Aplicações de funções trigonométricas e de números complexos em circuitos elétricos com corrente alternada e resistores em série.

Numero complexo: Fasor
[justify]As senoides podem ser facilmente representadas por fasores, que são mais práticos para manipulação do que as funções seno e cosseno.[br][br][b]Fasor: [/b]é um número complexo que representa a amplitude e a fase de uma senoide.[br][br]O matemático e engenheiro austro-germânico [url=https://pt.wikipedia.org/wiki/Charles_Proteus_Steinmetz]Charles Proteus Steinmetz[/url] (1865-1923) introduziu o método dos fasores na análise de circuitos AC. [br][br]De acordo com Alexander e Sadiku (2013, p.336), os fasores são uma maneira simples de analisar circuitos lineares excitados por fontes senoidais; encontrar a solução para esses circuitos seria impraticável de outra forma. A noção de resolver circuitos AC usando fasores foi inicialmente introduzida por Charles Steinmetz em 1893. Antes de definirmos completamente os fasores e aplicá-los à análise de circuitos, é necessário estar totalmente familiarizado com números complexos.[br][/justify][br][justify]Um número complexo z pode ser escrito na forma retangular ou algébrica como [math]z=x+jy[/math] onde [math]j=\sqrt{-1}[/math]; x é a parte real de z; y é a parte imaginária de z no plano complexo. Além disso, notamos que existem algumas semelhanças entre a manipulação de números complexos e vetores bidimensionais.[br][br]O número complexo z também pode ser escrito na forma polar ou exponencial: [br][br][math]z=x+jy=r\angle\phi=re^{\left(j\phi\right)}[/math] com [math]r\angle\phi=r\left(cos\left(\phi\right)+jsen\left(\phi\right)\right)[/math] [br][br]Sendo [math]r[/math] a magnitude e [math]\phi[/math] a fase de z. Temos três formas de representação para z:[br][br][math]z=x+jy[/math] : forma retangular ou algébrica[br] [br][math]z=r\angle\phi=r\left(cos\left(\phi\right)+jsen\left(\phi\right)\right)[/math]: forma polar ou trigonométrica[br][br][math]z=re^{\left(j\phi\right)}[/math]: forma exponencial[br][br]Conforme FIG.1, temos a representação do número complexo z na forma retangular e na forma polar no plano de Argand-Gauss ou plano complexo.[/justify][br][br]FIG.1: [url=https://pt.wikipedia.org/wiki/Plano_complexo]Plano de Argand-Gauss[/url][br][img]data:image/png;base64,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[/img][br]Fonte: Alexander e Sadiku (2013, p.336)
Operações com números complexos
A adição e a subtração de números complexos são mais simples na forma retangular, enquanto a multiplicação e a divisão são facilmente realizadas na forma polar ou exponencial. [br][br]Sejam os números complexos [math]z_1=x_1+jy_1=r_1\angle\phi_1=r_1e^{\left(j\phi_1\right)}[/math] e [math]z_2=x_2+jy_2=r_2\angle\phi_2=r_2e^{\left(j\phi_2\right)}[/math][br][br]Adição: [math]z_1+z_2=\left(x_1+jy_1\right)+\left(x_2+jy_2\right)=\left(x_1+x_2\right)+j\left(y_1+y_2\right)[/math][br][br]Subtração: [math]z_1-z_2=z_1+\left(-z_2\right)=\left(x_1+jy_1\right)+\left(-x_2-jy_2\right)=\left(x_1-x_2\right)+j\left(y_1-y_2\right)[/math][br][br]Multiplicação: [math]z_1z_2=r_1r_2\angle\left(\phi_1+\phi_2\right)=r_1r_2e^{j\left(\phi_1+\phi_2\right)}[/math][br][br]Divisão: [math]\frac{z_1}{z_2}=\frac{r_1}{r_2}\angle\left(\phi_1-\phi_2\right)=\frac{r_1}{r_2}e^{j\left(\phi_1-\phi_2\right)}[/math][br][br]Existem outras operações envolvendo importantes envolvendo números complexos:[br]Seja o número complexo [math]z=x+jy=r\angle\phi=re^{j\phi}[/math][br][br]Inverso: [math]z^{-1}=\frac{1}{z}=\frac{1}{r}\angle-\phi[/math][br]Raíz quadrada: [math]\sqrt{z}=\sqrt{r}\angle\frac{\phi}{2}=\sqrt{r}e^{j\left(\frac{\phi}{2}\right)}[/math][br]Conjugado complexo: [math]z^{\cdot}=x-jy=r\angle-\phi=re^{j\left(-\phi\right)}[/math][br][br]A representação de fasores é fundamentada na identidade de Euler:[br][br][math]e^{\left(\pm j\phi\right)}=cos\left(\phi\right)\pm jsen\left(\phi\right)[/math] [br][br]Dessa forma, consideramos [math]cos\left(\phi\right)[/math] a parte real e [math]sen\left(\phi\right)[/math] a parte imaginária do número complexo [math]e^{\left(j\phi\right)}[/math]:[br][br][math]Re\left(e^{\left(j\phi\right)}\right)=cos\left(\phi\right)[/math] e [math]Im\left(e^{\left(j\phi\right)}\right)=sen\left(\phi\right)[/math] [br][br]Dada uma senoide [math]v\left(t\right)=V_mcos\left(\omega t+\phi\right)\longrightarrow v\left(t\right)=Re\left(V_me^{j\left(\omega t+\phi\right)}\right)=Re\left(e^{\left(j\phi\right)}+e^{\left(jwt\right)}\right)=Re\left(Ve^{\left(j\omega t\right)}\right)[/math] [br][br]onde [math]V=V_me^{\left(j\phi\right)}=V_m\angle\phi[/math][br][br]Conclui-se que [b]V[/b] é a representação fasorial da senoide v(t).[br][br][br][justify]De acordo com Alexander e Sadiku (2013, p.338), uma maneira de examinar as funções é considerar o gráfico do seno fasorial [math]Ve^{j\left(\omega t\right)}=V_me^{j\left(\phi\right)}e^{j\left(\omega t\right)}=V_me^{j\left(\omega t+\phi\right)}[/math] no plano complexo. À medida que o tempo avança, esse seno descreve um círculo de raio [math]V_m[/math] com uma velocidade angular [math]\omega[/math] no sentido anti-horário, conforme ilustrado na FIG.2 (a) . Podemos interpretar [math]v\left(t\right)[/math] como a projeção do seno fasorial no eixo real, FIG.2 (b). O valor do seno fasorial no instante t = 0 é o fasor [b]V[/b] da senoide v(t) . O seno fasorial pode ser visto como um fasor rotacional. Consequentemente, toda vez que uma senoide é expressa como um fasor, o termo [math]e^{j\omega t}[/math] está implicitamente presente. Portanto, ao lidar com fasores, é crucial considerar a frequência [math]\omega[/math] do fasor; caso contrário, podemos cometer erros graves.[/justify][br][br]FIG.2: Representação de [b]V[math]e^{j\omega t}[/math][/b]: ([math]a[/math]) seno fasorial girando no sentido anti-horário; ([math]b[/math]) projeção no eixo real em função do tempo t.[br][img]data:image/png;base64,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[/img][br]Fonte: Alexander e Sadiku (2013, p.338)[br][br]Vamos representar [b]V[math]e^{j\omega t}[/math] [/b]no domínio do tempo no GeoGebra. Altere os valores reais dos parâmetros [math]V_m[/math],[math]\phi[/math], [math]\omega[/math] e analise o comportamento gráfico do seno fasorial. Observe também os valores do período e da frequência cíclica procurando relacioná-los com o gráfico da senoide fasorial.[br]
O valor da fase [math]\phi[/math] em graus para que função cosseno, representação do seno fasorial, assuma uma função seno do tipo [math]v_1\left(t\right)=V_msen\left(\omega t\right)[/math] , com [math]V_m>0[/math], corresponde a:
Vetores aplicados a fasores
[justify]A função [math]v\left(t\right)=Re\left(Ve^{\left(j\omega t\right)}\right)[/math] indica que, para obter a senoide correspondente a um dado fasor [i][b]V[/b][/i], devemos multiplicar o fasor pelo fator de tempo [math]e^{\left(j\omega t\right)}[/math] e extrair a parte real. Como valor complexo, um fasor pode ser expresso nas formas retangular, polar ou exponencial. Como número complexo, um fasor possui magnitude e fase (ou 'sentido'), ele se comporta como um vetor e é representado em negrito. Por exemplo, os fasores [b][i]V[/i] [/b]=[math]V_m\angle\phi[/math] e [b]I[/b]=[math]I_m\angle-\theta[/math] são representados graficamente na FIG. 3. Uma representação gráfica dos fasores é conhecida como diagrama fasorial ( Alexander e Sadiku (2013, p.339)).[br][br][br]As funções [math]v\left(t\right)=V_mcos\left(\omega t+\phi\right)=Re\left(V_me^{j\left(\omega t+\phi\right)}\right)[/math] indicam que, para obter o fasor correspondente a uma senoide, primeiro a expressamos na forma de cosseno, de modo que possa ser escrita como a parte real de um número complexo. Em seguida, eliminamos o fator de tempo [math]e^{\left(j\omega t\right)}[/math] , restando apenas o fasor [b][i]V[/i][/b] correspondente à senoide. Ao eliminar o fator de tempo, convertemos a senoide no domínio do tempo para o domínio dos fasores. [/justify][br][br][br][math]v\left(t\right)=V_mcos\left(\omega t+\phi\right)[/math] [math]\Longleftrightarrow[/math][b][i] V[math]=V_m\angle\phi[/math] [br][/i][/b][br](Representação no (Representação no[br]domínio do tempo) domínio dos fasores)[br][br]FIG.3: Diagrama fasorial 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[/img][br]Fonte: Alexander e Sadiku (2013, p.339)[br][br][br][justify]De modo geral, dada uma função cossenoide [math]v\left(t\right)=V_mcos\left(\omega t+\phi\right)V[/math] que representa a tensão, obtemos o fasor correspondente como [b]V [/b]=[math]V_m\angle\phi[/math] . A partir da representação no domínio do tempo ou dos fasores, vemos que, para obter a representação fasorial de uma senoide, a expressamos na forma de cosseno e extraímos a magnitude [math]V_m[/math] e a fase [math]\phi[/math]. Dado um fasor, obtemos a representação no domínio do tempo como uma função cosseno com a mesma magnitude do fasor e o argumento [math]\omega t[/math] acrescido da fase [math]\phi[/math] do fasor. A ideia de expressar informações em domínios alternados é fundamental para todas as áreas da engenharia.[br]Note que, em ambas as representações, o fator de frequência (ou de tempo) [math]e^{\left(j\omega t\right)}[/math] é suprimido e a frequência não é mostrada explicitamente na representação domínio dos fasores, pois [math]\omega[/math] é constante. Entretanto, a resposta depende da frequência [math]\omega[/math] . Por essa razão, o domínio dos fasores é conhecido como domínio da frequência. Na TAB.1, temos um resumo dessas conversões da senoide e do fasor.[br][br]TAB.1: Conversões senoide-fasor[br][img]data:image/png;base64,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[/img][br]Fonte: Alexander e Sadiku (2013, p.340)[br][br][/justify]De acordo com a TAB.1, vamos as representações gráficas e algébricas das conversões senoide-fasor , [b]V[math]e^{j\omega t}[/math] [/b]e[b] I[/b][b][b][math]e^{j\omega t}[/math][/b][/b] , no domínio do tempo no GeoGebra. Faça a escolha da senoide em [i]v(t)[/i] ou [i]i(t)[/i] . Altere os valores reais dos parâmetros [math]V_m[/math],[math]\phi[/math], [math]\omega[/math] e [math]\theta[/math] e analise o comportamento gráfico do seno fasorial. [br]
Para a função [math]v\left(t\right)=Re\left(Ve^{\left(j\omega t\right)}\right)=V_mcos\left(\omega t+\phi\right)[/math] o fasor corresponde a:
Para a função [math]i\left(t\right)=Re\left(Ie^{\left(j\omega t\right)}\right)=I_msen\left(\omega t+\theta\right)[/math] o fasor corresponde a:
Derivada e integral de uma senoide
Sabemos que [math]v\left(t\right)=Re\left(Ve^{\left(j\omega t\right)}\right)=V_mcos\left(\omega t+\phi\right)[/math] e [math]V=V_me^{\left(j\phi\right)}=V_m\angle\phi[/math] , portanto: [br][math]\frac{d\left(v\right)}{d\left(t\right)}=Re\left(j\omega Ve^{\left(j\omega t\right)}\right)[/math][br][br]Isso evidencia que a derivada de [math]v\left(t\right)[/math] no domínio do tempo é transformada para o domínio dos fasores como [math]j\omega V[/math]. [br][br]Assim como a integral indefinida de [math]v\left(t\right):[/math] [br][br][math]\int vdt=\int Re\left(Ve^{\left(j\omega t\right)}\right)dt=Re\left(\frac{Ve^{\left(j\omega t\right)}}{j\omega}\right)[/math] no domínio do tempo é transformada para o domínio dos fasores como [math]\frac{V}{j\omega}[/math].[br][br]Dessa forma, para encontrar a derivada de [math]v\left(t\right)[/math] no domínio dos fasores basta multiplicar [b]V[/b] por [math]j\omega[/math] ou calcular no domínio do tempo. E para encontrar a integral de [math]v\left(t\right)[/math] no domínio dos fasores basta dividir [b]V [/b]por [math]j\omega[/math] ou calcular no domínio do tempo.[br][br][br][br]
Resumo Importante
Alexander e Sadiku (2013) destacam as diferenças entre [i]v(t)[/i] e [b]V[/b]:[br][list=1][*] [i]v(t)[/i] é a representação no domínio do tempo, enquanto [b]V[/b] é a representação no domínio da frequência ou dos fasores.[/*][*] [i]v(t)[/i] depende do tempo, enquanto [b]V[/b] não depende.[/*][*] [i]v(t)[/i] é sempre real, enquanto [b]V[/b] geralmente é complexo.[/*][/list]Também enfatizam que a análise de fasores só é aplicável quando a frequência é constante e para sinais senoidais com a mesma frequência. [br]O mesmo vale para [i]i(t).[/i]
Aplicação: relações entre fasores para elementos de circuitos CA
Segundo Alexander e Sadiku (2013, p.343), agora que sabemos como representar tensão e corrente no domínio da frequência ou dos fasores, surge a questão de como aplicar esse conceito a circuitos contendo elementos passivos[i] R, L e C[/i]. Para isso, precisamos transformar a relação tensão-corrente do domínio do tempo para o domínio da frequência em cada um dos elementos.[br]Vamos começar pelo resistor. Se a corrente através de um resistor [math]i\left(t\right)=I_mcos\left(\omega t+\phi\right)[/math] , a tensão nele será dada pela Lei de Ohm, como segue:[br][br][math]v=iR=RI_mcos\left(\omega t+\phi\right)[/math], [br][br]No domínio dos fasores, a relação será:[br][br] [math]V=RI_m\angle\phi\longrightarrow V=RI[/math] [br][br]Isso mostra que a relação tensão-corrente para o resistor no domínio dos fasores continua a ser a Lei de Ohm, assim como no domínio do tempo. [br][br]FIG.4: Relações entre tensão-corrente para um resistor, ([i]a) [/i]no domínio do tempo e ([i]b) [/i]no domínio dos fasores.[br][img]data:image/png;base64,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[/img][br]Fonte: Sadiku (2013, p.343)[br][br]Conforme diagrama fasorial, no plano complexo representado na FIG.5, por conta da Lei de Ohm [math]V=RI[/math], no domínio da frequência, a tensão e a corrente estão em fase.[br][br] FIG.5: Diagrama fasorial para o resistor 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[/img][br]Fonte: Sadiku (2013, p.344)[br][br]Sejam [math]i\left(t\right)=I_mcos\left(\omega t+\phi\right)[/math] a corrente elétrica e [math]v\left(t\right)=L\frac{d\left(i\right)}{d\left(t\right)}[/math] a tensão no indutor [i]L .[br][br][math]\frac{d\left(i\right)}{d\left(t\right)}=-\omega I_msen\left(\omega t+\phi\right)=\omega I_mcos\left(\omega t+\phi+\frac{\pi}{2}\right)[/math][/i]. Isto implica que:[br][br][math]v\left(t\right)=\omega LI_mcos\left(\omega t+\phi+\frac{\pi}{2}\right)[/math] no domínio do tempo.[br][br] Convertendo a tensão no domínio dos fasores:[br][br] [math]V=\omega LI_me^{\left(j\phi+\frac{\pi}{2}\right)}=\omega LI_me^{\left(j\phi\right)}e^{\left(\frac{j\pi}{2}\right)}=\omega LI_m\angle\left(\phi+\frac{\pi}{2}\right)[/math] [br][br]Como [math]I_m\angle\phi=I[/math] e [math]e^{\left(\frac{j\pi}{2}\right)}=cos\left(\frac{\pi}{2}\right)+jsen\left(\frac{\pi}{2}\right)=j[/math]:[br][br][math]V=j\omega LI[/math][br][br]Nesse domínio dos fasores a tensão tem magnitude [math]\omega LI_m[/math] e fase [math]\left(\phi+\frac{\pi}{2}\right)[/math], ou seja, a tensão e a corrente estão fora de fase, estando a corrente atrasada em [math]\frac{\pi}{2}rad[/math] ou 90º em relação a tensão, conforme diagrama fasorial representado na FIG.6.[br][br][br]FIG.6: Diagrama fasorial para o indutor[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPkAAACjCAYAAABIWrgBAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAALQhSURBVHhelf1pv2VHdS74zuyUnVJdplrUSxgQINEITGOujwEbN/Xm2Kd+9ot7bn0Vf4+qV3XPfc0x2Bibsg0ChEBgGvVCqEUC1KA+M5Vtjf+I+awdWic5rvvsjIyIEaOPZs4119pr7/r//X//z/Pnz59bzi/Lsqt+zndrWfbs3rOcOXNmOXfu3LJ79+4qu6p/djl7Fu181+eLddeuZdm7d9+yZ88eCpbdu3bX2NnlXOkku3fP3tZDrzE0fOeNtdzu1rNbXXqhpIuhfNi7t3WVg8u5qtmgh2/xix1y2nj37du3FLHpe4q2t/onT5wcvuzb23rjC7/oVMjuqhjpFtPZs+eadtFFFy2nz5xuevvN2SrsyceuYkbj/7lVZvfe4Z9o9lUMxltuzQ8D4qHj9OnSLa4a37vGS3Zf2WVH3/jJkyeXgwcPLu+8807z8kvN5563auOjT5tukA/+Zx7O0SnusiU/bIlB0WaPH3jla+iq2KuGM8bLjhhYaLvGO9qxFuiAM7VG9l+0v31k93TpvKj8oZv8qYpl/37jNXftU+Wtcrib7nV++NV5r7qqjhvEyc6hQ4eWt95+ezly8cXtwZtvvNEx7+Yjin9lW0zGNznq9bCvdSYHZM6cOrUcPnS4821OO7vFdOrU6dYnF/ZLEyuuztXpylXV9EKvmWqLmS/ipGnk9XTPDT1799X65FetV7FftG/IcQrt7Llaf0U7VT6ZC7m1D8VtHZDlNx7rPesAjezwXS5L4a5KaAjQm9EmqaBDY7kPg8rUuVKg35uiFk8UyyIH+iCoyRIgGUG1fguy+ARgEetLfINs6bUg6QMJsRmoNiEmgezYQGPjOHAwoPV40Xoxl5wFaQLK9Ejm6qcf/FnUSm98G6N45YMvnCLDZuQs8LPsl1n8bLUvxWNR4zO5ratqbdE0XzXUxuRWG9JnGzq+dSGJiX9yiS5nJhyteSvPfBwxyKHDszYwfQU2zBEaqHvBrPZOWYxtb+S1D6u2M+bsbB1k8sDHHu/4LKjhN6Ox3bFX3hzc/CRrPumRBQceHXyzycQ01kPNQ8mJxVgOSz6xQZ4smk2QnHOic162xX3i+PHmGetgXChg+FXzXWP8Yy92+9BDMzlVHH58HvM1FDjM6VNDHw4lL698az+K32ZEz7z2IVo2beA+MIrPRh3rY2x6/B1AYcQ16kZ1tOWyu+VvYpK7CCZ3XRePeqO3ym4G9XvCSgOn9Z3OEtkO1piAs1gOHDhQRsZC4qyaDJCRm7EAtMfiAZNugfQVwuasf+1HCfcJ1v31p2ix11e/1jOuamOxDZ8yYb1wqt+LapWV5CwSNvsOoOwPv13lh/7WKUnlH156XPmctvjHXczYnPJFj8U0H1omGF1/BhlXqcAchaN9EV/Zt0g7/pLfX/lt2xZlFbBI8LSN+pGDjr+KDQlnKod9GKz0jr302dD8Z8tVpYZ6XLw2jytPZIC+5O4iV9rVXh+0PWbRjkNEPwc5cXdAZbTt9LqoH7kad391oJaekzXWssblr9psO5R7rhvDn9ZdsRtrPUXji/lyBesYxIxWpe+ASrbnsVp9FawYrS+2wt9xlP3cNei31dIhj8P2enhW7Y6jVLYNuvGLkX6+sCVvfejUujDOnnK67wLcfbgIjL1FmXVDN51QPYnoNjn+pe3HP7xsjnwP2b5rqJq+bPDN/qp25c+CH8qCvlUtZkraQJWmF42kCSNjgQhMEtsI/uJIgPTktJakvXVg4BWIRUeGLos99iATanO4xbNxOxDJXHkYYqcTUTSBmyA2kwCs4R+y5U+dpG272vwafg8/QfvkO27v1/jrR6w2+ibGVS4Ql4OPTyaK/SCLlJ/K/lqE4qODLzaTnHUpWp/aq89ssdP6imS8/tvYaHqR+LqxWTJ94g+FHafcyWMODLX82vT4LMx3Kmb2egGq1wXWc7BuEIcFfzLGZuJC7wVf9eDf3Tllh6w48XWMJdt1NU6cPNF6hMxvcz3mJhsPfzGKC9MqmzXnIuTwsTHfKfv4+mJSY/SZl74algz5HAgOGwdGYBydU2zzVRydk2q7io94a3Ofeqd9Iu2g2nfRODT67qjjGHrJKn1Al/zI087LslOnT7VvOUjYQIsv5jnj+taw/rjo0T8uTO0Ie0rpd/dqP409VT7KHyUbRSWIHXPfy5PsWanFXFe3fXV6cpajFLRDLTOSqHSyUEomtzgms297Sq8kggPibMmSseDO4y/HKI4eE8WGJCpoY8KG3+1zlT5MaoOMq1LZt1mqvFNJU0uIUPgOagt6vLY1WcMnr71cvcpYv7bmk9KLojT0oVOboseKf1fJdcaKp6+G1bbp4idCx1FjXkfFXz6ySYIM/eJxB9KTU32wiPrOR1vcRZc/PppwA32FmPLTdS0Ig3j5YQHyQbzGtYe+cddy6OChzeLLfPOMfa97+ypV9nrjtg94Sr7q3eSKtm9/vQSTj9K9p3yWr702QOWKX627wD7ZvqrWQQf8o1ucHQuZ6pk/ueKvcZPVm6/4Rgy760pZB3y1HaB0Oygyz2y23YpT7noD4q113H06SqbXcfWVnu+yKSZrR5sv1qisirf7JecQlLdOR/UdOnTS0/Z7PY/11nasxfqRPzbHRbbmo/zqQ7iMnzt7fjl58p3STQ9esYxnYqdOnen6nXdOVVzuNGx866lExci2tVV56UOhcrW7lZdDMWric5IJkhAnu9R/4U0gEuV2ZJwa+OkZ4/SNk0muJJIGkzRuofT7vyp4gV1jKRLr1OxJKP1A9/BzbP6mVcFnseRW0mIbdmzy8qd+WgdTq5/jCn22Y+jYuj82YXQM+thA7Sd9VNQYtG81xm4mzJhR/RF73c3UIiTbV0R3Fviad71aF0zKgQMH+2o/ZMdm6AVZ4/KjbcOxyY47idxikklext3LuOW0MVJ3/IX2vni9LjfXZFwVLbz2v0rHW2CLbX0Lm+7ELTfhi1xy0X5YF/Ujl/wMrxjYo6OIw5/i6RirRuv5W/WQM6YtB5BN7E7xwEEvc3buLNUjRg/DRlws06Pu/NUPX+VFn090sE0vP9Cbt9pkx/h4XUyejLGTJ070fBoTK15zZ011IVvFZhaeWPA56Bz47ggcwg56a8BLYn3jZPnU/TqgvCxBHxfdyo0463+Hfx/kaMXf8fVol6FEUcXx/ql6JHndUOVg05zaFVTfYvWCIk7e68e6mhUhiR4LZGyUbEL89f/QXSWJBIt8vN6RJOPlVA0NP8aCiJ5O+jA+Jqap1a1CHz19u1qLrZO+0nFY4OTAhqerfSxfxc6+/nhNVuPiaMl2Z53ogRw8fcUp9EIsRnnq+Et3NmiPlw/0dV+7xnuBFw/9fcjWj5hGXiu+ouEj62n7kBkHWfu3+g+bhVU60RyY5sNi7wVWevEDm/hs4NaR+awx9vvwXHWrFT6ICeRWnPSrh3At6KK7fZRPekDOO/aWHeur7Re/3HWe6kffS4nmx1l8ySNZsWUOtB3U7Huin83Kf/TOQ+Wj382pNevpuTVm/fK110HBXZP10v4X2Nx50DYuIONO6/zy1ltvcb9sjbVqc7WdijVriW/ulPDJhbsueTAOajKBtpJ946WiXKDZ1H1YlQ8G6REPHnuL7y3vp2r22xfMuWXoK06nZSREkptWJMFS+q66g3unDXIE0McEjQQja5usbDILaLwFN+4C8loOTGAvhtLDUVrp6c1Z/Swyi0KJHLhKwEii4MdCsLg9pGmUMk84h66hU/wwkjWSU43he7Ul9Xid0iA+PB1ttdm3WZKT7lfd9ktubGDq1syu+nqxFs2myqajAz8d+haIMaczfTaaW8TNVaL41dms1Wz0HFQZuR/EcUe0HhzGik7GcxU6LVDx9CatvnF0CL+D0ksOdunpWOWweOTOhsFLhw3UvtZcQ+ejdPQmrHjy4DaHbvKRg8kmol/W+jlGXUhsNvpb1+obWfzyJl/orspy7zW6tWjx88cG83LMJmVPPnsd0clm1W5/2271D198cccqZn16+4Fix7pz2LFtPDFwyprP252Vvb6Nj8/jUB57rQ8AtNIJmXsYK2bEp2eDi4HO9t+clh7t+GJsFRt+OATIG2iF/hVhODwmYQb6uC2vZFTNIVeTfqi2uZoUo6jqv6Fn3Hr1aVs/fbJVwPTnSm9CsgDUnNXu247qx6dht64MlfgN0KvC3zZW3s3tV/EOl8ZrqL4tr8NFX4LGIbbaroTwsdVW4YexXkA13igfWraa6Dmg+MaPYX+8Vyp2+hK/TTK0D5DrUv4APgsSHAbGwEE6rA7Q4YBsu9UWI/8tFPbbP06sxuRiyBR3lR4r2FDRQR5fx8Hf6o9YRnGAWvByQsa8dDxV6+M3r41SKNf8wn9RvVbPRglvG61+7kxarOzOd1p+5NBVdsS2c4DDPN9KNiRZ9rXZ6dvhdZ4B3VybO7y9RoqfXv39B/Z3bVxeFOMODbVCJvZH7GP99IYrW+BgpZMv1kHnxZpY/SCTOZIX48Zy0GPrLNSB56J74sTJ5qXTRbMvknX4iTvxF7H1kOnb/PrZ3bprAFMS0bfVRRsn85Dr8dVZ/B4Q9NUhAQluHbfAL6pbJq8XyBljGCSm3GzdZ9fbOFJUirhtTX3y0IHUjw9T7Koxcvyw2CwAQbHRJ3EtlF4U9UO3q4xDqHWWOnR6JTC36xZbP8QoO/0SpE9M/l5Uk8Hn4Qdde3aPyevDqWox9UIoFrFaqGTHHUu9NnSglf697dN6eNBYAuSyOeW873SK1wIbFkesfD5fuihunmoPei2WsunwclssJ311qAFXLYtBjnrOCuzIpat/GWx9u6qwyS+wyFLoEZPSdwxVb15Hlxyb2kofEq1h2HGVJz9fzQP+kEmMATn5OFF3TmKGvSXXd4Glh5yrb99ul3/9ILTsxt/WWTr4dsDFp/Irl/LQG7k2ovWZw1mhr/NQcp2rsiNHe6qN9k7Z6nwVeKRvHSae9slP5RP/xm+5MheVFPRxmOcur+aOrZJpPeTWuvVV0W4dFYN110/xV7nodIC4K8JPT3kwxqtYT0BrDXqq6rWi4DxI8CESt6CVhC6YOe60G0/Ys9jJjNsPznjNcKDr3uC2WNHZwm/j6/emK54DBw71bfT+kjl04OBy0d7aUMb2jI0s2Y6A85XffUVDr3Oxa3Joe3ZVgOWf/F20ryaVnaqN7y5bFsyefjppQmqCiy7Z587V4q8EVmZrg1eCKgZlT/nFXzHFbwfZeGfAiTsOP7okv5/E61WCJbfvDspHj2EP7q+7nPLl9Kkzy8njbvfHBuSJSbFxMqFKbmEtPLohk7ev5M7WqT2W0LhSWZDnLOxagPvcDprc4u/FU7W2Kv1e0E3j/9jMtIGXDTZ7H5jVt5jkJ5tHGYutbK4LXp9ueqF9W/s2X2h9FedH9c2p4iDmr4WbOwoHLYePH3+7n37v6VyOQ8mBloeL8X8c/HWnwr9qy13nrcbZtRbEZRP31bcOHU/KHew2AC3Dbh16vQGJeoB2sm0Pf8t2t5Y+NPjYdwKlj2xipwxtHMDjAG27PTbeEVCH3zo4U3lQ7Al7pV2Qp8oH4C2RTTsPPD245r0xw3yWdx2HAhO5MPR+o6CTtioLCDWjxVQTPq7qWUBjXHEqul2XYFe0XmgdWpXWMa7kfRK5CqOVTg8MyI6r5HoFLu9yVVTy2sXC2r//QOvJRPLFuFtEr1X21y1hgGdz6pev5C0IYN9EPPnkk8uPfvSj5aGHHlpef/31ljEW29pDz5DL7fe4S/GUfCRys7mr7g3cvo6NL54R7/o5gRrn07j9HPy5vRx2hp4sXoh9i4QtVyCbzwTaePIqyBHn8CcLgL/JudeEfefF7lqPeIvHwdYHl802Np8fwAOdn4rDOuh41zLnC3pTlXF9+anGjl8la1P3Fb585Ju5MI9gTeBvX9YEiKX9qeKJsjhclc1BXl54yeiWOW9fyYuNm5eUVKH3Fd/do6th+eNq3PmpHzkAbetpxDQOd2vLoSAGkH/zxo6s0a0YF9smJ/UzLijDj2IZeVn5OmdFzCHaT8nRVpD3r3NXfJsrc/X74tVzJ3els2Q7fwQKg3Ogps1/FsG4irBBiYK/T5A+bbCPK4jTopNaSgXjdOGcBZDbiSS3rwgWYpv1mrw2AnvrgreIO1mVDDY7sOK1+elmZ9w5DJ9GIBYRO6WxaxvDnYj3R8eCIxc/sjC7vZ7Y+t/85jeXJ554ohcJmHBgN+CfvAzb44BR5KFRMfQG4nuVnoySsXnwsbN5Co5v1WHBivnIJZe0XXQ+j0NrHCj4vC2krfTCrAXn6bHNQs7h4Q7JQTL8H5tLjulRlxM9hodOKbYZYeSuNnbpVgyypc0f60pMdAB5i9yGkc/4CmOtjIeQZDvf1SYvLrkg3+uk1oRx6M92r7atBflyAHbMJWNxqx1wDgW88ckhAK6wJ9wtFX3Yr8Ok1oRhLy8Sj9rbUz1fYqoir+oRR93m1zj9Y+OYBw9A1zwVXx/i+Nf5xNulpUcevFZuWsXKN3HHZ2PyPmIc82EcjU57IDEqnccqfXe67i9rZw295fsBYjWbbqqqo1+smzuRTq4gcFBMkcKYjWVSOgnoRXM18rq1N2hJkR1OVWf8t07OcGos5LExhpODh34BZkI7Vf6RbQ7tcchYpEAnOb7GTyU+enLv9o3egwe8fBgHkgVZnH0yX3755a3j6quv3mzyfh1cenqRlL/kxuYY9obNXKFHf5zU5WuP71peeOGF5b7v3zdopcviyKnLew/W+NgbUV0yar7RNfyrq/76AG5NR29qT5kt3sjHNxuo561+2EMbOsZV3BULLKrx3uv+5eKLLx75qPHOT+kYB8a4fe75KD02RjH1wd6LsuPZvRw85H3c4UvHvub3gA1aMskV/Yq56bd46qdzUbReL/UTHyxUOjuO0ttrpP7RldjQbQwbpw8Yh0XNF3o234G668scupqPO4pxN8KO2/4+7ItXbugRnzjodpXuq28dEmSyxtXm3voq5+pwOlUvxbzeH1flvM4fD8VIDN/br4J1PNbOiN1mBznJS5a0R87WDc16+c9nh0bvjYopvyTW8RVD7sZajg5C9JAf7rSeRiupmgFFIqvqdgdRwQoI3wiG0REQJFkQHvw+peNhkEkmk00ZvdCHwhocfUNnnjiOQ8HkNfhZfNuFbTwdT/U3h1fZYIceNTq96qeeemr53ve+17fxX/3qV+tW/od9G//d73636fy3QMht4i4DvYH5WH1XmXvuuWe57777+sFQme6NJkM2CAEL0kZ959S4epmYbEx+y03PR/3HL3Y7Zput5EfuKte1qeSuT+6i9+agq2gWLRkPiLIB6e7crP6GDw1vZW7U1e8rRtPGy5Sx+cfLFHQxubuiw0HOTwtNfnK1lB99zyz6wKl2H1J1iNAvDoerDXnkyJH+vL4YvO6ly7hDwQHGXznLYRy/fGQ1z0Rs0n4Zs873vFFsEgcbH4K+G6q+Q4A+/o67m7FW6Rp3fSMO89trtfT1Gq62eRp5HIetOPneuVxj6LVS82Kd8Rx9zOUAOeAr3n4pwxd1WRjPxLSrt65/voH9A70m/ZScYNjgXGzv+cu//Mu/JchZYKyDrh90CiwS4ZrQXoDFoCV4pUT4VfwVROnB53RrRZxvfUPOywKncGgSqd8TVPbaAoX1r4Ohu2XrtK9F0HcHZQc97X6CzMf2r4Kq5KJVtC3XC72b46on+LePv7U8+MADyx0f+MBy6SVHlh//+AfLvd/5Ti2yw7Vgzi///E9fX155+ZW+E7j/h/dWfi5abrjhhnflaTxPGPlSfvnMM8s//P1Xl7fefH259bbbliuvvHLZ1XFZcOVZ2e0JKGxyVbEbV9PdT/eryGtPaJXxSxcVb/2IoY2VjF+/PEO+c1Pz0LS66u+9qBa6W0RXcvbYr42w6nSrbSPYYGTpQ+cfH5C0c8vrLkiU5yqn6n3F0wuuGD1A6w1W8moHHTvz4dcPO8vP8Tp0x07flYjPmrAJaqLND998zDYH68Fqs6U4CByYDgO6PcSz4dkbD23dUYwHr2I7WLfeY/MNeT8HD4wNnr45Gf6PzdefJnNoVpvuYulxh0yJNM38Har89fqXK37ZdB3b2E+9d4qv5cuGdcnPzd1FWeCjfDSwbuZr7JshXz6W/cyRAXPd/tYwwpjrcYiz23wtWrKcygSk9FapScTotIgPAcFeMD2548ppsvD1E8DSB0PvWIQwFtCYKMUYPdoQPrWxflBS+rIo0s4DF3w9OXxZk5BEmAjjPQmtt8qqpw+WWozCkngn8bXXXrccPXp0+fSnPr3cdddH+jC64447lj/4g88tN914Y9+Gj9N4xAX6abtL+OlPf9pv/Vic3/3ud+olzake45O3uNjXtoir2TL8FE/uXui0YfnWV5mi2/R9kK0bRMFgU/Vmqfz1yS/OoveVddUXJHcOwl5sJdf6i8dcSw+aQtYCsg5g+CvfpbPmezyjGQsxvA4D/rW+5jVusY+NU93y04PWccs85n/46cooB67yQnOFTt94x1sOqtggzzWbFNjH5/Y1/pPRVvdP1VknNoQLS+eiNmTTSgffrHfvk6Pl3Q4XF7Lm2iZiF7/Do8fFs24yPouZ/KHDh7ptb+iTlefcycgH3+ggC/xkp3Nbsfbda9XiHS8xxsYn0/ugecea2uhY4yVDdrcrRxZvTyKFpcmVkRBlwWZBlwJOQ55i91WU4pIlp4z+eDKcNh02gTqbO7qAHIeVYNZFru1Vzbf4JwZ60PGzgY/t6Os7hUqUVNiANo9bSDoO1MSazIuPXNxy+A7XJJl4OoH+OTa1Tcr2q6++tjz44IOdVJ4+XVf1l158aX19x+eyW/L8oMdElIKWLY29cHrRiaFyim4h9eu/GuuNJLYa38RcY+0fX1YdOTzZwWcBKtptS/Bl2rwPX0rSxq1DDw/ZFLlrmyVigeHlh0MRL12dk6Jb3J3jIsY/MRq3lmwe4+Vq527Ax4r9osV4wt4bCH+VMToOEX6zzxcY4+PQYas/Vl3j4xDJnWXZXjcw/9HR4ps8u2Xv8RJQc2uMjxiaVj94M+99x1k1feyab5s9NP1xiJbs6q/YjDm88fZBULGGn2xjLImWb3uV19m/lH65ue673rPmsHj43LRSNb8dWzIjUQIM2kAbF/jOplJD2uMUGVddp/KYxLGxVuWrrpGA6OngVoejE8+MJNmi1QZ9iC72LADtHBjRDXTa7GA8FvhAVukraBUPUfq2VDwVs7dO8pqHh+TpTVygHTz44APLyy+/3ItCXuh7+umn2x8+mmgbyXuc/T5n+cwfOuhnl1wv6FUvOnnxozcNv5yVcF+BR3P4hFZjrbv0xc9hf81hzSk6mRErP/QGetNXTQc+cny3qBgY+cZpfD0Aqz9uE8cmdxCobQ45JuuuwVqiM+uk53j1x2HZH5Eu4HWAlYrNPLGBT+n4yxd5hN4wpavnuPTloWfy0J/7KL/zxJsO8qM9NlR4x4G3XvTqpzdh0Vjkr9wM+ZHLXnfkm2PkPn7yw/zRO+4S5H3opEju0DtH1cZHV/yJT/3Sk/76l80NY3MbGnw7F5Tx2YHkueziGo6P1xIcbMkW4Ki2JHI4vHGIknHbNYIAyejJL+BDj9OSkoCUmTdX3QRhYvTxJVkK/vDNdXhBrT/LgQl/++23l6eferrHX/zNi705f/XrX3UC3W4bxy5pDgkP4IB/QWLygO3NN99c7rvv+8vRY0f7dftNN93ci/axxx9rnva5F3jlouL1nr985u6n/a+Y1HmZMa6WuRUeMXZWyi+tTX8FGZueHTHLEd/FmByru1/jPYf1Q8+Y8zGneIo0dFYxDvRquwqN94hzJzBkx51TyfTCG3ppGPp8lNUtr89ee7/fmqj5qXUjGsgGdOdiHvp19LqmskGMDx75qDhrLbnqoY11Og6FdrwgvgCfuzZxOBzaZ4dEsXTcNd4HQfkX//3g8946H1jAwy4Y75c89TNe8lRdP8PqiF2BUtf0YX+sIzYGX+VwnQMHALp2QI5Pq+LNmu7DoojZo2TQm7fQOqq55y//6q/+tgfKSJvE2IMcRhj1cGjUcYBcv4antP4JYNB2NnH4JCdO9ERMdDq1sxDDIxglvPMEqEE7MkoOAEWfTTxeVtQybboFevGRS5Zbbr1lOXbl0eWiulV3tbrmumuXgwf3L28ff3O56pqrl8suu4TE8uZbby6HDh5Zjh071puQPXqzkV586cXl0ssuXb7wxS8sbx1/e7ntve9dvvjHf1x6ji9XXXXlcqReApw+Iycjt+OjtPJdi7P86atB+ej0pXfvXr/rXKPnR6xoY3NU3msaWk/Fns2MB7Rh5Gy9MpQAubPnKs+lk63On83Ym63iqH4vzurTxMfRH+ugn71U6Q/TVJ+fnmqXBuZ6kcprz19tzF5Yxc9Ov0wRa9Es5OMnjo9NUnrM/bBh7ZSfZErf+AzB8Mma8plxh8vwb4ePjTzEpY9fzVOyqCPGymfZY6ttlp/qjnOtyQ1d49DqTaQuWue+xrVzhS8DzS+X7Pe8VZ9d/GTlim7jHWN15KFfzzswit7PXuSs1h598sDnvlrXT/ux+hz9bFoL+Guo7Y05Hv6bk56HGlf3y+7/9t/+W+3R4i70hBtY64DyAD382gksPBlLn7GezKKnQOQsjg6wYAxdoVuQacO2nbQhetnK4g8tbSXtwVMLv5YD+3RlI0my5DTKhMlwx5S7ELyJC4O+ifNxzK/+/VeXG2+4abn77rs51XSvFX1MOP5s7JyvyVv9ShFRresez0SNDTQWaT4zbRH0p7eqrVhI3jIjo21BZrOwaqNYqK6Q/f5sGWKPLH/Y6UUnXrG5XW7JpTe035VOXpX+xpWS61zUAkNrlEjn0yHV0Yyn0T5OquuAE0P7JWb2y7dN/Cvd5nC7r9/xFa0PgtoENgUZHxQ6/vbx1oHOJtuKuw3xrC6MDeywKR0glt6A5a84za0DSCzsRc+Y45Gr8RJiHLC9PkoVHaW07wSsm1ZYfW8J5uUXi2706e08l213Efw1H/S++wpuTZWqigndQUcJHzTEy2e6hq/0jn2CxQUNXf7FVe2hPAneMRSlA+iUqCH8gYUIeBR9JQtIO/wMAx0SGegr+AUP2mgSowb1WPhDb2gSynf0QJvd2T6w6/Qbb4NVovqXTspGtdV79+zvor2cH6c7REds6dJFv6ey/BCfq4fbQ5NhgwBfUtofE1MK2pfpUEmccqcY7zytvGDy2c8zB3cENpMNTJy/NmF/GWbZozHz2s8H1ryp2etFX3c4+DrG+ufqQcaG4ic9YmMHxDZuGa2f0lsLveWKZlP1Vb36/Zt/68Lz1pUYLNwaYqzpdLNLf+djvQrLS8YcPuq++6kru0POFZPvcikOMkBnv4NS/GjGxxVxZzM5RDqKsmXTeWkkZnrw9Aams/XWWu14xh5piLl05HBsviLzh8/mDs0n+obOsZb7k5mly6cXkyf8ykDNR+nkD8hn2+iMjZz3oSU38rj6I2/xQ3zNJ+YQ1IwMZ3YCSY3O+Z6g4ssiIQtZfPhAX1lPkk3g5LyOjR6FDTyxP7f7JKxxcmjREz7FmBK+lPDNvICvX68ar01t0bAj2caciiZo2O55bdAHfKArusmIB19fQSvmkYWxifTpCq9+89TCocviy1XIpMXPyJKJQn5t4iu6BWzCXSHxke0FXfbw0g8Wb2gOnZYrHfGLnPjoyu1rYmz5qm0oYJcevuJ3p0LWw8bKVv9YYGg9BxVnDonmW69icuWKy4/2oeMfa68XuHbx6RsfY+OAtd5bN4tNl4viKV3mtv2OzqKJx4Z02Dik4hda/0KKDVyY9eHpfDJa/+ijl7zt3A8k8ZVOevoQWfnbHz4U3AmNXFZhM3NStNzJdbvKBomvxtQKH90Zjiv78AmNXh1zoe47mA6/1lvlrzd5FMWQpKvR4vDseAtXO8bDB+SMp02XsSwmCbLwepFO+rVBTQ4NT09OFUBzQFgYEN2QjQfs9CZa/Yj+xISu7f1Kv6PL9Om6nba5/Vad8bHI8Y27BvxsZMNq07WxU/88n+g4Vzsm3UHSv5BS+uY4x0cjh0wN9JiN46rJHj1s0t0x1j/txEyPheXW1zMGbeMecGWx8ZEoei+movGnX1uXD3hcfelkO3bG7d84kPHGZzrA5uyYm9dhXTHo1z/6R+y1gU+Nb2zV33lXYMi1fP3jQ/tRfNaGuw9jeNtv4+vVt2lln089J3K6+iNWB4MDCs1mMjclVP1a6MUbm+1HYXy3wM6mgL6jKr6R54pFXXT62Gl7RYOOqUr3S8YcZJ7JarOLHpvNW005cThYc+1XAY94m5erRcdHz+aupDY0fc1QGH5aD0N/m6lic0P70K0C5VEao9owlIzJg9mplPRjNO0snp6EdXKiiwN0qQN0tPgTntgw7laerpmvk1cIf+zEl1wRjae2kRR80dendIV3vl4vo/eG3rdzyAC6g2ZM0HqC92k6HpJIsDE0B0kv1Crk2B22ht+eSG30Vu3JezY4esbG66yKTbxV2DLUH0ypn/HgZV009UMXWybcSxKnv1kTX8+Lp9m9ZEuP/8sXfgl+R1fZrD4fLHI85tPCBfJkTpwcv0mHH/jAZue6fkae1o2DZ7UlP9GVXIvNAcGnzC0+9Mxdz1H1HYjg1h34NmIuq2WTLXkg3+0qY26GrRxgDofeRJTUfw4tds1R5sDvaeAdG8xcDR3G8mCPv2Lkg5jRHAzWRF99Sye44sonfUg9VkAbh9TYO72WNvxlt5jxtp8lJ094jDet4JBqfrxVs7HbfwmEYtBGh56Y6hMKMgYjGTtjeCF6TaZJgejPAoZMXHTi3+73hBQfucjmtaix2ALj+pvXqtUOTcEf6Dsw4j8+PpqgXNmprWXWPGyQDz/ffKumjfrOOw4zb7t5qDYm2Qb0ef1sZPbI7ORh8BW5aMVfdxGs0Y9HzP2yotpuiRW/K08fObxo4zW2BSz/owyfXaXFbHNVTOV7NoariDHw7MCmBlcgC9Ni5qu7kH7tV7w2EV/EwroN1Atx19CtT0sv0tJj8ePTtyDFn3mSRwt25HvMy3itakPKxdjo9I95GV8bjddYrrAWMn7gr6nJgdCHRfGjs9vjNQabOTCvVdvweZvMf2xKJLnWWeTN6+IiuE3O2sXHHzI2qlj6MCvwNzZOn607tfLpNNurj3QZb3uF8Tq74ifnGUfpq+kebU4Ubx9cqyyfxBQ57owLTrs17GfS5glQpz1vriz0LHJjGU/fmJIxiG50vGPRjtM3tsK7WURrccWMXXrwzb5u+28hQq7csx28sWMiQN8hFB1skQldjQZ4Ig/0JVZxmWgLMPmKfePhnTcKe4AXTxajfoCWfm+MkiEPiTk0B0LyBeFr26XDZq6sjsVePP0gq2TJbeKqtNKpZDPhB5umBEeesOKpTWZRJU6+dm75VYXs6BMdV3AbVttBhR+t7RePxU1vYm07foo3d0XtX9EdCGw7iDqnK5+4yGJy+HiJJ+/kcpXuTVL99qNk+eQw1M5BQIfNk8/BO+jacOsZB1O/W0F3kduHst+2m62oJUfWWD/YLH/7ZY8YlOLfOWDLn6rNB5l+94IPJUNnH4rqlZ/uPljTb6x66WKn/nU0raBKBpVMehSggYDCCx3Y2gaKM3H4jM+69TthRZv1hBZ50OcHWgqox2IZtiOjoJFBJw/hATzas1+pjXlrKDUYCy+6+Gf7aIp+Xylr3OGgj04vPjJKL/iCMf2+9Vzp8UEfYlMNeGZftNkL2MyhhkfZxFel/agfi0eO2pcy5YqbWLqNv3S4uuHz2lXfYsvGx9MxrguQzzaOunWzVW1jOQCU5iuZoP1yNS4/e7xo/XZf6bbY+cN+3g6E5EAphd0f8uOQRDMmHoVSPoxDxwNP9nfWevOVT2yLqzftqscm7LuUVV/HZKyg33yFEcfIcStCq58cOA4L+XEwxffETSeo3V2JnY7wNdipf/2uA/76R3e/dVjDfHIXER/ZG2zyXa0Y6WBXJpjHZoMJDMKjbAKuOocBfcEsFzto+Cy42IL4AniyOfBYDGRMXBYQeie4kEnviS2+2IhO/bls+0mePXR6jalnH9UmQ+0WN2Nk0KMbTeEjPdu+Ar74NvQNObriWzYzemAM0KK7N96qK/53WWkWnqe9zVf8/aCO7xt9NUd8r7b33d0ZuIK7+vB5J46RLzT9vpXld9Hw5Le8jNkkkJyCq9LQM67g3k4iD+YN4hOqK61NhB9fX8WrOHTYEiOfq9Fy4uSbNooNhUpff+KtNjU9bbNk4pe+zcNOy4q7bLCl6Dsk+QJiSk7wyyndHmj2wcGfGqO/75xK/7s2o7Ha2E2vH/1GuTXmaPiJ16Grbp9HqoatkkEbL/3ky3jliHyNbVZ2J7sgMQScouoYpRzmRRQn1QoDoWXylQthlmWHfSU60CQwBfCj040vPkcPhBZkc8SX6I99JeOdoNIfG+B2TDt5wYNXO35aRk2rsUw+RHdyAfwjo6/Ic2wF8Q9vYieTlxU2gdp49MaXjPPTXIXuNhXdcwCnv3ErpeMpnsBDKHJWLN1829yuFi+bOTCMofVHXU++s15ZKo98q0Xu4Z5DAp1M/PPR4bymJW+snykYLx/kvBd00W2oPix6wwwf2bVRok9Bk8vqtK+9YVZ/lO6XTeuh3y5blQ258W5N57Po/cGW8qvt0FXFvPatcZWxkct+e7v6U313G7TyJ4eI+Rs5HvPUr6HXze8uAY9Dh47E0lf9zolDathX3EE5ELSBT/gZtdGH7fGfmn4oX4dAakKZTIYgRkx+HGnl6xh+fTJqicSbfnRvEl79bF6B4FMrYGH0hBWil4x2Clp4ok+tsJEHan4H2OLWhl7AhfBFjs6ejKJpB2iRNZaYegKKfPasQ8RHL/0ZKLd5O6/7A5uTnV5gNabENl3ZtGjJR9rxF40vaPEJLXIK6EevAsbcyuY22O2vHFt49Fks2bhevzZt2nTq8WBq5+00r1+hfVgX07tQpPzJaPHZrDkw9dUORTY7u/F3rS1od0jjYdfwoV+/Fh2NfTnog6t8SC4yV8OviqHafLA5HS4OHHkYr8PHxtrkrv+3KdbnCgU1+c1BWPy5IvNH3sRFtjda8Sl0C6znqeh8bHExlE7jvPPlkrsrhnPjK4iX3XuLdz0QxADjYHF4jtxv1nAVY50vPrZf7v5KVw3WSPO1NkxttBibyKkLlCyeGXNQHVghPJ2ItU0+vApw1nj6oC84r4nVxtD4xr4+XTZM2sbp0o9MdCWutBW8mTx6jAG5TG5eK8/QV8hlY2bB2kSuXNp84kd0q9GjTzuxsDPkx4SSpT+2QgO60NK/EGI37dQ0jY+TjjnON6rQ2Yu2bFowFq3FlNvh/nIGwjW2M//FV//31ZSSgrH+QI5O8ciFPOd9+MRJfthxxXS1HjF2bGXPSwN+VqDldy3mUpjDAM3h1B8AKRlxOaAyBmzIH7DfX6cs5tIvJvOl3fZLnl/uXnoTlaz8dk5K1ph2NmhfvclWzdfmLVtZM/2ypujio5uf+s1f42T4mXlhs/n0xVlyfWA2M9axBnT7I8zrHYA8e+ZBF/se6A0dss+3IeeqLxf9FhoCZ2IwjkEbrhK+QLsVrUF2cNVW6DAm4eqMRU/4s1HRJRUtJXbT3kbss0VfFpArkTr96EtsaH0LWfYgD9jwAJ9MbvxNHKDOxnUXwS4+utATT65Y7BkH9PCFloMiPkLs0a0NGQMy5I1FNr6CNhpbs3wWqiWD3h93LZn42Lz6xYum35uxaososSm92IqPydz6ixlhXIHHYqXH4rWYExO/POXvu4jq86jzUK3kzPyw05usftqHuuKJBi89+FJ3rCO4XuCeAZDhx+HDh8dGLh68bLi7y8uFYuzNKcYcGDZQcqq4C2n1NdZ1ySjJG59af+lE0+754MMQWHNS+6N093ysuox5W5Oe0a/Dqw8Hvq0kY/5V3XddReuXFaUDTY7YHWtm5W/zw8eyNQwiqDnTTBNCi2MZR1+VdB9dQWcwcpGN3AyJjjxdkbWJtI2rFeMKxE4K0INf0iH2TCyEDw/90afkNjV6jdPXX/JftF5IVScOOtCCzS1clejAq+BLmeniDMgAGj/4hAfIsDfnYjsmwB85NR4y2jZ1H0RVt/11k0XeLTD6iHFsBovI+Mb/4qEPjHvg5WrRt4lFIx//tLPpoHNW/HmtzSdl3F66MJRs1bVamr8GevHT77Wulw9us9nPlar+a3l8bLYv69Wu378vmnZ/0KXabDdf213XqHYdSO0DnwtijbwDanzGXF6Hb5741+BOLlbZ2B2xWyNFq3F3JvJFX2bLAVr/qoyP2WLssfqv9dJvHkp3o3lHbhv413YOFzaDvE1J14jqP0CUtaJCjKV0wicIqBdSFQmD8IRf3clYaUkCmnF1khi70ZE+aIeXfDY4RNeM2MIfGTyKPn/jP905pWMzY5FDV/I0NTCOrgZXJ7KxTUdg8zlUjOVwwUN+23/9xIUHYgMylnb8zAdfNu81Z3ytx5VsvYMomrjH1Xro5pvNkLeToGu22sbYHHwit8lHiXvQZGPQ21fv4ncwjLni2zjUenPVuJpdV1j6cqVDhyzq3pSlv/NUbTxtu4orpk0NPeaOo2jQ9mpzJTZ65UBpHUXLAdeHhp+imxu89IyXHGuuq80HvvctvbwUTc7N7fHjxwdfwf+sehDa+Xd73vRhtxj7oOBjZDrPhbHhxx7hV+jBiMEBMWKmsOdBIAk2QvraDPXktsNjIqATsRbIGD40k2dysgijI3oziercBuJNsvW1I2sst1yxEf3xYbYdGXCF7mTWOJqxID4rEL7EqY5Mrvz6+LQ9FdX3oOP8udwmjvxEzm2sDU6v/mwjffzackFOvzfbWuMPH7n4ER/RjSszLTX54qgRufIyyYYdi81vSPWDqCL0beKqF2vfplbdt4jrVcwiZsdcuLLzu1HK+plE8XZ866GSTcePlL59r7hsFBtmXAndDYw4+c235DDx4+UH+V7EePhh3ZReMfRtbPXJ9lW6YxfG2DzlQOvSJ8eWtdW0GsNvHsS2yWPRBGhD0qHfD/DeGS8N+YOXDnbNGb7OdtE6H61j5NIG73irnfnm13zX03ZrnB36m14lfs780DLdqH/Fz5osqls6jqQN+nOhJEEEGUPrRG/JctIkdcKrb9wmlAQ0433FKN3Gs9AD48o8DnNfrcQ/bTKgjs/RBeFVtPmgiCGbix7jEB8Cmzb6FLwOgbx2s2jiKzrY7Pygxxg59rTVZHKQKTms4od2/CYLsRGe+ALa8ZkPw/Z4y85Y5sQV1sbwY2GiDT3jthRfb5x+ODUOuPbHJl03spyRcXWxcPlfxnoj8sCcuhonbnLtZxW63PYbG98eMzYXm4OFj+M193jdX7GxW3Sx9EZuL5rUsn37Xj/86kNrzcOIcydvkPlQixXGXcfYZOCQ6ruSEibvsOFXPxjs/sinWKJnWBz60fGPw6z0lJ9Nq3H+sYMeuS4l17mq0lf76ouphVbEbmO1k7uLFDbLxlh4CiQwQDOu7Ez+jhXjCSBjChpkDKI/4/raapMh0RlTz3yz3Vk3v8hFBuiC8OGJfGQU7WwuNtB6Ma4bNfJkteMf6EfGeECWvsB47EYWT3TSAdroeNCUHDZ8jG114gXj6PE97dCVmY+sjaEPsx7ozVw0/qH0h0z84Ct5izu2bLzeRDWWWIy5PcTbeoqfrtjM5u/FXryxrzbGx75K1ibTbv5C+7Dq5wudIlPQbfT2pdr6/CMz4j/fT9i1/OEHcGWkiy2brK+6q15t/vKRLtDmS+502mbRPUBEJ+suLjku0x0TfYA/udXuT1XyYeVBU9wRtm5+rzpSOl8Omgl9B7Hmyfg4BHbWkJ/mkxAFDFAYprSD0GekPzukcD4BACfakXJCMYYvbaWDK6Bn0uc2XdEPaPkYavrhn2NCd2WMDrbAZOZWGj+6TaoPkQWTF1kvASyevK5Dd5XxGtIvOfSElB+5Mmfj441/ZHpBFNi2SOOHMTx8DsjFb8CXuMmyGX/1Y0PfGKD11bCQJ8ziwBe/wELWt+DBw6H47nV71/Uanj9k1RZYZ6r+y8YhY4xNdce4xsCnzmnpGrbGQU+BKzGalWO8N/BaGyujfYC0sRW5HeaPNaGv+JCO23ebjA9to1htXOi4emzEI+c2H6boyN2JB4A56PoTeNVuneIqPv7xzU/8UXf+123Dv+aTp7LDLtCTQ2rYHM8/+GmMD8YU4CMedON9oLpDqjFl+D5kys5IMidBO8qicButdC2Rm2W2afpqwUmMghZ5Y1lg2RB4JYc/EL+iG/TpslkzDkm+Qg8ZNJjlYx9PZNWhR4cC2Yy9UYrPj0URWb+OmDgAbwrQSTa+ZvPxjR5F/PEnbyXR6eFN5GMveQxiB8ITmj7/0xZTrrD92q7+bR5GVWme0s+GB0h8GG9jjQPBlk7svWFKLIvUeP5ssMJu2oq4eyFXschP1KFpgZKlB72vrnwo3XKSXNFtg+HxhxPw4HXX4eug0HNwyFUfVGjF12ugajzaMqTIYM9mjSk2M3g9bJwuMfTBUoTO+3rVzVwldvxjc7WK7tus/VKm7NKlaHu/e0hgHDW6nGRu+y1KtCpY2Uguok/+024t1R6+8Kn8R0PA9D8r4elgS2lKjIZn2BgbpBO50sjhM8mcgeiYIWnkszi1g7kd4LPYYt/C1WYrhc3Zt9Sz752g6vMHTZv/2nw3rmRh+zEGI46amPLFX+/Ag3ezAKodO3hDnwue+B7EFvtqcSRfyWN46NTHm02Bro1Ob2ja2eBWjttET91tNPq9drex+0mtOKu2kPwpaIvNokX3qTOL24dJyBjruui+jtqfi3r22WdLl8Nd3OPAGNkbm4dtV6W+2lYNNqlxh4qNxqdc0TqG+sHrcHIQosmH1MlD50iMxorP7X+jaPotWwZGrGNdALvuWrzdaFN23oouX/Syg965Xm3SLW7+tzxF7cc4ULrUOB1djGOpNsv61tlo7fiUIs/tYfHjY8uP3ARtpnKBP3Z2Dp3KFaYR9A7DUD4M6kNoEP4sGkiNn5wEGM+JBNoSlDaZ2TY59EwaengCbXwzbduOPsy6jQfosQN4ktzoj20Fn80Un4yj5f1kp21/pLV+bISALrbJiJt8aLExI+N050M6Q/+4laYjGz7xaBvfLvjYsZnnfJFLnlxxqlO694xPq1XbUDb3+KIEB2D1z/O1StViVBxo/be1a+Er/g67vx1/6p3Ty+WXXr488fOfL//H//6/L3//1a8uz7/wfOdIbBYon/jWH8qRi9IeH92C+jw8u57YG3cVFT//c4i6FReJBQ02MN4OopAPRnmfmh4F0DzkS7tvdUvOg1NXaIcd/WzlUFCG1nH4stm2CmtmNrbp1HfoO6TAIdVztfq6mbeqB33Y6HVVbTbkgQ50PH7wj9v0HCyDzjl2ofXW63UysPlbaBxs59aBVkrhKpga0ONQ+BSgB12JPiV9UJMH/MYFBeokD19k4p+JBvLa9GYsdCWbY9YBaOzZNLFtPHL00RuebKb4hzeyGSsL3X/h+eeX37z4m+WDH/xw89OhBHTbfGqFPXLa+GY63fzQjizbrsxkFG18/DEOiTu2oyux6CfHkdt8WKTaHqj1Ilpz4paXHCSW5ECfntDJl9Ue85djjx09uvz88ceXBx96YHnooYeX1157rW0fqgOsF2jJZbORlRvj6tze8iUPuwJXs76i8aPG+IBn3E1VLMXT8ZSNzlGNF6H50IPk0vyVgYp33LXMayzxaef1L7DfG65qPkcv3vHyp3SVfXX3bdDSAf2yqOLC27YLPVb9toOHHTrEXvI9d+tB0Dqr9MuC6F1pATqf0HqT64QQRwCN8oxFiX74UhvjWDs1tdMP0MlIDGQ8OrW3bWqTS1uNd9uWybHA8GxjljGeBT/b145/0audDRJkPL5URpr2zLNPL2+/9dby4Q/ftbETv1PSDyxoi42N2Itc2hnLYooO4+FTK5B+ePkSf+QoOrPAxOap+HgQZ4525pdvkUse6OSLtsIXcTgQ+m2d9vtcf9+8P5Hsz0e9/dabyzPPPL088vBDy69//evl8ssvWw4dGn8rjH6FLnb7NXXp7M1ZPuYKnZg742JoH8bdBhp+dG18+RVUQAdxilus4gEbAr8cBXzo1+SrPIz3q3fWW/tLZvV/w1umtNHoxZMDgRfsaY1c1Zpb+drDUkFL66oidi9xfHoub9llLAdF9yf79Omzy2Zv8gxuAz0LRGDBRvHahozrczjt7ToFfxIPZNAU40laeFN30lb9kLaEQ2SU6Jz5A7TYjy01fnXG04++LAx0yGFlZp966snl+IkTy/vf94FNzsiSIbtZxKsuY/FbH2Z/YxfQU9Cz4W2u6FPTZ0xbCV8WcGRtWqrblrquEhkft99j7vUHbeQndjIWfxVx0ulqOuyeWy699JLlnVMnl+fqtXnfcld5vu54HnrggW7ffMst/csyosxrcXxtc+NPteqfK6O+XPfmKNvizZWTD+OdAO91113KemjNV1x+kzHeGxRqzI+XB3OcTbWRVr86znUc6CPLj37y7k6idHdO6K4x9uhEJ8/PYcMFTi6Hbnx0D54i1HhvUs3Sl0NY3/CM+NN5KvStev8MWn/iDXSG8ZHUCKhz+mtzIhOcvqJtkhVBKtGddvi1Lc7oVbSVAC16QE0+dEg/snRnzBWIjfRnfWmHPzybCVrjwadkotJnSz8Ff7+3WwuCXUCLnthIoQPY68ktPjS8fI4fs2151bew8oTda1qy0RO92mPD7diOfuVdqH5vhqrxhC/1fIjEF/o2i7aQMXSLVluO9P2CyJ/88Z8st996a10ZK87aCHvKBb+ie/XVV1c85ml8UMaV07MBcvK5sVe+8NHr0/E6t2Kbbon94cK+bZeH4vMaPM9L6Jr96zVWaWrfxVu0+r+3RO4YjLHrpUTbX2Nls98Px190/b5qFobc+uym/KOLTUiuNrf4RePveGA55ou8ZxV9N7LeSbHLx577ouHRD/hgntp25ZYMXVhyQPCxNzmmlFlQLSkELV61cRNPofGNkeobs/CyMKIrbXyARheZPOXNAdHBTfoiP8tkwUef8RHcjt/Ry+8sOLL4IqPATIv+jGcM9E1YT2Tx0El323tnfDb9cN2CGteOz/GzT/4CWXJq/tFrLPx8SJl9UONR6CRvE6HjCw+5PHRS9PGjxWfwZ5g8QPM11CdP8F+udw4LOYxNcqnZUmcdJFY0C7XU9hc6FmeV3cvhI5cuf/pnf1a36Jf34i8FJVevwd+pteLLJjy8Y7MW8l7jZEunBeoqWp6uMrv7bbLOx3CxNwt/4hM+7X6IVjrJ9FpY9RrL3PG732JzzSs6dLz9M15KkfMQEK/88Z/vHW/dRpu3ti0HpZNeG0yON3mpu4vWzYeVt30t5NnDuMUecZNT6OVJeDu3VY/X4gMOOaWibj6lx8Re8n7Kn7GAMkmpgZEsGvSUTLwSkBEYmSxm42TROA2xgQYSTp9++Iyr6dMmk2SCvvbse3TGXyV+xocUdHYjo40nBxmwEV+0Q8Ov5ltsxb7PgJvg2InOyKj7gxrVFg95JQcRHaBGi+7oUuJfdMYPCzl+eE8dL6S2YMXJbhZ5chp7ijEldHUObTKJA9TuKtgIP3+yQCPje9Vuu/29y+e/+MfL3uL/2MfvXt73/vcvf/eVryzf//7317fBdj5fIIfkfNNt+2LZlu7+cEi9FBCrcYg9xQd8LGywOTt2/Sr9lLr02ijoroz8bd4qHVcdKkVt2tiQ3SzbY1w9boULdNp0qw51t/0r3lxZyfVtdo31eik5tX4fxPWTK7x8ZSODzZuXUePhYTVWGzB82pGlU81u29aves9//s//+W+TMAwp6RPMpEUJXKjdiZpqxRjEsH4HW23jCVgbYosOPBBZNLzaJl87toCutFMbtxDwx+YcT3jih7HYS8E7l9iNvFr5+ROPLxcfvni56aZbWp8Sfdrh1UZLPyW02CBr46n1xaBNnv3oTg4U/ZTQtdV0zf3kEHozFS39HB6xZ4w+fPFf7QCA6MSjHd3pW/hX1e35pZdctnz0Yx9bPvihD5WNs8v3vve91nPttdf2604bsW+JSzZXXxvOgkXzd7fVZIC3vSHVK81mHSNirZhqQ0P7UbLgfz5Bv49e9H6QVz415Kf00eRqr+7cufIaL/4+0Ls5/DG+KfUjHlddfGz3U/X66c8GFC0y/G+Z9pv88BWd7l6/Kz95DPibkf0qnaOKBz1+mTvoL43oRjG1I9WnGMM8luRkoQFa6DFgrB0oGEsg0akP2vSG12KhI7TIxIdcTeJL+BX9LFLjgAbRxW504WFfwaefRe3KZDMEkYkv8QMvucRHvixtrmwKGWMQm/E3xTiaepahL32FLBqkduUCPsx+BJFXKxlLTOFP7uiAfMAkOtXkwwdqurPJ9Y3jo5/e2PGa21++3Vuvvz/5qU8t173n+uXosSuXv/iLv1g+8YlPLP/4j/+4fPvb365b7DN9m81e+10ybY3N6h+suyAbNk/ks/HlBlK7je6VX2M0JOeIOzkpnfXPxuMruqs9JMbelHj5UePxqzel/qprzid6eTXoqx+b2/Nqu6rTbrztFC32xKbpEHBFj98873HtPrBW2YKaf82DVsWIK3/7U+0aH5OYCVXigMBDA/R81hsS3HY/QJf4LG561PqzTiX2MgkZs3AgNXk8wGf0lNiLTlC7LZ37Cj1k4pONje5W96233uo40WcZduPHDHSbG09fjVb/6M7C0E6M+slJcqE985EDC3B+qcJ+xhIDJG606Ig+OqIz/PjCm/4so8z6Z3r4jIsb5ryLMblSW7SVjYrjonq54jv3PImuTVuH1Be+8Pnli1/84nLvvfcu3/i/vtEfceWR+RD3yOXQ2T6X/jLSi7lvi1dbGxRdnGRzF+TJNx6+2ZiD35Xay5cao6so9DfKgXGVH7nJlTE6lH7Qt/KLUxu9fSvufp6w6uUDv/TzpR3Q8kWzIZsHSoA/dPQteiHzDQ6R0tQHEB/6LsF42e25Wflm7JYISuI8xiyG0DjDMfSMQSYxTqszMR1wgfP64QX6UtiDyMSeOrTwaLMf2egDfUBT8AFZ/ejkT3iD+BZfEyO++YpkPLFv9Pbt2LhKmhQP3vDEFkQ3vdrNW/3EBWT0szDjh3Z46UwcgKaQVeJ3+GZeiE/RHXn0+KU2h7FJHzokF7P/eNFiF2I/+gbfeM1v8fqkXL8G37VnOXj4yPKfPv/55Y9qs3/rnm8uX//615bTp07WVfXUsg9PHQan33FImc9aR30Vt5hr7h0edbX0MdrelNX3AM8Dvb56Fn2Pp/3r69q+ClbKvdb1Hjpv5SG56M1S8GCtc1p9/pfBcUtfwAudWxrITfkE/7utz2vt6NB3Jddv/b1XxsYMLfrVZG3qPoRKln70LqWH7b6NLx7rsH3oW376hl1rcvMWGoIyTxREsTrFGF7teSHpg7F2ctWJx6Jwa6dOMJGPXBB5iG4InzGFLuOKdmhAL7ClTSeEbnHSt+1HCqjjS+j49OnVH7df42WKhWWhxOfYxj/rT16U6NROHGjZSBDZtBUPn7Lp0iYfPfMGYz/AD3wLEk/GgFw2O9AZ2ixLRp8tvOptkIFT/sBg8ecWPzodkh/56EeWL/3pny4PPfTQ8nd/93fLW2++1Xze97Zh8Ck+GDLrAAtbDl555ZXiZ88fTjy7nDjhF3zq8KqXATAemo31WwO9QRwO4+oIYyNSIied0/oZeSQ/5pEeOvqlgzEby3i151zmrmHIWytj4/vpi0P1q9ljCpm5PVwavqBZVb3x12KMvvCOGMb/ajxtX8PkpASZADU6RSlxWlutzMCfBRj9ELlOUJVg1q3gE9hch66Ob/QmAWoT7/Zxlo1+fT65mmQS4gs+uvQtyNDIxFY2jRKdicHrJzxuxfKrr5GhVwktMqCtGKNvji3+zbGkVozl8+3axiz08ID2to7wZow99MwRyIE88SHzmPzIsT4ZsmyiG0dXgH7j6Ud/eGd/vB/tgeXnPve55U//9EvLz376s7qif70/Bmux+pAJkAH+kav/un/87ePLPd+6Z/nlL3/Zn2d3Jbbhv/KVv1teeunlsle5LFlP+c09qb7Sy3VtUP70rNR/xujm+yjFWxvSYaGTg6KvsFXMvUNl3GHszCcdfn2WDf0cDJ3LusOgA70kRr2OKWSTN/Kdp+LhM/7e2Kvezc7bWVYtjz78qbWfhGcSKEzdiVyRAKCVVCHHGXTtNrrSyUuoRRJ+BSLTyV11gnEyEJ0BfRYUenSFRzs2gd7oZotOsurQc3Uhm4UL4+qxc0WlMzq0Zxvo7Uv95PUT5LlF/NKebaPFHh60lPRn/8i2nXVMTh1mdGgD3fQmH0raZPDKAajFGVlj5MWW+GMHkgO61LNe4B/EvsPHuBjCO8tD6pGTsr+O33nnXctf/C9/sfz8iZ8v//j1f1xef+P11pHcAb/45Ersbah/+ud/ar+PHTu6/OhHP1x+/vPHl8OHDy2vvvbq8t3vfrvkK4b6L/McP61GD8f6lroK/WIx1ptLu+h9a1z9EcOYT7f7+Iz110D5KToP20b5Zl3wcfyyzbgdb7milaKOo99zLxnjaNrRLx/JPT98Sg9D+73mS97kpttVA73JlbugvpITaAengjH0ZpaU4oXwGOeEkrHUaJEJz7au0FPQ2TWm6CtgwUhSFhRdZPCDyYYEHx9hrqNvjg+/tmKcDTSIrlw9oottfElwDfSk4kMzRpcrohot9lLmfvTRNRfI5EWGPmOR01eHn039jKth9gmvNlr8UIMxNmMHonO2DRlHV9Dl1oYyRmfaCh56lE3uCj7iyZcDB/Yvf/DZzy5f+MIXln//0Y+Wf/u3f9vwRD6wEX/1q18tjzz8yHLjjTdW7i9afvjD+5cnn/x5LX53dXvrkHit2usdVfmV9ULXnMum8b9+cvvet+KbsWFbT+0K3rHsHYe+W/fOSPJYNdnOax0kxm3IzttUhnY2HSZrDovi7gGvzZ15cSCk7fAY7eIunj6QShbaRinug6bG+jV5N1YDyiawlZ7JBfzZIGjqTFbkIHSyoN1Or3rw6uMbzu5cjcB4dACbdM1yc9vm0oa5xpNFlTgip1aAvHE1oONNbOxrK/E3PNFBJx0W6zbwzBsq9tDjl/HYQwN0MpEL0PmENvujT4dxJbfT2hD/9dH1bcJsYqBDCU/4Qs8VMfz6GcsBIhb9tIPEaAyGn3UQVQhdzte819BdH/no8sU/+ZPlJz/5yfKte+5ZThx/e/x+eB0G/QGRtneub8ursxw9dkW9XDq1XLR/33LzLTctr776So29tFx99bGi+zNI/DC3lSP/01G+se123gZ0VeZD55XW1f9+O6t4vF+O1nEXQ+cnP8WXseRNLrTlB93GRE/ebOye1wqYP2PM3cHQS1/nyfKqkmc+UCPt//jZgWcM9BNrJwtj5gtxLospfXWcgvRDiyNxnnwWEoQGeNKmO3KgRsviUOiZxyFjs7yaXrayAKOPjvBC6HhD0w8vkM8YfzJZKXTEn/Tx9QOYgn50adOlaNvc0Qfo2vi1k1f95Cq+RIc6MSrk9aPTIg34hY4Wnhww9Bifcx66lwN8oD++kDWur47u0Gda+tpAz3woxd4YlzexOGT39/vphw4dXj7zmc8sn/vD/1fdtn+tbsN/UAu4YqjXuXaipW2zX3zk4r6LO3Hi+PLMM08thw4e6Nf3jz/+xHLZZVcsd3zgQ3XrK9/yKle10WrZl+naTA4fc+I1tTuwuliYm87pyK2S/PDSTHTubdDyA12ckFvsjqmY3WkEaP3afs1NkFyNlVP9iinjavoZ7XcGCpt81k+/o7Da6weIa3vYHXJom99CizA0Ywl1MDX27gnZuSoHkgBokQnIdBCrHrzaKUkghCfQTsD0ZvHGD7S01eGnRx+/Nlr8QtcO0CC8oI5fiS120DKu1ndF8UcYHnzoweW9t9++HDx4eOPLGH/3Ro6e+EyPMf34kNjoUPNPrcB2HiMf3tyRpJ884iWLFt/m3KjBeGxC9OGnKzogPiTPSl7/k+Nb/IXoBO3IaOM7d77yVIvaHzW4+qqrlxMnTyw/vP/+5cpjV/Xn38Hvq5fl5bJLLyu7u5ff/OY3/Qsv+w8cWB57/PH+NdaPffRjy1VXXdV6dtcm5l98ZS85AbSRw4pjb/lUGz7+mjEbfzx3kTMHxMhVchb/tXtO+2fnolhSTel28l7rJvFHF2i/S3fxebDXV3HGC/5X2Jj5wAHkziD0PX/1V3+12eQMqwU7G0Hv5JczSvhmOcgY3tCTSLxBdOIJ36xLmy6y8+KNPvWcmPCr5wLRYUFacOrojAwan4HueYMYz+2WsSD+GWPqeF1JHn3kkeWOD95RV+rxSxR42MoCT2zq2R7eIL7mSpqNNMepPccA+vxOvGrjigMoT/3BWPTGN4UcfdGZeOMvngBvfM9Gjg68dKi3Y4stIK+EDjYsWX1XXXm48YYb67X38/11UjfccMNyySWX9W+a1WruRX7Lrbcu73nPe5YrLr9iufnmm5frrru+ZG5ajh491t/Q6n35M7VpxZ9YYMfOyK3iKuhbWNUObzRXyc5lxeLwSR5bptp5fU73RldttMTX/JVKOuXDx3aTydhtOzUOav221zpq/tc8xhc2+yUW3ehKMcpZ06rNVtOiXKKVTDCgA+ZMxDxpjCVRoE6bbPppk20HSxeaYrGpZ9vhh05Qwbi2sfBFt7HoCeJXaLMf9ChZjBZS9M51CrABGU+Jn/78LU63bOJUMp7Ywjvnkw/aM01xeKSfuCMfnhl5LRx/Y1/Joga60EBNzlVX/jIW3TavNl2JO8CLDvw0noNDbSwxRZYMfdETvWo+tp81Hj5euLK6Kn/pS19arrjiaL+19sYbr/ciXznKz3F7f/DgoTrMDtUhcKTKJX0Fj4/RmfxsbKwFXekrtrwXD/1oPV4//VZeDURnDWz4xsuBsZFb13p77f9uFS/d9LCtbP6aTfF37vCsfTbzm3Q2bW/uorHdDwbXcXLzvOBvH6rN31VuJN0gxIEUiJLwojNmIYZHbVwxhi+LBNp40SKPHpuRU4yFDpGLjKDUbGySXchVDF941WRhbltM8TH687YXPpMMWbT4M0YvaBtPPT6nbILHWGKYfYx/kQO26VQbjxyIie3wzDq36bNNtZIczPOQWPTpEbc2XbM8ObwQG7E3H4o+mipfs+/ooI9/3O3szDG90T3b6Bgm2c5TXa21j9VV+W/+5q/b36985SvLa6+93hvGD77xUG3YPnTw4pKptmk8X3r703LjrU12oludEr/oy99c4w996iK3L33bXP32t4pa8eS+X3OXnabV4YRPsUnxGuQXe5AaWmfVORSV2KErv+6K7gFc3soDm74d9H/5IIc920UytnmfHDJRFLeyYs6EGYMElYmDBKNYUHRKWK5G6JJ6/PjbdVv75vLW22/0LeScaLrYIsNW7MaXgH5y6NGtwPZCi770gYy2On6qs6FAjSe69dljd7aFpnaK793rQza+zGHn03xqmH1kC/gV/9R4jaldXUHfWOYiY4k9uZtj1haLGl9ooJ5zHp/UOQhSyCkzLXHxOTpyFxB9ajzxj47kD6Izfs169esfj6q26fw+gQdj+5fdtYmP1evrP//zP12eevqJ5d/+1RX9t2VzxKXs3ev71nctJ9xVsVeb43T5car8Yy/zEJ9adrFhyo/WU3NTeja3wNV2VTzpAoDAx5UOPS6OHqoc1U9ksHSszTnQMfIDL/8KPQdrm1wfFGs/iF55Uu/kathip1E28frgTYB3z3/5L/+lX5NHQQuWUASTGDwdUI2b1Mio33777eWll17q2yowwWTwGs+EP/nkk8t37/3O8vBDDy+/+c2L/f1fFu0j9Vr2qaee6gXjNssEkJll0eJbJ2YFH9DUQfxU068dGfrQjNEfZBxNG1/iwxuftG2I8GaB8/3nP//58sEPfnCzyeKzGuJr/FHD7E+uktrq8OBHg9DIoKvTx4OWOYqckpyipQB9kUls+mmTA7JiySbHEx+iS21MrJFDI4uuaIceWuSTd3qTPzQHqV8zveyyS3ud/du/fnO5uNbK9de/p/nG97zVXOXhU9nYtiOe5Gj4U7yVSvlnw0sAt9lZS957dtXsdVB9xQbqt/CMF12xaX3akf2mr7GUgbad2GZ/4ge/mm+10Whj61j62OonsURX37qrqx87eemgb6x/1ZSQWsngJgCMq8FtPrAw3AY999xzy49//OPl1VdfHUkpmchJoE3g4Y+2L/I7dOhgb2gHBD7vdx47dqxlyZi42FaTQw/iw0yf/YLEkDiMZ8ORy2Y0HrCHL3Znm/op5PFpx2dl5om9WUf0qmN7bssn3Qq6AnTFr/Rjh1zyRc+cO0h8s101HeyBjRv52DFn/Ij87AOaknZ0xy/t2NFnZ5tnzqEatAEf+3SMPrpttHu5++5PLJ/61KeW/+sb/9yfdT9zxsd5K9a6InsvOjmf7YWmTnvoHRtUT1up/7rvFlw/cajpMka32nvnYuPfJk/rLXP68SXvs2/04V3j7oOhTHdONfCt4/rtG3rVm1LolwEFLxf76X/1HUxYg+IZChgGiY9T6NCBrc610YkuQLWvIXr88ceXH/3oR8sLL7zQt+P4MpFkJfe6667r0+f1199Y3nzzzdZjo99555296dkVqNOVfCdztQ36qbd9wcOeMbYii8eCgcixYUxfiS21MQdA+gpedHodarEXPfGF/eREoSc5SG6V+KkN4ZlvhWfbkDq2+JK2mr74Exq90Q3RnasakHMHQRZNndjHAn73+kCD0PXRY3v2AYzRp0Yzt6CNDrGZDWgs8gP+kILXyj63sH/5/B99YbnpppuWr3/9H5fXXn+1/GajYl5vd+mKnsSSHKFrj9vqiqtDK9766Vtd9BqPD3yqxtA17uuHblJrDrVzFzF/LbS6P0xDX7Vnvzw483ob0Prz79U21rWBao9q2J/1JJ+Kvg2vDB0jrx2zBgOYTHw2hxKlFypgYiLjAYzbqCeeeKLf6nj44YdrI7/euvEpruSXXXbZcnkVV3zFhuGsq/hsDy120NlQx1dtOmcedONBdNng4Qd82mhARjtl1oGXDrTow4MeP/iGHuBNzGzjA5thWzeQlcfIqTMWGzMvoAXhD6++Or4F6OTZcJhErzLHBdm46avJo9FJR2hKeCCy8QW05xrCH574ENnMeXIyft201khdqFwQ/uJ/+fP+hNvX/uFr/WEYqvuKXqA7uUqbDrqHrspPjdFNEA0fqnZkA/z9lla1lZafCj1k6HCItc3a9K7Q+WorNLpTxttiQ77+ax70fp+72g4hMvIZf7CR03cwR258q86YS3czpWjjV2dZR/CUAQXzgjQex7KpM9FsV/jLgTpdj11x+fJ2bexnn39qefChnyw/uP++5fkXfrmcq9shv9PrLYPDBw/3Bxzefuv15de/er5fy7sLyGvReVHyIz5kUeqj9+QUtONLeIMk1VgnZAV6J7YQOTS6FGPq5EDfeJArUTDbURvnEx38htThTY1PWyGXOFOyKI0DnezEp/DhUYwHxudb3siqI88+GxkXs0+QxW7mIzbjrz6gZU3gj361Etup8YtRP/llKzSyanwp+h6KeQ1do8ueem2+q9bSsWPvWT7/hT9ZHnn04eV79317OfXOibqKujoWX/FLWfymg5+JfS41OK7Qq39NW5G8s+0qacTG5XPHWZuL7hJa/DYd/o7BWL027o2+5iq365vfTZfHKux1Diof9LOC1rfifCsecqNu0ebru5aqPTvou4dzlafq+z8y7WMevKUkqDB1ACs4O48zRYm2A1RgL7304vKr37zQ37DiVwBdzQXlLZD8yuDpU6eXJ5/8RfP4nq/3ve99vdHp4YPJt+Bje/YLLYunA6i2kqS3LysvWhKMfx6DWb+CP7bCHx36obEDkQcvPTw8/MAHPtB3NWIga2FpB2ToYyf6IP3EFDpa/IPQ8WUMwkM2/sXX0LIZM67mG7nUgD+blg7tOQ/q6IwPaoi92Tc6oguSZ7xo6ZtzfpDPePTqR49x8IDJ97qfPHmiP+N+9ZVXLVccPdpXtOJumbzVFDuADj54szODA/ExH2bpdtveidnLTZuzxzcKxDtka2C9iu+svS7drtyv7UCvY652+1b/qIYRA5q68uuTeL3Z8Kxrgy/lF4a+XV/pLVCMRdMYAoog5gIxxBFJ0E7C1T5i6HWS2/H3vve9y/ly5M033lxeevnl5cUXX1wOHbm4+NjZ1Rug/7JGbWpXcVfYK664ou3Ql1vrbIz4B8YzwbNPeI2BhQyZ0MQE+PWNkUFHI+NKoo69yOGNjL52+mp6UsjmjiT2YxvNuA2TxRId0asvn/opQG6WxZu54HNqiL7oUc+yyS/EPh7jShB62mRiE+JfdIE+ntlH4+FT504FbOrI0MufyJDnj7bY8CmhGS+Ldbu+v39j7Zqrr1u++vdfXV757Ssbe8OXdeMVIjdkdw6fbjsYaryfVrfsOAwzXo1N24Yy1u0qHW9dRdv/kqfXoeA75EvZxu64Mo/X6LmC4y2OsUkLvS5r/+SpPtCr74IY3wZK3/i3g+6Pn77zqIOnn66nUBAkQGXjTNXZHBmbeQ4eOtgn6Q3XX99/R1qCr7r2mn6rzOsLv0bIcVdtHz88cuTIctddd/XGMOF0qEeSdiYn/sUHYFM/dIkAr/Et5CwYINMTsfoaPSnZoIkDsmksKuMZYw+NvsiDOr7jCY0f4Zl1AD3aaOGllw5l9p+s8fgPiQkyFsQG343pzxtcn575YENTsvlCh9gEY7m9jm+BduJQG9/WI2588QH0ow/IKsAWGcAjpoGSL/YjF1+6/NEffb7n/jvfuWcnzirZGPGFPTqg7a01UtM3Y5Nv/ivZzslK64dsRSOPruEPR9KRg1cOjM3vZY/4Shc71cav3bHWELnwtr3ioWeshZ39phjr2OrQ6Ni6jLXD56Gn1susjCBj6gthHiPTyWaw+hQfOnior8rv+733LVdeeeXymc98th8CPPLooz1RFo8Nfbg2/fU33NBf+eMzx0kGHfwI4g/M/m1sF8gExo25o2BLn1z0Q/Rs29NGMzYSuvNRUX21hcZ/bfx4U0Pk9JXIQGyFHh1K9FscyXH0oos1/NEF/MWfsdmuwrYYlGwsMAY5yCIHfMmmCi0bOjkMYsfYbD9IH8+8djJ3aJGbY9RObMa0jfFth27ziL3ka3dcf/0Nyx/+4R/227jPPP1Mv/7tb4ldfaCXbHIdeusvXWpj5KA/wQjFW4OjXXDFJe+n6dXmj02AhrPz1LpHLX8Oh6ZHXxWzkNfV/Gutxlc0rfrxnY/9UK5ofG1f6qfHih+9D4+1TbH89G+hhai0orU906GdLISPFrc5NnK/9VBsyDbCB+744HLttdfV7dSBvmU/eeJEHQCX97dbmMSDBw8sN91862YjSVQmEehP4o2nju0skBS0JAXY0MfHRid6lYfIjQUzJsLCNo7ODzVEdzYsmdjPRnm5Xpp4///973//xtfIq+d+JkxfDeosbvTwpED0AJp2DgZtNdvhU+jht7HoRMeDNzIQWX6EhpdMcjPrQIu/MyIzFzzq2Ij+yBsTC9mUyEUGkvcaWm950ceYd2istR/c/4Pl9ltv65eEfQj4oEy/XNyZ9+jLh2jaRq3hkSfxle665c7vgNuwG78cK9p0lCPJ75ilFUVvu8VnPIdDx7Tqqf/8a+QQ2OSKDRuqgDZ4q9/NoUfdeWR4klOTjK3q7wQMhJQoMTZPbBsqDAPkqK3Jq0D8HvCBQ4eWa95zw3LDjTfXbfmR5apjVy0333DT8txzzy6PPf5Yv07xIO7yK472bTy90W1xKfqSZtJnX0LPwlBCxyeZWXgdfCF9fAr0hJRM4soGD9DoVpMxRl9s6efqiBY9wGftHDKRi7+BduTUoeXQgG0bStrqIDZTAx63rewnZ3QpEHnjxrZ9u1CNT1wwx0hX9CiJKbEr+JTQ8PAltOjha9pB2uhi1CfrI681Wuup1mz1j1x6+fKlL/15fwnkffd9t/yr18S1Ob3/TIYsv4B9r5sVn3u3qc+dLZ/2jDa6TTYOkbJT8mT7211q85Jv6+UT0N+vuaHGPHVHc2Xtt7QK/MdDlj4fthF7bZ+mz6/TleYrbGx1b8VK6DxX7OSar/2tNV50NCjdYxLmRBOURDRJh/ClUDiUjj6Qcavs4VrkvXfuFt6HYJ559tl+At2BlUx/jHDVE5CjLwuWLwkY3bh+HnBpZ+J6ElZ/tePbTEsbolNpnwra+PRnvexE1hjZ+AdqsUenDRo6OXSIXPya/RFz+hkPf2TUQXhzMM48/OVn/NZOjHzC43AzHt7o0CaDj74gekJTJ35j0cMfYyloxuSE/thXp2S+oz8l/imxFXpADs24l4lf+tKfLg/87MHlmWeeqTExjAMJHzm8sQdocpE+H2DYGSUx2Iyxb/2C2N0p9N0sHTXeG3flj+3AwYBu3IFh3cybkj7y+u8qxd+l2uS8ZUevuNn2/jm9jaLjrRl99yYPWkkxcS79TEY7VmPzZKBzbKaDjagviGuuuWb8Ufqf/7w/EedpYW5nwk93NnH8UcemkoVJBi9ER/zLeGgQPQF/E5OxTERo7MSHyKnZxOsqiY8MO2j49WPf+NwGtX5gscVO7JPpiS4kH/NVXck4Gb5sHxDxK7bo3fZZO/MGs83IgfHI8CUxaAcZV/MlcUdnePXFm02Grk+nMutMbsyFEv3beVb4PPj3LZ/+1Gf6Nfrf/fcv91ub/oa5NUgHG6BtzpKD+Bp9O/7yq+alxjru1Wbb76t/HdQefLmsZh/XWMfD1/U74CC+9xW7Chv5YIvb+awhxRj52RcG3BX06/iigxo/+01Z6T2HVfeDuHZ8dXq7BNp4FPwQuZQkPLJx1uKUfE/UfXOHJ+qPPvbY+h3ZO3pnkIMOVAKKL4GqBYCumJi0w7utD4wFZKLbZEe/QjYLBqIrek0EZNN1gotuHOJn7MU/9OgIDxv6eRqML7Gr44N2T9oqi8/Y3OZX/Ijt6Axid6anjvy2foXt5AgPoMkd2jyWms/0JEeQjcoWGQXwyacx7XlOtWfgiR0l2InblfFQP21/9bXXlh/9+/1lf/gYDL4dXUBX/Awt6AdoFwC+npv17bZsymnn9IUMT9PFXNRxUAz5foBYssn34Bjo2/zikQO8+TXXgFzLrPGw70rOXvLRPITTaScwthMjkQTUKSaIQyYvkx8ZBSKDbvJSLr300uXWW28t+b3LAw880B+UMfHbE4mWj7smwOhWh54+P8KjaAP7ARrfs6FCSwx8VhKXfLARu8b00SE5C59xeuJb+LJ5Yl/uAC8etEA/Pil8pQvwG9NXA/7EKGexCcnTHG9yEz18Bj4kd9EX3tlHbXbie2zi5S9+85ZckcPLh+iddSQ2NECLr3NNN50KW+GPjymjP+br+uuvXz5x9939BxVffe23bUvuY2P2mb5t2+mrXckvhJareiNXpT/6uvoH5NHCA1rxs4Y3L1sHzw5fb3gMRY+8jRwkF2pgN+8UAHqX7hV0oihMs2OSpOR1p7bJAskK6DHGOHqc97vB+/f7IMyly4033Fzjy/LQQw/3L6fEnjoLgCxdmYgsNG3j85Um41kE4cXHD4VPw4//8VmDAyiv8ckaCz9Z/Elm9BkLyCkQHyC2oid1eEEc2fjGyGRz4yOTWGNTnf5sT5tM+hDdaHSGJ3lFR5sRulzwKSCfmIzJG8Sv+B8Z4/SEhg8tPkFiyLzTm/mD6MKnJD516Hj4ht5PyGuh773owPK5P/zicvMtv7f89tU3myc+xJ+5H/1K9NIHI0552tcP57THQ7+ag95CY2y3L4YsurWOtq+/X6DWjgd6/WWSY5ysm4N+OwxnbfjWWvZ2PkxTeVsfGKJVY/hbfP1gsHLWDwErDw4JOew46gcf/uSor+QUGkBMkIF+EqudyYicAmhziZ4k3ybKZvJLKq7oPtb64IMP9m+szeAsRE8mgx76AI9xMC7I+Aj6GUfLuBJ98VXxee3YiFz4FXaNz3IWY3RBFo9+NoB++PmQcTr1FZhlYi888SGIPch8GKcbjKPFTmTjBz6+o+NJAbTkOP4p8T98fFX0YyuFfryQduTCz4Y6vs3AT7fxILGhaUePkosNuhI5X/r453/+5/0uDn7zk1hAO37OeYqeGcbIbceHFt7oTT3ri7+AjuZWHozV4OZ2P2VG99CquCVX0Gz2/PZa/FNaf+z5LwoR45CibzFAAkHn5MwThSl9otQYhHdue+Lu1t0HYX7729/2l0b4S6JAl8JuFhuZbPx5oujL7Wh0o8Psr0ImfIF+anQ8GXe1QacvuuaNF/vhzyERO0DOOJ+Tk7nQwf/EDPPijy79+JF2fNHGE1/YCW9KZOI3/uhWklvt1NEP2grQFz7j8rQ9V8rs10zHlzo5oTO+gfb2xsXnpQB96avnuELXT3FBsdbQYTtW4L9+YogfQWKhn3xiArS5r01PYphl0eZ8pHb3oZ6v4niL2CV9dUutsv2bZ9Uet/A7dvQS3fo6fXQTWCsqWkowtymaC8z8bWjVB3HSgsgVwOl69OjR/nirv4LhrTWTGJDvQAvRS0+SjCaJeJTZtjYeSNtExid1Di/6Qg8vWvSYsGzE2MA/29DPxKLrR2d8jZ3tRUJGP7IZTz37zYfwK7GpaKPhVaNp5/Vw/J8XNLo2qNOGOR6ITYg/xtKOnfgAkWV7rsWm0A/Ri59d8zrne8asU1uxruJfxpM/NozrB2zgY0cb+By/I5c2GItutb5cJkdzIcO/6IOM8SN1X0iK1xU9NluufvRZ61L8NGm3H1UDuc4pO6uptqms9vB2BHEmiZmBEW0uQKYNFGae6FLPbcDndl1w4PW9k9ZT96effnp59tlnm3d7gYFFBGh4JJi/+PRnXm3j8Q8iB/zkQyZCP7eemVxtBY/x+KOtZpuscf34rA5tLmjG1XjiS4CGD+JD9LBpPLrJii+LGy05DWLPAfqLX/yiD1HvG/tEWPxWRy878YnOxAn0RL92Fmr8NJZ8QGTVwJYSOr7whi6eIDbCR4aPaPhTx4aCFnvoStr0xR7gDZ3v5h5m/7QjkzjV7CYX9ASxl3gALW2gb57D/ln58brq+jGej9cG+PP23QbV7v5Egjy9D9719U+gJthKq54TEofV6YeX8+o5KNCfaXjIupIrbqX6PfRjxzbvoYcn/GxkImD2L/6ygaZoZ+Ea1wYLyXho0YM/t1ZKDhA8xqJHCV/sgn54U4c/enJ1UrJI4rci3viHfwaZ5Ds2yKLhDw96fFO02fd57q///T8s93333uXk8eP9u8foxvlFZ/ryHP38iY9oeOiNv9rzXU58Mk7WmHbGZv/isxJ70YMnvPSlRD8/5DD8gFebPYi/kU0s+FKM45tl8Ch0G1fwQsYioySGGXgyDuxD5Iev5bMreI1Ff2/4XTUX9Rp7/vSbuph2ruSrHrfq7eP6gG4D+vrf0Nu363EyxkBbMZYaGM2YEmz3fxcSOF62JcBr9Guvvba/7cM3yvgV1IzHPpDVR08xFnrKvGEzySZmnuz4MW84II+WCSeDVzIhcmBDxJ/YxIcnttWgHX10gzFtOiA8Ch185Ys+oGVMie34qMyxKz6f4B0Md0psHTt2ZfGPOxdIXEAXGbT4hJaCxgZo8w9v5Pgx+6RAxiHzEP3x2/gsq+bjrFutj087fvIj+gFPSjDHBLMMOv3JxSwbHjW+2E5JjBcCXnrEp8avJjP+/lqtg/9AR9CfaFv1NKqafXQXEHs8Lu+KpX7kF0MSnZIFnn4LFh9E8bw4wXjKrGsuxizC6JNUi9gtvCu6v0ypbaN7EJdFHpBjl6x2goof8U3tpcCcvPiGprAdvyD96Ijd+I2ORxvoiE4+KXizedQZw0s+smj6KRD74Z99THzaQAYNb3KQMXLaKQ5QzzoUvxwkrsRGbs4v8FHe6XVX5c8PocWmmt3QILYTX/xRyCi5YwivOvxqJb5DZOd5gPixbT82Z9sXwsxDR2oxZSw+y4O+OnM4I7LxW5tcgAazv/Oc9ZdKrLTGu9W/GyNVO6h+/Ok4qs1e26x+xnG8KxNxBjA301rA+DzBgks7BsKLL21IwvC0Uys/HW7bfd7dRvflfOy4xXzjjTd6cehn4Vn4SRTEhxTjCn5gA2/G+TDzZgL1tdWzPfxzIZNJdTtqMycWCzJX0sgazyTiQSMffaAmA8ZAH50sO/EnfEF4jEF8iX5yxomNL0GsQ2iVCehkg//eJfDNu/5ksMNWvPElttTspaCxiU+tH39BbYz+OQfaEN0ZZzPQj06YLxIw54udjM080R8avshpxz914pv5Qc2PyBkL0GN7lkHXVshlLPa6r10/eEvrRodCJiW6XJnzgZes1yE7fMpn4BV2YLPJMQOBMKClbDupHX4wHszj+DkTPv1A25XbmAmer+jeWnv00Uf7CkSfMXV0k1UsTjU6zAErxtVJlDZeMvyC6EpC8eCdfdZODWTDh57FAfraqS3aWRf7ObxCT/4ik8Ws4KFDGyKLN/4CPu34ZlwZ/bpbKF56yCp4cijh8ZDO5vaniOTeLxU5gCH+QPQqwG7yu+1r7MUfMNdpp8YH+GZ+RftCJbL4UyuzzdkftMw5REf0RV4b5jiC9NV0x4cZ0ZO8wGwHLfF6TR7kQy8XAnmbG3wYJvPuNt1XSscmtN3S37b5iUiBAUJxJpj7FnJ4Y2QORF9bQU/CZn1odIBA8UHkXNF9gf7tt9+2vPbaq8sDD/ysNuo7m4UN2zrJ6dNrErPh8GcsBU8KZCL1I5N+fFMndmPasRFe/UA/8uh0poQ/h5txPvDb+CyfBSmG0BT9zSJZfYxPgAc9/O3D+bKzb89y+ux4/1n0/rrIydOnlud++cvle/d9b/mHf/iH5Yc//GH/CeDrb7h+ufbaa1pP/I5O/dgN0GILwpc6/iYW2K7Jare/q031rBPQIfoVtPgI4Y0+9PiAL+Mw96MTYgfQjAFdxmYfUwfJ1bYdRQ5gY6d+tFpvE0a/R1cXxi+lVGwl49acnv64rDFfcFF9nT4o0Lzep6d8akqMM5JNoZ2xtCUrC4+DGZuDCR3Uc1sS8KdA+BU0E+ELJS6/3FtrVy3PPvvM8sQTP+9NbpwOMkksf0PLRkkSIfbnhUKPvnbK7BPQEX9iA+hjB01JTuiI3cQz609Bn23FjjLLZEFqpw6foh/bSvSq+Rp/6dG2Pi66yFtdNb973NadXV5/87Xlhz/6wfKP//S15dvfuWd5/PFHl1/9+vnlyCWHl49+5K66q7qkddALbM7+x/fWv9Lx6M/+hw8P8Fs/iFxK9JGb+/jmEn1qfOnjh+iDyKtnvsgGmUO88gqhbQMPiJWOrKnwR2/06M+29cNjMzb4N1rFU/rO7eSFPVfufJzVb8CNX3GV33fHUYoY7Kqfrif4KGsFq1EOcz6bDOJgJkEQeCIzI/QESkf0kGU3eiTLa0ZX84O+fOKaa5Zbbrllef755/tPLOWWkS5llmUn8voKO2m7RcQT23hdTckb09dW8OCNLP/ZSo7y2hHihxotOYisMfToNz7zaccGaLOtxJ5af/ZDO75C7ER/4MGZv0FHz9vHj/drbpcI/J6433fv95anfvHk8tJvXuxnIN7C+exnP9ufXfBElw28s++xFV8hYzMN4r8ajyJX9EHqGXIFZOjUN/ehRWd80Qft3wVjs4+hQfQp8UcbPbGQiyw9anFYC9kb/CSnDdGbPuiTh5nvgihyxjyk8xtr/bvtJde+FL1/ldRGVzvJJ4z3y9HLKBBKm+Io5xB6nI3jkqGd8WyUOSBIYvFnoUdPasiYv97oGzgP2ehV/DaRD8w8+ugjvShjIwklL8lz38Toa6v5kNfmmTRP3+lxKLTd9RDIOFklMnggmzp2yNOPHnvGFTJ5phD7SjD3+QKRS17VgBYetPTZVOcAnOUU71L4Bt2P3313vyZ3WJ45Ow7c91x37XL48MHl9dd+W36eqKvGmeVDH/xAf0V2fzd4TU3si1U7OQH95CV+qNHlU00OTT88M8yD312InDi02VBCJ6c/5yZjsz+Zv8jP/kVmroFv2vEt45HVj52ZL3OPNweXsdknY2jq0BNL18XTdeRWmfpvwwdtx1W9ijUmzv7d8qLnMIh9V3d3Bht7raHQSopRMZASJLkSQhG0MwV9beOzHiCXEqPq6MikGGdOEG27xv0BeW3voR85ckl/cqu/cGK1QVZyZ5v6EL3ZfPSzmVqZXxfT0YlbDwcwZnMmqXwRP+hrx746+vDFn8RuQWQsNbkgfsJ81YqugAz52Q5f9I2hscc3fvv9gD/4gz9Y/uzP/mz5/d///eXGm25qXnIv1B3Syy+93L/I4epw9Iorlk98/O7+Y/75XWY66EtNf+ymDeo5Hm08bPEl/HTEvpzwXd4APXlKn4w6hTzdiRXQILx0x158UscPwAfRMdcZm22kzhg98UM79CD2U/TlcEZkobXjq6pvv7uUzlVWjJ27KtGderZNviz2/vHaHU+N7yQwDm0UTsImIwgfBSkzMq4EcYietGe5YWvlL/pFvUjH22u+aMJider/+7//e39p4oUmTNKiPxOUkpiUbAAFb/zJJKRPB93pK9q5Ks+TxC7d6sio0QBv+Mnm8AiyyY3xL3Kxm5L4lLTZMRZ5QFPcDfnj/Z5v+LCRD8J4UOPThd/73r31kuiq5a/+8j8vH/nIncunfv+Ty8233DSu4gUbnw066Zox55fdOXZtdHV8Cx9EFxokDzkkw6dmZxvhiXzsAJq2EpvaeOQ8POjJn9xHDtQZj43UEJ2J13ypoyPxz0WMsTejZWpOes5LlnwxdTFPrNK34a2SduqWWftB/Ol2GjM4kjIri0I1h6ENFMJrUjKWgNCjD7LYJVdwMF+9/N6t4vdxL7rId8YdXi699EgvSH8u57HHH11ef/3VsrPzLCA62YoeYwof46dkK7FLzhg+Mm6v1dGpwKw7k+pTSwNlq25128b5nXxuy6qjOz7ps50rWPzAr5/b8MhD+vMhoQ98Q9cnr+0DMXv37V/21SbyGu1nP/3Jcu93vr1cdezK5Y//+E+WW267bfn8F7+4fLw2+SWXXV5Xcb9b7znDzodR6OO3mh+xbQ7ZMcb3bLjEiB8tMQFZY/jxZe5BPzrwZYFHV3wI+Ed3CkSeb4Exsmp2IXlKCWY9QFf0z3oiE74gc4hPO3yJIf3xt92KtsiPvFbL75z3Dbb14aUmTnIOUX6Ndv9uerX7d9yLZ3fR0GvWW491mH6v/Di93YY4DJycHVXwg0ATGB7QT0BoSQaaMX38WciwnXg8rj7jinRF/9aaB0Su6D6uGVvbiJ74C/FhvmLEb+BLZOYSecikKWSTn02sEy+EHh6FTv5B9MQPBfRBHw870DYKfI2/eLQt+OQz49kobt/w+UYe35bij2B86tOfqdflN/QfJ7j2musrv1cWz4iZvdmH7XzQDfFfPdMhc5CY1NsFvxqvGj+o+WA8fgTijK3MB8S35Cr68CnG57wD3fhgjg09cRk3lnqON3pAex5PHbAdPcH2ONsQOv4AbZaNrtDT3sbmF1QCgspshLMcUAcxnvGZfzYYB9SSP9/qhjf9+KHWD81X5u6vW3W368euvHK56cYbl9def3157LHHWl/sK0Bu7gNbDgq1koWAF8I7y8UfffzpA5q3MOhyT0XC4vOkM+OK8dkfhb+hB3SPWMciNG6zzosyi4R8FnfbL6DRp48e3W4FtR2MP/jBD5Yf1+F42+23LZ/8xCeWq668ug48OXG1v7jvnHwVMZCZ5zX6cnXU52/G1TPvPJa8xdf0o18Nc/xgLFfqxBUdabOl6KfM9kLDM8vOtOQOLf2MQ/ShJe9oasA380B0KxnLGkILX2owpsz6wpsxmMdCnwvM+jdf5NidLacgzLPhWVkmKMBvTE0mclkcNiq4PUWPTfzzZAO6Sfe00IOgfSVzoK7Cvnb3xhtu6E9o+WSWt4UyMUrLVE0e9F29Y4NPwE78Sx2f5riM6RuLXjUv6faw0PuX2vk+sPAAeSWyCl2BNv18tKiHnp18G4t9hTykBjIgz7GnnHrnVG9wr7/97fibb7ll+dAHP9SHpYOTjtjUZoec+QH2OtbVl9k+xC5adOCnZ45XP+3ohOhLH7QjO8ceRD51LhxB9M00Omyy+GBMTUd8S87xaUP0GMeXdmJNCW98Cq9C1zyWEqBD+GDmpT9thX9BZC/EFx27OZOJYiSBphCc+yk5lSD9OBkZ2DYYB9VpG0uiwjfz20QWoodxNrorso3uqbu/h+599LyumxeatsWa+AA9MQbxV41Xu+1OvoQnNOP0BB6IpH+hHCozf/TMvLGl0M8XcWfBoKXOwgw8S8g4enTZ4Pfee+/yiyd+sXz4zjuXOz7wgc7d4Xqdbjnlvdf+4EW1fUiGT/TnwIguiF0lV1lgG2Z+RZsMkEGLf5Dx6I2+jCdn6NrsbPOAtnFlezyy6avR4kfq6Jb30MmpwRh6aGmHd/YNwoeWuQk/2pyXGcaVGTNPdG4Dbaan3w/e0okDoYE2B5XAhmJISSCQzRRZ/YzFsdjIlV0dmxDbFlD6Ixns1UsGZY/PuR9crrrqqtroV9dt+yPLL3/5bPGauJ0rH2TxbOtX8yUTGuAVazaYfgp69IGn/3T4xQ8PRehZh7o9+jtXo0x0xoO0YwPmzZ1nFvzGk/yiyV/y1fRSxQe5ePPN1/sPAD7xxOPLRz7yseUD77+jXncfq7upQyUtJ5yVB/NiDdRmPbPzEJD++CBOiO15PGtg9ivted2gz0i8SnQAneTxZ53MssljbJqr2Ilc2vTGd3rBgRZZvGoIf9rGUvQzD4E2/viDR0kf9LMvAuOJFV/WYHKpHXlIP3MR38NLHi1jM5oWx2bMzEkeGqVKFj+5WWn04AWy+ENXG9uWC39gLONqwUlw5FzJ86UT3lrzFpsvhHx+fQ8dD53KrEs/CZ756I2f8RHQ2FVDJmPOSSbGYqQvPkZGG49xtT7MNulR5gMvdDwpgTGYY4kcz437u2z/+q//2vXd9frbJwflKx8CwhM9keVfSmIEfok9PgEd0ZN+dJIPZv4gfBDbMxKrGl/6+OihH10bLW0wFv60Y2OnDF5jYkus2Sz0JV5942mnjm8paNGvrcygjz8ZU8hBdME2jwKzLYWduQ+zzhnv9mQFxtnwbPBCSpPI1LMDM19gPAlNewY6XUqu6OFVJEKxYL095LfW1A8//FB/wgtvCsybkk4wuXwypoQfT+jZdGCzAzodePFlISmZINA2zn969PM6F/AnnuSG7tAguiA88TMFb+ro+uUvf7l861vfWl599dXlYx//+PJ7v/d7/c5ENji+5AHmvvHEmtzTqZgnvJCYFXQ1HnGC9swz+5jx9EML5CE2U2ZeuuicZWNjtiUO7fSD9MMfmnb6fIAc8nyIXPraKenjCd+MyMzQn2lz3DOiX4leOQ9Nie/a2+grebCtTJkFQ08QKfoZCy/ajPDND3QsiCyQ0LTxQsb0tVMiZxH65pO8teZrcPxFS7+mGh2xw3Y2G51qYyYR78yf+NTG0eI3WnSkHx6ILuN8zEMhbbz48s2ugXYmGObJ1iYHGZ/9V2ITr+cT99xzT79G/+QnPzmu4JUj/MkfGTrTj3468GWMHTrRIHyzf2TQxRmaEkRPaOGnIzlC2+ZhU42mDk8Q39DjF5r+bDM6QK0kd+EPT3SFTzt5m22EHhiH6MGjBLMshC8xBrMf6tBysQmvMTQIDdBjCz1xbj4Mow7DNtCNp1wI83gc3ZabaXOSEvxcZxHMiSGrJPGeRruCe0rs99BvufXW/ouW3gv2eejYUidpEF/ontsw8wFbikUcfsCnn4ODP+rIswn62pFVKxmH2ReHiTpy6mwqdAcKRI8xfOi+CPMb3/hGfzb9E7XBfQGHlzI+wcY/ZT7Uokub77Nd7RnoSmJMmUEmPqv5p40eferYgvDF5uwHaIsxOZDv6FdH/ww0erL5IL4E2tEJ9IG+dvzSVwN9bMU/JfkAtbHZbhD9s6ySOGJTmW0k3hkZCz//5pwa0w6teAYjrIRNO31K5r46PMYyDhdyTBuPWmIjkwLodHAsPPijZ56QGV5f+Q2dgwcP1RXr4ro1fV//kTu/F+3WXcKjC9T6sac/+74NtPCEP+DrnI8sgvCzM9uP7CyXfGdCtnmjC6IbRs2n3XXVPrk88sjDyz3f/mbl4cDyibs/uVxz9TV1AB5e9l+0v+9w6IfoUPMt85uxIHZCi79K+IPEmXHAn9gio5b35N44O/EjiA5jyUt8jl/4ozMlOtBz+OKPbBD/8Uc/nyIfmeif5Wc9QGZ7LHZhm3+GsYyHH9JWz7YDtPit8GGWmfXCTmYLGAQbREGC3xaWhPCHvm1EspXowE8uicafMY7n1hctOvDOQYXmgxuebO/f74MyB+vW3Xe5H1tuuOGG/hVL76G7As8+klPTB+wYj18QntlufApPYFx8gAfwpwTRR0c2PtnYD2/sKEFkITKD5kA9vTz22OPLt7/9rYr/0PKpT//+ct1176k7m8s6Jw4BeUp82YzsxCZ6ShD74YlNUGdjKvF59i18gbYxNiIH6cef8GV8bsOsc0Z4EoNazOjaiTtAj71t2/opkDUAqWdER2xHX+pgO46MzW2IbbT4GaBHT+jxOXq0YbOX/Dc7JyAFZuVRECUpM38QOeMXcnLWFYfpsFlm2mwH5gmMXbxem3vi7tbdbbuvd84fbfjJT37SegVMLoGDmjy62+TEEX+NoenP/kH8Iuv1L8xy2kp8TUxqcrOtjEUetPk6L061kjhOnjze8d1773eWq+rK/fGP370cO3pl50FO2MFPR+II0k4cAV/oBzz68V9Bi0z4cojPNtThBXU2XWQVPGr08Omr0cKTQ4WN2InMbCsyeCDPUua5i865xL/w6LP5PwMb+BRybCtsgXb0Q+xAfN8GnsQX3ZEBcoltxswfxH5bMqAjeFBjQE9CZqBnfA40NDXEiLKdkPBJSOyio6WAOslWk8ui3S6hexjnPXQP5Hz09fHHH+8JZMt4dMeP+Bg/jMe/+JSJs2jwxVZ00m8sr6n1k7u5pjdj8clY9KOxZxy00SAyag/vfvrTHy/33//9/p37j37kI8vRK44tF188vs2FnSA6YY6JHm1IvGLJuBi1jWnPPs28KQ6eyCZONb74E32znchHLzszHfDH3+hSRy7QZzf6waEH+vElOpLb8KI7IKMz+sPPh+ie86cOLf05Z/rREd7Q1PgupA9mHxV9vJFVpx++tPneV3LE7cWmHQcDvDGYGmJAPU+OtoQkSWiQsdCUeTzt8MA8OaHNfQW/CbLRTKwvIvTwye+h55tlIjcnxWRkjF2xJb7w4lHytDxlts1H+ZsnQYlOiC5A146u0GCWozu/VKPvU2w+ovrQww8tt91+6/LBD35wueaaa/s1uG8HkYPojD6ykPlIOzWagl8tjvigZF2gzXLhR49eCN/sC6hnvbEL6PKjGEvscqQd2diL/cihq+e7GHXaxmA758bjR2QSYxDejG+XjAVz+0LgC7nUM390xp8ZGQs9MYUeudCge1mAEU6ytmE8vDNf2pAFHMRQdKdEV9pKdKiT5CwStFlXENn4Rc4md/vuyxBuu+22/maZhx56qL+wEB/++K1AdMYnJRMQzH3j0cM3RZu8tkPDeOKIrHpeZPqQmOc4M44GNlp/Dv2+79VV/KfLpZdcstx5553L0WNH+7mEX+QZX/kzfIPY0Y/95EChk91tP+fNGfvaqaMDcncTvtiJfGyRAbaiV4ne6Mt4fIlceGd/IjuPJRaIL3OMkbkQyMtJbASzTOKJ/ZT4kDguhPBGB6jJZu/EtrjxZr3ALA9iAzIpMPNs3iePsBKEMclO8NozPWP4Z6MZnxH58M/20KNjXkRomWiLTxuPMgelncl05XPbrviwzMWXXbo88vijy/O/Wj8Vx26pjx0FnZ60QRtPbMaONpq+WMKrQCYG37zo0KMretR4QZ3x6FKfPn2mP9zi10RfeOG55Y4Pvq9/aeeF556vet3c1T9bvNnoQA/QwQ81e7GpoKnFkVgSW/yY+ZXtDaOfRQrRud0GuiJvLHdH2rHFvpr9yPItYw4WiAye8KrxhR7d0TOP80PbWPIjDjU6mrFZH+hDxtKe9bAD6uib5WMLLbzayX1yBPpklPgUesbU8ZG+9Nu7GAyzNkPqjCcxoWcsIJux6Jh50ADfhRCHMp5EQ3Tl9S6kTiLUbHgIRnYuFx85stx66y3LRfsuWn74wx8tL770Uv9BOe8nxy6o6UBTkszYmmmR0Zab5Cfj7MoHulpBT4k86APegK708f72t68s93z7nuW5555ZPvKRj/b3sB09dmx5sO5QfMsL/UF+WYbcXGYaxNdctY1nniB+oinaiSXj0RE5fe28vJhhDCKnRH9osw/xMwh/4ogfqUOnKwVNDdEXHvpmW/Ej/P8RZr3a2/qjT72tW98agcjG/yD0IH01+UAc27yA1rxpZENoMwbqWZl2FKZAakaUOIs/hpPs+WoRvvCCNj4TNzuvHVk0JTRtoA9NHNGj7zeuLjl88XJ9f4XU/uWnP/vZ8vobr29kIDrTTi7ozyKiKwg/voyLYY7Z+HZ/bgOdoScHkD7/fEz1X//1X5bXX3tt+aTvabvhxuXoFVcu1137nuW1V19bfvLjnywPVEwOuL5DWTHb2i5zLPwXp80eH/CgR0diFC8+wJPx5DE1zLTIADk0soo+sJ0y9wEf2+QU/sxy0ROa/iybPKcf/vgYoG3rIosGMz36o2ObJwVf2jP040t0zXzzusJjjiB0dvEmJ4AvOlJaczqAmdIUQlEGcWYbePAGmZDoNsY5tCR8nijAkxLZyKi35S8EdMnIInb1t8AO1GvWK48e69foPjzyvR/8YHm1Nrp44kdk0GJTHRoeRVvJprC5Qo/v6vkAiG7g36wvttCMKfHJ+/3f/OY3l9+++vLy0Y/etdxe/vssgNfgPs3m8+gOAX9Wyi/pnCxfyG5vRDYUfcCDHvvxBy2ITxkPz4wL6Q3QxC0P2pFXQ+QiG3+CeSyIH2kbn2tljiE6lO3YYB5L4VfakBgBr5hiE8I301JfiLYN8sbm8egMLXnkd9aSvnZk044+0O4reYJI4OkrMTYjyTQO4WMUXTsPnmZ5fHHEOF6IY2lDksOn2Y/Q6dGOvhnhVYfn4kOH+2uer7js8uWmm2/ur45y9fOpOHyzDv3oIGvDJDb9jNuM3spK4ucxmHWQD0IHOvXZT40GbsP9Jhna7/++j6ne2Bt7X73s8JDNw0W/U+9h3DPPPttP3H0tVnyK7hR64ifgQUtBl+vkGw1SQ3ThydwoeLb1hZ8fxkB7e20kXiBH3zYSCx9nG3Mxrg7iG/yucX11/AktfOrtuPAlniDykZv76hnb/SD8YlVib9ahnZiSN2ORSX4g7d2c3TZqAIMS4cBYFnyUxTm1hZ86skmiNtmM2TwZg9iN3uhC08abAAN6gvgbX9iKzjrO+jPuNsYVl162vPeWW5dXfvvb5fv//sPlxKnx3eis7io57XfJFujTjx/QMquv25s4fiiRncfm8ZmPzlOn3+nfAb/n298qvbuXu+/+WN2i31ob/PLK2fiDEH4n2lX8PbXJz505vbzx2m+X559/pl6j/6yv6vmkn0Ine2rFJsvCzVh8ix8QOp4s6vgYvhSY9Sj6yR+Qm/lTQ8ZATb+cakfP7Jt26tmfxDXzbdulT8mczfyQdmxuxwDkM4ZfO7nWDk90oVk7gDbHa0w7OqOP7uhTK7EH+gEeBYynoJXeoXhGgseUQCGKBGOhxGB4UuikQz0jsviNJ9A4ozauTgDo2tEdvhT87EQO1LFtsQdsKp64+3YUn4p75eWX+xdaTp2uTVF2fHsTG6CeY8ihg2YscfMvt+4XQvIUXm01Or+1+cVXf/fNXxP1bS4+uee70r3f7+uU8dBBPrZ9jdNll166nDl1ul6zv748V1d0nwl4rV6/Q2ylTSa516YnY/EFZnrk1KAd2fgxy0YmNO3Ym3XJWdoQHgXQk+vU2wXUs/6ATOaEL9qxv43EaywyMxLnrEOtZExeY1NhM/7wLzYupH/2Ke3tnMFse4Y+/tBnfWXvf9zkYY4zaeOLgcgIDASQEl56ZkQ27SyCWWcSoR2EJwVv9ODXzgbAGx38yDhbeFz9XM29d351bZDbb71teb5e03pKfaoOrl2+0L5gQ8+5ia/RF/tqvLGJDyK37XMOAzS80UuH1/Y/q5cQ3//+9+t199HlI3fd1Z/c86TaswU2yG5sVjyHL754uerqq9vW2fL/xPHj/RdTfLwXHzuZo/jBXt7bBj6gp2aH/hnhNZaYwhOf0p79BLxBaGolekE/usNHT5BchSclY7NcxvDPcekrs95g9nv2a0bsRR6v9qwTLTrU8SuyyeGM+KXMY/Fn1pH5NJZiDNSzLejX5GCAgZyuEY7RCM8TC8YBT5KJpo5xYwmMg5FVh44PZn1zO/3oUwAtfSX61PEHsrkUG90iP3Lxkf7ucX9z7emnn1keffyx5fT6J4TIk83Cih205CB9Y/jpjh8BmnEyaogOdez41VivqX/845/0l1R+9GMf67sNn9xLTNFLT8dSB9Ill13am/rmm25ePuFPIa2/jCLP9CZmUM85CehDcyehHTvsbsc1l+jVxpd27Cbe6EgJL+iTAXSy8UFb4XMQOsTv9NXREZ3asZF5A/3ojQ60FIgf5IPwGcs4hBbox3Zkspb4oR9ZPqcfWmqIfTQ6Ik9v1lH64dVO2Xz9E+NJfpxFn5EFQmEKpcpMg21aG1sdCNC3aTOM88mCDW/0KfEd4jM6PzOBeW89dqIP3a9h+kqkG6+/YbnyqiuXJ37xi+XnTzzROukjp46uGfFluw4cKuwodBhXoldJPj0o++53v9ufYvMS4iM+h350fJMLvj17dzYJmbT37KsDs/Tfevtt/WeQPv2pTy+333778swzz/SGTW5mv7KggI7U+P167osvvrih4aMj9Vy2cxKf8KaOregIn/7sRzDzhg+ibz6oIxte+iKTtXAhZC3Fh8zBLJf+XIK5HZvxBWa/+It/exwttugI0C5kKzrmnKmzFmZkfLbRHAYSvMmeHU/i0o+hFJj7cyG7nYToSgDhSTu18YxpRy48CSA0CU1/LptAVznIWG/0uhX2xPqG91y/HL38iuWRhx5ennz6qeXs+Z3bp/xZ2fix7UON9NdGgyfffMlpm5OWLTWQl0f9119/vTe419Ef+MAHeoNfXn74qzF79lZMu+Rv3GZGniy/z58tX2r8iqPHlvfU1f9Y3dr7HPurr72y/OpXLxTf8JMf2/Om+DM8fl3VYvEa3p+I9uWUAZvzwgK+o8+bPH5F75zrILTooiNt8tp0hqZOiT0Fb0r4rF36tUMPQhNHgBZddENqY0HsoM26U5PZHk97Luj8S5npalAnRxCZmXfO+Xb+LoTItlYCFFIyK9Y2pmQsgYE6/SQNIj+3yaaPL3YC7TmI6I7e2EDLeHhSzzrQ4i96SmBsb10JbUgb0MOrm2+8cTly+PDyQL0+f/aXz/VrdHr8TnZsKFn4RWq6UidB0egdGxLw2OT4h553X918TdV3vvOd/gWaD3/4w73B/eZcfw59Tx26nveX6q5XkN/oqx98vjDjSPl/uF5+XHPttXV3cnh53EuPM6c7tuQe2tdC56bbDvbTyyuvvFJ3FCeaP/6FL4VdtU2VthL+lACfvnzgy1j8n0v0A32pjZHf5k8Jb9rxJ7KBfvTHl7yNO49ZP5GPjll3SjCPaUefNmy3IRdUyFqB6EBTwvM/A/7oTzv+beooCmOCDRL070LGyCVAJQYCtDjOVuoUSJAz5nF1NrqiT8+FgM/47FNKxqLHVVFx6+5LD/fVJDzw058tv37xN+V4+VVXRHpSyENp2/g0fOH/zuTQDfEzti0u36LqyxZ9J9vHP/7x/pCOJ+gOnXmxWxAQ22j00hOdePqw2n9RP3C74Ybrl+fqkHqj7hKMA5nIp++u7dm6tffd9Y899mht+nP9V2OPHz/efPy+EOILJMbohciFxrc5B2TEmPE5xvDgD49aPyU8oI4PkLHMUZD4Q6czeiG28UVHCtqsL7FnXF+hD1/G/2eI3QvZS5mhHx9jb24Hyc+Mfp88JwtmRhOU2hi6AFpgagMe/RiLgUzIXIzRmz6gpcA2fVu3fsYUiG7IuDqyGefrtu1cyb3+tcm9vXbrTTe37IMPPNB/jsmtO0RXFiV4Iv7L2lA+aeZrp/wRRLKxgzf5zIdAfJmFDe7q+elPf7ofnHmazo/4qIboiU46jPEFxMBGz2H9eOlxU/nvVtxv3QG5ILo96POQ79HHHuuHe1423Hbb7bXx3+m372z0yLHNTuZhpkFoyY86+Q7Qwx//9bd9m/lmzDKxrbhTMkauc1A0cxqEzzhe0DYf6HSmAN2xo44/4TFOFtTRgw/UaSd+MoF2xqMf6Ahm27O+8LAZGkR//GBXO6V0DecNEE7C4qAxjBTNypTfBWPRdyHQabHiYyu6ojf0+JWA9AEt9JSAj/E5eiGJyaTEPj1qchaHzW7DeWsN730/+MHyyquvto7ZHrm3j7/dt9u//vVvlrffGl8g6TfFYjc2E4faQzEfU7WJ7r777v7CB4cLmfAmz0Hiju/hzZzk0NF2R9JvD159db9nnoUdkCPv47K+F+4911237K/DxVX9hvLFV0b5pN1LL73UvEFszLkHNulLrUDiiK+BfvLBN/3kCYwlXohOuuK7WgmfOnpAjRadkY+uuVwIMz020GI3CF/swhzXjPhoHPijjTbLz3zqlEA7PqWOzmDOJ+w2eXE+ytScsOhnpeFLgdmBIBNCLu0g/NEJsw1t/NuTkjEQVEp8mRMFs01IIlLPPqaWC39rzVcY+130699z/fL2228tDz74QD8Bb75VzkdJPTDzsVh/4MFVGP0nP/7x8upr/qzyzoHJb+2nn356+Zd/+Zemffazn938wQN5jh+QWNJPbrJh1fTRGx605MzHd33PnY36WvkyIzI2uQPJb7I5rMTueYB4XNWjfwa5eQEZj031jMjiTc6D7bzMbdCe+xD90QvGkxugJ3kMn3bqFJj1bGMei/5tffrG1KEFiWkbsU8GT3RkDCIb3SnBtgz+ee1v+wv9FtrMFONKFmoKoJNJoTTtyOW2VDsLUxsyWTaFdhaJEhtAnv2U6It/+trhy7haiQ4Fn0XM11yR0lciB/1HAMsnV/QrawPceuPNy+uvvLrc/6MfLq+98fpyuuJ58eWXlm/e861+Detq3N+Kuv9gb/Y9e3cvDzz44HL85InljHhK/6kzp5cHH3qwvw/d6+58ii0bnH+JReGPIq74l7hDg8hAaHh8BZRDyoO3Z599xl9Pb3qgLf7z58/Upn6tDoLfLldeeazn6qmnnlxuvfXW3vB4IpccsqfO3EH8AuPa+EOD6Im/+qEFYiATHjUeOeIbu9s6FXLxBdAiC8bmvnb8jw40PgfJJ7p2eJRAG332CdAyX0Ha8SVtdPqj60KyM+IDGXyRg/hJL4S+52/+5m/+1mCSGwWASZ8yNLd0cSyIwtBjOAa3EwAZwwfRF1rq2FUywcYUk642NidFny+zn/EnCD0wRvfMo82G2veWP/3M03148cMXN7gt/shH7louu/Sy/r5z9jy0s3F/8+KLfRW96qqrS++Z/pjqffd+r18G2OA+fONTd7GTmON3cpjNFCSOxK1A2smD99VP11x5ai+G9/3e+2p859NeSh+yxec5god/5DxfcAjdcccH+5CwuYAPbMe31NuIr4klcYWWkjggNcwxQPji8+wHnm3ZQN6iR4m/kQ1vdENswiwbzP3tuCA6yWrjmcEuzD6Q1Y9M5CIb3YAWG7OcduTSznj49/z1X//13yKEiQOSNPcVCnNLiq7A3MYzb0S8oM1ggsmYdhyBbRkgE3/m0zx+QNp0xV99sjMfaGc8Y/P4ti4L3Yb2nrVf6fSlkP6A/4c+9KF+281bXDa5TeuDLOTcDfhiCk+3x6+B/qR/l/2uu+7q18p4c6gkfna11RAf4mfoockDZDwYOsameOFXv2o/vP8uDrzhEZuXJd5u+3Xdut9xxx39+txn4Y8d9UcR1w/iFB/M8wpsZpy+IL6GbwafIqNOf/i8E592dKqzBgK0yEFsbeuA8MVWCsz2Z8z+81V/9gm0wxP+2Alf4tSPP6nRo1Nuk+cgulOHD0KLLX3ysRd/NrIaGDFIpJqwEocgymYn0WZk8ynkgb7IpkRH+FJHHsIbGKMnPPO4OnoydiFfwBhakPG5js82ow1+uDbCNddc3R8z9ZDN76Z7q8oHX/Ap+ByCBw4au6Q3jCvp/T/84XLde67rt8ls8OQ5csCn2GQ/dEiMfNMOL8xyMOR3Dlq34N6L95AvfzcdHR9/rzh6xfhlnXpZwl+vzy+/7PKOGx9fUrO/PT+QnKWgp4QXwp8YIXzxPzyhK3jneGfZuY4fs/7Q5txBxtXRrT2Phw4ZE3/6yXEQGw5TY/zQn3kg/qGrZ1vpQ8bphW06kNOebekr2pHdnQZkIIJzoFE4GwmP/ubWthZweGajSgKcMfe1Z5tgMSZpED0p8Z+tFDRFG7Z10pEJm+VSZj/E4+OvXnd7zX3nnR9enn/h+eUXTz5ZfMM2W3whg1cufBW095w/XFf8j6+fQ3d1FM9sR9HOrXHiRNMOT3xCh8SdsfTHnyCuW/19e/uW+5S39t4afwSSvFpM7Pk6LD55wt+HVNEcUrNt7e0C8RPPNvDEr/QDtHluZj507diJnrkd3m3wB8820LIhyc42yGRMyVjm3jhaYg0dL0RP8hrelP8noCO80RdoX4iWApENb/RFrn3REGgWUBOr6IdxDhQvOuCxoPUtHHXGLaI5oUH0AV7tlNgOj0I/xCcF8MTH+DbLRpeCB00968M7+wPbV1l9V+iLDx3qX2Z57223L8d8/PXBh5bnnvll6az8neFDxV9q3nrreP8W2aOPPtYP5dyi+00y+eBv9M7gQ/IU2/EtOeJDeBW6EtOsV9vHYPft3b9cesnl1d+3vP7aGz1GLvXQ4dduj9Qmv7E2+6GycaA2+vh99fAF2za0Zxrgly8lOeVf8o9fm0ziTZl59dWzfv3oiAzahYBP3vBsy0Dkoj82Y0s961ADPsVcRi46ohsvGsRObIcnsgoaWwqEFiSXoWU9QOKKLiWY25tfUImS7ToBeujkwRveGEm9HbCyPRZnQpvtbNsM9Nknl80ZXRmThNn2hXSkQPwDctGnDj19urXptsn6FveKK/qtL1fJBx58oP8muqfnfu3z1y++uHzzW99cfvX8C8sf/eEfLh943/v7m2j21ev5TAjEJsz+JAbj2uKzoOKHEn5tfIF2Snh9yMWVOr9bDuYlOcVDf27PMx7wQT8PHCHj+BMTfYkBoit+ArnIJsaMqedyIeBP7PSwCXwLDaI3vNpogT6/004J8M6+BbE/t2M3tv//xaxv9mUusy+pg/D8Lj8SZ9+uz8xNrDoKM57AktSMRxbw5CCAWS58NkvshA84hJ7JA+PRkfHQ5nEIH3/xZQHOBTaBTzzRE7+SMAcLmjGL3IaxITwl9ym13fv2LPf/+/3Ly6++vLzx9uvLd7737eWpZ57qK/j7318bvD+HXrfndHojqy713lbTPjfcaf0pbPJlpgdzDBDe0Pgnnjluufa03FddzbLaZCM/z8kM47GTnGibo9/la+yo48sMMkro5LRTIHoD/cwbkEEzP/zIBWA+lEEbH57059pYShB/ZtosN4+ro/t3IbIBOTJKxqJLmfMxxxPaDDpmPwN89MS3au/cdsUAxJEkzBhYEAowgJ7NoO/KMBuxIPS11Q4JfKFHLvq1Y9u4Eh/iT/SB9nz7FPksxBwa0WWcv2qIvshDbGcMjOvbtK6Ql11+2fLe228v3jPL888/1x+BfeON15fPfOZTy3u9lXbkyHLRgf0M9/vpdEa/z7hXpxojXpj9hOQHkhsIP/BHAXQldshYJD795sEbGAv/7E/4AV0BdD7QE//Ch45PHbtp453rFOMp0TEXutXhTR1/whNbWXcZi49qcUafQpc++rbe8EF4I6fERkAuJXJk+BP+bTnj0Tv7Fh1q4+E1nr54jAfJ62wjbfSMsdP0DEZRmKJopsFs3Bi+LAJ0Gy66GMlpFODZdiy1Me2UOBneeVxbuRCSEHX0RHbbhhLwW5lBB99m//oW98DB5fJLL13u9J7ykUuW37780nLJ4cPL2dNnlmdq0z/7wi+XZ557bnny2aeXX7/00vLm8beXN99+azlx6mTXp2pB+GCNheHuJ7nMwlViX5njjR9yG+CBOR7jDmSfU49skNiV6IOZT3suQWzFr/gIcw4Th2IOQout2QfjiTm2UocnNkKf9c8wjjbL/0fAGz7tCxWILbzijG8zT2gz9C/k54VkQT95TdzBHNuM6EvZ0L785f9+PoYIa/tzuALIIkJ3BWYMn4Uz+MZ3daMZix7QjzPoShDZTLz+vDBiBz1tvqiN4+UP23TMCyR1YIzc7I92bOvnJcg8acpMS5sf5LXfeuvN/rirJ+l+kcX75t4j7wyUjM2r+Esn9d+wW3r8iif7MuJvq3e7Oh6EiWlf/wrsyPFFF9VdSl358fR7137w2sD9ra2ld9WnX8ulfauZ7O+t+8d/+Fq/Jv+v/9v/p58NdA73lA9nK6/lT8dWsnwkR1ed/M2XuCF5AzkIHW3OJ+BVkit6/DGLEWfNad3ZiCm/gy8HkeGDDxDhrW77OnhqDa4H4Plzw7ezWwciGrmsrfiMnnEFPeNKxoI5Zu2Ou3yVP+3IyVN0du7WPMz+tN76t5ppOTTzZI6iC9DjV2Tb9oSMQXjZYx9iO2j+//7lr9T/owOSeebs2NA2c+gSF0UWm41hErcd0Y5R4/g4sw164yBELrKxGz52bAB+QPjBLXR04TEWX9meeUE/SSQXe+jxNX7osymW2Ah8QszY+O2z8e2p+OnVF7urKJndtVnpH76dKfrJ1TeLejzcois8o++lzbs3EllwIOy28Gpj+3IIC9CvmnopwFdfA+Utvh/c9/3284//7E/7/X4HAT14KOdb86/xOaH2lP/Q8RavNZF5Nisdz8rTNHLVpxfdJkbqw60wPoE3fiHIWnPA0Nu5LMbe7BQX6Ou5m3RubBeNn9rhNdb+0FVQ45tl2m5BHXr0Gp95bL4cOp2jgrkwTgYd1Omz2T4Xogdmn/z5KtrNDx7zmK/qokfO5CD+q/GxnbkJPXV06webOIqm3Tn6u//+lfP+dlYnpAp4yci4TZ5EAYOUJjjjrmQzn6IdJ9vIajiIA2wIwOIOf5B2NrV+Aoq8GmwuY2zBrEvNDloQ2e0C8SfyEPmejLKRhYaemrzx2A7NlRzNoi5Cr+Vz5Jrf4thZiDZ8NVunPwAxrub6dRC1nTxoGgvKJsav7gOC/iqe9p+rlw3vvHNqefHXv25frrzu2taV33nnT3xsn2ujubqCxWdj25De999X82vz9hW/NmzffawLz0b2sV/jaLLmPXo8oTO8l436MWaTY/SFF2zzQ41m7FzHl4VM71hvCr02BDv9K8D8Kr8HL6nBc7ZyidZ3LOTKz55TgmOqe9zYIIy1ijZK9WuM/+4g5GSWUeSja3ZWWeq1AzaVul2u3jDMFx973l+Hcr7DLzJiyZ0KfXKTNlvW3jYNUqOBPh56a5N/9bwk9mYy0IrHyaVQyAl1wJAxiDLj2gpDcRBv6DGadpxUokvJ1Vg7B0B4wxegO2QgyYruuT37D2jZzArgmfvkbVJ6xRGQBeNp8ymxBomhS1Mq7nUxATvJGxuz7PbVozS1rMUbu+hoNpffA48v75SsTep29s3X32i6xSSvedIuZxYv+36Rpee0fk6WHt7m7oJ9dwLA7mlfXd15Yj8HjoN9fZlQtpJDG0VIDrPRd1DmXQCfutv54A1/NjKl0eHS/LU2+d1X1/ohi68PEbkpu17e8Ac/X2YfklO+s+2QCi3jut2uHzpDp0dtndjkNr0vFBmHaR26a9+eoYScQ+HseggPf0p31Q5p4/wrSn8U+kf/fv9y80039Z/XvvSyy3p8z66yXz8g1qxJSB29qQEf4AkfiHvXV77y9+cp7atIEcfVZVw9BcgQWOxBbo+zWKGVrQaMzfWMyKAniQqo0RROhw780EdPG/DSNR8MoUE23uxr+nhSojt94woaHXRCeBXtLDqIX8q2XXoSm6+VqsGNzsjFJ+0cbum3vuL1iydep1rc6PEh/lqAZnJXMXPr1Mn1D0CufvahtcZz3lVz9Q+PzXKi+OnPxsY7eMbGB2ultLc+a6VMDl+K2t9dX+M2nTuWcYDs65hzBXa44IfYV4fmoeQ4IEZOHCBq8dA7wOiYj7ycSB613ZlQl5y7S1VbJ31HsvKm3XchJYen53ttt2zxkbNZ7Q96xYHf4cRudVqm74DWK7ECdIhSV1sMJ06eWP7ha19Znnrqqf64s89e+N2Hq6+8Zrlo73gHK7kBPvArOhNnoA+zXei8ffnLf3d+BOW1eF3ZamD3nsGUDWVhaAMFzS+YQiZnNp6SBBlLO47PtPAYk0y20MKnjdd4fMoYX0LDlxrIzJs/0LaJ8NIR2/EN0s7YfGVtv+unHx4VTV+JX6CdOPC4tSxLPdb+NE/lsBpto/hcHSwAdFdIi88itGny+g3wB3SxLZ7ul55T/XpvLFZ/dAG/75MfH3kt/rKBr2+lq5aj5ION+K1krtlJnufcxafE3rGVnH5k6LDwW2f9kEczLv6hfxywpyvuc06oyhV+vDZoP6wrviIV37AjBnB3Q1Y3fit0so/XMwG1zd+HBr9bT/E2fSdGINu3+vWDZ1fviZGv/mHs7HjJ6m4j2OclSPHxddw1iK98a//Gs4Bx17J7+fWLzy/f/Na3ljO1tnye4cqrrlpuu/m25YMf+FD/ue3kNPnveayiz0910P4UwhOgb16T94QrnaiRwCjjRF8aCgwTjAMjmcMBmNtAhz4+EzaPRRda5OK4TWXxRX8v2FUeT+TUsYFPAvk8JwjwAZ7IQORmfQodvTgLvgPN75BfeullTb/llpvLzv46teuQqUnlZ8AuPfEhGyKgO7GmQHzg/2xfewZ+vNHpiosPv5iMyR1a/Eeb80AWP136xmZ72jOv8d5sqy/q8IaGRxsfzDHHNr2KscQdP9DI8zVAT/6SHyW80SMHOcwBnd683FByZ4KfP2ox4GFDm0xyMfvSfGdOtEwOCPtjk9dqe/dg6KiXQG7Xi7cPp5Wn+Tdy4wB55rkn+7v2X3755Zb17sytt7xvueOOD/e37voLOmxC61h1hTaDv9D+rNBG79v1bhAsvpxSFEqOJDgA+lYLS40lcZkwNX46jEcfIzEEm4CrFpTk4lPmAGK/k8t+0bXz+hjwQWyZZH6ElgMifPEjPLEDWUjRzaYxfW8/fe1rX1s+8fuf7I+y+jtj11xz7fK+9/1en9g2Jd9ih4w2O2zSHV+C5Mu4AnN/5oXoYwefcW3w4DMLnG32Io9On7HoB7L4IHQ2Ej/52YfomGnbvOFJ3PTFHnp8n+1pZw0Yz9wYn/VAxiC2gW16ZsRucgZ44qc6/mlbV5kjfPEttodv6x0Rn4oW3jxs1O55KHr7WrVs5S5BDfaRQ8A7Mt/81r8sjzzySMv6Jh8b+z3X3VAXk8v7guL7+uJDYkp/G/F3zg1a5/Dv//5r550wXkv1k711kxNQp11e9lgHVorQ0hZUFKrBeBtY+cKbMf3Wu0KbrchoQ/Shs0NHaJBJlOB5gcdHhSyQy6KC1FlA8S+bXLn//vuXhx56aPlf/+avezIffPCh/nqkL3zh8/3w5+CBAy0T2dgC8nTn7iIxwLbN2Sd+4k0saPizUSIDFmhsopPBo2Y3QFPkCYyHN3qNsRO7M+IfPu3046cS30GfP8bRtDNuLD6bj8QTHeHDox394Qld4a9CB5msB9jWF+jH/jyWdnTRKyf6Z8+NtTWiLhSvB5veeUCLHB5y2dizD/18ou78jPtegief/Hl/TPqyunhcccXli+/X860++y862HPXH4kuuejgs/Ywv7NHgplHmx39/gWVMCSCcql/HEVdF7zuSHJn5TbEjBiIEcErrX9FeGZeSHLRtWHmQUsQCQB/6tjRN45vRuzMiP7YIxc+t3hOWk+mvb9swn045aWXXuyx2bfIxG5K9BrnX5A+Xy1MdeizPkh7lofYh2255Co1ZAzCazx6wqef9oVgHLb9gdlGEFv4lfDQk9jDk7baeGxlfOYDtXkJfZYxliLO2NJOIZN2dOGzwdBG38O5qqv4bUO/5benar/hp0bzcFFf22/z4fUXaFOM+c1AbX8445Zbblvu/sSnljvv+thy+22/t1x7zfXLVVdes1xy5NJeb+zP4GfqOYfBHHdq0O5fUEEi5LZc3U8m68cDA3tc8JjxXuhqqR9akhqaElocm3nb3kqnG2b+tNMnq5b86NbP5uQTP+cTHbL5UkdXEqa9XWxkX2yY9zLZlBC3WpAnwLGpHWjTqxgLT8BvNPWM2DY2+xU+9MD4hTYJP8MXXeJmXx0Yg/gengshfmScrSB6UsN2XJGLr3hnH7eBFvoc32xXm97Q8CeG0Mkq0aeEHv36oanJhk+dzzKEP7LhVVsXM9DElwJj/YwxX9Zx7OiVy+WXXbFccsllvfF9T2C+iCS2Ml/xJdDGl2J8ntsZNV6LohYKJg6XdJUxKeMhw1gY+QAG/gQIUZ5AYE6w2pgA0S3KLEyYHUPLCYqOH234MsocaGRTx2ZkwMGhnRqMk6ErOlP4aZyP9JkMH7bZVz5VNMtpD3AqL/trMryN5XY5sviB7rQzFh/pzlhqwGMs/PE1PMbm8fBs8+JhC22uYzcy4c28ZWy7HeiHpo58akh7prOlnnVDZAJ8wNe0Ix9/t9vRpQ3pw+w/uhK/whfaDHKxKzf6Svpk1HhyIYm+yM56tSMDZMSo71Y9V+3oZicXu1lPYoToim/0Ad74oA7fbu/rUaC00jhTtSuV90yHkzt8lKhzVY+Dg29s6PSNQ147opHLWOTnYLI48cx1+Ocgsij0lfkpKjqo9ZMMiM74qw3q8KP70sX4q/g6JQ9EjOFLiTyemR5oZyy6ksf00058oUf3zKvM/NopyaU6bYtrjjX68f8/RWzNZfYzBV0N9OMJLeMZ01ebm8jM4DNENjyRi65ZP6jRMj7T2cq6mRF/km/tFHoyrminHz2xdSHEv8iEBnN+ZhuAnrFtzHaNq9GUWWZ3NrVkelhQHP36uz90UExJcl/VV2dm6IeH8rTDZ3FlIYBNqB0H85ZRxkOP02mHHmSS8KizSJRMEjp/wmOMPfWMjCmzHhvC741r+6SY23Tfne4vh9KrZNNob/sxIzZmW4CfPLrC11nWeGiRnaGf+OaCHpnoxxeZuTb2HyE6Z0R/2rO+0NlMCTKuRMY6icyMjEf/XGA7pkBf3IkdYi+1Qt7czf0gNIUeda7edIQ2+z23t4EfsiaDbRk6If6nv41ZDs9cgrZlEWHtYKtg6IV3vm6t1+Dz+D+BqdFnp/VTxzidkUEPj4KmBokzhl+JjWyYbASITJKEPuuC2I3N6IuNWUfG0dKPbhvYe5U+iWRze8qu7ZtaIbrozl0NqNOG2M6GTSwz0OJLoD37OCP8QL8+/UrsoSmJDfS3dWpv+xxZQM9hrU0+NtJOH0/o83jGZqADHsATbMsG4QX0jEUXaCuxF7+jc14r4Z1L9M7xzjkMj1xD7IQev2dfIXRQz+0AT+TixzwevxQ+zeORm/Uq/T65XT4+BjgG4zQFMIIZr2u1vYagMIbiPP4Erh2HMha+FP3wkaPLYvKbW5kIfNGJ37g+vZGH1KGRw6uf2+2MkfWuwGwDEje6wo6XGa7ixvzVFO+Vu12XAzQ2ssHnW/j4qc1uYohNfsRnwAN0xh/Arx+/wxeexDf7jjcyCl8AT/TEb1AnN5Gd9elvxxA7kQ1PfFSC2A2PGtKny3yERx2kzd9Zz8zDr9hWEpf5oBvwK/jU+GI/iN5Zd9pzjY88u7mTi14lvqiTs8iT9TDXRSPy8dN3AXqNHl0QnSnxkX4y+qHFXnjjw26dMs36/6CEgLo5iuXc2Vq8/TaBxFE6JhoPkB21iWVc29V75xYn/HEQTIo2e/3afVfpLzk2lKFrxz8grwgCQseTeo4hCx1fFkH0hTfFODkg5wGJibj22mv7QZy2z1/3RyTpK17u9m+KVYHYVdiIHYivM9DCD+rkKDGS14586OqMJU7tjIc/uvVTEmcQWmTU9JCNncSBlnbq2I0/0RPoK7MOZabHz217EB5lHk9/pmnDhfSAPn1ze+6TS3/GzKvMmy3jSnKbsfjjJaN1/s1v/svy6quv1Mvj3cuzzz69fPnLX+6/K18rodZTravzDi+63u1r8jPbBG18gXbvkWaqTjtQTR/w8LvJkPfqxmv14rGxahH16/XiJRODwUio06NOlTPjVMnrebbUg2cn6WjaGW97xsrGmdOuwjvvhYY3CSPTMRSiL33QRrdxtT0TyAbMYpZwVxI8amMp7Hi6ruSUbf1tQ/blZ7XL4dFsxEb0wOx7/J391k4dbNPoax8KqePXzBs+JfEreOMX4E1fiZ3UQEYJjZ5tRL8SXaHPuiw8SB6MO5zUsw11ShA/Zmz3Z3sZu5AuSF/8AXmYeRMLZFwcs96UjEdmm0/fRn/9jddqTy3L1Vdf2S8D/Umrhx9+qOR8OK38KddPnTm1nHzn5LvmK/qTi2272qBPpvZt7fQiuiJZrMZ9o4ik54MuzVyv0R0A/Vs2hf5Ez6pkG22iFDkQgtV+y3BMndI+rM7qq/nkToGOJIktdUqCJBPdqcMTaFvodCg2tg2voM+8QEf0GU/NHqTGwr9A34RkUuJnEJ3xY7ajxosOGQc1XaFpq1OAH9nMgHeWSR4hi9qYtvHw8QGfQib6whdopyRGOlJmehB+MJZxdfIYHy8EfOST4+gK4rP1O+tJPDPinzrjiv6F9CYmdWhzH8IHuauCWbcafM7dlXrEfb7uGMeXsZw8cbJ1+Au4/sTW9++7b3nuuec2PvE5ukKbxxSIL+l1VZwbwQiVa10ncYRmnigM4oADwZ2ANg1M4CefCQo/3UrLVe0uoPVUAmz2bb7YiK74Gp2Aps/n6AayQWKZJwMvus2iSHr8VULXHj6c3Vz91eHXn0v8yRigsRcZUKOnxG/tAG2bPsuIhx66Q0vc5PS3c0ImuYp/4TUembSV8EUmfYhuIJP4Imd85s94aLEBxkLXlv8ZGaOTrbyDgk4HmvasG+JjxpToNqatVuTGuLa7yvDQDWr92Ahv4ojuxKKcr9txv2p63333Lg8+9MDy3vfettx6262t69na1C88/8Jy5OIjLeev4Xo2FMy2ZjuzPTVd/XR9k8RiPnVq/YUU/cpFv1dem46i+tc8XbX6nYTRkbb/+/Xq5AQYl6y5H8SpHqt/PVb/3DFwNIsSXUnCtI01f8GGgdjuIKvgDfTzsIM/+vEJyMYmGAuPOrbgZN8JzBM3Jpcf8TMvBwBNwYsvtrQVYDd2FL5nbPYDtONnxhKrdkp0ac+y2god6Y84Bj+EH/1CQM9c0BHaDPSM4ZttxE7qGfI387ATfwA9emHWha6efZn7iTX6jGV9KuhokYm+eT6CxAOzDKSGzJVxL38PHtzff9feN/3eededy7XXXNP0Z555ennllVf6NbqLpWdBHvzGxjbi84z0N9kSHAU2Zy98QtXuLwGohdv9lAq+SysZiqLQJ+SCdkipMQkTYAdX7SRthn54Ekr/2l71M9l4klB69NNOAkE/G9h4Ej3zKmnTkytAf1dbyfr6IsUvITgUlOhsP+tHXsbn+qNv+I8PP1469Wcf5hgAj6IfG+njC7TDG79nWsq23m0dyT++8MY/9iMHs99osaugZYMDWvTNtO1ibC7JhxJs07O5kpPomfVFLnxqmOOc+QCPMscF+Gf7PedrW45mkIm9lOhXRyfgyxez+L3xT3ziE8ujjz7aV/VeM8Xrb8f7g5Q333xL/zHKz33uc/0A+HdhtqnEV9i9S2BVzvgd1yJY1MX9Lier0aeLJKc/JpbDpazXQCW+6nNFK+ne7Pl92iGys7AyWWmHLvjwcbK/p2v9xN08rm0c5sQa08/EgLfj2Ahfajza9KhtcHVvsNq0/UUANS+Vsq7xxa6Cb9irfsnh7AeT5W94FaewiYPZnmI88czImMLP5Eu9/WGitGeZGYkzJXKw3Y6u2f9AG33miz59bbYg+U+JnvTx0hXoO8QjD/hysKvdCeEDeQB0uiOXtRQbENuRCR1PQCZ0SHzRM/NCbEZm2+/IZTyxRg/6aQ+Ul73L4UOXLB/+8F3LnXfetXzjn7/Rr8N7HZ3f1X+Kiy1ryFVcvJFHj36IvayvjI+6/tNYO+PKLVElWNSN02j9cK74Ns5WG6OecbLj1+tGovHne8Sav4xqRz52k4RsHJvGr/Hh7YVVY+rw40mB7aCUwK1ygN6buPhSz/rYsCHzO8FqdDR1eDuOjjWTOa7gI187vsbm4NlZ2NF1IcRGFk7sdf6rRE7bWOdn1TfLBe3rmv/Ihy90yJhCJ7nYmvXO+tEBL0Q+cqGH70KI7vijtpi1U6Phu1CJ7NxOXMmbMT6FPvsYhAfIaIemDiIb3gshuZt56Eh58cUX+9eVDx30Z6NfXA7sP7j8p//0heWqq69d7rnn2/3nrt/3/vcvL9ft+jf++Z+X73znO/29AW7Zo4tudua1BsaSh/ix5//9X//r3xrMV90UW2/efGOkr4RysoC+H2+JucLmmy6YwK/Ri73rkq3TtzcTuTIYBxjPJuOkksSaWKqc3FlsDg4+9FcXrY7TZTwTN4PugF58EDr5YNalaPeUqtFLpnlW/9gHh5CvVJrl+66mfOwsrbxqMK4dfvkB7bnmb4A2eHf0RAfk8IlPYCw5NhZ7oWVcPevFIz+zvsgqkDxmfPY1utSzfHSkr61On46e81XXzB/b9KWd8e1iHWzT8OaQiNzMF5szf2yFP3FB2uGb44eMKdtjs361v2xz8y0395+Ntnn9xZ1b/Y29K67oT5reeNON1b+1Xzr61OX119/Q7XmO6An0Ac142l2+9vV/qvU7HLKxKPE9VTXUt4Z+0d2ftMXsV+68TjcpfRBQVnWQQCwGOiW0F3/Rzp0fyQYOoaeEj326/b4uXWhk+uO1ZdeT7ASh0DP4RzD6zb8mgv/9GqfoSUJsqQEvuxIIPtgyPtAyFoFx8O1X0YPObgXWtVv9Mld6xwJxSsUnBehhc87B7wIecvjJ6fcdRtUK/40nP5B8qOPTrAeMxx9jc58cmY5r7cdHtPCis6tOPPFnltmmRw7SNzbnJLSMh46m0K3EPkQG7yyvzjowNvuVWMKbfKHn4ITogcxF+sG2jwo9+LXpSIkP2hkfb6ON983peufUyb6AxB93oi6k+/aO50LJobHoI0dXMNvbtWvX8n8DOrmJwxrdYCwAAAAASUVORK5CYII=[/img][br]Fonte: Sadiku (2013, p.344)[br][br]Sejam [math]v\left(t\right)=V_mcos\left(\omega t+\phi\right)[/math] a tensão e [math]i\left(t\right)=C\frac{d\left(v\right)}{d\left(t\right)}[/math] a corrente no capacitor C[i] .[/i][br][br][i][math]\frac{d\left(v\right)}{d\left(t\right)}=-\omega V_msen\left(\omega t+\phi\right)=\omega V_mcos\left(\omega t+\phi+\frac{\pi}{2}\right)[/math][/i]. Isto implica que:[br][br][math]i\left(t\right)=\omega CV_mcos\left(\omega t+\phi+\frac{\pi}{2}\right)[/math] no domínio do tempo.[br][br] Convertendo a corrente no domínio dos fasores:[br][br] [math]I=\omega CV_me^{\left(j\phi+\frac{\pi}{2}\right)}=\omega CV_me^{\left(j\phi\right)}e^{\left(\frac{j\pi}{2}\right)}=\omega CV_m\angle\left(\phi+\frac{\pi}{2}\right)[/math] [br][br]Como [math]V_m\angle\phi=V[/math] e [math]e^{\left(\frac{j\pi}{2}\right)}=cos\left(\frac{\pi}{2}\right)+jsen\left(\frac{\pi}{2}\right)=j[/math]:[br][br][math]I=j\omega CV\longrightarrow V=\frac{I}{j\omega C}[/math][br][br]Nesse domínio dos fasores a corrente e a tensão estão 90º fora de fase, estando a corrente adiantada em [math]\frac{\pi}{2}rad[/math] ou 90º em relação a tensão, conforme diagrama fasorial representado na FIG.7.[br][br]FIG.7: Diagrama fasorial para o capacitor C[br][img]data:image/png;base64,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[/img][br]Fonte: Sadiku (2013, p.345)[br][br]
Vejamos alguns exemplos
1) A tensão [math]v\left(t\right)=30cos\left(10t+\frac{\pi}{3}\right)[/math] é aplicada a um indutor de 0,05 H. Determine a corrente em regime estacionário (permanente durante um certo período de tempo) através do indutor .[br][br]Solução: [br]No caso da tensão no indutor sabe-se que no domínio da frequência [b]V[/b]=[math]j\omega L[/math][b]I[/b], sendo [math]\omega=10[/math] rad/s , [math]L=0,05H[/math] e [b]V[/b]=[math]30\angle\frac{\pi}{3}rad[/math] :[br][br][b]I[/b]=[b]V[/b]/[math]j\omega L\longrightarrow[/math][b]I[/b]=[b][math]\frac{30\angle\frac{\pi}{3}rad}{j\left(10\right)\left(0,05\right)}=\frac{30\angle\frac{\pi}{3}rad}{0,5\angle\frac{\pi}{2}}=60\angle-\frac{\pi}{6}rad[/math] [/b]A ou [math]60\angle-30º[/math]A[br][br]2) A tensão [math]v\left(t\right)=3cos\left(5t+\frac{\pi}{4}\right)[/math] é aplicada a um capacitor de [math]20\mu F[/math]. Determine a corrente em regime estacionário através do capacitor .[br][br]Solução: [br]No caso da tensão no indutor sabe-se que no domínio da frequência [b]V[/b]= [b]I[/b]/[math]j\omega C[/math], sendo [math]\omega=5[/math] rad/s, [math]C=200\mu F[/math] e [b]V[/b]=[math]3\angle\frac{\pi}{4}rad[/math] :[br][br][b]I[/b]=[b]V[/b][math]j\omega C\longrightarrow[/math][b]I[/b]=[b][math]\left(3\angle\frac{\pi}{4}rad\right)\left(1m\angle\frac{\pi}{2}rad\right)=3\angle\left(\frac{\pi}{4}+\frac{\pi}{2}\right)rad=3\angle\frac{3\pi}{4}rad[/math] [/b]mA ou [math]3\angle135º[/math] mA [br]
Resumo das relações tensão-corrente no circuito AC
[table][tr][td]Elemento[/td][td]Domínio do tempo[/td][td]Domínio da frequência[/td][/tr][tr][td]Resistor [i]R[/i][/td][td][i]v(t)=Ri(t)[/i][/td][td][b]V[/b]=R[b]I[/b][/td][/tr][tr][td]Indutor [i]L[/i][/td][td][math]v\left(t\right)=L\frac{d\left(i\right)}{d\left(t\right)}[/math][/td][td][b]V[/b]=[math]j\omega L[/math][b]I[/b][/td][/tr][tr][td]Capacitor [i]C[/i][/td][td][math]i\left(t\right)=C\frac{d\left(v\right)}{d\left(t\right)}[/math][/td][td][b]V[/b]=[b][math]\frac{I}{j\omega C}[/math][/b][/td][/tr][/table]
Agora é com você!
1) A tensão [math]v\left(t\right)=20cos\left(4t+\frac{\pi}{2}\right)[/math] é aplicada a um indutor de 0,1 H. Dessa forma, a corrente em regime estacionário através do indutor, no domínio da frequência, corresponde a:[br][br][br]
2) A tensão [math]v\left(t\right)=100cos\left(10t+\frac{\pi}{6}\right)[/math] é aplicada a um capacitor de [math]10\mu F[/math]. Dessa forma, a corrente em regime estacionário através do capacitor , no domínio da frequência, corresponde a:[br]
Aplicação de números complexos: impedância e admitância
Das relações tensão-corrente entre fasores para os três elementos passivos, resistor R, indutor L e capacitor C, sabemos que:[b]V[/b]=R[b]I[math]\longleftrightarrow[/math] V[/b]/[b]I [/b]=R[math]\longleftrightarrow[/math][b] V[/b]=[math]j\omega L[/math][b]I [/b][math]\longleftrightarrow[/math][b]V[/b][b]/I [/b]= [math]j\omega L[/math] [math]\longleftrightarrow[/math][b]V[/b]=[b]I[/b] /[math]j\omega C[/math] [math]\longleftrightarrow[/math] [b]V[/b][b]/I [/b]= [math]\frac{1}{j\omega C}[/math] [br][br]Considerando [b]V[/b][b]/I [/b]= [b]Z [/b]ou [b]V[/b]=[b]ZI [/b], onde [b]Z [/b]é um valor dependente da frequência denominado de [i]impedância [/i] e medido em ohms, ou seja, a [i]impedância [b]Z [/b] [/i]de um circuito é a razão entre a tensão fasorial [b]V [/b]e a corrente fasorial [b]I[/b].[br][br]De acordo com Sadiku (2013, p.343), a impedância representa a oposição que um circuito oferece ao fluxo de corrente senoidal, entretanto, não é um fasor. [br]Sendo [b]Z [/b]um número complexo pode ser representado na forma retangular ou polar:[br][br]Com[b] Z[/b]=[math]R+jX[/math] na forma retangular , sendo a resistência R = Re[b]Z [/b]e X=[math]I_m[/math][b]Z [/b]a reatância que pode ser positiva (impedância indutiva) ou negativa (impedância capacitiva) .[br][br]Com[b] Z[/b]=|[b]Z[/b]|[math]\angle\theta[/math] na forma polar, com |[b]Z[/b]| =[math]\sqrt{R^2+X^2}[/math] , [math]\theta=arctg\left(\frac{X}{R}\right)[/math], R= |[b]Z[/b]| [math]cos\left(\theta\right)[/math] e X= |[b]Z[/b]| [math]sen\left(\theta\right)[/math][br][br]Em certos momentos, é comum trabalhar com o inverso da impedância [b]Z [/b] denominada de [i]admitância [b]Y[/b], [/i]medida em siemens (S).[br][br]Sendo [b]Y[/b]=1/[b]Z [/b]= [b]I[/b]/[b]V [/b][br][br][b]Y[/b]=[math]G+jB[/math] na forma retangular , sendo a condutância G = Re[b]Y [/b]e B=[math]I_m[/math][b]Y [/b]a susceptância .[br][br]Vamos apresentar situações no GeoGebra que envolvam a impedância [b]Z.[/b]
Aplicação de Funções e Números Complexos (fasores) em Circuito RC
A atividade integradora seguinte, adaptada do material de [url=https://www.geogebra.org/u/dave+nero]Dave Nero[/url], mostra a representação fasorial de um circuito RC em série (CA). Ajuste os valores de R e C usando os controles deslizantes ou digitando valores nas caixas ao lado. Mude a forma como o circuito é acionado ajustando a amplitude a frequência angular da função tensão fonte. Use as caixas de seleção para selecionar quais gráficos serão mostrados. Observe, compare e analise como se realizam os cálculos sobre impedância, a relação tensão -corrente fasorial e as conversões entre os domínios no tempo e na frequência.
Agora é com você!
Dada a função tensão da fonte [math]v_s\left(t\right)=5sen\left(3t\right)[/math] , por meio do circuito RC representado no aplicativo do GeoGebra, encontre as funções [math]v\left(t\right)[/math] e [math]i\left(t\right)[/math] no domínio do tempo e os fasores [math]V_C[/math] e [math]I_C[/math] no domínio da frequência. [br][br]Com o uso dessa aplicação faça alterações nos valores reais de [math]V_m[/math] e [math]\omega[/math] para obter outras representações de funções da senoide no domínio do tempo e de fasores no domínio da frequência para a tensão e a corrente no circuito RC em série (CA)[br][br]Importante: observe que a corrente está sempre 90° adiantada em relação a tensão no capacitor e que as formas de onda da tensão e corrente estão em escalas distintas para um bom entendimento sobre a defasagem entre tensão e corrente elétrica.
Aplicação de Funções e Números Complexos (fasores) em Circuito RL
Agora no circuito RL em série, ajuste os valores de R e L usando os controles deslizantes ou digitando valores nas caixas ao lado. Mude a forma como o circuito é acionado ajustando a amplitude a frequência angular da função tensão fonte. Use as caixas de seleção para selecionar quais gráficos serão mostrados. Observe, compare e analise como se realizam os cálculos sobre impedância, a relação tensão -corrente fasorial e as conversões entre os domínios no tempo e na frequência.
Agora é com você!
Dada a função tensão da fonte [math]v_s\left(t\right)=4sen\left(5t\right)[/math] , por meio do circuito RC representado no aplicativo do GeoGebra, encontre as funções [math]v_L\left(t\right)[/math] e [math]i_L\left(t\right)[/math] no domínio do tempo e os fasores [math]V_L[/math] e [math]I_L[/math] no domínio da frequência.[br][br]Com o uso dessa aplicação faça alterações nos valores reais de [math]V_m[/math] e [math]\omega[/math] para obter outras representações de funções da senoide no domínio do tempo e de fasores no domínio da frequência para a tensão e a corrente no circuito RC em série (CA)[br][br]Importante: observe que a corrente está sempre 90° atrasada em relação a tensão no indutor e que as formas de onda da tensão e corrente estão em escalas distintas para um bom entendimento sobre a defasagem entre tensão e corrente elétrica.
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
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Information: Aplicações de funções trigonométricas e de números complexos em circuitos elétricos com corrente alternada e resistores em série.