Funções periódicas aplicadas em circuitos elétricos de corrente alternada

Corrente senoidal ou corrente alternada (CA)
Uma corrente senoidal inverte-se em intervalos regulares de tempo regulares, alternando entre valores positivos e negativos. Circuitos alimentados por fontes de tensão ou corrente senoidais são conhecidos como circuitos de corrente alternada (CA). [br][br]De acordo com Alexander e Sadiku (2013, p.330), o interesse em correntes senoidais na análise de circuitos CA se deve a vários fatores:[br][list=1][*]A resposta natural de circuitos de segunda ordem subamortecidos.[/*][*]A facilidade de geração e transmissão de sinais senoidais, que são a forma de tensão gerada e fornecida globalmente. Além disso, são predominantes nos segmentos de energia elétrica e comunicação.[/*][*]Através da análise de Fourier, qualquer sinal periódico prático pode ser representado como uma soma de senoides, o que torna as senoides fundamentais na análise de sinais periódicos.[/*][*]A simplicidade matemática das senoides, cujas derivadas e integrais são também senoides.[/*][/list][br]Uma função de alimentação senoidal gera tanto uma resposta transiente quanto uma resposta em regime estacionário, similar à função degrau. Com o tempo, a resposta transiente se dissipa, restando apenas a resposta em regime estacionário. Quando a resposta transiente se torna insignificante, dizemos que o circuito está operando em regime estacionário senoidal, foco deste capítulo. [br][br]Vamos iniciar com as aplicações das senoides e dos fasores. Em seguida, identificar as aplicações aos conceitos de impedância e admitância. As leis de Kirchhoff e Ohm, aplicadas anteriormente a circuitos de corrente contínua (CC) que permitiram modelar Equações Diferenciais de primeira e segunda ordem e aplicar funções na análise de circuitos CC, dão continuidade, agora, para circuitos CA. Por fim, se possível, vamos explorar as aplicações de circuitos CA em comutadores de fases e pontes. [br]
Senoides
Seja a função tensão senoidal definida por:[br][br][math]v\left(t\right)=V_msen\left(\omega t\right)[/math] , sendo:[br][br][math]V_m[/math]: valor máximo da senoide, na área técnica também denominada de amplitude[br][math]\omega[/math]: frequência angular em radianos/s[br][math]\omega t[/math]: argumento da senoide[br][br]Na FIG.1 temos a representação gráfica da senoide em função do argumento [math]\omega t[/math].[br][br]FIG.1:Função tensão senoidal com domínio [math]\omega t[/math].[br][img]data:image/png;base64,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[/img] [br]Fonte: Alexander e Sadiku (2013, p.331)[br][br]Na FIG.2 temos a representação gráfica da senoide em função do tempo t [s].[br][br]FIG.2: Função tensão senoidal com domínio t.[br][img]data:image/png;base64,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[/img][br]Fonte: Alexander e Sadiku (2013, p.331)[br][br]Na FIG.1 observa-se que a função [math]v\left(\omega t\right)=V_msen\left(\omega t\right)[/math] repete uma onda a cada [math]2\pi[/math] rad, que representa o seu período, enquanto na FIG.2, [math]v\left(t\right)=V_msen\left(\omega t\right)[/math] repete-se a cada tempo T [s], que também representa o seu período.[br][br]Comparando FIG.1 com FIG.2:[br][br][math]t=T\longleftrightarrow\omega t=\omega T[/math] [br][br]Se [math]\omega t[/math] tem período [math]2\pi[/math] rad, então [math]\omega T=2\pi[/math]rad. Logo, [math]T=\frac{2\pi}{\omega}[/math]s, período da senoide.[br][br][br]A constatação desse período T se dá pela troca de t por (t+T) em [math]v\left(t\right)=V_msen\left(\omega t\right)[/math] :[br][br][math]\longrightarrow v\left(t+T\right)=V_msen\left(\omega\left(t+T\right)\right)=V_msen\left(\omega t+\omega T\right)=V_msen\left(\omega t+\omega\frac{2\pi}{\omega}\right)=V_msen\left(\omega t+2\pi\right)=V_msen\left(\omega t\right)=v\left(t\right)[/math][br][br]Como [math]v\left(t\right)=v\left(t+T\right)[/math] , então estamos diante de uma função periódica.[br][br]Def.: Função periódica é aquela que satisfaz [math]f\left(t\right)=f\left(t+nT\right)[/math], para [math]t\in\mathbb{R}[/math] e [math]n\in\mathbb{Z}[/math][br][br]O período T de uma função periódica representa o tempo de um ciclo completo ou o número de segundos por ciclo. O inverso desse valor é o número de ciclos por segundo, denominado frequência de uma onda ou frequência cíclica f da senoide: [math]\frac{1}{T}=f[/math][br][br]Como [math]T=\frac{2\pi}{\omega}\longleftrightarrow\omega=\frac{2\pi}{T}\longrightarrow\omega=2\pi f[/math][br][br]Enquanto a frequência angular [math]\omega[/math] está em radianos por segundo (rad/s), f está em hertz (Hz).[br][br]Como curiosidade, a unidade de f recebeu o nome em homenagem ao físico alemão Heinrich R. Hertz (1857-1894)[br]
Circuito AC
Com o simulador disponível pela Universidade do Colorado, construa um circuito com uma fonte AC, um resistor, um capacitor, e ou um indutor. utilize os medidores de tensão e corrente e analise o comportamento gráfico, procurando evidenciar as senoides.
Translação horizontal da onda senoidal
Quando a onda senoidal não passa pela origem, do sistema cartesiano, significa que ela foi transladada horizontalmente em [math]\phi[/math], denominado deslocamento de fase (também chamado de fase ou ângulo de fase). [br]Para que isso ocorra a função tensão senoidal corresponde a:[br][math]v\left(t\right)=V_msen\left(\omega t+\phi\right)[/math] onde [math]\left(\omega t+\phi\right)[/math] é o argumento e [math]\phi[/math] é a fase, ambos em radianos ou graus.[br]Conforme FIG.2, a onda senoidal pode ser deslocada horizontalmente. [br][br][br]FIG.2: Senoides com fases distintas[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbsAAAFNCAYAAACZosEaAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAP+lSURBVHhevP35071VmeaJbkAQQUAQFGdREOfUHCu7M6v6RNUvfSKqTw05V/8x+aecqYeq7uo6XX064nRER1afrIqcNFNFQQFFURlEEBlkRs71ua77etba7/cLZlaf6Hu/a6+17nXPa3rWs5+93yv+53/7r9+44oorTicl8pSvPKk0OJXBDZjGbVOf8pWlG3zB1OB4e+NCo9vOcZfoepP2tEnkG28oIQlk3sCpxfi0U1/wxhs/P/AX/QOuRPaV0R1eK0IiWXSH1HAu/VKIrec6EGT5er3++s9PP//5SldeeaUSupf9S0bqbyiW2G5bJ4H/+dDXqvYLeir/9ddeF83PT1dddeXpbW97m30NS3hSDz0oyyNJfWy4wjZS/PnPz+3DHuheQwe+SAeI1157zfLQeeWVVx26rrzqqvCqjI3R5SYDxddff128rx86Ys4bh+8/V/tqky1IQ+DAJs7tr9sv8eMDhAjcqN6QT46VYgQauaZVXPAXJLHHF2zDN3iguept8Qe++oOO8Eqm+to49/Eae/WlQD/iM3IPerUjEz7LBy9c+ly2bkAbvK+9nrjbzwH7pTr226YtHoyH4uC5avoHvdCARzfi7NfYXF+QHbrQM47pb9MNv9tF5zGivHqJaecmPG+bWFInBRIX5EckltUWCtET8vC1XBtrM0BbcfEb2fGfvgXgu+oq7INvYiDY5WRchDZp6dljIaT56YKsPSYxLB8D5Te+TRt9kPEP2qQlp3ojJm2lA2hjHTlkC4SZUqH8gfBEp/UgU/hd7gHglJk+mKN+EcAYr3RRltt4v4gf/9wGkZrQGBJXzuCqf/GHv//HFjCCjrKJN9yA65uglhdv8AVTg5v2i+nvCitQOEq2gsDrF0H0sgC75gWkC82RPFivOgYuOL2NL7wntgvGlh1ANA3PDiYXPiQMfhaAdF7tMInJpmw8C52xXkDPLjKQZUrBlMMZOAYFcIUKbhxZkkHTWjSDc6vlT31iB/4qNi3hukjgSxwaXdAdfCx60QW4H42bGCsFb3aDms3TPiAFn5yF+CrawM3LMJlBZeKUhaU+1raklCPfspWq15TQKLFRsbEC2bTXpgMP9mTRzgJNHt/EPHSOlWI8IgPDf9QF7QfGIT5Sf302/GxAV3oj62Y2LgnGBylMv4wc0XNhcZXsM4x9iU0Sttpn2xmBtt1/i7ZjjkTbMa6oO6PdRefHGBVwodHx8tprr7ocWdtcE/hdb7ZD9jA/qNc+x1xKa8ew2QzTO1EPfyB0i2fnPd9U93I2a3DZAHebSdZi2owbxgbtQPLKXHJNTn14y19YpfKoIGTl7gCqMV+yaEi8ZGnagjUgB7KSGqjnbaVgVlUQ3+NrrSkuMmMDfUesDvsPCedQ+tKsfEugAApKHg8U3RaaEA0tMSE/QP3yf9xml6CHoOlSqBzLAuzEloJcRZUv4XkL2GncWbLrELVBJv6S6axlv41OyghYBhn2mmUMr0G0bXcnAZWtrJPem7DKbYtNY5dpQmeANiVDB0l1hy4L2iHbuA1MnwWcjRcoxUE5cmmNDUaugc1CBq/pyGoH9mux1YJbHHDYkprfgdrrdvucBQf76gObAGXrnYhaF3KWKLWsCu2vzwYRxIrFnmLe2D1xrg7KgE9OOtXlZKcFcMZL7Yuf5vAfmxwblm2E7pCLsGU/aQFaU+cOQNsrA7DulJSPD65ls6DMJsypE9uALkKuQ6/kzZoTzHDTv9lYY8Ue++rGsc6T2uQ2KaduiqGNDDjS3j6oXCC+ZTPhYgoe6LrREzNL2nQ1jYCRcZ6yee/16i5v+4uUuO0nO7h9sSM7Ejt4w18+6sQrvoCvP9GPX/CGv7qSAtgyRZeV9OIvsLdHXnmzFrhoOGRa/tJr3Xv7Eo7E4NtkoH6eyM5tQX/sLYQUwpFp+nOaBbssClZwAD2128U86h0EXvmjMe+S5tcOtFz1R3/we39MhSanMajkziXBNf6mjT/gDI/Fgy+kqncMq3FKJlXKREmZBC1ywAOO08ChY1PS2sIUSrtDdBdodgxr2wSwXLV1h4okTzoKLl9MWUijZwcPzhNXqaooeeHzQpKUhRAa+JNHROpZdKBTXeV9wRZJFI5wUMQzm+S0GyoRe1LrotOJ4QYBcdnz6Denypng1Ghns4stqavkV2xd8o5kzaEHKpu2MVE5wkLgeCjBIyLeTVdZkRfAFqdO9Mnh8alw7D70TRnIAjXyhLIMjREqplE6O/kM34hxDi4pddsgGfQvpyynsQM9LOosqgC3zgDbYKFKIxtATpTHhurFCutUPtaHRpBFX3hyodhQvHgQE+IqO6qEek+wyCZ2UTc+8VJ9jYVDzeDTHhuQSQpf4nigjk01dwhmHqpeeRm/ssWnpupDPvZ1/OnC54gVMMwC+MEn/oM0f+TEkDZ0c1JJyXrHkMQ8dqW9Yyu3Xq+++mr7Al03RsAxdr/GZo8b8cIff2lbNiA/KkvTtpYD6EXHGjdpW3Yllk3HyVobeS+eynP0K/2GfTZx8QcwqjqmegZB2HZkuRbai3LQRU3Yo8115faEfOzXG0wQp6y/K7hQrQbqysChO+pnzVEZuqv+6A+z2V0CMPVl7khwMFwIWcvGD81bAc2Qlc6OzmtaRxatITpkT3mHg840Rl0WDjrDpYRHe824DM0BifUG57VfDMhWQul0Ih0qDzKxlOqPfderGhqLFQ8lvVw4g2XTzlMy8soI+wwb7Jk2Jm0Xu/L7Fg0EQ5cTV2i9YOOHBUVGN2MSCw5M47IgdVLl0wgGEmSZVsmLResG5GQh6UJ0yOJ9cCVPXZPHkzd1X4Urp87E74nPk0vQxQraxED94rZKBdLGqYnNiVuFoZ1FkoVDL/SeffYoPBuebaeu9DZ4iaNxVSWfZ4MC9oXIdb3aP9hl2ZNyCgIWHv37icWb2+igju+vvvqqP9ctX2iXvOJsB7nqHStA/YYfqO7wKQntvtUL2qvfdrXT+vyYmMMZGl6rX0iRccjVy6NG5WxSGRfIgIccOrOrXPvsvxuFd2OAou3beCFKPqCysXpDny/wJJOLB+iyuWX8xCbkh8ZyDnXBB2iLTBL45TM4/FRNsoMHIBSd9STBXFsX3UhZb6MjtHvymKUxIgTUpzSF5hvR8Ih2youmsGyBDkLbLBvlkXPsTT54JaRkjm92+C26vMa4LQmkcaxpziHWBdW+2aEoBiaVOQJIZKq7YJajvOiCfzMwNzR+uwjTZkg59CtdhKDabtQZ7DymmfIO57wX9CgmU9jSuRSTHHSC8gvHCziTaX4l2pWOQWoIXegnqdwacO5HSqsOLJ3HhMa+c6JpBzkyXA5kQehgSR5cNjUPRNu93ZYTngULmnxuEUs6eUjo8vvIrw6AzDaY1igBExxdidUao7mq9WlD0Da9pV0p9ZF7yFtQ/RhE8y7/KOvlTYlNv5uHhY0+V+N76ae1ZEM3C7FSfB6/oYHMJPvFhP+My2kmhNjQCxN0GDYZnuTbYgUuiyOisinZN9lRmVlw1gbDxk/ZFwPjVzdc3p2EC3f4e0pITLOxrEU+uqNvxbZt6AGEgTC5m1TyGJuLGsvW+NN1OlA/cwEjGvOE1qrQpfcmgNj29rcvXgZqW/h2+9K3e3/Zl+EpH5ANv6fM4AwROpi0ILr+L6hOoHHCf3D0F/aerxfRH1mwuqqCNwzRgKMN+s6VBfi20vInUN+KurTNpcmDK88BQ7dRGeX62Hak8T/JpKZVb41scNHhhAyBaQ3wNS6Z104j8+jtyCn7/3FQe6J5dzYe9FTgK9D/SPtgO3y7jIy0Je0x2G1ZaRo3qPyVgs+GEL6LAM4DUOUu/Jiw69JbkmlGtmtDA7dzY9yyIJPUcgUe/JN2YPHcJz+nkz55RrJRvKvcScGCfPXVb5uHMeYWlxecWALgt/1D58Tg0G9Z6GJhqJ7FwwnrtXl6E6jXlU0tV3MCyxSdctd5U4o9o18pC7hOTzpBdEECaCMGfFbFLahrrrnmaPfixYmtT1gKKON74oUNK86ZYKKDdELBbaPXjhNdFmzzmHcBZfz1E4rz6smygHzGAbxsgNi34j+bq4WmENuihVg4rq++5jpy0BF7Q+tqeZA5/Yaf0Obzxiy0PiEqwWb/oRE9/cbJMBdBK/4S53QGg3Ac7QdK6Y9symxsoIjhccvNsvLKaXzsmdweSBY2MU45aZE4NdNvpMRtjw3v8DXfE/ZJnmR5rEIy9E2mAYVtjg+nZ8Yv/YfNpjrkhRRakipCQveq+uaVV15xIo6Hb/jvlAtLWI6LzYnxUbZ0wdCh8xzA7ql2JWHPnspOuWvILwJ4DpnUg3WdGK750jbBlOHw+Kb/fNHM3ZLQ8pYssoDYg6EpH7Fo4naty/7M7nf/2EIsSC8bkUnlVwUf+SizJt4GLlM2lQkDw4Uo1wI7Y3SshC1LQMsLJ16zZ9Acjo/MQ02q4kteqJ6U/b7JDisNwWUgGKZQHuS3CaiIfWB0Yh0wTWTtXGkKUtk59S595JqGN+xLGaroDA5w21TMNjFd7VMQwEvdk9p8ac/ARINAed068KZrOfKKn8qU2z4CBD4xjN6cBkNTecRGhfilvyNWtpH2TJzYvPiiy5nYGB9sdpw8OUXQEPCFBoQHj1KYTNZFd6RYxpKf5BOf6JlcF+NPvbbTwju2e8HViwUEgD5yw0PZuer7yc55ilv8R55pSOErLXlOhKlDm4uaLuCRkQWdiwC4429ie35RUoivUEdu7B5/rUs+0L/QmCT8XjR5qWlEWHbkhQZ9/eoBmwb8ABTeQCirTysgEgMmFQO8TpIVP+ILfWhrLHQEk9kusny21ZNQ4kwptJQjO3jo4bMIJW9ELLK9jen2sZMy7R4rHS+BXS4Q2uIiP/jkxS15ajjoNSZkd8YFdsb/XV9j8lYQ2dgR+Tt/Lao+6s6cp+2Awfudtmk/pA25OGUT/GtsO03bpXKDYw6n7UK7eZydrvrDP/g9P43ZdCwaZlp4qm+QtY36MvWA4kw1fIUUFwLaXi04iPozzwZGbzRpRwf1EJDvNKTA1IfemKGtmkq7HNjXzZ6UqsMVAQIvyihPsO6IM79JmtxTK2/tOvQqlQawjCUmdMaBlBwPSiTTmLK5Rp5lWgflLmpAFprQK1ldZMISNsqzYE5rFgFKi5/UiRyq0euy3pWFztWDh1T68liWkmp+wVz9ptcfVQ1Z5eeTdsgOei9As3iB28umUXtsCNga4bMBuzl0AxTNK+XiNG7ZdKmdmO+NWnZyOuRUbCE0WdZaeGLHxGXyNCAmOi/RIaBuno1vbztLGCSg3TXJRH82wthHfnFBNK1lgE/Zm719iEwgY375Ekh7Nyvw1j/2mN8k6avKc7tS7ZFG1Wf8ThvllcNVHabyu1tdKU3rAsfKhdicitrT/+FZ62PikjI0fsjINgmGt7EHENH5uacDLEfJckRtnWmv3zuYhDdBxIg3tQOfnDQxlr2F9F90NVnGIgm4fm7rTq8W5bTTkhp5AJrw7q5SLi4cLpxB2pmjbYthkVObjTLYHqVlp/KhMa0wV/xP/+a/85fKO4ESACW9YGt5uEwDkMfQADRu81/KrZ/BYhnYERBf7IBzWKgU9k4AUiddnt9AIKd4OT2V2ba2pwOSdkjzkrHq0Ka062CuW0ZzgHaVHX8SdJrwx6Lcgany4uGPN2O9iKSNBYz2GeSjm7YkWMCbaNpySwhYbbTOAqoytjHxkF8ZlKHCztqVW1gqu2kEDVAtXSZweP1hvvDIZOGAkCtjFgieWMSOQ4fa8nkE9KfT2ziRaJz6Ng4xsH2xkXI3OnD1Ie25ZXb4qIQ8bIrxLNqJO20FZJbe9Qvl6jCf7LFuvRKvLpRZvPYr5uqBx216QV9fIyMLK5DP2aKDdsze+wG/+DtA6MgcoD5yTQ253rAttqrd8QwdDLHRLdKlNunr2hHcijPQsZD2pNpLqg9LZ/RwsjJYVwCaXHzMZ3y2bSMYOBbJA2rfgr1aW/RHbasrCWP7lOrDao+NtT24yMMvx+Loj7RHb2JtNDXLdsl/Bwxf7kbQ39ELPi3h68krFxEZI5E58kYReDj3E6v7aWh31TtEpTmdH7JVbn+7HmWmXzGZOFjSm4Mth3H4My+Yf3vsA70bYzo4zRfdvd1N2i9MyK/4t//mX3mzKyK5kl6RQUkvMYrQZf+pvINbwPkv5dYPqHEDB88GfKO/RkKRAGxAvbIvAw2Ypb8JjUF0pn0LWeCJBwloEKsjZYsQLBl7PcXVZhAPfOKOLMtYvtaetFMIXfsoqEVbHfuiGNAgJFNbY5pbK5l05p0EdLNMPWVRZbAqgedpwR1K7zb4lMIX3pQXUC+usaX+Ot9XY3NT2bIYbyZDbmiwo7oO0KSgyuZCOwme2n+c6MxHxtgOCe3WpzGXyaUyDQctlCToYNph+eH4qBxfwrfGcPR00zStcPZddUk5+EMbedCCa592Q2GBt3xv2LTZ3OFFVu2KvNhfqI5lO4DP1ZfNh34Z21lAR0H618XIUJsvMDZZ6KB+jFXoztrh5S3lXOCgIoKJSE8gjFU+wyzxkrnsJQ/vGGbaTYGgiz+42pJ6oDamabd30VQPbDs9Obi2ty/pB392t/UtJl1c28pLPfk5gMoF5gW94x8c6Ey/ZzxUR1P1s0nkQmPfpBMb9ISWltAD1YcidMXmZesau0vXotnb3wIg3Hj9mrI3unkVOg4chbG39NUHvnEo/ZVtIOFjy1Q3+RtMY4maBmzUZfkCNdwvHDlSAz+EG4Cz0xQ2gsvT7jJbD+1KKRy3DAYotb3J+CGhTgA96UNtvGO3QeshC81Q+p3J7M9HWFTwWXaYTinh7CJSvkAGdTtTjc0vC2nbTzWBSMxkTLq8DOj2ASge2cQH701APs8iVviQxT7i9rg3nuB3QHYmnq/W3B/Cyt5coYXXuvHBpQC0Pj0p94f3czIc1QHrlFzR5USQ/o685X8XbMfhEpsrDK7Q1OalKAB7feLRfadeaQ7vWQy1GLZPVx+t1DFv+/1ZE4alH1BGDIC9D7EoaXzXWMsDSJEV+9eC5c/jJN+fCzIu6QPxI860mz07hDd95jFsfdHpsTCwcGmvdejL1zWkGzuHR5YZx4NCV1+dh4XKu2QlmbdxuWDjubVpmxAdMThOSjuc6VJy3Iw+w6OXW735Xl0e1GqKj4DowM0r8cLmPHThmENveU0TUyd0JS5Lt3igo6xX+gjIOzTVHztHp+MMv5sWTN0R2mLRelB6489lMSBk9JzZqsQ84yTa+UZbbQ9P5Va2JTphH2P1bcR2UuIV+dVVBssVHrmOi+UnJXajd+CK//F/+Je5jYlhV8zAQvBBOExSwsnuDDBWKLfzGgUF43cePvSD4QIYC53SHnAA/N7pF9tjxIKLzVF/rhMZ1imfaHddhcNWyXBnTOXMBwN2bgvk4NqxEQCq/oSGRQkaJinoY5FCjilgia4ld4MN5/ahvTzPso8EDQMJii6s9DEyOjD79Bi0SFybQHWkLXYzOGfgCeyXBuahE00u51QF1I7SGKu3NVBzG2It/pHLgC8OOo/NiTXy+dmpyq78HS7lQY9ODMobC8qmG5pz6NjA7vqRFmC3twA9NHrf5sXYphRS3olnTrT4SU7d9Gm2DAuD13KI3chM1TlPJPrWL+1q21P9tH4BYxCwHNmHDG+iqkNj0bwJcoKbPgsqcvVCbp8S9BoiWR3XoeUtOq0DO/RqnKEDt+jUxoI59nHa73f+wqMxNyc7WOCHDZkUXbIfiQFEZKbboP0VmW0fuYLUd57ME4jz5CfzR7z0rV7oL/TJUOLpOMFjH60hOvyZemxAl1GeByZ7S4De2siV4oswYj7Gb6ouRx+4jHv6knLjSZMI+mewDpRsuILlDUQUhIKhTbXxX+3ELLYyBqDFNuTF5pQZE1DHN5eUl+ZQYPrIB5DlmDcWiZAhspVyG3OU9fMydeDlNjsVwn0GtJPBMwYNuLyxiNLvhfElWNPOYrBBxI0NqfwCmE4aKP8ODp7yLn7AntN+dIqFnfPXFtosy7zpECY7cTbfRpOUSZ3N7rzNMkd2+ZYvCHSjaUw/tvc2F23nUPvHlghIy/gGPwO+V8hAabtgWQB6LT8yKNJmH0onXGXZLrfHtvJGnkvOc+pkYYePlF8MwT5OPuQZkzm9UfcVHuPs6DtkrC+DW8f4CUCTNOVpy2dCY9vha2gghgo7K2/VVYDwLcB2SCZM1siCiExkuz1vli2UY6gXscOP0hybnoA8tnSBhlH4ytaLxZXH/pFnelM3/jtk4W7MkEdMKa9NbdmLDHBNwNGuKptdPu+trtq6aHcYEYIUGGuUuVgiHvidC7DI6Vj03LLsyjzX47ISr+CwMXgv8DtMvbZFTujJwx+A5oi5gLjFJnOY1/zDC1ltJ+V0cu6LpChPX4cRfqT9YrBcF/K2x6fzzy3QKblOEn1xlhCV49uaT7TXptLvUPmFtjdve/WCB5O4zTylnZdJaKXgP7Xr7bAj0PiDCj5+WZZSdfFCetbF8AI0X/Uv/vD3/nhtUig/TztOGsO1JeMn31MU0OaiQHhXVjroSKZNvQCuTrZls99QGW8Gab6UBozlKjWolZU2ErqNCm5SkVwlHYuycKDTD9sAc6cp8J7Qy348akdVf+UWQNNpHcyWtvGsC5LLg9uVQ0Jp2ZQFhoRF2O8TgWR6MKLPg0W60Ysc8yUXyikbUeSFJ3bhpE+Fqh+8UaU/aBhK9G3lBQd0UTC9NAx6+IhBeA65I6+2Jdf7pIUX5QjjgRfGletKlDsHsnlAq1jgw+iERtkBx6R1AgPVOVgvMsmm1Tooji2gKwecSonbtEF/caJHBrEJn5NexePDIWDogcXLRZlkhuiA+JQEH8lm+g1Y9NVlzZY7DYLoO6ddEH86djMO1+3ekiI3J5DUjKGO1e2roXUZfbsaQWhyxc94rk9OlhOG+AwOLXlvG1A5QMiozy3Yxlr4+LJkVTcpMjSGRoOlwSp858HfFWDxuJyyZUzapRWfrOMppDscoRHEHtIgNrhoK3V83mPosvC8mFuJUxLc6f/gO74XnOscURukf9DReFNv6lyO7OCAq/6oPwSNCUO8J/CrngnSFzatNsqb0dTzNkAt7TvPNLkVBKgjqc5V0S7zCISy85BcHsIa/pGSXG+Ve3TS5LZjS0bxOnBguCXw2umlF186vfjii7alv4sHREflO8siZDnEQYP0aMhbyJcONw8N9X5uwyJMJwO0ZlFQh4OIEKTwZvqpST963exBgK25EoyaY1KKjliw6AKWAd4J2mzA+OBbOwLb5CQeEXWSe5AbWL6wM2VsQjdf5rZxxuQCwrzoR5YbMrAxMjaMP0rgo2cbW7S0POmAkQvPCy+8cHr5pZdOV/OY/ZxsoWWyRMTwNl2AtrspLgVUNp7X0Nh3E4TeC77SrteL58QTKE19M0xIImv50mRdwtUGKxsADYCPj2mDvunQA6te2M1r1PXNbW4foZRrZxYbow17uXoA0zIOFQP7PguT6YduT/iHprN4nAG8lR35QHiDBzJ+s0h2oyut38Ps8uGdKiIbnqSj1fMgn1PhQxb3JFGO3ZbC2+gqP7KNhORvCbENvtoN2KSxCUg9th/+KV9zcgH+ZAxl/u0XAOcQeRehpM71Rg4ZtO2vxRYZjtXRl2mNmEUZuNQOeNwPqSj2uoAl7h57y+fIxiT1MbcxQ9Bk7iFcDCLN05gkjIEOTRvNkaa9eUGu+V0k07Ymy+Wg8i6FBNPOXuC/SG9dyBl9l4PKaH6pjMvX+aWDn/zkJ6cf/vCHHux33XXX6frrr4PC7YFl6wL8Woua/WBCYKdSJz3xpTuZqIdtfqMtdfA9lXngdGCZJJMa8MQTDW0dyJaZv9GnUhRsgzBgek+C6AXMpz6tbE8ScCMLHG7Gn/hbfp9YaR99frdt8GVRS1n0x2c0kRviXEkLMTLCXxnxu/7CNnyCfFlZNouGf5GTSRI+6xGUPjInFuCsd8Wh5U6ynmi96Qval7t+QFhf/LjN9NmwGUeAN33fGkzfiVC6uhDFTmgtZ+THZ8HEA7m8XL6g3xaIDl5I0E85n49GT2Ujr7LTj+mXpvp+6AU/Y9Zps0F/3hRMPziAetrTb8WR0N1TE21+wIOYUBNpZUUG8elJKvLhIy9d5tPCNa028NTm6y+q56GLXGxS7xOhBaH8lraRof6FpzIZYwWPkwu+dh6BkfTIEIuyo7zrLJgHooHSIG+n9wWkbKnOQlhXnAzi2zeOt4JdP1n8CsSvdSEDlde6gdAbG4T1SaFwuz2xA0OUyIQ/bCVayJ8aYF1uXnKu+sP5BZUkk7kI0SHLhsRQ3tRCCUrz1JAjFT/5AUvASOB9J7gUMPLNkt5GTgC7SbvM4GqT3lvfkun8fmmb2y/oAdDP4/Iv/Oxnp6d+8pRPee9973tPb3/72492gtyFoziSpEpuJusBwgs5lRRB6X3qaasMCGyfsWk3XpD3dDCTFZrVjl2h8Kl5JkTli9LlXHWx8KJvBt3QNSGHBwjUKNosyJYw7UQtvLE70Enbxar4wvg3Zew55Pp9eEwSun1y0QZ5Fo7W4VxyY3t45OUszFlQIbH9aBv+8M7iD56mkUviZOKfTvOEJg6Lz0A2tEeayY9ObGH8+KeiXs5PRVU+OS8VLCOboRUc4g1C8YZcFimT6CWMYwHfkWbxgcjykUVN8s07YP2jZEgwwTJpA8wLbvRWXl8hUgq5oP2xAPu6MJMTy9qXC42I8KKleIlqLcSOo8W4HkPbN8EXqse2bA6ZVsX0w2z0w99F2rIPoHwRN/7uKEFiqzTqVvvgByIrjWyK1dscQNQRX5XBk6hjM6kArnwHwHRBZ+Je/Utm7wJdIkMQnxbUpstB5E1fkQa/ADs3vcKQu2VkJgsuTaE9g7HhYtpjskY2QYCAlwkHbQxNE9BZ+Eh/J7D4LLRLxrT9R8L/TvYDHDgC/SZJb+f1Aes3jknEIpLJ1EWFSctvMWbypi2T7UJHDTgmijETju8Xkefx9fzO3hFz8qH16agTQgmKyAkt+OJiO7RM7NdPL730khfYyJ7FX43mEVN/tT19lbSDbz/JH2he5XtySjsPeqIz+j1+NrsSDxbeFRvH0T9lBX5dEQKywL4wERHOgndxMXIuot1/0i7XBAdQTmyQdREq1/YrRv26gDfI0YFV+foDMcyDJtzSTv/Xl2VnZEYueE46PGr/jne843Tttdeernk7j91fvTZR0aOXh0+O752JPfYkYZOMtJ2OkklEdNhPf2ZsQd++bL8UkJl+mj7Uq3FGqMemxiM57d4ckU08VPeLfJJNmL5tLAvI3nGJDaX0B2Xkwc84Ix7MtcNvfJFPGVNJvC6C7RjwwotRTmrDT/N3PMZOZJJ3zFA+fIJ6mS1cdKy2XAB1Qya3jLOxumwA4GUeFqjvOi6F6AvdLvM/Ag5FS8b+/ougdpAuQvDnY4pEfOk7j93BOcET1g2CVfPQLXlJG/+bJMAnO3ztAPCLegPYXPjhOcADfaM9kpH8JS/AX8VuHfq3gjO5R5rGTQap9R2ouh1Dhu5iMl2JnSUvdAKQKPeWBsBm8dxzz7l+6223eXEKZBD6g9jh3ycT7QWq/t7NTA6nWXhVopuPuEFL2+pE6eG12RhCaHMS6G2D6geY9F6IqZsnvGHnTQPSC4kGKCjBIXsH65FuFXsRUzIy++tKkGnHV9X1Fz/ctMkH0XLw9bebhvEqIz8yU24bkwiAHh/S3kXLTQZiI4nHgrYsiMzayqs2dKEvXcrxO6cmjQ1woweay0H7A55DMUIA8XcM1H76a5/oEXsZPWRihcdVyTKfEg081u/vuLlv9JIe/G8MCsTO8R47gPoNXe23fNlDk+OEAZCROaUvbLMAPe4rvQDboBd80DaeyaVHujy+sWfX61bJsy9JRrhFRZUtybZ1jEgW8sal+Hthw1eZC0yIaIbGPtoe6h1nI2RsrQ7TzwsozvN79O/twJK/bDNAe+gNL6k6oXcsjTfZRrMLemuo/shcdiGjcoFFc3mI3nPIxcgC+DuGPTZGXuVWxkU9oOvb8vlS2h2vWt7B5Xt2MA7zmXMqT+dQzlRRmb+DVukYQMaknbez7hTwqLqMIpU+A3cGv+oXHSwt0HyHaDl3FkgdXaEp5CozunfAfwC+i7Iu0Tq/O/nKK6/6M7uHH/6+H7T47Gc/d7ruuuuO9gMuyLRlF3RAYxhlVDGxVy0ANtfuoC6x7AB4LtEhsO96ZdHMleR6OjE8XXCSTGKwatWLwpbGEjuzYNCafoScNkkZOclpQx8nGuvAR7V2DBTWhKjGsV99lUkS+aVTZeOPriv0Zo+HDuALtpCFzwZhsmlYMBkjx8llxgs21pbmtHECw/qe8pDDpuRTlE/Mke8XZeXhj79N8WlkCHJied1t0L/00svCzklqdACwYGsejug8hmTiojhVR09C+AM/OMB0SsBVV6XvdlsQaJvpp44Nox1Z6yv0KzUZt6Ftn0THumC5qCf2g18C3SezCUfu2Cq2gx9/R0cgOoD8xwkuaMZepaUnp4tDjgBa971evVMDuFU01HvRZMUDZh8ZQC4s5JP7Q3T6qx5iJk+OeBRgjx2JGXHYN0jod1st1int4UmMOn693o0N0Jb3ckBT2i+lqfzaUNwO4GkBawq9nY+BtJzzx2aK1RHe0Fwe4gtgnQdt8JZxGf6r/vD3OdlFidMmiIKvqjzBYpj/TGeClPdUGt4uAeHGhsvxBC7lg6b5JWkGI+XmUxSkvLtNENpha1DAR2tkumQ5U98S8zBXinyZ+bXTCy+8ePrpT38qHVf4ZMfiB6TbB6RgDz6li52BeN+e8SKXzgegI1GtPa4fA/jN0qJvAsgzAFkIFQOSF+WccM5uKSiNtU6uAiMrEFuygKhJr8MzMeCT483ip1fpkIV8b5LKY1Nw0YusyDjkCdIe2iisPytGFwGbjDc55aGz4EofGttIW+zoogVvFh4SPmqhfC3fg8uJK3ayQPpWZ22aftq9CK3qowP7g582CobYQ/y4oPpf/9f/9fTAgw/4wupd73qX7fjR4z86ff3rXz898ugjvgXKrdBjgVZsrQZJssOnN9rsXvQgu/MhcVltQGKSnGJPZccibr7ELn07eMczfNkcYhNwXBy3rjLqYktjsuzr2LkcRN9UdigSwYLqmKrBdpqsyOjEPvwEbOfYbnL7GPuHeUFRgy4dafcpjbyt2OltmSEwbgQVbVzZhy90l8KhxjTkw/+WMHEeZt49Ny/TLxcBFPievKV1WpadpFzodL0g39suHTupXwrgY0vqlMN6eXpAto3gQSwQ/jB0ZDgPPohfAOY9T54oR9omgYOV4t8FHHg7nQlL7gV0Ogf5nuRH2vUmYPwCh/87M5+NafMTEsmTxufaPz74iolcdci9YcyiwWvxR4YIVzKs9qBjV+yDJqklS0W2bVOd/C2Tyc6Ahc5JcWjckcMGi//+/A7/BfgFnItl8U/FdunNOPmtknMuAMA5Xo5PUzyx3filevopi20SV+FKssGnEOESywUrTutuAPIs86hfgCHxAq1XXNAbNpbedi0fPMl5KQdnErfz2dlrp1d1qsfGl15++fTCz144vaz8lVeUXn3Fm2BPeoinPxv72u5biUoYZtWmjT1Jwyubr7n6mtN12sR4eIX0/g+8//R2bWxssizMzz3/nO185zvfGZxjJF+7kEi2FywupDQ/wK3YBRpP5NQeyv1s7IiBcLWPudD/D4gfnXMKE5S82X78b7LuSZETGzJ/k9Z4iG7GJfF1zBVb/idf5msu0i4CIpGK59ahsu06+nP1qftiTrme06rzVRT3j/oqkkbm2Bubg18Q2U1Ax/5FEMWUFiCNue/5775A/9hkndE/BZebLtXbeK8+pg2//06QkA20Uv8DLZOR0l/pG6B9njG550odD+MnsPuwp4uw++w0OL3xd1lQHEfYRXljfBpEwwvaov4WMFzzwkk6kjyd6fo4+qYL1QXYJ4VqmTiHTGSoDG4CmWAsHgJx6FEFy/LLHbMI9mU+0vnky4SG1xIE6ElIjFqijwQ4dpOAvb2Tz51leYmFk3xSYeTwttv21klvR8KPnDiQgc/5B6zXXHO1T6N+oIJ/SqqJVhsvgmUCNNu+XjDkRAr4lij81jn6sRnbwclP5NNXLDRZbMh5EGDSLD5AVRYal/YH0HGUPo95lwINbYxQqqW2fQJkZnGfTb/SMF/9xEb4wx/84PRv/6d/e/p//8//8+n73/++T/Zf/tKXT9/4xr3m939psP3nC1FSxqBFTj06o7cJffZT7TwQcrX66R3XXefNB5tow5bnn3v+9I5r33H65N2fPN14w43G2029MSfIBxF9M9b6AJRPTbYjNgWKy+eTJHioM36cRsar2tx5OIk6atwPs1G4Dwkfsomf05KZlDkFxHYYFsSPGQt6VX/8ODPaEPnRQdywETpkMNb2f+AK5MKKcSS9NhBsdDIuyR0L0G65FBwX+b8nAFdI5t+ShSnV36bVHm2MIfTvayPZFM/AfAMX5S5YNJcDaL2xjk50V/9ar0cueOb/UR681y6k4UvGzGojHe6dmyPk4f8vsBM4ZFgPmXJnb85//BD0RVghWsy5dbEcSyBUnheAyshUpysBBCgnlgTNVyxVINpVZNBsJ6TNMOukIBToI41ttaeds9sZb5oCpteA7+J+8B4+rgTYFiUNSWoWFfvSmXpzXhkHD0CbMg8kk+76ggPis2LmPMm0Q4/SiBy/tkQ7E9h4KCYHiBF8XiA0uUld5JCVvlm3bSqLVBvJ6Ud4ssjlJGzpwpF6awt9KpiH/Ijl1FkMojs+A7F3yaKKvmMDm8T4QC9lxgmncvPD7cUvhCM2OsmHv3FZetCRxVma5DMbbcpAx7cXZunmFHDzzTc7f+yxx3yRwKbDpvfNb97nzQflnAywXRKkI31HzlXvj3/8Y/E+fnrqqadOzzzzrJ+KJflL7jrBeONzjHLyALg9efPN79LJjhPkK7b7mWee8e3Ld9/67tOtt93q+dbFllgwbth40484fzr97IWfydYfnB5//PHIUXw4Kb3ws+dPT//k6dNPJZPTajc0ToOcZF/WifL5558/vSgbe6pNX+SrLQB2E4s83GGPM87mBWA3OpFF/DgNY1tOiFwoaZxYYpL7R+PTm6fjyByMHPwjRr5YZNNUyhhI39LYMeS6oIt2xyKJrO3weqOUH/hN3Scu86kvIBZAs06XRl0CyOzGB1Avjv5tHlmvnV5B3iX0jIPMF/3Z7319Wbh1AVid+7gDqrt8wa0LPPrP8oRPjGftbszoG6VjvqjN0RhZjDMuJJgb+9qRFBoga8lKi4YUWwvgShNbE8ND6cZHTv3NYJ7GZOBIMUw4gELKDlQUTmHYAsEnD/8Fw4cuhdYSaAwGU1q9pVng+uR7GRgXz2B3Pjyxg47a+Zt22Ou/kMZtdJByvRgkPDjAggXNrVp0WPygXjJiV+3OQIu9lrJ1JJDJGF7wHZzngB3WkqqgcktrDcV5AdhsQh+vjR6guNehhyUpG0EXTk8Cl7UA7HzKOyAzmBkb+BndoctmRhn/KJfWiyN4JXKTnwE2nQ9s6pEbOwvmR/7UD8De8f8AiJZIQ2TF9lLi27PPPXf63ve+pw3o2tMv//IXffuQjYMN68Mf+fDp7de+3bLhx3c2IXyj/vzzP9MJ8BunP/3T/+/pq1/96umee77m/Ktf/drpXp0Mf/LUT04333LL6QbJ9K3H6X/iw+b46GOPnj74oQ+d3v72a04/0AmTRfnTn/708f1OA8aOPwUWsh/96Eenr9/z9dOTkvPss8/64aqbb75FNj13+tb9D5we/PYDtu2RHz5yuvHGG+0PG/iDDz7ojemb3/zm6Yknfix/r/eDWGsRSiyxlc0LHymz8JG/9PJL3sRZBKn/6Ikfnb7yla9K1o9OH/7wR4TfFsYxXMXUB3dseFyY0f+ihyguyuH6G8QZ0M17X7veRVOJDD071CcExhbhVEt/sDnEX7ClvSjjzSEyDQgdANWxHVmXysPj8IaRMrQVExnhqwzG3g7Fk/lQYp92CYXYAd1ZmrGcOuvAzMeNN+1JF8HxOsqp40/jeMgZmWTLPkAIkCP/YtLbZsmCY7M7IyQXwBJU8G9sEtIGPu1N57DVN1vr4BnfBf7gl2wzXQ4izOLDv2Sy0BSKC805FMd7FuY14Haeo5y/TGQtCFxhY8Btt/KAyjV0m1qT0oEbL1jjSgMED0DjDcIDKlc5w7ZBZa0GdDKBsYmNAoCmGhDSBSXxqg0LzMvAHxlcofszEi2o/vK4eGD3lbRokMWGV6Ce2Fnd6DufCC0vTHC+epYst/A3jaZT5TylhXLz+kI5sXPVAoYqdcDFVXfb1mwMKL056dWxxOLwgx/88HT//fd7of74x+90nNg88Pf222/3eOD0xuJ+tU4sPk1zx0I2sgHccsu7zfepT33y9IlP3H268847lT5+uuOOO07vf/8H1J6T4xonmqha6NkI2XQ+8MEP+hTDjxl87GMfP92iDat2Ts+aJyC7JYPbjQ8//D2f6u6446On973vfX6ghY2GzewnkvXLv/zLUJ/uu+8+X7S984YbTt+4997T49L5IW2wjAFksLG+5z3vcX9hXuKvU+PPfnb61rfuP333uw+drr/+nZL/Dvv96KOPnh566CHH58UXXzh95W/+xhs83y1EDhcLHesqOB2xV+qFNPw2UOD+II2vF8eymw6g7Xy8J16BNd/ANAXg2W05EysItd75M/8C1DVdhAukhsyVyImsi/IkaNoLtXun3tvhIfUClKYlO7gmwLI2/hRXHUDbolmxA7Vcpb1pAWqsyoSxJ6UFtbeEIa39u743T5eDGWEReThuRdNQQPGeLhDYQB+3m7Z2lV3XbumXbLFR03wRYrBLh+HWuMvcAXnKbPvoD0dlrXQR9jbrMO48FSiaCj28XKweJU+anFAC4QDANR0Luwb3LgPILZR+RtITAd1UmZeHbirI8i0JbVC9JRxZGSiAtbkO3/I/m5ORXkx8u2JuSQB+MEOp8mIrtxSz6ZG3jZwUaIyiw3qIkeqhze0wD3Dh9IZ5TonpSshIW2ReDpCTWzK5lXf4JZCEWTgjC8zlYehLouTThfx84YWfOQ7vf//7bDuf2XFb7oPahJD5rW996/Tnf/7n3pwYJ1wAYAP2wPeyTjrwsaFcq1MgPzF34403+QlL/9ycwxC7O074PPWdN7zTBrHh/eiJJ/wZXTcdbNtdSYxcig3ie/s1bz8999yzp7/RZoPNXJxxW/XRRx/TSfVhnba+cnr88R95o+IU/3ZtRjwYw23bT37yk6e7tCmz0bGx018eH6OX09u92hjZKLGJTf2hh75zevLJJ+03t005DefL89edPvCBD5z+k//kP/HdkIyx9knnSmLmvlNCB350XFGGDsjFV1LGxfnYwPf0NTGBBhmZY5YlXGmim3LGTPiSc2uaPuOCNvnb5nPuNb52iK5JY1sSOofogOi4nBzDBbdCOxXB5fgqz77g08SrsNqT9HYJDnt9e3xSbI8fufsSX0IvPX5Z1JF22PG7Hh8y9rr7IX2/i9hp3iy9GZx9qfwig1yJY67RebwvmrQJuXUCNEkbcuTzl4RzyhnDoAefcuVroLth2s14DuAJiNsOvqSd/hwf2IrTtuguB26TLrxKZ+fWEJ+z/PSnT7vtve/NJKexC5wXIvgajiMsW3xcvlRvYhg8ZWxAVuJCPQtDTBat8pYZhJphGaBTN274gstCAWP+l+F0iOq0SXLaWNS4hSTd7pfxTSIsH8Cmyjev6iQ2WxZGcF2c2gYS7UAWnpx+rJl2Sqq75AslWpJgXGVVkMWCIjne4PAFtOoGE87kFW7desGGxNYJQv0dMqAgRpg1/D/4wfe9eH/hC7/k/uV2Ircx77rzrtO177jWGwmLPLc02cTad/A/99zzp69//RunP/+zP/cDLffd902fhh584MHTd7Q5sGnyGRy3CbOA5zYvMp7S5vntbz94elYnRz7Du+sTn/DtTMfM8tdGTywbb9rpLxZp4OGHHz595zsPuYxjnLw4uf3Gr/3G6aMf+ejpU9rYPviBD+qC6eenJ370hGPycZ0gGevQcpv1A+9/v0+fHjNSD/5rX/ua/SUObHyc3tgoOUHy+7H48p733OYyvF/4whe88fnHwN0LcoNFLmZLtoMu+7noo04fGWOfwGcRL249AQgcfepxm7KwbvN3fpkiUuHcyLRn04QmuPD2wnSlcuWCJHIZM0ufUZYKJfXSuc9owQ7Xk4ojj4wktwfrF9Fqm3k2WHhiMbYot21OpZ+57QuNrivwrzkeWcrRwd/Ba2PH9mx4gYndtAOU4Id3l2us5UO18qNM20Fzzrf0FdYcy5poYYbEWrHw+wEhPkA0rilvsA1DhkAvCheEn8NwDU/4wmsecNPE++7EVnwTgGsEHLDjkHAupTY7eGNDJo4olbJY5KSR08bWkS2YFp6mWRzdGWq3+jKhM3rdMHlF7WDbtlgiO/pDXH2+ojJmYPAZdIvedOJn4as/lYEN2cA4tUVf9DP4udLul5ZjA2mvYwD0h61uU1L87OG0YanxB58rTrQfE20WqF4BA558I18tkwcOtKC6uCVHanltaKGhbpzqPJTBqdS6ED0pdhJjxVEv8ytFe06KN910k+VwevuzP/uz0xM6ZX3kIx/xok5MSdVbwciVlad36tT0S7/0S6d//F/8F6f/yz/5J6d/+k//6emf/dN/dvrH//gfn/7RP/xHbuO2ZPogv3LDaQjAJ04UwCe00b1Ldvjhkhdf9Gdl/l3NV1+V/err15KAbvzY9JEPf/j0D//hP/Sm88D993sz404CD6BwOxGZ1113vW/PvyS5PIzCwyNsoNARLjanjI/MFU6qfP7Hhs9tXPqTz+2w+93vfrft4usZnAr5tSGST3RzIej46J2INWotMJ7xB908XdmLq0J42vc8XHRIOIAxRZ8CtGfRVz7x5RdYVn9F3irlBXioTOqcaAKy0WUOZ0zPAl3cLNgHHrmjylrGLm/gyhkzSSGziUp4knG69JcOgsWXBGR9Qq6r0TM426O+oD+SavfYIx6nsJ5BL2abYkvtSdr5ojOHgOM/1aPftlXf2GZalcfut056s/yUmwbhtvWZHa8hmLahW3gQHSgrXayvVBm8XXzlLx0DKCzOgXBOPnIuB7se4KLuBRsNScEt7DznfKZMseDqGkx8VvMzTWI+o+F2xnve895jMRq3Dv8u2lR84NwGOngBC25KzsUGJ+XSU0ceA6237yJ/Fm1P9Fzde7GfSeeBNjLOYHAXk94kV+1KqUM8GwKlGeQAOGRDtNqdxd5JFqO3jiPAMirH/C4OXWmb0tg2T1Ll+NY2wO3z6u2XaVGSLjKljMPGaiYi8bJ8yVb9hhtu8IbHv3fiAY/Pfe7zWtRvMS/cT/z4idOPf/ykN8CbbsrXAZBhv1Rm0WdjSbpB8t7pB0KQyYmOBTgxiE21oQ/BfOzjHzvd/cm7fTvxa/d8zae0xx571LcQX3zpRZ80eRjl3bfeerpWuuDn+3/cruQ2JrdbAWjfrxMatyC/973vSpWUyT6eLEU2vD/QKYxNnJPfM88+41MZdr7vfbf7pIhsHj7hpPv0009rM/2I58BjOumhn9uV3/7Ot93GrdCXpPPHig82sKl2Iy8QK3yP+8kDs2i6baWgyA9C193fSkAX4NSD98vjJwstIkiQON4kFv1Z+AHazpPejF85LzdavtGDcyE00+62ZAJTGQEOGi48bQc4L/ik2HIxBkD5gL39iM7hY2Wlfg7wD3J43xI2WeSlv5Rv2YMOsu4lbjUDb1nv2jdtvwjRuZLeVnliG1iWrFX/shAmy+rrEEpLjDsMrZ49bYCjLL69Gmny979cjixC3E76/zfYYmTHaGqT/wIwz5QHqNtun5jO5eJ66/ENH5PWQnsOxPWYaJPc4Xod5SP2FwE96FsTu7zTfOBy5ZaByeLt77XNwg6NBNgnX6mRxl4m3fFlaMjQp5TTcPpPAizXPkvO8iN2NCaNS7+ADQ2LfK7ONSxHjg3fQdVdhjdy/SEfe/OF1p/7RIJ88JYnYJyRYHBcxAdNZCHXZOYh1UZfMFiX5KmdDelTn/rU6R/+o3/khzrYqHxCUFy4AIKnp7L6Tpy5IOIEcuDUFxhhHXORgl3kfD0HoA2/pN23BH/5i798+uxnP+sN89XXXj099eRTp+d1UgKe0QbFSY1bodxKPa7QpaubP7dCH3zw2/7s8O677/at0M985jOn22677fSXf/VXp//P//K/nJ4W7/u0Cb6oTexnL75welkb5bPaJNnsfIJU4iSYuL3hW6nvetdNtumHj/zw9H1ttvnu3ev+/JKN8M4779IG+X7bxoaNLXxthISMAmXHg7mC39tcsT7lF09PxNAxQo7kOm1Q2rP5Q/dLdsY54yS0xB+6bDRN0dMUOUks2Bhl27DdY0U2ux6ZWN1223jBzOgsXcYBNBcB23PRRQ0CYtPNIe22Yeak5UBBeWJawYlDZbXcuqgOWy9jyAaQl9ew803qGPZXljQuuPBi7JIyts14we4kF/8WUDtSEp95O7cjxL+NmR22aTkM41GnU92uLAgLXKSlVQrC72TGNL8AlmEe2vRuGbUjnRfHA7vzpSm4NNXgw085A1U48TsAvEbYLtNtO0JQHbzT0nautLmC5oN3JvxnPvNZL4S1i3Q5ecDCNa8vpR+dzhb+XOboUYkBxW05BhOQSZkHRhhQQBfkLHwsEuG1PGqjP3/RRTknodzCM27osnlnA+ANk9IMXfTHztgHQU/VXmiE8wZpXTlJwR8W6ZyBPx/dWAf22Fpwo8tNk0Pf0y0xYHOGDl3eGAW7D+hK22zoxI1xIqYhiT4rz8K562ruOAjPJnvP179+eug73zn99m//tr//BuT2cHxnYwOIBbyRk5xELKxHL7dJHXnj1cWbpyj/ShvUx+74mG1mHLIJs9Fhy2/91m/5lFXfvdnP4g7wAApyOJnxJOUL2tjogxt02mRj5p8SgwfHZ4ScBHk457p38EDNDT6VoQfb2MAee/Rxz4cbbmTju8YnSfCc4kjZ/O7z1xc+//nPn26//b250JIMYpGo0jWRmcUvY+zojyMPZJxxIbP6FwDXfuoCSr045KRvF5yNgY128biXkkvexXQO4fGCi369kHN2mkHWsJnikEF7ype1AzbkmiZ0vNtuvXpxBvLQZdmhha4+ArRlPaAcXrMPj8u8Jo5AH8rhRSswTaYdlG3JRUsQ5qlepawp0Q1mtZMHC5S/sMuDFp2VG0MyhpqAv9Nmd8k/b93A2IM2ZXtj0sErdyA2CDlE0Lumjhh+6MfQAti8BZC91y8Jwjgb27rpzS0l2kxrlgMu6rxQPdrZ7HjE/Lvf/a4nPlfI113HbxPmKppU/edwKW7ZuwabzbKcpTMyp65kPiUWBDa7fg6VjUO0wucLynzIj+/bffIrshHwRma9VAXU4e9GRyqOAhzHVezA3h4KPA2ufnWMUdab5XsxU35MQCUyTy7bXqsWFNe+LAljx4u7EMjCV2xZccWP2hgAlwWVyTf2HZEIgCufbdwA3dF38kMcf/3lv/atxN/8zd/0bUJkYQefc2EftABybKsXQ2Qsu5eO5OBpz8UBD0e9dvrmfd88fe/h7/mE9ugjj+q09qpvNz747W9bbx4AufZYpHjVh9iAnrUZrLhZRWj8l9w2bT9yHjpw/GXeUuLBFoDxEYjP0PvrLEpceBXqLzSkYxwIatvef4G0k5n2aFuxC7r8e1ybFoDPOEzZzAL4jou8AkXRSarzzhG9pb0gOqNop2oZQ0v9gg2hGphib19GQHBhjxwe4iEHVTt3e6gPeXAqZB3oWt++iXDLcnLtKOvd46jzJB+HXIjLQPQEesFS3NJJbeECWZ9DMyiB9W8yYxP11adNxqpNtdCCGfpuqb8YItvJiihv4GDwMk2EXwrDt6cLAN+bJYOjsJLF6O08EWC3eAIet45Muyb1Wsh3XhFt8pPOwSZINsFFbn7zMMG+HD2wd8i6sDhPvcrRu6XYAxmEvRk0sfVygFwGYDeyAzad2KaiE9Dbx8dCErSBMvGpwnpF7Rj0F4zxxLTuTCD44XOyj5QGpzJ29rZoT3wYt2LU+Ipmkm8rHTEKbTYosy7A9LET/wKhV3YG6ErcsOPSduSToiC+7ZBNCB3c5n3b6Y6P3XH6whe/6C+X81CFdZ7RUZn0VqB2axR/+zZj+YrTyy+9bFl8Lsht1Kt1sfWhD3/Ifcp32VDJ7cbcJsorf3p5HCk2auMBl9o07kF2JDmevnFOf+yJPosc9DA+c0swtMctadG0nzhpvv3t14ZmFGZsiko2kXoyB9DT27GJRmEsHD96WkVkUmgRM6IOiO/c8UjC/8bANuhl/8ZG6j6hME/0MkwbJjlD3YUkCtvNRwT9RZ3l9y8A+Dd6j0sLXhCd065i4xfK0U1i/OKP61wEJ5bQ5qTPwz/KHQdkuHnJVhl55JFD498OzCt9nc8rTaMAfdii9y3tcLEtfmZNnLVrTx6HMybdv5H3tz7ZEUKf7PTyn/EHoeFo4zV8vKUuGdKJMQVwhxwl1iSa6ZTy7/SWDPItAfrQpKPDs0uJzAQmiGSGoX9rCC+nKD4D4fYRXzn41Kc+7Q/zy2+9oiNnoSqAO3QfQH2dSqJj0ZJ2OaYZnN5Cr07NvzTJbUvk0XJc6QnYmPv0Wf+VCk0RQz04wNUDVEHOZhc6kwJnsTZtAByyzEJdyT5RHiX1++h7aKDQX2oLoFtXi4mZKcTHRIws6LLwVuaCc4mRIxByKx7QRSdt+D9xH+jmwYvJRR9RZ7LZB0HpD/mqgtvxveioLuqem6MfSFv+vRSbGpsHmwq3G3mMn5PlU0896Qdf+N4e4xIeYoIplNm8+pmg7SZhu3Jf4AzEFkrR6Z49bGxMw0Mpi+nbHI+e6qC1bsHqh9E5NLZJSaj0nV4dS20Hn34N7w4HTnRZy+DNuD8+C1V910M6ANYjHpfaZIstQ7itL6o3snaB8Aw/r6FbYImmKWSORveCjOfaEdj1xabgQuC6krFCHTZCrz+TozmFo5269eiVllVHUOjMMW3Iql1+OwDaHeKbcPqL3rTvMslpyxha9gFhDY9BiGMsqAol9LWn84iW4GHS2nnJv/iZNBRTD3FSQFi/djAd9LyGxzQt77L8F9wqJ6dQOtv8FlA6MssaqC7CYRl64wrwSApWHhHPbbBe2Th8+gt/5LW8J4ArBj7XeIaHAbSB+Mu0b8vTmBbitOgzmGvj2CVoe2mp0cSEB9JxXUygcVUQWt6g8dUnPrD4KkG4f+HVcqZsPfI9C5BRAga9xbkcveSRC4Q29iRvWUCb2yVbdsJevgxAF7MICX9MgoEjDuBTGPEzAad5xQsYfqGQRVt9so96dcMAb1LwpE6qEVdbDtyk0qPLNPpDbq3c4w5YLv6rDHn5nXgh6wIeGPUC4jMxUsJu9FqHchIbKiek3rXgx6AZL3xJncf9r7/++mxoNgLZ4nPM+bdE6E5TVA8R+MF5rIreYMOmPGB5emETPNiTuYTNXIi033NKCiBnyd9PY/iQfoO2dDmBxMYVpwXg0qeAY2lrEiObPQDrHmty3yVQyslxxs28MCEyZKPK0ONvdVCm3bQAuqYImGp0FUwP/ySzTDntzg5IPUgoTFslo6+8VFY5EPuTzmHHj/yD9VJaIHYq1rbBmMG5cerpwwKcaU5cXXG9vO1vY5Wqu7jSTrlp42XM48byBb9Cs9bK5N7sXFKKkCaIKhjycZSEStqHBjA2hGdlt5XPaYJB29AuGKRgObDAIndyAzL97sZzXSvRzGbGd4d++vRP/XQZddr4MN63f1568fQyT4pJLZ/B5er3fIA2EVf4ubr2Vw+0yfWXI2oTYFrVO7iK72mgEPzIn4nfzqrOY0KqfCE0lpVbECw21QWffKBNadkQOeWzM6kQJinc6cYmNeyDB6g8RJBCrwXERKE5gHb49Yo23sPv2uSASxaqP8V4X+RLhnTVrDML7dJne9EDvV6NWWnAd4PqLQ4rE5T3Itg+/2HD8JBN0TnyScW5it5UcztpFoTBH3UBJ0F+1ouvs/BZMF8g5/cjOaHFB1JkogP7AdtrJbHNHiB/+g6baY5eUeG/b+/kDoBZoeq4sZyJ+RZ7aKxl/ONCijlC/bAFfULYRssNLie1jOkC9cjO2Aou8kkWobfSUI/9JhXEL+tSQ0917dfYHOg4XtD5FVxpxWUdjbcBEqFrB2+8xJ22wl4Gph4fKIWHlyWMzkDK0Drpxd8ZTklvsSNNlwAksXNRnPFvULrSkjXp3bgAvGQWbvqKIk8xFzXWQ18Oe3WW/gDzjdwDqCB/atN20W4gui7fdjk89at+/3f/+XayW4uC/g4il/WW+71tvyDMhqNllY901EN5wBHUJr0rOzqAoBo7AIosTU6B6qVYXdTIZ1DrxQL3/LPPnR544IHT1752jx/V5jtD/IzSy6+87IcKvv2d73jS8DmInxSj44DqQo9kU2VS+WTnzY6T3W052Vl/yE141PVmOfLP726ajsuil0lGHYYKEa2c7aAM7GXBtDctGbHTaRawfv4jioPWfiq3XSMD6JioXbtNhepqrHpyuyjbi4fzyPUCaN+X3MqqHeZ3bGIDYNtMHr6e3CoDyHekZuOdUJlt+OzjXByYc/SSLgviFXV0U50cZvPZvqTYsgG86JuXUaoTIx4qYQzxBOWjjz6isfng6Z577jndd9+9/uFnvtP33ve+158FWtAAJRLmHjYfyEkCdPQzMNsGrWhsj8dDNqk83MTXAEIL1JfGpSm8hwrXjzHmfkdm+g5CNswCfJGPjHMbUldyOXaQIjNlGhFr2bLA7W6LTtNEglIBu8/nVfIF4Vt56MldG1zrA9T1gofXRZl7PWJFw0v42gGs+gaqBr/s5gXsPp6zLTnJzhrfEsIXX3aZ9k2pdxqi96KO0BxWMa/6Gn79mX7JnnaV7NmBj7ykHX8O9ROAErbISbocXPE//Hf/9RtZZHkAIPf3kyTEBqasUa+/9bkTEFMDojLtRaVNxQMJDB0P5L2AzgL05h2gCd6Cxbq9ei5fJ8HG70WysPzg+z843f/A/f7Zo9/49V8/Xf32bHZ8H+jHT/z49OEPfej4nUMgnXwO2MFV+JNPPuWfX/LTmPz6/LXXlsIDBLq1UczE9WCIjNrpsl5UojZ2A0zkfODaz6DAp21BZPcD9z1OAHV/hqScz3n4P3ZseEvO4i9vFu+5wAFx2GPrnZcW8AYmnuqnqT5QobxbZbm7zI3m8AEcCJElPibf+IIKX3yEl3rjvvqh+ki131IOvHUe9UshPJW3FqIdaNtjUHnFc6pik+OL2489/pi/qM3Pi/EVAH7v8sMf/rC/jM1332686UbL7FO2lkc+Mp2wW69jUxs8uPge/FVX5RSMDHCNC7fgGZPVgb25sGg8CpHHibAxhqa+kUBlXNlM3sPjzSht2EdbeBae8RNYY3XZ0XjGnjWnIgeIz6p37Az0M8ram7byOnMbzZ2bnWPQUjIH7arv+gCqpkv1gLYD7Qf31uB78RlfcsqNpkJsgoc/AJKMrW48i74xsRjhd1sLl9TnzXrMC0/KNHSMhE8+jg5anR88SiPLdMarNHw4EHraSxYe8IYzOcjIenK0b1C9QPS7OBA5O1C96vd+95/5ZMdgaLAsnPwwkJI6YxjxFPV7Mhi/8VxIJWz57KoFnAlWAhdnV4ABkzpfvMGloe3A7jMBYKBwK/MnTz/tK0JfNWvxf/5nz/sLuvxqBI9vsyEkaBf1LOFM+hde4GTHF3j5BRVuY15tmwNRDs8+OVXQ22bY4XNoa+dOE93kyFmLAnxpG9ljMxBMaVSiQX+5Wo+c6uvgaBkfDpvBubUQmpyMIjOAxpkg2E/b2GYSZG2SqJHGUOfxZeqC1ZRSLQmdcCOupyls5rPYgmkGwqPYYfthmzJelgU+iy9w8Jp0yYGjitEHIC/yQ2f55IoDX5znayo+wT39U39dgN+R/Mu/+kv/JiYn07vuuuv027/990+/8Ru/oc3uQ97kePCEL+KmH3Ia70YW2eMHZedNvCc3pd56+oWXNlr9hOuc8rPZRC4ZOu2bKhkL4S3eNinlKUPozGr6fBaecUWbZbdZKbFKjtmVvXBju3HIyQJP4svw+dmy0GThD09xBd9hAKdUWRigEgGKMVNwUUBkzuS4mdbIKEByyBzyg/SAkTu4Q27r6r9ueDCHNjKdXAdFmRp4kMDIGnzaMl9Ds9FSmFRUgXrHBbWQTU4/u7wlc5UmCT7jjL/YVkifF+d3aMo7pJVX2qa9SwKzpgze9Pgx8gLlZ45K/3//L/+fb7BQ5zFhTnezwB2EJJOqYyzhwF8EOs1o2nkxSbZJVnCbq5kQBff5qhp2G8KHkwzItGdjWTTBnws5ZKrAFfWTP/6x/zfXy1qAfvXXfs23ih5/4kf+dYcPffBDp1tuvjkTOEyX2AQClGXpivx73/2uH/3+3Oc+56cxexU6pMdkLtC22pOnPTRpR8bF9sJsKGrzQqQYY5H5hPeDNl60FatZJDzph6YLJ58v0ufBRVcXEhZBTx64aEfPxIS6/iafPj/rg+BDu2wnL74Q/vK2ffnHqc7symnxww9qy2LbuGYxhqefQ3nDG1tEdeiFvre9jLfU4K1/9MJLO5/lUidOsSD4LrL95RnuGpAzj5DJI/2c1J57/jlvcIyTH/zwB84Rf9ttt54++tE7/FuVfCZHf1g2NrgkX3RS46sLyGSOotN2uj2L+YTGcIw7/eUkFdrl40ajlozLzvfQuYxc7FDusaPUE7P5GBvmmHezREfjsm+exCX9SZtRHl/pLx7AwQ5oV1y7CaM3J87ooU6iP+ALHv7o6cKW27LraxVe20amPAjfoVeAXSqiuwkEzXpPbCDYaKj4lMpL9RXL1CGhZiHC7adVz1mVj81OEPuXTcUbN7opZ47n11BKC7Ro3dStPTIKbpsUgcEXLlQFwUSmeMwrLKz42xiOTNrI07542680+OUm3sK3Q6u7jMtB9CUGjZ11DX7fqE333/23/w/fxuyPu/YXDTCkhFRFenz1IM2UzkHyDEf7QU9yy/ytusyiMCDkG244IM4MTwcDDQfZoqd0HjYgHVD4uSbAMz995nTvN+87PfnUk/5dQ/51ylM/+Yl/7uiOj37Un7tVz6XyCvl3LSxefKmcEx0/45TNbnUgMmr3Dm4vnZouaWch0ERgQQDO2xk84QVNm3UK5/LQhGctIEDLtF2tvmaw7m1+VFtlX/RsA6gLFSKHfIAK/bkWz6DFoxd2xo5lZyFyMyjXz5VhB3xZ1OyTaN0b1h2ZALTRGzvB+18byVb6o/rgrV7bMnKK5wWeVyeKyZCpeBCXs4VRgE7oGAPEAN1ZlPkHpq/4FiW/Mfntb3/bvxjCU5If//jHT3d/4m5/4Zuxhlxs6XjjIiWQmDYG6CKBjv2NdfumvmFT+rCyAfc5yXbut3kT8yUL6shyWfy08/QyvmGL5dIkejYO2ikfY0Xt0KniMVQYcY4vJ137M5ALq+iPjjnNKrkuf9QsHBdm0x/oHB7aDCr44lo5NPW18Ymv6E0sowNm0hoP+wYEjj/qe9lttgFZHTOxKfM2MoorgIP9wFPHGEQiHrxeoYsegNJxUaAKT9VS2GUDu79qROQl0PbDhg3SNPyC1jdTBs5lVOYuu3n6QuNCCeiBqjTwJLk2dqd9SA65hdKaTyXTghKkqbGPLrBX/Lf/1f9Vmx1fVs33dXwVOcZIxDCYdNvshPAfNBcAvOkon7dHliWk6UI7G93uE83WZfpFGzn2R4nOFdJO223TFKqzwGb3nE5w/Gbfw1qM+PV4HkZ55bVX/VkJv0qPrPIRzJ2/AJ5fmGfDZLMjhvyCCj+r5EGply0afy4nA3AnKg2ZAVpkpAkZl9LseDHwp7KSCud4NVAWMLlZbDohWGQAFmrqHZTw5DSRBR12Fh1++cKypz+ikpGhkurYTBx2XysPIA//DtGNbT0NQGIblahY16TdzsriQi2+6SSkzQdb/aTgIW9iJfDgV+66CvVdZPZjLXT9fIsr8vwEW+vhCR2JjYBf+f/Rjx7358Hf/8H3fZq76V03eYPjFiW3y7kQwm4+W+OBJmJ8tpnqFd0CGdTNDuCkKm0u96LGRhcnvsNXtdPP9AeAjNwOzcYCRE397HyPnLOYzFpgTchWiryMBdrZYNr3xD19t+yBnrjmIprPH7NQd7MkBw5a8YPHtvziSmLgsUWcxh4Ano4FEnxrDAbXdtrMa7sqgTBiO+Mi9h4XPNNGlFrnjbKL8Ml3UU/70I6+MITOFlcAVBAKXwyAHOg6BqvHOeKIMZsrNolGo9eyd6ivhYvtAO2NxU4LpHqOM4jWPmCliJrSFB0X65WPTYwpcsDrI/JM1/zSuLc9ai+1KTbE5/oNC3wpS0b7XPRX/c4/+yf+6gHOs8llsIQAIDuUSnCwyrfyAQid5PK8Cm3zC7TLkRMq3pdTQxk6MwDLoQN1QHCHnoNmERIUrv5/pg3v6ad/4onGT3zx3aRbb7lFE/FVT0o4wrUFf+pM5HTi6771+aPHf3Ti35zceMMNvgrm9yn53h4dsQbVxQ6RpJFDZbcZ+Dn/9p+2A2zFkTJgUvXJiEVcuLRvMSwKOjaAscdpXhiKHeYanbno0SI09S4yHieKGSmyB+/KAtcQ7UwF/kpDNnUSKkg0d+ACmSBZ/AyiycLa8Znkd9nn2PKattpK1brApaL2co5/tOMjFclBFosst6oZL2ySxJw+o86P2fIFbk5vX/rSl07/4T/8h9P937ofof59yr//9//+6e/9vb93uuOOj/m/G7C5IQ8/2VywbQf0e5GbMbHs0YuyEjzH2PNit2yPPOj0Pnw006ucpPqjuxk32ZCIL/R5W5D2OVWqDKQv0FddhGmNGTZwoDEMHlnpF2gCmQtUvTkiC/1CtO/R23J19gqdV8ea5QqW70kqHm0LwpM89LbfKTLMC/iJKKWRl/+rR92NvB2APUTB+tS05nT6MBcBOd3gl5UJytMEHPoN4NLm2DtmMy5MRxvi2i+q6/1MBrQYNTxHm8vtQ7+7bNhoV1r7QiF8AO2x48y+5kOXMZ+5CGrpjU3H+kgaWaTSWJZp6Tfoh6YKmo+CxERApgTdFf/yv/6/6cDG1V1OdmshkwIrgSPKUGJ8kAOpG8Wbk7HOdyivX1M+p1Flu+K6CAfPDnZ4B4IwRUHIFw8nu5/97PnTD3/4A38FgYDxr0f4/IQnFJkI6zcMc1WMThYrgDILAXq4QuXflXz5y399uv/+bzluDIi3XcN/n77eD6zcddcnTh/84AdOL76Y//nF7azbbnuPT4DIoIOxDzso117WsnO/FkDThI3wtpz2yGsZ8EAqgQD8VUqhpX3d8olN26JsXZEDcXl6ukk9cQ9dZLzGxBfz/v/CdhvMsPGjiHJpbQ8LhKATJeVZmMTSz9S8MQ+A48QE9H9mSarIo4vkBYRFdSbZz3+ek0oWYE4UPAzxijc7blW+7W353iUPMj322OOne+/9hscPvHd+/M7Tr/7qr/rnutjYulkgr7HMCWDFJ3/EbF1lg7MtdP7wOPbYLjr8ymeRjVf4wfUKVgjjSMjBD/xkHL8uH5njfFbrz3WVojuLGOzQITq86KMNmzMeYv+CxC6pT4MinztFJUXHTgfNLme3fadrwj7sLg/9A9DW2Nlf1bHddJCosuvyZqMG7gTYZ5OFlhy6+k2s2FSr13dExr/Ii8wCOBLtJPoGsuLrC01Hf9PhA4sP+lUvHzax3tAH2NT50EW9fVO+yIocCG2H6rVnp70ETDs02HiBBp7KALChawFwtME/baXddaZc+tR9ujNPaOjr8gLeeOWrGQcohj58LgXpsdWLoyv+1X/zf/fPhfFE4tu04dERVQB9DVHJKfUwI/CoT0rZlM53KK1fG+0CVd5iswPM85aQABYOPQUtGPxmIL/O/sCDD3jg898KuMXE9+UYRACDiw0L4DOVm2+52WUGHjpI3Mrhu1Dfuv/+04+feMIy+DLwk0/+5HSlBiS/W8ivu3MLi1udf/Inf+LP+D52xx2nT3/m095k+Z5f7a2ZuhY0bnPjEuh/cY6/a3DgqycIi73kdSG7JC5O7QfCogk1CzS4TMgZbB4TkcPnUa8qQUesmGTVz6CHpwuEalISPutw7FS4YAuy4Tmu7tTWCe7NTvV90/KfBPJicap+Y2Sv/bcuyZZ+t0FPsl+1gTR0wvc0Q7+ysHDKf+mll32Ce/jh7/sJSk7xfMbL6Y3b1tz6pt/ZFL1RSrZljezERbli0xjaL716URk7JjIuT9Krdtcn/GGy014AZzl6AfFv/FUpC3gemCFHL5/NA2yU9DGy/e9XRFPZzbGbZB1CQd96E1Ab4cpnd4ltHoS68thgd9vtp1JjQ7ny2heAF3j3Pwt7xkL1VJ4/E9r4d4DGcbeu3LW4aD/CsR864oRNGcu1E6LI32+DAocc0aQfoJu+ULJM+VL/DvqB1n0RpnGYuQQu7bWL3Av+Ef+0l78Qe5OAtodm8bV9h13O5WD3AVnRk344eKedcR+bgw5tdLZcWaChZbySu010+NrxgaD1MdulEJkuXZCtMk9jUslndn0wAwLzClq+dHDvOck6wPkv+Q6l82vK5zSq/O/e7M7h0DNwxUx8fkuQ79UxmN/3vvdpk3rSX+Tl1yveef0NvoK//vp3Ouj8A07+gzQbE5Cr9nxXiu/ZsZExKemQr3zlK6dn+U/MOr39yq/8ip/Q5PHsJ3gC9L77/I8sWTw/9rGP+TYX36Wic7CRCdxOvjiZzoF26EjpYAq8kEMVwB4Pnkl7HBgw2AVvJvc62WVwZUHDJoA2gHb+ASg+369NnlMOviOaUw2x5NbdnXfe6QuEF7VZVGb5q4e8p4F8hjXjzz6k7efadCh3gasPzvFTGYt9Jwi4/WSXq8DQuS47qoPEovL6668c/oFjQ3/kkUdO3/hGTm8vvPCS+4kN7hM6qd96663ZfL1RzAYm/sjLguq4SW8/h6AS2tAAuTrHsMSicQl9bEm7KISjXZj4NDjqx+1O8qF37EQff2cRkV5iA/jhJDWk3/OUMifZQuzIhpP/w6fNEX+wYezaN73a3TJ0xMQ2CMfFNLQ9ZdY2Nl1f6Mwiv8sw3dTpY7loG8yn+JJXFg3k5Q9gZ+IIQEuSBF/k2naSmuFL3yAj8khL1owdpcRh9dMOi37ZQoru4Cp35+8GBo71CTsq65AJj31d4xggr7ziKF+sLziPywGqW5aK4Qd5qY+Ve1HXuY4lv/RA+wg4eKxT9vNiHLCuDR1+1tfIoe8z/ndoO+Jqc+VX9xX/+l/9V8dtzC4mTmlWuUZH4XnKQKGMeIyFJ3/Jdzj4eE35nEaVX7DZXQTL2ODSut9Tdkog8JVBzdUsPxH22GOP+V+jMKluvvndvj3Jyc4PnAj3SS1011+f/1VHAOk0FghOcg899JB/hYWFni+Y48Kdd93pEx2/X8hAh49Jz2d8nCCZ5PwzTiY4uKd/8rSf0HuPeNK5WRgvDxNt92xyJlImMhMhizh4yvZa5dAH6IO3dcKMGg8s6YWKCUd84Ec2pxxOsV/96td8wuEXP2jjKxcsHPhBPPjeIXZ84APvP31Rm30vEvL9w0xmYkeCDpO4bRyfMiaIE7lPJNrsWCBp89X9tsAWKpcfR85CpUnFwqIXGwq4+t8YZHGJjNief9d07733eoPjguW973mP7b/77k+dbrgh/3Ec/vIxhvADqA3Q1Lb9dgyQhXvKTGa1s0HFf+hjp8vzTj9ZLy/RA/4SuOjol+gz+rAB2VyA9KlHErGM1PBx2kIvfUbf8h1A+N4x/48xmxJ9xK3P/AgBinghI2Yuf7OYZ5xbCwT6A4dc/r/dNZojALYRc+yCHqgcgLFLO1B++pFN1zSSTU78aefiBBr4gN7SS4r/4KDllvRBx8XKTqvXcSJnsxIdZWQDjL+ukfE/9trVGWOVhf3gKJcGOaXbfS9EZucHuicRSLdBkwIXh356XvYjq/jYFj6AvBdc9tD2hY6C66YMDlmA+caGQ/mAZQ0vEHuX/82B5Oe0xACI7Mx/8+nVi6FdR3khp3zxNmYBnqJhqf2ULeff+BdU1IFysleafpE71eB9AEV58tDwZuMvtqdoCNm0k4PZ2q1DL8sZWQ1+wW07HDqpjOwNqEaP5CrQ0K9bgHkyjInOZ3jcquIKHg4Wcx4R76/J33nnxz3Q6ax+SZgvpnP7kpMa35Xivz57MngT4JSCPxbXN6nPoMBschZZTkj/7k/+neu/8qu/evrsZz/nf6CJLAZAfAp/oR+aVw7QhQHIhF8TqgMS6NUhJ7ujPwRpT53E51jc8uUx+q9//RunL3/5y97wOOnyCzPE5/bbb/eJjn569tnnfOJj8+dXQYgL7Z/7/Of8H70/IPoCCx4P8ShY0tU+7q292G2bvTBm0WDRdUxUt88yu7aaW4ObiY2cTpjGh8Wn/nehwT5+Iu5b3/qmb2uzIHPBwq1JPlfl+5dcgLDI2UbJ4ntvAPzYQmrcbZtostCdT1bb0sUDczFTeW0hgaO/sxi33wOOgR1WZXgty0UWCuU0WxdY5ChOksXDKfQjYw993jjkExseNDnV5T+GE2NoqPMQDhcy8TOnqUOnbYs90ZM+qS+1PZtpHvDpxYrbx2+MhV8V+2U/Eas35BHb9CVjOnYfMpRos62z4XFR5d+1FW2hsgBia32OGptbxlbXPvzwyeqN6Ox8xf7qj95sSCo6XqSOOcrk8NIOpB43HS/LtKOE0G31nTbWJU7hvfCLDL8Pbzbw2rNvTNQXD7jMpfBhb25d75C2xGFdBMpH4XcbKuci7Li9XFtAMbZdwGPsGLzppJN1lV+yIo5ciBDv9rVpRtbl4M1sMnba/HNhvgdqJ3/xZmcm4ztJ2y6ZZ+0uRtkGQ+F2BkV5A9TXlQVt0BRsPMGeugFHDn3ku7wAKLWY7wrLXRIYVDywwtcQntNizeL85I+f8snr1lvf7dtZLOof/tCHLZuJxa3OH2gx55blIz98xBvkF7/4Rd+yZJN7Q/I7QKwTRZSxFR+oGwXu5/4e1p//+Z+f7rnna/7XLL/+67+uE8UXT9fpVHnIGHkBMBnclVn5vSLuoC2PSZRTZwBzBUUsK7dx9oTTiwnPD2Pz74v+4i/+/PQ9nVj5D9V33/0Jn3bY7Di1ekLM4m5+5S/oAgGfvv71e/w7j2yCnHJ/+7d/y5veNXzHDP30CXYdkysysMX2qIqNtkk2MrGZ4MeEg3f8a85mxGSBpmC5oqeNh4S+/eC3/XNxT+tihYsULmS4rcwXvfn8DVncguPzK8bH1Vdfk+/CyaYuaMwZFlX3t+qcGOCjnFjgHX1H2dW068VC2Y0nE3rFvvyU3a5+dNssuknjL3TImY0EnOlY+CyPOEQW+oQJv0qMz562s2EQt/X5GDzccSDn7oblixYdHUe1H3m2eeJOGWAsuC/kL2OxvjbZBwHkFxdYZPl0qvyIufixeT8JZHPi4vNVbw7Eq/1CH9UW3s0j+tdei43pn/FFiRz9PJzCaZeyWu079tVf5hb4+lo/lq0Zezl95QLZstAhPDyXJjjG1sEByLbdg3N/Sj5ykI1tQNt3vpUvW4ub5gt0bQvPRM2+g6NmGSOnAG7JD+2IM2nw8RH8rgtws9oZg6yvlDueScS9UJ4ddh2BXX/00nbFv/nv/5s3CFo2rw7mKEmqgqbUL7fZTcVZ3s7B9HpJve0K/6JLHcdGhvPVHsPr0AB181E5pweo7rZqtIdnAHkvv/zK6emfPu0JdsM7bzw98eMnM2F05ct/gOY23O264meivfTiSzoNZKN79NFHT9e+49rTLbfc4s9yPvPZz8xiKcHWmwFSaIfUh15cUOeU8eCDD/pzxDs+eoefDkUflPZovQmQweAiRW5bPOj0wud9QQFaB2Me8TJxOlBrCxPqJW10nHj+6q/+0ic7Hrb53Oc/f/qock48mdicZiKz/CQWKYDFlh83/ou/+AttfF+3j3zu9Q/+wT/Ib496Q2YRnQVdMn0lWTtlqBduJeq59cbi0RiOTr3wGXwXqfjxc/nxkk9tnDa/r5P7Cy++YPvRz+eKXMjwhGw/B8vVZuS/oBM/k4//6M6Ggi4WVNroOyZkH75AFxC7EgfH2bgsyPEpCw8JiiyeK4YkYhAds5mozEZkGvmYxY6NTfiefE0bH+j7zGkCmDjoXXX6BNmrz7GVxYw6NvoWo/DI74kJP4kRc8IyrQNfOsasxvKywUa+F2blRAE60sFrPrQE9hiED1vWhoccaLid2s92wYU+tpNjC23MnW7m+IgN6KRDkAstegDo982OMcSpFhuII3Joa8pY4NZwfLYPjoFiKyQXVZTZ7Bpbx1S8ajjk1C7zxZSUsdU16FwYmvhKAhozQ2UOXaF64AHfjYtUuta7TtamlCOfYsbOkn0OxY8dYTM6PDtvdEMGKnlOs9jJxW/nIbLws7xk9eEiLOkB18VQXv/zVjo0JON0cyeMSRs8xQe29kkpu+Uom1LlDijkYECNKNDWgJtXcE6z8AfEKP4El7YTqCaa3mCxmsFSOFSo3ZPm9SAyGVJmglHm6oNbdHx2ha733PYeLwg33HiDf0GF217yzLpor2h40RO/O/Cwa91uYXEh5TOSa2wLk+dYuEiGsQtZI9dvau9kgH5/aokFEqBuu1TllMvLQCZSePlM8Wtf/erpr770l27ii/e//uu/4Vt8XVCxG/v8wIPkVG4TixR+8vUGNhx+nu1P//RPfdsQOb/1W791+uSnP3N6+7WcXiOzGx2D2XV86QSQHBadjFVUxm5pczt2YA962VT57JQfDuCCBPnve9/tuoD4qPuLixeeqKSvEn/sTxwz0TK5+O5k++Pqq/m8iQkpv9QnGU/0ScZYFoK1gURmZFFNv684YbP1TZ0ET+lIfohC8e6Cj+8enxMPg2QcfatXNuMsCJbhU0niCws4mHIbLpsDOE5G6MHWPNyDreh+1bo43a6r7dgNRF6AGEDvcaFEC7oZhx3nxAiInMgAaCf2ie1qQzx21tauVegNPhcftWOXCUP1g+dpToNIeQCMCwj43CZfyZGJD6+9zgkj+jr/0FDp8Ie3c0w22P/cEeG2MehuugCyMRObeuqDtynt8WWtg4lrcOjNaTl19EY39Jk32GkHz2gqG8gFKinysKf6ciEUuuqHLfheVKS9AD+6kyeZERBpZVBB325LcyB6lp/QYUOfwgWX9jU+AlMvatOlP4N5/u2/+Vd+QIWXqUdQAhCscXrBaKFGrbzlHRr81d6yGyPXMpezANUaCa0H4TH41WlyojLBmNacAdMVp5w6wfLnU3SCWjp4DKNobcRqn9tMFwGNLMhcufHvgXiUm8/cWMC51fNpLd5cAUdObNGfOS/1c6/HHlDGK72uTZUTyaOPPaaT482nj3z4I94AcdoDk4G92Xwx6c3x8SIiml5xxyYbZRy01Jn4XFlxm+8b3/i6/wUSC9ynP/3p0xe/8MXTu3kCUTHEVvNWl2tj94DF24TacKXvx/PbkH/2Z392uu+++07Xvv3a02/+5t87/cqv/rKfemUSYQdjBj3w0k/Yhd3I2BfuTjjoWKg5fXIq5gT36KOP0eLby3fcccfpgx/4oDc4xkEWGGzEsvQP/Zo/N5h3LVwvOU5sjMSfsfGKN0D+eSp9PbdVSRMNeHv6Ysx5LgkPHSlq1gJEed8E3D7l2MlF2FrYAWJBmWpkZXFw3HmN3C7iCGQsEF/aumBCz3juWIa0JzhouLiDDlxPSrRBx9vhO7KkBB42Cy4SAOhjS/qviyn89MV+Sgut4sRmKxx1X+GPP9HhJgH1/TPB6LKvsoP5cfxItcBfe4BBf9iyjzHAfNRlX2KzTuKRaaLwiWdtCrkYxX4+5//Odx46fe973/UFF3dnPv3pT/kz/+eee87/m5A+eNe7bjpdd911jil3guBHtvXTj5JdWx0D+cJ8ox3bgaP/RFS/bWdtVZNLphn/BNhJoo7e8iKLRLk0XMT/TH6wefM9YS5amY/0I3az5vFfXq6Zi1D8sS/SnFPtyEaxZCOzepqmSXTJg1vtZ75tUN4dwlNZKhuZumVcdrPjZQr+JmfS8AIPJXQu77TncNCQmy641i8BGYaxmFln0LtvmnwuiAi1WMLh1ABtYY3jAAHjaqYLP5DADAG50NZBQXUGHQOaiURiUvG5zXXXX2/7/JmOBgNP8PFQBh3P966yANqyyaPvHDbdAtuCvuL19+ILL/ozPDYHFmpu/fHlZXyBju/xdSBURgcpdiOGaQGNeWj3IjJ+KmXC8pCITmLy76c60XF79q+//GX782u/9hv+fI6nUqH3icc2om8mJPpJBwg3gE+apeZ1WFX+ydM/8Zfwv/RXf+XF9dd+/df8GSUbuuUNMGmIOTFmYpNYbFkk4uPJi8tDD3339MD9D/g0ev0733l6v06N3HLl9uT177x+LpYYu4FDx27yBvQ/FPjHBoON9D9PEnLLEpvYGPApOCa6Ii0mx1VjFSDW2IkexnDirwsOyS3kokrx8QYEPrHCRPIsHBlrxI4wAozNjmmAcQ1PF0DK8Fk2/ouxFzsZD5ELHoCPOHOSBd/NjgUWf1/VxQRzkEUOm8LHGIqd0RmbkI084ubxGGM8d7zZjV78sT3yoZ+twcvncY0LnJ37ALj6RUIPfYHtAAts/cWWnJ44jZY38wHbqYLLWGrc93pPQNENglLlmJYkG9DJGPnudx/yLftHHnnUT27zOT7zh5jx0QcfCfz0p8+c3v3uW3wRyZ0G5pa/ljF6EN+5VV2xQUl/vb2Xz31jJ+17OgB205zHsOOEWIDf9dDmX4XShTY/e/fIo496nhFnxh009CPrnD/euf12fyTAL1DlgjCfqWasZO2pftQkviRbc+jGOXqcunGT7/w7LL5A+UBDerEduOoP/+B3889b3ZVKUzZDaFInp40GAUYwOBmMNShgyklRXkmrWMlq319CR9MO0A5uMuhyJS049AYuVAUM4CRg2UkdQSmVjrJtkBIm3UtaAPgi+H33ffP0XV2xveMd157eecMNVkRAuYLjQQc6l19MIUdDZCKLt3OjbD9vA5SPk9LgGSgsOgwyfpKKExefNTE5IDkTCd/kloMfio8XGyXAi4Dz1Ydk6OsA/5o2V564fIeu1rht+YUvfMFPWiKcmKClvJStc+TtcqEOByA625txwibKLUWudonnd77zoBfUPhzC6RIxlcWJjZ/j+vf/4T/4qVn8+NKXvnz63/63/+301a9+VXY/d7rzrrt0QuRrDp/353Cc6JDlk4gXLOSxoGbz8W0RIc9tFshOe0UMbTTFtTiwaHESwQ/H2L4l4S2x5gTrW4mWR1sEly4NkcvLJ0Dbt+ygrYtC8bCGjnlHQTjTbAseyANmESNtdexDtuevY5LNk80wfqYtd0HYkHtHoAtXNovqPEDlaGKB6qmBzUabjsr0RWzU2AY/t/EA5Hvu2VbZqDq2NO6GurGB/dFJAzpsqj700GZe7Bza6gFE7fyQL6C9MYh/kVW7sz4gM0/y8vAWm0IXfy6G+J3dT3ziLn+k8QFtAt7MttMrmxT0bBJsFj4NMZ7GDmLMZuHYYIQAXvd5PLGcBOR8M7gk+RX+JvQcZbVpEIhA+lXkFPfw9x8+fUkXo1/+67/20+k8z4APfPTApsaDZtgNPw/28RUtfhOWuYlf3A3CLjWPPmLczS1AG74kB1o+EIaOt4y5t4bocUkpelNe8BYnOzc7p12qnacsXINcWpcXRDnKVnBLs+QM7wGqvEEndOBHRgednddgRmbaK2cB1bBCo3cG+MjKYpXPHYDDPr2qkzKLAJOfRZgf9OWznwe//aA7+Ze0AXxEV2TI4eqVwc6tC67keBqTQR+xepMeVCHThQH0ZMAGGAzUYYkNsYOJ54323vv874j457BMkivnFgELORP8oj+W48UiOvpgh2WblgRdJjcbHU9NclXKYsGX4T//+V863XjDTdYDeXlJyMde326RJNvCpBn7D1DZi4vyyuliy2Lx1a999fTv/t2f6Mr85dN/+p/+p6ff/M3f9OSHkAcEfqBN/q90AuSrGdDzIBAnNvqBf27K/x285ZZ3K/b89iRPEGahBdDRuGSBS1y6ELcN8MalRr/IJ6VPstnxA9Ni8qLtcSj2xiNC/Gc8+tgkWNDbltNb5NK31cWJgJh34Yc49uakgi4uAHpSQl8Wz/hoebZBMtXd/gxV4HhPvvuKPvxtf8DPRd3+9QRiyYLL+KK/0I0MbMx4232fMcHL9qQNucQNG/Ej/ZrYhG9sEHiDcUnt/Cbs9EdpeivWfLD2qVIlnzyVoMNuEmCZajf/6GEdSXn1RWPoPpsNH3jb2yKv/QIN+tHFk8b33nevb8e/S2ORH4fg6yr4WH7y+JlbzgAnUH4wnAtYLiK5cOYWfL+zyqbC3QLkMGeBvY9J1OsbCcCn6GqfFMQ3gQUfP7d5QV1FxgQbFv6wlnWucfL8kD8CuFHrmi4edWpDFzHgf4LyQxx8Js4ayGZ3i06sH/dTze/xesgFJ77D4/E0/RC7Y39ciH+UszGClC+KSS7IoFvrJRCaAMV161cJ/8wzBKoi/6o/+P3f+WNGmtQJ0UGVRjqgmxqGeqCDg2bkvBVEDvwj11zwRz4F45USiBmU0EGqN/AUZbqdOeyHX1CnK2dB9IQvdE0dQKWDMDQq4qflaLPRROdzoPsfeEAkV/r++0fvuMO3HZCMHAYG/zKIL1f7ZOfbJrXDUU39wFFk4cjEQy66oj+TM/8xPoOYk9Ctt97mKysGHV+JqB8Ew30kGakPHlUuzybqiYzP0ZFFiTa+Y/iSP+f6m7/5a08ibr3w9QCuULMpJP690kcpCwO0yKSxt2BCOEUGaseK0jEY3ZgP7jmB3XDDO/31jvyaTXDPPvfs6atf+crpT/7k3/kXZ1gciAVfwmdh+c/+s/+Tr56ZVHz2x0mh45LJkdOcYoqd8vGIg/VDFzO4GHBSWz7TyeJivwZ6gkN+faeEPfjg/uaFv/hqOiVsUbkbKwlgYwGKg75xKY1Bxdrc+UM5C10WLH9dYLO1fUK8solmswx/xrVPtcKBJ1bogc60pscGFlU2+Dxsgl7Tz4VV1wXqwYPLhh19sRUbWBiRET7463vGE3TMBZ/8jFlzw2noAPeEfEceCdnoAKBFuMRZZmNHvYDeBS3jq+IqOcx3+vsK/qM7Fxq2c9mKBVwY8qMD937jG/aXh7c+/OGPeJ7Wd2SGL3FpmYWfH51no+M7ndjO6ekrX/mb0+PHCXE+wwPEgw+W6bFJOU0Zpxkbe9xNqNy6yYWp/qbyi8BPHH/noe/4js53dVJ9x7XvOH3hi1/wGsB/7OCHFfhBBfzLDwNc4wv666+7zhsi6xIfQaD3p08/7TtQlNm0PRemAw7doPTa7Sq4GZx9MamAPoSDurmM3YFWaKILmZFDgbxxuOoPf/93/zgESgxiN0x+lqbTLC6wtyFwB/D7ZDgcGPrKKu2R2PCmgZpQzv0HvrmgA4GqnXVukgMG63daqmcHDxTlQROc2Meiya825Nbb+3XV8nF/D67SmHBcqXEbk8n6nvfc5s3okI8t1VfcwG5DbQesFx6VQTOQke2rJJW5OiTB4wm5xTWQCR/dwadNafSw8XD7h1sUbDR/9aW/8meP/FYnP2h8003vOngziMymchYQTxQrkG7ph7i3YbGHuvk0GbugGhA1CdlcvbKB8VDPd77zHdvCT5F959vf1mn6fsviH+myAb773bf6FspHPvJhn26JCQIZSxJn2c4sP+OiesFFafS6f/WKL7Npb+3gvVHOKRQc/UBCbPwYf2dhplx9FKxf0AsNoLIB84zR7u0RnObIhp4FDX7HVWBZwlP3Zqq8tsHDAlqeblTIgZZ+B8wnemTYJuSKTlyWrT/bEVtjY/A0TJte2M3G5Plve1KGrzazgHNxuD47W7KQwYs/3irf9scAGkQ/icy6Esf4Wp+EFz9tAHhSLgziM/KT4ndUR49zQS5WVBv7bSftkoM+fggBuXykwG1+/n3TO995/cTfEjY96afqq7yui8jkRyueeOIJj302UjZC5NFuH+jD8SX+YAvxjb29K7BkK8eKhMEAfe1Z/Hnq+lvf/ObpvnvvPf1M6xjfNeU/5d91552nd9/y7tPbtbH1AsfyRmjijN4rvfFxpyVrxhV+EIfPJZlX16qN/sc+r//0gSUEoCdeFwFMbTz3m75WDpHqB0z5sHNgl07b+WbXpNf54IAlwVzQNorKg9ygmDFKWdktZyq7zfBERwmNMa4bMXyhCRXlXUTbClSrg7JllYaGqYNygFngNMCog2eTYbHl6oXNpfwZ/LkFyG0IFl/o6NwdSq+3wQSo0W22TW8XfUgKG7IZMGxy3FPn57p4Moorq37ZeYlfgwR/rDto6wDHaYar4h/96LHTl7TR8Z/W+azri1/85dO7bs5Gx+KUASZ5SkBFyTJvGB4j0h2Z57fPGOzRz+QITdKyi0WAD7Tzvb2f64r5wdOzzz5jO/7z//N/ron36354hf8mz2dy3CZ+73tvl3QMwSY2g8hjIW+5gJ3xe17V6wUtsciJMwvmMcbEU3nxPTGljSp+cxHUzbA+F1gM/Lj76EEecHxBHDv1ImY56YkAtRKOLdYLjXXnNlPjS+5FXnyH3Y5lNkba0Eq/YKcvnMYMoLS8VkNis/QGBxwLqV6+SHCMaOENnsYVlN5UxsaclBNvn7xNEJkmpYCi8k7V+dABsXMqB4wcj0FSPkutrTAkliYbmqxfSdFFfLIQRwE5dZ4u5NYrscAXTsrcwWGM5nO5m+ZOy02+uLUM2WIZh459DXWTy1TSxmbxNp+a+tAVt+O5Tc8FdfxIbAv1qaiI28YZiING+dGfkdP+JXECu0fryNfv+brp+P7rpz/16dOt2uTYpGw7r4kbgFqX8MFZ4gwWH2688QavVcxhNjzsYjPk7oefjB05O1wGZYi9sds6nE8jlmyMifGqQ3ep3Dfb7EgMEDgoTzt05zDaDyPOwSwDe9nkthxkc3SkKrcOdGzJ4KDc/ADJycTugAYZe51MtKD4I4B6xc9cUbJY8IVqBjeDguN4nuqiszKRXvcCmYWHD2mffvp8s4sJ0Vx9re8QE+yt84NMiF4NujLtfG7E1xy+9OUve7C+S6eeG2+6UX53kmdAYJc3bGEiwy2jL4P9GW3QX/vaV/39N05MPJDC5w5sntYottDDty9IINXMBKvsoSlgi8mKE92+iNMr2OXFWOnaa9/hx7H5zAj/2Cg/8pGPOp6+baI+YMGkH4ivT1PH4pK8YH+xTy/7zEt2oJecdtNANvbFlsQbHK8DhxzhWOhsgxY78MQcRcgFbE/CERj55T82z7HDJNgBhfO1KLn1CF1uf+FnY5jNb22AACJlsfXCi0jHxnk2nJxCeXS+twJfM639MYP+Zq55g1KZV+RjUE7usXfiKpsog9sXM/shPWA4AZiW+kUay6WcrxFAc6UWR4yJzMzrJtjDgp2kzM3e+jRAdIEXWUfCKslAl+eK8qT2Owm+q3zy4gfB/+Zv/sbx8gZnfd3gMjbIa19T3rB3+nV8BdKSDZfNjYu4D33og77TgWwAdjiwCd7+yk1Ol7mYdLsS5fpTXfhT3wqMHe7icMHMf9HnQpOPLu78+Mf9+WMetMnt+d0fg+Vik98EiiRjRATk/DISmx7rMXdoODnSxsNoyMzHC5W5C15g+RpT2H+A6Bhb7Rvzbu3WrxQUb+nHHZB31R/9/u/laUyM2F7+G4bdOb8PPnnKIdgHSgZergxIknrkTZERB1ImBazQ+L38xjQHP3IoNQjgaBIPzpsn7IJpE4ISk4HcA0MDlu8HMbj5KTD+bc/zKt84g9sikKWXdYqH+/z8dBgbB1eDt916q2WGjtNBDGgszgGKpLOONU5s8idybHEpfUuIAcumwGcq77n1Nv+sGLfLrNu+ZALjewdHJkI+3+CBg++L/2++8lV/qfuXf/lXT3fd/QlfpZpJOn1bS0qdY4V8sA3IB2c6ALplP2gSOC/GyqmzIHTSZeHNYuEe0d87rr3OV7nPPPucT3hMZv8k2TXX+kN2kQhyeglP/CK2yMV35IK3veRjA3lt9NgkTgL4wDMJ1wIz40F6DMMH0Cdd5LAP2Vz183t+lYHMLtpO8hs6Tjr9/Cp2gUc/dNERf7S5SU4e4Y6uzid+rJ06JpHni965RQhgk0TYzviczSW49An95VuPQ5PvxOX3CIHMiUB45TMXe/SZbLAsvZ37txYncNaiHKjtlQWYdurWZzT2apzIB8r4kgUdPdmY4YusyBuVGQ8k1UHFtvCe6VXKfCAYoeM7hv4SuS8g+AJ9xiuy+Tybi8G//Mu/9PdqOc3lievcsoTOPlziY2x74/X4lPZcsGDrYc84QD/3h7Kxj++18dEIX/nwJj7+0s/QOnmTH72j2zEwRC7zgFLGjMacYvLjJ398ukenuYe++13fxeHzuQ/pIpev7TD/mZeIyfzfU+xFTe23Hv21Cp5bn3yex3jit4M5NPC5Op9VYrdjoRxa2JBZXhS3f1a+j7346TRyuIMiRPy0pEDlgo1oTnbz1YMglaYx5R1SW7SuCiqUNr9viSxywgc0d5PxSe2wOs875QaYumspDLhm/qUntKFjIWmHgeEKQZoOOupoYeBzovvRE09oo/uW/3UNV3EMbm5l2jbzMEHRlQn/gja7fvWAk0gWKLXSGe4grAjfGcQ12ZVqIIMKgNc0gmNACMek4DNEOpmrwNt1RXjd9deF3vybv5q4GTRwZwHn9MRPePFdN37Z/1Of+rRvD3ILZfHjavqjsgDXU7BMEk20e4FhUdfCB6DLm71lQTOLo1I3BtumV+RdoUlyvU9xP3riR37Ciw2QJy6B1/lVG9EwYbNRaDGUfOy0EegY+61Tr6Mu2H3wKUsJXPuFMrelfeXsPBsHCw19218zoe7+l+1deID0NfGiDA6fos+q0SUe+O2y7YteNgbKtQWgvGQu2ykTQ8C2sHFtfMSUhIb4ly+J+0QsvPXJ9wUZF+BiQ3wB2AC8EVv9xNI2YHf60i2WSQodGyB8x2IkWDJzGzayw08fwhqZbe+DLX0qdXxU5j4XwF+b0gD2PEZtCx1/M39lj83lc0psJgYq00afUmcM8oQiHx984Qu/5M/nOLlkjiOaPs4cx76M6fRHbUSv69Y7bXqhk5S+gz7+sDl8+9vf8e/KvvjiC/Ok8dzRmL61DHIUAHHEeOu3DVl/8CMXMm94neKUyhOXrB384DxPNfMUaHyKfQ5U4UzJ+GKaBWd1lbGVi38uxjkIED/+m4bv0DAmukmfyUkMgutYOoednH7y+J9xsZq2kmjKQ3bVH/2hTnau6J1GXi6SD6UhVE5G84ZFoQtpcyDWpnogBQlaHIpTzl03wQHuNHKENp3JSptTKkfdVb8nB7cHOLrVebyEY6Bx4nns8cf9o8c8+Xj33Xd7s6ODdvBJwzw8zfjC6dlnntUmdO3pfbe/z09lZlGLvlpRvRfhgssHhLeQyUtiIb3hxhv9w9Qf+MAHTzfoigzaTgJoupBkcuw+50NpfuqMK7s77+JnwH79dOttOpHOAg1A76t/8ylOmjD7lR6yj/iJBDrjlVSI/5IHt5MG5c6HTYd8JWh4Y3HkkWUmB7dY+B3Ld99yiycmEz4LVHQSN/R0IxpNboAGU4CRfoB1qo1bQT3p+kQoHP3ZuHG68lcHRI4MZO6xZBFJykkNOxgnvnUnkkzCxN+Lq5IXFOPddMSht4xWf8kc4mhdpMQ6CxcxnE2C19CQR0YX4sgAuDXFqSA2LT8ZJ1DYV8cwj/KzIdGX6a9uBrnAoK36UcKCk76M3dhBO6rbZ8Q69kcG5dq2y24bfraZmOGXNzziJ/m8ah/JIHr6yO8jn1pjZBkjy4ukUpQkzsQm0YkP+MPnczw85YfTPv4xP6FcWcjHt/ZtNxfLGR3BR2qsSZ5y6mkfGsnkViWfef3wkUd0CnvSF7fozWa3rwkLcAPeyKzc4jPnkMnv07KRchH/uc991heSPBBT2R0f5yDcht59Kux1SsjyZ3Vvu1qb989OfBeWcYkuYnr048G3+OPHpWCs2tKcPoOdvCyHOEPaAdopX/Uv/uD3/ni4QjBE58acgymnqUEi9+YEX5oOCG2xF52Z+uZkdXfDcPmQPzr2FCaXDZY1w2vkVtYanNCGvnV3tuj5XIYB/iFtKHyeFPkmdbuvxJUzObkSywMqbzu99/b3+jYj4IVf0AF02HYBltfngK07IM4DAf169Rcp0jaL3/iRReN8s2MB4bYMP+7M/XqebuTJy/43BxbAWMOA6oIT68j3st4Ou+mPLkh2UYmB7YXdRNk4w55BmoVX9LxgUnJ0lHOKvkmTm/+Lx1ciWHzfd/vt/mwBgM+fKch3xoNvccAfMYba3rqNGpu9KMmebAqKjxK2xoANVD/vg7HVhJHdxRZ9tQsadMeGbHwAdNwyy2aSW3LExLktY/Hs53PDZJ02fVJ0A16syQ//y5NNgA2GK2tOsJGxxoj7UMBFRWyfjVgyo0fjW3hou4hjG1x+OhCbRwY0jWVwmRck8+uFPPzubVz8QibkK4bZ8KITGxJTNjn3jyXlBQHtF3l9ohwb8AsFyIqNay4YlPdz1PpCP3ABxIZDAtgY+Ge9fCeOWACQw1NZ1GN39KScuO06q6cAOm3xh1bWHm4FclHBf2Hhdjb6OVGGZ+w3RFdgfNjsAogDn5/xXVXmE1/14ddb+IgAmWujq51K5JM2UQZozm0I7iLgPxs1bfwwBBse84PP77jocCyHr/yJQeJwOUj41O5CdVJfvEPkfgg574mJTna/f5zseGEAr/MJBITKpWk7TwkWr9XhSeXbjQG8eTnIBPvSwRg+ZBixpXNI845PAPx2Rn5uF03+gF1kXrC1CHLb4Pb33X5673vf49uFoa3ZekOkfc1tHp7G5GER+PmRYXImXDoE2mVAiqseitCSTHsJ35KVDgW6gLzi/y/Hb/E99dRP/EE3t6ygY/KzyRBTyix+3B7867/+G9v8K7/8y6dPfurTx+YMHH1o3dHvkt6awIRGxRhjn8ExsUi0YbJ9Uvver+Tt6wgPrkDJ/55FMnkk+/HHH/NG977353/heRGT4sSYvlvxayrEzllIlKqHW6EUvVEoRkBpTSMRObHotIbtHs+mUkLWlMZfwONn+NGVE1jkApGhpJckBKemYCKXd2isE9qwDrg1RQE6spFl7kBPSB1XAXUWMv4juR/9H5kFx0M4Lhacy37GS05pGV8AMfKCCE6+2ifREx8ukPAzuuE7/2wWey1LJX+HbWSaUIKoJyUelk1bakqRG58SV9s949QbMjSyGRvdB954yx95TQA6kiLr2DBVZj7/RPOJXyzis1hOJuh2HLUJIcI+M35GNkj3+/QBdu56ANDVR3vGf+jUknfaHd/8XBtjnjWIn77jRNQ5Vh2m5zU6rHfauz7RF8//7HnfJeGHMfCFjY6Hv/LLLmx0vdDjLcKQsdZ/5UEal34OfsFWVjE2aBwz9hTDl156+fTMM7md2f+e4XE2LDhhzeOLxbt1TwuQbVKhyXP46FpAw4DKyAKHhqv+6A9+Vye7OEA6Ok601BcY4wQ6m9SiM86pNCswRhVC5OSjvgfJOZ9TqAW1PvnuCxC+BZfIUUKPdQ1t3wkSA5xfj+Cqm0HPAOCpog50kqlHjQdsoqdBf/6Z3Xvf89485AGIvl6Ed+zZ6hn8I1MA/tA5OMA+MEHISZ7UWmy0gT388PdO//5P/70fWOGrCHzoDIzkmSRXehLzxdEfio7PHj73uV/ywzfIaVwAq1WqTuxM+9jvFBrsJga+OlbigR1yXzHLtj1WXVAqI/KUOSKR5TaPhyt9omaTfuSHP/QkuZ2fKXrXuxRnrvKhH73VMYCMtZBErnUrWbb7c+HQYRmmVWLzEnv7HejFC1J9KpQOfGTRY/ygk6tYeMBZF74oAdXhh0k0PrLBpN2bDLfoxGsrROcFSNqwB1vJ4a8v6KzM6qAMjs03+bkNALjKaQKngtuL83/v12JPLsxslPHtVU6Doul8qnjKGUuueT5wsRAdtSe/JsKVPdCxV14Aer27vMsoDhmez7NIw0sMuRVMXLHVnxV6486psPMFwB/+pNUv6tjHuH32mWdO93z9ntNXv/Y1jblX/X1O/oejbVZCF1CdTpYb+xl38Zc4Q5l4xv7CmgNyI1aM3LZhO6cuTpX+crZw6dP8d/fYotiJA1bzK/GqJlQyTpjvfO7IxS7fn+ML8HxFgA0HWbZtbLVNW8I6t9CuoveGo+3ycPAf5ejgZPecLrKZf5xciV3jsss7+IXaU9rSrvdDPsYhZVw4YI95+DQe/vAP8pldHJnBx8tCd0inxhBzD+0oTUlpoDQupg35x4JN26TyMViKW23ld0FeTPktoLyHPC9yk6jblixCLKRP/+Rp/5gzx+0+7EGsKmel2F8d3PLg6U2+esDguY0vlWvS0YZLhHuohz98rvNuXPA5Fc3ibTpmggtOlUnCPiZZJxybLff4fStVmwIn0l4xI5PbR9zC+Po99/iD4s/zz1c//GHJCb8fC5Y8ADW8JXZr8Vq2GjF2ZBEB11uDtks5sY59iYdjYZ6REymWQyO2Ztjmsx5u3/BUF/8I9uHvPewF6wMf/IDaZOuM045npBlnW2Jz6ll8fKrQK3Sxq3YD1u1YZbPAIOPmSpu6fRRPfA4ftLTjL/3PIgQ5Md9pKwvdLKrYRcxrxxFDyoojYYAneogX9cjtRocv2QzSb4fNToMagC+/tBJZrkvGvmkedDoNMK6NP/yXdLVxAYMMbPTG4v7Nk4nV2fjtfgGVU58jh1PjuqiE1uN+4s0Jn5MpvJEb8DwcGUmTQaKcuHWc1cbIpTk8ybErp82XtLnzk4D33fsN32r77Gc+4wusfvVo90UFy0v8OR2NTONpruyhNyyb8Md02GlfyquEnrGNOn3Sn+Wiv/pDy+53tXuzHV7Yuq4Sbh6w4XO6p3/609MdH/2on0HgnxUz9kys5G6xuugMpC0BBTIOrEPQvEC9qfUCdrIucVuYj3tYb5nX+Rw5cU3/wLPkbCLeFMqTirnDS1wlt+MgZenx9+yGcGd0dqZxBDUZNVymAw/S6OBdLs8azCu1Da41mC8CNMnVsTJ68QV/EaK3fOcJnBcdqeOJL77xz8/l3Hvvvb7nf9t7+F23PPSxy68+gperuSwObHZcEbLY9YegsRGAXcPEZcADa+CQR2Lx8KSET/ijPTJIDLYmRHrR1oLDE078mw0+gGZT42qUBzqwXxb6KpwnTPmeEA+n8KsPn5/f8ETw0pNB0X7phqIWtyensOwgla/0fXyZCdnFuAPOPspmBiNONhzklmXPc0WKLHyDjx/c5X8I8gPc/BNdbeO2vVfsYrW8gm3Ty/LU5vLYie6W+7kntgPGT1+wUaGDxQf7kUN/+wTLRqHJm5/T0uY1vFbHpgDd+ONNDl3d3ByPxMovcieEjA1K2Xjy2ZdPHviEDd6M2LyB9AEJmvUIfemb7Ir1kopfkFvQ6/NEmzK+y1aVaWfDJH48aYed3exzYZXNFB/J6yOyoMmdE3TmAowNtb53wylP7cxGAk4Sh9YdgR5fSIgOeuPTP41V+yAagSkhi9eMA7DE63mtA2wO8N/9ibtPd9zxMc2Ra60j3JFlCyxwybOBRz1yr9BGt8f4WIA11hi3sDA2yOMbPg8vyGjy+vTAA/ef7r//W94o8kBJTsaAaa1WfK7nqzhPPfXk6RvauPkaFXec+HUkfuGJtSL6Yx8pfJY2NifxHrmmMI3rITa0vqcdkJG+vPLE72dyoGCM4EduZ+Y2efh2OWZ/S9h1MQbO9pTBF3Drqj/iZHcQZmDx5lcqR2p78c62fP6O9iAip8kLh/CpqyggIAvgOUoDxW0Y+KdsTwY6wNpamp0+Qzz36Llq4rfuGPB3f/IT/uCWRdDBg2rkOVdigLLAwc+g4mnMnz7zU28e3ewS+MO6eVAjNjifBCzcTGDVM8EX3i/V+8rgme/+CXiCEbv5L+L8lh1Xy2HPr7Pf87V7Tvfd963TXXd94vQbv/H3Tvx4Mrd9fKKrHvROcnlsCH7Klhh6lDcmlUGZmDhObpsNQotZZZJ2OIuvGKqTOrTXasN7+aWXT99/+GFfZPhRaV15v/6GThnIxDZxYsKIMORWajZ760Wu9YcHT2CyP8hRGxOS/nMfzmIKrptUFyxzUR76nozdRpJ815XXP9Twhrz4t3yvz948FC/0tZ728JhvHHRfSZb995ziIiELPST1K7bMxjA2JQ7g0FN70mfEJ78UBH7ZZt/IXYY3OMdm2pCLY/R3N51e7GCh9Sj3GHE9YyGbs4vmIVUvnlSXEEOndmRap9quSjljDRnojxyDcdSRFlnHaU3N+MB3VXkQhB9WIPH5dxZheCPDfqDTcclFFmMsBLGV9WE9KLOAOn4e80N54wBp/bWfB8RfLqgff/wJP7TFk5n5qkDGXH3Er9j0c20oz/mpy4e+853TjbpA/OxndUq9/X0+FXoemGPMFtQn6o39SAy964G2Dasg9fkbWCUEM+aIHd8bfPrpn3jT41+lcQcqTwJnvCO6ibdKWboG1HB4bXrligW2GiEf2t/kjAVifdV/+Ue//8e5QlayUTM4ETC8SXpDvPF7MtoQmvINfd9Nq7SqA7myCNDZK8CVsYBBggdxIiB6peOFbL+Um8TEzoBILO/J36178cWfaaC/ex4v5qd6EgvoYK0VzhGlwPnzmtf5FfNnTz9VB2aze687DnAcbUf88aRXfgye2m/bJgnMo2Z0JVlryhu//TfdFb7Vw3/e5kvZ2O2FXjbynwO4/XHP178uuVf6Pxl89CN3iD8T1VfUUTt5+gKZtsH6siAc9smvt018Vjuv/M+yTlbaeHny0KcejLGtfQeN9bpOil6Krqnsk6DKT+mi5DH5gp98uVfChrWb7fAOZAMAx0UEY3r8GDoSvF6UlEynvuMiwAupXsjvhgPEXy2qE1/HgkXTCzpX1JlUlquy7eNlHahZtyGD0J/oKVgj8iUnJoUv9hMDjO7nWFkgKIODnjHLYuaNmnblV7/tmnyWJRtz64s2+ie6IqcbexYcbMGGbsp6w0yD1wklgKbQpY6txCa2p706Ije2h4cLhPyyf30B77TR5+SDrctmx4GaMxRFD/WVsD32X3EF8qb/DxzM9H1i302IixY+K8O20EMHpF+wOxcz1Bu/xKTzcq2dw0tmm0iZDx4PoMevgvk0T8EljtAxxnjII/849d3vvm2+isNFGXGrvvBzwfODH3zf36fDJ36oOt+l45/F5j/z1zby3d7Wj75QuQAL7bZ87F/A+E070NxkccRjGCF8nYjNmzXL/2/S4y/6FlNkVA641kmOoXzr3DSefkFOeUybYuIoG/6FNrtDEK+NSBxnqXTAXi6kHn7KUbLTdOLHSGCXUZnF7fnCK3cHdTAuWYBaFv10loMzun3V5wU3A53Bza0/Putio4u4BB4zUYGsLAgJKC4xkFi4+OCVz+z4lQB+8ofBH4gNU1zlAdu5vaIXwrTtuVvwZxLAIk1nM/yMg184Ji5XTiB45Jj/+cY/jvzUpz/lz+q4omLB+zknozCt5D/KypVlMKXubIrY5FiMPZ4w7hOVPYFjL3raB0tMCuU3TIYcn27ZPGaBIp78Vh+T/bsPfddxf78mLz88y203DGXiIMs2u28VE+sluedd7MM0BqHcAhON/CGDBjDwDw1jrQsy/Q8LcUa68R6LM1nhEEHHWuRXtlqROTgg9bVBYh8J2UeMZQsxYeNikWNR7mlSrZZDKLEDe2jzLaI5vQC+SJQF1JGfz+bQlcf9s7mZkrfRG/kuKyGfWENbH5GHTbQHhy+WoKQCQu3bOt2DsmwVSN6MVcdH7G9Moc1YSN9GHDIQsOxCE/mQqLxkZ/GGJi8IbOfp56cXX3jBX7B+8MFvi+k0X3pm8Y2dJBqQ0xNqcNEDVA+pMSFN60HoPhxe8B7n1gFvYhK7ZgyojF/EhhMQp07/P7n3vEdr1vXekFefhZfPxZ588senr3/9G/5JMJ7k5G4Om2O+98ZGF/r4dZ4X6k+gvizYfS7dxfIO1NOvV+YZCa2X/J9Q1l7+d6a//1ge/FZcJA1O/2EB8WAM4yekiXPmitdB4TJmsGPiLOSyRTb8l3/0B2f/vNVlt7d8ntyylXcIjraWyVeSfYNbg/GinB13sU0YDxDwy6mlz/SwXOifymmAMIQysrIwvN2PxFr2BNrypANZ0GZzya2ZXB1lYfV9aG0q3N+/TSc7Jn7B5kT1YQMgEZaDmU6UXa/h9XNqU7BNW4IHFtViywsv+pbsf/j3//709E+f9mPHX/nqV3zr41d+5Vf9X7x5wMf8vBzDVY+SyDMgn5ppXHTbsjO215b4wCa5FnngKMNvQYGWkbnjD37YhKd/SHwVgQeJuDXzoQ9/SAthFgx4nWMbbKMPHBMgcjglZjJcDmCp3ua8Uu6kSgKQlZPB5oey5UviAWRcgddiPjYcNsMz5cM2sfVJzybAm6E2Wd8qkx1suH6SeG5fIse2ahOz7pENbb7YnQ0nPsa+6veVt6A42HPqFKhOrLtAs2gBWWRku9pgQI/r9is01EkAMln0cirRBolgnFWD7VUyPS/bxQLWPo0tK0ahx7jIF51lhaYv+r/t/KX/8oQpXxnih9B5LJ+nLrljwM9axeb4EF+oR6/tRK77K6ckEusDMeaJZOJiZWQDq4hN4hm5QGQmxz7GldcavRpH1hf/cpI2LIBTXnwJwMuJifnPHOHfX33605/xHSvmTvssOrHZtck3wDaSipiF3CZgj0ftB/b6RXx5EEqc+D1hPrtj3PAzZazB9EfmhpLnNXz06djgmBaqa8ehawrhOmumbU52DTxCaFjOpB5c2pMCwTUFPbneoksVEEptvziAgCW/5eSXJJ26eFeFv+HJAALtTjlzEiJzuI1Bwrf6ua/NIkGgGTS0EQfnBJyBTtIgYWJ6gEYhkkzHgHxRsvh/dtxq4F/TMwGA2lvdhqMAfyZdZTUB9ocYwWCeg3GB2gFx2W4WERZFTj/8f6xHH3vUX0dgA/y1X/u10+c///nTNVfnNgb++kqVNAtYXYvO6qXYvqI8C0pa1muY44NyJuH4cviklxeeWazqr3lHvqlcSN0LAn6qfB1f6tWLyczPnOVzlXfO6QQ5kulYRAaxoK/R4QVEdMjhbS0o6veZRLmYUeLE44uakB/2Ix97TdtbmH1SMKck04qgNlBhwvqkwsIIL7qViEU3D6B4oBsjbV0Yj1uU4JBng/w3+iKDcvvWm+LYh23o40vLkcMmsnQGuJCTzZJPuT4hG73I5XTsL6srz9iJrfga3dnMbAO2ioYyJ6bqQyaptw/hU3XwsaPyyKnXjujC19BGf2mDcz9KLv1kSWrLqQY92ej4agUnoPvuu9e3+fj/bdwtwE58iK5d7sh0THOh4XGu9q4VUGIvflfXASrzAujfjAl48vKf9RGztPeUCTR2zOcnn3rSdzr4/iTmIYe17LHHHvNveYL7zGc+7V9Iyffa5kcYLB955Bbreswc2zaa/GUMF7/ayxEwjrQjAfyW3ek/+aV+4I4M//uOC7Xrr3tnTneyjzXUt2bRQWyUXJYYeLGj8WjfGtBrKtSlrwqpU5JufhvTWIhNXyZnApwjTwc2ZSCnY5r2dlhSbh65ld+oHPRKdeQilJd8cyODj0VMZTRGRuxEDz7UeRJPhHES479/f+Mb92pg3Gd6vsDJbQHYjisIq6ycWYTGDgB5bHb8K3se/Yeff7LqRW3IDt1YLRz8e6qtLR/1KA+omNhOXcAC5gGkstEUhIOfScJtgu89/D3Hh6fK+FVzHkoBuojaKvEAncQIMk5/y4bQUIcHfmi7UAHhz6Llz4g8URWHzZ/EK4MeAG9VSgxoLxgeR/DED0xg45GzXqjB8cDNo3zNQhP4wx/+iCdHNwFkFqgXR+rmBpSsC8vUJk+7aTDV5fgAJAYgsT1lUuW0Xhx5fA+tbdLLuG1cZVPIRRWArWzYiW1ObkB8Co/NU96FHATcXUyJS9gkX74C1He7K5ecPs0GF7u88EifheqNcYeAg2/sQDFZZOY2L+1Iti649dY+aQLIPVZsX+RkE42c+K+ETaMrfJSHfxZyILaFKjrGL20GyKGdBZcfeeeCkDpftGbD48I3YhKbJOqjWhB/0rfIyzxg3ux9WR8zZr3R2Ja0A45PAoS6yPS4Vxr/GQuOs4A6evjeKd+XZc3hDge3J7GbkxKf03H7kv8wfvfdn/T39NANRI60MCanXtm12TbWUUHG4qoXyov/5I3V0VcTZ8+vaTM4j0/PPf/8if8Fyue2Od3x1Z343XHmNFAbScjImiFZrqUdclQc+gYYidiU38aEoC/TxcCVznF/WyjtRT4XB/eL5JUmg2V1fsFXVJuslRgg5MMnZxnwnOr4VQ6+l0bguLXHUT/3tK/2FfEuBzjTSVFJ4dNAf+30M3Uaj/Rzq4BHfHlIo3w7XJR5Ec7aS+JiOjE2xI7QhMhLp4rZLDJYuOrjKo/P57hi/cQn7hZNB14mHXDoK0gHerwxKLHxu66cBZeJjQ2dwOS1ar9qB3HIrTy14Q/2Va9JZ5EodCN340BPJzwYw60avjPIRsCVKxPe8hC+uVIdpFyAUE4Mal9t2QH747N8sWcbYK9elftm0JhB4n6ZmJt37MwJFzn5/A9/iAW81LGV8WilAjahfDVgaGVfZEQm5f0BISA+svHN3Qn8RbkSZdrcXwLaQ0M7kO/xhQdZwQJsyr0CD0yueuUxX31bSrjGepoOuwqNJwkSjz1eiiH+Mc7ch3rltMPJ83xecNGb0zxjFLzfp5wcMxPfn/tzYD6nv/POj/t/yLFh0MatyFxAZ6OVSdZv29SeNJsmePlVKA38TiqnIXpJBZehnbnRuXbkF1J5+Mk/viLBmsNnXvz8F+OCf3bMP0Dm7tInP3l3/tflsXkHGmOgMgPg/Z7axvNWgIxs9Jus0ZE0KKOD8+ez6kP+Uwi3kblT8M7rtdnNk6Ieb2UUVPaOKxgX4S7vaYfirkTYJWkGyTlcoPmFCUOHdSC4tF/S+Baw0+8O7Qmw7Al+8Z7oLM48+aVAMzCeeOLH3qT4sJcBz+ThJ23yxNNcRb+ZiVIFGppsAl3kL7M4/h3Atm8p+ltWvk0I4BgYWjSODWzoX3n5FQ90/vMw/5SV2wTn3V+APjkJeT5BTcpi6rFkHSQWFB6BJl58fgQF7b3ocDwUi9wKlMy5eLCGsa9Jb1YNrRe4tllprEps05/cjvnIhz/sD+r5CST++SSThdshTmwGr+Y0FFkIQsZcfY9tyIq9tQkfzsfTngDosOniZCxUDgspMep33kjY09gS0y6e4UuCho2s9gmrfOnjsyQ+s2GTAMetRhZUxmtSfHPcJA9Z/Cd6HgggLiQg8qDJuJWHtiuQH7RO4mSd/lyxJB4Za8nXhuP4KGG5xyYJn2WnNyr0eqyeJ6D89BGd7q/FaOPeb7/Z57G9CWXiNJ9lULYcfEtc9tgDzAtk0oZtPOyBL5ws+NWea+aEwboBENdjTRDU7tZZW3hoB4Oqj35wsh2Lv7xNDpaANn9Gq4tn99WMHS7OzTv+YTcX5rff/l7T8QAaZrCePfjgg/LzCs/5bHT5Xcq/C0Cf/mqsJ8hvAXZj1+O4bOOifWM8kH/oesvNt5z4j+wva83lCU3WEmLV+dK1Ff87j0gZz68kPnxMIRrLl+ToGRN2kH3MF3/PDgMwOL6dd8iBt9Nxam97c1i8i3Y5XFzwbw4rSNF+JY8Sz6QB7KYdnIBCPiIPGuEpka6ZXxF/17tu9qLJU04AgxvyThyIjyvyzYYCiwUdwe9M8gsF/gWV2/i5sLWQ7VBfL9cGXE6HqGM0bo1Nh4zKg25YmQB8+fprX/+aJ9sv/VL+LQm0LCCOA7wGC3XeAQkP8fTGRox5qewFdnDni07waSMPj6WPPAYs7X7iSjEmZgX7ZDPiAPKnGJ3IZJAqZxKS6DtUfPO+b5ruDk3ut1/7dpfRjf2RFzuwEznpX1FUrmzKpMrmsuISH+qnfZu20i3aAPrqA/IoH3RDit6MrdS9sDvWiSFPAjI2w4fuMLJIs+jx81XEyn3jpi7qeJz6YbOSMfSnFNZP2yhe+sCLqmSywCKB+itKpveG3UUmG+kojyz3If0rnJLdjFGG6ou/4bV+JcrYB31jBlD2qco0UMEb3xpH4rR46CVip6S+zQbFWOmpb8UWXmgBfkv2oe9+xzVOdxTcF6K3jcNXaLF6aUs7OvaNMHh8ix05FTvBM31S/h1XAAcUj1zbY2TakMfTldyq5HNr/mUXP+7Ow1sf/OCHTh//+Mf9FSQuFKAdsw3L9uVPAHzmHLYXt1O8GdRn049Mrx3oUrk+LFmp81N0PDfx3LPPeu286cab/Ms1vRg55uuWKguoDgO4wWOH36epwBp31b/gh6DVENN4TwnqxZByB24UZpCTrxTYDWwd4k7UQY+NE4wxtnwEkJzgR84wTZks+OExTsnjBHmd4FzZgU/i1hAfRPOdOD6ry+0RDQpxUfYgVaBHihdsy3Vag1M1Lwr889Znn3nOHcUTUBzRMWvxJKEAe5gcnVT1GWm2cacfaBlb+PPiC62RyEgri9ZPnv6Jf9vve9/9nk50d/l7dSxW2MhvN1rf6ETeoU/yCu6jKVMgfvB50npQxyb3Dy/xEq8MzuHVGwM2t1FMFd3Ctz8PecLB1/v1nvCi9dcEWEhYaG234qdc1vgX47jAuP+BB6z7Y3d8zPJ7oVE//SKftAN02HIsMEqmR6/HuRHGZdEOv2WpDj9M9OXer56oGkdQ4xc+Qe9NXrwZg1mYjw1d9PjGk3zc3mGTqbnoh6eLEDGhHeUZj2ObGTRWRQuPlNpGSOIhJMLrysh4JezId91ym3Oo3Ba7khtr+fRk/Ip+2isdfMrkUPMGbX01SnKIE2A61fGHGMNOspkqoNsxVMIvS1CbTdEgSFv7nL5I21Wq+7Nj84ePuL2oefC1r3719Bd/8eeifd13dnyC1DhtDHvr1bbDCZr+p59nLNoOQAXLV2qsfII1hRi31D5JXXz0i8jgIydZ3lZ3v1MfHLz0FRsZJ3184F91cQuTDY7PHvuRjGMjW/AL1+BtLNKXl0L7Ju3xEzn7plzeyI3sJtOylm44/PZFtCq8EqvYxoNOflBFpzXWYv6zBJ+/MhZXXKcPm+BtWXZU1qLBjikLXzsxZnnxt4BdIG74yn1PEygGLuW9nuPmLCLAyFkyLfQXgg0nbGQ7wL6LsLwsMtye5MGUV17tIpLFw5/RNVB6Ya9vqdn2+IC+ZSO8gXTduREXTbgI0TIvy0M3KX7tydTQ8NJgt52brYdNCBY5tnIPnC+RX6tBw2PUPIjzr/+Hf336H//H/9fp8ccfNz0MSEfFSmDQkUUpk0t1JowH8FzRT1x6q65XteC9mEtyJwZ1vvdDzkJeeYCtRuWAzcIX0vjq0xwXIqpD3gQNt2nu+sRdvjXNE6c8ncZGZzdEFD/GdoTvUJ9VpM0LMRv16KUMP3IY0/WLi5hu3j7RYCv81YW9XtT7dRZ+Hiw2MHm9mYie0xSntMbMG5vKWIkPLFT8myMuTjLpww++tpJL1KTYjf0ds8iCL2N83ZbEHoB5iG5uCXVucLKjHR4SQujb6jduwAu7aK1zYoFeZHBxBcr9N5v66gNilsWQK3tOcsbCL5voE3T2lh6xye3gV+cBk4wv/xcHYiP9nYMZw00D4JQsU7oeeeQRP81L//BrR8SUcvsPuvicvgWX2OW0QTIdonc9gvDaw0Ne5VjWyCttwXzNtwQ0agViF2w2dy74+Ck9but96EMf9Od19UfqzhJA/HpSd79dBi7a4Zf6duGGcAAcfe82xh/9eNDSluTyVudOzw3vvMG/VNP5iu2Mm0JlGOSEY5mK3wvtq8a6QOlYw8iD/ttBhR1CMeRIJuAtmVW54Hp4Mgg8CZU6Ec5k/iKwOpRtgdjgkKVXApBbZ9zX5qru3nu/4Xvd0aXAq+NtkyYm+YIlv0G/XLLfl5pxKTQG2HToeXPmnkxzEQENHoGvbpUZOGpnYeDrDzy4wW/p3fnxO/3LCfysEBvOo4886knhhdDx6RXlnqzWsqHzyUqyDdMGHZ9PsJD7QRz5YRuhV4xJyGEDoG/RAXhx1QKGTNytzuXLSgbYlFjM6D/TDxJdLDrcxiGxufP5nRdZtUHlK3Pkq2yRI9YAgRC+UidhmzfvbNyMAU47SXx5+xpPFk94xRs7fGWJFISr0HFDOxvZy9pEaMPu9B8LOZ+5XOVblY696JGLAH9WowUdugK86aNcOJCQAd636qSavj0uKKQbnZwOQ5+NghMNcvCD72qxkZI4GfhLvbowoj+RC3QhzKmIz2hza7ML/jFnRWv/9Uc8+uCIbehG5c0vn8EAqCBhj/so7JaXevzLAoWGgPWt6lGvfstxSgyCn1yA3fDwfVjGIf/ihodS2m/Y5zVgfCtfZaEr43nG4tjSdmJPzPO5cT4jza3fBUj0eGMsMCaGV3/OgchOuhxAl4vxPGjHvyL68RNP+MedefYgp/TePs0FW8pK41vASg+9C9Cd9elI5ln2XDRNHH6Zxm3nBNCHJ1RA9F7hjyQ+9alP+mtR/CBHLz6wIbHJWkQeEdhHonIOiCy9E2WQjnxs8NOYrljcEpb8UtwZBOlEW3bQKTNRPVkXLi4uvgvSDih9ywsUAL2X87wtEBT8cZ7Fh8dyH3nkh/61BB535fM6NoLDNg+INZiXoQKVozXySKloYdACySPMPBnF50a33cZ/PchV8ZltI8O6jE6nLAC/4hTeLADgiWUkbPoFuVLKFfUjjz7iR4/x41d+5VdOH73jo15Y+a8BD333Id8X55/RXn/d9V4skeNFx32UhP+AamrvxFy+46/rModFPG2xiVR6+p2xkMUxj79nMdaiwolAuuoLG4SKlnkGVsMLiH1AT3wkFq977vm6+vKdfhDHT3Qdp5fosxx4L8ivzSnLPjYIrnq1kGBT2w5bVfapShuWTzTY7Xb04bviqb5nQ6Nev9jI2OSRx4YKdDLmls26yMKnbIDZdNgo4nf+w4Y3PMlsDHsS64nDcp1yazCbYC5cvEiOj+Bs4/RxfTSd+NhAi++Ch66MUZJNFGTMEInYlosFYt3NDjmNNbZDi0x8zThBNjFgMbZQQcalBSklxuKVgGzkuUDxv5TSKzGCYJJv1UIfP0nEuT8J+NGP8m9u8t+/Afix275IR/xd/QJUBzjPSdLwJMWX0k12CVTXOsEQFGxMW+NdOQXsSp8kttyp+eZ99/mpa2zln03zVQOfjrDd/RW+xp564hqIWnS5ap32b7OBprS7ROEcSjcJQN8OoNuephVjHrriQRU2agAcCV07H+lyEPz5enXMTb/XT803vmdnBjDk5i1Z4aLx0MkAykru5AnSeYcvOQ6Ako3ZypcD+JoGIT3F0RHpDGu/jIgr5okN5HOr5ic/4R+cfs8/7cWHuBz5ubpFRORA3wGRDrdjeVu6lLJBZIKzkCHzpzpV8YDBLe++JYNMr5pl3oixmvqMD3U/dqRcaF1WmSc2BCYaFHwy5V8U8Z+IeST5Yx+7Q1dLn9Lmltte3NJkQN12621+iosNEHmVaV8FtQtYeOJtTWMHdNmkae9GufPiYxakJNqY2IwLqM4XP5X1ioboyJ/eQOEf9B68WkjHLmLMpAaeeOJH7t/bbrvVP3YL1B7bJt6emsBjE8BiS5mFY9QfdvlEO3bYFkHGXGQ6NkNry5SbWjqQBY0Xc/SbO5O4/JnMWbxqA2VfEBwcoXUaAz2/lIp3LGSX24zDlpxSsgGyYKd/aMdMn7DdN6Ovi8TEGDrw0IAn5pRzi5KPAeh/7IE3tsJj5QLs7xqAfvuapkOXQTjkotfxhEY80OciKbb7DoN5Yqtt5IaU6fnTyz4iPzYlpnn6dPnOrej82j4n2shP7MpHugjpl2U3JPgIbU/tBeJGHX2OySWw7AS8wcuGnKIXvX3Sa4f6gI7+J4SHH37Y3/OVOT7ZcRuTi1rkWtHwBcixa83by9sYePOWQPmRF7kL73F3tCtJ314vrPasD95D3JI+K1BuzA6eaQfPy/VJXaNLE7TGVv/rAaLInfbXEO4JZMQEzto2uFgXxjgco7wHvekiGO98yk6t77jVNnFxHadZ7Dh9EUweXWdgeBIKGsRkU+bF5BdS4g65JIOawMH7M35BRbLfca02FJ3sfAy3X6KB+2IOu/g6gaJ/Omd7ocN22Ia8ICXZHukA2Mwf/v7DPtUxifleHbdoah84fiOP/wXHBs/m2IWYhc+GWbomq+jhiU3d0NYCa7D+83p5nAa55KxFgXoXXxYuYmxfSLxaRj4W+S85/LEXyA/e4g8L8Ne+do+vDPl/XdxejRHYJ+4ZYwD6HHfpp/9JWJzFXwkblUxvFrQPf0Ro7GaDiZ9zoae8dMQKcCTUgK/ta8RQz2KcDU5Vc4dOFeWUDaJHF3It79CqJvQiEOUDwbVvli3RE358x9Z8HSMbYzc9+NLfiU02BMZKxgAyEXPYh1UqIwcgFo6PLkYiB3vcZLom0ysnDpQdD+KvmLCpcjcmny3lNOqLiJGxO+x6FThC8dHeD5o488Q08wR/aiuQOAUie0Hb8KNxycK+/ICl5V0WZRLtha51i2/NCRLI5gv2cmRw6ub2ZX8phTsanFZ5MpPTKusP8ZcVbreEyj4gNgAdL02DnUy4Pd/gnH4BlMZvTZeQGbFS20vmMBxxpo6xbS2UT7ni4vHmcTr6L8QOumOzc1W5kwU1BT+FpBBbHLVFO20DF+tQgwp+T5eCTZ0eidN1fNUhksRNROnCZwIlFkU2IjYBfknEG5JeXfQDY5vzyOxC6TQvGpAKjsHK70/+lB+C1gmq/+KHNk+OoY8dA1TJkO8ErSip7DBtgLkpxnmXyZjI/EPEe++97/T44z/y1wzuvvsT9hei8nfRAsftnP1zpKrFVupoa2wLloPOQUIb+uBWvAuZ1LRm4cwC6HhvryG1fNdBGZ1F2RuiRYPMIulNSYk6T9zxn+L5ugU5D+VwuobeMifRF3xGjE2cxu2P5LZ/c0U+PtCmVJ98UQG5quB86jOMfc73GMCbRcz6pw79sXGZPgtpr3jhm6xv4R/9BeNMmHLh0DE+ZXGmPXWKxivx+VtvG9VO8m4E4XVRgF+R4X4cufWB9m6WgHXtBgtyJ4e23M0oH+CNThsbG1ovADpmcutUuqC2vvCAK1AkTZMqvGVcw8nDS3/+5392ul8noXfddKM2BB6IQG5kv1mqrsalsXGbX9N/jGnyjdeaRVAZAOi0BVKEKHlIFz2wkbudWHFh/eCDD/hhNL5Tx/+n/MhHP3q6+V381FnWMyfZFMZkQIrnuqJjKdpMHmxjUb63Bmm2/h0uVC0XXNNFiHnLzrfSaxnK19hwdgnQOhH5WwDKp9N7hfx3Bwxfk4PkhXdSJwxQHfm8YUu9X6/E1WCuCJuwD7eSCDoTm1t6N954kzc8/y8oFn4FRVaYhnQsOvqLLVuQCeAkk1A2d3zpZAba2ZFFTUAzfo/vUDFJMqkzQDuhHF/R+SrFVyqkmTx9Tfz4TOSxxx49PfroI57E3J7lNg38UZ/bQtT5V0b8zNZDD33XV7kYRpvNU7utkj43CIgBGwMLUBch2uzXAdgB/8hQjowsuMHlIYl1anDOQsZnVda/yRN/Fj90coX/yunll19S/nL0Tzspcbny9L73v+909yfv9pOn/FdmnixEIvpj6hpH8QG87JONuywuUpKwaXj8OVn6o7LwkT5sXFiofQohWd58MViJeu3Gz/R/bHCMlBN5TlmUuxlalxJ6geA6FlY6hyzg8KCjCVl8lun/gjD9jd3QMf5Q5AVbvOBjc3zqwy+Zqzkh2lbJRBY21C7AtEiUb3ZAyS7oDRx9ntur8YfEhScXZyQeUGBM9AEXYmgfJIKY1zZwjU0Bmzy2kKs6axVPmvLzWt/lF3ckC13xe8UQPy6mtiGv8fR645jk5MlTtYmNfOMlWifzYZEdP5LXCSXa0NEHftADdO1DBnGLjAXUmQfMdR62u/nmW/xzeTzNyP/iI5bIT591zM04E7PjrTr2xqfkScQzqfb6XW/F2/7JF98o+buC7VnpIgSz4V2MXbEN3RkDtnFa+r7LjnwlNV31+7/zz//4MNqfdSVFIINXddPPgquO3+0A7za9hswQ/iVvAZNrOVndqe04kuotCofuXSafzSWVNHgGJQslg51f+kAXAwuiq67C1ll8Ve7CbG50OIiq6c2TSi9ojZsOD210PPPMT0/8Q8Kc7HhAZW4LkRA7LjAxSBZk/viC7MgHjyEoggz+KQsLxE7q8Pfe/QN+IvGjH73j9OlPf8q3LZlA2A6Qs9nwed6f/umfHj8pxC0PbDSMvkzUxMPxcX0m75ASLzYrqrFZthAXbwrRWT4DsvVqLO2XcPXFreD0YkFMe2MepbZJL9eDMj11HtGnH/gtULAf/OAH/BNKALbWR2Q0j09a0Eau/1TuyQU17itBF6MoZsFlIeZpyyz8LEDe0FWvjNBlIfSG6QU6m0QWzrld9+orxkPbL1QzdpFTO1BL2f0o2tgBJN74CCATGyxrNorEUb6qnXJT7UMmZezKgzLaaIxr37Mw504FAK4XBUEtmUmgeMttUuwgB8X4yMMx+LvGCnzoXnJz4TedggqXGRu5+ENxfJjGAfwY/yAR75NPPXX62j33nJ7Xqf+zn/v86cMf+ajQV2ZDkG1A9ZHMu0H9Bk+RunFOwZN8F0LjDBvDQ1oW2m6Ni4N3+ACT19cD8AF/M+bL5++Wfutbfk6AUx0Xt1wgEE8ewHvk0R86htlMcwETqF0Bj32Pa+SDiT6XJg7QZ23caFSgDGlx9aPQGjS+8KgJAmiPZITR1hH7xoZpBGW82xa+OiNLY0U5uoJLgqW6gn/jdNXv/PN/8se0umGQLinv5NkHA5PBNEoAZhA4B6/GCUrT4HlAjBHhsgq36d11o0VQ5z3APencMHlgLwdGn21+zb+h+MMfPuJ/38H/eGJQ5Pbe8CJ/5NqEgUNXqgeEJDpcUo4eNpz8Tl0+s8tV8shHinLb5ImuWIwMXymxECMOZcrrbwZiAFmI222En42cD6jvu++bvmrn11L4Mdvyu/OHBxmceDjV/fCHPzjd/K6bTdsnCw+f0RUWl5mgjX83h7gUmwIqyB7HRUX7rxc+g0M+P8HkhVRjCaPiS3QRD0rYy0S172O3T4BztR0bi+vDF2m7+mp+/Pppf5bBJv6++cxyFAlUtrLqxs7BuZx4NRaH7Sp3wiKORB/yHTE2kywq+WUafIM+j3/z2RC68pmYfRqnHCd8Ht3UQRFfytkcotvzTnKJUTcxy1GbpdCuBK7zE7HoZmy6Tv9Zf4ExtuJZ/ZarhExv+sQctAD73RrC4UlCL5s9tqU9XCzA3eiIh2Wogh88nl9/4lNtzsYfOeITTy5A1M/jRxZq7I9P9CPyocOnxhWgzl0dHlzic+t36EIQ0ZDU/tpUvY1j88ppnvLCYwfjl742FTjGkYrlb1surgLTBLmT3l1PDl3q2EFsmO8PPfQdP1HO0+R8z5ScuDK3uYh94P4HbBNfRchFikUIUFabMx7rS8tu83uBduj9NrQZN5YmB3whqT/besYcvCgmTyzjc8Y2ENGLcadxY8F4NwxNy36H2hA87asPSeAQd9Xv/LN/8schKXHAQulwpyg4BsUI4WotwhKYBaFv6u2bJOrKMYhgHaYu/Q4eMPXISzuvc4A2+mnHPibQc88/f/rhD35w+tETT/jhEQY8px5oaqvlyY4FCFGGrtETmkEKYLUVqjKh+fCbz82Qna8eZELiw0gIqxjXYsog7qSOt9EXPwzl0YtiEAF85GeP+M8NPIL88Y/f6V9PYDMnpj5lsJgL4OfF4H9Jk4LPt9gweFSZpzStT6LRfxaX0de+hwLbeflvM7Qxih4WRvp79TncULvfqTvm0WAxI4q4IccnIcU2OElVqo6Fw87I47tiXK3fo6t49Prf/1x//UEbNuXWrYpwPREB9aU6SPElk7s2Z6FwBNwHwPn3zzIm2GgqH17wyExMlg54uQjjYoXPH5EPEEPakIEeToB5uhCetyEsm6Dyjnf0YmsXL3Ju2/mBBXDirp85XSVhX/yLTeByKix9ZVqtY0eirXryBW/ZLoLikIVcbO7iEznpS2QAiUc2rXM+6r2tGFoPGL25D8Rf26fBuOKRw3zgLgafpfMLHfQcsb16TqtN0DYBS+6Ctlu2bMY+MVte+432WIrcwaPDuNi3Q/QtO4DDJr1YNwHGE08cc+HOxTUPpHzwAx/MrWkuWEXDOsQdHsZBvnNHv8/mJDEky6YPJn4w+gJ2IHFO3f6Sp3Lw+QIYOeUzy5JxBmLOIaeSNj6B7VGiuTRHTEyxIHzBRgS8rsbGC4CczrXquer3fuef5QGVYYzQ5AeRJzIdCp0cno5EkEMCmoEqCisGb6NVtMIMvvKjIVpoS+53+ESPzi5kmZSUMzFhgIckMg+2Dn6k4iC3tXgcn1MM9+o//JEPz6kLmugCWDD8eYsGUz/TYUFEjnXYPr+bPjpiJ4BtPKDyzDPPasG9zt/jIS7oiY3i9MRgUClm43VtQB606wRltMG8o2dDG/AvT2Td5w2LU937eOxeApB50U4E5Idu3276/Cbou72gxs5OYCxjkk0sxgbKSb3gCb3boJl2ePEjwMTPCzo+/4Om3tROJmTHBy2Ybh7sMD24LBrDalqAMYGea7RhYA8bP7eV3/3uWz3h4cEXSxRvJx7l2kkdnzIOZowJ0o/pk/Kg33GYjQVEbNCmN1/ohRZZ8BLfTDj8Q79kW1YWZDapXPRIpvB4BT9jJYt8Fqucft7wplI4aEUX4wLIhQd+b5qWgx/7mA4vCaAd27n1xSIJb/D0T3gbj0JwiUFPLLTDn4068yBys7lEXxI8WVcy/inXJmKGQGzvaT+6Yq95bEvlxZYmt0GvxI8g1KfIis4m8JUfm9e4WGMhtEBt5AWw7mXxd6vbll3xM/ZFTiESMhaSgg9daEEhr//pgzs5/JYvXy266aZ8T5A+wwfmJHTMccY+t/JzK7O6I9wZioD6orTbYRewjrbSKRbUPf7VPxnXbhUcEgXIyLwJJA7IZjx4Lg/sOgMtVy4gHHzuI3jKt/FDJluOuvuwNIvuqt//vX/+xww2KhcdB44BQF1trZt+jDJunAB3BKkyp0zKwAh/dezlQOTWHv0ZILHeQeTKb8nK5Ew7t5q4dchtLf6Nj6/sPGEZAJZmunReFiE69PXXB3csfBCLls5V8i9UeIHKj+c+q42OBfZabSIMRGIRcSyiobU8L2izSegli02jP4P9Vzk42aDBS53c9Rlc8PNfyPmVc378Nf+76u7TO657x8jxu+XZ3lnIWVD5b8wf0BUhTy1yGsrgC71PDCoTI9tkO6IfHxxfJV/UqMG3s/FDPN0c95MruR9CYWzMZu6nMZXbVwF9sS/G6C+9644HsibpRRunoNAk0W/4wmcZDygufOeRX8nwr7yI0X6IJptZNifr1EtNXij82Zv6c8HEWynjIIsvPMhBLrcskWPLVO/mi62UsamLuGWMP6Ty0q/9+TA2BgBZxLJ6O6bJoUe/+wJa0yde+MGYZHN0H7meX4ivnABeR08kJB4Yjk7rn9jGfsZuFm7KAHTZxLO5owugDli0oOOW8cVcrY3xBx2R5R+l5rNP+9y4R1aAMnalBu+oGluDg//HP37Sj+Zza5v/lYYPjQnsXbjxE56mxAN5ayNu/RIQDr0L1lgJfW3NmkQeBGNuYmSaJppTNq0J0u/48U2d6rjI5ZeRbtf85QKPeA6hP7tmk+Pjifx/zox9x6b9LlnISzHl2By7p0lwFASxrRD6WdPEt9vr79Mqbjt/1ozSoI/4uMlw2OFK35bMQ/4YZ5+kp+Db7dCoOf4q6ZX+TL+qYKlX/e7v/NPjS+VVXCjz1PKOEBnfNpxhYGTxCVUTcMhErEWfy+yCkE1rHzw2yWC5Zgmf8ULAW6eSaM3j9fyqBrcvcpVzg+SzuKAbGgC7skgD9oHAYGo7UX+UUcjL9fojYDPj9gG3FthIuGUS3+DHntgH48W45nQ8MRwabGExcPJgmgXaAyQLHU8n8qsJPHkIjqu822+//ZBLwq9uchmUWZjIaQdoR0/7ZvcLhPmQwYaNDcREdhJb7CVl85I+tZl39KtimfgIHbjyQOfPL607Eyw0ywbLyp8h/abEi9z04clCku/NsYg+8MCDvu33/ve/7/Sud92kNnhyUtkhctIvibNsQWPCY6i++mCzbF9jmjsLQBdTIDJrPZtOPpuCB3vZOPJACjTRjz/MJXxAMIsVeH4kNxdXwzsLTeIZv6oXHECdMre5+hkidfQlLfuJIb6ZbuRhX/TkwoBIpK+iBx7sTiHjFv8YJ+ChS7woQ7v60G2yBV3Y5NjI5/AiMn3LfO2aUF69QTGpgIIowQ4+2+IHFr70pS+dXnn5ZX/diM/q0IXuw1b6i1iMX4lHbL9c3foHaktw5MFDRx1d4MIXeue0UjYV5dVf6Nv7xheTSvxHdU51/AYs6wsPpnAB3/40jI63q7/pc8rI2PUiy6QgBB0L9S+2g8uFvKuCyiiUP/QBx4o0Msrvjc70iUMh7YvOFtLutPSlDQjt4a/AOoULy/g5YydrgkUd4DH1u/9cm50qiEFAGmJkkzB+qXI4EHxovVkp+LRD24RMB+EIxOIddkEGUgdILNG76O3MQR8nLEaweNIGHAE4eLIAJAjh2WHXYbqRB3EWCE1+tef2VyZsJp6Y9cak4V9U8IAK/wuLHyjGfA80Xp2kQqKnYNv0AnrlU9v6QAL6jR86gAXHT2De/4AHP6eXz332s6cbbrwhfTcqUNVFEbEsGpkcmeh8oM3Tmc8997w/10AXYLucEoee1r1x8gTbyOyJkbJzL8TRAV9PeskxisQEDB80vSXnR/aR2w1+5KVfoFj9A84Lv22YMTW6/RuW6i8eRvrBD37of4PC7VpfaYosfq1YtlxfV3vz2EwRPYyBbga0cWoFHzuhyymIcnEwM6YCkeuLLvBgZlwei7mBSZ349UIi9Z4ac6IhRuEIL7huqN4k6Au1EhsAPIiOKdSR4OvmTdo3NTLH9pr8Wg2I6vJiTN1aQk8b9Lm9ls8gd3lcUPQuQ+ZyFjD4uIgynzZ5fuWHU7ltt53owFiLMV/HX+THVuo/Vv9/QxeCzBP+aTG/mMTatE46M9eRiUgxvlkqPeVC+GJL8aZ3KU3T7DFqeuPTQPyjP/MlEP6Db2JGbJ566ifavL91elGbOHdxuCvDWoO8+I+dWUfg5d80cbeJrxrtetLvsSN64xuAHMZO+qaeiAIe0YRqQWnSllcQSmrK/J16PKJgqE7zOlVOyKdVKXzl7gW112LZy1iynqFGkPlTUQp9bSW76vd+dz6zG6BMMAhe6xEThpIeggbJ5MpGGBqSjZNhJNWEQ3au6CzXNEijo3iFBxVpp5QJ1wWhxkeW8F5gsiBz6nn22Wc0QJ70FTIf/uckUl6zmt46hSCl8wOKaWwQUU8xGAZL7MiCRp0Bwu9uZrPLh+GccFHQU019spAN4q1IZ/CTGJihW76bV3/Ig+eJHz3hX0sBPq1TXRb0xNOgvKcNBsiaXGnH5u8//P3Tn/77P/VPbXEq5OQL2C+lNYlik/GWk3hgB5sTMSYRjS5ugSxGPqEqtyy9mMT956osoCxAlif/mKRcbaMH/5EBX8YOccB2ZLLpxj7kMfgBOJDHf3Lmg3zauarnO0iQUC+EN+XGxbIk1zXh3K437DNKL+Q3tkA/82V8Ncbd8MxB3CYRH2jYtOAhSYHb2Kh5arB81BNP2eE4xGZiCY/1qa1XutXRDYRyLmBmcxXeNKbOwiiEk19tGF3kgGMbhPuGvkY+cfJFCWlsMH5SoOMocz/osf24aDjMUMpYI0a+cBb0Is2xtQ+ly49gR376CP+I7fPa5H784x97TH/iE3f5e6e0ob+2E4isVem38gPNoa1swGNj2hD2+owXL76SzXxYvoc+VemZ+FuX8voQCI+waj+Q1s2PPfMEJhe2PGHZUx2n8Mw1eJEXuxlTj/zwEd/16UNzrGGMBfRiD3IB+zJp+bxsZk3J3Sc3HZD2ymjsyJccmhPrNXYXT+JA/mZJ6s2T5OpAZHicMfYsF9qdHtzCJ48cP6AS1AILr2LXkw9vYASTCIofDXYHkKAPD2MrBkgKg5wOJUn2GyN/SJd16B4kKMhWINJC5+X+MAPtdQ/+F1/Mr2mw2LEJ8TBGroIS3AB5ZEU25dhOvVcNsdmUZpGnplkTI1/gZKP76U+f9pfV+X92DC4tMaYjwYvgQ95ux6FftvDyYMtixXcAmSTUsxDzf+l+drr/wQf8w87cnv2sTnWcJo/bT55gOYFYtyCbB371avgN/3g1X0N46smn/Dkjt3tXjGKrkwdrNptu3vZfL284cYA/QwY39lOL7YD7CntU5WpsPaxibWpbm8TeV7EjMQLYqMEhK7LVfgWfeb3s24Io5nOfJ3Rqffrpn57ep42cB3cYJ44JPmgSs5GwYJBHb2yjS47PAAZBMaGsLdgFjlgQ59h8xIn4TKxqN7w+4YmR21L44UVfunpyo57TB37myUvK3eCid42PXsjRv/iFL9SR5QsNxzeflZEKDpvw/rNuNt7XbBefCbFgJrbYJ5uli9px6lZOMzYkBokRtnl8YR+BRMvYu8eKeGNPTp7hRVZj5Tr0aTD+fNFlxDDW4iPzdd/0mfOM6Q996EO++LQu4bGFscemjb/lwTYAqV5EJ5nemuK/09Eev/R3gH11bNQ+efyS7fIbB+oCvtDu04ntTzoaBdjz9E9+4u/R8lk0pzp8Yj3LhQxAHww98hSTZ7TJ8SALJ9t3asN/uy7C3f9q321rAh87I8dxUTGbMrjgHUPax8/YiZUHRVApDhIdjQX1HRbCsjEFaUO4bDMBjQfQ1LXGdeuZ5Hpolu7IvOr3f/ef578eCEHHe9OawQauhMkGh6Fbu68cfAXJ5MskD194De30VCbHwOSGWKjCxgcN2aaPdk+gqdOBTFQ2Hp7A5ANqroA4tfS7dfTPPqjgi25LU4rO4JYugsUkJnd8vBhCB36d7Pjlbp5w7Olnv6IeD6Ztye2kAbwZabB6MM4rdLnFgH9P/PiJ0733fcMP3/BVA35BwQNZ9sCXzSwDsQu7+0Zl9JBYEOH52c+ePz362KOn62X37e+93QttwbFVso2OmXixCxkQWB9tXOjIn/GpNuC7/1Oy9OKjIzwysacPjvCirTGgirxcOIEHmTh4Ug8ZZeuXbBYTbol6oxD+HepvPqvhipgNgQdyWAD7P9B8akDP6DCMXABM+ygptPiUeLD5BNcN85AjgIYq9Lmqnvkwbb2Qgg8ZxNU/YaYXtJGfCwDa+3/xWGSpM55zy3b1aWlddnyzuWVRz4nE41Y0KeMPZWwyqfGWoXJvFbv/pk8Zhx3bWWhmLlnI+dwCh7/UK99EAvSA88M+Kud2lBBi4MEjn3LVV44rXGqKn+TR0U2XvP5jRtct+p0+z1xFSiD+zJgWH4nfzfVdBWQif3Sgz0bpDxyfA3OyJab7JoV+fIuNKyXO6X/HTboByEUxdNXXCxrFxva9fnrp5ZdO3//+97Rxfc+n04997OOnm2+52Z/JceGGHFk2cuITgI08uPaM1iX4btSGRzxxpPELD7ZYiCHjkrGiitDQgYtdyngzT/ocWx1b4dxOwRC/EL3H5832BapJ4MYX+kKp65nHR+UcMsYuocmA9m0vID2OxWeZKvtpTJgZxHuqcS63XR12XLXOBPNiSk6H0rGirUH6U9uUeRkXmqa+CpTWYhMfyQ/awZPHNgZRPj/jqSV+SYABxuC49dbbTEcQjkBZQ/jBpTMGqzfX0Wmf4it1460XQiCbIP8bj8TA6tOYsTGEXhjQD7twloe+KTOpiaE7BVrR+U3s1i//GDzcs+frBt956CHr4VT3rpve5UXJJnuARQ8QvxZIsnN0sqDwM0P9cjmTCLzVjl21P5GBe14jNgOZgR+Z1JloTBD6Cr8A+gU65HXMeKFXH8ELHluJE5pod5v0oK/2eOHQ5uExZhlZyKBhvHgTkwQ+73nl5VdP3/72d04vvPCCLnje6y/fHvHVyxPBE4knCXMhwaJnmnEw/cbiQD0Ti7Ys/LmlysmetrX4zRiDeGRwQZRYzUS0/NwiZ4whDBz+XT0PFwDJI482avyfvPh+tXVG9tLJhKZ+xFDAooE+dMSfLIqIx5TYHZ/gA7qJQEM7MYpeLqwy13iCFPvSl5yc17gnWY5t0ybmsUBfLR3Ibxl5PKSS0zkqwMcvg3EpuiKAlwuK1NOPzz37nPuHW8LdmKsjefqA3ONJCXDc7K9oJK52ZqPKBYDnsABcvrKzxsrhs3N44mvewKViOeJJzDNemkdUfMOHp/le3Te/6f9TyW9fvv8D7z+9/Zqc0tDVvo4dyG2/Zk309361/vGgHmMNOuT2IwDbY52RUZsox97YGtpA6/G3a29wpF0G9rheu+gL843wgfIB0Jh35NQ/X5iURvy2fmKGOONMk83RdyFI8jdykq76w9//3T+mQ+1ApLnszp4B44GhMrchGdQdBDtNnEApDiRl00qby8hR4P0v81VmQCYXDQuhR1qcw3iAdmSElsEoOtcrd9nCd52uVye/e27NcXXXARVx8bH8owKR1h8fNPhncV50smc6FRmBTDBOdiQ2u9zGzCJf+x1oyaMOJ3LplCyamvDVAY85Rhc1MUCDHn77kcepuZX58TvvPH1Epzrf0hAvcAyqiQnM3QB7YgTIaed7ONwW4XYom1/7iRDYZsUNE6C1PJVzpYScTIj6GH3hA7Ddm7TKbAg+JSBH/Rcdia19HODWHfLpIV74k8+I2PRzu68LDoAM+/ZGFiqAdgY4TzDyue3jjz3mDZ3/49dFgoSdmSzwpc5nLt5IscttosEP/6Rc7Abnz4qUM54TJ2JMnhOfyCzHY1Xg9slJQGO6LxaUe8GIrRn30UHOwh4Z2BT5jCH3+4SFdp9AFMs87briVR8C6BzbVIjcXAD0ap6yGNKmstcATqtKzBUEYLPvFMxc9oKGnigxQMtJE7oCPvCViPiNDj73nAdU5iIAXStOkVh7O67pA2ylT/gXXvzgMw908PlW/iFt+gB2ZBANf3VI/sCbJPmT44cBu5T5lja5eHuKZ65Qhj7xjQ/232YSz645iSVksTtl3ign7sXTEDu5Lc+F7XflE7ci79J854GrjOHohTx6ydc4guYmXQQzr3kamTse2Coq05jx6KGlu/2PPZGb2JncOWNijeElIwBdE22JhWAEYKNj7YaVMneSeuGODWJUEgV2CBkbk9L/iS3yIhOIzKPqchJyvdlRsSFKTPZ2vic/eduaI4Cy+ZLQwCu+YQSoBi0KmaDd3Eg+uZBom3puNYUmmyrlsQ/bLDOJclKutriFdfPN79IVza0+uSDLE2gmTmyYiUnwyz/ySbZeTrgu/QCLMNCNSSzuHF9NPvecN7t81YFfUFmLKgkd/z/W/vTrtus678QOcdkAF8BFD1z0PUEAJEjKJZMeVpTkQ+VzypZISv5n+L8kY1TKGXalnJIzHEmUbVGWRUkUO/QkAKIh+pboSRB5fs8zn732ee8FXSl7nne9ezWzX3M1uzn7mIC8ZSgvSOfOoNDHsvEdqMKpn9CF7yA999xzh0cfe8zB/8X7v7h9zQHahEXE2HejJ2D+6ZTRJ32ADD6coewHP/h+QlJ10JU7edOLb3WzfNlAnt00vvZgQdZmZ3brpand1FU3Er5EJjwBcFLOmUFt9XFojOegT98A8EQWZx7c70D9vDD3EvuGsnHFB3uPFiXa8AtJ7eD3u3XIcSxxiU115PPASvL2h5LdJUaxAz70SeMmfBPTyM1EzRkaeeRjFxM+fNmhwoV6fLGB9WRiXr6G30q1K2dhpMiNzNjayUKHqSOZduxBTs8eiWt0KtTvnI1mnEln88eX2DIbRumB/4C4JjKRhV7UUlfd7TM+Qsr4T39ng9iFf92bRBb3tLhPz4LHQsfVil7q3QN87FPz6KY0Pi7f4ljPHY3LjrE14caPWHWsI/UA/BwTYeQ6AFkAuKGffhg8bosw1nnn7s033eRN6UWnL5aPc/kfkvgrMVx+HNERudRXD/LeRKgtydWG2IJYdEldfd74A2Jr9QUGR32QflhzRvotvt94Tl3kR2dS6hYvNr3MSfAzrenX2Ij8lNGhNtcPe571UVgoxoqwJTUW+ZOS/kGOKDMiecGSkzlzcydLgToEdISC41oROBkjtE4o52MC3ZPL8IsxQrahCTgSjmHQ5Ac6mSi4N5PfNAMdWs74uNZNKk/zq61gCh++lJnEzIfJjkX0otP+hW/OFPkuS+jxUQIr+i170yEDYk17JsblV3hTT7uDhYEsfdCPa+zsHo0vFgzmn//8aZ+x3KSBzFkr75t0XxjQW7SdkFTfs2OCtIPSga1Pr2VTzyVYfjmBAVZc2v09sBnQftJsjglIBbYSiwY+5cikyGBgISAGrJXkcX/Ofrswi6F9NX7IhI3P8FHvu83kMD4CkIdH0Zm+to7WZQ3Q6g4x/XXVVVf6LRNc2ubNKr7Eqnbs72WRTkztD9xJLKAjutIfsOfsjjr7VPjERHfMGbzxA32SfstkzIB1bM4ZKniJ2yzi8UF4cxYRfvNdO0HOiPBLYsFnvsIHpxOL+dkPSf1eJIAMxwXxKnr8ig7ISbzmEqIv445M2z4pk1b0ip6ho6+hs22i5R4pl9nhg91rUvQEY1r7Y9MrD+PAm/rIwC43xw6NZ3Rq/5A6fjDEE//owqvz6GMeEuMdmNuXqsWz/LJoy2fWj7GRxd5jb5MxvqFP9cG3jhH7OnoHoM/ihxz8mzr813kr8cxY7iaA9pX0z9FFyn/8ycNjv3j+eT91zZPE1157nTeSiA5NfBE/hza6Rzf6mSediVXu3fEk51tv/dJ9cyRP7Z0j0l+unn6YpDJjJotPFs4Cc0Nirbcp6Bv41r9LV3wabkDi32lwE1uZDyFzP+lY3SI76wgJcH5iJily4AFknI0eJMF2ZvdfSmKnT5TePggxG2AZZRoUmZYFU+NDFAjvBXWUeW2yF/iMcvjY4RoQnFlxyYq3gjMx+BLGXpfdAF98ye94H2VVoEzC+aOTHYfTxQOgU/iuGvIZYH43poJ8TRCVBzYDP2VPKMIDlwkNfDiDZ9mAdgN08gcffOgnTPm6AYP5q7/z1cN1Z8+G96c6ScSejZ4/FTxot2P1iAR4M7B+8A8/OPy7f/fvfIbKd3j8/SbhcgYTHzFRjhxTBsxXOlDFokZq8JKYgBm82OUNi/hAXx/EL/gxdpJo92ZJuPAFIjMDAhp4295p+ZQXIvjl2GDnoQOeNuV9gWcuu8y7Y2IDPU0Hj5GRgRHdqWfTwOKFL+AXXYWsdh4O8iDHtsFnQPJlZiYUL8yqx29pgwz+qWdybYrdsY1NFG/ByCKb+LLMsR88zvDlXevGBi7t1MTngPtBiUkaQHfHmfqThad2bvjopDr4NEbsD9VD28UbPdATPPer2jOpJ078PUzLDB72b3HOWZRNWZtBdEcXzmxthkDV/DdeE3iJk1XdviaW8Dd+h5b3vfJL/X1iMf6BJjywp31ZWfXHqo9fICXVF7QhFz70ZRZi+nAtmNjIwhZadMzYphyeZLA/MiFAT3zM5oI6vjrBl8hf01ndLbfcfLj9ttv8UBLte91J+cUXeOLLxBd5NgrPK+7//vvf92Xd0xef9huemGuCPyB8yqsuYyx2ps7/dziRHQXqu7SlbBzjyU75JjrBIr4LKXXhufokfRzqxlDrzg+Wq4Qc+sAynZCRsWU88QJyzw5FxpFRPIyO0iinv11KBpZLEElGW07wN4jsOasrv4VQeurasftEXQceZZzL96qee+4Xh0ceefjwls5OuBfFWZgwIk7/xNKweA1vfcyTne/Is4NrG4Cu5Cm6qp2ce0r56sGbfi3RVVdeOZN5ePcjqyA0YJ+qIn8SA8SLHh2uNuNzVGfxpfXHHn3Uv2N1++13+MEUFlbL2fHQn4/QcsSO2kZnF7cLAm0MEH549qmf/1yafUqTxfF37tAksRFan5Ht8p7MOJsc/5E6ATI4LRcdyMNPZqGffRATkTR0mRxTTh02lgdymOBd32R95DN0Mp30kBx27/DmcXq+U8i9Zv+SM7ahhmRLIf0xmChYKx0Faqd/PYERxwL6mjIADbpij2MV/Wwr+kZ3cDhij31E36InWpq/FowZnOhZnwGetHTsgkKqPkzq/GQVZftIvO0H/DTJuqkOHCY995XrWcB3r5hCkQFwomvoOnHArzrgIxZ6L+i7M65O/HzHFXneGE4bOoZe48UTH/NCFg/oOxlZplLzLJzWSXZwjPz4DT2oa5kYuPTMGb8YmYeReBITfOpxZBakJSv9A334lHeBshd6tXXDwgfo2IlNWSATs9GrcVkeGSsmNVje5LMpweb4GUT6nLcj8QsGF8qOu++683D5FVdYRq9iJIXWZ6kjG9qenbOxwV5+uJb5iU0yT6f3KVcAHgEUxA/k69ulNEX7wPXxH5Wlb32gfArxE/WdN+xDxjp9C4aa97xgxxE/ek3a6lcqGI8k3sZ3O3QncWWX/qM6VPzfYM/wXKBNCZzBKzZKb04ctIJEu9M8aclYXyZBMaE3nYQqvFecTmTQeIBoh81367i2/fbbvAT1wsPp05fI8AQkccAxwa6kgPEkxmCmDB8GYvUe/EKq5lMcQYI+O1acbFhkG59+sB39keVLhNqNknqznESwdgdJYl5gAsCuV3SGwj0I7tMh0w99SMy+Uz1gDMvxyC7Yzk0XBuUpbwpuvIl3ZZ7VoHjj8OILLxoP8n4Xzj7S0YPTZ2uju/2YdiCLbxL+6aVjJnF8EfuCa5CM9AkPpTCIqn90Rj94+IxEbeiD3RBir4nAUz5DYkDk+IiHhe68U5PFlVf4y/Mk5MHLE7/45nJxEpcgWQxclt6cDQHIwg5esEsbx7yXkB35Zy2ZWOIsMPeJcmaZS6T0J3blEXviFWAnz/1lXjHHRMRlXuqYmO0n4lM+Q1cSOsD3tPqLhw7Y0KET8YNNQPRJPLJx4hIYT+T5rEDjDR1ZjADssN4bnWyXTfuJUH8G+1rg/pBfmYTR12e++E0+i3/4SoQmWenOpEtfEc+BTEaRFX+T5woMdOSRwgRIvPRsMr6kv5EfHrBEv+glPbFfdSxu7g/HNnEYugJzBvazWLNox0b0y8RNcjyqz1QwDfTEchbtLMiJ4fQN/lrzQDdAmaPQqWOtyX7QkSsX+ICFGTrigsvB72isv6AxyFPEPJBCfyMOnvDazhqtnUUIKCUhA9ncr0aXM5fym5W/OXzw/vvGQGfa96m2+9O8hDYfvpXIPKL68RMJSDt46adzgXknR9NpLBAf9AUP4/Q7nrnUjNyxzfID7tNJmz6r2YC+zEt5z2quGHhDPPin/sUff+voqwfkW24ecIeN4VQRTCjjoBJuOmIptKc3D9j42EQ5degsE/WfIpVRPM4ObHyMFxwmEJ5OfPHFlzzA+DHD6647q+DLpRVRhDe8cPJ0YmXDjyKTdydCgrGLSAcY0Hrq3OFK8OPdmH0a88oreWiEgDCJeThZICJTRqna5pY0m7Y4tL/37nt+4fPDDz/iS4xf/cpX/XWDthM00NpWiIc2eeqF5+DJ5JCBmb5pQDNgmXSv0FnprbfecrjszGWeuAmSTDirH9E4fODBGcToId+5/yR28/EAPJDbusi2ps57Bw5/yrvADCz+Zq+2xFv0CW/O5sRD7dgaX+RJRS7zslngwQXs5G0zTMzlab2tVvwT0fo3unJf0gPR37H6tc+q+sLoDPac7RGH+AN5XP5l0oXF5gfy/BNUbvI8oJJ7U6CyKNkn4sWkD//4I/fxljwWwz64Y/b2Oxl44BPbQf3Iql+z6C6744tsAOELXhcj+rkLqMc4dZLJAoUfqe8uHV2oYwLPQqhYwydqsyqSU78j2vVqQEbp7EPVp5x746iNTpYl+eTrN+7VcYkf/XufLnhZfMjjx+iTRda2SVdw0BG9wYnvlaTPybmMfOKMKI3uGUuRgU4dEyBY7uhgn7k+80gAG9Q3jF9zPHgBzlnd4+bF21Kuu+asx6Y3Ykq+ijJ2oUkXhuijzQM4SvCkjgWTL6MT98xP2Ep9260b9voYvj3i985/iZ0m/d+1lTY4dDN9jF5zYiFDF99sBEFFb2A/FsMitCyosS1yonPGPVAZAO0tZ8wpT4NwwS7NqT/+o29sXypv5cl8j/6cp17/HAgYYzxPOGnfw6A68S80+6AK/5MpbWnHFkzBMBU98LhXRofyJfJLLuYt59wjgDaOcOBSHmc1AZXtDtMHZ+112QPtAZTQLkIBypc3eTXPxRfzUES+Z2d/C/b0dr+KrZvucJ0PrgcB1tmhcM+JrxvwBdMvfelL/sFGBi6TO3JEFGLxck500duV4SkxXYC8GFhA2kgMAB5TZlAwINCLevDB3fQ8AaHHr/IVATn9s7UhR9Agpg6byo76QbEsT9YD1tU6TzAjR/2zDVbRcWw/AdAA5qssEwN6sZHhi7m8D/Tmm27e3l9a2S0MG8u0zvowMXoy9KSYM5E1YYwsAfHGApKzz3xBOXrFlxyZkG0nfaCq8gDKs/xif/TibMKXhOUDdvqcWTI5wxd88Ihd9At/eNB/HCOfBDt07IJptQT4NYvEOouCnxcFHeNjfJ0exbZRDUV9gD+4LCLYUtrYnnb4IAM+EBtffqu/gUxs0ZUj9bWn+mIj+nCF5PHHHzt85zvf8cMpfPeUS3XMB5ULn/qIutYDWZwY94lfWmzj2Jr+yYKSvsulWfvEtlXfwVcdZ9S5WpArA0uP1eek1McmFlcSm6onn3xStjzvje1dd92pjefl3gTgU2ii75pjkVmfWy/zjm3UQcuVgwv5hRNwByftiZnyDA9SytSnv4rPOFC/uj44JKA+rp/LF2WYd4mHJvjQZhzR+1Il9rgP4pf4Jim4pUud9WVMbnqS2hfDDzzlo+fY9d9qsdM/pxpN2to32OXTLNgyxl3KNygSLOA1+KmlvUZzWeXyyy5T514Ik9AM3wRvHA+/prRxXHmX+Zt2YI/rSV0J1qjEwOes7g1+SkRBdc01x18q32hPygDGbNs2+QL4nNb/9Gc/PTz04EOHq3TG+MADDxwuk417ngQSrF03bBI8XXC1cBOodLYCF39hw+qf+Js8tpDvWR3NYR+dSQ2o5OVXyTGgkurgyKQQ3qElz4IDQ5fdMMdonF2cJhWKDnrxrYxgZbLY+FLYAfVHk5o+AAOEM5YXnn/BT6ZxGfiGG2/0IEMWfKGbgukREf7cV/u1dWNizSQf/ObBi1xNMPh30ojf+AWaiX3o4Ev5HD3RsFhB00mXvGTJd/gPXyCXBC94F2zz+KxQXQugpz28N9+OzDSFHjz0AZjskQdkLMU+2yb+yHAaRhy6sO9TdAz/LnDx45ooC2Tr12MIH4Czuh/+6EfeaPI2IV4iwYQW/2BfFwWpS6wqUYYnOFzmsnzhwrHyl57xQS6pZrGhvE/14bGf4wOPzYHav40XgcujE/Qvv/ySr+Kw6ePy+1ltQI9fDRaa5SsllakD4OU0cRAdkyd+95uw4gL0KXjVJfySnPUxyScMHCtLCTm+mjExXD7WcHR1fLg/62NwnIso55acpPCJDGQtf9m2ybeOY3QNP0RFHvij63/LMzsU3INpBq+QMvUp5/QzTgDqoFXX3RXOSlB5F/3rXJet3NzwF8441fT6687hJFg3fYQo3hmc6awEV3Uvnhc6yXEw2cwsEDyNyZOM3CTnKwHZgTDQhIQJVmMNdhKOdyo/1Rl0QBa7eR5M4Sf4X33t1cM993zhcPvtt5u30YSPvg0gTJ1/G79azCLCpM2EiX9ocbsnVHTJEV8ygfDldQYcu0LjTUKz9oMnQMQBdiH25dgzB/K2xvqsMwLypG4agFwWPp6Y6VcW3e4I6Rv0wJfhHaAugW5pWxm8XJ7+yBPik08+5ftk/Mrz6dMXbfYbxC5+jP5+nBobBcSVz4iILVVBAv/6JLLDZ+Mn2HRS3Va/5SVr+APIBZ9JFZsRRB2+w/aNRjqgB/XVtbyxh90yZfqoOnZ3Tj40GUfkAfqFBP/qDJQvQP3il8mHWLRu43PQOcIfftUz43v6VjjmpfrEo8ac+FRSZcAj9xdX3xbgR59w6+Lxxx73fcn77+cdsXzpOhs14gnfxA/HixRgHVTveFbf5ox3+SW+iVbjJuEvP9JWHOoymWZxKWz4+vhSr/tWdbKdJCmbXC6P8z7LZ555+nDlFVfqrO6uw6WXncnGU7jIbPxHPiD9pQJxZF30t+a6zDfw5kzxH/7hH/wQH2OaKwO0mWSMyxhtP8Y33iCoHF+tdv3b8vu0YMriDX9aFg9S5HoOwQtWHbzI2vPr3FQgDw5g3rs25J4PutAhZ1vsgBpf2Av28eNdfncETpAK9oruG1E4bZlwwgfZe/ludyKY2P12p5mBwHdHeMvA00/zJOHBN87F2Xmg/JEdvnGO5RDk4pMJeNV7kKqecnmgOgPX+BpAfXCj+Cx0ecN4fuIHfS3ODEaP8UUTQAdv7UoNCEixj+/H/PAHP/R1eH7dgDf4cxbrgDAhXJwTyAbZ2gGBfk4MXnOsnAwyqBYP2adBx6WgP/uzPzt873vf8/2Ps2evz+SpDzI9WaCjeEBnG0d3gIN1o32AFoKtZ5Xk4Vc98SF6omJlcBbayx3g+NLgh9mVwhGetkUf7IMW/jlbC7/Vl7w66rM6S/7V4edPPeWz5bPXn/W9DNPLbiZbvpeE/6AD0IO6PmWKH/IkWyYt9IgcYgUKcRt70AcfI586dEtf4/fgwhNJ4GdSrGwm39ChN/KQ4a+B2PfhB33GUI5Qch+Rrz/UBhSjvygraz6pjhbF2yZIFRv/vexDGayQhK59bBtnMwEr95982bNV95AIbYPoWIAod3MKPkK7QyehUybB8IuNlNIOfuz5lC9Z3nbbrV4YeJlDvosWfF/JQIcQ23bsYhNJFfqS0G37uocaInP8Ya0BLMXWORMUIbSNvZRJXShTFxAfy0sfoBOLcRa/jAf88cabbxwee/xRP5jCU8NcxmRh8lWCgfKMDPLiKV3dVxMT1hvVBw945513/R1dv/jikou9OWB8mX5srp8a0wA1lRVW8e1x/dIJgA84W1kf+ONfEva63vLSp+UZXVQWfnCIgYyNlHPcy0xyyXV7CL/6BL4qT9v/BoDhuUwL4VkDYgT4qz6CUdA7LxS1c6P0ntZKKnFswHcSI7Ej4sGQZ559xgsej9dKig3a6JDXz/BsHX/GT+YEdMJMqYsIAyidxiASlhC6g0yAlNf5fWR88e1Zwh5k1Vwqy6B8VwHKZbdOztyP6P0gJmh4bTBivUsdvesH+3w+2B5fMjnmU6COQcCrtZDJb93xU0mc7RkPGUoOGAar/aFAFB2+6NNzDDryvvFP++jAZI3vHLxTH1yeSLswk7kYYRsPg7z73ruHd959x5O3z84wSn8sBOhEwl+FnLnyHbRMKObNdX71GbJ4QfdNN9/kSYV48aKgD/bQfyymNhPfSBb9QCJPHcY3ZtN3LFITp/jYflhxW9s40+iC6cuh7t+cSWEDcnltVurTf5GnhUd54/zq136arv3eiTu6ZUJgYTx98cXepPgL/Jooc1kp/WJ/61j7mgDv3q17bADgD5jGnV9YtPRFYh8+o5fqAPh4YyNSmlnQGg+U15ix23dy4wOgOnOs3AI+574Y9+q5moK9qOnNnfDCe+aexrzqHT9KxE79uPcleMfJwsY/7ecZR2rCjrX5RX5kkxJD9HMSY/cDHnD64MNs3ubMlnhno/naq6/67S/5vbq8A3PJXKl+cVLfewM6CVsBtCsuv3UJX+4J8tUsxjf60g7UXznmakjGGP1LnbGcyEOLXUnx3x7gS9zRP35y2V93IfZiCzoFxM98F1gHdHMJG87XJ2kFUk4eWnhSRlZjh7TFX1D/6wFZdVjTfgIOjHK0q77OPGmI8cGZVCDHJEDH+esGOqvibIoHUy66KI8+74NkvGaAjbg5L0nTvkMYsEzJYPJEjgNUAeJr3hMAYawk3NgYJ7f+HLZbGyQJrD2gS3TOAOKhFxYcgpcvyl551ZWe0OhAoAHXiZOyB56DNHqimxcj+Cohs78lV19Tl/752BMlu0p8yOBjM7GX1UQZ8CQyE0kBq9qnTDxdGEjBZRLTP/50BA+d8QmLE29ZwU6S+9KLKIGroGVXKDr6cPk8GxEPJjemnhhBGAsN8cA9T84AsJPLtJzZV2/3xfBlQxB+6QtV6ZjJbVsUSPInePDm2IVvox3bmFzdFwIWPmwieXG66LQ3GLE1mygAHwPRLpN+7E0/xb5MNGBVz4ynjKlS+8lRxQPldZMf25IAeDYB1KODY15948fiFfssypkAG7/IiN0suEDl41v7Y+RtmxzXp63+oK7gRUTFbiyqE/gYCf9MxjxaPxsb+x/emdCQDR7+sZYq117S6sNMwNjgenhMSmwoQev2SdKjMY8vnSw/MZKFp/qIPurDybbQb7zpidQ+fPNN3mD0vNu5esPGjLPN/RnvPpmfjpUZNee415UKJV5WwFeLOAvmATq+XL42nysOgI2ngDHpzQOf6YumBft8ILol4S/imsUvstAtMmnLBjzJvsUO6dx4b1KD02bbJ6bw2mKifUkSHN2z6/Fkar3+n6duAX5YCcfMxDhoPe4dVn4kanMvI+2glcZOwUn6ECyclnO/jMXuhhtu9O4OHGB1oHTgs5MncvM4yk9xQYLJThMv04OjlI7M4GNSIFj5jtqll55xoNK2D6DCflBb5L48gO3s+p566snDo48+6kWcB1PgvaGbNn7gLzDBRUVNFYH1HELksWBE7kzGGnAEkylFz+LAJT4ee2bHzA4zuPIhgecJZPnSfWY+WdQsn3ol6vCPJ0jo4GE/0hoe1gm9ZU+OTBg5i3ag8gFH/cAiUoAF9STANoBne6lhsGTn7Hrx54lW3i/KVQA2D5wtGxOd5sgEW/zGTZIxjAe0HsjARFZ0cptjuH4RWF/qFg/aGkskL+5aABI7a8FgEgDAJR6pJwHw4EyFswP87LiwDnk/KAm96AdptU0o5W3+LiMjuiM7Vy9Gvo60pUxemwL1RSb21EMPLTqwOOY+50fbhF27zV062y/UiyaLo5tdlwkwspHbvG3V4suDHN/727/1ixB46TtnsrWFCRxAjs968IGOiQn5UHpnkmcijG6lXbYIefA5pCzfuDz41AnCI7HCX+jdlPzIoLLyGhvQcHmde2q8MYVf6+gLnxmH4TXMBhpzBYquKRqi8m8D+pJLvpwx8t7gfIWh/GO7MrFr/GK+IwpW0SO2OVZSGT8oUdxD6Tv/W8YGjB3VbwKWT6NTq6uT/Dblwj4PuAz+2GMalRdaMqe+9c0/+PYmeGDv1BBhEARhyjGMwiTAZMFuIJcIKCdEAI4YSUoNDMJzB2oDZ5MZIVu+gc/EwJOJvAKKTmSHDCqTTuQwuUYPJ30qyXiSA64vNWgQgRMnZYLdw16XpUcCgsHNYscbVPh+Gj8pxMR85D/48QctHx3zDfr4Q5rMMXl+CPbhhx/Smesbh89//vOHO++8ywN0TRzmuMmw3qp3uXKMF5xOuNSBkgQtPtGHQT5+ZeLgZ0HYQPj9eqZdl+xIkc9lvSx+HOFNG/jwbqKeFwd4IhkdhOQzno8/Sp908Gx0+nhHySKCDHgO305WlWN9sEt8WKjoS+sc87Y63m0pJj5b5jfC+JrILbfeEr3sF0mVvMSLCIXujQ78VUx72BIjH38cX+Z1bfGJL+V+uouk9Jh+tS0gg4X9gpTBY8M0Ng4OQFxxNsUZTCYBzrbmi9BqB9W+ZdFBT7UPa9eBnzO84LX/uunoZFodSLR3siN1IsyimcUMf9o51iJ2eGGTvgVst0zRhzcxlJgJ2dhtmsQITSwMLEwUaUcubWnXUe1c0uVBjh/96Me2hfHPFQnaOllmgTs52VUv+ir88bljxTq42kAbekLPWOa4+ij+A+UIXJfK5ccstOhV3QywB19zwDvvvn14/KeP+8eGb7j+hsNNN914OH3hRYfP9HvColGoQWLf83G3Tp2zyjdRE7uXPiDnrD5n0ubpPjm2J8ek8GgcwJhUfhm3iyb9XTwv8MWbenBTRs/UNe0heOCIh2KWcq8URIdCYhH5G9FR+8hxXIQXnwvYgXWS6K4LJg2GLVE3AtxuHGibQofwIyWsg+r04Zg8h11ZDouMdEB2y7sk3MhLG87grIMdC782QIADxw6sgzATqKx0ls1XJugu6aOcHMNEnwWGYMdZ47DhnYlxJehh5LLaYiD4oSVoDBYAaniZn48+eILjXY5PP/2MF3N+ZZsHI8TYPmaAkzeN9Cl4EfAlv9nNKjlQ5wOgm++zsNA0yO2PaUNv4frS0/iTeuKDy7nohv9Vmzhwv0y/KfnsQfWVV5202m0DlqOc6p96+pQWBkVi+nx8xpFJkB28L/Uoj46w5IgcZHgSGZ9iSycTfOiJXTLihzkDUQMbIi7ngMd9u1defsUTwOYvdFJ/mSe2zcIAU9r8wIqO1MEPvtYLHLSTHkAejsjmBPk+Y5Mf4A1q8HFELtdQ3pI+2MDCyU4fPuDBx5c7lRKTQtJfzurWl83h0f4gj758N5CJN2NJbeipNvyUe3o501EVHOST+Hb5N+ONezB+OlB01NFH7nPLSlwQk+Vp3yvF7tiXuvDPmWweDMFneCRv0Igfu8AApf/l27/0CwK4PMvvu53RBhO1eTiHGOWpRo7oBv6eFhsBeKJ35pG0O97EI5dtadN8pqMarasvxZGsOykTMUn/zRegXD97HnNKvwYUo/hWfkAu779koePe1nXXXXu48HP5jqB1D3OXk6jCll4xQWfeQJJbLO0P9EFn9OXoPlfCZy++9OLhhRdfOLz3/nvWE361N3hLZjZISzYAfvkhx52mf8juHEE8FIxvnUmUk05C+OKlNu6Ppd8nqjNXEP+cIafPE/dJyo+NqIkNp77xB//s21QAFSGMlS+4Qh3RlqE5CeVl7naUkosEfgcS9ZQXfhXEOXuoATi4TqXjCBomK7cJBynnBmF5rQ4DLGva2rFdzKIHA4H66hq8LfFRva+566yOhzl4jRNvISmO/g3tTvAAdZkI0k5CJk+Y8iVyzkBuvfU232di0vNCN0HmxUEJsO2uj60qbsnt/bhuKx3J1d/gd/D/xr8UwKTCF7H5InMXhdLgT/7yLzz0n4pIQJZScNPWeiB6M9DWxJN+ht4Yg9s+OJ54vdhInxFpOcNaEL9vjeJlvcWDt/Pzxg3OxrlEzE6aSXfhBpCzpdGo9qMv9Z78NPFRj+7EpO/ReZLO5dvY11cgpa/AHbcsQD+OxVHWi7TsUFX0h0iF2sJCkUfT9z6CC7i5dNmJn3IgPgUa16njv47ij55sXIk58o3hbtqsx3mAfgH29pnzyEj/1geNjcQ9gI8Sx/CIHsFLf0NHPPLEIptcrnpwDypg7TM2hGc+Yu8+Uz1nhPQDgNwRuem5YNna8Xl+gMHgCoWSWeqfNan+9DufVBlXFPzzA1hcvuQXDtjU3nbb7dtbTgyb7Mjgnz+Q55+PpPgu/QXYb85hg/pFZeaUH/3oR37w7fRFvAGHh6eyEQrf/XxkYgPl9kWSRSslHogP+iaX0YOfPo4ezpyAPX+gKJEdnqBUn7btIcUseJYjgA6IPnmQjXzBi50ZjUA6J5ljJUek/wNVZJ/2th21HZVd2HEiSJczzWDfKGDSYNdAsPt33R597MDP3vBFbu8O+YgmfJgsFj/qkQuUfdpc5fbulqlyO8EjPjhqpQxG2kwkYEfJE34sUpyJ8V0fy3LzTEwUgn4CqiOdk4kJ2x566CEHEd8d4q0w/a6NMEOFfjNxkKdD2eH1TKT6wh8gH/yqvSZHEmWq0ZUyD+Q88uijh7/8y+96Yrnxxpt82Q8s03hQBL+BSX03C+TR1XLlK8sY+9FvAfoHp7qWl/mZf2hqa+02riYjwLYetaUdgvQhgyH3sFCEB1TwMy/u5nfP2LWzMGTRTT9X30yeWANP6SaF8LMXER72Mf9cxvGVgDlzaT42TPJATEx04QS2wa2yfSU5iT9JtT7ots5Ujgbx+AeAtnKb99hw7ICa8dkrMdBhM7ysg/sVnTK5QUQRXvFL/FucQPLRPXXgWHfy7lt4aJM7/qc9KX7z5V+3pc7+B1P8jDeyAc5uedvPTTff7PHG2XbO4sUDGfYlG5BM8CRomT/gXx/bBGrUnnJiCXOog45jNi7YnXoSfU4FvJJUDLUgOfA9V5AZAM99oA8+f/nllzXOHvEcwj1yv8T6wgsdY6bb8eUIrWWprfXUoX/jp8nEg5XywXMnP+XFT3qxqPI1BOJj63doTRfKTYbqUSe2S7b7J5ugygWsl1L0iU6F4hTOLSfOGrsk1boe3HPTqq+20KQfc2ndl9cdNytmp5cFKRvqUFID3QN/OpqU3d+kGTTGMRW0Mb5O2viQZmKhDfDu1IEax2+qmC484M8TgrwolUt9fH8kO7bItnzzRb86g8sFnfAxOnypi2xSJrXgcIYo0L/oHduSJAs5c/QlBCUWYcodlOw0fDoveui4zEDKLr8pPKsDdOAwEfMzRVdccaUHNYPblwM9ieUsIgHBZJmuS5B82pbAB362E58yAdSnShYHBnpKPhM294U8gEWD7uDxZCu+YDf44osvCOcjt8M/flKf0C/IE8/IkhwFeHFIXBZ6X2c8H+AjcIWDho4S8WMChA7m9Ft4D/9J1LlvNUHHhsReLl2sSVsHxxDH+hfdckktcs6cudRPt+KX11973ZsUfkLJcSReoctCAr7PaGdCQC/aaycLBn3G+0vf06aAMzsWQTYIJPjGl7w0me9M7QeyVJu+wK/0JXqWtydw46XfMoGvBRKbyfOhD/ktOcbGuzpbaLzhH/sEfvbb9B1+Vgxic/yNn+v34MMbP2BDz6ZWes/87V8B8bhiU2e56If/0E/q9msh+Nfy1J6+7vhQm3Dij2wE7Cf5hI0eZRjhI8YBD6JdqsnarwWDxISZfLvAVxfkWU8hUqYNiE/jX9oZyyTG8Siiemgz3v31ApVRHrugC2/mn9RDF1+GPn5MPFoBJbLuM8nh6gmXZXkghYeluERtewaGjSH16fPGwnYpX43UU5d5AeyOHXycPuaFCpwRo/c76sdchUgfimjrL9sgHOylb/iaDr5BZ9svu1CNsUddjupb6FTPsetCTVCVIGOc+hV30ZEjMcL4ISW+5NsNrzTMHqFBNvOs6y3D/zdfdPNjwDbpfeobf5gzu6bCvry1jzOpdaJdMiwHcBu4kx/cQIwihV8m4ZLuEKd9JjYHXRYQAoS3DDDx8dJiLmMwSViJAUnYWMX8KIiDcAxHsXbaAJTJGk7okkDKIpNBEkA3ngolcRnz8suvGD61cTFqZ7XDAJqxkWDBtocfecQvtr733nsPd9x+h+/1qNmQzgTgO5MYSQUn6bXfGSE7ZzX4IzgEOAzLy3gE79RBg43owyLXV2yx8IZ/7G9A25/YI3bmoY83PMrb38qzw2pAhv/0u3DI62BQlYPTPltuC43qHbi7euiJC3hjHwPUfa089bApfvTJ2R0LLLvqV5R41BvbwIcSXcAFrAcc3V/xFfxTrxYP0uBx2YtjFtbEB/HqRVpItmFwChnAcLTkkQ2/4WncHD3BqJEFCn9CAb9MZCws8MaX4VUa8h4/igNsZEKBHkH1CX2duKRudJo8KqSP4FsI72Nbor/1tc5ZmPBL/BT+kNAHtMN3Tc7RNT7CfnhFJnw5++HSMwttFrNjXwLoncUnZ8G0Ry8lt81Y2NFFL+emnPajpM9aCJIC4qv/4ab/IJDTMbZJR7cO0aDgc8Y6P9vFpcybb77Fcej3V9r+ylMaPzdtusIu4o6AuvPhVx82CsyZV2tMc5+QjRx4IKIXCZrEAGXiZh2psxy4bjTZaMDH96nVp3gmC2bGJzrEt86aprrB0zEq3MgKT+tCEmJkrWNwVoJnbGbsRZf627Y73naLXSFESsbe163gNP6GN+A8dS6kbWsMYKBtVIMHo/4w4CRsMgy0xznZsX7g03CexLrkkkstY88DPbcgmbo4aTmyQNm0ILZa+SU7tGEfBDcNPyYzHmXnLSp8cZMvZUPrRUd6dOKHNPrkEwg/+LCb4S0HDz74k8MlF198+OIX7/f9vwQpl3gAUcLDCoRHdJvEZ2RxhG8CiMkx9danH2gIIPNJgjX4BCz36ngzBb/8zNkJAM+qb1nmEzrqN9toqq5K9HUGcicp6DIIgEw60rnHXdCHf/hE52kTLrqSb3+7LFry3d35zSUip6yCzxZ4l+ljjz3mJ/m4V8IZdPE7cCs7tjBoODPIAyq2vfI2+Zko4RMc7MMjsTf2sPCg+5pUgU7+lGEd3PAG3wu9gB02ONiAfsj34iWAlc9EFJPIL3/ran2WDoHxp/QEL/5JX3iXPvgc2SDQnnhsX4YHthUXPnnAJThZhC3eiXwmJBWgDhMB5dDAK3wB+H50eOXVVw9/85//5vDjH//Yk/Rll12utuoP3oy5zYfhH5lpS7n18U98kXwhMRpe5Veo/6hrO7wdO0rBXXrZVh1VEl1kswniMvpPf/pTX7a8k9+su+yM6U00Ohrg12SeaSt/+J4XvzBN0fsj+46Yz5fW059uH977xQV9uLJRH3hcjM2VAV90oB2a+qVqNZaMt6k5slxOW2M9ePv2QuTDmzYLMDS/4n1U25XxiTCEdrTYcaxxIBRCxKrdNpWnvnnAZZWCn7oFqoPeN00pDsKxVYbQpz3GZYVmZ8L3v/ip+ksuudiBBoCzaMCv8OFN25FesYWOKjRHe2XvwQPXk1ra6BgCl68dcB2cyxGXX8HP7xz7zzIl6xiQnE6FD4vlo48+cnhWg4Dr93ff/Xl/6Rh57eAm/TOtuUy+ZWQ1D+x13dcD0asDcyZAoajWOz4/DXr9Db4vGli8stPLpb+9bmvxnKAlLzLy8YkWCOhVJvnyB7oxEaCPUJgUXMdA0RE4mkyGH4BvqPfRC5votdi5DXzZh6693F2+XPLjARwWBjZNPNVnf8D/BKRut7CpjHgGnzMCdKANHFXaRs5GcqYRHwHQsmuHH/ksqMcJiH/zvTkmIDZ42BA9ogNAPT70jlo6APBoe/y3nwgy9urLyqPsMyYlVXpHvvTu05LgT5woH93TR01ukYz2YcrEMLKjG234hfaUy7OxhX2lyxfcn3v22cNDDz2oto8ON99yizaVl7sNPcADsKE+AErPHMElQp5q7pPG2BK5sR/A1NJgg1DC2z6obomBQGypTdWd8qgkkCTiBBAbWBF7LHT8sOqNN914uI3N5IUXWRZ9vQFkG5+qgbwcvUDtZFouTQBIruOQtuXzbNJz+6J2wdSMlc/lSWiywNTHOSYfYAOIfyMDDpUVOfGfEFWHnMrY8wE/8lufuZJ8+6J5dIi+8VPkJgWnuiW2R4T5Q3Pqm9/4H7TYpRKoEhG8Uk4FI9iJvBUIQIWAeHwpnwqlkzyMcS6YZtphZ54q4VQGJLuN/tQK4Ga15wiYMlnqyatxq0GPGXzFi4wk64aeSj3TQOfs+qmHpxzuoOHS6muz2OnMjncuov5wK8QWdEiQ4niXleDB5cIHH3rIZR5M8XswmXwkE09Q3052Mm140B6dg4dg5KBrfRSb4/cC+f0EmV24+OAb1XXyqAzfQ4L3BI6xdobaOtqll9vhpXoWHw9iGkX7MYuR8t5s6Oj7JFYLRqKxrhyRJ1nCzyVTBlHOYny2Cz/hExe+4kDfoKPAfuC4y7tPPThzafjll1858DJh7pecPXutJ4PeA4j+s6AJsAlu5UV9fCPb9EFscJWsf+IHQC9kNmbhED3T97GNe1d5dDu2h4+R9a86uU/5OkfUGn2yCwd6yRhfxd70KWVwKaOL+e/AfaU2aMHr5VjbMQk7gdhNbvkjh/TFoosdtFV/8COaNg6J2ZVoW3kWchYHfg2Ar4vcdNPNWhxu86Y38Rkfl6ZjizjJhE5sSZYwyPveeoToGJ3AzcIev9EaCnP1eKemPgSoIl8/Qk/fkejPXjb1gqIyEFTe4POy7HlU7b8+3KKNFgu34wLWFi5E/nT0GKAQsTrEn9Rv+K7D7iTqjQMdKCoYV8A9OJ55ePzxn/qy8Of8Kq/0WW0JryyI2IBPsSkbt/iUVLvMG5nIRgfls9hlnEbXKFCbcnSVgAzlJtqTzFet6RtiO32F7NhVm8M/vBJvxE5xg89it92zC/ISupJbFMBL0annmNbK8WGP05Tr0Mf0JP3bEmX0HlZWEIW5fOkn4ORkLwIzCWNizzaTVMHRh+EyTjkXqE+nlHbD26FbjpHMCiqXcSCXlfgSOK/34tIK9+0yyDPgo8mwG3WAXPKCXy5h8jtWj2u3x7v+eOnzJfzCMHKN22CeQSP+5o0v+Wx2JkW/iKOtCzZQXoVOZH5jCQE/SoLDfR5uTvOQyksvv2Q8vgZhevhbj17aij7W04sbCPGDNVJ9B4MvlSihS/uu/AKZRDpZVk5wM8gbF/bJxkf14u+NgBkOOwHyo2cWBWi5b/fcs8/J1zyVeYMvZcI7O+CPfAZArHXDEL1y9OLkMzedfcXTadM/b+iwW+UMUA28WUitsxIymHj4LiFkXawM4sHXIXKpMlcPoAPH/sYHstN+G+gCBB7ta8FZi0F0TMJ/uVfH9+ryi9l+q4awQj9neoqL+CD9jBB0cnwLhzOlnlG7XxEjcH+T7KtMVJQ3GD380bH8axNHytB4EteRRYGv4vDEc/QrDfjCxUbhhUdeIO7vIOIT4kf4tKAGuPuNeuRITxpTY1/moZr0u/XVEZnuBxYJjk60Tf3wTdzG17Zfn9yueMpff+HeGT9LlBdiTPz2IzXiG9Vb6wBtQP0EUfTJw03xB3Rp3/AGeDvTS9rg/eyJn2mD/nZ+GNaX8DOnQm//6F94YYukjm+86M0iAsRmfB+aHvFl2pFP/2UOoli/KOdUfZ14XnKn8sbXPF3a+skyrGt468+AFt4gS0cvhPpYkvhL1xjlgMDgvXArICQdzWiYRqwr9E8YUp4JhwQ/85yEYZ242rbhIJf6SbUUXPIoy8TAfTEeyf/+9//BOxMMOS8/JaAOiv1jx1EKjp2hY2peHLQAAP/0SURBVIMV3NLSQaYemuR9UDsOTjvgYJiEbkxQTGZ5mCCdvPQwyQY84caZnRgerj971tfUxTAdxi7Kk+90sFLB/eSgEaja1pp/ZFBmwape2HQS4oNMxt6tYdd8qH/5pZcP/+E//IfDn/7pn3qAApnIkTv9xsTKwHfKpEJi8mRC6oJhPPWPJx36atNVPkeed4PIpc+zs6zt4z4BNghbeNsHX5Gw032Cv8U3BGq35+eTCr6866ddNcm/8sqrHvjEP/p6oVGyf8PBfm48J6aVph35yib+9LEeTG6yg5iCF6+1Oj1PZXK/hLroGP2whzI6SNycgfzGZ4N8mTuTaCej+IAETXblyBc/HTOxymb08biODv5eFePb/cBYz1jxpC6dIWYBQyl8n6fiPjA/cI5387JRfeSkOuLfIFq32QepR6cumsg3jL1JiGbcUU1/UkZ3tUl3Hty46867Dv/d7/7uvBaQBznCJ/iJASZhP8DjRTwx082Un7bUhhlcYsQToXR3PBKz+AX/CpeUGIzdtZ2UMxZHne3jzK2bEcu0rVxRGV7in/jnxRAHfyf3F7943rrz25d8pYf3YDreJD99huagR9d9QjZ8CrYHP09b27HN+toXgyxAF25LsMDxlO17770v+upOLOUlBOgTvySGSJnfOVNDvyTHvNr2YD2YV3c+zEaImJg2cHYfwHxhSxEzxp4mKre8EqMHmugQQvthi7kZzzP/EIOK73Q2FRjZoNwu2zXBAWEjlLwBHdVmp+zxh6bOohy8lbrILJxVBz7A48+cPbHI8dQjnUgbOlonA0f002H08mHyJ+XCH/ySY09kj96eCDIAz6E1BfnYS10Av0TkVrWD0A6PQcAWFjq+SsEDLtyPyHcHub/AxJPFF6Gl2wKJhYzBh9FuRxey+bjyvwjY3AAWmFWCnjjgpbH8gCSP6KMnZ9hhG0NZfBuAjYmtDI4A3uZHsOEv84/fsKOy3N8m4R+8YDdHPjvenkyZaD35dLed5Nh1YE9510YdCxdnqNdec63PFrisxIt4sQ2+jj1iS36xNggQ1P/W+0R9gaw3IMowOTHJ8rUE3uzBREmfQZWddHwQ3aJzxyCs18Sd2GQg2xmI2+hyLB94AI0RPu3f+o56ILK4fPaxv2xPYnKkf7JJyeRLezcgHOEVm6lDxzljZUJTAmgOTi4ppZ2YJQ8f4hYfJk8d/EK3zog5KwvPXPZGJ/yGrVIrONhJQTjwQx8WahYh6ms7Y+191fMLEn25O3V7HrG1uuDTJID69AEeUp1EmoaMIYtk8BYvHQz4gHmM2x6czXH5nLHO+OLBEfpiTcwzJuGDbvs08mivHsjpwsIG0XEGrvWIfST6k++X+pWAV1y5vXgdf0Kbr+Hw4vCMqQDyIrMLeWI3fUXag/USbcff1DoFN37xk5pO1XPSyCrNom1CdmOfhD5JyEt7cCl3Ppg5ZhYOIwphCJlsXSeGntSbLPw8oOqlTITpH3/is+Mxyu7xVloOopOgJfB/+fbbnji4L3bVVVd6QghOkiHinEldnNdAsINJ1Dlo1yQJOjTQuw49VMhizVG6IgB5wgXP+upz0tneTUi//E6W6kQbQEByc/Dg474R9yU407ju2mvdMeFDB00f8BldEO6QkMI5ojvHNcj4IK9lAB5Uw4MqJhgCm8kBQE5QQgPepZdeot00v2v3af+wK2fY5ZcBJZkzkDzYVGfRYhQZszvWJOp7GWop/+Iz4VhPfczTsuV/+3QtkLYdejGxLxRTphJfFoXsZuGXvo4M1Y0cJ5XD/1N+2pVXTvFVD37loQ+BeKdLnOgYPhZru7AVYCPYhWWz0YlBvGILnJyZEeuq0z9/t1ETEmPBD0xM2zjOx9Thw4wByqQ0S38diDs/eDGXoegDgNgjecwZL98/AxhDH3zwvm1FX2K2ZxbgIMv2g6wCsYv9+Cz6pe+qz9KfcdCJJSnxu+xzfE6/eEyy0JhvzoaJA/ef+4vL+x865nhqlv5JO1+Ajz3haU2j6+hBPvMIY4cNC7GSMgtm5bFQ4wP7TWRM4OhtHgJba11jMxA7p132mFZttZ820yjVTvCQQ5xxS4CFmHfPsujAtTEfetlAGtvwg6+6KPnMDgqLhL8V8jjIfHVuP3iMGJcUXRjTX3rggcPXvv61w8033+T4hA4dEx956An+GdeZNymT6svQpN/SjkKohPyxBf1UToMbnVk6QZMjPLqB9VwhXW0sFCKrbZ0TIQ0P/JJ2EmBeM36tv3BIp/7FH39jnsZMglEVBbYJv/VyoNuo52O0XZ56twWcd6rxJKMNj+T3dbZEEKWTGNgsBnzvi47E0MUPPhyhb2om7JZzEsClI0BjbyYV6oDYic1tV32aNiBA+MWDt99+xwHc+wm8Fg1ko5tsEbZjoX311VcOjzzyiPP33Xefnwxk4ooO0Y8krU1nI5o37DmPjeLtBYggQJY7Ww3oQR86+EIPLbnqA24WL9Eoj93s/vJlbN6art3g5+ZHMvXp7u3IR2IYfhkE4CGDtgYq0CM4BXCsn/RdvBk8mjTHDwjo5RR0pJ/6Fg57TeVMhugSO6sbVRzxC3pxCbk//svbanjCFwAHf3QhhnHoYyflLnwAslkwthjXpxsJfJNJP5Ovmje9vLPVoGRAIq8TMDYiJD4yQfSgZAbrCG2eyuRhiExSmXS7EM+krorq77iQ3znGzky4QHxc3dI3NCVlLJKHVyZDZIS+OnWSpJ46+i8p9o8olbnEim/iW5Orjc0RV3F+/OOfHL73vb9xP+RnvPLUos8s3KeJIcCTGvGm9k7G5ieG7hHXQ7NiDjVsr/WJ7oXyxq59Sl18F0LoIiv9PzGgI/KIY1B4DyYLNz7h6zx8160LTdjOnKQP5egF78h1i/wErwWrT5WxzOjSFCzLmHiND4Ib2uBCh1z82su/AAfb4fiFf/gE1mIoLqYpXfSAjjz6L9kwDW70tW+Zd8av4KrVH/+lwvjn6g0sH5qXkxsEK38BiiaAVbMhptUKYShHfTjuk/7ACl7l/leCeY9zmUC4h3X77bcfvvqVr/g7UUy2nwR2ghM6w6NnWjlLYrBR5/tKCsL9bi4yk44dmnwTdfu08JrARxcUslYuUL8gb1HIG0pe9CUNnsDknk7kHztzk1F5oxMdCXvbZNsiK3LpzgRQJtT9ZFpd4RXk4CrQxKMDlChAt9/93d89fPGLX/RlPy61IA85BCh0kZ9LcJxpkPKkl844ph3/R+cF2AFN6TgiGx0Sk2CFpouYFzLlbS96OmxzmYodMItM7jd9mB2xbI8lAXRmckena3wp8wo/gPPSyy+bt22TTC4l+16LaLmx/4HP/PI9T87OkMmkh0nomoUxk63l6EM9kwFAdWiiS3bIiQnq3BdTR6y4L91PRjEO/KgoXWRRnycoGRv95e3icKbkB7zeX293QVf06lcyiAv85jM+7JAc+o06y5QMRCHPemx2LnvQlSz4pC6M7hctxCTkAB2L2Lm3PXZHb14HyPfRgG5w0bVn7h7n6n+SxzPxJVrom9ApemUMeNOnMnML/DypqwYdnJSnPfoEL/GZ2CSZjtjbTf7Hi18SdYDHl9pef+01XxnhdgUbY3jsAZntdyfl1xlSXuTgjasSfuiYJhbTT2w40lcrLXDNVLFZpI852+RNVMQPfULs+CeAuI2yjedc6txeji+9q2tiYBJ/rkf/0X3w6rMNdwe40HO0+Hfu4Inj3EqoDAH9Yz8zBlQeWdZjfFb5SSaK30RDumDraJJ57sokglfHuOsE7BmH+381IAtJsIM3TuKm/qVnzvhmdR1HwtBzIfo0pdwOyOUVgrw8qK9Tm/aOO9eJpB3+Rstx5cNXMpBFsqx24OHw/vvv+T4YkxGXMPleGz4+qUtTLp2Nzgok6gxyFjTUc19sPzgbnNElvop3JQcdhw9P/nHjn0ArfgI9XypF9kZrv2YC4RIMA4VkRfy3FkyCuIMdmgzg6Mmxl8qdp176RudeIpyJ13IyocDHtusPf8b/y2e1EyjPcwEtP/aDI2fPXu+F4Jmnn/bgrwzsP32a+yl5oCS//B0/IB7b4F0dHLe4QXy9wNZm+YK6tIAzZ1OaoIDoHZ7JxxZ44eMuHtAwqXkxEh2XevKLB51ooW8fU5hJxDrKx+RlBzZUJroxmfECAdqAymNTAF14Y0fs9cQ3viCBQ3Lf9Qwb5tAMTvliQy5RuXmTBb7HimKGCZfX1bWNDQl91I0gyWeNaouTOMjXCFG+m4vq50lXR9NaTnyxtY8t9ontjA+7qNKvtIFD22YbMQ7PSWqIOpOgzeL+KV/54cEUfMRY56UYjfFjSAyRAsjNvTxkoEsvxzuGpCNP9LKhYBE0BXZMgsb94sS4Yzxe4I3bUz9/6vDDH/7w8Oyzz/jSNrjMAWyYGPdZeGahU2zAIz6DF3NMjsWl3b6YMb75y1oF3D44mSPRE3+P74cWXr5aMzLr84yNkaF4ScwokR+ZkTuywdcHhzKPnPrWt/7g26o1M2Bzlj4MTtoiDKBTJytYuC7wL3+uC+KG46bgGHXDKEwJxejUGdzs0gkcOgp1APPSP4qpGv5mvEWK+WQ3sOqCs1I6oM7ZO3aS8QbEJjLJ5GzijTfeOLzFL6ZfcaW/Z7f4cIw8Jn+O0ScD4aWXXvYPtHKp4r777vdLidOxuR5tydVheOz12mxSnsXUATRy0IEAgBc0gBdLBbyDhXYHRvqTyboDooFEUMML+NWvP/SulB/OZKD5cpIJu0vH1qVbgLz/u2S/kNBTVcgJDgM6+oDTQGfQdXKmHuiZJIAPCeDu9pATm4TPBIcsfWLr0ON/fbLjVJK/3n3vHZ9BUOal13zBnB5Gx+jWQb78SX3P/NAJQBZ0yMBHbGKgydsq4kv3q9BqQwdr7SbFF+gfv0EHQNJNhW2TLrZF+aTYA74/IjOeElRwqS2th0fk7S6dU0/ObSxUlZd+Quf2YexAFvpnYYUmZx25v5axRZ9Ah2ah4wh4QXGK35APHxZgLp3zu4NcXbhQ8VD/WCd4SW4XHWyIzxIH8TlFtVuP6o7iVIfeZThKJ/Nxn0gOYwEa/ACdaY/xMT91wvVxpRiIjIPvOXK7gli44847fYWEh1KiU3kqWSfy5b1iuvUAeWR0sejY3vPjAw/8yjhhPsXPavTxjdff0AL8nM/6OdvMr+Zncwv9ES9smpeBpEyafhVO4iK4mIFcZ7BjsyU40DSOsMtH+BCHw48YiG1YAR+rnbJSZC56x4Dbqq9JxCf49dWpP/rmP//2Nvg35PMnMyCvDzQuT53+8ee2FNO+B4x2kLjgqg2Cn45gkfvl22/7zQkPP/yIr9/7Leea/PZsk0UYf5E7/5yKm47oRBWn246dvb4+zmHTK/T6n3ZBOo7JVYEjRPR87XVeKPzW4corr1LQXHFEtwfshgYu0PEjlD/96c98+fL+++/35droA7b+jZ9G9BHUV9E9dYXomHwWyIAXFxXBT5CEvr7A77nklMsjBfTmlx3+9nt/c/jud//SeCwKTCbQclbYgOsHxc1XH/SBP8deeumild1pL3NxOYZ8dWCnKg5iB69MdDMY+jkhQ1kf10BIkO9TBpqoBg95PA3Lj+Xydh7uDYUuE4z7jUXm4+TzShjOIOIjJnEE0+b20UVY5u8HVEYXq6h+qO9A6tij0XnjQR0wLyUWE3gjAdpM5sEzP+txPoBvbZ5+IWNdcyaED4Ds1sO3PgzQV7kHCz0+xCeOZ/PEt2tcQTfsNz6bXBH4QK5yJLOAD2lnwWFM8PJib9JE7w2vPVt5yQPwoi75+ATe1De1DE3x9d+6Yk/rSF7wiAE+Uwe0nxPDeGbx36f8aPEFfsSfn/LhKg5vJLr99tt8Zrf8vPxmzTwHZK6qPM7a4pfams1F+lXJdrkptNYrfjRveKng+BIOvLiKwXdNeZn9ZVrs+F3QT2t+3XSZFD2aAOqRO/7bcFUHPn9OaW/f+2qO/NkFLbQnZCGChPY4lyL1c0xeR066fMSm6BJexgTZfdYrat6QEw/f+sY/3x5QOUf4gDvXslXPf/MjP3iTD48guEx+jmTNgo7QoMmiYVTzICGHSYRTc55QfPaZZw+8kJhFhFeEMRj3egE1dHM+nx1P1ykhj8EKtK28qDedacufvP/zbysTRAC6ck/ol1roeLyc3Sd6ZgAK5lAIVQYVjx/zu3W8ef9+ndXdfscd7hgAvCXXAi3T+u4/J/irysn9pH/+KO9q8e4lS9Ia9Au2shVItpdyaOJBnGfUH/Dk+078MjuBlmCOn5HJ5SX7ueyqhAtJLMIEPa9w8mVCLZhMaJ603Z8QoH94EROk6k9/g+9LHZKPXNVaVhdSjqEND+o4Nl9DEcWvTfA9wssuO+PNBxNd8HMfxHnTmMRAXQZsbK9P4UceHuTB5wB5fJWBziRHn2MLbRkT2BE819sHoref23+ib1mf6JC2bVBDr3ogtqbPwSUfPqnLohB666F/4KUvwoM2wKzwm3GtnW3ILn30UxnbrYvtiBN8CIMNovvoozI4+JvF1xsMZIHn9vBITMxZigA9iI3VxysPgWXs5cBEwJG2auS4m08elBCO2qNj8EsLtEx77diYCdQlruMhtAcffEgbuQ8Pd9991+G66876Uu1gzXFB+OJDeGezAVvYW5ba6Ju+CCJjb+lmu3fH6uh+Er7jYPqdrz7w/lteZsEl+/X1oML59avN5jWx57i0LhwzJxAT5gcNeORdrp3jQ7ctG+j7Ud9gHPNd/FBNFCtvUpXRAXzxRH7j3ikCmhYQMAQRgcf9hdxg1qSj+gZTSC3S+aQosPLhZ+crpeOC0/omlYzPwGcB4TVcXCqiMzjFZsLZ+WAH+9pjjL3cfQvycUgdsZl/TG6QtpvO1Rue1IcehyaAMnl04tvTRAP8yI6KxI3q62/gfsRnlnwBOvumKv7H5zNhb0ltheKOmf5na23H5FMY2Ak6AbbDwZGJCr1iT96VeYl22jw4wPeFPBEIZ885OqBL9AS2QBt8juCxUWBX6TeReFExun1VfHQl8Ik7Lrfw1nvur+VJQVkmIgYwCybfnSNx9u9JwANtAt3l5Df+KpPnzOsqbVTY1XK5iUUd27fJexcj9Dc6wZcFOu2Um7I4oBf08ORsBNs4m2fzAOwn60Ufe6Ftf+PcDNbo4XsnWuCxB1zaqMtDKZHD2AGY3GgjoQt8C10cqUuKzqoyLv3Bgyz8FAwvR0CXTPwrdqy3dU+9+amevskDQrkniY7ohszK4dgYQ6h/IVwyoH/ttdcO3/3uXx3+43/8j/5aTh6iSUxBi7z4JDY0Txt6VgbzFl8kx++OFyVijlgCibEfiN3lS4Kv+whca5U4jI8SCw4FA+0I5W/3URkdsIdfOeCl9Yyh+pBxxTMIPGWOL2AIDTYkPsRDSawsL/0o/eRL+r+LA23LlvSLjygoWs/ZXCkRT8/n8gENl19xxeHzn7/bP4J7pfLcd4NXzdr8OTqgW1Jsg78/0sM67PTZb3Sawhja9GOTwc3zkS3QwmNLKkdGUm1cEBmkkzG52vDTILn+BFQhFhk/BcSOSw5zh4yiJtv+7ZmI5+RwFj7zIHbgDu0O3XImoLgnxELAo/h33XWnd9y9Mb6XAETHpevJVPs4k2Dn0kHnDtTBbePMPb8NYaBysWqvA7gEUf0SqMOnc+ZDO5M2A4CXP199zdUzANKBJDoLHcmLhD8LwTdeAAkW/DS+2ufB84e87ZqdGrzMZnAmpTIJPC9sOtKGPHTGZ3z14JZbbz38o9/5ncPXvvY1319k0fZggJdwjY9MJrHxdS9Z2C4dvdNS8HJGRn/2DIrEZTI/QcnEN5P9NnELz/fI1E/C9oBFPhMqyf4fHY79M7GmhAfQg+RBr0mQdu4N8iVbHlbhe13cg2UAl1/0QwvVCT+X8zJ5ZEKd3+GS7vCrz6HDlx24DD5299hG/3oM2b5M4FmYQksdvOg2fBZgAY1viRH48/Qkv6eXhQULs1BSRidP9Fbe1psGnKQAPHv5shsdnqS96KLT/g207cm4xqTAftwmE1fkKP7oj729ChOZubfL5gk7yaMSuqKKJzPhMoa4nPzYY48ennjyCf8EDn4jwcb+dr+tfkFGxy9qGH/K4LQPge2KkvLeOE+igljvBo6YwP5e1nPcssCg4ywaZqKyfaEkTotfmvzgB2MdGq78wDOtuIov8+c39NrXJOoTz0rEm+VpTHijZC193OuNbDOesvuK/mkf6c9+UKKd+IMnG2n40OeML3wXyJG2firAddLLawI6nAPRbwN0cuys+AmPE2nH+3xt/yUAIz7cz+OkmQOEceqPvvUH305AJUA6kDwY7fRBVr1PQe2smBNHUhMw81GsPHp5ZrWEtmDeA+jhwFEdkyHvj7vuumt9ut36Oux80A4wz8lXP+gyIEiVu2QDnihN30Vr2UEbAG1/zuVXv/pIwfyqz3Z4PJr3Y8I/vHcgGnQhwNjlcbOaR36/8IV7/P0u78zQs8EpvY4CdvrF/aNkX1oGAxu8NSEygTAwOoCm2nybYuP0zxyzCZGNpgFHZQgFLCw8IHD2+rOH689e75vZndRhXn3gw+C0r0TKoGVy4mi78MMsIpWtf84D6Z/o591o42+HKws84cO/chnEtDWwbaf8ttmBPpTG/uZp54gPX3uN30p8xk/LsbCjK/pUB4Ayi0J5WDaKCMIu9Y5D6URfMEET17kvVflpJ19etCX+41Noq7f9IT2YnDZ05FIIO/s8PLOwOCZA0ad+KTLZ8oHGdRSMg6wsKugOfc40MjGibxfxLiosVtSXF7FB2TJ1TFt1kO06dtPbxZwWzuJ4Tyy/qH37bbcd7rnnHi880JOMZx5ZpFPFYpd+yRmS2gcH6ARuyapPk3wt4v0Cjv+cE0LngWky1J7y8Jh0fyXhh8YvwvAfD4A8+OCDB96Sws92sbFlHFVmF1AA2voU/yYOFv+AZMvHiQvVqd762LoAZTfxkX7wBcyiiTbx58yXh864okF85SyzdoAHv6VDU3hKzvhDtUHeIPXWZSsfj8GjBL3+iBHiwkXV/28FeSHypmwGTns93OdhSqDGkTHCaacQHUuAwMNKqT2DmgmOgZYJdqMl/VaIQnFsdKhSDBYeg/V15Jlc6Jx23CcBTuuZBbgc4YyOTBR+Q4aOO69YZuSKfmyNPk2gB8d2KzWPvcsPuXTCwtDJpSl0nE38+vDiCy/6/hBvg+H+EIO56gh1cNE3D2rkYQ0u8+RsYj/5oiY278H6zwAHD3wvQMqjC2DfMKg8YYz/+RvbKQKgg5tdP5NaJhRsNV+lRUO/sXtflxI3FzYZ0GF8Tnbaqhs7TCaHPB3Gd250NqDj55Tgb1x9rI/0at3iL7vFy7pLp/WE4LoX1FgiplkYzlx6qTYdPA376cPPfvbE4eWXXvIC64EnWdjWvqye8ER+dMgVA4R6YVaylo4D+iB1m6/sf2I5iwB6cVbLa8U4W2OiFNqmN2B90QPO9pv4zAfg/37yZQHyGZT1iA36G5iYVD1x6ZhSqh4AshMn63IofeMHbhQDzBXeDJPEC50aV8hBJr6mvTEb/6Vf0DW+4YxFoHq+jvPWW2/6yg4PCjE2APyFLchGB2xxvY+zEZDu8IsnArS3z7YN04D1E378kDaOHmMac12M9zTwq0/2vuYDvm0ROuPvV7/6wA+l8IDK2bPX+YlH7IEelvYNyXKXDTSGb/yEP5ugpQGdPCeIxjqKj/Vcqh7BpqcSPEjkuVTNQ3J8eZ/78e/wpir1P3yjn8Xt6ENXWZK6fDgpG88R/Amw51d9rJPTrs+Q878DxHr6aNnquj/+1h9++yTLCOoxrRB0J5R8gmrhLfyWHUTTESScUHrIh4WBdpzMm/Z5gIP7Qr6koEkOxP3O8pPAesm45jH4OFhyRnB83zELJLb5DGugOlLnRdPBTTu2hPZDLV6cqb2rs7SrrrzqcOmlZ4Y4B3CakMely8cef8yD4O677j7cdfddXtTRLbLU0SF1nhS5ke3OQwfhli8EPqou9h/3k5M+wl4BObS0BSI1wTz2Dk0aaGOAfuRfePDAkM3Yi7wCPMu/RyB6jU4w4z91O1sAjp4wJHezOw3WJJKoD8+NnxrJD4Lbt+MU4B05kQVyaKIHmxTekcl94ltuucWXamnPFQ8WjfBgQoqOe54R08EFtI1YQy94MYFkIsnCV1yAfGm8sCiZfofPZI+c6I4MfLz3M/xoi687iZMoJ3FlwFiOO29kdnojD3upj6zwTb79GPvQC5sQTx38yYA6Kg001pBPSTnxQT6X8fAp8rCbDeDndUbHA2mMjSzY4R0eza8rKJSTV/3EzXb2OXYB1Ef/xHZsCI/088LFCOqQ43HoJFrbMKl5xlwnVx2pY/7i5fXcZ75LY53LmNkogNdFbHwvfKD2cIg54Q8gizgt/4CtMJ2TPtaHVN023AVtY2Fnc8Echv+3p0QZ05LfM3zHnz75S1vlnQvnlwlYrj61s/oVn/rGE/mtXZ9PAre2eXC7ETkJfhrT3M1whEpgV2wb5XYgTNJhCQw3KYG/OYGkj+mtfOijfDqrqfgYyYTD97l4VJdEEPD4cQOxMn8bdJdU2XYeim3ywJKdlOGnI4obZ3IAuPvjZtduguFMkV+9JqB5yIEHOIDSnAQeSuEpTHbP93AJ8+abY9PGmwUl/NcE42a3W7vJI8M+Ed502+AYa7OjAO72tBXBLACdnPVVvjevKUOPLpyVUEIOfqVf/vzPv+NLH1xi9q80nABw4WG+o5v1FBzHFDhLb5UW3sQT9NDQj9m8EAdsToJbOysLHtU/bDnKhs3myg5QS5F7XCx2nHUz6PmOVxcC6C1P+WxMErcbvT74yWW3OecytNZK9egOT47YU18A2MR9rpxB5Wy0YwUcfM89P/JdKEbQQH7WhuSzGH34Y+PSy2Lu+6iFoi5jl3nqSEInFh82Nv4qiORaPn3gfOYF7PVCPrTmpVSdUldfYF/L8T+4PVtkQQvPj1zHWzwAJloSPPBXfMBlcc7i4GM050vvM2jVe1HQx3j6xPb2Qe5RZcGRL9FdR/QrP+aOLkL7uc1XDfSxv4Tv46TolK8WcQmTH2nlfjevB+MXNvKle/ouVwOqEyn5xjP8GQftLGrGWAH4EhTMkemCqsvPn8nvaY0LCJc+ZAPOy9DxBbdi8r3Q+AZa9PQ4sD8jBn4bTx0qb/5cPh8YR4APQRmqgdhBfGW8Ld/ssU7CyfbIPj/+qT/65h9822KHuUGHovuoeg8aHEBgIGBwc4jhVZbK0puX8YM1VP5PTTo1uwjO6nhA4PnnXzAffqyRB1U2evEnqEnjatXl2AHoFpCpEw8+DEoPTuuXVBVUMo9MDwQzlxB/5UnDbyeY469U56BHD+ugoFb966+9oYB5e+7ZnVFzg4tJLp2KPC5rPPPM0/7FZXC/cN+9voaPX22TcMI/gW+zoIXHDKrWOa8CCbD+0oeMfbXpELC94JggOMgg70ucu4k6chativx3oq/ef++Dwy+e/4WfWuR7aezEkeevDmhgmAcTG/FkvZkA/Wdm9p3sjCzVSycSPCx7ysYVSc/okc+h7eidt0eoffSl3j4UwC9S28YgGv8g2HX1Rc6aiD++YE6eszsupWZ3m197AB9+ptHglzHpt4mHQmRkQcrENmMnYgXVDYhd8ODBEi57ocfJM0jzZEJ0BZuH9GHGbRaaTOKRZ1+gl3hEP3zO5Z1sHPHPNpm7jUu6vWWQfrCt+tCejWMutfneoXxGX3phNG7sthDLZmFi0YxsUJDrBQ/OU+9FRjpxiZ9N4LIVXnBNfzehMzb4PqGb0dFo1pUy4LwAOdSZTvK7kYegizr34CmjOvoh3z4aXb3QThyar8XAAxuyAYCeI2W+d/vYY4/7xRHE0a233na4lLemaKzbR+YaPfGB5yYl+O+hv3tpecM/OKr3tMk/NNJHunqjaPX45/+G9ueWph4fshjzICCJt1Sx2WDTtZ11jj+qCyl1yk8bEP2W/vtyNaGcsR+dmqjgiP4eK4pjyx57Yk54AMX1HDO0+jc4xSNuI5PvxopiLXZdwDb0jTD17nwLGLx9slNmh7Q7mq7tKKbPzh8C8bewDEyeaONxY94XycJxxx13+MuO5qUEcgaOmIgvYA2tBzijjxLOxrEEN5CgSsBSYx+4JbD0ii7BM2byykYinZ4cEy1nou+9/55fa8R3z4I09ErZkf7aA4CzOs4c7v78PYcvfOEL7theUgVCozLCpgw9xfpSGf3hC9q4H5IJBV2YlLHZQSLoQgYf9AIPfjlGJiZKQrLklaLzsqGJ/sOHXIblS/HcW+EMiHtqyGcSRD44ll05kr3nA9SHKWNT6uhr8MlvdWNPKKJvcc0HvfWx3N2k4TalY9mJjxwzAVNNG/fL+II5P2nErz3wlReAfjL+xFfHAJADZWKeySw6UQ9PdIfek5Haral8ZCrsEh640LBYUZc+zxe4AfiEZ8oANPg2EzY+RmD42C8giS59mftm+GaqRZfLU+DSRp6JzjqPXHgysVE2T2S4WrpMuWOflsjKWRe0231DVKOOJMiZZhYSaPnZnR/88IeHP//On/v7tfzWW+/RsgDDI1d38EH8Xx1rQ8v1B/KW3UnU0W7fuk+js3UTdDERe6Vlbxdm2oLbOUD+pU65vU6vvPqqxvpD0v+C7RImL1QP39hQSJkYQR52pEx9fS+h/G11JVcuNEMbjUAXPvrq0wXB+CPLJSFm4blgu8+e/sqGxygTpwsqX+0khJ0H0OuTgLZ4DPJ8nLONTWnNX+rop0Jt2s/35lv66dP0Z3gA22Jn5UkDRp4PzHH6xngS+M23nTrD1iZajqNY8JT2iposOzYeSuFnfPjyJb/87afY0BWtBeAQ+HRMeW268WlnAByq0tTxdFEg/MDd20Z9dmuxHToPaHagkhUytajdlzF1JtovlbMzAqBncNBB5LlExiL3k5/8xLIeeODLh+vOnjWPAqLpHCYkaNGlHUY5i1rkOgh9TAr9sps6Fht0bTtyC/s68py9sugOuWB4I29qYg+P1vMKrIt8Rnf33Xd7gU+fhJePovMEii0crX98Sl7ajr3BZwApu9neY+m2hF/HHw3+2lyIjPpFfev2Tk7LdiwjT4K39VE9Z3b8mjT9yW43k+3useyhgTcHUnyP/dHXNqremy1wvPnJxIG9S+dh0Dz6ji+ATIDgJgbJR+c1CcUPso//arNsl1KGHD5ZiFNPGZzqijxw6UfqekYGfvpnLTQeuz4qmVvsj6yMYYB7ceVvHmrzFZYuRkPHh43ggz95UL5/1vdKvYHS5LtkJ76qBwBtJ+bKptxYNG8lyvu8faSkP+mRxRk9AeihpQ08A3l9Kr/2F+zv4qqes9OfP/XU4emnn/YbU/jq1OmLL/bcsbEc/t7UunIakKRyxjx1m4d3x+BCZpvQyT5JvT1KUYn8ZsewqOrBwyb8kkvKy29L1wLF0CSdg7AD8I6hdOI/MrwmwKfYJ0jO5UEfQ0tSu2kXRBv95w8fbnPA0nN3GXNqBtwZdKQgipLqDEsDycd+CIqTQkAzjg1VIG48MvDj4CSCkYn0Mi1yvllKcEqHnMEwcMLTxowN5i9ZwWEQVS76OWsH9xKC0QHrYOVSHmQCbdNfRyiqc+SmHjyuzXNzlxe9XnXl1X61kTcGCh5s6aTCAOCR6ieeeNLv+rv3vvvznRsPtgw07Ic35dSRzxkbZdo2TUeH+HH0Gt+4PH1g387kWbvwIck4Jgg/+jpyzNoQG3pvAR/GrjPzphEeUDF/fRi4TBxMlPh72w3rwyWq2mA9xxDq+vTftpgIHxuQE5+0P7BVeugT+5hkZhGWnwrRnXb4xB9Sx/zJb3wsjrZMji6pkkvS9BX3LrjXwgQIWPfxC5DyqoicU376s5NmLusKF98qPtdZR2jKgxTd4DNjAn3RS/W0+WxI7bbXDJDX8RMcTyS2T5ggT30BWuLJzZITXfLGe/iQD//ENnls2i+6kQd9+SIj7dbH/Ra5mUBbVh8YJ/1K34GPjGwEf+z7Wl/+ylf8SxSli04ZI5alDwsm+uUsbfnuZB6I7OiWmFIZG8YmtxHnqjPF9I37AT1hpzqz45+SNFK70SwncqH/2K8PfPihh311gDem9N5v5i5w1Q/ENGXyE8vUowu83AfECxtctxHf0AciE5zwo8xY6vgFrB//sE+pPu/4I748V824gJYG4xXMZAAys2vdkg3dHsRlcsFHhmODPphj62g3337Alw6WAxvYA8qXjrbIDVQP0L3wq9wxUp60b68Lw8hp8sd/rnfJRwegBAIVxhHG3sW7Y3BC0rZzAZWjAG7L0FTnNDwyfJNewUFgxrgmZKPPOCLMDJsuTkv+ltTBkDBxeyI2Tnau1BNYxd2YWk/JUgI2PdQMBvHHxPHGG2/6Ed6rrr7GD2vQZvX0D7ksADyZ9fjjjx9efe21w1133uXE03bROP4F0Ae7sT+BuE8IRt9ditmb7gS/64VrX6iOiSpnwRnoDqSQ5ShE/MFmABxkUR9fMEFlwFsGZfqAj47gMpCjT3A4k4O+E4u5TDsN1PVBGcB8GYACBrkXBA9a2YIsE4YfkydF8Nyuj2WqM2yfMQMNduynHb5sHqzTtGF5JpYslvBg0L/00ou+nMbVBb7raVtFh86Jy0iKfs7pyGKRBRy+heiPzExYtlfJE6zSSciElbMswJejlOBDst/UXrngkqc+/UdD4kBNTnvarV/UYBrGHpzgO+DyjqY6w9fyN7AShvoEgZ0wc4YYf7TP4uvo7DZlWLhgzyP6N990szYa/DxUxjn9GJ9GJ0eh7YpO1bO8wa0P9WdZe6hNSbl0TAzbL2qHpjzBMW/zGNsHKXVA/ZwYe/4Xvzj87Gc/9a/88xrAi06fdtz2S/bITB9EFnzWnBaeyUsHPspWj0DqQrug9sbP8rHyXtRp9D8qmo991PGe38TmjG3Vw6dgvJ1s08BrcKzHEIBLytgbBEHrzYtqjlFkwXmqCrEt9nHsxmHpMO18trxbsNQ5wF8qtxJUcxyh5BsUOC2rLc4Dj/YEi8WOcEjPCyIwP9OEjnLk5pJHX0zKZUHwG3zBC42DbatTGonlYwP1L4YGMlFFbnmpdtKibZnDVmf80C8Z2CmHK0A4K2En9847b/vHGC/e/fhnd4oM5Oc0AB5/7HF/z+b+L97vB1TcaJYWSMZAR9GYAUANOnAM39ZJgQmqDobaBwKJwZmy+4+kPH4lz9FnLUI1jZJxzMtsQ+uC0gRR699/730N7OcPL7z4gmjy/TreSoJflm3RjYkLWi/G04/l234lQcNExYCFjycun9kygOG2dADaL+YnPpt+yhfcPkXymURLt/A6GSOTe8Y8mckrlfjSP7gk6zV4lFGq6thO+WHU3GgKpaEv4EHseFIefsVhAchZy/oJoOi1ZNtHOpLPWSM+h78Prtd/58Nj9MHP5pcFx76XLxwn+iC7MjhC434xtnjM0fyVbJ9Sd+vku4iHDgrkxb/0fyYqUONPGhkXLHRsLvzdSjZ74mFMtUdc6dbia5uUWgb2eTW5HV2IUappid4ModgZQeiYMvTRN3nmNz6AZTpuIju8c+TBop/97Ge+78v3BHkw5bQWPfwRAE/+YnGVPqZHl2lLtrwTUz3r7LxlnCOa40R/FoxW1B24v8GXTbKwlqkOOS4YtnGED5xSxGG7bPyD77YTHpM4Ra+MN+LO7fi1vjXi8PoEMI5g9UloMwZA4G/HZNSOhatevlaLFfrtSf+ELkKycj6TRnaSdEjzu0Qn0alKnFnwhE0GwY6ngLMjHt1/5ZVXdfbz08Mjjzx6eFNnS1jBoGa3xOn8upxXY5Wsz7GeJxMoOIgJhHcx8qQlsLXLIGxIXugOeAa9EpMsHWmnkihncqGewPJAn87cZGmi4mEbP2H2wYf+OQ3O/hgApPXjhAl4IPrYHMkhLbntZFInvfgmj2ZTh/DSkwB8xqSaLyr3y6L4TQCO8ZKBJoM2AyaDOHYFjcBhMYovWeT//vvfP3znO39xePaZZ9Qi+R4cwUNv5GV3P77aduuxAZqAZIiW+GCy4x2X3W3jqzy4weQYX2wQceJCfXwVmXlri0F1QCeO2BV7aan/6Qvkcfmct6gwQFn0uJ8UmQxW2a/8ttCQ9MEnPiOVXbDDlvGa+ZMa9wjFF/6RTMnbA+1M/LwxqF9Axg/1BVcm+I0x//agzhY8rrBJ/Go7cdvJAEif4vfG6ZoMscn/0cveCERfdMvlLXjZouFBzOfyNrLDH2DT+qFfU/ah+4P+pu+6wcicga50S75P6HlCvLCX37HLz8xko2tEwbgtvp+xad+jlxqb0rdJsWkBRRL60mb/QB9JyuKzJNqXz3NFIT9qmr5IW2REbhZSHuPn4S1oeFI5tkSfymA8sFFkLqJM7CRlU7e3z1brSA41JSoy+Yzsc5L628ikYbHBPq/CcB7YI4dX+paxl/5T8VywGMWedM5DaeJR3YffXj8gklebMbHzExIxhw9z9Sl+P8LRZy+jyW4Y3ghxL6gpCEefYwX0z5gcaWPBgx8d6wDw46oJDicPhBV8HWhJIlSCIx3LAxw8ys4XejndJ+jz/Zt83yMGChm56LnjY15pSbnyJmWRDS4LVF9DhfWldzKH8GlStQAtwWXiEM/apnzBiz167uRwlsO78fjSJm8+x871I63iLn5MVh1U0BFYlBlce1/ad9VOeNYOBnSLZHmAeKBkIVh+D43x1G8Eo/tSFeD7vZKaoDqh2dQBpPChPru16fdhmceTT/kSLd+5gxeP7OPrTmrWQwQdvOaoOsPo7kXC7dF7bzeXO320T7rorZ099PCxT6SX+1v4+CFnR9koZRGQDaTSIlCpfgeg5wlTJiqOvEnltVdftQ3hzyXY9AfkBmWo91kdfKVT7JykT+ixO2cz1ksbFXgguwsH4Emv/dgYG/nivvWF7UEHGqhXuant+HVNpvghqTj2AVwnj76MOfqRX47ur0fjU8sfvOCOPxj7k9CXtrytKC9hjq3xP/anbzNOvGmSfzM+ssjQnrgl9nK2hTB8SIU3vTOGawdQfzvuSPL3Pg+An3iLn8ijJ8d4IrDxGR7MKbSFJhM6OEB0SLzxXk8ufzPG+6V4+nVU9BFcx7voMu5CD4RlbEcGsuw/8Wacho/aI1pAX5Tv9A3+KghPNVsbcUUsgEPKwjS4ArItEq+ZjzL+smnJvOe2nb+p3zYEyo8hBvyTOSb3V0nx2SAYjgrnADRGEd/OvUnI3/X5JMdCjF+0AumcgeQaHdkZmMEYluBUYqJRfTvZTCbP/+QE8FB9eIzwKvApOpWEdAxW4DjxXbbsdNhZ83AAfODBRBADkV8+yIhMUgED+R0p/5YUOqhOVIfPiMdnGcR0mgeaHM61at9oxg5NWKdE+5kLhJN7XE509iQH/vC/AJ38hF70kWLWFT6fuoCBkMmATuXlwlwS42EOfvPuNx8RaNG3E1cT+B08nSDty/F/+4IywZW3pn/G7oRXvSFu1o0gBX+qnafNE4XxKSGXM8CcjXLkzMWbBi9cS278j3/ytoWzZ6+VDp87vP7Gq4d33vml9OZLwQwM6OSrI51FK/pMwPgen0fH+FHqKEGzTZ7uq0xU+IcYyEYgNNgQH3LPTvHyaflM5n72s2yYOFPILy2DX574k+gjFZDtfpQC8PWvUVx/vTZgb/nsjrrGn9RQfuIboSZWnex1v6v/P/rNrw4f/voDD3DUd/9ZhywknJ19+tO8DQXbOqmvCThnRzlr9+VOTXoAZ1Qgd6LHl2gd/eBFHv/1y9qcCXJkIeUsTV7/WP1ygfw3Pzh6gfL5seGMMezCJMYKj//jb/h4HE5fkpAf/dCT93/yRB+25YXt4NtfSBZDfpmhusCTxK2Lv/7rvz78r//rnxyefPIp6ZcFwBOyPukXMSAelcl4UFHpI/peOBx/LV34Di35X8nnH8qHv/qNJlhiQ7i/Ub98LEL6AQZ58AMJiQP8yFWYLhSUfyN6z03KE9eqlY2QZ7xYx+k3+oxXnfGeXPqL2xQXX3zatmbzF5914cBXLDTQVwd4fMCLoYkZdBVOYjLQ/iZBmLkx/EGLf5I8d4jGc7RynUe6yWDM9OpUFjywiS026khbNIsuaekV3ZBhHMWOr+SNTns8tLCf5GO/io3+Uj9jc2KZmMafYApQyUn6ERPYbcVUKZbwJnVdIL8HrLfu1oFOg5JfKvcDKlFsn8xsOomkGrPxn5kIL7w3OIdH82n1f8TapPXPCvMFXt5CwmU+nmqEzo5kETGe8vq/50/Sv40/xTgsfIMTgzOIg1/bGOzUZdAH1+IG3CZcUngNDwGBwqUInsbke0KcDXD5qTajA5cuH3/8Z3691u233+FH9blcY74TeNF7L2eORzKXXSaBamgaIJQ9sNr5Rlx8GxT1hXEEqz06h/3wbAkZ+aPUjCasT6vPrjrcdvvtflS/vNAFagCOqWdCZTCF2Lz5cx+kBshkt9Jmnz7RI2WiKLLgQdI/mjWQwM4EjUyj61i9hoVZxZ/w6aQBDbS8su6pp55SLF52uPnmW7wIF0KX8RB7KIe3bVQ7Azq6p/84AlRBYzr9VS/sCd/x1/DzRKDBjv20OS7oP9OlDyOnEJuqB03QYNNeZyaX6ggucYMOmVB3E8+AS65b9elXeIpu1xY5sYcqjlkgmOAW/2effe7w/e9/32fR/NQMV3QCMkB0cQH/YjtZbEm/xj4jGS+yC9G/vnc2uqpiq9tI5E/6nzlAH0izGEXPTczQhp6M8NSIPcwDjz76qG1knLNh6sJmOnxleojLZ9W5eoPIps5mIMiwt2nxcumYwcAxb/JH8nYkpY/fAuTpN/sA2eOH6FEoo+oTsKyx3RByo7Z+882guGxe4XgOVOyO14bduoL5h3ds0nyRwCMFZwMqMHJSzlpwVjrIg3GXMminDSEorrThSdi4jKwBfHa5PNjBF3h50/m11/EjrXnZK8ZXsTilzlkp8iRHMoU1qfjIJr8GJgMF/vm5EU2ImsR61mF8EWwflwtpc3vrNztmoVGyDAf5Kd+L5PIsCzkPOlxxxZWWTfvidy4kyDIZxf4le6NRNTrWJo5uGxRUJKU9T7iy2y8eOpOnP5dPcvmqg9T9Nf3vyczJf54cWeC+/MADh3s0UV2iPsSflUsKgB0eVHkxmbMEy1dCF/D3dmeygTay8Bl41kmf0MSGFRflcbxgmp9iPGeB2RWT6C980ctFxcdf/IIFGxN2669p4WND48tJ2nlzeZqzEu6FZnFg8cgRldEHoAzffoE7YIQZH3hENGr7mJ0tR9GoVfpl0bVPhVWb2OlSRn/GLTIAcP27fj5rzKVwkvtROMgn74cdREvCHz6j1xkFZyaclYCHnLXrjs9QmyNncb6UqLb60mdx1jEbDfqC45hqP1u2+zyXct+TP1+Vb7mFcfbs9T4b2vSdfgLSV+knzyVTT6zSP7msjLwAuE0ogCzbMEdQo98OVPQ8otQ4gtZm699a9MYgW2sU+5OxwT1s3hvLC595gpc+oI8Bn0VOP6FXz/AyZ6wTCupy9p8xiCzEVZ/asj8D9nMF1s3szwu0b+MJfnzMO+O/42fvO7dzLcuxzAYJ2SseTqbWR9/F2/zg736sjLFZR2+C9bFiJNMqCc9XE4wTfYA1jpWIa+Qjm844J8Fu2XPqG3/wP3x7Mw6lRpj+hUTMTKQPSgPBJ4FW5Sa5fowEzxSB8CheWnJTc12vx4DIDE5S+e3rJu1ktB1c6AFYqcrAgXadrU/HLEeUB0ZveeWWzPBZ/Bn4H/rpUSYJniTLTxGpRTa8//67h6d+/nNfnmFR4IcSuZbvgN0p1UDpxNKg2UB4xtzJds2USe1bAmCwzWNLw5ekivCETkR7WcmnbUsWFLLi5gEF6SHfwKM6xy9LLwc31xWtU2Q56Gdgg5/BNvhO6RMmMeKB/u0k5PaZIMJ/9BD7yE4dAwhIvvWhB6zH0Kc9AF/K+JE+5RImv2J+rTZiTMi5J4nu692B7bcCcmorAC/kgwts/RtXu75tpQmPtGEL9Uxse4AEbA/0ofPA1wcZXqx09KVP1bHg7nl0LC9F/OcSEyP8wedSZRbs3Ouivrt9662ETCYm1KC+ixvAsfbhMxZj2kFGNxY5vs/oV+eNTw06pn96Rh0baUdOdMR36X/ymURXn7ee/AYuC8QEPoYNL1JaDbheCT8X0h8f2Tekt3if789+5t+uY1PLL2iwGFf3LnTVBZ0XjD4C9Dm2eeFbL+u8047ykbYnIbEFSeIw0MWX/kw8rhgC33pCM7xd3LXvgcviWUjD3+MX+8wCmvRj+imxAItNDljoo1TWRza6cnCnHVg4O9zzgChz1OHUH/7z/6u/etBJJ4uR8oNopeYIW3cGdUpwcPvUmak+/Bliq8H4ziSPk3lq8ZfaDfHWCr7Me/qii6ejh+/g7svkbZ7+UXfkmPMANMvZUcmdwJ86qB3fnRL8MuEiLz45Ca3jV7bf1GLH7pSHT/hODW1c6+dG9dM/f+bwqibLO++8U4vdPd6xmVb6BFZH7+1Ifk3IbiegVAu5F4w6dirDVpO/7xNk0tjzZjfUB1TM14tEBoJ5GJCXtIGyGx9XlL6T/a/9eiS+XsEZ2+nTFzv4weN+kJCMRwI6MMoN/mrNBzz7nZT+2gA8VWAjckgFbA6qeAqHCY/Jl1hyvIon+icOwFyMrYfty4YjsrkMesqvguP7kVx14AvC8R2TdviYt/zQhYO6+gqI7HzVAN7A1i4+HByDapfU6bfghL/GgsrVtnqBA9+cqbP4Zod8PC4TN0OYex/Yx2eHlzhftsCr9oU0Mn0VZPocWekf0ahcOyBJ2smQvNpPIg89Y4E3JPHGFO7/Ih99s4jBNzpEXvzYtOevv03PhZv61LWchD57oP/rJ/OmzuXiTtvQL56k3LvkvjwvfabMJUyu4LCoZxxFHnLsqCnFJ7PQTG1QZmzYF2mnAd6woi26sACC57+AyVKKnimTR1+aXDZCcALxQTcQZgS4mbkjumRcB6o/gC7GA2f0h18TbbDdWCtJO8varzuRB2wZQWSazQ6g8bozCX4IcD0Iwo9s8jnOrKuAdSprwQi38fpzG8rbaBmq5N2B62pUYMQJVLevn2q+NMzvJrEgsHvmDOjnT//cT/YFx9LIDKSMDCbsDJqkc3EjxGqPwOXwccYk406byYKeTsM+dVwmZ1JQkyhjfzo8OJBn4HNW8Oqrr/l7g0wgl5651DfokdkBZRBu4VivLArVw8GGLvZbHgjoxNFTemRDS10fGiDfSYYbw+zOuc9Iyq40O/ZfNamO31QjeSfPYJQea/GPk8yXdvmfJ9D+6rt/dfg3/+bf+BemMWrTTYkyZCR4MHH2rA7IIp4Pjll+cPMxbL5fjqsum0wdc5mNOtk39QB0GdCRM5VTv3yFbtxH4qyDS9D5Zfm3RZMJuWc55quyWYWp+Zb3hiPIGVbqsAMZ+KEPrPhyOj4mPjoBUHa/BpeNQOXTx7k8mkW0/QMu/ZUzHPDzsFOerOxDVdIl6g5N9EWxnLXFV/vUGDch/31Im3Mbbu67ElvkWSBZ2Hg7Cu9QRVbPFhk74IKz0tL9mO9KCIcP2U7EacPf6m8aBtATXOyGf+wXvfgjwwuHbapdmTzdpmTcXTsQfuIlPZHN1Z133n3XlzAvv/yK8XPmU6Ga1HxcwKald+aP6D/NRqitax7IgylmikbmKVtGV/NGhtt2RyWT8U/EFgGqPsQJV1A+M5dOexvCYHbYGX9FF8YHugahbeYLLnGl+ui7T7JFCd2jxQCkSvjRV2zwKf4XL7MdOJoLJ2XNQZeZY6a/6gu1Ws/aThLfKLtT4fxglDp/hFvYCFWzddc/p1qyg8haHc1TZ7yB5Jdv/fJwIT/WevHFJgYvuMf0buOQwpbbQ8j0b6NPRyW1Boi9Dm51uM8WNKEwIHJ2sQZFwA7YJf33obzjdO5tYtvbv/ylF+/Lzpw5XHP11cZhgB+lTsRhtAFyvdOBN+2uYyeH7xgguUQFTyrpD3ite09JTDieWFj4hFvvQYZccBLApVn07mP3a3QjELnv5yftlKcWeQzsK6+8wn3JU6fcy8qiEb33gHwGSO/ZYSf82z/RKQsO+dZDCcT2tPcsFciBPgseiwB2AF1kAPDCcyoE0NDvXHYiUcZ2JrOrr77mcLXO6n7hn/55xrGAHzPgl97mM5/owQSUFyxz1s+Xjd/Xke9cepMh/ahnUwQOnZh4Ox7oYc2/yOg9jjxpyeXN9CMbFfoCvTsBRK/V19ZuYoh2cCnQnhRbwgOs+MaTuhP6ZZHOopE6IP0yk5DyjkXFUPohyY/Oqx3gPvYPfvgDnw1BF9rIrR/al6pVW/oc3+E3NnzQgOOY3N3jMr/xR+KkvM3O+pHCvf2VLCjk4Rv5LuiY2CRF34wRmNK3XOpmk8U4WA/ZJPbwle+X22czp4hlNyRe2FXh8T6p/sfH2QTNIuL6JI9m4sU80zfo0z7EbnyQOSBPWTMm4AHO+pi16MWPjFMAcWAgg+91co+UBZEFBbBP7O8Zr/pYD0H0UJ3jbGTBUMekQmTiD/s8xSOgOuMiCYSuIfSx59LZuFO2XGQ2jcwLQlRFPhmsh4VRwtV7ncZNO2XmcA5sOEpIxHGXXnqJn+q7mMuAg7PxOAEdDF3FzwehBjf8KTlINWjcQU7YnMDN2VKCgTqCNPzZbSSg9gn9OObyTu7fAPiQzufMiEtgOJ7Lm1zWAKCLm+OD8GNx7YScTiH5P/yU9n1D1kUl/GAjBbUVXTIZSU8awJ02X3KzzMhl0uS7Mf3C7LaY+RIg9PkYzCNnGH3EmEf8uQR1xRUM8tOHt7TA8yXsDuJRbQMmRXzMZI//zZQ09pBiaurxkRNVqqffPIBFT3/Rp+Ajh37b9+0+6MHrWez54rx19qcAXtjKC8lvuvFG35PhyUEm68bGkhUZ0SFyPZkKLw/VZPfPlYwPPswChx4dc7bUdqIDdfyfpMJKyGIC78aEyT4PpuCh1TaT/OhB6qYHrtCkH7OpE0KSIfHTs+88LKGY8ENLjZ2MO1LGYiZnjyPJwFZsAsijB33WiZeHe3hJ8l985zuHv/7r/+SzZnB61hDLa7v0l58aB9TV50mxkzGCvzlDsT+Mn/7MJGqWgvA4N6mJ4/ClvLVJfuzoZEr8coUkCy/jHBu4EsDGiNcAdlzGX4yF3ZiMYvZ97SqQWyWjzSSfKwroV72Mq38hT90GxqnvZ5GTr8DhaN/J1xmDoa1PKS8YPKWwXzpHto7YUVtG+71N4p4POvk4DSdgWqd0EhA2WUFkT0Hg8e0NVeOh+vIvMklSU3DEaFcYcB1/Oiaf1LIHjY5mXaMg9L8FbacDCUpuSt95592HL37xgcPZ664Xn96YjYg9RGEmfwxRB5B3Z+30mCBD149J0Lkc3XCKz4ig2vgHH/qchvN0Fd3M7oEHaLAF+kmqcwpx6NzZCWSczfezXnjpZU0SF/qdmXwn79eS3R0vA8Z+sg0N4AQbeRTKwJA+g7f0pQqdwKM+8juo4oeUfV9udPMukUWIephZjiTRTv/Zvnx8KVCD2Rjg0qxC9Y1cN5o330n7/d//P/jJTAa9d98zwXYQxa7wsD3KZyC72jg5W8skbjvAEpkXfD6mzYLJ5LkGMPQrqUo+/vjwwfva0epsChoYETtOniSZDJIsm0Gy8YsMLjHy/UjijKcyWcjZIWehipzioyMy0J0cQB/48iFvhNEkSJlWJiB+3/Aj/24ieRZAzvDGGeJFLn5o3yWlOX5ALn5Kv8N7xWd4USbxMBWXqN+XzC6W+aFerkTIAggcH9vE5eRqo8ELGfDOJMoEGrroamXtB/JZZJKqO/yJDc6EoL/iyisPF52+SPbFhpw1QBPBtTP5yHBcj470A3axkWDDCm7as4HMuIjesKyc2gE+MjAwx0DoQkOq/hSw2YuOZGMLCx1XM9j08Wowjy34CcdnldigmvqHxIdKtynRxhF7yBt3B3DwB5xJ5J2gmY8tQMToXzui/7p1EESjOr/xUnLb1IFhPvJX+5P50d/V9JWwbC5I9hfyjFf5JC3yG31sI0madc/iOwuwykd6AD62Hr1cO7rUT1SqXXGcPmVcTN2UyZ/65h/+Mz+NySSYoFgKAc7bg6CXOUXqMA7c0CEubYGFHTBP8KaDPn2KU+ML/QVMfu2AyzQbHhhmkHwhuQRHDWlA2WgPXtpcIWdLxwlwBgDH7M47QcCNzkmKHZESdynp35aoUYZdBD+0SbAziVx77TV+9JvLVXyvjvuQXL+/554vaFGf7w3q02ClvAXE2BtQILk++hhMg61oI5ugte71UYBmfGulXUGdZIkPvkXmGgj4Qhz4N3hNlcXkxCXH4odlmJsM3spgN0+c5hVJn3N9XvP1afPGNMvmgy7qjy7EAPhMoExYnPkQ+IkrfEZ7JnXrYPFjAz7Y+DOo0ZMddHbRqjSdEeY/KTaOvfIXC57Z6l8GXX39sV8Bxfs/KZ3dvQEngnOJpwPai4X1pByZHPGDbbbvrcHQjo2jDy1u33SmLZuALMrxd+OWBYMEffhGfmyWBOyzHbmywdnIb7zRghf3JvPidfQmoZM3g0osIu2L8KA19iI/G4beL0wdENGRvya/+BV8bls88cTPzP+BLz3gjdKoq+PyB/xqR/pE8kYX9APcx/ZR/AlAgp7Ji5+OoQ8OdfU7tIBliVf6KPNC+jWpekgQfxaCDJ45+NlPf+r71rfccrN/CeRzGguMGWgq13pAo3x15RjfZoFGF9vmvlG9xSEldmQ8pI/gCU43arEy+EILiND6myZtgHWp/fpL7eilv459t9OCq0Ed+cjaPpuwQurCmiPy8Tf+HXwEIkoyLAtbavPIti4j0x6gCF9/LMYynKV+ypWxkjGMB5z6xh/mqwft5JNgwc7ksGAqwnEHlE/WDagadhjmpOCPY+c0ffJGFe5e6SaYgLd2A+MojuYxDlS5wZB8JjXe4kJgowu8N7AcykriUyAX3dIRacvknLcmvO7Lljyxx1kNuzx+yocnFG+//bbDHXfc6ckuLGNj7JxJX7p4cSM/OqTT6BMdsVcfbKjstMkG8+xkw2DCBxMw8oEXkO0yRmQGl0Q/5D4iu3z7adNr+AuCu+IiGvE5Bvtex+qPTfYlZRIf1QPVtwl9kZ+z3kxkQG3hMoovUajPwff9DyUAG6GFc/jHdvCg54wJeV54BbZTqf3QhPLw6mXG6oaPXnn55cOz2sCwoPP0IPj4hDZIkctlPvoTEJnBbcpz7OKA7OrT/m/qJIavgMY48qDljJA4hCf0XEJHR0kZHtnQUOa/xI5sbM69QSD9mcnYlxhHL9ulFnhBRxtyw1PUxVEZTsQNl2bpH+pAsy8N8SsLFDwcm0rozXcYeUSfF0gQ49Gji3ZkQx9/xCdN07hw0UR5y1fZ+pPXpxMttoIP/ZDHBhVan3EQe3PJO2fw8Xt0IzbxP0C8v/LyK4fHH3/Mfe8vkl911XZvDvzwDE1kLTtahj9A30VG5sSC/TZ1bod26PUvsS4fdmylD+KfzoMZR2lLP8U//M2/BYg2zmweZwMXN4fXNsc4hW9g8UYfb3RGrwL4puPjwpR3KQAdfaTDrs66HLM0EEf43Wf0kuv8dgzOqW9+I2d2a6AMbAICx6UAdRhW4T4c5adgkOMdSL86vM8Z0euvH5579hfaHb3jRYIzvC5CG9iwfQWwc8zUQBQno/au3YnK8NjKRnQV3FzeOok2OomyEr5hUmrCqTBhIDAZ8O5LvpTLvTnOanihNW8+R869X7j3cI3OdsonEMHx+XRE5Y9cV/DfdasMU6tPPUd91oJIs/8rGXUFpXRl4HdCNr7q3R9M7r6kFb7g5Ib/Zxw0MEKF0uyBSwVUkViM+JoFP2/Cme4ll1xqH22T1Qy4+I+/8IKv/7Bpkh8W4oxyFl0PGOOwMcikEGrxgbcSOlK55wdtFxnaO8n03qUnR6XsftGTSSV908URfXk7xmOa1HiAil/Pz31aznizoKIDNCTrZh5RiImTTRELipVQGz7mYRjzsI3ow/hTs4g5ohcTKgnggB3dwLUvbOfwcN9CLAfQWhyIM/BpixpGE/jSsfhhL7QnJ1sUTlzGRzTZT7VZ9UyCfkgGG02afo8vEnvYSj/yoANfOSA+cjYZfbMosIDJBuFRW/p9ApAbUFl18QdcEj8F8qRQgZrFJRuqLCyxN5dw0THjPPZmvJNP7HexQhL3Hrl689yzz3rs33bbbb7CsckE35iJu9rnTaHKrkNv0vBmbuzCWj7gJQaO7Ur8xQ/tH+oNww/bOrbp+9riBD+jL76uMp/BJ09f6GhfAxwmazCb8gjvvf4nAdzydPuguH4+KSfFN01uEl2OBbNxpah9GE7KY0f1yOvCJmhbGfxBah1lvqkwdcU1csE4HJNvFpCq7lx2zm//8m0/ucflPozgct8WKHxEZP47p258qJt2O8ydmI7ckKxmOwo2HHdpHOAEkXg6N3UAh8nunB2FqCbPzpYb1LxJg0t4AD9E+cSTTx0uvuQSv1nEP+jqIKOVf8hg0o5+YZnjkq+CG3bynE/7FrSqaUCuTiVFP4AHTvzYNxM0EyKTuFDMT3+5T7aCE37w965OeUsVPjKA6OFMDp4AOMt9//CjH/348Gd/9ue+hHnrLbdEH4vBd8GPjs45hT+2SLZkWk8tBtQRL74nowVjnT1kAmCSMFN0Ew/b6zw8Yw9Q2/BPJi++G5VJLhNX5OeYRc4Tv3wALemdd971r5ezaeBsnZcHIAme6GDZQx/gEnBs4H4cl7aZ8IlxHr+HP2XwoPUEKD/i98RxFnwWBveZeGUT0vsj1M1iy6IiO7B7PzmXtw7uO+ih28aK8PuUJGB7xacPXuTMhrMOfG6VTIcO1GVjEDujk3jajvgbj3iSjmvsa8Y+l/7JH+mqPzZeuY+4+qmbs/iHhB5pt4xd/SZI9CkXsqglflAxjcgmW1oO8CyOF5lZsKmzngO0Me65hMlbU265+WYveNzjjU1J9HFiAu6RC3QD6IVOZetkBTQhi97xJ7ralo0qC3H63HpyhMBQH0RPs5uFubyNbX0mQWvy8HDZKbxMv/FobKpfSo/8sTX0AErUZ6mhJbr5nyGyKzFzTvilfgNndzynaqPUIfYIA7StTHtgLxttTVqIIQifNMTgwINjO5HajVb80jnObHnEkLYOVh0Diu8tsYvhxi6vmkpnZlfVQYA8HB1+luI65Mf5OAq8TQvcMrh1IslNAwl+BnMuM2TQWm9adYiuK222kPRBHAl72M124uQMj+/cMEHzbjx/lUJAOxM2x+KaATqOrUAD1DIp64i+4Daoqqdp9Gd9+BzxiH284ooJBhoC1+3wn10m9PEzemRioY4F0IuMd5nClR71E2AaqWP7dUYHMInz2jcmqNd9aff9PKr82fUdHu/k8SF8JsHf/pGsTIbv+7IwOkDDy4hz2RL7q4dsgI4Jd3TLoqjJW3WF6pfvFeaSEu0cqUcPbEGVtsHbEFN9Fnj11VcdbtaExq9y8BMuxFT8HD+Skoc2eWzhSFyzaNF/TNr00jZ+mvSBB/GIDf7FDG2gWCQpwwfanB2kf9hggZ++ju9I7Sfs2hYF+Qj7WXhpNz/RcSwefs5bP9YlVjVaVsZJ7MVv0MIn+fggfNZXOMxPk7/5yD7GBr8A/1d/9VfaDD5pemga/9CwieCHWykD5cuGDTycR7e0vmOincV/T9Dum9pZXOhCC6AXsZoFVfYq/osDfuaXNRft7aSf33zrTZ/xo/P2ejCrnZjm6JjSAo7Evb7wiW5KwkGo9SUvI5HZhR6exYennUC8yC7q9ac2yXIf9aEhVYI6uD7zFy/7sECTcIyBbiw2FHZgGUrwTOwp+aM288cfE8+mL4MTjE6ASYdT8gHz1D/4dFFPH+CH9D9yUqd4mzmL5H46Idd+kU8yTrRg07yU/P8DEAydkj+/hUWVr7MRTB2Bcuayy3wJMwbsOkNg20nxAlWm2ycrsoPoQrJqLmdxTIJVJkg6cAaEB0fKpP8yRC5y4A0w8N9+5+3D62+8Lns+65vV2FfdO7iwscGbYI1dBmd3ZbHecIzXNDtAdnoKAvTHptguPyohj6cA+9g4gxF+XNYAH0AHAPx+uZSB78CyyNHRWGuAUSHLj/oM+qu0wHMm+/LLL/lL9eAWh4ROLIr7yYt/yKuO1EPH2QULnxdcfbCN4KYPj0DFDIAZEKrYXCVgga08+HZSALxTdf0MZNuH3RzlGx2RxhOZfOfudW1k+qYYoDEIDyYTRGaAZVFAd/KA7RUC9Qw+2yS90a8/j5V4DnCmw3cXuQT63nvv+jfQ8AmLYBd2NgXUscjB04ueFhXX6cilZftGMqJrZKAn+rgvZiH2Iit8bPPkL59Vpyy0WYjztZHGbo7WV3Y3ngDo6NO8g/Yz4v0rnR0/fXj44Yd9rwtZLIAs2umTTqjEDD6lH/O0Zc405bMZo6GLHvR3F1n/SgN9PX50H9rPxBdnxZwd5/KxtbZPiE2Oqz9XMhf+CbLgkehXvwBeelx37bV++QC3MCAA276BwgyU7Kv4qzxShm/aqMNGL45uSEy3D6gK/vA/mfjM+GwZ8Y5N8cncE15NRtjBanPJPJgvEls5OcimKVcEPH9OnzWJZPwf3vxPf655oAnbiP8ulMZjYT6JZ9zkgV4xsDv0D9r15qjgIBk1ahNw6o++yS+VMxg6II5TQaWt7KPbW+/KtO3aARQsL2qYsDjj4YEOFgQChd0c+q8gqONszhFQ05T2EzgWHXnoELnLPn56Zu9IO9i4G7lxPwmCluDsuzEZjJdfcfnhNU3wTz7xpCf8e+65x0/u1QTbY7rjSaH+iQ6WrlS7EuQeCCzEmiC6GMe+8CVtvnMbTWP7LrGo0Q5v0w8QYL50KF8A/C/fRT91DKj5gFdX4TPO5Dij5b7WHXfc7st2IokpgPPSlUE/A9/VnQQ0cJjkYUzgAtsZyAwEaWI9CrFj2ZhNAAuPPsiCr3gg3Prrs/X7+N71Yml6yYAfdBnkud/H5bennnzKNLfdfptthQ4coAMN3OgiPuKZCSI/GAxtbbVAEsbmz/wK8Iie0Se6aUAzcWmyZgHJQpIFi2SfwQjQsRMHtLUfX7BogMsR+8CJ/shElmj1b2NFfhKM6xuOwUdHLYgqE9+Rk3vayOP4/PMvHB566EHT8IQy32HM2X4fzFibTft9jr6s+r42PTrCEzkAdIkH/Ba58M4CN1j1p/XJ+Nj7Is4anIJNXLaWD+jQoAevB3v8scc17t/3r5lcc83V7guP4U1GgHz7oDwrM2j1X+O6Y85V5hdI34DTMRFfh49j5ai/A/s8UD22+uNmQ9uQ1VSalqEz3tCr1mb5ODBoSgsPML3A9QPw6pU4w2LjLJiV3cu/hqmjp6o3sM8XTn3rm+f/iZ9++ANcGgY++m/qph4g1zryHjTiX0PYAXMGwUTIJUwu8QAeqALLngTgF7KrPAbTsIOUgsPB0uHDx/xcVNoFHn84d8p8qKysQmqTkJTBpR2mdqXs8N7VzvuSiy/1JS7etuGf5L/tdn/ROpNBg5RTabhMB41c40wnV3Tbs7jMZEog48MJ+nY6k4wnh21XCB8xgh658OJjXdzsQcF3v+DvSUo43ql5ICETHc1obIhcDyY8oTYvQNY7TNlds9jxJXN2z+wkq08gOtVun6mJb8ExIJQu6pA6fsZe7yL1qXygfdGJrjqyaLIbPdociC7xKH6mTZ9Qv+mkCSMLXs9WQs8ZzfM6q3vjzTd8f4a34uAz3tyAMujuXerw2Xxl16SuSls/8859JBvtFJ0K+JBFDF6A+Q3fnJVGJuVeetzLj8zamf71pS6V+yKB+G5+h1CyiAURiKo6hU/OinI5mrpNT7WxwSgULzoHB1zucXGPnicx77vvPo8NaD0fWBeOnKFl0SZRf5Hmiby5I7L9IgTO4rhqgZzaLDnIrA9iAyLSJ+jiOGdD5T6n7dhHBWrSFjb4DnqAjS0/VswbdS699FJvaol3dGkskeLzkUO/zfgx04HKSH/iw/RT4y7jMfpaupDLl81B+SdmGUuNucQ3AH5pOKY9aixNFtQfPRaWjgHa62vGpJjnaOAYua4zq9TVHvCLU92Me740bcb9uLcaUl7H6lz9fRhIYRa7OimOMtEgh0GPI1xZD6Ym0JUQqpJxNz5DBRH8/QOBwstkmPySETmflPQvyXKlK8kTjPi6jT/92wH8lzNc40/hfHL2fnCybyY/dHQQl5j43TMuM2HPc889r53fR4fPawBcf0O+PxT5Vk32MpnDJzqbl8q0Lx3TDkXrWNR8xhPEbQHkfxcFZEGz+WV8C/C/98S6sDVB6CC2XFispwDFIYsDmuoIupmpiOzwZ6ffPJAyE1InYBY0X2o1z3w2Vgj1X/RN4FNPusCXYv1ghyY+bLIEdCKvP/PUkckyl2rURoW44xvK6MJk1IXBSTiN+dgfXhauQia4DHImWJ4Y5hVwDz/0kC9Ps6MHn910JvfwKh1520OSTWjUOs4OuHyHmjw8hN7oi974i4bq1wmF2GEx4qw1/s5EBz/ynRi74AIc/QPJs2DXflrpj0Hz/VUmcXhFz8iOTUFqGbBdXiThQV3O4vaxyJG6bjhyteMLfsCHNyZ1cYB76OK3/M/4qgzawOFMT9ylx4oVBFmv0bP6hl99OIuB87lcDl7nr2yAams1WHHEgTz0+InLsS+99KI3Pbfccqtjg7bK4lj96KvcWyI2Uk7/JZVvNi/L320HjLPhgZN+AFS0PbXvU6eyMYEGVrRzDL/0UeqF67GS9n2CPvxUHhxNOqLPIlM88tQ52W8rGWdoN5wdvTt+wwd2eb4Qbtv3qTJzJBEHtMVPMz+p3I2CbTZ+/Hfqj771B7uf+FkJaN5nZfu6Xdu+vnj7OhRgN8UAZ1F48cWX/Mgu30e7UEFC0O9pTkLb3E5ycI6cfb6JOtnjRFDs2G4dAp+B0i1QeU8kOGpXlr4gcJmw+E0uvnj8ay1yv9Bix6D+whe+cLjiysuDbv3omJzl0OENdhrgja6FdFxkbkntHaQcnegz00VbX96SLzOpn3uWTEJO6Ve9Mc2jN7EJIvjnHp5wp9yBTOJSGvV0MLTwAtCfBzl47yG7eRYG31sUDdD7he4N5Vl8c3aZ4MRG7rtw7OVI78bVRjty3CbdAHQ9Guz0uevjG4NoYjN18S9QfvQNMouDKZ0gs5BJhvI8VPXYY49p8b3Ij5r7KzNaSPE9NCQAnhnYic9xkPJBQEYWZtGlRvh2pWl7prT0i974CVzOznwGZqAPMwaS10I9zFq/T7FReWHjN86a2AzscZC3+VO2R8f4zQuMahwj5TU0wV8x1jKQvs2mgTbKBtE2ZtPnuR9qe4WCHOzgqgVnM+1vZMJj4wNM2VXolUrTkQAmwdgQnYJs9PNA+EHTxfbll19RbD/uMXzPPZ/37Rj0B+qLI39Id47ApqtkgZMN/xpX9hm+ww8Tj6T2I/jgki+QTTl1WF2erY9PlFRic7Y/E/9kgHHmleoRXUbOTofzgduVwIoflm9OQvTrYmiyI/w9TX246ieVRqXNz4B5c9BG8F/80Td8ZieVNgYphziZYbRv3+cFGOTBO4ZBlPbscrjM9u477/orBy++8IIHGO+M7K8BlM9vg/LbL3K2zo0ru4Hr8mk+9QvzXNmDv4NzdJuO4Sk/Xn3EpUwepnjrrV/6y7K33Xqr36RAcBpd9pvDno87IQlgInSu9a4NVMfoMfjydXyuwIV245XUQVY68gRraVaiPXhbXhxcnvroHtYsPN01Qe/JUDgMTspMCA8++ODhT/7k3/qX2m+//Xb/6gOTA3RwAx+GHNDJ3+mDl8q1gwTePl/9A1KGfrC9geDSN6mDn+XqDCO73diTt7swwUpneII4ekELjfnzf5P9aZ8BEb/vvvuO35jD5epMAEbdAD+mMrTw5whwTIoukVNb2QgxoacNX2aixefcI8sZWiDfiSNBg571TflwVhX94bf6Grz2V+koZ2GP7PCqfvD0wfVOsjuL/OKX+4eZqIvHJgFc6rhE6YVG/Ll9YXkjiwSoqHx81KN1HB74u3GA7OgI5Iie0BG7wYFH9A4tuoXv+YDq0kR2+CGbDTtfLfq5NuvcgiG2+VWM+m3JS2rdXl7qM08WH91zlJ06eiPL0XaS4gvw0AfU8IkP8Ok+Do7ObCZBi0/Cu3KnUwfA6+VR02kc+NbI6AXNPv02cLtSN7JcmTJf2mxv8Ao5ASAXDI5Lf7MyxBYgOti3JH3S50Hc9PMxNGqP4W3bQO2b0ZM2lHOQUSL4GOXBiYGmT+LpHc7m2O3TEezwWPAKNeEkRLcmKvibMgURSrscnZa+VEDjgGsHm8n/frBMpwD2vvP2Oz67Y4G79pprD5dceqmdXj2cFy7yCWBPDNybmMsNAO3oC34f3vA9OfuvNlGXyZvLKXkKL5eJaAegQ78OtPhtyd1PGB1M3VludukAP/h6EEkudoPPwIYHSFymYgLwG8f9aD/3fj6jheA638/g55uYHHgNGGZC78BUalBmcM1gUB77akshvuvZVid09e3YeAS2l0kcfH5f77S/2hJbsUH4auwlsqQMavQH4Altx0Z8+Snfj+S1UDyUxCanE018brYBdMCJBet0MmUShcYDXR/42N8q0y88LVm9ayf+5pI0PiTeOMvkSUDO6uFpTlYEW9XX6qv4mkknCyC2x8bEX22AzjSqD8THiZvEiWvhrz940N/4gX7Eh7aBuODVb4pR/PTv//2/P/zL/+lfHh599LHQiF9l2reSB8ss6pk/8AG6ocu2KFIWrfvFeq2YBof5hDGF9V7wxdT6iF+fIux4KpBvKrSP9M++c17AZofXA7IJ4d4jfrfdshfy0pHgl75EnrnalvqXjcKCtUD1CgYptOTRc+bXbV6FaeKZjdsak7xsm1+e50ldvmrCfXw2GIm3tdCdC9Gdo5JjTvzpn509HD+J/nwAD87Wo6PmPBb6E+Tw2/vZfWdbk/DP+SD6Ji4cR06Z0zJ2lfgULxOqSbdKl2zsMBhmHfwmnHwhE3F5mZsd44CbBD73X5g0+MpBOghadahpj42qrC3Nhz9R+NP6EEQupamRs/ZBJ3zV1R4czxFfMsn6rMW76QkQJFgn5Mzk5Dp45dLsu++959+te/ONNw+X6QwG2whmyDZ7elB5C1T9WVcYCzgy6PF7yts/lwGzGzyCnGYWcQ92pQZlBkRSdd0PEugsT7b3cloGYvgyIH1JVAsyvKlHjQTewcGLPHbxXAb73IWfk06ZCMHhZ404u2VyYGHgKxkszNjs3aJ8jO+qD2X3JbZbN2IuC5btUf/18XrqrDs40h/dfWYoHZ0cl6uvcka0Bo59L8iRHWvi2IMa22dSh4frGDgUpBi7eRZy4onXwWEfiHAyD9FZvj7xe2Sln+EfH9en0GyLiHDTpsVDuru/GrdmklhxUpE2vo8HHoAdph/+9I3tUNvSIwBPfNkxuflQR3wSW0ZP+zO84+8k8IIrPxFDloXdVtX48OHl2TzQ8Y7OhhOP0aV+rT2eWMXDcjiKZ9olS0fwTTOfczdFiR8vej7DVPxKf2jgiy2VGf1hC/8kZLQOvl548ZF8BXDkiVzeh8kGiu9d8s7b06e5LMtir5gWvp+aNk18GL8hw2x8bKKeBGCJ51eXkNfFZd1bNQxx9Bbd+JsysZQndKfvaRBH7G0/tt8QlPIxbP0rxvUvx72v9+MoeowPBcUFZ4tf5p+Zg/BT7uVmcbefjQMvszDADz047uUvedEjPMK3Cfv2eIVTf/ytP/RlzH0C9sejlErnz4WTdeDZtVb89EWnPVlwqe+Ky3mCKYtdeTf/iUDT8FsgR0yOjB0zda6fusIuG5j2Tk680TuE1Sc6bToOPg7mKcxnnnnGPzzLJZxbb739cOcdd/hN7ifFnATz2vMVhG+CZN2TSX0XqwYaNAykvnC5fDLJlC4BkTQaUUm9jrE3trtehJGlOuRTtwMCFrsXz6UjUFoWyWuvu9bvC+RrCJzFd5GLXAZw9F06xKfmb/sjx09mdpLkb/BE4XbXW/j8a1lgEv0r3vkSvqou4zb73nrQ7skIPfPwBxMer4N79513dJZ3y+FybdrYZADwgxb99/ZteupvUHewaI2TQo4D0eBcWPw72NdiQpsnrckv/rHFvkbX0df2ik9woRK+/jdOEj+hB6ewbEtMemKfSYqzO57A5Ed9+WHT+++7zwtFJ/XquiC8u2lrgve+nEUzsVdVOEZ34izfCYNfNhaZ5E0LD5XYHBRU5fgEJ4ANSspBg2/e08bGb0d64onDZbKFtyNhU8++vaiJZ2MBMN9dOi+gM0f9qw0kV7mBfPxq3/LZ4ZQQn+5tArAU/WHko2HoXJf+pSYLyzH9SYBHksmd4Add1aHO88fWbvUmPxVz3NrNY3JzzCYgTGvvsvkYkEccFj4J97/dYifFo/zU6xD8BC+7WnZcfKeOhQECFOyALJzkW6c5UXblSpZJOqGOwe37joZ/UqADVDq4jn9BaH070raQAcTPA0CLHe/Ge/4Xz/uM7gv33Hu44cYbz7HpJCx9EmgArPe7PMDBbT26S2Tny86rVMDKIzeySyeaqVtnPXmAgcmiExXqeNLbJerDWXzgZT8sHygnPCaWWZyUAJ8pCpcf473sci0Ekgle6z9pobPRHJzSL/V97BK9bKcN/YDgrLOI2hce4UOifu10QwehP6kyQANvJspcmpIf7I/y4IXeHx9eeeXlw7PPPXe45pprDzfeeIN1wyPBE0/h2kPIEP/qEUh9+xagifbY27r0S/LTH+YboFyf124gMvc8wGNxS78yiXtixp5J6JR2BIYWgFb/yCWvNsfe8Aeoj7zYahv0QWcWYM5+kcvvAnI25EuN7i/JNX76CxlAytE5/ZDL9O0TeHUjBIRWIF7EKZpAH5boRmb0mgL/K4cN3DpLLLPgFMD19yyfeurw8iuvHK7Thp3vCPfBnj1YthN0UzlA3T4B0FvvXYKQ/mm/tr+gwe7YLlxiaD7uT88PWXidFJc50+8VmuM4qa7AqCNO54dPtms2EPIh8cNncQNWvnTu+3PwVFIx+qz66rf55rdAN1kIMhf5qXpTf+5iZ6rF+KiNdKK9cKxiIMIicGqU10G02QGFB3Wt3/NNfWkL5y+jmWn9lzwpk8pM+HbGTBjggaNPHZKUZvQGwjK8zB8QErtLBvIvtNDx8uezZ6/Xmcw93u0RjDkj+CRAztqJWIJ4e/KZwM6iFn2Xr5qi39IZXsl3MFDHhEEdUPtpY/IgmVPYCa//VKW6LHAz6DxI1kLjoAZXeJG/Uts4u6v+2NL26qHsVgd4V2p+e53TNwD+IVudF5/0hY8gBN3ltKHvtHtATr/2P7zGTuwGyOdyJmfM0YM6Jlxs4RLsTx9/3GesvBOVs3su1505c6notCCO/5EbiB3wIi6Q11iyym5jUotN02S5jVfT6h/4QI9pj37rUmR2u1nAetZWu8VItPCqDr2UDSSWwr8yC+StX8vWFY6pIb+fmNGN2xW33nqr3zTCWVDsm3hwrIC3tyd6Ybsv6SoPbtriH4+HSenXbLjSv8XNJggIPTrGf076+NKa6Nb4MTb/FogR9+MfeeSRw6OPPupmvj6RF7/nmQPHHV4Qrvts56MFaV9paqccO+gv6aJ82y1QBW/2xt+NR3i2f5eNAZdVhK5xRVXiMn7iE4r6LXFIWiDd9B9+kYE6+3aBq0P/2yF6x46pGrroFvq0J+1tAvZ6FMIhmNI+43ns2NvjxW7xU+YEEp9UtwxaCOgYHM3gZ+Lvmw5QBgyO7MZ4UpGHFXiZ7i/f/uXhIp3dJVDY5Ud5OgH+py7gVT760BnwsdwlnzCyIdvRgpzMR58GTfimHHcAcYud3sGjBKPK4rsFHBK4RheMPuhsObxV4/3DCy++dHjjzTcPN9584+G2O247XHSa1waBKx0+1mQHjegToPABMhlaNwba4ER3Bm2Ct3SqnbrYQT16+aztVBbJ+DEyP57Bz6SLvso4jxzFfWwTk0+rQJ50yvqREwgvFk6gT/IOTkfbp493xfhKvPh+zwWfZpFAgCZa6fDGG68dHn7oQX89g/uZDLqAaJxlQs79UdPjb6lgO36T+n2d7cZeD961OEgtJ/55EOsIbvvdgwYe+hjMSHz5OKt/hWkDsuvHRnnROkkf8eIhq8e12MlMX5rnl7fxDb/Nhl8BdADM28klHxJnwXOefpw6x2KwVI598Vt0gIw6juWBqPA0mv+Rpz5t9RP+gUdkjYquB7/1JCZJ6mgDLxNkYjY40gu9R19wj+ilc88usM2vHxsd0ufpp8CiR3/9WebCSc/R57FdMq1TNhOmK+EQg1NdgPKZYnDMqxXw8f+FAzPhcd+ZhY4ncfmZp3vvvddfMcK+9l15R8zyUfovVx6wwpaAY7QZQzpCt/dxFqksVOJk3vCov0NTO1UXFcKncRspGy5tlKMbyoLfNuI7eTWaXSD4zhk/CYhNzUePULafFpfmOdKPlZsyZ5+xd9HU5tCQkFX/NKGzKTZelJoAjsE99a1v/sG3o3EYni+5teUUXBdhv/FTlpzi/+THPzn87Ikn/MosvmfFhMAPNVL305/9VGdBv/AvHrz7Lj/x85of7GCh4BIBiyTv82PR9MMLPiuJYcjwZK9j9dwHEfne/I9xS9+xdePjs50xfjsqgTbWGcJ3eAyT4n78UV6syyD4uSY6XhvGvTq+SG6d+OzkQ5PLMHPDm2oHA9lMYn2SrUlSNj2gd53w0MM4458EKHmwyXMkqwz8Rw/rYp49pq1gH06Aul5/xtrhJJv2ToYGjkbWIGXgkZN8Joe//MvvaqPzgheC7YdPRegPR/PSWYnOojjCzPaOIdGJwQxudWw6qbdJBuqzPPiBv+Oc6Fh8jnug5Dp08NkCfRHomQhPuv3iuecOb6r/uTzEywW4j8OlrcRk+cc2jrnME33MH0HWpxB8jok7mtO/FMIjCxU8IfVAV94PiHQCsY5JjhMlIJPAEsnBE6LxwI8sn/FLBpNPfYyu1JGNDVYpMQwzAe2Lni9fv+/xzQMdvnQpXNoYA9UNLVbsxmbzJFnm1GOj6+Ibgw7obxvhJ95+uMzjLBtGYO+D+sXETnFG6oD4Gf0TV7GJ743yEmuegL7rrru2y7F7+2FBqjx4suHDZm8Sm+pr5Rnz9ofwkQkzaHNGHp1P9g1t6B1+IhkFbI11kGzTxKbOkeGbOYY2+MEH2HQzTRiSVc0WI0BlLbr8Sx+GPzqWl/sFO4wYIOe+mmSgX+3z+h9BTZCHH3Yx73IVhadi/dDb4FaEr5xssT50NML3f/mf/8eP1az8ftI4TsBWTsF1VZjFiS/csoiRp45OJM8TY7zfjkfT04ESDi2BKTwrQ62VcvMGyHPQqcP8fR12iSqT5zKZnwT0Gyjm0dbPkPIYcq5RZwE8tisTpNuVzH9sB9AxO2jOmOZLze4wFBIt/+R0blizoP/d3/2dZX79n/wTX66RMzFmBicptjVYyVcXmGKzOwOAv2nUefpUt/rYKBtt886kX/Q/fjRTp9retiG1PgnSkS0IrXPmeYHOsjPxRCYp+DNhC5hU6Gt8hCx8Txv1L2ix+/M/+3Pf3/q93/u9w3/3j/6R+8mk8DN9BnX13Aa16Glvn1dejtEP6CQIXfWgKbak79B442H7Sh7/lfceoCs/dYLrPvZEc/AE/t3vfvfw/b/7e1/G5F2v99537+GrX/3q2E8sISjxC3s/9CJ+6NSYjK8HEDFmVZ/Ei8TP7n7ZRsJPeS9nofEGpD2LNbJI9S3Q+z0IRR4p/sr91drhSUw8aAt+fEOZSaWT6aJn4/bR4Tn1+d/85/9s2q9/7eu+7Bcdhhes+Dc+wMbG/l4nIflPRNa98Ui59sCzZ0iDat2yIQuf8BqAXLTWhY/yQPw0c44SwAunn37654e//uu/PnygyfVr//gfe5wz78Tfa1yRRyf0B5at4QmsWwtLd9rxI0AbzeVHhk/bsiDs+9n/NzqgbZVbPwRid2W7xoT1UfhYXxXTFl6YlXLq+A8FbdjtExLaVQ5+9eo81P6lafmG+mXXXo8kIP7LVyt4LSMvd3hLm5ArtMm87rqzfmUbT8Z6Y+WYbN/U36L+f/+//ie0GyFL2JaMtcopJr8F2nSq+B450EKE150GH+i8sm80oWcXQCDkvYjUZSHFONdDM+X+vAnss6Mgza5FKlqGZO6f4luwHMyRXTEPU/BaKk9CqrezGMgKEi+kWsxwdi/JiNLvxeRezZM6o73yqisP991/vx0Ozyy+WXThB6Sz5YtRxp1n/eOXqY4cJjdwp65+Rif4pk1USuT9SUcZH2bQcpktQZTkFngqi9/ha/8MffKACqYh4BkwGTSU3VdK5Yv/valRf0DWn3WBN08s/t3f/u3h7//+7w9f/vJXDv9YEwUBaQkIjFDL3esYGWtgI5t89ePYvPVSwh7/yoDjIm3tY2Ip/ksfisO0R+ZeNgB97UQPmohq78B1xL4f/+jHh3/9r/6V7eSs9Xe/9o8PX/nKV9Ln6GMd6rf0IbtSeIKTAblk9tITEL2jBxk+/FmvGRt7vaknHfEj/hkTqkcH5DHuumlacVQ/DH8lcNlQlje6A8FDBj7N+KWIvtCYXrpx5vvggz85/M3ffM9vGPmnv/dP/fQ1uNAFItP8lMxbn/Y5cYUNxnT7igtgb+82oW18CtE/9KsWGUBsqE7xU/qL9tBy1v7ww48c/uEf/sFXJr7+9a/ZpoVXPshJHfxph7f1It5UzzyYMSd8atVmOnOJjYXwS4VZzJiOf6IfB/IbH+WrQ1P9mBjIgkE90DmW9kUvGnwhPvVT+NfO2Nq0+NH3tmrxUXv4rw0XUH8Bqc9CH9roXzl9YlgcFbPB4x4ql5W5j8rGk3vn119/g864bzpcrb45c+mZecVgvnu49Q+LXZQ9dhJw3vIc9c/HKg3ksf1deY6hHhi6cIoTca5LorfDYG/ksgMjha08R/AzUVCnvNuoz2TOJMxLfPOl53WJg3Zo/WSXJxAS+KScnbqjEKQ/2uHFhESX8YVN7j/yPTvOEPnVgwRNdmrdpYZvEkDn9vr03ib9Nz5nKkxEBMCexj4jzUBi0m7Zx/EnfP0mC3hYBzhkAHoiVjsyqIN/B2bPoBpQ1gliHVkk4IdeMIxe0df377BPBJSRwSVJfMevoP/yLfno3Xf98AYPK9QWdKh9+CGbjEwQm90+ownYRuQJLMu5xF/biINeIoEHbfHHZ1QXnpTBxd+OGX3izwxGEgA9yXGAPshAU/yh/NM/f/rw//m3/9Zn9zfceMPh//h//j8dvnj/l+yjyAAvtoZfYgt++LyLDTjgozsbPQyzP6Vb9IltjenqZID32OgHY8Cx7UwyuUQGD654sEnb87Df1NYzY3ihafSL/uCQHPc6onMXanhk8c6Gadn68eH11984/N3f/a2/osGr89jkMPlscpFl3CXDhvNfh+M24n8tHu4P2x//gLu3CT6MQaA61YeeOMd38bnwN5rEgv+II7cdPJmycPPWFM7ovnDvvYeLT5/eHk6BDlz6Dh1QPXrDN3n4w8zfwRNeJ/LqfG5a8Vdc6obNUR22AfFLYzwxdewbNw0dKfXQbHV8dIQjtKS0LVriClnkgcpo2UrqL/PxjnebR0ZpKkf/REZ+sISf8YxN6evIQN5H/kHl11571ffPuZwJD+aXz9999+He++7zvdXTWgQ9Z5mfZP2b//n/oTmNoEhgbMIF5y3PUf+2+g20WO0hqvEPOmgocICWav+LIq5TvkgFGxiwfOvpkuvs0ClxhNc6hi/gkjsgKZAjxWOexRve6CVaOsiXYzX4gV9qIDzx5BO+pPn5z3/eZ4cEficWuHUBJECYNFJe9/A6kQBbWR8HogYGCzW0mcT2wam8y6lHUfLs3CnbkuEbmMAF0fSxE7vhaRrlbat5qY6MGfEvvNxnKi/cfUAvnOApT5Wy+CSTcAZ7J6/gBal52yNgwIKXtuA2ZaKjDRtiW2xIG/nyYfKmfU2a1dfNotnxNl8dUXrAmykdWYRItHP/5sXnX/Cr4vzmnOuu9ZO4lQ1kwgk/9MSn7S+qtglXgLzqT9u2MGriwnfUn6+fCqGjAV9jY8647VlwRef+Ub78XJRPcotAequC+A6v8AWQS5mNEuArHKKDHxM4R1FsEyxnQ9xTYaG4XGd0/PgtEJnx/T6vvw2wLwtoyumzyEUH6DqGSI0XdE/ZVcqnz7Arm7vwxhbw4GNEQXQhw18NDz/wsYNnCViwL7749LZRCYwv+UgvqqNj+gq+6BAZ8Gwfp49SF5okWKJFypbgA/+qd/BqB/wLax5PfEVX6oKPrNoNn2wwj/m6RZnqnTboaUgGnt1EhJ4Fdi2yezlLp4VPm2m0uSb+ghcdaKv/GI/rfn4WPTbPzz33i8Ozzz3rl3mAx8vFuWfOd1/5Hjdjkf7yYodcOP8v//p//DhGNS3jmj8qz1H/tvoFbk1WcISbqg02d6sN43PaHB0+CdJZdeBetznqTxh2tHH1qeQE3tCrqmdeUDB4CqUJWzP0ZGdZ+njR0YLEJbM333zLXyhnwN93/31+wwZ4ex1RJnKjU+vJexId2dUFyCPv7ES7E2T3nsUB/ciQd0CIh2kcDJ+axW52r58iiCIfv4IvFP6cz0KbwQi4XcAg9ORhzP3AXQM1NsCDN5tkAQMXXqTayiTLBIoeLBCB2Jr+XvxJTPBMMEAfkoBXU+1ZtG0rD2yVbvp0tw2oyvWkQI5bcXSKjFRWJwVLeFK2bsLRHz/588Mf/vBwiQbaF7/0JU/s6IxuDPryqL7kc2UhvyfH2y4qC6A/aKuuVsU6udmQ+tgEbReG2BXb45vc6wWXsiqUD6NIXHwqi3bz0R8LIoA+Xew6yW98jKMycvWpjWzQTK12jpbvYm59QA+Hbhzqq0L7lLYkVYInPuBGp/AB1gQbOqqRyZhJvdGcB7DbtCpXvyVr+Y9JlZc+P/nkU5pIrz/cey9fis/ZQmWZZugraF09Wf3fMUMZodZPqXp4nMx4rB4bf6f2z8yTxCQf6iWHNrcjf/RpQl/qrF3EGbxZVjwC4AHWh/407dg19Xy2jRJ1YxsJ/iQ1bnoEyFnyhtt8ZCxMt+hf6s/dhMOLvuOeHZeWX3jheV9puEpncdefvV7Hq/x0NO9b7rMcR74472KHgiOgCUjbCN7VB2jblwFwOKwWO2mMdp3aYnicxSK0h2MZoQ9L/1d5OmCMKj8wOdDes7LIAaW4QgNA56B2f8DjYxFBAp8PDykwwbCovPba6xoITzhovvTlB/w4Mky9I2dHGgbhew7vTFS+RDb8ezkVP3THlYWEYAov/qqvwVXwIx++RmHC2PGuDsZxHf6m3lWhGzyVnIcanSpumySmXa22lQX3qO/gxz9kSgc2BY88+oifouLNE9zjAjzwBeE1/hf71uMDM5MG5r9LtYfU/mwZfADfkffubvikPXA8qU6lAP5AFx/LnAm5A5wzVu7Z/smf/Ik3O//9/+W/92+bRYdMwMptfYrsyAlvfNk+sLd0oExMVC/yyK5tHfwk6rL4wEu04uOFQDh9uAc+m/7Dxw2WyGRC32kjpTaObOSid3xA/EZuYnD/9QH46hCeY5uVgVZ2YB/6xs7Y3ZhuyiJ6vNjBt08mI98L2egCbuiyYSAP7H3U1DoSAKbzbneV+Pza4w+MnD2mAd7IIF5/8IMf+Cd97rvv3sMXv/hF3x9iggVnr0N0wg+ISMyRaG7dHmfrDwFH6rl9Uv033Umu29zrevfPzm6g/Q2s+vgCP9qXU1+aPb3rqXMpMck/14+9xIkqUr+zPzK4hJ8xa5pJ6GAs5ZEXmcJSzJJ3wc2Nq9KlbssrvacNCF9j48oB9nAfleTbJ8SnUl4Td9z/zrPYdbLwZ5B65mNct6UcyiF2PYVUut3KcYjTEYqSG63AHSIk2tRgY2j9lM5Ecr8gPM1b1JTtZOOk1q3JWF7wld/XAa6kHKeZdQmPYNVtEjYBo7OgVZyl8IvFXMbEjgceeMCvQkKuZRmLoIQgNpoR/31InjbyDqTpaOR2AsiZQHZfAG2VAR0H5CPHvnF7/GkeU4c4tKLeZ22D4zbrtwKZA41evAbXVeW1wQSnBln1Tu30rYg++uhX/goCLwNmR/b7v//7h69+9Xc2+yCBBwvLdgl2+BALscF/U58b1c4rdRBaZwmk3voqMZFx5LJbd/mlKQ6J+i40AHkrb1Db+Nb4spU2JupXX33FT2U+8sijh9/7vX96+PrXv267LVN6g5mJPxOduVmWOKgu/cYl1tXv1nGgNAxkdNrfSwaQ0bG7Yid0xUH/ArK8gJEfOfQ5WfehPrXTdiuPjvCKvkv34MSeydhl3EPht94uueRSP8hhP2xzQc56Id3rvDY1iQX3j/FjGziwj6zQlZYEXuMJXbNhWP6AjlS88iSZF3hwnnrquB/J68F4uAp+PHzEr1zkxdv5sdnyKM2+rD/L5p8/HF2RWxjgbPOuqmMrvskmYX81CShfAPzQLXr/UzsLnjti6NymPPyzuR39XEtjeLY+OsJz+LqNVPtS1/mGcmxfi2wTUFkgclTLsR6q3POySoKTm8RATiT4qhc+NLeh3dYrlW2raWjT//w7XGBFDKmYXP45pS6VAxBNMr1WmKKDH94IJoinXpbYKeqM7NIyCWwJPKOHccTFGaRMvArmuQwUipEDspAyiQcfnuD5zGTXEUY+bwIBOTguaaoEOHx1CinBg1M1gHRs8v0P0gzsFZCkDOrw5DiyhMtDJX57vS9hBo+dykUXzZvteehkkk/TNeD4vTlwkJNdFfmRqxQvNojGmuHteiXGhv2mPHIvEA9/hUNHAL29WIjf3jfxj47eBE0aHtTSPfgrNlzk16nx6DYLHvdACFqxGN25t8Bb6/kqSX6ZOhPKfofWY/rW/euJjb5JfSHlpSfKOBYmhT64gRJzDG3zNgRb4EkN/wRMgOjJjXCeDuZRe75+A00nXoSAR/xBl4G4+KND6mvbmgQAbCbfS5/4goUvvplLoPwpha/J7Dd8GX/mRd3EDPWfUl9ajvAcd+Lj2HEsNfFELfHEJoEzlMRZ7EJIdEWfLanMYsz3bf9CG5sf/uiHvs/FotB+3APebKymNDxlM/WRTdwlsRGWxvZZ/VPZQPXxONTiGbmJq+76wWkMlGaDXZ564pPv0XL/kfs/pNOnL7bv8fXqo8itj8i7P6efw5U+XRM3dsV2aONPEipQj97Y7E7in+ppW3ZlrFOu/dnA1Sfxa9uhJQ4TR8Sk9CGJoP4ccyLS/6dCAL1t2VLqjaF87EgMGzgaL77wOJwjUN8Fogd9gs+3+X1bXKOvdVYem4hp5hRePcm8yM9F4VP7xjGzj7XI5L+jx8JJA3tVFgTvHAU4SrG9QkCcvQYWl3p4aoa3n/PGeO518btn//D97x+efOKJwwfvfyCFEvjwyCWQdDA+crDoGJ7TwaOLwc5dzmyyE5V8f6y4vxXAKT12sUMmSC1ia085wYqt0TvtCYjoAhQ3+QbM4Ew98ijnNVXwy9nAdhlz35lMQOpgXr+0DTDROqBOBt4Ge7uSWreS/stmB52SCuZDwGaA7oNobEEmsp2foxIAPvpxL/Mavo+mM192ZEyKAH2Mfb2Ui315a3sn3do8A9s+4InAvNUeHzQeTtocX2RS2cfLuZcVoYn99R1H5IZnygC4lYMe/IwR78fELp5A5KymKqBXfVY58U14Rm42GkDkrnqALHXtk6BmssQfHht8xC9+yGTOGTKXMjce+gcf+1C2bB/VR6+0lQc0SdEZGtviJB7mQ4p/qzcvh+C9ofQxl/TxUeMXCM3YOLaRxzZ/bWSO/E4kcwWJ+3+KVtCd0lfk14eSRaTpBCTWOz8FROV+jc3dyAHF5UUZ2IJO+Q7XafsINHzcVNuQgy2OTyXGKeUmCLMZ75lobCe5T4QSXmmnzvWjG/rGA9ET/PCFImn7jw3EDDpaJrjhubDRlz5ATnzhuITBb4H6B9tZmEjUbXYGyckL1kmfj90pp26lYKJeqOKvlJJSXhCa+KpwEqdw6pvf+GffBnkPUUUJB7giiiXk9iDhk6sieznsNpjQOO184/XX/QvlD/7kwcMPf/ADL3Q8mszCR0Cxk+HSIDeFebqRNzCwYybPICLwu8PNbjkL4rokIB1HLhkHlHh6kNqRckg84/weKDUB2GDdlTw581TbGOa2kY1eTHBMArwclu/jmbfSoAuSicyRsNNjsvYBCZxOIBv++HblQ+sdjHnEtiWjuK0LhI4j7aTVFl1S9qFn6653degWa4N9akTy8vM2oALQEIgsDHfecefh7rs/768hrMUkjMzGsjL4csyEsS3A6gtPMPr4SDL/DGTyNm3kw7NHy1Giivya2IMEhcviUxzSsY7FJ6VPuO/ztiZG4pXLdvwgMQvxufjk45/qC8AjMY0tKceE2tCF2geDJ5GNLg3wxKbIUSKnf2uyjDy387Gd47PxV4F6gPpsZMfP4oHetSspuqEHZ0I8zMFEfvdddx2uvuZqT25l30nNZRG2DxhLADYgvTaFf+xHCDpQlzM9jCOlmQzx0LkBIfUr4BrzaAl5jcH0Mexoh4a5iD49c+ayw4033nQ4c9m8HgwkgWWYJim8wzdKtW34p8EAllp27bAKRo8AbYmV6qdk/6+y/k3/Ro4FocfoohYqxGPwBzb6aTeJPsVY7SdhXxc60NAxIvkHDvSUB5RHF+oW35YzHo50Gv2Ds0/xl3GmrWNpD+UTmpQ/9a//n//3dc9ujglqFNhPCOlQFVIXjvx3HtVobxtHykxSXL5iUXjh+RcOTz/ztO/hUCY4+aFT/77dpWdEk2CPvACGjFgFG7v6nMmgm9+W4p3+XNphp68yQUkbuywGBu0k89VfLpUgJ2ceW5tBNkggZ6LskHkLCD/rAR5fWLxKul5yCYF/gW9g8/0bzjS4ec1pNTwJme7iAIvVvyka9m0o5QmFgTl6dIKBLrQTiKNm+wp9aTviPbTwKj0Az+ZP0jGBMsns8fFDy7R1ks3gS9AVt5MKvu8lEr+nc/DXBqV1TDShpUwCwg/G/kvZ8qWfJ8XcD7OfpQ9Y9AUyumEIP5O5HR6bDOp06ODaywbYuIASe4NvNgLwm9gEcZmO96NyWZZYYffPQs7lQ6FsuIBZTX7VxZ+2beSliX/RiZgHilvaxkfTGq/aONGmhI/2E4HQpi6xA51jgg+E/E09uJaJXqMLdKdOhR84EEQdaFggPtQZ7mv2C0+mcnbH5Bz7Rn8ueyNIQD8CLKiAdRDbrTx4kaVybRkcP4xDf+vD+AR/e5EEteivbPTOogk+sPwVGxxP+tCPvOOX/rUGagOXOYK+wJ/2rxh3ngSW31ZqHXyiT1IA3kkujWnUt69dEv8Nx3yCS119WmL+730NbPKE001/ysGnvcnVaq/MtFM7PDZYtrYN/NQND/jzD1x9yAEmoa15g4k2MeETGyIjTeZmnjlWHq3OJ+t/xQuMPv/qX/7ftu/Z0XFRdBY78puzldjtzyRxzExNo5hradeBCZ/g4tFzztJ8WUJ5LhHwcMfLr7zswLru7NnDnXfeebj44kskMze0oXuf3ZXa24GdYAhI8ubNqTRfoHWep6tUBl9ldowMiu587A79YVsXw/7Qo22XbZ/hUprqsQX+L774kl9gjd5cK+Zna66++ho/6kqZJw35jseXvvQll+HzG/mpl6eAT/LXMawyTQ1YUvQfHvrbJmIBdc6TLCNtpPRrZa+JDbyNbiA0SyZNXuyMr3bJxJe0OTaUgOZ7uQIfLh5Kh9xrQoOtj9RnyMf/TB7gxV5UQzezMtBWO7ZJYHTnTA9g0swiBSF6Su6OXyd84iH8IoOj/uMxBDnWMyGsScNAhdopY0teIfX04fHHH/N3LYm12sDZHa8Nu+qqq8JfCSm0Bwf/SScmepWBtpHOxY8OWRjQO7pTb3xBj7WnG4v2kceD0qcUl0zw9hd9IvzYHlryPkYNH8N7xQH1boPx0FHuAgAe44a+ApCz/F6eS3/os3mJbUCPe8hVg+hsfXRkses8kL6bhdWbrPon+GQhdZ0yua8T3XtkbuGeI6+iYn7iEjXjmgdTsKM+i+7ZTHgRVZ2liHfHZmSTFqRuwXHZikhG/BA+8qHyHf/gQEOWcusK4Nv+8S3syYMC7n4e2dMGd/FdsTE6um3hq2KjccmHfTnHrClL3qKhbBRDagLkjRMWyo8tyluD4ZM20IbnIDTPmsA4pX+2eGexAyuduYKuqQvFNnGOI5wsMsAEg2NdpzYEWskmfQjKXooqPomb5OyK0cFvYSkL4SAHCB/nXI4+SwbAf/RzXnXhnwmWiZYJkIGHHpVNvvcHXO/y+6nXTrW/1sDlVBbFSy+51Jeq+Fl+vrQIMBi+/OUHvNihL14YlQy2YOz4JKgNQG2u/iwkHswTOHveQGiXr9ZimAkvNPh/Ju8B6pNS9oKGTOGCz+P1TArdUddnQPVI3LQvli4czUP14KI7Z8IPPfSQH1Lhh11vu/12ByKE8IV0rw9gdunZkQEuvNFl7FQ9Ouy/fFpdaa+OqYuf9jKoA7hfahBN7YNXBy30+PCpp548/M33vnd48YUXdFb3jjc7vMKIqwufv+cevzGEy9reGIpDeC2dEO4JHvYC2prALXAmoVrHZOwKLwzuJADUTvjSGnsWL0q+d2bb44vGUoF6MN02Y708Y3cWEH5dw3RKUIPj8eVx/bHGQH7jDdLKYOxRERuggjZ8j87i/Bca8guEKx7czwPwXe+JId8+wgeS77iwb8K3frMstdf2AjxIbKCff/4FP0kKf362i4Xv+uvPHr7+9X/ix9uZOMFtvMSz0Qc90pa+sO/GFvRThfP6Z9M8/9mnbnV78VMMb8BV/AN36rHDMTT4hdgZHWiz/KHJYclp/2zjnRbXx07wQju6GyO4TcBWVh6bKj++PtZzj8uRDG3TvEHnd3ztGBFueYQ/pPooz5ikCX60cQmaS+rcEuPBIi5Fc9vkty52wCrPIBhHtL1QI1w7bVudyiyaNpBAUXPrvCPXkQ/gXaCObbe8Keuf8eBJ5X6nQgXGu+PgwJ/yXdjA38vZQ/U0Hc77NTfG2Rl86MuUDz/0sJ/+4W3n1529TgsezvuMJu83/XjyRRed9mVMJjtk8JotVCxYonX8ZLBNyB+wnfrgj+zUE+DL3rAkGHwWo49lC2+bCPXX/gJSX1nH/EIrLpMGMXHBRAgPle1PHeFYmf7QHjGGjY9foZJF85VXXjn8xV/8xeHRRx/TgvC7flQfvwIN4OjiKsPGR8wZnGTZtXFkEHEmzy9iQ0+Zy9wdXOEZWtuHQ1S2rsO7A931thVcxkJoHDsC2sDxpe0XXvTi9sabbxxe0mbo/vvv99nAFVdeebj3C/dub9kwHbIqj75SH3QgR7fRY9M1QJnxiP/7QM+63E6KHfQ//ugEXL4dz+GJ3IwtXGD/eMLHn7MoSCf8E7psDMInV1q6oEmz6D/+gTE7aL5vyvcOb9cG5rbbbvO4ZkECPKZHj+TzxCi8geiQftd/61FABgl6Ujak8s0sPKGLHdRzDH38Uxk92w1u/AtQJr33/nt+Gwf5yy4740vTvDCACfN3fud3PLbp9zfeeN1ngOBRx1WeO+64fdv4IqMxlflyYkgy49vIAzy20Xf6bsUcPMZnaRKQCR3k8Aqf1AEULX/6zu1KxtIxbdQX3y2qH1nGzThbvKPAsazYd5SoRW/5ecVOYqm6Rgd0zMbjWO4xlIbmlNErtyq4MshtMOT4aqDq+WUKnqFgjLAB5eloxgUnIrw30781+c0/5AEVYBaXXbIiG0Qd1aKbS2Mi2s8RvWlUUl0G9+DrHzQAeYKd+2sEBDtq6rgUAmeU76XF0IeyvJEWmamL9JQBJAXX6HGUBh6yyDPY+1QZeMixPkwuc9rbAX2pdgX3fOEL/sLwjTfe6CezLpyzUM72+IkiLoleq508dBaI4NFvabVygNF2YD0tE5shH3odMxjihyQG6wx8+awpQZT7ViTTDp/QZZcL1G6OKfsweKsNal8ahp8RlOA7WdOrUP+bvo4HRj5AlkWCQOQ+Jzf+2SiYxaBVPkU4UL9vw56TgwlEJmLstz5ogC+Hb/ygtuHhBkP4gWQfykba2cHXbwFb5DraOXsB51Ut3sjnO2W8YIBfQDirzZB1irShNbXFQk8Mpm3JqLzoCl5ishMPqSpxXItbJxT4BSIn9dht39Sj+iNOexZseyfuaYz85WMg/OPnsEAfHdFL9fQpP+/12GOP+x2xN990k/G7KQLglwUzG7fwZrxzbBKIgCZ4B6KPb1X4e4a8zgwb0B2dE/PuP+J0m2yhXb4j2QZrdNwXjHN8wjsveUMKcw+3LbiUCSLPAjzy8MOHH//4x97UcGWCy9gvvfSy+4hL1ix2yPQkLvkUtr5DFQNKpS6gsvXExpyhoLsrS8e/na7ps/SbcXZtQDb7YZt+XGUA/EBo0Rk8J3woPVzXz8w9APXNnwNp3HiFP8Iip0AT9dS1ncrS7RfBpOnXmdNYyPA/94bpo37n7i3FIL8i3zM96nkojudB6FOukmyLncRbeM+0ClHcuUmCUXRTZhyU3Z46opiqTDClc9wROE8IXliF0roujB9xpEEJHqabTjABoAZwu/uxLAHykacq17sOW5BleWHs/FYuWNrwU710PnWKnxG60O8+/MxnPpcHYFjQhGHHa4fBJMfj8vyECd9Vgiec4BIVqh8ycwQsRw0kOjgDlLokNwRx49Aq5Yy/BseakJBRfiTK2+AQ7I+1BXmRD+3Op0LlCC7H7Fjpi9Q5TR6w3oZpc3UHaI58xeQdLv2dOeM3qVxyiRY7dB8dS2e5pCkD4RGc6NwJJWciTKTFK41tmfisrT4T1tGTpfCwKw876AwJxCGODyGMXaHJy67Z+fNmDb5WwdkkXzC/8cYbPLiwM7KQkwU4Ole3JAv3X+XFJuQSXwxi8ugZnmBOfIkZY6a+C4voGlntU/RIm+XzwWf6MH6Ql3Ej/wsrNnOfm5d/50yyfKD2Y/rjc5ugeh48+8lPfuJNwP333edLR/AzT+PFdmyKPdBHVvjCZpdnEVS+de4TajXpLX+qSsmHKee48pFPHq7xW/Kwhz88Zb/KzEdtpJ4zh3feeftwtRYyNmR5+OiMb2HwcusrrrzicPfn7z588UtfPFymesYSZ5H+6tDYXl7Irm4uTl9UB9fsjo65ffvWhooZA0D7qtDY8Rxr2uDno3ZV1Od7fwOhXZsGyuBURnWpDOtoGB0FuI9syqToST0Q+WsjDnQ8N1YWhG9kZq7jASi+DsKzHpBz1v3887/wT8hxJY4xCS6LILfLzmgTym2nPOT18XkWOwtVp2DQCNuAsg52HX+1whB6J5VMNfgGZbxgqa5yEiC5fGKjjE/wqZ1BYk6Qhkv572GT6RTdkeMdnhxEhxmPz+DtnciROv3jb5LyngBGTyU4BBYtzuZFwEx+68wu9IPqtPlAQNNedvJ50CaBoPrxffWCKR/+Fq2L/ue2AeppZ6IkqLb+ND8wsDO2UQS/yXbTxjGopunkFiDPITik6mS9GCRjcfjSn6CH98WnL/bDSNyzIxCjn9rH1y1bDnXTp6QC9QFs4gxIZypzv836qx/A8OTjBb3yow9+4RI1+iJn86lKrkPnnTzkBKhj8v/YT+jy1Zm7777LOrPLZyfJg1jw4P5teetvbItNsWvy5hv9OvDROT9P0npsiGxio/rg5+gZLvGd8kqbTZaf5AfM4C9+yMYPfGmaS7PZOGUiev+9PAQG2+MJKLLDLzHKJPPG6294p80lPV6IzsIQ+WiIXGgpZzIF4Nu+7hgdRI/bLvTm43FsyW7HTwAlcDY7VbY7fDz2gWGOxlXC1tJ7ElcZYFzzw7P8ZmZ+dPiMN7QsgAhwP3/wga/ysBiyGU4/wHtsUZk+xtfrXl/PbrGtsuPzLARjC36zjuIlOmjNnzReWPfGLM2w0dM3PqbRZALPK07LL76SNG3F71GUTtC7Rv/K+7dBNBxq/XMciCcJW/v8BICotlkOFXDwMUCeV8i9+967HmfvvvOubxVwb45LyjwFz3h+79337XOuAGDXpdqIMg59BVHlT1zsbFiVVtl15PkwWIu3QXCcVDIlCk/alFc7g9ffs5rFbhoGNXjlXePNfyaDPWwyd/g4tIEcnnK4OimdjS7psD1d7FWajhnTF47/kqedL7tyZsdAZ3JioGNX9fWARY9ZwBzcOvbJuCSCDnlmL6qcqVCIHQQE/HZ6Csi68yTXp+dcglU+uoJRvsvG0IdHeR8PsDVI0QO986TryUEQfVRw2XWwnaaNn4qAfU0SH3yGTH8xnkvX7npk5UxmG/jDo0zJ51ed87osU1lW5EPXszqAiaD8Mrl0Mg+/0Ka8j2X08n2m8ZcXWrWbynJCw1dn/tN/+k8eYPxOHwOOMxt+8ww9brrpRl8RgC80fXrYR+86cymPf+jZyQ+ZkTFPsNIXwku8xtb4ijL2ZbFLP4TOR/FMHUIC4PqJSX8aCfEDekEHOnn6qGcnyMFnyIEK/MSGdJYe+OiKKy73vToe5ugTybS3ryBFPrSJKVJsBhg3XcAC6B6f1zbqoO/CVwMYr673ccVO6yIH+uhfgG9oSh+cd999xw+lIe+6a689XKSFjHmKvuahh2yuPu0rFL6loYnWClnPnL3iQxL+xm+VWlmxJzo0Qbzl3UMB6DPO5aPpa3xITCdulr2h3fNdcV5c9E/b0DQNbfsZoE/oS5IaXAcaOKnvvHIurFpy8M7RcpT2ciK75ehxEli8GDv5ast72nx8zj7mRIM8LyuBp/tGiyBfSbvk4kt8efmzLHjnXsbcLWBzANKmo/6ROgm4DGJJhp4iKu+d6P/QSml2OghXcXCCkU7ICr/t3mhU1pIqbweu2+tiEB91MOAOKS/VZXJZp9FA5ULn4CAYj3SKHeiFHJp4UpMfJ33zrTc1QX7Gj5xjW3l54DGo4YeN5ttgXwOMpAokcRBgS/gkQBMYJKBnBODSBtBE/T4o56BjfE2i3fojTwlfID+Tz9KVyZTA6oQVKfFT9cA26zc80N+LmnQCL/pEb8pZ6ON3eOI/T6qKBR3cxlkCgcrEwiTlybn6qI3g7oKXiSMTMZctuDlNu2Xbzg709h2TBqsrZzR9qo8nOHPmBy/0oM4+Vp31d278hS7Sg7M3HlDiQQwmeF7nxuXL22+/zZe4eFLXNhMDokEXAP7wSjk82RDZLh1pxl5srR3uU8dEvtvnGNYRfNikP9Atsjyx4R/RW3s1g4MPu8hSF/3wbeQjJ08TxxdcMvLGRJMG/MMb+sQrcwBtfspNRD2Lpi/oPyC6JTbDI9+RhMb+lE7UD5plUPbELn3AIbU9Ok+80aYjbcHPJsU+xEb1HXITJ+BLf+hH/0J0x8cf+4yOMwdkcB+OiTRx92u/eJhFkCdvwecS54UXXWT6PnsAj/BCfr+bF1uRGD+kL+sbINX6t+mVfgPgBw/GcfogPqHz2ZA4XrFfyZX8H1qgcwm+5kgbfChjJ/0fAmSG36JPpvNf5K/xtLdj51G1c1y2HMOaF0yqf+ju+8ayJ/oGr/ypzzj92E90v/zyK4fXtOjxQhLuq/LcBHR8LYzbKu+oH+kPrjBcfPHF2YDhwzyNiUwZKoF0kkSI7Th1BxYsPIK8j2mDk5SOgQ82EFjbWZJ4UU97Og+8k05gwstABTp4xMFlG27OyVcujgO3/Oi8txWIL7zwgn889IYbbvRlBzefR6Zrhh9GoDfgBX2HT7t1kLzf/EaTsnZ2fjz55z/3L53fd9/93mFENwUEttvudH78ECBP0ADeQWMng1E08U8GCDiWOalQXRp8qlFd6iunR/oq/RL6HrNgZOAzAXQw4E9IGeQeCAJ4VAefkcs3tDHpYqcHmoiow2bvtj7DOwQVuPrwx1kdPLGNBxp+9KMf+VLgPffc7ZdoZ1IF0G94WR/6NvaQHKfSgUWWSRVZ6OXJWfb0cuYe6lOO8Gex68LYemg5ogf1CKWN/skim1+yiE7BJ1/f8OvcXggE+JLLXtBjh2WQhFc67OKhEG+IlNL3MnRwhGQceCJfUS5ZsbVnVtWXcQGeXCO5n4XUvrEdgtitPvgwv1W3H7vIQj71+JK62PtrTTC8lo74wUf0fxbC9E3o2ZzQX0wq+DYyI7dgneUTzs6JF8Y/PkE2T3Kiu++H2176OAsYrOyL4eFYAtTAOGXxdjv4ooVvdei8gC7RKTzA33jKLyIl5yf8+JFWHkLh3g91PCnM76NxKZOHqthQsZnhzSrf//73HXMPfPkB36fkDAL+JACfu991rPwCRXzIxi26tj+iV/VGT+gbO/aB8Omb2rAH4yrZxpEZny6bq4txqBNP6zq0aQ5O7SERnz1LpkzcpY+i5zEsPyA78U18Ssbw0z/7vnhto946jp6F6ku88OQlefQl/sifUpwy5/C2K56spWf5uR/6kNhi3p4zuxgcgUyMNXcBqqEYeA586kaxOtALmuqMN8ctebDM0dQmaM7gXyq35OD6iUnLSzLyyMJAtCwenDoQeYSYX5Jm0F533bVa2T87sqr/nmc0gI+PSgQbE0KeUJMs74ImOCQfHHb57CC4jMkkwRdQ/fLk4QOQM9+djMoBXB49ugMl4c/zBbTPcgantsOuePBx3eAS8ARkApO2yIoK9FtpsngBDI60EUzZcJQv9XugngWe+0v0K3JY+KGhbBxm4NGRRBuynnnmWS92BCO/AO2BI3xecF2ZTchGl+ggLegD5cFDZuIvkyTlDkQE+yxH/YeN0ICbyZaXJefF2pCbhWHtgvHBvi/QoYsYED0zyTImeFKM39n60z/9//r+Do89+54BeDvd4cWRml5lqN7uPelS+wDy7Gx5SbcXRAE8qLd/9JG2ru+E30u34CDaPIhp+xSdkVW7Fw5sql/9CD50tZN2+pCHcricy6v/Lrnk4tlUrnZs285E0FB5hOKL9isV8IwcJtvIBuDDmLZaqvNVBCXyUMYXO/7gbG3wZ7MV2gL1ALLbJ+jKm3AYW7whiQWOHwK9/obrDzfedOPhjOziLI6H0HjilrN4FkB+JJSvI3EGga/gXdsBZJCsl2xnPuKqABM0+djXMd4elI6Oz/ijPJoAzDkuj+3Dz3n7KrxBgxc8o2fjQMlzwjH/PSAL3dKP4U1KW46lNb2PyIsMoDodcR9awGNTH3DwXS5Vr/7sFR5IsMGXJjXvMH65jHyaszfVYduFGm88C8Dmqxth+xKfdrGjEgX3itsRk7wyepCAkwkMqFKA8cAXbjtK/+IAta+V3ehHBhtog44PPEZu9SkOUVG5XSyo4+zhvXff883lVzQQL9dpLRMOlxnM00pUeGDTv0fjKVXulHVwIgsewcRb7l979TU7lXt2+CYwNOR0rC+a/n+8/ee2fMdx5YsWCRp4bwiCJEBQVLsx7nmUNqIo9X0avVZ/7jMk3aM26hYpOgAk4Q3hITiSwp2/OWNmZu0/wKa+nKgdtTIjw6dba9Wq2gbpoOR84L+AQZGFeF85eEAK7adoXIV10LkfBmJnNgShB4l87Blb+oXj+K/BS7v1GpkY+e4QVxCnjfrgQaMjfNu/xEfdC7daGSd8uH/mg4UOe35SSkc2A76b9dFHH3rh4Ek3rsTR4wGvI86SH/TENhnDdm5d5nZnHsLBF9o274xlUcknfcTGRvzoPu3Az0RRZpw3hLIQ0l/wpx/4T/ScJcqY5WBtPjhihw/Rf/6LXzg+fvz6wQce9MTEv9gM4i3IpsSCDuCvesL93HHCRotsb5UREXqgZ6PEP+KQDolELn1KXCwM+Eas8NJObNk8c9ZPmxsj6Tp83eySz4wh9GKXR7u5e/Lzn//MY4YHjujD8sOLK8lTx3HHf/spPED0Z8Grn8jSH+nL8FoP/oAiUKdvrz8WYdzGDsrSz8lJco1cxkdtcULMU6T8F4uHHnrYGxu3qHnSks3sAf/8GT8F91UvpNzmhJfFtrFxYtMxRjZX/tzOOJlxgwcTC7bjh6j2ReMI38w/8Rrpg+Yn8ZE/oBtRgLxx14OTnXxNw7ppke70ATV0SD99gB9QzBbeE5qn6ilQ7zqyxrXiSxv9kLG17cd/9+v0R+3Vz/RV+rAIJFecmOQjiOaOHDRHzjd0oXM4fH4+AN7rzS5CTCg3ur7prnuAouZWqA4nD54bDkNbiTVFcOhKZ2SB9CYrXpjxB7A8Lx2jNzQCps7nQNyC4N46tzIf0Qb04IMPLZ8rm005ZRxhcMRF6Vye6Tg2XKNzhPbGg+7iWx98sZgPQPnFjDyqLb/RO2AbY2vZFDgn1CdXGTBZuMkzVyS9FdUOxTqDBDgnkTvXMe64kMOUP6tjYYDP9NgmZs4uuRVJrJXFh95eiY3bvODUj/Dk1hr/sV3WrBs5JpjpGBmgjZwxCbj9hnz6OBOFBZIzZDYExhqLBXYMTlHGRGlrcbbPUJpPKPLRvPlcCNvd9Os/x5xVZ8GwP6LTd1mcdg6LaCZflPLZZzZcaB2v6OUKF1v8B/M333rr8qiu9rkSwJcufKjDL09GVZALht5N1qi//rSaZcmlaBmvn3nhzdWpNmDxsEggCSRHO/+Jw6XlC0Y5QYQXHdyyBNCNXDaRc+wkZo7Ms19oU39ZsfKlXR5Q4SqdTTn29C45FhrsUU+c+wSJvgXs9/gHkK9zDCCz/Nex5S6KnRMqLsQHIAtrFl5871hAh8eGaPxIPf+k9R/+4Udu44GbfH6pvJMr9RU+EwcbPVdmnGzQ38wt5kN8EMoslulHjl58x+f4FtuMo8xNxSl6xhMbxYxrfGPzUNvKlxB56PCc/VK9+Nh+y9xJntFBO1Bb1U3h1HEC9U2TgOCkVS5tKScfOfnlGNbwb9vwxgcwYyFtZ3/6qHr7jTZsExdoGemJ+gg48zE3pNRv+89/8YO/ygTO5DNOI8mlMxmwHvS0kTwaB8w9vJ/JYXQ7EEo0kGRkFsJ8YjptOS/aSmQ8dSkHHUkWg0CD1HUhn0Xw000//elPL6+8+oom4vsejOh+X2X4WRTODiKp6E3MbBaZ1N0ILaw/d95McF/tzeBA//vv/5O/esDEePjhRz0xos9mUiYmQToRv+dsB/vmDRbgYTHe9/Oz6HCMDnwJr7OsMv2yFiW9zGdZ/l+ZJtX4BdgesmqHD5ksLLsdnfhoP00NfzBnVz7DwjY2D//xo2e4LBKVYyME4WWR4EkpNrmnv/e0Nzy86uT0yYl0oRZ7mRTxhHZ8xXcgG8lX7Q9X21kov+IJgP+5hRm/0I+aXB2rP0dfbGQsUKZvsyHGBvZYFNCB/saEYuT7NYHKcVX3/PMveOH5xjyhSHy0dwEDsgBTQQ+bpuzLZG7j0K/yGZpasM2PMCPDidDvfvfpissxy7+eZKEz+Yrf5IHPl9DtjU78PmHTyzlSnImJeHsyAW/mRdRm7BGf1Pp2EXH1ZGX9o1bHk0UJfvqEYNBP7AD20cGJFv22fc0aBJS2/QqkntxRZkFFF+O84HlqPZ3nzV/mCHMDOh87cDLBd7f4VR8eOnnsMV3N3XffyNMf+KGSqpQ6Dmh3fwprg/FF7qAjSzzYy7iKHqD+w8s60BMsAN0AOqGVDqycqi19HHrGVPiTn/qMD1l/quvUdxRd4ZVi5IqV2TqiE/Ccnbx6fzC2rRh6gHkW2oacPMbtTd99nRMkZJwr+zRMgMoeD14b1Re0Cd1XGsM+oVD9tv/vX/75X9lhY53dzqnko6H0/KXlip8GJNwykHJab7YFWHzoQAKrXfwBHLALrlq+HQryY9Evv/SSf9mAgcd9drhYAB999JHLu++9p7PsN30fl9sR6I8tBpuO4m6HLs/i7CoWyA/IZGFAv6+z22x2t3uys+igJ75hY/sJGtTeYESNftpEZ6D7DJsFaXwiN9gCWWg8QUSLndwGS3smGYsHDwJkAnRg2ZyBMnKZMJlo2CMub8BqxLv12cgpLG9T67te6ifziLeLV/KJLdqTb29GGoy02Z6Ojldlbql5kFoffmSxxM/Y54QjZ4qN15u52nLmzYkA/PlcrfZRAB9xoWf7lQ2qJ0Dpn91f3ZC6cZbH88S2Eg9+Vi+AD9jnzJ/fVeSq6YnjAakuVEBvrQDxJ49QM0Gtl8mttm7MGztXcqKCDvLBiQQ+kyvaQdST4y7OkrbMXlARSAzVSZ0jsvEv9YL5Jm42OsY9T59yd6P9yBjNOI0OuyWo/xlnOWlCHydGzWGPALK4gJxjcoDpi/ibuw8ZT7FtHiFt1ZExMQvy5BU91NHz8ssv+fdvuY3Jd0Dpr+iLDudQ/cV4K0yT9OMvPiU3YGwmz2DGJgLhC7QAr9C8GV+35sCdscpISqPfkQdq07qu4qXvq7c0jRvxMW/qI+hNCxvwjL7Ixj/613zkcOlUGzL2Y+cn7YkpMhPT8rO6aQ+mnA0tdXhjS2JCymMP+Whc/X32udfPQduD9pc//DNtdmiSMyhBxSiusOGGQvPihJ3BbDrhSgdvXwRqSnC7A+IUfqSdg81RHr2hxQ8Wv/ybnV9p03nn8t2nn/ZZGd97YiLyA6B8L4MnJ7mdxD13bFiXE53E22fHEEj7QWvIEyuRckbIrRy+e3PH7Xf4S+W9AuvgYXDkLCQdlAGdeKNrD+pOXqBmaWfTPjcH/ivv+U9bEelkQkc2Ps6WNemixe20UWahYeNgMerkZNHx05KiFeyLEI/smxDHiGe3Q4oV+Mhnb6GURrPlxe88jHxs55bQWzoZ6ZdD0dG2a/4soPWbtm7Sjdln+bLa3FhO/LQlR1w1w9crzNx29oaCzfGRM/7EkauF+B+bzqHK+AF4gbW/odGvlPk8i7HJgw7cFsMuPjCJ7d/kCBqgSDOJhZyJwhN7yXGKzqhzlDGWW4bJS66Q4I2/xKuTIdEZq0AWvug0mCcyAMds8EV8yJVQ8y6C+SjjR/xUrmWLnGdMxs8sWllAAdqqGxKye6PDj/iAvuWn60GgNgBo1q865drdcWb8BJM36Fv+4s+Mn3vul37CjweluErlc07fDUFmYsjtceSiI3HQT/kBAJ+8jE7rh2f5lf7Afu3Gv12mhvupx9/yFMwn7N2nxlW2tDde1pit54p+2Ezb6JoyWOg4CkRP1q6Rtb7Q0s+jw/XYr91sttNu3GMiR/FQRt/SMby2k3KhfsXHIFC+q5fqX6Y5jOmQdSY5kzDlLASeRGsiCXkd5ZsQal/UD9rIeQKpwc4QEMnQC5qaQydpJAD6AWoSTxZ4Pr/g1gqLNnR+Dw39nKVzBu8vfwpYEFk4kTMjeAWx3xd2mZR8ntGrkHRcOgKvdkdOm+iodbwTJwTzq53OzWdE2RCZLLn1xwKbCcUimAX8t16w8dITzAsEP2P2dU9KsLL4Sax8dsJV7O133J5/WU9ercGqBVpYphhqSvWND+vJHz+Fdad0Wb/yi59ZDMUH7/iPjONQTIlBNBYcae0iSW7ahh3KpIUHHP7Lf/kvl5/89KfOE5s7i6xzji0hC05yvBH76ISfHNyhWEHqG4iJJyhzcrAmgfp0jT3lwpMUpK9E6xVYMBto/J7YiXViwUb7mDp5IP98VszXEfK9rWwMliUuyfr2snihJc5sus3VmvCDAeLJBhP7xNGFNE+Kfl3jnP5KzB1np62cCHCrlI2QIwM1OtNG/o2Tf497y6VPud3Hf37gcXyuKK1Xsox3fI2O+A84Py6lHV31I+MJjI/hCZ/RMWe8gOmDxh/+QvWRh45VaOiRC0HxGVXh1i63nDkhps+4hckPCzt/0s+TwfkcnjjYjLe/XcRT1pyVUvjwi9gYn9hg/GN3xSO0T+NXAHruNrDYN19uHx5oGa85IYkf2bQ7Vr2m2U9xzfp02g0ioSOcMsL6uOWxumHVLcMYHxvjn30Udi0kBs9V0Ibic9aA6HJMCzJ3at++OF+Jw3bGB6+dhyz0yMaXK7Do+LteWj//8vhP5aPXkOYBBzI4vA2iQqaffMJrSCd7Eis54Ufk5FNZ6nbi03GQgRygoZ+OTrA8NuwrAw1YZD/86CMPWH5ln7Nrztb825WaJNhGKbowseLUAVvoboIL8NhjOpOBrTqx8yVUHlC56657fGWXCZ6BjLfoyoRATguF4w99glk8bqcsxHomSWLNWSa6I5OOTJsnzjTwDoYWjFCCKz/+YCO6s3jsSRz0puNFKRPLE3jaV5l8WK+UDcQ3W4w/7WvKMNKmPnNZf2+88bo/a4XGb0vypBtNXUR8cqU2ythlEe+Ckv5oXPENOSD5kR75bj+HDxpg+yl5zHTMkeeckTeW+AoyeZiQbqu0ylc5kSz+8fAS/zEDf/nyOXGdPMh7EWAOyYc8sAKdFtnkJZ/hBSNXP85FhIWBfO2Ft+31vXJOuMDtbhNFbSq6Hfk1VmmcvqIdgMYX/5999rnL3/7t366vV7BRwEu7TyRhltCImd4+qK7GZaB96h6zxC4avPh6IrAXzpE/wLFNTtBRXHUdmxvyx39qePGlF/105VNPPekvjZOH2I+d7duRP49hVaxTvE7W9jG82HZ1yZZOLrDTsVz9oTFOQiukrPxqDOYz3cRZvYWYjx+0J1cdw/H92kdg0wBvIGwUoyMXONt3A3omj9HdNmSl42ivnrbFVuyljXG8kbsUeU6CjTU6AGxknk9f2Gb7E97qrq85un9E/zJvQbddCZxgIRsYggC+XvHRCfYfeRdgPZin0W3DU9vuQGG/Q1a6/mCdNwHmHUR8ARko3KLkMeA3Xn/98svnfnl5+aWXdeb568t772ejAxlAJBKfIjsDGKUC++NSbJwIbJ/CxaLHVSK1LCbwmLEF2Ay1ZXs9mkbHpfPClzeO4YkvlLOQtaPp4Nyeyy26XH3w6i2nLoT1NzLJb+o7PvxHd66qmOiEkAHUjQkMUJc/yrs3yNkk6Yf8kn5vz8WWJLPh2c7E4c02evnJJa4g2fS4JSzPrAPeE6HHj+Ytmwo+h24WH/GrMjKjcmR3/7Fo7K8v0I9BbvnlduC2ja4ufsmL5XRVwK/MdDEB6huf4TImiY0TLn59Iz7Gf6D5weYn/GPj337qnOTJv256gcpxy4+YuY2dp1azQaKHz6456eM/ceR7XPGtdhy2gFua/EskFhT0OkeC5gVMObmCL+OMMSU7OpF89TX+j98H/myLqyjz2l/1qXzPVbfQ+vdmgb74MnN+fBPByAGIWH2o//EHSD4QyRjN4lw1Z8zhv5adOajckXduobMo83kdY5jPxX2re05C4Ec28eez8NgbO55nOenHr8YK4Bv8zMXO1ejnn1jn8/fUU/78OJnv6ReDmuDz90fNf8RkzDjtRxVsGj4OVn8s8E7d7kvf7p/QqDMGiDlxBq95WrabAo72Xf7E9/BFz+6XgGT18j4Cjj3mlnNDziZ3wfnMHj3TD4Bz7xO+5MBWaRN2DN32wz//j3NlN54OJNGhtdz6TXDbHG+BM64269gE2RmYDj77qNeyy6u6LTTsKhMct9j49xycRf9eNBZPfrqJD5t5LLrfNUKUoAHr81+dCs11SCcK7COguhdKLRj8l3IWaM7a2Ww7MeDEltkdA3XRF+4JM1w32jc/kI1uOtH6QNU5QsfAshHdAOTqBnqsjpYtLHC7kBwxMZj0GWh5MjHy4bU/noj4NVeFKk9zDy5EbfKOHhY67DJx8mDFZz6z5gu6/Lsc2mJr8pGMWg8QX6IPoD9ohBdZNuLeSkl8o+fAPWn3iQWAifpuq2KQFuceXiBXUdlMpc02omPHz8LIRvfSyy/5PzxwZyG+RC/KqHlB8GvyOX18Aj4gxQuf6w82fZKhDZ9yNCOLTxk36Z/cfuPpTnKFPufHMuhPLj2+QNeih2Ns4deX/cDXs8884zb+h2PGvXgdFDzoy6LlMW5y5E0XwmPtbqSZGggkn7R14etc2eMaO+E3RW/UsYGelNMf7pOByKkgfvqHJ7h/8YtnnAs+r7v/Pv5PZW53M0adcR2zUXTMxRf0wBe/OjcAxjU8lBMLvnjcD18Rvo7BQmMstC36Yxcb13WVVU980yY8j+33XG1tP+LrtV9G6+RvXvZLR7W5wdBjT/7ZtLcuvfG36mf+tiSwa7Q49/DgG3avdIQ35fDz7p4n185B5mE4A+jZD6jMIAGcNFNc2fVpB0xbbaK3jaK5BeNMHDpkph0R36qZCelbKm7QxFt6+dMLZgJ056CYIzoSIAtuFtHL5SFNQH4m7M677vSixCSgs5vEE8RuP21nbEb/0KfN4Dp6dKamCfDeu+96s+MMN7+NqcVl2PCji23EeC+YYnQ7Oo9BUl77gyKBb60tRwLhlZzKndQZvJkEWcwY0OjemwM5iV5LmrfQs7Fi/Uk9m3mBiYPu6Am4L4/+5GW3xeI6KF2d+Fyp8NQsV9+9hZmz6KD5FBP0LLhZPBIvsWnhxp5i6uIOT28LIocOzgbxks/UEkv07I1L2ojN8Y0NHJ/Q8Nuh6MiCmNxGD3aWDvmDDuj8LBpPZRLjU09917fW8bFXb/jWsesN2j6rPjE093FLC79i6Nk5ttOWpzK5c3HeEksuZEBA3tAdiG/YwI/oTl/gS/KRn/KC1qvkxJsxla8bfNtfuiYmdMRU8gZUpxv1Fx/IaSDxpZx+TRnoOOuYrU4rEjQuH0VyPOLZfEDGDJCxEntd3Ln65Tbziy++cHlE68WTTz7lk2Tyl74Uv8f2ljkhPrQPoPCWcd2rEPqqwHrhunknXmFz0lzUjkNDt8pet6S3fWJLCFkPYyX+AlYzuhp/+iHl8KViMvoGvUZiJw1ub64/D8y2FI+O4+rPeRuO+FCeiXEQ2fwH/JbH9/nHz4pS9cyXSNTmwOi1yBIeMGv4b/uLv/hPfxVlEIRijE6cVGmYc5j2URYDKE+Zn/s6wQEKoh8+2sNfWuhmyyEigqP9BGhMDga3BqUXZ2N+QQW5R7Xx8PNFkdWA1Pv2hfL4ewygWoFL2lMRoGJtvAIGnm8F6RL7g/c/8H8r52qEX13oJA1IQnI9g25nsRjm7Jb2+GKv4DXfnrhdsGzZ/EHKIeXoWKwoOsM3Z/MsoGaiOZ8JUE818kDK8asLY8rxpb7B1hg5kgsGNZu1kYmJdvPlbI/Bj1xtFF1lEZRP+WVy+avFhlZuv6ALRehZ/SShlGfiY0q00qO3PPGht4nICQsZ7dXFBuEnIzE6ss19NzCgGwYnHfiUBTAxZJMqb3xCB7+l+Mr8Riv/+JefmXKM0gWgozbR1TytjVMnVV384Gt8AOXU4UsbejLOqn/nrOOPPNAnsQsX/mZxYs7vfg6mPndF0CUJ/6LIfPE6YzR94PlojozxcZV0mQ4f/iTq5LSfTaUtPmeTiHDzDHDADtoaM2X7wJqgtlgPVA6I3AY+y+frSvzkH1d1PJzCQ2zwIYYPGXfYb27VJllo/gmrsVQ7xAHiQWSPE7bDF4qWVaH6j2bb8ZiSLsfJvJo8bD0T7+TUR1HNk9Lw28zorIx8bH3GYnWDFp/+Moonsuon+CEe/PIQdv3FD+fALPidj1nMpbqVW05txO3cwD4vFFzIIUfZ/ZLmi8YVD3AxL758G1w4GLR9dDAWlKPozrHl2vAvqMSAVHvDw6AP0acKh8Li9fvUrVQHiuWmrheu+U98sBpDmLreFlzbgs14ALIROY9gfrWdszOeSOtASeCV27gBm+NnuNSelhNOv+gkbvHx33FzG/Nu34brQgrkgK50nP0QOD/5W/51gneCANGF7OYrpLzrBnh8SFvZz3jPuGuXzxw8ce1D4soiEkDGfPBIBhXozoMVjlAvF7A69gPEk8megd6r8upRJ81E+rL/RYd/+eaD9/05EBuQP/uZ/FnflG7Ggf+5Qkq+gPgRW/E9kxBRfAK5goQrV6LWbD6A+qkveczRi93vZxKPHdoqiz34yOWrr7zi/6DMP/vkv5j3Sgm5YGTqJ7pjK2MmfZLPKbJAZKzCx+eNkxBcWDoSW64uUE9uArTLJi8M649+yRNw2y4I1J+tt9/ny5On2bh3//ikcGQrA3ohqk7GA/ZGN3n2IqbFPboit2ESZBv4mDmWjQQds1HjvzjIT08oHeMNgEZeXnnl1cuzzz7jk6ynv/e9+Z91+/t+5BrAFrSVE/yfOQrYK9vBt4ybyoC+0laeTqDOmMNH558cMT+mHVjjz0Te0EsZoK25tgf2IXcVaKfOcQm4CD/5c2xhMJx91dzXFn2EzsiOD9ha4irrZdk1jqKzuGDK0kLFZd49PgALwlbZTbZtlc1/1c4xa8vUzASvobyyMZ/ZReHV0ezpZNA0HREEegRq2BS9eaCltsD6RvdZvBV2C6Vb+EzApxxtWy98Y2AxYHuW50GvIO2r+BPLDObxr8e0BU9YdNsMIsGCwpUdn9txG/OBBx4SlcWJDlcpag3JD4TKU8evacNHYR7Qify13Ax+FmXJS4lpHKAHqhMdGXAd2L2Pbpo4s0BkYKKdI373tymR6QfBti/0xFQbdoAskmPPNj8PYxPI4ha7LJrWq5Mr8sGi/fNf/Pzyf//X//vy5pv8E9CH/YQfk92L6sSYGJLDQtzjM6jbfIuSeuzIN7Xjtze1JUvOMq7tgyF5pko8wLmQpy3y1jm5qx85RjeQDSInLFxB8MQf/xeNW7VcyeAbAI87ZPQDtKHnXDTxD/DYVREf6xNnvcTNMaCNwG3wyweuRicWX5mqjF5e1Quguydr8NJin4aFX/rnn9Xyo8/4yOeQtmv/gOSJcdTxBuSgDQ37OHQDsAdvmzzOJI/hnVf8crNpy+bQIi86sU0dwxwiHxyyv1vHVydefvkVP0365HeezOf6xD+6yxtZ7Jee+aTS0GxR9I1AfCKnfBey65Cb3CeOwfUhAmaQPtmM3hMaD2wUhPDpj2rGlGzOuAFpzHiOX1vjKBKFV/0udnwCGWut7/bxwPJdgtRkDITXIF82v6sbxANf/A1P/aDNEocQ79UF9Nj10SfP9MuVEaqiU6hyvyotsAIG6aBBDAQLZmBnYfGZO20cqc+A52UxjhQ5GFNfto1mXUDVbAfy5hd1vYipYVFf/nhA7pit34sQSiDoj7qQ8gnmnRfxsDj3tprlhajNYGbg5lYOnmTwnLkJZtDUkKXjO0ieNdHIMTrh23LJNxPMT1gR27SZNnlmgS3GDvqD6PUip1c3rcrRxkkC35Pic6MdT/xgw+MhFWRSx7bOklg47W8GlwcawQgwX/5O+N6ugkab9fqJq/ywK99n8m0/XQnx9CK58zg6bAeJfyOdh1k+z+JzGPoKH4P7c5O4Fh3N4/Z3561XGLWXXO8c4xNy5Ml548xd/OgG0pZbyCyg/DcM/hMED6vkadPwBDKO0E1/5WlYfuostoH0c8YBev1dLNljbrZszuG3ffpmjSctrvLFt2sblyXIW/3Ixrw2QiEbE/3rr27IFl/n4bcwf/KTn1xeffU1/y9HrvIyjmRXPLEZnRmLe+PGovsM+8L2X3O754v6VDLotN6RZxxlTCZfjn9ObukDoH3TPoQnsoMuX/wkKTEw5vm8mDtC5kXWvMnbnsf7Mzjizcld4gDRbfsq4z9jK23II5ccAbCmT3OlHlr8W+AYc5clt+A1B8aWbaNXNnqFjAD6nU985GiDMVo/G4tzLKjd5ig54yq0dy+ixzFNDorMN1/l2p/koGvYKFe+lUeQsju1Ht0AtRfJQv0Kqh5pI2BbbfOxLeG9BYbkrx4ASoeD4oiDXfTqfBPW4M0LjryjaBknPNCkxxNvzihFMwyf3y1HIT4tZ+EZugujk4IX19GNj15M3Ulw6jUTLT6jqr7Hb47Lb4HbJiYGRDpTHckg9aAWz+j0hJS8E6w/7DXp+MQXhpk8IAtMFvlsHrGVwZlyHsbIgBZdhERIMXHUT9vuABMv/PW1n0lVL9CY4lcWZ5/5qh695CB5wO9sSnuxciyzmIPpwz0u0APdj8BrQWx/+3+gza06eKBnsd0bnm/rjB+0w89tJJ5Y5BF8/iGuH5nGP3uThRQ+dK6JSE4GAWKhLBbH5seX5zF72uwPKF7GUGOzT46b3uRq6fAfe85lPCHPXIn28f4uZKt/hSknHw899ODl0cce9VOMbHhn/vC/fedxpboXHr2ymKbf4cEm6FglC3hR1ssnBdARwH/nNH0GqQ+2xDuhiB0fHIPW6OOmRxa7b88/L2Vz4b+J4D85JrdGxqbksEk/YacxOZbR6Q3F+c7JAuXxyvaAzjU2hSyuWtT1ap9gt/khB/5PFALylHzS34zhWXfEg74a4MEhbpfzBHd+GixxYwefSW9ktYmqkjGGL6MbXYDHWU8A8XARba9zFJ/JSecF4M1IdNoal/tTRymwzWoE2sfkBv3YjY3kGEhuRBeN/shDMWeuYg+AhqzXOh3TnnU1c5W8xS46yldb8FuefNP3KkO0DeczPoIGzAoZr+FRHuxPx7B4sXXERLknrcw1Tq4y5xTXtOeiKv6cNjve0OP1Usfb/vwH/8G3McXqRvs0CckxzlWQI+AOWp0Up0Vc9dWBTN6h2YmRx5BIU0wFHgOOp2QaAw99xehza/6WHD5OsKMhC/sNFK1g/1KynrURQhy0/jAZpMF2uI35/nvv+yfKHnwwj2AH5aP4DhHrdOKFGVwZhO1YD+bhQX9k/G6dXoz1Z9oo9oKuCcgAQD8DFASQyWKSMzX0cLQfQvQEJydURjHhAqEnH0bnbXiH1iuPDDo2L/onm0cRdWesjgcj+kNVc8JndVwJ8eVyfijatyME8AeSX3xYYD9mPNLm8h5r6HZOLXJsePat+kHkYyseH4u+fCcPjgUmtWcsxk7lTnsAucfu66+/dnnxhRd8e5b/lebPJMc2Mv3OFBD9QGySNya8AzNZR/BzoLbRmYUWnTvmji8mfvoyttZJkG1ENyZ8cijfvNm9/bavuDkhefKpp9b/HVwgefqQzWb7kXj0d7hMXNRpHAq+uN0NIxsd+MwGQx5CN+PS4fFJ/0DE0ChNWzAbVRZkvuz/7HPP+b9cP/HEt9Qf315fTfICPLKo8d2KeYnotoJP/NS/6a8dExhfw7914l5yYeWoVDyumZ4TSTZEjms8C6IzuSDW6gbQC8DqMTxynYMpd7x2/SxP9ONMebqGUBYRN1Xe7Y2HNozbN/rgiN8vju6XjD8DTI499dVuKwlk6bB8x1HiZ3wxdofR7TpYeixYi5GGowze9sMf/Mf1gIoVpDQOTIBqr4DbVC9Cg9eLh5JIINXno0SslT/kUSGyZShQdTJ3Byy6XtivD0D9AJsI68XKQbMdQXWeUNqKbdFHTG/lKS6AR53E2Qz/z47PZHgUmyft3DiQDeXaV59xdXNwp+12ZGMm3mx6yixcHONP/L65AKiARgrDl4EKeIK4PUB729AHWP/UKaO7i2bt6A9Ol6k4F8TmAb+0G7EPVFfaM07cr/goH/CNnPDVA/5LAGfbgH0crD77OnqBxJm+ZHOhHIbxcUFyAnhCm78bVNrQgWz9bT9VDjj7ro60OTLkKvowj65+BQFav2JRgJcrUPT1ynqNS8kmhsSBfvfjxLb5aI0T4a+fuYWbuOpfY4rf8PPZGz+P5f4QZpNO32KLnNMnfA+SzY7NoV9qj+m5czD+xJdcYS46uZY+/Ec3fOa0PeSsiDfTCGNCiS8aX+g8ATrxkHO0WWdUGGhvzqBj56233vZP1PH5NL9sw8+6cSUD2PeRCWAPX46xbRuJq1dA6N3zjPzG314F9ooRfdXDkY8H8rulHS9p64Z1+m9Z5y95SKzhAVsHo2OXAYq7Prz4rL/d74pDYxAu+6I/6Lmjk18sUoOVVVc8jg/Jk7WbysGl4XWjgBql6zXjBogcnYhHvpyrTrteyx5gma3XtkzT/PrzP/sP2uy2PzTzSgfmqqDMbhVjO7h0RLtgwt+DnUJMaN4OdF6TaNtai19sItfOQgUDiQV1LzQF9O06LoJA5KK3ySnUbwZm/UkdBeGJ7Y0F9OMDZ7Dv6aqOn0y68867/AsMyMKJitooAusqSPKhRS9FTNQO/tSPxYMMNfH4pAKaYvcZq/y2n4oVyGTLQoBucgBAu45FOsXrHA0thcQc3/F1X9XYN44uDz9GBk79aoDVwPjIYs6ZI/5Ez2e0C7146IqHz7cgxHfs0n/itx7sJo7m8DCtNjP5RANcjdAtmMOiCXwLbhYi7FzrzpjIphH63vjD46sk20Ff4u24gw8aY4X/+8Zndo888vA6MXIOB0d87OKeciOSbVpPTgrMRE3tvSLzi/qaMygD0RdeYvPtHG4LzZ0AaJ1b5Ct9o7ktRLA8zEWuYvjKAWOdW5kAZlgoyR8xRh8+xS6QXKAPWvIBrWsIMSEP9lZZYvmy/FLe7UNiAaCfdaBxZHwFG38BGeKhH/jskae2uaojJuTSh1tX6/hLH6TPXRVP9BFX4sUWMpqP8l+Zc3zVBboffXs1/csxt+fydKtlJ37bEUQmOWvMHXfEyLEnVwXk4+v2O5j+pBzYMgTkCOYYvT0piv/NCbh4QaamjgW3kX8VFo9otiZZEew7ZV/Zjr4TrE+ILaB9vurogEfAO77VFuB9xiUBcsQvWX9mlwmNQyjJYIkwvIgt0aHHmD/AplNxXjw2gmI6zGXJ2cEtb+/AIS+3sIXTTqz0eiBl0HoyqlOdHPvUwIqh2e8J3OrRrzcnaeT8IaowfInTt2tmEAH2yQqCjmXakujxSzJZKDhqcFgHiUwnLtuClCnRaQzK8HZC2EHh8n0QiN9ZiCyvd2T8WaXPuPApkx2eTLToY8DGDnrQtieOJ4qc8WQQj+MYv+o3OvZ4iBLq7huV7afIkoi/tE9+qTNpzgmbiTMxY4/P1LT44pGkLh9wFfTLX15eeP55/7cK+8+LMYqPHB1T/MOlLpiOgzahGGzPOWJBMndkWWDQzQ8B8zkAi0zOvjlS73cDE7P7WEiZ20zelG+/Iw9HkGs0jz2Qcj5riE/8ZusD2uD4OS+eNs2iNh/0y2/8wt/6n5OiXK0Qd/zLd+MA9MNHnB6PymVttx2nOmZCzhfE+yPJjBXojD/08HAQn2Pxe688fMKR25c8ufibN36jk7p37AfAAs/n0V/9Kj84/XXp/ap08JlXPrfTnyE+Za6A6bvGSdwZC/iWMdfYc6JD/Dsu8poNwLEnFY6vD1dl84m9zMmME3jJJ3dheACKfunP1JEP9OOXP+OS/fTl9nsDRhMDPnas9ITJY9CYBNAvtj9lfOiYALIGpb+gtb26rM/+IL/X5RxTbu7qfx9q6dhCPjqK4r1C2ZZdjxnFmvwFQsN//Bv540Vq3D+8OOKP0DEPAqarjI9rT4CfOBrLKkcP49plFNiUaJTpU6FzKD1dj+23yrEI/8bCbT/4T//+r2ACfbBRlcFhtbMpmWJHxNdgfORPRxzhCF80RMY6+NPRg7J1XrKFw6sD9Zc2q41ecPQsngmt7dS7MZWPciZHeO1NWKNHdctLLvXoM8CKvAeNaCNH86caUFzV8TDFvffd6+9RWdyiKoztQnXXJzCLFHmMfxnQ3ajCm3v4kxvRGJzhj29eFGjQG7J96ML/7UDHnu2ii0UfGSYFk5RyN8faC8TvTkra0Y1NAL97dWmnkihJiUE6HKNemfhMEvysv8kzx/aLy+Jjkr700suXv/mbv/EZ+IMPPHi5957982FM3shVT2LLZM9mlHxuXhH4m8kve3hrGgtceJL3xJ4ForqgyY7am6fSm1PkoyM0AH+A8CRFbOIvvvSSN8hvfyufE2EHe/jl8SWwSQE6LWv56OZBn/40WOzGhjnERz2bLP9YNwtB6eJWmTqykUu/xshaQKSLvOAX8MYbb1z+7u/+H//ayL333n+5+657TAcSX3QGpEvYnMhrt5N0bKa/sTMLufOU/NsHy2y959hFTQFdALQukLGRGBY6rzM/BMTys5/9TKXP/J/VucLmQbLMGW3gyi1PeKIPXwqNZzuRXJ5A/yW+3RaR+Me8hUo82HLM1BUjmzX12CTW9lt8iLr45A2cWvtNlWGzfh+ZF9JL/kKUbel3Lj1OhRanUTpoVynjIeMDWyBu2hdesk0jrxOa96y94Vkbm+2n7zumbLY+q4JNI35PXLR7fOjIRRUnldBXbifXGCjNcnOkBB2e9ovmwzQY9U4w46gZGwh015NwHC+tQGnXKM/LDWmxvTFoe3OsH/9SsE/yhwnOYslEAtDXs9fTq/hMPMGzDUDOiZ+J1qtXyrTB3bO3FXttVBUxTTAZCNcLqPWIziKHz+spIy1Uarjiy0DIB9c9wUAui+T1Qgkg40Vi+dzB60bT4cFXMo5eJntj5MimmGCCDMAzB17c0AGiZcrYoB+4IuBpRZ6s9KKm2LvAnUgsyPrfqWjx52qJs22uGviBXn6dBt+o9xHzxDL9x8v5VT48JifXYuq4oJ9ytjw+yL/axffGTJ08nmfe+Eg8neTESB8g5z6wzc3fHNCGDS+g8p0rOx5O4d8l8WPlb7/zdvI8OZW6iQWf0797PGextp/ql2wAIyeZ9k/rzsX45AVn8uWn84xciWSONHYWEvsibF4A/kURj+jzPUEe7MBO/jHwjjl3YLKo4A5P4zKuutEAOVlonk2KbfucfPlHtaUX++279Bk6Og8y/jJmZ9xCt0xyBiIDDZ7mBtqbb73lz9l5oOz++x+wvO3hg9oZH46DCKyzGzQ0U01vG/Sgmw3efIVwk2vPAY0pL/yCxMYaii31rWj46n7QZovPWbdCc784bkv7zyjAH+fR/NsfGNA5QtZF3fNY/Gdb9cWvxJoNMf2lSvhuwOJvfoQcp+g2z0XGyowXt/PSkX2lsh6fnrfT17PpjYd2sXNab0bGl+egdPtfVQ3dsQ2/r9QP2xrfnTgb4gAO6egJI7TJtFW44M4giUU5u1wdWcvLEQ+WeeUvx4X/Ati+BLtYsUgEc9vlyjeSaD8YIIPQ3MFFJqIGmrADF1iDk5wJo6edAy+tdASLJInOgsXi30noXE7uJBp57KFPR3LuQWJMTJWhI7v4d6JGT3SAYpwOzsJx9m8XA3z0VcKcURIzNOTsm+Scl3kRP6aam33MRGsZxObyW5iYcWuPG9o84WXPv2quHDHw8ZXPPh9//HFP/NxKy4KPD7ltm1ig+fMn51nt0hu/lEdzFLKxNW+0d5zQP9GdHBJjQAVV+r1D+sTjSf34KZv4p59I/rd+7JoxxqQ6422fc8Q31N6rBfbRxx7z99XemP9xR4z4xNVE/mfcXtySy4wHb6rqz47xjPd4ytExi5f88L8I+dkrdGeDSZ+A6IQHOxn7oacsm8Ojg4Av+39yefPN3zgOHky5Syci+Ff0ZqMjQDygvMs8kBKfKHtBmo1WesjRkhUyjzK+0//xL0gdvwLZYDjiM22Zc2n3uBXsmILEQ9s777x7eVlX1iL5d3N54IYTKOx5/g4vOuMHmByNYstiv+WOY8aYO5kSORAyFvlKRHKex/mbc0AaYo8YdYy/blq5BBsD6D6aMv7Shu7mCzppwCevAUII46Gh44m23/+OcTSotso6HPTbZuQMVITxhQiiFz7yxXqSE4z6G2F4UG6Z0VG19A2+9mTMm2AkYl95hKfjp2sUetxnwqzVY1P8mMAe+SNWjJHn2/7zX/7AT2MuRzDSumuBDAYG3w0e6KsTp40XbSo7GcPnlim7zt+UvbGgZ14IegCD1AeWnMp7Mw6bdXnBA6998sFy1zTqtiODHkwM8DSkHZ2uBDoA6BT+hRBP2nH/n1siESHpezOEwqtXirGVWwbnIO0EQyYL2nSo2iIXX27yOlHSv2nJmxceHRubF0otPF2goTNRCt54WIzEl/gTtQfJ2IoPYHyobyDtNxdW98OMDeSQb9/ERHihZ9KxYX1ZV3d3+T98f+c7T/pKrzawiaAnhGUaW3zqZ1FdKNjQgOQGHbnSyiKXq1fs74UV37oxfs2f56zNaBauLHDRi30mIXlq7F5kZJs6Mu1f2vjhcL6CwD/VJT70OwQBPPEjvED8UV0v5l/aWTRZlD5vMbwuez4577Mom2aC6eVHDxsSQH3nNf/g9I477vRXJnjq2PnXOIKFXBF88+ChKLS4YN0VkR/QpNE+ECPQs358ycaf2GI/6iylOi/8RBF+u234cgXIIrj7oXMIhWw+r732+uW5557zAynf//73L3drs/N//J9xAD+x+0v06LDmQP0B8M9BTzlIPesIPl7xg4r/3ARSZrylDuJ8x04QHWBsAZ7D5EB0bMZs5j46nBfpgZ661VqF+a1DPg5uPxkHGQuB2o0P5hpWr6/yu4BWdOe26fghHtuzDzPXzRwb8T3t3rQPWtv1Fv3QI22gVF7sYNMnTaXJHvyRC283Q//Xg9MBCwspA0lelMBXLE/ro9oylC0zQZtn9J10g5KommlJ4j4jXGftUOHPH5Vsch4Q1PlLRyfoSdgBtjFl+NzR+vPAmoUWGSfGgz3+VG/POHz2rkGJb/5y6vsf+GqEWyM8y+OkKvkFdLJhcHsHYFGwn5M3654BnDNueSkakVGGhj/wFqCDyBaJOYMNW8jkys8L0g3Igp0nHeGnng/Z87lWzvq4Ysn/PIutTLTaCh1taYNOuXFhl1x8dSa5B/b0e/ysDimpHt7FwwZHTnn4IYsXeYoN/KMPEMuimfgos7mgw4vo5EVvtkEZ3JM6OaAt9W4g0V1fT0A+iyp6iIFbVb+3PBsRsHOUzYmjz1yF/INhfqKKkwp+GPree+8Tb/jRoYORGLP5xJfNk7FAGX0AuUwOEmNs9VZtfHbOqMOnI9C48Zd230aXLM2NgZMC/inxt7/9LV8JcQLwpePfBEU3Z9y6OmezE9DnanEbNkDrcyyMUWixD09ynish/IEHqH79Udt8M3as8+DhiN6sS+lfgMx8+OFH/urHK6++cvnG449fvvXtb/upX+YJsvS5rypmw9x6Y5fjCfU//iYOgONNetq2PFXk6dOOC/OIxtqFbDbC5A4swGZ1Yo4Nk0cmNrdM8zwb36qPkMHUHN0YamHxyihmvbahS30V8g2/Y8BypWVdF06/sabS1+jxuqg5wmel3ZAiyzF+3+ZydNG33tjgk47SE8MG08dedYLrX/wgjEEYikvQAptuHCcaTHfx8p+feUVGHYiD0NElLFiP6iSUTY4B5oHQhQVe5zF8Ser4NrTatT+DZroB7jb+vIDMWdLBhz0GfwZp65xRumo70D759NPL2++8k+/ZaaPjrJe2276ss2/5ocrid+fORlY/C8SJ/tBZzHJbyJffstOznvoDmBeaXlnIZkCLNgyjb9OQj4rEB7TfaGPRwg/7JnoeYskCBuAnZ/m5Ncfni/CjJwtF6JylZ+HHlm/njB+rD/XKBrb9GscymIX1tYs8Z/zo8JhgcdUxGx460j/kjsVZ1ciLthZ58eGr+1HAEZ/9c1e9ShsaWDn4sMlG0PjiW/wl1uQo/6qI6JpHbNIOjUUUGsg/qeVL5vxzV36XEVnsoYd2Ys4x+oG2Y59jrsBjk1y7zwTY7CJqn5GRLnJCqhiH4YE7G2xyGKDck4tuAOiinHgYdxkvnPwxBvILNWz4aWcjBIgZ/RkLxEjuFJtiwSfafLIyesHkNfm1reUf7RmvWU+ywcdUx3X8x/fKgfjDl+H5ugG3lr//J39yeVx5z12AXNHjBzJZN3JEZ/UWqtM8LKbg0OTFld+JhTE9V+Kq9+Sc+tbFmrtj7ZE4cgxvIXW1ke9Fiy4QeVHSIIjo1nMTsw4jp/p6Rc7tOjmhgt7Oz+1jeIGtLzrt35TJr/tt5L2mUR+snuq4AlfTx8xR0CezniPJ+eeBxUZXyuqL/f/sBiiDh5LtxMGH8elgAHcdJGXxdhA4KNGdTDr1SJbergJHB+DARq8TzIBAt/lHpi9kj+QC4Z0FAJvw21785C8+FZENf2LKogjQVkBXfPnS5bda1Pje1PsfvH958IEHLvfpSgSvesKA9ys34jdt5QpgYpRnLyZdrLL4xRcmCYsovPXTCw0LMIuZAF2Nk4EQWhaQLjSJE+uhI1SeyLDY5b672QRZCLQBqR1SblfkioUJjBy+dFEEoOE/KOWme5NSPfGGJ35lDIUqwC35+f777/nJOR4V50qPK4v4npxRpG4/rJ9NCy2xhX7ija/kLBbg9yIraP9XL5sKemjvbSfa2ifopL77ElvQlBPxtw5s3dSiH1nuBvDAB5+rcZuW763hJwux+3piw4dsoOQqeU6uZEV8MHF7lfiWLVD88NTXXOVnocIPfI1f8SlxxLfoyckWG/Lzzz9vfm4r0wa4i0cWQA707T/Lk9+c2HHsZtx8Vabzqnb3Mf553o/vm2/3CfJg5SIT/1OPfq46X9UVHVd23H3hHzrzX0rIbeVjc9uXNeWP/s74pL55D5vDe2t7fAT53C59tOlA+er7pkUfh2DqhSVj+sCUnV2VqbZfAeqnHpfQY158MjnHKW+QntGV/ESmfLajv/peNMPBgwa39XjyqrF31xLENdiujqx1fRgl+8DI62/tD0JUeL6A81JLNjtrFMRYEIHWUcAgotNOCH06C6NYHWOpD1B0og6EPPJ2co5hHlDRNJPwZSfcFTV4wI0IB+MEXhqcDpl4BMgwCZlM9l1cJM4QFtdjK/rtxvhNIllQ+UFZbpGw2XHbDb1sdhZwDmM5gH3IdFRylskZmXx20AWXjt82AWyCPttmI9Hi681CNHylb7L47X+8SQ7iqzYC6aOt+gziYfMCoJMTZJCtfHKQwegB48VkBhU8lhaoUN7e6kW/6zraX292YU88LCZpN1B2nnQ2/uabl//23/7b5Zlnn9Uidb+/jI1/he1bFlV86mbVDYcNqzEBHIkzNuPvuUhhF3SfzNhomwMUMg+4Kugi7gd9Wp7+jFyP8TMbzld8K5PH+LlK5nM7vrZCvjZvFnl04n/skkf+hdXXvEinTTbd1zMO5HeiTD7JL27XPnqoU44/sZN6NhV4iYex/eN//MfL//jv/932uOXKr77kMX18y2ZG7ijn1tL2HZ1+KlM8xYyb9FNzjp9Afao8SBuLG1g+iazYhmQ9iUfyYxu+afRTwZxc8Lue31Qc3/52fq4NG8gC9b26QCD16Gz+oG2ES3mXfG+XFeJH/CJH0Ru5QnTEX8rwZAzBE16HqbfEC0/wSg9vYmAt8LFCgtrQ25axzdpObPNnCF9qPqFFof4iE3Sf8Ie9NG6sJtpZC7qRFdDRY8sDlk6jkfaMCda2jKt+hg4yXpN75MIfwKfRIho++ufC7EgZcX6QcoWnaoCWzkwbR5eFn6FCNHi95MBitlWwbutCpwlJnmU4axWQgtOOO0adbD5LnbqsZUD0NK02V+HR37XO8PoD6aH7bMcDKvbKt/nBz/xIMb+gwhdwH7j/AeGDGtR52m/nZmTGPuXTduuxlQWoV8SUWdBMO2Qos7isH5r24rNvZ2Vg3CqDfudidEMLT46mDW/qGlhfzcKWW0dC8pR545x6CHnDyu1KD0LhV8SXW48TuwAdyU/88pE8ewDLjv0WTS90sanzvajXXn3VVxb8J3hizCIe/Y05OqO3SDzQuCoK7bDrIzh5kN3G2B/xhgdg2KCLK7E85Tg2my/p3Yt//OBILJHPWLUPsslGQlz81iRPOPI/7swiqBxHCTjHoeXL4NEfXZSxT1uvHADarAO6ePD3RPczssL4pXdk5QSbJg8w8YPVbHZsFP/qT//Umx06iSWx9oq/uYyf+AMPesh7NxDmnW/jccJk/sS05XdcsKdvRCvdkSWXpGoyOrzxY+swqyCflfIVFu4QSNRXdZxc8GAKvPCgzXqFuYKO786JIW3JVWjh5WRtxpb1jH9XmLUsdnLo+EE2PNNk368xOZLQ1ClzLLS8Y08dvYXSM/6LzTl5G/0rBh/MY+Q1ZdqSo1mjJa93twUq7D/R05eMQ5D+REn8O/WKhlzbTI88MAck3C+xB8Zeq6i3Pui2kTbqvPA2QONiiMIoDeBEBnGuMM6EAtTs9OpEDYQ0Gej4noUW+XCfe/7+7o+vVuYzE1C8QDsSZb5fWx0elELprT2jPdngYEWik7b/6Ig9X+rCYF6SeT15Fr0IQfxZ6MAMmvCOMflAvXqsa/DUvdC02PLCCx68LDB8HgX2zB7uxExs6RPiIn/uHyGN6M+CuBe5+hYb24+eGYdXC5VvzIbXdmeDMU4ZXuKn7M1XvlOureijLU83gvnKg/TKZvJ1DZDQ9cADD/rpuYyVfqbFIppcAY2FHAWxlX/9AvZqCFo2SK6WMlYir5zrDd25os5VFhszcWGXW4wds7TDy6bAAk5/lR+snebcKJsgY4WNlCtVNhJuFaK7fiXv0z/C1S+iFeEhRnzLwjNxjNySmSM+c7vbX5HQfCOeYucDZXgoI8OtVr4ewfjgnxK3bxkT2PMiJ77kcTYw8iC+PBmXRQ2UF2mfcZb8Jf/UmTMtt77iJHc+IQmGxg8m7CdloVVH+yb68l8Q+J4gn9k9+CBPTD+QH7Ae/SycjE36jXo28GzQXReKHTMbRZr4OQL1G2x/hTc8RIev5I82jg55oDKVB+jXXMlcn6iAzdlNbFuPAH6Qm2DKrKGMC9+FIYak/18EqA9GGL3cOmYu5QQnay9HeRef7FfkDarU9/praP2k/UG4VRa7AHb9n8pTDZxGr5M1bbxYqI42H6cce1uH2ySrcN18ArrQQ4uRASasLg8cDb6CO0gTNhsqg3EaDlh244j1Z6LtwWRvRtj+jcyqq8n+isd8cwS9ePBlUS1S772brx7c/8D9l/u1gIV1JgmxjIz1RvmycwuEbfvBa3xPrvd5CQDXqctujy0DBCE8V+hG+IbXRfk59ajAbwZrFsOewJhOM6CC76FrYGcyox/58DLAs3lkgllAsPugC19sAJFJnb7nf43923/77y5/+qf/yrfR0A+9sTTe5CeRodff3VMfMYmhRyY2u+gi4/EljD/xPfYb5V6Ey0O5fraOnK8EcEHl+lUg62w+kPGD76+99PLL3nz6VKb5xtYJ6Ko+7NaekZdzH9OnPDl034nP42jaTgxIt/Uhn1ySa34k+fu6qrv/gQcs27zHZhZu6viELGqgsRmxgVA579L0ys4PnUmmfXbmHrBfIGXXQyt/m5ODykUWKI3Y336bB1Oe8fc1n3rqu76S5glfdBXRlTegx4lJEJtjdCC0zM22o6snIeUpNDbAZMuQ68qWN3SXenQ5ldoq6m2Vd342LwAdoJ6cCSGMS6mFV0w5uFjdZ/laf8tAiqJN+Zofgv/C03bXh676ztK0gxPXHwNfxEeMjL+rzQ7mM2mnMEU6cvHU9cWrpB6J9WuOBuf0Wndt+epME8CLTNuEOQOTTpFxuIOGM8cOlKovVDcvICJDg11v0NDXeOC0hHlu5ABxQSyjLwsd+B5fPZjbmPkOUtrR78XGk30ksZ2SobHEGUeXsgC7ehsfkms2TzYGFgxy5bbJNzbwuYt3bglqEQebJ7jGTnwEWZA4ZlGkns0JP7KguX7GESbX8ctXobaXxWNF2cPEseKdhtAzGXN2HZ/h40qDduq5Msv34jwWluyevK0D8PmKTkj8BpsOrxg9rqq//lSOYxYfMHmljGhziSmOtIH2YzYWsPlrfdOz+XJVxxecP/74o8s3v/m4N/VCeelb/ATwCTno5MD2aR96N7LIosNiaZPPjMU8wYqP2TTj43UcuQLPVQ7freOq2v8NQW3VjwLGPnX4fIUvOa7s5EU2MzuQPPfKF35ovONT7ww0f1cnD0cuQ4v8rehmwSpYN8jJKCcUzzzzC//X+6ef/q7mKF8kTzyJd64KO59GzZh1fZ0oDKG2E9OOC6jPa/6orSccjQWIzObf7ZsHqK20X9Osw7R94nBCec621omnx/IZzRW4oh84jeZ1/UusAyb6Hb3ktXMFXl/pq9joPk+fgThTclt9j7U/DOaoHgHFM7ecmPu/HiTRG+pEOyoAbTpPyCJZz8I/hiCf+qaJgXFrctuRWUzTAdM5o676ThoH6xO/4bBpreK1HiWc9NmGXwDvKXGk1Fhsp/KTaBvzmxmiS8jt13fefddXdpwJ36nFgUGOX+ns8W30nbg2BqnENjn1VZBeqZOLxEDOAPykmFgGVGZxYaHoBOP2LHW4snGhG56Uu5m1Xtu5tRs9lscO/SKb+KGq22JfL2RGR2LurbvE79wdkDrxp46fyEKzPulHN4MSSJ5yy45cnN9nax6dQx1XPgT4nDikRw0xx3u4GnNo6BiHBLWJH/DXBlibpuGXN+h8xQJVXtjnVlvjR45ydOx4yBefJb3wwosX/sUMX9guPXKxA6QfgrUPui8Uh3VLL+CI9Fb5ov2wDzOmhw/A/5a57cdPhMFzxx23S4Y40gYgD0ir5TpWOBnK4+Bg6OTPfrscWY9laHrBg54136d/rF3VzosNe62Ajv1RZ3pjRS/IiUS+W/eqf5Hn6e9+1xs4mxcytZNydCG/c5165t+m18++96SEvnNc8g8fy5+5FX3U8T3zC/lT7waqUIyONfIByXDQW/IWqI5rXckJzNC9zonGCchN2/AVaUMm46jrWGHnxLGwbnCCE68GYgc2vfsYnQI1hYZ9/A35JsRCXyM9Ko6CIO28cYz/gomNmB2nSL6yK4MDV3kJCCgHx7HhuW5TveiG67YrPF5Ak2TKwcckGBYBDo9/+Vt8V3Cj+rkg4SYgdZU1GJ0QYwZnchGVYQ2/WtzG54xsdB9/9NHlkYcfuTz0EE8L9qwR3/ARCWuYuuJSG/IsLJxtM2A6AbiioRwdWmg8iSYfKuMXzpQej3Z7efXG3wDlDNhcGbo4JywsJo0bse07dPtt/zEbvrTFNoM+dtOevKEnMsTizwSO/NZP+EoLUO5Chp1MJr7e8b//9/++/K//9b+U39v8G5O1U9FYSz36qnND29zOUS9y7pMM1WNXjBNL+SCQkzO/lENLrmrf7dBMDzW0yMLJkU2P/zLAYiwj/tL2+geiiw/pgH0ZIHZ8xndkAXG7jKx1jH+2rT710f5m8+1mbFnL5AqH3yL9+7//X7oaesZf9WDDq46tDzyuNseH6M7TsrTvWCDUR7zcflIjnrKlXzP+gSUvWH2CBh1oOtsh8ArfP/tzup/+9Gc+IftXf/qvLo88+ujl9q/zXxp0xS/9Z07R6feTBFhnbMVufRANXO06kqOp0wrtip98TE7A5rPQco6jR6LId/7Q76wbn873Xb2pwhcvJOvKgto6dbufhNgvreAy/FNvOghhY2PiKPtrvo69FVf4wiuwUpXT5GN4oU/zsowda2hNSNv2LUAtPNbD29hbfKYLRVf/1Dl4tzLKJMbJ8QTRmTv1mSwd7F+EXwg1LoSPs0eQM1t/iC8bTZjP+vTC/SbOyTvLnwMkaS2cGihfBE1L/Y1cF0FtDJK/BeLMVRE5Pifi9lQ2rGnXAR+yODEopE80YspVALndi0La43vLqccnX31JXzeExJ8NpH0COofkbdo3b2K1PduknD62jNuy0FSmOoIbLC0Z+o1bX37w5HzIYumDOxMWv43oHPpNvcjmgZI8YEKe2PCeeebZy/PP5weJcwVx4mwALt/ss+uYAMeLY45vfLJfjJfkNm1pzzGLMXz0BScqPlmhQcBhyQ1P0V+kFtZf+pyvUjz00IN54vS116yDfKUvdh+hfdQOz8F3zEGfHNFIvOYLPW3CVd5jBfnqwM/f/ObNy89+nu82fvLpJ/aZ3HWM4oNzQIx6iWS90U2OKYvfYzuInHNG7OQSLsdYfzsuHKkwNhyH20Hipx/StyafYPsb+bGAN974jf9lEXnmNjG/0tG+q/70Z2zSd7RzXLrqQ+uKbbUJVz6EebWfJjeK0/IC3k+MvcznzumbEFFrNb9rykHuihCH/LX9Gb8TSwGZyt30+SrOGEqbx2l0+kFB8BjLyd/Ytm7Ja3wlKumQrH+ztvzjm+eVGaRbMWyfNzqDUsPRL/Ha3uDSUb+tD5uR90OO42/WGPh2H2QVEJyBGz0g98RgIeMLkixu/hBagzUTc7BK82dwskksnbCMbxyuHJC70Q6Lj1ujEVWn3C2AXeFK4AHoxNf6yyW9n5YjzomJzos8HSP5KxujGxtrUGRjQp/rc4su8U9n0vEMJE94n2U4hPJRxz55x2Bsh7+LZIHO/O1vObsDp3OlZ0Ojjh4PuuHp4o5fdkCI3yfInfRbX9StMFrJByV0cnuRtvQXYwFd8l2xwpjP23LrET7nQBj7gS7u7bPEEls87s/Ti9h67bVX/Ys1GXPpMy+alrdbtwB0L/bDA6AZvBk3DuLDmDbUHzDxzoTiOE+ydfFA0H0e0ZSnkvwE8fTuu+/xT3HxP+54YjA6rn0KJ3qwnz6MnTbQRiU0ylintvioQ9ebx9T4Clq/7FFmLHFrlX9F9PDDD13uu/c+5xl36nfzmLE7eqyDK6WM+55wxIYd8HHlsTkUr32QruQ238FM/NCRbJ/xdubvGtKaNzz68MN/urz++usemzzRyxOw8X3mt/UggIPxM/7OmKRxeMwbquvRsT/rjXziylhI/EVvZqK372Jr4y5cQ2NtvBxzcszt86zDPZlw3FFm3hPqR2zH1/gTWvUbVPTcujoBj4xjHF1bp1kM1OlXrjh914o5Yp7aFdPBD+1qc4J3+M2MzNDwNbdLY9ft8s8qVYbmXwwa2yeiP2vR5fozOwLsJkeoVcRxWJIM4Uq0wHIUXRUvbvBDkaZRk7GwCjLJ3D68miujiwBiyHS9Yod2qOGpD+AVjI+wmdOC/FHbkHhiG+iZaXXCH38yGLygqmqPkdOCwWTlu1I8oPKwzh5ZvPgdNw9IdGhyMfAZJLgJnQkHkEs6j8nYQRd/rmHRhe2HRqKi63oXxt/wdiCmgyufeKinDZo3XomTY38h3Zt+cmoZtX0JefQpZvLiTZlcVZ9ePfPnBMCbtY6dUACs8AHJtYsL8IH2+tnfv4vv2VSBhx9+5PLYY496oqfvEzPQuFNm8iErv1VfJ2KTp/hQpM1i1gU6f+G+0luIrkJ8jNzuJ4+j4ePQcmIhT1/yr+88/+tfO//f/va3fduwtk4b6Lc38hXZYGwW7LtF4cvcpBlUxHo7xh84suHLbfU333zT/vF9NL7/xwmuGLKIo3/kLIl/KqMxOdy+9eRDvSAWnALJCfQZp6IwVlQcVeQxWJ6e4LXs8WWLppoOnLliYXv11Vcvzz77jO8M8BRmftczX4upDIBcUTXT3G501XWKIHzJITgMA2u8iZx5nzj6WWk3yNhDIlprLjlMG2NgbQCwxTXrzPiwwB7HetWv+BDb7hMdURGRUTSArmJksq5n7IbH8Z+oV7V0briPRaTNJ+fqg/hpJsuhL+MCX+WXaF4jxFeED/qIGeqz24iTdbRrlG1OvpT/34tHB3vI0TT0mlvrnP956wmNRNAAa/A8KwRXouqooMl2nb+WT3DT0KS6i5GR73a1LGwn7sEQX85Otc+2AVY2g6wyRfMOUAztaBdsn4WrbXS5XWcSOmPgAZUPP/rQm51/G3OUe3ilaGBSVz9k8shGx1kH2Pw1JoTFumSAtLu46B7s0t0BGqBfwlt75W9ctKGq/UctV9/IxxaClcnZ6r6qaF5bXhNE9ViMqtjagx5sHk8w38qBNk/psj4fv+SnAvkB38cf/4bP0nOC0FztOKijG38KN23F95OeMUbd/aRXfQ8kX7Tvsdj2tOl9og64DN0YvuaserHDvwvih6HfeSdfMOf3MmmHJbaio7bRUeyY6oKHHDlgAXEuLTu5lyp4gkMYiL34x89p8VUIvlvHFfm1z8Kx0VyfOQ/AJ1Ddfi46fZKFFxq3TvvEMDLRv6HVTY7faINGvgv1o7Fzm/tXv/ql//kvvz365JPfmR8D6FVQfEIOLWDXtcRRfXu8Q41ttSGnvNZeeEOzTvwbOSC01FXKcfiat7iV/gFoR2fmHXaCocXuPklGQfyLuEujT7rEH74ZC4L6QyzRKZyYErd4kTcv+cEemKtx2tBg+ePrSZFPGfTVGDkae/aJo8ZG5euLDdlnB+FqAR7rnRwb4FMxdReskzo6OBabi7XZjYpJWg2GinO0pFNDqyKcUCHOLy0BqObPXygjN4SAzcXmTYCVJnzq5LGOUVBfwyiAj4k2mEA3+hZm29yeTaLtgP3jKBR10XOUZeWBKzv+Uzm3oR555NH1Q9AMA3e6jtTXrdHRMW4bMAO5t1F7iwR+LAcLh6AAffAhtzYb7Avxv+3EmMVcOm0wNoEuiqsOiqf9Y59VZsAm54Jh7sA2iGYRDcbFqxxF4+iZWCjWz9THb/zUkau29on9EEC74/bb53ZUYj03qNjaAB2e3OrJLdROlrbHXzyceAXdOOotNprbbRP6eQXsd8vdhOiNfkqe3PbDrc4Vv1bClQj/Ioqru/jWhWnr7OIXGDr6Rjc0Pl6oH15wYmjTyu9Fo3VsZcxwJdTbzlwJxZcuNFYxMtBmnHcMCCgTU07k8iV15GI+fRDMYm2q+rqLXvgpuwkRQfKUxR4ZHI9O/PPaREVC8OVHn5/xU6Vc1fFAE32YHGT+X9kQWI+QBd+31UDbzEIOIJM7MdkMzvaui9d9ZJfcXnurXBkH4j+3RyZ5UEmY/BcdwsCiw6djaMSSeFKPT+UF4u/2w/2/fNh9oDfp2fNw0QWeJy6lzXQRKsc8aZve3Uf0ASc4zJ1IR9eSF7QfSuvLtOF1bGOfYiwEiEdMU9FxMDJaZ//8B//Bm50JA2fZkxzlsygBHK/4xZN6MO1uMmDe7dieTs4rbYE45rMAF9XuegbbhDe6N5oMICfAz72hDc/hU3CEOCAmrL7VBqiY2CNXn7DFZucruw91ZacJdc8998auGP05IJfb1lW/ojdRA2n3ZrU2u8ix2DTvhontBFp8ST+5rynyl4GZvMX+ERt/lK2B/sWH3P9HFwyY45ZDn9pyTlXuYKXcXDgfhumvmRTLnuB67Ix9YeUpp8+iG9snVPaDD/7JmwNfGOc/m0uYP+esfW294u1GzlvtSJN5y4daNKcNO7Sd/PU1+okt8cGTNujNxwnVD0SfjpOj+ERLnoDktxvZyPntRn4dZANMpy/IkeMu/sk32M3A+RMjfPaB/uRVvkF0+B/QcodCV5ZcCQG5cs4dh+ilzH82oB5fts34AWTeqk3YOxbdDByFZNEB9vMV4uGKC9/gZTNh3DZvORBL7DUmU4ntQACdL7308uWXv8z/rXvyyacud951p5818EJINsyfcV9Z/CMf3K4ljOqjTP6pExcPXsCHH8lD+yZlfCy/JeV3eMeeaJnTaaeY/rqeT4l1+4HOtkErItv+dmyywUcA/uxfNHQgA8DiGNonKsdfzR+fvElGumCMSOy5BK8w1Yx5eJPD+Fk/iK+bGzRCFcX10CYmBIHqVdWyQuzVtoG68gvQDhZWSc1rY091YeCzXNktR8dJBz4Ke/zssxgpX+nLQXCpTsJIph0gqarTKu5lhyNoUCP3WM+zdEw45k0awJI6Hl0aKLQ3N/ErFWhJ3PjhwUcrnafydDrowW7MgO2AwInGGq3E9vvLx5984n/xwyPkfFfKv/Dh9tjccugaffYB2zpShrm68Ys3658JM20FaEbKRx/URj4H5IPZLDQsHo2jCN8VjA5yAyRPQVo4Ah2k8cFFwfhTwpTpW6TygX30woKq6LuWqz2VdMxYgcfv4qGNH93+0Y9+dPm7v/s7f9H5m49/05Pbi4/48qVp8sZXNHbcucKYBSqKVd8+ZMLWj52rLtgAPCzqWcCzCQThNYtg6wEo1/dc6cwDGW6NDXSwgbPR8CVo/vUMPygevfGlcQDRH5/RUV+ICx7YapdXaG6lwTo8LjQ+kuQv+bbfj3/8Y//oNroefexRz+na5LDt+9185CNzN75YnWEVLAevvZ4FHR2Z99jAn53zcVHHFNiU0Uc9Mvncq/xYGhEDY4SvTbz55lu+HcttzDtuv8Py5J9frkFurTmiM2YYH90EYidza9w47CQ2t8Hj2vjhcUSdN+lt6dATSnwHsOPPn+cEjObwJz/p51pNfsDKdw217HDRdzn5S4y+WJiY15prfiAKWUPRYbpwtVIWJt+hLZu8kJOZ7gHWQx5g1BtjmJzig5qje/xdm67Ijb+49eXoeO2AaPgvDMRTcem9c2X7cxNET0NxwS2800mDNJsFmVPOgGMHmBna0FVfyXfHkiTVCYTASZg7ev+231os7Od02JXZ6CexLBa9X+zJPbcfevZbej8UpVOo52emtKBNB2VDTNw79uivHg+mMV8WV1WoTny3LvxDNxNcPMRCnUelmYjmo926I1e0LdExdL3RjU291c8Tqw+sLp9ZU5YNYkcV7Sy43RzUsHzGJu3kzxuqfFmPFktHjvJP7QtsmxzU7sFL3xz9Y9nJs88+3dZcxDZt6OFRff43Gf8XjttN0JHntyrJIU8V9gwW/tWODzOOkrrQyQW08jDWoNWf0rthdtDFt/jJeOl4bczwnliblJ1LIcCj8SzK77zzrmPDNn0CJG5Ke5z0CVzssFD61uN8vxPd8XXGiDF+9eqJI77QxlzjzgSbLUduXZpHNj0fpZ8rr24yoGX11gW1C8+5YaQ9J8zUPVacv8bD8Ghu98kI/F4LdKSOr8QCpG0jvqQ9ue4DNjxRyi+lPPHEN33kNyXh/9rXv3a5/Y47/CPQyFqvbfrgum1SEcSPxLb8GP+IzQ+h2U8Yxj/ovkuTtaxx4COxkgPKhWVPqMzO55hzlwXkTodpQfs0ejc2/xlTRo2/2EFvoHEBlXMuXYaYNmIpxLXmpLkKQ++mAG4V3XOBuSTbOdFNXB4L4zdK7ZuOMctrzKNbf9fxBfW2fRyQZ365hOyw8UZc5KvjCR5KroTwhwBHqnrjFwHqOjB9BmD9Qv5q86ib14NEnerNbAaak9OJooTOpPKCcgxQ/Tm5JNmL17G4klwno3AEUL10BosHn3tctefN+m1Db16MqDMB9Nd4DGOnNGyncwk1PPW5MuGpHHyiecDys0zhJxbiyq2e8P6xEPlZ8IU+eRA2j5noyV9Ua5LqPXXlFLSPyiX5REaYvmAzQ/fuF+d/cm55ldsXRngX/47HOcPu0JOTtNE3XPVwe4qnYN9++x3r9eIzgxo10OiXTPqtG3pjZ1PPhqE41JeenI11jhm7GYPo2SdcWcxB+BwDfSIdLAD5nDAbD7qMM8bsK7eoWbxUZqPis14eTkE3m84nn3xs3Y5DMvT/9iW57OZAP2XD+6pvP1IOJG/IZaGUP+K1r+of5iP2yRNXQ+STOxN+QMY+J8aeIeMDWM2JI4tvfUp/xS+wOYXHc1k0+Njc2LRjI32eOGMLfo6F8EALPbaT4833JfcPt7i5Ur3//gf8dZV8/zM/BF5O4mZDkpf2IXncfd/+B+ChnLaM/Yzr+B0kNMXrMd07Admo7J+wur1eWS8Qj1IGxqbHilC8AH1gn92PGTfJfU9AAPkhuhd4kDVXdejE2P7J+CWe9CE5XWAfYzuwN2r42wf4mTE9bfipMt6edkDWB3KQdZV1fcd85o83y1sPpd2emDK/KZeOf31ZAj54xo7HiTHj32U+s6uSyEyZqrRs5VRRfU07y0DrwSQ8Mhn0PYI4SUKBJHP0cBA5oWvCwC9naU9nBc1aml4Fx0OHo5MJ3yQoaPQAtuW/2KxPpw+UzT+kAh38qSYttzH5/2T8+5m777p76ZIaTyjLjluUsb99n86Rf1ShYQ/0lYkGDmU/dCA+BhjK6lNyew3oYMCFt0CvJSf2xzp8iE1Y9NZJ7jYIVjEDf/TqYH/xoXQgtOS27dhL4upL+gk7FU975LNJZLFmwsCbOJsfcavMk3UsyvzqyD3aKJj4J8AT/ZLze8rJS3JDOzbjb2zkmJxiOzajAX5kicULjnxFb3miL/2dxQq5+IIM8QC0A144rQ+7X/IYeumlF7VQf3j51re+7Q2Qkwe3M1Flc+cBe+SrtPRN/EwsfA8LyMaMTeJnEcomQ66ZF2zC+M1vR/JVA64w+XwLn9N/GRfwrW5UARvgOgma/jJNdcrI47dtmU4eksOOlS7IkU2c7Q9bQo/qoccmYJtqYx5CIk5/If5nP/eJzLe+9a313xoiw0bPCfD85urqh4x56/NGnQ24bbmzEUjfnv3K+KJDUo+cjnoVqsvtkqcvIxlobNFnVeNP/ILCkWLH1UZyoM1FMeF78p2rQudrdKIrmuMHJdpiM7bajh3KbQOx1f5i00j/JAaO9kXl2hsVhmzM8qkb/0Tvsv46VqBim5gAcpU8Btv3IOu421ExNMtMeaGp0OWD/VBe/vKH+bkwIwvAsSEk0K0Mw36vsmkvhug3wyqZn/YO8vAiArTzSJI8mPpGeBMwfm26B6QHajoeHwjMA8vKSRQ2OSOazWfk4U0bictkRA/AJGkbUDoaKbMQfaJJ9e47714++ehjT6y77sq/ovn9P+c2me3bz8SHXM6CrCo85EHggeuzoNDDFEZv2uaLju1Xcp44MoijJ7LWNbIgi6P/tc7I0O68MgFViWwWo/prPXrv5gtEPnkpL/Lozy2j6KsN2gvYoJq28lEnJpWJA1ucFXIFonpOdPCChye+5s9H+b4d352ir8k5vsbf6OXYSQ/Ex4vPNilztg/Wj0B40INtfLVvY5scwM9VQjYTYm+/7bGCbb+PXvQ1R+FJbvGFMosB5Vdfe83/8ocvmvMPRpEhbmKorvZRxkAWEJA+z9l0fkLqS1+KLOAYBvEV3s5xOOgzxi9XQ9zis24xux0h+ch4p9h5AV3ukW2fvfvzUtvac5dyfI9/zaelUhCEF/A4FZ0WZMGcQGx+ODtPu9Fhg9hfePEF//wa44KnMPkP8LRtf86YsNFj9NLnOSmJfp9wYadMPoyP7g/ppZ24jlxRT0x7DDoW5ESND+GnrRuy7egt/qqfQY9DtywfToj9fULQW84rZ8KewFccX0ej6aePqeeIzvIgm/6IncYQWyoTGXx+6C585akujmFL2a/yuHzUabccR3RFR2JBTdp1sN0CdOd57AVFn7p01DEaOE55DFToFlj8afcEOer2hL/WXQ7Z2RZ6EnjgZqGC7A3DC5iQgaMXIoXtYxeO8GaQzKC2zYlrpNueiTc4rzrFIAPis4vJgwYALJ4QngBZXLh1wcRABfryBfqcyfOZGLasA2X6ow1+T9bxoeAFSNizp2D8CCaP6LBBQdtQs2Iyht9nNIceT0ReYmhu8av24HEq+oV/LyxWHrJtRhc6Gfgs/j2jtH9hN3ZhSn+iE/mtA4APWwbkVm50JLf4ESb7yIaX32zMRkI/xx488tOxBp1LJuf4Fv/4fGdu5bqPcqsF3fQtCzfA1Zsfwxfd7kkOeyz8yHSBIC7Hh7/ikyr74AXLsTReB35VxheK3EJ84P78Ssybb/7GP2Ico2q0aXTtRQ2dvlKRH72t382uuW7OkA2NXMk2/SY9zNX2DXnyz70Rk6UCURE/sxmkbzhiz5/x+jPGc45iI2Mp+tOH2PY4ky3aQHMP3dVlh81zb/YwY8O3zh1L2kvnnyjzT34pc3XK7W4+o0MvgB7i4/dHud1rnabPJqHxy6azr5YzdollzyH8jtOZOwC+I79PpssX1uQi8++L0X5YziGF5jZUDI8RntgAOWFbMc2miQx5aJ+kb5kzd4r3DvtZX4l96/qq55Vv+wr7Ky3BfCEf/QWKxMXcQo91HvrWRih/F3y25QF565jgW3nGjvMFg44qp6IDdOuWHEi76MnN0Kpn0PxuF/0v/+LPrv/FDwrKbAUJkgFgnsWndjlWpVEM/4nQj7JkMhHiPErpFJTCQ4EF1p2lF6EkGU1ceJg8fiE7jpFU+A/SAfCmxAQEAfQltizqHiDEJlsAg1qiq17foHHr5v333/PvYfLVAz5LApBv58PriYveebE49azUPqvgyWNa/KGtuox6AfZH4DwKxWFsTF3UEl8Cxh51dOATR/RAa7xg6pKrcYvzFj3Q05/H4BUsH5fPOQLoz4YSf+CL/OanH/GJtm5OBY8V+KXHeRdweOfddy7PPvucc3/PPXebZt8FjFl4sUmfOi5hrz68MXMG7D7qmEJem+Cn+SfCjMW2nRtHczZVl5ff4gcdo/oGGnF2o8JM+juy5Q/e5gdEeGyePmTBvuuuu0VPXrDX/kEH8w4XcqKoMeYNL5uOF1+f4aef6m/8mDGiTYOvG/z4x//ohzoeeOAB38oM74wJ/OIoRE4a7E9ian7nxEC5zFVfOzUJgg9+6MlN8pNjkDx1kwnMOAEtI7r9B5N/aPQPNmngwR7GAwv1n/7p932V6s/erXLbP3MC1IfmORib8UsnPCz+s+h7MVeb82J5MLrJwdJhv4XYHVrtOSbydNCmaL+c2+VfdHX9i5/X/kLHt9hXfNBHFl1ZEzqGc8JUPfUrt4RzxyD9OP6PfnRzLNS224dH1Ct65fW3ZE6eEzaf3srvN9Fdkn+upmY6AoN+tVyErYgvivm2v/zhn/nnwmDA6QS6yyeQrwhLmdqahCV3oxNo3whPOoR2FGVznLoIlj2O1ZsOyBmeIWMhYF3wSkKYtCwyJdcBD6Zpz4KUAerFX0iATSrAlRuLtTcsL1h7APEh+3tsdh9/4i8Es1igo3rxO4uLFnvRG49tYGvq9lk0eB23bU8cR5zYBGm33OSxsl18Mriz8LtdfqMncklK4zFdr/jJphw5+9gJAgqQBwucgSMHj8m0p2nB6ZvHS/3Gj4O7duHPlV02A/eP6IldPKqg69e/+tXlr//6r7XZfepHzBkfTGgA/cjnSidXO1zJoYOJCa/jwG/8GbsANt1HoprFbbELXyFxJc8s1Gygw20aMs69jo5fx+QJWuQLzTtHfs+RL0XzwAqfAzsf4qmt9kF9tC1skhsdyVdusypG5oNykZgy/xy35HgI5pe//OXl7//+f/rq7Jvf/KbP/NOOnx3DjMPAoklPzpxP/fGJPMS3APz4El2h0wetg9kYoiv6Oi+E4o9PHFMGaUcH/Hx147nnnvMVMXE88QT/QYKHdbhS7Y+U5wfFia12yQPgHE9/oJs8Bcf34Se29HV8r330bJ1H3+Ln+NoY0eV1cNocG24c9n2cMhjdHJvvyZWOKoTXPNjYub+CqLU+eC2HOP4gB4ZlIHYB4jljqI4li6JwzjHtK77RHLaRXzKBXU1fGF3NsbSycbQON0KJbdMpqBqZtMiibXy5ij4P6tiVc5TPesHk4e+rdSMJ0tEdR6IYNBk8DMpORk8m0TyoGBju1OjOVd5u55Fr40xw346wLg1EOsJY++OjXug4OzNN8MQvys6UUpWFKFcnzRNlboP5KTzzzBWcFtzeVnJdL8eITjkQ+djBHy+G4gOIFfDiyMKGD4Lqtj6Vg24yJC/hhp4219ZGjf+9wuK2k2/h+UpgbzLe8Md2N7IA+Uq+sQUkjthaZ40hDU8W9fgh3+gHaNTUH+Tj1AdgD7/ynyPy2RNKawteR6U6/sD/4osv+D8GUEaVcyFbXlCwqXpcq45jbNknUx0DecoZtezYr9hjkWOMeXwZIwvgCwi7rxiFtKGPODghor1jPTLZzOsLOhm//FQXdwh4STdoAAC0o0lEQVSQ42sI9tOLbXhYsKljLDnIrTn+SS2LO7ezvubbWZwUYsiszj0+YZ+HT7jlBQNPLvLrP9i8++67HTP84c2i3znF53qUu1Dju/U5FxgLuG8npvCnj6NTSN6JS3pWH9lZIHmE5thHJsGkT6qLIzlgnHCFymed/Afyb3zjcd+Kgz/jNzoDGQNrLvFyX2S8+2RKEDuJj3LsFzq+2m/B+rTlzriioYt/vAB2LAXK1b3Hk/SRh5EPRqfzJB6Udh5GX8Z9gVz6t2/FbwemDU7LUJYc5cx9Tq5Yb0Ivr+MiRtFAqNun1AHVQnOugl4DDt7qAhGrW/hgVP/lilOIUpVdH3R5XilvHejDHaNpeonnc39BpQDDPiZAD1g5XrTjtJIE6hrw1jX6RsXoR8cOugNgdTooHrejx+WR9R/tZgnP8MVubFv/+HAL8iqP6lZ1HBsTaGsuZ4Ky4DFY4CMfbBb8Pzt+35DvSvG5S+PokVdh0YTRs/PH8WxvPWdxwjlms6/81q2KfQIhRw/6sijmnnsWGVziSsDoBSGTBt202Q8Ko58+cjv+YJe2Y2h18d4+57Fu+zOvykQjvMSYGOLn2BM639LjuiBjL1X7pgIbN//2hy/0cxXUn4TypFJ7sbnybahZmM5FeNke/Xpf5SAxa7Lap/QZ8pXBn7Voi+YjvgvqNzQ2BRB5yNFdH7N4suHxVCa/pkKu+Ieut399/487+2L9Z3y0Jef2Y+ig3nKUvdzKzskSfU7e+LoBdyO+//3v+zYmcUnIPldHMHMBSETElhM/1JcPX7IABkpPHibO8Re2tJU3McLX4wkmGWhPCdEP/ylXddz+7c+t+b+r6yTA/tjetgPgj32fOmDfZkzE3z3Wlm0f08Z77nzUtzAhU2gcncNAbddG5XJsGYhMZKfOuypg5aEuvvLC01by6jgSCxtixsE+cYd+Holu+zcB6rBIXwButv1VSxV/Fprs8jAaVhUjwmUKGR8Wg8sL9So3rZ8HURmutdkV3HAgkyOsGOgA2GjgaOQwdKHEBXGGxt3mqnHV86b6YUMdqIJaRu6PhJGYV+rd4DyIOzg8QIId3ABxl8YkyO2LvUjSzhXS+++956uRR7Xg3n3P3W4Ha4PYk4MANNq8gKLTenMmZ/pgFlDZGj34Xt3VT1Qn4DpxZoMuYu+4tTV6Qs8myAbguPV3dWUsmnMA4odkYwd6DKZ7k6vkKDZzK7ILSvQUPZJ09ASdI5Cca2OQP70SDtwcP/nAnScIn3rqKd+64oN3YvRGM3LJ42xuoHQ2L9CvxplEWm7eVt3HeNF26vhz9kfo0Qkzh7STz7RH79iizlHIGAH5wjg/DP2b37zhTfyb33wcQ26Lbfj3gooPJyz70PkbX+mPXq3TTv74XIuvG/AwB7lr30UHNhOEy1FvoBxse8YisjkZCsQP9ID0rYmmF9HCMbk728y6UO/rmL+MMW75/vznP/dt2e997+nLY4qHsZD5hAAYG45vxvVNgNb5Nobkc8aw0RTB1HM0Ie1C8hCbA9LjF8cvsBmMyc9Dvc8RaDmN0UkfUN3563wtxtes4757oaPX9KGDJ5zV2PjDUH125Q+xj170B8d+G1oybYCY5tj2xhnfWE/CHV1wDape3/oR1fpP5VtB4EzCmIwWZ9e1lTQfhX74gvo5UCyTwY4e6xr56Bv9YdSxjQeoybqs53PaT6D5CqVd6Mk4k4qGvgqQsWFjKrt1ZLspAo5PsbLJcXXBZx48Ln7X3bqy66Km47lg+3jorC/dgMF0VXmip/zF7X90XqPa1L43s1yFZMHdcgATu9CnruzPkg8/HoSeWLIA5GpQBSN2K7Ng/EEuvmw9bKbWD+q1ABnx9XMA/Q22ngUrizLfDbvTj5n3qtX68cVH7M1GdMS+z2gn16ZnjEKhjq+1t3mQLVPKJ2/bU0Rf2ldeVPaLo/NynefEmFtsb7/9lv9JLd+1++53n5YuJux8bmLe9AO0E9oW+xzkw9ABbNDP+Mb4xT63NH2ScOQ4ODkbE9EARH8APg7VrzqxDr26UrE7tCy62yKYMtVB+E6CWeHTAaDOLdjnn3/e30/kypR/S3SfcsbJm/tKMAcd2+8qz5p1ArV8rq65YX9u5qO27YhRpKsjWqKH9Y/cj5yaOH4e4IaR8udg5GpDNDHbdzdO3VeY4MzLgdrM7U1TXD9jj3+xUd00RzT8nwdnPJXDKR/s3DVUr4/mO1H94f3DLSMxgH9ThNdw2tbLm9mgdax8TFs3eNXVt+0UKTnjG6U1kvbNg4Le/17l44EOG7dsHMh98fCvMrdXmLgEjFKcnP+BVQwN51WfQMwsJBU3X17oNFgzaKFYMWoORMEBMK34Iu94BbEtlG1u/VFurtDiIWax8UBEH9HTRU0L7v4sMXrDJxinXEfh1E2Dz6/wnvyNoXZYeG+7jXLt5vZZztpng5mYKPMZB99FSnuvUIh9+169iAUjT9/5cz9/DpjvJuFPBxWQq9g8EBL7vUKeRZ5X9arO49vkCBs37RetV20s0tyu4nMq4FN+ImxOtCqvP2PHQzd8eBh/HI3WQE5dEK3HxAPE5zl5KYPAG7Z0Qyp/rqDQHVYjY8djHP+Sf+dAFS+sig0bbHBcqXJLnJ+9evfdd0yP2cjH7+Zt54a6uKY9PtBP7qOh8ZUGbl++++57tssVXk8W7Oeh+8z5Amza5+ZXbxb0n+IkX5QCNK0TkOVjIHZEQ6l1bHSsV4hA5ABi45dS+Ge+jMOHeBqajxEUB9A4gPoZX1We3E+D/hiLArWh12P4wK5Z1bfh1niyaGfNGvXCg+mAjJeMWfsl2mTD9Sh0YXjr26yt2BmARj+Ti3ytpl+tyS3L6EguA8mHx6/HYaj2RbwdL81B8+lmQXwJpi2+nc82lDdABdvJjbiDh43zAsns+IfoAW5Hf2VcDi2bWjA8Q3c5dm/74Z//x1zZHaqps0gAGEiHTYKEcWgWFieLiXEeUy6vNzRPvGx0lBlAPQMqiN387phEbKQck2ZYuoPxt2iCIB2G7fgavdZ0q8wA5SxEmejGMA9HgORx6+Ttd9/1AwUPPfKwf3cPriYZmSwWxBjdDVXZWVcgahaEx5OQkmjULTP+Q7EbKju2bLOmGVlMLAXR3OKx8rRZOGUbGG58gZM/StD8btHIxwUY1GJMH7cdoO6FuXVw+IGVf/RYLrKuqlxesGMpbYXIRl/+s/Yrr7ziHzB+4/XXfVsuD19kMlYngB6QanRA5W3nKFeM6Xtg28ef2egMyrz0gz4pWvmMbso5ApQz4VAWs3q37p2LlkG+gvDKKy/730fxFQQeusA2Jw31YLnyORCXJ+9Cn7yIhA9vvPGby9/+7f/v8pOf/MQbKlfGiTN+Ut5xbtj+pWyf0xSZ6S8k3TwQ3uGx3s6J67Y/BuCL/fx3g5dffslfIuek56knn8rt2LlDASw/dawte01d5VrFn/gQevkhIZa+1npEBRrzm7K4mYdZZ5iLoadNgIIV2+ifdjBjdNvP2MsJJ/yo8Tp48Hej83iyt6xz2mSgzXpaeuUA+LNpX8uKwVi+bScnbd3koWcjG/vwMa6x7TX9vMAJv96tM9B65mRTs9d56hk/bhhaweqGE92rNQ2hCd2PQsrxZdZIjwnlGP7gUnELOECEBw2jGNcSgHA6bpqsc+kN47QHcYZ/18LnX0ZfKcQWV1HuRBIyduv8qdcLL3bHNvTzich1GTtIewbo4I3EGqTnCg+I/vhWf6YX1kSgiq1cQZjjGqQyImk8Tw62WezuCR7/o98tZpo2vZ3xSYv1YgSf3EYe1Vb/EPdCGGPOnyfeLPj5XFFXZSwgc1WEMY5sDNwuYnPhX+1wddhFxrnxpEqesU2/gvTHrRCf6n/6LRMLOhDfshmVjzIPCD3zzC8uP//FL/yvctDFQuiJ6LjjgyfV9JUHPrEIoOUkrGfFxYxD2NBlnapHT/ThH75mXNb/HKnX30w0roaTFzW6Hj1BA3lVrvnKAT+HRmx8f4wnDtEjBuc+rk+/tZ8F6HHumEP4pbq41BJeYuTHs9lI8Z2HOKIL+/EB37FXdHynj4tPcZK3QWz6h7iF7efmIWOg2DmRccQR+eSuiD3iCcZ/xl9PRLiq+8APpXz44Ud+OOmBB9jo9v/fM8KpY217TNIH+CAf8/uo09cxtMaCxwNxKE/YQ4+faHZ85GViROfhe20bKA/dskdewquxoHB2fkQbW9iM3cQQnHxaPhcO6PT6Vr061kbGhjvYeUn+Zkym40dfbQZMY3zb3nEcH2unGL+QC+rdGD3IyCfJgJ6Lbt9AjvDZedeRcvm3XGw4ovqProXRZVA5a17ykNjFr7/egxnOa9jKyoNQhLeSfbQh8/eYDrKoZC3jBXXK6IO3r0moFwYdkQcsPmBfBiyDfjqsnUYzh6F5oJOwAz0I6UD8U/stMDoWXoEISyZxdADJol8EHFsZDLeAfSZOOiQ82z/JIm8dac/kyoRZMRy+kUdih96B00HvwdNJYbkIcUiZQg7RFKDEZsjtxT62DJ6TxWA9oGJyPo+4TWss27YUBAWRG98tSzkyOGNWiyTP+YyRzfU2n80/9NDDurJ7w1d5PM1ofbZVVH3sALnFzeYRm2AXU1iwDW9+KeWf8xmixmueaAx/oN9PPOISUKTejbM/uI292BSOzBWiW3SuuB5//JuiXS6vvvqaNvH3bMf5FHjeOC/ncWMeiBH6ahRf4jNPYPJPYrlyZEPlqi5667PVO8dF9OEbUD8jQ5kM5ISp4DHNeNURsDy0Gb8gV+T+5RUWN64KZpFbG+fgOfa7+ZJPPqt7Xf3N9+r4mgFPYXJLXtZtd8kLo/OQ9zEbGW3o4z9l4AMytW+70A7fovfQL1vOxRyNk6MTmrdb0Y3OX6/uGCJtB3Zq98leF3vacqQtt9nPOxAd+0B4kD9sSSftN8e1eeAXmm/8qQ6O9XHr37gLgvIYIY/Otgtop6+a789DcmwFAksi43Vi+mBibf6NsJkV28nzbT/8wdzGrCOCls0o4Ngzg5sL3lkO/3Ugo8J8/szmy52Im6+bH6JxPlpylcGtsYO3RbNPZTdf+bL8n0RxRKa2DC4eCoAb1ROsVz76S+Xvve8fhH5EZ5dc5XSDHc7EYX/G5kB1JNYMpGIBLe7MY2KFinxKlvHg1EJ9dD5oG3rlrAhfLDGvhAhCPScGlPCn1v5t/58+AqF3EuUqBpY+9IKuDMLtN7EbRUBf22iMrRw74U6EKQthztpYrLii4LMuroiwWdgyAfyrDmz7bN9+kNtcsYIFWLsIItcc3dQrbWYOKbnYJwcd65v/JjR+5MgbNnnwgv9I8OSTT3pTr83y1laBOHySo9w0t4Dzr7HB51m3a4xyu5cfm+Z7fcinPQs8OrqY58Qq/RM9uWqHRzXTIo8M9MhD8wmFF98j5tFDOxsYG174pU3HPSbQnv6p7z35xS826xdeeP7y0ssvXx586KHLk9/5jr9C0StoXLMc8qMTO9VHnZg8TkzDtS8PP3GlLWMlusxEi+suLkg9citCMSZvoPT6/eQItfHCeubZqLJp1uUm1100LX5urM3wRW9pVbBKbicvyQ0UWshH8Nw44OkJNHzJT3TTDn3r0dshC9queO2n/QlgAzn61nzmpyVHFwXe2GijMjzmH472NQAXr21l287TmCthQSfo4DbjTNwCzWD5i3pze4ByHGKD84MKWkwsoxdOnZAAUBFd+VxLdlmA1ERzTMj5Wbhi02LDI63VowFQvoI31hkYUL2g3ohhvVSOr7Fd3XTuR598cnn3vXe9GfHVg7vuvNP+4kMnZjcaE0e3dajzMtDjZ/VmwExZ8j6z0RE2+zV+41Pkyj8dDaNg8UzYXgjGNtCN0TqFtXsT7IdjoZ2JUX/9vsossNwOYkJAX7qk2wxCivjUfBZopg0/9G5ZS3Mc3D4k1upHFxvBd5966vLYo495o0BP24GzDETHOdF7yzFetb256Qbe/tr6OM7Vna8Cc4u29vcCAEIHYwcMz/aBI/oATgp5AOPZZ5/1Qyv8in/ix+9cJWIHGyB5z+a0dXHVlA0luUeWTYGvbPATa8hngUwukAOrN1e2jQGdah9d0Dwux2NorA85wYFSXckd/L6F6JwkT0B9ZXx67gzEzj75aN+QA67o+Aetv1VsfPWEr2jwoI39oB9xRoBvMuAyYH3u58z1xos/zNe9CMc2a078PvwVhgt5F+ybdeK/iO1TdACUsQNkDqXedgDaHgvF5Dx3ASaHQsCSyA8Pnu14pm+mbkAAnGr8pz06axeoDo45aSFfmMsJnN3WG/Udw5T1lxOGwOkLIK4cxQuF3HaTAmDb9jcdqc6/rtXXQH10g9MOP3aog/6eXStFgEA3lL7bVXAi1mZS+oKd7DlActlOyPm9GWyIKtlhELHBjv5i9MLI302btwLh8jK/5N2B6LEuGBhQmdRgFwluceAfNmD17ZnhY2FhMeJf/HBV8eADD8yEQ//4OfodX8zbluPQq3HvuNxsuheWYyCmTbI6trMtwyIwstZaekgG+gjwBjs2AfQ6nomJthM90UzvZBjfbXIbsP6xeZBnkuSLrNUJtAxW76YTq5MwNPysf9tH6m4XYiP/kDO3Dk2bXCCPXDaCbbc6OMJXX5eMfcBC8lS+QuUh1S8nYNBjVzo7FsJ30z7YhSC6o5Oru6/O55HPehH81ree8K+k4FT0pU+54gSwgxrrxJ/Rw8kpNvpZmr3DGWS44sRP5oN8bX5ob37Dm3pp+IAtvZsfxEcojtm5FEp3T87CN+NInJtGTb74RFoyriVf2ehYXGf8ivejjz6crxu85NuX/HcDbmXymXE0KQfis53xtzawWQSg4zcnaclXfacNBnTxINonfp7AOtVQffjpd+uLUPMET2KEnPoJlhFmgy3Gp3Oc+4pn2TWH+QDHIn8RpYzv1zxbp9fQ6Y/0d3Ls9uHZdoJ6WzxA+zY5iu8pR591ig9RwDEabCHeiFY6NhhzxHjmFmxsPh4yKiz7/ycwz/DV71tuY1ZRj3XASZ0EnjxrcT86AkAEoC3twUgG4ClfoAmGL7pDwL6C1MuTmTpyVVZF18rCM/T6sfy13sCVlCu8lY8zSp3pasD3LIXjx598rCu797yI8BkIT4X5HxTSGep4y48O6nZFnbtgfK1fNiRovo2mhEdvLmfTyuDo5TtnfyeQI+dJ7ch6Eh6b2qoLGWzYPifZ4rmBIi/I4pUFY29IO8/hCR/02MiCXNnK0EYs8SUQU1vfqX/LzoKmcv6h69tk3LeUmYSOw7bCG1uB9qUYh4Kv4VfBZOeXstroV8rFxrhiUB0K9CwmWdCBNO+8BBIDtH4hP7T4xWdbfDbFQyqPPvrI/FZmfATwH2Q8sykg67zOWMAUnHzGxZXQL37xc9s6n1q1whQsW92FLCxhS59t3ZSNasTnXgmig/YzXmhB0U3hPXWO1JK9bQtoPwOMDX479JlfPOMN6Lvf/e66qvNiJlud254TB6K9fdJNDQTkhY9AN+duBv3s07kZnhVLauPv1pFyNn4rudFW3jM3FLuppxw/Usef3ApHFKRpnQiYFj/we8tMfCd9cgzUl45xM6L4KMan4VNftIwmQDXV0z/Qr33OJgjAx+YFrZsY/Gc/Ra9kD572aXMJLWjWBamHvnjQ4daMY/9nCm5j2okyISHg6CBxikD0Mh9tYeB9YBJxkMK3dRqPOkASInuC6vnzWyZ1kuF81IYZAkdRuv3uMoCNtI/dQV4H2wJ4uoBQjt1MOkRp82273/328v4H7/uX8rk1xOchqGMz6kaD9coAHhgin2Ztz/mnPZ5yJG42I8rlAbK4RH8XA9eFgOnegMaW9OYW0h5UkRPOQI1/O9Zi+VwWAqfvgP2eMvq52oA1Os6JkFg7kL2w0KgyAxEaisbMAujIc1LBkX5hY4CdN2j8PuZ//a//1T9u/PDD/G+2+9SUzelUuKvIkQuriB+qrLzBIT+RzwkK+Y8tt0koGwzjE5mcPQPos4++pZcFqYun46YgwE7GdRYj6OkfXIkPfB+OmO699x7fyoSvm3H8xKc8io+uFbOA8cKYYIP40Y/+wZvm448/7u+keYzOxoSO2M04c8yjgwOxqeT8Y6NrBTI5gUJOMbJZm3+PWb1ZybU+4s6VUrCxcEyZsY+9PlgCnQ2Oz+rA++679/L000/7Nz3Jc66AxqbtVNceg/74RO1xa/PZKZd9cHxcado3+ZF+zLoHIHPKqRCdkxfaOKbvh0UAe8dKJWlO7OMftgeBjL2Oj8O2x2NOrIkPHedcgwWMH3ECenObh36yrsIYjbJj/81uuZyAbVrtU/fROc5JF4C9vV8E8Avf8TUPeyVPbQfs58wZ8yAADb4pYxSZRVtZDIQtbcbDb+amb4dTSbK2MMyto7wGNk+UAQw0FjgW/d9+/Mnl00HuqfMkmo9q+z23AsRHatGTpLOgZ4KjE+S7dOGhE9XO8TN4Gfif+nOsTLJ0GhPdV13uyNyWyOSHJ50J1q7PJsR3tjdGI15gU7o/++ffiUb7Z1qQ1fkaAIwd8DP819k3PKooP3QGtogJH5HXIJAujvDLoOm/UyzEBGq4GM+yhIQchfNtc/4p7D8LyQNH9LoHiM96tUBMzj9jEDOp5nib4vqKBtFXNEFu+9JtLqf3pFptOfogSD93AqUfksP8aEDyBg8yHhMuKzdLL/5Hh3NMDXn50/6mH6jTD15IzRc5oO5sW6FUn886Rf9Mefva1267fO3rX/Wj9SyGXM0wNrKoRh+AiiwkoWVC85nwXJE7nvjlsTo+xXfGW33O7e7EnLkBNsaMaxYA5V5XbegH4MF/4sWvbtxEWx31je9tPvzIw/6/bDxFyVVrcxH+xHGeWGVhoU010ZgH/Advvl/Hvwzi801iap/CA6aM1QBl4kj/7ydTsdF5Q764fchVKXSEiIdbsPiGTB7Vpx+6edHPyuPEwWd8fAUCPY2fMrdsoefJ2/xHCf6dFhs2urg65Uev3ZcyzbxlwCgK5SMx+ZadMH0lu/KHMrGC+FBegH4gFvuhOk8g2y/aZAc/uNLDJ/7PIUfspw/Vx5KzJo4qkHvWItu0DWxhn3HFWlEIv9+E9SdjARIyQcpA2qIPe94o8EH+sAnia/sm47pj63puW4feV3xCNt1tOzbKW1+9Lk8fwhp24uROg8YBudd6yRC1rhMBy2W9wN88QXzt6/ZBb5MvVheWQ8u7MW3k81ZkfRw+8qd+8Gd2MRpchg6jPnObNh9ngtuYwEnhmOoCd5yJRzsk0dckxZRfAr+Z6wuheox6s44B++E6x9AMxMBL+hl458CBrxPAOJ3rhNE4/mGQOrJsuB/rTPO999/35PNtzDvunEmnFDu5mdTemD3JdGzMtjt+wMPRfmQQxcfYL1pm9FFv37TtGqAhF92miBQ5XNSb2rFRPUQJj4u0qlIEKgNfFvjmDRvlu5YBHJuO5BA6G1D98sQ3LzmTnOWRinx4hBCHD7C8+yjtyL337vuXX//6176d7B9Rvv0OMaLXXlmusSJDv3Xxg8OL4pFbezy5ABpXMHbDt6FtCFIGFo+OyPDYO1cp3YjT5+HdkE2Y+F5++WVvdtw94GlTroKBXN2SVVRTzrwkFoA2Flu+nM4Tq1wZgiyCAP7hGnj6umIYPTThN3XaWg7Yekr4wtqgV3TssQVmMYu/5D42u+Cdnxla3baguOibF1540T/6TP/yO5gPPvCgNxw40Y+u2kYXFHSQQ5r3ZhB/oHsM6IgrvVI6T14KS7+ObAbJvVvWWogOaJFqrhhjOikSBd3wJG5wOFc9ee6JQHDGt5tL2zkCQnPJx2v/QRo3rb66bfTc2rZptRla8MxV/cLPrk0wIRuhOUC74YfedhsIMySXc0Q/oyqfO5L38JXXpcp/Hla/jrf9+Z/d+oAKSNQNMoFhaIwZ3TQO2a6Renm2XBZIOJjX1uu/6Bf31fGLAQ7p6wvb+rMdDUAA3fW7xzEjELNpsYwOw2H2SyPfCY9uTxTZqm4mCg+x8BABg5Mvtt5+x+327ISa9aAdWYgqha5k5ApEg0Qvb44Mbi9+GkCHPU8CU+MufXHl+JRtw0e/TzmDEVr7pROrfYV97MCTRZgy2HJ0Vd4yV21ZdEILL+BFbNV3WycyILGpbznqOx+x4ZeO3ahc1oIisv99zUMPPnT53p/8yeVBHfERfhYmL074rBfjkDbyhV1vEHFgZVNFx5IcU49foRFjrnxCDPpERwCvSdM/jYizZ+rEgyzs62yWBYpWEanXX3SyWb3w4ouXu/39u8e9WTVv+OGc2b70i+B829+MXZ68ZJP0rXb/SHI2uwBW4Z8aOhxfYjg3CPs5MeaYXKzy+BuI/fCYMBDdLqkhZ/TRW5/hCciv6X9+MOC55551Lp544puXx/lJNW16+ATEDxfN7/xQl07HYlvn1Q/9QK4078Sbduj4gs6c/DAGaRtlwuPguUE/1PYc9UYusLXjmvyN7fhroWlHbG5BT71wVmlPfYjoWfZdtd5TP7ytN1/Rs22d/G4rzXWokc0avsF8py/omCPjPflENuunFS6IfpMZX8hNblx2Q7B1jo4BuqB08wpajq+x7XlPu/C2H/zZv9+bnYMRThKcEMFqV4dwjGMx6peOLo+Rm+iBRsAMNnQMHTnbGLPGPwC2bbkJYIBydRXTFYnB3Zfq1qHX8oEFY4lkokdHvi/GrzPQYTR449Fi+9HHH1/e0STkdkUXksoFLS79UcvVHe3U8wY9C7cnpwQ8UZG1RHRBo0bOOZpf9OZgVC2dQH2Ahxi9cUgOoB5aJnR1tA6vFwIfi4mnRxIBPzAHA7rwjUUkeuOzr8Jciq3SDRAOfa4KsphkwXbukU3Tsuk2ukVCbAL33X/f5d577tXVz1dHPnySmFuwua1UcPuyG+3Ot2jU0Q9QLwLJQxZUSw2d9upHHXWf7Yo//SXa8FHAhu1OGXuMN+KFzMMX9NuvfvVr55TNjt8zpT3xZeOsPHUv4Dqiy7oF5IaHUjiyqNsHvca03vyuuuIdn4GlQ2j/NH/7+Wo2wOgPy/S35B3e+HT64XzMmILWzcf0CMymg56cUHAVzJXtr3/9Kz91y/fqeBLTD9mIn3497aCLY/xE94SHj/Yifunv6KvtS9o4ZizAQz6hZ2zE/9CTQy+o0ZS6SslDfDGKJxzYS4ziCk3tqY98Zah8LkSvN5Hpg8q6VFnqMgFPYkp8EJ2TgdLjl9ZrcPKHbJBycuT1nH6advsCjbE7tlc+kZsTGtumP3iLZZdW25TTD0LH5PfNEzYfTDNvCCffQnMH1gMqC8UQYzcF6ayIooIXvGowDYCvsj7qBbhMUtAPErxeDZlBAdSWz1ItmnrRifrsqAsYfFeD6gZ60HmxQR00H+KPiUk976LE9kASCbP/lp8Mdja7t99+x2XOnO+4/fbwh3N4p1v15s1Di0g3t16t0BY/wL6LLJ99+5PFUnzOm/gqAzTG5py2blSwdOAB2ASB8nYSg7TVt/IBmIsKvfHnvLlpdIBptm8UPQmYFFq81/34azmKOfmZcaC3ymdBGaWG3X/Q0udceSRuqPxYgf89kOwRB1fMt2nTa3yIoh+95wSur84B7UL7p3omdTaexDMPK1gX7sQ25S2TxaA6g3bb4NxalhoxRjefr2SjYzMaP9QGG1c0/EIMizwbXnUnX7Kreq4co5+7Dm+++aY/r2PD5HM/P40mRIb89IomESQfiVUU6888pY8cIDxqS78A8BGb5N1OTKl3/CS3oYHX5eQdaE5WXKZlLHL35Nlnn/NnlnyX8pvffOJy9913hU+M6dOMh+rOhpl4t43MI88P82dOkfd8BtfFffsc/RqLFAShVT4nFOQHup02IJtjsXGZqqPLc9z080SnuUo/tH8bE77uMRbdix8+He2b26zex10OPzzRI32j03NWfmQMhBe98Kvmduse7LpuneJru4XJX95i93jfkLUAeizwhs1rzF4jbnTpjX4w8jJx5OED1rEtXm/2xLwCqjCKnrYehz5BNmhfAenMkSM64cWR5Vgkr3QSQOXrg523HMxLKjByRfh8q8uLn3jj5hWKLWW98boJzlPRGjOQPcDxm8k9/mPzBPvhQYahZUaxZAABTAz8g8eLOwOKWIXo9SYoHgtbj7XYE7/sF2RsTZ4YeOYL7wZ8mSI+Hwhgi03AD/XoKid0Ibo9MRAeg4bos+/EOdSbgJ58Ljn9EKrfGfz8jmbHRDC26P/14bT4sJffJGSxvPbfSC5tgxzHm26Mtit85dVXLn/zN3/jL2TzIE8XD5qzaMWva8hm6snqcYgv0gmv449v0LJYbj3uXy2kAHY6nwLIJGYc4GrgvFLImIcP/zmaLarhVy74IjgLPHZefJFfVfkn+1M7nTe2AejIidjPfvazy9/93f9z8T+DlS7a0dFbw8UxZrs5SchGaFV6+aTL+W2e478RHciMrsinfwIUtm+JmYU1izp87jcB46QLLmLQsffWW2974+ZfOvFVA57AZJ1pjhN7fGdMA80LiL5uDgC3vfE1Y/DMXfS46PLeCL/mzTDjNPo4sZoHaIbmE4NZC9I/sR0861NePo58/ZVN60e3y7fJ/ld10vJ1Xc3KFx7o0QlMNmh8ipxjkf210ZmWWIJAxhwysbFjspwEKhs67fCFB8TOFejiYzqSikno4TV/gt1mgombdr4XzIY/41d0WWsbc1xwyJu+9cObuAgUdHIi3cXFykULInPWNzZBJw3w8aAtxBtYPgfT6sItgKyvCjuojpfhiG/DcIztm4pNW+Tr9qjSpJt8ANVRfeeEMbotizGbE4sFE5EJRsf1KS/fUlL5SrZ45nJNoBs4dj6/rXRyha6gB42AeByT+TLx2JCYSBnUGezWoTYmZPo38XixV9saN/KRPCVF2w/KgV2GvjcqH9ySiSbUsVfA8GbC94x3bnl5c8nG4qu3Zf8z/5Yk3yv75a9+dXnv/Q+u4orByUtRslD3Qk4tunz1LaQO5jZoThKIO1et8e3mHKCcRYW2w3fbkDqBecU3Fg/b2WyQw+8HH3zgcu+99+nq7lV/zcIbknVkE6dPIpvcvf3WW5eXdSXIJtRboSfURyByHLMR92lmxqt96mv4Krvledt6oGf8JC8AbWYLi+dBxvXUJ04vksKOD57AfFUnL3z9gI3OD4LddaefxGTuZMHO+CBONgB0Yad+YwPdtHPrk68IZbMcO3XiFsgJQjcGz1fpaZmPNhhb1P3rUMLEkXHQcupHG3EOJoYcw8f4z5gxHT7J0a/bH7Uha9zzwnkDJ6/BGxuTdASb5/h69gV023HbpkeG43TiADSvMaD9kE3rsEQY7P+/AGa8ANXjl/W2dtD1+kM23Co5untVwIJVnPUp9+gBnFF1i2wmOh2VZBqHh1f+pkxUg9SvZIQnYCE7fei0M9jCN/7ouD05fCtxTNYmdTp2nWlNhyGDzyqMQFSAhTbz5liG1sIefOODFLGosqiY5QsQqE+eRBNvfNbb+ANUd9AElwPwWihVaXe/aSHzo9havHt7x60jR42ikdeKwc238ktfrxI8YY3kMFc+2SSyQBeTh3kcvVcDEsii0IXSRE+ka73zU05CPPD/wRMdv+7UlRCPrr+qxf61V1/dC3cMzCIBZiHyQuWxOrHwNnH1JAdRfORx+v1r+Iy/vRnjM/kIv7UMTP5AtR9WBIpHsdDPoSc3ALz4x8LKA1BPPvkd/y7kiy++4M+xAI/X6hVSZrPiaujTTz69PKrNge8dstDDm0VV8XIU4neuIHJHJgvszAPp8pzFF1uL/vAFc7KTPkGvY7UfnftIMuZz0pA+myurxYtf4adO7jjC8+abb/mqjqu5fF55h69yWOzpc3zwxmOkfG4aQXTVzlnOJoEXnwft9/blzXr6vvqMzgPH5I96Qc1G58fvrGPZUNwfc8ymkZMvML5mHJjvFoQ+9myg46/jKL4C1ek+0IlNTu6m3TLX8QFX8dX/FBZIYsuOlbBGRu/U/miwj9LlMWOdAusaPVM+EdofA7f957/4wXpAZYeJ/A2FdpvX57Qd5WwWMe66OqJoOgMCXh1L88CwGgZABqHb4NULnUbzHxsgZqwydOs6y+HyIFr2gbND570y7jINhuiaePBvoJvVxx99fHnn7Xd9Vv3YI4/6AZXlh/jbUUgysAHqHRT+3Us6dLXnNwlZTDk7lyJEIiSAZ3mtJpqDvPlvAP/LGWquWLLBAvbhQPxgU+BnpRAljpMPLeaTX16oZNP9pBd1bwRzxdPP6AByAXzehgpAz9Ooiln+ESP91EUyMsJDlsnt/hha+4PbqMQLj69kdHzim0/4C9nQiT+LQ/yLH9PH6NPRV3Ki1g9vQsPXKx/auDpnoU2b+MWHrys3E/8C0Ux3bFmkYneP6cS8whp7yRu2+I8OfLWCnH3jG4/5NzO76EV2bKjOWOQqiP+Fd+9996p++/KXFzHY5iyUWVC7QUFvfpx9+w9PaDlWV8rVk/4Ob2LMMXERCwgdXo6AtZo3deJ+X1fl3Irmi/Xf/Obj3uxyC/Nrizc2txyQ/HYN2faBxrg3pPiwpevn9tU4bfG0gG4OOcZObBnVhCyQWMdmhEy/CWcbXtk3xdD+ol6djbF1AE+pWYverM+yaNvjOvqChmmPPvQERaFpAT6YYH7ajhyNH5s9JcsvfnC1pG1qJ1gkRTviuKJesAopYdsHvVs5lqZu0tjVa212N2Ex0TbMSlXKN3Dx68Vf6z3utmk0SJs6bH8wOpONTqWDKWvg5rhx6ROuzjvbOc7AyCTWwsQCJ12AO8bW5018EEIFqLDAY0PN4wv6ICDPVdHHH3/iBwcAHlC5/eu32559s5rosZKB+o2OnrnEGXRzNJvt+cxZR/tlHtTR6dSzYCA31hYfR98qQwRb2gxsS69zM44vnYhjWEKdXHEmiOyyPTIs3AA0nyUKiZ+zbNoB1CCybpnyWvoDtAHty/g1qHpoNxHdHMOH4xwZT9jny9M8tccVUfPIWOLKZds45ROH4xO4jRy5HD/W+DzKlYffcpI5N9PK6n3xkSNnQnXK0WPpOW44/eG/bHBL76233/Z4e/TRxzx3miNyAD+8bG5shmwO3Lpb/ljbgCrXOeeYsummRcZ4tG+EnjjONqtf5el58yV+eBs70DgB+Djx4scBnnvul76a4wefH3jwQceVcUec8EamYEuLXrvRSZmKXz6a8gdg+2Q9lpvqgtLR7eqC2CQ2yo27mHYQK7a0chBKa9A7NmFpGWPoAaJf+derfbqQ+thaAguGt+0L0BTIiXJtoiItZTd1nIXWuE5A21pz0GyetGwYJV8Iu51S7B65aV0H1jsuGFgHAdsU3PaXP/yzv3KJ+tZ3BTQZlVQKDegMbAfiqsGU8ph+NAra5vaj3o5ynSQdqLfFZ17XN67N0vWtizS042wrBu2jk6XFeulNk988EOZFgnwLUGf4/Kdyzjrh92Z3O7/HKC7jlqe+BtT40sHlss6ufQ9eizKLErgX6B2DeXSUUtM2mrTL7XyFCQ0Z356yrujMrQ8WbOyFdn5GUNs+80evQ9l+4B+LOrD9qN698BbQwMvt2JhYLEe7ZRt3/IDXNPjpT+PZp1On3Lgky1UXD3V8XScf3L7b/oFj88yX4Pz88ro9DPHxqOtYX/S2/CHp6yRGcOYASL/YUgjOU+hRVbpgdLfP6B9+fPyF5593XE888cTl61/7uvsIPsYkXx7nVut5aw/56ju0G2IPzNiH5yY0BtqDYQvCT/zxE6JzqbmEzsQHzqKzZPZcg2gL4uOkiS/285njL/wPed+7PPGtb80tzDsd04pHsPMZa7ytegmGfcLWGP5lsGMvtF86NuHZMLENjeKK13WVGT9Uxl+g7YXr2tZD4WzDl+hPe/xKnnoyaVDxzEt4t1/JJ616cQI7J80Qm9dbAfq02Ydr3wxDM65GFSh/kdo/BHYyPhl5mXTQhFhtPjje9hc//E/e7G66aKe3Z1NnQO+2k8dlN7oaaHX4bonrijDylIYfrKMbr+u3gG3GMEcSgSEngA4co5YceV8JeYJy1bLb/FKlMlLhCcmCxm0lJiPw6GNc2eXHh7P4Rq5lL+xTJp7zs5OrjQ6+xie93RTcLqzeTLDhG70tb4hd+MwLiif1bCZt2zT8aB3e8GXzySaYDYhNKTZLqxw0W69PxsPno6180LuBVh95OOPcumu3myD82zYs4fvM/4LpLS2cxM5VATKcCKU3r6E2wFFiXwHGDkDfA+2jQBZQy40E7JXhEHWyq8qWra7quVH2m/QOP7fvoPJ/7t55553LAw884K8i0BfoJdYf/+M/+lYn/wCWf86KOo97+4LGrf8EN8+RBS5jPIif1hGWzwX8W6hX7ZVWaDntqSdvpX3mecUTpL/61a98ZeqrOsWa/kuOUWOfhPVRFZXxfZ9sAC3D1znuk+b/Ixw8E8etUpMX2ZjQDNdxH7kT33hgXfgWvtF/A/V2C6244veRmPdn4zfzMAcBhVURRAeQcUl+2SQ2YCv+pZz6CZIfkjlvab8Ge4BN/uy7KW77o8HivCJpdXmLTsVOGV8YM14XKddgjAbscANw+dYAlhyDaMr54HMSPQPrlEXXTbzK7ACunP6ccMUOC7zHy8I+UhRFfnhC6I/F0Q8ksOjRuWgTnaOTgj/UdczVwuGnIYO69frIZlOfmw8YrWeS3Y2udoyWZiLm8xmfhY3++tcNrB/w2wZ8A5Q9kYfmzZNNQxsAysqPLfRhf28OOaZMdLwA7A+6bdf1pvZwNRb4uxmGb9OjC5u5ajtpuY2djTxxohd/5/NF6SC2E2sbNfUpm20fUMiGyYnI//jv//3y13/91/6XMFz5JA95ocDaoI2vSWFOEnLiEXpQ7z7sXLdM34EAtvcJAxjZJaKqx6HzpXxEqfWcccbX0F1W5YEHH7h85ztPKjZ+Gu15P6jCmOB7dTyl+ewzz/iBDm4D8jko0Bx5E/OiOL6M3uoGstHBE4SeHLgxmRh9RaD+ApB2/PAoj87ldT7h9+9nCgPRxWd1L6q/+PyYOyZsdDx9iTwQn120sfqAfPXjD59Dt1/a942rv5NZn4HGU8T39qEtDG/bRYjOmZdgeNRG++KDNXxu1hu8sU/j8AjQ1/4HdksAftYIZImLza3/CR+M3uN3SMWHFtxo3oLxvf1WGuB4p69A0+1I5keuFEPnlbtoQSCbr4tqbX3jaoR9EEoRgMWxOGehyhszNNfeX9QWq0D0t33xieY+Ul4ygg5okH5NAH6f8k2QqildA/QV4B8FlpjyANUDNU4VgLiK6HfjCTf8dLVKEh8duiakjlxV7Ke58jkInegFuLmwtICCkbe9UGwb+MVBb44/5TMXDAwvdoNsUOvWE4u/FkEPOvlgWXVWOj7+x78uKCB8+nMHjx3bir32I3UecPAi48mhSWKZoGUOOcOQVj8eTZl4TLSeUaYRc7EZe0u/6nEFvq0opEy+PQHVbpvXmLYZxMMS30DldvqVJwzZTPjV/+d1tcMtQHyC1znER/GnnMXNNGNpyW3awOiGJz4kB2tCj4+VLwLwW1BALliIOLbPzrhPTFyJjZ/I4uey+Bzr1dde9Q9fk/t/+qcPLi+9+JKOH3pz4MoOW5EP2BdeR3z1DThYDW1LzDlJqZ8nBk6fQ9mqRVjKa3+qamMD7kLN55L82PM7b799ue/ee/3LRHy/DPatH0zuJy1z4P3QbyL1WbjpQ/VdaOED6E/mIoDO2nAfDRJn6QGER8GAZcyTPjUu/uoNzT7OeMNRy96SS0q3Qta96Cme/UGd+Na6gIwVZRx3LCcPejfv2ZZ8XYFtZBPNE9wT2+Hg8mf869iO7E1UO30+cyD10PxPBX6XH9H2D4n7mM2bh/dygtTNPOMmc2jnxCd149Pa/HX0bcx0/h9GDQvS4z5O/frY8gmmT9ngyqZU362APh/o+vVyi21xTPsJJq1G6nM0CbnB6fB0MFcFYAZ9FjPoxIuOAeQ4yg0Wqo8/+sif2SHHGWg+T4heGOFuwn0czFsO1ji8AO/ttBBEmQ4cSmx4IAvtk16123bKwqtYdERtMAPCFcGyZ11TFHzuwD/s0RLRysf+CbTgfbhjqzKmuB6cqiFqrnUV4I0PQziANp/Rqo3/Cffaa6+bl8+4+J1I4KYccSKwbKKbomlF5WLGTekZP0eO4EtpxQO0HN7+6DH93AlanhMFttt+y38VoO/f/M2bl1dfedUPoXzjG99wG7Hynw34EWwe0OGkqX5xvPbfVL/brADyFHcMwrLvcbn95WWoEkOlA+GNnmX6ADYTrkRZkPjKxM9//rPLR5pbxPGNxx/3LxOtuXWMY/wouirYsaW8F3ARJKSS+wBadUSGOnElpsSJw/AEGrv9GASu6lE6vLcCfdAx0DtHqiw5gCLyo96xFXmnrSdXENOWFxtSbde/xWHyHksLIdMy/KF3XAbp+2wu+fHyxIsQEnobnRnX8YNNpvIBjtOu+Zn/frFPhF2XjDcwcOoed8MT+mxsHEe/T6iZ8wJomMI1W3R72v6ozQ7IUcjfFS3Hlk8wZdHFE+Gph8LfrYC+tDtZyZNZlx9uvQYo9mVaYkpvZucYOhA14uwCQJkXE4SqBiWA6SU18iSPCckP1DJ4b252sKkb7Hv8R4uAOgehO2zafftXHWleWfPZpDtvJuOhl/ZoiZ7qnKbxNe+S9tE6fGTBrS5oHLOAUC1fobxALAYqf/Ljevxv2cVVSRu+5tgm04a5R/zyuw6LtCB2vVCoTPs1Jq8sJlwV8IVsvqOWJzPzK/mG8R2Zgn0Teay7b89YeUFHdNOPmyPmSZvLyJsSiC3eMq5ZHALlOZwRoIcTGk9qvahze9VfQ3j+eet77LFvXO677z7h/RqHj3ij42GpXI0F7Cd9qTJ2g7Q44gPg0Wu7PH5mkYHu2A6IzrHhtuv2eL6t3JRnnLOQcuXNjz3zXx64Ov3u009f7ldM9CH9gB/VnfINz49xzBsv2PaJReQZN+jjJBUgri6G8HXBDmGQw9BiI7Z2PVioOHBdzlzvVZ9FbvBCD+71AdTbLTxOx5TBrilnzCeKWW3ZRLjS8defuqEsuX2btLmhbJpkac+6wNjGhQTBGC0/ukHiJC/k28FOjrI57Y3ZoDL1E6GljaJ8VDE2A+Iam1tP2yi4LJul3fbDP/+PeRrzBBhmofPLTiK9672q8NHtCgInKcTK/DPXtHFg8fWrMvxNedGGOc2tFzKAHT3vqlhuXreCqJCH5yZYvvTJV9g3LYlfzebn/zZxZbc3u0e82cWOmW6A6KPz1E0JbN4cy7TnystF55jFi6Y1cQ+nIsfkzSAxUjOvBgO8otz0wfG7KP1zKyce0QbfbHhCE0bPCSGHNmqnjh9dRNLOgQzVZmjh3SB6/gbKF1+8yUnBat+MAmzSHD5uS/PLI1zx5MlEmLPRnAAVWm+PK2HhEUZ98ph40rbK+B7WK1cYF+m3LNSnPG5YTkfKdos2lNAyR6LMPNOk1uLA1RsxsFD/5je/Eb5xuefeey6PPPyQf0pqfyncCq0fO9ZPyX6gO7kMpG6eomlBn4jhm+h7rtv7sC9+ytO3ppWrGN7VLj+y8HKL6Xf+rPGZX/zCixcPpTz22KPa6PpEKdL4nvwVowul/KmumNa6JeziW4x8ZDgRIRemC6fBtNKDWfRj0wZj9wAv9CNXrs/sl3tO8ml3Lpfe0Gsv0Dq+hmbZOfF11Ff88cogc6tdL+tX+bTTjQ5x+yK90KJz607M2fSQB6CbSZCThXnuYZKRuTN+C01VW+6c9URkeNVu3fJB1NwzhBceJKWCzAVo87tP9LDt9UiQW6bB3e8W4S8wZdr9L36o2kf+WWjahREupAzVBwiUKMwReRxUnT+1o3MJLLbdbm2LfgK2wzPMCy13JNnyJwrwI8VJWfM20AQVh3rwHu3zQh+dAbDwfPwxtzHfcRL5Ai8/QhwdUrBUbt3133jSXIRPcU2HVcqgNk+kGUggUs6D+LOgCr3I5QwqObLwUQbQXIR1L8ThW4yC2LJf1OBzjTdo0WuWQx8QzsDSO0eKJ6SpbWm/wbL9mH7voltMG2juOYbORAM/+eRTX43Dtze+LCZKX7iHZnsJzEB+uuivCd2Y/X4NaQdGH/NKspRqwzZVLgflTPbxRei6Uoo+bNPH5pPwh3wN4YUXLu+/996F79txS/PrfNVCbfD7hc8sVuNv6VJhHfFlYlExNZX151jFHz/rC2MzL3R6/LH4IChaFtaO0yNPHKwnNjvC4WXx/ejDD9dV3YMPPXh56smnFM89/oqFT8LsWOziF2Ub9V9seVPA5vjw+9/jTzZTbPBZTxb2ix9QyYMd9RGVcRK1ZxyZe9gwl4+JL5hN4bhKoiy0NuXHvowun/wPRp3f3VY4dUPWe8ZcGuMPOaBqkmiU+AuTECMqEQc+2X5yDb/7y/zw7jE5h0WPD1a6yvR38ZSjjVxgm7j9kJf6rhtdgRK8zUmaxg9ew6smQyXR6fHWNWa189JRbxatLZdTBNB72w/+07+/urJrUHEk3BxTzkTqYCiWP5BjqtBdFUheZRLCyy7yV+eAgxdy7Z54Jlp/XwzSZb9mEoh76QA4mLYS2Hb5hhwqcF5/SNBGNZf4v7t8+CGb3bum98vL13mo/NZ1tpdGO8540xIuv1Nwvpxn08RK7IPrvn91CYgpnALR7Htqo1dHIfryVFoWAKC5MR80VStbcI54qSFyET5laWjd/AfeClsu+r4YaI+KW3WShzE97Rzp+8/cTz/60Y8uv/zlc/5tRR5pX/kSH5voHlNbZwFOMtfxbojglNfbglG/gHFWfk9c7Kgc3fIfOrRBGj0u1ZiFlB+1ps+ZA7f5w3p+Eo2HVPjaC//jjcfzAeuVA+tWEfoKqjd201X0xsQ81gvO+LbneljdYvk1HpHxAhdgAfPCj13rG5BYY3LZtPQXT10SxzPPPus59Cff+543bm45s1BmcY8tbyQc0Y2wgPfF4wWd3/bM1WLp5def/aCcjS6Iv/upUEIMr94db+uB1tHLcfvTMljw1ZMQWDkYaLH69EdNyBigLBjaIRYSR3xAzn4IafGf3iyQOW6f3G7NSzcygPvbvgUh1ydr05F8Uc66g4LkEUA2ucBGjtiDxyfUKp3YHFkeXRABzB96DWr33KFxyAf7FawYPgdo+zKCK9iBOLsdOhEa99j5ULkfLLvOEzTzFE3oaWfw5bIYfZH3hFiXzweuMHaw9b9YOLmvAB41ZOBl4jHYqLtZSrKwZXHzGat1Tw4GW6cKMMk+/e2n+eIuk1n6rFO2YDlRDZnsOl4NxgP1Nn4Ofw6TJ8mC6JLC6u2GmMEWQKaLjOXs19ihvUi9euFX//DZD30UuZFZspLSX/us0DaO0VyIT81zoZPgD8GyWd+hHXjqzpOkWfxXzGrDTiWcHt6EfbKVHxX+5S9/6YUVGb6iYL0S6dl441xjQbB9OzYC2iRXus3eBDOnuArmJ/86klfVuxg2T5538NEuf1YdPx2j+l+bQH/QmLH4wQcf+EqPOGCEP3NM/YwOof1E2nFpQdG77WmOkNP19Jvzm/mJjt9++ltfFTPHO5/YfKmzUX2i+cBTlPjG5ox29NqueL3hqrzSYTf2vMNv/psDx4cfefhyl05EaGAt+eRTzbdPPpEPn6Z/Jq6uOVf6pYuFWG/OFT5wdcEG2r7EAYq+E+KTo8kTehTbWi+cZ9iRuzEWOE6Zkm2tl0C8vcPh/hsM/4bEn5Ns7G0/oheb9XOtVzrm6W3FxGeybAJ2DT8yrhgvgOUlg7z1QXMLvHq/dicgYmIMDxLomSJK08cTH7rOGK8eOFH/0If+GUHVi22nvJ0Yh/yX2Ouvy7YZPzquzE+bc5PI/k/gVEQhgoOU9WoH8W5U/QqV3E5Kdn4GIIsQx2x47UACzGBKoJIRf66SNmbST7tlYmfB59iuX5ETuj16Fs6CkSO08emKL76is/GfSUS3J7l5kMWOW8Ym+uPPrSAqzMZU6UqrF5pk+fHJKF34AosncTq7/ib2ecFb3QOlGeHnOG2OixjrgGDzuwrBOUlepn9k031SfeW3rohVXyF9ET5YjRYKIOcrFt/b53MAEcwc/bfGtPshC4T0d9xYL/YTW+L7zD+Zxa1m6PwjVJ7QZHzSDA9SyO8F54zv8AOdTK5OMNG8AM/Y8fiB15aiuz5YPqXhn8W6/V155yqYvp6yeDjZ4rt1+E6+/MVx6cvnd2/6aq/jxjLoZPPSRoZuA/7gunUrZiELEsiGx3f2+BFpNpnc6mM+cyIrHfB3LAhlxCotKx589ILMYqimzJFggPzFPnERB77zHcG7777n8sT8B3Jux3qT0itjbhZw3tCr+jkGzaNj840NxlRuo+Vkxy6YN/2c8ZP8opmTn24+AGlio0j/cZxxin7Xg+YRh/3BT/sxClzA5bwopQnZ1Tx1KsSTWAHTyiTAUjawbGK27NQizxphNh+Mkm0eumEELBQwLeh+MrplQezm1iT64m/aiMvjWZj4o20zNHKKyb+xdI4qtC9NFMSGI1w4jKFPX7g/PKaCHNJvW666bvvhD/7jX+XhhxEc1Js5V32cWAkBjvahhFfQSdoBg8haxEFe8DT4wQxAIZOKBI4ty6goba6jCxoTem+q0Yk8vLWFROTTThtlnE4ZW+0o+IeXxgWxSyzo5fOfd997z53P7/aZbrtzhjt5sA0O6HOViTkxipaY5bvihWekJJ/Bi552rMujV6wG8rF9DbF+mN+U2EcIf9XgPCCd3ybdgzhskbf2+uA27LQtOnty5LrfkQqcfC5zHN8A4l95H6HyGuVj6GeMqhGDgBo0NmTA41j+iNM+ZKEcGSm6/Y7bL9947Bv+IWVu+XkBwP+wXMHyAdTLm759bR9xNj4neFwZzRVRffRx5N2/yhvgfheiy7kwlQizMOHn6iPJpi9HRjYAvpdJLIw7dLNZoIG4+K8PyKLDvuOHHLb+iVfE5UPmTXyz/cnfks2fIf6En37pQ02hRwe6gc69HE2S/owVeNkc33j99ctPfvITX5nyP/v44Wp+5o3+9SbF5z2SyaaVKzRkQVRS5+gNQmXXaVe/2F5ptj/zoXUhcfaYPs2VA363LwDqlDO+RF/c0WcNDVLgovlnDquKL+GvXuHIUK8trwnYU9n5W/0TXt7xt+umfadPoa+xHhu103HefBBH4gsfZfsq2HHoaLWVCU/kQkM+YcgP2UYUn8jh58lY6+iPZ0L0uKz3pTeIXMZB/HX9xhEUq46R8WeFxOeYTx61/fkP/sPn/hC0QX7BWHDySbCOYJ2yPH9V7iSmg3tmFfkJFnOJ2Z1VfW6jGeE0GqxPL5oLXQC6qYLxDRSD7SfIQPVv/sr41g1nxRMbvC4L4fcApDzAZPJXD9591x3x8EMPKcb8F2gAk9LuhaSLCehy69KRYxZRnxVbWiAFzat9LO+JjjP20l47XVxnwqp960hsxPW70amqwbbs83F7UHLFbByJp2fEXmSmHeBguSi0nVNXdFzrzaQ99WeytD125NfYPuX2VUt+LcR506E8vnoSH0EyDnksn89X/UVlJzt8Lo0MgEz97EKSuJPX+JzYtg3ilb9qzyZyzVN5xpn1Ot+yi67RqYbkzdr6hl+QNflZ/CHHeX+Xjn/kyVVd/8Hp/fc/4FiBRJM5nHk4c1VAG2MC3/DHPCzmNOMPDKNANcu5KSRDNAVaRu4cm7GXMu+N/ZOPP/bvX3Jr+aGHHvYTmHwZ/vxheBYuAH5it3OSZ0zEm+irLdoA+6q5jw6LmDp6FGPLftXxltGnQzen6KedPMITPmi1vexL0mNH8fvkxnxpyxoYY7ZAuyH6bG7AEiO39IshPs1Y5CRLOvCHPDH2csswctANqVqWnBADvnhtGBaOiSuoWsp6wd+T4S2XdZW2yhMacyX08K0fx7CuMEY/xeHFpymnPkfZXGNh9HRMuF/HRlAyo3PRxNNydF8ut/3gz7TZ2VP7cAUnMwxmafKFURJ0+wQLYzpod3IXj/k+Qnh4jT4QC57Q1gHqj2Qr6NAh6c1YudjYT/3Eh/oBIJMzm0wYc9Es7CJr38yb2E5gIXL7yLJA/NOHH+bKTrT7H3jANhiElWUBOzdQ62AiCLHCY+JsFl0U43vAi59lPvPto9wS3j8LBNofUIDe6iGWXuka0Gt9qSKH/tUfgprGXzD6w+uTCo7iz0kBelXXO/TlC3V4qB+6s1mF10LuNzfNkTdo9Sl5MvtJGyHy5DGlY+IFGYud0MHK4l995uk+fmMSfXwexMLnL1/TKv4TYzebJGOvfYW7TC5s+iTFtjMBAcuJhlJ8AtI3e7Pr2aeUrr6O/9FDHI4xqembP2Plp8/Y3Pix6/zg9dc9Pp5//tf+bO2hhx683OMHcOSL+yK+dB6iCrccI307MWX87bjNFZL+Zq5LR3zLQhKZoIs6RlbgmBJHr4bggcaYfunFFy8///nP3fYnf/Inl0f89Z2vpA8l7sVK5ajjbokNTL5yZekrC4HzZylsYJMjY8TuX43HgKnW4ZraEnf6j+ZuDNAqu+LREVnoaRschet9GVBRcj35hmqNFonP3UBA54DjspV1OJpj03Zpu6HXoLIP4oXu8sRTfaUDDkH19G1slX/7sHHrEUbF8oGx3Y3G+4GOVm8ebBz+UodfR1WMpbtuqaFT0tG5WT6FxjFs8A3/ajPF9Nt+6Cs7t7uh0KAbrDteAjgOAkuZ5ZJYMJ0RHswAe2BUjpZtDzCNRNhO+Ck7aaaNDIyqRJ147OMkQLxhiQxAeZ9lpE7BR8l7IdbRnSs9I+Z2ED/gcVl0Fk8el+b3F/n3/I88/Mha7HoWxKTpRmA9ejFJPZkE0aONTIsutNphs8jEE68wG9BvLVMgNwuQ04LWs2n9SV46pAdg8EW3qysGNmwWyX3VGLuxnVw4FeM79FwFoDeDTgf7QrqI2f6jU7yNJ5EKVUYEsOiUwxNwDCzOgrZHnjpe2KT5vKnLFvLrP6zTxzMO8KvxoIuvhnzt61/ThvDx5Wc//9nlZz/7mfvK/xeOsS092ZhHTjbQY73e7LKxo4tYN0z/CusXkN8olS/WHTp6WXjRycmOQXptc05QGGfmU5NzGha3vf7a65f/8T/+h//P21133Rnf0XXbVy5vv/vO5fXfvHG54847Lw8+9JDoX1l9e+ak+fS7bc8mPoAv9L3HjV7U4XOMtMOkQsZE5IOJg/zA68IB2O7G/s47717+8Sf/eHnt9dcv33z8cX9Wl/9qkK8a2Afsye/oRR05Tx/4s0nFZa20q+ycUYYal11vDqLH3pvHsQwNf8k16DinHi74xaPjucnrb+kbbRCWHuLwwj+5tyxHBIcdSFtspo48dsDtS07macuYRL/9sIzGm8ZT/5WZ7YovhmoD2qDlo886aFc9cqJxND05QH/5FsJHA6BYStfbkReke6xsa2nL2j5lYX3M+AttaxNEgXNdsFmOfqeODy5uEE1xk9TtOMdlcBIK3BQ23yRrKAly8TGQMsk9iT3ZWQgySA3+sORAqbIvdFTJo54BV/UZwGwkWZD8wg94R46Fh8KKw51PY9p+/3sWei3e8kcsPqtk0fzK13jSKY88/w6fzZGzeJ4+4wN83y5AEbZB6cY/+29bmaSQyBEDMDzYJo5MQgh8EO8P43FicukFiE3ut5/qyEbHFcaXLl+VbxyjqXqUX3KhhQdfcum//7mon7KTLlQzAZhEaJCw7YDoykMGxMYVJE9RsWklx8lA8sSk+LJ8oO/ct/KPzdhXnv/M7UT6xJFaxv/gUUdsII//vlLSy7f3JMMGyhf1P7M94ch9+QYSN8hGwjT0AxRCNRmdC8UKfqb8QstZvTYpyaniPn//vXcvzz37zOVnP/3J5a03f2M/zjgdA7ZQoHL1RYU4tDGhF54sCjTh8+SY/MBMmqwHNaoLmcLo8katI2h96g/6qzHkqgwbjKEv+eSKTY6fCXvogQcv9959j3jSfu8991y+/a1v+bbWL3WF9/Y772BdxpnHytWXNG6+9FUdMy4ZgyrA0cP4KhDh99walg9uLBK3/GEuB+UjOVMbKnwUerOmLN7+riE5c5to/FLK8y88r437tcv99913efSxx/I5HUnSH3M1/1k9m57HtGi0oZc6/60chA52zpnJzqiEOmHGfH//9jgpEm2jaGoH4YMHO8iyifj3arGjeg3IldgTxg4y+IBdyQrTOic+rev4FfHif/wZv4XXPrG25hjb+JhYoeETV/Xg13SS8FXm/Gx22Gac5YQLzI+jY9v9pH4AiUMktRGDCm4Xlf5SK3T8qz9FePG4MKJB4hi/8SMUHwzoNXkI9mWq9Y9x4hMUWkxPu9s09jw3iKOvUWq/ZPeLwC1hCvMZ1E0w3/BwjKHghOH31G8FZAwj83l8oU9l2Dd8Hn9lXFiJCkLPhESUAxtDFuc8QebvobDoqFHRDR8TdnSwGOnIZuCrLJJt+iRdNqxYaDn4h958Wa1k4PEJwkwaNw1PBkbAC6oXXyDtdGJ0pQyd9m6evNCPby5j1LIcIpcK/Im3crxo0WFiZcFNnPCg12OCidPJBHYc1C4xGrCrNr3cB+4H0CaWTvshmR1DZIEumshHyGQDYbBhsjDhQ3TfivXf5amzoHHbGVl+Xf/1N173lQLjwidj4mufYAgZFnf63n1ufzMm8K3xGSRreRVz5hwdzgfzi37XX7hjw2fUsyg5v3ME8lluuPGBXHGb8qnvPuUnMbGFHyx4Tz75lD/3ykMf/+hf98FQxGesWZPAcpHNOIsN+sOxDmL/JtCnyHvDc95mjMgA49LjZMYKV9PuI/qKuMTz+htv+HM6LD713e9evuHNbr48jl+aPwvwWehFVzq76Ae3LbeBPtHjqpnN6SbuNl8FmSc00J9/gto48h2/o43N1Rtw1kTH25zaP/o6fqasyvC5j/FNeuy36tBK9ybmDaU0jtFrHH3WrTnVqy+QfHVd6ThHpu1g7G5/eiwC9oejsPYZ0x4DszZutMgNiP4vBPw/YoC/OQiaMryDnwufa9yADt6+UFTgf96aYHEmiT1xw7UXlrjiVXLVaW5hoRMr9OgcvdPmRjh9OHROvYsj/O005MOjo2OejuONJsiqtANPqCzcDI4sHOFjsnsh07H1LmbI+apML/ujOi8Wvfw25nueCDz0wKCMTtlAD4sAcfCSLIuW7aotZ9hYC6CXGCHiH4uObQ3SxqClbH69+m7dlold3lwa/diBE9GRMH8Xz6179/1eWERDydAZsBtUHhu0s6BQZXLAhqx9wj/Fg08e6KMC3pxkzCKBjaEjA1ienNKmRnygyRNc9fjJFez2vVjoE72Q7ItkiY0N4r777/cttDtuvyN9JUSWdodnYzmSr2480U9s1Igs/jlfkzufVTd/YuToEx1QZdP3G0ot5zxIrrlvLLRx2/LRRx71b2H6/7sx3+yirvy/8mUtTr+9vP7qq/5/d/Bw5cQGwOLeW6rguK1caEHT2Ge81V5OLnrFms0eNNi3jEcvwkIvvuadYxhhFV82C/wkf/xHg5/89KeXt99+2z9g/U2+anDXXfnc1LqZQxnLKDKtqBdxOpdHmytY1BG/HC/5n83MMQ9/fMm4dgwjE4yfoPsNHL22g/10+JLLEX1bJ/ozHjdf6dY/cquNfokl1WvrBgytfUF/dSw6JukB8K9YG0CO22brq03IMfTyl8PNV9D2QPz4YnCvLf2RBUMHRL3SSX0KN2xtMP1o2roBaf4ctzQ+w1DmE78I3O5BPzgDZHd6BlY6omcudGzLkcNbzBQ/+2zOpDnLdody1iK2m47btSx8fjt5ohbN9pOUegCUQbT4uAed+cTDhDT6NlUGDNDJTr2yqkRWcTgXbsNwyrlVojq2iQm9DFRwvaIzdmIrvo4tLyAby1t02PBfITaywXClso/oDY/LEvakPHJBu3OnevsPgicYaB0OyXp9G5JbgCyQozt9VxsHigff9Cbe+O2QjeQwOS1UDr2VAcgtdN8e07EbXfvlxOYJHfhD/kEe9MAWnxfdow3E7aK7n4kfuXGuccAfCjiv4eP2K59/9kooYwH7LELi0DjwVcdsOrQZdljiEmBr4m38bEbcOqfMxsDncd4guA2mKxCuOPiP5ffwHw++9e3LU08+6Vuev3ruucuHH/2TbMUXm8KvwY7b+KWNQfhlnTg0d/ZRfMTU3HhTFI1x4asdYa+iEtOMyUThd8Yet2w/mP9T95s3fuMfen7yO9/x7Vc2OuuYI5+Bg9E3C7xOijyu5oTjSNstQB7Fsnx2BbrHieICvS4RY9antE2/gbOOAWfstb10iYf+dJ96vsh/H6/nj13Qm/NuWY7B0ED0+s1H+nvNIduf8qJlzK41ixwJfcU+PACxkNf8zmjy2vjwBf/ImW0bsN8cCWe8FiPzxwEe2Bfmvuf/+DWmbDfFDcuPPx4+V8/nwG1/8efX//XghOv6JOEMnON0auUzWNj8lCg6lkk1NCbeLgeRPetf/tKWo86xkZz+xFZkSKtvJ00Hy8rwqi5a29KcTcxnVDquDtCfr+JKgyDIptuNb850Nbj4Iej333/fg5v/u8WAagyRi17kvJALXPaR2zqczTKZ4p/1joydgVN/8WQ2kRn05p2YUu4im5gY/OaFqDdoyy/RveliR/rtM35ha2Qax/LL/CMjhAde39IdPaaLBlAF4MwJS2QMFk6ttwVb76RGA0fGS04aiEuoF/po84ZsP9NnQP12noXm0zFnzxdfUfxUVxbP/OKZy+1fv/3yxLe+5f5jIf6nDz7wYtB+tM7RC+ySQBV48Nv59BWqbA2XoxkfIGVhymJHPCzsboPNrPJVRzY2dHUOfaRNmf/YzX8fxzc2OX9epQ2OTQo5XplDX7p8TbSvSTdXdq+9/pqvXh/XFVR/CxS9KqQL5A+AnSzQQpXNA8DKC7nJh301z+TH7ajUsXMbFE8BWv5Lw68vzz37rP8R6/eefno+q/v6bLKKRbyRJa6UrXfmeNYE+lGNcr3rAz4vvyvTMaE+CUCnynigNlRVsiZtfwP0Je3YRsBWbc8+UF9IHfnms/0hH9Bt/W6y/fIB1JdP40PsRveG2io9bajLOuDaxLJzV9h84XHeyLl93/q2THy0riPeE+p7eMMPMNN5YTSbHGuCYsQ3SqJ3neva4o/GATHYytizf7x8jGxsotEmFljnrB/11e/QKatyy7/4AW7WA0kSNI6AN5tBNUR7Zaej4S12EFzjNY/1E9zos64DY2Rg2inc5AtKp8+ypG90x8fKCZSJJrAboEGH5cfUe2VCB63NTpOV25idtMTQjqxeNFCmapIIS68cCFcWw5482OfhsT4W1Fmg4rOOajfH8JFvg9qQRc8wOLb4xsA4fBvZDBYmOfkPLTwZqNhwDB7AxJdB5X5rG/xDq3wmXmKxrfJAo+9VTrxakMdOALsjp5pRZfLKJktfkHPHOG32ZWSwbXsCHorg4Y6///u/928wstH9m3/zb7x5vPmb31x+/OMfX95+663Lvffd58f2LWfRya8TOuN9bKwYeVu2jxiFtDkvxMJLbUEWkWx8a1zCp9g4AaDOCQsPcfxIvr366qu+GgJ7dm59esV89H5Ffdzfx3xNMvwmKFeu3NKkD+KRTNGHyl/HKLKObfoJYDxQsq3Rn7mUjSQI5/gAkgPa+xIDTxvzdQm+U8dm/m1d0fE7nnfdye1LnVyIv/l0LhgTp03q8Mz4xWboW+aE2o1X4UUGUEirfEL1Ae4vdx/MI7+0mTQ646tpVuredh2wzuGr36WHf0Pr27ar1r95t40trgJ/q/5FELn2eaG+bEwO0Fdaob4toN2FkyhARiT4fVXvz/5FgHkUZFOaNYeC0PZGI3XTB6BuH+dkDRm36V275ToZt3H/BSyT4r9os8troM5AADFumcib3/UM3OtNrfXyBDW1hCNPdeCaZzeIsugZ+Lte2jprnUklsuV6FQdal2QXD74xSJlgM8HPhYDF4uNPPr68P1cDD7HZicfeiccdLXSGxkay1ZyFxhmpj8u/3HLwZyyg6r5FIr4oj37AnY0etdHuiYU+XmIxDbmBW+piqhxHy065CxCKiBs/ajt0KRgbvhISPcMhseS3++In/sAHIj8ZMNh/Jpj1UobbLf2zfWLltRaOoTvntDOZBmh3/jWh2DD4dZH/+T//5+Uf/uFHlxdfetFXRv/u3/1b/2IHfr7/wfuXX//yV+b7ujaKhx580H1qn4TjULpO5WXJvgcTn8rjGzw+o8VvVeDh6w3uI8vyF1mgm845Zvg8mB+v5qruW7oCffp73/PvYWKrUHm75kdPf2/dfP/u448/8W9OMk4ffuQR07zQwcbLvlGZY7Ss/Dou/OUIjRhnLLpOv5kvvMaJCRrjlvy/8Zs3/Q9ZeUKUTY7/aHDfvff5oRTQJ4kS8Ph3f8auA5nytln9B44TiSGgqqD8Jl21A7QVTn1DsVxqm69w8q48LrbOBejwhhboGnmtkzq8ldvAyV37ap+cJJbxUf1wQ92C6IwfwX0XojoYt3Ev+lxS4fSzOlTy0fRpG5EFux4b2KQcCrr0duj3sDUpOi0zcRaiJziEYI2pTG7IlXPkcS7+aSvjH73ZZaHRYJyBJ8IVn3k5oth1S1kWSPPwXQH14sDEVLiycaVz08GbmyeIMufF7fjNxE3ZPIcMi7rpXpgU52x02YjCD9CB3JrhZ45YPB/VYsIC6XZ02WogkzUbFzqMw9crweg+Fg8GoMv4N+16tbM7AcQR/ScfZWhT9iBBCL0cpn1IKu+4/CQpA0Ww40a32qXH/ONbgTyhqYN6jQ8BurpY2Y41oGqykxAM9au+APBT82amv60rR8e2FoPopK11Pkd75ZWXL//w42x0yP/rf/2vfVV3x513JD5Z8KL8xhuWf+yxx/ydL9ywP/YgPmMrn1XqbFUImMc5il94sSar6vXZc0flUad2v1tnb1HTBD90Pjf+8MMP/bNgfOn6gQce9FiDyTYHE7VACn+nqyi+WM5Gw1XTu++9e3lVmzi+8dugXPX5trIh8s3nuJs6/lIZdAyDYkiso6U89mfGCm084frW22/71iVXpvzK0NNPP6047l+3L+GE1/lRX6RG9Pvd7dVvSoByYzed/pmaX+LvegAk37i6aYW2WdZyyUmAsZRjITr2PHRfm+6DAVquXFJv2+fZr76pLGROBVnEg5lnW89NXSeI27KF+Hrjil6xuq14xIS9DdUVX7fVk+cAM+3xCb/zYZ3CaeBAm/XZZnzjVR7koPeOVPxABhuI5aOZfiySvCM/CmAT/h83OyOD0QMngzx0No7P4QWj/wrzyylZGEGlWQe3uG7ayLs64E1nBl908yrL0AYbX5MxTIvX/BzFGyAeUHX7p5ra8NITULb5fox9cOzYyEMDPI35/nvv+/Fq/4sfLURe+McHTFhGefPnCpwVdwMBxUBeDcNvgC50CPgkdFEExrk7kwGhQcNZEX7eZv+iABoIwGfdoJrR603X8c7mBSPGps53gHJlFz/iyx5gBdeQGSVuH36AY2McinndPkf7TZPN55an/bUEyMHMqVEeqH4LCClyckK2NDWk75/9YAT/I+35X/368slHusJ56OHL//X/+b8ujz36mDcOuOkPP5l5332Xbz7xxOpL9MfXbXPBtHmMDMJFPPXLY4e+Id/wW4xj+jY55djFizfGTMp8V+/ue+62P/xvN/77OLcp0y9IKF8TL3VFLBTV8l++3DkPsXA78+033/SPKz/44CO+mpV2G+OBsGxssxEjj1MC+zDxtM1EICxXYB7J4g+LEl994H/UvaSTjLvvvuvy5FNP+qr5Tp1k8BNn5Ix40Vj9zs7QTrC52qwPAsu2JHp8wI2OV7yxW7ynn4bP65eg9cgog+gAIrTavfZZBl43DejERIusH04SX3IWPiDqkKccemiS5JiG+MlLhfRhxhF1b3J6mcYAse6RcVso691yKDKHad0oV27EAyRPA1Nm3cjDLvBrA5EctyQ5ieP7sOjEejcfTHAkB950hna1OfE3PngTlXk8h4fRC/aBN8txAsh3btGHbesSem5LEhpKBzHhuNFkvydfQl7U/7jNbiGTK+16u+L9Y4AU/bFQnQloQEXFkWAHo3X0chh25KBHj47H4r1g+KvHJLVnwdn8ltEffB7YQq7s3nv/PT9Nxlmzr+ywMTa9yI8eF8YvQDWDF+vaVpkSbW43/xZKaWcDO/5gHjugaQMqRMdwu54ONx1bKldXy1747Hf8p2we6oPUfXaG7uEzqNzFEX3E5o29MrzGfnPCxHUO3H4D0A+/+cYnY/LmW8AHHRp8gCi+SuVzuueee8798/3vf9/f6/rOd76znmbMleuXvdnxeRhPB3JblgnmL5LraP12J/5Hf2D7lHhKh4uy2+rj1KOBd+KbogD/maTvvf++fwigvyiCb4wxf4ZLfOJzbgQUeasPzqc2V+IiDv/YtVhe1tUtD63w1OZ9993v2+QsSM6hVfCuY9E+x29D2zkc88gokt0hPzpwds0tWK7oXnj+eT+QQs7ZtG+//Q6dZHzN/iF7S9+PuRbSrLf8WWaIV1D5tLQd/w+5G9DFs1Dd+FT+pDnaQ6ItFPqKRXhvCtdjNX2Rej+KiF4WeC/ZKERlcOgeZ9IHlB/OZHpqcYyKwSrMmyZ0ZHML9gqN8t6M0hb/Vbd4ddCWuNh8+DdP/gEH8VYn6Djw1UflQnOGeVfIpoWt1JFpxf6OjrY3fmBIOg6NNqj+Qw5fIKdNCq1TpdAE5J9Xaf+vbnZx04eWbpUVGZoXTqzBtlgo3LQ19m+SBcjXv2L5aAMmhSIMjycz1eGgAoOSxQBgo6Pj+UyE20Scpfo/lWtxMS8iFpP/DPahxUax1rv4Cdppi2m1DG+AsieQcS8aia16AyvHvGgfuNJXuo7Ww6TsxNRfPdqTNQTKvXqpXK40wnOlZwYfgtRzhjs6xLNAfOaHZ5FGFoKKtOT27/g7TbxF95cuH3/yiR9E+eWvfuXbkmx0jz/+uBdc/nFrvyCMf/jfLz+DnMTwCx88ucmGcxX3AbVlu/aAjTx89lht7ZdrPqD52MAPHXC7j4dl2Jj40Wo+Z8On5HHybF3Xk7pHtGf8xmc2Fa7wWJBeePHFywcfvO+rxPvuu9d9xXiOf9a2dFz5XXAR267dAuQJP3ho6xfP/MK5x3c+byTv+R3P2+1Tc1pVuN+xCqy2g4ej/Tl9Kow83MQfOb1c5BgM7NztvNEGbh8sLDBleONn6jnpZcHdi/vqH3Et3aMnPiDKxqB2YTcd0OxuyybjDUhHN1tf6GyE1W2w+vHV8jkZ59gyaC1qvylvncQgWnzlief6gaw2sJFhg8kmg1PRl7Z8nxU7xNUcdPOKd8o7jKKfwBWaFVCGX0fnyvVtKyCq2sxnGkfx0IJNcLVtPeH7f3Gzs2t6M4b0ubK0hT5HXsPnzYOJ4uOUpw3HCAj+wpLTy7v8lNPoPxtM+5x9uWk6DJTOdhpnRb/T2QufR/jK7l2u7PhS+SNegK2OgUyQ6Bid1iOoPwbstmj9NoVx4zQtWHKjg42muXBMh8ziHTDHyBVs6ipm6vDsRdV+KWag8mBte+ECoVWXFHG0AQcUWTdgBF9kJ+VMBLcDOtonjktm6151YRZ0C8UOfzpye5lf6HheVxUssk/rao5blPxmJA+gcIt22SuozqanaP3fA3720595c+ABige06RAnbbwwJ+vWET3gxOlyam45Y1mtgvG3wBnxa6++dvmHf/iHy+uvv26bjz76qK/Eml9fhRWlCKQfDPTTkev0Y34uiqtCrq4+0cnZy6+84itHNnGuYreueOYI69fQcojv3F6znYUjqz9OAN966y1dTT9zeeGFF+w7V3ScbLDRcSW9xoiw0LFfwFJ0xmbBZdNUOvgpul+kJGIjD9/o2LQNraWNUnOYFm8uvuq5+TkQbd0MYh0djmts0JYNJxuB1QpoTjlriq+yZr1wDLKd7xNC35hFH73DSwW/LRG9lGjPj7VzOzD2Tz+G0ZC+j0PWBw2dwqxh267HIHNAFXQBHtcULJ/N0rhNeO2w5uGtHZhsB1n7lr4Lc1SoZatE3mjJMAmqLfZbpjDriinQouO2v/yL/IJKoYpb7gDl9sjq0M/hr8z/EYYNpy23XBogcB1ML68mbxdY+yG53q457UMfiaXbdMlVWcrJTOQouBqyznJbpSG5I/F706PD/f/sdAbOJObKjkfno5bMzmBAOWglA5TR4xfF015ciV8jK7A4VR/6Cm3efLTMAGVy5qNjFu3oPx+QpXzwL78FeNjBDTeAv/jjPnF/SHd1mINThcQIdJIA1ov8MWFqr7pgQVv82XTQnyUKaw/giHZ08p8MfvHMM5df66qCzYKf1brzLm1yWuyR9eYsWfirG4i/6FC8Wmj4bxbP//rXlw8//Mg/LeZH9/uSnIGDfQX1nhB9GI51BHpLZ+c2iyLAVd3rr7/mL10/+OADvhK955578xAHsYIj47zmTwYSi/13dXLvcmIjRm5n+glNjVm+BsDVF7dy+UUWxoTHIH6ht33l99hxn7uU+RAOchgbPAjEP2F9Rhvdy9LPD27zGR3/O5Bfp8mX6fdJRqLZ4M0Z3byUE28E3BKb/FQKP6AZx8/22VIpcnlOQHbdwhtd5K8nTYn7tCFfvNjXDvoop730xuSa3ujnbDDhRUd8oZyffatv/JZpN7fYqt70B5qpg9TXeKWuo3mwb15zW0f9q4zl4LPujAnfkRHCV39O/UXEqgMbopqHeWjbIw/a3qDlzTl6h8YxJ2NjZ3hOIBLHlqrB9tVXXYOx+7myleOYgmnA/rmwQThhv6JZXIj2A2tucRwy1G86ZGp18jdnoBEOjuRVeevMkVgXjFxw+A5MkraeJg3bCFXX6tjhdYU/HS0/dE9GIVd2LIp8BpHNLld2AJyVQ707iMnDC4P6c3u59bc6nvbagxYibwNH+WiLrgEqJRxlLNpuczBN9RWbPgrsz/gUC/M+PplteCFAg8fyLo8toRckTcIAdsjz+AA/agYlcVW/BUyLLwVU8LnCL37+c39Gx0+A8fkcVzC+OpoxYJXnUYimdcY8E5aNEaY777zr8q0nnvBmCSQfiXG9VHbb8Y6sMW9ZYIWe9AL0OGFqRgI9jJ9777vXt1v5kYL8z73IA/XvBOrpD3RJC/pVXreaBrB75113aIO78/LBP33gh0beeVcnatpM77hDV7s64om/4+dXAB1dyHAUjc4AusfORx9/5IeA+Hc9PAzDJspvdPqK7k4+o9ufjTYe+p15Rq1zkXLmiXxX2fPl/9/cmW3LcVxnuiBQnOdBJEhC1GTLfd1+Ebtty/02fpi2+6K97NWPYa/lvpJISSRFCpxAcAA4AMRAiv1//793RGSeOgeg1KuXd9XOiNhzDBmRkZVVpUx0xFeCXxYLdpH9NKwn9zG2BNhA0RB/IpreT+uhwy1IyNzxwTgaRLHWuRefYNmxDHwTHJ+Rl01VufINiT0/GoA+4HEH+uUQQ1M6Io/jYbfLGzAJvaW/BO3fuqT0gV70Rd/pApAn3xckiZXbktipcxo54nZsdadBfWefQlL3a7VnYkI2CEjE0PGgA1JoGcvLRmKszYxolkUA+TJkWeeAMg5bCSFE1xmzTix2flV+DxjBZb/stOSmvvKh+LgBBvby6p3H5rV0QkPbxqbrim+X8uLdYErZsI7e7gheKpPPQI4NNyJ881J2f9lWwJKi06k9mPjMjg/iuYp97tl8z24Djjf2MNAntKnirYtq+3EAK8RxbFgq+S79MdDtsF3Ug6Yo9YIuP7nN0idPyzuKLhkSZuIK0J4xCy0nDk9UpZ3HLWUE7gGw3LbdFAtgg774za9/7YXu5YsXDz/WZMsPJY8f71382NZixO1Z2MbRe/rpp/2VkkcefcS0m1/ddB38OaninxFh8wyAWXVdffFF92tXr1kgC/I5f574iBZobjv2eOo26n7oiYXUxknLfkN4Igs9saKjSfT793//8KjahZ8f++CDD/wj2NTJO1/vIrMYA+w2/As58tnjwJO8bKFz69Yt37Z863dvHd54/XX/kfEPfvCcFzoWa74yMR4Cwm6FR2gO2ZMlcXecseuxpjx016LrpYIX8WoDg3jk0HX9laadwkYJHh48DgqYxLnVF55kQp4+jCrIZvot7R958sQJphzRyIK9sHsxMJ84kgYk438OSd2sI4xcZOCAfSEGJJl1Ikm++bRh4lzj6XIsrnnaj5dyonUbtU7OWRZCqJKrNmCs+tamGJa11tx9xX6BsrFnC/FafGyBQGvAw07jxhay8IXQBxYbnmWcbZ5o0AUnF7vCPThYYwI0ih5jMb6HddEx3wgjOBa2Livft0ZWsL6FZgwxt+gXLFkEhgyDtX+8+fqX113uk5FO5cu33I6hI/3kW9veWox/DUDk+cyOR7r50u7RxW5pL6yQmmW2jrZf5RpoDeGUP9QgkC9i849C3JSRSNoGh6pX/Ls4cPiQHMgkd4e/GdIJ5AEujH8OEzDr0WDdnBChCWWDicWTi9oNv9hJ28blmUBsvFoQowuwaPDfdHxOxM9/sdCxo1sfQglUfIqhJy6QfNgx3CcZ+g8+9JBlPv7oI//MGA+tcEuQcZO6Umv0ottJx9wy2MZP+/XngoqZxZlFhYdR7rtPsUqVB0f8uaLybQ59T/KF+TX6XDwERZedPLYtX/Ak142GHU9USomdX4mhjp9osWLR44EYfmuUMXzu25yD8AH7LH+3v77jnzC7pnZ459I7fhDlvfffc1/ytY2XL77s79H1Qod378CUQUahOV4Ibuc1PtG7XoAXXjeC6iP0uPLEn90YLNuserHToL5u45Lr9sJ2djUrZCz2OESh25EFBmx59NtOlxvIdxlTbsOyC2ax0oLh82c5xxHWW9wq4m3a6bgcU9UnvlQe/qfvzvfiiDr+aMeuT/g1bnhVnWi7Ne7eUUWuxpF1K76dvHVIRe/5G03AfKWOWe+WBzqOlALT3jIHF+KDudm+8VVtGhneNT9ZPLq80CV/T4tdykIsrXJmcmgZ53KEvwQzddZK8E46dKq85gfoRKTNrMrBsMh1TY3VmB7wOlFv3zx8du2qf5Hig/c+0CL1fV9FczKyAPI5Dw8HPKwJDuwYbVLgE9PlfM+OSfYL6fHQAw9CMGAsOw/DRvSaFV7nPTk5TmHxANcK3YbiuXZjQOXQttDvExzIoiKulHI15FAQjk61ExC7tG/FUf7Q88REP+olk4aWs90QMBtdnxQZxDxt5UlY7Uw8/JJI23Es6tO0k+okXa6sXW+b04G8ELMYdIygilxwvMGE++67h4s/vHj4oZBbZ+Mfr+XEk6QwBpSvF36MPvlDR8bf7dGLWIng9u1bh/ff/8CLHZ+p8SPLfA7Iguq6GohXWlVO/6Rf0x98/kQbfH24eu1TLXSvKe7f2vezzz6tXeijjjX9nboREyUAu4m3dxRVJ3/nKP29qcsJTJ2pEuOUHR6f1+H3xo3rhw+14H344eXDlU8+Pnyp8jf+btW3hzuK9843d4zXv7px+Pjjjw5vv/3W4c3fvXl4591LvpXPZ4w8iHLhwvP5PuADWujqL3LSb2mX1I18YqLMmOIzctNUhzz5R9vXZ0rW106MelU7xJbUxM/F2B3r4g/MQo1A2gzbHjc0ZKxYn0OPEYrYdfuy4OLPbYy/6bc7JBqYqPNCRdiBEhK0vjUGOYIuwpcf7LVNYORx6RjjAwI2TSuD575X7VFl17fkbKDR7VxtUuMmtnqeALEjceaMnR+bEyDrz80LELV5ZCnzwk693BVqJ/enMBuJlksfZF4Iv8vomI+BlkWfZzWE7jtj2eNQcqSg7QhtF91jix3QKTDpSjflbR5Qk/oFrHRAzafjKht5YMiuKlt1lyuCrW3oo0xaUVSHkrJAsbPj1hG3cfj1eK6ouZLkNwQ//eRTn/z8vxaDC3B81cuxKuSklC1+3cKL3QMPeLGjMQOpEfH4tYS5gmVIse8YowdysL4ETNvxnSOTAwKht5wwE+Esm7bGAq0WWCMkk0tPLw8W16EQPQclLpOB0EqWqgVVqSdjbAuZgOfVettyUaBM5dFBLhO5jdo2OU/m+FqA9ucx/bd//9bhlVde8YTrP9+9j1+ez4MdaEd3Tl59S64Cd+TkIi2kbuUfGugrXfUvOxr88jc7PPABON6yzQLRdWCHQHsw7rjl53bVi8f/eZgDuKidEA/SsFvsK+VAea44YrvbpTEw483kRHYrHxiWlWFBYPfIbVNuOZKycBEX/x7OZ3AfXL7sXRsPtHCByCJ3Sbtn/i+P+nDuXLx48fDyyy8dnnvuWd827nr4KyhdF8WQPg8Sk2unPOOLNiI62qbjzZfcnU093F/U0JUrXT4vykII9D8vwMOB0wL62E5XsJ0as0I84z8+IjJtJDbGM3qOE5OFDch3GRnuiHh8IN9GByBYtsyPzhAVLu4HJKbpJ2nKYXU+AmW5MrPt/UKuFoMROzRErdC0lgcl61fLAUuAAnOtGBmywejPhwzJQxMSQyPC1guvgbzHy+D7WM1XbVfQ/dr2wM1i19D5NU1eadOLZuRl/hFQAOlEYYqE5VdKSVK+G5SfdmWVOplMyHEMLieyzKSrSYiT9Msvr3uxe+pJnrJ73JMXPxXFE3F8J4hfe4h+meg8trElZMLkCj+f2T2Q38ZUo64w26UIC9ii7HSbDRcDRDCrfIbig+MphRO2kS0eR/IbZNIo/rBfAN+TdMk2qOQXksQLx5M6spZnMpryTPZM8EZfqedqGZ0MbAYfkrFJDNjhAgId9NfYmcygNXKriy/zv/rqq56Uf/KTH/uvephoWeh81Vd9kVt7WXgcNzYqboBYCGa2QvzqEHTZiXf7fI7Hw0ikyPGA0u8vXfLFEl9HwU4m4W+9eLBwvKsF4sMrlzUZn/NuEJ88KMIFEl9k5wGRvp1OW8S/XTo20D0gunlhiBzZ0OocMG1/0YC2jr7wCC0TTn7XFP88bdr1gsZPlXGufH5NF4GfXj3cUl2w/bDaGDkWOf6i53kt1HwGyC1f6tDtnx31jLdjA0yr8phkJQ8oV3JBjy+w7EjZScYQd1I4r9OX7nOp2e8yHm1Jh7ZqQE6v+GY3IV1UCE2vxDUnyWMwJtPi96QN2JQOfcEBtpnIIJtyw7RVdoe9VXDRtbyJguTbhmOrtgVma1TcVWdfbJBfZG3DOcFis3HAyC/yhpLtkuVWibIzSGmbtr/X3dCUdrs3LNlFT0j7uZ5T59y//vM/ftsGaRQUugxGufjfbstGNHgrTw+vDWvaBvCxpwlKv3GFbRl+BmYPIoArSXcY9s3LlXvYnOTf+HbHF19+fnj/vQ+0i7t6eOmllw4Xtbh9pKtZrlaZfKDx6xLo4Bd1+wAp18mHLRZIrnT5/OPnP/+59L6PR8ui57o43tiYSJmToOusk6InIl4RGDY4cU1rO5KD2brkTSdb8WE/J1omAgNySnpg23b1JzB1U3fTim7ackL0woOEaRLMFeL5LCg12RrORZ8K9KQe/zBjkwmrFzoYfeFArRgv2Oor/C+vX/dnXZ98/Il3dC9eeOFw//fv8+dr2EaXyRHzvXDbleyOuEVzOwh9sjue9Ld9uc5gLd538p9y0HmMHh0WURay13792uHG9RteMH76s596h8lEwo7otddeO1zTQshPZP3853/mrxTgB1vYZXFgoSClffpzFQAf/dkxNOQZxyt0rMggv9Jcb9O7r+GmHyiDDdSVxZpfbrnx1U1/RYF8fwZIfH0x4clD7UyZuxpuR9FmvwY7hoamgUDqNy9MkLU8byF+bUPYNs1WrMwB9APyfRuTmHzBUDJtv22jr0PsuJ1bhh3hEpv49B/nxohJYH0ZD61sVtvC6XZoHWRa3lByll+wIXKzDEh7nH+NhrKFRBBbsb0CnK5XzyMWsT4Kipt8oS2Zl3jKG4VxLpF3WjaUWL4htNiyrBMfoQiQCMTHyisovY5r2K8y0Odn23a+2yraqVv1EXD+73/xN/+wCXYxCKxlDO75RNLlle7c0fKkGVSUxaTi2waxwuoyQGWcaT7BmGCzxMZnOF/d4ES9XZNndhe9O6DT2ZHxm5ZMvPyKPLemWKheeullnbwP2l9PEIklXuOsGlWHGzzsoomMyar/9QBAusJyXNiA5k7BpvI+kdVZMNwxCBTYL1JtpMDFGHSy1yOw9kU9U98IdMw9GGxDr3kiJAXtv07cpgGJq2yrbQddsths2baViSQLCpNTT5K+N1/+mVRsU23BgoceZXQIOidYYmYRZSf929/81rfbvNC9eEH9mF8+IT5PWrSrIH1OfXRCL4uG44YI0oqikdonOeK3XHxaXsCvrGQHE1+0L+OLPPpcJPHVAb6sjT92Rtw2ZzfHRdQFLcrc+kyc3/P482eLijkTJQ8S0AbfuF28EEjW9vUmzkz0hI5PaGmbFFO/1GfKNN11pL1Fx19Pzl12Xinf7WMh4ylUbm8SM18noB7QuZOR2OefgTa0b0NlOybzitaxDXmlqTttDS/jw1Bx+SK3q9SAXRJhy0OxP2jS8y0zIXYy7gLDd8VCnwNpm76lPGn0r+MQYgSud0egdSZatxBb9GXszbZPXLHntgdHPj7JoAV0vCRQkQngB1FTS78Qe5HwMTTaoeL0PDf9gNUqSdunMDYEknXiI2l0OVTOfpLxu7L9Cn/U1RQ8CPMeYL5lCtZ8CYoUG/CqPt3P82KkXv/yv/7HsN/GATdG5ZvuH44lH2LlcRQZGmcMtOJHlNRCm8oEkPOxRHJy2rIZQmm5s9mJuDyBEhOTP2j/8IpvuzBhpFMzuPgljMcef8wPpHx2jYdRLvnzHW7JcLuJhY7PLjLxzAnTdXEsAuLSychtsNu3bntn9/vfv205Hnfvq15iZnAzMfBbgNgjSlql68ZJja0V9u2S+uIfXtW/AbomctPwCUlIyiTMQs8DERB8ogt6x4Utf8irGFkL190E+p5kNVkDntC/3u62/MRcLXa0rU9KATZA100pdjJB4Jt2+0a0uTARsU80eSVedk+e7MqX7VErlWlzLiz4LteVKx8dfvzjH/l/0WhjHnhBHptYZUEl7cfm4bELAFj8qJOM+2Rr6D5DDz56bkffhiXOPNiRuIk8Oy12aCxojCHi9cLw8CNuP+rEQ0y3b9/xWGPB4MecMYb9Ht+MD7eDxjYxMy5oIxDZbiv3heIh7xjcd73Y1bhVufsTWse7Qp/XzUMWsK7yFH0RIj486kG+755Aax23GXIubcE+lMJr+Yb2Ddi27M66MFm13ekLcF7otOwnZulVe8Z2+Nj1dybF29pJXbE1J11rWSf1lE61CeUe/9hpxG76T9q2QT4yro8ketysOhHfjicxFxn46EBODLbnNrKr0qXgt8uNDVgasSgFw+0YpmwD9qMZSHFb7hgBP6BCCtpoyivsbcr78O07Np5viW9nWzLbEKfeKgdsysq77HA4RO/83/3tX/1DiWwVEHDS3lxy2ZSmN7vAFmQn0hyi49KwtYAV4PEOvwMtMs3ggn2vaFlxlEeHQZlfhnjs8Ogjj/qzEZ7O4yq1P0BnUuUhlWvXrvpk5XOT55//gX/pHsBeL3Z2a/tKOcAUMPHwcAqPbbPo3dCkxuPk5D9WygTIbTX8EmWuwDE1B17batiUxEMGWsu6PDBiAGVsgr2DZYJi0qN+INatx0QoBPrK0pNjxUQ7QuNCAWgd6g7PtI5/pQmTz2dssDnJc2sptxXR8WPDoqOLDECaCVp29Uqvlm9eSvnFD75Hx6P/P/7xj71T4jM0vrCc287IMynkpMG+DbcTAbluJ/IdL2ifkh2TilLbszz1kRwiejXNF1SisSix4+OWHuOL3Y5tmse/it8nWj7Tos07hvi22/JXKJr7QW1HOtq44onc1MEOEy79FohdAo5+mqPMGGY5RGxHDzsZMywS2PQFI1jjhbhQHpN12SWWUTfHNSFxFihLLZs26xcadvHfi0gj4GOVPU4rBsarx1ZhYpUMdlb9zlcZaJrHtfulaSx4Lo7FH2j54bvTcJV3JnVRmjiVK4wk8SsHz2Ug9Q+mjSa0TKXDn0AZ8jOuwSGI4NADkYm8Mwsgab/WOQ7RwH9evEPB3CyfCat55a1LfugSQ2UXg20eFu10KkgwWlMX+fO/+Nu/HosdPFdhCAe6AU1f8g2R14DhVUEM2U6x6HQL6IQLv2hLRcwvG3OALahBwySnrCcVrp6ZdPichN9D5FYMD50wIbEQsBBd1e6PCZQn4bgdxsnle/9yy2SNLfvWJNy7HBMlwITIYsICx4MJfEDvHxp+4YJ3iiCf//FZnnd7DGjFaJB9181pEQpCHwyXjQsvnMA5lb2IMMEo7QcverETtyYNTtrQWVSsK1p2QLTdtEt7rvHa/7rY4bP8IMfChTb2sSVBRJzzTmBpM2R6IoXfXr0Alx9TLBvE0mdffO7PvngYhIXuOfUZ/er/dpMGO9bYm0CZQ9tzIuzYsU1ogc6kbu2b+rjOgow1Z4dM14V2AFnM0t8Ith7Yk/fcFYHIhB8/JlknfQA2D4gevjuPQtvJBG+35qHBRAthYttbEYitTOrYMb0RH0oiQj7xQWOcOC+yvCJgXeIxX/kZa6DLWDYir5cvVDBPvW0fpyiUDGXLklT7yD908n1xZSSPPFC60Wt0yS/bV4mY+lxo+w1DvnThm1SATviRaaDsOE0MP3QfnQe67UYMQh1Ma4Nte9VNrCmFP30A8N3eFJCDz8tK5IrRsPcNDLkJpR5crMSui6eDzcf+iDXKTkZbQHJuBVH0ToiRa1jrbcCeSZzXObe3Xz3gVUpNa9jkKwWiR0a4ayRw2ksFIlgJBKFlTEbeR9MGLuVj0NSwNREp5QqPq1NPrmIwmVJhfiiVBwqYnH70o1e8E+T7dfwNCj+lxHfx+PdqFkN+IQJ9Pqewb9WPxYUnN82/+qlvjfI0oD/T0G6D9OHxE0xdZ2IjuKqwQWXHm4kuTdc8yplUe5s/dpuLjaaTDhovyipmMkrdWQCpO4tin4BeALk1Jj++0iSkRtnyxK5FE8jkkTbER9tGt+MEkMJ2Tziuh3TgUPYkUrbQC1KHqhcm9eI7T+zk+AkwblH/9Cc/8dN/D96fXxdxn0qcSQ7fWOTgdvZb/Fi0PYS9I3Occ7FDKrZSt+zaIoOQzS12YzELybiYET3th0DzWeT4a55MvoFEg6zbTvJ+kZbt5rVdcLZP4ogfIDEiax8qdpsiYxvENXxMHDFgxbbR6Z0RMqnuqmMCNA5S8eII3eUlFuQdf/EEnR9p8b2wCRy3Xh4jLCbQYChjOau1jRzaVnZeZa/koyyISCchly9etm9SFDjKyoyPFzIcNvlAqUXWOPlOCzvb0HoBRdKEjmPhS7t0OUwjTWrfJwAjtpPxMLTRSU7QMqdB+z4dsEX7x/oeAXzEiY8iz3hF6axoa72BFjNdB5LQtoJtAubIl0jr+l8PLCpCTCFP8MFRVpoB6UyMFt15veBB621/6zdYf/HTYDm/ozNO0rJB3vxhb6tvowJOUl/hNUq+y8C33+D/D/6JL74M++RTfM/ua/+bNb8IwYn+xZda8LRjy3fpvvJDB+wU8YwX76L4ki1fKteug10GfwbKbVA/9u4dTeqvg+sMtP4KqQ3UxgDtg15PvL7FwiRdE3VAqejf+AvLy66tdO2XtiMGy6Ffk2DR0YNOG933/ewMxmTvL6FmkpVo7OjleMoOIEp8EQ/xlazBNno3NHm2hbgxPGwjH9Vvx0LH52Hs6PitxdwmzH+7ebK2nW1dV7QD7HrBVqQqd90ig68A9Fm3GkvyQ9C25Xd0GE8sdKYXP3mA8Ru55DP+4IfeNpdxAqXkSVvfvOqH1KNlSSkz0ceHWSJ1e7h9sFM6a73Qj43Ja2w6+VxEbOtge4w1ZJG0vEBlMFEF4G3qj37RYjflLebiIFGAoQ9QNiUd5WzqmRggFgE0yM0a9aw8cl7UdvG5ZmK7XLwTPgSTfpJP2Wlhg/0mZ/nWbcAffjfgYttP6jzjmEQF2+j6FTZY7QS4FVAZeUAmkxbeHeSbl/xjK76L7iCJUQTGMWTKq+EjTtbYG6Bx/p4GcOJBBh1LKIDj43xwCZBAN1qC3AJqvcXeIkylZfgsiPuSq2T16QVOmHgrfy+AmJCThytpfsGhkafL+JKxURMlDxE8+8wz/okv1PjLk6vXrmnykp4WrM+ufaY5Ow3Lzgd7rt+CQE5iPtvgYYL6jpFssOBh2G1VkyeTKLaMWkSN5D3Bbm3bPnikPcdkzWRDjLab3Sr2rEPfCdFuv37wQbo+kaiP+HmAg4GnQeDFI5Mwrlnw2Aliu2PyIlh2DEWnaBtluycMwHVTDK1DAvopx7JV1tKFmvyh8bWC11591RceP3rlFf9GJQ8ZeRIs+7iIl/hfMX0zcS4whUPzOMRG3Q5jTFKWDcZCY/jk40NChbZgHCT0bacm1bK5Qpoo7dkIJNZGAJmMm4lqY9paShOxkTw6p0HH1/Fgr1OwbQGOog+Frg9IWxhVR7d57DW4jDwFYvPLjNKv9qVtoBeUWmV4x+ekF47MIJwKcH2hQZxV9kUx/j1f1J0D0dN+//8gkac9MnZneySU7hM34tmQCliv8a463xVsrw0H3S8j3/1VdQnzVIA7dU7HPdAeHrPr3KIQjOarzyMaWA0dM2g+4TTPhniR9/FMQJ9BZnRHpgFs0tXEjI06df5uUCI9OGI3IQZlWScQEzoLEr9lyQ6BPIvNl5pQ+V7Ro48+5s/tuJrlO1O3buW7UJyIuLAbx5QdAOj6yC6LnG+ZyjfVcOzIdCrMQsei1HntyNwpczE4DWjh9gki74XPehpQOhrVnpmI54kS27HPJAs2OH5PvPPDeJHcF10eOirHX24R9wLZfgBSJoum2b85ic1tqfp6kceW0G0VAcvz/S4e9oH+X/7iLw4XXnzRt4f7ggLbAOrYQa7jWGMZoPIaz57ftK5ntwc0fLgPhVMui1yXZUEpx8bQt3yQ+Fb7Yi2QMUL/chGSi5dGt1HhXISoe2N4AdJVFn44iXALzetYG2yTfhJaCKw6IdrxS8qptWnnbuvFVsqVgm6HyAGbGIq2gdYzLnY2GFVwcX0UfNEHqh9W4V5008fidb2Pwkn/fwqsrjxGaJ+KE/tA93PLdXoqSG3UtfBPDvQEEE+Nw3oxfpvW8xWoA++zgZiN2/Y9C+BGh2jWdtpiZg7BavSY8RijEzQgejKwaQHGkitICQeTgf3qPJ/w2Cl/rqGzlk9wpBAWGad9bATgKi95GjeoRo8Bg2Mvf4lLfO+KvvatSH5NxXkmVu0A79y+hZIn1BlMfHAVDSSCNbLwLUOCD+v1YpzJDrupYxAgWXHClAOxx4Lcem7HHszkq8zCy1+4eMe5PPKfibImb+vXgxNVT/dRL2S2R1/nJEG+aZ4QitaxEWvqGP3EJpkqY8Nt0yeHdQKOR2xuU/5Qu7n/+pd/eXj+hRf8YJHr4UU89npB711VdIkkLgDHlOyAlosM/MRMOQtQY+kfweMw/W9h0sJv/8mvMNuMUzK8HsvtGzWw2y6YWF2fUZ7xQwftcgd7+0DHlxgD5owiGfH9Kj+RoBQuunlPW6S8qp4eO9AF+Rz1GIQvJ8GCmVshPowboNy0me+x5PFZOrZbh3bZbbO4N0Ql9qIfG0Dr3Q2QMG5EYyvnVtudtgOJqWFrY+rkXJ04OWWvFZ2aUlD8e4SY6XYKep6qseULRsbaGLdWsO4ElYsX1sIXwXFTh1NCS2tVzU4ROvev//xP4xdU9jIENnng+eIEzOeFot9J9+CG1gCXoKowBdruBMqL3RqIvPxGPy0xIMWiqcBC1HYHmiWeUp/gulpmYfP3pG7edMotz9t3bluOCRYaO0B+MLdvzcBj93fz5lfafXzsX8l48kn+bPPP6+nA2g1wZe7bfulc16N8O46KmTzQcU6e5HhJnsWWq/vWBXrgjoVLeeJj8sdObmvy81Ua5FoYAOSod++GGr1ouH5YyaSbWKQj2dBZJJkY+Y5afFmG2Mpe9zF0ABqwlptGaqvoYEf5TPZZjOkbZLyoHbHbeIwGtF1gvcLMrqnrjxw4F8yWi+3QZlltWXJtG2i/jfRVL8aUgVW+oeVX6DJp+1sBWtejbzHHdMc2xxi01W/sNW1tn+mT75atdTQPH01rOWtMsKWy54ltkUCvba6w+vWYwr5lMvYw2jotYyh6W3M8QtPaDzTx+qIc5fYHWLbQpstGQ2jOudxjpNuvdcIPzQGJ1rZWH43to2WOA7JJ2z+yfa5Dm/prmThBK0+ArsR0v2sMoTPGSvgtg44ti2c5UK9uz9VFbp8vFysxV3bSDvncOfYQGL6Ipo2J174sjAx084te8qEcAfQrjd4E9Hc/BF2cgqYnf3LADhDZss4UDccOsMC6FkxZsNrfQOoVUL6q4DoEFrsLf/UZb/VaXAy+iExKvrX5wAN+aIXFjTx0/mPsIT8Qwc+ARc+f5bFgaCHhqweff/6F/4n5maeftr1v4FfnZ/cXdCzH6lnQvEjrSGYnTj2ahjzZbg/yLApimJYJLwsIdQEcf2GD86DtVlv1xFb2ilnOkm9+24p6yRW0jO1QDnGUO9/oWCtep96R1mdAxVcQ6QPVDwgt6WoL6BSdzg5S12mpz5ouTSSIfo//RureKU/m8usujBVi7gsp9BJbWdrZXQEZfNwdtn0oLccRH9WOtFtd+GwRHwimbI1KAXT7Ft7ki85kr8yQrTyYBWBeMKy88GccViXGbksIVZcpozalzSHCEkIeCP0IbFtTgL2xuG+hfQ2ekq4fuNbpWL0mUC57LlZaEFuzLQH6jiqTjrnCtNQgCS3Qsl2zTo8DLhBd0W1nno5+J80hPgymBZAxXQbs3wvjOp8Fho96+GsAT7h4cYvu9NfQbaS0yMTXdZ31FYg+227aWCQMyDS67ONJOPPsGsqLoRWgzYEr/iqCfNEHX0BdGo+CeVQ6MrkCKRwDY9rYl2MDGoXGCUThuGsgs4vjl07Y2bHwkZrmrw9ooZPfrpasxm7ZN5Z9kyWbK2/iTKzdKMmfDtbPwSmY9g3qPQG5HSCPXyZaFmMPtLJzKqBjmbTJqGgBRQ92LfAdG9i+VHBc3Pbs+DruPeqQvGSMIVneV5j4IY8RBKqtKVvfZRfcbxTYRYUXWPMT0MviiOHNxGyIH1IA+twBUUZ+uwC0PRYVFjX+FYDf6+Q7nABx8TTpBx9cPvDHshkTVZ+BFh1AuXkpz7G04l6PmBJX0h7XlJu2ymxAxS1/xjBRNL+Qt8JORyk8cirj2xcrhXN3VRCV6EBfeQKKm4W1+mWF9j3QfpTCJGZL/Smwsy/cA6SVn3ozTrjQSAr9ZHtO3NctfZy7D7monv1+HLYx6i1ou/LRL/ujaZKGL3kfU/TcZb4FkwKcC7SvUjvQO3ZOw6gd41ldB0SaptxGZtA3ZZusfJ8Hk6/DkHca8RPArKGk8SR0Q27lsgB4gKkRPBHQGDuwbk0cNgEswZ3isiB+XCG9RkcUfSIwy5FfKcEJBDJjzQSrLW49jcl/fXGSYif3mOtBFOqw6KGDLjDayO/Ym37riB/hkD0BkovoFmy35PFXdsg2kMUjk6xvedZJ0j4zOUtqcWuzo286pukHfZ7YDNbvi4qG/a/v3DHiR5p+td4Kaz3to1PnmQhQSTsaZd8ndpmZ8QvrYofJ4KuvbhyuXuPvdq4jVX6rnpVvtP26CGkaYSUOFRtKhcVtXNVLwBM245tXKWCv25p/zeD7lrRRnwNcLHGH4PPPP/PXWpi0WvcsIFbi7wuVPZpPkHpjba3Dmu82oxx6Y/gNaxE+hlv3JOZc2EPzdUDbProNg5w7tF/8TXudt5kBzCzz7oIIMVjl4lWfDBTdfQQiE1MYC54CKyvxFBZthWHTEAm54lixJZZ8jpydNWWAsde3nQOkrRc0VXzQ45XU4116pXEisgqq9YHVJi9UrFW+u83RWPUM8JzM1DRi2ORXxN5ECWHJqV8lv9I7j3hUkFxgLVugQfRWWujQPI+P9Li/83//d39VtzFd3jYWWIOIAYVQGknIROnJMmVW/jHwQHd8XRFbC0A4icHFolVs2PQTjnVlFPtJzVcmjRpgElzqY0C0xCNrXjsJjvq14dYQG1LXOf5ErkZkAN75+rb/l4zv2fGTZPw1CvKJq+zbB1bTCbygO1UZb7KeF3IckNNJYT5+GfRf1+dMHjQVH7pRUq4hD4dAdz9U2yMDzfICEpftl7bOk6SZKCxyuHmLPyx9//CWdit855CHRvh1mlu3bh4+vPyhdzL80PEjjz7q242E1RMbwY3bQG1Q0DG0z02521p6VJIB63qKllsi2lnyEv3LLz8/vPfeu87z1KxFLJOFWFOL9dxXarNG5Nl58d3JfqoTN/ZfeJu/gPr8C++O+XNfBFyDbySovlCEjsuoPJMSP0jw7rvvui349Zz7tNB5HMjedRbCa9cO/KrPww8+FFtlM/mkTTeO8jhMsIxNC2kzpd/ShtFp7T4XT4e0Oxo9MXQ/hI6r9p16j/61l/KpQyMEuBwpu02JAz3o5ocnqtPhooBTGUB+e4y+DqO8AeiF5IEZP/kuIxPaegHUsYaf2C3HuKK+0vWfIFuaFFpsOGNIHjfoLu7L90IQIDNinoSqX2RDim7PJxaoPjO99NtDSgXo+5X8AAlm7k4/pL4I0ydYiZBJpCqRTi8r6iidxgnSUhGaz2eVN/VdwLqV6lBWBdYLRI8+i73JgbqHyNpuyVM+ekbYqeQdnMpG5d0oTEzLSWGmAVkqA48BzqvYQyZgXp8IdWJOmyW80xmQuINAqxTaRsVGNSIWhVY5DpFZ5QalGtf0arjOwptXEw0dUEPkV3Ab0J7g8up2cB9YUHZs386CJmUQIs9FBd/3oz37lpvRV5eJBTV77f4pPfoUlu1Zn83+t/7tTxY8dk/sUvjKBk913rp928jvfrKDiX8uTqKLjQrRMPzAoyzkFo2FhF0v0uzecgITUz+9xQBnAWIX9e6772nRuunfNG2AjxnHLg+96wIdm5DP1N5++23/nin/Pi6nJY9+bv/ym6mvv/GG6v2eH0QyEJ5f7Gz5STn+4unW4ZNPrvjfxt98843Dp59+crimRY1bmfzqDjFzl4B2u/7ll/7eYBbiGvOjz8s+dafCC6Te28Ua/TFmRgNXaqCQNjxmcw+Z8Hv8gujHNj6AipKALDP4TotXAFdSZWtB6NYVkgDS7bHY/SahXNRZoAV3gB5jaUV0C8g12l5h7JVllftzKFhGc1umsSFt1Dut03B+dYT+Agm34t21FRGm/km94JZszqO1VruIrLOztw+5YTRGgWTcJqp7V95lsaboakgUfFU8xkk6BWqhXIXaDz53AKXpne+YttKpd9f9NHuGIidBTvOD8wKIwwnogXAScbM63AA0CzTuZKQPoLs96Re9u4CiyAtbelu3wCbKJmCZPwbSGBMhVH5tCzATbU1Gek/vp4NliLMQsD75wr7aIs2JlFuK8HhBY4JmcgA4QcBedLK7ki2ZlXGj7SHD4nifFiAWQy+U+ZwBPgsDvwbDAzv441f74eHvSx7E0E6PJ1SfeOJJywfVl7KbC5j4ENFPurLzeUc7H9LbWkDwx+1Q/tj0rbfeOrz/3nv+NRoWF75fhyx0/pwVRK/reuXKh5bhJ974JwF8M7lwu/Cdd97xLrTbCrlLly5pEfrM9De0iP3mN7/xosfnaDyxSptzLUAP0ET8pxu7P3jUgXrRfHLD0UgdLl165/D662/4qVzai/bgn7v56yF+9YUHVrBNfNTr2mfXDnfUju4M2xJgVG+NHvs2bwP7csNp9AC2elzeDRwC8ZRoyt2nlXcDzQui4MzvwfOG+gDMudFypWcp2dUr46/GrdL1oug0gEdcvTj0ebJBj8WMwcA2TmTGrx25nyXn4NZ4J5jm+kzsHXHUWi91nhcQmRdGFHFhRDcISFZHx440aSs12B7KYlO2zF7o7tCx9nnichiOoiMakHDsy/7sc8XTgbZ1/yhvP0u7DRC9sWPbl02TDraY3zLHpe/vFbBRi12MOWfDgbVz08HteIFdsRtldMQuoA1fb1nMC7t7W/VaoWPoF+xpr2RtN7ad+Q7gMOyj8zu0DHznjCMm0+4RlmpJM+1bbWyaUmhM8jzs8Oprr2Xy//BDT9iX3rl0eF+7FHZZlhf2guMJSg5sQ4OLz5NuaTfDE6Ts1II3hF/5AQsWtY6/f42FnSK7Ey+oMs4k/6nioI1fqO+/sUhOYHKfkwe3OT+8fPnwoeIlzx/ksihdv/7l4T0taJ9pJ0Tsb7391uF3b/3u8FktWL/85S+twy3Fj6585FuELCrE+bF2SOjz+6PEBPCXTr/+9a/HQkdbsXjyuR47Ob4eQp2oB5MpCxOfywLI39Ii9Nlnn9sni+lnWphYtFhw31UbEzP6AMPr44/z105Mlg8//Ijr/Bz/Oq7F/2vZ+uSjjw83tJujL31y0Yf8fRFt7Mk/fZseI59yaCukDxsjV+dgLSKnQVgcjslgL9DnTfcZ9QPbp8+plsevfdd8QCxK46ywZSxe+eKTOO+yAF8k9qsY1Dd+AldYQRyFaTumbC6GBnoR9IRYCxm4B8iVgrZbeAzsk3YXrkJ70+1utFP1VbBp7P5CG7vqIZc21fskQC/nq9vTYj4NkJ+7eZVs10lxV8BTeVPFXCItPAmtL97Ct/1NZsLkhbEVmbmYlF8WOj7moo/tozVWPAmSrcB5Vd6doE7pxnCDFKy8LgdCX/Ua2q4ORQngExiyW7bLffU1doLCzUBGdcUCTNncIiJHFZuzhtjMFbwHADnrJE1OLwahy4G2M/NBD+KQJ+CjspbTy//xpgmQ9kKh22e4cFzZwaHDjoNJ2A+MaOLmD2gps5D0pJMYnPUBH9e/vH548803D//+7/9u/Ld/m/h//uM/NKnnKcL0HfGw8P2hHrK4XwvNTfP5k1sWSBY6/knCO8Hqg/RHbom6HgJkr3z0Uf7gVovmU/56xvf8n4Ps3vg8K597fnH4SAvE9es3vLPic8GHHnrw8ORTT7kdWcy4bcmCx2ekdAK3B/FJXHx+ePXqNX9+99FHVw6/+tUvvavjl1j4dRzypMTDV0uQ44lbgPZn0eVW5Kuv/soLHG3KXzWxyLL7JB65Uux8x/LW4fLlDw6ff/HZ4dnnnlZb8ePat/2DBLQfbTXGU09mShm7fRuMzg49/UpzuQ1rfFO/jIeTCFjXk2b6+gRYtvuhlAZU2QnK3XeRx54nczi2EX9GS086JWgeN9y+E6Y+5TtCNekjGUQm30Gt231Vj/ZDYfopTAdgznyw5VunzBsnnSi3tlpUJR+JgV8zyjkU/fRVBNEZc41DwLZ0jrS/ZQryNCZ6KSePf9qDtlJqH4k1F6VcaDIvpM1SD4sEMbTQ2jixY892lDdaLhhFapw28MWAkPwac1XPuZaFYBsNex2XWxf/jcShuSRC5s+6x57tRNFly60Yoo+oeM7ErscbF49dz/A2aHrZJVG+dnYCO47hYzAajnyXXWpeFYDKQ+/Gj67kaAh3dPAkSI73xuAKJ2MkkkRTOks8iS1IA6yDQO8gesiXDh66wU0u2eZngpgDOXawUi8L72Bp27RBo9pGL5yuNcNGBot2W+rYnkh52MFXNroIwCS/LgKfxYMnJDPw4z+D/g9+uOTxxx4/PP3MM/5OIA/UPPPM05qwnz08qR0JNlovqud8hY0eC8LVq58ePvn0E/+HHLosGtTfkrQRsTL4lFIGuC1Fln+T+M1vf+tboNjiMy3y6D/00MOHl196+fDKKz+UL9VD8RMznw3C5xYgn6+xuIMsYPjgARPkfItUu0HahAmbRYq/AqJ9WBx7EWenx2LH/xyykKbv0r/8Yg4/SXbx4g9dN2JiQedvm/j7J/4XkfbADrtLbN7U4ps2Tr+xUH2qRfK87F186aXDI7LBXzDdvnnLJ9gjD/MP5el3T2TgmBQyXjbIS+kfA2l9YOZOgExP88i1bHyTmrIPYYi2vHLVjt3v9wJI4j/nYi4ATBhBrbaY9BYfQqQSaXKWCsuqpmK7JHKITcs5VyCe5Y1DY4BlpeRdBOOm0AuGdxg9F2ys2k9fRAShxY4Xb8D1JyG9O+qwidM0AOOKlDLjtJ+aZpx5rlE5C0Pm2xlTxbyGDt2pS/cEtlOImuPFn3wT7QBlj83Be7Cpyoy8oEVttfRtgHzTC5u+8uZid4/QDmaw09gJOEGcDWw7R6BtHjd4NqAS/ZScr44OUoau/II6IJ2X9fG/xX4R/RgkginrQvC7gPWSXQG7ngw1YHnIgcnaf0D7wIN2wW20+7UYffzJx9rN/Mq38t7WLueGJmNOsgrUCwd/Q/TEk094smdX5r8j4ruF0veJx6DiJPSLyfucb1GyCHLr87333vetOP6nD1v98120w7pwsMj4ykuIXxaPH/zged92ff311337koWHxZnPuC5efPlw8YcXD088/oT7pW+Z9k+bUe5HtnPipF1AFkIWTm5fPqA24VYjt2Uf1kJDbOwIaYfHHnvUOzsWKuSw3/1Hwu6VW5D8OPhjuiDghwT4/0Pams8G+fyS+oBcnfNgDO3H7pTbqvxd1BXtKIn1Rz/60eFFLZx8nshkwwUKO2R+ZYd28omOLddhOwZ98VdjsxfAPx1i53RMvRoB9yOjgMapdjoTkF/wnnQE8u4+Pzn5Ue+17rRZ7QRBxbnK3hNiz6EpxhqvGxB7I0/7d1+oHHVeNjPrOikQlU6w2moTG5LhvOUzJ+u3HdJ+FQ1yQIqFHMvwQNsV2WZ83kcRnx5TwjWGbmvD8DGh48GZ5Ur0NMAE58W4q1P+zwKPefqRMXfUR+x0W2xtOjDHtuIeRJ284n+nxa6NDuOrsaYtQIy9Zebqd70K4nUCMIGpevG+GxwXIa7wElridCPXAF7RNpSCPgEXtA2zy8aSnzL1iokonAVLu4wOPQLQGawsdNxq4Q9hOVlZMLh9yUTMLT4WB+Jhp3NVCwAxBb493NKEyy25V1997fDaa78+/Fa7LG7bvfnGG/5MiwWDiZoQvFukj7RY8B9+4FfskOSf25A8Xs/nfzx4wqLKLoc4+Hztztd3/EPXPWmafvvO4cKFC/7fQCLiMz/4LN58nsciyGdsxI28b2+Jz+R2585tI1+Qp8xtU/6Ql/HDwoUciwo7Nf513rd4VQ+QB0hY4C5ceNELWHZ4+dzNt1/d5rQvY1H1vS/15ULgGS3ofBbn3xNlh+m+oU4s4OcOz7/w3OHP/vyn8n1ePj6X/we8W+ZviKgrCyH2uT1LnPxBMAsnt7UC1TdKxpg6gWnDPxVkiuOpiK+0d7B3A0mzUz8LeuwyyTbeFVqk6mrf8oVP+61zbgPug0YBcRXaRtsRehJd+AOBjld9fgIWWc8RGi/jlpnyRDVF4le5iS5PiI2J6dO+OKxxB6rN1rkxu8XgaN/C2N0jkVG19eGNQvR4oQtKlrokntTH0ClilTXJtpt5HEZ8rsdEzyOkfq2QtsPqinuQaulttRHe64J7oG57/vlf/N1/y//ZCTh24Elnw7nBFkhnr8A2unN58XYZWzG+2HZROnwxGZ6US35AR7q44vaQxXCmE4M8Q9c2FwPDX+FqitgtLRnEvOA1+ncpZ0w2Q6zoic5AYbfBZ0xffJGHJdjB0EapQ8UXBftL6lzs6UBMEYTe/rnSwT8KofnBkNrBMBkDPCTBz5Q9rV3Go9p9sAPBBosgOzY+Q6J+fGePiYQJ/lFN4E9pN8X/+D39FLcyn9Ju5mnt1p6WDXZrWgRkRd3jGPhTV75+wC3HCxdeOLz04gXt7m4drnx42Z/fXePWphaYm1/d8GdldzSxP/rYI9anHjxIcuXyB9K5TWherHmQ4zHtmtgt8tui2PFCqrh4OvQT1Yt4n9AOFP/wH9TO61kW2oce8m3OO1oUH3rwgcOT1FHtw1ciDt+ec/q4FhX/Eo7qi68X+A886TMBPPnEE4fnf/CcZB7NlTUNqcC6G/hMjgdXnnjycV9U3P9AfvqLwdU9R8+yaLEYUuY2Jf9l+MLzL2hByxOiTFLs6K5e/cR1Yjf88MMP1iKbvg50ukLxHVz6H4iec8Ye020jeWcqqbIgJrClcT4uglp/ygXaDnpZQICOA/vfgtBcNmlDc9l5HVWwH9DCJQBUynHYF4ycMsljI+JGk6ogaFXXTwfb0rvYGyCW1t+ysZcc+sYUi676ld06+IiVLFxR7nokqVgGtMeMOYDUMdX8knIwlC7jJwyolZ1oycRkaP99REBIXmf2TDnPXTr5shGNO+fJ4ugoRHY0j8DxJhMU4Kttmba0DRKRghx6t2GMcki8niNdxmfG56mhDYjs+G1MoBu10at0LXYNKz8E3pRTCA85ipHZyze4QiB8CC1zCsC1hBugoHTtY1/e23OPgM2f5MmjEP6azk7Ir2ewc2BnwmLHlX1PoJZuHTfy1Gsw10UOyJCUnA+VV8puhx0CO5/Pv/jcn81xC/AHmshZ/HhYg0mJhZdbeyy8/F0RPtilAtzu5Htxj2qiZ5fxmPjs0pig+RyOnWHAWvHrq+xvXL8XXnjeCyqLbn+hnN0mZYBFlsmc/51D11hXj4ydnvRBFmNup7IgP6VFl4WU+tB++OqdEJ+lcfvvgnw/8fjjjpFFDLssesTNbVj+sYLdGA+ePKJFiDZBjzK7vsg8aJvYX3d2CjDoDuGW73kvePmD2HoMfh0HyAo4L/o/CfkKBj8swC47X5b/nvsD/cSQ9mURvFeYkrUYOwaQeFIecUEP0e3dAKmLqSaFEEqcnNIVsZ/V3Vf/JW8DVvK7la3T+RXsqZ2f4MfXsOEjxYohpbBdrvwGINQ4GyUOVRbBPjYAsbICsidkqhyfx3xXnQBdYFnyhJ+zoGLutil7HDORL/YNqc+9QsfMO7hoq3zMmqM/VocwkpwJ1IcE68m3lzLhegXbVVklXsccndQ/cqbkrbIWZc8naSPyjZEAyuZRiN65f/3nf/S/HgB2XOiyTnZvRYV2auM7kCjhRieTQ+voEJEq28YIroAifPLI7Nh7yMVxWUF40Y23CRHVsYz6FknlE5OzRU+DONXL8Qs6TWNnEWCyv3z5sh9rZwL/2c9+tiwYAlzyKl+dDlCRXUlkKJMLWLbK+GShY2FlB8QtRBY3JnW+FsBtRxa43ArUbk8T64sXLliGW3DUBX4velh1P8SpJ+SeiENLGr08GUkM99//gNvqrbfePly69HvXmdunPDzy7LPPeRfHLbyLFy96gUCHdiL23CLNQtK+4ZH6Cc5aUPCJLLp9cUWeBY4/9ATg0xYgdX1MiyBwTnZWu75FNBaq1Cf+zlV9Yx9aWkagjG9XKfUtpNKPhYwD4jFqx8zuDeRhHS+Osmt/MtBy2PeiKXRcdhTATyw3zPEIhJ3+Sj1AxUSOst7YbD1yeQABiZIpiBztkHK3zbTdkDLnQ8ff/LVNdDANsI3KA/ZUjszb8NEtG5JBbpVvsPwJ3QWsz5vD1E12bbMtNG3PR80xkBG5OWXOhyQ+GuhNv2yr27OYBWu9yA0fBmU0mTkOyJYdTEPUt7QzgRj0Yrxnl0sf1pxN2cnWnkPeB74Cc4d0xq5ZsIpDgp664YNUMsv502MJ7bXd02Ypx7ZkljkaR7Bdj7IbO86UHOsNvmp7fBQiO7dsR6CvzkHsdHBrkN8FYstxDrwbtH8jJ6HvoWfCyZNt6711kBM12A2HG1IdC4F7cH4KxFZgxLYiL6XNx9UJvnk5RPI4MDH1Xw2xE2In4T8z1QRLB/MFaf/7gmjcDhy3ZMuqPxBnwRBmd6SJGZrpLAprfzogIYvCedvklh0LKxM7n0P5+3Wyw0LIbo8FgkWNGOeYyB0BFl12cuh40vcJkD/RbTssFPiCj5/Q+VFu8g+Y1vLk2bmx2JKyG+wnN/FNCuYLysFJwwcXJEwG6Q+DCyY7ttgSwvJ40jng8aRJI4riH1SvB7xD5dYltkfTWTNoOxJmbIa3Qo2BwiMCO6BfFU/jiI00POpkmtLUL2kwNra0yE/MeeO2dHsGKfcrdVsAOySNi+2Bg19l/Cz82WJlffhLvqgG95H7iRirv6qPO9borBAb7Y+69oNUlBv8uVPZcp1tq5gW68Li23JFPgMSgVAHUJFUm+/an/gcY7cPbVpoS3eD6LSC62AqpNAicO+QOGirOd4mLvFLLnWIrHWNeZ0G3QcJL6+MD/yVnpOZt+zCGr5PQXyc/+9//zfLX/wcRxvEeTujw3iJt/1wlc7P4DNa1MIDMMegbHAOP53uEMCHgRhcwyWOkslR0JmWrdQaI03jQE9DqGNkB15JDIi/mDVfZZ5M5DYeOzw+3+E2W1+9A50OIM4kQbEtI7Rkpw0lD10HhabJWgsCn0eReiLXYsWDHvx+5QfaZXIrkc/YUGQhuJ/vkkmd9nG/CGF2+XvnZ/sSS2JWOQFxELAjQ4/fpLwu/MILHAsP8izA7KbYcbEI43f0VWow/Slep4wXxkjRAVwTCrQpTx4rxXR8kemF06kQ2grtx/TcCih76WPKM59JsAqBctft4jECIrTIxW+1Y94Gi7iM7cSzPrzRdkFT0bc/swWpO4epFVuhFH8AykqQXxjYh2GzPgAWtD5oEfK2Cy02hhXlWfhIofvuXUHLDpAty8hofB8DbCkpvrXLzhaLrhc1iL3StVKnxEdfmyJIZhTJUZgEA/aYoG2WuJUMMRlzdEXn6LGqArEZLJA4O2YLCFK1jLGVRzJopiCmOITdXtDIOT4vGuENfuk3jTpYC+MCbA0bvGQj9Yy8HwJTCrQckBjjFxg2aiELHRvLTs2Yi8C20zLOVSZJ7AOjDcqJObYVXct3fue7dSnP/LR3HIv3v//lf2LJhE7XfENXrvkrAkzIOla+eCmYBsRR+F2xlpmyUx5on9ur62IKFvMDYLuBeONnVWgwPSmQmCiy8G3lbatSrtJ5SpDFhR9MZvJnkke/ZVp+heYb6kpjtbsHaNR3HViYcEspwwLDl6yvfHjFCy+30fp7cI8/8fjhPi0uc5BG74SfXT3lVTKdJk/c2OGJRn6VJAvR9+yfHRcpsnwm1l/2Ri++2l4gNjk5J4Q//ZFPWwnrZFfkMAyeGKpeHnPEJzZ28zWF3AYF06eSP/QDRxln7WeFbUlQMtF3NBuAfhZs+PgdvlPP8FPXxIlg1x2VvUd0sCF623JkE3hQZAvx1RB2/LV92it5aLTZ0m4JNP6Q4e00utaqcteXco878o0TVLbmhC0/YBq6yieMaX8rHvvQErNS2iXiAmXCrPIE27RuoWjtt+U5QgdMET0XyCUriH4WQxhr3VcokwVqI73W83uGKnrTFiDCfsAPYy3jC8i+mCsb3tF8y1O1+WjARIHzgj4/ANK+oNn4xL7ke2cU0sm4jpVtjgYpHyvgrzGAn1mf2CMtW26YyEUncUa9633Sz4TYu/fFDrTjKbOXdYw451WN33yg2CWbypiLXKVFGZBKSZ7GEPJZV1k6CubYdjUWFOtsAQoyZHDb8e8Xu9gxwzq9k+lBw60138YSDFkXkhjK/oAaPC270WtQee38tVWgEweLLrcQeeSfHU7f8svtPR7maLvoq35RL1D82K5SQCW/y2fFTF2pM35Mq/pgmpQTB39mFd1WFhsA5W63hlU2+dhAzX0BsRmCyE3b1Iz2wO662CWexBo71h429rBSOuL2A6z1APY2Tljc8Ps8mPZWu66Hi7O9TvoLhp722cPJxW4LbTMTIxclabeQQ9svduDg90RbdlYY9QEHH9m1DMiGpc4AybeOU0y3itug8gNEyLuA3Iz/OEwFkvY3pO2HOJJCty1hL3ZomlYyBpWhZTHJnYuGFgEkJbntxSy6CPV5a9qMKFBGRrySIe8H5ExLzMT4zR/y35Z9zrkeZXd9FqMXPqPK9oqcbEhZ51ditO3iNbTsdwH8DJ8q24b9zHawxU4jYZ5UQhGpbRAX5dMh+tveOAMw6QbCwXCyhwSfw2lwJvNsQNWoQ+MOiMCNCK4n54JuF1rHLXRmKw2XDTQwiwqPurOT8aIiO43YdH558R54BFb9FYGEvI29+fjmi9I8keh/VddChxgB54TM5M9g7/voQXiE00EVFm36xlgAX/w4tL9/p7qDfCE7Ty7mytLfJbPqtNGxNg7A11KcALHlT8qIWrwtDu5S9hgY48Ek8ZKuYBqHwmlXxYjcHUp34AZkq2Jz6QT/3sG6xiKcAan3xIa4z8TRC19SszcATZyc+0VbYbZVFk6bRlbnyVGFI7DaAHXIRFt5x4nNBLMB/M3PMKUHERlkC0xbgHJJ2h96WRxkg2cAdFGX2319rkjWaJVpv10MfmTvBR2vfCXuQng+b4PTTyGuVn7BKT2T4062wReIxcN3yyE58qr/eB4CrBj3Me3B443MsLNFHWBGvWzsI5zjVnmVW9f91LFU3Ce1j4N2dv8krxi0ZzswY5cCMwAUhHZUMi5H1rZMWuz5kHxkFXxK4QHNX6GEtg01YVuKLdNa3tlKhccaKDHOq56V12C63uMqB5E1XJMgki/+CiWLL/txHCKQ5zXyAPrTALlqMsfvpw6Vtkx/PkrJtyPIF8++ljyw9ktooQMRSTwjVtUZaD1oPUFGv1Mg6dAb9AnjhNWr40DNlLJnkvKyPHwCs/8KzIOeSYqTkQsSHnrh9g6m7KsQL/FZfg32XHmBs8iHY+g4BW3LVopumnOB1bpLyLU9xwGZM4U2TTGQQmgcItuTE0Uu4qhjsQokW4ambqDLqT/l9OParltAoWR5lawOYRVY12+91C89EfIgUF8EAtYtiM8qNOwI3ZaMZV+9g23DvCUIwTqekO+FkXhMF9rgCL/0SZqPfYshGHrvcq1X/tvWWrZG2ek8fNpAGSimGVS2XC+kNZ7BsGfcXTaoaDln+iJFPOVJPSZILZ9byezqQPQsI2y7bQdoXjYHNZdIrucazzfYQHbti4K2CZijQ0jTx5DADn1UdjCFLDYaN1Dl0V7OR261sY9pD5ZXUsUFdooxGFrnu2GPlVPjCaEt8kXzYN7T98ghVUx+h9BWNL3kR15pOrc6TIfh00pA6Ri30B2Qpi7dGmxGExeboWyhTPuKFYypJJt8OtJXq4Xd0ZHg86e0BZ3NCcWj+SOOAS1f7aY0i1bKyDe/qjcg5akfQH6dHBOnc6TCGWdop2PViRO9kdjEA6ifiMbWATrdgGiRT5thp8urD8pBdKK3on+soNECicO3zY2JZ0V5mK+dDDRlFhRsOij9lb6p/jM2baa2IPvU7xs+h/FXJOTjnLwsCEQntnAw7U77EyquAdRDdvmzXKfUQjLYti0S2gdR0cyv9kaSci88xS/WoAWxPXEd69RtYNE28jG2RYcjjvrZHzMUNs2Ttm1ir8YJL+eTxk7qNpsInnRqwm8kNnjGNMZ4ue/LFjjaawAyIKriuFEXDDU6NhF916VRL1/0MY8Ypk1jDiMxmC9b8uF5g4tV5e3HIJ5ExtgvuUZCW82tsI4vC8pKytJDFxsuRxZIXeibxGU8BlGSDR5KywVsHnbLxxS88Hc3wMxyG5NgMBzVDmqFXtVX3lom6bLR1P9ksI9ReC/QAw1AY6N/jzbo0EzsslM6Tu5Bv/07BMnPCwWKSfewiRl59Z9yLotb6b2Bw0zWNvvWT3z0pJSy6UZOyCNYMQGegBa0jeIB5GMTH7F/Gupg3NB2sPLOQh1m+bS22skg1fj/GmwXP2rXb75JG9/NkUZFjYuMU4/V6sXE7ewAyiseg9DRrT6pW0qUoWOevBcG91lwu1hE5yhit20LYzc2gy5uoaoFj3g2PtDBTqFt7vPD9kSAY8ez2oRdIoZuVdqbBk+bTxnKvjju3VflrbQAxXQRvNgZ84vpvOfrrrCIqFajXsDYoYGnQM8ZQRYY6UD/jpg6s+Cx8N09cuuhs+CwYTs998We4yq5s3AudhWZyGYcg/1g2Bvbow6W+88Gaz26LqfBXm4tg30CrCiOZfcAnZcXBuSYCGpRWGHvI5iTsoGcqKK1fOgNWWyauPYL8sHvBHTl0O14us7xRep88WbsE90+u/IGmVTWyUr5daIEV/0tJjagq9fl0wG9xT847J2iu4ztnjQlPPE7w9116DvflhWo1Yja+S1saT4HR9+nHBpwsi+O4QqTPvPdZtD8MYZSyr04rDLdf10+DaefiWdBtw2ppMfYR081RqKwII3RBR8d/oIGfC8xUT4LbJaX48COjuUrMSqtiXkPUKCvqEN0xfMEz0TP5+PCc2DxTkCFya1Of55uuUiOehypy0nK4lfoh2CEHde9YuyW9WNO9iAdaU6kTAykjY6p+j0qZ6KOh+/hG9PjFY7Txobu+M2ghG6u5FzQYdeYPVgtv0MdBp6gR0mYbNOGzBFo3aHiQ91K4ADBIltfp9kzFKtlOFq322DFOskCSoue1IkxEyr58IcMWiutIGxzI7dD6OmqkpndJkCHtPt0xy5+bKVOkgrH9OZhBEw54yA6qU90veiV/FG0hQl7PnbZFfQXf8d4Axe5FVKesengGBzH4AhU+dXGaXg0fqkfo+twok5A+zWv5CxLKqqPVe42S3taI3oCesK9oUMmnfPun/gWvQRdLN2GefqSie32l3TdsWx1tzB5LbvKd9m0hd4Avf1Yv2yMfJVbtvGYrz24fdgxKFO19Mt0HcbnWzugDQcZ+4uLGYMLtgX0+QNYHBmXRDSvMBTzAZeL7ltxXLiUbddzwcjUImN7WWR60WnM7tCWhZiqmPUytXRbHtnVF68KgjBGLGDoAttILCcWnLtiTIy4QAiEbU7FPbPRS2Zg2zHD5UIIMC1wF9T7/N//4q/rS+WqjJVEdznYsAa8giWQG6JTZ/DuEdryGgc0N1HemwnPQFq4ibFplhHKpO12OF3ewTFa+4K38mN74dmo377/jfewKw5B6+/TGau1ROdpyxrU2JYYtly/smaPYsRH22pMMuwL0E2M0DTg1wnG/JTtTyeSfS0LWMoWF8SvaTte8rZI4UQMhqKNsmCfp2Qp4iEtaLk17R0DwEnpdqkyMPTLrtMFRYBqMG0zzpR2vCxK4o1JGCLxFb8hbbLawG5sY6+haU5Nn7wNyHzbcf/gr10uWXLwetysHPRzV2H6WW0CXQZWO81HL3VP2zbfdVU5i052oL3bAlLHxbb0GqwnnLYit4/FL9vrWArKB4ZaxfLQC7svhkDZogRaXrETM/1gWWilvy44sW0l69omtJCKT6kInUIfpPhA3+1Z4yn86E8Mjcz2JVJhgy1iFPEN5ziM5iiYGos2vs+AfbyGqpvruDiB3XXZwqJ/greDe5XbwbLYleKi34F2sGvQzlU5Km3jjAAQR6fxGKyxCOzT75xk6+0RY4SSZ4JhMupy4SakI267/qvfPQyZU+q30bXfSnklSA6n+vEEXXmDCusFSGAG70jMs6PU09DllBoom4Z/CDrMNkremeFuTurB9tE6nZ+6J/hL+QQcoxUMedKKd9isPNBtQ9k7oxoXPcmuOoDlLJvJxeOk6nUW/kFuqtXcPm4PjcPm62DWqsPk2uNQTRD+coBMmirYgYolCLHq3QBHWs7Dcd397nSOlagjE+kJ23iaF9lVLuDbRF6UwgfXdl7pQNxVHOJbYuEDzVPGtmMnuuYJ2/5GTy9btOD+XFl8dKLyWJhCMri8oA5bOrulKqNvXPNtE4yk35U7AdBMr3pSL3Cdo1YYtoV7sC0dGrHpNhmQmKybd/jlY+spcMJf6Rma9l3BcZFM3w0OzXb/SNt/NBwO/xcoG9jGVs3DmQAAAABJRU5ErkJggg==[/img][br]Fonte: Alexander e Sadiku (2013, p.333)[br][br]Vamos representar essas senoides no GeoGebra. Faça alterações nos valores reais de [math]V_m[/math], [math]\omega[/math] e [math]\phi[/math] procurando analisar o valor máximo, a frequência angular, a frequência cíclica e a translação horizontal dos gráficos das funções de tensões senoidais [math]v_1[/math] e [math]v_2[/math], compare ambas com relação a mudanças de fase.[br]Para a função tensão senoidal diferentemente da FIG.2, a função tem como domínio a variável independente t[s] e não [math]\omega t[/math][s].[br]
Tarefas:
1) Utilizando o aplicativo do GeoGebra, determine o valor máximo, o período, a fase e a frequência angular em graus, e frequência cíclica da senoide.[br][br][math]v\left(t\right)=5sen\left(2t+\frac{\pi}{2}\right)\left[V\right][/math]
2) Utilizando o aplicativo do GeoGebra, determine o valor máximo, o período, a fase e a frequência angular em graus, e frequência cíclica da senoide.[br][br][math]v\left(t\right)=3sen\left(5t+2\right)\left[V\right][/math]
Artigo publicado sobre este material didático
SILVA, Carlos Roberto; BOSCARIOLI, Clodis. APLICAÇÃO DE FUNÇÕES TRIGONOMÉTRICAS E NÚMEROS COMPLEXOS EM CIRCUITOS ELÉTRICOS DE CORRENTE ALTERNADA E A PLATAFORMA GEOGEBRA.. In: XV Encontro Nacional de Educação Matemática. Anais...Manaus(AM) Universidade Federal do Amazonas, 2025. Disponível em: https://www.even3.com.br/ebook/enem2025/1081834-APLICACAO-DE-FUNCOES-TRIGONOMETRICAS-E-NUMEROS-COMPLEXOS-EM-CIRCUITOS-ELETRICOS-DE-CORRENTE-ALTERNADA-E-A-PLATAF. Acesso em: 30/10/2025 18:07
Fermer

Information: Funções periódicas aplicadas em circuitos elétricos de corrente alternada