Transformações no Plano

Conversa inicial
Vamos começar a explorar o que pode acontecer em cada um dos casos a seguir.[br] Mova o ponto vermelho para onde for possível e veja o que acontece. [br] Se for necessário voltar, você pode clicar no círculo com as setas para reiniciar a construção.
Translação
O que é Translação?
O que aconteceu com o polígono anterior é chamado de [b]translação[/b], porque deslocamos o polígono mantendo sua direção, sentido, forma e medida de seus lados, estamos fazendo uma translação. Este é um tipo de transformação que preserva não só a forma, mas também as suas medidas. Por isso, dizemos que esta transformação é [b]ISOMÉTRICA[/b]. Dizer que uma transformação é isométrica é o mesmo que dizer que houve uma transformação que não mudou nem a [b]forma [/b]nem as [b]medidas[/b] da figura, neste caso, um polígono.[br] Vamos ver alguns outros exemplos de uma transformação isométrica.
Rotação
No caso do polígono a seguir, movimente o ponto vermelho e observe o que acontece.
Neste caso, o polígono efetuou uma rotação em torno de um ponto. Repare que todos os outros vértices do polígono efetuaram a rotação, menos o centro de rotação. Neste caso, o centro da rotação é, também, um vértice do polígono, mas não precisa ser sempre assim. Caso o centro de rotação não seja um dos vértices do polígono, todos os vértices irão fazer um giro de uma determinada medida em graus a partir do centro de rotação. Veja a seguir ao mover o vértice vermelho:
Ainda sobre a rotação...
É possível reparar que, neste caso, o polígono faz um giro em torno de um determinado ponto, mas mesmo assim, sua forma e suas medidas permanecem as mesmas. Com isso, podemos dizer que uma rotação também é uma transformação isométrica, ou seja, é uma [b]isometria[/b]. [br] A diferença entre a translação vista anteriormente e estes dois últimos exemplos de rotação está no fato de que o polígono muda de lugar, mas ele não preserva a direção em que seus lados apontavam. Na translação ele ficava na mesma direção, enquanto na rotação ele acaba mudando um pouco sua posição de modo que todos os seus vértices e lados tenham feito um giro de mesma medida.
Reflexões
Veremos que existem dois tipos de rotação:[br][list][*]Em relação a uma reta (eixo);[/*][*]Em relação a um ponto.[/*][/list][br] O que será que acontece em cada caso? Vamos ver... Para isso, clique nos quadradinhos a seguir para "Exibir reflexão" e, em seguida, clique em "Exibir distância do eixo". Depois, modifique a posição do eixo de simetria para ver se acontece alguma coisa diferente.[br]
Reflexão em relação a uma reta
Analisando o que aconteceu
Observe que o polígono simétrico, ou seja, a reflexão do polígono original, está a uma mesma distância da reta, também chamada de eixo de simetria. É como se esse eixo funcionasse como um espelho e o reflexo deste polígono será seu correspondente simétrico. [br] Por isso damos o nome de reflexão em relação a uma reta.[br] Neste caso, a distância de cada vértice do polígono novo está a uma mesma distância que o vértice correspondente está do eixo de reflexão. Isso até nos faz lembrar o conceito de "número simétrico". Será que tem alguma relação?[br][br] Vale a pena observar que a reflexão também é uma transformação [b]isométrica[/b] uma vez que, em qualquer posição que coloquemos o eixo de reflexão ou eixo de simetria, o polígono não tem suas medidas nem forma alteradas. A única diferença é que a posição do novo polígono será refletida em relação ao original, ou seja, é como se ele estivesse invertido sua posição.[br][br] Porém, esta não é a única maneira de obter uma reflexão. possível determinar uma reflexão.
Reflexão em relação a um ponto
Explore acima.
Clique nas caixinhas para exibir o simétrico e as distâncias. Modificando o centro de reflexão do lugar, podemos encontrar um padrão: a distância entre os vértices correspondentes e o centro de reflexão são iguais.[br] Podemos reparar, também, que o polígono fica invertido tanto na horizontal quanto na vertical, mas de qualquer maneira, sua forma e medidas não se alteram. Com isso, podemos concluir que esta também é uma transformação [b]isométrica[/b].[br] [br][br] Muito legal! Tudo isso está muito interessante, mas será que os números podem nos ajudar a compreender melhor estas transformações? Sim. Vamos ver uma forma de organizar melhor as informações:
Representação no plano: veja como podemos representar os polígonos no plano cartesiano.
Lembra do Plano Cartesiano?
Ano passado vimos uma forma de representar pontos no plano cartesiano. Vamos usar essa mesma ideia para representar os vértices de um polígono para tentar entender o que acontece.[br] A única diferença do que vimos ano passado para o que veremos agora é que nós já conhecemos os números inteiros negativos. Por isso, podemos expandir o plano cartesiano. [br] Antes, o plano cartesiano tinha apenas a parte positiva dos dois eixos. Esta parte era chamada de 1º quadrante. Agora temos outros 3, veja:[br][list][*]1º Quadrante: valores positivos para abscissa (x) valores positivos para ordenadas (y)[/*][*]2º Quadrante: valores negativos para abscissa (x) valores positivos para ordenadas (y).[/*][*]3º Quadrante: valores negativos para abscissa (x) valores negativos para ordenadas (y).[/*][*]4º Quadrante: valores positivos para abscissa (x) valores negativos para ordenadas (y).[/*][/list] Veja como fica:[br][center][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlsAAAE9CAYAAAA8gKerAAAgAElEQVR4AeydCZyeVXX/41K14C7SagHFLrZipcWKWreqYGvFBetW627r8tcWlypagbDImgkJiCAg+yYIhF0Q2VdFZMk6M5klM8lMlkkyk8xMJskk9//53jvnfe8887zbvPcQnuTcz2fmed5nOc99znPOub97zrn3zli7dq3L/g0MDEw5lr3Gfk/lm/HEeGIyMH0Z2Lhxo9u2bZvbsGGD2Z8cu2yyNX3ZMt4Z73a0DMzYsmWL27x5c+lvbGzMdXd3O7bx8RT7PT09bnR0NAld6scf9e/t7XXDw8NJ6PKeQnf58uXe8MuxZngg9d26datbsWKFGxwcTFLfmG5/f79bt26d50kzdZV7oU19V61a5dasWZOULt8NmqtXr05Gl3pDF6WCF1nZlveazhZa69evd319fZ4n06GRvUfkbGhoyCFrPINj2eum+xvwgm6kpjsyMuLQZaErMtjM1jnnlixZ4v7v/37o67x9u2uaF8JLtsuWLWuaHt9B3lG+SWzT5HlyrtGt0IavsU2T481uoRvbtEbrl3c9dUpt03gOdKlvapsGbehi03AqsM+z8t6t3mPyXbg+Tx7i81wTPy8+F+/H16FvGnpMW0x9633PatfJO8k7QFeOVbuv3nPQ4lvl8bdeGtnrpK7QjfUte910f8f2FxozMHLZwgttx9olLtAdHx9PTNWVBCY1YQwTApm60GDzIVKXlStXOhru1AVABIhLXQBFAK7UBVAEL1IXvhnfLnXBmCJrqQvGBCOSuojRS0m3tbXVfee733Uf/ehH3Y9+9COv06noY8voQOI1S12waYCN1AW6GOjUxWxa4KiWTdNo4zT0DS7QFlNfjULnpkgYAjuJvUxZsvZ3CtiCQXwADcPEC2kYJuiaYXIeYBjYct4DRc81ddEEW3g7U5dNmzYVBmwtWLDA8XfBBRe4xYsXu9a21mTswKZh/M2mOQ/qtTqQRBdSl6J1IGk7U7dxtG0anSYtsKWJITT4i8xqgC3sb9yJfkrBliajDGwZ2BJDj2fLwJZzRQJbfDsaqVNOOUU+Y7KtJtjStGmpe9owVNOzpQW2SLlIXTQ9Wwa2gsMGvUtdiqRvOxRsmWcriJ6FEQMfNMOIBraKB7ZorFtmzUptn304Q8uzVSTjD2MNbAXxMrClF0Y0z1aQMQNbDZhyTcNkOVvOJ7Jr5WwZ2Hp6g627777b/exnZ7tbb7utpJHkrhnYCuwoYmqElmerSKkRGuDbwoglE+FTnFJ7DqGuEUbEM101jCgP1nAB8kIaCfK8EEmEqQt5NKDT1IURNhqGCYDBsPnUBUBEaC51IemeEUGpC2EHDbDFN+PbpS7k0Ggk3meVPVW9MXbocjOle1m3O//889z5559fIuPBVktL6XfKHRrBotk0jdSIIto0DbClZdM02jgZLZdSH6BFDmOzelypTpp0NXIvwRCp9S1rf2dg5HGxY4zkb/78+aV9OZZiC11GBaWgJTT4qCTWdnV1qdDt7OxMTnfhwoVu6dKlyekuWrTItbe3ewUS/jS7hb8kLLe1tSWnywg0hvvzjGbrKfdDi7pS59R0+WZ8u5R0qXdHR4cKXWQX3UhdX3S4Wbp0Ym688UY/9QeGDj4guzNnzvS9QfmeqbbYnqyda5Y2fDWb1uPlS2xaSlmDlpZNw+5o2DQNeUihb3myjj5Q35TfTJ6jrW8p6wwtwRCp6EIHTCJ2kt8z6KXGf6BoPi4oLz6eYp+Pi5FNQSumAV16xfGxFPsIDuG+FLRiGjQueF/iYyn2Ac54i1LQimkwIoieYHwsxT55E3igUtCKaeAtgxfxsRT7ePf4diloxTTwRqKM8bEU+3ji0I0UtGIaeOKwEfGxRvfbly51l19xue8Yy714MEiQl9+pttg0DJ+GTYMPZtO2er0wm7bV6wUejVSyCx30TfQYWU71Rz2b1eO899TGEKn5yztoYAjsLxhCeDRlNCLWjwuK5HKnoUrtAoQPNKxFCiNqDZMGaGnMs1W0MCLAWyuMqDH1Q9aNXcnl3+hxjAc610zp6QleoZiGZhgRY2o2zfkJlYtk0+iMFSmMSNuZOlUG8NKsvsV6JvtaUz9A3zBEmJQZDCFlCtjCIMEojbio9N7l4am2mmBLa04aS5C3BHmRf0CGBtiiUdUw0hh/bETqQk9wlo1G9GzluwGWUxeMv9k058PXGh1I9ILOSMqCI0FDj7XAlmAIjc6NBn/5Vhr6hv3dYWBLk1Fani0zTHqGyaZ+CCbZwFbgg4GtchOtYfyhbmAr8NimftCf+sHAloGtskWrsWeGKTBIK4xoYCvw18BW4IOBrbJBKiLY4vulLlqpEQa2DGzFsqqhbzvUs8ULpXaxwjDommdLbwZ5A1tBLQn9akzRYGAr8NfAVtn8axh/qGt2IA1shVyl1G2chRHLeqEZHUsdtjewVf5uNfc0DVORcrYMbAVRMbAV+KCZs2WTmgYeG9gKfDDPlvOOBOQhdbGcrTJHNfTNwFaZvzX3DGwFFhnYCnwwsBX4oAm2LEE+8FjD+ENZ06aZZ8s8W8iYJcgHHTawFfhQ139Nw2SeLRuNKEJoYcTACfhgnq3ACwNbgQ/m2TLPlthJthZGjLlRZR8DkjqezeOgazlblrMlosfkoxrL9ZhnK3DYPFsiacUy/tRaswNpni0debCcrWLqW3aeQ5tnq/wdp+xpGibzbJlnSwTOPFuBE5YgLxKhM+8P1DVtmoEtA1vImIURgx7v0DCipgvQPFvm2ZKmyjxbZWXH65u6aHm2AJ2WsxW+loURAx8sjGhhxNh+aWIIG40Yc7rCvoURdQ2TJcgH/loYMfBBC2zhGWlpaamg5dM/TE+b5Xo0VsUokvGHg+bZCnJk82zZPFuxRdHo3OxQzxYvZDlbzs/VZGFECyOKslsYMXDCwogiERZGFE6YZ8s8WyILbIvUuTGwFX+5GvuavUADWwa2RPwMbAVOGNgSiTCwJZwwsGVgS2SBrYGtmBtV9s2zFZjDLOQGtgxsiaoY2AqcMLAlEmFgSzhhYMvAlsgCWwNbMTeq7GsyyhLkLUFeRM8S5AMncGPTwUldNHO2LEE+fC2NHBIoa3rrAcupi4EtA1uxTGliCEuQjzldYR/DZGDLwJaIh4GtwAkDW4EPliAvmmFgSzhhCfKWIC+ywFajc7NDc7Y0UamBLQNbojwGtgInDGwFPhjYEs0wsCWcMLBlYEtkga2BrZgbVfbNsxWYo+Vyt6kfAn9t6ofAhxRhRFz2t9xyi5+SQVTbcraEEzrGH+oWRgw8NrBlYKusbTr6VtOzRQUALxoFRdeY6wa6GlNKkMieOo4LXwFFJEWnLhgQjcT7gYEBNzg4mLq6Dg/U2rVrk9MdGhpyAMTUhW/Gt0tdUMr+/v7UZB2gaMWKFcnposPoXDPl9ttv9xOYPvzwwyUy8GG2wjxbPKBoNo3vVjSbNjo6WvqWqXaKZtPQCzypKcv4+HjT+pZXH+rZrB7n0eWYJt3U/KW+GvqWtb8zaJQI78EcDBLbBQsWlPY5Jsfja/L25bpK90BXniX3yz3ym23evlwX05ZjCxcudN3d3aX75Hi9dPKu4xh0u7q6SnQ5JtfKM+L6yLn4unifa/moixYtch0dHZ5W3j15tOt5zpIlS9zSpUubrqPUSerR2trq2traSnTjd6q0L/dWqzc0oS00ss+N74335Tq5T54lv9vb2x28gNdyrVxTi07edXKMb7Z48eIpNOUZ8vz4GZX243uQMWSC+sqz5Lz8junIufh58b7cg04gw/H106GTvYcJQtFleWZMX/alDvG9sg+oOuOMM9xpp53mbrvtNrdhwwa3vHe5l92ZRx9d87sJHXm+PKvSszkvNk2ulW2leyrRzh6PbRo0hW68L8+I7827Lr4na9Pie+P9WnTk2VyHfGVtmtwv18W04325jq3syz1Zm5Y9L7/je+N9oZN9HnRjm5Z3XfYeuUaeKb/j66CL3cFOyHm5Pq5XvC/XxXTy7hF5iO/N7guNerfoG9+Netd7Tz3XUS/RY3mXeu6r5xrRt3qubeQa4W8j99S6Fr7CX/hc69pGzov9le82g1wnjF/819nZ6eilxMdS7NOoECpIQSumAV0MdnwsxT7MwqOTgpbQwFMG4MSjI8dSbKGLwgCeU9CLaeDhY2Hn+FiKfbxEeHRS0Ipp0BtGKeJjKfb5Znw7eJ2CntDAw4eip6aLhw/dkOek2uI9bYYunrFLL73UGzgAl9iadWvXupNOOil5faGvZdOgu6vbNORKy6ahxxo2jQZQw6bV08Yhj438iR43ck8916LHohf1XF/vNUQAoMu23nvqvQ7+Uu96r6/3OujC53qvr+c6sAN05dopC1HjUqPR1ijQxSWauqCQuOxSFxQSQ5K6ADA0hkljPACdqQvGDkCQuqxbt84RokxdEHJ4kbqg5BrhPpQRQJu6AN7QjdSF8FazNoLG+cSTTnRxGHF0ZERluR7en+dphB+0bBp0zaY5r8dFsml8t9SpMin0Lc8GUM9m9TiPruhbpXPNHNfgL/XBTqYeZAc9MISUKWALg4RhSi0wPBBGaeQhQDc1o+QD0BCmLkWb1FQrmRRPEUAudbHRiIGjdBQ0jCkgABuRutABaZk1KzVZD7LwHGrYNPigZdMAy6kLjYqWTdPoQGoN+tGyaRryQNumocc4PjT0WBNDaPAXHYO/qfUN+xt3dp9SsKXJKANbelM/aBkmA1uhKcXdHveAUjWwRQRbNqlp+Poaxh/KBrYCf7VsmkYbZ2CrbBE1+At1DX3boWCLF9LqBRrYMrAlKmmercAJA1uBD/S0zbMVeGFgK/DBwJZN/RAkIfzf6cCWJio1sGVgS5THwFbgRBHBVovC1A8GtkQzzLMlnDCwZWBLZIGtga2YG1X2YZSBLQNbIiIGtgIniga2RixnS0RYxfhD3DxbgcUGtgxslZRtZwRbFkYMn9cS5AMfLGcr8MFytib4MMxoREuQhxtF7EBagnwY9Zo6VcZytoJ94L9mdGynSpA3sBWEpmhgixGDTNOQuhjYChw1sBX4QGM9y8CWZwa2MrXxh7B5toKsmWdL37O1q4/+tQT5oGt1/dc0TMzZlLpoDZM2sBW+FN9MYz4sA1uBv8PDIwa2JoyCga3ACC2bZmDLwNaEqvmNhr7tULCl6QK0nC29nC0DW0EtDWwFPmjOszXLEuTVjD+ENTuQFkbUCXNZGDHYHf5rYojUnuQdCrYsjBiExsKIgQ8WRgx8MM/WBB8II9qkpp4ZGj1tCBvYCrJmni3zbAVJCP819M3AVszhGvuahsnCiM6vD2kzyDu/hphNaur8ElaWIK9n/KGsadPMs6XjeTHPVrmhNs9WmRdV9zQZZWFECyOK8NnUD4ET9KzosaUummFEW64nfC2NnjaUDWwF/ppnyzxbsV3U0DfzbMUcrrGvaZjMs2WeLRE/CyMGTvjRiBZG9MzQMP4Q1rRp5tkyzxYyZmsjBnu2Q8GWebbCR7CcrcAHy9kKfDCwFfgwPDJiOVuBFTap6QQfbDSi8xN2a3iobSHqCSGzSU3LjKi1hyBaGNHCiCInFkYMnChaGHFkZNjZcj3h25lnK/DBwJaBLbHrbDUdNjvVaERNRhnYMrAlSmlgK3CiaGCLMJTlbIVvZ2Ar8MHAloEtsetsNTHETgW2MCCplzLgA5hnS9cw2Txbgb82z1bgg2aCvE39EHhcRJtmOVs6YMBGIwad4L+BrTIvqu5pMso8W+bZEuEzz1bgxNPZs7VhwwZ3++23u46ODrd94sMRRjSwFZhhnq3AB/NsmWdrwjz4jSaGeMo9W7wRI1Y0CnMJMVIhdYEuyX6pC4nsGiBu1apVbnR0NHV1HcOZNXqXJLIPDQ0lry+gSGPNRRpyjfm7SGTn26UuKHl/f39qsg4PlMb8Xax51qyNuPHGG90RRxzpli5dWnpv+DB79uzS75Q7gBeNAh/MpoWOnoZNQ481Rm4PDAyo2LRm9SJPRmnbNPSYZ2nUt4h04W/qqBv04uXdZtCQ8iAOyt/ChQunHJNzzWyhy8dthkbevYsWLfLuxbxz0z1G4wfdZcuWJa0vdJcsWeK6u7uT021tbXWdnZ3J6ba1tflGcbq8zLsPPtDQtre3e6CRd810j+EtgRc8Y7o08u7r6ury3y41XWRh8eLFyetLLxAZTl1fdBi6fX2N8xdbQ6N8ySWXuKOOOso98MADflJX+I3sHn30MW7lysbp5n2v+JiWTYMPqW0a3wu6fL/4HZrdhy5ypmXT0I9m6xjfT33FpqWUYWhh07AT8fNS7NfTxvH8Rv5E3/DyNXJfrWt5X7EPta5t9HywD31J60sdoIsNabQ+1a6Hr9ClQ1btukbPQU/sOs+YgeHDE0DvQf5oBLPH5FwzW+gODg6WntMMrfhelAYPSXwsxT7Gnx5QClpCA88TjSteKDmWYgtdjCgfNQU9oQFdhAbFlGMpttBFaTAk7KegKTRQCnghv1Nt8Wrx7VLXl947spaqnkKHjhS6kbq+eCTR5eHIZsgza283uC1bNnujhs6efvrpHnxBC5048YQTktd344YNrn1pu/dk1K5f2Q7Wc22RbBpyUDSbBuAsik1DXuqRB9pWIgX1/qHH0G30vlr00WM6u6np8lzo0tbXqkOj5+ED9W70vmrX8/7YSdr6VLyADvSgKzRn5LktNV3uhCBSFxrs1C5A6ggYSB3HhS7Gg5BU6gIYQOFTF4QGAU9doIkhSV1QLBru1IXGim+XupBbBZhNXQiBI8OpC2GNZm3Egw8+6I455hj3yO8fKVWPjt9shYWoeQCNtkaBD1o2jTBw6qJl0+jgaNk0GqvUhQ4OYCB10ZAH2jbauNSF8LcGXerZrH2o9K7UVytsn1rfsmkcU8AWL4Jh0jAgfAANUARdjdwqPqxGHoJ4iSoJ1HSPAwQAGqkLwEUjtwqgpZFbBYjTyK3C6GuAol11UlPAa1yGmWfLZpD3LMGmaXT0zKYFidOyabSdqds42jYN8GKTmpatj4a+0YmOwayBrTK/p+yZYdI1TEUDW3gNDWw5n3iv4SkCfNmkpkHnNIw/lDVtWhY8TzGo0zhQtA6kgS1brkfE3MCWcKKOraZh0gj3Fc0wGdgKQrirerayKohny6Z+CFwxsBX4UDSbZmDLwJbYNQNbwok6tga2ApO0XO4GtgJ/DWwFPnjPloURPTMMbAWZMLBl82wFSQj/NcAslDX0zcBW/OVq7BvYCgwir8pytpwffGBhROUwooEtr3Qaxh/CmjZNK4yokciu1YHUAAOWs1VuqDX4C3UNfduhYEuTUZYgbzPIi0pqJchbzlbgMKNs0OXUhcbawoiBqxrGH8oGtgJ/DWw5PxG4hh5rDrLTxBCpB6TsULCFAUk9UgPVga6BLQNbwYw6P02FxmhEA1uBw2pga2QkjEZMvMgExp951zRGWBfJ+PP1igi2ijTCWkMezLMllt3WRixzosaega3AoKJN/WBhxPDdDGwFPuiBLfNsiQk1z1bghOVsWc6W6ARbDTALXQ19M89W/OVq7Gv2Aos0GtHAVhAUA1uBD3pga8TCiBM2ScP4Q1rTpmnlbJlny+bZmlCLQoEtwpLomxSbZ0s4kbPVNEwGtpyfPb5Ik5oa2ApKoga2hifCiDm62MwhCyOWuadp0wxs6XheLIxYll/zbJV5UXXPwoiBPRZGDHywqR8CH2zqhwk+GNgKjFAKa0C8iGDLRiOaZ0sUw8CWcKLG1sBWYJCBrcAHA1uBDwa2Ah9sNGLgA/8tjBh4YTlblrNV1godz6GWvlnOVvzlauxr9gItjGhhRBE/A1uBEwa2RCIMbAknAFvm2TLPlsiDebaEEzW25tkKDDLPVuCDebYCHwxsBT4Y2Ap84L95tgIvzLNlnq2yVphnK+ZF1X0DW4E9BrYCHwxsBT4Y2Ap8MLAV+MB/A1uBFwa2DGyVtcLAVsyLqvsGtgJ7DGwFPhjYCnwwsBX4YGAr8IH/BrYCLwxsGdgqa4WBrZgXVfeLBrY05neBQQa2gpg0CrYYwt/Z2elaW1tdtaUVbLmewF8SNNG51EVv6geb1FS+lYGtwIkdnbPFd2hdssRt2LBBPk3VrUZOkU39UGa5Bn+hrqFvOzRBXpNRKZfroYc9f/58d/3117vHHnvMwbR6C4CAuaOqJcA3A7ZY7qirq8s98sgj7uGHH3ZLliwuGQJ4QN1Tl6fLpKYArFft8yr3zGc+0z3xxBMVX9PAVmDN0x1ssXwOXj0p5tkSToQefLUORflK5wYGBvwSVfGxSvvTGfTDPX/4wx/cQw895BYsWOCfl6WPTdOwPTsabL3vfe/z9ubKK6/MvnLub402zsBWmdUa/IX6DgFbPBjl0igrVqxwgJHUBbrj4+NNk+W9v/nNb7o/+ZM/cTNmzCj97b333u6www7zHqlKD8EwHnnUke7P/uzP/H3Pe95z3b/+67+63/3ud1NuwYCMjo5OOV7twD333OO+/OUvu1e/et9SvaSOL3vZy9yHP/xhd/bPzp7UeFWj18g5PFAaXj5GGa1bt67uqoxvHXevfMUr/PsDhisVeqEak6XyzTTWXER2+vv7K73OtI8DzNGN1AWQlMJGnH322e7iiy8uVQ8+zJ49u/Q75Q7GVKPAh1Q27ec//7k79NBD3RFHHOHlt9Zajj/72c/ca1/7Wq8PdEAOPPBAd91111V9TUBRPR1T9Ot///d/3X77vc494xnPmGRznr/77u6f/umf3BlnnFECeSzs3KhNq1rRiZO1Oq710Mi7pl6b9t73vte/+1V1gq0UepGtL22bhh7zHI36QldT37L8SfEb/qZetxl66JuUGXgBaPxpRORv8eLFU47JueluUUbo0qhMl0befdBdsmSJfyn2866pdQwPwL333ute+cpXlozKP7zxjY5ezev2e13pGECK6+iNr57gF0rb19/n3v3ud/vr3v62t7vjjjvOfe1rX/O/MYI33XST93RRD+rY1tbmlx2oVV/CNU8++aQ3wAKs2O69z97uTW96k3vrW9/q/uqv/so961nPKtXxgAP+3t1yyy0efGKoar17rfPUcenSpd6bVqu+tWjF56FFSLCjo8PzJD6Xt8+79PYuL32ju+++2wO17LXQ7e7udu3t7Z4uv1P90avi20Ev+9zp/oYWhonQaKp6Ch0MCLohv1Nt0WF0GXp1v/fqYF+ko8G9J598spdVwDF0WCz62GOP9UCjRHfivtzf8bl4P7JlqyaOL160yD8jFQ+ETsmm8Zxp/G0c3ugBC5050fH99tvP8yLPVqIH6wfXu69+9av+evR/5syZ7vvfP9ztscce/ticOXO8vcl+H34jDzSw2XPwF7DEuW984xululAnOp8HHHCA+8d//EdH3XbffbfSeTqi559/vqdHw5JHt/Tt4u9Sxz600GP0OTXdWjaN59E2vutd7/Lves455/gOZ7V34Z6SPFR5P67jO9b7hxzw3eq9vt7reBcNuryf2J1661LvddDFhtR7fb3XYX/hc73X13Md+gBduXYG4S68CwiW/NGgZI/JuWa20BWXdzN04nvxjkjDGh+vd5/7qddLXvISr1Tvf//7vcKARuHBprFN7sEHH3T777+/P/+nf/qnHtgJffhHA4FR+uEPfygg1m/pHe62226OewBl3MPzABh8WPaFTnZLL/+22251L3rRizztF7zgBe6YY452ixYtcqObNpV605u3bHE9vb3u/PPPK/VyqcsJJ5zgAGtZuo3+po4YOwBBtfpOhy7ghQa2Hrp41jAO4jm8//77fYOS91waDEKt9dDNu7/SMZSHb5eKLnQoEhpORVfqj9FDN1LTRYfRmcEJm5HdyvPjrVyDTiHb5513nu+QHHvcsb6R59r+/j53/PHHJ6/vuvXrXGtb69POpknu2zvf+U6v4wK2ADXoW56tRA/wXnHthz70oUkpDnzv170udA7ppGW/O78BGehR/G3YpwOJbXntX/1VqS5f//rXfboCNk68bMgq9193/fUurvfHP/ZxH0bMPjP7nEZ+Qws9ptOQmm49No33lk40gBIe1ao/eiG2vtK16ADX1PsHv6Hb6H159CUCRMgXeQEM5F3X7DHoIr/N0sneDx8AL9njzf6GLnxulk58P6BQ5IHjU9ZGxPhruRahm8rl7lupiX/QbcYF+LnPfc4bGHpvIoyQpnHdvHmLfwr7e7x8ouc4d078ePfGN77RPfe5zy3lTsUn/9//+3+eNvkOUvgIca6KHI+3GD4BWoQHaDRrlYG1a92///u/l4xlHKKpdW+18ygNxi51wRghhPUWvjE9aRqaWmFEDEnqwjfj26Uq6MLll1/ufvrTn3qjl4qu0KEx1wg/jCcII6JPV155lbv00kuluh44FDGMuG37ttI7NLKzcOFCH6ZDnl//+tc7sRWAGBrW2BbFdMWrRd5mtlxwwQVePwgx5hX4PrZ585RTeBcFqNGhIW2hnnLiiSeW7M3/fvd/67mloWvQY0BP6lKvTSO6wfe56qqr6qqCRhuHHKRqk4l6EK6mk0tJRTfLHE26GhhCI4yI/UXfpEwBW7wIHgfpyciFKbb01poBRZXqAN168hDy7h8YWOOBEgp1w/U3TLpk+fIVk/IQvvOd73jFQwHjQvjxFa94RXyotD93zlx/z7XXXls6xgeoZkC2bNns/vb1r/f37f+G/XNBXIlYtCOASIz2c57znCSNOAYP45+6ALTopdRbxsY2u733CmBrZ0iQB7wB0pE9wqKpy9M9QT77vsO70NqIt912W+nb05lCF6686iovC+94xzu8VwBjnVcOOeQQf10ekL7jjjv8uaOOOirvVt+45uVWfepTn/L3vfSlL/UhoNybKxyks4AMext6w2QbWuGWug/TudHIF63Xph188MH+vX7xi1/UVWeNBG7atp7enrqeX+uiNx5wgH+fK664wl9KfVMXwRAaoEiDv7w/GAKPe8qC/ewKhRAAACAASURBVI1B5y4PtmAwPcTLLrvMDW+cPJIPRsWG6YLzz/eC+nd/93eTvslb3vJm9+xnPzvXS/OlL33J3xP3QmuBrdNPP93fQ0OMh6veQmiS90HI3/CGN3gaJM43W+o1TI0+Z1cHW8gWIJ1GilzA1KV4YGvYtcyalZoNXh/oyWt0IKdr/OksvPjFL3akLYiX+6yzzvSyUAtsSU4VofRsOeusszwNvBd5JWvTuAbZE7D0y1/+Mu+2msc+8YlPeBp//ud/Pu2Ob95Digi2Knkk896vnmMpRyNKWFQ6/wa2whcwsFWPJE6g0ul6tqo9ImuYSDzFKL397W+fdBuGjeMYwbgwEpEEeZLs415qNbDFda95zWs8PTxUjRQMk3i3fvWrX3kajCQiabOZotFIUZ/GwdZYXZ4teAjwTF3wRsZu4RT0JQeNHJvUpYhga9asltRseFqCLV4yC9QI/WFHaoGt3/72t/46krdju9fXt8Lts88+7o//+I8ryn/WplGPj3zkw55e1q418iGYIocOJ/WfLmDLex56rOHZIj9HQG7ec+VYo56tahELodnolrDv4OD6Rm/Lvf6fJ8Kiv/nNb/x5jek6zLMVWG+erVwRzD+YNUyieIwcigtg5OMf/7g3NORvMWT6P/7jP/xv8q4effTR+HLfYFdSSpLxMViApMcfe2zSfbV+xL1ABJ6RStAiWT5bSJQ988wz/Vxi2XPxb3IbTjnlFEePuVqP7d777nWHH364e/+//It785vf7A466CD3/e993z36+9/H5CbtA7bwmkkhmZARah859CPuLW95i3vfwQe7I484spSfNT6+ze21117+nfLCiPCZdyJEwzeB9o9//GP3/n95v0/mveiii+RRfsv73Hjjje6b3/yGY4g39SZEQ5I2ibnZwjeDxxTy4XjWyGiYJ+qxx/7gCDPTANJofeELX3DXXHNNloRv+MnT4t65c+eW8vK4l2P8wetKDQyN2o9+9CP3z//8z76+H/jAB9wxxxyTC6hVwVaisEbMoF19nq16wRY8YwQiur333vu4b33rW36wASCLYxIiinkr+1mbhn7vvvvu/r6sfsg99WwBfZLfhJcrW0hDQLYvvPDCqnYEOiSjcy0dR2xEni7QOUFPP/KRYCuYioKE/l//+tfZR+f+xj6QBwvPyXNlUAI0/ud//sfde285Xw07Bk/zwog9Pct8PRltTiGqcNJJJ7kPffjDHjDPnDk1lIsXETv5LxN2kjbl+9///pQ2Iq40qTcXXXiRf5Z4omTk7sEHv8/X/ZOf/KQ799xzc0Nh5GmJbZEBEF/5ylf8MXjIuTx7Rx0YSID9ZzCG2PXvfve77sEHHoyrOGnfwFZgh4GtSWJR/Yc3TBOTLsaudhq8vEIj+Xf77+9HIDJcmnmxGL2WLdU8W6eeeqpX7r/4i79oOOwRgy2e+Y2J5PwPfvCD2Sr4sClG5B/+4R+mnIsPAGC4DkOO8GQLvWyZi4br+Hve857nt/IbcJBXMPQyMzMGCC+g3EMINZ7f53vf+7430uL1ywNbGAXuJ4GYEMtLXhxGmApNgBwFQ8uIrv1ev1/peVwj+VPs0wBlBxgAtgQc7rlnmIsNo3f8CceX6MQ0oMO8SbH3Yfu2bVP4I/WLtwxxjgu8l8Roua4Wn1XBlkKuB2BrVwkjxt9W9hsBW9yDDJNMz0hlQpKkDDz0YOVGkHuyYOuOO37jZZf8Tkmalvo0sgUQnHbaaZ4WocRsxwxwhNyiH3FqRvYZACuRb0a0IRMx2MKefuYznyldw7VZPQA8xTqXfQa/f/KTn5Q6OtDAK/dHf/RHJbof/ehH3aZNo56nnM8DW8I7vgH5czLAQOr/8Y99rPRoJqB+z3veU6KfV+8jjzyidH12R0Z+MkJ93rx5JTriTZRnMshrRWaezAMPfFPperkuuyWNJlsAYsiFXJvlM9+B75MtAraws6lL1hucir6FEevkZDMJ8tUeAV0KvTIMCEJHDlatUivRrhrYknyMD/zrB2o9Zsr5LNhi0kjq/Ld/+7dTrr366qv9uYPee9CUc/EBQA00CHflvddn/iMYPjxC9KCoA6AEw83zpdecl0NCzxVX/qf//dP+GSg202gwSgsQBt/x9H3+85/35zGi4q3LA1v0zKkrvdEXveiFPhzL6KzHH3/Mz7YvXine47WvDV6///qv//LATIAfIGfmUcFrAK2HHy6PIo09W4BUztOjZPvf//3fPr+OazC88bt/73vlUVoYIviE8b7kkktKU47gnWKWav4Y+QQdKdT3Pe8Ohnrffff1IJBGU/jMO8pEvPTMpRQRbM3aRXK25BvF20bBltxL2DwLbuRcdpsFW3hDkN99X/3qpgYv0ejefvvtnlZeGJPcU55DjmJep03qid4zSTPXdixd6mU8Blt4gzkHqMBDjJ1BD5g2hDwk6YwxOXWlcvTRR3sa0CFVg3QPRkbzHOwKU/hwjvymd08ApDywJR1RohkH/P0BHvShx+Tn/v73v/fTbEgdPv3pYOPo+JLiUbKT3d3eky12Eq9eXvnYxz7m6ySjzaFDvakzHcDrrpvnXvWqV/lr6PzG5b777vf2BtvCPGm8G94pfuMg4N2Qi7jIPJG77ba7a5nV4t8FPq/sX+luuOEG9/d///elZ2Vlz8BW4CRyHvN1l0+QjwUsuw8YoMHHxYyAAlrEE5O9tpHf1cCW9NoIQzZasmCL3Anqve++GNLJI5sEbB18UHNgi9yHK39ReSkLmRMIkBDnrcm7/eAHP/B1ZJ4zDFSlcuGFYUg778NfHtiidybn//Iv/3JSjzhLl6kjbr755uzh0m9Gc0ELz5QUb2wmwohvnZAJrqEHmFeY1oDzND7wKa9Iztbjjz+ed9of+/a3v+3pMJEtYZW8Qo9fGqk777zTX6IKtiyM6Hmcsqf9s5+F5PZaOVt537/eY1mwNXt2i5ctBtQ0U4Y2DPnGX/Rv6dLJU9U0ArZkctaOpR1TwBYeNPS80qh2UhGY2xAvuYTc4vcSQEg987w5ci2e8dhrlAe20Fl53+c897m+k1jJm4NtvvLKyiMaAYrQolOf927SqeMaUlbyCt5D8aw/8MADeZeUQr3wgYJNyxY8+jxnzz339MszZc/zG++kAC5ymeNiYCtww8BWLBU19jFMNHAI3mtes68fHlrjlrpOVwNbX/ziF/3z8vIeahHPgi16ftQd4LFtfLJLt1GwRa5UnmerVp04L3NjkScWl/7+ld4wUsd68kW+9e1v+ffh+jywJeCG8/Oumxc/quF9vj1hTN5bjN8ksPXWAMBft99+FWljdKS3yTqb2VLPaERyJlghAMDW0TGZf1l6Mor1kA8EryjfS7yz2Wub+Q1ozmvImqHJvXhHzLNVO0G+GT5nwZaE/giBNVPohNLAo3vIazYHiEE6nKvl2ULHXv7yl/tr6UDwO/Zs1VNHlknjWdddP3XpInJBOffZz362Jik8z1zLXy2wRW4oBU+b2IuaD8hcIB2vvNQTAVuEjCWVIXO7/8noVuqLhy2vyGhEQpGUrB5jM171qn08jTybFdMEkPIsBmXEYVsDW4FLBrZiaamyj+F/2z++zQsTDWYWKFS5teapamBLXNhve9vbatLJXpAFWzLh4D++9a3ZS33yNopSr2drOmCLRpk/Cbllc92uuupKz99Xv/rVbtu22mtb8n677RaSgKuBrZe+5CUVR2NNYUTmAIaCOvMs1rfE4ya9v8lg662+7iQqVysksMNn1pHLlhhs3XfffdnT/vecOSFs8qUvfzn3fHwQeuSdYJBp/OhlFw9s7TqjEeNvx/50w4hZOtV+Z8EWIAL5fNkeezTltadhEU86nqlsBGA6YKuzQbAFyEF3v/zlMN3ORdG6m/BE6oD3h1xTrq1V/uZv/sbzpxrYwouGR40yHU8n9aDuhCP5Fnm2TcBWral8/u///s/T+M///M/cVxOwRcRB6htfeNddd/n7CdPWUyStg4XKpRjYCpwwsCUSUWVLHpGsiQVqr2f29irkppyqBrbEG8UoRvIIGilZsCWTH5JYnS2MlKsHbEliK96puPcS06NRxy2NojPKhl4yE73yDs9//vNLazdmQ2USQiSfod4CcKxkkMSzhaGoZ1g3DQJ8YHQpRohFfcl9euELX+hzzfBsveJP/7Qq2Ko1zF3CwllXO+8LOGIpJ96nEtiS+wFtDJ5ghnX+WlpapuyffPJJ3gMGPZnuo2hgi/yQ1AXjj8ehUoinmedNp3Gt9LwdAbYIpyMv/JHEPd3CqgLf+XaY9Jk1W7NFgE5dnq09g2erGtiiroTvCfMTAsU+vfglL/YdDUl0xzMVFwGWzJOIbZVpcuJrsvuSQ1sNbBFuQ5cp1eShXjuJzc0WAVuVBhvJ9dgFviWrouQVAVvitcp6tmSAFjyaO3eOI8wsNmfy/mw3Z+6cUo5cbAcNbAXOG9jKk8DoGEojAknDmxpo8ahqYIvGUUaAALwaKTHYIkdIki5laHJMS3IEDj7o4PjwlP0FE8a4EtgigV1i92K0SVLFXX/wwQc5QAIjpTiXBVtf/cpX/HFykuotjBKCVl7vT8DW29/xjpohT3gr4U3oMdKGXtrb3vZ2P60Cw9jpsSID1Txbt956a9WqS1gYI5YtMdjKm6CS6yUkIrytdyv8KRTYGrHRiHzfpzJnC48KI595LlPWTLcwwAQPNXSOPfa4KWSWLAlhRDphNEKVChGFPf9kT08nD2wBDiRUJrqw115/5tM93vve93h7QweZc1mwRTI4x7FL6F49ndnjjvuxv6ca2OK9JXRYCWwRYgXASJ3Zlu3kwZPsZDWwJSOqK/FPwsLTBVuAubiO9e7HI7cNbIWvY2CrkpROzJMi86qgQA9G6xlWua3hU9XAFsSYOwYhx63cSInBFlMpQOMv/uIvc93lArZqjUbEPQydPLCF6xzPFecZmsycVXnL7xAS5Zos2DrsW4f544wIrLfIXD4CJuL7SmDr7W+vCrYAn9SHP0b34FXKhj0wGCTaEpLMB1sh94ORRdUK823xnMpgK8wgXwls/du//Zu/nx429WQKknr+8OzhiSwU2PJTP5hn66kEW8guI4CR0Ze97KUVB2BUk3HOMX8WNAjRZb0lnBewVcuzRX6WdM6yYGvjxg1OwnoARMAUYdFsYWQwdcmCrQsn1o1kwBM6vb6O9V4PPzwM4KkGtkgzqQa2mMJCOr5ETLA/A2sGstUuDcSqBraYx6takdGalcDWe979bs+bSp4tvIXwjnn86rU3rKMZ55EZ2ApfyMBWBUmlYZKGHOXp6Oxwm0ZHS5NWVrhtWodrgS1ymxB4/hqZd0hmTQcgiSudRPi8IqMED3zzm/NOl47dcP31vh7wJBtGJPxGHd/3vuresb/+67/212XBlvQ0a831JZXZPLa5NMVBNbAFuNtUZZ2rd7zj7b4+1Txq8JJE3z1etkcFsBXCmUzjUK0I2MpbYDn2bFUaPcTcO/C42lD2Ss9H2YsHtnaN5XryvtmOCCNSj3Xr1joZAchULo2WtQMDpcmGK4W5ABzI8Qte+MKqHiUiCTK/XjZBXkbJvebPX1N1rVYJuWXBliTwv/RlL3WMlqwn1eCfJsBJVbC1z6tKHdo8zxbTsdRjJyX/KQ9syXJI5OFWKwK2Kg0AkLm+KoGta68JoyIBpNMtBrYC5wxs5UgQCYoSrsGjJcnwNFQ0iKlLLbDF88Sdi+GpNiN0tm5MnyDhsWrL/dBrwQCQb5AFUTHNr37tq/46+JK9jt4PNOjVVirkyvzRc8JkgVmAtHBhmHuHd6w27YPQlnm0eGaWFteIZwtDgaDnFabAkFE/eTTkHvF+kVMla2bmJchXmz4CWtXAFsZecrYIx+YV5tLhfWkMGx2VVTSwBT925dGIZ59d33I9eXJS77FsgrzcJ8ntyFqlRazl2njL1Dhve1sYmYvXRjw88TXsr161ujT5aLX1Xs85J8wNSAg/69n63ve+53Uhuyxa/CwaeqaZ4T2yYAt9ENtYC7RA8/EnHi9N/1ANbBG2lGT7PLAlK49UG3Hd3d1V6iBXA1t5q4HE718bbAXPFlEIStYLSTiYaAU2ObvySfwc2c/LgzSwFbhjYEukZGILmGKCOJSTRMs4DNZo45YhXfFnPWCLm2UCO+pGMjmGrVJBwM855xz3/ImlN1gColphviYJAd50U1C87PVtra2l5HYMWBZsffhDH/J8IwxRqQjY4B2yni3qLCD3wAMPnEI/pknPmMR16PCXB5QEbJGgWwlsMQGfGONqXimS7HnOK1/5iqqerXrBFomr2QI/yWHhOYwCqlRYtohrPvWpT1W6xB8nVMmSGsIbTbDVqzCD/Mjwrg62AtB4qsOIIlTHHnOMlzNk7dOf/vcp0zfIdbJlNnPxWjMwJq/hlWvRddEpnpNXRkc3uX323tvXAa9yZ2en1z2xw7JEUbUReZKzxDtkwRbPnDMnrNBBqHJp++S5wOI60bFiXkXo8FcLbG3eHEY25oEtaV+OO25qLps8k7CfPCsPbMlycPWCLQbW5JWDDnqvf87FE0uX5YVhJQWFXNxsekVMk6WRyEPL2lEDW4FLBrZiaWFJm298wwsfDTkeJEJ4eBn4Y6ZcGkH5LVtmCM7OmpshW/VnvWALIiStihKSrE19mfn3oYce8pMI3nzTTY4ZkePky699/Wse2DC8WerMNgaS0GZ9LGi/+lWvcvHQXc498sjv/Jw4e++9l89dypv64bzzzvP343XBUxYXlPTb3wrzYgm4gW9xAegSNpDzhP+yI6IAJBg6pjMAmIgnSABFTK8esMX1X59YxugN+7+h5MUUOngzAYDMa/Xyl+/hXvSiF5dGLU32bIWcrUpAVegJ2MwDW1wjoysxjiQHUwifxB5VGh0J87BGGSPI4kK+hIzs5Htec00IHWuCrZ6esLpCXI9m94dHmGdrKihtli7GvwijEWXFhx0FtuAz6+TJsixskUs81+g3XlYaWELi//Sud5XsEjJ5269vm2RrsDfZubbk/ciFzA7a4VreGzuM5xnPChEGdE7A1u9+FxbgBohdkpnWAXv805/+1NeJUcXoQd5s7HjeWAOR86/aZx9v47O2/K677vS5YUz9whyFXJsHtiTdI85nzQNbP/95mKWf+cOyuZm8m6RjyOz3eV7+esEWo56pbyWwRbSD83j/SZXAdlDneLAAHmaZrod25a677p6kgsMjI15OZCBXdk4vA1uBXQa2JomN8wqO8DX6V8+w4cyjSj8bAVvcxIzgjKBptI7Z67PGB5exJJxyLWEA8h3wMvEbQ4M3CuPGX7aXg5Fi6LU8B7D0mc9+xn3oQx90L3hBSJwHwErCanaRWJ6P8cOoxmCRqSM+8pEP+1FHe/5JWIPwr1/71346A/EEZcEhfOL9qAs90moTsPLc17/+9f5awhXk6pHjIO5+DD1GUSa0ZfkdSgy2ZNkLBhpUK5JrUWmWedz5wr+XvvSlpTBHtqHiO7zudWHOH64/8E1vciTPv/Nd7yzNGs398eLXumCrp9prT+scRnxXDiPKpLR4FPA8S2hqWsyscFOlMGJ8+YIFCxzTsaDzIpvT2bI2bFzwfH3wkBBFgB4DgLA373lPCG3ReJNXJR4wZJ6GX8AWtGQeKe7ff//93Wc+8x9+RnVJDTjqyCOdrDZRKZkceodE9SAflYmAAY0CeHbffTdfFxn5mAV31IXOI/Vgihvx+ueBLewktIWHLFT/2c9+xkdUJLoAmCMvk2tkdveYdzJfX60Qr8ytGK98EdNhOTJ5JoMZpKOb9U7RMZfBYtQJm3zooR/xtlI6fhzP60Qa2AocN7AVS55zPj+BxpaGFuGK/+hpkVAYH2Of6QfEC5EhV9fPRsGWEMWbwwKqTFiHEaAu1Jv680ePLa++Un9ZxkXosUWp8Jbt9Wd7lYwBeVx4SgAXFBSd/Kw8gIkBxaihjGJMWOaC9bkkNEZiK/ffeefkUBkNioxiARwRAnjzmw8s5UlADzCI61w8PTQC0MLbky133HGHP4fRkrpnr5HfhGRJkN97nxC24FkYIUJ1sgj0ET86wvNVgE8Mtg77n8P8s7KeOKEvW4wR9a00UIHr5s271mGAyf3A+LEOGknL2YLMzW6Z7RspAKHwm8Taww///pRk+Kcz2GIAA96muAwPj0wMCNkeH256vyieLULSyArr1jF1y44CW8JwdIx1N9GnDx5yyBR7I3YHG4StZMocsTVszzzrTCFV2tK5Iu1AksFF777whc+XdPo73/mO1ztSB+jgxWALQtgTppaJdQCAdvllYaocPHDwMW89VqkIusF53kFGClIXPPjYBRlYgh2E1t13T/buQAevPOfwIkmuWh7Y4lombT7ppBMndW4ZxASfhDY5XXnPwsYeccQR/lyt/F06W9CoNkUEnjPasFe/el8fKaAjXymPjjrxXf/4j59XsjdMtUEblJ2kWnhrYCtwoibY4rK8OK4wspktdPkQqQueBxH2lLSznpxUtJmiQcBDKprQaYYm/MPA5H0jgFDW1Z5Xb9zSPcuW1Q1EcV3ngYr169c5lqkRIJb3rGrHqGu992LIeGf+tmzeXI2s72Xz7TRKtkGp9QzAYuBR/pqL3E9jLV65WvQaOS88a+Se7LWAVBoEwk1SME55ozblfDNbaTyboZF3b56+5F3X6DHoatg0OnrihWm0TtWun07nk7oAuKt5odHjSh0nOoroQBwCq1bH+Fyc/8oAGOpBfZot9cgDdpLn1cuz8fGtDm986kJbTH3rKUy7ITyqpw0vmr5pYIis/Z0BoOBD4mWQP3oU2WNyrpktdFGeZmhk70VpmO+JnmD2XL2/oZH3R8+FxjXvXL20s9dBi7AZHzd7rt7fefXhGD1RlKfS+Yr01631PUgaO6a7oOGPr8WzQ48tPpbdx+sF2IMGxpE6yDVSH/kt22Xdy7yxjK/FcGKEoEMIAbpyPdtKtOQazqPo8CKmK+ezWxbQpd78oQvxPdlnwVu+nb9mQmay9Kb8ruM6jDx04bt/34h3U+itXevWrx90I1V4JPcgu+hG/E5yrpktOowuN0ODBv/2X9/urrrqKt/YYm/gL2vMpa7v2oG13lv5dLdpIm9s4W8zNi3v20C3rb3d5+rkna92LK5bdh+dJc8QOY7PVaOHrIu9QO/Wrp1qL6AFXfQ5S4tnYh+wE9gLfsfXcG/8O7vf2dnlwQP3Ya+gQ32ytk/eZ+26cvsY0yqdn2g/a7Vx6DfPQv7leRzL/lEv+QNUtreX7YMcz9vGdPLOyzG5Dv4ODg2VniXn4y08GRkd9XUGGG8cHvb1ja/J7ovdyR5v5jd1pk2G/83Qyd4rdLFr2XPN/IYe9RVez2AHpeYEf3xYwijxMTnXzFbo0gA0Qyd7L3QRcHoL7GfPT/f3moEB19rW5kERdFP9YfD5ABgQX98J2qupe86+XFM6N/GdeK+4TtClwQYUxcfr31/t1kAzQ5f7Ozo7PShaMzDB34m6et5GvKnF62xdAHGAIo7L+9fc5tQvpgsf6IF1LF3qOwzxuey+f1bEz7z6yz3Q5Zvx7QYGkAf439hf9psJbYA3xonfla6Ra+Ntqf7RN4jP0/ihG0I37/2mc2zlyn5vI+JnNbpPY0POy7k/P9cND2/07w1/GbEFrz291Wvcmvgvfs/4eN5+fO2aNT7fz9u0RmSt2rUTcoitxKZ5Hle7vt5zvAs2uHVJKYF5Ot8o7x5sWltr4zYtj1Z8jPrGNs1/uwz/s8fi+1d7Pcqxf9i0jko2LdiqavYi+0z5jXx1dEzYNOopdq/Sth49j+Rh1YQ8yPOy21WrV1dtX5FT+YNP6DHLHbEvx1NsaTOF7mowQM5f7nNq2EzugW7qtp73hy71TsUL6PCHHmOHU9Kl8whdecaMPBciF2kUXqYeF2Sjz4ZuPWGuRuki5Bou95WrdMKIfNR6XdON8IKexNDgUCO31HUtQJ+eYepCTxkDl7rQu8OQpC70FjEgqUvWjZ2Kvg8jrmjORtx3372OhPB58+aVqgUfLIwY2FE4m6aUGgEQqhRGLAnONHa8TRtKb9NC25k2VYZ8L+RBo2i19UWjq6FvpAGAIaRMAVuAIbwjGNTUpVLyYLPPoUesAYoQGFy9qQsfQMOA0JPA5Zu6YPA0QBEGTwMUsQyHBigCxGmAIsIhGsaUcAW6kboA4tDlZgp6xag3FjCWwjxbjayYIPfV2mLT8HYWzaZVy2Wq9c6VzptNC5yhY6ph0zTaONo2DT0e3zretB7nyVlRMURqfcP+xqDzKQVbCIxG0mcAW2N5372pY2aYdA2TGthav14FbJEkamArJN43C7byFBPQuSvPsxXzxGxa4IZWB7J4YKu5zk0sW7KvDbY0olgaYBZ+oG8GtkQyqmy9YaqyFl6VW6ueMrAV2KNlmIoHtja6vr704b5d0bOVp3iEwM2zFTijYfyhrGnTNFIYDGw5H7Xp7VUCWwp0zbMVdHgn9mxVH7afZ9xrHdM0TEUKIxrYCpLCNzPPlp5ni3m2duVJTWN7ZGArcMPAloCt9OkA3rNlYMsLmoa+7cRgy8KIaoZpzRqV/IYiera0wNZyhQTYp3POVgwsZN/AlnBCJ6wBdc0OpHm2wsLOqVNlLGerrBcWRizzouoe6DG1IPJA6G4eM8+WGthSSiYtItiKR5dUFfYGTloYMTDLhxFbZjXAufoutQT5Mp+WL1+hNuinUGBrjSXIm2errBfm2SrzouqeB1s1Zv+uSqDCSc1eoIURnZ+cTmU0olqCvIURUZUUoxHzVI61ES1nK3BGw/hD2cBW4K9WaoSG58U8W2VrocFfqGvo204bRkw9kiAYJpv6AT5oGSbzbAUjYp6twAcLIwY+8F/D+EPXwFbgsZZN0wADBrbKeqHBXy1922nBFgKZuphnK3CUGZ415qQpItjSytna1ebZytNVwlCWIB84owe29DqQhQojKqVGaIABA1tlkzIBtwAAIABJREFUa6HBX6hr6NtOC7bGNiskyK/QM0wWRixeGJFJTS1nSzGMaJOalloVDeMPcc0OpIGtYiXIbx3fapOaTmichr7ttGDLPFvOr0WlMYO8lsu9aJ4tA1vBMqnlbDHPliXIeyZrGP8AtixBHj5o2TQNz4uaZ8vAVjBo5tkq8aHmjjdMGp4tW67H817LMBnYCqJtOVuBD3hGLEE+8EIPbOl5682zVSzPlvYM8rv68lg7r2fLZpA3z1Zop9x6pdGI5tkKDNbybLE2ouVsGdiaUGO/Kdp0NoXybNnaiCVR0+jc7LxgyxLkDWxNqI6BrcAIlB0jkrqogS0/9UNL6uo6m2erzFIbjRh4oeWtLxTYGreFqEUzDGwJJ2psYdRmCyPqgS2bQd5LoHm2giLqgS0LI4qp0zD+0LYE+cBhA1vOWRhRtM1GI5Y5UWPPgy2bQd7A1oScmGcrMKKYni2bQZ6vpwe2LEEe/hrYMrA10Vz4jYa+7cRhRIWpHyxB3gviavNseT6YZyuYJy3PFpOaWoJ84LGG8YeyhREDfw1sAbZs6ocgDTqdm50XbJlnyzxbE5pjnq3AiKezZ2t8fNwv1yTGji0J8ga2AkcMbAU+WIK8c2pTP1iCfMn8aOhbTbDF03mwRiFfQGM4KHQ1FrhmAkuNZYAwIAz3T11WrVrtNCZLHRgY8CP8UtcXUMT0D6kLc43Rc01dGNrOt0tdUEqNyVIx0hoz0wOU0Llmyr333OOOPPJId9ddd5XIwIfZLbNLv1PuFNOmbUnJAk9L06aNjo4mry96jEc5dcGmDQ4Opibr204GZKQstG3N6ltefWiLtfSCgQIahfpqYQg89ilL1v7OoNFH6Gig5K+9vX3KMTnXzBa6LPvSDI28e5cuXepQnrxzzRzr6OjwjXYzNPLu7ezsLHmh8s5P69iGDa67u8s32tO6P/r+k+/f4HqWLfPKPvl4WV6mexzFQSmne3+l+wAY3d3dbmhoQ1LaAC2+XaXnTvc4DQqyRqMyXRp596ET6EZqugDk9valTdV109iY14EzzjjDjY1tdoNDQ/73CSeckLy+g4NDrq2tQDZtwwb/3XZ5mzY05PUYgJgn380cW6Zk0+pp4+gQ03Gr949OKfaBhdrrvaee64Y2bAh0G6hLPXR5P7E79VzfyDXwge/eyD31XItdB5vUc22910APunL9DA6w3hsNiWwXLVrk9+W3nJPfbPP25Tq2si/X8Ru6fSv6/Dm5JsV28eLFHgykoCU0Vq1a5ZYsWeJ6entLvJD3bmYL/dbWVoeys9+/st//rVwZf4NwrHwuvm5i33+z8r3Ut62tzXV1dU3ifTN1lW+HAemYAIjN0pP7eXcUB6Wk7vKs+Hylfc+3CZnN7vO7s7PLtbe1ebr8TvUHgOPbyTOlfs1soQXgRNZWrizzQZ4hdecZlfYrnQPMohvwV+5NsQXMosvQ6u8v67rQDvyY4Ht/2a5wrdR1ZGTUXX311V5v6fBxHP4ec8yxyeuLHolNkzqm2i5etNh3cFLREzr5Nk1kgK3sV5PvydetWrky2LSeHlWbJu/Q7DbPpkEzyFd4/3hfzslz43PxPnSxaZ0dHQ6erES3UvxNtHHohzwvbwt4bOQPPV64cKGn2ch9ta7FWwZdrqPOta6v9zy0oJuSpjwbutRbfqfY8o2wD9jhFPSEBvTE7nBsRp7bTMNlyXNgfmoXq9AltJG69PX3+Xh5aro0qloud1B06oIng95E6oJHFbCfuuDJWbNmTWqybnR0xAOB1IQJVaPwqQvhB3QudcGN36yNmD17tvvBD37gnnji8VL14MOps4sWRiyaTetXsWkAGA2btmbNau8ZKAlJoh0tm9asXuS9Hm2bhh7zLI36FpEu/E2dikRYEpAlZQrYAgyByDTioiD01C/Ei0CX+GjqgiBqGBA+gEZuFT06DVC0ZvVqFVCEwdMARSFBPn1uFd9MAxTtisv14Fm49957XVt7e0lt6SjY2oiBHdg0jXxRs2mBvzYa0TlAHG196qKJIaivFoZIrW81E+SLyiib1NQWohajoTUa0cBW4LDe1A82qanIsBrYWmEdSHisBraWLUsOBmw0omiFztqTUNfQtx0KtnghLVSq49nSmwDQPFvOj0TU82ytKmtooj3Ck+bZck4NbI3Y2ogiqhrGH9orFL31GikMWt56NbDV0+Pnr5LvmGKrBrbMs1X6PBr6ZmCrxN7aO+ZyDzzSMky6YUQNsGVhRCRCDWzZQtQloxSMf7FSIwxs6Xhe1MCWTWqa0be0E6PvULClGm+1tRH96DCNnC0DW0EnzbMV+KAHtobdrFm2XA9c7u3tKVzOloEtRbClkFtFlMlytoJNM89W4EPN/zDKwoh6OVvFTJBP79ki9BuPLqkpmHVesCsmyOexxifIG9jyrNEw/hDW9NYb2FIEWwoTjVuCfNkKaejbTuvZsgR5PbBlnq2glBs2Ws4WnDDPVtlIq3rrx9KGNai1ga3w7bRsmoY8+DCigmdrfNw8W6LJOx3Y4oWKlSBvI3cQRi3DVLScLRuNGEyTHtiytRE1jT+0DWwFDmvZNDWwpeHZsjCiqNvONxpRQxDhFiBOJ4xoYAv+ahmmIoItCyNqerYMbIn1Dz1tS5Av4mjE1A4FtQR582yJuu18YKtwni2bk8YLo4GtoJMkyPf1pZ/p3XK2An9HRmyeLbH+AWylDyPa1A+Bw1o2TcOhoAe2bFJTTX3boTlbhQNbinPSFGmeLS3DVDTPVgBb5eUXRFGb3RrYChwcsakfSqKkBbYsjBhYrGXTCgW2LIyoqm87MdhK3wvUNEwGtoo5qamFETXDiHi2WkoGMNUOq2Kw8LvGEmQajSvvbWArfH0LIzqfIoM8pC6WIF/mqIa+7cRgq1j5DYUCW2uKuDZi+qkfzLMVjJNagvyI5WyJ+dcw/tDW7EDa1A/FmvpBc54tOjd0clIXOjdMWZG6oG+p874BWzFIfkoXotbsBaZmFB9T0zAZ2DLPlhgMCyMGTtg8WyIR5tkSTphnKywYTaOdGmTg6YVu6oR+QJYGeEEmVqzQW0IvdWcBvrK8G/adstOArbHCzSA/LPYk2VbNMK1Z49atW5esnkLIcrYCJwxsTfBh2BLkRTdorMZsnq3CrYqh6lAomDxoORQGBwdFTZJtWaOX9ih1gSb5gZSnFGxpoGheQgtFm2criJ5WMqmBrcBfA1uBD/QsbbmewAsDW4EPah3I1TqpEapga7NOqgzhrtSF3NbUniLqWDR5oI0bGBjw7N2JwJYlyBdREOlRpC7r1693q1ZZzlY2ZyAVn9VytsyzVfpERexAWuOqk7OFUGjKg4Gtp2YuyZ0IbOmg/tHR0ZIBTLUD6tdysdpC1M4Z2AqSWkiw1WKjEaVxtTBi8TwZ5tkKtsc8W4EPeLXEoTAFbImih0vT/gedawy/JtxHbzt1IRlvbFN6j1mcNJeyznhzGDGXuiAsAJjUhTwwcbGmpA3glDh5Srr03Pl2qQugSGNKCQaNoBupC4mf6HIzBSBxySWXuM7OzhIZOjYtCmCLB9AIOoXRUfAhdeIy9e1d3qtm0zYp5P6YTQtirNrGbd1a0pVUO76NM3nwgEgjF4w2TnLBZmD0yBmJ/zo6Ony8NT6WYh/DChhIQSumAV0YFR9Lsd/V1eUTw1PQEhqjIyOuu7vbgww5lmpLg7Jq9erkfKDBFmOaqq7QAWCg7ClpQotwKkaPxjslbUAnQ5pT00UZkYnUdAHI6EZquoDZjo7OpnhLvY466ig3f/58t2lsk6cF8D7xxBOT15fJUotl00b9d0tt05ADFZs2Our1gu+XUt+or7dpq1YlpjviOyEaNg05K1Ibhx4CCFJ/N402TkseeHftNo66z0BBaJh4GA0f2wULFpR+yzGOx38cz/uLr2E/vmbhwoX+WZVoZu+t5ze0oEsjuHx5qH8999W6BrqLFi3yjWDK+vatWOEWL17sjWlqukuWLPGNSkq60GptbXXt7e0l+ajFu1rnWTIEutBsa2tLRpfnQnfp0qWudcmS5HQxTHw7QGKtd6z3PPWlAUTW2Pe84T2ivywtOeff179zuF6uE/6iE4sWLpzEB/+MCT3391fZ51q5Jt6nAUTn5Jg8t5Ht+LZt7u6773aPPfaY71WiuzRURx99dADhE9+yEZrZa/27TtgtbBreouw1zfyGPnzo6eltihfZOghdvt+KFcvdcv4m3sO/U8b2yrnsNr6Wc8it2LTstc385jkaNg262LSlHR3J+ZvapsE/6rtg4QLX29tT+l7N8FXuhW65jSvLgpyf7ha6Ig/sT5dO9j7kTFMesBMp6wstLXmgfeMPnuSGEWGeRoGuxkRnMGvreHoXa39/X/KJzuDrylUrfe89NY8JnW0cTj+lBJ6XwaH0w23puWtMKUHPUuLkKXlMD0gj8R7vskZ4ktA6upG6kAqQwkbceOON7oknnihVj3Dq7NmzS79T7tCh1CiqNk0hbKRl09ALeu+py5o1q1XyW3EyDA4Npa6u1wutNk4jXA0I0JijkuiChjzQxmkMxKCN08h3JrogbdwUsIWg0HPVyK3qUZhADW3BkGoIDL1tDYFBwC1BvoCTmm7cqAKKAHEaoOjpniBPgxfrwbCtjVhq/LFpRUuQj79l6UWa3CnaCGvaztSThOq2ccvdqE394HN8BRQ1KbKTbsfG8Ud5SsEWBqRwgqjQWysa2MJLpCGI9CY0PFBaoxFpTPr7irMQ9djY5OUiJlmBJn7oTf3Acj1KoxF7irg2YrFGWGt4HABbGh4orbkDiwi26JSlLrRxWvKg4YHSkoe4jTOwVUXKCBGYZ+upmYOkymdo+JQm2OpTGI2o5dnCM7JcIXymBbbgQ0vLrIa/d60b8NaT/6TirVf0ZIyNGdgyz1aQbr3ozXJnYEu3jTPPVi0LbWsjljj0VKD+0sMS7GiCLY3cKi2w9XQPI2Y/NT3hllkGtuBLCCMa2DKwFbREFWyNmmdLs40zsJW19Dm/zbMVmKIpiEULI+IeT10MbAWOkrNlYCvwwoOtgq33amEjm0FebKOFEQMnCCMa2BKpqLI1sBWYY2Ar8IGcrSKBrbFNmwoVRjTPVtkYGdgKvDDPVuCDqmfLcrYsQb5seqrvaQqi5WzpxrPNs+X8hIK74mjErFYPj4zYQtQTTPFgSyNna4VeHqp5tsyzJTptnq3ACbxa0sZZgrxIR85W17OVfj6sovUC45EaOeyf9iHNnK0iebYKl7NFgrzlbHm5D2Ar/VJhmjbNwJaBLTHaBrYCJyyMKBJRY7t8hc2zBYssjBgEpWhhxMKBLUuQL1kkNbBlni3PYy2bZlM/BBE2sBX4YJ6tkkmrvqPZC7QJAIs3qWnRwBY5WzTaqYvW1A94RmaZZ8t/LjWwpTidjXm2zLMltsbAVuCEgS2RiBpbA1uBQVq9QAsjBv5qjUY0sBX4W9x5tiyMWLTUCPNsBZ0zsBX4YGAr8KHmfwNbgUUGtgIfiujZKtSkpubZKtkk82wFVhjYCnxAHnSWpLNJTeGwVhtnYKtk0qrvGNgK/NESRPNsBf6aZyvwgdGIliAfeGFgK/DBwFZZHgxsOVc0eTCwFeS35n8DW4FFBrYCH4rm2bIE+fDdLIxYNnWaNs1ytixnSyTNwoiBEwa2RCJqbDUNkyXIW4K8iJ+WZ6toYAs+WIJ8kArzbAU+FM2TYTlb4bsZ2Ap8MLAV+FDzv4GtwCLzbAU+FNGzVaScLTwjLbNaauploxeYZ6vMseXL9aazMc+WebZE0gxsBU4Y2BKJqLFdrjgnjXm2zLMl4qfl2SriaETL2QpSYZ6twAfzbJXlwXK2LGdL2oyaWwzI1q1ba17X6AXQ1RJEW65Hb6SGJcgHSTewFfiAZ8TCiIEXBrYCHwxsleVBq40j3SB1Mc9W4Oi6dev8cmz8mrJcDwc11mmDLh9Ao0B3fHw8Oen+/n7HBI6py6pVq5yGgLMGk4YrH4EZGhpKzQZPk6V1Uhe8hrhvUxeANyHV1AUjSqOSutCxQYZTF8JyGro8NjbmTp09O3V1PT2zaYGtyJnZNOewaRs2bEgua3py1u+2bduWvL7YBw0HSBHbOA156Orqctdcc43/bjMQOhiOEsrf448/PuWYnGtmC12EsRkaefc+8cQTfqbsvHPNHHvyySfdsu5lyes7f/5819nZmZzuwoUL3dKlS5PTXbx4sWtra0tOt7W11S1ZsiQ53fb2drdo4aLkdPlmCxYsSE63u7vbIRPNyGrevSTroht555o5Ri4jutwMjbx7MUxHH310crrYt8cee8z19022c3l1aPRYIW3aMrNpWjataPKAfVimJA/oc6P6VOv6orVxtJvf+ta33NVXX+1mXH3N1W7WrBY3Z86cib+57tjjjnVz5pwaHZNz09/OnTPXHXvsse7U2Ynpzp3rjjvuONfSMtvNmTM3WZ3nQvfHx/mwRmq6P/7xj90pp5zi5swN9T21xPs5jn35XWmfbyXXlPbnznXHH3+8O/nkkx11L3/P6X8zaEDrhBNOcCeddFJyuieeeKLjL3V94QG8mDv3tKR8OOXkU9yPj/9x8voSOkMmUvKBb9fS0uJ1IzXd2bNnu2OPPc7Lb0MyOiHn+ffMdaecMssdeuihyfkAL7A9QSfQjTR/8PXY445zs0/FpqWhCR3oBpsW2+Xm9Fh0GbrIm9gejud/j8nH5brAw8y5uXO9/GLTksna3GB7xKZJfafYvaoyFXg25Z4Jm5bc9iBnxx07IQ/5z5a6xDyvxlt/vcjD7NluztyyHAgtuV9+x7Tj/ex18DS0cS2T5EG+8XS3yEDcxuXVQWhLnbN1y7sHuiIPyeTMt3Gn+TbuRIU2jjboe9/7njvkkA/mhxE1QiX40QhzaRQtugMDa9327elrTOhsfDx97trQ0KBK7hruVY2w58joiBse3picwYSjNMKeuNs1wp6EB8hf0ygDA1o6lz6cSirAaXNP02CDI6yhUbRsjxZdjfA6fCVCohHmGhwcVAl7kmqAnUhdVimkGVDH1WvS6xt0kTPSAlIX5EEjPDk4uF7lu23YMOQ08rPXrVvrfvCDH7jWttapYAvG426XAsO2J4oVx/kj0E2VO6CRP8L7x/XldyqARCgVRU+dZ0Z9ydnavj1tbB+FpNGGdkoFAswKyEglC3wnANHq1aFxpc6pGgHVqR/6+ryepeQvoxEJ+aHTKRsWvhUhymZL9l0ZKKAx9QP1FDlrts7Z++FvKrsQ08ampdQJoU2YRqPAX4BcKl2TOtJpouFOXbCVviOSGGjAg5S6Ju8Nf9GP1GXjxg2lDnrK9mhkeNiNjqZPvAcQ8YecpeTz2ObNpXznlAMRSBEhHYmSmyBPbsr5553nEwgvu+xSd+655zp6GM0WQMbPf/5zrzwXX3yxd+2nSCgEDJxzztm+kb3vvvvcTTfd1GxV/f2gaN4dT9/vfvc7d8wxx/hcq2aJw8vuri4fKrjyyiuTGdX15N/19bmf/OQn7sILL0imnAh1x9KlPkTwP//93x6lN8sD7ocPIP8bbrjBnXP22Y76pygYaIzTFVdc4X7yk9OTNbR4+PomEs4vvuRi1760PUV13djYJl/Hm2++2Yd4siB/ug+hscb4/+pXv/K5UIsXL5ouqUn3QReQAfj8+bnnTitZvq211R137LHu97//fYk2wFhj6gcM829+8xt30003lp6VYmft2gEffjn77LNLhjoFXfhwzjnnuIsuusiNjAynIFmiMb513J115llJPX3w9xe/+IXXtYGE0Qs6CdhzdJi8olQFkH/ppZe673z3O+6aa65ORdbTufvuu33KBTlhKcsdd9zhjjjiCLdo4cJkZAEC559/vqd32223+ZSOFB5g7Nd5Pz/Pgzj0DvuTomDTwQ/Yd+pLfueiRc3bNLxa5513nsclDz30kA9VkmuVotDxlyhLLth66OGHfMyVC+lVoPgkMjdbSFIFsNBrQ+D5CDS0zRYEG7rdy5a588+/wF1yySXNkvT3d3R0eLrQJ8Htt7/9rTeAKYjTsN5///3ummuv9UnXKWhCgwRCAOIFF1yQbFTppk1jvheB0Fx22WXJQBz1JYmS3AnAdwpAL3wEZBx22GFeFlJ5CLaNj7tNo6Pe8H8T0NnaKo9regtwGRwa9I3Avffe2zQ9IUDDTQiYxN0LL7xQDje9pb4YpKOOOsp1L+tumN7ll1/uHv3Do+5nP/uZ2zIxHUzwbM1qmFatG0Y3bfI6QQObsowMj7ht27d5Q80Ah1SF74UH6swzz3S9y5enIuvp0Mv++te/7latSheWor4kASNfWzZvTlZfvC7klwFmAfepCzadAUUpC3J98cUXOex7qoLHCR4w8Ofsc85JFva75557PDAEYF1xxS/c/Q884Oj8N1toJ8nZWr1mjde7K6/8RbMk/f0k8wOw+lb0+fbo8See8O1cs8TBNkcdNdPbdezljTfe6K677rpmyfr7aYfWrAkj4z3Ygtmn/+R0n1x9++23+4tA/BjUzVu2uDPOOMP94Q9/aPjhADUMBgnLvABl3rx53gO1dmDAzbv22mn1CDcOb3TnnnuOp3vN1WFYJd4sDBReqGuvnddwXbkBD84FF17g6aI0lN/ccYf7w2N/8GCL2bhBwNMt9NJIIsXzBNCioTnyiCN9ozVdmtz3yCOPeKN0+mmne8SP4gCKVqxobqoNDDNhHRKtaVgfeOABDzibqSv3AlJIsj7ttNM8uKBXfP3117s777izKdJd3V3u1FNP9fW9447fuCeffMJdffU17uabmjN8dA6o6+yWFnfLLTf7zsfhhx/ue93NVBhFRLfQj1snen98t9t+/etmyLoNQxu8cT75JPTuBkc48Ze//OWUsHijD8F9j8f7lJNPdldddZW//dZbf+XolDRa8NrghT3rrLNK4QAM3ayW9DPIUzca6xQdu+x7MjqVhjVlCIZn0PEgCTilhwQ7j358/3vf96Nfs+8y3d/IBWD+2muvdTfekM57SH3nnnaa90qKvE23jtn78JQBtlKWLVu3+Pen43jPPek6TNQRGTvppBP999vu0uVYzZt3nddfvh1gLlWHjOkOyMdlvribmrS/8TeinVi5apXbvHnM26BUUYBbbrmlZMduvOkmd1UC0Em9sfEDMdii59+/st+t6FvhlZyeCg0geRl4nzCIuNcaLXivAEDQXbduvfdmYfQxzmToA1ymk0OAYUMRoYtrkd7lVVdd6RsT6nzVL3/ZaFX99bjDAWvQXTMxTxPgkPoi7LNOmeVw5063EIaCNjPT9/T0ujPPOsv95CdnTAtwxnWgkQIQ8Pfggw96EMfojmYNNZ4GaOIxBHhffvkVTTfY1Bv5gm7v8l6vjBjS008/3f3+0XJIKX6/evcBy4T58Aas6Ovz3wovHw1BM2XLls3+vaFLo33zLTe7r371q027x0U/oInRwOWOsWu2V1zWjz6vHzNnzvRgnLBBM0X0g/pK+B+jOh3vAHpEw0+DJ00HctzSkt6zxTtTR5nvphkexPfiRf7Sl77kGxMAR6qCgaZRoTPWrOzGdQLAXTtvnvvCF76YpNMktPluyC4hnkcffVQON71Fn+EDHfZfN9kByVbmzjvv9B3e7PFmfpP3Aw/wQl140UXNkJpy70MPPui9Rc20P1mimzdvcTgVaJcuu/wyP8fd7x55JHtZw78J/0J34/Cw76Rff30aLxEVkU4jnjO8ns3aNHm5a+dd61OEHn74YXf5ZZe5X/ziCjnV1DZ4tsIgpdwwIoCD0Q8wjdDfA/ff39QD5WZyq/ij4cazA5qUHBi5ZjpbAFf/ypUO4UFBecEUBc8cjSBglBAadU5RqC/0cOPScKUqa9et8+9PfhnfLVWBD+vWr/PfbmvCyWOHhjZ4oInCUOdUBZBICPzxx59wKE+qQoMqo414RqpESuSL/B96lnc06d3Lvit8gLeh59aZPT2t39gFkVt0DfDcaAFo3nff/W4kAinDwyTIK4Ct7du9TZAOVKN1rXQ9tozOKA0g8pCqwN/7H7g/KXCJ67Z23dq0nrjtzkc+HpxGhzyuV97+qtWrvJ3MO9fMMeR244b0I6FxWtzyq18lTw7HiXDXXXe58fF0g5+QM/EM0eZPx6FS6RvQHqPjhPBp71IV6okdJpoTe6OapQ9d7DlOgFtvvbXkbW+WbgBbURgxJsgHYCJPjZIyyTGuX8+yZclHwUAfF2iqfJ+4vngF6A2mLiiOJOOlpI0gArhSF5QQ2qkLAGM6HtNa9di4YUPJONW6tpHzNNSpc3N4PiAoxajB7LugExp0hxmNqBBGxKb1Jhg9meUDv8kr0ijIsEbBptEIpi4adoc6YnfwqKYu8BePTuqiYXeoI5EcjYL9nU5nqVZdABkpOyDyvHVr13lnjfxOtV2/ftANDaZfJaUm2MKQagi4lqJDN5WXIf549N5ThgeENugZ717qgqJrGD1NsIV3IHXBkGoYJ76Z9ART1hmjJGG5lHQxouhG6qIFtkg41wgj+g6kUodsWU+PCnjBBuOlT11WqNm0FWo2LeXAGeHn6lWrVDqQfDcNMNvb26PSxmEfNNo47JlGG4f9ZSBR6kJ7oeFQGFg7UEpJmhJGxDAVEmyNpRsFIx/SwFbgBKNKNAQRz1bRwFZfNAedyEmzWwNbgYOALfIwUhdNsKXXuPaqgC3yRTUaV+tABqnVlAc1h8I00gBq6SjyoBG9KZpDAc+WTIdiYKuK1BjYCswxz1bgg3m2Ah+0PFs+Qd7AlmcyHgcNz5bZNF2bZmAr8NfAVuCDDyNO5JDvPGAr4fwugU1huLj1Ap3PqzLPFvk5FkZENzTBlnm2gvUhx4zh7amLga3AUa0OpIGtwF8DW4EPIWerwmjEwoYRDWz5pHDL2QrL9WjlbGFEUhetMKJfrqdAOVvm2SpLluWhBl4ULWxkYCt8NwNbgQ/Bs2Vgq2zZKuxZLzAwRqsXWMxnv7FqAAAgAElEQVScreKAraIlyAO2zLMVdM7AVuCDga2nQB4sZ0stehNytqpM/QA6t9GIFkYMam5hROEDYcQiebYAW6x6kLpohRFZvLZooxEL6cmI5jZLJRvohcboMwNb4Qupgm8DWx5spVqbN9apEEY0sBXzJHffPFuBLatX22hEOFE0sFW0MCLhVANbQedUG1cDW2qejCKCb415tiyMGPTYe7YGLIwYuFHlv4GtwBzCiMxOn7pYGDFwVCtnq2hhxJERwojp10Ys6tQPakP9DWwZ2Jow5r6NM8+WmjyYZ6tO1GBgKzDKcrYCH4rm2Soa2Ao5Wwa2kDbzbAWdszBi4IOqPBjYUgZbO51ny4ZJF80wmWcrGFLzbAU+hNGIBrbghmrjap4ttca1iGFE1i9MXSyMGDha1bPFJQgMrvfUBQMynnAhY6mfmmFasUJvtmWFtRHVwNYavbUREcbUheU9tKZ+KNJyPUyKqZUgj841W1h4mwVlpejlbDnHuqw26Mf5ZaFs7kC9QT+0nYVq45YvV1kbsYhgS2M90oG1a520cTMwQAhH/MdC1KzvFB9Lsc86YuQhpKAV00DAN41uSk6XBoXedvysFPusG8V8WCloCY1t49tcX3+/Q2DkWIrttvFxD1wQmBT0Yhos1UOIMk8G4+sa3WcCVkBRarp8M75do/WpdT3hSULWqesLeBHjX6sOjZwHxAFeGrmHa+OCfWHR6fPOO6/03iwMPOuUUxwy1yjtqtdvHXfd3d1uy5bUNm2b50Nqm4Yc8N0ARVXfaxp80rBp1FfFpm3b5vU4uU3btk3NpqEXyeVhfNzLA2kBSeVh2za/QHvqNk7kAX1OWV/oYtdV5GHlSkekJWV9oRW3cTPwAGCIEBL5mz9//pRjcm66W4wHdLu6ukrPmS6t+D7oLliwwHV2dqrQ7ejoSE534cKFjl49dY/fpZl9FipdtGiRa2trS0qXOi5evNi1trYmpwvNJUuWJKcLD+BFSv5Ci2/Gt0tNFxlDhlPTRScm0e0p6/i0Za1nmddhdLleGtgXvK6PPfaYu+iii9yll17qp9DoXtbtbr75Zr/uJtfw3WbOnOlDaPXSrve6J+c/WSibBn93dZuGPmB7imTTVNvOArZx9epnPdchD4Vr45Ys8W0cnZyJ5Xq2+7AhoUM/g3xvmGdLfqfY0qvlgfRoiVCmoAkNoevXEZuofwra0KW3Ji73FDSlvnigtOekSVnfeCHqlHTpSYiLNSXd9VEYMSVdvpleGDFMlpqivm4iA4CeMB6z1IV5ttBlSj31lecDqO6++2537733OkK9gMyrrrpKTnsvMt6ueunW82y5BkNNz1jD9gSbNtmGynOns+X94S82bTr3590jTF6uZNPQC7Fpec+fzjHqjDNAVsWYDo28e6AbD/rJu2Y6x6CLnCEPqQt6jMdsOvWqdA91hC52glLpukaPQysOIzZ6f6XroRunylS6rtHj0EUeJIzY6P2Vrodu3MY9xWsj6ggihglBTF1isJWSdl9/n9s4vDElSU8rFsSUxGPDlJKuVoL84HrL2eI7aeZs0ag0Wwj34rWQ4nO2bCFqzw4tm0bjKh1I4XuKLY2rgK0U9IRG0WwaejE+nh5sacqDgC3heYptDLZS0BMaqvKwfr08Jtl2YKDsUHiKwVbwbCV7kwlCmoJohkl6gWtTfzaP+tdMTPiWkvjg4HpLkHfO91jRjdQlzCCfnu7w8IhrMbDlPxffzXvrE3+8FQa2PEe1OpBani21Nq637NlKKWqFBFsKc0kSuRmwSU1ri5b1AgOPtAyTlmcLd7DGaMQNGzY6vJKpi039EDhq82yVJcuDLQVvvaZN4/ulLqqeDIXGtWdZGFyWmg9qYAvwvWk0dXVDGHGjyQNga82anW65Ho15tso5Wyml0VzugZtFA1u6OVsrUoqYp+VzttQ8W82HEbMvTGNtnq3AleDZUkiNUPRsGdjSy9nSBVs682xtNLDlc5LXTExvZGHErMWPfmv2AjXyG/pXriwlk0av0fSuebYCC4sItjDSqYsPI/ZqgS2b1JTvFcCWRgdSL2fLwJaBLbE1FkYMnPBhxDU73Qzy6XuBRQNbRXO5F82z5cOIfcUJIxZtIWrzbElTpQe2NHO2tMDW4NBQmTGJ9rQ6kIXL2fKjEZXCiBZW9p6tgZ0vjKgAtlbo9QI1PFsGtoIl1svZ2qA49UP6MGIxwZZ5tpBiHzYaM89W0WxaEcGWLdcjg8DWJYLyZTKWIF/mRdU982wF9mj1Aovn2TKwhUSE0YhKYcSJebaqKmaDJ5kHh0kTmWcrddFsXMfGFDqQy/XyULU8WzLPVspvp2XTNOVBY3oj2jib+kEZbJlnq7bqGtgKPNIyTEUDWz5ny8KIamBrxBLkS0bJcrYCK8yzFfjgPZ1ao1O1FqLeaHNJBs/WTjcaUaMXaGFEVN3AVjB4BrYCH/Q8WyNuls2z5ZlsYCvImoGtwAdNsKXm2bLRiCFny0YjBiGu9t88W4E7BrYCH4o2GrFwOVsjNqmp2CMDW4ETBrYCHwxsPRXyoDGDPJOammdL7FrFrYGtwBoDW4EPRQNbNs9W+G7FzdmyBHkDW0GGDWwFPhRNHiyMGL5bzf8GtgKLPNham36kRtFytjZs2OBnRq4pOA1eoDmD/HKtebYSrI2YZRMJ1rNaZmUPN/3bwFaZhZo2zRLkiznPloUR9VJlAFtrbJ6tsgGqtKdpmPCSpC5aqH/N6tWORYNTFwNbgaNaYKtwYUTWRjSw5YXCwohBN7Rsmpa33kYjhu/mJzW1nC2bQT6IQ+3/BrYCj7QMk4GtwF8DW4EP3rNlCfKeGQa2gkwY2Ap8sDBiMeXBwojhu9X8b2ArsMjCiIEPRQsjFs6zZQnyJZtkYCuwwsBW4IOBrWLKg4GtkkmrvmNgK/DHPFuBDwa2Ah/Upn4YsakfxCIZ2AqcMLAV+GBgq5jyYDlbYtFqbA1sBQatXrPGcraccwa2gjyogS2b1LRkkQxsBVYUDmwt63HjW7eWvmOqnUKCrcKtjfgUT/2AcJDkt11haQsEZny8WII4OqqzSGeREuTNsxVMZuHA1tgm93QdjQgvzz//fHf33XeX2iNy11osZ8vzwzeutjaiKxzY6llmYMs5P2rbRqc6t3ZgwFVciLoEtrZvLxnBVDsYkK3j46nIleioof4Vto4YTGboqtZoRNysqcvg4KBbtWpVarKuaPNsjY2NObyzqQueLXSumYK39NFHH3WnnXaaX7cQWh5sKa2NSAdSY21Eb9MK5MlYwdqIWsuzKHgy0OOirY04rtDGoce2NqJTBd/r16f3bDEITNq4GatWr3bd3d3e4GGQWLB1/vz5pd8cS/UHXZ6Vih51hdaC+fNdV1dnhi7nwvmwlX3eJ7svv9mG/d7eHrdgwQLX2Sl0y+dC/eWemD9yTLbyrPJvjPPChQvd0qVLfX15B3kP6GZ/C6/i49l9roHuokWLXHt7u+vpzT6X55frUH1frgv3QHfJkiWutbV1gm412rWeU6YNf6EJbZ6xbJm8u2zhC/vZ34FfU4+H6+BFW1ubW7x4sacr/EuxhbeLFi6aqO/U7ybPyH4ffnMuPi6/2SILyITnQ0J9Q3aR4Z6e3rJuLOtxPfzJc6rty7nMPd1d3d5GlGgIrQpb3hsPBfJ53XXXuRtuuMEDV3q+F198scMG8e58t5kzZ7rly6P6VqBZ77PDdcWxadS3t6fXf7eurq7yd0rAB3iMPHR0dJTkkeeJfMp+/DvwL8hLLL/xPteUbJq3PVkbIb9F7sQOyHH5zVb2yzatrb0tOR+wD9gf7FD5HcvPjusR9uXc5DpOvq7H60Vo4+T6iD52YMIWlJ+JPuYcz1wX2risPMTPiOtVaT/D74k2rqND2riork3IG3JWkoeITixXWfmJf1fah26pjYvoTuLlNI5D18tDW2tJFirVtdJx6hDXW+pE+yZt3Izx8W1u69atk/64id4rCD17brq/oQVdetvTpZF3H3R5McJ97BOmTPM37huAjcPDE3ShneZvxYoVvreWip7Q6evrd6Dz1Hygdwk6T00XjxkhytR06U309/d7usiM8Ce7L79FripdJ8fxmPHt+C33NLuFFiG13uWE2Me95xfvb4o/PEXohtR3fOu4S/HHJIjoMnTr+9vqvUoYnWvnzXPXX3+992qdfPLJ7sknn3RMOorOwodZs06JaKbRZb4RDWCwaWloio0Rmya/02yxacu8TUshB0KDb0XDsnFjEWxa0Nv+/j7vVRcZrqZvIovVruEc1wH+NWxaWR7q1Y36rtNq46BLp6cSf+vlacxz7lm+XKuN64vauPp4J+9QbTu5jUtHd/Xqchs3Iy8UwAfAAKYuKDovnLr09uq4WGlYN23SydkqUjxbK4y4bu26kos1pUwULow4OupBXEoeQEsrjLg1QRgRD8vMY472ni1AIUUrjOi2O+8htTCi842g2ozhBQojYtPWK0zUrNXGEUaks5C6QLdI8qCWw4c8aIcRsx8PkAXY0jFMPd4jkH1ms78RcK14tiXIk7NVsBnklXK2Nmzc4D1mzcpr9n5ABsA+dcGIohupC0YfG5G60AGZZQnynq1m04J0qTWuSqtioBd4eVIXTXkwsKW7XM/AwBovDlM8W7pgq7dYgrhiuXflp1YcljKw0YjOac0gP7h+vSXIO+d7rHpgKz2IG7GpH0qmRrNx1epAannrB4eGSnxJtaM1wtrAVvhCfrkeBU9n0cA3oeo1E4PAnlKw1cNoRCXUP7Z5LJUelujgYtUyTAa29MAW7mCV0YgsRN3fX5KPVDvm2QqcpLG2qR8CLwBbhIFTF1WbptW4Dg6mZoPPFdUYYW1gK3wqA1uBD4CtAVuIurb+qhqmAi1ErdUL1PJsqYGtjRsLFUZkuR49z5ZOGNEWog52SQ9s6U1nYx3IMEellkNBK1WmSGHE/pUrCzUVSPBsWRixJtpabmFEzyMDW0FUCjfP1qan76SmecpnOVtlrhjYCrwoWtjIPFvhu2l5tvpX9hcObAG4KE9pGBEDoob6xzaHr5zwv3m2AjMNbAU+FG4G+QKCLQsjBlnDVm4uWhjRvPV+4IhaG7dZp40rkmeraOB7Jw0jFiy/oUiGqWijEbVytjZu9MtQJMTznpRWzhZhxKfrcj15PDTPVpkr5tkKvCha42qerfDdtDxbuvKQfgb5nRRs6aB+S5DXGxZbxJwtjEjqYmArcHR4ZMSmfpgQLgNbgRG6jeu61Kpsnq0JjhYTbKWXB7824k4XRlRysRrYKuA8W+bZ8iaveJ4tW4haWn8PtlRsmiXIw2Ot1AjzbAUJNrAV+LCTJshrhBHNMGkaJvNsBYU0z1bgw/DwiLPRiIEXejlbZtM0bZqBrSC/BrYCHwLY2tkS5G2eLdUV0TXmpDGwFRTSwFbgA2FES5APvNALI9rcgXC4aJ4tQJzGcj1acsaKGNi11IU1bxmolLowL6PGcj0ebNk8W7U/l41GDDzSMkwGtgJ/DWxN8GHYcrbEKmk1giwQbKkRxQNbeIpGRnXW6dWYHw3wMqQw87/WOr1rB9aqrNM7ENHdeaZ+UMlvsF4gxt/AVmgCMUoYvdTFwFbgaJhBviU1ex1LkC1btkxlvVfNsFHhZpAv0gjrgq2NWLRpZ9TWZd28WWVdVqbrQJdTl9ihsBOBLY2cLQNbCJ+BraCCBrYCH/QWojbPlhh782wFTthoxMCHIoItIkOpC7Poa4AiA1t1fikM02bL2dLL2VqzxlnOlvOLh5tny/ncEQ2D5z1bLbPq1Pr6LzPPVplXlhoReKHVgdTydAK2yFdKXbS86ni2tMBWr4IHysBWnZIVwJbNs6XXCzSwhSiaZysopJ5ni4WoLYwIl82zFWRNz6atVulAGtgK3y2Ard7wI+F/PFu9venDfR5s9aavr4UR6/z4lkwaGKXVC4wFsc5PUtdlmgtRm2dLz7NFL3vWLPNsIeQGtoKqG9gKfDDPVuCDDyMqgCLzbAX+1vzvPVu2NqJeGFEpmdTAVhBtLVf+03lSU4zmvGuvdQsXLizptyXIl1hhYGuCFQa2AiOKBrYY8aqxVNhO5dni0wJeNAox3G3btiUnDV2QaeqCF0NjRBCxdxrY1IXhthrDeJkrZP1g+nWj8EABuFIXhhzjjUtdAAMY/9QFl7uGxwzDxHw3qcv4+HjT+Rh891tvvdWdddaZbmgozJuDgZ49e3bq6np6RbRpGvMqadk09ELDpqHHAI3UBZs2ODiYmqxvOzXaOHiLfU9daN80csGQXQ2blsL25PGQvE6NHLO4jZuxes1q17OsxwsJBom/+fPn+4x/+Z1qu2DBAj8EOxU96CzvXe6g293dPekdmn7G8uW+193Z1ZmQbo9H+4sWLXIdHR0J6fZ6QVm8eLFrb1+anO6SJUtcW1ubf0bTfJ2QMQS7tbXV/7FfL10aaZL1ARF590Crvb3NwYtG6ObRyh5bunSp49ulptvZ2ellLTXdrq4urxup6TKNAjrXuxx7UbYd5KvwB9/iLfsrV65yXZ2d7p577nH33XefGxke8bbglFNmecBNHdvb293MmTOT85f66Ni0YHvgR1ZWmvq9PNDtSmzT4DGeROTNfyO+U82/nprXQBe9QD+aeu8J2yA0oBtsWntyuvXYNJ6PrcHmSJ1qbefPr6+Nw3418sc3gxcAmEbuq3UtNkKDLjqBTKSuL7YEGU5Nl+8K3RUJ+UsdsWm0nQDaGSBQ0G38xwfYNLpp0rH4/HT3u7q6fe9nuvdXug+ghUen0vlGjm+JPGQoGvzBa1YvDZA3BaSMZyF73+axMa+40M6eq/Ubenm9pu1uu68nxoEeWy06DZ3fvNn19fd7T1He+zREK5IzaNFTQwjrpYEHiEb+sT885nulufdtHnNMfIeRGcvhf+49Ub2qnRejW+2a6Zyjh72sp6duPtT7DDwC6Ea919d7HR6+7q6uhuiiQ088/oS78MIL3SWXXOIW+g7SMnfOOee4BQsXeF1Zt369O/nkk3P1pt665V2H3NBY4TnLO9/MMWzlyPBwUrroRj02LbYH2IV69JNGcGhw0GGHar039LBj2bI98yyuA7RNx6bVqgN5s8lt2tiYb6xXrV5dlQe0KY899ph74okn3ehIfbLj5WFkpCpd3hlPFXpU7x8ePr5do/fVog9vpc61rm3kPLKAzqWu7+D69a6zo6NuvtVbZ6IhOEBS1hdaAC7aZfanzLOFYoEe85Qsq3SN/gY9Chhp9N5q10M3pcsder/97W/dDTfc4D0v1Z6dPYfRqzV7LgADIZhO4T3pQT788MPugQce8OBDZurlHB81dQmz9qYPI6KQKHu9ZcvmLW6fvfdxz3jGM9yTTz5Z8TbAy2oFlzvfTMPlDghAKVMXjDqKnroAnNCRZgrfaO7cue7KK6/0IAFayG5LS/rRiNAumk0Tna7FY74x9ma0Tr2nEwL4rLcg83iBHnroIf+HNxp5zZZmbFqWVvybd9MII2LTai3PAuDF1rz4xS92Q0P1hRy12ji+g0YKg6btQdZSF297FGwa7XZvb3pbGbdxU8AWIAvDlOdBaZZxhBxgVuqCgNO7arZceuml7s1vfrObMWPGpL8DDzzQXXDBBVXJbxoddT/84Q/dHnvs4e995jOf6Q466CBvoLI30rA2mlt1xx13uM9//nNur732mlQ36vqiF73IfeADH3BnnHFGw3Szdcv7/XQZjTg2ttm98hWv9O+Pl6RSsdGIgTM0qs2CojweA+o15roBbO3qoxEfffRRd+ihH/G24/DDD89jvz8GuPnyl7/sdt99d68Pz33uc90nP/lJ3xGreJNzHnzngaXsPddcc7U79NBDS/Ystol77rmn+8QnPuFuvPHG0m00rI3atNLNVXZWrlqpsuxLPTYNzwzv/fznP98N1pmzStup0cYVLUEe26PR0aOd17BpKTqQeWJMNARgT3lKwRauZg1BTAG2vvjFL5ZAzOte9zr3qU99yn3oQx9yr3zlK0rHP/e5z+V6/BCsd77znf46DNRZZ53ljjrqKLfbbrv5Y7fffvuk79AI2MKL9cEPfrBUB5R/v9fv597//vf7+gEExeBy7g1veIP79a9/Pel5zf6oxzBN5xmxINZzP2Br77329rx44gkDW7V4pgm2aFRSF3rvs3bhebbw+u+//xtKun7AAQfksri/f6V7zWte46/7r//6T29vDjvsMP97j5e9rKo3ngawGtjCg/XWt7ylVIfnPOc5jnoccsghvkO3//77u2c+65ml8+9+97vdk0/Od5s3b9EBWyt3HNgivIZNpTNbN9hapgi2+oozqSkyZmDL+Xy/HQK2AEVPN7CFJ+8rX/mKV6qXvOQl7pprrikZuE2bRr0BaWmZVTIu5JRkC71xlHLmUTMnnSIGTK8IgDA6Wnbd1wu2SCYWTxmu7OOP/7GPg096iHM+FHfJxRe7/fbbr1TPOXPmZC+b9m8DW4F19C41wn1Q1wgRFBNs7brzbB1//PFef5/1rGf5LR24vPKFL3zBn7/iissnnb7zzjv98fe+972Tjsc/qoGtiy++2D372c/2NPbdd18P4vLC5tCYM3eue8UrQkeUzt55550XPybZPnoxqLCgcT02bVpgS9Gz1Wdgy0ewzLNVh3r9//bOBFqvosr3YDdPoJ+8FmQpIIIy+lrGYEsYWlqZmm6FtuH5mGTJ8EQgCAgIDmsxCbQEYvShBpGhmWRohqcEaXkLBMlaj0Swl5jx3iQkublThpvk3gyQUG/9qr79pW7d853vfPerDalQtda95zvn1KlTZ9euXf/ae9euTRNsbTA/+MEPzB6f2MM888wzw74CoSI+ZqySAlABfkIfggMPPNCgxi9So1944YX2ud///vf1squALTQ3orEaO3ZsIciqF1j7sWz5MnPmmWfa91HXO3/+8zDLqM6rCKbRFJyiZqto8BnNt/MME4+77rrLAIxZERQ7pQa2hobQbL03wRZ+UWiRtttuO3Plt660ffjII48cwRLQaNtttzF77rnniHtcEA17o0lBI7D15JNP1uUGJsJm/ky8CyD0j/94Qv25559/vrBO7VzkHVX911p5TxWZtqmBrXZlD36St99+u5U5ovTAdK/hW6Wp2cJCFjtBDw0Q549x76gZcVMEW9JoRap1P4I8HR51MiAGx3Q/7bzzznaW51+T3wykPPP444/LJasdKQJmkoFVdJgyee6ggw6u7EwvAvLiiy+2z2611VZRBvEqgknq3srRZ8Qqz21uZkQEHQMs7awxUKUGtgZxkH+Pgq3Pfta5IfzoRz8y+GfCE0Vgq7t7sb133HHHFXaZs8927hCs2i1KRWBrcdfiumz70pe+VPRYw2tYBo4//nhbJ+RgVXNbwwKDGxlsOYLE8NkC0MNXaE4x2ZO0wBayB16LnZzPVnwXhs0ObG3KPltFTBEKJjHT/frXvx6WHc0T6vclS5wjnH9TVP7Tpk2rX26m2RKAtvXWW5f6X9QLrP1g5gOTk9C20bHw92o3ZbDlKAhAbqQxGA2NAfhiinnxxRdHU0TpM8mBrcEa2BoZbaD0O5vdBBCwbF5j0U8Mh+hJk35m++pee+1lP+XRRx+150Vgi9WHuDuwUKYoffrTn7bPip9ImCeUadw/99xz7TMf/eiuI7T24fNF56woxmkeeXPVVVcVZRn1tRTNiBp8FgNsEfOJNqKtAFmkNMFW1mw17VCbsmarqPK+YMKcuNNOH7HMStgFP7FSESb+2te+5l82U6ZMsUuH99tvv2G+amVg68031xn8JShv3LiLhpXX7MQKplpU5GeffdaWQTn+lijNyii6ryE8eE/rmq21lRzkWS3Xrsq9iA6xwRbv2GWXXWw7lYWyKKpLlWvpgS02on5vmREx4WA6pJ/KQhpWRXNeBLZo98svv9zeD6PtP/jgg/Y6qxIbJV+mkWfx4i7rAsH7fvaznzV6rOl18VsFCGKuipW0NFuAUTGlNarraMyIZRaLRu+pel0m0lXzh/mQt7TzRz7ykWG3BHgNu9jmCXWF12KnvBqxIkVTBFvMJEmYAWFUVOWhyZGZ86mnnmrvsxoQMx5+D+TffvvtzR//+MdhFCoDW5goeY74Lv/5n8OfG1ZIwUkomPbdZx9bFo63YZo9e46Nc+QvCAjzcI5Wi+cxb5QJJ5xzL7vsMoNzLquXPvvZz5pLL73UxgMrKpdrdH7KlzRj+gxzww032FVPY8aMMUcddZS56lvfsoEFybNh/Qbz0V1c6Iui1YivTJ1qv2ny5Ml21SiAC1876nTYYYeZu+++S15lj3Tcx5943IJkBjbqfdxxx5prr7mmcAk9ghQak3AIJk6UCKpXXnnFXDTuInPY2LE2fMjpp59ufvnLXw57HyfwCoE9eZYBSgbacePG2WtcnzhxYsMBa+rUqebKK680rAKjvsccc4z57ne/ayOkhy9LDWwRVf695rN10kkn2T56xhln1JvvgQfKwRZ8CD8jJ/DRuuSSb9RNebgfCI/WC/R+hGDrzjvvtOWwAKcdkES0cPxWqdMTTzzpvdH9JG4hvI2cKEtoX8j36KOP2GxFMQuRQ8RA/PrXv26/X/oBK8AxlVVJTMgAt4TrIUQPZRx77LFW1rGwiYQ2lO9ptBqR7aaoq7wT0y2LrZAlhx9+hDUH+3UZWD5g7r33XutXS/sdMmaMXVF+2223DZOD/jP8pr1ZmDXhttvqt6g7K+gJVXT44Yeb8847zzDBDhPmwtv/9+22nt/5znfs97BoCz9l6s7xtgm31X2Tw+efe+45c+EFF5ojjjjCIJO/8E//ZOuy4I03wqzDzjXBVvbZGkbq4pPUwJYArWef/Y35wAc+YBn1gQceKP44YwyCCzU+Ayhq/vPPP99Ggg4fKANbzFbp4JgUGJhbSSHYuuiii2xZLNsOE9/Bew455JDw1rBz4v6Qb5tttqmbKP0MU16eYoEVeeRPaJDYMvYAACAASURBVCXnjeIFYX5AkPCd37zsm/XneY7FAeLPxDnADSErS96LwBaCg7xoGF/43Qv1NpN6yECOpu6xxx4z++zrwCj3MQMjhCQvJlyc1/1EXQUcitlk/vx55pprrqk/J4sapBxo789IeTdly/1GRxHg8n5A3TlnnzPsuZDOgDA/pQa23muhH8RciDaor2/jvnfNwBZtjGy6+eabzSc/+Ukrb3CYZzBtBphCsHX22WdbniKUTDtp1eCgObQWMiLkQ8oF1MDrhM8pSw/W5NL+++9ns9HfZDUifeepp54atuoa/yO/3/6XrbayqyjL3oFvq0yOpf/Rl7Z835b1/vXjH//YRsTf8n3vawi2ZDESmkjqJWXJcfJkt+CKtiIG4oc//OF6HmQAMlXyom3CV68oIdfJ9/6t328XC5xx+un15/xvJw8y30+YueUdjY7EhJSxTp5lrCZ2ozxDnv9aGwO5Rt2hUaOkCbaI1xk7MbbwzbGTb715Rx3kU/HZIqo1AzeMO/awsZbhGFxZyVEllWmAeL4MbMnqRRi91RSCrUl3TLJ13+9TTnD55QE26DRHf/5o//KI34Aa8mHuCjskmUXgMEMnvhfqeVmJgvZnu+0cSJ00adKIsgdWDFhHzf9xitMC0oFvuukm66cGuGBRwiuv/L+6T8kpp5xi9t57L1ufIrDFrJG6fu5zn7MCeO+997Zbw7z+pz8ZQKMAJb5j3333tXkv+PoFVvuGAOadxDW7/vrr7T3KmuIthgBsMdMmAVK5f/LJ/2KPaPXYA4tvpx34dgFDAEVJAEtmoND/oYcesv43lIP2EO0pmkaO4sDKcwguWWUGCMdchNZO6Hz/fffVzZEXXHCBvMo+pyFA0Apoxdl6r5gR4TcGWNo+DJtQBWzVG7m2qtU/L/sdgi20vtQB02Q7CZknvl9FTvbSp5BvZUnkkoS9YEsdAVvwnfiiosnBTYMI3fQDApACPvkW/hpp0ACjaLHIs8suOxvkEpHiKWPpsqV2oYrENeR7ABhO6zdyBw0mkZTD93Kkzvfdd79B3qDpRl6QkBkSzgPtG7ILHyzus2fnBbUV60zSi/oVebGQ7LjjjnUNJv2EvNQbDdxNN95o60A9fu6tQl+9ZrUFgsgVxi/uo6lDhnCNI3++qwimbZnUooHDUgBoEDpP/OEP61pMLB5FSRdsxQdFmx3YSkWzhakQppQ/OgEDeaxUBrYwJ/BezFCtphBsycz547vvbt56c3jkfhFqxxzdHtgCXJWZIokyzffstttuhVsqXXHFFfb+DjvsUDcXFn23+LFImxSBLdHWkQcwJcKuqDzMHs8+2zj467XXXmvrdeKJJ9YfpzxoTBpbM+PwrqLYa+QBTHGfWaw8Vy+s9kN8tkJTs5/v4nHjbDloDhppLhgwEMa877fPuSC6yWm2ZDViawpdn1SFvwG4m5qDvGiUBFT4FW8VbPnPNvsdgq3P/O3fWp658cYbmz1aen/9+reseRv++3zBBE7AVqh5CQsVucTqTBITJD/0A9sFhSF6/DJ+8K//ar+n0WpNNGvUcffddzcLS3yKRFuNO8eHPrRD4SpLMctR3j8cf7ytBoCkKBH6BwDWKImmjTLDxMRLFtLwrieffCrMYs8BctxnQlY04YeW3A99tkI5+fmjj7b5qFMj6woLegCQWASYoIYpgy1HkXdNs5UK2GKQpNMyC/u7I//OoEKFSdHetLKXX8iAcl4Gts7+qlPr4/PVagrB1oMPOlMhnc+fuVCuCLVjjj6m9DWi2cIsWqTZKn24dvNjH/uYpR/+GH6CDqJKB0w1S5dfvtHUWAS27r/ffS9t9dT/KRZIzd4h95ndIWj5bhFcw8DWWOcz86lPfUoeGXFEUCHUqQ9xjMKEYBYh2mg1IjN2+I/dCObNmxsWMewcUwXvOuGEE+x1LWdSVc2Wwt6ImxrYktAOhGYpWrzyToIt/H3gGXwb20n0kUsuvcSWVWSSFLCFb2JZErmEzycpBFtlz3KPyd9f/uVf2IkHA76f8KniWwEIk5+e7N8q/C1mtGZgC3cH+ikJUC/yorDQBhdfeOEFWze08mHywRZjUKNEWBDxm2MyGaYqqxH/73Mu7Mhuu+82zP0hLItzfOagZ5FWNIMtR7F3DWylYkYUxhJwgdaB8A4wFuYjcYqWfK0ey8DWt2u+DahvW00h2GK2Sp2LykIbxb2qmq1WwRbgjg7H3yFjnMnttddeG/ZJOJBTB1ZfhmBwWMbaCX4tsgVSGdhC5d5Ik1RUrn8NQQkIAmxtvfX7rZlPZn7DwZbjBzRgZQmfLb4RIBQm3iOmpJdeeim8bc9xnuV5TBrNErRG8GO+XLlipZ2VZjOiW5SwqWi21q5dYzUPtOn3vve9wiZ9J8GWOOh/9atnF9al6kWAPXs68l1o7cLEwhfuVQVbLI4hVQVbrBZfs3qNzY8lAjnBQOcnCUyN1mv9W281DdzKqnPqvP32rLAcaUYUzZavncS01wrYYuKCHGCbJN7F9mth8sEW1oqytPdezs0Cx/YwVQFb59TCgBTJq7A8TKDU+YADDwxvWbmPFjV2chPI7LPVlK6paLbkQ2AWBjASA+0nPrGHZa7bbr1VsozqWAa2xPSEwMAfoZUUgi2J7oyjfpiqgi1CEtChdt1114abfSNcUO1feeUVduUfvlKYtBB4mNBEMxiayojJQ9mnn1bdZApw5JkysHXwmIMrAWL8Zh5++JcGPydW2+yxxx7WNwJtmzjnE+6jDGw1E35nnuEi+hdtn1QFbIlZGW0BfoT4pRT9YcrE70s0hRKRPjmwtZlrtnAeh38xCTdK4mxdpOVo9EzV66EZEcBHff7mb/571SIK8yF7dvmoWylc5DhdFWyJXCoDW/gw0e8wSbLyj36LGwK8j2YHjTTnofz8whe+aL+V/kMK74cfxsC+ww4fMn/1V9uWgi3fT7IMbDGBYxGVrCJE640/mC9viibGgC1ZkNMsRIzEWSsytVYBW4A9+IH4kMiUIlnDNe5dcYXjZWhNHf3EuKkHtrLPlk/rwt8pgi0GREkTJjgtQ6P4N5Kv2bEMbMGgMtA/UMG05r/LB1v8Fi1QkcpcQlk0MyO+/ienem8EtvBFINwFHZQ/VPSALWZ7mLPYmBtNE/dCsCV7UvoO5P73FP0WZ9QysEX7iFayqAyusQ/cTp5vHqt6CFrLAIeDLCYEQCIriMrAFsu/y5JscI6GKkw+2PK3c/LzQUOhbStHoU9SYEt8tnwCRPi9qZgR0a7JxIMVs/fdd5+55+67rT8oPqH8wZdMjmjrffbZx54TKoT+2sh/phUShWDrpZderPPXH/6wMfByK2WSl35AnQE6+FWFiYkA9wmLU5aeeOIJm4/QJqRQs4U2HFkkfQEZR7gL8qNFpu9ingXEhGAKmcRz0BNahveL6oXvJwCuTLPlr75sBLb4fn/lIDKRTb0JO/HFL37R1p+6YUEJE0BG/DFDV4wwr1hgiuRSFbCF7BbaVj2yiCCkZQZbrmXeNTNi6mBLBMqee7YelsHvFGVgi3wCKA466CD/saa/fbAlgQ/pPEVqbQFbR5dsWssLX331Vdv5isAW4QkE0AFSfvObZ0Z0OsoQv5AQbF1yifPxYGVR1URcKYSAgAn/OfHZQktVBrZEc0A5OMyiwi8yDfNt23/wg6Vgq2gG6ddJdhAYLdiS1Y7jLh5n68kKLPmj3o3+AHKp+Wyx79/4W8b75Ivye1MBW/Bs1QEszIczchVTezOChWAL85vsjDEaP1F5n/g3FYWZIY+ArWYO8uJa4IMtWRTiB2o+9dT/abdNCzUqvItQGvTdEABgPoSuonkL78u3yBG+wX0CzVMZ2GKRj6QisDV+/Ph6uyOX0U5hPvQTPl/UjbhZYfLBFiuey5KE3xgt2DrgADdxJgQRskVkDcciWcN1dkeRPYSlbhlsOUpksCUc0eS4qGuRtadLNgEoCKd2UjOwhVBmhkjnE5V3lfdJ1PRpU6daDRPPM1MsSrLxbJGPgJ//qdoGtawmZPD2k+zByN5oZWnffVyYhRBsEbGaOo4Zc3DZ4/V7AChRp5eBLcDdmrXDnWPrhXjgr8ixU/It7l5stRBsPF6m2WJZdFkSsBVG++YZX7MV7rcpZcoKI99UIfeaHRF4SWm2Bjfvjajpn2hxy/4IIYLJmH7BSlXOmZQAVjQ0W/CQmO54Z9FCjmZ89kBtYQpau6J+yfM333yT/aZmcbYI/UI9xISKZguzIUnCVJQBNhYwoYnCbzEEU/iLUfaZZ7pYX+H98Ds7OjqtDGgU+kF8tsrAFn1c4mv5IRnCd0kw6yLz8nCwNVJr6JfVLtg6+eSTLY3a2U2A+mSw5Volgy2PO3FMPuuss2w0Xe+y/RnOAv/XeedZRixbERKWUXTeDGzxjDhzIhwwN1RNOHVK6IoylT1mK8pGPV2mBULrRD78C0Kwddyxx9p79957T8PqEZIAtT5lhIIYvyKuAyzLlkVL4QQZJX9RWeQRzRZ+D3T2ovTWW2/WY1KV+T8QoZr34MBeBraefvrpotfUr5WBLbRp4iDPDLEoMWukHvhF4GPWLL399oZ6lhTAFn1BNDbQQwLP1j8iwo9NRbNV9VOE9wRwVH2uSr5QpskzX67teAFI+d3vfieXmx6feWZyvX+XOVVLpPoiMOG/BBcA+N3XbIn2SmI/EY2+USLWH89jpgvBFE7j3EPzxSrQULsUlvnNb7rVz81WI5aBLdFYAQAFNIbv4VxAZiOfLTEjFplo/fLKwBZaMb4f8CfyEdriSyZJwufsf8D+cmlUxwy2HNlKwRZZ6JAaiUaNMTsL60a5oRozzNPoXFbsIWRCFS0DgZRLB6fDwKyNtEWN3hFex9zHjKdZkoGad9LxWdbcKBHnhqB14iDdaKWTPI9qnuB2lI1ZrSgBhsTHhBWDQgvJ+6V/dsH8iEnTKEnQU97D6pUwEceKe2wFIQIgzMM5S5lpI/LyxzLuMMniAgTWunXD1fR+3j33dAsdwg3FJQ88KsETd955J7N6yLUVYICZNumwWrDbZmbEMp8t6Clxtp5//nl5/YijmGhOOfmUEff8CzjQoyUUEMlg4gtSP287vwFHMWQEQPLSSy+ry4S1a9aYIg1gO3WVZzU0fJQNHWLLNOFjf5WbfEe7R2RaOGmiTK7hlE7fwu8S01eZjAI4XHfddWbLLd1uD81Asqxcwx+1EWCQmHzUAS0WCU2V1APfLO498ojbyqeIFpjhyINGesWKkXs0Chg59pjykDe/ecb5oFHWjjvuYFatcto1/51sk8V932cr5AcCmkJP5Gg4vkhZyHXqS1lFYAu5KBr9jo7h4XOkDDmKzxagM0z4DPIOxggBfriYiJmW/G+++Zb1uSXft7/97bCIYef43AKKi2QMsgdei53Wb1hf+L4Y7yn6jnbLhbZLawvdtoCZYRBeJH9/fv3PI67JvXaOzCYQeu2UET5LgzIQYysP71U5pzMw0MNc2OfxGYAmCB9AEbFLcKjcoebkjYmKGVOVsovyUF9AzLy580rL4N1oMnCkpW78od2Awe++6y6DRoVZJfW9+uqr6n4X5CMgKrNTTFwIMPkDoPC91IvOJivd8MeicwIm0HKhyQFEMJtC80Ln3HmnnQ0bs/Z0d9vnQeyytRCzyKeeetIMDq4ya9ettWV0dHaY8893dReHVspcsnSJfR46wAuYPKE79cak+fTkp+tR6KkPvHnHHXeYbbbdxgocmeExS6WdhMbQSuJMIVApnz+5L0eY/6yvnGXfhzkYjRJRlvlujn949Q/WaZVBge9iVSi+adCNWSoDBYBLeAaH5uXLlo94z+KuLtt+skcm5kDeLfXgCA2lnFNOOdmWT52pE+/C7AQfsB/iB2v8h8mWmDyUhRBetXKlnaWL/xt0vGPSJEtDhCt9w9JhcZfpivBHWbQbfbmIvv73yW/aEJrxPQBBnuX3Y4+5qNbQgbydc+fafSm5J8/GOvLOrkUbZVyMcvn+2DINPmYvO9rx0M98xvT191emc7Nvor7wA9rmMC/tQztJ9HTe//GP724uu+xSg7YDWcIfWnbMcRI7DyCBZuc/fvsf5vEnnjC/+vVGeYNDNvzLu5CZstKNFXPwNPxLv+ObibMHIBHtFaCB/k1/Y69CXxbih4pFAhDG85SD1pzFJNQH4ILMgtdE3lEHvhG5Idtl8a0sEKD/rlm92q6o413iX0Zdttlma/PXf/3fzIyZM4aVRf/7xje+YduJeFPSt0N+ICo9+6VCz2OOOdryC3UG5HDkO3DCx1RJvfbbbz/bd6k3tKPOyAIBYy9PednSsre3xwz76+sdJk8YF6AZZfBHeYyRjCHUhe2TuAYvsM8ivME57eT7tJ5zzjl2YRO0BkChCWM3DgnCSlm/fe45W095F0dkBOOcfId/b9S/ex0vRS+3p8d+P+WOum41OvvP8+3wE0Ff+b0FjAoB/T8yMOD612L8RpgSDThGWVIGm9fCjDCWXGvl+Nb6tyyhRX3thMzHzT+fdJJdJbJbLSAn15lpdnf32I7Syjv8vAAIGJzZjH+96DedkQRwEj8O6jHaPzRflMm7AJPdPT2GoJxS3piDDzYn/MMJdr81rrHvGrGxEIJbbrGl6enuMauHhuzz8A3fwhY68jyrEk868UTrbyE+Z488/IgNrUAeOrG8f3BoyAph+IwZn2x/Qz7AGTPbI488ou6ATz0ZKMT/gW10fN7le37605/aupAXPqN+IV0BgwzmrASSeiMM0bDJrBeBjQ+FbOvBoAEQY+BDiPBbtvtBC1H/pqAfcZ3VmLwHsEUd/fpwLiYj8gDwMHHwG6GNgCM/CX83BLHUmfezcS6LKOQaQBSfGzQtfPuy5cts3xgcGt6//TqM5jcDCzKCNqz6PLTAVIxz8p0/v9P6CRH647TTT7OBICmHPoE5pajdqr6nKB88hsBTkWmdnVFl2rp1a434Mu5/wAFmzZrVJlb7sQCBCRPgtohOspAGHy7RkAhvjeZI8FbpowzUaLdkskR5TFwBSLvWZCzO9cg67hGImWcBgAxU8A/9T0IbkOfQQz9j+y3aIKkfz8uCHN4nfch971BdnkqwYZ4DvKHpIpr+ljX5Sl0Aa1JuV81/V+hG3xUfMCbE0rfpF/4Yx3XqIXKLhQ6YhymfcBuUD3BlIRL9n8kd/WvFypW2nJUrV1k5Ka4YWFioA1q74X8rLH/vU/OPZcs5+hF1kb+h1avrE2Teyz6u/LEICJDFBJy8aK4nT366HnCZvPvvt7+tNytkhSaMD7itwDcrVrhn5V20FX2OeH9yLcYRAI48jlGWXwbfH7tcvp3xApALbUfsjQg3kkEj0XHEPyNm+ZRLZ24nbdiw3hALyR/QhKkAEeyQHqvuADY6Qqtp+vQ/W0HM0nDAAYIKExN/dF5W6rHihnPuhX8IojCh4kQr4gsfNE2AA6kjPmqUz2BVlNBw+eBl2223se9m1kZiZszzYZR0ADKdh0T7/eQnP7HxrmSFI/SnXFaoIWxJ+NdRFoA1TGh8uMf3IJDKEgIN9T8xeqSdCV74la98pb79BOZRyqOzkCgTwU/CrMs9ZuhlCb4hX5npGc3jUX9/lK0Lwuy0006zAjcsl8Fn4sSJZuzYQ+smbYAw4BJnXUCknxD0zOhjJ8yfMWTEggULzb3/9m92UKWODIyYrzSStGHsshcujC/T6KeEBPDNU7HqvXhxV70vNStz2rSpViYSpBQtkC9vRO7IkclRKHuKtnGZ09Fh+5j4KtL3mDj8aOJEWx0AN/0FbRGJczF5cY4Mwry115571vstWiH6jGzejmsIZRS93xZaG+PoM0xWmFxRD8AOQO3uu++22XgX3/flL3/ZrF49Ul6j5eM9kp+H6BdF4wQKgXPPOXcYgJEFEMhBElokHNRF1tmLNRMvdUC+N+vPLPqhTmEAaSmL4113/cIQoR/NHabZRotvCCKN7zBjouztiCsNptpbx48vlbFasgflCON97MQEVaNc2pbJDWkE2OKlCKYihmn3A2FEmT21W5b/POXSuLESCBeBR+C8It+gdt+DyrYRcGmnbAar0SYcx2E2OrPvZE15DPJV2g0V6sIFC0o7oV8/mBBhGiYYFBNY0b0wb9E5daUuVZL4APDdzXiINqPtNJJstlu1bGZi0AgzQ6NkNQMKEyeAsQZ4GRwcMu+VjagbtZlcZ9atkRYt6rKgNnbZzSY34fuQVfBQOEEI89GPi2jB+ERfRGaF4CQso+icyZYk5Ax9SUCPXB/NkW8qk5XUlfGK7251jJXJ72jq1egZ+nKVthMaIXeqJNFKVsnbSh5kNPSLnWgzDZnmj3HvMNgqZ8TREjA22JJ6+DMquRbjqAW2enp7rfo5Rh39MuhoMQSRXya/fUYM77VzjiAVDVQ75YTPAraaDQ7hM1XOEaIaIE4XbMUXeJglM9hyHKMl0wAn7UzKGvEz/aLKoN3o+UbXG4GtRvmrXmeSUhU4VC2TfM3AVitl+Xm1ZA8yopm2zK9H1d8ZbDlK+WPcOwy20tBsCUNpzQLVwFaDWaB8z2iPWoLJZ8TR1q3oOYBhamBrkYK5Txdsxd+fjMG62aq2ovZudg1tPZqLVjUJzcrlPqbQMk1GlTKK8gC2RqOxKSrLv6YFtpBpGWzpgS0m/loTvdTAFn0udtoMNVt6gqmZCWg0jZPBlqNaX7/OLFANbClqtjQ0UGi21ASegspdz4xIBPlbRtNVS5/RBVt62vq1EV0jhEAZbNVkWmKarQy2XLsxzi9YGH+il8GWSIgmx9RU7lmz5RpUDWwpabaSFHgJgS1AZwZbrm9kzZajQzYjOjokKXsUHNmdz1YGW44rSv4jQLRU7jqaLR3/hgy2HJOkBraIaZWcKj8hsJUd5DcKzxQnkNmMmM2IwsG6PlsZbAmdGx4z2HKkSQ9s9as4kyYHthQd5LMZ0YXWyJotJyOyZsvRIWu2HB2yZsvRwWm2ss+Wo0bJf8ICZM2WsSvPNEI/pCaYMthynSX7bDk6oBnJYMvRIoMtR4fUZJrWakQHtuKHnVGVPWpmxAy2XO8o+Z81W4446Wm2EnOQ1/LZWpXNiHBwdpDfKOS0BtcMthyNM9hydMhgy9Eh+2xtlD2lvzLYcuRJD2xlMyItpxXrRnV2mZTPFpqt+BHkk12NWNs1oVSotngzr0Z0BNMKZ6MFvgFbi4MdIlps+sLsqrIna7aGxZLMcbYKWdBdXFTbD6sky6hupQa2+pWWSadnRsyaLRheTbM1VDMjvj2qbtXwoVTBVmqLfrKDfHaQl06o6yCfzYhC54bHrNlypEkNbGnNAtMDW3oR5LODvLEbLmefLScjshnR0SGbER0dsoO8o0N2kHd0aPo/gy1HojTBlttMs2kjt5AhRbBF28VOqqr85MyIOagp/GXB1jq3+XpMfstmREdNrQmkphmxuzsx2ZPNiNmMWFV4aQqmvBpRb2/EFLfryZotNFs5qKnIJsBWNiMau6F80UbUQqfRHtMEW92j/dyGz6lO9DLYevfAlhbqT1EwZbCVJtjKmi1Fny0b+iE7yDMyWs1WdpDPYKsGk7KDvCOENSMuyEFNG6JnuYEAyXG2EoyzldreiFqhH1gRlM2Ieg7yOc6WiEoLtrJmK2u2hCGyz5ajRPbZEo5ocsyaLUegNH22ljVp3dZvp+azZWeXGWxlsOWxuqZMW5s1W1mzVeM1B7bi+2xhuldzYchmxHfPjJicZqury6xevdoTrXF+ZrDl6JjBlqODqt/EJuwg//rrfzavvvqq2bBhgyVE3htxo3xxrhHZQT6vRnQ8kTVbjg6blWaLT8IxXCOBoN+OHEOHelLu+vXro1cZUKShykeAaIC4vr5+oxHrBlCk4aQ6MDBgli2Nv8oRwdTf3x+dHwBFvb290ctFg6GxwTUm+8VdXdHrCzgiBl07CTpeffXV5le/+lW9GOhw66231s9j/gC8aCRkJXG8Yqcs0xxFcWTX8G/VkmlaY6eW7CEelobsIRafhssF47yGJo4+rNF2LNaC10hbLFu2zBIbACB/06dPH3FN7rVznDF9um2AdsoIn0Voz5gxwxIqvNfOOeXOnDnT+k60U074LOXOmjnLvPHGG3V6h3lGc065s2fPNvPnzTO9XluOpiz/GcqdM2eOmTt3buRye0xnZ6fp6OwwPb0bec9/d7Pf3UXf2dtj5s6ba2lB3ZuV0cr9+fPnm1mzZlnA1cpzzfJiioLXYtd30aKFtm/ELhdhN336DNNbsd0Q5kuWLDEIHkAPz0+bNs1cfPHF5t///TEL5AHH0Pe6a68zfZHbDfpryDToiuxhUGnWxq3cl3IR/q081ywv5cJnCxYuiF4u/UJLps2bNy9qfXt8mRaZ1+CzKvwAv1f9o+/Qb5DD/K76XJV8TJoYN2KXCw3gidjlIktmzppp+iPTQfpG/5Lq7dKMvnw74zFjJ7+3QBOCEETLIH80anhN7rVzpFw0Ge2UET6LxqWjo8N+THivnXNbbmeHYWbVTjnhs5QL8RGM4b12zikXoQST87udsvxnKQshiuBf4fGIn2c0v1esGLACBKAxMBCvvpTFYM7AHZMOfCMdnbaLXS4dHeAZu1yEAX0jLn0H7EyNvly13ZcPLDdDQ4Pm5ZenmFtuGW8mTPihmTZ1qlmzZrW5//77zauvvWa1Fz3d3eb737/R0WHFRnlU9T1l+RhQtGQaM9eyd4/mngys9baDHkKTot9yTY701eA3/NXR2akm0+gfo/nWRs9QX/oxMq1RnlFdXzGwUaZFlJXUBT6rMsah5IBvqvyRF5nW2dlhWnmuWdnUE9racbmF+jQrl/uMb5YWkctlIjZ71uyodKC+yErA4bJl1dqkCg1oK8bOefPn2/qO2K4HdVdqKneAgMYqRxhRw0kVRhxaPeT05BH/a6ncQeUIktiJwQ+mjZ0Q0tAidkKVT9vFTqjyNfY9Q5WPkI6dUOW3q3JHuE2YchQC5wAADOZJREFUMMHcc889dZM6dEjRjCg+ZzHprCnT1ik43tMvdFwjdMyIWjKNdtMwK1szopLsASTHTrjfMH7GTjFkT1Gd3hEzYvhiXoq2QUOAAOI0QBHlavhW0XE0BAhMqOGHgMADaMROABdQeuxkZxRL4vtWAeLQFsVOtJmGYEKQaoCiNWvWmkUKvkpub8T2faBof7/fomVH8xU7IdOYYWrItLwa0bWWlWmDg7Gbzk5uUpJpWvyQHeQdayEvNJRB4JIFCrLSjnE1/+ERmq0MtjbKiwy2HC36E4uzhRYugy1j7GawCgJEbSPqwRxBXqQPA8paje16uvIEEhprTSAz2HIcbGWPwkI7XbAVP1hqBlsi0ZocM9hyBNISTD4jNmmKlm5rabaSnF2mBLbydj11PrdgS8Hcl2WarkzTBFsaZjk9rfqatl0N6p3B+6EJtjQ0Zv4Y945qtrQY0c0C13lNEudnFkyOjhlsOTqkCLY0BIiaZmsIM2LeiBpuUwNbWbNlO7OWTNMa45A9KYEt3G8WJqfZat81wo0UG/+/a2ALAZJ9thLcrkfTZ0shHpamZmvx4vjOpKqzy5Q0W9lnqy6lFyxYqLI4h6X+yfmhDqTjh5oc2BocVPIXTU+zRdvFThlsVaRo1mw5QmnNAn1GrNgklbJpga30HOTXKDrIxxdMOMiPz5oty+Nqmq1FeVcMCKwl0zTBlsrinAy2bH/b7BzktRgRweSvaqo0IlfIlMGWI5KWYEoObK1MbTXiGpWVO2pmRAu28mpEel0GW072pLbCWmuMU3NhUARbyZkRs2arOSrKYCtNwZQa2FITeGqhHzLYomfk0A8bZWieQDpaaE0gM9hy9E1zNeJm5LOlxYgZbDkGT20WmMGWazdNny36Ruykq9nKDvK0V5ZpjmtTk2laY1xqDvJJgq2s2Wo+VKQmmLpzUFPbqBlsOd7WAlvsfpAU2MqhH+rCjnZTibOVAzVbGmfNlq7sSRJsKUxM/TFuswn9kH22THLRln1GrI8yEX5oOchnM6JrHE3NVg794GhsJ5BrczibrNly/JA1W44OmnG20ErGTv4Yl8FWCXWzf4MjjtYs0GfEkmZo+ZYe2MoO8jSGHtgaMreMz2ZEaGw1WxlsJTeB1DQjqqxGVPQXZfyMnVTB1uak2UKA5DhbOc6WdMAUwVZqcbboc7GTHthKMfSDnkzDDBw75Qmko6jWBFITbKUU1DRNM2LWbDWVN1blvi6r3FNTuacGtmycrcSCmiYFtnIE+bqso90y2ErPNUITbGXNlrEhnjRk2mYXZwsiZc1W1mzJiJIk2OpeLNWPdtRykLezy6zZyqEfPE7Nmi1HjKzZcnRQlT3ZjGj8MS77bHmCKPyZBZMIpn6zbOmykDxtn/uM2HZhXgFqPlurss8WZFYzI+bViHUuzpotR4rUtPWamq1sRlTWbG1ODvJZs+UECJ0Gk1TslJpgSg5srVxpUlLlY4ZalDVbWbPlCZo8gXTESFGzlZLsSdNnK75/qz/GZc2WJ4jCn1kw6QomnxFD2rdzrqXZcnsjpmVG1PBviKXZ6u3tNf5s3e6NmFcjWtbPmi0nAVKbQGbNlmu3JMHWO63ZglSADI1EuWydETt1dXWZ9evXxy7WDgQa8bt6e3rM6tWro9eX2RoDVuwEKBoYGIhdrAEULVsW3zxJTJr+/v7o9cW/AYAQO6GB0pi1AoroG7HThg0b2pYRtM/tt99uHnrwITM05PoCAvrWW2+NXV1bngbopGBNmabh3wq41ZBpgCItmaZhBViyZIlZsWJFdF7T4gfkOjSOnehzGrIHHtOQPYzzGvgEXKJRLmMc4ydpCxgOwccfDMhx5syZpq+/z55zLdbfrFmz7GAVqzypM+X2dHdvrCff0s5f7Ztnz55tAVes+ko5c+bMsQ0r57GOnR0dZuGCBRvpEKnt5s6da+bPn+/KbYeu/rNLltgy582bVyu3gM/6R3ftjTfeMJ2dncPo0N8Pb7s/obecNzr6+fjNgN0xp2NYuZKnnSNCCV5bSntBo0jthhClb4TlSb8Jr4fnjfIBOGfOmjmi3PB5OacchA6CfeWKFdaE/tJLL5nrr7/ePPLIIwZwDOiGvlxDOMmz9ujTJPwt5xzld0BH3o9Ma/Q9w97VIu1nzowr06QutBvtV/9++b42jvBXajKto6PDoC0SusQ6ask0+Iz+0aye8Dt9ouofILlzbqdZPjBQ+ZkqZXf39BhoPEBdlnn1CX/LOcei38Hz0IBxbvnyuPXt6++3PFzl21rJQ3vRN1p5pkpeeJexc2Bg+UawJcyhKZhigy2pswVbPT1mydIl7q9FgSnl+EcEPsTvXuyBuEjlwtxdixaZpdQ3QpmUQVkADAasWGW6cpeaufPmGgDMknAQbKPu0BcmnD9vXnQ6wODQYsSg3U59lyyxAJm2i1kuNO5avNgKpnq5wsdtHZfaCYgFcRHbjfoiSItAXCO+Q6YAqF588UXz/Ru/byZMmGB+8YtfmClTppiHH37YvPLKK1ZzyszyhhsKwFYb7SZ10gJb0AGNsrwnynHpEktfNBlRyqvRD/7SAFuUO6ejw/aPOg9HaDPKEpkWu1zAFjItZrmMP4DvKvxAnlb+kGm0HUqQvr7eSH99drwQHm6lPs3yMoG0Spu+PtPb1zvyr5dr3j17HlwLnuOdgE4pt1kdWrnPxGbmjBkttUmV8uEzeBiQOMJnC3WXhjqNcmmAlMyI3d3pqdxTMiMOLB9Izoyoocp/L5oRARGTJk0yEyf+0A54yIdsRoQKLiErNcyIDCrZjGgsiFUzI0ojRjym6MLg+2PGIsX69RtUzJPGvG0WKbhcoP2SlfwjwBZgCBSNX0bshNZFQ4BQroYAAXRq+CHAhBp+CAABDQHS39enAoqYVaL1iJ1gcLQvsdPKVWmtRgS80Ddip1gO8swMaStJg4NDZvwt4+U02hGZhhZDQ6YhK9VkWt6uJ2/XU+sFaIYByrHT0OCgCnhB9mgobRjnFy6IL9Pow/Tl2Mkf4zLYKqFuBluOOAyKGo7sPiOWNEPLt7TA1iotgae0P9natWv0Qj8sjC+YmL2PvyXvjQjDA5LXKoCtrq48gYS+WjJNC3xnsOWGAQu2FCaQgC2Niak/xmWwVTKUZ7DliNPX15/BljEma7YcP8TSbIVdbyhv11MniQNbeW9ELW19BluO1XA7wWQdO6lqtjLYat5cCBA1lXveG1FZ5e6WrzZv5eo5fNRf/anmOdU0WzmCvCW+A1vxVfmDVrOVzYgQGVm5Lm9ErSzT4oedSU2zlcGWG0+yZqv5uGpzWMGkAbayyt3SN2u2HCO6oKYKfhNKZkQ7u1SYBWppthD8t2QzYl2mqWxEnWVaTabpuEbogq20Aiqr+WwpyLQMttwY1/S/GtjKDvKqgilrthxra24GS9+InTTBVvbZcq1Fu6mArSzTLIGzGdHxmabsyWDL2JXWsggs+2yVjETZZ8sRh9gu2UHe2BWk3YsTm12mBrbGZzMivc6CLQVtPfH98grr7CAvw142IzpKZM2WcESTo5pmq6srCybFlTtZs+UYW3N2mZRmKzvI1yWdmkzLYMvSOEXNlkbcKk3Zo6XZWqAwgcxgqy56yn9kweTok9rKnQy2XLupCjwFwaRpRsw+W44nkGkaoR+ytt7RN0WwpRJnS9NfVGGP5Rz6wfFv0/8IEBBk7JTBlqNoBluODlqrEdVi3SgKPPpG7KQHtoayg3ytsSzYWpdDP6Qm03Qd5BNbnJPB1rvns6XFiBlsOQmdmmBKTbOVGthaSxTnlMDWUAZbAowt2MqhH3LohxpDpCZ7cpwt13D+GJcd5EW6FRyzyt0RJTvIOzqsXLlKZ8uMrNmyBCaoaV6N6HgtRbCFs3XslNoEUkuhANjKPlvGbstH34idss9WRYpmzZYjVGqCyUf9FZu6UrZsRnRkSk6zNZjBljB4ijItgy1j99fTcJXJmi3XM7LPlkiIJkcEiAYjpiiYUtqIWsuZNDWwRZulNrukb8ROej5bOaiptBXtllqcrQy2dMFWcrJHzWcr/r6sm51mS0vFmsGWE9FZs+XooKXZSg1spafZyj5bGWwJBdKUaVpjXGpmRGK5aYV+WLggg63hvaTgDFCUNVvGakeyZmt4dN0Cdhn1pQy2HOnSA1uYEXNQU1rParYUgppq+qFmzZauZiuHfsg+W5UHRS3UnzVbrgmyZsvRIYMtR4cU90bMDvKu7SzYSmw1YgZbumArNTOilmYLHBE7ZTNiRYpmsOUIlcGWo0MGW44O6YGtbEYUkZfBVpoyTUuhkJoZUTf0QwZbIicaHhEgWmbEtJxJu+0+ew0JNcobmmBr6bJlo6xV48eyg7yjjWYEefpc7JQd5DdSVGtwzWDL0VhTpmns96rFDxlsOX5gNWKqmq3/DzzLh5Qqgkf5AAAAAElFTkSuQmCC[/img][/center][br]
Translação no plano cartesiano
A seguir, movimente os pontos vermelhos para responder as perguntas a seguir.
Explore
Pergunta 1:
O que acontece com as coordenadas dos pontos quando fazemos uma translação horizontal?
Pergunta 2:
O que acontece com as coordenadas dos pontos quando fazemos uma translação vertical?
Concluindo...
Quando adicionamos um mesmo valor (positivo ou negativo) nas ordenadas e abscissas dos vértices do polígono estamos fazendo uma translação. [br][br] Vejamos o que acontece com uma reflexão. No applet a seguir, clique nas caixinhas para exibir as reflexões:
Reflexão
Pergunta 3
O que acontece com a coordenada x dos vértices quando fazemos uma reflexão em relação ao eixo vertical (y)?
Pergunta 4
O que acontece com a coordenada y dos vértices quando fazemos uma reflexão em relação ao eixo horizontal (x)?
Simétrico
Lembram do simétrico ou oposto de um número? Olha que interessante. Quando temos uma reflexão, em relação ao eixo vertical, consideramos os simétricos dos valores das coordenadas x dos vértices e, por outro lado, para determinar a reflexão em relação ao eixo horizontal, basta considerar os simétricos dos valores da coordenada y.[br][br] O que será que acontece, então, quando consideramos os simétricos de ambas as coordenadas, ou seja, tanto da x quanto da y ao mesmo tempo? [br][br]Clique na caixinha para exibir a reflexão.
Reflexão em relação à origem
Reflexão em relação a um ponto
Quando consideramos os simétricos de ambas as coordenadas dos vértices estamos fazendo uma reflexão em relação ao ponto de encontro dos dois eixos. Este ponto recebe o nome de [b]origem[/b] e é por isso que dizemos que esta é uma reflexão em relação à origem.[br] [br] Muito legal! [br] [br] O que será que acontece quando multiplicamos as coordenadas dos vértices por um mesmo valor?[br] Experimente a seguir variando o número que aparece no ponto vermelho e responda as perguntas que aparecem a seguir.
Ampliação
Pergunta 5
Quando multiplicamos todas as coordenadas dos vértices por um número positivo, o que acontece com o polígono?
Pergunta 6
Quando multiplicamos todas as coordenadas dos vértices por um número negativo, o que acontece com o polígono?
Cuidado!
Quando ampliamos, o polígono, mesmo que sua forma permaneça a mesma, suas medidas são diferentes. Portanto, [b]não podemos considerar como uma isometria[/b]. Isso acontece porque suas medidas não se mantém as mesmas.
Concluindo...
Quando representamos polígonos no plano cartesiano, podemos fazer algumas transformações neste polígono sem que ele perca sua forma. [br][br]Recapitulando:[br][list][*]Translação:[/*][/list] Quando fazemos uma adição de um mesmo valor em cada uma das coordenadas dos vértices do polígono.[br][br]Exemplo: Considere o triângulo formado pelos pontos (1, 1), (5, 1) e (3, 4).[br]Adicione +3 na coordenada x e -5 na coordenada y encontramos o triângulo (4, -4), (8, -4) e (6, -1).[br][br][center][img]data:image/png;base64,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[/img][/center][br][list][*]Reflexão em relação ao eixo:[/*][/list] Considerando os simétricos de uma das coordenadas de cada vértice.[br][br]Exemplo: Considere o triângulo formado pelos pontos (1, 1), (5, 1) e (3, 4).[br]Se tomarmos os simétricos da coordenada x, encontramos o triângulo (-1, 1), (-5, 1) e (-3, 4) que é simétrico em relação ao eixo y. [br][center][br][img]data:image/png;base64,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[/img][/center]OBS: Se quiséssemos determinar o simétrico em relação ao eixo x, devíamos considerar apenas os simétricos das coordenadas y.[br][br][list][*]Reflexão em relação à origem:[/*][/list] Considerando os simétricos de cada uma das coordenadas de cada vértice.[br][br]Exemplo: Considere o triângulo formado pelos pontos (1, 1), (5, 1) e (3, 4).[br]Devemos considerar os simétricos de ambas as coordenadas. Assim, encontramos o triângulo (-1, -1), (-5, -1) e (-3, -4).[br][br][center][img]data:image/png;base64,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[/img][/center][br][list][*]Ampliação:[/*][/list] Quando multiplicamos todas as coordenadas dos vértices por um mesmo valor.[br]Exemplo: Considere o triângulo formado pelos pontos (1, 1), (5, 1) e (3, 4).[br]Neste caso, devemos multiplicar as duas coordenadas por um valor. Por exemplo, se multiplicarmos abscissa (x) e ordenada (y) por 4, obtemos o triângulo (4, 4), (20, 4) e (12, 16).[br][br][center][img]data:image/png;base64,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[/img][/center][br][br]
Lukk

Informasjon: Transformações no Plano