju5eivOzGai2sZ2BivOz6ejaS3jnJYQQQgghhLclNzuL+pZOBpr/vXYG6ujeS3h3JIQQQgghhLelojCHjW27OJTaxnYqCnMI77yEEEIIIYTwtkwvzKG+pZPaxnYGU9vYTkd3L9MLcwjvvIQQQgghhPC2tc8rormtm5K6VprbuklrbuumtrGd+q2dNF1TQHh3JIQQQgghhLctd0wWTZUFFOdnU9vYTlptYzunjsmifV4RuWOyCO+OhBBCCCGE8DtTU5pHU2UBaU2VBUwvzCG8uxJCCCGEEI4yHV291Ld0UlLXSkldKyV1rdS3dBLCYBJCCCGEEI4iHV29zFiznY1tu6gpzaOmNI+a0jwaWjopqWulo6uXEAZKCCGEEEI4SnR09VKyqpXi/GzuuPxMivOzKc7Ppjg/m6bKAioKc5ixZjsdXb0cSR1dvdS3dFJS10pJXSslda3Ut3QShqaEEEIIIRxVOrp6qW/ppKSulZK6VkrqWqlv6eS9oLmtm9zsLGpK8xjM9MIccseMprmtmyOlo6uXGWu2s7FtFzWledSU5lFTmkdDSyclda10dPUShpaEEEIIIRw1Orp6mbFmOxvbdlFTmkdNaR41pXk0tHRSUtdKR1cvw1lDSyc1pXkcyuT8E9nYtosjpWRVK8X52dxx+ZkU52dTnJ9NcX42TZUFVBTmMGPNdjq6eglDR0IIIYQQjgodXb2UrGqlOD+bOy4/k+L8bIrzsynOz6apsoCKwhxmrNlOR1cvw1VHdy/F+dkMVNvYzkDF+dl0dO3lSMnNzqKmNI/BTC/MIXfMaJrbuglDR0IIIYQQjgrNbd3kZmdRU5rHYKYX5pA7ZjTNbd0MV7nZWdS3dDLQ/O+1M1BH916OpJrSPA5lcv6JbGzbRRg6EkIIIYRwVGho6aSmNI9DmZx/IhvbdjFcVRTmsLFtF4dS29hORWEOR0pxfjYD1Ta2M1BxfjYdXXsJQ0dCCCGEEI4KHd29FOdnM1BtYzsDFedn09G1l+FqemEO9S2d1Da2M5jaxnY6unuZXpjDkVLf0slA87/XzkAd3XsJQ0tCCCGEEI4KudlZ1Ld0MtD877UzUEf3Xoa79nlFNLd1U1LXSnNbN2nNbd3UNrZTv7WTpmsKOJI2tu3iUGob26kozCEMHQkhhBBCOCpUFOawsW0Xh1Lb2E5FYQ7DWe6YLJoqCyjOz6a2sZ202sZ2Th2TRfu8InLHZHEk1bd0UtvYzmBqG9vp6O5lemEOYehICIP6xS9+QVdXF4Pp6+vDNj/72c/o6+sjhBBCeCdML8yhvqWT2sZ2BlPb2E5Hdy/TC3N4L6gpzaOpsoC0psoCphfm8E5on1dEc1s3JXWtNLd1k9bc1k1tYzv1WztpuqaAMLQkhN/wwgsvMHXqVFpbWznY+vXrOe+887j44ov5xCc+weTJk3n00UcJIYQQ3gnt84pobuumpK6V5rZu0prbuqltbKd+aydN1xQQjqzcMVk0VRZQnJ9NbWM7abWN7Zw6Jov2eUXkjskiDC0J4X95+umnmTJlCj09PRxs8+bN/P3f/z0f+9jHePzxx/nRj37E6aefzqxZs+jq6iKEEEI40nLHZNFUWUBxfja1je2k1Ta2c+qYLNrnFZE7JovwzqgpzaOpsoC0psoCphfmEIamhPBrBw4cYMWKFZSXl3PyySczmKVLl/Lnf/7n/MM//AOjR4/mD/7gD7jxxhsZMWIEP//5zwkhhBDeKTWleTRVFpDWVFnA9MIcQgiDSwi/9uqrr9LQ0MDs2bO59dZbOdjevXvZtm0bV111FQP9n//zf2hpaaGoqIgQQgghhDD0JIRfO/bYY3n44YeZMWMGg9m6dStpY8eOpa6ujo9//ONceOGFfPnLX+aVV17hcElCEpKQxPLlywkhhBBCeDuWL1+OJCQhCUmE/5EQfi0zM5PRo0fz2+zdu5e0uro6mpqa+PSnP83HPvYxvv3tbzN9+nT6+vo4HLaxjW1sU11dTQghhBDC21FdXY1tbGMb24T/kRAOy+uvv07aK6+8wj333MOUKVO47rrrWLFiBT/96U/59re/TQghhBBCGHoSwmHJysoi7bLLLiNJEvoVFRVx7LHH0traSgghhBBCGHoSwmHJzc0lbdSoURxsxIgRhBBCCCGEoSkhHJbTTjuNP/zDP+Shhx5ioJ07d/LKK69w9tlnE0IIIYQQhp6EcNiqqqrYsGEDdXV1HDhwgBdeeIHrrruOk046iYsvvpgQQgghhDD0JITD9qlPfYqamhpuv/12zjrrLEpKSnj11Ve54447OO644wghhBBCCENPQvgNJ554Ira56KKLONinP/1ptm7dim1ss27dOk4//XRCCCGEEMLQlBBCCCGEEMIwlhBCCCGEEMIwlhBCCCGEEMIwlhBCCCGEEMIwlhBCCOE9o6Orl/qWTkrqWimpa6WkrpX6lk5CCGE4SwghhPCe0NHVy4w129nYtoua0jxqSvOoKc2joaWTkrpWOrp6CSGE4SghhBDCsNfR1UvJqlaK87O54/IzKc7Ppjg/m+L8bJoqC6gozGHGmu10dPUSQgjDTUIIIYRhr7mtm9zsLGpK8xjM9MIccseMprmtmxBCGG4SQgghDHsNLZ3UlOZxKJPzT2Rj2y5CCGG4SQghhDDsdXT3UpyfzUC1je0MVJyfTUfXXkIIYbhJCCGEMOzlZmdR39LJQPO/185AHd17CSGE4SghhBDCsFdRmMPGtl0cSm1jOxWFOYQQwnCTEEIIYdibXphDfUsntY3tDKa2sZ2O7l6mF+ZwNOro6qW+pZOSulZK6lopqWulvqWTEEJISwghhPCe0D6viOa2bkrqWmlu6yatua2b2sZ26rd20nRNAUejjq5eZqzZzsa2XdSU5lFTmkdNaR4NLZ2U1LXS0dVLCOG9LSGEEMJ7Qu6YLJoqCyjOz6a2sZ202sZ2Th2TRfu8InLHZHG06ejqpWRVK8X52dxx+ZkU52dTnJ9NcX42TZUFVBTmMGPNdjq6egkhvHclhBBCeE+pKc2jqbKAtKbKAqYX5nC0am7rJjc7i5rSPAYzvTCH3DGjaW7rJoTw3pUQQgghHKUaWjqpKc3jUCbnn8jGtl2EEN67EkIIIYSjVEd3L8X52QxU29jOQMX52XR07SWE8N6VEEIIIRylcrOzqG/pZKD532tnoI7uvYQQ3tsSQgghhKNURWEOG9t2cSi1je1UFOYQwrulo6uX+pZOSupaKalrpaSulfqWTsI7JyGEEEI4Sk0vzKG+pZPaxnYGU9vYTkd3L9MLcwjh3dDR1cuMNdvZ2LaLmtI8akrzqCnNo6Glk5K6Vjq6eglHXkIIIYRwFGufV0RzWzclda00t3WT1tzWTW1jO/VbO2m6poAQ3i0lq1opzs/mjsvPpDg/m+L8bIrzs2mqLKCiMIcZa7bT0dVLOLISQgghhKNY7pgsmioLKM7PpraxnbTaxnZOHZNF+7wicsdkEcK7JTc7i5rSPAYzvTCH3DGjaW7rJhxZCSGEEMIwUFOaR1NlAWlNlQVML8whhHdbTWkehzI5/0Q2tu0iHFkJIYQQQgjhiCjOz2ag2sZ2BirOz6ajay/hyEoIIYQQQghHRH1LJwPN/147A3V07yUceQkhhBBCCOGI2Ni2i0OpbWynojCHcGQlhBBCCCGEI6K+pZPaxnYGU9vYTkd3L9MLcwhHVkIY1C9+8Qu6uro4lFdeeYXW1lZCCCGEEAbTPq+I5rZuSupaaW7rJq25rZvaxnbqt3bSdE0B4chLCL/hhRdeYOrUqbS2tnIoc+fOpaKighBCCCGEweSOyaKpsoDi/GxqG9tJq21s59QxWbTPKyJ3TBbhyEsI/8vTTz/NlClT6Onp4VD+/d//nR/84AeEEEIIIbyZmtI8mioLSGuqLGB6YQ7hnZMQfu3AgQOsWLGC8vJyTj75ZA7l2WefZeHChVxwwQX/H3vwHyNJYth1+6O6LPTYUZhqSORCgu1KWTQbIJZbFIhRYKsOowpRYmIS4Y0h7h5ZcdgWG+UOcQJGUFsBEWxIwFqnNtHBbc8fiQZFRDopNqk1qLutBOVSq0oiX+bSiStVb5CuZAlVNWecKdj49NIG4+Y8N5m97I+Znu/zICIiIiJnm4F8yRe+8AX29/d59tlnef7553kzr7/+Os899xzf/u3fju/7iIiIiMjZZiBf8va3v51Pf/rT7O7ucpIf//Efp2ka/v7f//uIiIiIyNlnIF9y6dIltra2OMlnPvMZPvaxj/GRj3yEt73tbbwV/X6ffr9Pv9+n3+9z69YtRERERH4/bt26Rb/fp9/v0+/36ff7yFcYyKkcHR3xzDPPMB6Pefe7381btVgsWCwWLBYLFosFN27cQEREROT348aNGywWCxaLBYvFgsVigXyFgZzKj/7oj/Lf//t/55u/+ZuZz+fM53M++9nP8vrrrzOfz1ksFoiIiIjI2WMgp/Lbv/3bNE3D3/7bf5sPf/jDfPjDH+Ynf/In+d3f/V0+/OEP88ILLyAiIiIiZ4+BnEocx7z88su8/PLLvPzyy7z88svs7e3xB/7AH+Dll1/mn/2zf4aIiIiInD0GcipPPfUUly5d4tKlS1y6dIlLly7xNV/zNaxcunSJp556ChERERE5ewxERERERDaYgXyV7e1tFosF73nPezjJBz7wAT7zmc8gIiIiImeXgYiIiIjIBjMQEREREdlgBiIiIiIiG8xARERERL6krFsmaYUfZ/hxhh9nTNIKOd8MRERERISybtk9OGSeLwkDmzCwCQOb/bTCjzPKukXOJwMRERGRC66sW/zbGZ5jcufaFTzHxHNMPMdkOh4wdC12Dw6R88lARERE5IKb5Q09s0MY2Bxn5Fr0ulvI+WQgIiIicsHtpxVhYHOSq842cj4ZiIiIiFxwZdPiOSbroqRgneeYyPlkICIiInLB9cwOk7Ri3c27BevK5gg5nwxERERELrihazHPl5wkSgrkfDIQERERueBGrsUkrYiSguNESUHZtMj5ZCAiIiIiFHs7zPIGP86Y5Q0rs7whSgom9yqm1wfI+WQgIiIiIvS6HabjAZ5jEiUFK1FScLnbodjbodftIOeTgYiIiIj8X2FgMx0PWJmOB4xcCznfDERERERENpiBiIiIiMgGMxARERER2WAGIiIiIiIbzEBEREREZIMZiIiIiIhsMAMRERERkQ1mICIiIiKywQxERERERDaYgYiIiIjIBjMQEREREdlgBiIiIiIiG8xARERERGSDGYiIiIiIbDADOdZv/uZvUtc1x7l//z4vvfQSv/Vbv4WIiIiInG0G8lVeffVVvud7vocsy1j3O7/zO/y9v/f3eNe73sUHP/hB/upf/av4vs9LL72EiIiIiJxNBvL/+OxnP8v73/9+Pv/5z/NG//gf/2Om0ykf//jHeeWVV5jNZvR6Pb7/+7+fV199FRERERE5ewzkS+7fv8/HP/5x3ve+9/GOd7yDN7p//z6f/OQn+b7v+z6efvppDMPAsix+5Ed+hKOjI/7Df/gPiIiInAdl3TJJK/w4w48z/DhjklaIbCoD+ZIvfOEL7O/v8+yzz/L888/zRkdHR/zLf/kvee9738u6P/SH/hArr732GiIiImddWbfsHhwyz5eEgU0Y2ISBzX5a4ccZZd0ismkM5Eve/va38+lPf5rd3V2O83Vf93V827d9G5Zlse4nf/InWfmLf/EvIiIicpaVdYt/O8NzTO5cu4LnmHiOieeYTMcDhq7F7sEhZd0iskkM5EsuXbrE1tYWD+JXf/VX+df/+l/zV/7KX+HP/tk/y2n0+336/T79fp9+v8+tW7cQERF5HGZ5Q8/sEAY2xxm5Fr3uFrO8Qc6XW7du0e/36ff79Pt9+v0+8hUG8pbcu3ePD33oQ/yJP/En+OhHP8ppLRYLFosFi8WCxWLBjRs3EBEReRz204owsDnJVWebeb5EzpcbN26wWCxYLBYsFgsWiwXyFQbywF588UV2d3d597vfzQsvvMDb3vY2REREzrqyafEck3VRUrDOc0zK+giRTWIgDySOY5577jne97738fzzz/O2t70NERGR86BndpikFetu3i1YVzZHiGwaAzm1n/qpn+JjH/sYzz77LD/0Qz+EiIjIeTJ0Leb5kpNEScHQtRDZJAZyKlVV8cM//MM4jsM73vEOXnzxRV588UVefPFFXnzxRX75l38ZERGRs2zkWkzSiigpOE6UFJRNy8i1ENkkBnIqv/iLv8j//J//kzzPee6553juued47rnneO6553juuef49//+3yMiInLWFXs7zPIGP86Y5Q0rs7whSgom9yqm1weIbBoD+Srb29ssFgve85738GXve9/7WCwWLBYLFosFi8WCxWLBYrFgsVjwT//pP0VEROSs63U7TMcDPMckSgpWoqTgcrdDsbdDr9tBZNMYiIiIyIUTBjbT8YCV6XjAyLUQ2VQGIiIiIiIbzEBEREREZIMZiIiIiIhsMAMRERERkQ1mICIiIiKywQxERERE5Ewo65ZJWuHHGX6c4ccZk7RCfn8MREREROSJK+uW3YND5vmSMLAJA5swsNlPK/w4o6xb5K0xEBEREZEnqqxb/NsZnmNy59oVPMfEc0w8x2Q6HjB0LXYPDinrFnlwBiIiIiLyRM3yhp7ZIQxsjjNyLXrdLWZ5gzw4AxERERF5ovbTijCwOclVZ5t5vkQenIGIiIiIPFFl0+I5JuuipGCd55iU9RHy4AxERERE5InqmR0macW6m3cL1pXNEfLWGIiIiIjIEzV0Leb5kpNEScHQtZAHZyAiIiIiT9TItZikFVFScJwoKSiblpFrIQ/OQERERESeuGJvh1ne4McZs7xhZZY3REnB5F7F9PoAeWsMREREROSJ63U7TMcDPMckSgpWoqTgcrdDsbdDr9tB3hoDERERETkzwsBmOh6wMh0PGLkW8vtjICIiIiKywQxERC6Ism6ZpBV+nOHHGX6cMUkrRERksxmIiFwAZd2ye3DIPF8SBjZhYBMGNvtphR9nlHWLiIhsJgMRkQ1X1i3+7QzPMblz7QqeY+I5Jp5jMh0PGLoWuweHlHWLiIhsHgMRkQ03yxt6ZocwsDnOyLXodbeY5Q0icjGUdcskrfDjDD/O8OOMSVohm8lARGTD7acVYWBzkqvONvN8iTy4sm6ZpBV+nOHHGX6cMUkrRM6qsm7ZPThkni8JA5swsAkDm/20wo8zyrpFNouBiMiGK5sWzzFZFyUF6zzHpKyPkAdT1i27B4fM8yVhYBMGNmFgs59W+HFGWbeInCVl3eLfzvAckzvXruA5Jp5j4jkm0/GAoWuxe3BIWbfI5jAQEdlwPbPDJK1Yd/NuwbqyOUIeTFm3+LczPMfkzrUreI6J55h4jsl0PGDoWuweHFLWLSJnxSxv6JkdwsDmOCPXotfdYpY3yOYwEBHZcEPXYp4vOUmUFAxdCzm9Wd7QMzuEgc1xRq5Fr7vFLG8QOSv204owsDnJVWebeb5ENoeBiMiGG7kWk7QiSgqOEyUFZdMyci3k9PbTijCwOclVZ5t5vkTkrCibFs8xWRclBes8x6Ssj5DNYSAico6VdcskrfDjDD/O8OOMSVrxRsXeDrO8wY8zZnnDyixviJKCyb2K6fUB8mDKpsVzTNZFScE6zzEp6yNEzoqe2WGSVqy7ebdgXdkcIZvFQI71m7/5m9R1zXG++MUv8tJLL1HXNSLy5JR1y+7BIfN8SRjYhIFNGNjspxV+nFHWLV/W63aYjgd4jkmUFKxEScHlbodib4det4M8mJ7ZYZJWrLt5t2Bd2RwhcpYMXYt5vuQkUVIwdC1kcxjIV3n11Vf5nu/5HrIs441+4id+gm/+5m/mgx/8IH/hL/wFPvShD/Haa68hIo9XWbf4tzM8x+TOtSt4jonnmHiOyXQ8YOha7B4cUtYt68LAZjoesDIdDxi5FvLWDF2Leb7kJFFSMHQtRM6KkWsxSSuipOA4UVJQNi0j10I2h4H8Pz772c/y/ve/n89//vO80c/+7M/yoz/6o0RRxCuvvMLP/MzP8Bu/8Rv8w3/4DxGRx2uWN/TMDmFgc5yRa9HrbjHLG+TRGLkWk7QiSgqOEyUFZdMyci1EzpJib4dZ3uDHGbO8YWWWN0RJweRexfT6ANksBvIl9+/f5+Mf/zjve9/7eMc73sFxfuInfgLP8/ju7/5uDMPgT/2pP8Vzzz3Hpz71KcqyREQen/20IgxsTnLV2WaeL5FHp9jbYZY3+HHGLG9YmeUNUVIwuVcxvT5A5KzpdTtMxwM8xyRKClaipOByt0Oxt0Ov20E2i4F8yRe+8AX29/d59tlnef7553mj//E//ge/8Ru/wdNPP826b/3Wb2XlP//n/4yIPD5l0+I5JuuipGCd55iU9RHy6PS6HabjAZ5jEiUFK1FScLnbodjbodftIHJWhYHNdDxgZToeMHItZDMZyJe8/e1v59Of/jS7u7scJ01TVr7hG76BdZcuXaLT6XB4eMhp9Pt9+v0+/X6ffr/PrVu3EJEH1zM7TNKKdTfvFqwrmyPk8QgDm+l4wMp0PGDkWojI43Pr1i36/T79fp9+v0+/30e+wkC+5NKlS2xtbfFmvvjFL7Jy6dIl3uipp57i/v37nMZisWCxWLBYLFgsFty4cQMReXBD12KeLzlJlBQMXQsRkU1348YNFosFi8WCxWLBYrFAvsJARGRNWbdM0go/zvDjDD/OmKQVZ83ItZikFVFScJwoKSiblpFrISIiF5uBnEqn02Hl/v37vNEXv/hFLl26hMh5V9YtuweHzPMlYWATBjZhYLOfVvhxRlm3nCXF3g6zvMGPM2Z5w8osb4iSgsm9iun1ASIiIgZyKoPBgJXlcsm6+/fv07Ytf+bP/BlEzrOybvFvZ3iOyZ1rV/AcE88x8RyT6XjA0LXYPTikrFvOil63w3Q8wHNMoqRgJUoKLnc7FHs79LodREREDORULl26xDd90zfxqU99inU/93M/x8qf//N/HpHzbJY39MwOYWBznJFr0etuMcsbzpowsJmOB6xMxwNGroWIiMiXGcipfehDH+I//af/xP7+Pq+//jqf+cxn+OhHP8pf/st/mV6vh8h5tp9WhIHNSa4628zzJSIiIueJgZzat3/7t/ODP/iDfPSjH+XKlSt893d/N3/yT/5J/vk//+eInHdl0+I5JuuipGCd55iU9REiIiLniYF8le3tbRaLBe95z3t4o+vXr/Nrv/ZrLBYLFosFzz//PF/3dV+HyHnXMztM0op1N+8WrCubI0RERM4bAxGR/2XoWszzJSeJkoKhayEiInKeGIiI/C8j12KSVkRJwXGipKBsWkauhYiIyHliICLyfxR7O8zyBj/OmOUNK7O8IUoKJvcqptcHiIiInDcGIiL/R6/bRnLKBAAAIABJREFUYToe4DkmUVKwEiUFl7sdir0det0Ocjpl3TJJK/w4w48z/DhjklaIiMjjZyAi8gZhYDMdD1iZjgeMXAs5vbJu2T04ZJ4vCQObMLAJA5v9tMKPM8q6RUREHh8DEdkoZd0ySSv8OMOPM/w4Y5JWyONR1i3+7QzPMblz7QqeY+I5Jp5jMh0PGLoWuweHlHWLiIg8HgYisjHKumX34JB5viQMbMLAJgxs9tMKP84o6xZ5tGZ5Q8/sEAY2xxm5Fr3uFrO8QUREHg8DEdkIZd3i387wHJM7167gOSaeY+I5JtPxgKFrsXtwSFm3yKOzn1aEgc1JrjrbzPMlIiLyeBiIyEaY5Q09s0MY2Bxn5Fr0ulvM8gZ5dMqmxXNM1kVJwTrPMSnrI0RE5PEwEJGNsJ9WhIHNSa4628zzJU9CWbdM0go/zvDjDD/OmKQVm6ZndpikFetu3i1YVzZHnFdl3TJJK/w4w48z/DhjklacRWXdMkkr/DjDjzP8OGOSVojIxWMgIhuhbFo8x2RdlBSs8xyTsj7icSvrlt2DQ+b5kjCwCQObMLDZTyv8OKOsWzbF0LWY50tOEiUFQ9fivCnrlt2DQ+b5kjCwCQObMLDZTyv8OKOsW86Ksm7ZPThkni8JA5swsAkDm/20wo8zyrpFRC4OAxHZCD2zwyStWHfzbsG6sjnicSvrFv92hueY3Ll2Bc8x8RwTzzGZjgcMXYvdg0PKumUTjFyLSVoRJQXHiZKCsmkZuRbnSVm3+LczPMfkzrUreI6J55h4jsl0PGDoWuweHHJW+LczPMfkzrUreI6J55h4jsl0PGDoWuweHFLWLSJyMRiIyEYYuhbzfMlJoqRg6Fo8TrO8oWd2CAOb44xci153i1nesCmKvR1meYMfZ8zyhpVZ3hAlBZN7FdPrA86bWd7QMzuEgc1xRq5Fr7vFWdEzO4SBzXFGrkWvu8UsbxCRi8FARDbCyLWYpBVRUnCcKCkom5aRa/E47acVYWBzkqvONvN8yabodTtMxwM8xyRKClaipOByt0Oxt0Ov2+G82U8rwsDmJFedbc6KMLA5yVVnm3m+REQuBgMR2RjF3g6zvMGPM2Z5w8osb4iSgsm9iun1AY9b2bR4jsm6KClY5zkmZX3EpgkDm+l4wMp0PGDkWpxXZdPiOSbroqRgneeYnBWeY7IuSgrWeY5JWR8hIheDgYhsjF63w3Q8wHNMoqRgJUoKLnc7FHs79LodHree2WGSVqy7ebdgXdkcIWdbz+wwSSvW3bxbsK5sjjgrJmnFupt3C9aVzREicnEYiMjGCQOb6XjAynQ8YORaPClD12KeLzlJlBQMXQs5u4auxTxfcpIoKTgr5vmSk0RJwdC1kM1S1i2TtMKPM/w4w48zJmmFiIGIyCM0ci0maUWUFBwnSgrKpmXkWsjZNXItJmlFlBQcJ0oKyqblrJikFVFScJwoKSiblpFrIZujrFt2Dw6Z50vCwCYMbMLAZj+t8OOMsm6Ri8tAROQRK/Z2mOUNfpwxyxtWZnlDlBRM7lVMrw+Qs6/Y22GWN/hxxixvWJnlDVFSMLlXMb0+4Kwo9naY5Q1+nDHLG1ZmeUOUFEzuVUyvD5DN4t/O8ByTO9eu4DkmnmPiOSbT8YCha7F7cEhZt8jFZCAi8oj1uh2m4wGeYxIlBStRUnC526HY26HX7SBnT1m3TNIKP87w44zdg0OGroXnmERJwUqUFFzudij2duh1O5wVvW6H6XiA55hEScFKlBRc7nYo9nbodTvIZumZHcLA5jgj16LX3WKWN8jFZCAi8piEgc10PGBlOh4wci3kbCrrlt2DQ+b5kjCwCQObMLDZTytmecOda9/EynQ8YORanFVhYDMdD1iZjgeMXAvZTGFgc5KrzjbzfIlcTAYiIiJryrrFv53hOSZ3rl3Bc0w8x8RzTKbjAUPXYvfgkN9LWbdM0go/zvDjDD/OmKQVIo+C55isi5KCdZ5jUtZHyMVkICIismaWN/TMDmFgc5yRa9HrbnGSsm7ZPThkni8JA5swsAkDm/20wo8zyrpF5GGapBXrbt4tWFc2R8jFZSAiIrJmP60IA5uTXHW2eTNl3eLfzvAckzvXruA5Jp5j4jkm0/GAoWuxe3BIWbeIPCzzfMlJoqRg6FrIxWQgIiKypmxaPMdkXZQUrPMckzczyxt6ZocwsDnOyLXodbeY5Q0iD8skrYiSguNESUHZtIxcC7mYDERE5Fwo65ZJWuHHGX6c4ccZk7TiYeuZHSZpxbqbdwvWlc0Rb2Y/rQgDm5NcdbaZ50s2XVm3TNIKP87w4ww/zpikFfLwFXs7zPIGP86Y5Q0rs7whSgom9yqm1wfIxWUgIiJnXlm37B4cMs+XhIFNGNiEgc1+WuHHGWXd8rAMXYt5vuQkUVLwZsqmxXNM1kVJwTrPMSnrIzZZWbfsHhwyz5eEgU0Y2ISBzX5a4ccZZd0iD0+v22E6HuA5JlFSsBIlBZe7HYq9HXrdDnJxGYiIyJlW1i3+7QzPMblz7QqeY+I5Jp5jMh0PGLoWuweHlHXLwzByLSZpRZQUHCdKCsqm5c30zA6TtGLdzbsF68rmiE1W1i3+7QzPMblz7QqeY+I5Jp5jMh0PGLoWuweHlHWLPFxhYDMdD1iZjgeMXAsRAxG5sMq6ZZJW+HGGH2f4ccYkrZCzZZY39MwOYWBznJFr0etuMcsbHpZib4dZ3uDHGbO8YWWWN0RJweRexfT6gDczdC3m+ZKTREnB0LXYJGXdMkkr/Dhj9+CQsm653O1wnJFr0etuMcsbROTRM5AHdv/+fV566SU+97nPIXJelXXL7sEh83xJGNiEgU0Y2OynFX6cUdYtcjbspxVhYHOSq84283zJW1HWLZO0wo8z/DjDjzNmecN0PMBzTKKkYCVKCi53OxR7O/S6Hd7MyLWYpBVRUnCcKCkom5aRa7Epyrpl9+CQeb4kDGzKpuXOtSvspxV+nFHWLW901dlmni8RkUfPQB7IRz7yEd71rnfxwQ9+kL/0l/4Sf/2v/3U+97nPIXKelHWLfzvDc0zuXLuC55h4jonnmEzHA4auxe7BIXI2lE2L55isi5KCdZ5jUtZHPKiybtk9OGSeLwkDmzCwCQOb/bTCjzOGrsV0PGBlOh4wci1Oo9jbYZY3+HHGLG9YmeUNUVIwuVcxvT5gU5R1i387w3NM7ly7gueYrIxci+l4wNC12D04JEoK1nmOSVkfISKPnoGc2r/9t/+WF154gX/yT/4Jr7zyCp/4xCd47bXX+PCHP4zIeTLLG3pmhzCwOc7Iteh1t5CzoWd2mKQV627eLVhXNke8Ff7tDM8xuXPtCp5j4jkmnmMyHQ8Yuha7B4eUdcuD6nU7TMcDPMckSgpWoqTgcrdDsbdDr9thU8zyhp7ZIQxsvqxndpikFSsj16LX3eLm3YJ1ZXOEiDweBnJqv/iLv8jOzg7f9V3fhWEYvPOd7+TGjRv8+q//Or/1W7+FyHmxn1aEgc1JrjrbyNkwdC3m+ZKTREnB0LV4UD2zQxjYHGfkWvS6W8zyhrcqDGym4wEr0/GAkWuxafbTijCwWTd0Leb5ki+76mzzRlFSMHQtROTRM5BT+5qv+Rp+53d+h3Wf//znWdna2kLkvCibFs8xWRclBes8x0TOhpFrMUkroqTgOFFSUDYtI9fiQYWBzUmuOtvM8yXy5sqmxXNM1v1/dcskrYiSghXPMVkXJQVl0zJyLUTk0TOQU/ubf/Nv8vLLL/Mv/sW/4Jd+6Zf45Cc/SRzHfOu3fiuWZXEa/X6ffr9Pv9+n3+9z69YtRB63ntlhklasu3m3YF3ZHCFnR7G3wyxv8OOMWd6wMssboqRgcq9ien3AW+E5JuuipGCd55iU9RHy5npmh0lase7m3YJib4dZ3uDHGbO8YWWWN0RJweRexfT6AJGH5datW/T7ffr9Pv1+n36/j3yFgZzat3zLt/C3/tbf4t/8m3/D937v9/LMM8+wvb3NP/pH/4jTWiwWLBYLFosFi8WCGzduIPK4DV2Leb7kJFFSIGdHr9thOh7gOSZRUrASJQWXux2KvR163Q5vxSStWHfzbsG6sjlCTjZ0Leb5kjfqdTtMxwM8x2T34BVWoqTgcrdDsbdDr9tB5GG5ceMGi8WCxWLBYrFgsVggX2Egp/bss8/yMz/zM/zYj/0YL7/8Mp/4xCf4w3/4D/Pe976X//pf/ysi58XItZikFVFScJwoKSibFjl7wsBmOh6wMh0PGLkWvx/zfMlJoqRg6FrImxu5FpO0IkoK3kyv22FlOh4wci1E5PEykFP57Gc/yyc+8QmeeeYZ3vOe93Dp0iXe+c53cvv2bf7bf/tvTCYTRM6TYm+HWd7gxxmzvGFlljdEScHkXsX0+gDZfJO0IkoKjhMlBWXTMnIt5GTF3g6zvMGPM2Z5w8osb4iSgsm9iun1ASLy5BjIqfz2b/82K3/8j/9x1n3t134t7373u3n11VcROU963Q7T8QDPMYmSgpUoKbjc7VDs7dDrdpDNV+ztMMsb/DhjljeszPKGKCmY3KuYXh8gv7det8N0PMBzTKKkYCVKCi53OxR7O/S6HUTkyTGQU+n1eqyUZcm6o6MjfvVXf5Wv//qvR+Q8CgOb6XjAynQ8YORayMXR63aYjgd4jkmUFKxEScHlbodib4det4OcXhjYTMcDVqbjASPXQkSePAM5lW/8xm/k6aef5mMf+xj/8T/+R15//XWqquIHf/AHeeqpp/jABz6AiMh5FQY20/GAlel4wMi1EBHZFAZyaj/yIz/C008/zQ/8wA9w5coVPM/jv/yX/8ILL7zA5cuXEREREZGzx0BO7W1vexsf+chHODw8ZLFYsFgs+OQnP8lgMEBEREREziYDEREREZENZiAiIiIissEMRERE5NTKumWSVvhxhh9n+HHGJK0478q6ZZJW+HGGH2f4ccYkrThOWbdM0go/zvDjDD/OmKQVImeVgYiIiJxKWbfsHhwyz5eEgU0Y2ISBzX5a4ccZZd1yHpV1y+7BIfN8SRjYhIFNGNjspxV+nFHWLV9W1i27B4fM8yVhYBMGNmFgs59W+HFGWbeInDUGIiIiF1xZt0zSCj/O8OMMP86YpBXryrrFv53hOSZ3rl3Bc0w8x8RzTKbjAUPXYvfgkLJuOW/82xmeY3Ln2hU8x8RzTDzHZDoeMHQtdg8OKeuWsm7xb2d4jsmda1fwHBPPMfEck+l4wNC12D04pKxbRM4SAxERkQusrFt2Dw6Z50vCwCYMbMLAZj+t8OOMsm5ZmeUNPbNDGNgcZ+Ra9LpbzPKG86ZndggDm+OMXIted4tZ3jDLG3pmhzCwOc7Iteh1t5jlDSJniYGIiMgFVdYt/u0MzzG5c+0KnmPiOSaeYzIdDxi6FrsHh5R1y35aEQY2J7nqbDPPl5w3YWBzkqvONvN8yX5aEQY2J7nqbDPPl4icJQYiIiIX1Cxv6JkdwsDmOCPXotfdYpY3lE2L55isi5KCdZ5jUtZHnDeeY7IuSgrWeY5JWR9RNi2eY7IuSgrWeY5JWR8hcpYYiIiIXFD7aUUY2JzkqrPNPF/SMztM0op1N+8WrCubI86jSVqx7ubdgnVlc8RKz+wwSSvW3bxbsK5sjjiNsm6ZpBV+nOHHGX6cMUkrRB4FAxERkQuqbFo8x2RdlBSs8xyTsj5i6FrM8yUniZKCoWtx3szzJSeJkoKhazF0Leb5kpNEScHQtThJWbfsHhwyz5eEgU0Y2ISBzX5a4ccZZd0i8jAZiIiIXFA9s8MkrVh3827BurI5YmXkWkzSiigpOE6UFJRNy8i1OG8maUWUFBwnSgrKpmXkWoxci0laESUFx4mSgrJpGbkWb6asW/zbGZ5jcufaFTzHxHNMPMdkOh4wdC12Dw4p6xaRh8VARETkghq6FvN8yUmipGDoWqwUezvM8gY/zpjlDSuzvCFKCib3KqbXB5xHxd4Os7zBjzNmecPKLG+IkoLJvYrp9QFfVuztMMsb/DhjljeszPKGKCmY3KuYXh9wklne0DM7hIHNcUauRa+7xSxvEHlYDERERC6okWsxSSuipOA4UVJQNi0j12Kl1+0wHQ/wHJMoKViJkoLL3Q7F3g69bofzqNftMB0P8ByTKClYiZKCy90Oxd4OvW6HL+t1O0zHAzzHJEoKVqKk4HK3Q7G3Q6/b4ST7aUUY2JzkqrPNPF8i8rAYiMi5VdYtk7TCjzP8OMOPMyZphYicXrG3wyxv8OOMWd6wMssboqRgcq9ien3AG4WBzXQ8YGU6HjByLTZBGNhMxwNWpuMBI9fizYSBzXQ8YGU6HjByLU6jbFo8x2RdlBSs8xyTsj5C5GExEJFzqaxbdg8OmedLwsAmDGzCwGY/rfDjjLJuEZHfW6/bYToe4DkmUVKwEiUFl7sdir0det0O8vD0zA6TtGLdzbsF68rmCJGHyUBEzp2ybvFvZ3iOyZ1rV/AcE88x8RyT6XjA0LXYPThERE4vDGym4wEr0/GAkWshD9/QtZjnS04SJQVD10LkYTEQkXNnljf0zA5hYHOckWvR624hInLWjFyLSVoRJQXHiZKCsmkZuRYiD4uBiJw7+2lFGNic5KqzjYjIWVTs7TDLG/w4Y5Y3rMzyhigpmNyrmF4fIPIwGYjIuVM2LZ5jsi5KCtZ5jomIyFnU63aYjgd4jkmUFKxEScHlbodib4det4PIw2QgIudOz+wwSSvW3bxbsK5sjhAROcvCwGY6HrAyHQ8YuRYij4KBiJw7Q9dini85SZQUiIiICBiIyLkzci0maUWUFBwnSgrKpkVERETAQETOpWJvh1ne4McZs7xhZZY3REnB5F7F9PoAERERAQMROZd63Q7T8QDPMYmSgpUoKbjc7VDs7dDrdhAReZzKumWSVvhxhh9n+HHGJK0QedIMRORcCwOb6XjAynQ8YORaiIg8bmXdsntwyDxfEgY2YWATBjb7aYUfZ5R1i8iTYiAiZ0pZt0zSCj/O8OMMP86YpBUXXVm3TNIKP87w4ww/zpikFSLy5JV1i387w3NM7ly7gueYeI6J55hMxwOGrsXuwSFl3SLyJBiIbLiybpmkFX6c4ccZfpwxSSuOU9Ytk7TCjzP8OMOPMyZpxeNS1i27B4fM8yVhYBMGNmFgs59W+HFGWbdcRGXdsntwyDxfEgY2YWATBjb7aYUfZ5R1i4g8ObO8oWd2CAOb44xci153i1neIPIkGIhssLJu2T04ZJ4vCQObMLAJA5v9tMKPM8q65cvKumX34JB5viQMbMLAJgxs9tMKP84o65ZHqaxb/NsZnmNy59oVPMfEc0w8x2Q6HjB0LXYPDinrloukrFv82xmeY3Ln2hU8x8RzTDzHZDoeMHQtdg8OKesWEXky9tOKMLA5yVVnm3m+RORJMBDZUGXd4t/O8ByTO9eu4DkmnmPiOSbT8YCha7F7cEhZt5R1i387w3NM7ly7gueYeI6J55hMxwOGrsXuwSFl3fKozPKGntkhDGyOM3Itet0tZnnDRTLLG3pmhzCwOc7Iteh1t5jlDSLyZJRNi+eYrIuSgnWeY1LWR4g8CQbywF5//XUWiwWvvPIKr7/+OnI2zfKGntkhDGyOM3Itet0tZnnDLG/omR3CwOY4I9ei191iljc8KvtpRRjYnOSqs808X3KR7KcVYWBzkqvONvN8iYg8GT2zwyStWHfzbsG6sjlC5EkxkAfysz/7s3zLt3wL733ve/nO7/xOrl69ys///M8jZ89+WhEGNie56mwzz5fspxVhYHOSq84283zJo1I2LZ5jsi5KCtZ5jklZH3GRlE2L55isi5KCdZ5jUtZHiMiTMXQt5vmSk0RJwdC1EHkSDOTUXnrpJf7u3/27fMd3fAe/8iu/wi/8wi/wzne+kx/4gR+grmvkbCmbFs8xWRclBes8x6SsjyibFs8xWRclBes8x6Ssj3hUemaHSVqx7ubdgnVlc8RF0zM7TNKKdTfvFqwrmyNEHoWybpmkFX6c4ccZfpwxSSvk/zVyLSZpRZQUHCdKCsqmZeRaiDwJBnJq/+pf/Sv+3J/7c/yDf/AP2Nra4o/8kT/CD/3QD/HUU0/x67/+68jZ0jM7TNKKdTfvFqwrmyNWemaHSVqx7ubdgnVlc8SjNHQt5vmSk0RJwdC1uEiGrsU8X3KSKCkYuhYiD1NZt+weHDLPl4SBTRjYhIHNflrhxxll3SJfUeztMMsb/DhjljeszPKGKCmY3KuYXh/wpJR1yySt8OMMP87w44xJWiEXh4GcytHREb/8y7/M937v97Luj/2xP0aapuzs7CBny9C1mOdLThIlBUPXYuhazPMlJ4mSgqFr8aiMXItJWhElBceJkoKyaRm5Fk9CWbdM0go/zvDjDD/OmKQVj9rItZikFVFScJwoKSiblpFrIfKwlHWLfzvDc0zuXLuC55h4jonnmEzHA4auxe7BIfIVvW6H6XiA55hEScFKlBRc7nYo9nbodTs8CWXdsntwyDxfEgY2YWATBjb7aYUfZ5R1i2w+AzmVe/fusfL1X//1xHHMX/trf42nn36aH/7hH+a1117jtPr9Pv1+n36/T7/f59atW8ijMXItJmlFlBQcJ0oKyqZl5FqMXItJWhElBceJkoKyaRm5Fo9SsbfDLG/w44xZ3rAyyxuipGByr2J6fcCTUNYtuweHzPMlYWATBjZhYLOfVvhxRlm3PErF3g6zvMGPM2Z5w8osb4iSgsm9iun1ASIP0yxv6JkdwsDmOCPXotfdQr5aGNhMxwNWpuMBI9fiSSnrFv92hueY3Ll2Bc8x8RwTzzGZjgcMXYvdg0M2wa1bt+j3+/T7ffr9Pv1+H/kKAzmVo6MjVuI4Zjqd8oEPfIDv+I7v4Kd/+qcZjUa8/vrrnMZisWCxWLBYLFgsFty4cQN5dIq9HWZ5gx9nzPKGlVneECUFk3sV0+sDvqzY22GWN/hxxixvWJnlDVFSMLlXMb0+4FHrdTtMxwM8xyRKClaipOByt0Oxt0Ov2+FxK+sW/3aG55jcuXYFzzHxHBPPMZmOBwxdi92DQ8q65VHpdTtMxwM8xyRKClaipOByt0Oxt0Ov20HkYdpPK8LA5iRXnW3kbJvlDT2zQxjYHGfkWvS6W2yCGzdusFgsWCwWLBYLFosF8hUGciq/+7u/y8prr73Gv/t3/473v//9PPPMM3z84x/n137t1/jpn/5p5OzpdTtMxwM8xyRKClaipOByt0Oxt0Ov2+HLet0O0/EAzzGJkoKVKCm43O1Q7O3Q63Z4XMLAZjoesDIdDxi5Fk/KLG/omR3CwOY4I9ei191iljc8amFgMx0PWJmOB4xcC5FHoWxaPMdkXZQUrPMcEznb9tOKMLA5yVVnG9l8BnIqnU6Hlb/xN/4GhmHwZTs7O7z97W8nyzLk7AoDm+l4wMp0PGDkWryZMLCZjgesTMcDRq7FRbafVoSBzUmuOtvM8yUim6JndpikFetu3i1YVzZHyNlWNi2eY7IuSgrWeY6JbD4DOZVer8fKH/yDf5A3euqppxDZVGXT4jkm66KkYJ3nmJT1ESKbYuhazPMlJ4mSAjnbemaHSVqx7ubdgnVlc4RsPgM5lW/8xm/kj/7RP8rP/dzPse5zn/scr732Gu9617sQOavKumWSVvhxhh9n+HHGJK04jZ7ZYZJWrLt5t2Bd2RwhsklGrsUkrYiSguNESUHZtMjZNnQt5vmSk0RJgWw+Azm1v/N3/g6f+tSniOOY+/fv8+qrr/LMM8/wDd/wDbz3ve9F5Cwq65bdg0Pm+ZIwsAkDmzCw2U8r/DijrFtOMnQt5vmSk0RJwdC1ENkkxd4Os7zBjzNmecPKLG+IkoLJvYrp9QFyto1ci0laESUFx4mSgrJpkc1nIKf2Xd/1XYRhyAsvvMCf/tN/Gt/3+cIXvsCdO3f42q/9WkTOIv92hueY3Ll2Bc8x8RwTzzGZjgcMXYvdg0PKuuXNjFyLSVoRJQXHiZKCsmkZuRaboqxbJmmFH2f4cYYfZ0zSCrlYet0O0/EAzzGJkoKVKCm43O1Q7O3Q63aQs6/Y22GWN/hxxixvWJnlDVFSMLlXMb0+QDafgTyQD3zgA9y7d4/FYsFiseDFF1/kne98JyJnVc/sEAY2xxm5Fr3uFrO84STF3g6zvMGPM2Z5w8osb4iSgsm9iun1AZuirFt2Dw6Z50vCwCYMbMLAZj+t8OOMsm6RiyUMbKbjASvT8YCRayHnR6/bYToe4DkmUVKwEiUFl7sdir0det0OsvkMRGSjhYHNSa4628zzJSfpdTtMxwM8xyRKClaipOByt0Oxt0Ov22ETlHWLfzvDc0zuXLuC55h4jonnmEzHA4auxe7BIWXdIiLnSxjYTMcDVqbjASPXQi4OAxHZaJ5jsi5KCtZ5jklZH3EaYWAzHQ9YmY4HjFyLTTLLG3pmhzCwOc7Iteh1t5jlDSIicn4YiMhGm6QV627eLVhXNkfI/7afVoSBzUmuOtvM8yUiInJ+GIjIRpvnS04SJQVD10KgbFo8x2RdlBSs8xyTsj5CRETODwMR2WiTtCJKCo4TJQVl0zJyLQR6ZodJWrHu5t2CdWVzhIiInC8GIrLRir0dZnmDH2fM8oaVWd4QJQWTexXT6wPkfxu6FvN8yUmipGDoWoiIyPlhICIbrdftMB0P8ByTKClYiZKCy90Oxd4OvW4H+d9GrsUkrYiSguNESUHZtIxci7OurFsmaYUfZ/hxhh9nTNIKEZGLyEBELoQwsJmOB6xMxwNGroV8tWJvh1ne4McZs7xhZZY3REnB5F7F9PqAs66sW3YPDpnnS8LAJgxswsBmP63w44yybhERuUgMRETk/+p1O0zHAzzHJEoKVqKk4HK3Q7G3Q6/b4Swr6xb/dobnmNy5dgXPMfEcE88xmY4HDF2L3YNDyrpFROSiMBARka8SBjbT8YCV6XjAyLU4D2Y0pP+FAAAgAElEQVR5Q8/sEAY2xxm5Fr3uFrO8QUTkojAQEZGNsZ9WhIHNSa4628zzJSKnUdYtk7TCjzP8OMOPMyZphch5YiAiIhujbFo8x2RdlBSs8xyTsj5C5PdS1i27B4fM8yVhYBMGNmFgs59W+P8/e3AQIkueEH7+S44tUX3Q+uVcjMPyIvixU9QelAkM2C3QihDcQFeEuRUezEzE8V8Jc1CwGSgwXog7oqg4jEQJwlTUYSQPeujDKvFAIvKy6xBFiEyTUn8Mf6H/xTgZkTuIFTgyLEnz6LDNzn7v9XvdVVm/zycuqdseTXsIRmiapml7wxIGSdEw9PSZYqju7tC0j1O3Pf5liScFV2fHeFLgSYEnBdncYeKazBYrtFdXtz1J0eDHJX5c4sclSdGgvX4jNG2P1G1PUjT4cYkfl/hxSVI0aNpjMXFNltWaXaJUMXFNNG2XvOqwhEEY2GwzdU2s8QHaq6nbntlixbJaEwY2YWATBjbXRYMfl9Rtj/b6jNC0PVG3PbPFimW1JgxswsAmDGyuiwY/LqnbHk3bd1PXJCkaolSxTZQq6q5n6ppo2i7XRUMY2OxyKg/RXl7d9viXJZ4UXJ0d40mBJwWeFGRzh4lrMlus0F6fEZq2B+q2x78s8aTg6uwYTwo8KfCkIJs7TFyT2WKFpj0G6uKEvOrw45K86tjIq44oVSQ3Ddm5g6Z9nLrr8aRgKEoVQ54UaC8vrzosYRAGNttMXRNrfID2+ozQtD2QVx2WMAgDm22mrok1PkDTHgNrbJDNHTwpiFLFRpQqnowN1MUJ1thA0z6OJQySomHo6TPFUN3dob2866IhDGx2OZWHaK/PCE3bA9dFQxjY7HIqD9EehrrtSYoGPy7x4xI/LkmKhsekbnuSosGPS/y4xI9LkqLhZYSBTTZ32MjmDlPXRNNe1MQ1WVZrdolShfby6q7Hk4KhKFUMeVKgvT4jNG0P1F2PJwVDUaoY8qRAu//qtme2WLGs1oSBTRjYhIHNddHgxyV127Pv6rZntlixrNaEgU0Y2ISBzXXR4MclddujaS+qbnuSosGPS/y4xI9LkqLh40xdk6RoiFLFNlGqqLse7eVZwiApGoaePlMM1d0d2uszQtP2gCUMkqJh6OkzxVDd3aHdb3Xb41+WeFJwdXaMJwWeFHhSkM0dJq7JbLFin9Vtj39Z4knB1dkxnhR4UuBJQTZ3mLgms8UKTXsRddszW6xYVmvCwCYMbMLA5rpo8OOSuu3ZRV2ckFcdflySVx0bedURpYrkpiE7d9Be3sQ1WVZrdolShfb6jNC0PTBxTZbVml2iVKHdb3nVYQmDMLDZZuqaWOMD9lledVjCIAxstpm6Jtb4gMesbnuSosGPS/y4xI9LkqJB+8/qtse/LPGk4OrsGE8KPCnwpCCbO0xck9lixS7W2CCbO3hSEKWKjShVPBkbqIsTrLGB9vKmrklSNESpYpsoVdRdj/b6jNC0PTB1TZKiIUoV20Spou56tPvtumgIA5tdTuUh++y6aAgDm11O5SGPVd32zBYrltWaMLAJA5swsLkuGvy4pG57tPflVYclDMLAZpupa2KND3gRYWCTzR02srnD1DXRPhl1cUJedfhxSV51bORVR5QqkpuG7NxBe31GaNqeUBcn5FWHH5fkVcdGXnVEqSK5acjOHbT7re56PCkYilLFkCcF+6zuejwpGIpSxZAnBY9R3fb4lyWeFFydHeNJgScFnhRkc4eJazJbrNDed100hIHNLqfyEO2zYY0NsrmDJwVRqtiIUsWTsYG6OMEaG2ivzwhN2xPW2CCbO3hSEKWKjShVPBkbqIsTrLHBUN32JEWDH5f4cYkflyRFg/bZsYRBUjQMPX2mGKq7O/aZJQySomHo6TPFUN3d8RjlVYclDMLAZpupa2KND9DeV3c9nhQMRaliyJMC7bMVBjbZ3GEjmztMXRPt9RuhaXsmDGyyucNGNneYuiYfVrc9s8WKZbUmDGzCwCYMbK6LBj8uqdse7dM3cU2W1ZpdolSxzyauybJas0uUKh6j66IhDGx2OZWHaO+zhEFSNAw9faYYqrs7NO0xGKFpj0zd9viXJZ4UXJ0d40mBJwWeFGRzh4lrMlus0D59U9ckKRqiVLFNlCrqrmefTV2TpGiIUsU2Uaqou57HqO56PCkYilLFkCcF2vsmrsmyWrNLlCo07TEYoWmPTF51WMIgDGy2mbom1vgA7bOhLk7Iqw4/Lsmrjo286ohSRXLTkJ077Dt1cUJedfhxSV51bORVR5QqkpuG7NzhMbKEQVI0DD19phiquzu0901dk6RoiFLFNlGqqLseTXsMRmjaI3NdNISBzS6n8hDts2GNDbK5gycFUarYiFLFk7GBujjBGhvsO2tskM0dPCmIUsVGlCqejA3UxQnW2OAxmrgmy2rNLlGq2Cd125MUDX5c4sclflySFA0vSl2ckFcdflySVx0bedURpYrkpiE7d9C0x2CE9sq++93vUpYl2sNSdz2eFAxFqWLIkwLtsxUGNtncYSObO0xdk8cmDGyyucNGNneYuibb1G1PUjT4cYkfl/hxSVI07Jupa5IUDVGq2CZKFXXXsy/qtme2WLGs1oSBTRjYhIHNddHgxyV12/NxrLFBNnfwpCBKFRtRqngyNlAXJ1hjA017DEZor+yrX/0qk8kE7WGxhEFSNAw9faYYqrs7NO0hqNue2WLFsloTBjZhYBMGNtdFgx+X1G3PPlEXJ+RVhx+X5FXHRl51RKkiuWnIzh32Qd32+JclnhRcnR3jSYEnBZ4UZHOHiWsyW6yo254XEQY22dxhI5s7TF0TTXtMRmiv5M/+7M/4q7/6K7RXU7c9SdHgxyV+XOLHJUnR8GmYuCbLas0uUarQHq667UmKBj8u8eMSPy5JioZ9U7c9/mWJJwVXZ8d4UuBJgScF2dxh4prMFiv2iTU2yOYOnhREqWIjShVPxgbq4gRrbLAP8qrDEgZhYLPN1DWxxgfkVYemaR9vhPbS/vEf/5Gvfe1r/ORP/iTay6vbntlixbJaEwY2YWATBjbXRYMfl9Rtz5s0dU2SoiFKFdtEqaLuerSHqW57ZosVy2pNGNiEgU0Y2FwXDX5cUrc9+yKvOixhEAY220xdE2t8wH1Stz1J0eDHJX5c4sclSdHwssLAJps7bGRzh6lrsk+ui4YwsNnlVB6yrNZomvbxRmgv5fvf/z7vvPMOP/dzP4fv+2gvp257/MsSTwquzo7xpMCTAk8KsrnDxDWZLVbUbc+bpC5OyKsOPy7Jq46NvOqIUkVy05CdO2gPk39Z4knB1dkxnhR4UuBJQTZ3mLgms8WKuu3ZB9dFQxjY7HIqD7kv6rZntlixrNaEgU0Y2ISBzXXR4Mclddujva/uejwpGIpSxZAnBXV7h6ZpH2+E9lL++I//mK7r+OpXv4r28vKqwxIGYWCzzdQ1scYH5FXHm2SNDbK5gycFUarYiFLFk7GBujjBGhtoD5MlDMLAZpupa2KND8irjn1Qdz2eFAxFqWLIk4L7wr8s8aTg6uwYTwo8KfCkIJs7TFyT2WJF3fZoYAmDpGgYevpMMVR3d2ia9mJGaC/sO9/5Dl//+tf5nd/5Hd5++21exdHREUdHRxwdHXF0dMQ3vvENHpProiEMbHY5lYcsqzWfhjCwyeYOG9ncYeqavAl125MUDX5c4sclflySFA3a6xcGNrucykOW1Zp9YAmDpGgYevpMMVR3d9wXljAIA5ttpq6JNT4grzo0mLgmy2rNLlGqmLgmmrbxjW98g6OjI46Ojjg6OuLo6AjtAyO0F3J3d8ev/uqvMp/P+eIXv8irur295fb2ltvbW25vb/nKV77CY1J3PZ4UDEWpYsiTgrq9Y1/Ubc9ssWJZrQkDmzCwCQOb66LBj0vqtkd7fTwpGIpSxZAnBXV7xz6YuCbLas0uUaq4L8LAZpdTeciyWqPB1DVJioYoVWwTpYq665m6Jpq28ZWvfIXb21tub2+5vb3l9vYW7QMjtBfyB3/wB/zrv/4rP/qjP8pyuWS5XPL3f//3fP/732e5XHJ7e4v28SxhkBQNQ0+fKYbq7o59Ubc9/mWJJwVXZ8d4UuBJgScF2dxh4prMFivqtkd7PZKiYejpM8VQ3d2xL6auSVI0RKlimyhV1F3PfeFJwVCUKoY8KajbO7T3qYsT8qrDj0vyqmMjrzqiVJHcNGTnDvumbnuSosGPS/y4xI9LkqJB0z6pEdoL+ad/+ie6ruO//bf/xpe//GW+/OUv861vfYv/+I//4Mtf/jLf/OY30T7exDVZVmt2iVLFxDXZB3nVYQmDMLDZZuqaWOMD8qpDez2W1ZpdolQxcU32hbo4Ia86/Lgkrzo28qojShXJTUN27nBfJEXD0NNniqG6u0P7gDU2yOYOnhREqWIjShVPxgbq4gRrbLBP6rZntlixrNaEgU0Y2ISBzXXR4Mclddujaa9qhPZC4jjmvffe47333uO9997jvffe4+Ligh/8wR/kvffe42tf+xrax5u6JknREKWKbaJUUXc9U9dkH1wXDWFgs8upPGRZrdFej6RoiFLFNlGqqLueqWuyL6yxQTZ38KQgShUbUap4MjZQFydYY4P7Ylmt2SVKFRPXRPvPwsAmmztsZHOHqWuyj/zLEk8Krs6O8aTAkwJPCrK5w8Q1mS1WaNqrGqG9kM997nO89dZbvPXWW7z11lu89dZb/MAP/AAbb731Fp/73OfQXoy6OCGvOvy4JK86NvKqI0oVyU1Ddu6wL+qux5OCoShVDHlSULd3aK+Hujghrzr8uCSvOjbyqiNKFclNQ3busI/CwCabO2xkc4epa3LfJEVDlCq2iVJF3fVMXRPtcbKEQRjYbDN1TazxAZr2qkZo2qfMGhtkcwdPCqJUsRGliidjA3VxgjU22BeWMEiKhqGnzxRDdXeH9vpYY4Ns7uBJQZQqNqJU8WRsoC5OsMYG2mdDXZyQVx1+XJJXHRt51RGliuSmITt30B6vMLDZ5VQeommvaoT2yn7hF36B73znO2ivJgxssrnDRjZ3mLom+2bimiyrNbtEqWLimmivVxjYZHOHjWzuMHVNtM+WNTbI5g6eFESpYiNKFU/GBuriBGtsoD1enhQMRaliyJMCTXtVIzRNe2OmrklSNESpYpsoVdRdz9Q10bTHIgxssrnDRjZ3mLommpYUDUNPnymG6u4OTXtVIzRNe6PUxQl51eHHJXnVsZFXHVGqSG4asnMHTdO0x25ZrdklShWa9qpGaJr2Rlljg2zu4ElBlCo2olTxZGygLk6wxgbaw1W3PUnR4MclflzixyVJ0aBp2stJioYoVWwTpYq669G0VzVC0x6guu1JigY/LvHjEj8uSYqG+ywMbLK5w0Y2d5i6JtrDVrc9s8WKZbUmDGzCwCYMbK6LBj8uqdseTdNejLo4Ia86/Lgkrzo28qojShXJTUN27qBpr2qEpj0wddszW6xYVmvCwCYMbMLA5rpo8OOSuu3RtDetbnv8yxJPCq7OjvGkwJMCTwqyucPENZktVtRtj6ZpH88aG2RzB08KolSxEaWKJ2MDdXGCNTbQtFc1QtMekLrt8S9LPCm4OjvGkwJPCjwpyOYOE9dktlhRtz2a9iblVYclDMLAZpupa2KND8irDk3TXlwY2GRzh41s7jB1TTTtkxqhaQ9IXnVYwiAMbLaZuibW+IC86tC0N+m6aAgDm11O5SHLao2maZr22RqhaQ/IddEQBja7nMpDltUa7bNTtz1J0eDHJX5c4sclSdGwT+qux5OCoShVDHlSULd3aJqmaZ+tEZr2gNRdjycFQ1GqGPKkoG7v0D4bddszW6xYVmvCwCYMbMLA5rpo8OOSuu3ZB5YwSIqGoafPFEN1d4emaZr22RuhaQ+IJQySomHo6TPFUN3doX026rbHvyzxpODq7BhPCjwp8KQgmztMXJPZYsU+mLgmy2rNLlGqmLgmmvYi6rYnKRr8uMSPS/y4JCkaNO2j1G1PUjT4cYkfl/hxSVI0aP/VCE17QCauybJas0uUKiauifbpy6sOSxiEgc02U9fEGh9wn9RtT1I0+HGJH5f4cUlSNHycqWuSFA1RqtgmShV11zN1TTTt49Rtz2yxYlmtCQObMLAJA5vrosGPS+q2R9OG6rZntlixrNaEgU0Y2ISBzXXR4MclddujfWCEpj0gU9ckKRqiVLFNlCrqrmfqmmifvuuiIQxsdjmVh9wXddszW6xYVmvCwCYMbMLA5rpo8OOSuu3ZRV2ckFcdflySVx0bedURpYrkpiE7d9C0j1O3Pf5liScFV2fHeFLgSYEnBdncYeKazBYrNO25uu3xL0s8Kbg6O8aTAk8KPCnI5g4T12S2WPG9g8+jvW+Epj0w6uKEvOrw45K86tjIq44oVSQ3Ddm5g/bZqLseTwqGolQx5EnBfeFflnhScHV2jCcFnhR4UpDNHSauyWyxYhdrbJDNHTwpiFLFRpQqnowN1MUJ1thA0z5OXnVYwiAMbLaZuibW+ABNey6vOixhEAY220xdE2t8wN3nv4D2vhGa9sBYY4Ns7uBJQZQqNqJU8WRsoC5OsMYG2mfDEgZJ0TD09JliqO7uuC8sYRAGNttMXRNrfMCLCAObbO6wkc0dpq6Jpr2o66IhDGx2OZWHaNpz10VDGNjscioP+bfP/89o7xuhaQ9UGNhkc4eNbO4wdU20z9bENVlWa3aJUsV9EQY2u5zKQzTtTau7Hk8KhqJUMeRJgaY9V3c9nhQMRaliyJOC7739ebT3jdA07WPVbU9SNPhxiR+X+HFJUjRo/9nUNUmKhihVbBOlirrruS88KRiKUsWQJwWa9qZZwiApGoaePlMM1d0d2uNWtz1J0eDHJXXbY/+f/zdJ0fDc02eKobq7Q/vACE3TdqrbntlixbJaEwY2YWATBjbXRYMfl9Rtj/YBdXFCXnX4cUledWzkVUeUKpKbhuzc4b5Iioahp88UQ3V3h6a9aRPXZFmt2SVKFdrjVbc9s8WKZbUmDGye/u82ljC4Lhr8uKRuez4sShU//D/+Gu19IzRN+0h12+NflnhScHV2jCcFnhR4UpDNHSauyWyxom57tPdZY4Ns7uBJQZQqNqJU8WRsoC5OsMYG98WyWrNLlCo07U2buiZJ0RClim2iVFF3PdrjVLc9/mWJJwVXZ8d4UhAGNnm1xpOCiWsyW6wYilJF3fX80P/7/6C9b4SmaR8przosYRAGNttMXRNrfEBedWzUbU9SNPhxiR+X+HFJUjQ8RmFgk80dNrK5w9Q1uW+SoiFKFdtEqaLuejTt06AuTsirDj8uyauOjbzqiFJFctOQnTtoj1NedVjCIAxshtTFCXnVcV00PJdXHVGqSG4asnMH7QMjNE37SNdFQxjY7HIqD1lWa+q2Z7ZYsazWhIFNGNiEgc110eDHJXXbo90v6uKEvOrw45K86tjIq44oVSQ3Ddm5w6ehbnuSosGPS/y4xI9LkqJBezyssUE2d/CkIEoVG1GqeDI2UBcnWGMD7XG6LhrCwObDrLFBNnfwpKDuejaiVPFkbKAuTrDGBtoHRmia9pHqrseTgqEoVQx5UpBXHf5liScFV2fHeFLgSYEnBdncYeKazBYr6rZHuz+ssUE2d/CkIEoVG1GqeDI2UBcnWGODN61ue2aLFctqTRjYhIFNGNhcFw1+XFK3PdrjEQY22dxhI5s7TF0T7XGrux5PCoaiVPFcGNhk5w4b2dxh6ppo/9UITdM+kiUMkqJh6OkzxVDd3VG3PZYwCAObbaauiTU+IK86tPsnDGyyucNGNneYuiafhrrt8S9LPCm4OjvGkwJPCjwpyOYOE9dktlihadrjZQmDpGgYevpMMVR3dwzVbU9SNPyP/+1X8eMSPy5JiobHbISmaR9p4posqzW7RKliIwxsdjmVhyyrNZr2XF51WMIgDGy2mbom1vgATdMer4lrsqzW7BKliufqtme2WLGs1nz+v/9fhIFNGNhcFw1+XFK3PY/RCE17BXXbkxQNflzixyV+XJIUDftm6pokRUOUKraJUkXd9VhjA08KhqJUMeRJQd3eoWnPXRcNYWCzy6k8RNO0x2vqmiRFQ5QqtolSRd31bNRtj39Z4knB1dkxb//Lf8eTAk8KsrnDxDWZLVbUbc9jM0LTXlLd9swWK5bVmjCwCQObMLC5Lhr8uKRue/aJujghrzr8uCSvOjbyqiNKFclNQ3buYAmDpGgYevpMMVR3d2jaUN31eFIwFKWKIU8KNE173NTFCXnV4ccledWxkVcdUapIbhqyc4eNvOqwhEEY2GwzdU2s8QF51fHYjNC0l1C3Pf5liScFV2fHeFLgSYEnBVdn/wsb/mWJH5f4cUlSNDx01tggmzt4UhClio0oVTwZG6iLE6yxwcQ1WVZrdolSxcQ10bTnLGGQFA1DT58phuruDk3THjdrbJDNHTwpiFLFRpQqnowN1MUJ1thg47poCAObXU7lIctqzWMzQtNeQl51WMIgDGyG6rZntlhhjQ+whIEnBWFgc100+HFJ3fY8dGFgk80dNrK5w9Q1eW7qmiRFQ5QqtolSRd31TF0TTXtu4posqzW7RKlC0zRtIwxssrnDRjZ3mLomQ3XX40nBc//yhf+DD/OkoG7veGxGaNpLuC4awsBmqG57/MsSTwquzo6ZuCZ11+NJQTZ3mLgms8WKuu3ZZ+rihLzq8OOSvOrYyKuOKFUkNw3ZuYOmDU1dk6RoiFLFNlGqqLseTdO0F2EJg6RoeO5fvvBzfFjd3fEYjdC0l1B3PZ4UDEXPFJYwCAObDU8K6vaO56auiTU+IK869pk1NsjmDp4URKliI0oVT8YG6uIEa2ygaR+mLk7Iqw4/Lsmrjo286ohSRXLTkJ07aJqmvYiJa7Ks1uwSpYqJa/LYjNBe2ve+9z2+/e1v8w//8A88NpYwSIqGoaRoCAOb5+rujg87lYcsqzWPQRjYZHOHjWzuMHVNNO2jWGODbO7gSUGUKjaiVPFkbKAuTrDGBpqmaS9i6pokRUOUKraJUkXd9Uxdk8dmhPbC/u3f/o1f//Vf58d+7Mf4xV/8RX7mZ34G3/f59re/zT6o256kaPDjEj8u8eOSpGgYmrgmy2rNh3lS8FyUKj7Mk4K6vUPTtO3CwCabO2xkc4epa6Jpmvay1MUJedXhxyUbedWRVx1RqkhuGrJzh8dohPbCfuM3foMsy/ijP/oj/u7v/o48z7Esi1/5lV/hn//5n3nI6rZntlixrNaEgU0Y2ISBzXXR4McldduzMXVNkqIhShVDSdGwEaWKuuvJqzVDdXeHtn/qticpGvy4xI9L/LgkKRo07T6r256kaPDjEj8u8eOSpGh46Oq2Jyka/LjEj0v8uCQpGrTHxRobZHMHTwo2olQRpYonYwN1cYI1NniMRmgv5Hvf+x5/8Rd/wS//8i/zUz/1U4xGI0zT5Pd///e5u7vjL//yL3mo6rbHvyzxpODq7BhPCjwp8KQgmztMXJPZYkXd9myoixPyqsOPS/KqY+O6aIhSRXLTkJ07fFiUKiauibY/6rZntlixrNaEgU0Y2ISBzXXR4MclddujafdN3fbMFiuW1ZowsAkDmzCwuS4a/LikbnseorrtmS1WLKs1YWATBjZhYHNdNPhxSd32aI9LGNhsZHOHbO4wdU0esxHaC7m7u+P3fu/3+Pmf/3mGfviHf5iN7373uzxUedVhCYMwsNlm6ppY4wPyqmPDGhtkcwdPCqJUsZFXa5KbBnVxgjU2GIpSRd31TF0TbX/4lyWeFFydHeNJgScFnhRkc4eJazJbrKjbHu0DdduTFA1+XOLHJX5ckhQN2qejbnv8yxJPCq7OjvGkwJMCTwqyucPENZktVjxE/mWJJwVXZ8d4UuBJgScF2dxh4prMFivqtkfTHqsR2gv5oR/6IX72Z38W0zQZ+ta3vsXGT/zET/BQXRcNYWCzy6k8ZFmtGQoDm2zusKEuTrCEgR+X5FXHRl51RKkiuWnIzh20/WIJgzCw2WbqmljjA/KqQ3tf3fbMFiuW1ZowsAkDmzCwuS4a/Likbnu0/6xue5KiwY9L/LjEj0uSouFV5VWHJQzCwGabqWtijQ94iCxhEAY220xdE2t8QF51aNpjNUJ7ZX/7t3/LH/7hH/LTP/3T/PiP/zgv4ujoiKOjI46Ojjg6OuIb3/gGb1Ld9iRFgx+X+HGJH5ckRcNQ3fV4UjAUpYohTwrq9o6PYo0NsrmDJwVRqtiIUsWTsYG6OMEaG2j7JQxsdjmVhyyrNdr7/MsSTwquzo7xpMCTAk8KsrnDxDWZLVbUbY/2vrrtmS1WLKs1YWATBjZhYHNdNPhxSd32vKzroiEMbHY5lYc8RGFgs8upPGRZrdH229HREUdHRxwdHXF0dIT2gRHaK7m5ueGXfumX+MIXvsDv/u7v8qJub2+5vb3l9vaW29tbvvKVr/Cm1G3PbLFiWa0JA5swsAkDm+uiwY9L6rZnwxIGSdEw9PSZYqju7ngRYWCTzR02srnD1DXR9pMnBUNRqhjypKBu79DeZwmDMLDZZuqaWOMD8qpDg7rt8S9LPCm4OjvGkwJPCjwpyOYOE9dktlhRtz0vo+56PCkYilLFkCcFD5EnBUNRqhjypKBu79D22+3tLbe3t9ze3nJ7e4v2gRHaS3v33XeZzWZ88Ytf5Jvf/CZvv/02903d9viXJZ4UXJ0d40mBJwWeFGRzh4lrMlusqNueiWuyrNbsEqWKiWuiac8lRcPQ02eKobq7Q/tAGNjscioPWVZrNMirDksYhIHNNlPXxBofkFcdL8MSBknRMPT0mWKo7u54iJKiYejpM8VQ3d2haY/ZCO2lxHHMO++8w5e+9CX+5E/+hLfffpv7KK86LGEQBjbbTF0Ta3xAXnVMXZOkaIhSxTZRqqi7nqlromnPLas1u0SpYuKaaO/zpGAoShVDnhTU7ZHq3gkAACAASURBVB0aXBcNYWCzy6k8ZFmteRkT12RZrdklShUP0bJas0uUKiauiaY9ViO0F/anf/qnfP3rX+fXfu3X+M3f/E3us+uiIQxsdjmVhyyrNRvq4oS86vDjkrzq2MirjihVJDcN2bmDpg0lRUOUKraJUkXd9Uxdk13qticpGvy4xI9L/LgkKRr2UVI0DD19phiquzu099VdjycFQ1GqGPKkoG7veBlT1yQpGqJUsU2UKuqu5yFKioYoVWwTpYq665m6Jpr2WI3QXkjTNPz2b/82Ukp+5Ed+hHfffZd3332Xd999l3fffZe/+Zu/4T6pux5PCoaiVDHkSUHd3rFhjQ2yuYMnBVGq2IhSxZOxgbo4wRobaNqQujghrzr8uCSvOjbyqiNKFclNQ3busEvd9swWK5bVmjCwCQObMLC5Lhr8uKRue/bJslqzS5QqJq6JBpYwSIqGoafPFEN1d8erUBcn5FWHH5fkVcdGXnVEqSK5acjOHR4idXFCXnX4cUledWzkVUeUKpKbhuzcQdMesxHaC/nrv/5r/v3f/52qqnjnnXd45513eOedd3jnnXd45513+PM//3PuE0sYJEXD0NNniqG6u+PDwsAmmztsZHOHqWuiadtYY4Ns7uBJQZQqNqJU8WRsoC5OsMYGu/iXJZ4UXJ0d40mBJwWeFGRzh4lrMlusqNuefZEUDVGq2CZKFXXXM3VNNJi4JstqzS5Rqpi4Ji/LGhtkcwdPCqJUsRGliidjA3VxgjU2eIissUE2d/CkIEoVG1GqeDI2UBcnWGMDTXvMRmgv5Etf+hK3t7fc3t5ye3vL7e0tt7e33N7ecnt7y2/91m9xn0xck2W1ZpcoVUxcE037JMLAJps7bGRzh6lr8iIsYRAGNttMXRNrfEBedewLdXFCXnX4cUledWzkVUeUKpKbhuzcQXvf1DVJioYoVWwTpYq665m6Jq8qDGyyucNGNneYuib7IAxssrnDRjZ3mLommqbBCG0vTV2TpGiIUsU2Uaqou56pa6Jpn4UwsNnlVB6yrNbsC2tskM0dPCmIUsVGlCqejA3UxQnW2ED7gLo4Ia86/Lgkrzo28qojShXJTUN27qBpmvaiRmh7S12ckFcdflySVx0bedURpYrkpiE7d9C0z4onBUNRqhjypKBu79g3YWCTzR02srnD1DXR/itrbJDNHTwpiFLFRpQqnowN1MUJ1thA0zTtRY3Q9pY1NsjmDp4URKliI0oVT8YG6uIEa2ygvbq67UmKBj8u8eMSPy5JigbtxSRFw9DTZ4qhurtD08LAJps7bGRzh6lromma9rJGaHsvDGyyucNGNneYuibaJ1O3PbPFimW1JgxswsAmDGyuiwY/LqnbHm23ZbVmlyhVTFwTTdM0TfukRmia9tL8yxJPCq7OjvGkwJMCTwqyucPENZktVmi7JUVDlCq2iVJF3fVMXRNN0zRN+6RGaNo9Urc9SdHgxyV+XOLHJUnRcN9YwiAMbLaZuibW+ABtN3VxQl51+HFJXnVs5FVHlCqSm4bs3EHTNE3TXocRmnZP1G3PbLFiWa0JA5swsAkDm+uiwY9L6rbnvggDm11O5SHabtbYIJs7eFIQpYqNKFU8GRuoixOssYGmaZqmvQ4jNO0eqNse/7LEk4Krs2M8KfCkwJOCbO4wcU1mixV123MfeFIwFKWKIU8KPk7d9iRFgx+X+HGJH5ckRcNjEwY22dxhI5s7TF0TTdM0TXudRmjaPZBXHZYwCAObbaauiTU+IK867oOkaBh6+kwxVHd37FK3PbPFimW1JgxswsAmDGyuiwY/LqnbHk3TNE3TXo8RmnYPXBcNYWCzy6k8ZFmtuQ+W1ZpdolSxi39Z4knB1dkxnhR4UuBJQTZ3mLgms8WKuu3RNE3TNO2TG6Fp90Dd9XhSMBSliiFPCur2jvsgKRqiVLFNlCrqrmcXSxiEgc02U9fEGh+QVx2apmmapn1yI7S9Ubc9SdHgxyV+XOLHJUnR8BBYwiApGoaePlMM1d0d94W6OCGvOvy4JK86NvKqI0oVyU1Ddu6wSxjY7HIqD1lWazRN0zRN++RGaHuhbntmixXLak0Y2ISBTRjYXBcNflxStz332cQ1WVZrdolSxcQ1uQ+ssUE2d/CkIEoVG1GqeDI2UBcnWGODXTwpGIpSxZAnBXV7h6ZpmqZpn9wI7cGr2x7/ssSTgquzYzwp8KTAk4Js7jBxTWaLFffZ1DVJioYoVWwTpYq665m6JvdJGNhkc4eNbO4wdU1eRFI0DD19phiquzs0TdM0TXs9RmgPXl51WMIgDGy2mbom1viA+05dnJBXHX5cklcdG3nVEaWK5KYhO3fYF8tqzS5Rqpi4Jpr2WNRtT1I0+HGJH5f4cUlSNGiapr0OI7QH77poCAObXU7lIfedNTbI5g6eFESpYiNKFU/GBuriBGtssC+SoiFKFdtEqaLueqauyXN125MUDX5c4sclflySFA2atg/qtme2WLGs1oSBTRjYhIHNddHgxyV127NP6rYnKRr8uMSPS/y4JCkaNE17c0ZoD17d9XhSMBSliiFPCh6KMLDJ5g4b2dzBk4KkaPDjEj8u8eOSpGh4yNTFCXnV4ccledWxkVcdUapIbhqyc4fn6rZntlixrNaEgU0Y2ISBzXXR4MclddujaQ9V3fb4lyWeFFydHeNJgScFnhRkc4eJazJbrNgXddszW6xYVmvCwCYMbMLA5rpo8OOSuu3RNO31G6Hda3XbkxQNflzixyV+XJIUDUOWMEiKhqGnzxRDdXfHq6jbnqRo8OMSPy7x45KkaPi01G3PbLFiWa0JA5swsAkDm+uiwY9L6rbnIbLGBtncwZOCKFVsRKniydhAXZxgjQ2e8y9LPCm4OjvGkwJPCjwpyOYOE9dktlhRtz2a9hDlVYclDMLAZpupa2KND9gX/mWJJwVXZ8d4UuBJgScF2dxh4prMFivqtkfTtNdrhHZv1W3PbLFiWa0JA5swsAkDm+uiwY9L6rZnY+KaLKs1u0Sp4mXVbc9ssWJZrQkDmzCwCQOb66LBj0vqtudN8y9LPCm4OjvGkwJPCjwpyOYOE9dktljxkIWBTTZ32MjmDlPX5MMsYRAGNttMXRNrfEBedWjaQ3RdNISBzS6n8pB9YQmDMLDZZuqaWOMD8qpD07TXa4R2L9Vtj39Z4knB1dkxnhR4UuBJQTZ3mLgms8WKuu2ZuiZJ0RClim2iVFF3PS/LvyzxpODq7BhPCjwp8KQgmztMXJPZYkXd9nycuu1JigY/LvHjEj8uSYqGF2EJgzCw2WbqmljjA/ZdGNjscioPWVZrNO0hqrseTwqGolQx5EnBvggDm11O5SHLao2maa/XCO1TV7c9SdHgxyV+XOLHJUnRMJRXHZYwCAObbaauiTU+IK86NtTFCXnV4ccledWxkVcdUapIbhqyc4eXZQmDMLDZZuqaWOMD8qpjl7rtmS1WLKs1YWATBjZhYHNdNPhxSd327BIGNrucykP2nScFQ1GqGPKkoG7v0LSHyBIGSdEw9PSZYqju7tgXnhQMRaliyJOCur1D07TXa4T2qarbntlixbJaEwY2YWATBjbXRYMfl9Rtz8Z10RAGNrucykOW1ZoNa2yQzR08KYhSxUaUKp6MDdTFCdbY4GWFgc0up/KQZbXmo9Rtj39Z4knB1dkxnhR4UuBJQTZ3mLgms8WKXTwpGIpSxZAnBfsuKRqGnj5TDNXdHZr2UE1ck2W1ZpcoVeyLpGgYevpMMVR3d+ybuu1JigY/LvHjEj8uSYoGTfs0jdA+Nd87+Dz+ZYknBVdnx3hS4EmBJwXZ3GHimswWK+q2p+56PCkYilLFkCcFdXvHUBjYZHOHjWzuMHVNtqnbnqRo8OMSPy7x45KkaBjypGAoShVDnhTU7R0fJa86LGEQBjbbTF0Ta3zALknRMPT0mWKo7u7Yd8tqzS5Rqpi4JtqbV7c9SdHgxyV+XOLHJUnRoL26qWuSFA1RqtgmShV117MvltWaXaJUMXFN9kXd9swWK5bVmjCwCQObMLC5Lhr8uKRuezTt0zBC+9Tcff4LWMIgDGy2mbom1viAvOqwhEFSNAw9faYYqrs7XkXd9swWK5bVmjCwCQObMLC5Lhr8uKRuezaSomHo6TPFUN3dsct10RAGNrucykN2WVZrdolSxb5LioYoVWwTpYq665m6JtqbVbc9s8WKZbUmDGzCwCYMbK6LBj8uqdse7dWoixPyqsOPS/KqYyOvOqJUkdw0ZOcO+yIpGqJUsU2UKuquZ+qa7Av/ssSTgquzYzwp8KTAk4Js7jBxTWaLFXXbo2lv2gjtU/P//U//K2Fgs8upPGRZrZm4JstqzS5Rqpi4Ji+jbnv8yxJPCq7OjvGkwJMCTwqyucPENZktVmwsqzW7RKli4pp8lLrr8aRgKEoVQ54U7JIUDVGq2CZKFXXXs+/UxQl51eHHJXnVsZFXHVGqSG4asnMH7c2q2x7/ssSTgquzYzwp8KTAk4Js7jBxTWaLFdqrscYG2dzBk4IoVWxEqeLJ2EBdnGCNDfaFujghrzr8uCSvOjbyqiNKFclNQ3busE8sYRAGNttMXRNrfEBedWjamzZC+9T8x8Hn8aRgKEoVQ54U1O0dU9ckKRqiVLFNlCrqrmfqmryMvOqwhEEY2GwzdU2s8QEbSdEQpYptolRRdz1T1+SjWMIgKRqGnj5TDNXdHbuoixPyqsOPS/KqYyOvOqJUkdw0ZOcO+84aG2RzB08KolSxEaWKJ2MDdXGCNTbQ3qy86rCEQRjYbDN1TazxAdonEwY22dxhI5s7TF2TfWONDbK5gycFUarYiFLFk7GBujjBGhvskzCw2eVUHrKs1mjamzZC+9T8wN2/kBQNQ0+fKYbq7o7n1MUJedXhxyV51bGRVx1RqkhuGrJzh5d1XTSEgc0up/KQDXVxQl51+HFJXnVs5FVHlCqSm4bs3GGXiWuyrNbsEqWKXayxQTZ38KQgShUbUap4MjZQFydYY4PHIgxssrnDRjZ3mLom2qfjumgIA5tdTuUhmvaiwsAmmztsZHOHqWuyjzwpGIpSxZAnBXV7h/b/twc/0HXXhf3/n97LRy6Id7SFHMs5jEDhvpp0aSTHUtvjnzRlo5uBiuaMnyihnCju1ukKmzlaxO6yHS132Ok5WJfFYaPIsLrMnnNxya5dWqcZ8bIqDSa+LpRE/R16OLo0RqHJrjf7nc/Pw/ne5QcM9zvobc778QhebgmCX5vf+tHDHD0xy4vJDU9x84bVxBpXphjZ2Ub7mhXkhqeI5YanuGRliqk7NtO4MsWvavrUPO1rVlArNzxFrfY1K4g1rkwxsrON9jUryA1PEcsNT3HJyhRTd2ymcWWKF7Njw2oOlE6SG57i+eSGp5g+Nc9LseeaSxnZ2UZsZGcbOzasJgh+XaZPzdO+ZgW1csNT1Gpfs4IgCP67A6WT1Przf56i1vSp0wTBr0OC4Ncm/X//GwdKJ8kNT7HU9Mw8ueEpjpyYZaB0ki37j3GgdJLYnmsuZWRnG7GRnW3s2LCa/63GFSkOlE5S68//eYpa06dOU2vPNZcysrON2MjONnZsWM1LNXXHZo6cOMWW/cc4cuIUsSMnTpEbnuLAIycZybYRBPWucUWKA6WT1Przf56i1vSp0wRB8N8dPTHLi8kNT3HzhtUEwcstQfArq1arjI2NMTMzw69q6o7NHDlxii37j3HkxCliR06c4pYHJzjwyElGdl7JnmsuZc81lzJQOsmW/ceYnpmn1vTMPAdKJ9my/xhb9h9jy/5jHCid5KW4ecNqjp6Y5cXkhqf4VawqF3ghjStTjOxso33NCnLDU8Ryw1NcsjLF1B2baVyZol6tKhdYjlaVCyxXq8oFXg43b1jN0ROzvJjc8BQvl1XlAsvRqnKB5WpVucBytKpc4FdxoHSS3PAUzyc3PMX0qXl2bFjNb9qqcoHlaFW5QPBLCYJfSV9fH+vXr6e7u5tNmzbR09PD3NwcL1XjyhQjO9toX7OC3PAUsVsenKR9zQqm7thM+5oVtK9ZQfuaFYzsbOPmDau55cEJpmfmiU3PzHPLgxMcPTHLnmsuZc81l7LnmksZKJ1ky/5jTM/M82J2bFjNgdJJcsNTPJ/c8BTTp+b5VawqP8T/ZM81lzKys43YyM42dmxYTb1bVX6I5WhV+SGWq1Xlh3g57NiwmgOlk+SGp3g+ueEppk/N83JZVX6I5WhV+SGWq1Xlh1iOVpUf4lcxdcdmjpw4xZb9xzhy4hSxIydOkRue4sAjJxnJtlEPVpUfYjlaVX6I4JcSBC9ZoVBg37595HI5JicnGRwcpFwus3v3bn5Ve665lJGdbcQaV6TYc82lPJ8dG1bTuPIcjpw4RWzLZ47RvmYFn/u/mmhfs4L2NStoX7OCkZ1t3LxhNbc8OMH0zDwvZuqOzRw5cYot+49x5MQpYkdOnCI3PMWBR04ykm0jCIL/buqOzRw5cYot+49x5MQpYkdOnCI3PMWBR04ykm0jCIL/rnFlipGdbbSvWUFueIpYbniKS1ammLpjM40rUwTBr0OC4CXr6+ujvb2drq4uEokE69ato7e3l2KxyPT0NP9be665lBfz5jXnc/TELLHGFSn2XHMpz2fHhtU0rjyHIydO8WIaV6YY2dlG+5oV5IaniOWGp7hkZYqpOzbTuDJFEAT/XePKFCM722hfs4Lc8BSx3PAUl6xMMXXHZhpXpgiC4PntueZSRna2ERvZ2caODasJgl+nBMFLsrCwQLlcpqOjg1rbtm0jNjo6yv9W+5oV1MoNT1Grfc0KpmdOE9tzzaW8mDevOZ+jJ2Z5KfZccykjO9uIjexsY8eG1QRB8OL2XHMpIzvbiI3sbGPHhtUEQRAE9S1B8JKUSiViDQ0N1IqiiFQqxcTEBP+Tq666CklIQhKSyBSySEISkpDEAx/YhiQkIYlrNrXy1KfeQaaQ5b1/8HokIQlJSEISkpDEx9/Vzuiet5IpZJGEJCQhiUwhiyQkIQlJSCJTyCIJSUhCEplCFklIQhKSyBSySEISkpCEJGKSkIQkJJEpZJGEJCQhCUlkClkkIQlJSCJTyCIJSUhCEpLIFLJIQhKSkESmkEUSkpCEJDKFLJKQhCQkIYlMIYskJCEJSWQKWSQhCUlIQhKZQhZJSEISkohJQhKSkIQkMoUskpCEJCSRKWSRhCQkIYlMIYskJCEJSUgiU8giCUlIQhKZQhZJSEISkpBEppBFEpKQhCQyhSySkIQkJCGJTCGLJCQhCUlkClkkIQlJSCImCUlIQhKSyBSySEISkpBEppBFEpKQhCQkkSlkkYQkJCGJTCGLJCQhCUlIIlPIIglJSEISmUIWSUhCEpLIFLJIQhKSkIQkMoUskpCEJCSRKWSRhCQkIQlJxCQhCUlIIlPIIglJSEISksgUskhCEpKQRKaQRRKSkIQkMoUskpCEJCQhiUwhiyQkIQlJZApZJCEJSUhCEplCFklIQhKSyBSySEISkpCEJDKFLJKQhCQkEZOEJCQhiUwhiyQkIQlJSCJTyCIJSUhCEplCFklIQhKSkESmkEUSkpCEJDKFLJKQhCQkIYlMIYskJCEJSWQKWSQhCUlIIlPIIglJSEISksgUskhCEpKQREwSkpCEJCSRKWSRhCQkIYlMIYskJCEJSUgiU8giCUlIQhKZQhZJSEISksgUskhCEpKQhCQyhSySkIQkJJEpZJGEJCQhCUlkClkkIQlJSCJTyCIJSUhCEpKISUISkpBEppBFEpKQhCQyhSySkIQkJCGJTCGLJCQhCUlkClkkIQlJSEISmUIWSUhCEpLIFLJIQhKSkIQkMoUskpCEJCSRKWSRhCQkIYlMIYskJCEJSUgiJglJSEISmUIWSUhCEpKQRKaQRRKSkIQkMoUskpCEJCQhiUwhiyQkIQlJZApZJCEJSUgiU8giCUlIQhKSyBSySEISkpBEppBFEpKQhCQkkSlkkYQkJCGJmCQkIQlJSCJTyCIJSUhCEplCFklIQhKSyBSySEISkpCEJDKFLJKQhCQkkSlkkYQkJCEJSWQKWSQhCUlIIlPIIglJSEISksgUskhCEpKQRKaQRRKSkIQkrrrqKoJfShC8JNVqlVgURSyVTCapVCr8T77whS9gG9vYxjYfvv8Im3NfxTa2sY1tbGMb21z0J3/Ph+8/wkV/8vd8+P4j2MY2trGNbWxjm76vPcxFf/L32MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2sY1tbGMb29jGNraxjW1sYxvb2MY2trGNbWxjG9vYxja2+cIXvkDwSwmC36gdG1ZzoHSS3PAUzyc3PMX0qXl2bFjNzRtWc/TELC8mNzzFzRtWEwRBEARBEPxSguAlSaVSxCqVCktVq1WiKOJ/a+qOzRw5cYot+49x5MQpjpw4xZETp8gNT3HgkZOMZNuI7diwmgOlk+SGp3g+ueEppk/Ns2PDaoIgCIIgCIJfShC8JG1tbcRmZ2epValUmJ+fp6Wlhf+txpUpRna20b5mBbnhKXLDU+SGp7hkZYqpOzbTuDLFc6bu2MyRE6fYsv8YR06c4siJUxw5cYrc8BQHHjnJSLaNIAiCIAiC4P9IELwkURTR3NxMsVik1tDQELGNGzfy/9eeay5lZGcbIzvbGNnZxo4Nq1mqcWWKkZ1ttK9ZQW54itzwFLnhKS5ZmWLqjs00rkwRBEEQBEEQ/B8Jgpesp6eHw4cPMzAwwOLiIuPj4+TzebZu3UpjYyO/TnuuuZSRnW2M7GxjZGcbOzasJgiCIAiCIPj/ShC8ZJ2dnezatYt8Pk9TUxNdXV2sXbuWvXv3EgRBEARBENSnBMGvJJvN8r3vfQ/b2Ka/v590Ok0QBEEQBEFQnxIEQRAEQRAEwTKWIAiCIAiCIAiWsQRBEARBEARBsIwlCF521WqVsbExZmZmWA4ef/xxZmZmeD7VapWxsTFmZmY4k1QqFcbGxnjyySd5IdVqlbGxMWZmZjhTzM3NMTo6ytzcHC+kWq0yNjbGzMwMZ5q5uTmOHTvG86lWq4yNjTEzM8NyUq1WGRsbY2ZmhjPJ4uIitpmcnGRxcZHnU61WGRsbY2ZmhuWkWq0yNjbGzMwMZ4pKpcLY2BhPP/00L6RarTI2NsbMzAxnkmeffZaxsTF+/vOf80Kq1SpjY2PMzMxQzx5//HFmZmZ4PtVqlbGxMWZmZngx1WqVsbExZmZmWM4SBC+rvr4+1q9fT3d3N5s2baKnp4e5uTnOVE899RTveMc7OHbsGEv19fWxfv16uru72bRpEz09PczNzVHPnn32WT74wQ/S2tpKd3c3v//7v8+WLVsYGxujVl9fH+vXr6e7u5tNmzbR09PD3Nwc9WphYYEPfvCDbNiwgVtuuYUNGzbwgQ98gLm5OWr19fWxfv16uru72bRpEz09PczNzXGm+NCHPsTNN9/MUn19faxfv57u7m42bdpET08Pc3Nz1LPXvva1SEISkpCEJEZHR3lOX18f69evp7u7m02bNtHT08Pc3Bz1rlAo8IY3vIHrrruOt771rbz5zW/mm9/8JrX6+vpYv3493d3dbNq0iZ6eHubm5qhHjzzyCJKQhCQkIQlJSOL222/nOX19faxfv57u7m42bdpET08Pc3Nz1LO7776b1tZWuru7edOb3sTb3vY2nn76aWr19fWxfv16uru72bRpEz09PczNzVHPFhYW+PCHP8zrXvc6uru7ueqqq/izP/sz5ubmqNXX18f69evp7u5m06ZN9PT0MDc3R7156qmneMc73sGxY8dYqq+vj/Xr19Pd3c2mTZvo6elhbm6Opfr6+li/fj3d3d1s2rSJnp4e5ubmWI4SBC+bQqHAvn37yOVyTE5OMjg4SLlcZvfu3ZyJnnjiCW644QZ+9rOfsVShUGDfvn3kcjkmJycZHBykXC6ze/du6tlHP/pRRkZGuPfee5mcnOTIkSM0Njby3ve+l6eeeopYoVBg37595HI5JicnGRwcpFwus3v3burV3XffTbFY5LOf/Sy2efDBB3nkkUf4yEc+wnMKhQL79u0jl8sxOTnJ4OAg5XKZ3bt3cyb4mGyKAQAAFjFJREFUyle+wuHDh1mqUCiwb98+crkck5OTDA4OUi6X2b17N/Xqxz/+MadPn2bHjh3k83ny+Tz5fJ58Ps8VV1xBrFAosG/fPnK5HJOTkwwODlIul9m9ezf1bGxsjD/90z/l2muv5bvf/S7f+ta3uPzyy/nABz7AzMwMsUKhwL59+8jlckxOTjI4OEi5XGb37t3Uo8bGRvL5PPl8nnw+Tz6fJ5/Pc+211xLbsmULsUKhwL59+8jlckxOTjI4OEi5XGb37t3Uq7/7u7/jvvvu4y/+4i+YnJzkoYceYm5ujltvvZXnFAoF9u3bRy6XY3JyksHBQcrlMrt376aeffSjH+XQoUPcddddTE5OUigUePzxx3n/+9/PcwqFAvv27SOXyzE5Ocng4CDlcpndu3dTT5544gluuOEGfvazn7FUoVBg37595HI5JicnGRwcpFwus3v3bmoVCgX27dtHLpdjcnKSwcFByuUyu3fvZjlKELxs+vr6aG9vp6uri0Qiwbp16+jt7aVYLDI9Pc2ZolKpcO+993L99dfzmte8hufT19dHe3s7XV1dJBIJ1q1bR29vL8VikenpaepRpVLha1/7Gu95z3vo6OggkUiwevVqPvGJT3D69Gn+6Z/+iVhfXx/t7e10dXWRSCRYt24dvb29FItFpqenqTfVapUvfelL3HzzzbzxjW8kduWVV/Kud72Lr3/96ywuLhLr6+ujvb2drq4uEokE69ato7e3l2KxyPT0NPXsBz/4AR/72Md405vexFJ9fX20t7fT1dVFIpFg3bp19Pb2UiwWmZ6eph49+uijxN797nezfft2tm/fzvbt29m+fTsXXnghsb6+Ptrb2+nq6iKRSLBu3Tp6e3spFotMT09Tr/76r/+aq666ig9/+MOcc845XHDBBdx1110kk0m+//3vE+vr66O9vZ2uri4SiQTr1q2jt7eXYrHI9PQ09eaCCy5g+/btbN++ne3bt7N9+3auuuoqjh49yk033cS1115LrK+vj/b2drq6ukgkEqxbt47e3l6KxSLT09PUo4cffpjNmzfz9re/nUQiweWXX8773/9+vv/97/Pkk08S6+vro729na6uLhKJBOvWraO3t5discj09DT16Cc/+Qlf/epXee9730tXVxeJRILLLruMe+65h4cffpixsTFifX19tLe309XVRSKRYN26dfT29lIsFpmenuY3rVKpcO+993L99dfzmte8hufT19dHe3s7XV1dJBIJ1q1bR29vL8VikenpaZ7T19dHe3s7XV1dJBIJ1q1bR29vL8VikenpaZabBMHLYmFhgXK5TEdHB7W2bdtGbHR0lDPFM888w8DAALfffjv9/f0stbCwQLlcpqOjg1rbtm0jNjo6Sj06ffo099xzD9dddx21fuu3fovY3NwcCwsLlMtlOjo6qLVt2zZio6Oj1JtkMsl3v/td3vOe91BrYWGBV7ziFcQWFhYol8t0dHRQa9u2bcRGR0epV4uLi/T29tLZ2cmWLVuotbCwQLlcpqOjg1rbtm0jNjo6Sj36/ve/z6tf/WouvPBCns/CwgLlcpmOjg5qbdu2jdjo6Cj16PTp03znO9/hpptuotbFF19MqVRi8+bNLCwsUC6X6ejooNa2bduIjY6Ocib4yEc+wqtf/Wo++MEPEltYWKBcLtPR0UGtbdu2ERsdHaUenXXWWTz77LPU+tnPfkbsnHPOYWFhgXK5TEdHB7W2bdtGbHR0lHr0ve99j9hrX/taal1xxRWcddZZfOMb32BhYYFyuUxHRwe1tm3bRmx0dJTftGeeeYaBgQFuv/12+vv7WWphYYFyuUxHRwe1tm3bRmx0dJTYwsIC5XKZjo4Oam3bto3Y6Ogoy02C4GVRKpWINTQ0UCuKIlKpFBMTE5wpXvWqV/GNb3yDW265hedTKpWINTQ0UCuKIlKpFBMTE9SjdDrNH/zBH7B69WpqffGLXyT2xje+kVKpRKyhoYFaURSRSqWYmJigHkVRxHnnncfi4iJzc3M88MADfOELX+C9730viUSCUqlErKGhgVpRFJFKpZiYmKBe/c3f/A2nTp3iQx/6EEuVSiViDQ0N1IqiiFQqxcTEBPWoXC5z8cUXc/PNN9Pc3ExzczM33XQT09PTxEqlErGGhgZqRVFEKpViYmKCevTII48Qu/DCC9m/fz/bt2+no6ODj3/848zNzRErlUrEGhoaqBVFEalUiomJCerd0aNH+eY3v8mHPvQhzj77bGKlUolYQ0MDtaIoIpVKMTExQT165zvfyWOPPcZf/dVf8e1vf5uvfe1r7N+/n23btrF69WpKpRKxhoYGakVRRCqVYmJignqUSCSILS4uUmtxcZH/+q//4umnn6ZUKhFraGigVhRFpFIpJiYm+E171atexTe+8Q1uueUWnk+pVCLW0NBArSiKSKVSTExMECuVSsQaGhqoFUURqVSKiYkJlpsEwcuiWq0Si6KIpZLJJJVKhTNFFEWcc845vJBqtUosiiKWSiaTVCoVzhSPPvoon/zkJ/nd3/1dXve611GtVolFUcRSyWSSSqVCPfvWt77Fhg0byOVyXHTRRVx//fXEqtUqsSiKWCqZTFKpVKhH4+PjfOpTn+Luu+/m3HPPZalqtUosiiKWSiaTVCoV6tGjjz7Kk08+yetf/3o+85nPcNddd/HDH/6QG2+8kaeffppqtUosiiKWSiaTVCoV6tHp06eJ7d+/n5GREW688UauvfZavvzlL7Njxw4WFxepVqvEoihiqWQySaVSod598pOfpLm5md/7vd/jOdVqlVgURSyVTCapVCrUoze84Q28613v4rOf/Sw33XQTt912G+effz533nknsWq1SiyKIpZKJpNUKhXq0etf/3pe+cpX8tWvfpVahw4dolqtMj8/T7VaJRZFEUslk0kqlQq/aVEUcc455/BCqtUqsSiKWCqZTFKpVIhVq1ViURSxVDKZpFKpsNwkCILg//XII4/Q09NDJpMhn8+zHLS0tHD8+HG++tWvct555/G2t72NH/3oR5yJTp8+zW233cbOnTu58sorWU7uvPNOHnjgAbLZLG9+85vp6uric5/7HP/xH//BgQMHOFP94he/IDY3N8eXvvQlbrjhBm677Tbuvfdevve97/HlL3+ZM913vvMdJiYm6O7uZjm4/fbbGRwc5NOf/jSPPfYYDz30EKtWreK6667jJz/5CWeqKIq4/fbbGRoa4qabbuLzn/88H/3oR7nnnntobm4mmUwSLG8JgpdFKpUiVqlUWKparRJFEctFKpUiVqlUWKparRJFEfXu0KFD3HLLLVx55ZXcd999nHvuucRSqRSxSqXCUtVqlSiKqGfnn38+Z599Nk1NTezfv59nnnmG+++/n1QqRaxSqbBUtVoliiLqzb59+/j5z3/O+vXrOXr0KEePHuWJJ55gcXGRo0ePYptUKkWsUqmwVLVaJYoi6tHVV1/NunXrqHXZZZdxxRVXMD09TSqVIlapVFiqWq0SRRH1KJVKEfvDP/xDEokEz9m8eTOvetWrOHbsGKlUililUmGparVKFEXUs0OHDnHOOedw3XXXUSuVShGrVCosVa1WiaKIevPEE0/w0EMPcdttt3H11VcTRRGXX345n/nMZ/jpT3/KgQMHSKVSxCqVCktVq1WiKKJe3XLLLXziE5/grLPO4sCBA/ziF7/gK1/5CouLi5x77rmkUililUqFparVKlEUUe9SqRSxSqXCUtVqlSiKiKVSKWKVSoWlqtUqURSx3CQIXhZtbW3EZmdnqVWpVJifn6elpYXloq2tjdjs7Cy1KpUK8/PztLS0UM/2799Pb28v119/Pf39/Zx77rk8p62tjdjs7Cy1KpUK8/PztLS0UG9mZ2f5+te/ztNPP02tlStXkkql+PGPf0xbWxux2dlZalUqFebn52lpaaHe/PCHP+TUqVP80R/9Ebfeeiu33norX/ziF/nFL37Brbfeyn333UdbWxux2dlZalUqFebn52lpaaHezM7O8q//+q/8+Mc/5vkkk0na2tqIzc7OUqtSqTA/P09LSwv1qLGxkdjZZ5/NUslkklhbWxux2dlZalUqFebn52lpaaGeFYtFOjo6SCaT1GprayM2OztLrUqlwvz8PC0tLdSbH/7wh8R++7d/m1rnnXceV155JU899RRtbW3EZmdnqVWpVJifn6elpYV61tnZyec+9zn+5V/+hY997GM0NDTw+OOP09LSQltbG7HZ2VlqVSoV5ufnaWlpod61tbURm52dpValUmF+fp6WlhZibW1txGZnZ6lVqVSYn5+npaWF5SZB8LKIoojm5maKxSK1hoaGiG3cuJHlIooimpubKRaL1BoaGiK2ceNG6tUDDzzApz71KW6//XbuuusuloqiiObmZorFIrWGhoaIbdy4kXrz7LPP8r73vY9CoUCtkydP8swzz3DJJZcQRRHNzc0Ui0VqDQ0NEdu4cSP1Zv/+/Tz22GM89thjPPbYYzz22GPccccdvPKVr+Sxxx7jYx/7GFEU0dzcTLFYpNbQ0BCxjRs3Um9mZmZ497vfzZe+9CVqPfXUUzz55JM0NzcTRRHNzc0Ui0VqDQ0NEdu4cSP16LLLLuOiiy5iaGiIWk8//TRzc3O0trYSRRHNzc0Ui0VqDQ0NEdu4cSP16gc/+AE/+clP2LJlC0tFUURzczPFYpFaQ0NDxDZu3Ei9aWxsJDY9PU2t06dP8+ijj3LhhRcSRRHNzc0Ui0VqDQ0NEdu4cSP1asuWLQwMDFDrH//xH6lWq7zxjW8kiiKam5spFovUGhoaIrZx40bqXRRFNDc3UywWqTU0NERs48aNxKIoorm5mWKxSK2hoSFiGzduZLlJELxsenp6OHz4MAMDAywuLjI+Pk4+n2fr1q00NjaynPT09HD48GEGBgZYXFxkfHycfD7P1q1baWxspB6dPHmSj3/846xZs4bXvOY1HDp0iEOHDnHo0CEOHTrEd77zHWI9PT0cPnyYgYEBFhcXGR8fJ5/Ps3XrVhobG6k3F110EVu3buXTn/40R48eJfbEE0+wc+dOVq1axTvf+U5iPT09HD58mIGBARYXFxkfHyefz7N161YaGxupN8lkkiiKiKKIKIqIooizzjqLWBRFJJNJYj09PRw+fJiBgQEWFxcZHx8nn8+zdetWGhsbqTeXXXYZHR0d3HfffYyMjBB74okneN/73seFF17Iu971LmI9PT0cPnyYgYEBFhcXG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" 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##### SOURCE BEGIN #####
%% Implementação de uma função para resolver uma equação de diferenças
% Aluno: Pedro Henrique Garcia
%
% R.A. 1829696
%% Inicialização dos vetores
close all; clear; clc; % faça a coleta de lixo regularmente
%tamanho do b
b_size = 100;
%tamanho a
a_size = 50;
%%
% |poly| Deveria garantir que o sistema é estável, pois todas raízes serão
% menores que 1, em magnitude, e portanto estão dentro do circulo unitário para
% números grandes de a_size, o sistema sistema continuará instável pois |max(abs(roots(a))|
% pode ser > 1.
a = poly(0.01*rand(a_size,1));
b = randn(b_size, 1); % declara b
x = randn(100,1); % declara o sinal
%% Função de resolução de equações de diferenças
%%
% function y = phg_filter(b,a,x)
% a função phg_filter recebe três argumentos, para resolver a equação de
% difereças.
% a é um vetor dos coeficientes que acompanham y
% b é um vetor dos coeficientes que acompanham x
% x é um vetor do sinal
% Uma equação de diferenças é do tipo:
% a(n)y(n) + a(n-1)y(n-1) ... a(1)y(1) = b(n)x(n) + b(n-1)x(n-1) ... b(1)x(1)
% podemos encontrar a saída conhecendo apenas
% pega o maior numero
% pra servir de padrão pro produto escalar
% espero que o compilador do matlab seja bom o suficiente para pular todas
% as multiplicações por zeros desnecessárias
max_size = max([numel(x) numel(a) numel(b)]);
% preenche o restante com zeros, até max_size
y(max_size) = 0;
y = transpose(y);
a(max_size) = 0;
b(max_size) = 0;
% protege contra um vetor coluna, a e b precisam ser linhas
if (isrow(b)==0)
b = transpose(b);
end
if (isrow(a) == 0)
a = transpose(a);
end
% assegura que x é vetor coluna
if (iscolumn(x) == 0)
x = transpose(x);
end
% resolve a equação de diferenças
for n=1:numel(x)
y(n) = (1/a(1))*( b(1:n)*x(n:-1:1) -a(2:n)*y(n-1:-1:1) );
end
%trunca a saída para que a comparação com a função do matlab possa ser feita
y = y( 1:numel(x) );
%% Testes das funções
% Testando o tempo de execução das duas funções.
tic; y_matlab=filter(b,a,x); toc
tic; y_phg=phg_filter(b,a,x); toc
%%
%
%
% Verificando se o sistema é estável
% se max(abs(roots(a))) >1, então sistema instável.
max(abs(roots(a)))
%%
% Podemos ver o maior erro entre a função escrita e o filter do matlab
% mostra o maior erro entre o phg_filter e o filter do matlab
maxerror = max( abs(y_matlab -y_phg) )
%%
%
%
% Plot do erro entre as duas funções
% plota o erro entre o phg_filter e o filter do matlab
figure
stem( abs(y_matlab -y_phg))
title('Erro')
figure
stem(abs(y_phg))
title('Implementação da filter')
figure
stem(abs(y_matlab))
title('Filter nativo do matlab')
##### SOURCE END #####
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