Source: EURLEX
Language: es
Format: md

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| 12.5.2020 | ES | Diario Oficial de la Unión Europea | L 149/3 |

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DECISIÓN DE EJECUCIÓN (UE) 2020/636 DE LA COMISIÓN

de 8 de mayo de 2020

por la que se modifica la Decisión 2008/477/CE en lo que respecta a una actualización de las condiciones técnicas pertinentes aplicables a la banda de frecuencias de 2 500-2 690 MHz

[notificada con el número C(2020) 2831]

(Texto pertinente a efectos del EEE)

LA COMISIÓN EUROPEA,

Visto el Tratado de Funcionamiento de la Unión Europea,

Vista la Decisión n.o 676/2002/CE del Parlamento Europeo y del Consejo, de 7 de marzo de 2002, sobre un marco regulador de la política del espectro radioeléctrico en la Comunidad Europea (Decisión espectro radioeléctrico) [(1)](#ntr1-L_2020149ES.01000301-E0001), y en particular su artículo 4, apartado 3,

Considerando lo siguiente:

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| (1) | La Decisión 2008/477/CE de la Comisión [(2)](#ntr2-L_2020149ES.01000301-E0002) armoniza las condiciones técnicas de uso de la banda de frecuencias de 2 500-2 690 MHz («banda de frecuencias de 2,6 GHz») para los sistemas terrenales capaces de prestar servicios de comunicaciones electrónicas en la Unión, con especial atención a los servicios inalámbricos de banda ancha destinados a usuarios finales. |

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| (2) | En el artículo 6, apartado 3, de la Decisión n.o 243/2012/UE del Parlamento Europeo y del Consejo [(3)](#ntr3-L_2020149ES.01000301-E0003), se establece que los Estados miembros deben fomentar que los proveedores de servicios de comunicaciones electrónicas modernicen periódicamente sus redes para ponerlas al nivel de la tecnología más reciente y más eficiente, con el fin de crear sus propios dividendos de espectro, de conformidad con los principios de neutralidad tecnológica y de los servicios. |

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| (3) | En la Comunicación de la Comisión titulada «La conectividad para un mercado único digital competitivo – hacia una sociedad europea del Gigabit» [(4)](#ntr4-L_2020149ES.01000301-E0004), se establecen nuevos objetivos de conectividad para la Unión, que deben conseguirse mediante el despliegue y la adopción a gran escala de redes de muy alta capacidad. Con este fin, la Comunicación de la Comisión titulada «La 5G para Europa: un plan de acción» [(5)](#ntr5-L_2020149ES.01000301-E0005), señala la necesidad de actuar a nivel de la Unión, en especial en la identificación y la armonización del espectro para la 5G, sobre la base del dictamen del Grupo de Política del Espectro Radioeléctrico (RSPG), con el fin de lograr para 2025 tener cobertura 5G ininterrumpida en todas las zonas urbanas y las principales vías de transporte terrestre. |

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| (4) | En sus dos dictámenes sobre la hoja de ruta estratégica hacia la 5G para Europa [16 de noviembre de 2016 [(6)](#ntr6-L_2020149ES.01000301-E0006) y 30 de enero de 2019 [(7)](#ntr7-L_2020149ES.01000301-E0007)], el RSPG señaló la necesidad de garantizar que las condiciones técnicas y reglamentarias para todas las bandas ya armonizadas para redes móviles sean aptas para el uso de la 5G. La banda de frecuencias de 2,6 GHz es una de ellas, actualmente en uso en la Unión principalmente para la cuarta generación de sistemas inalámbricos de banda ancha (a saber, Evolución a Largo Plazo o LTE, por sus siglas en inglés). |

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| (5) | El 12 de julio de 2018, de conformidad con el artículo 4, apartado 2, de la Decisión n.o 676/2002/CE, la Comisión encargó a la Conferencia Europea de Administraciones de Correos y Telecomunicaciones (CEPT) que examinase las condiciones técnicas armonizadas para determinadas bandas de frecuencias armonizadas a nivel de la UE, incluida la banda de frecuencia de 2,6 GHz, y elaborase condiciones técnicas armonizadas menos restrictivas apropiadas para la próxima generación de sistemas inalámbricos terrenales (5G). |

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| (6) | El 5 de julio de 2019, la CEPT publicó un informe (Informe 72 de la CEPT) en el que examinaba, entre otros asuntos, las condiciones técnicas armonizadas a nivel de la UE para la banda de frecuencia de 2,6 GHz sobre la base del concepto de una máscara de borde de bloque (BEM, por sus siglas en inglés), en el contexto de la introducción de sistemas inalámbricos terrenales de próxima generación (5G) en dicha banda. En particular, el informe establece condiciones técnicas armonizadas para sistemas de antenas no activas y activas (SAnA y SAA), utilizados en sistemas capaces de prestar servicios de comunicaciones electrónicas de banda ancha inalámbrica (WBB ECS, por sus siglas en inglés) en operaciones sincronizadas y no sincronizadas. También prevé la coexistencia dentro de la banda de servicios de comunicaciones electrónicas de banda ancha inalámbrica de SAA y de SAnA y de servicios de comunicaciones electrónicas de banda ancha inalámbrica basados en dúplex por división de frecuencias (FDD) y en dúplex por división de tiempo (TDD). El informe aborda asimismo la coexistencia de servicios de comunicaciones electrónicas de banda ancha inalámbrica dentro de la banda y de otros servicios en las bandas de frecuencias adyacentes. |

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| (7) | El informe 72 de la CEPT señala que el uso no emparejado [sea del tipo TDD o del tipo enlace descendente suplementario (SDL, por sus siglas en inglés)] es muy limitado fuera de la subbanda de 2 570-2 620 MHz, y recalca que dicho uso debe estar sujeto a una mayor armonización y a una coordinación temporal a nivel de la UE, debido al riesgo de interferencia en las fronteras nacionales. Para eliminar ese riesgo, debe evitarse la flexibilidad del uso no emparejado fuera de dicha subbanda, tal como prevé la disposición de canales armonizada de la UE para la banda de frecuencia de 2,6 GHz. Los Estados miembros pueden escoger efectuar operaciones de red TDD sincronizada, semisincronizada o no sincronizada en la subbanda de 2 570-2 620 MHz y garantizar un uso eficiente del espectro, teniendo en cuenta los Informes 296 [(8)](#ntr8-L_2020149ES.01000301-E0008) y 308 [(9)](#ntr9-L_2020149ES.01000301-E0009) del Comité de Comunicaciones Electrónicas (CCE) relativos a la sincronización. |

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| (8) | Las conclusiones del Informe 72 de la CEPT deben aplicarse en toda la Unión, y los Estados miembros deben ponerlas en práctica sin demora, salvo en casos debidamente justificados. Esto fomentará la disponibilidad y el uso de la banda de frecuencia de 2,6 GHz para el despliegue de la 5G, respetando al mismo tiempo los principios de neutralidad tecnológica y de los servicios. |

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| (9) | El concepto de «designar y poner a disposición» la banda de frecuencia de 2,6 GHz en el marco de la presente Decisión hace referencia a los pasos siguientes: i) la adaptación del marco jurídico nacional sobre la atribución de frecuencias para incluir el uso previsto de esta banda de acuerdo con las condiciones técnicas armonizadas que se contemplan en la presente Decisión; ii) la puesta en marcha de todas las medidas necesarias para permitir la coexistencia con los usos existentes en dicha banda, en la medida que se requiera; iii) la puesta en marcha de las medidas pertinentes, respaldada por un procedimiento de consulta a las partes interesadas cuando proceda, para permitir el uso de dicha banda de acuerdo con el marco jurídico aplicable a escala de la Unión, y en particular con las condiciones técnicas armonizadas previstas en la presente Decisión. |

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| (10) | Podrán ser necesarios acuerdos transfronterizos entre los Estados miembros y con terceros países para garantizar que los Estados miembros apliquen los parámetros establecidos por la presente Decisión, evitando así interferencias perjudiciales al tiempo que se mejora la eficiencia del espectro y la no fragmentación en el uso del espectro. |

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| (11) | Procede, por tanto, modificar la Decisión 2008/477/CE en consecuencia. |

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| (12) | Las medidas previstas en la presente Decisión se ajustan al dictamen del Comité del Espectro Radioeléctrico. |

HA ADOPTADO LA PRESENTE DECISIÓN:

Artículo 1

La Decisión 2008/477/CE se modifica como sigue:

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| 1) | En el artículo 2, los apartados 1 y 2 se sustituyen por el texto siguiente:  «1.   Los Estados miembros designarán y pondrán a disposición, con carácter no exclusivo, la banda de frecuencias de 2 500-2 690 MHz para los sistemas terrenales capaces de prestar servicios de comunicaciones electrónicas, de conformidad con los parámetros establecidos en el anexo de la presente Decisión.  2.   Los Estados miembros que apliquen dúplex por división de tiempo o utilicen solo enlace descendente fuera de la subbanda de 2 570-2 620 MHz a partir de la fecha en que surta efecto la presente Decisión, podrán solicitar un período de transición para la aplicación de la presente Decisión, con arreglo al artículo 4, apartado 5, de la Decisión n.o 676/2002/CE.». |

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| 2) | El anexo se sustituye por el texto que figura en el anexo de la presente Decisión. |

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| 3) | El artículo 3 se sustituye por el texto siguiente:  «Artículo 3  Los Estados miembros informarán a la Comisión sobre la ejecución de la presente Decisión a más tardar el 30 de abril de 2021.». |

Artículo 2

Los destinatarios de la presente Decisión son los Estados miembros.

Hecho en Bruselas, el 8 de mayo de 2020.

Por la Comisión

Thierry BRETON

Miembro de la Comisión

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ANEXO

«ANEXO

PARÁMETROS MENCIONADOS EN EL ARTÍCULO 2

A.   DEFINICIONES

Sistemas de antenas activas (SAA): estación de base y sistema de antenas en que la amplitud y/o la fase entre los elementos de la antena se ajustan continuamente, lo que da lugar a un diagrama de antena que varía en función de cambios a corto plazo en el entorno radioeléctrico. Esto excluye la configuración del haz a largo plazo, por ejemplo una inclinación eléctrica descendente fija. En las estaciones de base de SAA el sistema de antenas está integrado como parte del sistema o producto de la estación de base.

Sistemas de antenas no activas (SAnA): estación de base y sistema de antenas que proporcionan uno o más conectores de antena conectados a uno o más elementos de antena pasivos diseñados por separado para emitir ondas de radio. La amplitud y la fase de las señales enviadas a los elementos de la antena no se ajustan continuamente en función de cambios a corto plazo en el entorno radioeléctrico.

Funcionamiento sincronizado: modo de funcionamiento de dos o más redes dúplex por división de tiempo (TDD) distintas, en las que no se dan transmisiones simultáneas en los enlaces ascendentes (UL) y descendentes (DL); en otras palabras, en cualquier momento dado o bien todas las redes transmiten en enlaces descendentes o todas las redes transmiten en enlaces ascendentes. Para ello es necesario alinear todas las transmisiones DL y UL de todas las redes TDD afectadas, así como llevar a cabo una sincronización del comienzo de trama de todas las redes.

Funcionamiento no sincronizado: modo de funcionamiento de dos o más redes TDD distintas, en las que en cualquier momento dado al menos una red transmite en enlaces descendentes, mientras al menos otra de las redes transmite en enlaces ascendentes. Esto puede ocurrir cuando las redes TDD o bien no alinean todas las transmisiones DL y UL o no han llevado a cabo una sincronización del comienzo de trama.

Funcionamiento semisincronizado: modo de funcionamiento de dos o más redes TDD, en las que parte de la trama es coherente con el funcionamiento sincronizado, mientras que la parte restante de la trama es coherente con el funcionamiento no sincronizado. Para ello es necesario adoptar una estructura de trama para todas las redes TDD afectadas, incluidos intervalos donde no se especifica la dirección UL/DL, así como llevar a cabo una sincronización de comienzo de trama de todas las redes.

Potencia isotrópica radiada equivalente (p.i.r.e.): el producto de la potencia suministrada a la antena y la ganancia de esta en una dirección dada respecto a una antena isotrópica (ganancia absoluta o isotrópica).

Potencia radiada total (PRT): indicador de la cantidad de potencia radiada por una antena compuesta. Es igual a la potencia total de entrada al sistema del conjunto de antenas menos toda pérdida que se produzca en el sistema del conjunto de antenas. PRT es la integral de la potencia transmitida en las diferentes direcciones sobre toda la esfera de radiación, como se indica en la siguiente fórmula:

![Image 1](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAyADIAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABOAVEDASIAAhEBAxEB/8QAHAABAAIDAQEBAAAAAAAAAAAAAAYHBAUIAwIB/8QAPRAAAQMEAgECBAQDBgMJAAAAAQIDBAAFBhEHEiETMQgUIkEyUWFxI0KBFRYXV2LRVpGVGCUzUpKToaLB/8QAFAEBAAAAAAAAAAAAAAAAAAAAAP/EABQRAQAAAAAAAAAAAAAAAAAAAAD/2gAMAwEAAhEDEQA/AOy6UpQKUpQKUpQKUpQKUpQKVFMg5Fw+x5fa8Rn3pgX66PJajQG9uO+QSFLCfwJ8HyrW/tupWPI3QKpXnTGLbd5kyz2kz7hnWQNIFsJmOBFkaR1SqWCkj5doEEkjanFnqArZAuqoHlPEeFZJkU3ILpHu5uE1lDEhyPe5kdK20DSUdG3EpCRsnWtbJPuTsIxybeM4s+ZWWy2vLYNvtzttky5LqrV8082xFZ7OyHCpQG1OLZQEjQ0VnZOgJDwDMzO8cd23I80usaXKvERmY1HZgJjiKlYKgnYUe+0lB8gEHf7DKcxXj6Vkku3Oriv3hVg/sd2Eq4qLrdtX4KA132hKtDawAToefFb/AAzGbVidhYstnTJEVkAAyJLj7itAJG1rJUfCUgD2AAAAAoNyfaub81zXlGBf8njW/LrUswbzbLRBjM2MKQqVNUk+kpxa/IbbWglW/qUSPo9q6Q+1V3keE8ZwrYLXfX2reLpfDdGnX7y7HkPXFQ6d2nfUC+5SegSg/h8AaoJrj0W5Q7PHjXe5puk1AIdlJjhgOHZ0egJCfGh7/as+vGBFYhQmIcVv02GG0tNI2T1SkaA8+fYV7UClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClQa5cv8ZW64ybfOzixR5UV5TD7S5QCm3EkpUhQ+ygQRqtriGd4flsmVGxrIrddnoiQqQ3GeC1NAkgdh9tkGgklKgrnMXF7UtyK/ndgYeadLTqXpaW/TWNgpV211UNHwdHxUruV6tNusjl7nXGLHtjbQeXLW6A0ls60sq9uvkefagz6VD7Fyjx3fLkxbrTmdjly5CurDKJiezx8+EAn6z4P4d+1TCgUrVTcgtUPI7fj8iQtFwuDbrkVv0llKw0Elf1gdQQFA6J2RvXsaZBkNqscVmRcJCgJD3y8dDLSnXHneqldEIQCVK0hZ0B/KaDa0r5aWl1pLie3VSQodklJ0fzB8j+tfVBRfM9ltNp5P4mNtt0WIqRlch95TTQSpxxxlSlqUfcknySfyH5CrzR+EftVP8AKWF8k5RnmNXq2vYnHgY1c1TorchyQXZIKQnSylGkHXb27eSD9tG1rQbgbaybq3Fbm9f4qIy1LbB3/KpQBI1r3AoMuovy3ki8Q4xyTJmvL9utrz7A67BdCT6YP6dindSiqX+Nm4fI/DjkTSVqQ5MXFjJI1/NIQSPP+lKvbZoNtwlxnjVmxvF8lkWuK7lYthdmXRO/VkPykocfWtXj1CVeAVbKR4GgTVpVjWqOmJbI0VClKSyyhtJV7kBIHn/lWTQD7VQnF2LY5yxLzPMsvtTVzceyNcK1OOjq5FhwnE+ilpQ+pvssKUsDXYnR2Pe8LxKTBtMyatQSmOwt0k+wCUk78ftVPfBA0tPw5WKU6ezkuRMfWonalEyXBsk+Sfp+5P70F2DxSlQy98q8dWS9SLLeMyssC4xlBL8Z+SEON7AI7A+w0Qd+2jugmdKxbTcrfdraxcrXOjToUhHdmRHdDjbifzSpJII/atHYM2tV/wAouNjsrE2ei2LUzOuLTafk2ZCdbj+oVArdAUNhAUE+yiD4oJNSo1lWe4fi8tMS/ZBBgySyXyytZU4hoHRdUlIJS2D/ADq0n9akbLjbzSHWXEONrSFIWk7CgfIIP3FB9UpSgUqNX/M7dYcmg2e8RZ0Ni4dG4lzW1uGt9SikR1OAn03Doa7gJV2ASSfFSWgUr5ecbZaW684lttCSpa1HQSB5JJPsK8bZPg3OAzPtsyPNhvpC2X47qXG3En2KVJJBH6igyKUpQKVplZTYRlqcUTcEu3osfMLitNrcLTf2U4UgpaB+3cjt9t1i5fnOJ4m6yzkF7jQn30KcbZPZbpbSCVOdEAqCEgHayOo+5FBI6VH15riyJ9mhKvUXvfG/UtbgJLMsa2A27r01KIOwnt2I2QCBUgoFK0+ZZPZcRsD9+yCU5EtsfXrPpjuOhsH7qDaVED9da8isiTfLRGsBv8u5RYtqDCZCpchwNNJbIBClKVoAaI9/zoNhSo/h2a4vl3zIx68MTnIoQX2gFIdbStPZClIWAoJUPKVa0R7E1t7pOj222yLhK9b0I7Zcc9Jlbq+o8nSEAqV+wBNBk0rUYbk1jzDHIuRY3cEXC1yu/oSEIUkL6rKFeFAEaUkjyPtW3oFKUoOeeWcYtFsvXFXE1kZLcK55M7eZndXZx9MbtIdK1kgkqUv99AAe2qum3Y1arXlV7ytkOC4XdmO3LUte0BDAWEBI14/Grf5+PyqBPY/lNw+KKJlUzHVt4zbLC9b4c0yWCTJcWFqc6BXqBBTtA8b2N6AJqY8tpyF3ji+xMUtguN6lQ3I0RpTrbaUrcSUd1FZCdJB7a++tfeg504f5Bx9PH2TL/su63XJ+QL3cpVut4t7oRKUslttpL6wGglIBUr6z0T3/AC1U5vMG58TfBVOtd3netc4FhciqdDpUG3ZCihCEKA8hBdCU+P5R9vNeOR8ZZO98NWE2Oy2cx8rxV+3zmIa5zaSZDKtO6eCugCgtxQO/Yga34rf/ABB2XLc1x3GLLbMQkSoTt4izr425NjIWzHaX2UyOy+q1kn3G06T+o0FfZBbY2XcNYTxNhltm3G7QHbcJlx+RfYYtXo9VPSC64AkqJKgEJJJ7K17V1FrxQCv2g5glWNEDIPlZec4RbLtbmMhhuXd6+oE552aSqM462QFJU14SQVEp19OhWXitlxiQrFGU5Dhplx8nj3GRAGRx5XqFMRccCOhLaUhRUps9QNq9MKKis+JjlWNZHJyS4yI/DPGd3ackKUidNlpS/IB9luAxVEKP3+o/vXnj2M5Ixf7e+/wlxhbmm5Taly4kxJejpChtxsfKja0jyBseQPI96C5vCU7J8D3NQD/GviX/ADGxj/qLf+9WBUUzL+42J47PybIYFph2+ElT8h9cJCiCr6ToBO1KVsJ0PJ3qg1X+NfEv+Y2Mf9Rb/wB6f418S/5jYx/1Fv8A3qQWu0YneLNEuESy2t6FMiNqYKoKB2YVpxCepTsD2PU+x/WstWN48p0OqsVrLgdU6FGG3sLVrsvevxHQ2fc6oPvGcgsmS2lF2x+6wrrAcUpKZER5LiCUnRGx9wapT47VJVw3AgqWyhM7IIUdRcX10PrVsf8Ap8/pur3hxY0NhLESO1HaT+FDSAlI/YDxVEfGy0qTimDQmUes+/mkBDbKRtTh6ujQH39x/wA6C/EAJSAPYeK/a/E+39a/aCNcqyvkuMMqmBaEFizS3Apf4QQys7P6VB/g2ZSz8NeIJSnr2YfX+PtsmQ4d7/8Az7e1Sfnx9uPwhm7jqtJ/sGYnf6llQH/yRWr+FyO7G+H3C2nmVMqNqbX1UnR0olQOv1BB/rQWUfaucMDzWwQ+b+Wsju5mS3XZrFogRYdsflurREbKXUI6IPhThAIOh2+/tXQ10ekRrdIfiQnJ0htsqajoWlCnVD2SFKIA2fuTVc/DJi9+xXjH5DKbYbdfJFylzJyA+26hxbrpUFoKCfp69Rone0n7aoIHhEPKOKPhXzK93CIu23R9dwusK29x/wB2B3SWm/B19J04QD99eDurT4tt1twnhSxxmEqMS3WZD7qkJ+pxXp+o4vX/AJlKKj+5rYcs40vL+MsjxlkpD1ytr0dgn2DhSehP6dgmovx5NRn/AAM5YfUXCu6bS5Y7qys9HYUxLJZcSoaPXSvqB15BBG6CmcEzqLD4KzjNb/j9+fyLLWJ0+TIXY5DkMtlCm4zJfCehZSgpHvod1fcGuguCYMu28MYdBneqJLNliJdS476ikq9JJ67/AE3oD7Aa2dbquYWC5rlfGmKcXZDYUY/jttjRWL/IM1p1dwTGCejccNE9UrWgKUpfUhPgAndWBneW3SxZxhOMWWBFl/23MeRMSoHvHitN9lOpAIAAJSNnY8ge5FBlcnZ1Gw6PbIjMNdzvt7liFaLa2sIVIeI2VKUfwNIGitej1BHgkgVAsl5RzRiLlRs8TGlHB7W2/kEmQp4tSZvpequLGSCClISD/EWT5UlPX3I3vMeNX97McM5Dx+LDuUjFHJfzFukPpYL7EhsIcU26r6UuICdgKISQTsjXmpeMsfzbkfiq429m2myWfOb1KvN5vUqQhbrkVx0BLEdlKlKClIbSglfVKU712JGgu/JE23kvgiW6uKsQshx/5hptbfqLa9Rn1GyBo7WhRSRoH6kgjzUCtHME+zfDDh2czY0eTNuBiW56RKcUhhhallpUl5Sex6DoVHXkk68bqecv5BAwPiieuK2UvfKi3WeEysh2RJWn02GGgPqKt68J2QEk/atBbMaybCOD8RxO1YzAyn5VtmLf7c642n1Y60LL5a7lKFKDihoK8KG9+TugyW7tyO7ZslcurWF3OzCzmTarpCS6qPKV1V3bdZLqiU9R7pVrRHk7IESf5HumKfCHaORMasWO29TEaO85a0R3ExUtuvemUtBKgUnssK2SR+L891lYDgeQY8rkR2z4u5YceusIN2nGxOacUqV6agt5OllphKyoDr2/l2daArT5Bx9nM74M2ONWcac/vIhmNEUwqbHCAG5CXS5379SkhOtfi2fbXmgl3+ImcWrkzELTkllsaLBl3rNw1wHnXZEJ1DQcSl5Z/hr7Dx9AA9yCQnarGzi9pxzCr3kSkeom2W9+YU6329NtS9a2N+351WfIVjzC75xxZdYGIPri2GQqVc1GbGSqP6jQaLaezhKynyo6OiAPJPtZGf2RWR4FfsdQsoVc7bIhhQIHUuNqQD53+dBD/hvtSLZw9ab7PeRIu1/jC83aev8A8SQ6+PV2tX+hCkoA9gE+KqXiPkm2jH855UvtmyGTPvr0l1iSixyXYjFujpKGGvWQkpCAQorII87J1rdW1wBKTfuAbHa1LcgzIVt/sWahCiHYsiOksOJO/KVgp3/Ue40ag9iwPkOfw7Z+HJ9mZsNsYSIl6vKZ7TvzMRLpKkxUI2oLdGtqdSkJBV4UaDdcI4bHyP4RbBid+Q6pm42YnsoHu36i1ONLTv2KNoUk/bQ1WXxRym0PhlhchZg+oO2yC43cldwp115hamfPkD1HFJSQDrysfbzVi3+6WbCcKlXOWpuFarPCKyN+ENtp0lI37nwEgfckVQ1p4vym6fBjAxWI1HF+mKReHYcgBtD5VK+Z9BZP4SUlI+r7jR0PYPPm+5cmZHxvYLNkMCwWuJnN6g235CN8wqZAbccS9/Ec2EuEIbUlwBAA2fJFbjnO+szudMKwadbrpOsVrjKyO4xbfb3ZapCkLLUZKkNgnolzydgp2U7/ADr0zSzctX/kLBczViFvVDs70hQsS7u0kxXXGghMh54JIXpSlHq2CUpQCNlRA31xsmaY/wAxS84t2MoyNN1x2PAebjTmY3y0ppwqIPq6JZUFA9h2UOp2k+KDScd5BHyj4osuv8dm42+FaMWhwpCJkNcQ91uqeCnkOgKCgnfU+B13714ZXytnVw4lyTkrHIdjt2KxmXU2354P/OzUBRa+YSpKkpaBUQUJIUTryRsES/DeNbtAwDLmbxdm3cvzD5l+5T2Fr9Jh1xtTbTbJP1BppJSlO/Pg+3gCsb1gfLd24As/HysUgQo9m+TZmxG7q0XLy206CoIUNIaQQnue57KUdaHXagn9ivcbibhzA8XahPXLIbhFjwLbbQoNrkSlIC3FKJ/A0hSiVr0eoI9zreHknKGaMRcpNniYyo4Ra238gkyFvFmTN9L1XIsZIIKUhIP8RZPlSU9fcjLz7H83m3fBeSU2i0ru+MOTVS7KJoCVRpKAg9JCwlPqtoSCe3VCiVeQAN1txlj+a8j8V3G3s202Sz5ze5V5vN6lSELdciuOgJYjspUpQUpDaUEr6pSneuxPgP3/ALbeFf8ACd7/APcb/wB6Ven+E/Hf/CkD/wC3+9KCa0pSgUpSgUpSgUpSgVy/8QGUWHO4udQJN6tqbNiFumMRoSpbYduF59E/WGlKBUiOFEDx5cUSOxQAeoKgfMWDnKOP79Z7FarALvdYq4yZM9rqlv1NhTnZCFK7AEkf6tboIvg2UrvXB1nhYLklkjXC1WiA1dprqTIRbUfKBalBAIS44AAOpUANkq/D1Ne2TJ+Zrg3xiy5yRGYuGdtuyRH/ALtx1CHHbZ9VTnbt9ewUaB6/i/TVWbd8Ayxz4d0YFZXLBacgftrNtmS2luBjoAG3XEkIC1KU2DoEDyrRPjZ+sj47yZnlPFcnxGTYGrdZ7MbOpm4oeUuO0XEEutBvQcV6aegStSQN780FjY1EucGww4l6uqbtcGmgmRNTGTHD6vur00khP7Amqc+JRhu4cn8N2n1f468n+cS0OxKkMJStStD8vHn9fy3V0Xqaq22abcExnpaosdx4MMp7OO9UlXRI+6jrQ/U1UGGTk8rcu2HkO3Q7jGxzHrM83FcmxVsLdnyj1eQlKh9QabQEqWnaSpWgTo0F1j2pSlBWHxWyG43w8Zo44+lkKtxbCirW1LWlIT+5J1r77qW8Y2xdl43xqzuocQ5BtMWOpLn4gUNJSQfA87H5Cqq5PvieWZDvFdotd3aLGRMtXuQ/DcRHRBjqDqnUuEdFd1pS2hO9k7VrqATe48CgUpSgVq047ZE5KrJG7bHbu62Pl3JbaejjrfjSVkfjA147b6+da2a2lKBXh8nE+fE/5Vj5sNeiH/THqenvt07e/XY3r23XvSgxL1b2LtZ5trlF0MTI647pacKFhK0lJ6qHlJ0TojyK8MXsdtxvHLfYLQx8vb7fGRGjt72UoQNDZ9yfHknyTsmtlSg1MnGrFJyWPkkm1xn7vFZLMaW6juthB3sN7/ATs7KdEjwSRW2pSgUpSgUpSgjTGE2iLmysstzk23zHwfnmIsgojTldeqVvNfhUtI9ljSvbZIAFSWlKCOZXhdlyi5W+VfkyZse3uB5mAt9QiqdB2lxxoaDik/bvsD3A35qR0pQKUpQKUpQYl6t7F2s821yi6GJkdcd0tOFCwlaSk9VDyk6J0R5FeGL2O243jlvsFoY+Xt9vjIjR297KUIGhs+5PjyT5J2TWypQKUpQKUpQKUpQKUpQKUpQKUpQKUpQYd9ucOy2SdeLg6GYcGO5JkOH2Q2hJUo/0ANV/h3JV0n5BjcDIceZtMfLIDs6yOImF1zTaUOei+goSEOltYXpJUPCx/LszPOrGjJsKvmNuPFlF1t78JTg90B1tSN/07bqk+HJD2eZXiaJDaIz3F8R+3XEhZKZc5bCY4U0ND+EEJcVtWjtYHXQ2Q6FpShGxqgqvM+Vp1nfyifasebuVhxBxpu9ylTCh1a1JStxEdAQpKy0haFK7qT5JSB96s+FJYmQ2ZcZxLrDzaXG1p9lJUNgj9wRXOOfwrhasuznjCH8up7kxaZVvlqeUERA42GZAdT1J2A0pSeu+2wD11uuirXCZt1tjQIwUGYzKGW+x2eqUhI2fudCgyaUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQf/Z)

donde P(θ,φ) es la potencia radiada por un sistema de un conjunto de antenas en la dirección (θ,φ) dada por la siguiente fórmula:

![Image 2](data:image/jpg;base64,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)

donde PTx representa la potencia (medida en vatios) a la entrada del sistema de un conjunto de antenas y g(θ,φ) representa la ganancia direccional de los sistemas de conjuntos de antenas en la dirección (θ, φ).

B.   PARÁMETROS GENERALES

|  |  |  |
| --- | --- | --- |
|  | 1) | El tamaño de los bloques asignados será múltiplo de 5,0 MHz. |

|  |  |  |
| --- | --- | --- |
|  | 2) | En la banda de frecuencias de 2 500-2 690 MHz, la separación dúplex para el funcionamiento en modo dúplex por división de frecuencia será de 120 MHz, estando ubicada la transmisión de la estación terminal (enlace ascendente) en la parte inferior de la banda (de 2 500 MHz a 2 570 MHz), y la transmisión de la estación de base (enlace descendente) en la parte superior de la banda (de 2 620 MHz a 2 690 MHz). |

|  |  |  |
| --- | --- | --- |
|  | 3) | La subbanda de frecuencias de 2 570-2 620 MHz se utilizará para el dúplex por división de tiempo o para la transmisión de la estación de base (“solo enlace descendente”). Cualquier banda de guarda necesaria para garantizar la compatibilidad del uso de las frecuencias en los límites de 2 570 MHz o de 2 620 MHz se decidirá a nivel nacional, dentro de la subbanda de frecuencias de 2 570-2 620 MHz. |

C.   CONDICIONES TÉCNICAS DE LA ESTACIÓN DE BASE – MÁSCARA DE BORDE DE BLOQUE

Los siguientes parámetros técnicos de las estaciones de base, denominados máscara de borde de bloque (BEM, por sus siglas en inglés), son un componente esencial de las condiciones necesarias para garantizar la coexistencia entre redes vecinas cuando no existen acuerdos bilaterales o multilaterales entre los operadores de tales redes. Si todos los operadores de dichas redes están de acuerdo, también podrán utilizarse parámetros técnicos menos restrictivos, a condición de que dichos operadores sigan cumpliendo las condiciones técnicas aplicables para la protección de otros servicios, aplicaciones o redes y las obligaciones derivadas de la coordinación transfronteriza.

La BEM se compone de varios elementos que figuran en el cuadro 1. El límite de potencia dentro de bloque se aplica a un bloque asignado a un operador. El límite de potencia de referencia, destinado a proteger el espectro de otros operadores dentro de la banda de frecuencia de 2,6 GHz, y el límite de potencia de la región de transición, que permite la retirada del filtro del límite de potencia dentro de bloque al límite de referencia, constituyen elementos de potencia fuera de bloque.

Los límites de potencia se presentan por separado para los SAnA y los SAA. En el caso de los SAnA, los límites de potencia se aplican a la p.i.r.e. media. En el caso de los SAA, los límites de potencia se aplican a la PRT media [(1)](#ntr1-L_2020149ES.01000602-E0001). La p.i.r.e. media o la PRT media se miden promediando sobre un intervalo de tiempo y dentro de un ancho de banda de frecuencias de medición. En el dominio temporal, la p.i.r.e. media o la PRT media se promedian a lo largo de las porciones activas de las ráfagas de señales y corresponden a un único ajuste del control de la potencia. En el dominio de la frecuencia, la p.i.r.e. media o la PRT media se determinan dentro de un ancho de banda de frecuencias de medición que se indican en los cuadros 2 a 8 siguientes [(2)](#ntr2-L_2020149ES.01000602-E0002). En general, y salvo indicación en contrario, los límites de potencia de la BEM se corresponden con la potencia total radiada por el dispositivo en cuestión, incluidas todas las antenas transmisoras, excepto en el caso de los requisitos de referencia y de transición para las estaciones base de SAnA, que se especifican por antena.

El límite de referencia adicional para las estaciones de base FDD SAA es un límite de potencia fuera de bloque que puede ser aplicado para reducir la zona de coordinación necesaria con las estaciones del servicio de radioastronomía (SRA) y proteger este servicio en la banda de frecuencias adyacente de 2 690-2 700 MHz en zonas geográficas específicas.

Las medidas aplicables a nivel nacional para proteger los diversos tipos de radares que funcionan por encima de 2 700 MHz, como los límites de densidad de flujo de potencia (dfp), seguirán siendo aplicables, teniendo en cuenta que podrá ser más complejo par a los operadores cumplir los límites dfp, ya que los sistemas de antenas activas no pueden equiparse con filtros externos complementarios.

Los equipos que operen en esta banda también podrán hacer uso de límites de p.i.r.e. o de PRT que no sean los expuestos a continuación, siempre que se apliquen técnicas de mitigación adecuadas en consonancia con lo dispuesto en la Directiva 2014/53/UE del Parlamento Europeo y del Consejo [(3)](#ntr3-L_2020149ES.01000602-E0003) y que ofrezcan al menos un nivel de protección equivalente al proporcionado por los requisitos esenciales de dicha Directiva.

![Image 3](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAyADIAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCANoBLsDASIAAhEBAxEB/8QAHQAAAgIDAQEBAAAAAAAAAAAAAAYFBwEECAMCCf/EAG4QAAECBQECAw8NCQsICgEBCQECAwAEBQYRBxIhEzFBCBQVFhciMjdRVVZhcZXSGFd1doGRk5SztNHT1CM1NkJydJaxsiQlMzQ4UlNUYmOhJmRzhZK1xOEnQ0RFRliCwcLjhGWDoqMopPBHZvH/xAAcAQEAAgMBAQEAAAAAAAAAAAAAAQUCAwQGBwj/xABOEQACAQIBBQwFCQYEBQUBAQAAAQIDEQQFEiExURMUFTJBYXGBkaGx0QYzUpLBIlNUcpOistLwFiM1YoLhJDRCcwez0+LxF0Njg8Ojwv/aAAwDAQACEQMRAD8A7LggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggCnubMdeluZ1uOclnVszMuuUUy82dlbZM00klJG8EpUobuQkQq80mt2T0A1EmpS3RbjtPqEkxIzDKA2uYbC5c8Oko3DJddRkHOMg4ORF2X9Z1v3zbrlv3PKOzlMccS44wiZdZCyk5TtFtSSQDg4O7IB4wI1bpsC2bnsxFoV+WnZ+jJKCpl2ozG25sHKdtwL214OD1xO8A8ggCqJSpVGla3WFbNJmFTNHuC1HFVulFJWzLJQ2pSJrZ4kFxZ4MqO5XFvOCKsp10XNavMtaX3nbLs4/cj9zLlXUJUtaqk2p2aHAOoH8LkISlOclOOtIMdYUayLcpEkqWkpN5LipMyXPbk065NiXJJ4ITClF0JBJIAV1p4sRpWTpnZlnykvJ0Klutysq7w0oxMzj0y3KuHaytpLqlBtR215KcE7RzxwBUXN/O1GV0fpFSpq5mWmGa2yl1+XKkqbaU06CCobwkqCB3CdnxRc13USju2tOPu0qSW9LU1xDKlMJJbSltRSE7twB4u5EpdVv0e6LenKBX5BmoU2db4N9h0blDOQQRvBBAIIwQQCCCI0xaNH6XX6CpVSXKTCA26tdTmFTCkZ7HhyvhMbzu2uIkcpgCo+YYm3ZjQduoVCZW8+5UpkOPvLKlqAUAkFR3nHEIvuEOz9IrItLnRFvStWkZeUfMwzKprc4qXDh41FpTpQo+UGHyACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACPh5vhEBO2tGFJVlJwdxzjyHGD4o+4OSAKi0ErFauRV9PVisz0z0GvmpSsmkuAJTLoQlKGSAN6E7ZIHdAOd0VPJan3pSuZ60pv9yr1Sq1SZuVchUGMpX0QYW9MJLakY3rAaSEEYwe7HRli2LR7OkaxK0h6fPRioPVGcdmJguOKmHQAtYJG7OyIh7K0gtO1pSlyMoalOyFIeMzTZSfmi+zKPlSlcKhJAwvK14PJtGAK7uG6LncuHmgJNm4alLt23SpCdpAZWAZRwSa3lbO47lKQNoHORkbonKPc92agab2+7RXnJC5HLXcqzpStLQ57cYWzLBaDkBl1ZedSd+OATmGae0gteduSvVuamKy6q4VNGrSpnlCXnEtpKUNrQBvQEnGzni3Q1C2aRwNSYLB4KoS6ZVxCVbAbYSjYS03s4KEDKiAOIrURxwBQSdSKvUabdpmpG47Ju2iWZU5h6kvgrlnHdhpxM4y4cjaStRGN5wodyPea1BuqhTOg9URU5qpC7ZGWkKxJuq2kvFxtk88gAZS4lS1EqG4jccccXLVLDo1VkJmVqr9QnueKM5RlOvTJLiZdwYdKVY3LcwjaVy8GnuRo2lpfbdvTVJmUrqFTeojHO9IVUZkvmntlGwpLO4bO0gJSePISIAWOZxuSuV+s6ltVqqzE8imXfOSUkl0ghhhCutQnA4hFvxXEpo9QpCbrr9Krl0UwV2ddnp5uUqim0LecJK1AbPW5zjceICLHSMADuQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQARFXhMPSlp1ealnFNPMyL7ja08aVBtRBHkIiVjWqkkzUaZNU+Y2uBmWVsubKsHZUkpODyHBgCiNHNQq3cemMi3UE15NUlLSdqa6pMDYbmnSVoGOML2cBQO7G7jzClRtRb1p2iumV+quN+oT81VOh8/JTSwU1Ft5ZTkgDO2jAIUneOUER0Palj0a27EbsyQVNrpbcsuVRw7224lpQIKQvAOBk47kQFm6NWfbCKU1L9Ep+Xoyy7S2J+bLzcm4c5W2MDCt/jgCrrmu+60WvrlUGLjqTExbFXbXSVNOJHAJShCuDwQQWyeNJ4xDdeN+V2ocyTOX7Jl+i1l6hJm0lvcpl3IBKcjcDvI8RhlmNH7Wfq9cnXn6uuXr81zzVZBU4edZtWMYW3jscAbs8ghmu21KPc1mTlpVFpxNKnJYSzjbC9ghsYwEnk4hAFE2HfV3SslotWJu4Hqmi7WFU2qSk1ghSxtLTMpUN4cGNk8hHHv3xNcyXd1x3NM6gi4q1M1FNOr65eV4dQwy0ArrRgDdu/wAIfLH0ltG05inTEmzNzr1KYMvTFz8wXzItK7JLWQAnPKd58eI0rY0Zt22Zqov0CsXLTuiU7z7OIZqRCXXNrO8FPFyY7kAWUkhQBBBB4iIIwlISkJSAANwA5IzABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBkd2ACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCI2uV+jURsLqtSlpTa7BDixtr8SU9ko+IAxDairszp0p1ZKME23yLSSUV7TK7MOaku1Nbn7wT37zybm11iplkqWVdzCyp1sHlLWOURJvu1y7EmWlmZug0RYw7MvDg5yZSd2y2jjZSRxrVhe/ckHrhOTVBpMxbpoC5JtNN4EMpYQNkISnsdnG9JTgEEbwQCN8aJZ1TTHUu/wDsWtDcsEpRr6ZTVmlpzVt2Z17aL8jTs3ok4IUWalW7YBl66zM1emI/g6rLNbbyE/5w0neSP6RsEHjKUwwUas0qsS5mKVUZWdbHZFh0L2T3CBvB8RjZGopaNT2HFWwdSks9fKh7S0r+z5nZ8xvQQQRsOQIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIMiACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCPCdm5WSl1TE5MNS7KeNbiwkD3TEpNuyIlJRV29B7ws2lWnqhV6o0+pRYdc4enE8S5cYbJT4ttJPkWDyx9vuzlyJMtKtvydIVuemXElt2ZTypbSd6Ukcazg4PWjlG9VqOiYlZbnFaZKakt8m4lHWt7sbBSMZQQACnyYwQDHXCMKcXCprfd+uXYr8pXTqVa0lUo8WP3uTRzJauRu2m2klYIhZKvoQ8mSrTQps6TsgLV9xePdbc4lZ7hwodyJqOadOUH8pHbSrQqq8H5rpXIEEEEYG0IIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIII0K5WaXRJQTVVnWpVsq2UbZ65xX81CRvUrxJBMQ2krszp051JKMFdvkQXFU2KNQ52qTCgluWZU4fGQNwHdJOAB3SIjNOKtO1e0JN6q7qswnnaooIAKJlHWuAgbhv37t2CCN0akrK1C6qhL1CrSjtPo0o4HpSQeGHpl0HKXXx+IlJ3pb484UrBASPas02pUqsO3Fb7AmlTASKjTisI552RhLrajuS8AMb8BYABIwCNGdJyz1q/Wn9c5aqhQjSeGk1ujd730K2qN9SvdtvVfNTtpaZ4IirfuGlVxLgkZg88M7n5V1BbfYPcW2rCk+9g8hMSsb4yUldFXVpTpScKiaa5GEEEESawggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggjC1JQgqUoJSBkkncBAC7Ub0oUhqBSrHmJjZrFUk35yXb5ChogEHxnKiPE2ruQxx+ZWqOsM/U+aXc1IpDxWzS6ghNMTncqWZJSE+RwbZI/vDH6S21WJGv29T65THQ9JVCWbmZdY5ULSFD3cGAJCCCCACCCCACCCCACCCCACIav3HI0l9qS4OYnqk+kqYkZRG28tOcbRG4ITndtqIT44Lvqz9JpIVIsofqE08iVkml52VvLOAVY/FSApav7KTGbXoMvRJVw8Kubn5lQcnZ50DhZlz+cruAcSUjckbhGuUm3mxO2jSpwp7tW0p6Etttbb5Eu16lbS1HJZvaqDbem6dbzJwQ0w3z2/5CtWygHxBKvLH0bRddO1N3Vcr6jx7M4lke4GkJxDPBEbjHl0/rsJ4Qqx9WlFcyXi7y7WxX6S5bv/c/nh76YOkuW7/3P54e+mGiCG409g4TxftsV+kuW7/3P54e+mDpLlu/9z+eHvphoghuNPYOE8X7bFfpLlu/9z+eHvpg6S5bv/c/nh76YaIIbjT2DhPF+2xX6S5bv/c/nh76YOkuW7/3P54e+mGiCG409g4TxftsV+kuW7/3P54e+mDpLlu/9z+eHvphoghuNPYOE8X7bFfpLlu/9z+eHvpg6S5bv/c/nh76YaIIbjT2DhPF+2xX6S5bv/c/nh76YOkuW7/3P54e+mGiCG409g4TxftsWk2VTVJKJqo1+bQfxXqxM7J8oCwD7sb9Etqg0VZcpdIk5V0jCnUNDhFeVZ64+6YloIlUoJ3SMKmOxNSLjKo2nyXduwIIII2HIEQ1YtW3as+Zifo8o7MH/rw3su/7acK/xiZgiJRUlZo20q1SjLOpyafM7Cyqy6eBsy9UuKWQPxW6zMYH+0s4j56S5bv/AHP54e+mGiCNe409h0rKWL+cYr9Jct3/ALn88PfTB0ly3f8Aufzw99MNEENxp7Bwni/bYr9Jct3/ALn88PfTB0ly3f8Aufzw99MNEENxp7Bwni/bYr9Jct3/ALn88PfTB0ly3f8Aufzw99MNEENxp7Bwni/bYr9Jct3/ALn88PfTB0ly3f8Aufzw99MNEENxp7Bwni/bYr9Jct3/ALn88PfTB0ly3f8Aufzw99MNEENxp7Bwni/bYr9Jct3/ALn88PfTB0ly3f8Aufzw99MNEENxp7Bwni/bYr9Jct3/ALn88PfTH0m05lklcldtxsLHY8JMIfT7odQrMM0ENxhsHCWJeuV+lJ9zFYm9aUNo9D7jlxxpSnnSZ9zJLaz5djyxKW9cFPrQeRLKdZmpcgTMpMNlt9gni2kHfg8ihlJ5CYlYgbrt/omGqhT3USVbkxmSnNni7ra8dk0riUn3RggGIcZQ0xd+b+/mZRrUcQ82slFv/UlZdcVot9VJrXp1E9HlOTMvJyy5mbfbYZbGVuOKCUpHjJiNt6uMVO2m6w8nnTZQrnptZ3y7iCUuoV+SpKhnxRq0eScq7rVcqzat5DkjKL7GXT+KtQ4i6RvJPY5wOUnqoxjOOe38nx/Xd3FXinUoVdwS+Xp6FbQ2/wBaei7Xoms1GfH7zUla2j2M1OKLDZ8aU4K1D/0gHux9c53K8Ap2sycsf5svJbWPdWo594RNwRnuyjxIpd/j8EjRvVy9ZNvodl3Wfa2Q3Qys+Eb3xRr6IOhlZ8I3vijX0RMwRG+JbF2LyJ3pT2y96XmQ3Qys+Eb3xRr6IOhlZ8I3vijX0RMwQ3xLYuxeQ3pT2y96XmQ3Qys+Eb3xRr6IOhlZ8I3vijX0RMwQ3xLYuxeQ3pT2y96XmQ3Qys+Eb3xRr6IOhlZ8I3vijX0RMwQ3xLYuxeQ3pT2y96XmQ3Qys+Eb3xRr6IOhlZ8I3vijX0RMwQ3xLYuxeQ3pT2y96XmQpo1QdTszNyVJSe40hlr/ABCM/wCMesnb1Kl5hM0qXVMzSeJ+acU84PIVk7PuYiVgg8RUtZO3Ro8CVg6Kd2rvnu/G4QQQRpOk85mXYmWFMTLLbzS9ykOJCknygxEdLUmz97puoU0ZyES0yeDHkQrKR7gibgjZCrOCtFmmph6VV3nG728vbrIboXV0nCblm1D+3LMk/wCCRB0MrPhG98Ua+iJmCMt8S2LsXka96U9svel5kN0MrPhG98Ua+iDoZWfCN74o19ETMEN8S2LsXkN6U9svel5kN0MrPhG98Ua+iDoZWfCN74o19ETMEN8S2LsXkN6U9svel5kN0MrPhG98Ua+iDoZWfCN74o19ETMEN8S2LsXkN6U9svel5kN0MrPhG98Ua+iDoZWfCN74o19ETMEN8S2LsXkN6U9svel5kKqmVzHWXG5n+1JtEf4YjBTdEtgpdpdRQOMKQuXWfdBWM+4Im4Ind3ypPqXwsxvSK4spJ/Wb7m2u4h5OvsKmkSVRl36ZNuHDbczjZdPcQsEpUfFnPiiYjwnpSWnpRyUnGG32HBhaFjIMRNKcmKVVU0WbfXMSz6VLkH3FbS+t7JpR4yQDkE7yM53pyZzYVE3DQ1yeXl3kKdSjJRqO8XoT5+fk07VbTosTsRFfuSlUVbbE08tyceGWJOXbLsw740tpycbuyOAOUiNe7qrPS65SjUUNmr1EqDK3E7SJdtOOEfUOUJ2kgJ5VKSNwyRsW5b0hRGnVMBx+bmDtTU5MK235hXdWr9SRhI4gAI4nKTebEuadClTpqrXvp1Ja3yXb5Ffmbdnq1kf0RvGfBVIUCSpjWetXU5vacI7vBNAge6vMfSqdero2lXNSGD/Nao6iP/3niYZYIblfW2+7wsN/OPq6cY9Wd+LOFjoVefhdT/Mv/wB0HQq8/C6n+Zf/ALoZ4IbjHn7X5jhCrsj7kPyix0KvPwup/mX/AO6DoVefhdT/ADL/APdDPBDcY8/a/McIVdkfch+UWOhV5+F1P8y//dB0KvPwup/mX/7oZ4IbjHn7X5jhCrsj7kPyix0KvPwup/mX/wC6DoVefhdT/Mv/AN0M8ENxjz9r8xwhV2R9yH5RY6FXn4XU/wAy/wD3QdCrz8Lqf5l/+6GeCG4x5+1+Y4Qq7I+5D8osdCrz8Lqf5l/+6DoVefhdT/Mv/wB0M8ENxjz9r8xwhV2R9yH5RY6FXn4XU/zL/wDdAKVefLd1P8zf/bDPBDcY8/a/McIVdkfch+UWBbtdmElFRvOpFB/FkpdmX/x2VK94iN2i2tRKVNGdl5PhZ4jCpyZcU/MHu/dFkqA8QIETUESqUU72+PiYzx9ecXHOsnrSSin0pJXCCCCNhxkVXLdotaU25Uqe0881/BPjKHm/yXE4Un3DEb0s1WWSRTLwrDQ/mTaWppI91adv/wDehngjW6UW72Ounjq9OKgpXS5Gk12O6FjoTeQ3C7pHH9qjAn/B0QdCrz8Lqf5l/wDuhngiNxjz9r8zPhCrsj7kPyix0KvPwup/mX/7oOhV5+F1P8y//dDPBDcY8/a/McIVdkfch+UWOhV5+F1P8y//AHQdCrz8Lqf5l/8AuhnghuMeftfmOEKuyPuQ/KLHQq8/C6n+Zf8A7oOhV5+F1P8AMv8A90M8ENxjz9r8xwhV2R9yH5RY6FXn4XU/zL/90HQq8/C6n+Zf/uhnghuMeftfmOEKuyPuQ/KLHQq8/C6n+Zf/ALoOhV5+F1P8y/8A3QzwQ3GPP2vzHCFXZH3IflFjoVefhdT/ADL/APdB0KvPwup/mX/7oZ4IbjHn7X5jhCrsj7kPyiyimXog7QumluHkSujHH+DwMY57veSyqYpVIqzQP/Y5lUu6R4kOApPkKxDPBDcktTfb53G/m/WQjJfVS/DmvvIOjXTTKjPGnLExT6mBtc4zrfBPEd1IyQseNBUInIj69RabW5EydSlkvICgttQJStpY4loUN6FDkUCDETbU9PyNYdtetTCpp9DRfkJ1QAVNMAgELxgcKglIVjcQpKt2SAUpRdpdpMqNKtBzoaGtLi9OjanypcqelLTdq7TNBBBG04AggggAggggAggggAggggAggggAggggAggggAgiiqpr7U5KUveeFhh+SsqpJk6o4irgKWgr2eEaSW+uI4ylRTu/Gzuixb3rUnO6OVi4JRD01IzFCdnEpbmDLOLYUyV9a4AShewdxwcHEAOEEIHM/TkrO6I2tNUpmcbl3KcksNz85zw6BkgBbuyNri4wkYHEN2IXdKtYrhv6ak3JHTeaZpCqlM06eqIqja0Si2UghWwUpUtKs4zuwe7AFwwQg6i6mSFqXZQLUS3KOVStIfeQqcmxLS0u00gqK3HCFHKlAISADkk5wBvmNLLykb+sOl3ZT5d+VZnm1Ey7469paVFC0Hu4Uk7+UYPLADNEVd9G6YbXqdCM9MyCahLLllTEtsh1tKwUkpKgQDgnfjdErBAHDNR5m2xJTmgabpgKnca5ecoa6oZ4zLIcQpK1p2AngsEdZnPjjrvSayJXTyx5O0pCqT9Rk5JS+AcnSkuJSpRVsZSAMAk43csVVcP8vC3vaY78q9HQEAEQF3V9yiTdvstyyHhVasiQWVKI4MKadXtDun7mBjxxPwj6qffSxfbQz82mYAeBxQQDsRBABELYdbcuOzaTXXWEy65+VQ+ppKioIKhnAJ44moT9E+1Ja/sYz+zADhBBBAFU3ZejjfNK2dYCqclbLtOmKoma4YgpXwbzezsYwdyTvz+MYtaOfL0/l3WL7WJn/iI6DHFEJJGcpykkm9Whdt/FhERe1YXb9mVuvNMJfXTae/NpaUrZCy22pYSTyZxjMS8KmsXajvH2CnfkFxJgMsi8ZiSZfKQkuNpWQOTIz/7x7RqUb70Sn+gb/ZEbcAEQViV1y47e6Juy6JdXPs3LbCVFQwzMuMg5PdDYPizE7yQlaJ/gIfZeq/7wmIAdYIIIAX6LcDs/elfoCpZDbdKalFodCyS5wyVk5HJjY/xhghFs/tvXz+b0v5N6HqACF2u3E7Tryt2golkOIq/PW26VkFvgWwsYHLnOIYoQr27bdg/6y+bpgB9ggggCA1Ar7ls2u7WGZZEytuYlmeDUspBDsw20TkdwLz7kT4hH107W01+f0758xDwOKACPlxWw2peM7IJj6jzmP4u5+Sf1QBEWDW3LlsahXE7LplnKnTmJxTKVbQbLjYUUgnjAzjMTcJ2hvaYsv2BkvkEQ4wAE4BML1k3C7cBrYdlkMdDavMU9Oysq20t7OFnuE7XFDArsT5IRNHeyvH21T3/wgB8ggggCCka65MX7VbbMuhLcjTZOcS8FHKy+5MIKSOQDgAc8u0e5E7CVRu3fc3tepXy8/DrABEHXK65Trmt+kJl0OIqrz7a3Cogt8GypwEDlzs4ichLvPti2L+dTvzRyAHSCCCAIK/K65bdqzdZal0TC2C2A2pRSDtOJRxj8rPuROjfCXrd2tKp+VL/OG4c08XuwBmPl1ew0tYGdlJOI+o85r+Ku/kH9RgCNsqrrr9nUauuspYXUZBiaU0lW0EFxAUUg8uMxLQraQdqe0fYST+RRDTAAdwJiAs2vu116utuSyGOhdWdkElKyrhAhCFbR7hO3xeKJ5XYnyQj6S/xu9vbRM/JMwA8wQQQBTmrtydJFeta1JSSE0xfVfWzMuuOkGW2lNbWwAN4O0cg90xcY4o585qjts6I+2c/tsR0GIlO0VBakJ/LqOrLTJ2TfRe3iEEEHJEAgNOrgduiy6bXnpZEs5ONFZaQsqCeuI3E8fFE/CNoF2obe/Nj8ouHmACIKWrzjt/z1tGXQG5Wly08Hto7Si668gpx3BwQOfH4onYSqf28q17W6f85nIAdYIIIAgr2rrlv0+SmmpdD5mapJyJSpRTsh99DRV5QFZxy4idhK1i+8NH9slI+etQ6iACAwRg8XuwBA6e19257Tlq09LIllvOPoLaVlQHBvLbG890Iz7sT8I2g/avp35xOfO3oeYAIX0XA6rUR21+dkcEikon+H2ztEqeU3s47nW5z44YIRWu33M+1dn525AD1BBBAEFe1dct+nyU01LofMzVJORKVKKdkPvoaKvKArOOXETsJWsX3ho/tkpHz1qHUQAQHcIIwri90QAv6cXC7dNmyNdelkSq5rhMtIWVBOy4tHGfyc+7DDCHzP/alovkf+cOw+QARANV9xeocza/OyA0zSWZ8P7Z2iVvOt7OO4ODBz44n4R5bt9VH2rynzqYgB4ggggCCviuuW9RmJ9qXRMKdqUjJlKlFIAmJptkqz3QHCccuMROwlaz/gjJe2Cjf7yl4dRABGjV6eZ7nNSXQ2uVmkPpVs54sgj3Ukj3Y3oIyjJwd0YTpxqRzZaiptFrzcvjUfUF6apzUo5bs+KGwUOFe22248SveNxUcZH9kdyLZjnrmSe2FrT7bnflHo6FjBRS1G+pVlUacuRJdSVgiAuCvuUy6Lbo6JZDiKxMvsrcKiC0G5dboIHLkox7sT8I99dsrT32QnfmL0Sax4ggHFBAEBqBX3LZtd2sMyyJlbcxLM8GpZSCHZhtonI7gXn3InxCPrp2tpr8/p3z5iHgcUAEatWmjJUqbnEoCywwt0JJwDspJx/hG1EbdP4NVT8ze/YVAHxZtVXXbQo1ccZSwuoyDE2ppKtoILjaVlIPLjOIlYWNJe1VaXsHJfIIhngAiAsivuXBK1N52WQwZKrTcgkJUVbQZdKArxE4zjkifhH0c+9txe2eq/OVQA8QQQQBAUivuT171631SyEN0uWk3kuhZJcL/C5BHJjgx5cxPwj2r24729j6V/xMPEAEQFXr7kje9Ct9MshbdUlpx5TpWQWyxwWABy54Q+TET8I909uOyvY+q/8NADxBBBAELeFbcocnIvtsJfMzU5SSIUojZDzyWyrygKziJqE/Vf70Ub2xUv523DgIAIjrmqKqRbdTqqGg6qTlHZhKCcBRQhSsZ5M4iRiB1G7X1xexc18iuAN22Kiqr23TaqtoNKnJRqYKAchJWgKxnlxmJGIHTjtfW97FyvyKYnoAIgrGrrlw0Z+fdl0S6mqlPSYSlRUCJeadZCs90hsHHJnETsJWjH4IzvtgrP+8piAHWCCCAF2g3E7UbyuKgrlkNopHOuw6Fklzhmys5HJjGIYoQrJ7bd/f6t+bqh9gAiGnay5L3pTKAGEqbnZGbmlO7W9JZWwkJxy54Y/wCz44mYUav23rc9han8tJQA3QQQQBBXfXXKGKSW5dL/AD/VJeRVtKI2A4SCod0jHFE6DkAwl6q9jbHtkkf2lQ5o7EeSAMxE12lLnqlR59lxtt2nTanSpSclTamloWgeXaSf/SIlowrsTESipKzNlKrKlLOjr0rtVn3Mrnmd9SJrVCxZm4pyls01xmpPSQaaeLgIbCTtZIG87XF4oseOfeYI7S9R9sM5+puOgok1hEBV6+5I3vQrfTLIW3VJaceU6VkFsscFgAcueEPkxE/CPdPbjsr2Pqv/AA0APEEEEAR1zVFVItup1VDQdVJyjswlBOAooQpWM8mcQWxUVVe26bVVtBpU5KNTBQDkJK0BWM8uMxpajdr64vYua+RXBpx2vre9i5X5FMAT0EEEAEEEEAEEEEAEEEEAcl2faFVv+49aLTlK4xSKbW7iQ5MOO09bjr0qlaiVy6ipKd5ASSQoDOfLcs/prcClVymSF6OM2zO2ymh0+kPSgW3JKCA2X9oKBWdkHduyVbzgCLPAx3ffjTcqtNbqAp7lQlEThG0GFPpDhGCc7Oc8QJ4oArbT7TO7bRFnSUvfpdo1v01+TmaciQ2Gp9airg3FZWopKcpyMnsN2NoxsaOaZ1XT6xq5babmZmXqhNzE5LTrMgWlSzrycE7KlqC9kgEcXjh4ZuW3nnUtM12luOKOEpTONkk9wAKiVgClKho5dD6bIuHp7RN3vayXm11Sep/Csz7TpVltxsLB3JVshQVnjJ3kEOrVr3l060Csv324umyMq+3UaY3IIbanXV52VjBJQlORgHaOEDriVKJdoIAI01VamJUUqqMmFA4IL6cg+/G5FG1bmVNIqnVZupTdMqapibfW+6RUXACtaio4HJvMARVfnZJXNz2/MpnJcsizXUlwOp2QeFe3ZzjMX10XpXfKT+HR9Mcc1bQHTiW5qakafNSE/wBApq211B1szq9svBxxIIVxgYSN0Wv6kbRrvVVfOTkAXf0XpXfKT+HR9MJWqFSpzlTsfg5+UVs3O0pWHknA52md53wi+pG0a71VXzk5C3e/MxaUUaethqSptSSipVxuSmdqoLOWiy8sgdw7Tad8AdJCr0rA/fKT+MI+mM9F6V3yk/h0fTFIDmRtGiM9C6r5zcg9SNo13qqvnJyALv6L0rvlJfDo+mFHRip05rSi2W3J+UQsU1kFJfSCOt8sV96kbRrvXVfOTkQGm/MvaTV+wqJWahTamubnJJt54pqLiQVKGTgcm+AOjui9K75Sfw6Ppg6L0rvlJ/Do+mKQ9SNo13qqvnJyD1I2jXeqq+cnIA0Lyn5JXNy2PMpnJcsptmZCnA6nZB/dG4nOOUe/F+ir0rvlJ/Do+mOOLj0E08kOajtfT2Xkp9NBqVDfnJlozqysup4XBC+MD7mndFs+pG0a71VXzk5AF39F6V3yk/h0fTCtq9VKa5pPd7bdQlFLVQ5wJSH0kk8AvcN8Vz6kbRrvVVfOTkQeoPMt6S0KwbhrchTammcp9LmZphSqitQDiGlKSSOUZA3QB0DSKtS00qUBqMmCGEf9ej+aPHG10XpXfKT+HR9MUVIcyZo5MSEu8ul1XaW0hR/fJzjKRHt6kbRrvVVfOTkAXf0XpZ3dEpP4dH0wmaMVOnNWMUOVCUSrotVDgvpBwZ98g8fchD9SNo13qqvnJyFvTXmXtJq7axqE/Tamp/ohPMZTUFpGw1NutI3D+yhMAdJ9F6V3yk/h0fTB0XpXfKT+HR9MUh6kbRrvVVfOTkHqRtGu9VV85OQA8WnUqejVq93FT8qELl6ZsqLycHDb3Ecw79F6V3yk/h0fTHNdA5mPSidv+56I9TakZOmsyKpdIqDgILqXFLyeXekQy+pG0a71VXzk5AF39F6V3yk/h0fTCLedRp69VrDcTPSqkI6JbSg8nA/c6eM53QlepG0a71VXzk5CtcnMx6TyF+2pRmKZUhK1Pn3nkGoOEngmQpGDybzAHTHReld8pP4dH0wdF6V3yk/h0fTFIepG0a71VXzk5B6kbRrvVVfOTkAPOt9TpzunM0huflFq5/p5wl5JO6dYJ5YdRV6WMjolJ8f9Oj6Y5s1O5mHSi3rOfqlOptSRMompRkFVQWobLsy02vcf7K1QzHmR9GlEnoXVd575uQBd3Reld8pP4dH0x5v1allhwCpSXYn/ALQjueWKU9SNo13qqvnJyPlzmSNGkNrV0Kqu5JP3zcgCwtE6nTWtHLNbcqEohaaFJBSS+kEHgUbiMw39F6V3yk/h0fTHN+mXMu6S1/Ti265UKZU1TlQpUtNTBTUVpBcW0lSiByDJO6GH1I2jXeqq+cnIAu5VXpWyf3ykuL+sI+mEfSOo09pV38LPSqNq6Z4p2nkjI6zfxwknmRtGgCehVV85OQr6e8zFpPWzcQnaZUTzhXZqSY2ag4MNN7OyD3TvO+AOl+i9K75Sfw6Ppg6L0rvlJ/Do+mKQ9SNo13qqvnJyD1I2jXeqq+cnIAfKRUqcnWq5HTUJQNqoFKAVw6cEh+eyOPxj3xDn0XpXfKT+HR9Mc20/mX9JX9S61QF0yp85ydJkJtodEV5Djrs0lZJ5RhlG7kwe7DH6kbRrvVVfOTkAXf0XpXfKT+HR9MJ141KnL1CsdxM/KFKJqd2iHk4H7kXx74QfUjaNd6qr5ycheuHmYNJ6fd1r0yXptTEvUpiZRMA1FwkhuXWtODydcBAHSHReld8pP4dH0wdF6V3yk/h0fTFIepG0a71VXzk5B6kbRrvVVfOTkAPutFSpz2m1TQ1Pyi1bUvuS8kn+MN+OHEVeljINSk+P+nR9Mc3alcy9pNQbLnqpIUypJmWSyEFVRcUBtPISd3kUYY/UjaMnP71VXj75OQBd/Reld8pP4dH0x5zNWpZl3QKlJdgf+0I7h8cUp6kbRrvVVfOTkfL3MkaNIZWvoVVetST983O5AFk6SVSmt6V2m2uoSiVposmFJL6QQeBRuO+GjovSu+Un8Oj6Y500+5lnSOtWFQKxPUypqmp6mS8y+U1FYBWttKlYHIMkxOepG0a71VXzk5AF3Gr0rZP75SXw6PphK0qqVPam7z4SflUbVzzJTtPJGRwTO/jhGPMjaNAE9Cqr5zchasTmY9KK0/crc7TakpNPrj0lLhNQcGGkNtlIPdPXnfAHSnReld8pP4dH0wdF6V3yk/h0fTFIepG0a71VXzk5B6kbRrvVVfOTkAaHNRT8k9qrootmcl3Et3MS4UupISNpnecHdxRf3Reld8pP4dH0xxvrloJp5aF+6Z0aiyU+1KXFW+c6glc6tZW1lsYST2JwtW8RbPqRtGu9VV85OQBd/Reld8pP4dH0wdF6Wd3RKT+HR9MUh6kbRrvVVfOTkHqRtGu9VV85OQAx6aXjQbV0JotUqs4ngmWAlTbJDjhKnVAAJBzyxu9Wu1e9tyealxQDWi1iUHRGmagU2SnUV1SmcuKm1KR1z+wesO7sY6T1JuapWnZlwXIzJsTLVLpipppLjygXXEhRKTjiTgDfx7/FHJKVWVVwjKySXJfXfn5i/o0sDQwFPEV6TnKcprRLNSUVB+y/aZF9Wu1e9tyealwtymqVBb1NqVwKptwc5TFGlJNv97F7XCNvTC1ZHcw6nf5e5HveGqdeoOgyNUE0invIdpNNnG5UzLg+6zC0pcQT/NSFoKTxk5zyRs3VqpO2/c1329M0lpc1SbXcuSmuImFbEywgFKkO8qFcICN2et38cZbnX9tdn9zVvvJf0aX2n/YSnVrtXvbcnmpcHVrtXvbcnmpcJ1la41CpW1p/clcoLMrSrvnHqYXJR9bipScDykMpKVdkhYQckb0nxRal7XLJ2rbNTrU4su84SL84JZLwS4+llBWpKATvOBx8Qzvhudf212f3G+8lfRpfaf8AYVxqFqlQa3SqfLyVNuDbl6xT5xe3TFgcGzMocX7uyk4HKYZOrXave25PNS4YbTueRr9s0OtIc506MyLM4xLPPDhAlxAUE7jvIzjdxnijanK/SJSnzc+9VZbneUl1zD60Phew2jO0rceIEEeXdDc6/trs/uN95L+jS+0/7BU6tdq97bk81LjB1stQAlVOuMAbyTS17hDa3XaUqVlJlVVlmm5tttxjhphLZWlzGxgKIO/IA8e6PmozstNUapJlpxp8tyzoWG3QrZOwrjwfF/hEOFdK+euz+5nDE5KlJR3tLT/8n/YLeg9Wpo0spSlz0s2XHJlwJW8lKgFTLqhkE7jgiHnovSu+Un8Oj6Y5r0v5nDTG9bDplz12n1F2ozyVrfU3PrQkkLUkYSNw3JEMvqRtGu9VV85ORtoTc6UZPW0jgyphoYXG1qEOLCUkuhNpF39F6V3yk/h0fTCQ1Uqd1dpl7n+V4PpZZG1wycZ57c3ZzCP6kbRrvVVfOTkLCOZh0nOqj1ummVLnFFDbnQnogva4UzC0E57mykbo2nCdLdF6V3yk/h0fTB0XpXfKT+HR9MUh6kbRrvVVfOTkHqRtGu9VV85OQA+au1OnOUKkBuflFEXHSVHD6TgCdaJPHDkKvSu+Ul8Oj6Y5t1D5l/SaiUqnzEjTKklx+s0+UWVVBZ+5vTKG1jy7Kjv5IZPUjaNd6qr5ycgC7+i9K75Sfw6PpjHRalnAFSkySR/16PpikfUjaNd6qr5ycg9SPoyME0qqnf3zcgB10FqVOZ0ooyHZ+VQrD/WqeSD/ABh3xw9dF6V3yk/h0fTHNGlHMxaUXHYNNrNSplSVNzAd4QoqDiQdl1aRu8iRDR6kbRrvVVfOTkAXf0XpXfKT+HR9MJMtUqd1dKg9z/KcH0syidrhk4zz1Mbs5hG9SNo13qqvnJyFpjmYtKFaozluGm1LnBqiMTqE9EF7XCrfdQo57mG07oA6U6L0rvlJ/Do+mDovSu+Un8Oj6YpD1I2jXeqq+cnIPUjaNd6qr5ycgB91hqdOdtOTS3PyiiK/RyQH08QqMuSePkG+HEVeld8pL4dH0xzdqLzL+ktDoEtOyNMqYdcq1OlVFVRWRwb04y04PLsLVg8h3wx+pG0a711Xzk5AF39F6V3yk/h0fTB0XpXfKT+HR9MUh6kbRrvVVfOTkHqRtGu9VV85OQBHcyhPSTGoGsynpyXbS5drpQVOpAUNt3eN+8R0B0XpXfKT+HR9Mca6A6B6dXjd2pVNrcjPuS9v3C5IU8InVoKGQpwAKI7I4SN5i2/UjaNd6qr5ycgC7+i9K75Sfw6PphJvip05Wo2n7iZ+UKET84VEPJwP3E8N++Eb1I2jXeqq+cnIWrm5mLSinXjaVKlabUky9UnJluaBqDhJS3KuOJweTrkiAOkxV6V3yk/h0fTGei9K75Sfw6PpikPUjaNd6qr5ycg9SNo13qqvnJyAHnW+p053TmaQ3Pyi1c/084S8kndOsE8sOoq9LGR0Sk+P+nR9Mc2anczDpRb1nP1SnU2pImUTUoyCqoLUNl2ZabXuP9laoZjzI+jSiT0Lqu8983IAu7ovSu+Un8Oj6YjrmqtMXblTSmoyZJk3sAPo/mK8cVD6kbRrvVVfOTkalZ5k/R6So87Ns0uqB1iXccQTUnDhSUkj/EQBaulNUprel1qNrqEolaaJJhSS+kEHgEbjvhl6L0rvlJ/Do+mOdrC5lnSSs2LQKvPU2pqmp2mS0y8U1FwArW0lSsDkGSd0TXqRtGu9VV85OQBd3Reld8pP4dH0wlaQ1KnNU24eEn5RO1c1UUMvJGQZlWDxwjepG0a71VXzk5C1p7zMWlFckau7P02pKVKVuekmtmoLThpl4oQPLsgb+WAOlOi9K75Sfw6PphDmtabQZn5uTbYrU2ZR9bDjktIKcbK0nBwoHeITPUjaNd6qr5yciCty4xpDoVfVWokgibZoNyLlZWVmH1AFvhGWRtKG/ISc55SI5q0p58YQdr35Ll1kyhhXh6+IxEHLMzbJSzdba12Yz0PVGhSeody1t6m3BzpUZSQaYIpqyraZ4bbyOT+ETj3YZurXave25PNS40NVdUHLV06uW8aKmnVlijKlWEtiYXsreccQHAVpykpCXUYKd+0FA8UbzGoamddFaa1NqWa58pDdUpcy2+racG0pDjS0q419apQ2d2yDnfDc6/trs/uN95L+jS+0/wCwz1a7V723J5qXCzXNUaFOah23W2abcHOlOlJ9p8mmrCtp7gdjA5f4NWfcjxp2tdTNkU+76hQZcU1dzvUOdEvMrLjQ4Xg2nUBXZZV2QzxcUXBU55qnyjszMvJQlsKxtO7O2oAnZBPKcQ3Ov7a7P7jfeSvo0vtP+wS+rXave25PNS4OrXave25PNS4l7EvWm3TZlJuVLgp7dTlw+2xMTKCtAKyjeQcEZHGN28CJXo/Rtp1ArUgVNNrdcSmbSSlCOzUQDnCcHPchudf212f3G+8lfRpfaf8AYVnfeqtArFPpzMnTbg25eryM2vbpix9zamEOLx49lJwInH9crOl2i7MSdwMtJI2luUxaUpycbyTDBQ73tmr29T69LVuXZkai3wsoqaeDCnUbRSCErIO8jd5RCtzRU7LPaQXFLNTbbjzXO/CNpdBUj90NjeM7t/8AjGutu9OnKeetCb1f3O3JnBWNxlLDPDyWfKMb7pqu0r8QstNZpKkhSalJkEZH3dP0xB6hVSmuWFcKEVCUUo0uaAAfSSfuK/HFVMcyVo28w26ql1XaWkKP75OcZER138yppBS7Tq9SlqXUw/KyL7zRVUXCAtLalDI5d4EdqPMtWbRc2nlUprdhW+hdQlEqFLlQQX0gj7inxxO9F6V3yk/h0fTHPlocyppBVLTpFSmaXUy/NSLDzpTUXACpTaVHA5N5MSnqRtGu9VV85OQILv6L0rvlJ/Do+mEzR2p05q051LlQlEqNfrCgC+niNRmCDx8o3wh+pG0a71VXzk5C5p1zL+ktcoEzOz1MqZdbq1RlE7NRWBwbM48037uwhOTynfAHSXReld8pP4dH0wdF6V3yk/h0fTFIepG0a71VXzk5B6kbRrvVVfOTkAOtmVGno1Xvxxc9KpQrobsqLyQD+51cRzvh66L0rvlJ/Do+mOZ7b5mPSefv666M/TKiZWmc5c7AVBwEcKyVLyeXeIafUjaNd6qr5ycgC7+i9K75Sfw6PphTq1Tpp1Zt1wVCUKE0apgq4dOAS7JYHH4j70V56kbRrvVVfOTkQM/zLmkrF/UeiIplT50m6bOzLo6IryXGnJZKCD3MOr98dyAOjei9K75Sfw6Ppg6L0rvlJ/Do+mKQ9SNo13qqvnJyD1I2jXeqq+cnIAftUKlT3U2zwc/Kr2bjkSdl5JwNpW/jhwTV6Vsj98pLi/rCPpjm++OZg0moyaLznTKkOfazKyb21UXDlpajtDxcQ3wxJ5kbRogHoVVfOTkAXf0XpXfKT+HR9MYNXpWyf3ykvjCPpikfUjaNd6qr5ycgPMjaNAZ6FVXd/wDqbkAaPMIz8lLaNVBuYnJdlZuCbIS46lJxhvfgmL96L0rvlJ/Do+mOOOZW0E081F03m67c0lPvzrVXmZVKmp1bY4NAQQMDl6474tj1I2jXeqq+cnIAu/ovSu+Un8Oj6YSbnqVOVq/ZjiZ+UKESFVClB5OBkS2MnPiMI3qRtGu9VV85OQtVrmYtKJLUO26GzTakJOoyk+7MJNQXkqZDOxg8n8Iry5gDpTovSu+Un8Oj6YOi9K75Sfw6PpikPUjaNd6qr5ycg9SNo13qqvnJyALS1CqlNcsK4UIqEopRpc0AA+kk/cV+ODTyqU1uwrfQuoSiVClyoIL6QR9xT44pm7+ZU0gpdp1epS1LqYflZF95oqqLhAWltShkcu8CC0OZU0gqlp0ipTNLqZfmpFh50pqLgBUptKjgcm8mAOg+i9K75Sfw6Ppg6L0rvlJfDo+mKQ9SNo13qqvnJyD1I2jXeuq+cnIAvtCkrQFoUFJUMgg5BEZjUolNlaPRZGkSSVJlZGXblmQpW0QhCQlOSeM4A3xtwAQQQQAQQQQAu6l3VL2TYNauuaYXMNUuUXMcCk4Lih2Kc8mVEDPJmOc1Va4bi180HuW40UdExV6dOzjaZBlaOCbclytLaitSiopCh1wI3lW4cZ6buqhU25rbqNvVhjh6fUJdcvMIBwShQwcHkPKDyGK3oOhlNptatGrzF33JPzNosLlqSHTLhCGVDZCFhLXXdZ1uc5O7uCAOdZmQfemeaVk6fbUtUWef2y8scGkyTSXJhSnkIIyspAKgARvTFu0zUqp29a+jlHsyqSFy025UdDDUKoy6h7baCUlZwvdhRIKTk9bja35hskNCaXJzF4utXdcg6c1ZrYTzskugleUoIZy2CHFjdyH3YkJrRW1y5ZCKbM1ClSdlvF6lykspstqWpQKi4VpUpW1jfgjeSeOAKqm+aBv+QsS4bkmqTbDvSvc5otRQ0h9PPqNsJ2mgVngiP7RXnPEMb+oEHaSFDlGYpme5ne2py1bjtx64rg5yuGsiszpSZcLD+SohB4LCUE43YJ3Dfx5uOWbU1LttLcLqkICVLIAKiBx4G4Z8UAekEEKExqbYcvMOy79001t1pZQtJcOUqBwQd3dEAVdcP8vC3vaY78q9HQEcv1y9rTd5tGhV1uvyKqY3aTjC5nb6xLnCunZJ7uCD7sXd1U9PvCymfCH6IAcoR9VPvpYvtoZ+bTMe3VT0+8LKZ8IfohQ1H1FsicqNmqlrmpzgl7jaeeIcPWIEvMDaO7iyoD3YAuEdiIITBqnp9j8LKZ8IfojPVT0+8LKZ8IfogByhP0T7Ulr+xjP7MfPVT0+8LKZ8IfohW0i1IsaQ0xtyTm7npzT7NPaQ4hThylQG8HdAFtwQm9VPT7wspnwh+iDqp6feFlM+EP0QBV16fy7rF9rEz/xEdBjijly7b2tR7mz7MrzVekl0yXtyYadmQvrELPD4SfH1w9+Lx6qen3hZTPhD9EAOUKmsXajvH2CnfkFx4dVPT7wspnwh+iFrVTUmxZ3TC6pOVuenOzD9Gm22m0uHK1KZWABu5SYAsyjfeiU/0Df7IjbhEpWqGn7dMlUKuumBSWUA/dD/ADR4o2eqnp94WUz4Q/RADlyQlaJ/gIfZeq/7wmI++qlp8d3TZTPhD9EKOkWo9jSNmGXmrnpzTvRSpObKnD2K559STxcqSD7sAXBBCb1U9PvCymfCH6IOqnp94WUz4Q/RAGvZ/bevn83pfyb0PUU5a+otkMao3jOO3NTky8xL04MrLhwvZbd2sbuTIhx6qen3hZTPhD9EAOUIV7dtuwf9ZfN0xt9VPT7wspnwh+iEy7dQ7JmNTrJnGbmpy5eW6IcMsObkbTCQM7uUwBcsEJvVT0+8LKZ8Ifog6qen3hZTPhD9EAeOuna2mvz+nfPmIeBxRTuseo1j1CwZmVk7mpzzyp2QUEJcOcJnGVKPFyAE+5Dh1UtPhkdNlM4/6Q/RADlHnMfxdz8k/qhR6qen3hZTPhD9EfD2qWnymVp6bKZvSf8ArD3PJAHpob2mLL9gZL5BEOMVFo7qRY0hpLaMlN3PTmphiiSbbranDlCkspBB3cYIhr6qen3hZTPhD9EAOKuxPkhE0d7K8fbVPf8AwjZVqnp9sn/KymcX9IfohN0s1EsmRN189XNTmuHuWdday52SDsYUPFAFywQm9VPT7wspnwh+iDqp6feFlM+EP0QB8Ubt33N7XqV8vPw6xUFK1GsZGr9wz6ropol3aFTGm3OEOFLS/OlQ4uQLSf8A1CG3qp6feFlM+EP0QA5Ql3n2xbF/Op35o5H11U9PvCymfCH6IU7s1Gsd++7NmmrnpymZeZmy6oOHCAZVYGd3dIEAW9BCb1U9PvCymfCH6IOqnp94WUz4Q/RAHzrd2tKp+VL/ADhuHNPF7sVFq7qNY9Q0+qUrKXPTnXlKYKUJcOTh9snk7gMNnVS0+BI6bKZuJ/6w/RADlHnNfxV38g/qMKPVT0+8LKZ8Ifojzf1R0+VLuJF2Uzeg/wDWHuHxQBu6Qdqe0fYST+RRDTFVaW6k2LJaZ2vJzV0U5p9ijyjbqFOHKVBpIIO7kIhj6qen3hZTPhD9EAOKuxPkhH0l/jd7e2iZ+SZj2Oqen2D/AJWUz4Q/RChpnqLZElNXeZq5qc2Ji45h5rLnZILbIChu4txgC4oITeqnp94WUz4Q/RB1U9PvCymfCH6IAq7mqO2zoj7Zz+2xHQYjlzmkr2tSq6m6PzdOr0lMsSFxF2bWheQyjaZO0rxdafei8eqnp94WUz4Q/RADlByQm9VPT7wspnwh+iDqp6fHd02Uz4Q/RAFWV3+STSvypb50YsrV6g1O6NMLgtyjCU5/qUkuVaM06W2k7YwVKUEqO4EnGN/Fu44pqo3bbU5zM1KoUrWpN6phUuedkLyvdMknd5N8dIDijmh/mJ9EfFl3if4Rh/r1fCkU/qDprc1b5mSn6Y01ylGrN0+nyb778wtDCTLltSlJIQSrJbwAQNxzyYOa9plcFyVK7rnq0xTZStVW03rapsjLvKcl2G17SuEddKQpaisjsUJCU5GFHfDhqnerFo23U3WCl2st0aeqMjLrZWttYlm9pRWU7kpBUgHJBO0AN8RVl6r23UqHbSazVpGWrlWkqet+WaCuDamZtlTjTWTnZKw25sgnOAM9knPSUgiab6KXTKW3YFu3ZUaYzTbMqDtS4OQfW/0QmFOLW0TtIRwQbKv7W1k9jD9q3Y1Uu58Lps3TGA5QapR3TNtLUpHPaG9lxsp4iktDIPGFGNG6NUTbWss1bNYbZatyTtUVuYmm5d12YbXz0GTkIz9zCTk4TkbyTgRt2BqIqrTtflK5zqw7LXTM0SmIlm15mEtMB8bWSeu2A4Sdw63cMkAgLtu6NTlNuKgTk/NUqsSEpRKXTptiYDyFMvSOC29LFJ3ZUNrCsbyePJj4p+i9SZkFSblZp6EOW9U6Q6plhYKlzU0t9DmOIhO1gg78jIh7b1Kst6SmJ2Xrbb8vKykpOTK2m1q4Bqa/gFLSBlJXx4xkAgkAEE56pNl9MfS90Z/fPop0J4DnZ3+N8HwnB7Wzs9jv2s7PJnMAQtL04feqEvN3A7S5jYtZiiqSywpRbfbWVcO2XBuxuKc7woRFaaaWzlhy89Ozdbanym2W6QlDLakJXwRdWXVZ/GO2B7++Hq173tm5Z9yRotTTNTCJVE5scGtOWFLUhKxtAZBUhQ7u6Jat/eWf/NXf2FRjLUzZR9ZHpQtczl2l7e/0Tvyy4sGKX0K1Asyj6U0Sm1O4pCVm2W3A6y4shSSXVkZ3dwiHbqp6feFlM+EP0RqwvqIdC8Cyy/8AxTE/7k/xMcoRWu33M+1dn525Gx1U9PvCymfCH6ITmtRbI6tMxUemanc6m3GmQ7whxtiacOzxceCDG8qS44ITeqnp94WUz4Q/RB1U9PvCymfCH6IA+NYvvDR/bJSPnrUOoin9VNRrHnaJS25W56c6tuv0t1QS4dyETjalHi4gAT7kN3VT0+8LKZ8IfogByjCuL3RCd1U9PvCymfCH6IOqlp8ogC7KZkkf9YfogDV5n/tS0XyP/OHYfIprRHUWyKdphSJSduanMvoD20hThyMvuEcncMOfVT0+8LKZ8IfogByhHlu31UfavKfOpiPbqp6feFlM+EP0Qny2otkDWifqJuanCVVbsqyl3hDgrEy+Sni48KB92ALighN6qen3hZTPhD9EHVT0+8LKZ8IfogD41n/BGS9sFG/3lLw6iKg1Y1HsaeteUZlboprjia5SXSA4dyEVBhSjxciUk+5Db1U9PvCymfCH6IAcoITeqnp94WUz4Q/RB1U9PvCymfCH6IAqzmSe2FrT7bnflHo6FjlrmYb2tOkX1q7MVGvSMs1PXS69KrWvAdbK3SFJ8W8RefVT0+8LKZ8IfogByhHvrtlae+yE78xej26qen3hZTPhD9EJ95ai2RMX9Y02zc1OWzKz02p9YcOEAybqQTu5SQPdgC4hxQQm9VPT7wspnwh+iDqp6feFlM+EP0QB466draa/P6d8+Yh4HFFO6x6jWPULBmZWTuanPPKnZBQQlw5wmcZUo8XIAT7kOHVS0+GR02Uzj/pD9EAOURt0/g1VPzN79hUL/VT0+8LKZ8IfojQuHU6wX6BUWW7qpilrlXUpAcO8lCvFAE1pL2qrS9g5L5BEM8VZplqVYsnptbEpM3RTmn2KPKNuoU4cpUllIIO7kIhh6qen3hZTPhD9EAOUI+jn3tuL2z1X5yqPbqp6feFlM+EP0Qn6V6i2RI06upmrmpzReuKpPICnD1yFTCilXFxEb4AuKOaZ6zavf+jmpVpUNySanZ67nthc24pDaQh5pw5KUqPEjHFyxcnVT0+8LKZ8IfohV5nyZYnKZds3KupeYfuiccacTxLSoIII8REc1X10Osu8D/DMX/8AX4s8NX9MZi49HritG1mqbT52tTEtMFtw8FKsrbUyVBPBo3Ahr+bvJJjfo9jTszqsNTbglpBqrStGFKkZCXmC+0gBall4uqbSQpW1sYCdyc9lnAY75uunWxT2+epltE/OpebpzCkqVw7yGlubO7iGE5JOBjlhSsHVyjz2ndu1y7J2Vp9TqdPYm5hphlzgm+FfLKCOyISV4TvJ8e7fHSUgo2vo9d71my1mXM/RZKkouNyvTD8hMuPvunheEQygKbQlGDxrO1kcSRxxZOpdkvXbVbWqDVQRLGhVRU8th1BU3MJU0pBSccRG1kHfyjliPvC/5u3tXKTbL7UsKNMUKeqc49walPoMufxcHGMAkjBJ5I3Gb7lmbjqiJ6aljQ26dS5yRmGmHOEcM6880hBGTnJQ3jAHZHPiATrb0kr1EkrcklPWzVpSSoiaVUmJxl5KHQmbEwlbWzxY3blcoHJGjaehlVo9aYqDlapbhQxW2llDCwpZnlZbJOPxBx/4Zizn9QLUZlX5lyqAIl2J2YfAaWS03JuBuZUQB+IogY4znKciPvp8tQTK5ZVVCXkGSCkFhzcZxWzLb9nHXqGPFy4gCu7B0XnKLWLDna3NUWpM2vRJimus87qWHlrc223E7acDHLnfni44StSdH5u1LUqtxvXHz41Lc97LYaUHH+fJ5p0cKonB2APHlWDujoOl3XQ6nVU0ySm1OTKxNFA4FYC+dngy/gkY6xxQSe7nIyN8K/NH9piu/wD4/wAuiOfGf5ep0PwLn0c/i+F/3IfiRZsh/EmP9Gn9UQ+o3a+uL2LmvkVxDSmqOn6JVpCrrpgIQkH7oe55Iir71LsOasivSzF001brtNmUISHDlRLSgBxRvWoqJ8Zjdpx2vre9i5X5FMT0VnYepdhytkUKWfummodapsshaS4cpIaSCOKJrqp6feFlM+EP0RJiOUJWjH4IzvtgrP8AvKYj76qen3hZTPhD9EKWk+o9jSNrzjM1dFNbcVXKs6AXDvQuoPqSeLlSoH3YAt+CE3qp6feFlM+EP0QdVPT7wspnwh+iANSye23f3+rfm6ofYpq0dQ7Jl9Tr3nHrmpyJeZ6HcCsubl7LCgcbuQw59VPT7wspnwh+iAHKFGr9t63PYWp/LSUefVT0+8LKZ8IfohYqepFir1QoM6m6KaZdqkVFta+EOEqU7KFI4uUJV7xgC2YITeqnp94WUz4Q/RB1U9PvCymfCH6IA+dVextj2ySP7Soc0diPJFRaj6i2POpt3na56c5wNwSbrmHOxQFKyTu4oa06p6fBI/yspnF/SH6IAc4wrsTCd1U9PvCymfCH6IwdU9PsEdNlM+EP0QBWHMEdpeo+2Gc/U3HQUcucxRe9qUDSSfkqzXpKSmFV2adS26vBKSGwD5Nxi8eqnp94WUz4Q/RADlCPdPbjsr2Pqv8Aw0e3VT0+8LKZ8IfohPuPUWyHtVbRnWrmpypeXkaml1wOHCCsS+yDu5dk+9AFxQQm9VPT7wspnwh+iDqp6feFlM+EP0QBKajdr64vYua+RXBpx2vre9i5X5FMKN96l2HNWRXpZi6aat12mzKEJDhyolpQA4oLD1LsOVsihSz9001DrVNlkLSXDlJDSQRxQBZkEJvVT0+8LKZ8Ifog6qen2M9NlM+EP0QA5QR5ykwzNSrU1LuJdZeQlxtaeJSSMgj3I9IAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAoC4SfV4W9vP4GO/KvRf8c/3D/Lwt72mO/KvR0BABCPqp99LF9tDPzaZh4hH1U++li+2hn5tMwA7jiEZgHYiCACE/RPfpLa/sYz+zDhCfon2pLX9jGf2YAcIIIIA58vT+XdYvtYmf8AiI6DEc+Xp/LusX2sTP8AxEdBjigAhU1i7Ud4+wU78guGuFTWLtR3j7BTvyC4AYKN96ZT/QN/siNuNSjfeiU/0Df7IjbgAhK0U/AQ5P8A3vVf94TEOvJCVon+Ah9l6r/vCYgB1ggggBFtDfq9fO8/xel/JvQ9Qi2f23r5/N6X8m9D1ABCFeueq3YO8/8AeXzdMPsIV7dtuwf9ZfN0wA+wQQQAj66draa/P6d8+Yh4HFCPrp2tpr8/p3z5iHgcUAEecxuYcx/NP6o9I85j+Lufkn9UAKWh3aYsv2BkvkEQ4wnaG9piy/YGS+QRDjAGFdifJCJo92V47/8AxVPf/CHtXYnyQiaO9lePtqnv/hAD5BBBACVRyerdcwycdL1K+Xn4dYSqN277m9r1K+Xn4dYAITLz7Yti7/8AtU780chzhLvPti2L+dTvzRyAHSCCCAEvW7dppVPypf5w3Dmni92EzW7taVT8qX+cNw5p4vdgDMecz/FnfyD+ox6R5zX8Vd/IP6jAC1pB2p7R9hJP5FENMK2kHantH2Ek/kUQ0wBg9ifJCPpL/G713/8AiiZ+SZh4V2J8kI+kv8bvb20TPyTMAPMEEEAc+c1R22dEfbP/APNiOgxHPnNUdtnRH2zn9tiOgxABBBByQBz1Xc+pJpW89nLfOjF6jiin5K3arc/Mv0mk0Vpp6dUlpxCHHAgKCJgqIyd3EIn+i2r/AIB0TzvHG57nXk2nZpak3t2HpKeG35kujTp1IKUZ1G1KcYuzVOz+U1sZK39YkheCwqcqdRkgaZO0t1MqW8Oy80lKXArbSreChCgRjeN+RuiNsjSqjWdXEVSg1WqM7dPk5Gdl3OBcbnRKtFplxZUjaSsJIB4MpBwN0fHRfWDwDonneNBq7tUnLhmKCmx6KZ6XlGptxHRTcG3FrQk54s5bXu8XjjPfUfZfuvyOXgKt85T+1p/mJi6tMaJcV4TlzTs9UmpidoXQGZZZWgNOShe4Vad6SoKVvQSDuSTjBwY+aZpfQqfU3KlLTlQE0quzFbStRbJQ8/LGXWgdb/B7JyBx5AyTxQsai3Nq3S7KqU+9bVMo7bKElU7L1EOuM5WBkJOc5zj3YYBV9X8fgHRPO8YrGQcnHNfY/wBchul6OYhUY1d1p2ba9ZDkSeu9uVct1y61deubSKQodk11q0E1N6o1KSpUk83tpXzwmSUlKFKynrSWxhRTgdanGCTmYmdGrbmb+6ceiFXbWuq9F1yBLRl1zBaLRKgpBXgoOCnaxHjXLu1So0sxMT9jUVDb82xKNkVTay484G0DdyFShv5I3+i+r/gHRPO8Zb6j7L91+Rp4CrfOU/taf5ia08s5qy6QijyVZqE7TmElEpLzTbIEqjbKthKm0JUQNogbRO6Jut/eWf8AzV39hUJXRfWDwDonnePKcqGr0zKPS6rFoiQ62psqFWG7aBGf8Yh4mLXFfuvyM6WRK0ZpurT+1p/mJXmcu0vb3+id+WXFgwgczw2pnR6hMr3LaD7ax3FJfcBHvgw/xsw0XGjBPXZeBy5aqwq5RxFSDvFzk01qacnZhCK12+5nefwXZ+duQ9QitdvuZ9q7PztyNxWD1BBBACVrDkUGj4J/CSkfPWodRCVrF94aP7ZKR89ah1EAEYPF7sZjCuL3RACJzP8A2paLvPE/84dh8hD5n/tS0XyP/OHYfIAIR5Xt9VH2rynzqYh4hHlu31UfavKfOpiAHiCCCAEvWYkWjJYJH+UFG/3lLw6CErWf8EZL2wUb/eUvDqIAIIIIA565knfqHrTvP4Xu/KPR0LHPXMk9sLWn23O/KPR0LABCPfXbJ099kJ35i9DxCPfXbK099kJ35i9ADwIIBxQQAj66draa/P6d8+Yh4HFCPrp2tpr8/p3z5iHgcUAERt0fg1VPzN79hUSURt0/g1VPzN79hUARWkvaqtL2DkvkEQzwsaS9qq0vYOS+QRDPABCPo597Li9s9V+crh4hH0c+9txe2eq/OVQA8RVGhH8XvP22Tv8A8YteKXt2lan2nP3BL0q1aVUpSoVmYn2nnakGyUuEYGPIBx92OSu3GpCVm0r6lc9BkmEa+DxNBTjGUsy2dJRvZu+ltIcr4smk3c/SZiouzTL1KfdellsLAP3RpTS0kEEEFKvLkCIG1dJaVa79IeoNeq8m5TqWilOHg5ZZnWEOlxAe2mjvBJAKdnccRpSd36ozddqFFZsejKnKe0y7MJNUwEpd29jB4jng1eSJDovrB4B0TzvGW+o+y/dfkaeAq3zlP7Wn+Ykrq0+pFxXdL3LOTc81Ny9KmqUltlSQ2Wpjs1HKSdoA7jnHiMfExp1RXUuJbm56XBlKbKtBtSPuIkHlPMKTlJyrbVvzkHA3RodF9YPAOied4TbW1A1Mduao0M0Cn1GddqM0hpp6e2Ey/ApbK2kkcaU8Ikgnj2j3IxeMgmlmvTzM3U/RvETpzqKrTtG3/uQ5XbbZddiSvrR2lsW3dFStZM8i4qnTapLrWyhornlTjvClDpKOxSoBIUMFKCd+d8TcnpjT5x2SrE3O1SSm1y1KM5KNlvg1uyLnCtE7SSoEElJAIBHj3x69FtX/AADofneDotq/4B0TzvGW+o+y/dfkaeAq3zlP7Wn+Ym7QtE23UKg9LXDVpqSnJqZmxT5lLJZYcfdLqyhSWw4BtFWAVEdceM4iC5o/tMV3/wDH+XRGnWbs1TpLDD07Y1FQh+aZlWyKptZcdWEIG7uqUN/JEff8hq1d9pTtuzFm0eUbm+D2nkVQKKNlaV8R/JjTiK6nRnGMXdp8j2dBZZFyXLC5RoV6tWmownFv95DUpJv/AFF0yP8AEmP9Gn9UQ+o3a/uL2KmvkVxNSqC3LNtqxlKADjxCIXUbtfXF7FzXyK47lqPKy4zDTntf297FSvyKYnogdOO19b3sXK/IpieiTEIS9GSTaM7kk/5QVn/eUxDpCVox+CM77YKz/vKYgB1ggggBCsnPVbv7ef8Au35uqH2EKye23f3+rfm6ofYAIUquT1XbcGT95an8tJQ2wo1ftvW57C1P5aSgBuggggBL1V7C2PbJI/tKhzT2I8kJmqvY2x7ZJH9pUOaOxHkgDMYV2JjMYV2JgDn7mCO0vUfbDOfqbjoKOfeYI7S9R9sM5+puOgoAIR7p7cdlex9V/wCGh4hHuntx2V7H1X/hoAeIIIIAgdRu1/cXsVNfIrg057X9vexUr8imDUbtfXF7FzXyK4NOO19b3sXK/IpgCeggggAggggAggggAggggAggggAggggAggggAhVmKhqCl9xLFr2440FkNqXXnUqUnO4kc6nBxyZOO6YaoIA5jrk1dx5tShPOUOipqgtF0NywqzhZU3wjvXF3gMhWc9bsEeOLu6I6jeCls/pC99kirbh/l4W97THflXo6AgBR6I6jeCls/pC99khQ1Inr6XUrM57tu32im42iyG646sLXzvMdaomWGyMZORniAxvyLdhH1U++li+2hn5tMwBtCo6jY/BS2f0he+yQdEdRvBS2f0he+yQ3DsRBACj0R1G8FLZ/SF77JCtpDPX4jS+20ydtW89LinNBtxyuuoUpONxKRLEA+LJ8sWvCfon2pLX9jGf2YA+uiOo3gpbP6QvfZIOiOo3gpbP6QvfZIboIA5fu6bu482lZjz1DoyKqm3JgMyyaq4plaPu+VKd4AFJ49wQeIb9+68uiOo3gpbP6QvfZIqq9P5d1i+1iZ/4iOgxxQAo9EdRvBS2f0he+yQtaqz9/L0uutE3bNusy5o02HXG666tSEcCvJCTLAKIGd2RnuiLThU1i7Ud4+wU78guANSlVDUMUuVCLVtop4BGCbgeBPWj/ADWNjojqN4KWz+kL32SGOjfeiU/0Df7IjbgBSFR1FyM2pbOM+EL32SFDSGevxFlbMnbVvPNdFKkdpyuOoO0Z5/aGBLHcFZAOd4AOBnAtzkhK0T/AQ+y9V/3hMQB79EdRvBS2f0he+yQdEdRvBS2f0he+yQ3QQBUNrzt9J1SvJbNuW8uZUxTeGbVXHUoQODd2dlXOxKs785Ax4+OHDojqN4KWz+kL32SNOz+29fP5vS/k3oeoAUeiOo3gpbP6QvfZITLunb5VqfZC37ct5EwnojwLaa46pK/3OnO0rnYbOBxbjnxccXDCFe3bbsH/AFl83TAG/wBEdRvBS2f0he+yQdEdRvBS2f0he+yQ3QQBUOss9fa9P5lM9bdvsMc+yGVtVx1xQPPjOyNkyydxOATncCTvxguJqOouTi1bZxnwhe+yRqa6draa/P6d8+Yh4HFACj0R1G8FLZ/SF77JHy9UdReBczats42T/wCIXu5+aQ4R5zH8Xc/JP6oAqvRyfv1Gklook7at56WTRJMNOOV11ta08CnBKRLEJJGN2TjumGrojqN4KWz+kL32SPjQ3tMWX7AyXyCIcYAUTUdRtk/5KWz+kL32SEzSudvlBuznO3Leezc06XeErjqNlfWZA/cx2h49xPcHLcCuxPkhE0d7K8fbVPf/AAgDe6I6jeCls/pC99kg6I6jeCls/pC99khuggCpKVPX4NYbiWi2reM0aFTA42a46EJRw87skK52ySSVZGBjA3nO5t6I6jeCls/pC99kjwo3bvub2vUr5efh1gBR6I6jeCls/pC99khUuyevtV92Yp627eQ+mZnOBQmuOqSs86rztK52GzuydwOeLdxxbMJd59sWxfzqd+aOQB7dEdRvBS2f0he+yQdEdRvBS2f0he+yQ3QQBUur89fa9PKkmdtu3mGdpjaW3XHXFD7u3jCTLDO/xj/2LaahqKCQLVtkjJx/lC99kjw1u7WlU/Kl/nDcOaeL3YAUuiOo3gpbP6QvfZI+Jio6i87u5tW2QNg/+IHu4f8ANIcY85r+Ku/kH9RgCstLJ+/kaZWumUtm3XZcUeUDTjlddQpSeBTglIliEkjkycd0wx9EdRvBS2f0he+yR66Qdqe0fYST+RRDTACiajqNg/5KWz+kL32SE/TOevpE1d/OluW88TckyXeErjqNhfBs5Sn9zHaHFvOD4hy26rsT5IR9Jf43e3tomfkmYA2+iOo3gpbP6QvfZIOiOo3gpbP6QvfZIboIA5f5pObu5zU7R5VTodGlphFx5lG2Kq46l5e0z1q1FhPBji3gK4zu3b7y6I6jeCls/pC99kiquao7bOiPtnP7bEdBiAFHojqN4KWz+kL32SMio6i5GbUtnGfCF77JDbByQBUGic9fTellBTI23bz8uJc7DjtcdbWfui+NIllAe+YceiOo3gpbP6QvfZI1NAu1Db35sflFw8wAo9EdRvBS2f0he+yQpSM9ffVkq6xbVvGaNvyIU0a46EBHPE1sqCudskk7WRgYwDk5wLbhKp/byrXtbp/zmcgBS1xnb2d0prrdUt2gysmWkcK7L1p15xI4VOMIMukHfj8YQ5oqOouyMWpbPEP/ABC99kirOalvivUlqatB6kyiqVVpZC5ec21bfWqBUnHFkKA9xQh+0MvevX3RZusVOkylPkkOhmVLK1EuqA689dyDIHlz3Ir6eKpyxcqa12XdfzPXYvIWLpej9HFytmZ0ne61SVNLRtvF3WtW0kRqrPX2uiUoTdtW80kXBSygt1x1ZKxON7KSDLDAKsAnO4EnB4obeiOo3gpbP6QvfZI8NYvvDR/bJSPnrUOoiwPIij0R1G8FLZ/SF77JGRUNRSQDatsgZGf8oXvskNsYPF7sAVDovPX23pxIJkbbt99jh5vC3a462onnp3OUiWUBvyOM5493EHHojqN4KWz+kL32SNTQftX0784nPnb0PMAKPRHUbwUtn9IXvskJ7U7fXVrmHOly3ufOltoFro47sbHPTmFbfO2c5zux488kW9CK12+5n2rs/O3IA3OiOo3gpbP6QvfZIOiOo3gpbP6QvfZIboIAqTVWevtdEpQm7at5pIuCllBbrjqyVicb2UkGWGAVYBOdwJODxQ29EdRvBS2f0he+yR4axfeGj+2SkfPWodRACj0R1G8FLZ/SF77JGRUNRSQDatsgZGT0wvd380htjCuL3RAFPaHz19N6XUdMjblvPsYe2Vu1x1tR+7uZykSygN/jP/sHTojqN4KWz+kL32SNHmf+1LRfI/8AOHYfIAUeiOo3gpbP6QvfZIT5aevrq1T7gtu3+fOlyVBaNcd2Ajnl/CgvnbJOcjGzuwDk5xFvQjy3b6qPtXlPnUxAG10R1G8FLZ/SF77JB0R1G8FLZ/SF77JDdBAFSasz1+LtaUE3bVvMt9HaSQpuuOrJWKgxsjBlhuKsAnO4EnBxgt3RHUXwUtn9IXvska+s/wCCMl7YKN/vKXh1EAKPRHUbwUtn9IXvskZFR1G8FLZ/SF77JDbBAHLvMvzd2tX1q6qmUOjTTy7pcM2h+rOMpac23cpQQwrbTx9cQnydy9OiOo3gpbP6QvfZIqjmSe2FrT7bnflHo6FgBR6I6jeCls/pC99khPvKevpV/WKt+27fQ+menOAQiuOqSs85u5Clc7DZAGTkBWSMYHHFvQj312ytPfZCd+YvQBtdEdRvBS2f0he+yQdEdRvBS2f0he+yQ3DiggCodZZ6+16fzKZ627fYY59kMrarjrigefGdkbJlk7icAnO4EnfjBcTUdRcnFq2zjPhC99kjU107W01+f0758xDwOKAFHojqN4KWz+kL32SNG4ahqEq36iHrXttDZlHdpSa+8SBsK4hzrvh8iNun8Gqp+ZvfsKgBC0xn7+TprbCZW2bddl00eUDTjlddQpSeBTglIlTskjkycd0ww9EdRvBS2f0he+yR76S9qq0vYOS+QRDPACj0R1G8FLZ/SF77JCfpTPX0im17nO27feBuOpFwuVx1BSvnhW0kASxyAcgHdnjwIt6EfRz723F7Z6r85VAG10R1G8FLZ/SF77JB0R1G8FLZ/SF77JDdBAFQ25PX0nVe71s23b65lUjTOGbVXHQhAxMbJSrnYlRO/IwMYHHnc4dEdRvBS2f0he+yRq2r24729j6V/wATDxACj0R1G8FLZ/SF77JFMWZNXUnWZ5ctRaO7Nmq1oracqjiEBwtym2kLDBJAwnB2RtZOQnG+7dUa7WLasudrtFkJefekgHXWXSoZaHZkY5Rx+QGOcdH7wrld1kk3pGlyhem5+dmnsrVstIfS1wp/9KWRjulWO5FfiMTTp14Qlr89B6/IuQ8XjMk4rEUks1JX0pWzWpO9+btOiOiOo3gpbP6QvfZIOiOo3gpbP6QvfZIbhBFgeQKo1Lnr8XSqTz1bVvNJFeppQW666slfPSNkEGWGATgE8gOcHihp6I6jeCls/pC99kj51X+9FG9sVL+dtw4CAFHojqN4KWz+kL32SIa/J+/1WPXkzNsW42yaZM7a0V55Skjgl5IHOoyfFkeUccWPEDqN2vri9i5r5FcAK1hz9/osegplrYtxxkUyW2FrrzyVKHBJwSOdTg+LJ8p44meiOo3gpbP6QvfZIkNOO19b3sXK/IpiegBSFR1F8FLZ/SF77JCjpLPX4i1pwSltW8830dqxKnK46ghZqD+0MCWO4KyAc7wAcDOItuErRj8EZ32wVn/eUxAHv0R1G8FLZ/SF77JB0R1G8FLZ/SF77JDdBAFPWjO3ynU++FsW5by5hXQ7hm1Vx1KUfudWNlXOx2sjjyBjx8cOfRHUbwUtn9IXvskaFk9tu/v9W/N1Q+wAo9EdRvBS2f0he+yQsVSfv06pUBa7Zt0TApFRDbYrrpSpPCym0SrnbIIITgYOcneMb7VhRq/betz2Fqfy0lAB0R1G8FLZ/SF77JB0R1G8FLZ/SF77JDdBAFTakT19LRbnPdt28zi4ZIt7FcdXtL2lYB/cwwPHvI7hhrTUdRsD/JS2f0he+yR46q9jbHtkkf2lQ5o7EeSAFLojqN4KWz+kL32SA1HUXB/yUtn9IXvskN0YV2JgDmDmJpu7mNI59FEodGnpY16bKnJqquS6wvDeQEpYWCOLfnl4hF5dEdRvBS2f0he+yRVfMEdpeo+2Gc/U3HQUAKPRHUbwUtn9IXvskJ9xT19K1XtBb1t2+iZTI1PgW01x0oWMS+0VK52ykjrcDBzk8WN9vQj3T247K9j6r/w0AbXRHUbwUtn9IXvskHRHUbwUtn9IXvskN0EAVxfk/f6rHryZm2LcbZNMmdtaK88pSRwS8kDnUZPiyPKOOCw5+/0WPQUy1sW44yKZLbC1155KlDgk4JHOpwfFk+U8cNOo3a+uL2LmvkVwacdr63vYuV+RTAEf0R1G8FLZ/SF77JB0R1Gx+Cls/pC99khuggDzlVPKlmlTLbbb5QC4htZWlKsbwFEDIzy4Ge4I9IIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIITpnTqjvzLr66xd6VOrUshu6J9CQSc4CQ9gDfuA3CAKxuH+Xhb3tMd+Vei/45drlm0xvm0aFRhUbjUw5aTjxdVXpwzAVwjowHi5wgTu7EKxx7t5i7eppRe/V5/pXUfroAdYR9VPvpYvtoZ+bTMffU0ovfq8/0rqP10KGo9gUiUqNmpRVbrWH7jaaVwtyzzhSOd5g5SVOnZVuHXJwcEjO8wBcg4hBCUNNaLj783n+ldR+ug6mlF79Xn+ldR+ugB1hP0T7Ulr+xjP7MeQ01ovfq8/0rqP10K2kWn1HnNMbcmnKtdra3ae0pSWbmn20AkfipS6EpHiAAgC3oISuppRe/V5/pXUfroOppRe/V5/pXUfroArG9P5d1i+1iZ/4iOgxHLV22dTWebOs2ipqNxKYft2YdU6uuzaphJHD7kvFzhEp3DrQoDj7pi8OppRe/V5/pXUfroAdYVdYu1HePsFO/ILjU6mlF79Xn+ldR+uhb1U09o8nphdU03V7tWtmjTbiUu3PPuIUQysgKSp0pUN28EEHlgCzqN96JT/QN/siNuEGlab0VdMlVms3iMsoOBdVQA7EcnDRs9TSi9+rz/Suo/XQA6wlaJ/gIfZeq/7wmIBprRQc9Gbz4/Cuo/XQpaR6f0icsvhnKtdjauilSRhm5p5tOEzz6QdlLoGSACTxk5JySYAuKCErqaUXv1ef6V1H66DqaUXv1ef6V1H66APK0O29fP5vS/k3oeopq2LApD2qN4yhqt1pQwxTSlSLlnkrVtNu52lB3aVxbsk45MZhw6mlF79Xn+ldR+ugB1hCvbtt2D/rL5umNjqaUXv1ef6V1H66Ey7bBo7Gp1kyqapdakP9EdtS7lnlLThhJGyou5T49kjPEciALoghK6mlF79Xn+ldR+ug6mlF79Xn+ldR+ugD4107W01+f0758xDwOKKb1jsCkSNgzMw1VrrcUJ2QTsv3LPOowqcZSetU6RnB3HG44I3gQ39TWiEk9Gby4/Cuo/XQA6x5zH8Xc/JP6oTuppRe/V5/pXUfro+HtNaIGVnozee5J/8AFdQ7n+mgD30N7TFl+wMl8giHGKg0d0+o85pLaM25VrtbW9RJRxSWbmn20AllJIShLoSkdwAADkhq6mlF79Xn+ldR+ugB0V2J8kImjvZXj7ap7/4R7nTWibJ/fm8+LwrqP10Jullg0icN17dUutvgblnW08Dcs+3kDYwVbLvXK/tHJPKTAFzwQldTSi9+rz/Suo/XQdTSi9+rz/Suo/XQAUbt33N7XqV8vPw6xTtK0/o69YLhkzVrtCG6FTHAsXNPBwlT06CCvhdojrRgE4GVYxk5beppRe/V5/pXUfroAdYTLz7Yti/nU780cj56mlF79Xn+ldR+uhUuzT+js31Zssmq3YpL8zNhSl3NPqWnEqsjZUXcp4t+MZG45G6ALgghK6mlF79Xn+ldR+ug6mlF79Xn+ldR+ugDOt3a0qn5Uv8AOG4c08XuxT+r2n9HktPalMN1W7HFpUxhL1zTziN77Y3pU6QfdHj44bOprRCSRWbyG8/+K6j9dADrHnNfxV38g/qMJ3U0ovfq8/0rqP10fExprRRLuHozeW5B/wDFdQ7h/voA39IO1PaPsJJ/Iohpip9LdPaPN6Z2vNLq93IW9R5RxSWrnn20AlpJISlLoCR3AAAIY+ppRe/V5/pXUfroAdFdifJCPpL/ABu9vbRM/JMx6HTWiYP783n+ldR+uhP0zsCkTc1d4XVbrb4C45hpPBXLPN5AbZ3q2XeuVv7I5J3ZO4QBcsEJXU0ovfq8/wBK6j9dB1NKL36vP9K6j9dAFY81R22dEfbOf22I6DEcs80jZtNpmpmj8qxUbidRPXFwTipmuzb60DaZGW1LcJbVv7JBB4u4IvHqaUXv1ef6V1H66AHWCErqaUXv1ef6V1H66Aaa0QEHozeW4+FdR+ugDz0D7UNvfmx+UXDzHMGlU5Uqfb1Gn5SsVZC2JNUq2wZ5xUvsBxaQSyTsFeB2ZG0TvzEVM6qP0SdnqjJ1Sqvy1SU62ZqpXCGJZ0hR2+dEvqIGyTjabCQOIHAgTY60hKp/byrXtbp/zmcimrTuOZqdsTtFl65dMuOFSZtqcqjxnWFEJUnZf2ysIUACCheyoE90xpreqE7qWtTtcrja5GhSTba2Km80pxKX38cKUqBd8ZXnOTnjMRcWLn11sRV92WZGUDaanLOpek1rOADxKST3Ckn3QIarQoUnbVsyFCkBiXkmUtpOMFZ/GUfGTknyxz9dN8T9LuhqrdFK7OVYS6nRJMVBTUohlIKVOutqUGEIGT1yhkniyRujrN1JqCK/Muuz9al36k9wIW7WDPyYeJKw0kbRTLrP4qdlORuSTuEalRgqjqJaXoO+plLE1MHDBSl+7i3JLnf60dL2l5axfeGj+2SkfPWodRHKt4melLaRJJrtwPtTlYp22qaqz77iCmZSQW1rUVNHJzlBB3DuCJ+tVqZkLKckKjc1cl6XK/dVzIqb4muyJwX0q4VWSrATtHO4Y4hG25wWOi4weL3Y5Rqep9dm6tTUTDFxtrp6wWJditoZmnMBKgHZVKxwytlIVwaypRBPW7zDfRbnn6pVpW7JG4alMCYZCG0iac51KOLJlyeDCxvBJTtAg53xIsWPoP2r6d+cTnzt6HmKX0SsemVjTOmVSaqt0NPzLky44mVuKdl2gTMu52W23QlI8QAEOfU0ovfq8/0rqP10CB1hFa7fcz7V2fnbkevU0ovfq8/0rqP10J7VgUjq0zEh0VuvgxbjTu30yz3CZM04MbfC7Wzu7HOM78Z3wBcsEJXU0ovfq8/0rqP10HU0ovfq8/0rqP10AGsX3ho/tkpHz1qHURTuqen9IlKLSloq12LK6/S2yHbmnnAAqcbSSAp0gKAO5Q3g4IIIht6mtF79Xn+ldR+ugB1jCuL3RCX1NKL36vP9K6j9dANNaICCazeRwRu6a6j9dAHhzP8A2paL5H/nDsPkUvojYFIntMKRMuVW621qD2UsXLPNI3PuDclLoA4uQf45hz6mlF79Xn+ldR+ugB1hHle31UfavKfOpiPvqaUXv1ef6V1H66FCWsGkHWifkDVbr4NNuyroX0yz3CZMy+MFfC7RTu3JJwCSQMkmALkghK6mlF79Xn+ldR+ug6mlF79Xn+ldR+ugA1m/BGS9sFG/3lLw6iKd1Y0+o8pa8o6irXasqrlJbw7c084nCqgwknCnSAQCSDxg4IwQIbeprRe/V5/pXUfroAdYISuppRe/V5/pXUfroBprRe/V5/pXUfroAq/mSe2FrT7bnflHo6FjlfmYbNptUvnVyXfqNxMpkrpcZbVLV2bYUtIW7vcU24C4rd2Ssnj37zF59TSi9+rz/Suo/XQA6wj312ydPfZCd+YvR99TSi9+rz/Suo/XQoXjYNIYv6xpZFVutSZmem0rUu5Z5a0gSbqusUXcoORvKSCRkHIOIAuQQQldTSi9+rz/AErqP10HU0ovfq8/0rqP10AfGuna2mvz+nfPmIeBxRTesdgUiRsGZmGqtdbihOyCdl+5Z51GFTjKT1qnSM4O443HBG8CG/qa0QknozeXH4V1H66AHWI26fwaqn5m9+wqFzqaUXv1ef6V1H66NG4dOaKzQKi6KxeCiiVdICrpqCgcIPGC9gjxGAJzSXtVWl7ByXyCIZ4qnTLTyjzem1sTTlXu5C3qPKOKS1c8+2gEspOEpS6AkdwAADkhh6mlF79Xn+ldR+ugB1hH0c+9txe2eq/OVR99TSi9+rz/AErqP10U7Y6p23qjdsvTKxWQ0uuVCVKX6i8+AkPHrk8Io7LhzvcHXE7yYBK50vBHJ9UvyZpFHnrekarcE7KJmQianpq4lscE8Nk8EibdXwm0MDKEHAyQd5IidoN41WoMytBmZ64qZPUdTcymXmZ5RedSCQlankqPPLRJIIUSM4ChxQJsW3avbjvb2PpX6pmHiOfZiYnXrqRdAqVRYqYQ224ZebW00+lva2A60khDmNtXZA8cezNUrLVxrrya7WDNLTslpU84qVAwBulyeCB3DeE5zk8ZMRcWL5fabfYWy8hLjbiSlaFDIUDuIMUFp7pwbA1up6w+VtVBFTEqkKyBLIEuUbX9rK1D/wBPjj5p83VZFioss3BXnE1EEPF+qPOqRna/gitRLJ6470bON3cEaUxKOzEhJyr1Yrq1yTjjkvNmrP8APaOExtp4fa4QoOBlBVs7hu3RrnShOcZtaVqO/D5RxOHw9XDU5WhUtnLbZ3R0fBFB1Wp1ipVKSqD9drDbsmQW0S084w0vCtr7o2ghLm8fjg7t3FA1Vay3ci68mu1czS07JZVPOKlQMAbpcnggdw3hOc5PGTGy5wWLM1X+9FG9sVL+dtw4COeZRycYRNoXVqtOpmXUvKE9PuzIacSoqSprhCeCIJyCjGCE9wYzLP1OXt9+iIuG4VSz7gcU65Vn1zIIxuS+VcIkdaNwUBvPdMLix0LEDqN2vri9i5r5FcUxPP1OcpElS3bhuFDEl/BOM1Z9p5f+kdSoLc/9ZMa9+1Wr1CkTtQmazVA5J02aCGmptbbC8tL/AIRpJCHP/WDC4sXfpx2vre9i5X5FMT0VjYunVFfsmhPGr3egrpssopbuioJSPuSeIB7AHiG6JnqaUXv1ef6V1H66JIHWErRj8EZ32wVn/eUxANNaL36vP9K6j9dClpNp9R5u15x1dWu1BTXKs3hq5p5tOE1B9IOEugZIAJPGTknJJgC4oISuppRe/V5/pXUfroOppRe/V5/pXUfroA17J7bd/f6t+bqh9il7RsGjv6nXvKqql1pQx0O2FIuWeStWWFE7Sg7lXi2iccQwIc+ppRe/V5/pXUfroAdYUav23rc9han8tJR4dTSi9+rz/Suo/XQs1TT6jo1QoEoKtdpQ5SKisqNzz5WCl2UAAVwu0B1xyAcHAznAgC24ISuppRe/V5/pXUfroOppRe/V5/pXUfroAzqr2Nr+2SR/aVDmjsR5IqDUiwKPKJt3Yqt1ucLcEm2rhbmn14BUrJGXetP9oYI5CIa06a0TZH783nxeFdR+ugB1jCuxMJfU0ovfq8/0rqP10B01omD+/V5/pXUProArLmCO0vUfbDOfqbjoKOWuYps2m1vSSem5qo3FLrTXZpsJkq7NyrZADe8oacSknfx4yd0Xh1NKL36vP9K6j9dADrCPdPbjsr2Pqv8Aw0ffU0ovfq8/0rqP10KFxWDSGdVbRkxVbrUh+RqalKVcs8pxJSJfGysu7SRvOQCAd2c4EAXJBCV1NKL36vP9K6j9dB1NKL36vP8ASuo/XQBL6jdr64vYua+RXBpx2vre9i5X5FMJ996d0aXsivPpq93rU3TZlQS5dFQWkkNK40l7BHiO48sFh6d0aYsihPqq93oU5TZZRS3dFQQkEtJ4kh7AHiG4ckAWdBCV1NKL36vP9K6j9dB1NKLjHRq8/wBK6j9dADrBHlKMJlpRmWQp1aGkJQlTrinFkAYypSiSo90kknlj1gAggggAggggAggggAggiGsy5qZdlFNXpCnlSwmX5bLrewrbZdU0vd3NpBxAEzBFX606sStkVmh2tJLp4r1bUpTbtQd4OUkZdGduYeIIJSMHCQRtEHeIjrl1FnJK8tP7EpFdlanM3Up+YerLLTakIlm21KHBJSSjK1DAJKsAHjJyALhgiuOZ31Cf1FsBdTqDTDdTp889TZ/gQUtrdaI69IJJAUlSVYycEkckeE9zQOj0jPTElN31TmpiXdU06gtu5StJIUOw5CDACbcP8vC3vaY78q9HQEcj1rV3Td/mvaLeLV2SKqCxa7km7ObLmyl4uOkIxs5zhQPFjfFx+qL0W8P6b8G76EAWrCPqp99LF9tDPzaZiC9UXot4f034N30IVNQddtJanP2k5I3tT3kSNfbmpkhDg4NoMPpKjlPFtLSPdgDoAdiIIqoc0VotjHT/AE34N30IPVF6LeH9N+Dd9CALVhP0T7Ulr+xjP7MLXqitFvD+m/Bu+hC1pZrxpHR9OaBTKjfFOl5yWkW2nmlIdJQoDeDhMAX1BFVeqL0W8P6b8G76EHqi9FvD+m/Bu+hACjen8u6xfaxM/wDER0GOKORbo1b05m+a6tK8pe65JygSNAflpmdCV7Lbp4bCSNnOevTxDli5fVF6LeH9N+Dd9CALVhU1i7Ud4+wU78guFX1Rei3h/Tfg3fQhf1M170iqunFzUun3xTn5ycpM0xLtBDoK3FtLSlIynG8kCALqo33olP8AQN/siNuKipnNDaMs06Wacv2mhaGUJUODd3EJH9iNj1Rei3h/Tfg3fQgC1eSErRP8BD7L1X/eExC/6orRbw/pvwbvoQraV68aSUm0DJ1G96exMdEqg9sFt09Y5OPOIO5PKlST7sAX9BFVeqL0W8P6b8G76EHqi9FvD+m/Bu+hAE3Z/bevn83pfyb0PUc/W3rrpLK6k3bVH73pyJOdYp6ZZ0ocw4W0OheOtzuKhx92Gz1Rei3h/Tfg3fQgC1YQr27bdg/6y+bpiH9UXot4f034N30IULq100mm9R7Oqcve1PclJHn7nl0Icw3tshKM9bneRjdAHQkEVV6ovRbw/pvwbvoQeqL0W8P6b8G76EATuuna2mvz+nfPmIeBxRz/AKta7aS1mxpiQpl7U+YmVTkk4G0odBKW5tpazvTyJSo+5DX6orRYZHT/AE34N30IAtWPOY/i7n5J/VFXeqL0W8P6b8G76EfL3NE6LqZWkX9TclJA+5u+hADNob2mLL9gZL5BEOMUJpNrzpHR9LrWpNRviny87J0eVYmGlIdJbcQ0kKScJxuII3QzeqL0W8P6b8G76EAWorsT5IRNHeyvH21T3/wiGPNFaLEEdP8ATfg3fQhR0z110mpSrm5/vansc93DNzTGUOHbaXsbKtyeI4MAdBwRVXqi9FvD+m/Bu+hB6ovRbw/pvwbvoQAwUbt33N7XqV8vPw6xQNM130ja1Wr1XcvinpkZmi06XZd2HcKcbenFLT2OdwcQf/UPHDT6ovRbw/pvwbvoQBasJd59sWxfzqd+aOQveqL0W8P6b8G76ELFz676STd7WjPy98U5ctIzE0qZWEO4bC5ZaEk9byqIG6AL8giqvVF6LeH1N+Dd9CD1Rei3h/Tfg3fQgBh1u7WlU/Kl/nDcOaeL3YoPVXXjSSr2JUKfTr3pz8y4pkobCHQTsvIUeNPcBMNA5orRYf8Aj+m/Bu+hAFqx5zX8Vd/IP6jFXeqL0W8P6b8G76EfD/NE6LqYcSL+puSkgfc3e5+RADfpB2p7R9hJP5FENMUVprr5pDS9Orbps/fNOZm5SlSrD7ZbdJQtLSQpO5ONxBEMHqi9FvD+m/Bu+hAFqK7E+SEfSX+N3t7aJn5JmIM80Votgjp/pvwbvoQqada66S0yYupU9e9PZE7cD81L5Q4dtpTbQChhPESk+9AHQEEVV6ovRbw/pvwbvoQeqL0W8P6b8G76EAKPNUdtnRH2zn9tiOgxHIvNB6t6c3JqLpRU6JdclOSlFr/PNRdQlYEu1tNHaOUgkYSrizxRcvqi9FvD+m/Bu+hAFqwckVV6ovRbw/pvwbvoQeqK0W8P6b8G76EAVBQGJqZ0oMtIkiaekJptgg4O2VOhODyb8RE1aoUrpPpVVpM8iWm5ekOJp8suTS828pCWwqXUgjO2FpSjZSQob+5DLpwUuWLSXUKSpt1lTiFZ7JKnFqSfdBB92PWetSjzU87OhM3KTDx2n1yM+7LcMeLKw2oBRxynf44gyI6kuqnL+VMIZ4F2WojTNSQk5Db63A4hkn+cgcIfEFDuxtSnbKqXsNK/LvxL0ilyFIkUyNNlmZWXSSoIQeNR3lRJ3qUeUkkmIqTQrqj1Ne7HQeUGc8vDPwJI9M1J066Ls6KHZU9Ky803lrhC5KoaKFbKcdcEL2yU7+zBPHCvUFmYl7ubM2mrTFTmJBinVBtvgzMTA3oaQB1p4HZ2ypPITtbxFk1mjU6rsttVCXS7wS9tlxLhQ40r+chaSFJPkMa1Jtmk02d5+aQ/MTgQW0zM5OOTLqEHjSlTiiUg8uMZ5YA1dQd9LkTnP79SG/u/ulEfGoC25eUpM/NHEhJVeXfnFHsUNjaAWr+ylakKJ5MZ5I9b7bUulyCUYJ6MSBxnuTCTE8ttLiFIWELQoEKSrBBB4wRyiAES7pluauOlS0nOJmVytbl1zFK522SpQTnnnhBv2W0kL2j1p2cE7hE1pypt5ipT0qcyE7WH5iSI7FbZKQVp/sqWlah3c55YDY9ulBYLE1zmeOR6Iv8AOuM5xwO3sbP9nGPFDJLNpbU0hAQhCSkJSnAAA4gByCALE5nXtOUP/wDI+cuxYEc+aO62aW2xp3T6DXbykJGpSbkw3MS60OFTaueHDg4SRxEQ3eqL0W8P6b8G76ESYFqwitdvuZ9q7PztyIT1Rei3h/Tfg3fQhTb120lGsD9aN70/nBVAalQ9sO4LomHFlONnPYkH3YA6BgiqvVF6LeH9N+Dd9CD1Rei3h/Tfg3fQgBg1i+8NH9slI+etQ6iKB1M140kqlHpjMhe9PfcZrlNmXEhDo2W25pta1b08iUk+5DT6ovRbw/pvwbvoQBasYVxe6Iqv1Rei3h/Tfg3fQg9UVosd3T/TeP8Ao3fQgCZ5n/tS0XyP/OHYfI580b110momnFLplUvany02yHeEaUh0lOXnFDiTjiIMN3qi9FvD+m/Bu+hAFqwjy3b6qPtXlPnUxEF6ovRbw/pvwbvoQqS+uukqdXp2tG96eKe5QJaVQ9sOYLqZh5Sk42c5CVpPuwB0BBFVeqL0W8P6b8G76EHqi9FvD+m/Bu+hADBrP+CMl7YKN/vKXh1EUFqfrvpJVrblZWn3xTn3kVmlzCkhDow21PMOOK3p5EJUfcho9UXot4f034N30IAtWCKq9UXot4f034N30IPVF6LeH9N+Dd9CAE/mSe2FrT7bnflHo6FjkLmcNXNObZvTVOdrl1yUlL1i5XJunuLS4Q+yVuELGEnAwoceDvi6PVF6LeH9N+Dd9CALVhHvrtlae+yE78xeiC9UXot4f034N30IVLt120lnL5suoS1709yWp87NOTTgQ5htK5R1CScp5VKA3d2AOgBxQRVXqi9FvD+m/Bu+hB6ovRbw/pvwbvoQBO66draa/P6d8+Yh4HFHP+rWu2ktZsaYkKZe1PmJlU5JOBtKHQSlubaWs708iUqPuQ1+qK0WGR0/034N30IAtWI26fwaqn5m9+wqK89UXot4f034N30I0q/zQmjczQp+XZvymrddlnEITwbu9RQQB2EAPekvaqtL2DkvkEQzxRmnOvukFM09tymz1805mblaTKsPtlDpKFoaSlSdycbiCInvVF6LeH9N+Dd9CALVjmqlbq3dG/H+U1R39z7uYsD1Rei3h/Tfg3fQitbSqElWU1us0yZRM0+oV6fmZV9O4OtKeOyoZ34PjiCYiJVnGk6C1GlhKzUGEqk5lhKFLc56D+0sEAE5VvWDyg5hsqUzLVC+bd5wcDrrDE1MvrRnrJZaAhIVneAtwJwDx7BPJElVbapVRnefnUPy85sBBmZOcclnVJHElSm1AqA5M5xyRsUWi06jsut0+XS0Xl8I84pwuOPL4tpa1EqUfKd0DI3/AMUe7GI+sdaN45eWMY8Y9+IBiAcRjOPGPfjIT1p3jk5YA+YIzjxj34MeMe/AGII+kp4944u7GMeMe/AGIjbq/BStex0z8iuJPHjHvxHXQgqtasJBBJp0yBv5eCXEgvnTz8Arf9jJb5JETsUpZfNAaPSNn0aTmr7pzcwxT5dt1BbdylSW0gjsOQiJb1Rei3h/Tfg3fQiTAtWErRj8EZ32wVn/AHlMQv8Aqi9FvD+m/Bu+hCtpfrxpJSbbmpWoXxT2Hl1mqTCUlDpy27PPuNq3J5UKSfdgC/oIqr1Rei3h/Tfg3fQg9UXot4f034N30IAmLJ7bd/f6t+bqh9jnu1ddNJpPUe8anMXtT25Se5w52dKHMOcGypK8dbncTjfDf6ovRbw/pvwbvoQBasKNX7b1uewtT+WkoWPVF6LeH9N+Dd9CFypa9aRO6kUSqt3xTlSctS59h53g3cJW45KlCexzvDa/9k+KAL4giqvVF6LeH9N+Dd9CD1Rei3h/Tfg3fQgBh1V7G2PbJI/tKhzR2I8kUHqFrvpJUk0DnK96c9zrXJSZewh0bDSFK2lb08mRDQnmitFgkDp/pvF/Ru+hAFqxhXYmKr9UXot4f034N30IDzRWixBHT/Tfg3fQgBS5gjtL1H2wzn6m46CjkXmPtXNObL0tnaTdF1SVNnXK1MzCWXErJLaggJV1qSN+yfei5fVF6LeH9N+Dd9CALVhHuntx2V7H1X/hogvVF6LeH9N+Dd9CFSv666SzOptq1Vi96euSkpOotzDuw5htTgY2Aetzv2Fe9AHQEEVV6ovRbw/pvwbvoQeqL0W8P6b8G76EAO+o3a+uL2LmvkVwacdr63vYuV+RTFY3tr/o9P2bW5GUvqnOzExT5hppAbdBUtTagBvTykiCyOaA0ekLNosjN31TmpiXp8u06gtu5StLaQR2PIRAF2QRVXqi9FvD+m/Bu+hB6ovRbw+pvwbvoQBasEa9MnZWpU2WqMi8l+UmmUPsOp4loUApKh4iCDGxABBBBABBBBABBBBAEBfNsN3VSWqe5Wq9R0tvpe4aj1Bco8rAI2StO8p67OO6B3Irnmd9LKhaFNRP1isXW3OonZ/97ZmtKek1NrmHC24WgSkrUgpWTx7SiTvOIuWCAKZ1Jseqnmgbb1Il6a7VqUzR5mk1GWZ2VOtBSXShYQojaSouFJwcjceLJFeabaJ3bZbGlVyz8qZqdt2Yn+ishLOJccYZmQsthG8BewpR2gknes7OcEnqmCAKr5mCwKjYOnkzLVppDFVq1TmKnNMJWF8AXCAhsqG4kJSnON2ScE8ZaJjTLTqYmHJiYsS2HXnVlbji6UyVLUTkkkp3kk5zDZBAHL9csezGubUoVDbtOhJpTtpOPuSQp7XAKc4V0bZRs7JVgDfjO4ReHUs009b+1fNLHoxV9w/y8Le9pjvyr0dAQAn9SzTT1v7V80sejCfqRpzYEnUrMTKWTbbAmLjaZeDdMZSHEc7zCtlWE705Sk4O7IHci4IR9VPvpYvtoZ+bTMAbA0s00x2v7V80sejB1LNNPW/tXzSx6MOA7EQQAn9SzTT1v7V80sejCrpDpvp9P6YW5Nztj23MzDtPaW467TGVLWojJJJTknxxbUJ+ifaktf2MZ/ZgA6lmmnrf2r5pY9GDqWaaet/avmlj0YcIIA5du2yLNZ5tGzKEzalDbpMxbkw69JIkWww4scPhSkY2SetG8jkHci8hpZpp639q+aWPRirL0/l3WL7WJn/iI6DHFACf1LNNPW/tXzSx6MLWqum2nslpfdU5J2NbUvMsUabcZdapbKVtrSyshSSE5BBAIIi1YVNYu1HePsFO/ILgDRpWl+m7lLlVrsG1lKLCCSaSySetH9mNnqWaaet/avmlj0YZaN96JT/QN/siNuAE/qWaajf1P7V80sejChpDpvp9O2WX5yx7bmHeilSRtu0xlStlE8+lIyU8QSAAOQACLf5IStE/wEPsvVf94TEAevUs009b+1fNLHowdSzTT1v7V80sejDhBAFPWtp1YL+qN5ST1k22uWl5emlllVMZKGypDpVsjZwMkDOOPAzDj1LNNPW/tXzSx6Matn9t6+fzel/JvQ9QAn9SzTT1v7V80sejCXd2ndgsan2TJs2RbbctM9EOHaTTGQh3ZYSU7Q2d+DvGeKLkhCvbtt2D/rL5umAN3qWaaet/avmlj0YOpZpp639q+aWPRhwggCntZdONP5DT+ZmZGyLblnxOyCA41TGUKCVTjKVDITnBSSD3QSIcepbpqSSdP7VyT3pY9GNfXTtbTX5/TvnzEPA4oAT+pZpp639q+aWPRj4f0t01DDhGn9q5CT/3Sx3PyYc485j+Lufkn9UAVRo5pvp9P6S2jOztj21MzUxRZRx552lsqW4tTKSVKJTkkneSYa+pZpp639q+aWPRjGhvaYsv2BkvkEQ4wAnK0s002T/0f2rxd6WPRhM0r06sCeVdfPlkW3McBcs6y1wlLZVwbY2MITlO5I5BxCLjV2J8kImjvZXj7ap7/wCEAbnUs009b+1fNLHowdSzTT1v7V80sejDhBAFQ0rTjT5esNwyK7HtpUq1Q6Y62yaYzsIWp6dClAbOASEIBPLsjuQ3dSzTT1v7V80sejHlRu3fc3tepXy8/DrACf1LNNPW/tXzSx6MKd2ac6fy9+WZLMWRbbTExMzYebRTGQlwCVWQFDZ34IBGeIxbkJd59sWxfzqd+aOQB6dSzTT1v7V80sejB1LNNPW/tXzSx6MOEEAVFrBpxp/IaeVKZkrHtqWfSpgJcapjKVDL7YOCE5GQSPdhtGlumpyep/avH3pY9GPPW7taVT8qX+cNw5p4vdgBQ6lmmnrf2r5pY9GPOY0t01TLukWBaoIQf+6WO4f7MOkec1/FXfyD+owBV+lemunk5pla83N2NbL8w/R5Rx11ylsqW4sspJUSU5JJ35hk6lmmnrf2r5pY9GPfSDtT2j7CSfyKIaYATjpZppg/9H9q+aWPRhP0y06sCdmbvTN2Tbb4l7kmGmQ5TGVBtAbaIQnKdyRk4A3DJi4FdifJCPpL/G729tEz8kzAGz1LNNPW/tXzSx6MHUs009b+1fNLHow4QQBy5zSdkWbStTtHpSmWrQ5KXn7j4Kcal5FttEwjaZGysAAKG87j3TF59SzTT1v7V80sejFWc1R22dEfbOf22I6DEAJ/Us009b+1fNLHowdSzTUb+p/avmlj0YcIOSAOWtOUpRY9KQkBKENLQkDiCQ6sADxAAD3In4gdPPwLpv5DnyzkT0QZoIXpQnqk1MZOOg8qcf8A7Z+GGF6U7ZVS9hpX5d+APWsVmcRVBRqJJNTtQDQefU+6W5eVbJISpxQBJKiDspSMnBJIAzERQ7wnHQ1MVKXkHaY9OKkk1KQW4G23wvYCXEOAKCVK60OAkEkZxkGNetMzDdx1il9EJamKra5Z+WmJlkramENt7DstuUnCutBxkEpWcZ34hZQVHpQq1sVJCTWKzVHucpYSvAKDS3QpUwU7atltIBVk42cBO84gQOl+lSaVIEEpPRmQ4vzhMSddqktR6Y7PzQcWlJShDbSdpx1xR2UNoHKpSiAB4+5EZqCc0uROSf36kN5/OUQX0FtSlNqoYcmGaXUmpyYbbSVLLQC0rUlI3kpC9vA34Scb4Eka/cN0s1iXp6qZQjOTDC5humJnHS/waMZy9s8EFbwADuJzg4GYZ7cqktWJGXn5UOJQtZStt1Oy40tKtlbaxyKSoEEeKK+l0VKTu+k12ZrdNnqMGpt6aqjUpsMpS4EBIU6XSOJAAwOtCQMb4btPkrcl52qFlxhqqVRydYbcSUqDStlKVFJ3gqCNvB39cM74BD/oXp9YlW0tpNRqlmW9PTr6phTsxMU1pxxw88Ob1KKSSfLDt1LNNPW/tXzSx6MR/M69pyh//kfOXYsCJMBP6lmmnrf2r5pY9GE1vTmwOrXMU82RbZlBbjToY6GM7AWZpwFezs42sADPHjdFxQitdvuZ9q7PztyANrqWaaet/avmlj0YOpZpp639q+aWPRhwggCodVdONPpOiUpcpY9tsLcuCltLU3TGUlSFzjaVJJCeIpJBHKDDcNLNNPW/tXzSx6MeWsX3ho/tkpHz1qHUQAn9SzTT1v7V80sejB1LdNRgjT+1eMf90sejDhGFcXuiAKc0Q06sCo6YUibn7ItuamFh7bddpjKlqw+4BklOTuAHuQ6dSzTT1v7V80sejGnzP/alovkf+cOw+QAn9SzTT1v7V80sejCdLac2Adap+nmybbMmm3JV1LBpjPBhZmXwVBOzjaISkE8eAIuGEeW7fVR9q8p86mIA2OpZpp639q+aWPRg6lmmnrf2r5pY9GHCCAKh1Z040+krXlHpOx7al3FVyktFbdMZSShdQYQtOQniUlRSRygkQ3DSzTT1v7V80sejHlrP+CMl7YKN/vKXh1EAJ/Us009b+1fNLHowdSzTT1v7V80sejDhBAHLXMvWPZtWvrV2XqlqUOeZkbpdZlG5iQbcSw2FugIQCDsp3DcN24RevUs009b+1fNLHoxVXMk9sLWn23O/KPR0LACf1LNNPW/tXzSx6MJ95adWBL6gWLKsWTbbTEzPTaX20UxlKXQJN1QCgE7wFAEZ4iMxcEI99dsrT32QnfmL0AbA0s009b+1fNLHowdSzTT1v7V80sejDgOKCAKe1l040/kNP5mZkbItuWfE7IIDjVMZQoJVOMpUMhOcFJIPdBIhx6lumpJJ0/tXJPelj0Y19dO1tNfn9O+fMQ8DigBP6lmmnrf2r5pY9GNC4tMdOGbfqLrVhWuhxEo6pKk0pkFJCFYIOzuMP8Rt0/g1VPzN79hUAV/phprp5Oaa2vNzdjW1MTD1HlHHXXKWypS1KZSSokpySSSSYYupZpp639q+aWPRjZ0l7VVpewcl8giGeAE/qWaaet/avmlj0YpS3ZSWkZq4afIy7UtKS1w1BqXYZQEoaQHzhKUjcAO4I6bjmql7q1dBJI/ymqO8f6cxBMRcql2VN2cDFvU1mYZL7ks1MPhxfPLrYJcDTbYyUpwQVqUkZBAzG3Zt1dGi1LzkszLzD7BmJVxhwrYmm0q2VlBUApKkKwFIUAU5HGN8QNNrUxRrVk7bl5CpO1eRcVKTaJGXS8+w2NpQmUIURtJWMFKt4BUc70kRs26qmz1Wt2RoUlNSsvQ2ph2aTMJw5LqcQUJacOT91WSpxQyTgAnGRAkfT2I92MRn8Ue7GIgkIBxGCAcRgAggggAggggAiNukkWrWSDginTJHwK4kojbq/BStex0z8iuJBZ9iaZadTFk0N9+w7Ycdcpsspa1UpklRLScknZ3mJnqWaaet/avmlj0Yk9PPwCt/2MlvkkROxJgJ/Us009b+1fNLHowo6S6cafTtrzj05Y9tTDia5VmkrcpjKiEIqD6EJyU8SUpAA5AAIt6ErRj8EZ32wVn/AHlMQB69SzTT1v7V80sejB1LNNPW/tXzSx6MOEEAU3aGndgzGp97yb9kW25LS3Q7gGlUxkpa2mFFWyNndk7zjj5YdOpZpp639q+aWPRjSsntt39/q35uqH2AE/qWaaet/avmlj0YV6pptp6jVGgSSLGtpMs7SKi44yKYzsLWl2UCVEbOCQFKAPJtHuxbEKNX7b1uewtT+WkoA+epZpp639q+aWPRg6lmmnrf2r5pY9GHCCAKj1J050/k027zpZFtMcNcEm07wdLZTtoKlZScJ3pPKOIw1p0s002R/wBH9q8Xelj0Y+NVextj2ySP7Soc0diPJACh1LNNPW/tXzSx6MYOlmmoB/6P7V80sejDjGFdiYA5e5iax7Nr+kc/O1y1KHU5lNemmkvTcg26sIAbwkFQJwMnd44vLqWaaet/avmlj0Yq3mCO0vUfbDOfqbjoKAE/qWaaet/avmlj0YTrj06sBjVe0JJmybbRLTEjU1PMppjIQ4UiX2SobOCRtKwTxZMXDCPdPbjsr2Pqv/DQBsdSzTT1v7V80sejB1LNNPW/tXzSx6MOEEAVrfmmenUrY9emJexLYaeapsyttxFKZCkKDSiCDs7iDywWFpnp1NWPQpmYsS2HXnabLLccXSmSpai0kkk7O8k8sNmo3a+uL2LmvkVwacdr63vYuV+RTAEb1LNNPW/tXzSx6MHUr00xjqf2r5pY9GHCCAPOUl2JSValZVlthhlAbabbSEpQkDASANwAG7EekEEAEEEEAEEEEAEEEEAEEEEAEEEEAEJszfM+zMusp08vJ4NrUgONsSuyvBxtDL4ODxjIEOUGB3BAHLtbuebc5s6hVY2dcqHUWk40JBTLHPKxwrv3RI4XY2d+N6gcg7ouzp9qHrb3t8BK/aIrW4f5eFve0x35V6OgMDuCAEnp9qHrb3t8BK/aIUNRrznpmo2cVWFd0uWbiadSHWZYF0iXmBsJw+eu3534GAd/duXA7ghH1UA6J2L7aGfm0zAGRftQx2t72+Lyv2iM9PtQ9be9vgJX7RDqANkbhGcDuCAEnp9qHrb3t8BK/aIVtJL0npTTK3ZZFgXhNJbp7SQ8yxLbCwBxp2nwcHxgRb2B3BCfomB1JbX3f92M/swB5dPtQ9be9vgJX7RB0+1D1t72+AlftEO2B3BBgdwQByzdl0TTvNmWbVjaFyNOs27MNpp62WOeXQeH69IDpRsjPKoHcd3Fm8On2oetve3wEr9oisr0H/8APdYvtYmf+IjoIAdwQAldPtQ9be9vgJX7RC3qne09NaY3TLL0/vGWS7RptBeeYlthsFlY2lYfJwOM4BOOQxbWB3BCprEB1I7x3f8AcU78guAIul33UEUyVR1OL1VhlAyGJXB60f5xGz0+1D1t72+AlftENdGA6ESm4fwDf7IjbwO4IASen2oHd1N72+AlftEKWkl6T0pZhZRYN4TQ6J1JfCMsS2zlU8+op658HKc7J3cYOMjebiwO4IS9FAOkQ7v+96r/ALwmIAx0+1D1t72+AlftEHT7UPW3vb4CV+0Q7YHcEGB3BAFM2xeU8zqheMyLCu51TzFOBZQzLcI1sodxtZfxvzuwTxHOIcOn2oetve3wEr9ojztADqvXz+b0v5N6HrA7ggBJ6fah6297fASv2iEy7bxnntTbJmTYV3NKZ6IYZWzLbbuWEg7GH8buM5I8WYunA7ghCvUDqt2D/rL5umAPfp9qHrb3t8BK/aIOn2oetve3wEr9oh2wO4IMDuCAKa1ivOenLCmJddhXdKAzsgrhX2JYIGzOMnHWvk5OMDdxkZwN8N/T7URkdTe9uP8AoJX7RHzroB1Nprd/2+nfPmIdwBjiEAJXT7UPW3vb4CV+0R8PX5UFMrT1N723pP8A2eV+0Q84HcEecwBzu5uHYn9UAVHo/es9KaTWlKosC8JpLVFlEB9liW4NwBlI2k7T4OyeMZAOOSGrp9qHrb3t8BK/aI9NDgOoxZe7/uGS+RRDlgdwQAkG/agQR1N72+Lyv2iE7S28p6UN1bNhXdM8Lcs44eBZljwZOx1isvjrh4sjuExc6gNk7hxQiaPAbV4+2qe/+EAe3T7UPW3vb4CV+0QdPtQ9be9vgJX7RDtgdwQYHcEAU5SrznkavXDNiwLwUpyh0xBYDEtwiAl6dIUfu+NlW0QMEnKVZA3Zben2oetve3wEr9ojNGA6t9ze16lfLz8OuB3BACT0+1D1t72+AlftEKl13nPO31ZswbBu9oszM2Q0tiW23cyqxhOHyN3GckbuLMXDgdwQl3mB1RbF3f8Aap35o5AHz0+1D1t72+AlftEHT7UPW3vb4CV+0Q7YHcEGB3BAFO6uXnPTmn1RYXYN3yqVKYy68xLBCcPtnfh8nfjHFyw2dPlRBI6m97cf9BK/aIzrcB1NKpu/Gl/nDcOiQMcQ44ASun2oetve3wEr9ojzfvyoqYcT1N72GUkfxeV7h/ziHrA7gjymgOdndw7A/qMAVXpde0/K6aWxLI0/vGZS1SJRAeaYlthwBlI2k5fBweMZAOOSGPp9qHrb3t8BK/aI3dIAOpPaO7/uST+RRDTgdwQAkG/ahg/9G97fF5X7RChppec9KzV3FNhXdM8Nccw4QyzLHgyW2usVl8dcMcmRvG+LlUBsncOKEfSUDnu9t3/iiZ+SZgD76fah6297fASv2iDp9qHrb3t8BK/aIdsDuCDA7ggDlnmj7omqhqZpBMO2hclPVKXFwiGZplgOTJ2musa2XVAq3fjFI3jfF4dPtQ9be9vgJX7RFZc1QB1WNEfbOf22I6CAHcEAJXT7UPW3vb4CV+0QdPtRO7qb3t8BK/aIdsDuCMYHcEAct6ckKselKOUlTS1bKhvTl1ZwfGOI+OGDA/nD3ogNPPwLpv5DnyzkT0QZozgfzh70L0okdUipHbGeg8ruwf6Z+GCF6U7ZVS9hpX5d+AJuekZOoSq5OdlmJthzsmXmgtKu5uIxGvSKDRqIFppVJkadwnZ87y4bK8d0gZMLF0c/VqZr0s07MJkqNKjEqypaTOzK2y4AsoIWW0goGwkjaKjniAiCojL9Boc3cdPrEpMpp8wkT0jJIfbZUz1ocStp9alNvJCttKhs5xggg5gByv1KTSpAFaR+/EhvIP8AWEww7s52v1wu6gDFKkBnP78yG/u/uhEMMARBtW2DUeiJoFJM5tbfD85o29rOc5xx535iaaxwyDtZO0O73Y+I+mf4ZH5Q/XEAmdD7wnadphSpJqx7rqKGlTAEzKMy5ac/dDm9JU8lWPKBDr0+1D1t72+AlftEanM6gdR2h7v6x85diwcDuCMjASen2oetve3wEr9ohPavKe6tExO9IV3bXS603zvwMtwoHPLh28cPjZ5OPO7ixvi5sDuCEVoDq9zPtXZ+duQB6dPtQ9be9vgJX7RB0+1D1t72+AlftEO2B3BBgdwQBTmqV5z01RaWhdg3fLBFfpbm06xLYUUzbZCRh89crGByZIyRxw29PtQ9be9vgJX7RBrEB0Bo+7/xJSPnrUOwA7ggBJ6fah6297fASv2iAX5USQOpve28j/qJT7RDtgdwRggY4hxiAKX0SvKektMaRLosK7pxKQ9h5hiWKFZfcO7afB5cbxyQ59PtQ9be9vgJX7RHjzP4HUlou7kf+cOw+YHcEAJPT7UPW3vb4CV+0QoS15z3Vnn50WFdxUbdlWzL8BLcKAJl87Z+742TnA35yDu7ty4HcEI0sB1eqj7V5T51MQB99PtQ9be9vgJX7RB0+1D1t72+AlftEO2B3BBgdwQBTmq16T03bEo0qwLwlgmuUle26xLYJTUGFBIw+TtKI2RyZIyQN8NvT7UPW3vb4CV+0RnWYDpRkt3/AIgo3+8peHQAdwQAldPtQ9be9vgJX7RB0+1D1t72+AlftEO2B3BGMDuCAOWOZkuebpt86tvNWfctQM1dDrq25Vlgrljtu9Y5tOpAVv8AxSobuOLy6fah6297fASv2iKw5kkDqha0+2535R6OhcDuCAEnp9qHrb3t8BK/aIULxvOeev2x5hVhXcyWJ6bUlpxiW23sybowjD5GRnJyRuB4zui5cDuCEa+gOqTp77ITvzF6APvp9qHrb3t8BK/aIOn2oetve3wEr9oh1AHcEZwO4IAprWK856csKYl12Fd0oDOyCuFfYlggbM4ycda+Tk4wN3GRnA3w39PtRGR1N724/wCglftEfOugHU2mt3/b6d8+Yh3AGOIQAldPtQ9be9vgJX7RGhcN81B2gVFs6dXo2FSro21MSuE9Yd5w/wAUWLgdwRG3QB0tVTcP4m9+wqAK60zvefltN7Zl0afXjMpao8ogPNMSxQ4AykbScvg4PGMgHfxQw9PtQ9be9vgJX7RG/pKB1K7S3f8Accl8giGfA7ggBJ6fah6297fASv2iKZtt8zcxcE2uXflFv3DUHFS76QHWiXj1iwkkbQ5cEjxx03gdwRzXTPvzdPtlqXy5iCYhWaHRaylCavS5CoBvsOeZdLmz5CRkRsU+RkqfKJlJCWl5SXRnZaYaCEDPHuAxHvBEGR9EDZHXDljGB/OHvQfij3YxAGcD+cPejIA2T1w5OSPmAcRgDOB/OHvQYH84e9GIIAykDf1w4u5Bgfzh70YggDOB/OHvRG3SAbWrI2wM06Z3kHd9yXEjEbdX4KVr2OmfkVxILJsa+KgxZVDZGnl5vBFOlkhxtiV2VYaTvGXwceURM9PtQ9be9vgJX7REzp4B0hW/u/7slvkkRO4HcESYCT0+1D1t72+AlftEKWlF6T0pbE20mwLwmQquVZe20xLYBVUH1FJy+DtJJ2TyZBwSN5uLA7ghL0YA6UZ3d/4grP8AvKYgDHT7UPW3vb4CV+0QdPtQ9be9vgJX7RDtgdwQYHcEAUtaV4zzOpt7TIsK7nVPdD8soZlttrDCgNvL+N/GME+PEOfT7UPW3vb4CV+0R4WSB1W7+/1b83VD7gdwQAk9PtQ9be9vgJX7RCzU70n16n0Ga6n94pU3SaigMliW21hTsodofd8YGyAckHrk4B34tzA7ghRq4HVetzd/3LU/lpKANfp9qHrb3t8BK/aIOn2oetve3wEr9oh2wO4IMDuCAKe1HvOemk27tWDd8vwdfk3BwrMsNshSutTh89ceTOB3SIak37UAAOpve3xeV+0R96qgbNse2SR/aVDmgDZG4cUAJXT7UPW3vb4CV+0Rg37UCCOpve3xeV+0Q74HcEYUBsncIA5b5iy6JqkaSz0qxaFyVdKq7NOcPINMFsEhvrTtupO0Mb92N43xd/T7UPW3vb4CV+0RWfMEAdReo+2Gc/U3HQWB3BACT0+1D1t72+AlftEKFxXnPO6qWlNGwrubUzI1JIYWxLcI7tc75KcP4wnG/JHGMZ5LlwO4IRrpA6sdlex9V/VLQB99PtQ9be9vgJX7RB0+1D1t72+AlftEO2B3BBgdwQBV99XvPzFkV1hWnt5MhdNmUlxxiVCUZaVvOHycDxAwWJe8/L2RQmE6e3k+EU2WSHG2JUpXhpO8ZfBwfGBDjqMB1P7i3f8Adc18iuDTkDqf29u/7rlfkUwBEdPtQ9be9vgJX7RGDf1Rx2tr2+Lyv2iHfA7ggwO4IA8pN4zEoy+ph2XU42lZadAC28jOyrBIyOI4Jj1gggAggggAggggAggggAggggAggggAgghLmX9UhMuiWplmqY21cEXKjMhRTk4yAyQDjGcQBWdw/wAvC3vaY78q9HQEcuVt2+vVnUJTshbQrPSk4G20zr/Oxa4V3eV8FtBWc7gnGMb4uvh9WO9dk+cpr6iAHiEfVT76WL7aGfm0zBw+rHeuyfOU19RCjqM9qV0Rs7n2m2ilQuJrnfgqhMkF3neYwFZZGE42t4yc43QBcw7EQQjh/VjH3rsnzlNfUQcPqx3rsnzlNfUQA8Qn6J9qS1/Yxn9mPAP6sd67J85TX1EK2kj+pg0yt0U+mWeqV6HtcEXqhMpWU43bQDJAPkJgC4IIR+H1Y712T5ymvqIOH1Y712T5ymvqIArS9P5d1i+1iZ/4iOgxxRyxdrt9erMs1T8jbYrQt2Y4BtE4+ZYt/d8lSy3tBXZbgkji38cXfw+rHeuyfOU19RADxCprF2o7x9gp35BcaXD6sd67J85TX1ELmqb2px0xukT1Ns9Mp0Gm+HUzUJlTgRwK9opBZAKsZwCQMwBaFG+9Ep/oG/2RG3Ff0t/VXoZK8HS7K2OBRs5qU1nGyP7mNjh9WO9dk+cpr6iAHjkhK0T/AAEPsvVf94TEfIf1Yzvpdk+cpr6iFLSR7UsWZ+4KbaCmOidS3vVCZSrb59f2xgMndtZx3RjODmALkghH4fVjvXZPnKa+og4fVjvXZPnKa+ogD5s/tvXz+b0v5N6HqKYtl7Unqn3iZem2iZvgKdzwF1CZDYGw7s7JDOTuznIGN3HDfw+rHeuyfOU19RADxCFe3bbsH/WXzdMevD6sd67J85TX1EJt2PakdU2yeeKbaIm/3w53CKhMlB+4J2tslnI3cWAc+KALqghH4fVjvXZPnKa+og4fVjvXZPnKa+ogA107W01+f0758xDwOKKZ1he1KNhTHRGm2imW59kdosVCZUva58Z2dxZAxtYzv4sw3cPqxk4pdk8ffKa+ogB4jzmP4u5+Sf1Ql8Pqx3rsnzlNfUR8uv6r8EvapVk42Tn98pruf6GANnQ3tMWX7AyXyCIcYp7R97U0aT2kKfTbPVKCiygYU9UJlLhRwKdkqAZICscYBIzDTw+rHeuyfOU19RADursT5IRNHeyvH21T3/wj0L+rGDml2T5ymvqITtLn9SQbq5wptoq/ylnOG4aoTIw51m0E4ZOU8WCcHxCALpghH4fVjvXZPnKa+og4fVjvXZPnKa+ogD7o3bvub2vUr5efh1inKW/qX1XbhLdMs/n3oHTOFBqEzwYRw07sEHgclWdvIxgAJxnJhr4fVjvXZPnKa+ogB4hLvPti2L+dTvzRyPPh9WO9dk+cpr6iFW639S+nmzueKZaAmRMzfO4RUJkoJ51XtbRLORuzjAO/uQBcUEI/D6sd67J85TX1EHD6sd67J85TX1EAemt3a0qn5Uv84bhzTxe7FO6tvalnT+oio020Ey+0xtFioTKlj7u3jALIHHjlhs4fVfJxS7JxnvlNfUQA7x5zX8Vd/IP6jCXw+rHeuyfOU19RHw+/qvwDm1SrJxsnP75TXc/0MASWkHantH2Ek/kUQ0xUul72pw00tgSNNs5UqKRKcCXqhMpWUcEnZKgGSAcceCRmGLh9WO9dk+cpr6iAHdXYnyQj6S/xu9vbRM/JMxkv6sYP712T5ymvqIUNNX9ShNXdzjTbRJNxzHD8NUJkYc4NrIThk5TjG84PHugC54IR+H1Y712T5ymvqIOH1Y712T5ymvqIArTmqO2zoj7Zz+2xHQYjljmj3b6VqZpAavI223Mi4v3CJWcfWhTm01udKmwUpzs70gnj3Rd/D6sd67J85TX1EAPEHJCPw+rHeuyfOU19RGQ/qxnfS7J85TX1EAUlp5+BdN/Ic+WcieiA05/AelbYwvgl7YByArhV5x4s5x4sQwdb/aiDNGIXpTtlVL2Glfl34Yut/tQvSmx1SKl2Weg8r3P6Z+ANevU+tSNRn6pQEl8VBhLc0whSEutuoBS2+1tkIUQkgKQojICSCCDmGkaLWqxN1AT8hMyMvVZhl6qvTXBIW8hkBKJdlpta9lJ2RtLUokgkAb91hdb/AGoOt/tQAu6gHNKkCeM1mQP/APUIhhhfv3Y6FSG1t46MSHFj+sIhh63+1AGI+mf4ZH5Q/XGOt/tR9M7PCo4+yH64gFh8zr2nKH/+R85diwIpPRB7UVOmFKFGp1quSAVMcAqbn5hDpTzw52SUtEA+QmHTh9WO9dk+cpr6iMjAeIRWu33M+1dn525H1w+rHeuyfOU19RCg09qT1aJg9DbR5/6XWsp6ITPBcHzy5g54HO1nO7GMcsAXPBCPw+rHeuyfOU19RBw+rHeuyfOU19RAH3rF94aP7ZKR89ah1EU3qk9qWaLS+fqbaCUdH6XsFmoTKjwnPbewDlkdbtYyeMDOATiGzh9WO9dk+cpr6iAHiMK4vdEJHD6sd67J85TX1EZD+q+Rml2TjI/7ymvqIA8uZ/7UtF8j/wA4dh8ildE3tSRpjSBTabaKpXD2wX6hMpWfu7mcgMkDfnlhy4fVjvXZPnKa+ogB4hHlu31UfavKfOpiDh9WO9dk+cpr6iFGXe1K6s0+RTbR5/6XZbaSahM8EG+eX8EHgc7WdrIxjGN/HAFzQQj8Pqx3rsnzlNfUQcPqx3rsnzlNfUQB96z/AIIyXtgo3+8peHURTmqr+pZtiU5/plnhro5SdktVCZUrb6IMbAOWR1pVsgnjAzjJxDZw+rHeuyfOU19RADvBCPw+rHeuyfOU19RGQ/qx3rsnzlNfUQBWPMk9sLWn23O/KPR0LHK3MyO30m+dWzRpC23HzdDpnRNTr6EJd23chspbJUnOd6sHi3RePD6sd67J85TX1EAPEI99dsrT32QnfmL0HD6sd67J85TX1EKN4valG/LH54ptoiZE9N87BuoTJQVc5u7W2SzkDZzjAO/HlgC5hxQQj8Pqx3rsnzlNfUQcPqx3rsnzlNfUQAa6draa/P6d8+Yh4HFFM6wvalGwpjojTbRTLc+yO0WKhMqXtc+M7O4sgY2sZ38WYbuH1YycUuyePvlNfUQA8RG3T+DVU/M3v2FQs8Pqx3rsnzlNfURo3A/qn0AqHD0uy+C51d29mpTRONg5x9x44An9Je1VaXsHJfIIhnip9M3tTxpvbIkqZZypXoPKcCXqjMpWUcCnZKgGSAcYyATDBw+rHeuyfOU19RADxHNVM+/N0+2WpfLmLd4fVjvXZPnKa+oim7bM0qYuA1BDKJ03DUOeEsLKmg5wxyEEgEp7hIB8UQTEloIN3jg3eOIMjP4o92MR9HZ2Rx8sY63+1AGIyOxMHW/2oyNnZPHyQB8wRnrf7UHW/wBqAMAZgj6Ts7+PijHW/wBqAMRG3V+Cla9jpn5FcSfW/wBqI26djpWrOdrHQ6ZzjH9EuJBfWnn4BW/7GS3ySInYq+x39Uekqh860yzSx0NluDLlRmgop4JOMgM4zExw+rHeuyfOU19REmA8QlaMfgjO+2Cs/wC8piPkP6sd67J85TX1EKelL+pYtib5wplnqa6OVbaLtQmUq2+iD+2Bhk9aFZAPGRjODmALjghH4fVjvXZPnKa+og4fVjvXZPnKa+ogDysntt39/q35uqH2KVtJ7Ujqm3tzvTbRM3+9/PAXUJkIH3BWzsEM5O7jyBjxw5cPqx3rsnzlNfUQA8Qo1ftvW57C1P5aSjV4fVjvXZPnKa+ohaqb+pvVPoJcpln899CKjwQFQmdgo4WU2iTwOQc7OBg7irOMDIFuwQj8Pqx3rsnzlNfUQcPqx3rsnzlNfUQB6aq9jbHtkkf2lQ5o7EeSKe1Gf1KKLe59ploj9/5PguCqEycubStkKyyMJ7pGT4jDUH9WMDFLsnzlNfUQA8RhXYmEjh9WO9dk+cpr6iAv6sYOaXZPnKa+ogCteYI7S9R9sM5+puOgo5Z5ix2+k6Szwt2Rtt6U6OzW0qfnX23NvDeQAhtQ2cY35zxxd3D6sd67J85TX1EAPEI909uOyvY+q/8ADQcPqx3rsnzlNfUQo3E9qV1VLSL9NtETfONS53SioTJbKf3Pt7R4HIPY4wDnfxboAuaCEfh9WO9dk+cpr6iDh9WO9dk+cpr6iAJrUbtfXF7FzXyK4NOO19b3sXK/IphMvp/VDpIrvPdMs0MdDZnhC3UZkqCeCVnALOCcd2CxX9UOkihc6UyzSx0NluDLlRmQop4JOMgM4Bx3IAtGCEfh9WO9dk+cpr6iAv6s43Uuyc+yU19RADxBHlJmYMoyZtLSZng08MGlEoC8ddskgEjOcZAj1gAggggAggggAggggAggggAggggAggggDn+4f5eFve0x35V6OgI5/uH+Xhb3tMd+VejoCACEfVT76WL7aGfm0zDxCPqp99LF9tDPzaZgB4HYiCAdiIIAIT9E+1Ja/sYz+zDhCfon2pLX9jGf2YAcIIIIA58vT+XdYvtYmf8AiI6DHFHPl6fy7rF9rEz/AMRHQY4oAIVNYu1HePsFO/ILhrhU1i7Ud4+wU78guAGCjfeiU/0Df7IjbjUo33olP9A3+yI24AOSErRP8BD7L1X/AHhMQ68kJWif4CH2Xqv+8JiAHWCCCAEWz+29fP5vS/k3oeoRbP7b18/m9L+Teh6gAhCvbtt2D/rL5umH2EK9u23YP+svm6YAfYIIIAR9dO1tNfn9O+fMQ8DihH107W01+f0758xDwOKACPOY/i7n5J/VHpFNV2WuW5tYbjoknetWoclTpOVcbalQCklaeu3Ejl3xprVdzSsrtu3j5Fjk3ALGSqZ1RQjCOc203oulqSb1tDpob2mLL9gZL5BEOMU/TNLrhplNlqbT9UbhlpSVaSywy2ygJbQkYSkDa3AAARsdTy7PXYuX4NPpRhu1X5t9q8zr4NwH0yPuVPylrq7E+SETR3srx9tU9/8ACIPqeXZ67Fy/Bp9KNWn6WV+n8885an3BL88vrmX9hlA4R1WNpZ67jOBDdqvzb7V5jg3AfTI+5U/KXFBFT9Ty7PXYuX4NPpQdTy7PXYuX4NPpQ3ar82+1eY4NwH0yPuVPyjHRu3fc3tepXy8/DrFPt6XXC3U36kjVC4Uzj7LbDrwZTtLbbKyhJO1xAuLI/KMbHU8uz12Ll+DT6UN2q/NvtXmODcB9Mj7lT8pbEJd59sWxfzqd+aOQt9Ty7PXYuX4NPpRrzOl1wzE5Kzb+qFwuPyilKl3FMoJbKklKiOu3ZSSPdhu1X5t9q8xwbgPpkfcqflLggip+p5dnrsXL8Gn0oOp5dnrsXL8Gn0obtV+bfavMcG4D6ZH3Kn5Rk1u7WlU/Kl/nDcOaeL3YqCpaXXDUpJySn9ULhmZdzG224ygpOCFD8bkIBjZ6nl2+uxcvwSfShu1X5t9q8xwbgPpkfcqflLXjymv4q7+Qf1GKs6nl2euxcvwafSgOnd2EEHVi5SDuP3NPpQ3ar82+1eY4NwH0yPuVPyjfpB2p7R9hJP5FENMVBT9Mbjp8hLyElqlcTErLNJZZaQ0kJQhIwlIG1xAACIDVGi3nZtkzlxS+ptwzbkqtoBpxKUpVtOBO85PdjCeJqU4uUqbsudeZvwuRMJi60KFLFxcpNJfJqa27L/SX6rsT5IR9Jf43e3tomfkmYdJZalyba1nKlNgk+PEJekv8bvb20TPyTMdh51qzsPMEEECDnzmqO2zoj7Zz+2xHQYjnzmqO2xoj7Zz+2xHQYgAg5IIOSAOW9PPwLpv5DnyzkT0QOnn4F038hz5ZyJ6IM0EL0p2yql7DSvy78MML0p2yql7DSvy78AMMEEEQBdv/AO9Mh7MyHzhEMULt/wD3pkPZmQ+cIhiiQEfTP8Mj8ofrj5j6Z/hkflD9cQCxOZ17TlD/APyPnLsWBFf8zr2nKH/+R85diwIyMAhFa7fcz7V2fnbkPUIrXb7mfauz87cgB6ggggBK1i+8NH9slI+etQ6iErWL7w0f2yUj561DJcNdpFvU01Gt1BiQlAsI4V5WBtHiHliG1FXZnTpzqyUIJtvUlpZIxhXF7ohL6rGnXhdTP9s/RGOqxp0d3TdTOP8Ann6I1b5o+2u1FhwLlL6PP3ZeR48z/wBqWi+R/wCcOw+RTOi+otkUfTWlU+p3LISs00HuEaWs7ScvOEZ3dwg+7Dj1WNOvC6mf7Z+iG+aPtrtQ4Fyl9Hn7svIdYR5bt9VH2rynzqYj76rGnXhdTP8AbP0Qoy+o1jp1inqublkBIrt+Wl0v7Z2S6mYfUpPFxgKSfdhvmj7a7UOBcpfR5+7LyLjghK6rGnXhdTP9s/RB1WNOvC6mf7Z+iI3zR9tdqHAmUvo8/dl5BrP+CMl7YKN/vKXh1EU/qlqPY1TtqVlpC5qe+6itUt9SUrOQ23PsOOK4uJKEqUfEDDX1WNOvC6mf7Z+iJ3zR9tdqHAuUvo8/dl5DrBCV1WNOvC6mf7Z+iDqsadeF1M/2z9ERvmj7a7UOBcpfR5+7LyKv5kntha0+2535R6OhY5e5mu77at69tVpytVmUkZeq3M5NSDjqiBMNFbpC0+LBHvxdnVY068LqZ/tn6InfNH212ocC5S+jz92XkOsI99dsrT32QnfmL0ffVY068LqZ/tn6IUrt1Fsicv2yJyWuWnuS8lPTSplwLOy0lUo6hJUcbgVKA92G+aPtrtQ4Fyj9Hn7svIuIcUECSCkEEEHiMEbisEfXTtbTX5/TvnzEPA4oR9dO1tNfn9O+fMQ8DigAiNun8Gqp+ZvfsKiSiNun8Gqp+ZvfsKgCK0l7VVpewcl8giGeFjSXtVWl7ByXyCIZ4AI5qpn35un2y1L5cx0rHNVM+/N0+2WpfLmIJib8EEEQZGfxR7sYjP4o92MQARkdifcjEZHYn3IAxBBBAGU8vkMYjKeXyGMQARG3V+Cla9jpn5FcSURt1fgpWvY6Z+RXEgvvTz8Arf8AYyW+SRE7EFp5+AVv+xkt8kiJ2JMAhK0Y/BGd9sFZ/wB5TEOsJWjH4IzvtgrP+8piAHWCCCAEKye23f3+rfm6ofYQrJ7bd/f6t+bqh9gAhRq/betz2Fqfy0lDdCjV+29bnsLU/lpKAG6CCCAEvVXsbY9skj+0qHNHYjyQmaq9jbHtkkf2lQ5o7EeSAMxhXYmMxhXYmAOfuYI7S9R9sM5+puOgo595gjtL1H2wzn6m46CgAhHuntx2V7H1X/hoeIR7p7cdlex9V/4aAHiCCCAIHUbtfXF7FzXyK4NOO19b3sXK/Ipg1G7X1xexc18iuDTjtfW97FyvyKYAnoIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAISZq279cmnXGNRQy0palNt9A2FbCSThOSrfgbsw7QQBy1W6NdaebMoUi5ee3U1Wk4tE/0KaGw3wrv3Pg87J5TtZzvxF19LOoXrljzCx6UVzcP8vC3vaY78q9HQEAIvSzqF65Y8wselCjqJb97s1GzhNagc8Fy4mkMnoKyngl87zBC9x67cCMHu55IuiEfVT76WL7aGfm0zAHwLZ1Cx2yh5hl/SjPSzqF65Y8wselD0OxEEAIvSzqF65Y8wselCvpNb18v6Z267J6hc6y6qe0W2egjC+DGNw2irJx3YuKE/RPtSWv7GM/swBq9LOoXrljzCx6UHSzqF65Y8wselD1BAHK92Ua60c2VZ0i7eXC1Ry3ZhTNQ6FtJ4JH3fKOCzsqzg7yfxvFF3dLOoXrljzCx6UVten8u6xfaxM/8RHQY4oARelnUL1yx5hY9KFvVK3b6Z0yul2b1C55l0UabU6z0EYRwiQyvKdoKyMjdnki3oVNYu1HePsFO/ILgCHpltX+qmyykakhKSyjA6Asbhsj+1Gz0s6heuWPMLHpQ30b70Sn+gb/AGRG3ACKLZ1Bz2yh5hY9KFPSa374fs0uSeoPOrXROpJ4PoIwrrhOvhSslX4ygVY5M45IubkhK0T/AAEPsvVf94TEAeXSzqF65Y8wselB0s6heuWPMLHpQ9QQBS1s2/ey9TrwZZv/AIOYbYp3DPdBWDwoKHdnrc4TjB8uYb+lnUL1yx5hY9KCz+29fP5vS/k3oeoARelnUL1yx5hY9KE27KBezepllMvX9wsw50Q4F7oKwOCwwna63OFZG7fF2QhXt227B/1l83TAH30s6heuWPMLHpQdLOoXrljzCx6UPUEAUvq/b97y9hzDs7qBz2wJ2RBa6CsIyTOMhJyDyEg45cY5YbulnUEk41KHH3hY9KPrXTtbTX5/TvnzEPA4oARelnUL1yx5hY9KFfTyUqclrXeUvV6r0Vm0yEkVzPOyWNoEbhsJJAwN0XFyRV1u/wAoC9vY6R/ZEc1fjU+n4Muskeoxf+3/APpTLBgggjpKUIWH79tVm7W7acrtLTOLbWogzzQKXErSjgiNrO2Srcnj3GGeI1yiU9dfaramUc9Ny65cdYnGypSVEndx5SN8ALmr1z3HaVuGuUOiyVUl5VSFTjb0wpDikFYTstJAO0vrs7yBEM7qZNr1nlbEl2aRLsFKS8Z151uZWrZ2lJZTscG4RuG5eePdDBqLatbuboemlXa/b6JR0ur4GTbeLq+JJO2CBjfjG8HfHs5aSp2pS8xWqmqqMyU6zPSCHZdCXJZ1tOzuWkAqScknOTv48QBE6t6jydlUl9crwM7VWFSynJNQV1rTzwbCioDCePdnjxC1dOsVQol2XPR00yQmzRJuSl2JZLikzE9zweJsZPXJ4+Ig45ImdQNJ5a6qxVKgmsPSIq0vJsziA0F551d4RspJ4s8R4/FiNa5dHJav1a6JmcrjzUvcrsqucQywA42GOxDaznZzynGe5iAGKb1OsiUqj1Lma1wc6w+uWdZ51eUUvIb4RTeQkgrCN+ATkcWY1bl1Gp8nQJauUQtVWQepr1R4RtKzlpIAbISkFXXLOzxEjB3RCzWjcu7cr1aRXHUKXW11cNlnaAWqVMtsZzkjZ3548xL2dp09bFpt0anXC83My1OZp8pPc7IUppttRWetUCk7Sjk7vJAHppRek/d1gPXHOKoZdSp0JTTZhx5tOwM4XtpSoKyN6SAREJbmq83PWTdM9UKM1L3DbrrrUxTkOkpUA3wjbgPHsKTgk8kPNJtqUpstV+dw03N1danZx1DeylbpRsbQTybogZvTSlvTlYqaHy1VKxQ00eaeSnrChKSkOBGezwcccAL9E1YnJup6fS87K02TYu2kO1F11bhSJYoQlQQCTg52gM+KNyydXKVPWdUrlul6WpMpJ1OZkw60hxxsoZcCNslIONoqTgePdmPahaWNUuqWTOirl7pSpjlOYQqXGJhC0pSVK37iAkcXjiOl9GgzR5Wk9MBdkma+9XHJdyV+5zDy1bSELAIyhCjtAcpAznEAWsw6h5hDzZJQ4kKSSkg4PFuO8e7H3HnLIcblm23XS84lACnCMbR5Tjkj0gAiuOaW7TVY/wBLL/LJix4rjmlu01WP9LL/ACyY5sb/AJep0PwLv0Z/jGF/3IfiRMS1tagGVbUnUkBJQCB0Bl9wx+VCrptb97vTV2iUv/nYt3FMIdPQVlfCLDbWV7zuzu3eKLikv4gz/ok/qhN0l/jd7e2iZ+SZjoWopp8ZmOlnUL1yx5hY9KDpZ1C9cseYWPSh6giTE5X5o6jXVK6l6QtVK8eiD79xbMo8KW01zsvaa6/ZBwvjG49zxxd3SzqF65Y8wselFbc1R22dEfbOf22I6DEAIvSzqF65Y8wselALZ1Bz2yh5hY9KHqDkgDlrTkYsalJUSpQaWFK4to8KvJxyZO/HJmJ/dEDp5+BdN/Ic+WcieiDNBu7kL8oU9UmpDZOeg8rvz/fPwwRXN9NXk9dNVRZEzTpeo9B5baM2kklPDP8A8GT1oV41AjyQA+zc/ISkxLS81NsMPTa+Dlm3HAFvK3nCRxniPFGzujjq3JPUJjWykCrcKzci5k8C7VwtbZOyrfkdknj7E4joQS+suPvnY/xWY+mBCYw36UilSGUk/vxIcv8AnCIYTjuH34qS72NWRTpTn6o2cpvonJhAalnweE4ZOwTk9jtYz4omed9Ze+dj/FZj6YEj7MvsS0s7MzDiWmWUFbjizhKEgZJJ7gAj6pszLTjTE1KPtTEu6UqbdacCkLGeMEbjFW3Yxq2LVq5najZipUSL/DBqWfCyjg1bWyScZxnGYpnQWS1UVUm3rLU9LU9TieGcnN0krfyg9kfyOugRc7S0RoN5zemNLmKZffQ6TWqYLUt0HZd4Mc8ObttRyrymHTpZ1C9cseYWPSjV5mzhhopb4mC2Xtl/hC2CElXPDmcZ34zxZixIkxEXpZ1C9cseYWPShQat+9urNMS/T/8AuvpdaWZjoKxvRzy4NjZzjjyc+OLphFa7fcz7V2fnbkAHSzqF65Y8wselB0s6heuWPMLHpQ9QQBTOqFv3uzRaWqb1B55QqvUxKE9BGE7KzNthK8hX4pwccuMcsRuuFDumUtuluV2701qTVWpVBljSmmASSreVJJPFndy5iw9YvvDR/bJSPnrUQnNJ/gbSPZ+T/WqOXG+ol0F56M/xWh9YaTatsbSv8nKNxn/sLXd/JjHSrbHg5RviLXoxMnslflH9ZjEb9zhsRWLGYj5x9rIfpVtjwco3xFr0YOlW2PByjfEWvRiC1Ird0UqcordEpTMwxMVWWZcdVOBBcCtvabKSg4BwOuzGrrrP1KT0KuipMPP02os0pTqVyz5C2V5HEsYhucNiG/MR84+1jP0q2z4OUb4i16MHSrbHg5RviLXoxU2ot61ijT1CaUw9MUin2sa5OMh8tKqC0cEjgtvBzshZWU8SiU5hx1Ju9+mig0aRlEocuFmaw6+CBLoallOkYBHXnAA37t55IbnDYhvzEfOPtY0dKts+DlG+ItejB0q2x4OUb4i16Mc40qrV6cY0oCZuZnnZ606g9MtvVBbCZhxDaSla1gE7SSSQeSJCka1V6h6d0d2WLdfDNqdGH5ypNrbffUiaSwpBAV/a3KOc4zvzDc4bEN+Yj5x9rL+6VbY8HKN8Ra9GDpVtnwco3xFr0YQaPelTuxNRoEy0xKTktcxpqnZZSglUuy2iYWs5JIyn7mT3VDizGjorK3BT7/qvTC4mpKq0oqfk6nIVd2akFt8KApCW1khtWVDGzuI4uKG5w2Ib8xHzj7WWZ0q2z4OUb4i16MHSrbPg5RviLXoxVip24LX1yVwT89N0S7kvSbLRUVtyM8yCpKgOJKFNlRIHGUkxVlYrdda0PtmearFQXPO6hOSbj6ptYcdZ4R4cEpfGUdand4hDc4bEN+Yj5x9rOpulW2PByjfEGvRg6VbY8HKN8Ra9GKhcuqft3WXU2oVOYZk5KkUOQmUsOPLeYa2iraKEjZ69eEjAxkkb4tbTmq1mt2ZT6rX5GXp9SmW+EelGVEhjO9KFZJ64JIz4zDc4bEN+Yj5x9rNjpVtjwco3xFr0Yr7miaBQ5HSOqzUlRqbKvoclwl1mUQhacupBwQMxbMVxzS3aarH+ll/lkxzYynFYedlyPwLr0bxdeWV8KnN23SHK/aRMSttagGWaKNSQlJQnA6Asbhj8qPXpZ1C9cseYWPSh0kP4kx/o0/qj2jrWo89PjMpfV+373l7DmHZ3UDntgTsiC10FYRkmcZCTkHkJBxy4xyw3dLOoJJxqUOPvCx6UfWuna2mvz+nfPmIeBxRJiIvSzqF65Y8wselGjcFt38ig1Bbuo/CNiVdKkdAmBtDYORnaiyIjbp/Bqqfmb37CoArbTS3b7e04tl2V1D53YXSJRTTPQRhfBpLKcJ2irJwN2eWGHpZ1C9cseYWPSiT0l7VVpewcl8giGeAEXpZ1C9cseYWPSinbbafYfuBicmTNzTdwVBL0xsBvhlh45XsjcnPcEdORzVTPvzdPtlqXy5iCYm/ug3dwwQRBkfXW7I3Hl5Y+d0Z/FHuxiADdH0NnZO48nLHzGR2J9yAMbu4YN0EEAfSdnfuPEeWMbu4ffgTy+QxiADdEddBSLVrGUkjodM5GcZ+5LiRiNur8FK17HTPyK4kFjWRbl+OWXRHGNReBaVTpcob6BsK2RwScDO1viY6WdQvXLHmFj0ondPPwCt/2MlvkkROxJgIotnUL1yx5hY9KFTSu374ftmbXJ6g87NiuVZJR0DYVlYqD4UrO1+MoFWOTOOICLlhK0Y/BGd9sFZ/3lMQB5dLOoXrljzCx6UHSzqF65Y8wselD1BAFJ2nQL2c1MvVlm/uCmG+h/DPdBWDwuWFbPW5wnA3boculnUL1yx5hY9KPiye23f3+rfm6ofYARelnUL1yx5hY9KFqpW9fKdTaEyvULamV0ioKbe6BsdYkOym0nG1vySk55NnxmLfhRq/betz2Fqfy0lAGn0s6heuWPMLHpQdLOoXrljzCx6UPUEAU3qLb97spt7nrUDnjbr8mlv8AeVhOwsqVhW5W/HchpTbOoOB/0lDzDL+lHvqr2Nse2SR/aVDmjsR5IARulnUL1yx5hY9KMG2dQcH/AKSx5hl/Sh7jCuxMAcscxdRrrntJp56i3l0IlhXZpKmDS2n8rAbyraUQRndu8UXd0s6heuWPMLHpRW/MEdpeo+2Gc/U3HQUAIvSzqF65Y8wselCjcNv3ujVO02Xb/wCEmXJKpFl/oKwOCA532hs5wdrI38mPHF0Qj3T247K9j6r/AMNAHz0s6heuWPMLHpQdLOoXrljzCx6UPUEAVZfNuX41ZNdcmNReHZTTZkrb6BsJ208ErIyFbs92Cxbcvx2yaG5L6i8AyqmyxQ30DYVsJ4JOBkq347sOuo3a+uL2LmvkVwacdr63vYuV+RTAEH0s6heuWPMLHpRg2xqFjtljzDL+lD3BAHlJNvNSbLUw/wA8PIbSlx3YCeEUBvVsjcMnfjkj1gggAggggAggggAggggAjQoNZpddp/P9InWpyV4VxnhWjlO22soWnyhSSD5Ij76pNw1iktS1tXU7bM2l9K1zTcg1NFaACCjYdGBkkHPH1vjMVdzMVp31R6IiarV3z/Q5NQqQXRZiissFalTTuHuExwgCj90A4uvwNwEAWdqNdkrZtpz1cmJd2ccYZcWxKM44SYWlCl7IzxDZSpRPElIJPFFdULWp6rUfTaVZp0o3cV8NuPIaUtRYlGmkqUtZ/GVnZCUp3ZJO/dv8+aItvUueYrtYtWcoL1MTbkxKmSmpN5+bJUlwvBjYOAtxOwkbicpHJFWac2Td1Gd0Qva4ZJbUlRmJuRnktyrqXJFlaHCwXkEbQO0pSVKwAOszx5IHROi1/wArqNZCK81K85zLMw7Jz0sF7YZmGjhaQrdtJOQoHA3KGcGGRdeoiFqQur09KkkhQM0gEEcnHFVcyDZ9VtXTSfdrMpMSUzWqzM1NMs+kpcaaXspbCknsVEI2sHeNoA790FT5mDRipVKaqM5a77kzNPLeeUKnMp2lqUVKOAvA3k8UALVfqlMVzctvzaajJmXTZzqS6JhGwDwr24nOM+KL46YKF35p3xpv6Y5Iq+hWmMtzV1HsNq33RQJm2XJ92XM++Sp8OOJCtvb2huSN2cRbnqU9EPBSY86zXpwBbfTBQu/NO+NN/TCXqfWqO9U7I4KqyC9i5mlK2ZlBwOdpgZO/xj34WPUp6IeCkx51mvThYvrmbdH6RP2q1I2w8hFRrrcnNA1GYVttFl5ZTvXu65Cd437oA6CFwULA/fmnfGm/pg6YKF35p3xpv6YqQcynogRnpTmPOs16cHqU9EPBSY86zXpwBbfTBQu/NO+NN/TClozW6OxpTbLTtWkELTTWQUqmUAg48sKPqU9EPBOY86zXpwu6Z8zTo7XdPqFV6lbDzs5NyTbz6xUphO0tQyTgLAHuQBfvTBQu/NO+NN/TB0wULvzTvjTf0xUnqU9EPBSY86zXpwepT0Q8FJjzrNenAC9eNVpiubjsibTUZNUui2ZlKnQ+koSf3RuJzgHeIvzpgoXfmnfGm/pjke5dDdNJLmq7VsGWoLiLfqNCfm5mXM88VLdTwuFbZVtD+DTuBxui3fUp6IeCkx51mvTgC2+mChd+ad8ab+mFfV2uUZ3Si7mmqtT1rXQ5xKUpmUEklheABmEz1KeiHgpMedZr04gdReZm0coun1x1inWw+1OyFKmZmXWalMqCXENKUk4K8HBA3GALwpNeoiKVKJVWKcCGEf8Aam/5o8cbPTBQu/NO+NN/TFO0/mWNEn6fLPOWo+VrZQpRFUmRklIz+PHv6lPRDwUmPOs16cAW30wUM7ujNO+NN/TCbozW6MzY5Q7VqehXRaqHBmkDcZ98g8fchW9Snoh4Jv8AnWa+shZ0x5mnR2t2oZ+o2y+7MdEZ9jaFSmE9Y1NvNoGAvG5KEjx4zAHQPTBQu/NO+NN/TB0wULvzTvjTf0xUnqU9EPBSY86zXpwepT0Q8FJjzrNenADNadZpCNWb2dXVZANrl6ZsqMyjBw29nBzDr0wULvzTvjTf0xz5b3M26Pzmod00Z+2HVSdPYkFSyOiMwCguocK9+3k5KRx8XJiGj1KeiHgpMedZr04AtvpgoXfmnfGm/phHvKs0hzVaxHUVSQU2joltKEyjCf3OnjOd0LnqU9EPBSY86zXpwqXNzN2j8jqDaVIl7XdTKVHn7npBqUySvg2QpG/byME53e7mAOhumChd+ad8ab+mDpgoXfmnfGm/pipPUp6IeCkx51mvTg9Snoh4KTHnWa9OAGfW2t0d7TqZbaq0gtZnqecJmUE4E6wTy9yHTo/QxkGsU7IP9aR9Mc+apczZo/QbLmKnTLZeZmkTUm0FmpTCutcmmm1jBWRvStQ8WYaDzKmiCiT0pvjJ4hVJr04AtvpgoXfmnfGm/piu7TmZeb16vR+VfafaVT5HC21hSTu7oiI9Snoh4KTHnWa9OPjR2zrfsTVm7rbtiSVJ0yXkZRbbSnlukFfXK65ZJO8nljmr8an0/Bl1kj1GL/2//wBKZcMEEEdJSmhX6xTKDSXqtWJxuSkWAC6+5nZQCcZOOLfEab3tRLDry65KNpZeaZdCyUqbW7/BhSSMp2uQkYPJC9zR1LqNa0UuWk0mTenZ6al0tsMNJ2lLVtpOB7gipbltC7JuYuKbYoU7PsTc1QizPPNbEw5zu4guthsYAbbAJyUgk5490AdOQRQs2dZW3KuunGbXPplawVpdVlna4RPOPAg9btbG1jHj2t8RnRe951d7SlCqFwurpFRoS2WFOuc8NsrQhcyMHrjnKyRyj3IA6NjynJliUlHpuZcDbDKC44sjclIGSY58lhqu+ZKUnJu45CnzFSqra5pLanX5bLiTJqUAoEt7G0Bxpyeuh81jaul5yhS1PTPvUl2WnWqmJMELW8qXIYCgk52SsnPJnZzugCw6TUJKq0yWqVOmW5qTmm0usPNnKXEEZCh4jGzHP2n9N1DknbMoc25V6NS5Wg0/g+AlytAmGlnnhl4BQAKk7IyoEYHW74b9RUXvMan06Up07U6fb7tPSpqakmS6EziXwpSHAFAbKmwEgqynBVxGALSgjna6qlqBQ7dnFVGqVPglV2mJlKi246y64y7MqDjC2icJWlJCSUHZUCnG8R7qZ1VXPSkk9P12UoUxUKm3KzjSFPTLCOFSZRTo2gop2QsDayMEbQ4oA6Cj5bWhxAW2tK0HiUk5BinJGSvKqM3rKVt242au2qebp6WHi3JzEstAMupGDgLGzjAwcqVnOYjdP7fu5dQsekTU1c9No7Vq5qAE24gJn0upKUrOc8QO7iKSRAF7wRU2kw1F6bGzcq5wyvQ6Y6JiYUS2JznpXBcCOIDgcdjux44tmACK45pbtNVj/Sy/yyYseK45pbtNVj/Sy/yyY5sb/l6nQ/Au/Rn+MYX/AHIfiQ/SlfoYkmkmsU7IbT/2pvueWFDSutUhmavMu1WQRt3PMqTtTKBkcEzvG+FWX5lfRJyWQ6u1HypSAo/vpM8ZH5cLdgczbo/WJi50T1sOrTIV5+Tl8VGYTsNJbbKU7l796jvO/fHQtRTT4zOg+mChd+ad8ab+mDpgoXfmnfGm/pipPUp6IeCkx51mvTg9Snoh4KTHnWa9OJMRe5qCq0yY1U0WcYqMm6hm5tp1SH0qCBtM7yQdw3csX50wULvzTvjTf0xyPrxobppaeoGl9IodBcl5O4K7zpUkKnnll1rLY2QVKJTuWreMHfFu+pT0Q8FJjzrNenAFt9MFC78074039MHTBQzu6M074039MVJ6lPRDwUmPOs16cHqU9EPBN/zrNfWQAkadkGyaYQQQUOEEco4VcT8Jlt16hWtpnSJis1CWp0mzLlpour3qShakpSkdks4SOIExOWfcVPum3peu0vhec5hTgaLqNlRCFlBOMnGSnPkiDNEvC9Kdsqpew0r8s/DDkeKICTX/ANI9TRhOyaPKH3eGfgCael2H1NKeYadUyvhGitAJbV/OTniPjEesGRCtWtQLWol2Itqs1BNPnHWEPtOPjZZWFFQA2+IHrTx4HjiAbF/DNJkMd+ZD5wiGGF+93gKTTXWihQVV5ApUDkEF9IyDxHcYYPcESD4eabeZWy82hxpxJStCxlKgdxBHKI+5VCGiy02hKG0FKUISAEpGeIAbgII+2ccKgYB64friAOnM/Vmky2kdFZmKpItOpMwFIXMISoful3jBMPnTBQu/NO+NN/THPelPM8aT3fYklctetx6Zqc+5MOTLqahMNhauHcGdlKwBuA4hDT6lPRDwUmPOs16cZGBbfTBQu/NO+NN/TCU1WqR1dJl/orIcF0ssp2+eUYzz05uzmFn1KeiHgpMedZr04Vm+Zs0eOrL9ANsPdD00JubS30Smch0zC0FWdvPYpAxxQB0J0wULvzTvjTf0wdMFC78074039MVJ6lPRDwUmPOs16cHqU9EPBSY86zXpwA06uVuju0KkhqrU9ZTcVJUQJlBwBOtEnj5BERzQ9Vpk5aVIZlKhKTDgr0orYafSo4yrfgGEfUbmatHaNSac/IWw+24/WqdKOE1KYVlp2abbcG9fKlRGeMckeWpehumuntOpVftShOyNQVWJaXLqp550bClEkbK1EfijfHLjPUS6C89Gf4rQ+sdFHslflH9ZjEZPZK/KP6zFeXLqUaRfNTtdNIS+5T6QiqqdXNpaDjal7OwNriVnfv3R1FGiwiAeMA8sa9SkJKpSTklUZRiclXRhxl5AWhY7hB3GIG275oFYtejV52ZFMbq7CXZdidIbd64gYI8pAzxbx3YxWr5tyRlp9MvWKZM1CUZecEqqaSjaLYO0Co7kgEYJO4csATbtJpbrMuy7TpRxuWxwCVNAhrHFs9yCqUum1VptqpyEtOttrDjaX2wsJVgjaGeI7zESLrlDWaTTErky5PS/DunntJ4LKdpCQPxyrCsY5EkxtUS6bbrU2ZSkVyQn3w0XS2w8FK2AooKsdwKBHlgDDlp2w4iXQu3qWpMs2WmAZZOGkHjSnduB7gj0nLat6dOZyh02YIYEv90lkn7kDkI4uxyAccUQl239TKDcdDoiQ3OzVTqaKc4hp0bUqpTanEqUO5hPFx7xDFTaxSqlMPy9PqMrNOy/8MhpwKKN5G/xZSRnugwB8yFDo0hMrmpKlSUs+4VFbjTISpRVjaJI487Kc+QR7Uym0+mMlmnSMtJtElRQw2EDJOScCF6l6i2ZUEzq2a/JoblJ9VPWt1RQlT6RkpTnjO5Q/wDSYk5O6rbnJmXlpSu0996Zb4RltDwKnE7IXkD8khXkOYAkGpCRa2uDlGEbThdOEDesjBV5SCRnxxHKtO11Sjcoq3aUZdt4voaMqnZS4fxwMbleOPKRvO054OmTuOmTAaaDzhbfB2UFWyFeQqGPLujzF20019cgJqQ50bp6p1yZM2kFIS5sHLZ67ZG/ruLO7jgDcm7Zt2cemX5uhU192aCUzC3JdKi6EnKQokb8cmeKN+QkpOQlhLSMqzLMglQbaSEpyeM4iDavCkzVckZCQnafNS8y1MLW+mcSC2WSkEbB3q41ZP4uN/HHnS73ocxTnJ+eqNPkZczxlGFKmkq4U8aDu4itPXBPHgiAGeK45pbtNVj/AEsv8smH2kVKn1enM1GlzjE7JvDLT7K9pCxnG4+UQhc0t2mqx/pZf5ZMc2N/y9TofgXfoz/GML/uQ/Eh/kq/Q0ybINYpwIbT/wBqb7nlj16YKF35p3xpv6YqCW5lbRJ2XbdXaj5UtAUf30meMj8uPT1KeiHgpMedZr046FqKafGYz621ujvadTLbVWkFrM9TzhMygnAnWCeXuQ6dH6GMg1inZB/rSPpjnzVLmbNH6DZcxU6ZbLzM0iak2gs1KYV1rk002sYKyN6VqHizDQeZU0QUSelN8ZPEKpNenEmJbfTBQu/NO+NN/TEfcteoi7cqSEVinFRlHQAJpG/rFeOK09Snoh4KTHnWa9ONOt8y3opJ0WemmbVfDrMs44gmqTJwoJJBxt90QBYelVdorWl1qNuVanoWmiSYUlUygEEMIyDvhk6YKF35p3xpv6YojT/mZNGqvYVvVWftd5ybnKXLTD6xUplO0tbSVKOAvA3k8UTnqU9EPBSY86zXpwBbfTBQu/NO+NN/THPVHcbdqdzPNLS42u5KipC0nIUOHO8HlENXqU9EPBSY86zXpwl2XSpCgStXt+lscBT6ZW5+UlGytSihpDx2RtEknj4zviCYk5BBAPJEGRk9iPdjEfWRsjrRyx8wARkdifcjEfQI2T1o5IA+YIPcggDKeXyGMR9JI37hxGPknxCACI26vwUrPsdM/IriSiPudWza9YUAMpp8yR7jS4kF0WBXaK3YtBQ5V6elQpksCDNIBH3JPjib6YKF35p3xpv6Yo+0OZg0XqNp0ioTVqvqmJmQYddUKnMjaWptJUcBe7JJiV9Snoh4KTHnWa9OJMC2+mChd+ad8ab+mE7R6tUdm051LtWp6FGv1hQBmkcRqMwQePlG+FX1KeiHgnMedZr04WdNeZq0drVvTU5ULYfcebrFSlUkVKYT9zZnXmmxgL5EISM8uMmAOgemChd+ad8ab+mDpgoXfmnfGm/pipPUp6IeCkx51mvTg9Snoh4KTHnWa9OAGOzKzSG9Vr8dXVJBLa+huyozKMK/c6uI5h46YKF35p3xpv6Y55tnmbtH57UG7aRMWu6qUpvOPOqBUpkFHCMqUvft5OSAd/uYhr9Snoh4KTHnWa9OALb6YKF35p3xpv6YVarW6MrVi3nRVqeW00aphSuekYBLsngcfiPvHuQnepT0Q8FJjzrNenC/UOZo0cZ1Co1Gbth8Sc3TJ6YeR0SmMqcaclkoOdvIwHV7uXPigC++mChd+ad8ab+mDpgoXfmnfGm/pipPUp6IeCkx51mvTg9Snoh4KTHnWa9OAGvU+tUd5NtcFVZBezcckpWzMoOBtK38cOCbgoQSP35p3F/Wm/pigL75mvR2kJofOVrvI58rUrKPZqUyraaWo7Sd692cDeN8MaeZT0QIB6VJjzrNenAFudMFC78074039MBuChYP78074039MVJ6lPRDwUmPOs16cYPMp6IAE9Kcx51mvTgCA5hSq0yT0bqDU3UZNhZuCbUEuPpScYb34Ji++mChd+ad8ab+mOR+ZO0M001A00nK3dNBcnJ5qszMqhxM880A2kIKRhCgPxjv44t31KeiHgpMedZr04AtvpgoXfmnfGm/phLuatUder1mOoqsgpCJCqBShMowMiWxk58R96Fj1KeiHgpMedZr04WK5zNuj8nqPbNFYth4SVQlKg7MNmozB2lNBnYOSvIxwiuLu7+KAOgumChd+ad8ab+mDpgoXfmnfGm/pipPUp6IeCkx51mvTg9Snoh4KTHnWa9OAH/UGu0V2wrgbbq9PUtVLmgAJpBJ+4r8cGntdorVhW+25V6elaaXKggzSAR9xT44qq8eZg0Xpto1moytqvpmJWQfeaUanMkJWltSknBXv3gQWbzMGi9StGj1GatV9UxMyDDzqhU5kBS1NpUo4C92STAF49MFC78074039MHTBQu/NO+NN/TFSepT0Q8FJjzrNenB6lPRDwUmPOs16cAXY2tDjaXG1JWhQBSpJyCDygx9Rq0anSlIpEnSpBvgpSSl25dhG0VbLaEhKRk7zgAbzG1ABBBBABBBBABBBBABBBBABBiCCACCCE+Z1OsmXmHZd6slLjSyhY50fOFA4I3I7ogCr7h/l4W97THflXo6Ajl6uXtbDvNoUKvIqZNObtJxhb3O7u5zhXTs7OzniI34xvi7eqpYvfs/E3/QgB0hH1U++li+2hn5tMx6dVSxe/Z+Jv8AoQoaj6jWdO1GzVS9XKxLXE086edXhsoEvMDO9G/eocXdgC4x2IghKGqdi4+/Z+Jv+hGeqpYvfs/E3/QgB0hP0T7Ulr+xjP7MefVTsXv2fib/AKEK2kepFmSGmNuyc1WCh5mntIcTzo8cEDeMhGIAt2CEvqqWL37PxN/0IOqpYvfs/E3/AEIArC9P5d1i+1iZ/wCIjoMcUctXbe1sv82dZteaqRVTpe3Zhl17nd0bKzw+Bs7O0eyHEOWLx6qdi9+z8Tf9CAHSFTWLtR3j7BTvyC41uqpYvfs/E3/Qha1U1Ksyd0wuqTlqwVvv0abbbTzo8NpSmVgDJRjjMAWdRvvRKf6Bv9kRtwhUrVGxm6ZKoVWzlLKAf3G//NH9iNnqqWL37PxN/wBCAHTkhK0T/AQ+y9V/3hMRkap2Kd3Rs/E3/QhS0j1Hs2Rswy8zWNhzopUnMc6vHrVzz6kncjlBB92ALhghL6qli9+z8Tf9CDqqWL37PxN/0IA8bP7b18/m9L+Teh6imrY1Fs5jVC8Z12rkMTMvTg0rnV7rtlt3O7YyOMQ49VSxe/Z+Jv8AoQA6QhXt227B/wBZfN0xs9VSxe/Z+Jv+hCZduolnzGptkzrVXKmJbohwqudXhs7TCQN2xk+5AFzwQl9VSxe/Z+Jv+hB1VLF79n4m/wChAHnrp2tpr8/p3z5iHgcUU3rFqNZ1QsGZlZSrlx1U7IKCedXhuTOMqUd6OQAmHDqp2KMjo2eP+pv+hADpyRV1u/ygL29jpH9kRO9VOxe/Z+Jv+hCnp/WKdXNbryqVLmOeJVyQkglewpGSBg7lAHj8Uc1fjU+n4Muskeoxf+3/APpTLQgggjpKUIN/dMEEAERFOpVv0uu1GpSTErLVOquI58cDn3R9aUnYBBPHsg4AHEIl4q64tPpy474vOfnJGVlEzlFl5KhVYrS69KzARMBbyEDCm1Dhk78gnZ44AsVNXpZYD6apJFovmWDgmE7JdBKS3nPZAggp48giPiTrVJm5qalpWpSrr8o/zvMIS6Npt3ZCtg+PCgceOOdpTS+/XLKkac3bSqLVG5FTU0+1caX25iYl5VpthS2lAtFl/YKHG9nPWpUVHlfrhtm7XnbwYk7flX2Z646RVpJ3og21w7bIlQ+gjGUFPOxxnstvcN28Cy2KvKOzTrSHE8EhCCJnhUFpalFQ2AQrO0NnJyAOuGCd+PtdXpbcmicXU5JEs67wKHjMJCFubWzsBWcFWQRjjzuimNUtNa5UKZdtFtK2abK0ydkaQzT2W5ttltamJ12Yf6zHWZDp3njI8cV/etl3NRjOIqlmVq5ZqduCvzVMl6PVkcJL0+bZQ0V8GW1jGXCocRQvZ/nQB0ZXxb9wtz8hc1K/eulLZmxOTrraZVZA2w4hSXNoBGN5WEjuZG+Num3XRJqhrrLs63T5JE89IFydcSyOFafUwRkqx1y0HZ35ORuycRQMrp3fFTqFUu+hyj7FPnpy2KpJUyaqX3WeYlGQHpZ9a96CCUqJWDtFHFvhjXptd849SHXJCVk5ekVO49mRE4haJlmebfVLvbsBJStaW9ggkbRVkAYgC+N/FvjG/uwuaYUSoW5p3QKFVp5yfn5CntMTD61bRWsJ378nIHYg54kiGOACCCCACK45pbtNVj/Sy/yyYseK45pbtNVj/Sy/yyY5sb/l6nQ/Au/Rn+MYX/ch+JFoSX8QZ/0Sf1Qm6S/xu9vbRM/JMwSuqNjIlG0Gt7w2kH9xv9z8iFTTTUWzpKau4zNXKOeLjmHm/wByvHaQW2gDuR4jHQtRTT4zLkghL6qli9+z8Tf9CDqqWL37PxN/0IkxKw5qjts6I+2c/tsR0GI5a5pG9rZq2pmj83IVIvMU+4uGmlc7up4NG00c4KQT2J4sxePVTsXv2fib/oQA6RhY2kFOSMjGRxiEzqqWL37PxN/0IBqnYp3dGz8Tf9CAODro0VuKt0SXuOh1ZdVcdS4oyU25suIAcWNltR60jdnB2eMw6aR6bVRen9PM/dd60GaCnkuSEvOcC2yQ6sbkFORnj8ecxZmnJ27GpTiclK2lqSccYLqyP8DE/viDJIr/AKmcx65F++dB6MQ0tp4+q+J6T6f72BRTJd3hxURwitp10bJOz2I2cgd0mLZwe5C/KIV1Sakdk46Dyo//AIz8CRf6mcx65F++dB6MVHqhpHddX1FZkKNM1itS4kWi7UqvMbSWiVL6zhMDIGM7IBO+OnMQb4EWKit/T5+xLVkpd+46hU1OVen5YKtmVaPPKN7aDkg+PI8kW7C/fqFKpUhhJP78SHzhEMJBHGDAkxH0z/DI/KH64+Y+2QeFRuPZD9cQCw+Z17TlD/8AyPnLsWBFLaHag2lR9L6VTajVSzNMKmEuN86vK2Tzw5yhBB9ww69VSxe/Z+Jv+hGRgOkIrXb7mfauz87cj26qli9+z8Tf9CE5rUWzurTMVHouedjbjTIXzq92YmnDjGxniIgC5YIS+qpYvfs/E3/Qg6qli9+z8Tf9CAMaxfeGj+2SkfPWohOaT/A2kez8n+tUR2qeo9mztFpbctWNtTdfpbqhzq8MJRONqUd6OQAmNDXG8LfuW0ZWVoFTZmJ2VqTE2GnWHmwtKCrIyUY5R/jHPi4uVGSS5C59HqsKWU6M6kkkpaW9CXSy4T2Svyj+sxU2oWjUpfF7VirVqcbFOqNGapqW2toPsrbc2w6lXF4scWIgTrVdGSel+ibzn+NPejGU603QpQSLfoeScD91PejEb6j7L91+RKyFW+dp/aw/MSo0nrU3UKBPXDVKTXVyNKNIn2php1DcwyHUuNupCMYcBQMg9acDihXpun1xz05cNFXastTZSpy1Up8rUTOOkSbMy4tza4Epx1ygknClHO/cMx8sc0NXJmRbmZO3aRNqcKgGGJh1bydkkHKAMjijZlNaLzVMOTD1Fogl1oTwcupbyFNHfkqVgkk9zkxGCx1OTsk3bmZ0z9F8ZSgqlSdOKkrq9SGno06fAZZfR+YbrcpOqrSOBRN0yefSlKtrhZOXUyEo5AhXWk539l3Y+tKdJqhZlyUqqP1aSmkSNMnZFSGmlJU4ZibMxtbxybkwqMa6XXOToMrQqKJVokLXwrqkP5G7YWByHjj3TrrcaqiuQFv0bhkMpeP7oexslRSN+zx5BiY4yEldJ26H5GFf0bxVCWZUqU1LY6kE106dmkZZzSeouXeKmzWJXnHppFxbLiFl7aMtwC2sjdjcCD7kS+jenRsSUUxMqkJx9lsyzFQbDgmHpfhVOJS6FHZBSVnsdxyTCX1aro8H6J8ae9GDq1XR4P0T4096MZb6j7MvdfkaeAq3ztP7WH5iaGklQ4NiXXVpJxhm913OkLaUSpC9slkjizlZ38W4RsTWmNXe1VkrvTVKW3JSFQXMy0o1LFshtUpwGydkYKgcHa5RgbsQqz+utxSTCXn7fo2wp1tobMw8euWsIT+L3SI2OrVdHg/RPjT3ow31H2X7r8ieAq3ztP7Wn+Y+ra0JmqbKS8pPVGl1CWboa6U40UOt7e1OmZ4QKTvSocQI3hQBj2q2h9UqTDzMxdqnFKt5VIbmHElbwUJvnhtSlYG2BhKDneoZJ3mNfq1XR4P0T4096Mak/rbeLRbfZt+juNIJ4Vhtbzi3c7hsnAxg74h4uKV3GXuvyMqfo/XqSUVVp3f/AMsPzco3XLpjUrnqVPnqpPUuRWikVCnzgp7Kk7a5pCUl1JIG8bOTnec+KIxWjM+tcvNOVqUMy3VqVPLRway0W5FkNpSMjO0veSeIbhyQsUbmha/W0z7Mjb9LYdlSG1KddeGFKB2VDdhQ3R7I1xvWRlWGpq26bVHzuU7Kh4Z8ZSBgfqjHftO2dZ222Zu/ZfF7o6TqU89O2bukL37f7lt6RWnMWTYkrbk1OMzjku/Mu8M0kpSQ6+t3GD3NvHuRCc0t2mqx/pZf5ZMI8rrxXZjYSijW8HlgkMmec4UY4wUYyDEDqTqZXLqt4WpOUqkyaam8lKXm3nlbBbPCHOU8WExpr4mNahJU03dO2hljkvIdfJmVaE8XOEMycW71IXSTTei9zqeQ/iTH+jT+qPaEeW1QsZqXbbVXMlKAk4k3+QfkR6dVSxe/Z+Jv+hFitR42TvJnnrp2tpr8/p3z5iHgcUU3rFqNZ1QsGZlZSrlx1U7IKCedXhuTOMqUd6OQAmHDqp2KMjo2eP8Aqb/oRJiOkRt0/g1VPzN79hULvVUsXv2fib/oRoXDqfZD9AqLLdaJWuVdSkc6P7yUH+xAE5pL2qrS9g5L5BEM8VVplqVZcnpvbEpM1goeYo8o24nnR47KkspBGQjHGIYeqpYvfs/E3/QgB0jmqmffm6fbLUvlzFw9VOxe/Z+Jv+hFMW5NMz8xcNQlFlyWmbhqDrS9kjaSXjg4O8e7EExJWCCAAniEQZGfxR7sYj6KVbI3Hl5I+YAIyOxPuRiPoJVsnceTkgD5ggwe5BAGU8vkMYj6Sk79x4jHyQRxgwARG3V+Cla9jpn5FcSUR10JUq1ayEgkmnTIHwS4kF9aefgFb/sZLfJIidisrG1MsqWsqhy71ZKXG6bLJUOdHzghpOfxImeqpYvfs/E3/QiTAdIStGPwRnfbBWf95TEZ6qdi9+z8Tf8AQhS0n1Hs2RtebZmazsrVXKs6Bzo+etXUH1JO5HKkg+73YAuGCEvqqWL37PxN/wBCDqqWL37PxN/0IA1rJ7bd/f6t+bqh9imLR1Es+X1Nvaddq5SxM9D+CVzq8drZYUDu2Mj3Yc+qpYvfs/E3/QgB0hRq/betz2Fqfy0lHj1VLF79n4m/6ELFT1IsxeqFBnU1n7g1SKi2tXOj+5SnZQpGNjlCVe95MgW3BCX1VLF79n4m/wChB1VLF79n4m/6EAGqvY2x7ZJH9pUOaOxHkiodR9RrOnU27ztWCvgbgk3V/uV4YSFKyd6Iak6p2KEgdGzxf1N/0IAdYwrsTCZ1VLF79n4m/wChGDqnYuCOjZ+Jv+hAFZcwR2l6j7YZz9TcdBRy3zFV72zb+ks9JVeomWmFV2adCOd3VZSQ3g5SkjkMXh1VLF79n4m/6EAOkI909uOyvY+q/wDDR6dVSxe/Z+Jv+hCfcWotnP6q2lOt1cliXkakl1fOr3WlYl9ndsZOdk+9AFyQQl9VSxe/Z+Jv+hB1VLF79n4m/wChAEtqN2vri9i5r5FcGnHa+t72LlfkUwn33qZZU1ZFdlmKyVOu02ZQhPOj4yS0oDjRBYmpllStkUKWfrJS61TZZC086PnBDSQeJEAWdBCX1VLF79n4m/6EHVUsXGejZ+Jv+hADpBHlKTDU1KMzTC9tl5CXG1YIykjIODv4o9YAIIIIAIIIIAIIIIAIIIIAIIIIAIMeX34IIAoC4SfV328Mn8DHeX++ei/8eX345/uH+Xhb3tMd+VejoCADHl9+EfVPdVLFwT+FDXL/AJtMw8Qj6qffSxfbQz82mYAdwNw4/fjOPL78A7EQQBjHl9+FDRTJ0ltckk/vYzy/2YcIT9E+1Ja/sYz+zADhjy+/Bjy+/BBAHPl6fy7rF3n8GJnl/OI6CA8vvxz7en8u6xfaxM/8RHQY4oAMeX34VNYt2kd4bz94p3l/uFw1wqaxdqO8fYKd+QXADBR99JlCSSeARy/2RG3jy+/GpRvvRKf6Bv8AZEbcAYx5ffhL0VybEJJJ/feq8v8A+oTEOvJCVon+Ah9l6r/vCYgB1x5ffgx5ffgggBGtDJ1dvkEn+L0vl/u3oeceX34RbP7b18/m9L+Teh6gAx5ffhCvXI1asEAn/vLl/wA3TD7CFe3bbsH/AFl83TAD7jy+/Bjy+/BBACPrnu03miCf4/TuX/PmIdwPL78JGuna2mvz+nfPmIeBxQAY8vvxWVzWHdhvqqXVbF3StJ5/l2mnmnaeHzhtOBvUfFni5Ys2POY/i7n5J/VGurSjVSUuTq8DtwOUK2BlKVK3ylZppSTV09Uk1rSKdsun6sXLZ9HuJvUKny6KnIsziWVUZpRbDiArZJ5cZxmJbpU1b9cmneY24n9De0xZfsDJfIIhxjVvWO2XvPzO7h6v83S+yp/lKvNqatgE9UmneY24g7Uk9V7gNWDWoUlL9DKo/T1ZorR4Qt7PXcW4Ha4v8YutXYnyQiaO9lePtqnv/hDesdr95+ZDy7Xf/t0/sqf5SL6VNW/XJp3mNuDpU1b9cmneY24tCCG9Y7Ze8/Mnh6v83S+yp/lKXlJDVeYvOpW2NQaelcjISs6XugzWFh9b6AnHJjgCc8u0O5Ex0qat+uTTvMbcTdG7d9ze16lfLz8OsN6x2y95+Y4er/N0/sqf5SrhaergJPVLp5B5OgbW6Ea85zXO2qtJSL1cl6gzPLWlhdNpzLrqthBWr7kpKTkJBPH7sdFQl3n2xbF/Op35o5GE8GpLROS/qZvw3pHOlK9TD0prY6cF3pL9chWlv166q5NiSY1ipsnPg4XJz9ARLPhX83ZXjJ/JJhv6VNWvXJp3mRuHm5LYt+45fgK5R5KoIxgF5oFSfyVcafcMJ/U3qlD6+xbyqdJQnsZCdPPkp5AF9cgeMExq3vUhrvLok0+xv4lisr4TEerUKUtk6NOUfejC69zpYv3lIar25bk1WXNQZCYSwWxwaaM0kq2nEo4/FtZ9yJfpU1a341Jp3mNuILVCv33J2NUKfdlqsOsKLP760mY22RsvIOVNK69OQPHvIEWPal+2lci+BpNblnJkEhUq6S0+k53gtrwrd5IyhGjJ5udJPY5ST8TVXrZSowdVUaUoL/VGlSlHrai7dDs+YVelPVv1yad5jbj5ctbVpDalnUmndaCfvG3FpR5zX8Vd/IP6jG7esdsvefmVnD1f5un9lT/KVBadK1Yr9rUqut6h09hFRkmZtLRorSigOICtknlxnGYLn011Guaiu0atahSD8i+pBcQmjoQTsqChvSQeMQ9aQdqe0fYST+RRDTESwdOSs27fWfmZ0vSPF0ZqpThTUk7pqlTTTXKvknm03wbCW9onZSBnPHgQlaTb5u9ck/hRM8v90zDwrsT5IR9Jf43e3tomfkmY6ihbuPOPL78GPL78EEAc+c1R22NEd5/Cfu/22I6CA8vvxz7zVHbZ0R9s5/bYjoMQAY8vvxjHl9+MwckAct6efgXTfyHPlnInogdPPwLpv5DnyzkT0QZoIXpTtlVL2Glfl34YYXpTtlVL2Glfl34AYYIIIgC7f/3pkPZmQ+cIhihdv/70yHszIfOEQxRICPpn+GR+UP1x8x9M/wAMj8ofriAWHzOu/R2h8f8A2jl/zl2LBx5ffiv+Z17TlD//ACPnLsWBGRgGPL78IzWer1MjJx0sM8v+duQ8witdvuZ9q7PztyAHrHl9+DHl9+CCAErWHIoNHwSP8pKRy/581Dpgf/2Yr7Xmq0+k2tTJqoTTbLbVdpr5BOVFDc22tZSkb1YSCd3cjVFavy+estuSVadDX/3nUGtqbeT3WmeJIPIpXlEaZ14weatL2L9aOsssJkutiIbq7Qp+1LQurlk+aKb5hpvO9LdtNlBq89szDu5iTZBcmHzxAIbG8792eLxwrBGod8KBdU9Y9AUR1iFBVTfT41cTHudcPHDDZlgW/bDy55hp2eqzu9+pzy+GmXDy9eexHiTiGo8Xuj9cYbnUqesdlsXxflbrOnfmEwWjCRz5+3NfhhpS6ZZz5UosrXmcKNTJHTOn1CWkmUTs3wpmZnZHCvEPLSCpXGdyRu4o8rjq9Q1ArkzZ1rTTktRJVfB12rtK7LuyzCuVR/GVyD3imac1KtXTY9MsG13XpFtlL3R2rAEGVQp937g3n/rVDl5AfLi8bYoVMtyhy1Go8qiWk5ZOyhA/xJPKSd5PKYwSVT93DRBa7cvMvi+o6XUlgv8AF4p5+Ilpipac1ck5X5fYi/rPRZP1odJp9EpEtSqXLIlZOWQG2mkcSQP1nlJO8k5hUle3zURk46WJTl/zqYh4hHlu31UfavKfOpiOtJJWR52c5VJOcndvWx4x5ffgx5ffggiTES9ZSU2jJbJI/wAoKNxH/wDUpeHTHl9+ErWf8EZL2wUb/eUvDqIAMeX34MeX34IIA5R0TfvNjUDVWtW050QbpN0zDMxRldaJqXLrpw2eRxGDs+Ikb+I9J2Zc9IuyioqlImCtskodaX1rjDg40LT+Kodz3RkRSvMk9sLWn23O/KPRYV6WhVKfXF3tYZbYrWBz/T1HZYqiByK5Eudxfd4+7HLKEqLzoK65V8V5fHXe0q9LKUFRxUs2otEZvl2Rnzcilyan8mzjOXXYVq3K6Jip0psTqTludl1FmYQeQhxGD7+RFa3XQ7zta9bOFKr7t0JE5NGQk6soJcSoSrm2FPjerKNrGRuOOTMWhYd3Uy7qUqbkg5LzLCuCnZJ8bL8q6ONC08Y4jg8vvxEX12ytPfZCd+YvRO5Uqvy4aL8q0f8AnrNbx+OwTeFxCzlHRmTV0ui+mPTFrpNWQ1UpUtNIkLxptQtGeUcJFQTmXWf7D6esI8ZxD7KzEvNS6JiVfbfZWMocbWFJUO6CNxj5npKUn5RcpPSrE1LuDC2nmwtCh4wdxhDmtLJOQmFztj1qo2nNqO0USq+FlFn+0wvrT7mIfvqf8y7H5PuJtkzFbaMuuUPzxXvm3rnu03miCf4/TuX/AD5iHcDy+/FH6q1XUCm2S/T7rokjUJLnuTX0XpbhASETTSwFsq67aVs4GzuyQOWLOtG+LWugFFGrEu9MJztyyyW30HlBbVhQx5IzhiISebqex6P11GjEZIxNGDqpZ8Pai85ddtXRKz5hjx5ffiNujdbVTIJ/ib3L/YVElEbdP4NVT8ze/YVG4rCK0lH/AEV2lx/eOS5f7hEM+PL78LGkvaqtL2DkvkEQzwBjHl9+Oa6Z9+bp9stS+XMdKxzVTPvzdPtlqXy5iCYm/BBBEGRk9iPdjEZ/FHuxiACMjsT7kYjI7E+5AGIIIIAynl8hjEZTy+QxiACI26vwUrPsdM/IriSiNur8FK17HTPyK4kF96e77Ct/JP3sluX+6RE7jy+/EFp5+AVv+xkt8kiJ2JMAx5ffhL0aJVaU7tKJ/wAoKzxn/wDUpmHSErRj8EZ32wVn/eUxADrjy+/Bjy+/BBACFZOTq1fwJP8A3by/5uqH3Hl9+EKye23f3+rfm6ofYAMeX34UqsSNXbcAJx0FqfL/AH0lDbCjV+29bnsLU/lpKAG7Hl9+DHl9+CCAEvVTIRbGCfwkkeX+0qHNI60cfF3YTNVextj2ySP7Soc0diPJAGceX34wodaeP34zGFdiYA5+5gntL1Hj/CGc/U3HQWPL78c+8wR2l6j7YZz9TcdBQAY8vvwj3Tu1jsoAn731Xl/NoeIR7p7cdlex9V/4aAHjHl9+DHl9+CCAIDUXdp/cWCfvXNcv9yuDTnfp/b2SfvXK8v8AcpjOo3a+uL2LmvkVwacdr63vYuV+RTAE9jy+/Bjy+/BBABBBBABBBBABBBBABBBBABBBBABBBBABCbMzGqAmXRLUmzlMBauCLlUmQopycEgMEA4xkAmHKCAOXK49fPqz6Et2m22KyLScDbSZ98yxa4V3eV8FtBWc7gnGMb4u3njVfvPZXnaa+zxWtw/y8Le9pjvyr0dAQAk88ar957K87TX2eFDUZ/UnojZvPtKtJKhcTRlw1U5hQU5zvMYCssDCcbW8ZOcbouWEfVT76WL7aGfm0zAGRMar4+89ledpr7PGeeNV+89ledpr7PDsOxEEAJImNV+89ledpr7PCtpJMaljTK3RIUm0FSop7XBKeqcylZTjcVAMEA+QmLfhP0T7Ulr+xjP7MAePPGq/eeyvO019ng541X7z2V52mvs8O0EAcs3a9fJ5s2zVv063E1oW7MBhpE+8ZZTf3fJUstbQV2W4JI4t/HF4c8ar957K87TX2eKyvT+XdYvtYmf+IjoMcUAJPPGq/eeyvO019nhb1Tf1MOmF1CepNoJlTRpsPKZqcypwI4Fe0UgsAE4zgEgZ5YtqFTWLtR3j7BTvyC4Ai6XMaqdDJXg6PZexwKMZqs1nGyP7iNnnjVfvPZXnaa+zw10b70Sn+gb/AGRG3ACSJjVblo9ledpr7PClpJMalCzDzhSbRUz0UqW96pzKVbfPr+2MBg7trIBzvGCcHdFx8kJWif4CH2Xqv+8JiAMc8ar957K87TX2eDnjVfvPZXnaa+zw7QQBTNsTGpHVQvEsUm0jNFinc8JXU5gNgbDuzskMZPLnIGN3HDhzxqv3nsrztNfZ487P7b18/m9L+Teh6gBJ541X7z2V52mvs8Jl2TGo/VNskzFJtMTQ6Ic7hFTmC2r7gna2iWMjdxYBz4uOLphCvbtt2D/rL5umAPfnjVfvPZXnaa+zwc8ar957K87TX2eHaCAKa1if1JNgzAqNKtJEtz7I5LFTmFL2ufGdncWQMbWM7+LPHxQ388arb8UeysZ77TX2ePnXTtbTX5/TvnzEPA4oASeeNV+89ledpr7PHw7MarcCvao9lY2Tn99prufm8PMecx/F3PyT+qAKj0fmNSxpNaQp9JtBUoKLKBhT1TmUuKRwKdkqAYICsYyASMw1c8ar957K87TX2ePXQ3tMWX7AyXyCIcYASDMarYP7z2V52mvs8J2lsxqODdXOFJtNX+Us6XuGqcwnDnWZCcMHKe4Tg+IRc6uxPkhE0d7K8fbVPf8AwgD2541X7z2V52mvs8HPGq/eeyvO019nh2ggCnKVMaldV64Sik2hz50DpgdSanM8GEcNO7BB4DJUTt5BAAATgnJw288ar957K87TX2eM0bt33N7XqV8vPw6wAk88ar957K87TX2eFS65jUrp6s3h6TaImBMzfO4RU5koJ51XtbRLGRuzjAO/uccXDCXefbFsX86nfmjkAfPPGq/eeyvO019ng541X7z2V52mvs8O0EAU7q5MalHT+o9EKTaKZfaY2lMVOZUsfd28YBYA48csbl1Wldl0A9G7K0+m1jsXjU5pDyfI4mXCh78MWt3a0qn5Uv8AOG4c08XuxjKEZq0ldG6hiKuHmqlGTjJcqbT7UUpQ7O1poU9tUe4aIinAbpCeqD88hPcCVKZSoDxZj0ujULVO318FVdPqfzpsEOVBibeeYG7jIbQpSR5YuiPOa/izp/sH9RjTvfN9XJrvXY/hYsuF1W0YulGpz8WXvR1vnkpFMaO3NeVQsOhU6hiw5tUlTZdhTKqzMB9Gw2lOFoDJ2Vbt+MjPESIdeeNV+89ledpr7PEFZOnloXJpdaU1UaOyme6CyahOyxLEwFcCnftowSfLmNvpW1CtzrrXvBFZlE9jI19vbVjuB9GFZ8oxEbpVhxo36PJ+bJ3pgMT6itmPZNaOqcbp9cYokTMarYP7z2V52mvs8KGmkxqQJq7ucaTaSibjmC/w1TmE4c4NrIThg5TjG84PHuET/VOmKN9yvu06rb+NxnWk89yfl4RvenPcIj70SqdPqZu+ap84xMsv3HMPNqbWDtILbOFd3Bwd/ijZCvTm7J6dmp9hzYrJWLwsc+pD5PtKzi+iSuu83ueNV+89ledpr7PBzxqv3nsrztNfZ4doI2lecs80g9fKtTNIDV6dbjUym4syKZWffWhbm01ucKmklKc7O9IUePdF4c8ar957K87TX2eKy5qjts6I+2c/tsR0GIASeeNV+89ledpr7PAJjVblo9ledpr7PDtByQBy1pzvselFYwvgl7YByArhV5x4s5x4oYOt/tRAaefgXTfyHPlnInogzRnrf7UL0psdUipdlnoPK9z+mfhghelO2VUvYaV+XfgBi63+1B1v9qMQRAF+/djoVIbW3joxIcWP6wiGHrf7ULl//emQ9mZD5wiGKJBnrf7UfTOzwqOy7Ifrj4j6Z/hkflD9cQCZ0Pf1DTphSk0al2q7IBUxwK5uozDbqk88OdklLKgD5CYdeeNV+89ledpr7PGrzOvacof/AOR85diwIyMBJ541X7z2V52mvs8J7UxqR1aJg9CbS5+6XWgU9E5jguD55cwdrgM7Wc7sYxy8kXFNTDErLuTE0+2wy2naW44sJSkd0k7gIpKYvKer+sM29pvKytZeNDbk1zcystSrBEwtRcO7Lid+z1vGc8eI1VK0KevXs5TtweTq+Lu6a+StcnoiulvQujW+S431muajUenu1CqythSUo0MrderMyhI8WSxx+LjhZoF8aqXmxMtW5btEkZXiZrbzzxl1+NtDjaVK8R2SO7DPRtNGJioN1q+ak7dNVQdptMwnZlJc9xpkdb7qs544sBKUpSEpAAAwABxCNdqtXX8ld/bydXad26YDA+rW7T2tNQXRHXLplZbYs5uuSyL3ojNNrdclrerdbXXKajolM1aZW4FGbbCUJRwIS22TuOMkJJ49wi3OeNVu89ledpr7PGdYvvDR/bJSPnrUOojdTpxpq0VYrcVjK+Lnn1pOT8FsS1JcyshJ541X7z2V52mvs8JlbujU24axULFoktbktPIZHPtTkZ99xuRz+IVKaGHFDcNkKI37gRkM1+XTVKjWzYlkLSa04kGoT+Mt0tk/jHuukdin3YZrKtel2lQW6VTG1YCtt55w5dmHT2Ti1cqj/wAhujRKTrNwhqWt/BfF8nTqtKFGGTqUcTXV6ktMIvunJbPZi+NrfydEqu0J6okvpbSU0qj2ephQdKnXqjMNuurDq0lawlgjaOzx5PEPIHjnjVfvPZXnaa+zx48z/wBqWi+R/wCcOw+R0xioqy1FNVqzrTdSo7yelt62xJ541X7z2V52mvs8KEu/qR1Z58ilWlz90uywUk1OY4IN88v4IVwGdrO1kYxjG/ki5YR5bt9VH2rynzqYiTWfXPGq/eeyvO019ng541X7z2V52mvs8O0EAU5qtMalG2JQT1JtBLXRyk7JaqcypW3z+xsAgsDrSrZBPGBkgE4ENvPGq/eeyvO019njOs/4IyXtgo3+8peHUQAk88ar957K87TX2eDnjVfvPZXnaa+zw7QQByvzMb18pvnVw0enW24+q6HTOian320Id23chspaUVJznerZPFui8ueNV+89k+dpr7PFYcyT2wtafbc78o9HQsAU7cFqamzNysXXSZK0qTWWE7L7ktUZhYnmgP4J1CmUpVxDCiQR3dwwtJvi9Lpv61GU0W3ZCsU+pzjS6fM1B9LrSudHd7g4I4SU5IUnaBOBu3mOh4qbWahTM1fllztuvsUy4nZmZaany3nKW5ZxwNr7qCU4PHgKOI5p05U250+tbedc/j3l1h8XSxdJYbGO1tEJ+z/LLlcO+OtXV02PnjVfvPZXnaa+zwc8ar957K87TX2ePbT+9U111+i1mU6EXNIgCdp6zxj+laP47Z4wRnGd/IS4Rup1I1I50SuxWEq4Sq6VVWa7GuRp6mnrTWhoprWF/Uk2FMdEaVaSJfn2RypipzCl7XPjOzuLIGNrGd+4ZxnijbuuzbruhfC1ezrDdmEnKJpqrTbT6DyEOJlwrd70MWuna2mvz+nfPmIeBxRM4RmrSV0YYfE1sNPdKM3GW1Np9xTltULW+2y4UVWgVmQRvakZyddedA/mh8tIOe4VZEQ1f1VveXbn6Tctq0e2lOsuNsrqE5McG9lB7BxDKkE+LI8sX5EVeDDL9q1Rp9pt1syjuUrSFA9YeQxo3CUPVytzPSvPvLPhOjiNGMpKT9qPyJdyzX1xu9pXemE3qUrTe2hT6ZZrsqilSqGlOVWYC8BpIAUEsEBW7eATg5hj541X7z2V52mvs8KWn+msuqwLcrdrV2qWzVpqkSjz7ks7wjD7imUkqcZXlKsnfuxE30x6i2v1tzW01cUgjjqFD/hgO6uXVvJ/JOIbvKHrI251pXn3E8F0cRpwdZSfsy+RLvea+qV3sJLnjVfvPZXnaa+zxTNtmaVMXAqoNtNzpuGoc8IYWVtJc4Y5CFEAlPcJAPii97Svy1boJbpFXYXNJOFyjuWn0HlBbVhW7xZEUfTPvzdPtlqXy5jdGcZq8XdFbWw1bDVHTrQcZLkas+8kOt/tQdb/AGoxBEmo+js7I7LljHW/2oPxR7sYgDPW/wBqMjZ2T2XJHzGR2J9yADrf7UHW/wBqMQQB9J2d/ZcUY63+1Anl8hjEAZ63+1EbdOx0rVnO1jodM5xj+iXEjEbdX4KVr2OmfkVxILJsaY1Q6SqHzrSLOLHQ2W4MuVWZCingk4yAwQDEzzxqv3nsrztNfZ4mdPPwCt/2MlvkkROxJgJImNV+89ledpr7PClpRMalC2JsSNJtBTXRyrbRdqcylW3z+/tgAMHrQraAPGRgkA5EXHCVox+CM77YKz/vKYgDHPGq/eeyvO019ng541X7z2V52mvs8O0EAUtaUxqP1Tb2MvSbTM0eh/PAXU5gNp+4K2dkhjJ3ceQMePjhz541X7z2V52mvs8eFk9tu/v9W/N1Q+wAk88ar957K87TX2eFmpzGpnVPoJcpNoc99CKiGgKnM7BRwsptEngMg52MDBzlWSMDNuQo1ftvW57C1P5aSgDX541X7z2V52mvs8HPGq/eeyvO019nh2ggCntR5jUnZt3n2k2in/KCT4LganMKy5tK2QrLAwnukZPiMNSZjVbA/eeyvO019nj71V7G2PbJI/tKhzR2I8kAJXPGq/eeyvO019njBmNVsH957K87TX2eHeMK7EwBy1zFb18o0lnhb1Ptx+U6OzRUqfn3mnNvDeQAhpQ2eLfnPHui8OeNV+89ledpr7PFZ8wR2l6j7YZz9TcdBQAk88ar957K87TX2eFC4n9SOqpaRfpVpCbEjUud0oqcwWynEvt7RLGQexxgHOTxRcsI909uOyvY+q/8NAH1zxqv3nsrztNfZ4OeNV+89ledpr7PDtBAFX31Man9JFd57pFnBjobM8IW6pMlQTwSskAsAE48YgsSY1P6SKFzpSLOLHQ2W4MuVSZCingk4JAYIBx3CYctRu19cXsXNfIrg047X1vexcr8imAIfnjVfvPZXnaa+zxjnjVfH3nsnztNfZ4d4IA8pMzBlGTNpaTMFtPCpaUVIC8bwkkAkZ4iQI9YIIAIIIIAIIIIAIIIIAIIIIAIIIIAIM+X3oITZnTK0piZdmHWawXHVqWvZrs8kZJycAPYA38Q3QBWVwg+rvt7cfwMd5P716L/AM+X3o5crlkW+1zaFCoSG6kJF20nH1A1aaLm3wjo3OlzbAwB1oVjxRdvUss7+grX6QT/ANdADtny+9CPqpvqli4B/Chr5tMx9dSyzv6CtfpBP/XQoaj6dWtJ1GzUy7VXAmLiaZc2q3Or60y8wd206dk5SN4wfHvMAXIDuHH70Zz5fehJGllnYH3CtfpBP/XQdSyzv6CtfpBP/XQA7Z8vvQn6KbtJbXyD97GeT+zHj1LLO/oK1+kE/wDXQraRab2rPaY27OTLVXLz1PaWsork6hOSN+EpdAHkAxAFv58vvQZ8vvQk9Syzv6CtfpBP/XQdSyzv6CtfpBP/AF0AVlen8u6xfaxM/wDER0ED5fejlq7bJt9jmzbNoLbdREhMW7MOuJNVmlOFQ4fidLnCJHWjcFAeLeYvDqWWd/QVr9IJ/wCugB2z5fehU1i36R3jx/eKd5P7hcanUss7+grX6QT/ANdC3qpptaklphdU5Ls1cPMUabcbK65OrTtJZWRlKnSCMjiIIMAWfR91JlAQf4BHJ/ZEbefL70IFK0vtBdLlVqZrJJZQT+/88PxR/fRs9Syzv6CtfpBP/XQA658vvQl6KbrEOQR++9V5P/1CYjHUts4bwzWv0gn/AK6FLSLTi1Z6yy/MtVcudE6k31lcnUDCJ19KdyXQM4A38Z4zkkmALjz5fegz5fehJ6llnf0Fa/SCf+ug6llnf0Fa/SCf+ugDztDdq9fOQf4vS+T+7eh6z5feimbX06td/VG8ZNxurlmXYpxbArc6FDabdzlQdyriGMk45MQ4dSyzv6CtfpBP/XQA7Z8vvQhXrk6tWDuP/eXJ/m6Y9+pZZ39BWv0gn/roTLt07teX1OsmTabq4ZmOiHCg1udUTssJIwou5T48EZ5cwBdOfL70GfL70JPUss7+grX6QT/10HUss7+grX6QT/10AfOue/TeawD/AB+ncn+fMQ7g+X3opvWLTm1qfYMzNSrVWDonZFIK63OuDCpxlJ61TpHETvxu4xgiG/qW2ecks1rj8IJ/66AHbPl96PN/ew4ACTsnk8UJvUss7+grX6QT/wBdHw/pbZ4YcIZrW5J/8QT/AHP9NAGxodu0YsvIP3hkuT+4RDjny+9FP6O6b2pP6TWlOzLVXLz9FlHHCiuTqE7SmUk4Sl0JSM8gAAhq6llnf0Fa/SCf+ugB1UetPHxdyETR7cq8cg/hVPcn5EeytLLO2T9wrXF4QT/10Julmndrzyrq55bq6uAuWdab2a3Oo60bGM7LoyfGck8pgC6M+X3oM+X3oSepZZ39BWv0gn/roOpZZ39BWv0gn/roAzRwerdcxwcdL1K34/v5+HXPl96KcpWnFqr1fuGRU1V+AaodNdQBXJ0K2lPToVlXC7RGEJ3E4G/GMnLb1LLO/oK1+kE/9dADtny+9CZeeeqLYpwcc9TvJ/mjkfHUss7+grX6QT/10Kl2acWsxfdmyrbVXDUxMzYcBrk6okCVWRgl3Kd45CM8R3QBcOfL70GfL70JPUss7+grX6QT/wBdB1LLO/oK1+kE/wDXQB9a279NKpgHspfk/wA4bhzB8vH3Ip7V3Tm1pDT6ozUs1V0upUwBt1ydWN77YOUqdIPHyiGzqW2ecks1oknwgn/roAds+X3o8pnfLOgAk7B5PEYTupZZ39BWv0gn/ro+JjS2z0y7pDNayEH/AMQT/cP99AEhpBu0ntHOfvJJ8n9yiGnPl96Km0u01tSc0ztibmGauXn6RKuOFFcnUJ2i0knCUugAZ5AABDH1LLO/oK1+kE/9dADooAoUCMgjeMccU3aWnltXDUrunH5eZkKhLXHMtS87T31S7zSODaISkp3YyScEHjhwOllnYP3CtfpBP/XQn6Z6dWvOzV3CYbq6uAuOYZb2a3Oo60NtEZ2XRtHed5yfHGE6cKitJXOnC43EYSWfQm4vmdu3aTwpOqNuHNIr0jdcknilqs3wEyB3EvI3KPjUIwvVqTpLDibytytW1MoSSOHYLsu4oDsUPIykk8W/ESfUss7+grX6QT/10Qt66M0Sr0BynUeeqVMedcTtvPVOcmk7AOSODW9skndxg4jnnSqU4t0pO+x6fHT3lvhcoYXF1oQyhTiotq84/IaXK7RTi/cu9pQl2akOah35o8ZuSLFSpt0oE0WknglJcW1sKHcPWkEHlHjwOy8+X3o4v1m02Z03uWw5GUrMzOKr9VMs88EcCtkJLeFNlJJCuv487sCHa4KZQqHT235h+5Zp51xLEvLsVucU9MunOEJHCgZOCSTgAAkkAR5zGekyyTKFDGQlKctWbZ6OfSiyy3kzJmKxEq2SKn7vlTTVnzXWlPuOms+X3oxny+9HGktcNONXmJF+SqTzkrtmbl6dd87MzcslHZqU1lIXs8oQpR7gVFgyFuUScl5eblahW3pd9KXGnEV+dKVoVvCgeF4iDHNifTvCYW260Zq/1X4SKWnkarUvmzXf5ENp5+BdN/Ic+Wciehe0zKhYNHTtEhLBSMnJwHFgb+Xi44YtpXdj2qd1cqrWMQuynbKqXsNK/Lvwx7Su7C/KLV1SKkna3dB5U/8A8Z+JBPwRnaV3YNpXdiALl/8A3pkPZmQ+cIhihfv1a00qQIV/3xIcn+cJhh2ld2JBiPpn+GR+UP1xjaV3TELUrnlZSdEjJIdqdSyNmVluuIP9tXEkeWNc6kaavJ2OnC4Ovi55lGLk/BbW9SXO7It7md1BOjdEUo4A55JJ4gOeHYzWdS2H59yjWPTHrqqqDsrMsdmUlz3XX+xHkGe5uir9DtKBcdqylcr1cqIpUzw2zSZaceS24OGXtcLlWz2WRhASMAb+OLUk9IbDkmSzJU6oyrRUVcGxWp1tGTxnZS6BGu9Wrq+Su/s5OvsO/c8DgfWPdp7E7QXTLXLojZbJM0pTTyo3DMt1HUqsGsLSQtukyoU1T2D408bpHdV/jG3T5ZiU1ydlpVhthhq1mUobaQEpSOe3NwA3CNjqWWd/QVr9IJ/66E9rTq1+rTMU7g6vzuLcadx0bndraM04Oy4XaxgcWccuMxsp0YU9WvbynFjMo4jGWVR/JWqK0RXQloXTrfK2XNny+9Bny+9CT1LLO/oK1+kE/wDXQdSyzv6CtfpBP/XRtOEzrDk0Gj4BP+UlI5P89ajx1AuqpGqIsuzUofuSaRtPPKGWqayeN5z+1/NTynB7gNZa629Z9PTTLVoK6p0yz1QlCwF1qddblxw6Qlbu06QkFRCQcZycjiEP9t6MWnTaegTqqrP1JaRz5PCqzTK5lfdUG3ADxnGcnHKTvjmnN1ZOnB9L+C5/Au8Nh6eCpLF4lXb4kHy/zS/lXIv9T0akxosO06baNF5wki4++6ouzk49vemnj2Tizxkk8nJDATu5ePuQldSyzv6CtfpBP/XQdS2z04IZrQIIx/lBP93/AE0b4QjCKjFaCqxGIqYipKrVleT0tnjoBu0louQeJ/k/zh2HzPl96KW0R06teo6Y0ibm2qsp1YeyUVudbTufcG5KXQBxcghz6llnf0Fa/SCf+ujI0jtny+9CPLdvmonB/BiU5P8AOpiPrqWWd/QVr9IJ/wCuhQl9OrWOtE/TuCq/O6bdlngOjc7tbRmXwev4XaIwkbs45cZJgC5c+X3oM+X3oSepZZ39BWv0gn/roOpZZ39BWv0gn/roA+tZQTaMlgE/5QUbk/8A1KXh0z5feinNWNOLVkrXlHpdqrhaq5SWjt1ydWNlc+whW5TpGcKODxg7xggGG3qWWd/QVr9IJ/66AHbPl96DPl96EnqWWd/QVr9IJ/66DqWWd/QVr9IJ/wCugCsOZKBGoetOQR/le7yf3j0dC58vvRyvzMVk2/V751blp5upKbkbocYYDVVmmiEBboG0UOArO4dcrJ8cXl1LLO/oK1+kE/8AXQA7Z8vvQj312ydPTg46ITvJ/mL0fXUss7+grX6QT/10KF46dWtL39Y0o01Vg1NT02l0Krc6okCTdUMEu5TvA3pIzxHdugB41CsuWudmXnJWacpdekDt0+psD7oyr+ar+cg8qT3TGpYF5zU7PuWrdkqml3TKpypofwU6gf8AXME9kk8ZTxjf3Dj66llnf0Fa/SCf+uiPrujNnVGUVzuKtJ1BCCJSe6LTTzkso/jI4RxQG8DOMZ7o44550pRlulPXyrb/AH5+0uMLjqdWksJjOIuLLW4Pm2xfLHrVne+9rnv03mgAf4/TuT/PmIdwfL70cu3XSKVS7fftO7JSqStyompISc0KzOrlqo1z2ylS2wp0pC9knKcZB3jHJdo0ts85JZrXH4QT/wBdGynUjUV0cWNwVXB1Mypy6U1pTXI0+Vf+HZpods+X3ojbo321UwAf4m9yf2FQt9Syzv6CtfpBP/XRo3FpjaLNAqLrbNZC0Srqk5r08RkIVyF7BjYchO6S9qu0vYOS+QRDNkeP3oqrTLTW05zTe2Jt9mrl5+jyjjhTXZ1AKlMpJwlLoAGeQAAckMHUss7+grX6QT/10ASV22Pat0p2qzR2H309hMoBbfQeTDicKHvxzZIU6vUypV9qiVBqblpauTrHO0/krc2HSNsujeVq3Ek7sx0D1LLO/oK1+kE/9dFNW3LNSExcEhLFwMS1w1BpoOOKcUEh44ypRKlHxkk+ONE8PCTztT2rR/56y0w2VsTShuTefD2ZLOXVfi9MbPnNFm7GJd1MvXpGZo7x3BTo2mVHxODd78T8u8zMMpeYdbdaV2K0KCkn3RH26lLramnUpcbVuUlSQQfcML71qSjTypmiTUzRZg7yZZX3NX5TZ3H/AAjD99D+Zdj8n3HRfJuK13oy65Q/PFe+MR7Ee7GIXDUropSf3ypzdVlhn90SG5wDxtnj9yJCkXFSqqrg5SeRww7JhwbDgP5J3+9GUa8JPNeh7Ho/89Rpr5IxNKDqxSnBf6ovOS6baY9EkmScZHYn3INpXdMZClbJ39yNxWHzBGdpXdg2ld2ABPL5DGI+kqVv38hjG0ruwBiI26vwUrXsdM/IriT2ld2I66VqFrVkg7xTpkj4JcSC+dPd1hW/kH72S3J/dJidz5feisbG0ztKZsqhzDzVZLjlNllKIr08kZLSeIB7A8giY6llnf0Fa/SCf+uiTAds+X3oS9GQU2jO5BH+UFZ5P/1KYj56llnf0Fa/SCf+uhS0m04tWdtecemGquVprlWaGxXJ1A2UT76E7kugZwkZPGTvOSSYAuPPl96DPl96EnqWWd/QVr9IJ/66DqWWd/QVr9IJ/wCugDwsnI1av7cf+7eT/N1Q+58vvRS1o6d2vManXtJut1csy/Q/ggK3OpPXMKJyoO5V4sk45MQ59Syzv6CtfpBP/XQA7Z8vvQpVcHqu24cHHQWp8n99JRrdSyzv6CtfpBP/AF0LNU03tRGqFBk0tVfgXaRUXFg1ydKtpLsoBhXC5A69W4HB3ZzgYAtzPl96DPl96EnqWWd/QVr9IJ/66DqWWd/QVr9IJ/66APrVXei2MA/hJI8n9pUOaT1o4+LuRT+pGnNrSSbd53bq6eGuCTaXtVydX1pUrONp04PjGCOQw1p0ss7ZH3CtcXhBP/XQA7Z8vvRgnrTx+9CV1LLO/oK1+kE/9dAdLLOwfuFa/SCf+ugCs+YI7S9R9sM5+puOgs+X3o5a5iuyLfr+ks9O1NupLeTXZpoFiqzUunZAbI61txKSd534zF39Syzv6CtfpBP/AF0AO2fL70I9079Y7KwD976ryfm0fXUss7+grX6QT/10KFx6dWszqraMk21VwxMSNSU4DW50qJQJfGFF3aT2RyARnlzgQBcufL70GfL70JPUss7+grX6QT/10HUss7+grX6QT/10AS+ou/T+4sZ+9c1yf3K4NOd2n9vZz965Xk/uUwn33ppacrZFdmWWqwHGqbMrSVV6eUMhpR3gvYI8R3QWHppac1ZFCmXmqwXHabLLUU16eSMlpJ3APYA8Q3QBZ+fL70GfL70JPUss7+grX6QT/wBdB1LLOxjgK1+kE/8AXQA7QR5Scu1KSjMqyFBpltLaNpZWdkDAypRJJ8ZJJj1gAggggAggggAggggAggMLund1y95W4a1LSj0o2JyalODdIKssPrZJ3chKCRADFBFca50275y16jPUG+DaMrTJB2bU+zLoWt5xCVKw4pfYNAJHY7yVHO5OFVlb+qF6VZ/Rm0K449T6ndMq/PVqYaQGnnGW0OFkJ3dZwmyFqKQDyDAJgDpSCKo5ly/alfenUy9WnxMVOkVN+lzExshJmODIKHCBuCilQzjdkE4HFHxUeaR0Zp9QmZCbvNtuZlnVsvI5ymDsrSopUMhGDvBgBZuH+Xhb3tMd+VejoCOPaxrXplMc1vRr2audCqBL2w5JOzfOr2Evlx0hGzsbXEob8Y38cXB6p3RHw3a+IzP1cAXFCPqp99LF9tDPzaZhV9U7oj4btfEZn6uFa/uaF0gqs/abkjeDTqJCvtTc0ec3xwbQYfQVb0b+uWkbt++AOix2IginRzTmiOMdO7XxGZ+rg9U7oj4btfEZn6uALihP0T7Ulr+xjP7MJvqnNEfDdr4jM/VwuaXc0To9RdOqDSqleLbE5KyLbT7XOcwrYWkYIyEEe9AHQsEU76p3RHw3a+IzP1cHqndEfDdr4jM/VwAvXp/LusX2sTP/ABEdBjijju59aNNZzms7TveWuVDlvyFBflZmb51eAbdVw2E7JTtHs07wMb4uL1TuiPhu18Rmfq4AuKFTWLtR3j7BTvyC4SPVO6I+G7XxGZ+riA1J5ovR2sadXJSadeLb87O0mal5dsSUwNtxbSkpTkowMkjjgC9qN96JT/QN/siNuKWpvNMaKM06WacvZoLQygKHOMxuISP7Ee/qndEfDdr4jM/VwBcXJCVon+Ah9l6r/vCYhS9U5oid3Tu18Rmfq4V9LeaI0fo9pGSqN4NsTHRGoPbBkpg9Y5OPOIO5GN6VJPuwB0VBFO+qd0R8N2viMz9XB6p3RHw3a+IzP1cANFn9t6+fzel/JvQ9RznbnNC6QSmo12VZ+8Gkyc8xIJlnOc3zwhbQ6F7tjIwVDj7u7MNXqndEfDdr4jM/VwBcUIV7dtuwf9ZfN0wteqd0R8N2viMz9XCldHNCaQzmoloVWXvBtcnT+fuenOc5gcHwjISjdsZOSMbvdgDo+CKd9U7oj4btfEZn6uD1TuiPhu18Rmfq4AatdO1tNfn9O+fMQ8DijnTVfmhtIK3ZExTqZd7cxNKm5J0NiTfTlLc004s5KANyUqPuQ1HmnNEQSOndo4PGJGZ+rgC4Y85j+Lufkn9UVD6p3RHw3a+IzP1cfL3NN6IqZWkXu1kpIH7hme5/o4Ac9De0xZfsDJfIIhxjnjSnmitHqLpha9IqV4NsTslSJWXmGjJTB2HENJSpOQjBwQeKGX1TuiPhu18Rmfq4AuFXYnyQiaO9lePtqnv/AIQsnmnNESkjp3a+IzP1cKem3NC6QUg3Lz/eDTXPlwTc3L/uOYO20vY2Vbkbs4O474A6OginfVO6I+G7XxGZ+rg9U7oj4btfEZn6uAG2jdu+5va9Svl5+HWOdqbzRGjzOqldrLl4NiRmqNT5Zl3nKY65xp6bUtONjO4OoPc67xGGf1TuiPhu18Rmfq4AuKEu8+2LYv51O/NHIUfVO6I+G7XxGZ+rhaubmh9Hp29LTqEveLS5aQmJpUyvnN8cGFyy0JOCjJyogbvdgDoeCKd9U7oj4btfEZn6uD1TuiPhu18Rmfq4Abtbu1pVPypf5w3Dmni92Od9U+aI0erNi1CnU68W35p1TJQ3zlMDa2XkKO8oxxAn3IZ/VOaIjI6d2jv/AKjM/VwBcUec1/FXfyD+oxUPqndEfDdr4jM/Vx8P803okthxIvdrJSQP3DM9z/RwA+aQdqe0fYST+RRDTHP2m/NG6OUrTy3KXP3i2zNydKlmH2zJTB2HENJSoZCMHBB4on/VO6I+G7XxGZ+rgC4VdifJCPpL/G729tEz8kzCseac0RwR07tfEZn6uFbTzmhdIKVMXSuevBppM9X35qX/AHG+dtpTbQSrcjdkpO4790AdFwRTvqndEfDdr4jM/Vweqd0R8N2viMz9XACfzZf4daP+z7n62Y+bvdap92W1WJ4hEgy5Myq3lHrGHXkJDS1H8UEpUjaPEVgcsKGv2p9j6kahaWy9l1xNVdka6VzKUsON7AUW8Hr0jPYq4u5FrTDLMzLuS8w028y6kocbcSFJWk8YIO4g9yPkf/EKqqWPoyausySfQ7p+J6jIUM+hNLahFlqx0FubbYnZ5NutpnX6vz+xsNyDiXAUlDhSCdtRXhGVZBBGOWc0wlH5KyaWzMS65ZRC3UsLGFMoW6paGyOQpSpIxyYxyRiTse1ZSbZmWaO0VsKC2EuOuONsqHEUNrUUII5CAMckMiOzT5R+uPB4zF0akMyknyXbSTds62pvT8rXzLnbuaVKcW5S/X6sV/pp+AdJ/wBCr5VcMUL+nCFIsWkpWMHgCffcWR/gYYI/SlPiI8E9YQvSnbKqXsNK/LvwwwvyaT1R6mrG4UeUGfHwz8ZkDBBBEfWqzTaOyHJ+ZS2Vdg2OucWe4lI3mMZSjBXk7I20KFXEVFTpRcpPUkrsjb/+9Mh7MyHzhEblbuCnUpYYeWt+cXublWE7bqz5Bxe7CtdT9drcjKFUiaXTnKjKIQHFfupRLqdlYHEjZ7LHihtolDptHQrnKXAdX/CPrO064e6VHf8A+0aN0qVPVqy2v4Lzt1lrvPCYLTi5Z0vYg196elLojnPkbiyK5yuGu76k+aNIH/sssvL6x/bX+L5BE7Q6XT6U23LU+Vbl29oZ2RvVv4yeMnyxtR9M/wAKj8ofrjOFGMHna3tf60dRzYrKdavDco2hT9mOhdL5ZPnk2+csTmde05Q//wAj5y7FgRzlpFr3pRamn8hb1euxuTqck5MNzLBk31FtXPDhxlKCDuI4jyw1+qd0R8N2viMz9XG8qy4oRWu33M+1dn525Cv6p3RHw3a+IzP1cKjfNDaQDV1+uG8G+h6qA3Kh3nKY3uiZWspxsZ7Eg54oA6NhL1HvF+juS1v29LJqN0VIESUr+K0nled/mtp3+XGBykIdzc05pmxbM7P23W0VWbaAQ2hUs800lR4lLUtI3DjwnJPEOPIgNO9bNELebmanVNQGqnclSIXUp9UhM9ceRtv7n1raeIDlx5AOapOU5bnDrez+/hr6bnB4alhqSxmKV0+JH2muV/yJ6/afyVyuLfW7OZtW06e9MzS6jW6hc1IeqdRc7OYc59a3DuIHElPJFwCOddSuaI0fq1HprNPvBt5xmuU6ZcSJKYGGmppta1b0ciUk44+5DR6p3RHw3a+IzP1cboQjTjmx1FdisVVxVWVaq7yf66ktSS0JaEXFGFcXuiKe9U7oj4btfEZn6uD1TmiJwOndobx/2GZ+rjM5xm5n/tS0XyP/ADh2HyOcNHuaF0hoWnVLpdUu9uXnGQ7wjfOcwrZy84obwgjiIPuw2+qd0R8N2viMz9XAFxQjy3b6qPtXlPnUxCr6p3RHw3a+IzP1cK0vzQukCdW52uqvBoU9ygy8qh7nN/e6iYeUpONjO5K0nixvgDouCKd9U7oj4btfEZn6uD1TuiPhu18Rmfq4AbdZ/wAEZL2wUb/eUvDqI521N5ojR+r25KytPvBt55FZpkypIkpgYbanWXXFb0ciEKPuboZ/VO6I+G7XxGZ+rgC4oIp31TuiPhu18Rmfq4PVOaI+G7XxGZ+rgBc5kntha0+2535R6OhY455nTWnTS1ry1Qn67cyJOXrVxuTlOWZV5XDslbhCsJScblDccHfFyeqd0R8N2viMz9XAFxQj312ytPfZCd+YvQq+qd0R8N2viMz9XCtdfNDaQT172ZUZW8GnJanTk05NL5zfHBpXKONpOCjJypQG7PHAHRY4oIp31TuiPhu18Rmfq4PVO6I+G7XxGZ+rgCe5oemytQ0zmC82kPtTskJd8D7owpc002VoPIrZUYxat01W3a0zZt+OpVMukopVZxstVFI4kr5EPDdkcvvFVc6r80NpBW7ImKdTLvbmJpU3JOhsSb6cpbmmnFnJQBuSlR9yJW69e+Z7uWizFGrV2sTMo9xjnGZylQ4lpPB7lDkIjRUpO+fDRLx5n58ha4LHwVPe2KTlSezXF+1H4x1S5nZq9ojbp/Bqqfmb37CooLTLmh7Np85N27VLvFdpko3wklWEyz3DFv8Ao3mynbKxxbaQQd2YYa7zSuis1Q5+WZvVpTrss4hCecZgZUUEAb0d2MqVVVFsa1rYaMdgJ4SS0qUZaYyWqS5vinpT0MsfSXtVWl7ByXyCIZ4oDTvmjdG6Vp/blMn7ybZm5SlSrD7fOUwdhaGkpUMhGDggxO+qd0R8N2viMz9XG04S4o5qpn35un2y1L5cw5+qd0R8N2viMz9XFf2dVJGuNVmuUt8TFPqNdn5qUeCSnhGlPnZVg4IzjiIzEExJyCCCIMjP4o8sRtYolKqycVCSaeWOxcxsuJ8ihviSPYj3YxESjGatJXRuoYirh5qpRk4yXKnZ9qFoUm4KXvo1XE6wOKVqPXbu4lwbx7sfTV1tSqgxX6fNUh0kALcTtsKPicT/AO8McYWhDjK23EJWhWAUqGQfKI0bg4erlbmelefYyy4Up4jRjKSl/NH5Eu1LNf8AVFvnPiWfZmWEvy7zbzSuJbagpJ90R6QvTFpyKHlTNHmJijTJ37UqrCFflIO4/wCEefP10UrdUKe3WJZP/XyXWugd0tnj9yG7Sh6yPWtK8+7rJ4NoYjTg6yb9mdoS6m3mv3rv2RmTy+QxiIqjXFR6ostS02lMwAQqXeHBug9zZP8A7ZiVjdCcZq8XdFbiMLWw09zrQcZbGreIRG3V+Cla9jpn5FcSUR10AqtasJG8mnzIHwS4zNBfWnn4BW/7GS3ySInYoizOaR0YkLQo0jNXm23MS8hLtOo5xmDsrS2kEdhyERK+qd0R8N2viMz9XEmBcUJWjH4IzvtgrP8AvKYhS9U5oj4btfEZn6uFjTHmiNH6Rbk1K1C8G2Hl1mpzKUmSmDlt2eecbVuRyoWk+7vgDomCKd9U7oj4btfEZn6uD1TuiPhu18Rmfq4AZbJ7bd/f6t+bqh9jnC1uaE0hktRbwqsxeDaJOoc486uc5zB4Tg2VJXu2MjBIG/3IbfVO6I+G7XxGZ+rgC4oUav23rc9han8tJQl+qd0R8N2viMz9XC9UeaK0dd1GolWbvFtUlLUufYec5ymOtccclVIGNjO8NL96AOg4Ip31TuiPhu18Rmfq4PVO6I+G7XxGZ+rgBu1V7G2PbJI/tKhzR2I8kc8X/wA0Po/VE0HnG8WnedK5KTT/AO45gbDSFK2lb0b8ZG4b4Zk805oiEj/Ldvi/qMz9XAFxRhXYmKe9U7oj4btfEZn6uA805oiQR07tfEZn6uAF/mCO0vUfbDOfqbjoKOPOZF1p01sbTCdo903KinzzlamZlDRlXl5bUEBKsoSRv2T70XD6p3RHw3a+IzP1cAXFCPdPbjsr2Pqv/DQq+qd0R8N2viMz9XCtXuaF0gm9S7Xq7F4NKkZGTqDcy7zm+NhToY2BjYyc7CuLub4A6LginfVO6I+G7XxGZ+rg9U7oj4btfEZn6uALE1G7X1xexc18iuDTjtfW97FyvyKYqW9OaQ0ZqFnVqQlLzacmJinzDTSOcpgbS1NqCRko5SRBZXNIaM0+zqNITd5tNzEvT5dp1HOUwdlaW0hQyEchBEAXxBFO+qd0R8N2viMz9XB6p3RHH4bt/EJn6uALigjWpM/KVWlSlUkHg9KTjCJhhwAjbbWkKSrB37wQd8bMAEEEEAEEEEAEEEEAQF9Wbbd7UlqlXRTEVGTafTMIaU6tADgCkhWUKB4lK8W+EHQjRO3rCl26pMUaTbuJqZndial5l5YEu68stpwo4yGihJ3cnGeM27BAFU67UjVGvvSFNsun2nMUdtQfnkVqYd2ZpYOUNqbQne2kgKIKuuOARgEKhXtO78qVwWLqLcr1JnLtt+am+fpKSWW5d2VeCkIQytQ7JAwrruPaXv3CLwggCu+Z708e05sJdJnX2H6lPTz1Rn1MZLYddI61BIBISlKU5OM4JwM4hjesWynnlvPWjb7jjiipa1U1kqUonJJJTvJMMMEAc01617aRzbNBpCLdo6acu0HHVyokWgypfCu9cUbOCrcN+M7ovLpBsbwNt3zWx6MVJcI//nvt47vwMd5f716L/gBb6QbG8Dbd81sejCdqXZdnytSsoS9q0FkPXI026EU5lO2jneYOycJ3jIBx3QItWEfVT76WL7aGfm0zAEoLBsfH4G275rY9GDpBsbwNt3zWx6MMg7EQQAt9INjeBtu+a2PRhU0fsqzpzS225matSgvvOU5pS3HKaypSiRvJJTvMWfCfon2pLX9jGf2YA3OkGxvA23fNbHowdINjeBtu+a2PRhkggDmW77Xtprm17KpDVvUhFOetuYcdlEyTQZWscPhSkbOCdw3kcgi9ukGxvA23fNbHoxUF6fy7rF9rEz/xEdBjigBb6QbG8Dbd81sejCzqxZFmyull2TMtadAZfZos4ttxumspUhQZWQQQnIIPLFlQq6xdqO8PYKd+QXAHxSrDslylyq12fbqlFhGSaWx/NH9mNnpBsbwNt3zWx6MTNG+9En/oG/2RG3AC30g2N4G275rY9GFDR6yrOm7KL01alBec6K1NO2umsqOymefSkZKeIAADuAARafJCVon+Ah9l6p/vCYgCR6QbG8Dbd81sejB0g2N4G275rY9GGSCAKotWzLQd1UvSVctWhLYZl6aWmzTmSlG0h0qwNnAyQM+SHPpBsbwNt3zWx6MRNodt6+fzel/JvQ9QAt9INjeBtu+a2PRhJvCzbQZ1RseVatWgoYf6I8K2mnMhLmywkjaGzg4O/fFtQhXqP+lqwuL/ALy5f83TAEz0g2N4G275rY9GDpBsbwNt3zWx6MMkEAVTrRZdnyensy/KWpQWHRPSCQtunMpVhU4ylQyE8RBIPiJhy6QrHJJNnW6ST3rY9GIvXTtbTX5/TvnzEPA4oAW+kGxvA23fNbHox8PWFY6WVqFm25kJOP3rY7n5MM8ecxvYcAz2J/VAFZ6NWVZ05pFaE3N2nQH5h6hya3XXKaypS1FlJKiSnJJ7sNnSDY3gbbvmtj0Y0tDxjRmywe8Ml8giHHMALSrBscJP+Rtu8Xetj0YS9KLMtCbVdnPNq0F7gbmnWm9unMq2EDYwkZTuA7kWwrsT5IRNHhhV4Z8KZ7/4QBMdINjeBtu+a2PRg6QbG8Dbd81sejDJmDMAVZSbLs9esdxSarToBl26DTHENGms7KVKfngpQGzuJCUgnlwO4Ib+kGxvA23fNbHoxH0cHq23MeTpfpXy8/DpmAFvpBsbwNt3zWx6MKV22XZ7N/WUw1alBbaempwOoTTmQFgSqyMjZ34O+LRzCXefbFsXd/2qd+aOQBIdINjeBtu+a2PRg6QbG8Dbd81sejDJmDMAVbrFZVnyendSflbUoLDqVMYW3TWUqGX2wd4T3CRDcLBsc5PSbbvH3rY9GI/W3fppVMfzpf5w3Dmni92AFzpBsbwNt3zWx6MfExYVjpl3FCzrdyEEj962O4f7MM8ec1/FnfyD+owBXWlNkWbNaX2tMzNpUB552jSi3HF01kqWospJJJTvJPLDL0g2N4G275rY9GPLSDtT2l7CSfyKIaYAWzYNjYP+Rtu+a2PRhN0vsy0JqavBMxatCeDNyzDbYXTmVbCA0zhIyncBk7vHFqq7E+SEfSX+N3r7aJn5JmAJXpBsbwNt3zWx6MHSDY3gbbvmtj0YZIIA5c5q6g0OhX5pIqiUanUxT1eWHTJyqGSsAtYB2QM8Z9+HqFbmyvw60f8AZ9z9bMNMfHf+JX+bo/Vfier9HvVT6QjKOzT5RGIyjs0+Ufrj5segeoQNNiVWJSSokngVbz/pFwwwmae1KcZsumNIti5plKG1gPS9NLja/ui96VA7x44mn65MsMOPv2ndjTTaSta10ohKUgZJJ2twj9SQnFRWk+d7nNvQmSy3W0LQhbiEqcOygE4KjjOB3dwJhYmKjJ0y/qpMT803Lsijypys8Z4Z/iHGT5Irq67snKtcbVQkFOssyiv3InG8Y/GI7p5R3N0M9gJYq92TM7PIm551FOYdQ9PshOHC66lRbHFsDZAB7oMcVHKG+KkqdJauV7Nv67T2eUfRDgfCUcXj5tKS0xivlKWlqN3oWjW3ezvZMYOiVervW0WWNLkT/wBum0fdFjutt/8AuYkKLbtPprxmsOTc8rs5uZVtuE+InsfciYgjsjQSedN3f61Lk8ec87XyrN03Rw8VTpvWlrf1pa5dGiOyKF6/VFNKkCCQejEhvH5wmGGFvUVam6HJuIZefUmryBDTKNpxf7oRuSOUnkEb3Ree8D7v80q9KNrklrZVqLepEtH0z/Co/KH64h+i894H3f5pV6UfTVXng6g9J94blD/ulXd/KiN0htRlmS2D9oNZ9p1LSmkTtQtiiTc06qYLjz9PaWtZ54c3lRSST5YeOkGxvA23fNbHoxV2iOosnSdMKTT3rZu15xkzAUtikLcQTzw4dygcHHF5QYc+qvT/AASvXzI59MTukNphucthNTVkWDLSzsy/aFuIaaQVrUaWxgJAyT2PcEUrUKxpyb4bqdu2hRa10ToDTVMprVMaBcm+eXMpWnZwgpGCon8Ubs7oY9XdUmpqwKlS6db10Ss9Um+dGFTVMWyg7ZwsA93Y2sARWfM629elP1PSqUk5enusyaXppFTZUnhJVa9k8HuJ2sp4xjGN+7ca/EYyarKjSV7rS1psezyJ6P4Ork2plDG1FFxl8mLeap2V2tultK62NaNau/TrSSg0qnPzdyUei1OsVBYdmhzi3zsweRtlvZ2UpT3cZPGeSGjpBsbwNt3zWx6MMkEWFOnGnHNieSxeLq4uq6tV6X1JJaklyJLQlyFWasWVZ0rQ6UuWtSgsqXcNKbUUU1kEpVONBSThPEQSCOUGG/pBsbwNt3zWx6MR2sX3ho/tkpHz1qHURmcwt9INjeBtu+a2PRgNg2ON4s23eMf91sejDJGFcXuiAKn0Msy0J3S6jzM5atBmHlh7accpzKlHD7gGSU9wCHXpBsbwNt3zWx6MQ+gAxpLRRu4n+X/OHYfIAW+kGxvA23fNbHowmy1mWh1bahJdKtB52Ftyrga6HM7AWZp8FWNnGSABnxDuRa0I8t2+qj7V5T51MQBKdINjeBtu+a2PRg6QbG8Dbd81sejDJBAFWat2XZ8na0o7K2pQGVqrtIbKkU1kEpVUJdKk9jxEEgjlBI5Yb+kGxvA23fNbHoxH6zDNpSXF+EFG/wB5S8OggBb6QbG8Dbd81sejB0g2N4G275rY9GGSCAOY+Zbte2qlfmsDNQt6kTbcpdTrUsh6RaWllAW6NlAKcJTuG4YG6L46QbG8Dbd81sejFP8AMlDGoetPF+FzvL/bejoSAFvpBsbwNt3zWx6MJt6WZaDOoVhy7Nq0Ftp+fmw6hNOZAcAknSAobO/BAO/li1oR767ZWnvshO/MXoAlBYNjeBtu+a2PRg6QbG8Dbd81sejDIOKCAKp1osuz5PT2ZflLUoLDonpBIW3TmUqwqcZSoZCeIgkHxEw5dIVjkkmzrdJJ71sejEXrp2tpr8/p3z5iHgcUAK8zp3Yr8s6wuz6ClLqChRbp7TasHjwpKQQfGDmKnq1tUTTaXm6XcNs0ep21MtOIptaXTGVvybikq2WpghGSM9i57/i6AiDv8JNk1kLpxqKTJOgywCfunWnd1xx4/c5TGirTv8uLtJfqz2r9ItMnY3M/w1ZZ1KT0q9rPVnRb0RktuprRLQJWnFtafCx7NkqjbttmqT1Fl3ENu09kuvFLCC4renJxnJPjht6QbG8Dbd81sejHF9qVq4LXuO3bjnhUHG5IMql1vhWy5LkZKUE7tlSVKwBu66Or2dW6W8yh5m1rzcacSFIWmiuEKSRkEHO8ERy4LHxxOdnKzRc+k/otLIu4ypz3SM09K1XT1aL8jXK9Nxh6QbG8Dbd81sejFE0JhiUnrjlJVltiXYuKotstNoCUNoD5wlKRuAHcEWx1Vqf4JXr5kc+mKitecTUHrgn0MTDCZi4ag4GphvYcQC8ThSTxHxR3qUXqZ5XNktaJmCCCAMnsR7sYjP4o92MQARkdifcjEZHYn3IAxBBBAGhVqLS6ugpqMk0+QNyyMLT5FDeIiRR69S99ErBmWBxSlR68Y7iXBvEMyeXyGMRqnQhJ52p7VoZY4bKuJoQ3K+dD2ZLOj1J6ulWfOLaLqTKLDNwU2ZpKycB1Q4RhR8S0/wDvG9X5liZs6rzEo+282adMlLjawofwK+URKrSlaFIWlKkKGClQyD5RCndFq0tuj1OdkOHpzok3lOCVdKEOgNqJSpPFgjI3Y44wtWh/Mux+T7jfnZNxWtOjLmvKHY/lR7Z9BeliWRZL1kUF1+0reW65TpYqUumsEqUWkknsd544m+kGxvA23fNbHoxyfeGpN2OUC3KIp9coKY3LTsq8mUXKvfwQ4PaSokEJBOFDcoGLr0916p1ZozDFQotZma203+6m6bIl9BwccIMHIB7nId3cMaaWUaVSq6T0NbSxyh6H43B5Np5Ri1OEtebfQuR6UnZ9Ctyli9INjeBtu+a2PRhQ0jsuz5y1px2atSgPLTXau2FLprJISmoTCUp7HiAAAHIAByRIjVan+CV6+ZHPpj20HmkztguzqGn2UTFbq7qW30bDiAqozBwpP4qhneOQx3KUXqZ5VxktaJjpBsbwNt3zWx6MHSDY3gbbvmtj0YZIIyMSpbPs20HtUb4lXbVoK2GOh3BNqpzJS3tMKJ2Rs4GTvh26QbG8Dbd81sejENZI/wClq/uL/u3l/wA3VD7AC30g2N4G275rY9GFeqWVZyNVKBKptOgBhyj1Ja2xTWdlSkuyYSSNnjG0rB5MnumLMhRq/bdtz2Fqfy0lAG10g2N4G275rY9GDpBsbwNt3zWx6MMkEAVbqZZdnyqbc53tSgs8LcMk25sU1lO0gqVlJwneD3IbU2DY5SP8jbd4u9bHoxoaq9jbHtkkf2lQ5o7EeSAFzpBsbwNt3zWx6MBsGxwD/kbbvmtj0YZIwrsTAHM/MQWvbVY0gn5qrW9SKg+mvTbYdmZJp1YSA3hOVJJxvO7xxevSDY3gbbvmtj0YqHmCO0vUfbDOfqbjoKAFvpBsbwNt3zWx6MJtyWZaDWrVnyrVq0FDD0jU1OtppzISspEvskjZwSMnHlPdi1oR7p7cdlex9V/VLQBKdINjeBtu+a2PRg6QbG8Dbd81sejDJBACBf1j2XL2LX32LRt9t1umTKkLTTGQUkNKIIOzuMFgWPZcxYtBfftG33HXKZLKWtVMZJUS0kkk7O8ww6jdr+4vYua+RXBpzu0/t72LlfkUwB49INjeBtu+a2PRg6QLG8Dbc81sejDJBAHxLstS7Dcuw0hpltIQ2hCQlKUgYAAG4ADkj7gggAggggAggggAggggAggggAggggAhQmX9ShMOiXpdpKZ2zwZXUZkKKc7sgMkA4xnBhvggDmCuPXp6tGgrdkLeFX6UXA20mdf53LfCu7yvgtoKzncE4xjfmLt541Q702f5zmfqIrG4f5eFve0x35V6OgIATeeNUO9Nn+c5n6iFDUZ/UI1KzefKZayVC4mixwVQmCFOc7zGArLIwnG1vGd+N0XDCPqp99LF9tDPzaZgD1Exqfj702f5zmfqIzzxqh3ps/znM/UQ5DsRBACaJjU/vTZ/nOZ+ohW0kf1EGmNuCQplqLlhT2uCU7UJhKynG7aAZIB8hMW3Cfon2pLX9jGf2YA+eeNUO9Nn+c5n6iDnjVDvTZ/nOZ+ohyggDly7Xb0PNn2Yt6Rt8VgW5MBhpE48Zct/d8lSy1tBXZbgkji3xePPGp/emz/Ocz9RFXXp/LusX2sTP/ER0GOKAE3njVDvTZ/nOZ+oha1Uf1GOmF1CdplqIlTRpvhlNVGYUsI4FeSkFkAnHECQIteFTWLtR3j7BTvyC4Aj6XMam9DZXg6VaBRwKMZqUzxbI/uI2eeNUO9Nn+c5n6iGejfeiU/0Df7IjbgBNExqfnfSbP8AOcz9RClpI/qILMIkaZaq2eilS3u1CYSra5+f2hgMndtZx3RjODkRb/JCVon+Ah9l6r/vCYgD7541Q702f5zmfqIOeNUO9Nn+c5n6iHKCAKdth/UHqoXiWKZaxmixTuHSqoTAQkcG7s7JDOTy5yBjxw4c8aod6bP85zP1Ea9n9t6+fzel/JvQ9QAm88aod6bP85zP1EJl2v6gdU2yTMUy1hNDohwCUVCYKFfcE7W0SzkbuLAOfFFywhXt227B/wBZfN0wBt88aod6bP8AOcz9RBzxqh3ps/znM/UQ5QQBT2sT+oZsGYFQptrIl+fZDKmahMKVnnxnZ3FkDG1jO/izx8UN/PGp+Tik2fjPfOZ+ojx107W01+f0758xDuOL3YA5/wBPbMYvOoXdP3NPVRE/L3BMy5RI1JxLKAMHZTkZIBJAJA3Y3CGzqOWt3wuTzqv6Ixoh/HL99tk3/wC0WNFfhsNSnSUpRTenxZ6/LeW8oYbGzpUa0oxSjZJ6F8lFbs6L2kwyhlmduFttCQlCEVRYCQOIAAbhH31HLX743J51X9EWLHy4tLbanFqCUpGSTyRv3nQ9hFV+0eVfpEu0rzqOWv3wuTzqv6I+GtF7Sa2+CnbhRtrK17NUWNpR4yd28+OHC2Lik6+qqJlW3GzTai9T3Nsg7a2tnKhg9idoYzviEavxp7WhWnDVMmUuNUNdWenXAUoI4ZDaUtj8Yb1ZVxAgAZ34bzoewh+0eVfpEu0jeo5a/fG5POq/og6jlr98bk86r+iPrUnU6WtarUOl0+TRU5ieuSSok7lakIlDMJKgdoAguBISrY7iweWE57Xubbn1yrdtS0y8m9pi2BKszajMONNAfulAKdnl3pJAGRv44bzoewh+0eVfpEu0bBovaQeU8J24Q6tISpYqi9ogZwCccQyffMffUctfvjcnnVf0RM1DUaz5Geekn6v+6GXX2FoQytR4VlO243uHZhHX7P8AN3xq3lfL1Op7rlvSDVVmBRTVmEuFxCH0KUlDKUKSD1ylK4uPBGIbzoewh+0eVfpEu00Oo5a/fG5POq/oj4XovaS3EOLnbiUtskoUaoslORg43bt0RNa1rYY0vol40ylMvTM/OS8rN06YmChyUUt4suAkA5KFgjBxxjMfdX1hekKJqhP9BpZTlkzQYYbMyoc+DZByrd1vHyZhvOh7CH7R5V+kS7SW6jlr98bk86r+iDqOWv3xuTzqv6IZZS7aSegMvPzCJOfrjKFycucnhVFsOKSg8uyDvMMEN50PYQ/aPKv0iXaVu9ovaTzZaenbhcQrjSqqLIO/PERH2dHbXwT0RuTzsv6IsWMK7E+SG86HsIftHlX6RLtKc0rZuukXZe1FtcSM/IyM+02OjFRfC0dacbJShec8vFxCH96Y1O4BzapVn42Tn98pruf6CIPR7tj6l+yjH7Cos2a/irv5B/UYjBK1Ky2vxZn6SSc8oOUtbjTb6XTi2Vdpc/qMNM7XElTLUXLCjynAqdqMylZRwKcFQDJAOOMAmGPnjVDvTZ/nOZ+ojZ0g7U9o+wkn8iiGmOoohMMxqfg/vTZ/nOZ+ohQ00f1CE1d3OVMtZRNxzBe4WoTAw5wbWQnDJynGN5xy7ouFXYnyQj6S/wAbvb20TPyTMAe/PGqHemz/ADnM/UQc8aod6bP85zP1EOUEAcqc1G5c7l+6TC5pSjy6BX1cCadMuvEnLWdrhG0Y5OLPLFhkJzuJ96FXmy/w60f9n3P1sw0x8e/4lO2Lo/Vfier9HvVT6TOE90x9NhG2nKiN45I+Iyjs0+UR83T5i/eo19HA31LqBslR/cp4x/eLiWrFwUKmTHOc/NgPqQFqZQyt5QSeIqShKtkHfgnGeTMQ+jXatoH5qflFwq3o9IytBuGjz5EvWpucm32XnmWyHkrH3FSVLUkBJQEtbYOWyg8W4n9EwipM8tnOME0WfTnqbPSTU5IOS0xLPJ2m3WQlSVDugiEC4UsjVmeGSn94ZTiTu/jExDDp8VPMVSotNFqRnpxL8qnfsq+4tpdcTnBKVuJWQSOu7L8aFy4+21PewMp84mI6MGrVrGnGScqN2bWEd1XvRjCO6qMQRbFORV0hrg6NlS/v7TtwT/nKItgpRnu+5FR3V2FH9nqd85RFh3rKzc7aNWk5ALVMvSq0NpQcKXkb0g8hUMpHjMVuO48S0wGiEmeTN3Ww7OIlUVZkqcd4JtwoUGVrzjZS6RsKOd2AredwifaSjhUZyOuHJ44qCqVC1nLim3KdJys23UZB2VellyzaZlJ4BCGGGQDwmSobCmynCCkqOyBk2pQWppimU5ied4WbbYZQ+5nO04EpCjnlyQY45xUbHZCbldC5pCG+p7T8E/ws1xj/ADp2JarXFQ6VNCVnZ3ZmCkLLTbK3VpSeJSghJKQeQnGcbsxEaQdryn/6Wa+dPQqXo9IytBuGjz5EvWpucm32XnmWyHkrH3FSVLUkBJQEtbYOWyg8W4nLNUptGKk4001sLRp81JT8ozPSMy1My7qdpp5pQUlQ4sgj3og5BdwN6xPm3JalTDxt1rhRPzDjSQOenMbOwhWTx8eI89Pip5iqVFpotSM9OJflU79lX3FtLric4JStxKyCR13ZfjRMWZ26pz2ts/O3Y3YNWrWNGNd6Fxh541Q702f5zmfqIOeNUO9Nn+c5n6iHKCLgpSoNUn9QzRKXz7TLVQjo/S9gtVCYUSvnxvYByyNxVjJ4wM4BOBDbzxqf3ps/znM/UR8axfeGj+2SkfPWodRACbzxqh3ps/znM/UQCY1OyNqk2fjIz++cz9RDlGFcXuiAKb0Sf1CGmFIFOplrLlsPbKn6hMJWfu7mcgMkDfnlhz541Q702f5zmfqI1eZ/7UtF8j/zh2HyAE3njVDvTZ/nOZ+ohQln9QurPPqFNtbn7pdlQpPRCY4Pg+eX8EHgc7WdrIxjGN/HFwwjy3b6qPtXlPnUxAHtzxqh3ps/znM/UQc8aod6bP8AOcz9RDlBAFQ6rP6hm15QT1MtRDXRyk7JbqEyo7fRBjYGCyNxVjJ4wM4ycCGznjU/P3ps/wA5zP1EfGs/4IyXtgo3+8peHUQAm88aod6bP85zP1EAmNT+9Nn+c5n6iHKCAOWuZidvNN9aumkSFvOvG6XTOCZnX0JQ5tu5DZS0SpOc71YPFui8+eNUO9Nn+c5n6iKs5kntha0+2535R6OhYATeeNUO9Nn+c5n6iFC8X9QjftjGYptrJmRPTfO4RUJgpUec3c7RLIIGznGAd+PLFwwj312ytPfZCd+YvQB7c8an96bP85zP1EHPGqHemz/Ocz9RDkOKCAKe1if1DNgzAqFNtZEvz7IZUzUJhSs8+M7O4sgY2sZ38WePihv541PycUmz8Z75zP1EeOuna2mvz+nfPmIeBxQAm88aod6bP85zP1EaNwP6l9AKjw1KtAN86u7RTUpknGwr+4iwIjro/Bqp/mbv7CoAqvT5qXe01txlxIeZVSJTrHUBQI4FPGDkR6TNx2vR3FU5ydZlxKJCXENMLU3LDG4LUhJS3u34URgeKPjTPdp1bG/H70Sm/wD/AGKIR5efplHmLObn1Ik5+jzU10WceWhC0KWy4FuHaUFLS44oLBSFZBzxjEefUVKTPRupKMEr6C1mlMOtJdacSttaQpC0EKCgd4II4wRyxVVsBrhK/hSs9MFQyMf3xh4sGXcl7aQlUu5KsuTMw7Ky7iNlTMut1SmkFP4uEkdbyAgckIlsfw1we2GofLGOzA6JyRx47TCLJnCO6qMgIzvUoe5HzBFkVZ6ENbI+6K5fxY+MI7qoPxR7sYgDOEd1UfYS1sn7ork/FjzjI7E+5AGSEZ3KUfcjGEd1UYggD0QG9/Xq4v5sfJDfIpR9yMJ5fIYxAGcI7qoj7oDfSrWMrUP3vmeT+6XG/EbdP4K1n2OmfkVxKA2WvbluzNu0eemKNITEy5TZUqedlkqWrDCAMkg8gEeiq9ZlJm3ZcPyMophXBvuNSpDTKv5q3Up2EHugqGOXEbNrpeXYdJRLuBp5VIl0tLP4qywkJPuHBhDkKpQaXV7RVMtokhTKbNSdTbe2A60tSWwW1oJ23NpaVqGylQVtAjO1FBGEW27HpJ4qs4Ri5Nqy1tlroDZIIO44wRvzEFpE9fSLRmE0Sn229ICtVXglzc8+26f3e/naSlpQG/OME7scuY+rBlZmStGmys204w4hs7LLnZMtlai22fGlBSk9zGIYtBe1+57N1f8A3hMR24DROSK3KDvCLNvnjVDvTZ/nOZ+og541Q702f5zmfqIcoIsyqKatJ/UAam3uZemWsZo9DuHSuoTAQn7grZ2SGcndx5Ax44c+eNUO9Nn+c5n6iNSye23f3+rfm6ofYATeeNUO9Nn+c5n6iFmpv6i9U+gldMtMTQpFR4JIqEzsFHCym0SeByDnZwMb8q4sDNsQo1ftvW57C1P5aSgDz541Q702f5zmfqIOeNUO9Nn+c5n6iHKCAKi1Hf1CKLd59plrJxcEmWuCqMwcr2lYByyMDx7/ACGGpMxqfgYpNn+c5r6iMaq9jbHtkkf2lQ5o7EeSAE7njVDvTZ/nOZ+ojBmNT8HNJs/znM/UQ5xhXYmAOXeYpdvRGkk+KBI2+/K9HZvaVOzjzbm3hvIAQ0oY4t+e7ui8eeNUO9Nn+c5n6iKv5gjtL1H2wzn6m46CgBN541Q702f5zmfqIULif1COqtpF+m2sJoSNT4BKahMFBH7n29o8DkHscYBzv4t2bhhHuntx2V7H1X/hoA9ueNUO9Nn+c5n6iDnjVDvTZ/nOZ+ohyggCs76f1INkV4TVLtNLHQ2Z4Qt1GZKgnglZIBYwTiCxH9SBZFCErS7TUx0NluDLlRmQop4JOMgMYBxDdqN2vri9i5r5FcGnHa+t72LlfkUwBF88aod6bP8AOcz9RGOeNUMfemz/ADnM/UQ5wQB5yhfMq0ZpLaZgoTwqW1FSArG8JJAJGeLIEekEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEKUxNajCYdDFDtZTIWeDUurvpUU53EgS5wcY3ZMAVZcP8vC3vaY78q9HQEcw1yYvI82nQnHaTQRVhaLgbZTUnSwW+Fd64ucDtBWc7tnHFvi7ue9S+8NpeeZj7NADhCPqp99LF9tDPzaZjY571L7w2l55mPs0KGo81f5qVmc90W2UEXG0WA1Vn1BTnO8xuVlgYTjO8ZOQN0AW+OxEEJ4m9S8feG0vPMx9mg571L7w2l55mPs0AOEJ+ifaktf2MZ/ZgE3qX3htLzzMfZoVtIprUFOmFuCSolsLlhT2uDU7Vn0rKcbiQJcgHxAmALZghP571L7w2l55mPs0HPepfeG0vPMx9mgCrL0/l3WL7WJn/iI6DHFHLt2zF5Hm0LMcepVCTVhbkwGWUVF0y6kfd8lThZCgrstwSRxb+5eXPepfeG0vPMx9mgBwhU1i7Ud4+wU78guPLnvUvvDaXnmY+zQtaqzWoatL7rE5RLXRLGjTYeU1Vn1LSjgV5KQZcAnHECR5YAsqjfeiU/0Df7IjbhGpU3qT0Mldig2mU8AjGazMZ7Ef5vGzz3qX3htLzzMfZoAcOSErRP8BD7L1X/eExHqJvUvIzQbSxnvzMfZoUdIprUEWXiSolsLZ6KVLe7Vn0q2ufn9oYDB3BWQDneACQOKALeghP571L7w2l55mPs0HPepfeG0vPMx9mgDVs/tvXz+b0v5N6HqKeteav4ao3kpiiWyZky9N4dKqs+EJHBu7OyeAyeXOQMeOHHnvUvvDaXnmY+zQA4QhXt227B/1l83TG7z3qX3htLzzMfZoTLtmr9Op1kF+iW0mZHRHgEoqz5Qr9zpztEsZG7iwDnxccAXHBCfz3qX3htLzzMfZoOe9S+8NpeeZj7NAGvrp2tpr8/p3z5iHccXuxUGsk1qAqwJkT9Ftltjn2QypmqvrVtc+M7IwWAMbWAd+4ZO/ihw571LycUG0sZ78zH2aAFnRD+OX77bJv8A9osaKz0DMyoXuqdbZbmjdE0XkMrK0JXhOQlRAJGeIkDyRYFcqshRKNN1iqzIlZCTaU9MPFKlBtCRkqISCcAdwRzYP1K6/Fl36RfxKp/T+FG5ByREU65aHUK/N0GUqCF1OTYamXpZSFIUGnM7DidoALScEZTkA7jg7o9a7XaVQ+dxVJvgFzS1ol2w2txbqkNrdUEpQCokIbUdw5McZAPSUgUGiSVFNQMkXv3wn3Z97hF7X3VzG1jduT1owIUJHSiiSWtCtS5ebm0zKqc5KGTU66tHCrcK1PbSlnkJTweNgcYAIEWCN4BwcEZG6M4PcMAVhd+k7lwXdL1c3O5KyDVxydxKkRIJWpUzLtJaADpWCEKQgZGycHfEDPaAtz8xMy07d0wuiTV3OXU7JIp6EOGYVkBsPbZwgA47HPki7I1356XZqMvIOF0TEwha2wGVlOEY2sqA2UnrhgKIJ5M4MAV9NaWOTE/MzSrkUkPzlUmVIEgNwnmQ0pAO3+JgEHlPHEtTLEMja8zSUVyZcmZmUkpZcytrKE87JSlKkNbWElQTvAPGc+KHTB7h3eKNN6pyLNXl6S5MJTPTMu7Mss4OVttFCVqG7G4uIHd67dywBXlzaNUWp29P0enT71Kbn7jbrz5Q1wieESsK4NCNoJQDjjA3k5OYKlpExOUbUimmvvITfMwH3F86gmTOyBgdd90G7l2YaVX7aSbZn7lVWWxSaeGzNzBZd+48I224jKdna3odbVxbtrfjBxvztyUST6I88VBtPQ2RRUJvZSpfBy6+E2XOtB2geCc3Jyet4uLICtTtPJ6R1Bp11IuVL6JGlM0puUfpiFbDCANvg3AsFCnFAEnBxxcUP8ac5VJCUorlZmJlCKe1LmZW/glIaxtbe7eRjfujSN00BLy2lVJsLRTuihBQsfuXGeEBxgjA4h13igCZjCuxPkjykJuXnpGXnpR0Oy0w0h5lwAgLQoBSTv37wQY9VdifJAFf6PdsfUv2UY/YVFmzX8Vd/IP6jFM2C9dDWpWogt2n0ebQam1wxnp1xgpOwrGzsNLzy8ePdh3mJvUrndzaoNp42Dn9+ZjuH/N45sH6rrfiy79Iv89/RT/5cDa0g7U9o+wkn8iiGmKs0tmtQxpla4k6Ha65YUeUDSnau+lakcCnBUBLkA44wCfLDHz3qX3htLzzMfZo6SkG9XYnyQj6S/xu9vbRM/JMxsGb1Lwf3htLzzMfZoUNM5q/xNXfznRbZWTckwXuFqz6dlfBs5CcS5yni3nB8Q5QLgghP571L7w2l55mPs0HPepfeG0vPMx9mgCnebL/AA60f9n3P1sw0xX3NSvXM7fukwuSn0mUQK8rgTITrj5UctZ2tttGOTizyxYO7xx8e/4lL/F0fqvxPV+j3qp9IRlHZp8ojG7xx9Ixtp4+MR82sX71Gpo12raB+bH5Rcetx3RISjjzRpS6k3KPtsPuqU0hpp9ZAS0FOkbTh2k9aniyMkR5aNdq2gfmx+UXCxe9CrCWpiTl1VZtIqCpuUclJMTLLyXJhL6+EAbWtt1JBQDgJKcb96hH6Kgk5aTy12qasWPRapL1aTMzLpebUhxTTzL6Nh1lxO5SFp5FDd3QQQQSCDCHcfbanvYGU+cTEN1qy03wtVq07Kqk3apNJfTLLIK2kJaQ2nbxu2yEbRAJAyBk4hSuLZ6rM9naz0BlPnExG/Bq1bQacY26Ok94Iz1v9qDrf7UW5TkLdXYUf2ep3zlEW1FTXVs8HR+y+/1O+coi2YrMfxkWuTuLI+AyyHy+GWuGIwXNgbZHc2uOPVr+FR+UP1x8x9NfwqPyh+uOA7xR0g7XtP8A9LNfOno9LjuiQlHHmjSl1JuUfbYfdUppDTT6yAloKdI2nDtJ61PFkZIjz0g7XtP/ANLNfOnoV73oVYS1MScuqrNpFQVNyjkpJiZZeS5MJfXwgDa1tupIKAcBJTjfvUI3WTqO5pu1TVthY9FqkvVpMzMul5tSHFNPMvo2HWXE7lIWnkUN3dBBBBIIMYszt1TntbZ+duxpWrLTfC1WrTsqqTdqk0l9MssgraQlpDadvG7bIRtEAkDIGTiPCnO3A1rE+bfkaZNum3GuEE9NrYSkc9OYwUNryePjxG7Bq1bQaMa26GkueCE/nvUvvDaXnmY+zQc96l94bS88zH2aLgpTy1i+8NH9slI+etQ6iKh1UmtQDRKVz5RLYQjpgpZQWqs+olfPjeyCCwMAqwCeMAkgHihu571L7w2l55mPs0AOEYVxe6IUOe9S+8NpeeZj7NAJvUrI2qDaeMjP78zHd/NoA0+Z/wC1LRfI/wDOHYfIpzRCav5Ol9HFPottOS+HtlT1WfQs/d3M5AYIG/PKf/aHPnvUvvDaXnmY+zQA4Qjy3b6qPtXlPnUxGxz3qX3htLzzMfZoT5aav/q0z6hRbZ596XJUKQas/wAGG+eX8EK4DJVnO7GMY38kAXBBCfz3qX3htLzzMfZoOe9S+8NpeeZj7NAHlrP+CMl7YKN/vKXh1EVFqxNagm15QTlEthDfR2klJaqz6jt9EGNgYLA3FWyCc7gSQCRiG3nvUvvDaXnmY+zQA4QQn896l94bS88zH2aATepfeG0vPMx9mgCquZJ7YWtPtud+UejoWOW+ZgmLxRfWrppVKoLzyrpcM2mZqLraW3Nt3IbKWVFac53kJPFui9Oe9S+8NpeeZj7NADhCPfXbK099kJ35i9Gxz3qX3htLzzMfZoT7ymr/ADf1il+i2ymYE9Oc7pRVn1JUec3c7RLAKRs5IwDvwN3HAFwDighP571L7w2l55mPs0HPepfeG0vPMx9mgDX107W01+f0758xDwOKKf1kmtQFWBMifotstsc+yGVM1V9atrnxnZGCwBjawDv3DJ38UOHPepeTig2ljPfmY+zQA4RHXR+DVT/M3f2FRAc96l94bS88zH2aNG4ZvUc0Coh2hWoG+dHdoprEwSBsK4hzvACzpp2ubZ9iJT5FMRlVveltVBAao03Um23ODRNtoaCdrhODw0VkFX3TrARgFW5JJiT00x1OrZ48dCJTy/wKIT5oV+lsUW3n7ZeqVOppQlYYQ6pM0W3AWXApKSncAFFDikAODeSkAxQRScmeibairFjUuflanT2Z+Sd4WXfTtIUUlJ4yCCDvBBBBB3gggxV9sfw1we2GofLGLDtGRmpCjqTOpQ3NTM0/OPNoXtJaU86pzYB5cZwTynJ5Yr22Njha/wBlnpgqGeLj4Yx14HjyscmPd4RuS8EZ63+1B1v9qLIqw/FHuxiPo7OyOy5Yx1v9qAMRkdifcg63+1GRs7J7LkgD5gjPW/2oOt/tQAJ5fIYxH0nZ39lxRjrf7UAYiNun8Faz7HTPyK4k+t/tRG3Ts9K1Y7L73TPyS4lAfbM32dQx/wDpkr8iiICbvqlCoNOM0SenWiUpYnW2m8ubRUE8EFEKUCUq2cYK8HZCt2Zq2GUzNh0qWUpSEvUiXbKk8YCmEjI8e+E1cxccnPUGmzVpPT0tSW2QG5cObDj7WUoeQsJ4Mp2QkpDikbBKiQSkGKGKTbL5tqKsWPT5qWnpOXnZN5D8s+hLjTiOJaTvBEbugva/c9m6v/vCYiCs6mvUm3ZOQmVNl9G0t3gyShK1uKWpKc/igqIHiEeOkEzfCLRmEUakW9MSIrdV4NyaqbzTqv3e/nKUsqA35xhR3YjrwGicrHHlC+ZG5cEEJ/PepfeG0vPMx9mg571L7w2l55mPs0WhVGlZPbbv7/VvzdUPsU5aM1fo1OvcsUS2lTJ6HcOldWfCE/udWNkhjJyOPIGPHxw5896l94bS88zH2aAHCFGr9t63PYWp/LSUfPPepfeG0vPMx9mhYqk1qF1UaAV0O1xMikVHg0irP7BTwsptEnnfIIOzgYOcneMDIFrwQn896l94bS88zH2aDnvUvvDaXnmY+zQB56q9jbHtkkf2lQ5o7EeSKk1Imr/Kbc58olsoxcMkWuCqz6sr2lYBzLjA8e/HcMNaZvUvA/eG0vPMx9mgBxjCuxMKHPepfeG0vPMx9mjBm9S8H94bS88zH2aAKu5gjtL1H2wzn6m46Cjl7mJ5i8m9I59NCpVCmZXo7NlS5yousrC8N5ASllYxxb893dF4896l94bS88zH2aAHCEe6e3HZXsfVf+GjY571L7w2l55mPs0J9xzV/nVa0VPUW2RNCRqfAITVnyhQxL7RUrgMgjrcYBzk8XKBcEEJ/PepfeG0vPMx9mg571L7w2l55mPs0ASWo3a+uL2LmvkVwacdr63vYuV+RTCnfc1qIbHrwmqHayWDTJnhFN1h8qCeCXkgGXAJ8WR7kFhzWogsehCVodrKYFMluDU5WHwop4JOCQJcgHxZPuwBZUEJ/PepfeG0vPMx9mgM3qZjdQbS88zH2aAHCCPOVL5lWjNIbQ+UAupbUVJCsbwCQCRnlwPJHpABBBBABBBBABBBBABBBBABBBBABBBBAHP9w/y8Le9pjvyr0dARz/cP8vC3vaY78q9HQEAEI+qn30sX20M/NpmHiEfVT76WL7aGfm0zADwOxEEA7EQQAQn6J9qS1/Yxn9mHCE/RPtSWv7GM/swA4QQQQBz5en8u6xfaxM/8RHQY4o58vT+XdYvtYmf+IjoMcUAEKmsXajvH2CnfkFw1wqaxdqO8fYKd+QXADBRvvRKf6Bv9kRtxqUb70Sn+gb/ZEbcAHJCVon+Ah9l6r/vCYh15IStE/wABD7L1X/eExADrBBBACLZ/bevn83pfyb0PUItn9t6+fzel/JvQ9QAQhXt227B/1l83TD7CFe3bbsH/AFl83TAD7BBBACPrp2tpr8/p3z5iHccXuwka6draa/P6d8+Yh3HF7sAVVoh/HL99tk3/AO0TWsclUKlpTc9MpNPmKhPztMelpeXY2dta3ElI7JQAAzk7+IHj4ohdEP45fvtsm/8A2iSo17O1Z+qNyknJhdNfmWZmWcmFJmGS0VBCloxuSsJyCM7lCObB+pXX4su/SL+JVP6fworSq21qXK1W8ahSKdOTNVrNttCi1p4tpfpewMqpmwlYSkk7RS4n8ZQKyrGYlaXZtXRc9jVKWplyGSYrNRn5hmqqZ2qQhyVW2hpIQsgN8IQpISVHeScQ50y95pVGtmrVSly8vJ3CllLDjD6l87uuo2m0OBQBwexyM78d2JuxK47cVuN1Z6ValVLeebDaFlYHBuKRnJA49nMdJSFIzNtaldSCuSknTLmlrz2ZFp5QnGVNTz7UzhycYd2goqcZ7Mr2OtCE4OIbJq0q+1qkJYC4hb2Jedps7IvpKJR8OvuTTD5cXtbDxWkHYTjZ2E7tnMWXck5P0+luTkhKy0wWkqceD7qkAIShRyMA5OQBjx+KFdm8q2uUtSYNHpoFyPIbYPPTmGtqWdmOu63OQGiN384eOAKHt6z+aClqFMuNGsSlYdsxyWcemZ1tZXOJqbjiUZ2j9152WoIVxDbAyOSyp2g3BT1Up20LfvCRpa6RV+eacqopbdl5hSW+d20ZdUloZS5weySlBXndkw21O/ZmSnXqSaTLiqy9RlJR5pb54ItzJIbeQoAkpylQIIBykxO0i4FP3ROW1UZRMrUJeXRNtlte20+ypRTtJJwQQpJBBHKOQwAsaRU+sU5FTl69SJ+SQ5VETdOQEbLDQclGy6EpS4vYAd4fKVEjaVnKiQY1NUqBULn1Fo1LlJ66KKyug1KXcq1KYw0048tgoQ44UkAENLOAUnIT1wyIdp25aQyy6W6lIpW0+0yovLKUbTjvBpTkA5JUCkf2hiCXuy2X5p2Xarckt1lLynBwnYhlWy7/ALCiAe5mAFC2p+YZua/6e9bFwTJqFRL8qXqcpuWnEIkZdkjhl/c+uW2sDaOCN/EYjNPWKlZ92ChzNErc+5L2pSaW3OS1Pc5zfmJYTKnAHiAlKfuiBtKwMkjkMWCbttoPssGsSqX3nFNttEkLUpJTtDHHu205/KEfTt122y0889WZNttlKFLWpeBsrVspUO6CrcCOWAEKUoFUtXQWs02blKhO1CotTTiKbT2VTXOS5kHZlWgknLTROwFDAwM4ER1ep9XuK1aDUZSi1uVRQaFPMvsTEituZmH3JMS6WUMkbauu67aA2cDcYssXVRHlSplqvTltPOPJVtOEKPAg8JsjG8pI35xgRg3lawEwBXJNRl1hDyUqyUKKCvBHJ1iSryDMAQFhXTwdqU6Retq6pddOpjCJozFHeawpLaUFKAoZdOQdyc4AJ4ofMgoyOIjIhVui86fTFUpqTXKzy6hPS0sUhw4Sh47lggEE43gHjETVJrlIq6326bPszS2UJWsIO8IXnYV+SrZVg8uDACfo92x9S/ZRj9hUWbNfxV38g/qMVlo92x9S/ZRj9hUWbNfxV38g/qMc2D9V1vxZeekX+e/op/8ALgLWkHantH2Ek/kUQ0wraQdqe0fYST+RRDTHSUZhXYnyQj6S/wAbvb20TPyTMPCuxPkhH0l/jd7e2iZ+SZgB5ggggDm3my/w60f9n3P1sw0wrc2X+HWj/s+5+tmGmPjv/Er/ADdH6r8T1fo96qfSEZR2afKIxGUdmnyiPmx6B6jV0Z7VtA/Nj8ouG2FLRntW0D82Pyi4bY/Q71nmafFQRW1x9tqe9gZT5xMRZMVtcfbanvYGU+cTEdWC9ac2O9UbEEEEXBTENdXYUf2ep3zlEW1FS3V2FH9nqd85RFtRWY/jItcncWQR9NfwqPyh+uPmPpr+FR+UP1xXlgKOkHa9p/8ApZr509DZCnpB2vaf/pZr509DZGdTjswp8RdARo2Z26pz2ts/O3Y3o0bM7dU57W2fnbsdGB9ac2P9S+otOCCCLooxK1i+8NH9slI+etQ6iErWL7w0f2yUj561DqIAIwri90RmMK4vdEAInM/9qWi+R/5w7D5CHzP/AGpaL5H/AJw7D5ABCPLdvqo+1eU+dTEPEI8t2+qj7V5T51MQA8QQQQAlaz/gjJe2Cjf7yl4dRCVrP+CMl7YKN/vKXh1EAEEEEAc9cyT2wtafbc78o9HQsc9cyT2wtafbc78o9HQsAEI99dsrT32QnfmL0PEI99dsrT32QnfmL0APA4oIBxQQAj66draa/P6d8+Yh4HFCPrp2tpr8/p3z5iHgcUAER10fg1U/zN39hUSMR10fg1U/zN39hUAVZpr2ubZ9iJT5FMT+IgNNe1zbPsRKfIpifjzktbPTQ4qCKmtj+GuD2w1D5YxbMVNbH8NcHthqHyxjuyfxmcOUOKiYgggizKoz+KPdjEZ/FHuxiACMjsT7kYjI7E+5AGIIIIAynl8hjEZTy+QxiACI26fwVrPsdM/IriSiNun8Faz7HTPyK4lAfrM/A6h+xkr8iiJXERVmfgdQ/YyV+RRErHnZa2ejhxUZT2Q8se+gva/c9m6v/vCYjwT2Q8se+gva/c9m6v8A7wmI7sn8aRX5R4sR9gggi1KkQrJ7bd/f6t+bqh9hCsntt39/q35uqH2ACFGr9t63PYWp/LSUN0KNX7b1uewtT+WkoAboIIIAS9Vextj2ySP7Soc0diPJCZqr2Nse2SR/aVDmjsR5IAzGFdiYzGFdiYA5+5gjtL1H2wzn6m46Cjn3mCO0vUfbDOfqbjoKACEe6e3HZXsfVf8AhoeIR7p7cdlex9V/4aAHiCCCAIHUbtfXF7FzXyK4NOO19b3sXK/Ipg1G7X1xexc18iuDTjtfW97FyvyKYAnoIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAISZq3tQVzLq2NQpZlpS1Fts0BtWwkk4TnhN+Buzyw7QQBy3W6RdyebMoUm5eDK6qq0nFon+hCAlDfCu9ZwW3gnjO1nlxjdF1dLmo3rjyv6PN/WRXVwn/8Anvt4YH4GO/KvRf8AACL0uajeuPK/o839ZCjqJQr6ZqNnCavyXmC5cTSGSKG2jgnOd5ghZ+6HaGARjdx55IuiEfVT76WL7aGfm0zAHyLc1Gx2x5X9HmvrIOlzUb1x5X9Hm/rIeh2IggBF6XNRvXHlf0eb+shX0moN+P6Z267JX9LS0uqntFtk0FtZQnG4bXCDOO7iLihP0T7Ulr+xjP7MAavS5qN648r+jzf1kHS5qN648r+jzf1kPUEAcr3ZSLtRzZVnST13su1VduzCmZ8UlCUtI+75QWtvCuJW/I4/FF3dLmo3rjyv6PN/WRW16fy7rF3f+GJn/iI6DHFACL0uajeuPK/o839ZC5qlQL9Z0yul2bv+WmZdFGm1OsigtoLiAyvKdrhDs5G7ODiLdhV1i7Ud4ewU78guAIemW7qGqmyykaiyqUllGB0vNbhsj+8jY6XNRvXHlf0eb+shvo33olP9A3+yI24ARRbmoue2PK/o839ZCnpNQb7es0rkr+l5ZronURwaqC2s7QnXwpWeEHZKBVjkzjfiLm5IStE/wEPsvVP94TEAeXS5qN648r+jzf1kHS5qN648r+jzf1kPUEAUtbNCvpep94NM35LNzLbFO4Z40Jsh0FDuzhPCdbjfynOYb+lzUb1x5X9Hm/rILQ7b18/m9L+Teh6gBF6XNRvXHlf0eb+shOuyh3y3qZZTT99yzswvohwLwobaQ1hhO1lPCddkbuMYi64Qr17bVhbh/wB5fN0wB99Lmo3rjyv6PN/WQdLmo3rjyv6PN/WQ9QQBS+r9Bvtiw5hyev2Xm2BOyILSaE22STOMhJzwh4iQccuMcsN3S5qLkkajyvH4PN/WR9a6draa/P6d8+Yh4HFAFR6ANTTSL2am5jnuZRdE0l19LXBhxYCcq2RkJyd+MnGYm5+zJufrMnVpuYljPySH225tpgodfbdQpIadxxoSFA4ycqSDujyqWjNnT1WnqktVWZenZhcw8GJ9aElazlRwPHGs7olZyWlqExXtySfvm5HFRVelDMzU+v8AsenyhLJeOruu68ot20bmnayS1562G1SrGmm6LbVJqlRTMylvJZLDTbBQH3WkbLa3FZyAOy2QOPBzuwdi2LduG3qAimS9RlHUsrmHkqMsrLinFLWlJ37gFKHlA8cJ2mOk9s1/Ti265UJqtmcqFKlpp8oqLiUlxbSVKwOQZJ3Qw9RCzv6zXvObkbN0r+wu3+xxb0yV9Jl9mv8AqDbNyk9PW27JzAbanJiVLbpSCUIWpOCR3QCYXV2dUU0qzJVidZDtsupdC1tKImCmWcl8Y/FyHCryjEah0Rs4Annmvec3IV9PdLbcrZuIT01WjzhXZqSY2Ki4nDTezsg907zvhulf2F2/2G9MlfSZfZr/AKg11WwJqcnHap0SSuqTFRlJt55cuQgNyxJbZSkHcnJUSc5yonxRKUqnSbFwT101CsSs1OusokgtKkIalmkrJ4MbzvK1HJO84AwMb4nqI2d/Wa95zcjQmOZ7sB1pxCei7Rc3qUmdySe6cgg+7GLqYjkgu3+xtpYTIzfy8TP7Nf8AUNl/T96canudaoyy3NzsrNraY2lsKWzMh/b2SSEKVshJ2d342Mxq1LSuYqDLrDtZUylblTcC2mTtIVOOBwEZ3HYUkbvxhx4ira/ohV2Lwq1Cs6tOPGn0+UnQ3NOcEtzh3JhGwFJ63I4DOTjO1yY31tWqXelEqopdXbqkjNqOEIfeUgL/ACVE7KvcJjirZTq0PWUn26PA9Pkz0IyflVN4PKEXbkcLSXU5X69R1zK2pWXq3SKvWKpLzEzJsTLT/O0oWUu8MlCcjeSMBsbyd+fEIiJnTN+YoMjTXKmC5TJBunSb/BHKmEPNOZcHKo8ChO7dxnlxHLL6K5IvhmqO1iRWrekPuKRkd3rynPuGJWT55bmZJTzk04w4pe2XVTSEKAQT2TSl5xx9bxcu6NcctZztmd/9jtrf8M9yjnb6vfZC9/vHTUtYdSlqyiqMVNkPNz87OthTBUAqYb2QD3Qk7/H4o8GtPaymis0zo20UKccdnXDLqLk464haVurVkHaypJAG4BITxbopmnKt6Y2EpprU6pRxiXvUsLz+Q+lJhll6BbYbDk3YupJbPG5IzwnEe+2vfHRDKLnqj3v8pTV/QyNB2nWaf1YX7N1v3D1TdMqnJSstJN11BlUTkjPObUqSrhpdptohO/GypLSTv4jnjzExYlm1G36xOVSfqgqD81TZWSdIZKCpTC3lcJx4G1wu9IwBjduinLyl9NZK3ZpUm7edNqqS3wTdREy2P4RIVnIx2O1xmGiQoOhs7/AXu+nJ3B2traPvLxGxY1vVm+9/Y5J+jEKazpOrbbuLt259jesmmXLP6lahmgXM1RUoqbXCpXTUzPCEoODlSk7ON/vw5PW7qIGXCrUeVICTn/J5ruf6SPfTSg2VbTU6LXqbU0Z5aXH3FVATCllIIG/PjPvw4zP8Wdx/MP6jHRhYuNOz16e9tlPlytCtjHOmnm2itKs/kxUdV3bStpVGmFAv57TW2HZS/wCWl5ddIlVNMmgtrLaS0nCdrhBnA3Zxvhi6XNRvXHlf0eb+siR0gx1J7S4vvJJ/IohpjoKgRTbmo2D/ANI8r+jzX1kKOm1Cvp6au3nS/JaXKLimEvZoTa+EXwbWVj7oNkHdu38UXOrsT5IR9Jf43evtomfkmYAx0uajeuPK/o839ZB0uajeuPK/o839ZD1BAHKHNO0246ff2k5uG5G62ldeUGUt09MrwZBaycpUrazu7nFFj7v5qoVObNl25u+NIZV4uBt6vOIUW3ChQBLIOFDBB8Y3iGDpBoX9auDz5NenHjfSX0OxGXq0KtKpGKirab7b8hZ4DLFPARcZxbvsNvd/NVGW8baetVxjljT6QaF/Wrg8+TXpx9NWBQeESOerg3qH/fk13fy483/6VY75+HY/I7/2qw/sPu8zGjQ/6LaBuP8AFj8ouG7B7h96Kv0qtGmTWnNEfXO15Cly6iUtVqZbQPuixuSleBxckMvSTSu+Nyefpv04+lrItV6c5d5VLLNKKtmsa8HuH3ora4tkasz20k56Aym/P+cTET3STSe+Fyefpv04Sp6hSUhqlOMtPVJ1KaNKOgzFRfdVnh392VLyU7h1p3cfdMZ08mVMO8+TTMKmU6eIjmRTRP8AW9w+/B1vcPvx8LQldUTUTnh0jASFENcRH8EDsHj/AJsEm2mVmn5lraUt/sw6ouIG/PWpUSlH/pA7kbjQRd0FGxRsoUf39p343+coi2cf2TFJ3vJtMW+xLtLmQl+r08KWZlxTicTCd6FqUVIO/jSRydyJQ0JvvxcfnuZ9OOTE4Z1WmmdmGxKoppotfH9kx9tD7qjrT2Q/XFSdAm+/Fyee5n04+mqE1wqP34uPsh/33M938uOfeEtp08IR2DTpAP8Ao9p+Af4aa+dOw24PcPvRVmk9pU2c0/p0y7PV5K1qmCQ1WZltO6YdG5KV4HF7+TDR0k0rvjcnn6b9OOp5Gqz+UpLSciyzSgs1xega8HuH3oWZWQr09rA8ig15ujOpt1suLXIJmeEHPTmBhSk7OP8A3jy6SaT3wuTz9N+nEDKWxJMapzEuzUribSbfbcKk1uaCyeeljG1t52f7PFnfxxtoZKqUZ5zaNWIyrTrU3FRZafS5qN648r+jzf1kHS5qN648r+jzf1kKnSyx38uv9IZv6yDpZY7+XX+kM39ZFhvSe0rt8w2BqhQb7ZotLM3fsvMoVX6YlCRQW0bKzNthKs8Ic7JwccuMbsw19Lmo3rjyv6PN/WQnTlm02dbQ1OVO5ZhDbqHkJdr02oJcQraQoAr40qAIPIRHt0tMd/Lr/SGb+shvSe0nfMBr6XNRvXHlf0eb+sgFuaiggnUaVIyP/Dzf1kKnSyx38uv9IZv6yMi2mAciuXXkf/7DN/WQ3pPaRvmGw19FaFfT+mVIdkL8l5OXIe2WlUJtwp+7uZ67hBnfk8XLDl0uajeuPK/o839ZCZTrMplOkm5Kn1K5ZWWayG2ma9NpSnJJOAF90k+7Gx0ssd/Lr/SGb+shvSe0b5hsGvpc1G9ceV/R5v6yFGWoV9dWSfYF+S4nBb0spUx0CbwW+eXwEbHCbiCCc5358UffS0x38uv9IZv6yPBNnU1NQXUBUrlE4tkMKfFem+EU2FFQQVbedkEk47pMN6T2k75gOXS5qN648r+jzf1kHS5qN648r+jzf1kKnSyx38uv9IZv6yDpZY7+XX+kM39ZDek9pG+YbA1ToN+M2xKKnL+l5ls1ykpCBQW04WagwEqzwh7FRCscuMbs5hr6XNRs9seV/R5v6yKv1Kt5hm2pdYrFyufvxTE4drs0sb51kZwV4yM5B4wcEbxDMbaY2j+/l18fhDN/WRG9Z3tcnfMRq6XNRvXHlf0eb+sgFuajeuPK/o839ZCp0ssd/Lr/AEhm/rIym2mM/fy6/wBIZv6yJ3pPaiN8w2Fc8zNSLtmr51bRS7vZp7zN0Oom3FUhDomHNt3KwkrHBjj60Z4+OLw6XNRvXHlf0eb+sjnPmeaM1NXhqi2alXGAxci2wZarTDKljad3rKVgrVu7JWTvPdi4elljv5df6Qzf1kYxw0pK6MpYiMXYa+lzUb1x5X9Hm/rIUbwoV9IvuyGn78l3X3J6bDDooTaQ0RJukkjhOuyMjG7jzyR99LLHfy6/0hm/rI8JizqbMTMtMv1K5XX5RSly7i69NlTSlJKVFJ29xKSQcchjLek9pjvmGwculzUb1x5X9Hm/rIOlzUb1x5X9Hm/rIVOlpjv5df6Qzf1kHSyx38uv9IZv6yG9J7UN8w2Hxq/Qb7YsOYcnr8l5tgTsiC0mhNtkkzjISc8IeIkHHLjHLDd0uai5P/SPK8fg839ZCbP2bTJ+VVKz1SuWaYUpKi29XptSSUqCknBXxhQBHjAj3NtME5NcuvPthm/rIb0ntJ3zAa+lzUb1x5X9Hm/rI0q/b2oSKFUFO6iSziBKulSRb7YyNhWRnhIgelljv5df6Qzf1katXtthNHnldG7pViVdOFXBNkHrFcY2948URvWe0b5ibemo/wCjm2cA/eiU+RTDBg9w+9Fc2BZ9LmLCt99c9cCFOUuWWQ3W5pCQS0k4CQvAHiG4RN9JNK743J5+m/Tir4FqvTnLvLZZapJWzWNeD3D70VPbBRwtfGyoHpgqGTtcZ4Yw29JNJ74XJ5+m/ThIsOVap4uBpgvOA1qfZJmHlvK2Q8d+Vk4V/aHXHuxsp4CeF0yadzVVx8MUs2KasMPW9w+/B1vcPvxrtSjTdOckEqfLLitpSlPrU4Du4nCdsDdxAgcfdMfT8u29T2ZFZdDTRBSpDq0OHGeycBC1cfKT/hG00ntlOMYPvwdb3D78fMwA/OsTaxhxjsAg7CD+UhOEr/8AUDGEISipqqI2i8oYKSolrix/BHrBxcezAH31vcPvwZTgjB9+PCWl25duaQ2XSJkEOcI8tZHH2BUSUcZ7HHJ3BGOdGuhnQ/L3A7e3tcOvhc/6TO3jxbWIA2Ot7h9+Dre4ffjymGUPsSzCysJliCgocUhRwMdcpJBXxfjE5j7dAcqLc+rc82nZSlPWtkb+NsdYTv4yCeLuCAPoFI5D78HW9w+/HwwhLNQenkbRdeBCkrUVNjOOxbJKE8XIB/iY8peVaYkpiUQXi2/2ZW+tax+StRKkf+kiANjre4ffiOujY6VqxlKvvdM8v90uNl2UacpzcgpT4ZbVtJUl9aXCd/G4Dtkb+Ikji7gjVu4hy2591SU7UrT5ng9nrQfuKh14GAvi/GzEgfbMB6TqJuP3slfkURLYPcPvQhWnZlKctOjOGfuIFdOllEJrk0kDLKDuAXuHiiS6SaV3xuTz9N+nHLwLVenOXedSy1SStmvuGtIORuPH3IXNJqLec3aky/SL1YpkkqtVXg5ZdFbfLeJ98HrysFWTk8W7OOSPBNk0nI/fC5OPv9N+nEBphbsuu2JjFWuRpKaxU0BLNcmm04TOvAHAXjJxknjJyTvMdGGyZUoyd2tJz4rKdOtFJJ6C0+lzUb1x5X9Hm/rIOlzUb1x5X9Hm/rIVOlljv5df6Qzf1kHS0x38uv8ASGb+sjt3pPacO+YbDxtOhXyvUy9Wmb7l2phvofwzxoTag7lhWzhPCdbgbuM5hx6XNRvXHlf0eb+shNYsymMTczOM1K5W5ma2OeHU16bCndgFKNo7e/A3CPfpZY7+XX+kM39ZDek9pO+YDX0uajeuPK/o839ZC1UqDfqdTaE0u/5dUyqkVEtvdAG8ISHZTaTs8JvySk5zu2fGcePSyx38uv8ASGb+sjyXaFOXOtTq6pcyplptbbbxr83toQspKkg7eQCUJyOXZHchvSe0jfMNg4dLmo3rjyv6PN/WQdLmo3rjyv6PN/WQqdLTHfy6/wBIZv6yDpZY7+XX+kM39ZDek9qG+YbDOotCvtpFvc935LzG1X5NLeKE2jYWVKwr+E3gdyGkW5qNjtjyv6Ot/WQnzVn06a4HnqqXM/wLyX2uEr02rYcT2Kxle4jO4x7dLMv38uv9IZv6yG9J7RvmA19Lmo3rjyv6PN/WRg25qLjtjyv6PN/WQq9LLHfy6/0hm/rIOlpjB/fy6/0hm/rIb0ntG+YbCvOYupF2zuk087RLvZpMsK7NJUwukomCV4byraK04zu3Y5Iu7pc1G9ceV/R5v6yK25gYAaK1ADkuGb/ZbjoOOU6RF6XNRvXHlf0eb+shRuGhX0jVO02Xb8l3JlyRqRZeFCbAaA532gU8J12cjfkYxy5i6IR7p7cdlex9V/VLQB89Lmo3rjyv6PN/WQdLmo3rjyv6PN/WQ9QQBVl82/f7Vk11yZ1Bln2U02ZK2xQG0laeCVkZ4TdkcsFi2/f7tk0NyW1BlmWVU2WKGzQG1FCeCTgZ4TfgcsOuo3a/uL2LmvkVwac9r+3vYuV+RTAEH0uajeuPK/o839ZB0uajY7Y8r+jzf1kPUEAeUkh5qTZbmXw++htKXHQjYC1Ab1bPJk78ckesEEAEEEEAEEEEAEEEEAEEEEAEIuoOoDdv3ja1mSDDUxXLlfdTL8MohphppBWtxeN54gkJGMkneMb3qKP1mtueY5oHTTUPg3F0ammak6i8lJUJXbbXwS1AZwkqUUlXEDs54xAD7ozf8pqNZLdfl5Uycw1MOyc7Klzb4CYbVhaQrdtJ4lA4GQoZAO6Jp27LXacU25cdHQtCilSVTzQII3EEbW4xWHMfWjVbX0zn36xKzEnMVqszNTbl30lDjbS9lLe0k70khG1g78EZj0qfMxaNVGpTVQm7XecmZp5b7yuiMwNpalFSjgLwN5O6AFOvV2iL5t+gVFFZpqpJNnutqmBNNlsK4V7rSrOAd43Z5YvXpvtTwmovx9r0o5Rq+hemUtzWFHsRqgOCgTNsuTzssZ14lT4cdSFbe1tDckbs43RbnqVdEfBR7znM+nAFpdN9qeE1F+PtelCZqbc9tzFTsksXBSXA1crTjhROtnYTztMDaOFbhkgZ8YiA9Sroj4KPec5n04WL75m/SGkT9qtSNsuNoqNdbk5oGffVttFl5ZTvXu65CTkb90AXyLvtTA/ymovx9r0oOm+1PCai/H2vSirRzK2iJGelN7znMenB6lXRHwUe85zPpwBaXTfanhNRfj7XpQp6OXRbUtpXbTExcNIadRTmgtC51sKSccRBVuMLPqVdEfBN7znM+nC9pnzNej9d0+oVXqVsOuzk3JNvPuCoPp2lqGScBeB7kAXn032p4TUX4+16UHTfanhNRfj7XpRVvqVdEfBR7znM+nB6lXRHwUe85zPpwAsXhXqI5zblk1JusU5ck1bUwhyYTNILaFfujcVZwDvG7PKIvkXfanhNRfj7XpRyfcuh2m0lzVtq2HLUJxFv1ChPzczLc+PErdTw2FbZVtDsE7gcbot71KuiPgo95zmfTgC0um+1PCai/H2vShY1aum2pjSq7WGLhpDrrlEnEIQidaKlKLKwAAFbye5Cp6lXRHwUe85zPpxA6i8zRo7RdPrjrFOth1qdkaVMzMus1B9Wy4hpSknBXg4IG4wBc9Ju21kUuVSq5aMFBhAIM+1/NH9qNnpvtTwmovx9r0oqancy1oo/T5Z5y1HitbKFKPRKYGSUj+3Hv6lXRHwUe85zPpwBaXTfah/8TUX4+16UJ2jl0W3LWQWpi4aQ0vorU1bK51oHCp98g9lxEEEd0GF71K2iI/8ACb3nOZ9OFnTHmbNH63ahn6jbLrsx0Rn2NoVB9PWNTbzaBgKxuShI8eMwBfHTfanhNRfj7XpQdN9qeE1F+PtelFW+pV0R8FHvOcz6cHqVdEfBR7znM+nAE9alzW41qtesw5X6Sll2XpobWZ1sJXht7ODtb8ZEOnTfanhNRfj7XpRQtvczhpDOah3TR37YcVJ09mQVLI5/fBQXUOFe/byclI4+Lkho9Sroj4KPec5n04AtLpvtTwmovx9r0oR7xuW3HdU7GmG6/SVstdEeEWmdbKUZl0gZO1uzEL6lXRHwUe85zPpwqXNzOGkEjqDaVIl7YcTKVHn7npBqEwSvg2QpG/byME53e7mAL96b7U8JqL8fa9KDpvtTwmovx9r0oq31KuiPgo95zmfTg9Sroj4KPec5n04An9arntua08mWZa4KS84Z6nkIROtqOBOsknAVyAE+5Dn03WqMg3LReP8Ar7XpRQ2qfM3aQ0GypipUy2XWZpM3JtBZqD6utcmmm1jBXjelah4sw0HmVtEVEnpTdG/kqUx6cAWj032p4TUX4+16UfD13WqplwC5qLkpP/b2u5+VFYepV0R8FHvOcz6cfLvMr6JJaWoWo9kJJ++cx6cAM+i90W1LaQWdLzFw0hp5uhyaXG1zrQUhQZTkEFW4+KG3pvtTwmovx9r0oorS3matHq7ppbNaqVsOuzs/SZWZmFioTCQpxbSVKOAvAySdwhj9Sroj4KPec5n04AtFV32psn/Kai8X9fa9KEnSa5rcllXbzxX6S1wlzzq0bc62naSdjChlW8eOIQ8ytoiAT0qPec5n04VdOuZw0grJuTn+2HF841+bk5fFQmE7LKNjZTuXvxk7zv3wBfnTfanhNRfj7XpQdN9qeE1F+PtelFW+pV0R8FHvOcz6cHqVdEfBR7znM+nADFSbnttOs1xzKrhpAYXQaWhDhnmtlSg/PEgHa3kZGRyZHdEMdYrVhViRXI1Wr25PSq+yafm2VpPjwTx+OKVpvM2aPvaoVyhuWw6ZGUo9PmmUdEH8pcddm0rOdvJyGm93JjxmGX1KuiPgo95zmfTiGk1ZmUJypyUouzR61Cg0OlMrFjah0aTlTvVRqrOtTlPX4gFKKm/KkmECqztjqvKgM3BQ6fajvCv891Chz6VS7yS0oIUhTJyg7eDgjcOM4zD16lXRHwUe85zPpwu3DzN+kNOvS1JCTtp5pifmZlMwBUZjKgiXWtODt5GFAHdHJPBQfF0cz0rs5Oqx6LC+k2Jhortu/wDqi3GfXJaJf1qRN1G1aItlBpuqdFqDBG0hi4ESk+lQ5OvVhYHjhYmaPTafMKemLcs+dc/rVtXPzi4kd0NrXgnxCGe8uZd07rNJEtT2pmnTDY+5uuOqmQfErbO17yh7sV8dCLCtbrL50ufnJJHHWKJUZp1sDuuMle0jxkZHcjllh6a9ZFrnWld97dnWXmHyzjKi/wAHVVT+V/u5/clHP6pNv2T7ui6bect+cpsrfF7SU2otgU6sOom2VkOJO5Y2twxtcY7HEPbjtRnJdUyi8NLbrYJJJqko2wtXl2CQD5RCfc+iOgUxp3PXDZ9NbmnWSzsuNVR9Sm9p5CTtIK8pOCdxHLFmSvM6aVS6ShmiToQd2wuqTCx7ylmM1hZNXhK66WvNdxzPL9KNRxxFJ05rX8mEn3qE19oxImjbJJFY0utCaQON6i3BLp95G0lUabdf0cl9uX54vS1HgCMNz7pSD4ilaxEvdfMk6f1Mrcpb8xTnDvAW2l1Gfc2Ve+TCo5zMNPozbipiwqDc7KUnZVLVibknz4yFLKM+SNbw+brj3J+Fmd0MsbsrU6ya2bpUpv8A/o50+8a9NnqS7aFGap2tk9Sp5MgyHZKZeZW3LuBsbTaEuAdak5AGTuHHDUZ67ZEAsaxWfUB+KJ6VZbz5S25FQWPYWjcjatJmrmsW8KYt2RZdcqSX5tUq+VIBLiS2s4Cs5xjdmLBommXM+3GxwNLmpabUoYDaqq4XR/6HDn3xEwSvaLV9mdKL7Hc115SUM+rTko7XSpVY+/FR7icF9XxKA8PUNNKokcstWSwpX+2SIXLA1NnqQ/cy37blplMzXH33VStclVcGsoaBQkKUCsAAHaG45xyGNev8yNp3O7S5CZnJIneNtttxI/2Qk/4wgWrzNFPnHq0iVpVv1humVV2RUJ5+bllubCUHKS0vAHX8Rzxccbkqsdecvdf9ytcsDW4u4yfOqsH3PM7y7er/AGhLr4OqU6tU9XKVstuJ99CzEtTdcNMp7ci5mmlfzXmHUY90pxFLK0CtWROKnoQ/MtjjepdzuuZ8iFqCoG9M+Z5kt9b04vGgFPGqbE6Ej/1IWoGG7yWudumLXkFkqlVXycK5f7dWMu602bnNPXJQbivvSSZoVXkqi1KV9S5lcu6FhlJUzgr/AJo3HeccUWuw60+Nph1t0HiLawr9Uc36lW9pZSLx09Xps8p+SmaxwdZQ5OPvIDOW8cIl49anevfu/wAItK4bV02p1N6KP01DaC4lpkU55xTr7ijhDbaG1ZWtR4gP1AmLLBVqzi3DNl1tfBlLlDJ+BozSrqtSfPBPxlDwLCKVDjSoeURlkHhUbvxh+uKSZdkWVTMwhN7UiRklATb8nXZedVJA53vsNrWtsDBz2WADniMPTFuXPssu0rUWdcaXsrbVMybUwlSTvB2t2QRgx2LEVuWm+pr42K55OwMuJi0vrQmvwqZ76QJUNMqCCkg87K3Ef3q4asHuGKw06Rf67Fo79Kn6A9KqYw0zNy7iVpSFqTgqRx8UfNO1GuR6aLJoVEmm1vmXlphuqCXbnXAdlSZfhd7uFApykEZGATERxailnQkuq/hcl5FlNvcq9OX9aj+PMLRwe4Yrq4Eq6rE8dk46BSm/H+cTEe9M1FnJp6dYcsevh+QdDM00xsOLaURtDKdxwRvB4iOImFasXhT1agzc/NSlVkGV0mWa4OZklJcCkvPEkgZ63Ctx4ic9yNOIxtB0+NbpTXjY24b0fyjn3hTzvquM/wALY17Kv5p96DZV/NPvQp1K/wC3pZhCpZ5yffcXsIYaAbOe6pTmylA8ZPvx9Ua9ZOcqDEhPSa6c9MkiXWZlp9l1QGdnhG1EJVgHcoDON2Y4o1qc+LJPrN1fJuMw/raUo9MWvFGzfyFmlSACVH9+JDk/zhEMOyr+afehevlak0unuNn/AL4kACN/HMJH/vEvU56UplPfn599EvKy6Ct1xfEkD/E9wAbySAI2nEbWyr+afej6ZSrhUdaeyHJ44Tm71dcm3Wm7ZqbiWkcI42h+XM2hv+eZUL4QDi3dlv4s7oaKPPSlSlZWfkX0Pyr4StpxPEoE/wCHcwd4O6IBK6NJUNNqVlJHXTHJ/nLsN2D3DCjo2pStNaTk5xzwkeQTDoEeNY1Ck5aeXK02muVJKJgyqplc7Lycup8EBTLa3ljhVgkAhAIB3E53RcQaUFcqZJuTHTB7hhYbSrqtvnZOOlxsZx/na43rauGWrS5qWMpOU6oyRSJuQnWwh5nazsq3EpWhWDhaSUnB5QRGk0tQ1YmWgesVbrSiPGJtwD9ZiW72MVouM2D3DBg9wxAXVdUlQXW5Uy8xP1B1pTyJSXKElLSThTri1lKGmwcDbWQM7hkxoUC+ZefmJFmoUqYpiaiookJoTLM1KTSxn7ml9lRSF7jhKsZwcZIic5XsM12uN6Qd+48UYwe4YBvgiSAwe4YMHuGCCJAYPcMGD3DBBABg9wwYPcMEEAGD3DBg9wwQQAr6oJUbYlgEkno1S+If58xDSQcnceOFbU5RRbMspJwRWqX8+ZH/ALxPVioyNIpszU6lMolZOWQXHnV8SUjybyeIADeSQBvjHlZPIbWD3DGQDkbjCM1qC87OvMNWjV3EsN8K60iZllTzbf8APVJhzhQN43EbW/sc7obqPUJKrU2WqdNmUTMnMoDjLqOJST5d4PIQd4IIO+CkmGmioOZtSoXpqwSk46aF8n9p2Lpwe4YpbmbFHpw1Ybz1oulwgePad+iHy6L7kKNNzMnLyblQelNkTjhmWZWWlVKG0lDj7ykoCyN4QMqxvIAIzrpNKGkzmm5uw24PcMGD3DC/bt0M1SoLpU5Tp2kVRDPDiUmthXDNZA4RpxBKHUAkAlJyMjIGRlgjanc1tWDB7hgwe4YIIkBg9wwYPcMEEAGD3DGpWgeglQ3H+KPfJqjbjTrYzQ6iO7KPfJqiHqCI3ThKk6eW2lSSCKTK5BH9ymJ7B7hiC09dU7p/brzqhtKpMqpSjuH8Cnf4oX57U2SQttyn0h+dkXc8BNuz8tJpmUhWztMJeWlTiM7gvCUqPETGKaSVzKzbdh9we4Yqu10LDlfylQzcFQI3f3xiwLbrkjXpFyZkxMNLZdLEzLTLRaflnRjLbiD2KsEHlBBBBIOYr+2VqUuuBRyEV6oJT4hw6j/7mObF6Yo6cJokyY2VfzT70Gyr+afehWrl5yshMvy8pJOz5lnOBmHueGpdhpzGeD4RwgKWBvKUgkcuI3rauSTrZWyll+Um220uql3iklTatyXELQShxsndtJJGdxwYrzuJvZV/NPvQbKv5p96A9iPdjEAZ2VfzT70Gyr+afejEZHYn3IANlX80+9Bsq/mn3oxBAGdlX80+9Bsq/mn3oE8vkMYgDOyr+afeiOulCja1YGyfvdM8n90uJCI66Di1qwe5T5n5JcAPVnpULQogIIIpkryf3KIlMHuGIm2H0N2ZSZmYdQ22mlyzjjiyEpSAwklRPEABkwrzGpkvw7HOVAnZmVmAlUs67Oy0q5MoUSEraZeWlakqIOyVBO1+LmLm6SKezY/pB2huPHCrpYlQtiaBSR+/dVO8f58/EzblZkK7TkVCnrcLfCKacbdbLbrLiThbbiFb0LSdxB/VgmG0uWVWxMlR4q1VEjyCeeidbQ5GNOD3DBg9wwnXFf8AI0ycmJWTkV1BUq8GJl9c4xKSrT2M8FwzykhTmCMoQFEZGcRK25cjFWm5mnPyE7SarKoS4/IziUhYbUSA4hSSUONkgjaSTg7jgwzlewzWTpBwNxjGD3DAeIQRJAYPcMGD3DBBEgMHuGDB7hgggAwe4YMHuGCCADB7hgwcHcYIxyGIBW3MNV2iUzR6oS9SrFPknjX5tQbmJpDasYb34UQcbjF8dN9qeE1F+PtelHKPMn6Iab6g6aztduuhuT0+iszMul1M4619zSEEDCFAcajv8cW56lXRHwUe85zPpxTFsWl032p4TUX4+16UJly3NbjmrdnTDdwUlTLUhVA4sTrZSkkS+ATtYGcHHkMQHqVdEfBR7znM+nCxXOZv0hk9R7ZorFsuCSn5SoOzDZn3ztqaDOwcleRjhFcXd38UAXz032p4TUX4+16UHTfanhNRfj7XpRVvqVdEfBR7znM+nB6lXRHwUe85zPpwA7agXVbD1iV9pm4qO44umTKUpTPNEqJaXgAbUGn91WwzYlAaeuKjtuIpkslSVTzQKSGk5BG1uitLx5mPRmm2jWahKWs6mYlpB95pRqMwQlaW1FJwV78ECCzeZj0ZqVo0eoTdrOqmJmQYedUKjMAKWptJUcBe7JJgC5+m+1PCai/H2vSg6b7U8JqL8fa9KKt9Sroj4KPec5n04PUq6I4x0qPec5n04Autlxt5pDzS0uNrSFIWk5CgeIgjjEfUatHp8pSaRJ0qQb4KUkmES7CNonZbQkJSMnecADjjagAggggAggggAggggAggggAggggAgghKmtVLJlpl2Weqc0l1lam1gUyaOFAkHeG8HeOSAK0uH+Xhb3tMd+VejoCOWq3fdru82bQ7gRUHjTmrTcYW5zi+FBfCunGxsbZGCN4GPHF2dVqxO+s35qm/qoAeYR9VPvpYvtoZ+bTMY6rVid9ZvzVN/VQo6i6l2bO1GzlS9SmVCWuJp93NOmU4QJeYTkZbGTlQ3DJ94wBc47EQQjDVqxMffWb81Tf1UHVasTvrN+apv6qAHmE/RPtSWv7GM/sxrdVqxO+s35qm/qoV9JNTrLp+mVuyUzU5lLzNPaQsJps0oAgb94bIPuQBcMEI3VasTvrN+apv6qDqtWJ31m/NU39VAFa3p/LusX2sTP8AxEdBjijle7L7th/myrOuFqfeNOlrdmGXXDJPhQWeHwAgo2z2Q3gEe8Yu8atWJ31m/NU39VADzCprF2o7x9gp35BcaPVasTvrN+apv6qFvVPU+y57TG6ZKWqcyp+Yo0202FU2aSCpTKwASWwBvPGTiALSo33olP8AQN/siNuK9peq9jN0yVQqqzWUsoBxS5v+aP7qNnqtWJ31m/NU39VADzyQlaJ/gIfZeq/7wmI8+q1Yh3dFZvzVN/VQpaSam2ZIWaZeZqcwlzonUXMJpsyobK519STkNkcRG7jHEcHdAFzQQjdVqxO+s35qm/qoOq1YnfWb81Tf1UAYs/tvXz+b0v5N6HqKWtjUuzZfU+8J12pTIYmWKcGiKdMknZQ6DkBvI4xxgZ5IcOq1YnfWb81Tf1UAPMIV7dtuwf8AWXzdMenVasTvrN+apv6qEy7NSrOmNTLKnWqlMliW6IcKTTpkEbTCQMAt5PuZxAF2QQjdVqxO+s35qm/qoOq1YnfWb81Tf1UAZ107W01+f0758xDwOKKX1h1Ms2o2FMSkpU5lTqp2RWAqnTKBhM4yo71NgcQPl4hvhv6rNijI6KzfH3qm/qoAeY85j+Lufkn9UJXVasTvrN+apv6qPh7VmxVMrT0VmhlJH3rm+5/ooA29De0xZfsDJfIIhxinNH9TrLp+k9pSM1U5lL8vRZRp0Jps0oBSWUggENkHeOMEiGrqtWJ31m/NU39VADwrsT5IRNHeyvH21T3/AMI+latWJsn99Zvi71zf1UJ2l2pVnSCrq55qUynh7knHm8U6ZVlJ2MZw2cHxHfAF1wQjdVqxO+s35qm/qoOq1YnfWb81Tf1UAelG7d9ze16lfLz8OsU1StTbLb1duCoKqkxzu9Q6a0gimzWSpD06VDHB5G5ad53HO7ODhs6rVid9ZvzVN/VQA8wl3n2xbF/Op35o5Hl1WrE76zfmqb+qhUuvUyzJi+bOm2qnMlqWmZsuk02ZBAVKrSMAt5O88mYAuSCEbqtWJ31m/Nc39VB1WrE76zfmqb+qgBe12sW2lWtULilaeiQrDamcTUoeCKyp5A69I3L4wd44wN8SHP8AqXaGRUpBq9aUj/tMikMz6E/2muxcP5O8xC6uamWbUdP6jKStTmVOrUwQFU2ZSNz7ZO8tgcQhr6rNijINUm9x71Tf1UaJYeN7w+S+b4rUy2pZYrZipYhKrBcktLX1ZK0l0J22pknZ9+WxdKlM0upJE6jc7JTCS1MtkcYLat+7ujIhhmv4q7+Qf1GKnvC4tHrqSlVYU+5Mo/gptqlzjcw2RxFLiWgrd3OKFheoM7ajTiaLdTt4UpKDiTqlNmmpxAxxIfDWFn8sRjulWnx1dbV5eVzZvTA4vThqmZL2Z6uqasveUellt6QD/ontH2Ek/kUR73BYtn1/aNXtymTS1cbpYCXP9tOFf4xXOlmsFi07Ti35Cr1J+mTEpTZZjZmZR0cLstpSFtlKTtJOMjyiG/qtWJ31m/NU39VGxOnWjyNHJOnjcmVVfOpy5Grq62prWudOxpnSuXpw2rVuu5bf2R1rLU4X5cf/ALNzOffhU08RqbTZm6OhD1ArzTVfmETfPiVSr7zobaytJRlCQRsjHJgw7HVqxMH99ZvzVN/VQo6a6l2bIzV3GZqUynni4ph5vFOmVZQW2gCcNnB3Hcd8Yb2guJddD+GruOnhzEz9eo1PrRTfvaJfeGPqkVemdbdWntw00Dsn5NKZ5hPjKmzkD3IlqFqbYlZWGpO5ZFDxOOBmVlhzPc2XMHMavVasTvrN+a5v6qImu3ppHXUFFZZZn88r9CmVkeQlrIhmVo6pX6V8V5E75ybW9ZRcHthK692V399Fcc11LySr80lDLLBZnq6tqZ2EjD7ZLQ2VY7JO87j3Y+Lrsq1ZC8LccEkaXIzjsxKrelX1NBM0pAMvvz1pOHUjGMkgcohN1nasMX3p5Jafl+WM7WS3MbTUwjnckt7LjIfACVjf2PcGYsmp27eipB+QXWaNccg+nYclavJbG2nuFSOPy8h38cbaUFKL3WjfnVn42fYjYq0qbSwWPcOaWfC/u50O2SFGhU1ElqHeEvTb1naU3Jy0o45NTSEvcKlDbnC8IpYAUlri8QUQYmdNpTUGRsqi9C3aK9J8CFS0rPtONOoaKiWwVJ4utKSAexBA5I000x2QUhNzWXc1Sk5daVtst1x2pSaSniPALXvxxgKzyQ50vUK0pqbSy5VkyMwFDaanm1S6hv8A7Qx/jG2Cwyds9wfTJdz0dwqLLEouUqMK0eVqFOp2yppyXXJCNa1Tu8aSM02nWpMTDT1NfZlJ6VnEFYUouAKLZ64YUeTfujRrN4UKoWjZ8vI0yoyctTavTnQpyT+5JZllbLuwpOc7OMEDfnkzFiaPpzplQkgpUUyys7KgcZcWeTxGNmfsyjTU+/PMuVSmPzKtuZNMqb0ol9X85aW1BKlHlVjJ5SY6VQrZqcKl+lJ+FiqePwMpNVsIk/5JSi/vOa7hbp11WzP6pCfkazJpYVQuAmHHHOCDrnPG00jr8ZUkcKfEFjux51p1D2q064w6l1BoMphTawofxiY5RDZK2ZastTEU5Fv05csgkgOtBxRUTkqUtWVKUTvJJJMVzXrOoTeo85JScoZGXRSZd9KZV9TZDinnklXHyhCfFujXX3zGm7qL7V5+JnQjkirP5MqkOlRn33h4HnTU05q+riaqzcuXHG5Waa4dAUDKob2VFII4kr29rHFtDPGISKTKUeZ0hCudmV1p+YclJZWwQ+X1zKuDTv3nrMK8SATxQ4Vewufm2Qm46qhUuvhJdbjoWtlXEShYwpOeXB38sa1MtO4qRPioIqElXJxCShExVHnlvNoPGlBUohGeXGM8sVkpJ+sp+D/v3FxQpSp/5TGpc15wfhm/ePm8rVokhIyrsgw7LqcqkmyS2+vGyt9KSQCdxwdx5I87zoQpklIzaq7VucG6kwqZVMPB1EunaOy9gj8VewcncAc8ket3z1wGQk26jQENoRU5NwOy82lwKUl5JCAk78qxgeMxKu3dS+CW1VadU5JCgUrTNSRKCDuIOMgiNX+FWtZvU4+R3Xy/Piz3XolGr3Xk+4WnGamxqk1KNXA09UTSVIExMSgwAXkq4E7O4qPZ7Wc4EbtirufnSbm6SijzcjM1N95orUttLhK8KW3jcG1KCiO7kniIj1k6fYc6zzqxWnzIq3dDlVh5EsR/N4FSgNn+zxcmMQ8SCGgGUSoZ4FGylCWiNlKRuAGNwGI3Qp05erm+qV/G5X18bi6DtisPFPnpqP4VFkJpzV7ultPpSWp9pLnWCmZSxNsT7aVBRed3lCt4wony4zC5VbklXtIaRbzVv1VgyczJM8OpgKaLsrMtrmBkHIXlCyQQDk7+PMWdo2nGmtKBxvMweMf1l2N+p2hR52pO1JC6jTZ1/HPD9MqLsop/G4cJwagFkDdkjON2YtVh62Ys2q9XKl8EileUsFKT3TCR/plNeMpLuE2dv213tSKXVBNTMk2xT5uXnVzEqtB2XFNLZQoYJ4wtQPEN/djfkLrtqZ1PdnWa7TzLKoKGEuqeCElwTSlbPXY34IOO5DhQaDSqJJLlKbKJbQ64XXlLWXXHnDxrcWslS1eNRPc4oXJiiUme1TmGZylyEwx0vtqKHGEEbZmljaxjjwMZ9yMszFR/1RfU18X4GKrZInrpVI9E4y7syPiZtip0prUS63JqelSt1uRmmneFSpKpNDZScEciHOEyOQrB5YSaA9Ku8zu3S2yeiT06uXkmAkodE2qeW4xsggEEDDmeRIJ4osGc06suZyVUCVZVyLl1KaUnybJGI0ntMLfVMMTMtOVuUmJcKDDrVRUVNbQwrZKs4yOPHHBvErXBPob+K+IVHJM+LXnHppq3aqjfcO5IK1bwd53jljEKAtGvsJIkNQK2jdu56bamB/iBGBTNRZZP3G56JPfnVOLf+KDGe+Ki41J/dfxuY8F4afq8XDrVRP8ABbvHCCE9M5qRLj7vQ7dn8f1eeW0T/tjECbouhkZn9P6mAOMyk20+PcG4w35BcZSX9L8rDgLES9XOnLoqU/ByT7hwghOTqDINZFQoNy08jjL1NUQPdSTHrLakWU+rYNdaYX/NmGnGj/8AvJgsdhnoz0ul28SJej2VErrDza2qLku1XQ2QRFSVy27O7pSvUp49xM2jPvZiUaUl0ZaWhwd1Cgr9UdEKkZ6Yu5W1sNWoO1WDj0prxMwRkpI4xjyxjHk9+MzSKuqX4Ly3s1Svn7EfOp62ZeUok/OkCmSVdlX59SuwQ2CsJWv+yl1TSieIYzyR6aoJKrYlgMZ6NUvlH9eZhmfabebcZebbdacBStCwFJUk5BBB3EEchjC12zJOyQhvzconX+Vb4VCXelpyXV1p/hTNIcSjaxjaKBtcfFviS0vU09I1qekiDS52uzcxT1DsVtEpClo/sKdDqh3c55YydPrcLBkyqr9DSMGmdGJjnLZz2PA7ezs/2exxuxjdDTLtNsNNsstttNNpCEIQAlKUjcAANwAHJERTvpDasUxzNWBe+q5VxdNK8+Tbdjeqj0szoXfdNmVJ6KNGqsTjZTtOLmnlOqaOAMkuIU2UnlGMcW7R5m1JF56sHdg3Q5yj+c7Fn1y1qTVp5FQeE3KVBDfBCdp865KvlHHsFbZBUnuBWcZOMRhBNw0c5nN2n2C7OTUnUKjp63TnkvTiHTNBTfGiVRKrbfUruJKi2jfxqx3IexxRFW/blKoa5l6RadXNTRBmZuZmFzEw/jsQtxZKiByDOBk4ES2PJ78bYq2s1thBBjye/Bjye/GRAQQY8nvwY8nvwARqVr7yVD80e+TVG3jye/GpWh+8lQ4v4o9y/wB2qIeoISlS83N8zu3KyCHHJl22GkoQ32a/3OnaSnxlO0B4zEfqnVqJULBmmKLWqewmdoXCS8vzoFmpSh3JlmljeCogowgKUkqzgEQ56coUjT220nAIpMpxEf0KY15qx6E7OPTMuuq0wvuFx9um1R6VadWeyUpDagnJ5SACeXfGvNbWgzTSek0bUUiZ1CrkzKMlhlqlU+VnWwrIROJ4RXBE8q22loSrypBhdtT+Hr28D/KGf3n/AExiyaLSqfRqY1TaVJsycoznYab4gSckkneSTvJJJJ3kmK3tdBDlePW77gqBHXD+mMc+KVoI6MK7yYtWxPSUlY9MlnarLUipMTL0s5MzLCXeAnAXFO7e0QApQKlAkjaChjOY0LESkiyZViXLE3Ky087MAZGZZZUkOEHelLrmwtKT48bhDpVrZpdQnFTy+epScUkIXMSM4uWccSOILKCNrHJnOOSNiiUSn0dt4SLJC5hfCPvOvKddeVxZWtRKlHG4ZO7kxHCdpIfij3YxH1snZHFy8sY2T4vfEQSYjI7E+5Bsnxe+IyEnZPFycsAfMEZ2T4vfEGyfF74gATy+QxiPpKTv4uI8sY2T4vfEAYiNun8Faz7HTPyK4k9k+L3xEddKSbWrA3fe6Z5R/RLgDfulpb2hTSUtOPNppMi5MtNjKnJdAZU8kDly2F7uUZER2slSptRoE5LUuqSMy5MMSkwaYiWCnKywp7aZaadHXYVg4KArZ5cZJh8s9JTaNEG4EUyV4j/coiKdsK3y45zsqrU5h1SlOSkhVn5aXUVdl9zQoJTnl2cZi3cW1oKlNJ6T4tFbczfd4z0kdqSXMyrC1JOULm22il4gjcSkFpCiOVOOMRnSjdbczvA/fyqbzyfu9+GKk0+SpchL0+myrEpJy6QhlllIShCe4B//AHnjhe0tSU2zNA4+/VUPGP689GSVmRyCBXnpRHMy1Omrx0RZS5JTTJSVO8/CZ23QQATtK3rzypIPFDxVpqUqWo1qKpjyH3mpedmn3GzuEm42EDa8S3QjZzxlBI4jEnWLTpFSqKqkVT8hUFoDbk3TZ92UdcSOJK1NqG2BybQOOSNq37fpdCbfTTZdSXJlzhJmYeeU8/ML4gpxxZKlEDcMnA5MRCi7k5yJM8QgjJG4cXvxjHk9+NhgEEGPJ78GPJ78AEEGPJ78GPJ78AEEGPJ78GPJ78AEY5DGceT34Mbjxe/EARuYH7S1Q9sM5+y3HQUcscxdfVs23pPP0+rzzzMwquzToS3JPvDZIbAO02hQ5DuzmLu6rVid9ZvzVN/VRTFsPMI909uOyvY+q/8ADRjqtWJ31m/NU39VChcWpdmv6p2lPN1OZLEtJVJLqjTpkEFfO+zgFvJ7E8Q3cvJAF0QQjdVqxO+s35qm/qoOq1YnfWb81Tf1UATeo3a+uL2LmvkVwacdr63vYuV+RTCXfWqVkzdk12WYqc0p12mzKEA0yaAJLSgN5bwPKYLE1SsmUsmhyz9Tmg61TZZCwKZNEAhpIO8N4PlEAWlBCN1WrE76zfmqb+qgOrViAZ6Kzfmqb+qgB5gjyk5hqbk2ZuXUVMvNpcbJSUkpUMg4O8buQx6wAQQQQAQQQQAQQQQAQQQQAQQQQAQY8vvwQQBQFwk+rvt4ZP4GO8v989F/48vvxz/cP8vC3vaY78q9HQEAGPL78I+qe6qWLgn8KGuX/NpmHiEfVT76WL7aGfm0zADuBuHH78Zx5ffgHYiCAMY8vvwoaKZOktrkkn97GeX+zDhCfon2pLX9jGf2YAcMeX34MeX34IIA58vT+XdYu8/gxM/8RHQQHl9+Ofb0/l3WL7WJn/iI6DHFABjy+/CprFu0jvDBP3ineX+4XDXCprF2o7x9gp35BcAMFH30mUJJJ4BHL/ZEbePL78alG+9Ep/oG/wBkRtwBjHl9+EvRXJsQkkn996ry/wD6hMQ68kJWif4CH2Xqv+8JiAHXHl9+DHl9+CCAEa0MnV2+QSf4vS+X+7eh5x5ffhFs/tvXz+b0v5N6HqADHl9+EK9cjVqwQCf+8uX/ADdMPsIV7dtuwf8AWXzdMAPuPL78GPL78EEAI+ue7TeaIJ/j9O5f8+Yh3A8vvwka6draa/P6d8+Yh3HFAGceX34839zDhBIISeXxR6R5zH8Xc/JP6oAUtD8nRiyyST+8Mly/3CIcceX34TtDe0xZfsDJfIIhxgDCh1p4+LuwiaPZKrxyT+FM9y/kQ9q7E+SETR3srx9tU9/8IAfMeX34MeX34IIAS6OSdbbmTtHHS9St2f7+fh0x5ffhKo3bvub2vUr5efh1gAx5ffhMvPI1FsUZOOep3l/zRyHOEu8+2LYv51O/NHIAdMeX34MeX34IIAS9bd2mlUwSOul+X/OG4c0jdy8fdhM1u7WlU/Kl/nDcOaeL3YAzjy+/HlM7pZ0gkEIPL4jHrHlNfxV38g/qMAJFh2/Rbi0YtORrlMlqhLmiSeEvICin7ijek8aT4wRGkbJuy1zwth3O47KJ4qPWlKfYx/Nbd7NvxDeN++GDSDtT2j7CSfyKIaY1ToQm7vXtWhlhhcqYjDR3OLvD2ZK8ex6nzqz5yu5LVCVkJlFOvqkTlpzyjspcmTwkm6f7D6et8e/GI2NH3mph28n2XUutLueZUhaFbSVDgmcEEbiIdZ+TlJ6TclZ2WZmpdwYW082FoUO4Qdxil7GsmoInrrm7LuKZt56TuB+Wak9gOyK20oaISpo8R649cDkAxr/fU/5l2PyfcdVsnYzV+5l1yh8Zx+/0ou/Hl9+DHl9+K2RqBXbZIZ1Ett2TYTu6MUsKmJM+NQ7Nr3QYeqHWaVXJBM9R6hLT8sricYcC057hxxHxGNlOtCbsnp2cvYcuLyZicLFTnG8HqkneL61ovza1yooDmwO2Ho37YlftMwyXfVKjLzFNolELCKrVXXEtvvo225VltO068pORtkApCU5GVKGTgGFzmwO2Jo37Yl/tMxP3jJ1FupUi46VKKn36Wt5D8khQSuYlnkgOBsndwiShC0gkBWCnIyIs8LxGUeI4yE4m85O65SlSdyTz9SmxMrZbnJtiaZIZ3jnlltlBYQ4CAlTa8pKgCFGHy35ql3jbchUpqmtOszaAVy800lwtLCilbZyONKkqT7mYrgVianryp1ZkaCXazIOTX3KTpkzLPTwcSUtNzS3WkIaaR1qllS19ckbIiy7GpDlCt2nUt99MxMtZXMPJGEuPLWXHFAcg21Kx4sRvis66elGpTlTalF2a2aBD04sahVGwqPVE8/SFQfl1FyZkptbS1EOLGSN44gOSGDoBelP30m8hOtgdazVpQOf/AMRHXR76P9rGgfmyvlVw1xzxwVGycVm9Da8LFrw/j38mrPdFsmlPszk2upoTRXr2p+6q2c3PNgdc9SZsL/8A4a+uhLqV20l7UiZnpwTVKS5SJeXDc+wWlhaXnlEEb92FDfxHf3IuaK2uZtt7VafQ82h1JoMoClaQofxiY5DGnEUa0Kfyal+lJ+FvibsPjsBWn++w2a9sJOPdLPXZY9ZOblJxvhJOaYmEd1pwK/VHvEFN2jb0w5wop6ZZ3kcllFpQ/wBnd/hHiKBWJQDoXc84EjianW0vp8mdxivz6seNG/Q/O3iWG9cn1fVV3F7Jxdu2Gdf3UZv/AO9Mh7MyHzhEMWTvGTiEK737nZp0mipyUhMtJqcmtLso4UqUpLySlGwrlUQBnkzE0LxpzKtiqSlRpSs4/dMsrZ/2k5EN801xtHSrd+ocB4ufqUqn1JKT91POXWkS85SqXOfxunSb/wCWykn38RGdJdvKfStiVek1lQ66VmFtkb/LiJOn1Sm1BOZGflZjxNugn3uON5rc8jO7rh+uJdKjV0tJmuGPyjgXucak4c12u4g9Nbfqy7BkqjT70qdLQeeFKaW0h5hsJecBISreBhOT4yTERNz2pFQp1uVBV0MybNXS4uXZbdakVrQBtoU4tSSNpSCkhAPLjfgw+aQtNv6XU9h0FTbomm1gHGUqmHgf8DC3UahUqHaktaFeo0tMol5ZyQE3MyL8xKzbPB7DLqSy04UrAxttqCTnsVYwYsVhIKCzW1o5G/C9u44XlzETk1VhCenlhC/vJKXebFCue+qDNtUK6qE9WZt9Dj8o/JutcKtlspCwsJASpSdtO8BJIPFuJj4bvily+o71Sq0jV6Q2aIiWKJuSVthQmVKzhOetwcbXFndElp3TZ996jTc03PJp1BpApsi7PtFqZnnFBtLsyps9c2jZbSlIV1x2lEgDGZdvtuPjk6W2/na4yVGuks2p2pPwsY7/AMBUvuuFS+pOUfxbou4Xaze6K/UJim2xccpIy0tKh5cwHW2piceVnYl2C8ClsADK3ClRG0ABnJjSpVfuChzlWmpqqzNWpNGmJZqqB99E2lLbwB4Zh9LbatpvILjSwRsnIIOBG/e1G6GVasVXpck6vI1SXbUlxckZgyE22jYCltoBcLK0hOSgEpUkkgg5CfIWpKXPVZtukUp+SlZxxhLjjCJlmUkJdGeG655DZfed4ggI2UAAk92HLFRepPra7rPxJVPI9RaJVIdMYz704fhL5xsqKTjIyIxCcLPrMqkikX3XWB+KibCJpI8XXAGDnfUmTI4KoW5VkDj4ZhyXWfdTujbvma41N9Vn8b9xhwVh6nqcVB8zz4vvjm/eHGMQni47wlSRUbEeeQP+sp88h3P/AKTgxgajURgfvtIVukEbjz5T1gD3U5EN/UVxnm9Ka8Uh+z2UJeqgqn1JRn3QbY5AkcSiPIY8n2GH0lL7DTwPGHGwr9cQ1OvK1KgQJS4qatSuJKnwhXvKwYnGloeRtsrS4nuoIUPfEb4VKdVfJaa7SurYXE4SX72EoPnTT7yGm7RtabJMxbtKcUeNXOqUn3wBEW5prZpWXGaW5KL/AJ0tNOt/qViG+CNcsJh58aCfUjqo5bylQVqeImlzSlbxE4WEhhW1T7rumSxxJTP8In3lCMm3LxYOZO/31gfizlOac/xGDDhBGG8qK4qa6G14M3ftBjnx3Gf1oQl3yi2VfqAxfcvQWOfp+gT0sKpT9nYl3GnC5z21weeTZ29na5cZxviQr1033R2WW37Upb01OviUk1MVAqSp9SVFIKSAcdaSd43A7xEtql+C8t7NUr5+xG5fVNqE9T5WapCWnKnS55uflWnV7CH1I2kqaKvxdtC1pCuQkE7sxg8NJN5tSS60/FMyWV4SS3XDU5dUo/glEqmoVrUKmVGUVVnrqlFzToZbeQJd1lTxSVBKJVLeytPWnrQva2QTt5EOdu6pUd2ltm4WZul1Jo8FONiTdU0h0ceDgkAjCsK3gKwe6YJd11xN9Ln1UJEyEuBuWknqXPdEpZggBbbeG+dwtSgSV8JskYyrZEWBY1OqEjTZqYq4bRUqpOuz8200vbQypeAloK/G2EIQkq5SCeLERCnXT+TUv0q/g0TLGZNmv3mFt9SbX4lMqPmfq3SKbdmo8zUqnKSTVTuBUzJLmHA2H2ipwhSc8nXDj7sOE1Vq/d00ty362iQpgn1ScuiVmW2nnEo2guadWUrUGytOyhCEgqBCirB3K/M9yMjP3lqsiekpWbQi53AlL7KXAkbbu4Ag4j6vC126FJv0/papzjYqRmZSqOysy605KqUpZl3TLJU424lRCQdnZUgDBByIwjvmMP8AS+1eZnJZHnJ+sh7s/wDpjPp7cdbSumpq82/UKbVZyap8vMPhKnWJthTg2eFQlKXmXA0soWUpUCMHOciyIpazbM6PzMi6aZNUSRklOOvzMo/NMomXSCGkyyJgBxISCVKcKRk4SnIyYekWZUpYYp993Iz3A+4h8D/aEbIVcQlpp36H52NcsFk2b+RiWvrQa/C5jhBCemjX9LZ4C85CcA4hN0tIJ8pQYwl3UuXJ4STteoJHFwbzrKj/ALW6M99NcanJdSfg2Y8Dwl6rE05dco/jjEcYITxcd5MKInLAfcSPxpOotOf4HBjBv1DKtmoWndMljjUZDhE++kw37R5W10prxQ/Z/HS9Woz+rOEu6MmxxjUrX3kqH5o98mqFtvUqzSsNv1R2UX/NmZR1v9acRszt3WvO0eeRK3DS3VqlXQlPPKQokoVuwSDGUcXh56IzT60aquRMpUFeph5pc8ZW7bGva9VlqHo5SazOBZl5GgS77gQMqUEsJOyPGeIeMiFy4Zi5ZY0pdWuKry9UqU5LNOSNIcZZlqY285sJKittanlA7uuPXkKwEpETlvU1i4dFqdQue0tqm6AxL7aCFKaWWU4OO6lQBx4sQj3pJInXZd6rs1+i3CajLTVRbS5UXZSZLON8sZdKkEKCetJ2VIzvAOYzb+ToODNzZNPWWTaVSqYqdRtuvPNTNRp6Gn25tprgkzks5tBDhQNyVhSFoUBuyARgKwE21Rl2vgY33DUPljDdaTE/P12pXTUZJ6nCbYak5CTfwHm5dtSl7boBOyta1k7GcpSlIO/OFG1dz1eOM/5Q1Dd/+2MaMVxEb8LxmKtarNSnLcm7lFSn5OR2Hl0uQp6kNvTKGwol111SVFIISVYAASnGck4iaoM9VKfVJCmVWeVUZaqS5ekZpxtKXkOJQFrZc2QEr607SVgAnZUCOIwpXDRW5OgP0SqdFZZ6XlHZKmVGXXMqlXZdaiUh1LAJC05AKVJwrZGDg7mK1ZebqMzRXVS00xTaJLKQ07NBYcnH1I4MrSHML4NKdrBWAVFW4YGTwnYOv4o92MRn8Ue7GIgkIyOxPuRiMjsT7kAYggggDKeXyGMRlPL5DGIAIjbp/BWs+x0z8iuJKI26fwVrPsdM/IrgBmZrLVA0skKw6yuY53pEoUMoOFPOKabShsHkKlKSM8mcws1s3HLVqi0+fuysCrVKdRLzIpZZakadtocUkBC21F0ngyBtnKgCo7IwCxOUd2u6TyNLlphMvMuUqSXLOrBKUPNoacbKgN5TtITnxZhAuViSfr9MqUzL3NR6s1VhUqlT1qqEwh1wJKSJYsJU0oHO5WU9aAkgZIFtJuxVRSLLsuq1GZfqNFrZYXVqS62h55hsobmWnE7TTyUknZ2gFBScnCkqwcYjW0qGbZmgMb65VRv/AD9+Pay5SoO1GrXHVpRUhM1VxlLMmsgrl5ZpJDaXMZHCKKlrUASE7QTk4MeOlRxbMycZxXKru7v7vfjNa0YvUyCL14Xe3LVSj1F+mUicedTJol3ksFLCNoJmH3Chazwik9a2gAJSQVEnMfWmdz1aZboqKvMvTslXpd52nTMwhAfbdZJ4RlxSAlLqVJBW26EpKkg5HEYhrgcuG27ZlbSXJy6pCVmFoTNzUvNPSs9I9cW2lmWQtbbgKglaVABYTuJCiIYbRVWrkqdGqlTpbVMkaKy9wXBsuMomphxPBhTTbgS4llDeQCtKSpStw2U5OCekya0D6eIQQHiEEbjWEEEEAEEEEAEEEEAEY5DGYxyGAEfmCO0tUPbDOfstx0Fjy+/HPvMD9paoe2Gc/ZbjoKKUtgx5ffhHundrHZWCfvfVeX82h4hHuntx2V7H1X/hoAeMeX34MeX34IIAgNRd2n9xYJ+9c1y/3K4NOd+n9vZJ+9cry/3KYzqN2vri9i5r5FcGnHa+t72LlfkUwBPY8vvwY8vvwQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQnTKdTeeXed3bQ4HbPB8I3M7WzndnCsZxjOIcYIA5ergvb1Z9CDq7c6MdKTnBlKH+d+C4V3jGdrazniOMY5YuzZ1T/AKWzfg5r0orS4f5eFve0x35V6OgIAStnVP8ApbN+DmvShR1GGovRGzefXLUKumJrgOCbmMBzneYxtZPY42uLlxFxwj6qffSxfbQz82mYA+wnVPH8LZvwc16UGzqn/S2b8HNelDqOxEEAJWzqn/S2b8HNelCvpInUjqZW5zg5aQleh7XBB1uZK9nG7awcZ8kW7Cfon2pLX9jGf2YA8tnVP+ls34Oa9KDZ1T/pbN+DmvSh1ggDlq7Re3qzbND67dNZ6XZjgChL/O/B/d87QJ2trsuI44ovDZ1T/pbN+DmvSisb0/l3WL7WJn/iI6DHFACVs6p/0tm/BzXpQt6pp1J6mF1c/OWkZXoNN8MGm5kL2OBXtbOTjOM4zui2YVNYu1HePsFO/ILgCNpadUOhsrwbtm7HAoxlua4tkf2o2NnVP+ls34Oa9KGqjfeiU/0Df7IjbgBLCdU873bN+DmvShS0kGo/SYecHLSDPRSpfwrcyVbXPz+3xHi2s48WM78xcPJCVon+Ah9l6r/vCYgA2dU/6Wzfg5r0oNnVP+ls34Oa9KHWCAKbtgai9VC8eActTnrnencOVNzOwRsO7Ozvz3c5hv2dU/6Wzfg5r0o8rP7b18/m9L+Teh6gBK2dU/6Wzfg5r0oTbrTqH1TrJEw5anPR6IcAUImNj+ATtbWTni4sRc8Id6dt2wPLUvm6YAS7IntVbwl6pPtXxTqYmVqb8nwCaShxI2CN6Sd+N+7OTu3xP9ANWvXLp/mREa/M+/eG4/bJOfrTFkxwYaiqlJSk3d/zPzPW5ZynPB46pQo06ajF2X7qm+Ta43Kvr9k6l12lrptT1GkHpZbjTikCjJT1zbiXEHIOdykJPuRv9ANWvXLp/mREWDBG7esNr96XmVnD2I+bp/ZU/wApX3QDVr1y6f5kRGFW/qypJSdS6fgjB/eREWFBDesNr96XmOHsR83T+yp/lKxoFmam0OhyNFpuo0gzJSEu3LS7ZoyVFLaEhKRknJ3AbzG70A1a9cun+ZERYMEN6w2v3peY4exHzdP7Kn+Ur7oBq1jHVLp/mRER9FsfUqj8+9D9RZBrn6ccnJjNGSradXjaVvO7iG4bodL7umnWfbrtaqaHnGUOtNJbZTla1uLShIHIN6sknAA4zC/O6mMo1RXYVNtitVmYY4Izc9JLYVLSgXxl3KwpOyN5GMnkBhvWG1+9LzHD2I+bp/ZU/wAp59ANWvXLp/mREHQDVr1y6f5kREtqvfdJ06sucuirtPTLMsUAS0utAed2nEt9YFkA4KwT3BC7dGtFv29OXgxO0qqKbtJ2nIqL6OD2NmcxsLTlWdlOQFZGd+7MN6w2v3peY4exHzdP7Kn+U+WLK1MZr03W29RpAT03LMyrznQZOFNtKcUgYzgYLq9/Gc+IRvdANWvXLp/mREPKp6SQUpXOSyCoKICnUgnZGVcvIN57nLEFfF4yNrUE1hyVfqTCZWYm1Jk3GyoMMsrdU51yhlJ2UoBGRtOIzgHMN6w2v3peY4exHzdP7Kn+Ug+gGrXrl0/zIiNKesvUycqdPqMxqNILmaetxcsroMkbBWgoVuzg9aSN8FR1rtmS0Tl9VVSFUdpb6ktplW2wXwsu8GUq37KSkg5JIG7AJJAMy1qPS3L4ua0xTp/nq3aWipTL3WcG62pO0Eo352uTeAIb1htfvS8xw7iPm6f2VP8AKafQDVr1y6f5kRB0A1a9cun+ZEQwWHdtNu6zqRc0olcoxVZcTDLEytIdCSSMHBweLkhhhvWG1+9LzHD2I+bp/ZU/ylYV6ytTK3SnqZUtRpB6VeKStAoyU52VBQ3g540iN7oBq165dP8AMiIsGCG9YbX70vMcPYj5un9lT/KV90A1a9cun+ZERhVvasqQUnUunkEYP7yIiwoIb1htfvS8xw9iPm6f2VP8pWdFs/U+kUeSpMhqPINSkkwiXYQaMhWyhCQlIyTk7gN5jcFA1aJA6plP3nvIiLAjKeyT5R+uG9YbX70vMcPYj5un9lT/AClXaZV3VKv0OeeFQtqb50qL8mXpuWdQtfBkDOGiE437uWPPTQai89Xdzk5agPTHMcPwrcwfunBtZ2cHscY4/HEvzO34KV72wzv60xKaS/xu9vbRM/JMxOEbdGLb5DH0gpwp5SrRgklfUlZLoSPtTeqSgUqcswgjBBamt/8A+9CTVdL7yeqRq1DmrZtiqKUCqapImWg5v4lt52FDyiLsgjbOlCorSVzhwmOxGEk5UJuN9ex8zWprmaaOS+aJF3yF56Zqvmapk23T6up+UmKe0pLs5gtlaC2dwWMDAG45i1rduOiXAyXKRUGpkp7NrOy4j8pB3j3oUObA7YmjXtiX+0zDJcVn0GuPc9TMqZeeTvROyiyy+k93aTx+7mN+FhWpxbpvOWx/B+afSbMTicn4tpYmG5y9qGrrg2l7sopeyxhKiQAVKIHEM7oy1jhUflD9cJGzfVu9gpq7Ken8VWGZ1A8vYufrMQNd1gkqfXqSyzJTTbAWeijMywW3mRuAAHdG9XcI3RvqZRo0Y3rXj0/B6n1MYX0Vx2PqZuBtVVm7xexN6U7Si3qWckm9CY06Q7PUyoOyFAc7K4z/AHq4at3cPvwqaP8AawoBwRmVJ3jHG4sw1x2Qd4po87Ui4zcWrNBu7h9+K6uDZ6rE9kKz0ClOX+/mIsWK4uDtsz3sDKfOJiNOK9WzbhvWG31vcPvwdb3D78YgisLIX79KOhUhkKx0YkOI/wCcIhhOyUlJSSk8YJ3QuX/96ZD2ZkPnCIYokERULYt6eJVMUmX2z+O2ODV76cRqt2zMyqx0GuOqSZ2hstvKEw2PcVvhhj6Z/hUflD9caHhqTd7aebQ+1FpSy1jqcczdG47JfKj7srruITTCZveSsaQcp9MpFWp+X+Db54UxMD7u5tZJ605VkjxEQyi/0SBIr9uV+ikDrnTL8M1/to+iPrRnta0r8qY+cuw3gkcRIzFpTw9SMVmVH12a+D7yunlPC1ZNYjDRfPBuD+MPuELR7stmr4FOrki+tX4nDBK/9lWDGk3s9Vt/IVnpcbwc7sc9rjfrFr25V8mpUSQmVH8csgL/ANoYP+MIzdmMyepDshb9YqlFSiiImEqae4XeZlSdgheco3Z2e7viXPEwteKl0Oz7H5kKjkmtfMqzpvZKKkvejZ/cLFq9VplGkVT9WqEtISqCAXph0NpBPEMnjPiG+NWgXTb1wrdTRq3J1FxkAuIaey4gHiJSeuA8eMRWkzR71qVzVtIqFMq87SJdMjLPTKTLOy/DtcJw7AT1qHDtbO2d/WYBAzmFqVSTR5GocLR7mTctBmZd9uoTtQNREspYSQ0p44KWXW8gp3glQPGBGLx0Y8eLj0r4q67zJZBq1P8AL1IVPqyV/dlmz+6X4nG/dyRjd3D78LtKvq0ak4W5auSrbmSOBmFFlYPcwvG+NSWv+hrvWbtZ91LEw0pCWHlLBbfUUglIPIoE4Hd8u6N2/KFk89aXZaeU51kLKTc47hJOCzmnFpqKaTdnp5Vq6dVxt3dyM53YOcdzO6MQR0lSRlRt6gVHPP8ARKdMk8rkugn38ZiDc03tLhC7Jyc1TXT+PJTjjRHuZI/whvgjnnhaFR3lBPqLLD5Yyhhlm0a8orYpO3ZewndJ9alEYpF+VxkDiTOJRNJ8nXAGDgNSZMjg563KsgcfDMuS6z7qciHGCMN5wXEbXQ34Ntdx0cO4ifroQn0whf3klLvE8XJd0qSKlYcy6gcblPnm3s/+k4MYGo9BZH76yVbpCuXnynrAHupyIcIySSnZJJHc5IbjWjxal+lJ+GaN/wCT6nrcKl9Sco/j3RdxXt83ZbFWtyWap9bkplw1emL4NLwSvCZ1kk7KsHAAye4AYsFtaHQVtKS4n+chQUPfEJOq9IpLtusPOUySU6qrU1sucAkKKFzrKFpyBnBSSD4iYiL4sW25N+is02UdpgqdXakplyWmXEjglIcUpISSU5VsBPFyxjnYmDeiL62vg/Ey3PJFVaJ1IdMYzXapQ/CNnT7ZnP3Q3prpPD8Jwexz2nZ2842drsNrxZzDGOPiMUtdlqz1vzdGp0hWKwigTEw3Tlrm3GpmSaDoKUNKlhjaClEJypOyM57kTFjJv6nyM3SKXM0SqSVFnnKc2ZvhG3FBASrCVDO5O3sAHJGzjkgsVUTtOm+qz+N+4PJOHmr0cVB8zzovvjm/eIbmbdnp01YwFZ6aF8v9p2LWr1x0K3ktOVmsSlOLxIaDzuytzHHspHXK9wRSOhlWn6VdWojrFBnquuYr61z6JEpJlHdpzLYCv4QbzhQ7kS9Num3xI1Ct12WrSK1OVBxTy2wtgqabcWhuUS+OwbQkDaSCnKwrO+NdPHUYxs3bpTXjYzl6PY+cm6cM/wCpKM/wtstyiVqk12TM7RqnK1GX2thTsu8FgK/mqxvB8RwY3t3cPvxSdhVumh62q23V2ujE5UZiRqrL7wLxk18MtlDqz/C8CUthLyt5BIz12Itqv1iVo9vTlaey9LyrXCKDSgSreBgHizvjqhiKcoOecrIrp5NxVOtGhKnJSk0kmmm23ZLTblJLd3D78G7uH34jbcrtKuGmpqFIm0TDB3KxuU2r+apPGkxJRthOM4qUXdM5q1CpQqOlVi4yWhp6GnzoN3cMZBxxZHkMYgjI1GHEocGHUBwdxYCv1xBXHbtvzNInnX6HTXHESzqkqVKoyCEKIOcZ44no1K195Kh+aPfJqjXOnGa+Urm+hiK1B3pScXzNrwEWzrAs+pWTQZ5+jgTD9NlnXHm31oWpSmkkklJAyScxq1iTsOgTy5BeoVToU0jBWyitKJbzxbaSDs/+rESTNSm6RzP8tVJBYbmpW2mXGXCMhtXAJAXj+zna9yIq9LdlLXpTE8wqus23S5FS580msKlX1r4QFyZeSN8wSnJUSdrjxnijkeDw9rqC7LeBaw9IMqLQ8RNrY5OS7JXRPMW7cC5VuYo+o9QdYcSFtLeYZmULSeIhQ4x4xCBb7F2NqrAk5+lPlFZnEu88MKSXHQ6dtY2eIE7wOSLDtSWYo9+VyiUtLbdKdkpapol2xhuXecW6hzYHElLnBheyMDaCjjeYWrUGXq8MZ/yhqG7u/djGjE4WCinFtf1P4s6MNlvESk1UhCXTTp37VFPvIOsXbVrdLYrTVCQ44MoQioltaxykJIJI8eMRs0u8Xp+STOsW9OTcuokcLIzLcwkkcYyk8fiO+IWl0ebq9oSNZlFTblTqcwZyouSk+ZSYdThxKWUu43JQdlIRuHWnlyY97bXTkVK16vQTMhityzzM2JlW08+GkFaXHT+M4hSSgq4yFYyRiOLcZrVN93kdnCWHlx8LDqc0/wAdu4nenKmISOe5CsSeOPhpJWPfGY9Je8bXe3JqzKD3HdpBHviJ/J2RvPLyx4PS0u8MPS7Lo/tthX6xDNrLVJdn9yd3yZPjUZromrdjg33nhLVakTP8XqMm7+RMIMbyClSCUgqG7eDmIeYtq3388LRZEk8ZSyEn/DEafSTbw2lMS0xKq3b2JpxOP8YXrrkT62vgxuWSp6qlSPTCMu/Pj4DGdkcaVe/BlPcPvwti1nGiTKXJXWO4FTAcHvERkUm52VZYusOj+bMyKD/iDDdai1wfU15obwwkuJio/wBUZrwjJd4yJ2d+48R5Yx1vcPvwuJF7sq3KoM2nHKHGj9EY6KXUycPWu0+OUy8+n9ShDfCWuLXU34XHA9SXq6tOX9cV+JxYydb3D78R10bPStWMg46HzPL/AHS4jDc77P8AG7YrjPdKGQ4B7xjRuC76K9b9TlVKm2H3pJ9tCHpVaSVKbUAM4xxkQ31R5ZW6dHiOAcoviUnL6vyvw3LatDZ6UKJsg46GSuMn+5RGnUr6s+lz7lOn7opkrMoVsutLmQODPcWRuQfEoiE+oXrSG9KZeTpFxybNV5wk5MFDuHWCoNNOLSD+MhJWc8hTnkjxuaQoVCflp2Tmqg3ack3LS/BUSthtDai8UqcfYSf3QFFbe0okqI2sgxdRxEJL5Ek+s85WydiqD/fUpR6U14otVlbbiEONLS42sBSVIUClQPEQRuI8cK+luz0sTWyFffqqcZ5efno+LHlU0i6rmtuRbS3S5N2WmZVhA6yUU+hSnGUj8VG0jbCRuHCEDdiNTSOq0x+Sn6O1ONLnmavUHXJfOF7Dk264kgHjGyobxnBjN1IqSUnZu9jVTwtarSnUpxbjG12lqve19gw166Lft5xpNYrcnT3XgS0247hxY5SEjKiPHjEbVHqtMrMimfpNQlqhKrJAel3g4kkcYyOI+I74RLRpgqFjytzc6TlSrVWcVOzqZWf5zdmVErSlgu5BS02MJSgEAFOcE5zG6cLUw/Z1VamnH56ttTslWttGyt5cuFqStz+c4ypBaLh3rB3k7oyU3c1ZqsW0cYG4xjd3D78B4hBGZgG7uH34N3cPvwQRIDd3D78G7uH34IIAN3cPvwbu4ffgggA3dw+/Buwdx9+CMchiAVLzFYvU6Sz/AEurt5Mn0dmsieS8pzbw3nsCBjGP8Yu/Z1T/AKWzfg5r0orLmB+0tUPbDOfstx0FFMWwlbOqf9LZvwc16UKNxDUXqqWlw7lqc9841LgCluY2Mfufb2t+c9jjHj8UXHCPdPbjsr2Pqv8Aw0Afezqn/S2b8HNelBs6p/0tm/BzXpQ6wQBWN9J1L6SK7z07aBY6GzPCcG3M7WzwSs4ycZxBYidS+kihc6O2gGOhstwfCNzO1s8EnGcHGcQ4ajdr64vYua+RXBpx2vre9i5X5FMARGzqn/S2b8HNelAU6p43O2Zn/RzXpQ6wQB5SnPHOjPPZaMxsJ4Xgs7G3jfs534zxZj1gggAggggAggggAggggAggggAggggAgz5feghRmNOLVmJh191iplx1ZWrZrM4kZJycAO4HkG6AKuuEH1d9vHB/Ax3k/vnov/Pl96OX65ZtAa5tGhUNDM6JJy0nHlA1KZLhXwro/hC5tgYA60Kx4ou7qZWj/V6r57nfroAcs+X3oR9U99UsXAP4UNcn+bTMe3UytH+r1Xz3O/XQoaj6f2xJ1KzUsMVECYuNplzaq82rrTLzB3ZdOycgbxg++YAuAHcOP3ozny+9CaNMrRx/F6r57nfroOplaP8AV6r57nfroAcs+X3oT9FN2ktrggj97GeT+zHz1MrR/q9V89zv1sK2kWntrz2mNuTcwxUuFdp7Sl7FXm0JyRvwlLoA8gEAW3ny+9Bny+9Cb1MrR/q9V89zv10HUytH+r1Xz3O/XQBV16fy7rF4/wAGJn/iI6CB8vvRy7dtm0Fnmz7NobbM6JGYt2YdcBqMwXNocPxOFzbSOtG4KA8W8xePUytH+r1Xz3O/XQA5Z8vvQqaxb9I7wwD94p3k/uFx4dTK0f6vVfPc79dC3qpp3a0nphdU2wxUuFYo024jbrE4tO0GVkZSp0gjdxEEGALLo+6kygII+4I5P7Ijbz5fehEpWmtpuUyVWqXqmSygnFanR+KP72NnqZWj/V6r57nfroAcc+X3oS9FcixCCCP33qvJ/wDqExH2NMrSG/neq+e5362FLSLT2152yy+/L1Hb6KVJHWVebQMJnn0jcl0DiA38Z4zkkmALfz5fegz5fehN6mVo/wBXqvnud+ug6mVo/wBXqvnud+ugDwtDI1dvkkH+L0vk/u3oec+X3op217Atl/VG8ZNxio8FLsU0t4q82D1zbucqDuVcQxknHJDh1MrR/q9V89zv10AOWfL70Id59tywDg8dS5P83TG11MrR/q9V89zv10Jl2WBbLGqFkSbbNSDUwahwmavNlW5hJGFF3KfHgjPLAG5zPv3huP2yTn60xZMVlzOjLcvbNfYaBDbdwzaEgqKjgbIG85J8p3xZbjjbadpxxDacgZWoAZPEN8cuC9REvPST+KVun4I+oI+W1ocTtNrQtIJGUqBGRxjdywKcbSsIU62lSuJJUAT5Byx1FGfUEEEAEQ9y0urVLnboXc05Q+CUS7wEow9wwOMA8KlWMY5MccTEfAdaLymQ62XUgKUgKG0AeIkcYEAIOtdl3FeFuPydAuV6nLW022qUUyyph4h5C9tSloUpKgEnGzuOADEV1NpicvxdfNLkbfqEpVETSK9SpwpmKtL5TtszTQSAdsAg7yBxpAi1oi5i4qDLzb0o/WJJqYYIDranQFIzxZHJAFT80TppdV6s11i3pakzArNKkpIOTk2WVSapebU+SkbKtoOBWDjBBQM5iEvvSS+a3dt9TlOZpMqm5pmjPSNTVPnhaWqTSkOOcHsdersgAFDPux0PBAFJ3NphcdR1DmK61K0tyWcuqnVThHJwpcXLMSamVpKdnAIcO0E5wcnMedm6YXlK6RTds196lzNUatWZo9NWl8r4J19x0uAubIPBlCZQcRxwZwO7eHJnkggCiNQtEqrN2BqDQranZNfTLUGJ6QlJlRbTJrLjK5rLuCSHFNbQSBhOABjJiaRp7cR1gvu5XJenLpdeoDdOk1ma+6JdS0BlSNncCrIzk7hnl3W7BAFCU/TS+GLU0ztqep9JnqTbaEvVaWRUi2ZmYQsloZKCFtJzt4wDtDGRxxffKd+d/H3YjujtG54RLdE5XhnG3HEN8J1ykoztqA7gwc+SN9lxt5lDzSwttaQpKhxEHeDAH1BGFEJSVKOABkk8gjxp07KVGRanpCZampV5O0280raSsZxkH3DAHvBBBABGU9knyj9cYjKeyT5R+uAEHmdvwUr3H+EM7+0mJTSbdN3rkH8KJnk/umYStFrNoNdoldnqk1PLfFenEZZqUywnAUMda24lPLx4zG5pnp/bM5NXeH2KkeAuOYaRs1ebT1obaO/Doyd53nJjmwfqI9Bd+kf8UrdJcWfL70GfL70JvUytH+r1Xz3O/XQdTK0f6vVfPc79dHSUhUfNgdsPRv2xK/aZixYqLmmbZpFt6jaRLpLc0hT9wkOcPOvTG4KaxjhVqxxnixFu58kd+E4rOLE60EVncGkLFwXDNVaoXFNl6ad2ilMsnCBxJSMq4gMD3IszMfTJ+6o/KH64yxOEo4qKjVV0uk68lZbx2SKkquCqZkmrN2TdtdtKfcIWhlOcktPpF8z777c4kvJZcA2WDtqSQk8eDsg4PL7sPcKukKirTKgk4zzsrk/vVw1ZjOhTjSpqENSOXG4utjMROvXd5yd27JXfVZBFcXB22Z72BlPnExFj5iua+ojVieG77xSh4h/TzEYYr1bMMN6w2YIM+T3oM+T3orCyF2//AL0yHszIfOEQxQv36oppUgRj78SHIP6wiGEnye9EgxH0z/Co/KH64+c+T3o+2SeFRxdkOTxxANvRnta0r8qY+cuw3wo6NKJ01pWcbjMDi/zl2G7MXNPiIqJ8ZhCu323X/a2387XDRmFhpR6rcwN2DbjZ4v8AO1xL5CI8oXdaZq770/Tp4SE8/KGSmttsuMTkvkkNuoCkqykqUUrSpKk7R3kHERlDsWbTOJfr1Qkn2EzSJ1crJMuhM1MowEPTDrzi3HSjZTsoyEggHBwMPWYMwzVe4znaxo1OjUeqgpqlLk50cvDMpUffIzFIs6MV+fqUxMPvU6kyrjylNtBZdUhJUSAAnduGOWL9SePyRjMcOLyZh8W06q1dXbyno8h+luU8iQnDCTtnW16bWvqTdlfl0MibTpc7R6K1T5+rvVVxrcl91sJUE8ieMk47pOYloMwZjthBQiox1IoMRXniKsqtTXJ3dklp6Ekl1IIIM+T3oMxmagggzBnye9ABBBmDMAKuqX4Ly/s1Svn7ETVxUeSrtJfpk+lzgXSlQW0socaWlW0hxChvStKgFA8hEQ+qCim2JYjH36pfJ/nzMTdeqsjRKVM1SpPcDKy4ytQQVKJJwlKUjepRJACRvJIAjDldyeRWEd2w7jcqhml3DSlqMyJoTi5B5T4fCQgPhkvc7cMEgAL2MA79mHa3KRJUKksUuQDnAtZJW6srccWpRUtxajvUtSiVE8pMKz96XAxUZaVdspQXNMuPsyPRZnoitpGNtYY2djI2h1vCZycce6Gyg1WSrVKlqpTnuGlZhO0hRQUqGCQUqSd6VAggpO8EEGEc2+gl3tpKh5m38NdWfbQv9t6HW47JmpibfmqFVGpNMxNidelJpLqmOegCOHbU04hxpZBwoAlKuMjOSUvmbVHpz1YG7Auhzk/tO/RD/WrufZm6hKUSkJqXQxJNRnJicTKScoQnbKFOEKKlhOCUpSdkEZIJxGFO2Yrmc75+gjbd01pcs4ZivM06pOJbU0xLsyhblmEqVtLUApSnHHFK3lxxRPIMb8xOpGnFOFuui1KI8movvNoDbEwsN7OSVFSVK2cboarSu9NZmGJKeprlMnJmVE5J5dS8xOMYBLjLoA2sbScpUlKhtAkY3w0Z8nvRorYHD4iDi4rTy2Vy3yZ6Q5RyZXhUpVZWi081yea7cjSauimtOdL7sodSRU3K+zSl7ttpgcOXE/zVg4SR78XLBmDMTg8FSwcMyle3O7/rqMcu+kGMy5iN3xds5aNEUtHTrfNdu3IEEGfJ70GY7ClCNStfeSofmj3yao28xqVr7yVAf5o98mqIeoIh9P2WZnTK35aYaQ8y9RZZtxtYylaVMJBSRyggke7C7UNPaooNScrV6dO0xllMuyxV2Jh1aGEq20NLLTyEvoSrGzwqScDBJhn05UVaeW2o4yaTKZ3f3KYnsxjmppXMrtPQQ1r0JNGbmnn516o1OfdD09PPJCVPLA2UgJG5CEjclA3AZ4ySShWt/C1/2wVD5Yxa2Yqq11ErrwON1wVADcP6Yxy4tWijpwnGZEVa0ZsurVRaizLy65hU0ZSZS7wbbywQtTS2loWgKClbSMlJJJGMxvWvbQpTqJubmGZiZal+dZZDDHAy8mxkHg2kZJGSAVKUSpWByDEMOfJ70GfJ70cB3GT2I92MR9ZOyOLl5I+c+T3oAIyOxPuRjPk96PoE7J4uTkgD5ggz5Pegz5PegDKeXyGMR9JJ38XEeSMZPi96AMDdxRHXUSbVrGST+90zx/6JcSOfJ70R10KItascX3umeT+6XADRQaDRKnZNIan6TIzCXaVLJWVsJ2iCwnPXYyD4wcwmzGkHBqDEk/QnpZKODaenpF8zLaeTJaeQ26ofz1JBPLnjixLQUTaFEJxk0yV5P7lESmYtJYWjUXy4J9Ry0Mq47DeprSj0Sa8GIVN0wo1Mp6Uy9WuBqZSgF6ZYnS2t5YHZFIGM7sADkwIqaxdPrsr0wKzJP9DG0TLiRNvPEOpcQspXgJ67aCgQc43gx0uk9cPLCppaoqtiazj791UcX+fPxwYjI2Grzi7WSvoWjYelyX6d5WydRqxUlOU7K8/lNJX1X13vy3XMQXU8rUrKtIkLlYeWmZXNlE1LvNobmFghxxlUu6hbe2FK2kZKSSVAJJMTllWc3QXUTc3MszU21LmVlUS7BZlpJgq2lNtIKlKypQClrWpSlkDJwMR41y93ZdNTdo9JanZKk7YqFSnJ1MpJsqQMrQlZSpTik8StlOAd2c7okLXucVWbcps/TH6TVEMJmRLuuJcQ+wo4DrLidziMkA7gpJICgMjNlCMI2SPI1ak6snOVtOnQku5WS6ErDCeIQRkncOKMZjaaQggzBnye9ABBBmDMAEEGfJ70GYAIxyGM5g5D5IARuYI7S1Q9sM5+y3HQWfL70cu8xTZtBr+kk/O1JqdU+muzbYLNRmGE7IDZHWtuJTned+MxeHUytH+r1Xz3O/XRSlsOWfL70I9079Y7KwDup9V5PzaPbqZWj/V6r57nfroULi0/tlnVW0ZNtio8DMSNTU5mrzZVlIl8YUXcp7I5AIzy5wIAuHPl96DPl96E3qZWj/V6r57nfroOplaP9Xqvnud+ugCT1F36f3FgH71zXJ/crg053af29kH71yvJ/cphTvvTm1ZWyK9MNMVMON02ZUnarM4oZDSuMF3BHiMFh6c2rNWRQph1iplxymyylbNZnEjJaTxAO4A8QgCy8+X3oM+X3oTeplaP9Xqvnud+ugOmNo4xzvVfPc79dADlBHnKMNysq1LMhQbZQltAUoqOAMDJJJPlJzHpABBBBABBBBABBBBABBBBmACCK51yp96Tdsz87bd7ItKWpkg7OKfRKodW84hKlbK1L3NtAJGSASSrkCcKrO3tVLyrLmjdpVlblOql1yr87WZhlsNPKZbS4WdgYwjhNkLUQB3BgEwB0lBFVcy/f1Rv3TuYmK08l+qUmpv0yZfCAjhy2QUOFI3AlKk5xuyCQBxCLqnNRaNU2pzVOm7kmUTMq8th5IpkwdlaVFKhkJwd4MARFw/y8Le9pjvyr0dARxnV9d9MpnmraPfjVcfNAlrackHZgyLwUHy46oJ2NnaO5Q34xvi2/VX6JeE815rmPQgC8YR9VPvpYvtoZ+bTMI3qr9EvCea81zHoQsX1zSukNXn7WdkrimVop1dbnJkmnPp2Ggy8gq3p39ctO4b98AdMDsRBFGjmr9EsY6Z5rzXMehGfVX6JeE815rmPQgC8YT9E+1Ja/sYz+zFfeqv0S8J5rzXMehC9ppzTOj9C0/oVHqNxzLU5JyTbL6BTX1bK0jBGQnB9yAOkoIo71V+iXhPNea5j0IPVX6JeE815rmPQgCNvT+XdYvtYmf8AiI6DHFHGNy666bT3NVWtf0tWn12/TqG/JzMwZF4KQ6rhsDYKdo/wid4GN8W76q/RLwnmvNcx6EAXjCprF2o7x9gp35BcVz6q/RLwnmvNcx6EQOovNN6PVrT64qNT7jmXZyfpczLS6DTX0hTi2lJSMlOBkkbzAHQlG+9Ep/oG/wBkRtxQ9P5qrRRiny7K7nmtpDSEq/euY3EJH9iPf1V+iXhPNea5j0IAvHkhK0T/AAEPsvVf94TEIfqr9EvCea81zHoQs6Zc0xo/RLUMhULimWn+iM+/simvq6x2becQchON6VpPiziAOl4Io71V+iXhPNea5j0IPVX6JeE815rmPQgB3s/tvXz+b0v5N6HqOZre5pTSGS1Cumsv3HMJk6gxIJll9DnyVlpDgXu2cjBUOP3Mw0eqv0S8J5rzXMehAF4wh3p23bA8tS+bphK9Vfol4TzXmuY9CFW5OaU0gntQrRrEvccwqUpvPvPSzTZgFHCMpSjds5OSMbvdgCwuZ9+8Nx+2Sc/WmIfmuNs6ZU9DQSp5Vx03g0nO8h7xAnHdwI+tBq/JN6aXLczCXZmRFXnJ1IQnZWtopSsEBWMHZ34MPUpeLBppqU9S6hS5IyyZhD8wUbLgUQEpGwonaJUMDlzujlwXqIl56SfxSt0/BFL2xcr9nUy7l1FUxQ6u9eKHLhlWWy4zTZJ9SkiZlQE4KVAJJcweuJ2gI37ordcp9WmLgaTSrmuKSsZU5JplZcuy77yJwlDiE42ioIO1uIPGRgGLXnbzbprLrtVpFTpyUMhxsvFGHFKWltKEkKICipaRvxxxK0yruT0pOOrps9KuyrhQqXe2dtRCQoYwSDkEcsdRRlLSl/Xc9K2PKyNy06pS9x1l2QNRlmuFcbaVKhY28pSkOtuFXFkYSAd4OfO7dRbsolNvUMXBKms21LzCecJqUKVzDKENcBONJxhRUouFwhWzjAAGIta374k61O0aWZkJ9o1iQcnZdbpTshKFJSpCsHO2NtO7x+Ix5uX0lM/JyLNBrD704l9bCW1N9clo4UoZVy8kAVI3qpdzZrLNRnkStMbuKSkpircCEqpUs/Jh1SgCMEB3ABIOyCc5yDHrUb1qdB1ArcpUapJOFNKoraq3I0VtEzOKmXtjCVZIQnBKklalJQQTg5xFpp1Epz7tPTSpCoVRM9IuTrLksUYCEK2Vg7SgcgggjuiGShVaTrNHlatTZkPyk02HGnEk4IO79eR7kAKmkdwvXHZ9Jn56qCYnwJqWmUpbA4Rxl4tlSt25QATkbslecRFtTj0pqRd6+fJWXlVmQLgeYWsvISk7aUY3E4yOI7zFlFacBZWCOIKJ/wAMxgpb2t6EbXjSMwBUly3ZcMg/ObM5wDfReUZbmmm0uNcCufbZWhSVDLbgQojByFY2hHw/ct1NTiaQ7V25FlUxMJpdTepq3kzmw6kJQpLeADskgZxtDrgd0WdXaRTKvJiVqLe0y3MNTWEr2PujSwtCiRx4UlJ39yPK6K7K2/JSsxMy7jqX5tmVQlrZBSpZwFb8bh4oArC56/V6xadyI6IT0nU5Rx5makG5JQ4NtE0A04leN4LQzuJ2tvxRLprtwInq86qfmHpCVrktT0KEqkBuUcYllKe3DKsLU4nPEMnPY7rNUpscJtKRhJwsnH+P/ODCNk7k7JG/cMEQAh1CrXNL6WXLUGFFdRkOezTX0sBRfbbJ4NWxjCsgY/tYzywvmtVip37T1OVCZTTpS53GWFoltlCmVUwOJBOOuHCKWAo93HIItwFACUgpAO5I7viECuDSkAhAGcJBwBnxQBR6qzXZlVDrzy3VVZugVVzhed8bLoQvg8oxjOQMDliaau2tTE1JLFXmJZmUpLU3U809K1OzC5cKSwynGVEKypR5Nydxiz5ZzhC/wsoqXDTpbSXAnDgHEsY5Dnl3x74bCwNlAXjIGBn3IAp6kXjW355dOnZh9FKemGU8/wDO52m0uSnCJBOzgbTmU/2cbOY1LGrNySdiyspJtPNTkhJSjlOl3GCOf+EeUHwoEZBT3Bgjji6zwQSQQ2E5CcEDGeQR9EJ2k5Cdodjkbx5IArzUytVeTulFLptWMkldFmptlCWELLsw2v7mMkHOdw2Rx5hdqV63SiePBLfaeVJVFEy0qU3S8wzKIdbSkbO8cIpQCiev4uSLQYpsnPVeXr8zIPsVCXbclmw6vOG9s5OyCRvwFA8YBiU+5qKuwJBwrcN3lgCpZ+6K9IuUNLc/NzMwsSDs0hyTCUbD+5zGE78cXJsRbo3OAf2v/eIa2a7J12WmZhhhbAlp16Sw7s5UttZSSnBO4kZETCFJLmyFAkKGRneIAQuZ2/BSve2Gd/WmJTSX+N3t7aJn5JmKh0/1z0308l65b911p+TqCq1NzAbRJPOjYUrAOUJI/FO6MWDzSukNHmLnXPXHMIE/XX5yXxTn1bTSm2glW5O7ek7jvjmwfqI9Bd+kf8UrdJ0xBFHeqv0S8J5rzXMehB6q/RLwnmvNcx6EdJSEHzYHbE0b9sS/2mYsSKC1m1YsjVLU3SqWsupuz7tPr+3Mhcq4zspUW8dmBnsFcXci/Y78JxWcWJ1oI+mf4VH5Q/XHzH01/Co/KH646zmFLR/tY0D82V8quGuFbSRtTWmlBQsYVzqT7hcWR/gRDTGMOKiZa2EVxcHbZnvYGU+cTEWPFc3Ak9VafXyChSg93h5iNGK9WzdhvWGzBBBFYWQu3/8AemQ9mZD5wiGKF++kKcplPQgZPRiQPvTCT/7QwRICPpn+FR+UP1x8x9M/wqPyh+uIBuaM9rWlflTHzl2G+FHRtJTprSc8vPCh5DMO4hui5p8RFRPjMIV2+26/7W2/na4aIWWkKOrEy7jrRbrSSfGZtwj9RiXyER5RmgggjIgE8vkggHLBABBBBABBBBABBBBABBBBACrql+C8t7NUr5+xGNTVolZOjVeaBNOpdbl5yfIBIbZG2nhSP5qFLQs9wJJ5I+9T0ldsyyU7ya1S/wDCeZP/ALQ0KAO0CAQcggjcRGFrtkp2SKnl2bolNV6DPVZmjPNPMTzkxUJXnlTaWVpRwYLhRwaAEo60bWOzUTvyW3TBSJmn1erSoIp9UrUzOSORgLZVsp4QDkS4pC1juhQPLGTp3ZhWc0JvgCraMpzw9zqTnP8AF9vguPk2cQ1IATgAAAYAAGABERi09JLkmiluZqIF76rkjIF0rz/tuxtpZrarWqVGkUUt12kTlQdrEnOcOXX1uurcl3UpaQorQpKwsbsFQA/EIjU5mxJ6cNWHPxTdLgB8e079MWjX7YoVddafqlPS7MMpKWpht1bLyEnjSHG1JWB4s4jCEbwM5u0n1CLbTj81TdMqRMNJbrci2idmmkJWlUrLNyy2VFwLAUkrUpCMEDKtrGQnMWjEbb9Ao9BZebpEg3LcOsLfXtKW48oDAK1rJUs43bycRJxtirI1ydwgggjIgIIBBABGpWvvJUPzR75NUbcadbOKHUD3JR75NUQ9QRGabdrq2vYiU+RTE/EFp62tmwLdacGFopMqFDPLwKYnYiOol6wiqbW/hK/7YKh8sYtaKrtlCkLrhUMBdeqCk+McOof+xjlxnFR04TjMl4IIIrzvM/ij3YxGT2I92MQARkdifcjEZHYn3IAxBBBAGU8vkMYjKeXyGMQARG3T+CtZ9jpn5FcSUR10DNrVgd2nzPyS4AebO/A+h+xkr8iiJWIu0UlFpUVCtxTTZUHyhlESkXa1FM9YJ7IeWFXSg4tuZOcfv5VN/c/d78NSeyHlhW0uSpFsTIUMZrVUUPIZ57ERyk8hXM7LV6Y0mepNPl6a/wBBJGbk6nT3g+qaE+S4ErCG0K29oL20E7iXArO7Ibqa+uo3JY8tstdE6ZTXZmpBkLAl2nGA0ltW2AoFawkhKgD9yJxgZhmr1qUCtzSJyo0/am0I4NMyy+5LvbH83hGlJUU+InEbdBolJoUouVpEgzJtOOFxzYyVOLPGtalEqWrxqJMYKDTMnJWJA8QggPEII2mAQQQQAQQQQAQQQQARjkMZjHIYAR+YH7S1Q9sM5+y3HQUcZ8ylrnpvp3pvO0G660/J1BdZmZlLaJJ50cGrYAOUJI40ndFt+qv0S8J5rzXMehFKWxeMI909uOyvY+q/8NCN6q/RLwnmvNcx6ELFc5pXSGc1GtmtM3FMmSp8pPtTDhpz4KVOhnYGNnJzwauLixv44A6YgijvVX6JeE815rmPQg9Vfol4TzXmuY9CALT1G7X1xexc18iuDTjtfW97FyvyKYpe8eah0ZqVo1mnStyzKpiZkH2WkmmTAClqbUlIyUbskiCzuah0Zpto0enTVyzKZiWkGGXUimTBAWltKVDIRv3gwB0NBFHeqv0S8J5rzXMehB6q/RLwnmvNcx6EAXjBGpRqjKVejyVWkHC5KTsu3MMLKSkqbWkKScHeNxG4xtwAQQQQAQQQQAQQQQAQlULTG3KNf89e0o9V1VSdU6p1LtRcWwOEIKtlonZHFuxxQ6wQBVOu9M1PrrkhS7Mo9sTtGSQ9UEVmacCZpQOUNFtA3tggKIJwo4BGAQqDe09v2qXHYeo9ydCZm6qBNzgnpCQc2GFyrwUhtDK1/jIGFddjO2rfuGbyggCueZ408f05sFdLn3mHanPzz1RnywSW0uukdYkkAkJSlIzgZIJhyctu33HFOLodMUtRKlKVKNkknjJ3RKQQBzlX6RSU83Fb8imlyKZRVnOrLAlkBsq4V7rinGCdw3xe/SzbneGlfE2/Rilbh/l4W97THflXo6AgCJ6Wbc7w0r4m36MJep1v0Jmp2QGqLTUBy5mkL2ZRsbSedpg4O7eMge9FlQj6qffSxfbQz82mYAYhbNuYH7w0r4m36MHSzbneGlfE2/RiWHYiCAInpZtzvDSvibfowpaNW/QX9KrZdeolMccVTWSpSpRsknHGTiLDhP0T7Ulr+xjP7MATXSzbneGlfE2/Rg6Wbc7w0r4m36MS0EAc33jR6Sjm4LIkEUuRTKOW1MLWwJdAbUr90bynGCdw3+KL6Fs253hpXxNv0YpK9P5d1i+1iZ/4iOgxxQBE9LNud4aV8Tb9GFfVy3qAxpTdzzNEpjbiKJOKQtMo2CkhleCDjcYfoVNYu1HePsFO/ILgDbpFtW8qlSilUGlElhGTzm3/ADR/Zja6Wbc7w0r4m36MbdG+9Ep/oG/2RG3AET0s26P+4aV8Tb9GE3Rq3qC/Y5ceolMcX0WqadpUo2TgT74A4uQACLI5IStE/wABD7L1X/eExAE/0s253hpXxNv0YOlm3O8NK+Jt+jEtBAFaWnQKG5qxezK6NTVNty9M2EGUbwnLb2cDG7OIdelm3O8NK+Jt+jC3Z/bevn83pfyb0PUARPSzbneGlfE2/RhHvCg0NvVaxGEUampacNR20CVQArEunGRjfFnQh3p23bA8tS+bpgBK0tkXpzS++aZIMJU9MVWoy7DacJTtKSEpHcA3jyRKTdoVictKXpsvLTLE9KpkJkKnJ4racelHkOpaA34SohQKuTdujGhEwzKWvdM1MuJbZZuCeccWriSkbJJ94Q80Sv06rTb0pKrcTMNNtvFt1soJbcGULGeNJ/wO4xy4L1ES89JP4pW6fgjQqwnq5bszKT9rNPNPhDb8lNvpIdSVgOYIGMBOSDykDijz06o9RokjPyUxMTblOE1tUtqcd4R+Xl9hI4Nat5ICwvAJOEkDMfSr6t5NPVPGZc4DbLbauDP3ZQzkI7pGycjk5eONZGpFrOKZDL866h7nbZWiTcKRzxngsnG7JSR4jxx1FGLVQ09r4qT05S6gzLqkaqp6inaILLEzkze13TlxZSOQtpiXuW2Zx66LfflZOZdkJCQmZd9UtNcAsqcSAMEb95ySeTMb6b9oDnOswJ91hhbEw8427KKBw0oIUCo9gUqPFg5zyR61G9aRJutOTL8yw2JWYmltmTUsrbaA2lJUO5nO7O1yQAlUWxa9IKoMvPyjj8vJUqbk3RIznAlIdcJQjbGCrCdxXu3749bwpFRoPM6GkVNTDk5KIYbxLnZSBz0nZSCMZIScE8pyYcpe+6BMJcS0ubVMIVsiWMsoPK+5B3KUneRsHazAL2t592cl1c9FMnwXDl2TWEpU4kKbTvG9RBGB3YAVjZ1ZZq8/MIlg5R516d2KaHAOdlOoCUOjk3qByAet4xmJTTu1KjR7kq0/V0pmHHJeRalptS9pSi3L8G6fFk48oGYkZ7UG3JIhp9c4HwuZQplMqtS0Kl2w46CAN2EEKHdHFH3L3pRnX551ubffl5aWl5hYbk1/c23Wy4lwq5UlIyd3W8sAJ0xZteZl6lNsUvnlb9wzUy5KInSwuYkncbADm/BScq2OKPGpWRcRW3JMSAelm5mmvyTr09wqpNDOeEbKlDKiCcg/jcuMQ7S9+2+83TXdqdZYqS2kS7r8otpO06FFsHaG7aCSfEOPjiNZvxL17qkWmnHKQaImeaWmVVwrjiprgRs91JHi3cecQBA0yz68KfNmfkajLVQLQyZ2XqnPCX0pdUsOpYWNggAjKVcYOOSJ6s2/WJ20rWkX5SWXMyNUlJmdbYUUt8E2pRXsg8eQR1vdyImKZetBqTkk3IvPPOTgJQgNHaQErLZKhyAKBBPJx8Ub1RuCnyNREg5w7r+EKcSy0V8ElatlKlY4gT9PFAFaUiyLpaoK6XONBSVyK5aUIf8A4k6JpTiV548FBByN4I2eKG3UKh1eqMU5NOU47Myw3rWEqYdVlOQ6g7wDgnaT1yTxRs1DUC2ZCUcm5qZfTLJZU+26mXUoPIS4G1FGOywojI7m/iiTptx0qep9QnkPLZZpr7rE3wzZQppbeCoEHxEYPLAFZ1GxbimqpNuOSYcl3apW5lCVP7tialwhnd+WCSPxeOJG1rbuWVnWma9Q2qi2lmVcYnjPYXKqQyELa2cZVvBwc4UFb4l5m/5WdqFHYoD7bqXqyzITwdZUClDjalpKSccYAOd8etZvdNDvaekKoFJpMvTWJnhWpZS1NrW7sErI4kcXJugCBt2yqtTbbtySmqa3MNtUd6Tqkol7eqaUltKH9o9lgNqTnjAVmNWQse5ZSsy03MAzswxPU9xc7w2FOoaleCfVj+0rk5cw0W/e6VmuN1bCnZKsTspLtyzJKlMS4QoqIyckBRyeXdgRIP3zbzcsiabmHZiVU5LtKfYZUtCFvqSloKI4iSpIPczvxACNT7MrhlKDIVOhJdlaclb75RNdfMuh5a2WVK5Gk7W2e6cDiBz5ItO9U1F6fbpzLDa0S5mJNE0Nh/g5xTi0A4ydpCjhSt54jgQ9pv8Atc7O3OutBQmyC5LrSMyrwYeG8cYcUAB+NndG7SrsodRoc9WmJvYkpBbiJtbiCngigZVnPGMYORuIMAVdP2RdqqRUJOSosvLl+ZnpmVWiaG20XJlDqEndhOQnORvyAM4Jh8s6jVeRu6fnZhCxIvlwpEwUqcbWXcgIWnettQyrCt6DgDdGpJ6gMM3BX5ar5lZWTdl25JtUupDzhWyXFAjO/cCeTuccSFn3V0wXfUJaTdaepCaVT6hJOBooWrh1PA7WfE2nAwCMmAIDQSjUietuuvztLkZp0XBOp23pdC1Y2huyRxRIaWUChvzd5B6jU1zg7mmUI2pVs7KeCZ3DduEfPM7fgpXvbDO/rTEppL/G729tEz8kzHNg/UR6C79I/wCKVukY+lm3O8NK+Jt+jB0s253hpXxNv0YloI6SkOZ+auptOpuoujxp0hKyZcuFQWWGUtlWFM8eyBnjPvxZ+T3YrvmwO2Jo37Yl/tMxYkd+E4rOLE60EfTJPCo3/jD9cfMfTP8ACo/KH646zmFPSBSjpjQSVEnnZXGf71cNUKmj/axoH5sr5VcNcYw4qJlrYZiubgUoasTw2jjoFKcv+cTEWNFcXB22Z72BlPnExGjFerZuw3rDaye7Bk92CCKwshfv5ShSZDCiP35kOI/5wiGEk90wuX/96ZD2ZkPnCIYokBk92PtkkOo3nsh+uPiPpn+FR+UP1xAN3RpROmtKySeumOX/ADl2G6FDRnta0r8qY+cuw3xc0+IionxmGYWGlK6rj42jjpbbOM/52uGeFdvtuv8Atbb+driZchEeUaIIIIyIMpJ37+SMZPdgTy+SCACDJ7sEEAGT3TBBBABmDJ7pgggAggggBW1QUoWvLEEg9GqXxH/P2IlLsraaFSVTnOzs5MOPIlpSVbUAuZfcVsobBO4ZO8k7gATyRFapfgvLezVK+fsR7agys6uSp9Up8m5PP0epNT5lG8cI+2kLQ4lGeNew4pSRylIHLGD1syWpCt0c1IXcrlNl2WH3WXUtvFFGPQttZbC9hU3w/C7gpIK+C4z2OIeLSraK9SEzol3JR9Dq5eblXFArln21bLjZI3HBG4jcQQeWK2rF021MXXI1ul1CQphl6ihyfnRPpDk7KBkpUyqVCuGW6VlKAhTeUlAOeIQ9aeys43IVCp1CUckpisVJ2oc6uY22EKCUNpXjiXsNpKhyFRHJGMHpJktBXXM2KUb01YGSf8qF7s/2nYZ7mu24XkzT9uS6k06WnxTkPsyInZqemclK0sNFxtAbQQUlalEkpVgYGSsczUdm99WFceLpWf8A992JhdQpFt0ly0brprLzbVTceleeX22G5uWcdW6l5pxxSEFxsr2VI2kqB64biIwg/kIylx31E3aNyXCJyn0+7JDnc1RLnQ+YMvzs4XGwSph9nbWG3CgFaSlZSoA9iRgu2T3TFU2G5N1tq2qSJxNTTQ596oT0+iY54aYH3US0oH+J50JdTtKSTgI3nKhm1RG2DujCSszOT3YIIIzMQye6YMnuwQQARqVonoJUN/8A2R75NUbcala+8lQ/NHvk1RD1BEZpwpStO7bKlEk0mUySf7lMT0QGm3a6tr2IlPkUxPxEdRL1hk92KqtdSi5XwVHAuCoAb/74xasVTa38JX/bBUPljHLjOKjpwnGZM5Pdgye6YIIrzvPraVsjrjy8sfOT3Yz+KPdjEAGT3Y+gpWyeuPJyx8xkdifcgDGT3TBk92CCAPpKjv3niMYye6YE8vkMYgAye7EddClC1qxhRH73TPL/AHS4kYjbp/BWs+x0z8iuAHuzyTaFEJJJ6GSvyKIlIirO/A+h+xkr8iiJWLuOopnrMpJ2hv5YVdKytVszIyVE1uqAb/8APn8Q0p7IeWFXSnAtmZznHRyq5x+fvxHKTyEDXrvuacYRP25LOppb06uTklS1OE9OT6kBe26htTjaEMgtrAJJUrGcAERMWfcVcXPytIuqRRKzk9KqmZB5LRZLyUY4RpxoqVwTyApKikKUkpOQdxAV26jRaFbNPsy7qYw7MUx5TSEvzTcqHmQHOCmmHHFoScgpSoBQUhSlZGBv2dPFz1cXajT06mqi25Z5VQqray40/NONlpLDbv8A1xQhRK1jdkJ35JxrTd9Zm1oLQJOBvMYgPEII3GsIMnumCCADMEEEAGT3TBk92CCACDJwd8EY5DAFc8wvR6TUNHag/P0ySmnRX5tIW9LoWrGG92SOLeYvrpZtzvDSvibfoxSfMD9paoe2Gc/ZbjoKKUtiJ6Wbc7w0r4m36MJdzUChI1ds1lFFpqW3JCqFaBKN4UQJfGRjfjJ98xZUI909uOyvY+q/8NADF0s253hpXxNv0YOlm3O8NK+Jt+jEtBACbqDbtAZsO4HGqHTELTS5kpUmUbBB4Je8HEGn1u0B2w6A47Q6YtaqZLFSlSjZJPBJ3k4iU1G7X1xexc18iuDTjtfW97FyvyKYA2Olm3O8NK+Jt+jB0sW53gpXxNv0YloIA+Wm0NNpabQlCEAJSlIwABxACPqCCACCCCACCCCACCCCACCCCACCCCACEqaui9G5l1tnTWoPtoWpKHRVpNIWkEgKwV5GRvwd8OsEAct1uuXKrmzaFUF2TNt1BNpONop3RGWK1o4V37pthWwBvIwTndmLr6a749a+o+eJL04ri4f5eFve0x35V6OgIARumu+PWvqPniS9OFHUW5LveqNnGY07npYtXE0toKqsorhl87zA2Bhe44JOTgdb4xFzwj6qffSxfbQz82mYAwLrvjHavqPniS9ODprvj1r6j54kvTh5HYiCAEbprvj1r6j54kvThX0luW8JfTO3WZXTmfm2UU9oIeTVpRIcGOyAUsEZ7h3xcMJ+ifaktf2MZ/ZgDW6a749a+o+eJL04Omu+PWvqPniS9OHmCAOWLsrlyr5sqzqg5Zc01UG7dmENU41CXK3Ufd8rCwrYAGTuJz1vki7umu+PWvqPniS9OK1vT+XdYvtYmf8AiI6DHFACN013x619R88SXpwuapXNeT+mN0szOnE/KsOUabS4+qrSig0ksrBUQlZJAG/A3xbkKmsXajvH2CnfkFwBE0u6b2TTZZKNMaipIZQAejEnv60f242Omu+PWvqPniS9OG6jfeiU/wBA3+yI24ARhdd8Z36X1HzxJenCnpLcl4S9mluV06nptvonUlcImrSiRtGdfKk4KwetJKc8RxkbiIuXkhK0T/AQ+y9V/wB4TEAefTXfHrX1HzxJenB013x619R88SXpw8wQBS9s3Jdzep94PNadzzr7jFODrAqsoC1hDuMkrwc5PFni34hv6a749a+o+eJL04xZ/bevn83pfyb0PUAI3TXfHrX1HzxJenCdddx3c5qbZL7unk+0+10Q4Jg1SUJeywkHBC8DHHvx4sxdUId6dt2wPLUvm6YAVNCZRusWLdEjUpZTbc5W51uYZKwSgKCQpO0N2RnjG7Ih8t63JekvGZMw5NTfOrcml9wAKDLfYp3cvKTynuQo8z794bj9sk5+tMWTHLgvURLz0k/ilbp+CEd3TiTMwuflatOU+qmYTMInJNtDZ2wCCVIwULUpJwokZIAjYn7ClZyoPTz1UnVvPLk1rUoJJUqWJKCT48nP+GIcII6ijEqV09lJV1DzFUmUuNpm0pJbQofuhYUvIO4jdgDuEx5OaZ0ky3O7U29LNc7TcuGmUBLaEzGNsIT+IkY61I3DJhvrVQYpNHnKpM7XAyjC3l7PGQkEwmzmobsrUpCmqou1Mz8xJIZImcI4OZCilZOzxpKcEcvGIA+3tNZQ1BNTla3UZKotPNOsTLARtN7DAYKcKBBCkAZzy743n7Dp0wish+cnFqqj0u+pwqG2y4yAEKScce7JyN+TxRGUfUSaqy0S9Pteempxl1LdQYaeQed8ubBIUojaA7LPc3cceR1ImhaguJdCbRLrEypCOfQpxSWCoK60Jzk7O7kHLAElUtPqdUJxM9MTjwmlGbU84hIAcVMshlZxyYQOtGdx7saq9MpBUm9KCrTqWJhmSZfbAGy83Ko2UIV3UqGNobskcg3RD3Tes5UTRpqimYlZFuvMSc2tL+ype9orQU43pwvZ49+SYkahqciVptPn00VbzVWkmp6nYmAnbaW8y0dvd1qhw7asb85I5N4G7U9O5WqVRE9UaxPTBTMy0yGilAQlTIUkJQMdYhSVHKRxnfGuzpjKNKZWivVQKlpNEix2GAwh/hkoUMdeM9ac8YAhiq9cep7dIlXpRHRKqvmWZZS9lCVhpbqiV43gJbVybziErTm9qvMW/TZM0mo1ueQG11B4OpJZQ6+4gKJURtBIQSe6Bu3wBN07TimSbcgzz488zITKpmX22kBxpallZ2HAAUA5wQNxG6JWoWq3MXc3cctVJ+ReUwmXm2WCng5ptKtpIUCCQQd2Ukbt0aV8Xqm3UVUMU8zztKpoqU0gu8H9yKlJSEnByTsL8mPHEbUdTZanOzPPlJeSxLTs1KuupeBwGJXnkrAxvykbOOQwB7zumdIm6D0Ecm5nnRlt1qT3DblkOOBawFcuSAATxDd44mJO05FmQr8k886+zXJl2YmR2JSpxISrZPJxAjuGPWgVmoz0vPuT1AnKeqWILAWtCuekFAUFJwd2/Kd/KM8sLctqOudlw1S6G/UKosPqRItL2HAGktlaVheyUL2nUpxvH4wyIAlZazFCWo7U/cFTqS6TOommHZnY2jsJKUoOyAMYO88ZO+PWvWZT6xVpmemX3wmck0Sc0yMbLjSHNtODxpOeM78iPO5bjqUhUrSYlKegprM6tmYQ84EraSJV17AxkZy3/wD3mIJepsw1Zslc8xQUNy01JmeS0mdC3Q0NjIwE8fXHfxdb/aEASzFgSUvUZioy0/MtTb85NzKl7IIxMpSlxvH83rQU9w93iiIuLTxUpRX5W11PcHMT1OmHJNa0BAMu+2tSwo4IKkpJI5T3I9JC/wCrOuT8smgKnZ8T84zIy0s6AXGpfZByVYwolSf9ruCH6QeXMyLEw5LuS63W0rU05jabJGdk4yMji3QAkzWl1ImXXFOVKoobzPKZS2tKSyqbfQ+tSTjO0l1AUk8nFvifdttM9aE5btbqc7VUTrC2JiYdKUuKSoYONkAJxybuOJ2CAEVzTpK51dVFy1ZusF5l5E82GwpJbaU1jZ2SCFIUQQeXeMYhho9vNU+5Zut8+zMxMTkpLSjvC4OUsqcKVZH4xLi8+5xYiZjKeyT5R+uAKc0arly0+jVyXpNlTdZlzXpxRmGqhLsgK2hlOy4oHdu38W+NrTW5LuYmruMtp3PTJcuKYW4E1WUTwSy21lByveRgbxu38cTfM7fgpXvbDO/rTEppL/G729tEz8kzHNg/UR6C79I/4pW6Q6a749a+o+eJL04Omu+PWvqPniS9OHmCOkpDlXmk6rXKpqPpGmtWvMUBLdwEtKenGX+FJU1kANKOMYHH3YuH3YrvmwO2Jo37Yl/tMxYkd+E4rOLE60EfTP8ACo3/AIw/XHzH0z/Co/KH646zmFPSEAaZUEBQUOdlb8f3q4aoVNH+1jQPzZXyq4a4xhxUTLWw92K6uADqsTx2hnoFKbt/9PMRYsVxcHbZnvYGU+cTEaMV6tm7DesNrHjg92CCKwshfv1INKkMrA/fiQ5D/WEQwkeMQuX/APemQ9mZD5wiGKJAe7H2yBwqN47Ifrj4j6Z/hUflD9cQDd0aAGmtKwoHfMfOXYboUNGe1rSvypj5y7DfFzT4iKifGYe7Cw0B1W5g7Qz0uN7sf52vfDPCu323X/a2387XEvkIjyjRBBBGRBlPlEY92BPL5IIAIPdgggAx4xBBBAB7sGPGIIIAIIIIAV9UADbEsCoAdGqXv/8AzmYaCN538sKuqX4Ly3s1Svn7ENR7I+WMVxmTyHlztL89c9c7sc8f03BJ4T/axn/GPVPGN8EA4xGRBS3M2gdOmrB2hnpoc3b/AOc7FzPssvtFp9pp5s7yhxAWk+4d0UxzNn4a6s+2hf7b0XVGqjxDOpxmfLaENtpbbQhtCRhKUpASB4gNwj6x4xBBG0wD3YIIIAMeMQe7BBABGpWvvJUN/wD2R75NUbcala+8lQ/NHvk1RD1BEZpyANPLbCVBQFJlMHBGfuKYnogNNu11bXsRKfIpifiI6iXrD3Yqu1wA5XsLB/ygqGdx3fdjFqRVNrfwlf8AbBUPljHLjOKjpwnGZM+7BjxiCCK87z6wNkdcOWPn3Yz+KPdjEAHux9ADZPXDkj5jI7E+5AGMeMQe7BBAH0kDf1w4jGMDuiBPL5DGIAPdiOugA2tWMqA/e+Z+SXEjEbdP4K1n2OmfkVwA92gALQogCgR0Mld//wCxREpEVZ34H0P2MlfkURKxdx1FM9ZlPZDfywq6WgC2JrCgf36qnJ/nz0NKeyHlhU0r/Bia9m6r8/fiOUnkGeYYYmG+CmGWX2852HWwtOe7ggiPtCUpQlCQlKUjCUgYAHcA5IzBGRBk8Q3iMQHiEEAEGPGIIIAPdggggAx4xB7sEEAEHId8EY5DAFRcxdW7kp2k8/L0izJqtS5rs0ozDVQl2QFYbynZcUDuwN/Fvi7umu+PWvqPniS9OK25gftLVD2wzn7LcdBRSlsI3TXfHrX1HzxJenCjcNyXevVO033NO55t9uRqQaYNVlCXQed9ogheBs4HGd+1uzgxc8I909uOyvY+q/8ADQBjprvj1r6j54kvTg6a749a+o+eJL04eYIAq2+bnvN2ya60/ptUGGlU2ZC3TVpMhALSsnAXk48UFi3PebVk0JpjTaoPtJpssEOirSYCwGk4OCvIz44dNRu19cXsXNfIrg047X1vexcr8imAITprvj1r6j54kvTgN13xjtX1HzxJenDzBAHlJuOvSbLr7Cpd1baVLZUoKLaiN6SRuODuyN0esEEAEEEEAEEEEAEEEEAEEEEAEEEEAEGR3YITpmza27Muuo1IutlK1qUltDclsoBJOyMy5OBxbyTAFYXD/Lvt72mO/KvR0Bkd2OXq3btTb5tChUxV619yYXaTjiagpErzwhPCOjgx9x2NndnenO874uzpJrvrnXd8HI/ZoAdcjuwj6qffSxfbQz82mY++kmu+udd3wcj9mhQ1GtOsy1Ss0OahXPM8LcbTaS63J5aPO8wdtOGB124jfkYJ3cWALjBGyN8ZyO7CSLJruO2dd3wcj9mjPSTXfXOu74OR+zQA65EJ+ifaltf2MZ/ZjyFk131zru+Dkfs0K2kdo1ma0xtyYa1EumVQuntKDLTclsNjHEnalycDxkmALeyO7Bkd2ErpJrvrnXd8HI/ZoOkmu+udd3wcj9mgCsb0/l3WL7WJn/iI6DBHdjlq7bcqbfNm2bS1XnXnZh23ZhaagtEtzw0Bw/WJwyEbJxypJ647+LF4dJNd9c67vg5H7NADrkd2FTWIjqR3j7BTvyC41ekmu+udd3wcj9mhb1TtCtS2mF1TDmot0zSGqNNrUy63JbDgDKyUq2ZcHB4jgg7+OALOoxHQiU3/APUN/siNvI7sINLsuuLpkqoamXakFhG4NyOB1o/zeNnpJrvrnXd8HI/ZoAdMjuwl6JkdIh9l6r/vCYgFlV0EHqnXdx/0cj9mhS0jtGszVmcK3qJdEqnonUk8G03J7OUzz4KuuYJyogqO/GScADdAFxZHdgyO7CV0k131zru+Dkfs0HSTXfXOu74OR+zQB5Wh23r5/N6X8m9D1kd2Katm06w7qheMujUK52ltS9NKn0tyW27lt3ssy+N2N2AOPfnjhw6Sa76513fByP2aAHXI7sId6dt2wPLUvm6Y9+kmu+udd3wcj9mhNuy1KwzqbZMuvUG53lu9Edl9bclts4YT2OJfG/lyD4sHfAH1oTVKZJ0a4mpyoyUs4binFBDswhCsZTvwTxRYfR+hd+6Z8cb9KK7nOZ3tqcm3puZuKuuPvuFxxZakxtKJyTuY5THj6m61O/1c+DlPqI4qMMRSgoJLRzvyPTY/E5Jx2IniJSqJy02zYvvz0WV0foXfumfHG/Sg6P0Lv3TPjjfpRSGpmhNu2/Z79Uk63WVvImpRoBbcrjDky02riZB4lnl9+GX1N9pkkivV3Gf6OU+ojZfEbF2vyOPMyP7dT3I/nLHfrVuvsOMP1ekutOoKFoVNtkKSRggja4iDCpXKLak4xSGZCu0qTRT6nLTqiZ1KlLQwFBDSVbWUgBWB3MRB+putTv8AVz4OU+oj5d5nC1EtLV0erm5JP8HKfUQviNi7X5DMyP7dT3I/nG1VL07VO0+dLlFEzT0lEs6mdQFJBVtEHCuu67rt/Lvj4do+nTsjLyLjtHMvLh8NI5+R1oezwqey4lZORFbaZ6C25X9Orcrk5XK0mZqFLlpp4IbldkLW2lRxlknGTykmGH1N1qd/q58HKfUQviNi7X5DMyP7dT3I/nGgUbTjnpuY26LttuNOpHPqNnhGwAheNrG0AkDPij0XTtP1ySpNUxSDLlQKW+fUbKMLDgCeu60bYCsDdkCFM8zfagBPR6ufByn1ELNgaF27WzcIma3WU84V2akmtlErvbRsbOcsnfvPFgeIQviNi7X5DMyP7dT3I/nLhrT9o1iXZZqNSpTyWHUvMq59bCm3BkBSSFZBwSPITEXK0TTaWnJCbl+gbT8gkol1onEDZTtFeD13XAKJUM8RJhY9Tdanf6ufByn1EHqbrU7/AFc+DlPqIXxGxdr8hmZH9up7kfzjFqFS7UuujzzBrVHlqhMSTkmicM2glDa+MEBQ2hneAeWNldO0/en1VCadoT00tZdcUqbbKVOFrglK2SrGSjrT3RFXSmgVtTepVYoDtdrolZKlSM22Uc7pUVuuzSVA4axjDKcbs8e87oidQeZ1rNMKpy1ZpVXlBvVLOBKJlI8XElf/AO6fEY0V6+KpK6pqXQ/7FrkrJWQcfU3OeLlTfJnwST61Jpddi76EzY9Eo7lJpc5SZeScBC2xPIOQRjGSrOMbh3I1J+j6dT7TaJ5+kzKm3w+l1yfQXNsJCM7e1kjZATjuACOWZHTytVF51miLlp+eY/hqa4rnedaxvOWXcFWP7JVETWKVUqTOtS1bp09SFhRH3aQQDxcgUEhUcHDFRaZU7I9Z/wCnGCm3Gli86S5LJPsvfuOz6k9aFR5y57qNKWZF3hpUidbBaXsKRlJCt3WqUPITEVMUPTd+ny1PdXRlS0tKLk2W+fkAJYWQVN9l2OUpOO6BHKNNo0q6EuvVuW4FXFzxKc7f/vhhaPfMN1DsulT6ilFNqVRxy0iuUuYV8GWQr3I6KeUnPVbv+CZT4r0Kp4a7m52XLamvxVInQM9RdN51tSJldGWDNc+AieQCl4jZKgQrdkbj3cmJ2Vqttyu3wFXpaAsgkCdbxuSEjA2t24COZLusu1qfb026adqNSptBb2F1CkywYH3RIVlaGv5u1jeN+PIZ2Ts3Q6adU2NRKpLLBxsTUuwwR5duWEb1i5bY9rXwKyXo9RSuoV2tqpxku1TaOhOj9C790z4436UHR+hd+6Z8cb9KKepui+l9Sx0Ov5+bzxBmYkFn3g1Eo5zOVphha01+uKwkkENync/0Ebozry1KPa/IrauGyXSdqkqqfPCK/wD9lm9H6F37pnxxv0oymv0LaH790zjH/bG/SimbA0CtqtWLQKxNV2tJmJ6my8y6EtyuyFLbSo4yyTjJ5SYm/U3Wp3+rnwcp9RE3xGxdr8jXmZH9up7kfzk7zOa0LtGuLQtKkquCdIUDkEZTvBiW0l/jd7e2iZ+SZjRt3Sx23KZ0Ood/XRISgWpzgmmpHG0eM75fOdw96ILTW06xMzV3hrUK55bgrjmG1cEiS+6kNs9erMueuOeTA3DAHLnh6bp01F60c2VsXDGY2pXppqMndX19ZcmR3YMjuwldJNd9c67vg5H7NB0k131zru+Dkfs0biuKm5sDtiaN+2Jf7TMWLFQc0tRJ+jaj6RKnrnq1eDtwkJTUEsANYU1vTwTaOPPLniHu2/nxCO/CcVnFidaCPpn+FR+UP1x858Qj6aP3VG4dkP1x1nKKWj/axoH5sr5VcNcKukKs6ZUE7KU/uZW4Dd/Crhqz4hGMOKjKWthFcXB22Z72BlPnExFj58Qiuq+rGrE8NlP3ilN+N/8ADzEaMV6tm7DesNiCM5/sp96DP9lPvRWFkLl//emQ9mZD5wiGKF+/VYpUgdhB/fiQ3Ef5wmGHP9lPvRIMR9M/wqPyh+uMZ/sp96Ppk/dUdanshyeOIBt6M9rWlflTHzl2G+FHRo502pXWpG+Y4h/nLsN2fEIuafERUT4zCFdvtuv+1tv52uGjPiELDSv+luYGyn8HGznG/wDja90S+QiPKM8EGfEIM+IRkYgnl8kEZB49w4oxnxCBIQQZ8Qgz4hAgIIM+IQZ8QgAggz4hBnxCACCDPiEGfEIAVdUvwXlvZqlfP2Iaj2R8sK+qCsWxLHZSf36pe4j/AD5mGknedw44xXGZlyGIBxiDPiEZB3jcIyMSlOZs/DXVn20L/bei6opbmbVf5aasDZT+FC9+P7TsXTnxCNVHiGypxmEEGfEIM+IRtMAggz4hBnxCBAQQZ8Qgz4hABGpWvvJUPzR75NUbefEI1K2f3kqG4fxR75NUQ9RKIvTbtdW17ESnyKYn4gdOVZ08tshKU5pMpuA3D7imJ7PiERHUS9YRVNrfwlf9sFQ+WMWtnxCKrtdWXK91iBi4KgNw4/uxjlxnFR04TjMl4Izn+yn3oM/2U+9Fed4HsR7sYj6J60bk8vJGM/2U+9AGIyOxPuQZ/sp96Mg9adyeTkgD5gjOf7Kfegz/AGU+9AAnl8hjEfSTx7k8XcjGf7KfegDERt0/grWfY6Z+RXEnn+yn3ojroVi1qx1qfvdM8n90uAHizvwPofsZK/IoiViLtBWbQoh2UjNMldwHF9xREpnxCLuOopnrBPZDywqaV/gxNezdV+fvw2JPXDcOOFXS1WbYmutSP36qg3D/AD56I5SVqGmCDPiEGfEIyMQPEIIzncNwjGfEIEhBBnxCDPiECAggz4hBnxCACCDPiEGfEIAIxyGM58QgJ3HcIEiNzA/aWqHthnP2W46CyO7HLfMV27U6rpLPzMpeVdozYrs0gy8iiWLZIDfXfdWVqyc93G4bou/pJrvrnXd8HI/ZopS2HXI7sI109uOyvY+q/qlo9Okmu+udd3wcj9mhQuG06w1qraUsrUK53FuyNTKX1NyfCNbIl8hOGNnCsjOQexGMb8gXJkd2DI7sJXSTXfXOu74OR+zQdJNd9c67vg5H7NAEtqMR1P7i9i5r5FcGnBHU/t72LlfkUwoX1Z9bYsivPL1Iut9KKZMktONyOyscEvccS4OD4iD3COOCxbPrb9kUJ5GpF1sJXTJYhptuR2UDgk7hmXJwPGSe6TxwBZ2R3YMjuwldJNd9c67vg5H7NB0k13HbOu74OR+zQA6wR5SbS2JRllx9yYW22lKnXMbbhAwVHAAyeM4AHij1gAggggAggggAggggAggggAggggAgghVmNSdPpd9yXfve3GnWllDiF1JoKSoHBBG1uIIxAFU3D/Lwt72mO/KvR0BHMVcvK0XebToVdbuiiqpTVpOMOTonm+AQ5wrp2CvOArBBxnO8Rd/VP058O7Z86M+lADdCPqp99LF9tDPzaZja6p+nPh3bPnRn0oT9SNQbEnKlZipW8refTL3G088UVFohtsS8wCtXXbk5UBk7t4gC3h2IghRGp2nOPw7tnzoz6UHVP058O7Z86M+lADdCfon2pLX9jGf2Y+uqdpz4d2z50Z9KFbSHUSwpHS+3JScvS3ZeYap7SHGnKk0laFAbwQVZBgC14IUeqfpz4d2z50Z9KDqn6c+Hds+dGfSgCqr0/l3WL7WJn/iI6DHFHL923laT3No2ZXmbmozlJl7cmGXp1M62WG1nh8JUvOAeuTuzyiLy6p+nPh3bPnRn0oAboVNYu1HePsFO/ILj46p+nPh3bPnRn0oWtVdRbBndL7rk5O9bdmJl+jTbbTTdSaUtxZZWAlICskkkDEAWRRvvRKf6Bv8AZEbcJFK1M07RS5VC76tkKDCAQaozu60f2o2eqfpz4d2z50Z9KAG7khK0T/AQ+y9V/wB4TEe/VO05O7p7tnzoz6UKOkOodhyNl8BOXnb0u6apUnNhyotJVsrnn1JVgq4ikgg8oIgC3IIUeqfpz4d2z50Z9KDqn6c+Hds+dGfSgDTs/tvXz+b0v5N6HqKgtfUGxGNUrynHrzt5EtMS9NDLqqk0EOFLbu1sna34yM44s74ceqfpz4d2z50Z9KAG6EK9u23YP+svm6Y3+qfpz4d2z50Z9KEu7tQLFf1PsicZvO3nJeX6I8O6mpNFLW0wkJ2jtbsncM8fJAFxQQo9U/Tnw7tnzoz6UHVP058O7Z86M+lAGrrp2tpr8/p3z5iHgcUVDrJqFYk/YEzLSN5W/MvmdkFBtqotKUQmcZUo4Cs4CQSfEDDh1TtORkdPlscffRn0oAbo85j+Lufkn9UKvVP058O7Z86M+lHw9qbp0phwC+7ZyUn/AL0Z7n5UAGhvaYsv2BkvkEQ4xU2jmolhSOkloyU7eluy8yxRJNt5p2otJW2tLKQUqBVkEHdiGvqn6c+Hds+dGfSgBtV2J8kImjvZXj7ap7/4RvK1O052T/l3bPF30Z9KEzSvUCxZJV18+XlbzHD3LOutcJUmhtoOxhY67ek8h4jAFwwQo9U/Tnw7tnzoz6UHVP058O7Z86M+lAHhRu3fc3tepXy8/DrFSUrUOw0aw3FPLvS3kyrtCpjTbxqLWwtaX50qSDtYJAWkkcm0O7Db1T9OfDu2fOjPpQBuXnZNuXYygVmnpXMNb2Jtolt9k8hS4N438nF4oqy7qddtq3Xa7M+6u+6Sh+a52lXW0idxzuoKSonrXQEZIzvJGIsfqn6c+Hds+dGfShTuzUKw377syaZvS3XGJeZmy84mpNFLYMqsAqO1uyTgZ4zGieHjJ5y0Pavjt6y0wuV69GCpTtOmv9MtKX1XocX9Vrnua9EtzSW93nV0Ft2hVhG5+Xk3VyM2yeUKZ7Hd3dkjxxrVrRqpp21yU7QK+gjAZrdMSh34wxsrz4zEveVV0WurYeqV3201PNb2J+VqzTUyyRxFLgVnd3DkeKFtOqRso4fve2r5oaP+sZqbDdTZT407Wy9jxbzyxxzw0F6yGjbH4r/yelwuWcRUs8FiGpexVafVCo/D5D5FcVr5t+p2/bE23NWxdFBZSWsO0utmcp6vuqd6219ckcoz+NswzU2szlWcMrTNUbcrLgOyJC5qOlh0H+aT1qifIIltRtT7EuLSqefp9y09DjqmNliYeS09kPtkjYUcnABORkbicwwXBc+jFfbLVbuKyagOIKenZdah5FZyPcMI4RON6Urrs8LLuZjV9IZRquGPoOM1r0KT7KilLsnEU5+2KoBtVvRe1awhW9T9FmkMqPjCVBJPvxEOS2nNNQ5z5beoFlLAPXoMyGgccikKWMe5EtzvpZTlFy0NYGLZUN6WZevNPS2fG04og+/Hw5qbV6My4lV9ac3bLBJ4qq1IzSt3c2i2Y1vDuOmUe5S8EpHbTyzTqxzaNbRsz50n951KXeaOmSafMWfRWqRrTOUyoCQYDsg++w4hhzYG02htwA7KTkAZO4Q+tUnVeWbC5G97frCT2JnaUWwR5WlRWNg6laOVC0qHb110uSE3KU6Xl1TExJtvJWUtpTtBaMqTnGd4BHLDMuk6HtgTFHvaXt1bm8Lp9wlg5/JUogeTETBXdou75pST7Hc14mpmRz68XGO2VKlUi/8A7I5vdcauiurskk882pbVWxx85VNbBPuOJhV08vWtUl+6VTlgXDMF6vzDr4p/BzPAOFDQLZwobRAAORuOY8zW5Wm7qLzQ9EeQn/qas7KzOfKsKSqF6x9UJ6gv3GvonYdYS9W3nXdivtyi3VlDYK2g4SC2QBg53kKjdepHW5LqT8Lsr8zB1uJGjL+qpTf3nGHiWgNYbUYH77S1eo359SXkY91IIiUpup+n8/jne7qQCeIOvho+8vEIUtzSFltuiXrUtMSLh41MzDE21/tNr3+9E8zfejFytFUzULcf2hvFQlktn/8AiJESsRLVui600/H4GE8k0nHO3rUtthOM490H+IrbmsKhIVG/9HHafOy022LiVlTDqXAMqZ5QTFnFKhxpI8oijuaCYsBy/dOKdY66ItNQrJl6q1SnUEqaJbwFBB638bBGDxxYJ07pzO6m1q46ZjiDFSUQPcVmLTCVMQov5CfQ/wC3xPP4rC5LlO27zi/5qa8VNv7o3x9s/wAKj8ofrhNVbF2Mfe+/58gcSZ2Saez5TuMfSGNTJV1JanLYqSQobnWXWFHf3U5EdW+ZrjU5dz8HfuOXgmhP1WKpvpz4/igl3n3o/wBrGgfmyvlVw1xV+m9Vu+QsWjssWb0QkksHg3maghDik8Io5KFDdvzDAq+HZY4qVnXRKd1aZQPJHupMYxxtJRWdddKa+BlLIGMk3uebP6s4SfYpN9w4RXFwdtme9gZT5xMRMNak2cXA3MVN2Sc/mzUq61+tOIV6hW6PUNTpybkqpJPy66LLNpcS8nZKw++SnfygKBx4xGFbFUKkGozT60YxyNlHDzzqtCcVtcZJdtiaggb+6DLZCx3UkH9UZKFDjSRHGHodhcv/AO9Mh7MyHzhEMUQF+tuKpUgEoUT0YkOIf5wiGDYV/NMSDEfTP8Kj8ofrjGyr+aY+mUK4VHWnsh+uIBt6M9rWlflTHzl2G+FHRtCk6bUoKSRvmDv/ADl2G7B7kXNPiIqJ8ZhCu323X/a2387XDRg9yFhpC+q3MK2Ts9LjYzjl57XEvkIjyjPBBg9yDB7kZEAnl8kEZSDv3ckYwe5ABBBg9yDB7kAEEZ2T3DGMHuQAQQYPcjOye4YAxBBg9yDB7kAKuqX4Ly3s1Svn7ENR7I+WFfVBC1WxLBKST0apfF+fMw0kHJ3csYrjMnkMQDjEGD3IykHI3RkQUpzNn4a6s+2hf7b0XVFL8zahYvPVglJAN0Lwf/U79MXRg9yNVHiGdTjMIIMHuRnZPcMbTAxBBg9yDB7kAEEZ2T3DGMHuQARqVr7yVD80e+TVG3g9yNStA9BKhu/7I98mqIeoIi9Nu11bXsRKfIpifiC05QtGnltpUkpIpMqCCOL7imJ3B7kRHUS9YRVNrfwlf9sFQ+WMWtg9yKrtdtYcrxKCM1+oEbuMcMY5cZxUdOE4zJeCM7Kv5pg2FfzTFed4fij3YxH1sK2R1pjGyr+aYAxGR2J9yDZV/NMZCFbJ608kAfMEZ2FfzTBsq/mmABPL5DGI+koVv608RjGwr+aYAxEbdP4K1n2OmfkVxJ7Kv5piOuhCza1YASTmnzPyS4AeLO/A+h+xkr8iiJWIy0EKTaFESpJBFMlQQf8AQoiTwe5F3HUUz1gnsh5YVNK/wYmvZuq/P34bEg7Q3csKulqFptiaCkkfv1VDv7hnnojlJ5Bpggwe5Bg9yMiAPEIIyQcDcYxg9yACCDB7kZ2T3DAGIIMHuQYPcgAgjOye4Yxg9yACMchjOD3IMHB3QAjcwP2lqh7YZz9luOgo5g5ie8rTt/SSfka7c1Hpc0a9NuBmbnW2llJDYCsKIONx3+KLx6p+nPh3bPnRn0opS2G6Ee6e3HZXsfVf+Gja6p+nPh3bPnRn0oT7j1BsR7Ve0Z1q8reXLS8jU0vPJqLRQ2VCX2Qo7WATsqxnjwYAt6CFHqn6c+Hds+dGfSg6p+nPh3bPnRn0oAkNRu19cXsXNfIrg047X1vexcr8imFW/NR9P5qx69Ly9722685TZlDaEVNkqUotKAAG1vJ7kFhaj6fytj0KXmL3ttp5umyyHELqbIUlQaSCCNrcR3IAsiCFHqn6c+Hds+dGfSg6p+nGM9Pls+dGfSgBugjzlX2ZqWamZZ1t5h5AcbcQoKStJGQQRxgjlj0gAggggAggggAggggAggggAgggJAG+ACNZVPkVKKlScsSTkktJ3/4RswQBz1X5WWTzdVvsiXZDZs10lAbGCeFe34i++h0h/Upb4JP0RRNw/wAvC3vaY78q9HQEAavQ6Q/qUt8En6IStUZKTbqljbEpLp2rnaBw0kZHO0z4of4R9VPvpYvtoZ+bTMANwp0hgfuKW+BT9EHQ6Q/qUt8En6I2h2IggDV6HSH9Slvgk/RCjovIyTmk9sLXKS6lGms5JaTk9b5IeIT9E+1Ja/sYz+zADN0OkP6lLfBJ+iDodIf1KW+CT9EbUEAc7XlKSo5uixmRLMhpVszJKA2Nkn90b8Rf4p0h/Upb4JP0RQ16fy7rF9rEz/xEdBjigDV6HSH9Slvgk/RCtq/ISSNJrvWiTl0qFDnSCGk5B4BfihzhU1i7Ud4+wU78guAJekU+RNJlCZKWJ4Bv/qk/zR4o2uh0h/Upb4JP0RijfeiU/wBA3+yI24A1eh0gN/OUt8En6ITNF5GScsUqXKS6j0WqgyWk8k+/4ofeSErRP8BD7L1X/eExADX0OkP6lLfBJ+iDodIf1KW+CT9EbUEAV9aUlJq1bvdCpVgpTL0zALScD7m94od+h0h/Upb4JP0Qn2f23r5/N6X8m9D1AGr0OkP6lLfBJ+iEW85OURqxYaEyrASrolkBtOD+50+KLEhCvbtt2D/rL5umAHPodIf1KW+CT9EHQ6Q/qUt8En6I2oIAr/XCRkm9OZpSJSXSrn+n7w0kf9tY8UO3Q+QOSZKWzn+iT9EKOuna2mvz+nfPmIeBxQBq9DpD+pS3wSfoj4fp8gGHCJKW7E/9SnueSN2POY/i7n5J/VACVojIyTmjdmLXKS6lGgyRJLSSSeBR4ob+h0h/Upb4JP0QsaG9piy/YGS+QRDjAGoqnSGyf3FLcX9Cn6IR9IpOUcVeHCSrC8XTPAbTYOOw8UWErsT5IRNHeyvH21T3/wAIAcuh0h/Upb4JP0QdDpD+pS3wSfojaggBCo8lJnWu5WzKS+wLfpRA4JOAeHn/ABeT3hDn0OkP6lLfBJ+iFSjdu+5va9Svl5+HWANXodIf1KW+CT9EJ14yUmnUKxkJlJcJVNTuQGk4P7kX4oe4S7z7Yti/nU780cgBq6HSH9Slvgk/RB0OkP6lLfAp+iNqCAKr1/s2252y5usrpUu1VJVTPATjSNhxGXkJ34xtYCjgKzGFKvWy1K6M0di9KKk559kpZCJ9lP8AbaxhzA5U7+Uww63drSqflS/zhuHNPF7saJUE3nRdnzfFcpa4fK1SEFRrxVSmtSlyfVeuPU7bUxatCu2fdcmqYoT0hNbH8K1wQS60e4tBG0n3RExM0+QEs6RJS3YH/qU9w+KF+79PLfuGbFTCH6VWm97VTpznAzCT4yNyx4lZhefrV/2Yy41ctPN10cJIFTpjWzNNDHG6xxK8ZSd3LGO6zp+tWjatXWta7+k3cH4fGacFP5XsTaT/AKZaIy+7J8kWT2kcjJL0ptNSpOXKlUSTJJaTv+4o8UYuTS2xK8pTs7bso3ME54eVBYcB7uUYyfLmPLQ2sUqpaXW7L0+oS007JUuVl5lDTgKmXEtJCkqHGDkHjh3ja4060dKTXacNOtjMnVWoSlTmteuL69RWJ03uKjoxa16vqYTxSlak25xB8W3gLSPfhWsCsXPRZi5+iNgt11sV58zczSFoUW3thraShlzCinGyQc8pi9ldifJCPpL/ABu9fbRM/JMxr3uo8STXf3O518MOp/maUKnO1mvthmtvpualJ1H06m5kSc261RZ3llqrJ86rHlKxs/4w2vUi3KzJAvU2lVGWWNxUw26g+Q4Ijbq1KplWljLVSnyk8weNuYZS4n3lAwlTWkdstPKmrefqtsTSjkuUqdW0knxoOUkeLAiGqy0NKS7PNeBnCWTZyzqcp0ZdU12rNkuyTKY5p+1Let6+tM5egUxilprNaVLzplRsFSAWsbP80jaOCMQ3dJ9ak0kUa+q2wM7kTqUTSPJ1wBhJ5pGl3JRr00zbrVxKuNzo0o0nhJZEupLoLXWvKTuUk9aNoYIh16dpyn7rltOr0wcr7CRNMDx7SN496NuHWGinnwcOfSu+OjvOmtPK9SyoYiNdbG1N9UKqzuyLM41JkTuVblaaHdC5Vw/rTH03eFcklJVWbErLSUqG0uRWiaTx8fW4MS1Euq3K1gUysyUws/8AV8Jsuf7KsH/CJtoEPIyCDtD9cWFOlnLOo1Xbqku9X7ylxGMVKe543BxUuiVOXYmo/dKv0svm15Gx6PSqhVUyc0ywUrTMNrQk/dFncrGyePuxYdNqlNqCAunVKUmkniLD6V/qMLek7DExpZQW5hlp5Bllda4gKH8KvkMbNQsGzp4lTtAlGl5zty4LKge7lBETBYqMVZxl2r8xqk8kVW7qpT641F2Wp+LGV5CXE7LyErHccTkf4xVV0UWjv6ozsu9S5JbIokq4EcCkALL74KsDlIAGfEIZRYq5QlVFuy4qb3GzMh9sf+lY/wDeEisSl3SWok00KtT6tOJpEupTszLlkKa4Z7ZThG4KBCiTygjuRz4upJ07VKXg159x14DDU6dS+ExqT2PPg+5OP3jaXZdubZWzJOSyu6xMLR/7x8i13GSTJXJXJfuJVMBxPvKEZ6M3DLEietZx1I/HkplLmf8A0nBjCbzo6CEzyZ6nLJxialVpHvjIip/wq1rN6nHyPQJ5fkvkzdVc0o1e68vAhrwp9wStPlC7cKZ1o1OTDaHpRKSHC8kIUVJ4wDgkcoiaDt6sk8JK0SdA/o3VtE+/ujSu6r0uo0qQEjUZWZUKxIEpbdBUBzwjk44b9+M43d2N0aMWrwk+2/jcrauUa9OWZiaEL7HTUH91RYuprdeazz3aU3gfjS0yh3/DcYy1eMk04DO02syOyoZLskrA391OYYY+2SQ6jBPZDl8cZbnVWqfal8LGvfuBnx8Ml9WUl+JzIzSW8rXk7Hp9Ona5Jys20p/bbeUUbO0+4obyMcSgeOH+RrFIngDJVWQmQeLgplCv1GFbSSSkpvTOlpmpOWmAVTGQ6ylf/aXe6IlJyxbOmweGtum5PGW2uDP/AO7iLanvpRXFfavzFVN5HnJ6KkOuM/hTGMAkZAJHdAhXbP8A0uv7/wDw2387XGt1N7eaH73v1imnkMpUnE49wkxAN2zV5fUZ2Sp15Vdp5NDQ6JmaQiYXs88qTwZyB1uRtd3Jg6tdWzqfY0/GwWCydO+54q314SX4HULQghO5w1GlU/cLhoNQx/WpBTRPuoMHRPUOVT93tajz+OMylSLZ95YjLfduNCS6r/huY8Cufqq9OX9eb/zFAck8vkjEJ5vKqyyc1Kw7iZ3bzLpRMAf7JEY6pNsN7p9VSpx7k3T3UY90AiG/sOuNK3To8bD9ncpS9XSc/qNT/A5DjBC/JXraM5gMXJTCTxBT4QfeViJqWmZaZTtS0yw+OQtuJV+oxvhWp1OJJPoZX4jA4nDaK1OUelNeJ7ZggII4wR5RGI2HKZgye7BBAkIIIIAVtUSRa8tv/wC+qV8/YhpPZHywq6pfgvLezVK+fsQ1Hsj5YxXGZPIECeMQQDjEZEFK8zYT066s7/8AxQv9p2LqileZs/DXVn20L/bei6o1UeIZ1OMwgye7BBG0wCCCCADJggggAjUrX3kqH5o98mqNuNStfeSofmj3yaoh6giL037XVtexEp8imJ+IDTbtdW17ESnyKYn4iOol6wiqbWJ4Sv7z+EFQ+WMWtFU2t/CV/wBsFQ+WMcuM4qOnCcZkzBBBFed5kk7I3nljEZ/FHuxiACMgnZO88kYjI7E+5AGIIIIAyknfvPEYxGU8vkMYgAiOuknpWrO8/e6Z+SXEjEbdP4K1n2OmfkVwA9Wef8j6H7GSvyKIlYirO/A+h+xkr8iiJWLuOopnrBPZDywq6Vk9LE1vP37qvz5+GpPZDywqaV/gxNezdV+fvxHKTyDXBBBGRBk8QjEB4hBABBk92CCACCCCADJggggAg5DBGOQwAg8wdKSr+jNQW9Lsuq6YJsZWgE4w33Yv7odIf1KW+CT9EUPzA/aWqHthnP2W46CilLY1eh0h/Upb4JP0Qk3PJSadYLLQmUlwlUhVcgNJwd0t4osCEe6e3HZXsfVf+GgBu6HSH9Slvgk/RB0OkP6lLfBJ+iNqCAFjUOQkkWDcKkSculQpc1ghpIP8CvxQaeSEkuwbeUuTl1KNLlcktJyfuKfFGzqN2vri9i5r5FcGnHa+t72LlfkUwBKdDpD+pS3wSfog6HSH9Slvgk/RG1BAGEpCUhKQAkDAAG4RmCCACCCCACCCCACCCCACIOQvC1J+4n7dkbkpEzWZcrD0g1OIU+3sYCtpAO0MZGcjdmJyIWRtK1pC4H7gkrcpEtWJgqL081Jtpfc2uy2nANo5wM5O+AEnXu7DI2xW6DTa1L0uoJoszOPzJmEtusthtfBpaCjvccUkpBHYhKjx7OaN08uabqMzzPtjrf54o03ITM3UGSrbRMuNodCEOb+uCCCdk7skZG4R0NqjpPZl/wAlUFViiU1dXmJBcnL1N2VDj0rlKghackZ2VKKgMjfCxbug9JtyjWP0GnmG65aDrzrM8ZPZbnS8goe4VsKz1w2cEKyCkcY3QBq8xpc1TuDS+oSdTffmTQ63M0yWdeUVqLCNlTaSo71bIXs7+QCNCra+XjJVackmtCL3m25eYcaQ+22rYdCVEBafufEcZHliz9JLEp2nlmtW9ITDk2ovOTM1NOJCVTD7itpaykbk8gAHEABk8cNsAcTVXVq5X+agpN3q0kupqfYtxyUTRVIVzy6grcJeSNjOwNoji5Dvi0/VDXr/AOX6/PglfVR73D/Lwt72mO/KvRf8Ac8+qGvX/wAv1+fBK+qhcvTXK7alPWwt/RC9JIyVbbmWkutqBmVhl5AaR9zHXELKvIkx1TCPqp99LF9tDPzaZgCsRzQ164/k/X58Gr6qD1Q16/8Al+vz4JX1UdCjiEZgDnn1Q16/+X6/Pg1fVRA6da63dSbDolNldDb1qLMtJNtommG1Ft4AY204bO4x1JCfon2pLX9jGf2YAqn1Q16/+X6/PglfVQeqGvX/AMv1+fBK+qjoaCAOJLi1ZuSb5py2bwc0ouiXn5KiPSzdFWk89TCTwuXUDYzsjbPIexMWr6oa9f8Ay/X58Gr6qPu9P5d1i+1iZ/4iOgxAHPPqhr1/8v1+fBK+qiEv/Xe76pYlwUyY0MvWnszdMmGHJp5tQbYSttSS4r7mOtTnJ38QjqGFTWLtR3j7BTvyC4Ap6Q5oK82pGXbRoDfa0paQAoNqwRsjf/BR7eqGvX/y/X58Er6qL7o33olP9A3+yI24A56HNDXqTj1P1+fBK+qhb0411u2l2wZSV0OvWoN8/wA87wzKFFOXJt1wo/g+NJUUnxpMdUwlaKfgIfZeq/7wmIAq71Q16/8Al+vz4JX1UHqhr1/8v1+fBK+qjoaCAOVqDrjdsrflzVNvRC9Hnp1mRS5KpbVwkvsIcCSr7n+MFEjdyGGP1Q16/wDl+vz4JX1UWbaHbevn83pfyb0PMAc8+qGvX/y/X58Er6qFm4tcLtm77tapuaH3qw7I8+8HLLbVtzO2yArY+5/ijeePcY6shCvXtt2D/rL5umAK29UNev8A5fr8+CV9VB6oa9f/AC/X58Er6qOhoIA5V1L1zu2r2e/IzWiF6U1pUzKOGYfQoIBRMtrCf4Mb1FISPGoQyq5oW9UqUn1P1+bj/RK+qizddO1tNfn9O+fMQ8DigDnn1Q16/wDl+vz4JX1UYc5oW9FNqSeZ/vzBBz9zV9VHQ8ecx/F3PyT+qAOXdNddrupOnduUqW0NvWoMydLlmG5thtRbfShtKQ4n7metVjI38Rhg9UNev/l+vz4JX1UWrod2mLL9gZL5BEOMAc8nmhr1wf8A+X6/Pg1fVQs2Drhd1KNw8Bofes9z3XZqZc4JtX3BatjLSvuZ65OBnyiOq1difJCJo72V4+2qe/8AhAFa+qGvX/y/X58Er6qD1Q16/wDl+vz4JX1UdDQQByvT9dLta1IrNWTobeq5iZpMhLrlAhXCNJbdmlBxQ4PsV8IQPG2rj5GL1Q16/wDl+vz4JX1UWjRu3fc3tepXy8/DrAHPPqhr1/8AL9fnwSvqogLg1zu6bu22J53Q69ZdySmJlTTC21bUwVS60kJ+58aQdo+IR1LCZefbFsX86nfmjkAVZ6oa9f8Ay/X58Gr6qD1Q16/+X6/PglfVR0NBAHLGo+ul3VazJ6RmdDb1p7Sy0VTDzaghGHkKGfuY4yAPKRDEeaFvUEj1P1+DBP8A1SvqotHW7taVT8qX+cNw5p4vdgDnr1Q16/8Al+vz4JX1UfLvNC3oppYPM/34AUnJ4NQxu/0UdER5zX8Wd/IP6jAHGNKvKozFrUB+maG3/IVaTp0u01XKOFNqmAltICyA1suJVgHfkkcsPlma6alydBfN1aVXJMPyydoPrknJQrSOVZKCjPjGz5OWLt0g7U9o+wkn8iiGmNEsOr50Hmv9a1+nzltRytPMVHExVWC1J619WWtdGmO2LObqZzTVw1Vlx2l6I3bUGm1bK3JRwPJSfGUtkRD2NrjdtMfuRTGh96Tpm649MuJabVmXWptsFpX3M9cNkE/lCLxuXTWjz9QXWqJMTNtVzj5/pp2Ns/3jfYuDu53nuwh6f3dWLNmLnRc9Jm6lThXn+fK3T2tpDb3Bt7RWyOuQjGycjO8njjHdpU/WrrWr+3hzmzgyji9OAnd+xKyn1ck+q0n7JG+qGvX/AMv1+fBK+qg9UNev/l+vz4JX1UXtb9bpFfpyKhRqjLT8qvicZcCgD3D3D4jviQjoTUldFRUpzpycJqzWtPQzi/VXUKt3/qdpaxWdPq9ZqZOvbbblUSQmYKi3kJylO8bI7vZCOhwSN4JEV3zYHbE0b9sS/wBpmLEiwwnFZX4rWiGrdq25Wsmp0aSmFn/rOD2XB/6k4P8AjEO3ZM5T1g2zdlXpmCNlh9QmmBv4tle8D3YcY+mf4VH5Q/XGc8JRm85x07VofarM6sPlrHYeG5xqNw9mVpR92V49xVunc9edLsekc70KQrVM4DLJlZrgphKStRO0lfWqOc8UMLGolBQ6GKy1UaDME42KjKqQnPiWMpMfej/awoH5sr5VcNLzbbzRaebQ62eNC0hST7h3RqjQqxitzqdTV/J97OiWUMFWbWIwyvtg3B9jzo9kUeVOnpKosB+nzkvNtHeFsOhY/wADCFcCf+lWfXkfeOUGP/28xE3UNPrWmXjMS8gumTXI/TnVS6ge7hO7/CEGs0qv0zUOblqfXTUHkUiXXwlUTtKU2XnglvaTv3EKOf7XijTiataNO04X5079zt8Tdh8Fk+tO9DEZr2VItdko5yfS80a4FdcnZV1ye4d4hb6O1mSz0WtuZKBxvSCw+ny7PZCNunXTQZ5fBtVJpt3OOCfy0sHuYViOCOJpt2vZ8+jxOypkbGwjukYZ0VyxamutxbS67EXfdFpTsjJrMhKNuOVOUaW4loJUUKeSFJyMcYyPdjaFnyLO+m1Cq00jiDE2op95WYzf2+kU8jeDWJDBHEf3QiGKJlh6UtLirmNHLGPoxzI1pZuxttdjuu4XOht1SxJlbjl5tPIidlB+0jfH01UbslXEc829KzoChlUlN4PH/NXDDH01/Co/KH64x3vbiya67+Nzbwvn+uo05/05v/LcO8hdMr1plGseQk6pI1eWQ2XjzzzipbCsvuK3KTnOM4O7jBh2pl52pUiBJ3BTlrVxIW8G1e8rBiP0ZJGmtLAJxtTHL/nLsTtToFCqYPRGjU+aPdcl0k+/jMW1OGJjFWkn0q3en8CqnXyVVk8+jOD2xmmvdlG/3yRbIcQFtqC0n8ZJyPfELTKAdV5lzbGRbzSdnlOZpw5/w/xjVXpxbKFqcpqajSHDv25Cdcbx7hJEL7dAuKT1IclaVd0wt9FDQ5w1Sl0vlTfPKgGjjG7I2s8e+DrV42zqd+hp+OaFgcn1b7lirfXhKP4N0+BaEEJ3Peo8iDw9IoNZSOIysyqXWfcXugN8TEpgVqz7ikO642wJhsf+pB/9oy37TXHTj0p+OrvMeAcVP1DhU+rOLfu3UvujiN0CiVApUdoHkO8QsU7UGzpxRQivSzDnEUTQUwoH/wBYEMUrMy823wkpMMzCDxKacCx/gY3U69OrxJJ9DucOKyfi8I/8RSlD6ya8Uac9QaHPA8+0anTOePhJVBPv4iFmtObLmFbfQFlhfIqXcW0R/skQ18RxBGM8NRqceCfSkbMPlbH4ZWo15x6JNeDE7qfyjJzTbiuanY4g1USpI9xQMZNuXhLnMjfz7iR+JO09t3/EYMOEEa95UVxU10NrwaOr9oMfL1klP68IT75RbE/Y1LllDZetepIH85DrCj72RAK/e0urE3YomE8q5Kptq/8A3VDMOEYhvWS4tSS7H4pjhenL1uFpy6pR/BKK7hPN+JYOzUrUuiR7qjI8Ij30mPuX1IsxxfBuVjnVz+bNS7jRHvpxDcCRxEjyR8PNNPp2X2m3R3HEBQ/xhueIWqafTHyaG+slz4+Hkvq1PhKEn3iRfdeoNVt2Wap9bp0yroxTFENzKSQEzrKicZzxD3IekkOZU2Qsd1JyP8IQdUbct8W8zMJolOQ8uq05pTjculCihc4yhacgA4KVEHxGN9emtpJcUuUk5uQWfxpSddbx7mSIhSxKfFi+tr4PxJ3LJE1oqVIdMIy71OPgN53ce6BPGITk2TOS2TTb2uaW7iXX0vpHuKEZTR7/AJUnna8ZCdGdyZ2mBJ90oMTviquNSfU0/in3EcG4Sfq8XD+qM0+6Ml3iPzNqMXfquskAm6XBs8o6505/xi6I590Nmbhlbo1FVRKZJVKY6Pr6JpemeAAf2nM8Dx9YTtdlv4otJN1XLLpJqOn9VTjjVJzLUwPcAwY10sZBR+Umv6X4pWM6mQsRKT3OdOXRUhfsck+4cIIThqLRmh++VNr9Mxx8801YA91OY2pLUCzJv+DuORQe48otH/8AeAjasbh27Z67TVP0fypBZzw82tqi2u1JoZ4I1JKp02dSFSdRkpkHi4KYQr9Rjb2VYzsnHdxHTGSkroqqlOVN5s1Z84CCMRmJMQjTre6h1E8f7ke+TVG5GpWvvJUPzR75NUQ9QRHafNhqwbdbC0rCaVKjaTxH7imJyIDTbtdW17ESnyKYn4iOol6wiq7aQErrh2grar1QVgcn3dQwfe/xi1Iqm1v4Sv8AtgqHyxjlxnFR04TjMmYIIIrzvMnsR7sYjJ7Ee7GIAIyOxPuRiMjsT7kAYggggDKeXyGMRlPL5DGIAIjroGbXrA7tPmB//CXEjEbdP4K1n2OmfkVwA+WknYtOioyFbNNlRkcuGURJxFWd+B9D9jJX5FESsXa1FMwT2Q8sK2l6Ni2ZkZBzWaordyZnnjiGlPZDywqaV/gxNezdV+fvxHKTyDXBBBGRAckEB4hBABBBBABBBBABBBBABGOQ+SMxjkMAc4czBqvcdlaezlIpelVz3SwqrzL5nacgloKOyCjchW8bIPHyiLT9UNev/l+vz4JX1UenMD9paoe2Gb/ZbjoKKUtjnn1Q16/+X6/PglfVQuVnXK7ZnUG3Ko5ohejL8nKz7bcopCuEfDgZ2lJ+58SNgZ/LHu9Uwj3T247K9j6r/wANAFY+qGvX/wAv1+fBK+qg9UNev/l+vz4JX1UdDQQBzNdmvd4z9q1eSd0HviVbfkX21PuNq2WgptQKz9z4gDk+SC0te7xkLVpMk1oPfE03LyLDaX221bLoS2kBY+58RAyPLF96jdr64vYqa+RXBpx2vre9ipX5FMAUv6oa9f8Ay/X58Er6qA80PeuCfU/X58Ev6qOhoIA0qDOu1KhyFRfknpF2alm3nJZ7+EYUpIUUK/tJJwfGI3YIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIU5iR1EMw4WLjtpDJWS2ldEeUoJzuBImRk45cCAKruH+Xhb3tMd+VejoCOYa3LXgObToTTtZoaqqbRdLcwKW6GEt8I71pb4bJVnPXbeN/Fu33dzhqT4TWv5ie+0wA4Qj6qffSxfbQz82mY2OcNSfCa1/MT32mFDUeTv1FSsznu4LddJuNoMlujvJCF87zG9WZg7QxkYGOMb928C3x2IghPEhqTj8JrX8xPfaYOcNSfCa1/MT32mAHCE/RPtSWv7GM/swc4ak+E1r+YnvtMK2kUlqAvTC3FSVw221LmnNcGhyjPLUlONwKhMAE+PA8kAWzBCfzhqT4TWv5ie+0wc4ak+E1r+YnvtMAVZen8u6xfaxM/8RHQY4o5U1AN3yPNi2ep+rUR6q9Lr5ZfRTXEsJRl/IU3wxKj2W8LHGN27fZ9Wuq+KRT3ahVLos+SlGsbbz9JeSlOTgDJmOMncAN55I1yqwg7NmLnFOzLchU1i7Ud4+wU78guK4pGptw1Wot02UvC1ROOglliYt6cl1vAcZbDrydvdv63MSNxqv6vW5UqHOV63ES9RlHZV1TVHeCghxBSSnMwRnBON0YvEU1rZG6RLWo33olP9A3+yI24qqXqWorEu0w3XLY2W0BAJoz2cAY/rEenRjUjv3a3mZ/7REb5pbSN1htLR5IStE/wEPsvVf94TEQYrGo+d9btc/wCpn/tERlrt37b1JNMk6/bjjXPD8xtO0d4q2nnluqG58bgpZA8WIb5pbRusNpckEVd0Y1I792t5mf8AtEArGo/LW7W8zP8A2iG+aW0brDaS9n9t6+fzel/JvQ9RTVOavuRuOrV1mvW6ZmqIl0PJVR3thIZSpKdkc8Z37ZzknxYiU6Makd+7W8zP/aIb5pbRusNpaMIV7dtuwf8AWXzdMRfRjUjv3a3mZ/7REVU2L6qFw0iuPV63RMUnh+ASmjvbKuGQEK2v3RyAZGMePMN80to3WG0uaCKu6Maj9+7W8zP/AGiDoxqR37tbzM/9ohvmltG6w2kzrp2tpr8/p3z5iHgcUUzdTV+3HRHKTPV+3G2FvMulTVHeCstOodTxvkY2kAHxZiV6MakZP792sP8AUz/2iG+aW0brDaWjHnMfxdz8k/qisujGpHfu1vMz/wBoj5VVtR1IUk1u1sEY+8z/ANohvmltG6w2jFob2mLL9gZL5BEOMU3aib/t22KXb8lX7bclqbJtSjK3aO8VqQ2kJBViYAzgDOBEn0Y1I792t5mf+0Q3zS2jdYbS0FdifJCJo72V4+2qe/8AhET0X1Ix9+7W8zP/AGiIq22L8oXRPnSvW2rojUXqg7wlHeOytzGUpxMdiNndnf44b5pbRusNpc8EVd0Y1I792t5mf+0QdGNSO/dreZn/ALRDfNLaN1htJyjdu+5va9Svl5+HWKalkX8xdU/cSK/bZmp2Sl5NxBo72wEMreWkj90ZyS+rO/kESnRjUjv3a3mZ/wC0Q3zS2jdYbS0YS7z7Yti/nU780ciC6Makd+7W8zP/AGiIyppv6frNJqr1ettL9LcdcZCaO9sqLjZbO1+6OQHIxjfDfNLaN1htLkgirujGpHfu1vMz/wBog6Makd+7W8zP/aIb5pbRusNpO63drSqflS/zhuHNPF7sU5dCL9uGhTFIna9baGHygqU1R3gobK0rGMzBHGkRJmsaj5P792sN/F0Gf+0Q3zS2jdYbS0Y85r+Ku/kH9RisujGpHfu1vMz/ANojC6tqMtCkKrdr4UCN1Gf+0Q3zS2jdYbRp0g7U9o+wkn8iiGmKftxd/wBCt6nUSTr1uLl6fKtSrSnaO8VKS2kJBOJgDOB3I3+jGpHfu1vMz/2iG+aW0brDaWgrsT5IR9JgDNXsD4UTPyTMQ/RfUflrdr+Zn/tERdvtX3RXaq5KV63VGp1ByfdDlHeOy4tKUkJxMdj1g48ned8N80to3WG0aa/plTHqgutWtOzFq1o7zM08ANPH+9Z7BY5eQxHovi5bRPAai0TakgcJrlKQp2Xx3XW+yb8u8ZO6PLoxqR37tbzM/wDaIwqrajKSUqrVqkEYINGf3j4xHO3STvTlmvu7P/DLinlxVIqnjI7rFar6JLonr6nnR5iuOanqlOrF6aLz9KnpedlXLhVsusOBaTvZ5Ry+KLQjnfWuiTlK1EsN9tq3pecqtZDaHJCnuMIZeSpBS7sKdWnOVb8AZ5cw81G5L/olQLVyOUinSBIS3UmqW5MsE8XXlLqSjPjTHZhspU6MbVtF+VavNdfaaq+SYY20snTz/wCR6J9S1T/pbfK4os+Ppn+FR+UP1xWUhekxOzjcpL39a+267wLK3aFNNNOuZxsIcW6EKVndgHJ5Mw1NSN9cKn/KC3gdof8Aczvd/wBPHdwlh9vczz8qM4NxloaNXR/tY0D82V8quGuK20qlLxVpzRFSlboTTBl1bCHKU4tSRwi+NQeGd+eQR7Ve56pSqg5T5u9LdM2yAXmZe3pqYWyDvHCBp1Wxu39diEcoUErX7mQ6bbZYcVxcHbZnvYGU+cTETNHdumsU9qo0q7rVnpN0EtvsUpxaFY3HeH+MHcRxjlhVnGK43qnOpqdQpsw70GlCVMSS2wUcO/1oBdOFce/J4xu3b9dTGUascyL0m3DwamTcatQptPqCNiekpeZH962FEe7xxit1al0iaROVCbalKWohAbdJL7i8HrUKHZHl2QgnAPljVtu5KHVKpNSyJ1Lykp22pQNLlplCM9koOjKxjAylIGfejlcVJWZZ06s6UlOm2muVaGK942zI06Qk3qW/OSRVU5NsNpeK2klTyQF7CuVJwR4xEzi8pDiVTa02O6DLun/4xi9Q8mgywmXGlvmsU/gVNtFCEHnhOdoFRKuTiKfoY3toUsJQtCZ4HKnlpPA4yfxNraG7G/b7sad7QXEvHo8tXcWnDeJnoxCjV+urv3tE/vC702sSp2a1S6lSjyrcZ22/9tP0RN0ip06orQqQnpaZ64bm3ATx9zjiHmb4tIuywl6wyiWCwmZfdacVLuHIGEPABpPLvJUN47m/emrZtqo1hL8xTEJlFAYMueDmdr+dwqSE4/8AT7sM2tHU0+nR3ryG65Mr8eEqb2xakvdlZ/fYw6M9rWlflTHzl2G+Ki0qt+8elSXqNIvFuXk3XHyxT5iS4VttIecTgq2s5OMkgDeTHjc9939b1dRSptNAnHSkKW3TZN2bebSeJS20rBQDybWM8hjsp5WpRWbNNNc113eRWyyKq0m8LXhPmbzJdk7Jv6smXHCu323X/a2387XChQdQ3av1qL3tuTc2ikom6I81hQ4xtcPs5HczG7Js3XMamurl7ht55w2+2oPt0xamy3z0vdgP8ed+c8W7HLG1ZUw0+LLUcOJyXi8HoxFNxvqumr9D5eosqAEjiJHkhMr09clCk0zdYvC15Jlaw22XKQ8S4s8SUJD5UtXiSCY1KDX6zXJxclTryttc42jhFSr1BmWHwj+dwbjqVFPjAIjZwjQ137mcW5sdZ6nU+oIKJ+QlZtJG8PMpX+sQuTWnVoPO8MzSucXuRySeWwR/snH+EbQkb58ILe8zu/XxgyN88lwW95nd+vjRUxWBq8dJ9KO7C5QxuEVsPWlBc0mvA0ek6sSaSKNfNclx+K3OBE0geLrgDiDZ1JkT1rluVpsfzkrlXD72Uxvc5X14QW75nd+vgEjfPLcFveZ3fr41bthFxJyXQ34O67jr4axE/XwhU+tCN/eilL7xo9N1ek0k1ixKu2BxuSLiJpPlwMGPSW1GtJbvAzVQdpz39HPSzjJHukY/xjb5xvnkuC3s+w7v18ecxTL0mGy3MVu2X0HjS5RHFD3i/Dfqjxat+mPlYb5ydV9bhs36k2u6aqeKJqnVWl1FG3T6lJzaTysvpX+oxuEEcYI8sVvUdNJmfJLxtJtZOduXorzKs93KJgR5SenN4SLwVT9Q3pNv+iRLOrQB4gt1UOFs3jJPob8Gl4jeeS6vEryg/wCaGj3oyb+4WbBCYadqVJMEStw0KqqH9cklNKPuoOIg5uraxSb6ueKHSXmB+PJS3Dn/AGeGSTGyOWcO+NddXlcjgKpP1FanPomovsqZj7hl1S/BeW9mqV8/YhqPZHyxSF53bXJqisStRqLEg6KlIulqat19jZDc02sq2+GUMJCSojlAIG8w702sVipqxTr8s2ZJ/FRT17X+yZjMZRythG9EzViMh5Qw8M6rRklts7dtrd48QDjELnON94z0ft7Hd6DO4+XgTJXzn8ILe8zu/Xxt4Sw+3uKzMZXHM2fhrqz7aF/tvRdMc/8AM+S1zOXfqeKfVaSw6m41iZU9T1uBxe071yAHU7A49xKuPji3ucr68ILd8zu/XxjHH0ILNk9JnUg84ZApQGAo48sak5TqdOJKZynycwDxh1hC/wBYiG5yvrwgt3zO79fGecb58ILe8zu/XxLyjhpKzfcRTz6bzoOz5jznLBsyaB4W26eknlaQWj/+6RGp1OaIyMU6frtMPJzrUnAB7isxvc4314QW95nd+vg5yvrwgt3zO79fHNKtk5u+auwtKeXMqU1mrETtscm12O6NI2pccunFO1ArCccQnJduYH+ODAZTUiVT9wrNu1HH9Yk1sk+6g4je5xvnG+4Le8zu/XxgyN88lwW95nd+viN2wa4s5Lrl52M+GsTL1sKcumnC/aop95pGr6gSo/dFoU2exxmTqYSfcCxGtVrxn2qVONVGybjlSuXcTtttIfQnKCMkpPF44lucb68ILd8zu/Xx5zNLveYlXpddw2+EutqbUU0d3OFAg4+7+OG+6a4tZ9aT+CfeFj8LP1mEh/S6iffJruF6xdQLWp9mUKn1Cdfk3mKdLtKL0o4EEpbSCQoAgjduPKIa5K8LUnCBLXHS1qPEkzKUn3lYiNo1AvOl0ORpDNxUF2XkpZuWbLtHcJKUJCRn7vjOAOSNees+tT2efHLLmCeVduqJ9/hsxCyg4rjp/wBLXxfgTnZIqPTTqR6Jxl3OEfxDmw8zMJ2mHmngeItrCv1RVtr7nK/nwgqHyxj2mNKXnl8Il+3JZf8AOladMtH/APdmcQtWnbSud6kk16rS01LVabl1qlXcNOFDpG1sKycnlyST3YwqY6dZWUU7bG/ikb8NhMmNvMxEl9anbvjOXgPEELxpFyMnMrdanQPxZqSQr/EHMYSb1YO9FCnU+IuNK+iNW7ta4Ndj8Gzs4Lpy9Xiab65R/FGK7xj/ABR7sYiARWbga3TlpPLSPxpWdQv/AAO+MdN0q0SJ2iV2UxxlcptJ99Jhvmnyu3SmvFDgPGy9XFS+rOEu6MmxgjI7E+5ECxedrOq2TUwyr+a8hTZ/xESspV6JNJPO1SlnuLciYQT+uM416c+LJPrOavkvHYdXq0ZR6YteKNiCPscGRlKVqHdBzGMt/wA1XvxsOEwnl8hjEeiCzv3OcXijBLXIF+6RAHxEbdP4K1n2OmfkVxKZb/mq9+I+5yz0rVjaS5975niI/olwA7Wd+B9D9jJX5FESsJVqSV7G06MWq9QEtmnSxSlVIdJA4FGATw+845Ykucr68ILd8zu/Xx2LKWHWi/cVLgxjT2Q8sKmlf4MTXs3Vfn78bAkr5B/CC3vM7v18aFv23eNFkHJKVuShrQuamJolykOE7Tzy3VDc/wAQKyB4ocJYe+vuGY7DlBC5zlfXhBbvmd36+ASN9ctwW95nd+vieE8Pt7hmMYzxCCF3nG+cfhBb3md36+Mc5X14QW75nd+vhwnh9vcMxjHBC5zlfXhBbvmd36+M843z4QW95md+vhwlh9vcMxjFBC5zjfXhBb3md36+DnK+vCC3fM7v18OE8Pt7hmMY4IXOcb5x+EFveZnfr4DI3zyXBb3md36+HCWH29wzGMcY5DC7zlfXhBbvmd36+DnK+d+bgt7zO79fDhPD7e4ZjInmB+0tUPbDOfstx0FHLvMTSt4PaRzy6HWaJJy3R2aCm5umOPrK8N5O0l5Axxbse7F5c4ak+E1r+YnvtMchZjhCPdPbjsr2Pqv/AA0bHOGpPhNa/mJ77TChcUnfo1XtFL1wW4qZVI1PgXE0d4IQMS+0FJ54yonrcHIxg8edwFvwQn84ak+E1r+YnvtMHOGpPhNa/mJ77TAElqN2vri9i5r5FcGnHa+t72LlfkUwqX1JahJsivKmrjtpxkUyZ20oojyVKHBLyAeeTg+PB8h4oLEktQlWRQVStx202yaZLbCV0R5Skjgk4BPPIyfHgeQcUAWTBCfzhqT4TWv5ie+0wc4alY/Ca1vMT32mAHCCPOVD6ZVpMy424+EAOLbQUpUrG8gEkgZ5MnymPSACCCCACCCCACCCCACCCCACCCCACCCMZHj96AKAuH+Xhb3tMd+VejoCKAuEH1d9vHB/Ax3k/vnov7I8fvQBmEfVT76WL7aGfm0zDvkeP3oSNU99UsXAP4UNcn+bTMAPA7EQRgHcOP3oMjx+9AGYT9E+1Ja/sYz+zDfny+9Chopu0ltcEEfvYzyf2YAcIIxkeP3oMjx+9AHNWrf8tWy/ay/+uYhgn2GalqrLy1QSHGabRufZFlfY8O48ppbwHKpCAlIPGnhCRvOYX9W/5atle1l/9cxDvctvs1hUrNNTcxTqnJFSpOelwkra2hhaSlQKVtqAG0hQwcA7iARXYp2qdRzVeMI9IpsrPWjqHTak/Mc6U+vTxk3n31uLki0y242ttayVJKFdcCDu392LAtabmp+2KTPT6NibmZFh59OMYcU2lSt3JvJ3Qn0zTVKFus1OoyK6c+4HJuSptLEkmeIIIEwrhFqWnIBKRshXErI3RYMc82uQ1NhBBBGsxCA8cEB44AIIIIAIIIIAIBxGCAcRgAggggAggggAggggAwe4YRqnqVSpKrXJImWUpug0tueXMrfQ00+pbimw2lStwG0nG2TjOeQZLFSbflabMVR5meq7yqksrdEzPuPJaJ2tzKVHDQ647k7tw7kIMppVU6PX6tVqLcyp4zVLlpCXlq+lU60Etr2iHQNnaTjcnG9JJO+NkVHTcyVuUc7FuN+4bYFdnqaxSmlFRb2KmzONqaSP4ThWjsY492d2N8Lk7qvSks3bM02URVJW3KYxUi/Lzg2Jtt0KOEnZOyRsnjyDuiQY0+kWrAuO1mFM09uvc8qdTJNlLEsp5sIIaQTuSMA43ZJPFmFoaX156j3PKTdYo4erlvSVFBZYdCGRLoKOEwd52gSdnk3DxxklC7uSs0YLd1MpE+7UxVGkUeXp0nJzb069NJXKhMygKShTmAEuDIBSR44npC8LVn59mQkrjpcxNPzCpZplEykrW6kZUgD+cBvx3OLMV1VdHqjPUSvSaK7IyS6tQ5Ok8DLy60y+0wUFUysZypxQRgbhgHeTHpcmllwz0/P1Gm16mSk29cSa3LqWy6eCUmVLAQccoJ2gfFiGbTfKLRJgapyzdaoMtM0Z5umV2eek5SpCYBQkpdW00paNnIDqkK2cHud2NqZ1FQi4bqpUvRnHk27S+iK31TQQJkdcChA2TjehYyTyR5XPpw3V7XFssTTMnIMUhmRk3khXDy77LiVtvDG7cU79+d5jymdPaj0cuaclKhIIlqxb7dGZbcQ4VtbCVDhVkblElaiQPph+7HyTFJ1TZqE9YsqijbPThLPTLKufkq50S0jbUHBsbyU8WMb/AH4cqNcVCrEw7LUmsSU88y2h1xth0KUhC+wURyBXIeXkivKFpTOUqp6ezrU5R9q0ZR+XfKJZaVT3Ct8HtEgbsDfvzvJhh0xtGr2y9VZmr1Kn1Gcqr6pqdmWGVoW66VYQkbR61ptsBCUDPKfFESUOT9afINR5B2gggjUYBBBBABBBBABBBBABBBBABBBBAFK80X2xNJPbF/8AJqH28Wm5+87UpE8A5TXXJqbcYWMomHmEJU0hQ/GCdpTmyeMoB5IQeaL7Ymknti/+TUWxcdElK7JIl5lb7DrDyZiVmpdew9LPJzsuNq34IyRggggkEEEiN7dox6zZeyTK4f0+bn6g9I2q9zpTODfYqLs4rh5efdUv+CDPEUpOQpwAYISE5IJGbW1Gm6FYcm7cNNn3+CllIkamn7ozPlsqQgqVxpKtnjPGBtcsbMjpDLNVRc45UaewXCsPzFNpCZOcfSvIcSp4OKCdvJCi2hJwTgiGO87ElLmpNPoqJ92lU6TwluXlmk7G4BKBg8iRuA8cclaGbF7k9PcelyblXD4qvCllf5dPlk089JbJLS9lpXS5LaxY0xuptzRydapW6rUKnTBDSuuJUErWhYHKCeTujEbE1bVHRZVOkqSw5UKlOUlSZJPPRQhbzqUrXPuLG8LClBRd3q3hKRkiIrRmwTLyNHvCUrkwy/MNKU7L8AlSFo21JKCc7wdn3D5Ilq/pJTp9bLUu7TF09gKTLSdUpfPqJNKlbSkMKDjakIJ3hCioJ5MDdGeGlNRtV0PxNHpJHJax8p5MnelLTazWa+VaUtGzm0cmmTtmRXQ9QuhrU1zyqcoDU1VFhITw0204lkTJA3Bbo2ge7wYJyREdcPbanvYGU+cTENdm2vKW3KuhuYenZx8NpmJt4BKlpbTsttpSnrW20J3JQncMk7ySSqXD22p72BlPnExHZh3eqUlHjis7KSVTuW6Hqs+tkSMuxLMuJXsKlpdbXCOLQr8UrVkFQ3kIxyRE1qluSVCrdxNs9DwxMy83RJYnK5ZadlBON+xw+dlTYPERnricNF1WtK1sreS8ZWaWwZZ1RaDrcwyTngnmzuWnO8bwUknBGTmKtjT6SpM2l95yUU226l9MpIyXOsup1Odh1adtalqTk7OVYB34zgixOslNQRilyIxjFakN3c/dKI+b+QmZk6XTHyRJVGqsSs4M422iFq4MnuLUlKT3QojljN//AHpkPZmQ+cIiXrFNk6tTX6dPtcLLvABQCikgg5Ckkb0qBAII3ggGBIsVCiMzNwy6KUgpWxPpmKhMrXlCGeDxzmlHEpK07PWY2Ug5O8gRIadIEvLVCmMq2pKnVZ6Vk9+dhoFKg2D3EKUpA7gSByRBO6ccLWTU11WTM3wgd6IGlI5/2hxK4Xb2NvA7Lg88vHDtQqdJ0mSlafItcFLskBIKioklWSpRO9SiSSSd5JJgCU0kcda0okXWG+EdbRNrbRjslB94ge6QBELQ6RRl6e0GdXKOVqpVOSXMiX4fYFQnH20rcedVuwUEdmT9zTuAzgRP6LnGmtKIO8KmPnLsRVz6V06qOpEq7ThJJecfbkKlTBOMS7jhy4pjDjamwsjJTtFOd4AiqbSm7vlOBv5TPOjW6mlXTb9JqTkvWJqet9xFbW60FibdliyG5lQI3qy4tvaO9QIzvEeLtk0fqnPydJXOUIdBETQXTXy0eEMypGSDkEYA63ihrsi0JK2GVKQ+ucnFsoYL6m0tpbZRkoZabTubaSSSEjJJJJJMeTfbef8Aa2387XGqcITburnZhMp4vCXVCo4rlSeh9K1PrQhVCi3K9cFyrercpUVUmValC/UCqXfalXW+GUtpxG5sqwpKlcagjGd2Ii60/UqVIVWrz1r1GirD8pPUEMjhpeQfQAlzrs5bD+dlSMAEHeCTFp3pZsncRW+mYMnOOSxlHlllLzU1Lk7XAvtKwHEZ3jeFJJOCMkGFs/S6nUSeRMvuyKmm3kTCJKnU/nOVU+jOw84krWpxacnZyrZSd+M4IxUc1fJk1za/12nasr0aq/xVCEueKzH920e2DPW59Urcp9A6KUmclqk6ZhDfOoWUOBJJ2spIBGADvIxnENFsV6mXHSW6nSpgPMr3KB3LbVypUOQ//wDRCdqtp/OXhPyBkXKbItMpWX31t/dXFEjA60ZIAHKeWPrTvTNVo1Hn9u45t5ak7LzDbKUNOjuKBJJxyHcRHLGVfdLNfJLrE4P0bnkaNSlWcMRdvNd5aNSi2opLVdOy16VssOCCCOo8QEEEEAEEEEAEEEEAKuqm+1ZdJ3pNapQIPF/H2I36raFrVNSzPW/TnVK41hgIV76cGNDVP8F5b2apXz9iGo9kfLEyipRV0dGHxVfDPOozcXtTa8BN6nVJlsGjVWu0Yg5AlJ9RT/sryIyKJfckSafeUtPoHYt1KnjPurQcw4wDjjVuMFq0dBY8P46XrpKp9eMZvtkm+xnPWhlQrdNunURdNoJrby6+o1MMzKWeCf2nMhoK7NBO1jO/cItM6gyUqSK1QbhpGzxrfkStv/aRn9UI3M1/htq17aHP23ousEgYBI8hjZVpyU3aXb+kZzyjg6j/AH2Fj0wlKL73OP3Rfpd7WlUsCUuGnKWriQt3g1e8vBiQrlWlaTQJytPEvS0q0XVcEQdodwHiyY+anQKHUxio0enzfjdl0k+/jMV7qXp1T27bdFpUaaTUJh5DfBS0wsN7OSVFSSrZxuHvxonKrGLdk/11nVk3CZGxuLp0pTnTTkr52bJWvpvO8LaOXNdiw7drdMr9MRUaTNomZdW4kblIP81Q40nxGJGKV0101vag1NFS6MylKzgOsjL/AAqf5qkjCf8AHI5IuoeOMqE5zjeaszR6R5NwOT8W6eBxCqw5Gta5m7WfSn1IIIII2lAEEEEAEEEEAEVNa/8AC3B7Yah8sYtmKmtf+FuD2w1D5Yx2YPjM6MPrZMwQQR3nWZPYj3YwCRxEiMnsR7sYgD4eZZeSUvNNug8i0BX64jZi2rfmQovUWRJON4ZCT74xErGR2J9yMZU4T4yudFDF4jD6aM3HobXgLfSXQkEmVbnJNR5ZebWnH+JjKbbnWAecrqrLXcDqkvAe+IYoI1b1pLVG3Ro8Dv4eyg+PVc/rWn+JMXUSF3sA8DX6fN7twmZLZJ91JjAmrzYH3Wk0icx/QTSmyf8AaEMieXyGMQ3vbiya67+Nxwu5eto05f05v4M0XRcFWZTmctKpp7pl1oeH+GI0K/dlNdt6py7stU5R56SfbQl+TWnKlNqAGRkcZEOMR10k9KtY3n73TPL/AHS4bnVWqfal8LDfmAnx8Nb6s5L8WeTtmXraXSzSZVVxU5t9mQl2nEOu8GUrS0lJHXY5QYa5SfkJxO1KT0rMDutPJX+oxDW3SaVPWbRBO0yRmQaXK54WXQr/AKlHdEeE5p5ZU12duybZ5CxtNEf7JEU73RPkfd5lfbI8+WpD3Z/GmNWyr+aR7kQ1vXPRa9MTctTpxLkzKOqafYV1q0lJIJxyp8YiDd09pMq0pym1e46ZsJKgJapLIGN/ErOYp60tPL9nqkiqyzb9IXt8IibmnC0vJOc4HXE+5vjTUrVISSUbl/kf0dyPj8NXqVMbmZts1ySjpd9DV3e9v9LuufU+lYI0qGzUZelss1adanZxKcOPtM8Glfj2cnf/AP3gRux1LSjxNSChNxTTS5Vez51dJ9qQcggg5IIGAQQQQAQQQQAQQQQARg8UZjB4oAROYH7StQ9sM3+y3HQUc+cwOcaK1Dj/AAhm+T+y3HQWR4/ei9LAzCPdPbjsr2Pqv/DQ75Hj96Ei6d+sdlYB3U+q8n5tADxBGMjx+9BkeP3oAgtRu19cXsXNfIrg047X1vexcr8imMai79P7iAB+9c1yf3K4NOd2n9vAg/euV5P7lMAT8EYyPH70GR4/egDMEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEKEzpjYcxMOzD9sU9x11ZWtRScqUTknj7phvggDl+uWRabXNo0Kgt0GTTTXLScfXL7J2FOcK6No7+PAA9yLt6len3grTv8AZP0xWVw/y8Le9pjvyr0dAQAmdSvT7wVp3+yfphQ1H05siSqNmplrbkG0zNxtMvAJPXoMvMHZO/iykH3IuKEfVT76WL7aGfm0zAHqNK9PsfgrTv8AZV9MHUr0+8Fad/sn6Ycx2IggBM6len3grTv9lX0wraR6b2NP6Y25OTdsyDr71PaW4tSTlSiN5O+LchP0T7Ulr+xjP7MAfHUr0+8Fad/sn6YOpXp94K07/ZP0w5wQByve1BpFt82RZ8lQpBmQl3bcmHFttDAUol8ZOfyR70WJdtyJonO8rLSS6jU5pLi2JVDgbAbbGXHnFnc20gEZVgnJAAJOITdW/wCWrZftZf8A1zET1ZmpeialM1Kpgpk6lR+cJd4jKRMNuqd4Ek7gpxKutB7Io2ePGa7FK9TqOarxiIpupU829wlco0q3ICXbm3ZiTdf25eWWcJmFNvNIUtjO4uN52c5KQN8WSDkZBBHIRvBipEXHTHper1utUK4pasT1KNPk5KfpDks2ULJCJKX2gOFWpagVEceM9alMWVa8i/TLZpVNmnA5MSkiww6sHO0tDaUk55d4Mc80kapIkcwQQRrMQzGSd8YgPHABBBBABkwQQQARnkMYgHEYAIIIIAIIIIAIIIOSANBitUZ+a51Yq9OdmNst8EibbUvbHGnZBznxccbri0NtqccWlCEAqUpRACQOMkniEcxVGWnF3NcD05Tpl21xqAien1ykovnxtCUgNPtnG9nb2gspG13Dvhkuas3hXra1EkqnOOMlqXqsuKY3KubbjRCedFtKDezsqG0Cdole2dwwMb9x5zZmF50+ekqhLJmZCbl5thRIDjLgWkkcYyI2MiKVtKdr8helLt6SfRSaSqTpc4yVySymo7aSJ7aKG8cNnZGVFOxsA4O+I6QuK/2bOpFxzVfqr7EzXVyFUQ7JpTznKJed2HgUNbadpPBAq2T1pzy5jHcntIzC+48J6blJGUcm56aYlZdoZcdecCEIGcZKjuG+KIvS59Q6W1UDL16fmJiRt+mzTZlKdhmamlTYQ8QhTe1hTRCijdx53CC+69dFSsm9zMz04zVZGZmWWaH0KS+w/Ll5kyridpCgobIUc79oqOcbIxKot8oUC/o8pqZl5VhT81MMy7KeycdcCEjyk7hFTIvG4l6uydMYmagulKrb8lModkihtLPOaVtlOEndwgOHSoFWSNnABhk1AlJmu6GVuUpj0zWZiborgYccZ2HZpWzkEo2U4UccWBv5IxzLNXIzRweqVOY2eHqEm1tN8KnbfQnKP5wyex8fFHuy6280l5lxDraxlK0KCkqHdBG4xXOoU5I1y0a1NUv92NotafaKkMKJC3UICG8FOds7J6zj3bxDRaFapk1IUylyjxemG6c0txKGlBLQShCSFEgAHJwE8e49yIcdFyLaBhgggjAgIIIIAIIIIAIIIIAIMmCCACCCCAKW5olSk6jaSFJwemHH+LUWndFdYoUk06qWfnZuaeEvJScuBwsy8QSEJyQAAAVFRICUgk8UVXzRfbE0k9sX/wAmod9QXlUu4LfuB1xpmTlhOSa5p5JU1JuzDaUsvOAcTe0jYUd2NsZIBzG9q8Y9ZstoRpqvS5ZSsTclOW7S5xclLIm52TpVRcfnJZlZICtlbSUOq60nYSoKwNwORl6pM7K1GUlJ+RfRMSsyhDzLqDlK0KwQR5QYqy2jWLRv2fq11TUiijs0RsP1RqQfbbmXg8tw7Li1ELdJXnAztZSlI3Yh20rkJqnWRSZacllSjx23jLK45dLry3EtHuFKVgEchBEYTSS0GLRr6QKUrTGgFRyedlfKrhqhU0e7WFA/NlfKrhrjGfGZD1sIre4VKGrE8Ad3QKUP/wDHmIsiK2uHttT3sDKfOJiN+F9YbaHHNnJgyYIIsjtF+/VqTSpAg4/fiQ+cIhhyYXL/APvTIezMh84RDFEgMmPtknhUb/xh+uPiPpn+FR+UP1xAN/RlROmlKyc4MwP/AOpdhvhP0X7WlK/KmfnLsOEU9TjsrpcZhCu0o9VyYTncbcbOPHz2uGiFZvtvP+1tv52uIjykLlNivXDNS9XRQqFSxVaupkPuIW/wLEq0SQlbzmFEbRBCUpSVKwTgAExC27fk1MLZXV5CQ6GzE6qntVWmTS3pZMylexwbgcQhaApXWpWNpBOBkZGdKtMT4u+4aJLT0lTpuvqlJmUenW1qbm2GmuDflklCknbBGSAc7DhI5SF6TFUGndbtWryrbNZrtbmG6VJJknZZakreSvhwhZJDSAOE2twSEgHrsRsUVYySRdQzvjEZJytRyTkneeWMRpMAggggAyYIIIAIMnuwQQAQQQQAraoqUm2JYg4PRqlfP2Iaj2R8sKmqf4Ly3s1Svn7ENR7I+WMnxUTyBADvggHHGJBSvM1qUb01ZTncLoc3f+p2LqilOZr/AA21a9tDn7b0XXG2tx2Zz4wQZMEEajAIIIIAMmCCCACDMEEAGTBBBABFUWwtRcr4J3C4KgB5OGMWvFTWv/C3B7Yah8sY7MHxmdGH1smcmM5MYgjvOs+io7I3/wCEfOTGfxR7sYgAyY+go7J39zkj5jI7E+5ABkxjJgggD6So79/IeSMZMCeXyGMQAZMR90KItasYP/d8zyf3S4kIjbp/Bas+x0z8kuJA/Weom0KISck0yVJ+BREpEVZ34HUP2MlfkURKxSPWVgZI4oyScmMQHjiAEEEEAZzujEHIIIAIMmCCACCCCADJggggAgPEYIweKAKj5imybVuHSSfnq1RJSemU12bbDjqTnZAbIG4+MxeHUr0+8Fad/sn6YrDmB+0rUPbDN/stx0FF6WAmdSvT7wVp3+yfphQuLTmyGNVbRkW7bkEy8xI1NTrYScLKBL7JO/k2j78XFCPdPbjsr2Pqv/DQB69SvT7wVp3+yfpg6len3grTv9k/TDnBAFZ33pnYkrZFdmWLYp6HWqbMrQoJOUkNKIPHBYemdiTVkUKZftinrddpsstaik5US0kk8cN2o3a+uL2LmvkVwacdr63vYuV+RTAEV1K9PvBWnf7J+mDqV6fYx0q07/ZV9MOcEAecpLsykqzKy7aW2WUJbbQniSkDAA9yPSCCACCCCACCCCACCCCACCCCACCCCACEia1AmmJp5gWBezwbcUgONyDRQvBI2knhd4OMiHeMYHcEActVu7X3ObMoVYNoXShbdpONc4qk2xMrHCu9elPCYKN+M5zkEYi6uqLNet3fXm5r66K7uED1d9vbv/Bjvyr0X/gdwQAidUWa9bu+vNzX10KWol8zE3UbPUqxbyY4C4WnQHZFoF3EvMDYT91OVb878bgYujA7ghI1UA6KWLuH4UM/NpmAPMaizWO13fXm5r66DqizXrd315ua+uh7AGyNwgwO4IARRqLNet3fXm9r66FfSa+5mS0zt2VTYd6TIap7SQ6zINFC93Gkl0Ej3IuLA7ghP0TA6ktr7h97Gf2YA1OqLNet3fXm5r66DqizXrd315ua+uh7wO4IMDuCAOVbwrLld5sa0JtyjVajlu3ZhAZqTKWnF73ztJCVKBG/u8hi3p+UlJ+Sdkp6VYmpV5Oy6y82FoWO4UncYrbVrdzatl48GX/1zEMlyu1GsXSzashPzFNlkSXP9RmZZWw+tClltphtf/V7SkrKljrglOBgnIrsUr1Oo5ay+USFEs21qFO8+0q3pCSmsFKXkNdekHjCVKyUg8oGInIpSit1OUrdVatisNzE9SKYmfmUy8/MvSrj+0dqSeRMOL2itKVFLqNlSSBnuRcFGn2KrSJKqSwUGJyXbmGgrjCVpCgD48GOacWuU1tG3BBBGBiEB44IDxwAQQQQAQQQQAQDiMEA4jABBBBABBBBABBBBAGdteQdte7i647oApYxhat3FvO6MQQBnaVv65W/j38cG0va2ttWe7k5jEEAZC1jiWseRRgC1jiWoY4sKMYggDO0rGNpWO5mMEknJJJ7sEEAZ2lZztKz3cwKWtQwpaleUkxiCACCCCACCCCACCCCACCCCACCCCACCCCAKV5okZ1G0kGQP8oeM8XG1F0OIQ62tp1CXG1gpWhSQUqB3EEHcQe5FL80X2xNJPbF/wDJqLqjbPiR/XKZy4qF2m2NZtNqLdQkLYpUvNNK2mnEMfwau6gHcg+NIEMjX8Kj8ofrj5j6a/hUflD9ca229ZhcUtIBjTGgDIP7mVxf6VcNcKmj3awoH5sr5VcNcTPjMl62EVtcI/6WZ45/7ilPnExFkxW1w9tqe9gZT5xMRvwvrDbQ45swQQRZHaL1+jNKkBkD9+ZDj/OEQwwu3/8AemQ9mZD5wiGKJAR9M/wqPyh+uPmPpn+FR+UP1xAN7RgY00pW8HJmD/8A1LsOEJ+i/a0pX5Uz85dhwinqcd9JXS4zCFdof9LkwcjdbjYxy/xtcNEKzfbef9rbfztcRHlIXKTtYpdNrEiqRq0hLT8qohRamGwtORxHB4iO6N4jTt617ct9brlEosjIOOp2XHGm+vUnOdkqOVYzvxnETEERd2sRcBywQDlgiAEEEEAEEEEAEEEEAEEEEAKuqQzbEsMgfv1St5/P2Iajxnywq6p/gvLezVK+fsQ1Hsj5YyfFRPIEA44IBxxiQUpzNQ/y01ZOR+FLm7l7J2LrilOZr/DbVr20OftvRdcba3HZnPjBBBBGowCCCCACCCCACCCCACCCCACKntgYdr+8HNwVA+T7sYtiKmtf+FuD2w1D5Yx2YPjM6MPrZMwQQR3nWZPYj3YxGfxR7sYgAjI7E+5GIyOxPuQBiCCCAMp5fIYxGU8vkMYgAiNun8Fqx7HTPyS4kojbp/Bas+x0z8kuJA/WeMWhRBkHFMld4/0KIlIirO/A+h+xkr8iiJWKR6ysCDlggPHEAIIIIAOSCDkEEAEEEEAEEEEAEEEEAEYPFGYweKAKd5i67X6JpNPSbdpXNVgquzTnD0+UbcaGQ2NnKnEnIx3OURdvVFmvW7vrzc19dFccwOAdFqhkf+IZv9luOgsDuCL0sBE6os163d9ebmvroUrhvmYe1StObNi3k2WJGpJDKpFoOObXO+9I4XBAxv3jjEXRgdwQj3SB1Y7K3D731X9UtAHx1RZr1u7683NfXQdUWa9bu+vNzX10PeB3BBgdwQBVl83/ADMzZNdYNgXsyHKbMpLjkg0Epy0oZJ4XiEFi3/My1k0NgWBezwbpsskONyDRSvDSRkHheIw66jAdT+4tw+9c18iuDTkDqf29uH3rlfkUwBBdUWa9bu+vNzX10B1Fmsdrq+vNzX10PeB3BBgdwQB5yTxmZNmYLLrBdbSstOpwtGRnZUATgjiO+PWCCACCCCACCCCACCCCACCCEmg6hpquoU9aAs67pIyZdHRSap3ByD2wQOsd2uu2s9bu34MANdYqdOo9NfqVWnpaRkpdO09MTDobbQOLJUdwiMmLwt6XpklUH58tMz7wYk0qYcDky4QSEtt7O2s4BO4HcCeLfFH66ivXJzTlkWbLzbMvISVKfrUqiZl+Gl3Z1HChBWjKdrY2EEb92SRxwl2pqDX9SdXtDbmrMo3Jhzoswttja4FUw2hSXFoCicAp4Pdk43jMAda0Gr0yvUaVrFHnmJ6Qm2w4xMMr2kLSeUH/AAxxg5BjdihOYeXUVaZV9M3tc7IueeTJ5/o8oKseLbK/dzHnWGuat6LznQuY0/Ehzw5zrwoXt8FtHY2t3Hs4zAGLh/l4W97THflXo6AjiSqo5oH1T1JTNO2b069LizLLTtc6c6cI5kK3Z29ra9zEWlwXNd/1nTr3l/RAHRMI+qn30sX20M/NpmKu4Lmu/wCs6de8v6IXbzb5p8T1tdGZiwy4a02KfwIXgTPAvY293Y7HCe7iAOqx2IgjnYNc13j+M6de8v6IOC5rv+s6de8v6IA6JhP0T7Ulr+xjP7MVNwXNd/1nTr3l/REFp63zUZsWimgTFhClGTb50EwF8IG8dbtYHHiAOpoI524Lmu/6zp17y/og4Lmu/wCs6de8v6IA0tW/5atl+1l/9cxDRc9Oq8tXWLmoLCZt9MoqSnZLbShcwyVbaFtqV1odbWSQFYSoKUCQcGKmlRqInmsbYGqaqKusdAZnnQ0nPBcF91xtZxvzwnuYjoEb9wGYrsU7VOo5aztIqVqQvOu1bnh2RqErUXKSqjrqc5ItybcuwtYU68EB1xTzysdYkbKEnJz3bTp0pLyFPlpCURsS8syhlpOc7KEJCUj3gI+2HmHtssOsu7Bwvg1hWye4cHdHp7kc0pXNTdwgg9yD3IwICA8cHuRnl4oAxBB7kHuQAQQe5B7kAEA4jB7kHIYAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIPcg9yACCD3IN3cgAgg9yD3IApXmi+2JpJ7Yv/k1F1RTHNCFrqk6ScMk7HTAex485ax/jiLn9wRtnxI/rlM5cVBH01/Co/KH64+fcj6a/hE4A7IfrjUYClo92sKB+bK+VXDXCvpIWuppQeBBCOdTx8eeEXn/ABzDR7kZT4zJethFbXD22p72BlPnExFk+5Fc3CUdVae63r+gcpjuY4eYjfhfWG2hxz2gjOR/NHvwZH80e/FkdouX/wDemQ9mZD5wiGKIG+S30Mp/CJOz0YkeLjzw6cf44ifyP5o9+JBiPpn+FR+UP1xjI/mj34+mSOFR1o7IcvjiAbui/a0pX5Uz85dhwhR0bKDprSdgY/h857vPDuYbvcinqcdldLjMIVm+28/7W2/na4afchZaLfVYmQQeE6XmsHk2eenM+7nERHlIQzQQe5B7kYkAOWCMjyRj3IkBBB7kHuRACCD3IPcgAgg9yD3IAIIPcg9yAFXVP8F5b2apXz9iGo9kfLCvqcUdLUtwgyno1S84/Pmcf44hpPGd3LGT4qJ5DEA44PcjI4+KMSCk+Zr/AA21a9tDn7b0XXFLczWUdOGrHW4c6anM9zG07/75i6fcjbW47M58YIIPcg9yNRgEEHuQe5ABBB7kHuQAQQe5B7kAEEHuQe5ABFTWv/C3B7Yah8sYtn3Iqq2i3wlc2EnPR6obeT+Nw6uLxYxHZg+Mzow+tkrBGcj+aPfgyP5o9+O86w/FHuxiPrI2R1o5YxkfzR78AYjI7E+5BkfzR78ZBGyetHJAHzBGcj+aPfgyP5o9+ABPL5DGI+kkb+tHF3YxkfzR78AYiNun8Fqz7HTPyS4k8j+aPfiOugp6V6xlIx0PmM7z/RLiQPdnfgdQ/YyV+RRErEZaRR0p0XYHWdDZXZz3OBRiJP3IpHrKwIDxwe5GfciAYgg9yD3IAOQQRnk4ox7kSAgg9yD3IgBBB7kHuQAQQe5B7kAEYPFGfcgPEd0SBD5gftK1D2wzf7LcdBRxJzMSNel6fTh01dtFuidF5nbFTCuF4brdrGAetxs492LS4Lmu/wCs6de8v6IvCwOiYR7p7cdlex9V/wCGiruC5rv+s6de8v6IXaw3zT/T/bonJiw+i5lZ7nAoC+CDeGuG293H/B492AOq4I524Lmu/wCs6de8v6IOC5rv+s6de8v6IAuvUbtfXF7FzXyK4NOO19b3sXK/Ipigbra5q0WtVuikxp8ZHnF/nkNhe3wfBq2tndx4zjxwWo1zVvStSehcxp8JDnFjnYOBe1wfBp2drdx4xnxwB05BHO3Bc13/AFnTr3l/RBwXNd4/jOnXvL+iAOiYI0qCKkKHICslg1PnZvnwsfwfDbI29n+ztZx4o3YAIIIIAIIIIAIIIIAIIIIAgbmtCg3DPyFRqMorohTS4ZKdYdU0+wHElLgStJB2VJOCOI7jxgEanU9tFFBo9FlKO1JSlEXwlL51WppyUXggqQtJ2gSFK2iSdrJzmGmCAI62aFSLaoUrQ6FIMyFOlU7LLDQOEgkknfvJJJJJySSSd8SMEYyO6IAoC4f5eFve0x35V6OgI5/uEj1d9ve0x35V6L/yO6IAzCPqp99LF9tDPzaZh3yO6ISNVCOili7/APxQz82mYAeB2IgjAI2RvEGR3RAGYT9E+1Ja/sYz+zDfkd0Qn6JkdSW194+9jP7MAOMEYyO6IMjuiAOatW/5atl+1l/9cxEnf01ITdfdptwThlbapdLFTqSA6WxNqW6ptppZBBLY2VEpyNtRQDuyDGatfy1bL9rL/wCuYhsuqgzk1UZauUZcn0SlmVSzkvOJJlp2XUoKLTmASkhQCkrAOyc5BBMV+JdqnUc1XjFb2vT6TVn7unLfcoNMrVGU0/SnKKWkJl0c7BzgXS1ufbK8pXtZGSrZxgRb1vVEVe36dVktFkTso1MhsnOxtoCtn3M4iv5G0rjmZutM84MW7KV1SRVHkVBuZdLQTscHLJbZQGtpHW7SycDJAKt8WVLstS8u3LsNpaZaQlttCRuSlIwAPEAAI56jTNUmekEEEajEIDxwQHjgAggggAggggAgHEYIBxGACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCAKV5ovtiaSe2L/5NRdUUrzRfbE0k9sX/wAmouqNs+JH9cpnLioI+mv4VH5Q/XHzH01/Co/KH641GApaPdrCgfmyvlVw1wqaPdrCgfmyvlVw1xlPjMl62EVtcPbanvYGU+cTEWTFbXD22p72BlPnExG/C+sNtDjmzBBBFkdou3/96ZD2ZkPnCIYoXb/+9Mh7MyHzhEMUSAj6Z/hUflD9cfMfTP8ACo/KH64gG9ov2tKV+VM/OXYcIT9F+1pSvypn5y7DhFPU476SulxmEKzfbef9rbfztcNMKzfbef8Aa2387XER5SFyjTBBBGJADlggHLBABBBBABBBBABBBBABBBBACrqn+C8t7NUr5+xDUeyPlhV1T/BeW9mqV8/YhqPZHyxk+KieQIBxwQDjjEgpTma/w21a9tDn7b0XXFKczX+G2rXtoc/bei6421uOzOfGCCCCNRgEEEEAEEEEAEEEEAEEEEAEVNa/8LcHthqHyxi2Yqa1/wCFuD2w1D5Yx2YPjM6MPrZMwQQR3nWZ/FHuxiMnsR7sYgAjI7E+5GIyOxPuQBiCCCAMp5fIYxGU8vkMYgAiNun8Fqz7HTPyS4kojbp/Bas+x0z8kuJA+2d+B1D9jJX5FESsRVnfgfQ/YyV+RRErFI9ZWBAeOCA8cQAggggA5BBByCCACCCCACCCCACCCCACMHijMYPFACJzA/aVqHthm/2W46CjnzmByBotUMn/AMQzf7LcdBZHdEXpYGYR7p7cdlex9V/4aHfI7ohHukjqx2Vv/wC76r+qWgB5gjGR3RBkd0QBBajdr64vYua+RXBpx2vre9i5X5FMY1GI6n9xbx965r5FcGnJHU/t7ePvXK/IpgCfgjGR3RBkd0QBmCCCACCCCACCCCACCCCACCCCACCCCACEqa0+U/Muv9PF6tcItS9huqAITk5wkbG4DiAh1ggDlut2kpvmzKFRumm517dpOPc+KnwZlP3V3rEr2dyN2cY4yYurqcr8PL587D0Irm4f5eFve0x35V6OgIARepyvw8vnzsPQhS1FsVUpUbOT053g/wAPcTTOXakFFvMvMHaT1m5W7Ge4TFzwj6qffSxfbQz82mYA+RpyvH4eXz52HoQdTlfh5fPnYehD0OxEEAIvU5V4eXz52HoQsaS2Gqd0zt2a6dbyl+Fp7SuCZqYShGRxJGxuHii4YT9E+1Ja/sYz+zAGr1OV+Hl8+dh6EHU5X4eXz52HoQ9QQByreNGNB5saz5Q1aq1XhLcmF8LUnw84nJfGEnAwN3+J7sWfclfkaEwwZlExMTM05wMpJyrXCvzLmMlKEeIDJJISkbyRCJq3/LVsv2sv/rmIYplTLOrrJnTgzNAW1TiriK0vlUwlP9so4JRHGUp8RiuxS/edRzVeMaVI1QpE3OiXnZJ2QbU4lvnlM5KzbLSlK2UJeVLuL4EqV1oKwE53ZzD3vBwRvHiinqTOW/IUW5aQlVIqltt20h1VTlJFtlxRc220yrpb3OOKGypI3Kyd4yRFn2s1PM2vSWamVGfbkWETRUcnhQ2kLz485z4455pLUapIkswZggjWYhmMnj5PejEB44AMwZgggAzBmCCADMZ5DGIBxGACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCADMGYIIAMwZgggAzBmCCAKW5olRTqNpIcJP+UPEU55WounMUrzRfbE0k9sX/wAmouqNs+JH9cpnLioMx9NH7qj8ofrj5j6a/hUflD9cajAU9IFFWmNAOEj9zK4hgfwq4aswqaPdrCgfmyvlVw1xlPjMl62GYre4VHqsTwwn7xSnJv8A4xMRZEVtcPbanvYGU+cTEb8L6w20OObWfEPegz4h70YgiyO0X79URSpA7KT+/EhxpB/7QiGHPiHvQuX/APemQ9mZD5wiGKJBnPiHvR9Mn7qjcOyHJ44+I+mf4VH5Q/XEA39GVE6a0rcBvmBuGP8AtLsN+YT9F+1pSvypn5y7DhFPU476SulxmGYV2lHquTCcJ/Bxs5xv/ja4aIVm+28/7W2/na4iPKQuUacwZggjEgyOWMZgHLBABmDMEEAGYMwQQAZgz5IIIAMwZgggBW1RVi2JY4Sf36pXGM/9uYhqJ3nywqap/gvLezVK+fsQ1Hsj5YyfFRPIGYyDv5IxAOOMSCleZrUTemrIwn8KHN+N/ZOxdWYpTma/w21a9tDn7b0XXG2tx2Zz4wZgz5III1GAZgzBBABnyQZgggAzBmCCADMGYIIAMxVFsKy7XxhO64KgOx4/uxi14qa1/wCFuD2w1D5Yx2YPjM6MPrZNZ8Q96DPiHvRiCO86z6z1o3Dl5IxnxD3oPxR7sYgDOfEPejIPWncOTkj5jI7E+5ABnxD3oM+Ie9GIIA+knj3DiPJGM+Ie9Anl8hjEAZz4h70R10K/yWrG5P3vmeT+6XEhEbdP4LVn2OmfklxIH6zzm0KIcAZpkruA3fwKIlMxFWd+B1D9jJX5FESsUj1lYGYyeOMQHjiAGYMwQQBnkjGYOQQQAZgzBBABmDMEEAGYMwQQAZgJ3HigjB4oAp/mLrSVXNJp6c6Z7lpmK7NN8DT54MtHAQdrZ2Tv38fiEXb1OV+Hl8+dh6EVvzA/aVqHthm/2W46Ci9LARepyvw8vnzsPQhRuGxVM6p2nKdOd4L4eRqSuFXUgXG9nnfck7G4HO/u4Hci6IR7p7cdlex9V/4aAPnqcr8PL587D0IOpyvw8vnzsPQh6ggCrL5sBUtZNdmOne9HeDpsyrYcqgKVYaUcEbG8QWLYCpmyaHMdO96NcJTZZWw3VAEpy0k4A2Nwh11G7X1xexc18iuDTjtfW97FyvyKYAg+pyvw8vnzsPQgOnK8Y6fL587D0IeoIA8pJjnaTZl+Gde4JtKOEdVtLXgY2lHlJ4yY9YIIAIIIIAIIIIAIIIIAIIIIAIIIIAIr6c1s0ok5t6Umr+oDL7Dim3W1zQCkKSSCD4wQYsGEab0e0tm5p6ambAtt595xTjri6e2VLUo5JJxvJJJgCiq3qdp89zYtDulq8KOuiM2o5KuzwmBwSHi46Qgn+dgg48cXR1ddIfXDt742IrKq6J0H1UNJeltOab0li3FpmdmRRzpz3wjmNpPFt42d+O5Fq9RbSf1urY83N/RAGv1ddIfXDt742IUtQ9YtLqhULQXJ31Qn0ydwtTEwUTQIbaDD6So9wZUke6IdeotpP63Vsebm/ohbvbRawefrYNH06oXBittmocDT2wOduBezt7t6dvg/dxAE4NdNIcdsO3vjYg6uukPrh298bEbA0W0nx2urY83N/RB1FtJvW7tfzc39EAa/V00h9cO3vjYhZ0o1l0spemtvU6oX5QZebl5Bpt5pc0ApCgN4I7sN3UW0n9bu2PNzf0RAac6L6fdIdETX9O6B0UEk3z3zxT2y5wmOu2jjjzAEv1ddIfXDt742IOrrpD64dvfGxGx1FtJvW7tfzc39EHUW0n9bq2PNzf0QBz7qTqNYtQ5q+1LmkrrpL9Glbfel351D4LTbhL2Ek93rk++Ic69qLo9XJDnKqXlb77QWHEETZQtpY7FaFpwpCxyKSQYgLr06sSX5smzrZYtGitUaat6YffkUyaQy44OHwpSMYJ61O/xCLu6i2k/rdWx5ub+iNFTDqpLOua5U1J3KakLn0Xlp6XnJnURiquSrnCyqalWXJhthz+ehBwnaHIogkchhm6rumHh3QfjP/KH/AKi2k/rdWx5ub+iIPUDRbTvpDuAUPTq3+ippkzzlzvT2w5w/BK2Ng43K2sY8ca3hIvW2Y7itotJ1f0vUnIvuhY8cwR+sRnqvaYeHlB+M/wDKHimaKaVJp8ul3Tq2g4Gk7e1T0E7WN+SR3Y2OotpP63Vsebm/oiN5R2kbgiv+q9ph4eUH4z/ygGr+l5KsX3Qt245mCP8A2iwOovpP63Vr+bm/ohb020U0+RbCujunVCE6qoTpImJBClcFz07wPHndwexjxYhvKO0bgiD6r2mHh5QfjP8Ayg6r2mHh5QfjP/KLA6i2k/rdWx5ub+iDqLaT+t1bHm5v6IbyjtG4Ir86v6XhQT090LJGf4wce/iDqvaYeHlB+M/8omqDopYJ1AuVc9p1QuhfAyQp+3II4LOw5wuwO7nZz7kM3UW0n9bq2PNzf0Q3lHaNwRX/AFXtMPDyg/Gf+UB1g0vSnfflC3kDdME/qEWB1FtJ/W6tjzc39EK1y6KWEq+7V5x05oRpSTOGocHT2w3/AAQ4Lb3b+uzjxw3lHaNwREdV7TDw8oPxn/lB1XtMPDyg/Gf+UWB1FtJ/W6tjzc39EHUW0n9bq2PNzf0Q3lHaNwQgdV3TDw7oPxn/AJQdV3TDw7oPxn/lE1qZorYJs98W9p1QeiBmpTZ52p7YXwfPLfC8nFwe3nxZhlOi+k5JJ07tjJPe5v6IbyjtG4Ir/qvaYeHlB+M/8oOq9ph4eUH4z/yiwOotpP63Vsebm/oj5c0X0o4Nezp1bBOycfvc39EN5R2jcEIPVe0w8PKD8Z/5QdV7TDw8oPxn/lE/pporp6nTu3BX9OqAKuKXLCe54p7Zd4fg07e2cdltZz44YeotpP63Vsebm/ohvKO0bgiv+q9ph4eUH4z/AMoOq9ph4eUH4z/yh/Oi2k+D/wBHVsebm/ohZsDRaw83D0b05oIzXJoyXD09s/uY7PB7G7cjjwPLDecdo3BEN1XtMPDyg/Gf+UHVe0w8PKD8Z/5RYHUW0n9bq2PNzf0QdRbSf1urY83N/RDeUdo3BFf9V7TDw8oPxn/lB1XtMPDyg/Gf+UTtP0V0/wCqTWS/pzQOg3QmREqVU9vguH4Wa4bZGOy2eBz4tmGPqLaT+t1bHm5v6IbyjtG4Ir/qvaYeHlB+M/8AKMjV3TE8V90H4z/yh/6i2k/rdWx5ub+iF64NF7AF22yZDTqgc4B+YNQ4OnthGzzurg9vdvG3jHjhvKO0bgiA6r2mHh5QfjP/ACg6r2mHh5QfjP8AyiwOotpP63Vsebm/og6i2k/rdWx5ub+iG8o7RuCK/wCq9ph4eUH4z/yg6r2mHh5QfjP/ACie1I0W0/NmTwoGnNANRJa4LnenthzHDI2sHH83az4swxdRfSc5PU6tfj72t/RDeUdo3BFf9V7TDw8oPxn/AJQdV7TDw8oPxn/lFgdRbSf1urY83N/RHw9otpRwK9jTq2CrZOP3ub48eSG8o7RuCEJOr+l6hkX3QsZxvmCP1iDqvaYeHlB+M/8AKGTT7RTTlFh0FFZ06oHRMU6X58ExIIU5w3Bp4TaJz121nPjic6i2k/rdWx5ub+iG8o7RuCK/6r2mHh5QfjP/ACg6r+l+0U9PdCyBn+MH9eIsA6LaT4P/AEdWx5ub+iFmxdFLA56uRdZ06oWFVp7nHhpBBHO2w3sbA5EZ2se7DeUdo3BbSF6r2mHh5QfjP/KDqvaYeHlB+M/8osDqLaT+t1bHm5v6IOotpP63Vsebm/ohvKO0bgjmjXK/rKrF8aaTlKuilTkvTa5w8640/lLDeWztK7g60+9FsdV7TDw8oPxn/lChzRunViUTUvSGRpFo0WRlqncPATzTEmlCZhvaaGysAdcOuO490xd3UW0n9bq2PNzf0Rk8LFpK+oydFNWK/wCq9ph4eUH4z/yj6a1e0vDiSb8oOAof9p8fkh+6i2k3rd2v5ub+iDqL6TD/APx1a/m5v6Ix3lHaY7ginNL9UdOqfp9RpKevSiS8yywpLjS5jCknhFnB3dwiGPqvaYeHlB+M/wDKJrS3RWwU2BSU3Fp1QRVQyRM8809subW2rG0cceMQzdRbSb1u7X83N/REvBxbvcl0UV/1XtMPDyg/Gf8AlCJW9R7Ce1Jm6g1d1HXKLo0syl4P9aVpeeKk57oCkn3RF99RbSf1urY83N/RCnI6TaZq1fq1LVYdumSboEk8hgyCNhLipiZClAYxkhCAT/ZEZ08NGnK6ZlCmoO6K36pen/hjRvjEHVL0/wDDGjfGIvTqLaTet1a/m1v6IOotpN63Vr+bm/ojfY23Ob701Bsebpsk3LXXSXVoqsk6oJf4kJfSpSvIACYnOqXp/wCGNG+MRaOoGiun5pdPFE05oBf6MSBf4Cntg8788o4bO7seD2s+LMMfUW0m9bq1/Nzf0QsLlF9UvT/wxo3xiPprUvT8OIJvGjYCh/2jxxeXUW0m9bq1/Nzf0QdRfSYb+p1a/H3tb+iFhcpjSrU/Tym2DTpKoXnRZaZbU/ttOTGFJy+4oZ3dwg+7DP1XtMPDyg/Gf+USOjek+mlV07kZ2o2Jbs1MLfmgp12QQpRCZl1IySOQADyAQ39RbSf1urY83N/RHLLCRbbuaHRTdyv+q9ph4eUH4z/yheb1S05Gpz1QN60TnQ0FDAe5460uCZUop4uPZIMXD1FtJvW7tfzc39ELKNFrB6qLyjpzQegfQRsJPQ9vgeeeHXnAx2exs7+5iCwcVyhUUQvVe0w8PKD8Z/5QdV7TDw8oPxn/AJRYHUW0m9bu1/Nzf0QdRbSf1urY83N/REbyjtI3BFfnV/S9KSTflCwByTGf/aDqvaYeHdB+M/8AKJPVTSTTGRodMXJ2Hbsut2vUxham5BCSptc22lacgcRSSD4jDaNFtJ/W7tjub6c39EN5x2jcEV/1XtMPDyg/Gf8AlB1XtMPDyg/Gf+UWB1FtJvW7tfzc39EHUX0nGD1OrX3Hva39EN5R2jcEV8nV/S9WcX3QtxxvmCP/AGjPVe0w8PKD8Z/5RL6U6KWCixKeLj06oQqv3Xh+eZBCnP4Veznj/F2fcxDT1FtJvW7tfzc39EN5R2jcEV/1XtMPDyg/Gf8AlB1X9MMgdPdCyeL90H6IsDqLaT+t1bHm5v6IUJfSbTNWs87TDYlvGTbt6WfQxzijYS4qZfSpeMYyQlIz4hDeUdo3BbSO6r2mHh5QfjP/ACg6r2mHh5QfjP8AyiwOotpP63Vsebm/og6i2k3rd2v5ub+iG8o7RuCKd1E1R06nreYYk70oj7qatTnSlExkhCJxla1cXEEpJPiEMZ1e0wyf8vKDx/1n/lE5qHotp+aDLih6c0AzXRanFfAU9sK4ATjXD53djwW3tf2cwxjRbSb1urY83N/RE7zja1ydxRX/AFXtMPDyg/Gf+UZGr2mGfw8oPxn/AJQ/9RbSb1u7X83N/RB1FtJ/W6tjzc39ERvKO0jcEcz6CX/ZVGu3UqZqt00qSZqNwrmJNbr+A+0VO4WnujePfi2Oq9ph4eUH4z/yhP5mXTmw65fGrUrV7Qok8xTbocl5Jt+TQtMu0FugIQCOtTuG4dyLw6i2k/rdWx5ub+iMpYWMne5k6KbuV/1XtMPDyg/Gf+UCtX9L0jJvuhYzjdME/qEWB1FtJ/W6tjzc39ELN06KWAu7rTTIadULocJuYNS4KQQEbHOznB8J3Rwmzjx4jHeUdpjuCIXqvaYeHlB+M/8AKDqvaYeHlB+M/wDKLA6i2k/rdWx5ub+iDqLaT+t1bHm5v6IbyjtG4Ir86vaYAE9PdB3b90xn/wBoBq9peRkX5Qd/dmMf+0Tepuitgqs59Nv6dULogZmU2edpBtK+D55b4Xfu3cHt58WYZE6K6TAYGnVsebm/ohvOO0bghA6r2mHh5QfjP/KMjV3TA8V90H4z/wAof+otpP63Vsebm/ojUrOi+l4o87znp1bXPPO7nA7FOb2tvZOzjdx5xDeUdo3BCSnV/S9QyL8oXuzBH6xGeq9ph4eUH4z/AMoZbB0T04RY1CTWNOrf6J9DZfn3h5BCnOG4NPCbRI7LazmJvqLaT+t1bHm5v6IbyjtG4Ir/AKr2mHh5QfjP/KK3t7UOxpdytF67KQ2Hq3OvtbT/AGba3SUqHiI3iOiOotpP63Vsebm/ohb0/wBFrC5yq4rmnVB4To3PGW54p7ZPO/DK4LZ3djsYx4sRtpUFTd0zZTgoO6Kv6pen/hjRvjEHVL0/8MaN8Yi9OotpN63Vr+bW/og6i2k3rdWv5tb+iN1jZcos6maf7k9OFHycn+H/APfEHVL0/wDDGjfGIs6iaKWD1RLjXOadUIUnnSRTIbUgjgtv7tw2wO7/AAefchm6i2k3rdWv5tb+iFhcovql6f8AhjRvjEHVM0/Cfwwo+8gDD+f/AGi9OotpN63Vr+bW/oharmitgHUG2zKadULoSmWnjPcHIIDXCfceB2xyn+Ex7sLC5WHVL0/8MaN8Yg6pen/hjRvjEXp1FtJvW6tfzc39EHUW0m9bq1/Nrf0QsLlF9UzT5IJN40fGDxP5/wDaDql6f+GFG+MRad96KaeLpsgikac0DhDVpLh+AkG0q534dHC5IHY7G1nxQw9RbSf1u7Y92nN/RCwuUX1S9P8Awxo3xiNC4tRrDft2qMM3dR3HXZF9CECY3qUWlAAeUkR0H1FtJvW6tfza39ERd26Laa9KtXFL05twzxkXxLcFTm9vhODVsbO7jzjHjhYXEK1tWNNZe16RLv3xQ23mqfLNuIVM70qS0kEHdxggiJHqvaYeHlB+M/8AKGy0dFtNelWkip6dW4J4SLAmeFpze3wvBp29rdx5znxxKdRbSf1urY83N/RHJvOO00bgiv8AqvaYeHlB+M/8oBrBpeVKAvyhbv8AOCP/AGiwOotpP63Vsebm/ohb060T0+TQpo1zTmgibVVqgUc8SCCrgOfHuAxnOE8FsbP9nEN5x2kbgiD6r2mHh5QfjP8Ayg6r2mHh5QfjP/KLA6i2k/rdWx5ub+iDqLaT+t1bHm5v6IbyjtG4Ir86waX7QT0+ULOM/wAYOPfxiDqvaYeHlB+M/wDKJe3NFLC6frpXP6c0IUwiTFO26e3wf8EeF2Bj+djPjhp6i2k/rdWx5ub+iG847RuCK/6r2mHh5QfjP/KA6v6XjGb7oW843TBP/tFgdRbSf1urY83N/REBUdFNO1X7R+C05oHQoU6dMzsyCA1w3CS3BbQ5VbPC48W1DeUdo3BC91XtMPDyg/Gf+UHVe0w8PKD8Z/5RYHUW0n9bq2PNzf0QdRbSf1urY83N/RDeUdo3BFfq1f0vSkqN90LA48TGf1CDqvaYeHlB+M/8onr50V0/U3Rk0jTqg76xLGb4Cntj9z7R4Ta3djxZEMKdFtJ9kf8AR1bHF3ub+iG8o7RuCEDqvaYeHlB+M/8AKDqu6YeHlB+M/wDKLA6i2k/rdWx5ub+iMHRfScAnqdWx5ub+iG847SdwRR3Maam2BaelM7TLku2kUucXW5p9LMxMBKi2oIAVjuHB96Lq6uukPrh298bEU1zF+nNiXPpPPVC4bRotVm0VyaZS9NyaHFhADZCQSOIZO7xxdvUW0n9bq2PNzf0R2G41+rrpD64dvfGxClcOsWl0xqhalSZvqhLk5SSqSH3hNDZbU4GNgE907CseQw69RbSb1u7X83N/RC3WtF7BGoVuKk9O6D0JErPc/wCxIN8FwhDPA7Yxx/wmPdgCc6uukPrh298bEHV10h9cO3vjYjY6i2k3rd2v5ub+iDqLaT+t3bHm5v6IAX741r0onbLrknK3/QHX3qdMNtITNjK1FpQAHjJIgsbWvSiSsuiSc1f9AafYp0u26hU0MpUlpIIPjBEe986P6Wydk12bltP7aafZpsyttxNObCkKDSiCDjcQYLF0f0tnLJoc3M6f206+9TZZbjiqe2VLUWkkknHGTvgCR6uukPrh298bELup+uenCtNrmTb+otHFYNJmucDLTY4Xh+CVwexj8baxjx4hq6i2k/rdWx5ub+iIW+9C9PZ+x67IUCw7XlavM059mRf5yQ3wT6m1BtW0BlOFEHI4sQBy9pbzY96UTgpK9afL3LJjCTMN4l5tI7uQNhfugE92OstIdbLB1PyxbdTcTUUNlx2nzTJbfbSMZPKlQ38aSYprS7mMbZpfBTt/Vh6uzIwVSUmSxLA9wq/hFjybHkjpW1LYt+1aWmmW3RpGkyacfcpVlLYJ7pxvUfGcmAJeCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACFrUCUnZmjuus3RO27LS7LjrszJNNLeKgOt/hEKGyN+UgZUcDI3gssQF4209cIkg1cVXo3OjvDDnAMHhFfilYeacB2eMYAwd/GBgCvrvvW6KTpDKLm52Up92tU2TmqqrZQOAUtxtKkBB3Ba8rHKE4Uf5udOu6gVuQq1RddnHGKhK3dJU2UpHBjYm6c+tlsOI3ZUVcI4sOA7lI2eIEF4uDTK2Lht00q4JforMrbS25VZphhU6vZXt73ODwN+7AAGDgARLPWtITNYp89NqW6xSztU6RCUolpZezshwIA65QSSElWQkE7IB3wAmUusXKxrOqm3O7XZCSnlzAojLK5V2mTSGk5wopbD7b2wC5sqVsnrsHrcRaML1MtjgalLz9TrFQrD0m48uSM2G08BwmQf4NCdohJKAVZISTykksMAc+Xp/LusX2sTP/ABEdBjiil7ptK4prmvbRvCXpTzlBkqA/LTM6FJ2G3VcPhJGc565PJyxdEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAc+c1R22dEfbOf22I6DEUvzQtpXFcOo2k9SotKenZSjV/nmoOoUkCXa2mjtHJBI61XFnii6BACHrCzcrdvTtUt+5Z2mTsqwDTZSVl2nBOTZJ2G3QtJKkqOynCSnAKiTuGIbUCsXXS7yo8xU3K1TLVKpVh6co7ss43zy65skTLbrZdS0VFCAttQxtEnG4huuu05muVWWqDF216jKlmlIbbkBKlGVca/uzLh28dbkEYGRynP09afPT6kVGuVSoU7bl3EyExwRbC2dkpO0EBagVIStQKiCrxboAX6nJ3DKai0KXZvWtzAnpqYm5qQ4CVEq3JtIPWAcFwgG24wnJcJ3qOeSNPS2sXK7fNVpF6O12Uq6pYzkvIOrlXacpgu7JXLOtNpWdklKSl07Q2gd+1mHtdBll3BNVzniYTOPyKZFCklOGEBS1EoyOyKlAknPYJ3bt/hb9tinTjdQnqpO1ipNyolEzc0G0r4La2iNltKU5UQkqON+yOIDEATsJVP7eVa9rdP+czkOsKslTZ5GrVVq6pdQkXqHJSzb2RhTiH5lSk93IC0H3YAaor+rNXVJajUFySuSanGZ6afFRpSmGudWJJLayl1KgnhErS5wSclRCitW4AbrAhUYs2Zauh+t9OVxqQ/MB5yR/coYUlPYtZDPC8GORO3ynJOTkBNo1bvBq+q1TrhmapS6jMSU5M0OWmHZV2juIbUAlQcbbS8lSApsqQ4r8ZRGQBiOsq9Luua3bgTQVvrrUrTJRBp1RcaZmW5twq4SYaWUlBYUjCml4Uhak7gBkRYjdkykzKrZuCpz9fWqSfkA7OcGhQYewHB9ySgbSglIKsZwN2MnOsxYSJd5E7LXFVWam1KMSLM6EMFxMs0srDRBbKVBRPXEjJ5CnfkD50aqr1VtWYM5OV9+oyk87KzzVaQwmZlnkYy0TLpS0pOClSVJGFBQOd+50PF7sR9Bo8rR2JhDCnHHZqYVMzLzhyt51WAVHGANwSAAAAEgRInigBG0H7V9O/OJz529DhVGpt6nvMyMymVmVp2UPFvb4Mn8YJO4kDeAd2cZ3Qt6QUyfo9gSVPqcsuWmm3plS21EEgKmXVJ4t29KgfdhirEm5P0qZkmp+ap632lNiZlSkOtZGNpBUFAKHISDAFbyCtQJSm3xIUipTNxc7OstUSanlsMv8IpA54RwiWw2rgycpKkEbWUqyEmIK3LwqTszQqXU61c0jKPTFRlavN1VuXTNSk+0lrgZVTjLYZCSla3EKAIcwneclJsCl2TPU2lqkpe+bkWoKZ4Fx1Mp9xQgklAQlhKSF8SioFW7cRvzuO2jLqpE1TGqlPy7c++t+ovMuBD80pYAV14HWDZAT1mCAAARjMAVPMXvfNV0otm71prMrShJvP1uoUIyvPKQ2soDwYfbWFNFCVOkIwoZGMgYN7yS23ZNlxl0vNqbSpDhOdsEbj7vHC9P2fLzEummM1KckqF0PFPXSJdLSZctDI607G2glJ2DsqA2QMYO+GRptDTSWm0JQhACUpSMAAcQEAJmsX3ho/tkpHz1qHUQq6m02eqlHpjMhLqfcarlNmHEpIGy23NtrWrfyBIJ9yGoQAm6rS9aVbc9P0u556hqk5VbsvzlLtOOPTP/AFaVBxKtpJVspCE4KirGeKE6r6g12Vqr8rWpOflqfbVDlKhc71LbQtYfeSoqSnaVtBltLa1qKApZyMYAO1YF32vMV+bkplm6K1RjJ7SkIkUyxSpZ3bag8051wGQCMYyYjqjp3Tp0TodqlUJqdLbpdWWXEFU+yjbwXDs7l4ccTtI2dyyMDCcAJ1RvusIpFyXgxOr5zo11y1KZkkJSpt6ULsuy4TuyVqL6lhWd2ygcW1mVsyr3InVadpV3vVyRdmm5l+lSnCSrtMfYQ4lOW1obS6l1KVIJQ4o9mSMgDDE/p/RXJx8hcw3ITNQl6lMU9BSGHZhkIDaiMZA+5NKKQcEtg/zs71DtnnKclp+pVefrc9KMuMS8xOJaSpCFlJVubQlJUdhIKsZwnkycgMEI8t2+qj7V5T51MQ8QpMUyfTrDO1gyyxIOUCWlkP5GC6mYfUpPdyEqSfdgBtivrwauyTvGgTlKuKad57qqWX6RwDRlecAkl1ZOzwgWkBKtvbxtFKcYUIsGFSZs2Zeup2ui8rjZS6tsrkmudQzwaOJoEslxKCckgLBJJ3wApWLqG9Wq5K1Kst1KRplZqc3T7fCW0CVXwBcT91UFFfCuBl1YCgEAAJGVDJ36HXLtnF6mSkg8ipVClVTnajtPFDKEBUmw4lBUEkYC3FHKgT3Ym6bp/SJGck1IfmlyMhUn6nJSKingpeYd4TaUnA2ikF10pSThJWccScfcrZSZJdxv024KtJTdenUTz0w2GSphxCG0ANhTZGyUNJSQoK4zvBOYAjNFqpOz1KqkpWZ24na1T53neel60JbhZZXBoUkIVLIQ2ttSVBQWBvyc4xgP0RlCo0vSlTj6XHH5uedD01MO42nVhCUDcAAAEpSAAMbu6STJwBz1zJPbC1p9tzvyj0dCxS3M32lcdt3rqnO1ylPSMvWLlcm6e4tSSH2St0hYwTuwoceOOLpgAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAjCuxMZjB4jAHP3MEdpeo+2Gc/U3F/v8AC8A5wBQHdk7BWCU7WN2ccmYpvmO7TuKztLJ2lXNS3qZOuVqZmEMuqSSW1BGyrrSRg4PvRcrqVLaWhLim1KSQFpAJSe6M7vfgCoq7cNy6fzt11WcrE/dFGptCE443MtMtqaqBWQ2y2ptCcIWnBKVbRQNk567fqzl71mmvU6iVmaqkpVeiEmbimXWEIblpN9D2w6wEFSUMF5sMlZJUnPXEEhUN8pprLmkVCj1m6Lhr1Nn5Z2XelZ5UulJLhypzaZZQoudxRJxnI3gYkpaz+Am5uoit1BdWmpVmScqCktcMlhorKUpGzsglTilFWyck9wAACukXTflbsepdLyKjUuhdyTkg7PU56WbnX5NkkoW0l9tTTi8kIVuG1sHGCYtKwajK1eyqPU5KoTdRl5qTbdRNTaEoedBTnacSkAJX3QAADkYjVl7Rbp8jTafQavUaPJSSXUrZY4NznkuHaUtxTqVKLm1lW2CCVKUTnMTVFpsnR6TK0unshmUlWktMoBzhKRgbzvJ8Z44AjNRu19cXsXNfIrg047X1vexcr8imPa+JWYnrMrclKNF2YmKfMNNIGMqWptQA390kQWPKzEjZlFkptotTEvT5dp1BxlK0tpBG7uEGAJiCCCACCI+5Zmak7fn5yRUwmZYl1utl9ClN5Sknrgkg43chis+Z/wBW5y+pO4pS6qbJ0OuUB5Bmpdp0qRzutsLQ6Crfg4Vnkxg8sAW5BFM6Rap3RfuoV7W8ql0ulStv7AllLDjjrvC7RZUsbQCetSCoDfvwOLMRml+r95XlpDeV8rp1BlHqA5MtMSyUvrS8qXaDqypW1kBQUAMDdxnuQBfMEVfo7qk1cemFFu+8Z+hUN2tF5UpLB8oGy2tSVDLisrPW7RwMAEeWG+UvmzJuXTMSl10OYZVnZcan21JODg4IOOMEQAwwQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAnanXNc9BpwTZ9mv3TUy2p5TPPSZZpttPGS4rOVk7koSCTvO4Den0jWx2vaK0y+rftbnqrVKbMkzRpmotywL6VK4QcOsBOyEoUoEgZ3DAMSOv+o7Vl0Zmly0tWnalVQptL1Npy5pcm1vC38DCdocSEk71EE5AMVhMzGjdZ0stm3Lj08u6RtJueelqU47KPpUw4hCdt+Y4FW0krU6vBIVkhSsDkAsCZ1auKhWjJ1G97GRb1aq1aYpFHpoqqJnnhTuMOrcQnCEDKicAnrfGI8qjrzSaVbFzzVRpqujdv1pNEXT2nxszMw4ohlSFkda2tIUo5GU7CxhWBmp7g0xrtFsu1pmReq1Sty2r9bnaeJpKlTDNIXwILhRja2UOJWeIHZO1gDig7500uOuS+ol+U+SnH5Fd7Ss/KNttqKpqUly6h19tA3rSOGyCM5CFEZEAdQ6fX+zcV13RaE7LtyldtuYabmkNOFbbzTqAtt1BIB37wQRuI4zkQ7xRui1vzkzzQ2p9/oSvoJPqlZKnv4IRNFDaC4tH85KSkJ2huJJAO4xeUAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAL99VqsUekBVu269cFXfVsS0ml9LDeQMlTjqtyEAeUkkADfuryx9bJi4NNLlr83ablNuG3p5VMmKO9OoSlyb2kpQ2HlAJSFKUEkkdbv4xgls1lv9jT+1DUhITtRn5hfAyUtKyjj5UvlUoI4kJHXHeM4wDkiKUpFb0ynNI6pTLgsO+J63Xquy5V5yZpzjU1Oz7xW45NOIaUFBtJQneCQNpKQk4GQLGpmo2parRrVarOkokpqWDCKTJS9damlVJ1xezspU2ghCUgglRzu8hiJtfW+6OmGsSN/abOWfJUehuVqbmF1RMysMhRSkJQlABKlJWACR2Jjc5m+zJe0KjczdrTtTesSd51fo7M8FgtPEL4fgwsBXB/wW8jecjeUkmEXalW1C0q1UrrUq8zVLvceZpLTyC0vnSU+5yqCFYKeEUhxe/d91z44AbdPtX27guegUOqUlNNduWhCt0lSJjhdpvJ2mV7hhwIAXkZB64btnfakcr6UW1Uq3qlpHU2ZWbal7Ss0NVZTjSm+AmVJcZEurIGHMkkp4wBk7iM9UQARrVRM6unvIpzjLU2pOGnHklSEE/jEDjxx43ZxjI442Y1K1Lzk3SZqWkJ9VPmnWihqaS0lwsqPEsJVuJHHg7oAriRquocpTr3p7CjdE1THGW6TNty7Mu64txALqCkqS0tTOQob0hWdk7wTECzqTP0uy6ZWqtW6o/ThUpqUrs25SGmJ6mOIbJQ0uXTtJwCMqWna3FKshJKg9US07qpdJXJovlbriXGlMKVSWEoQkKKnElCcbZczvUTkcY3k5+jYLDdVlK1LVBaKqzNTMy666yHGn1TDaW3ApvIwAltsJwcgJwScqyAsyl33bUTMyCJunS09TLQYrD7sulLzMxNPFzg0g7wWgGFE7B37e5WAM2FZFbTctmUW4kNcCmqU9idS3nOwHW0r2c+LaxCpI6V0+l0tuRo1UmpEGiGiTDgQlRXL7algpG4IWkuO7OAUgLxsnAw80enylJpMpS5BoMykmwiXYbByENoSEpHuACANqCCCAFy/GK49SnF0i42bdaYacefnVSiZhSdkZA2V9bscZVy7gARxxXV5XjfslYNr1uoSlRoDLlORN3BUafTWp0SLhSnIWw4sOJbGVrUpIWU7IB5TFh31b9Xr7Mm1TLjXR0MO8I6kSLUwl8jsAoOciT1wxygdyNaatauT1ONLqd2vTkhM08yk+hUi0hx9SirbcStOODJSrYxggAAjfvgBJntSqlKVCfdVPMByQuySoyaUtCC5Myj5ZQJhOMKKlcMXUqT1uE7OOMxtUDUCsTEnaVyTLraqdc1fmaWJINAc7t/d+d1pUN5V+5xtZ3HhDgDZEOk/Z8nUa7TZ+fcS5KUpSHJGSQ0EoS4gEIWtW9SyjJKRkJBOcFQBGjStPJCQmaW2mcdXS6PUZmpU6SLYAafe4TOVcako4Z7ZGBjbGSdkQA6A5GYIIIAIQKvM3pTNQqCUVeWnKbVJt9mZpQkwBLSyGlqEwl7stpKktJUFZSS6AANxL/CaxatxovF6tuXo+uTdeClSQprA+4pyUsB3BWEA7+6SVd2AEWn6yhdqVG7qg3NSiX6VO1O36a5KlDc3Ly6VEFTxztOqSEuFIKQlKtwVslUel0agXLbVzW9aMzNszc/csrJcBNmXSBKvKmENzJCRgFOwvaQDkhQwSoQyMaTUZVJp9DqE2/O0aly85LSEqpISW2plCm1JUsdlstrUhO4YB37RGY9JrTGUn3pedqdVmJqpyEvKMU6b4JKTLc7uh1K9neFKWtKdviBAwAmAJKxLgnJ+47styoOB9+g1BppuYCAkusvMIeRtAbtpO2pJIAB2Qcb4bohLXt1mizNWnlPqmZ+rznPc4+UhIUoIS2hKU8iUoQlIGSeMk5JibgAjWqiZ1dPeRTnGWptScNOPJKkIJ/GIHHjjxuzjGRxxsxqVqXnJukzUtIT6qfNOtFDU0lpLhZUeJYSrcSOPB3QBVE5e92WhIXPL1F1FzPMVORptCmedQwZiZmQAWXEt7iGipKiUgEglPZCNq677npDSOvVii1db1dos01LTwnqfwSmXS40FJ4HdspKHApJyoYUDlUS7Gnc+9QDSqzdczPmXmZecprqJBhjnN9lzhEuYSPuhUoddtcYKuUkx93FprL1q3Lkpz9VdanLjm2ZmfnG2E7uCDaW0IQSQlIS0kbyTvUc5O4Dyuq5a4u8K/QqNMtSYolupqe2toL4aYdW6G0Kz/1YDCs4wTtjeMb2uyK2m5bMotxIa4FNUp7E6lvOdgOtpXs58W1iIq5LKRVqnOVNipuyE3UKSaTOuNNhXCM7SlApBPWrSVubJ3jrzkHAwx0enylJpMpS5BoMykmwiXYbByENoSEpHuACANqCCCAKb1X1kr9hVeXnZnT6bmbO5/RITNY59QhwOKJG0hjBUUAggKURtEbsApKm24dQWJe+pew7fp6q1cbkvz3MtB3gmJCX4g6+5gkZJGyhKVKORxA5iqNZ9UbZn72boNXtq76zRrfmhNcBT6QtbNRnm87CVLOMtNq5BkLXg9inrkLUe0apL3frFUKtS55uuViSp8/bExLhwvKdCkhTTC0bytCtlBSN+BnGzvgC8tZdT7ssKmvVWn6fOV2l0xttyszon0y6GtrGQykpK3cAglWABkDeQrZ3azqxLGr2tQ7ekBO1S46S5WGETTvAoYlUtFxJXgE7Sz1gABxhRJ3AGuNUL+Yatqg6b3xTbrqa+hsou63aTTVvl9xKEKVLBwEAbahlxSSetykYKiU+dZlJk61WLqrMUeao1vT1pzMlwTjZ/cKg26tltwAfc1KQsAJ/nApGTjIF3aT3xS9RLBpl3UhDjTE62dplwgrZcSSlbZ7uFA7+UYPLDTFPcx1aVXs/QmlSNcl3ZSfm3Xp1cs6CFspcVlCVA9idkJJHGCcHfmLhgAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggCmr51lr1o3lRmanp7Ot2hVamilsVpU4kOl5RwF874ylBIJG0QVJBOOIFrqGoTcxqA9YdrSArFak2BMVN1T3BStOQrsA6sBRLisjZbSCSMklI3xU2oOqluVzUqTl5207urMlbk6HKTLy9IWJedqPYJfccXjCGySEYHGVL34SIr297LrtNmdXQmRqCb2nrikahbExKhaXpht19X8AscaUpUoK34TjrsboAu669cU0idvgSFCTPyljIkzV1888Gt5T6iFpYTskfcwCcqI2ju3dlElcmskk1WGKRa8i3V5tdsuXMsvPllAlEpBbQCEn7o5ndnckbzniitNXdNpmru1elWU/UnLuvFmTlroS0lJpjHBbKnJh1ZR1i9xwhCtpWSdnjz43PZExYOrM5PqTMvUF/TZ2iyUyGlK2plhpDaWMDOFrSgKSn8YkgZIMAdE6fXTTb1sulXVSCvnKpS6X20rACkZ3KQrG7aSoFJxyiJ2K15mC1anZmhVs0CstOM1Bphb0wyvjaU64pzYPcKQoAju5iyoAIr+7pm9KXeFCmpCrS0xJT9VRJuUfnRJHOpSorf4XswtATtn8XiTjJBNgQnTdq3G9eK621ej7EotSE85JprBKGQQVNJdIKgFEZJ48+QYAT72r142VUZmqTd1NVeWlKTUazNUwU1ppCWmW/ubaXBlYy4ttIJySErMeN36g3NaU1LUR+Yl5+oVWkSb0q+tgJSxNOTjMq51qcAtgzCFpBOesIJOd1h1Gz6fVJ24Hqq4ubZrdPRTXWSkANS4S4FISRv64urUT5O5EHPaYSNUYc6M1SanJtNNl6fKzKUJQqXSy6l5DgG8FwuttqUTuOwAABnIEhaFfnn78um0p57nk0hEnMy8wUhK1tTCF9asJATtJW0veAMhQ3ZGS4RBW5bjdKrNYrb8yZqp1dbRmXdjYSENI2W20pycJGVHeSSVqOeICdgCJvJzg7SqyuDecPObqQhlpTi1EoIACUgknJG4CKBRp7XprVGzLnt+XnJSk3BbqaTdyJiWcaW2hhtBwpKgClawgNA43bJ7sdKQQBzzoUzUKZr5q3WqlRK7J02qvMzEhNP0qYQ3MIa29vYJRvO8YHGeQGK+0YsFtrQnUNq57Kr7NxLmJ5ynNPU2bQ68lxhKWdhAGF5cyMY3cu6Ox4IA5BkmbwkOZYtKyaNaNflbqneeaTOTjtImEmkSjswVPOKOxkBaNjBGcjON4xFrWVVVWja0jbFraXV6bpFMbMtLzL8sZdcxsqIU6ULRtDbVtL38e1nli6IIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIACM9334MDx+/BBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBAARmDA8fvwQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQBjA8fvxnEEEAYwPH78ZgggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggAggggDGB4/fjOIIIAMQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQRHy1apUzXJyiS8+w7UpJpt6Zl0qytpDhUEFXczsqx5I9qxUZOk0qaqlQe4CTlGlPPulJIQhIypRABOAASYA2oIW5C+bZnkMOS8+tTczLKmpdapV5KXmkpCypBUgBQ2SDuzkcUTNFqcjWaPJ1emTCZmRnWETEs8kHDja0hSVDO/BBBgDbggggAggjAUCMgg78boAzBBHhPzcvISL87NuBqXl21OurIJ2UpBJO7fuAgD3gjWpc/KVOmStSkH0vyk2yh9h1OcLbWkKSoZ7oIMeFRrVMp9UptMnJpLM3U3VtSTZSr7stCFOKSCBgEISpW88QMASEEELFRv+0adU6hTp6stSz9MDap7hGnAiVS5koU4vZ2UJVg4USAcHfADPBC/ULyt6SrwoT08tVSMqJsSzUs66sslWzwg2EnKc7s93dBJ3rbE3UqTTWauyZusMOP09pSVJVMIb/hNnIG9PKnjHcgBggiJeuWhs3Wxaq6iz0aflTNtyYyXCyFbJcOBgJzuycb4loAIIIMwAQRHSFbpc9V6lSZWbQ5PUwticZCSC1widpGcjByBndmPanVKTqDk23KOqWqTmDLPgtqTsuBKVEDIGdyk7xkb+PcYA24II0K1WaZRxKGpzaZYTk23Jy5UCdt5w4QjcNxJ3b4A34IIIAIIMiCACCCCACCCI+drdLkq1T6NNTaWp+pB0ybJScvcGkKXg4xuBzvMASEER663TEXE1b65tIqb0qubbYKVZUyhSUKWDjGApaRx564RIQAQQQQAQRFXRcVHtqnon63OCUllvIYS4UKUC4s7KE9aDvJIA7pIERU9qHaci4Gp2pOSzqn2ZdLb0m+hanXSoNpCSjJKihQGBvIIgBqgiCl7wtuYptSn2aqypmlIK58YVwkqnZKsuN4207gTvHECY86FetsVqYlJan1dlb08zzxJtuJU0qZb2QrbaCwOETskHKc7jmAGGCIyt1+lUZ2WZqE0W3prb4BpDS3XHAgZWQlAKtlIxk4wMjPGIyxXqO/bXTI1UZdVI51M3z3tYbDISVFeeQAAmAJKCPKUmGJuVampZ1DrDyEuNuJOQpJGQQe4Rgx9POtssredWlDaElSlKOAkDeSYA+4I1qVPydUpkrU6dMtTUnNsofl3m1ZQ42oApUDygggx9mblxO85cMkzHB8KWxvIRnG0e4Cdwzx4OOIwB7QQQQAQRH0KtUytyr0zS5pMy0zMOyrigkjZdaWUOIIIByFAg+SJDIgAgjUpFSk6rIpnZB1TjClrQFKbUg5QsoVuUAeySR4+Mbo24AIIIIAIIIMjuwAQQZjUpFSk6rIpnZB1TjClrQFKbUg5QsoVuUAeySRxb+MboA24IIIAIIj5mtUyXrspQ3ppKKhOMuvy7JScuIbKQsg4xu20538oiQgAghep17WtULodtmUrDDlWaStfO5CklYQcL2FEBK9knCtknHLiJKsVim0hLBqE0hlUw6GWG8FS3lkE7KEjKlHAJwAdwJ4hAG/BC6/e9rMXRL2zMVhlmrTKthphxKk7S9na4Paxs8Js79jO1jkjblLloc1VTS5epMrm+EdaCBnC3GscIhKsYUpGeuSCSN+eI4Al4Iipy46LJ3LIW5NVBpmq1Bpx2TllghT6WxlewcYJSN5GcgR41C67fkbjTbszUmxVlSap4SiUqW5zuk4LmEg4TkYyeM8UATcELAv8AtI2/S6+Kw2aZVphEtITAacKZh1ZKUJT1uSVEEDu8kMkw82ww4+6ohttJUogE4A49wgD7gj4YdafZQ8y4hxpxIUhaDlKkneCDyiPuACCCCACCDIggAgjUq9Sk6VIKnp51TbCVoQVJbUs5WsITuSCd6lAcW7jO6PmoVanSE5Iyc3NJbmJ90tSrWCVOqCSo4A5ABkk7huyd4gDdggBjQuGs0y36PMVisTaJSRlkhTzygSEAkDJwCeMiAN+CCCACCAkARH2/WqZX6YKlSJtM1KF11oOJSR17a1NrTggHIWlQPjEASEEEEAEEaFarNMo4lDU5tMsJybbk5cqBO284cIRuG4k7t8b8AEEEEAEEGRGhJVmmTlZqFHlptDk9Tg0qbZAILQdBLZORg5CVcXcgDfggjG0na2cjOM4zAGYIIIAIIj6jW6ZT6pTaZOTaWZupurakmylX3ZaEKcUkEDAIQlR343AxIZEAEEEEAEEYUpKQSogAcpMZgAgjTrdTkaLR5ur1OYTLSMmyp+YeUCQ22kZUo4BOABmNiXeamJdt9lYW04kLQocoIyD70AekEBIAyTujAIIyCCDAGYII0KrWaZS5qny0/NJYdqMzzrKJUknhXdlS9gEDAOyhR344jAG/BACIXpm9rXlrqYtiYrDDVWmFbDTCwoBa9na4MLxsbezv2M7WN+IAYYIXlXtbCbqethVWaFVYbLrrGwvDaQjbJUvGwMJIO88sR1J1RsWqLmUylwMHnaUVOOl1p1oJYSUguZWkAjKkjd/OHdgBygjSpNWkKoJjnKY4RUs7wT7akqQtpeArZUlQCknCgd44iDEXV72tak3FKUCpVmXlqjOOIaYaWFYU4vOwgrxspWrHWpJBPIDADDBGrVqjI0qnPVGpTbMpKMJ2nHnlhKUjOBknx4HjJxEHcF/Wnb7Mo9XKuimomgC2ZhpxGykq2QpzrfuaSSBtL2R44AZoIiJ25qFJVE0+ZqLLcwCyFpOSGy6opaC1AYQVkEJ2iMnij6uO4qLbrUo7W6g1ItTk0iUYcdBCVPLOEIzjAJPFnEASsERNwXJRKC9TmKtUWpV6pTQlJJtWSt90gkISkAkndGim+rWNKrdUFWRznQXlsVR0tOYlVoAK0r63jSCCccQIJgBkgjwp05Lz8gxPSi+El5htLjS9kp2kqGQcHB3iPeACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCAK6oCv/AOYW6lddsG36Y2lRSdkqS9NFSQeIkBaSQOLaESt61aRq+j1dq1PdcdlJqizKmFFlaFLCmlhPWKAUCTuxjMbNPvu25260201NTKJ91Di5YuyjrbM2GjhzgXVJCHdnIzsk93iibrlSlKNRpyrT6nEykmyp99SG1LUlCRlR2Ugk4AJ3QBUumlWl5O0bXkpm6JuecVbKWTTDJpxKOIl0qU4tSEAo2QlSML35UAN5MK+n9Ura6ZatvTNdqdvqlqFRHaS21TnnOfNlpImWtyggq2wW1pcGUJwoY44uel3xQ6hLS01LN1XneblVTcs8unPpQ82EbeUkpxkpOQnjPIDExb1Wka9QafW6Y6p2RqEs3Myy1JKSptaQpJIO8ZBG474ApOiz9am7kpSJuv3BwE3eNapswjnp1CDIJQ+pkZGNkBSGtl0YVhWArBiKoFy3RVaVSKZV7qrdGdepaFUufTTXnnZqaanH0LSrBSlbvBol8ocBCkuFQ4yR0fu8cG7xwBR0pVa4i+UTHRqtuBV/PUzndbrhY5xVJFRTsY2dkO42V8h3BW8g6WmU5PSdBs+lVGZq8tRHHqw1Vn1TDyXGp5L2WEOuE7SElBdIwQCsJzkkZv7d44+WnG3UbbTiVpyRlKsjIOCPcIIgCkKPV75lWLVma09OVJSkMtTkmlS5adCFTq0sTQSBsPFTQRwzSgClOVDGSDP6tVial7mNIqT0/J0Sbt6cMo9LcIkPT+cBpSkb9oNnKEncolW4lIxaca9Sm2JCnzE9MlYYlmlOuFKSohKQScAbzuHEIAoG0qrXXEW9QJuuVW3VS9Gor1HbbpryzOBLSeeG8AhBUVAoWlwZQkpUMccWTqQrF+6cDriE1uYWrCSQlPOEykEkcQ2lJTk8qgIcaLUZSr0eSq0g4XJSdl25hhZSU7Ta0hSSQd43EbjGvVq7TqZV6TS5xx1EzVn1sSYDSlJWtDSnVAqAwnrEKO/GcboAqzRu6ajVb5aZXPVp2nTtBMzwdSbUHRMom1oWF9aEIcCCkKbRgDrePjha1CS69e2rkuivTNNRO0OnyzbDcjw4qCgzMBbKcJKiTtBB4MhQ4TkOI6MGIUarqLatMqdYkJ2ZnWnKK229UnBIvqalW3AoocWsJKdkhCjtA4Gyc4xAFYScw+3qrb705MPWW6nT1pl5tLaXUSb6nkK53KnEqSSnB3cZCc8UZ1BaXc8lb1QtyaenbjoNJfqtJfel1tKmpiXfZCtxG4TCUPJweMLzjEWtO3vQZe40W+lc9NVFySE+21KSbryVy5VshwKSCkjaIHHyxhq/LZVWqHRnJ1+Xnq6085TWZiVdaL3BfwqeuSAlaeVKsK8UAV1aJfe1+oteqEo9JztYtScffadSdqXK5iWUxLrIGAtLSDlOeyCzyxO1utOuamz9u1qo1yk7XOL1AXItr2JlIUVPjISpClbQ2FpX2KCCMZKocnbsoLd7s2Zz4pdddkjPiWQ0tWzLhWxwilAbKRtbhk5MTu6AKZtyp3VNTNvPTM3UGq70bn5e5JFal8AzJAPlKwk7kJTiWLa042tvjVlWFG3Klcc3a9GcqFx3OJmdsafnZ0mZeQsTrLjfAKGANheFOdaMbez1wVjf0pujG7xwBzYhdzzz9er0hUavJ3XNUu35umNNFTbc7McEeFStvGy4jJUlYO5AyetIzDFOViszVzKpy65WkMnUIyiktOuN/uA0/aKNpIGGuFG5QIwrcFZi3abX6ZUK7VaJKuuKnaVwPPaFNKSE8KkqQQSMKBAO8Z7nHG1T55qdcm0NszTZlZgsLLzC2wshKVbSCoDbT1w64ZGQRyGAOd6leNxNaXSqEVO41Vxuh1h6TeUhzZddl5kpZKilO26+G0pISrCShSlKCsiJS5a+9W6021Pu1Ln6VvimOycqht7glUzabU2+lIGypBBUpSzvSoEEjAEX9u8cRtfrlNoaJJdRdcbTOzrMiwUtqXl51WygHHECd2TugCqKHVrte6AzL05U2rhTWKgxcckUqW0zJpS+UuJbIKQlOJYtKT2e3jrtpWGbRefrUxJ1GRrhdmpmUMuBUWphxyVnkrbzwjYcAW0s/wDWNHOyojBIMWJujBGUkAkHu9yAOdrNrdwrt6jV+VuO56o8mRrRrrLS+eFIaa4bgFNtqGwl8OIbSjA68FWdoDI8mbpr81N84S9frTVPdrtCLTqFOlZlZhgiY+6KQCUFaTtEYCVZ7GL1su3JG1LeZodNdmnJRhbim+eHeEWNtZWobWBu2lH34mcDxwBSkpcE7Ian0mjS1TuBctK180qdFRLjhWz0NUWjuTs8Gp1KCHVErUsryQN0e2ttartJr1bZkp6ryyJuy51VMTKhwhdRbXtI4PZB+6hJG7lHdAMXNu8cEAUJddbrrdcuGoy1crjfOC7cdkmELcDJLz2zMgt7OFgtnr0nOzx9ad8Ner8k3NX3Yq5ybnpCnpeqCJiclXlslralSEjhU70Ekbt4JIwO4bPwPHEZUa/TJCv0uhzTriJ6q8NzokNKKV8EnbWCoDAIG/BO/kgCkZOavplVFmHBMzl3S9jVwSaphnC3nueJcynCDGyHVttpUUnGSFZA3x61+5K9Tpum1Ci1Gtv2jMSdPNfmHeEcekVKfAWtJI20LKMh1I7ADawk74ulyu01u6WLbW46KjMSbk60jglbCmm1oQs7eNnIU4jdnO+JPdAFFU656gieZnxWqquiyt/vSLriluLQiSVTyUNr3Z4PhlN4KuIqTv3xEU24bqmbfoNLr1x1yhMz1NnUy9UVIvuv8/InFpQlWyQdsNBBQhYKVja3GLzti3JKgO1Z2Uem3VVWfXPzBfc2vuqkpSdncNkYQkY4t0TW7xwBVfNDmYc0okW1PPCacq9JUVpY68FM4yta9gZA2QlSiN4GIj9YZOdpjFszNQrczVG3L3pk0ha2Egy8ugYUDwaQNgEFRUQMbe8xZd33NSLVpaKlWnX2pVcw1LJU1LuOnhHFhDacIBI2lKCQeLJERVU1Dt2mLabqKKvKuOzLEq0hylzALjrxUGkpwjftFChniBG/EAV5f7a69eFeuihsPilSNk1Cnzs/wKkonXnSFMMt5ALuxsuKykEAuBIOSQNd0dM+l+mVt0Fh+Zrkk9Rppx9LKgKYmXShT7jiyAEK2AtvYztKK8YxnFqN3xba5aruGcdbdo7HPFQlXJZxEyw1slQWWlALKSASCAQcHGcR50a/bYqb1LaZnH5dVXbDtN58lXZcTiSgL+5FxICjsna2QdrG/G6AFzV6Skp2u0l9i4p21bjpsrMTNLqyWeElShRQHpd9J61aVbLZ2CQrrQUnKTGlIVarXRYlp0SfoMnTarW2OfKnTXULbY4BtW04g9aSkOqKMIUM7Klg5wYsKvXFTaPOScjMmZdnJwOKYl5Zhbzi0N44ReykE7KdpOT3VJHGQIw3ctEVaKrr59CKOiUVOLmHEKRsspSVKUpJAUMAHIIzAFI0ap1uj2nJ6fPT1Rk563bukaZw8mpzExTHXApvDmz1yUtKLSj+KWskjIhjt+r1KetJVpmcfnZycuKoU9hdQU6SqQYmFqIW7slRCmgG0qOSrbByd5i26fNy1QkJefk3g9LTLSXmXEnctCgCkjxEEGPuZfZlZZ2ZmHA0y0guOLUcBKQMknyAQBWehrs1Qp+49OZ5hDIos4Zml8CFFnnGYJdQ0hagM8EtS28ciQiIus1Sv0in6j1GXS+J9m4pMOOMMKedaphalQpxCE9coJbL6sJ35CyN8WxQapT65RZKs0qaRNSE8wiYl3kZwttYyk7+LcY9udJfn7n3ggJjg+CLg3EozkA93ByRniyccZgCk6nUa7I2y1UaNc09cklzxOzSJZQeknJiXKW8Nyr5KlLcaUTwaXchzbKc9YCHrVGtzdLkbdmFc+ytGmaq03WZhlKg5Ly5acKSop3oSXg0lShxBR3gHIed3jggDnCmVSdkaeKcaxV6JQalWrgBqnOkwtYmDMpVKkrTsqG0hTi0KOUqKQDk4BcrdrE5M3aaBctbuSWrErMSLtNU3KKZbqMoGGy4taAkt4W5w3CA4UjCQNnAzbm7xxpXBVpKhUKerdRW43JSEuuYmFobUspbQCpR2Ugk4AJ3QBSVCqVcrjdjUucuO4GW5+o12Wn3WXlsurQhx3nfaXsgpwA3sK3ZGMZzFy0qs0yvU6eXS5xxxMs+9JvKCFtrbdbylY64A5B3g4wdxGRiJCUfampVqZZUVNuoStBORkEZH64xzq0mWeZZyzw20VLRuVtK41ZPLAHOlArN8vaeUm4LTrdbr1TmrMdmKs084Xw3NAs8EtpJGEvkGYwhPZBIJB3Ezd2VOst3LLNW/cFbNrTlQoyeeEuuKUlx1b6ZltLigVBBaDKl5PWKIOUkkBste8rItGjUm0pBy4XmZeVeRT0uUqadW6xLEJcKFBvr0oykZ5QU4zmJdvU60VoqLvPNQTL0so5/mFU2YDUttNJdSVq2MAcGtKs8QB34gCO1Snp+17ctxhienm6SmeblKtUFodmXW2OBcCVuqbIcwp0NBTgII2sk4Jiv7lmbhlae9LN3lc89znY9QnpabQhyVVMTTcwDLLKAMqXs9aAclxIyoHMXBU74t+Rq9OpRempuaqUoudkkyUo7MJfYRs7S0qbBSQNtHLv2hjOYkrcr1IuKnqnqNPNzbDbq2HNnKVNOoOFNrScKQscqVAEQBXNHuF2q3q5TK3VK9TqkiZkZqktyrK0sTkmZdpTmetKFJLpfS5tYUgJTgjCSYG36vW6mzYMpO1ythmcrVblqmtLzjS1sI55LIcWACkDZa2VZT+Lg74u6VnpWZmpmXYc4RyVUEPbIOEKIzsk8W1ggkcYBGeMR8pnmjV100MzXCIYS+XSwvgSFKUnZDmNkq60kpzkAg8REAc9UW6rhkbUpFVnqxdMy9OWfU3KgGkqcfDzD7SWHG21pKUPbBd37PXAFRCiMxZmkFanqi5d8u7MuTSJOqpNPS4XSkS7kowtOy44NpaC4XcK8vEMCLDwPHGYA5uar1en1W/XKaKxN3lL2vWzPSjzDqudqnsMKDPBkbCDtpUEJ3BSUp48gm0NHJzoiipVKWueoVynzQYW03MyTrKZRwJIcSC6orKldaVIzhCs4xnEWBujVqs81TZFU26zNPIStCNiXYW84SpYSCEpBJAKgSeQAk7gYArqSr1n3DqhSmJaaVzxQlTLFOlWpJ5O08tGw64VFASlCUBSRvwoqJ/m5itUJKeGqE9V3arU6WGLRWihTUskKSmcDy1vJAUlQUtQTLdZxrSCBnBxcgx44zAFOruSiVueta37oWJKsSMxJVCflGJJ5XCVPYCg0kpQU4S4vaUra4wEk9liJtSlVRNF08tnYeTW6Jdc5N1QlBy2ynnzbdUrHYu8O3sn8bhBjODi5aDXKbWl1FFPdcWqmzq5GZCm1I2HkpSogZ4xhaTkbjmJOAKd15pkzVq9TnaGQq5qBTn6xSU7KuufaeYJayBj7q2HWyM7wrPJEfbz60650q5atLvU+Zqloz0zNIdScy20/LKZl1kDAWhps5T/OCyOOLy5YMCAOXrfk6rKaGaRrm6rMraartH4SQVIhKmA2/le0QNsBAGSVbu7xxZ1v1RdS1cm1prFVl6RTX3pFiUcedPRKdXlbrhQdwYZSNhBACSraOTspJtLdjlj4fZQ+w4y5tFDiSlWFEHB4943iAEXSmXmJyxqtJuPvsSTlXqjVPdZXsOIlTNOhtSFDixv2T3AnG6PLRp64pyTeFxuzhm6KjoK8pxwlE48ys7c2ATv20log8YJWIbKsiTTJsW8lqflmp9pyUackG1o52SGyc8IgfccAYSrI34A34jZoNLlaNSmKbJ8MWmR2bzqnHHFEkqWtaslSlEkkneSTAFUMVO7Jiqs4mKk3cLN5LlpqRJVwCqSXFAKCOx4PnfYWHBv4TdnJKYU7crN7vWjS67bFdrdcrnQ+tCoyj7hfb+5F4Sx2CNlLocS2lOMFYKs5AyOkFDKSMkeMckQ1l25I2pbzNDprs05KMLcU3zw5wixtrK1DawN20o+/iAKcdq0/MUqnz9HvmvTlOqdw0tpwIlHmDKoUFpmEbbm0sbQ2VLSSA2ri2c4j1qdyVulXmzS6FO16Zekqq9TFtVMuL4YdClqlwTshHBrfS2Q6ola1qXkgbovR9xLLDjqkuKDaSohCSpRwOQDeT4o86dNNz1Pl51tt9tEw0l1KHmlNuJChkBSFYKVb94IyDuMAUhULmdmdLpi4aHcN0pqgbpbU/LvNOpMvMiab4cbKkbSXClTiVoR1oSgHA3E79Un7neq1bdZdnGrolLnlWaTLJB4GZpS1M7W7Gypotl9S18aVo4wUpEXPgRGs12nO3PM24hxzojLSjc442WlBPBOKWhKgrGD1yFDA4sb4AqCy6tWxfdEW7Wq3MMTdy12RebmHHFMmVb4RUuNkjZSAUo2V8ZCsZIOI8NeKrPTDN+UCpKqbOKRKroDEuh0onAVEvkBAIcWFAJKDnCcEAbRMXxgeONeTnZabXMNsOZcl3S08gghSFYBwQe6CCDyggiAKoolYrNT1SmpSeuCo06cp9Zc4Klop7pbnKcpoBtW0VcFsb9suY2krSU5/FP3qfVayb9XQVXDUrcl3adLvUaalKe7McPNB5fDIGwQlS9kNDg3AQUrJA4yLd3Zg3QBR0nVq21fKJro3WlpN/PU3ndxxZYEiqSKinYxs7AdAwvkO4K3kFXm7jqVK08m5akzNblqnwNyz8lwLTgZW8mouLbOEp2lu7JCkoJCChalEK3ReU/fVtyNzy1vTc1MtTU1MCVZeVKO87KmCnaDHD7PB8IQCdjazyce6MzV8UCWrU5SnDUy7JNrcmH0UyZXLICEbahw4RwZUAQNkKKsnGM7oAT2rhVVL7n6bN1OuSU8iblZqgtSrS0y8/JFhCjk7JQpKnC6lzawpICcFO4ny0PqlWrU23UqjcVUfnjTQzWKQ/T3WUSk6lYKlEuKISoErQEt4SpICsbgS1SepVqPifLztUp/Q+VTNzHRGkzUoUtKUUJIDradolQKQE5JO7ET9ErdPqy5tmUcWJiSdDU1LuoKHWVFIWkKSd4ylQIPEQYApe7qvOVG5DIVdVTbqkhflOMtJoQ6WjTkuNlt5KUgpUg5WpS+RQIJGAI+rdrNx1aRqs1NXhUqTXpeTnpWo09VLeU3JvcKQ08cqKdlIA2S0BtoWTvIyLRuq+7btidalqzNTLCVLbS7MIlHXGJYuK2W+GdSkoa2lbhtkcfc3xMVyr02iU1yo1WbRKyqClJWrJypR2UpSBvUokgBIBJJAAMAU+zddRZTS5W601qi0h5yoSk1OSMw9NM8+pLQYLUwlPCcApKnlN7QHXp2TnAz7SFSrb+oaaJULorlPmafOyS5BlymuKVU5HgG+FKyCGjtLL3CEpCmykEbIwDYVzXzQrcpjdQrCakw0ppT7iW6e8+4wynsnXUtpUW0DlKsf4GPuoXxbMl1ztSQtpMo1OuvNJUtpmXcUUturUNyUKIOCeRKjxAkAUcxcd6U+26fUqVU7gqlTnKVXC+y8XHj9wnEBhaGynAdSyXSgYBXgdlujdnK+7T7lumt21OVN+iTDlBTN1EsTEwW5PD6XlpO5ZCSUbeydpAUo7sbrsu+66FaUpKTlwTipOWmptuTbeLS1oDritlAUUg7AJ3bSsAcpEYui7KDbc5SJKrzimZqsTYk5BlDS3FvO4JwAkHAAG9RwBynfAFQ1N6rBVFkGrzuKfkXqTXJjnpnhpUubPBLlt+9Z2NpaUKJysJ37Q49B2s3KyueuOVXVX6/Naf0mZaSlt1e26HXue1IZ3JLiUkK2MA7RG7Ji5m72t9x24mkvTZXbhAqiec3QWiWw4Mdb1/WEK6zO4iJS3avIV+gyNbpjjjsjPsImJZxbamyttQylWyoAjIIO8csALGk8xz1I1Odlrkm6/TpmZD0op2VdbSwCgBTSFOqK1jI2t5OyVFPJgV/L1+8pakPsOrnZ1lmepq56sSbrqku05x9wOuBpQ25eYSkJ4VCchKMKTjkveDEAUil6pnUq32XpqbnKKxeDxo8w9tOEy5pLocG3jrm0zCyhKlHfnZBOBChU72uV22q+/R6vcjZetVU5LGYbXz0idbnVIUCAgJQ6EKSFNIGAMcfHHTuIMeX34Aoes1Kr0247jMpXq65L0y46GZFK5l1xstTCmRNoP9I3sFwkHIb37OziNNNeuSdtW6Ko9dFZk7hkKPVWp2ktSLyOAmElZl3EqJKQRsoDZbH3QL3hXGOhMeX34MQBzrc0xUnaNc0jM1WuzMhKv2zPhS5h5Sm9uYRz0oKG/Y2UhSkjrUnJwmGi3qvV6lqbMSc5cNSp83TqwvgaYJF5bc7TlNANKKyrgyg52y5jbC0lJO/BuLH/APeYMQBS+utVmi5dlAqTlTlpN+0HlUQSqXAmcnFB8PIJQOuWEhjDZ4wtRwd+NezavVKhdqZOoXDU6TMU6b+50xMg8ETVOVLJCFbRUGwjeVlzAWlaSnP4pvDEGIA5ilZ655/TiblZirXHPTNU01nJuYQ868VqnULwgpGAUOFKlAoTgqA3g4yWydmq5N1esi0qxWJlVOs6UqFDlBMOBmYncTScK2h90yAzlCjvyknG7F448vvwYgCtNPZ2ozN6S6qbP1Odt1+3Wnpvn1SlqZn+EASMr3pWpBc20bgClJwkneoTtXm6rdlAbqaqoLgkL6fS9IqQ7wLMoGZpEssJA2ODUgsnhOVS1ZPGBfUGIAqTQ2qVWtTbdSqdxVR+eNNDNYo79PdZRKTqVgqUouKISoErQEt4SpICsbgTt3fXrPqd70y15uaLS6ZVWZ0stSTylTE6CS0hKgjZwFKC1LzxgAnssWhGMDx+/AFU2/KSPVJl6nZNZqc1Sqi9PC4qe8867KtrAV91CHf4FwugJ2U4CkknGBmI/UuQqNwS11VliWffYptRpco0yltRU7Lys01MzakjlyVEbuPgABFz4ggCsaAiuuai33cNtykjOSs2mmS0sqbmVMMPuModLy0rShZOA42nITglJGetjy1AuK15qoSdoV95EpMc9Sc9U2ZaVeeDryFocaabWlvCsrQjKjghKQMAq6204Mb+X34ArbWSmvz9wWK5NvzUvQZasren3WDjgned3BLLWcHZSHSOuO4KKDkbjCpN3RKK0/mrVvepvNv1gzsoak7ILL0xSUvuNtOrDbZBcW0SE7hnaK8chvSAjy+/AHP94U2aet7VCiycrMc/XI9T10FJaUlTja5aXab2QeLgltLKs9iBk4zD7rnR6Xcdv0u2KytQlarUUy6ikHaSS07suDHYlKtlQJ3AgRYeIIA5yqDly1Hqa1i85J6WrNPuiWpjgKFKCgw3MImJsYHWodc4M7RwMBO/fHlUZaqTOnWujspWZiWYeqVUDcmJELMztybaE7CiNohagUgpyMg4jpLEGPL78AUtPVUzFYtmlytaq1Nk5WQk6jV5lDzqEqbSkBmTZQNyluryXMDIQnG4rGLcpFUkqq0+5IurcTLzLsq6VNKRhxtRSsdcBkAg7xuPISI3ceX34IAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIArmTrFKr2pEgpykXA2ukKfl6cHKJNMsBSk7Lj6nlthsJ2UlCAFbwoneVACZvCfFa0jrc7JyVRzO0eY4GWck3ETBUtpQSktEbYUSQMYzG7JXjQ5q5xbqHplE84245L8LKuNtTKWyEucE4pIS5slSc7JPHni3xKVypSlGo83Vp9TiZSTZU8+pDalqShIyo7KQScAE7hAFVabrXTbWtyTfmbtmZoW2mTmJF+muhiTWhhKlKUeCThQKODAyokqAA4zCtY0pcSpK2KJWDdlI50otEXSecqa5gONNJEyy4sjZaVtgpcS7gFsjGeS46ZfNDqEtLTMsiqc7zcqqblnl019KHmwjbyklOMlJyE8Z5AYmbeq0jXqDIVumOqdkahLNzMs4UFJU2tIUkkHeMgjcd8AUjR6ZWX7jpbk+3dBZmLvrUrN7a5sINMUh9TKVciWSsM7Kt3IAcZERlATdk/S6TSbimb2pzaqWhNMmpWnuuvommpx/aC1kZbcLQl8KdGypG1k9lno+DdAFHyktXmb6RUkIuQudPrzG0vnlTIpq5I7XWnrAxwoGFYwFAYIjR03p1SpdCtCl1OlVdi32nKuxWGQ0+lTc2Xsy6ljslNlHCAKTlO0pJznBi/o+GnG3UbTS0rTkpyk5GQcEe4QRAFI0hi/ZFq05ip9EqtMtJaZm5GZ4VD/AqnF8E+h9PWl9DXB8M252SU7yDnLBqu7Ujc/OU9I1WZoE1b843KGRZdcHREkABwNZKSWz1hV1udveDiLRjwqM2xIU+YnpkqDEs0p1wpQVEJSCTgDedw4hAFCWzK3ItdAo1ZVdlJ52pFFco5kqcsgLabSJllxeNhpW2ClxLuAUEYzyWRqGzMO3zp46zKzTzcvWX3X3GmFrQygyMy2FLUAQkFa0Jycb1CG+i1GUq9HkqtIOFyUnpduYYWUlO02tIUk4O8biNxjXqtep1Mq9Jpc444iZq762JMBpSkrWhtTqgVAYT1iFHfjON0AVZo5PV16+GVzUlcknT5ugFbjVTYeJRNom1hQdcWkJU8EKTkpASRgJ2gkGIG/aRPTl66qJ27plGqlRpCWk0yFMW61UXENPhTWeDO0MqSlWytG5Z64cY6EhRquo1rUyp1iQnpmcacorTb1SWJB5TUq24FFDi1hJTskJUdrOBsnOMQBW7MpVRqfQpyrylXtzYsNuTml0eTW4xLTSnkKMuhfBuJ60A4AzuSN5j7v+kz910uiqokvWBXKNSXZ6jzc/IOtLVNyz7Ja4QqSAgvpacBQrCilw5EWdOXvQZa4kW+lc7NVFySE+hqVknXguXKtkOBaUlJG0QNx5Y+Wr8tldaodGcnXpeerrTztNZmJR1ov8D/Cp65I2Vp5UKwrxQAgWnJVYa5USv1WkT0rM1K2JxyeVzutbcs+7MSy2pZToTsbSGmynj3lCjy75ituTcxqZP0mvStyJlXRIvUCapjbvBDYVl5CnEDZbVtjr+EICmyACd4hydu2gt3uzZnPql112SM+JZDK1bMuFbHCKUBspG1gDJBOYnIApi3GLrdmrednU1Vm4GK3PJuNSuFEu9IkTGyR+KpB/c/BbO8bxuwuFK3qRcbtsUdFUbu8zM1Y88qpba5wLVPtON87bXKHgC7sjcT3DujpTdB78Ac3miXVUVVqpBq4JS7ZumUF+kzCeGZSqbQ0Q8XAMNkAlSXEuDckkY3iGCdZrs7ci5J9NzGUVqAdrZ56S2aeqn4PXDdwHDbuPZCuLEW3Ta/TKhXarRZV1xU7SuB57QppSQnhUlSCCRhQIB3jPc442qfPtTrk2htmabMrMFhZeYU2FqCUq2kFQG2nrh1wyMgjkMAc71Oau5Gl8rT25C8jWGaJVzIvlmYXsvNTJ52SUgbXD8GlBQtw42NrAUVGJmvu1asV1IqFIr71QYvWnTkmpElMFkUoKbUhYwNlISCvbScKC9rI4ovrdEZX65TqGiSXUXVtpnZ1mRYKW1Ly86rZQDgbgTuyd0AVPQmbuWqgvzKa0zckvWJ9NwqSHOCdktmY2CjPWKB/cxZCeI7t2HIZ9GBXWZOpU+tsLdMsWEs1MB5pM+ko7NTLpJaeGAHAklJUcjfkCxN0YUApJG8Z7nHAHOVjCtzNs0W4aQ/dlRnWpCtJrQbm3lKmWkl8S7bZdyjhuEDYbKQSAFZyOPLLlzzM5zmhq62qW9XKE+lLUvONDnVbBTNZUQF7O0Dwmcdd1xAJBi+LUt+l2xRW6PRmXWZJpa1ttuPLdKStRUrrlkneok4zyxKwBSko7U6fqhSpOQkLpl6fJV8yD6plExMIckzTlJaUHTlPAF0IxkqUFhSlqBOI9taxcLVeriaZL151FQsqcl5Doe28tJqCXNpr+D3IcwchRxkDGTjEXLEWK/TDdZtjhXOiYkufuD4JWyWdvY2grGyTtbsZzAFNXWzcLlcuCqS7d0cPLLt12m7CZrYSrhcTWygdafuZIcGCAM53w26uUhupXrZL1Qlag7R2XZ9E67KcMODDksUoClM9ekKO7dxnAh5kq9TZu46jb7LjhqFOYYfmEKaUlIQ8VhshRGFZLa+InGN8ScAUDJ03UGWZpCEIqT9yy9k1qXk5uZQpRS+uYYVJoddI2OFLbYztHOUknx/VeduaVm6dVLflLmTa65Sni5JVTb6plKuHHCFCD90LgRnhijJKccZi/IIAoakT9R6JJqMt0dcplO1CfYebQ3MLUxJLp+ylCmRlYa4VbZ2SnCSQcCIunNXc7b1Co9yrvKnSEzTZ1luZlZF5+al54Tiy2VEZWhXBbHBrVlG5W/u3xb1v0uguVFymtPNqqU4qcmi4+tzbeUAkq64nZ3JSMDA3DdC9MaoWozOsyajWFPzCJhyXSijTSuHQwQHlIw31yUkp3jj2hjORAELr/ACdQndLZKSYl6nNTiqtSlr53ly68kNzbS3HCG0qA2UpUonGyMRoasUWfkpe230TVcrqTedOqDuZZT6pVhsYWcNI61AxtbxxqPHDejUm1Vzc/LNP1B1VOYZmJxTdNmFpYadQXG1qIQdxSCfFg5xiNifv22ZV2iNInXZ011tbtLVIy7kymaShG2opU2CNyeu3nigCvr9p1RuS7K1c9NpVQZp1Ps2oUsPLlFodqL8xsqQ020RtqQjYJyRgqWAnO8jXdkKjc2mOnVo06kVJqoSLtHmZ6amZNyXRTRKcGtw7TgGXDslsJTk5Uc4AJi3LcuGj3AzMuUmdS+ZV4y800UqQ6w6N5Q4hQCkKwQcKA3EHiMaDF7UB6qpkG3plRXPLp7b4lHCwuZRtbbQdxs5BQoHfjaSU5yMQAuauUiQq9UpvCzFfoNWp8u9M0q4aZLqd51WSlK2VpCVJWlY2CW1DCwkgYIEalMmLsuGzbRotcpLVNrE+yJ6rockFqlUho7XBrAICVOLKFFsqzgLBBxg2BO12kyVdp1Dmp5tqo1NDy5Ng52ng0AXCPIFA+7ElAHPtMlbjpNsy+n7krXti37wkmJackpeZaamaU46HMBad5Q2hSmldcQA2nJ3gwxW0K25agtAMVNAmrjn2GXahKzDiGqc1MLcQlalYUULQENoKlb0r3E4iz6nXKVTKlTKbPTzTE3VXlsSTSjveWltTigPIlJP8AzIiRgCstFpeq25V7nsaflHucpCdM9SJtuUcblVS8yS4phtSsjLTpWNnaPWqR3DjTaXWp26a9JTcvX5e5pSoPv0SYQ26Ke7KlghgLcA4Itgnr2ydrhBnB3GLOmJ9pmpysgpmaU5MocWlaGFKbQEbOQtYGygnaGASM4OM4MbcAc6XJL3c7YTEzRW7ql59VqON11oGY4c1IOS/BFGN5e2ueMqRuKOPrdiLQ0yYm5K6L2kdipppSKmy7Tue+FUkpXKtF0trc3qTwu3kAkBW1xQ97oIAoFEvXJOiorL6LpcacuqelasVszU06mmcPMqlimXUcqZBUwSpAKtg8oBEa90SVXatetW5Ps3hWpB+0Jhq333pV5bzs2VTG2l0NjKHNgy4RwmDsAg7ysR0E+6llhx1SVqCElRCElSjgZ3AbyfEI86dNNz1Plp1tt9tEw0l1KHmlNuJChkBSFAFKt+8HeDxwBTdLarU1fLUtVHbrp7knMyEzSEytPWGH5QSzQcaW6RsIHCcMHULwrsSnJ2cMmjgr0tPVSRq7UzNsJaZdl6q4l1lcwFKcy2+y52EwjdtqRlKgpB63AEWRuiMZrtOdueZtxDjnRGWlG5xxstKCeCcUpCVBRGD1yFDAO7G+AEq7ZeYXr1Yz7MjOLlZWlVVt99EqsstKdMtwaVLA2UlXBrwCeSIqz6gugXnqbNTVDrcyJ2sNPSLLFMeVz4lMkw2eDUUhBG2hSclQSMHJxvi3Y1KzUpOj0icqtReDMnJsLffcIJ2UJBJOBvO4cQgCiLEt2rWPcemcpXJKcWKVbdTZnXZSUemGZZx99hbbG2hJG4BSR3QjdyRYGl9JqQvO+LumZB+myNenJXnKVmE7DqksMBpT60fiFw8QOFbKEkgE4hsqdw02nTdHlJxbzT1ZmDLSaSws7TgbU7sqIGEHYQs9djiIjM/cFMkbiptBmXXET1TbeclU8EopWGgCvKsYBAUNxOTndAFWyMpXzpiqTYm+dq7L3NPuTYflnXZd9XPD7iUTHB9elpbamyFjOCWzgjcYS9n7wmaTVlSdNu2nOvWRJFmUacmHlMTomFbSEuI7J4I2dojCiN6hxxfrcuw3MuzCGkpedCQ4sDBUE5xnu4yY9YApGZerFCr1abbkLkmrTZuiXcmW22Zh9fOjkh16mwcuONCa2StKM/jbsZBknqKuavCz6Ywu7TQzS6i4sTUxNoAd54l3JYPqSQUkAObKVkK2RsnuRbkEAc7VNi+HbCk35du42LjRQaq1cyG+G2nZngFBkt7O5SzMbBaLXE2SB1u6NmpsXLT6Td0vTk3VsqTQJmV2BNLWp4uJ57KDvJ6xI4RI3ceRkmLtuiuU626BN1yrOrakZRAW8tDanClOQM7KQTyiJOAKknueJrVSbnUydxS9Oo+2JdtlD4VVp51vsgT9z53aR1qc4QXFE/iDKbS6pdbbDjjNOuwUd+VoUxPsOys0ZhLIdfTPdcoBTjwHAcLsAKWkKKU4jo2MHAEAUHTkTcp0Tl2qHc6JCqXhOOsuJlZgNcEqRTwa3EABxbalgpRvSlKwkkjZAO7Zkzd63bHqM4xVqip6m02Wq0tOsvy0zKPhtQdmULOEuJ2ioPNrG/ZSoHsQbdtiu024qSKnS3HHJYvvMZcaU2oLadU04ClQBGFoUPciTgCrdRWqw9dtWYnGawqlO25iiu04uZaqAW5t70b0ukFgoKt2EqA/Gz76hNXOdFKczNLqKrk2qUJ1VMLnCF3h2eeCOB37OzwpPJjMWXEZX67TqGiSXUnVtpnZ1mRYKW1Ly86rZQDgbgTuyd0AVDSmrikq3zhMy9aXaMvd063MtuJfURKqlUmXUCevXLh8uZwSkEpz1o3NFBkrhTpFWJKoVCsyry355FNmQ0p+dYlFPrEspST1y1JbKTgnaKRgnaiyYIApugzF09GrKE/TZ6RDVcn2Z8yC5lci+1zqsIeCVZLbKnCnZS5uSrISSMEqMm1fNPoVNnaLL3W7V5il1tM6l4zJWsInUKl0/detQ7wPC8ETgnPHHSW6CAKYrErLVZ22l0NF6s0ap3B++DLgnZcIYMg8hQ2ThxpsucFknA4QlSTxmCbkrpE9VpVCas1XpW55M0Z8LdVLqpQUwFBSslJbDQmA4FdcV796igxakhXadO1+p0OXdWZ6mIZXNIU2pISHQooIURhWdhXFnGN8Se6AKAs6WuGVXRZgoupLs5S6+1UFTPPaj1syFSYVt52F7BVsEYUQTjMbLyanVbdsWl1Bi55RYocpN3BUeCmw8EspGZRGyM88Ou7W2eyCEq5VJi8w61wpZ4RHCBO0UbW/GcZx3I+4A5+r1QvdVyz0xbNNuaWnlGvSyETTDqkrfDCVSZLhHBBsqSS0BlKc4KsqIj4mHw3ckzWqTQLxNOmqRRpZ9xUnNIcS4medL3C7SStQSlSS6lAysE795UOhIIAoQKvBVgSLjTdWmZ+mVCrpXTJyWmWROsCZVwLaHU5U06Gi3wKztJ3qSeLKbBoKZt3WSuzbKFtyQoVPamkqx/GuEmFhJxu2w2pOccikeKHqPKWlmJYLDDSGw4suL2R2Sjxk90mAKUkmq7O1muP1Wau2WrUi5Vm1S8vIuolZmWWHOdil4datITwRQEHhEubQx2RMpotL1mSuGXam0V0MTNoUt+cM/wAOpJqALiXt7u4O7OxtJGOJORui3IIArm6avSqpelPoU3SLgWxTKizMtlmizSmZia38GeGDfBBtBVtlRUBtAb8JOdGgUWnjU2VuCzGazT2Jl+c6ZJd9uYZln1YOw4WnsDheFwQtA65JUSSCItSCAKfvOg1mvW3dFbakZtyZcr0i5Lymydt2Sp802opSk7ztlMw4kfjbacccS9Bka+/fV9XNRG2WW6g1TZWnrqDTiWnVMJcLrmyML2cOhAPKUHkEWTBAFY3/AFVh+RZtK5qXVpgTLTT9WdpNDnJhh7CgQwhSG1AbRSAraO5O7jII2NWaQ/U6/Y1QmmZ9dFp9VcfqDcspYW0pUs6hl08GdoBK1YJSet2geIEixoIAp2WrFUptgmg3E3csy5Upifl2KgikzM5MtU0PLSyp0tNqPClpQCdoA79pW8EGLqtDmJOlahSVLolRErc1rScnQZcyqwpJTLOy4YWCPuZSVIUQvGErJPYqxe0EAVvqTbctVLLt6z60zNVGWmX2pOcWywtzCed3EKdJSDsYUUkKOADiEF+lXm8xp5ULupk69WqXc0tIvLl2HHwZWWRMNrnFFIOwl5am1nON2xHQ0EAUaukVaYuDWWcafuGQZmltmVbYkBsToTTm2iUbbSi516SjrDye7GrLSs5MWfp7b70hcVMblrekXq5NtS80hbbcuhI5yaSgZDzjgIXxENpV/OTF+QQBpUmpNVAzaW5ebZMpMGXXzxLqa2lBKVZQSMLT1wG0nIyCM7jG7BBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBAFdrRM1fVWiXBRZuprlJVubkanKTkkpplhvZ3Lb4RCVJcLqGxlJIWjJ4gIl7xnxWtI63OyclUMztHmOBlnJNxEwVLaUlKS0RthRJA2cZ3xLOXHSkXexavDLVVHpJ2dCEoJSlptbaCVK4gSXE4HGRkxs3DVGKJQZ6sTTbzkvIy65h1LKdpZQhJUrAyMnAJxAFWabuLptrW3JvzN2TM0LbTJzEi/TXAxJrQwlSlKPBJwoFHBgZUSVAAcZhWsaVuJUlbFErBuykc60WiLpPOVNcwHGmkiZZcWRstK2wUuJdwC2RjxW/SL3l6lISVQZodcRJT0kZyVfXLJ2XEcGHANyyUqUk7grGeLjiZtesydxW3TK/Tw6JOpSjU2xwqdlfBuJCk7Q5DgjIgClaPTay/cdLXPougszF31qVm9tc2EGmKQ+plKuRLJWGNlW7kAOMiIygC7J+l0mk3FNXtTm1UtCaZNStOedfRNNTj+0FrIy24WhL4U6NlSNrJ7LPR8Y3QBSEpL15q+kVFCbkLnT68xtL55UyKauSOetPWBjhQnCsYCgMERo6b06pUuhWhS6nS6wxb7TlXYrDIafSpubL2ZdSx2SmyjhAFJynbUk5zgxf0eEnNys5LiYlJhp9kqUkONrCkkpUUkZHcII8ogClaQxfsi1aczU+iVWmGktMzcjM8Kh/gVTi+CfQ+nrC+hrg+Gbc7JKd5Bzmf1XdqRufnKekarM0Cat+cblDIsuuDoiSAA4GslJLZ6wq63O3vziLRyI16rON06mTU+8hxbcsyt5aW05UQkEkAcpwOKAKGtmWuRa6BRqyq7KTztSKM7RzJU5ZAW02kTLLi8bDStsFLiXcAoIx4rI1EZmHb508cZlZl5uXrL7r62mFrQygyMy2FLUAQkFa0JBON6hDZb9Ula3QafWZLhOdZ+VammeETsq2HEhScjkOCN0a1ZuGSpNbolJmm5kvVmYclpVaEZQHEMrdIWc9blDasbjvEAVho5PV16+GVzUlcknT5ugFbjVTYeJRNom1hQdcWkJU8EKTkpASRgJ2gkGIG/aTPTl66qp27olGqjRpCWk0yFMW61UXENPhTWeDO0MqSlWytG5Z64cY6DBBzg8UJVX1KotLq1fkJqRq5TbzDUzVH2pXhG2GXEqUlzcraUnZQsnZSSNk5EAV+zK1Uan0Kcq8pV7b2LDbk5pdIk1uMS00p5CjLoXwbietAOAM7kjeY+7/pM/dVLoqqJL1gVyjUl2eo83PyDrS1Tcs+yW+EKkgIL6WnAUKwopcORFjP35TBdLNuyMjUalOP0xNUZVKtoU05LFYQFhalgHeRu49+eKMHUKiNXBbtCnmajT524W3lSCJqW4MFbQytpRz1qwN4B4+QmAEe05KrDXKiV+q0ielZmpWxOOTyuAWtuWfdmJZbUsp0J2NpDTZTxjJQo8u+Xrrs5MalVCk12WuVMs6mSet+apaHeCBQol5CnEDYbVtjr+FICmyACd4hscvOjDURqxWzMPVhdPVUFhtrLbTIUEZWvOASSOt3neDxGGLIgCmUMXY7UkF1FXZuBi73TMOAuc7u0YrUdx7At877IAHXB1P87JhSt+k3E9bNITU27wMzNWPPLqPCLnAsz7TjfO21yh4Au7I3E9w7o6TyM4zGffgDm80W6qiqtVJLdwSl2zdMoL9JmE8MyhU2hoh4uAYbIBKkuJcG5JIxvEME6zXZ25FyT4uYyitQDtbJmktmnqp+D1w3cBw27j2QrixFsUm4pGpXHWqCw3MpnKPwHPO23hCg8gqQUHPXbgc8WDG7Tp4zjk4gyc3Lc7TBYCn2wkPYSk7aN5yjrsZ3bwd26AOd6nN3cjS+Vp7cjeRrDNEq5kXyzML2XmpkiWSUgbXD8GlBQtw42NrAUVGJmvu1asV1IqFJr71QYvWnTkkpElMFkUoKbUhYwNgBIK9tKuuC9rI4ovnIiJua4JG326e5PImFJn6gxINFpG1suvK2UFW/cnPGYAquhNXcs0F+ZFaZuSXrE+m4VJDnBOyWzMbBRnrFA/uYs7PEd3IuGfRgV1mTqVPrbC3TLFhLNTAeaTPpKOzUy6SWnhuDgSSkqORvyBYeRnGd8BAUkjPHuyDAHOVjCtzNs0a4aRMXZUZ1qRrSa0G5t5SplpJfEu22Xco4bhA2GykEgBWcjjyw7c8zOc5obutqlvVyhPpS1LzjQ51WwUzWVEBeztA8ITjruuIBIMXxalv0u2KI3R6My6zJNLWtttx5bpSVqKldcsk71Enj5YlAQeI5gCk7hXVqZqDISVIkboalKXWaVLKdWmYmW3ZFUupCyheCOC2ilK9oqWVgqVgAGNnVegu1DUV+YfYriGXLSmJeSmaat5tXPomErbSFtEdeMBQCt24neAcXHkZxnfEQLikTeZtQomBP9D+iAVwf3ItcJwZwrPZBXJjigCnqhLX3Lv3G+mUqL9b6XrdbnnpVlaTMlp94z6GFgBKnODWrAQc9eMb8RsTS69I6htuIlq6/pxNVFsFpph91TbxlVfiAFwSxd2MjGzwnizFtSFwyU5dVUtttqZRO02Xl5l4rbw2pt4uBBSc797S88WMRKr2VNkbRAI4wcf4wBztRJy4H7Wt+fSbinG5yj3JIKW0H3lGZ56HOqXNnJSsJQ4ErVjGCNoRI0hN0ztWo8hcMxd0g6inUeZpTstIOL23EIHPTbrhGy2srBDgdxlBGCeS5rVoFLtqjN0ijtOsybbjjiUOPLdIUtZWo7SyTvUonj5YlN0AVtpp0dYvSrytQYmZyQcQ7MS1ScS6y4nafV+55hpZ2S4kE7DiMBTaRkDrc5uyXfXr3Yz7MjNrlZWlVVt99uVWWWlOmW4NKlgbKSrg14BPJFjgjfjk3QhzOp9OZqcrTul65XJmcamnpNCZEZmG5cgOqSCsHHXJxnBVtDAOYAg7fnjQdYtRqhOUqsqlppqmCTVL0x9wTKmmHAtLZSnZJBIHHjfxwo2vb1YtSsaYuVelTrLcvP12fm2JWWcmG6Y3NhxbTKlNpUBjbCd27azjI3xaEvqVSZmpVORlaRX5hdLYl35wtSO3wbb7ZcbISFbaiUg5SlJIIwRmPWZ1Ht7hLcTTBN1lFyNuuUtyQQlxDwaRtrySpOyQnkON4I490ARlg0yfmtVLuvRUhM02mVCVkZGVRMNlp2bUxwpVMKbPXJH3QITtAKISTgDGVinyc/TNQKbU7Ml61Ly1brTvTFbs/KKMqxvWXJ9pxScNKK0pUNlRS7tjABi0rWuekXFz81T3XEzdPeDE9KPtKaflnCAoBaFbwCCCFb0qG8ExHyd9UqbqSZaWlKk7LqqTlLE8hjMvzy2VBaCc5SApKkbRSElQwCd0AV5qTTLkrlPqd+0aWPP8Ab9QbmaPKO095M06mUUoLbRvBxMBb6R1pylaDyAjTux2t1Gu3DcFOlrsaKHbemKS3wU2gNlT2JoBrsdzRIcSQQBnO+LhmLmozF3ylpuzYRV5yTdnWGCD1zTakpUc8WcqG7jwFHkMTEAU5qlRK/eElcVXo6USs3QXGzROepF7hTMyqg+XGjkZS6vDWQlQKU7sg4h1qFRmLj0ocqLCKzQpqoU4KCUyazOSTi07wWiAoqQScgYJAODxGJauXLRqLV6NSqlNhibrUyuWkUEH7o4ltThGeIbk8vGSBxmJjkgCl7YmLnVd1st1Wm1CRl2+i7M8ZFc0uQf61ktPICt7aVHhNhKt6SFBJIwSqW61f9NtuTfpcvdTtUmbK4SdRMl8uOTbc031oLu5ExwJeCRuJ3dwGOksgDJ3RmAKYrErLVV2210JF6s0aqXB++DLgnZcIYMg8hY2ThxpsucFknA4QlSTxmPmnyl1pn5RlKKuzcEndykuuKW4Zd2jbasZUrrFN877AGeu4UZ7LJNu1Ke5ybYWmTm5vhZhtjEugLKNpWztqyRhCeNR5ByGNyAOf7Ml7jlegkw4LqS9OUqvt1FUwZtRymYBk9rbzsL2SrYIwognGY2aT0SqaLHlKnL3RJokaPIT9dnFMzYemphDYS3JJ3cZcClvHuBKSevOL2yPegyM4zAFBNVO9V1apvUCn3JLz0xRa82yzPsOqBqDcwhUrtuKHBElHCFvGEBJSnaVGtNpqTl1KrNr0e50Ut2m0ZuqKflJluYWyideM22CsBRdCVoKwnepO3jJMdDxqUidNQkEzRk5uTKlrTwU02EODZWU5IBO442hv3ggwBTdZk7qZlqy5SHZxdLbrKpijSU63MKZmmOc0h1hS0fdGUl4uKZXv2VpGEkbMOl1NTtcoNrUJdOnGEVSZlnKk2+C4ZdhlIfW24sbsqUhDR7u2YesjOM74iZ24ZGUuqm246iY57qMu/MMKS3lvZZKNsFWdx+6JwMb8wAp6zUzohM2Wp+XnXafLXBwk+uV4QFpoyc0jaUW+uSkrWhJI/nDO6K8nqRfkrL0Bmmt1WYqUpK3KmivzSFrcYbWgiQS+6sYCyAkDhDncM7wY6F2hgnO4ccZgCh66u6peWcqlqytypoxpEj0XlCl4zQe57a4fgUr6/hxLcOFlG89ZxqxHg/Up9ys1mcopr5pNLvCkO8C23McIxJqlWi9hk/dODJWVFGzyk4i/4iqPb9MpNUqtTkm3kzVWeQ/OLW+tfCLSgISQFEhOEpSnCcDAEAUmTcZkJKn1hF2yVCmqjXmXHmafMPvsLXNbUkopTlxKOBK+DWAQlWyDjdhqorVyyGolJ4Q1SsyDrbMvMKnUrZmpNSJT+GKk/cXmVkdejcUvKyM8QteCAKK1wRWqh08UecpNbnOHpMqbcElLPOtOEKJfT9zBSHdsJyF4yjZxkZiWogrk9qlNdF5m5pSdkay47JtsyKhJzVOW0AhKniODLYySpBw4HE7h3bfggCotT26zO365S5qbuaQpr9Nl10ibo0it4pm0POF0Fachpwp4HBcGwUbYz2WYyUl66zfSKklNyFYv19naXzypkU1ckc9aes4DhQnCsYCgMGLwggDnh1NcY0/YpstSLmbm5mZuZxhTMs+lDbqn3nJbbbSkK21haVNKUUpG85J2RDFpvPVSsT7SbilrqYuBl9uaknlS77Uq9KqlkhIcUQEbG0VbbasL4QZxxRcsEAVJoeiqzE01U6xNXQisdDBLVmSnpFTEsmbSsEuBSutcXnaCVNkpLZGcYSIhLoFZn7mXLVWk1x6qSd8yEzKrZlXnJcUtK2yhaVJBb2QNsrB3heSR2Ji9oIAoi3GLiqMnVXqtVbxplxNyc9JVFLNLWWEqU79yfQexf2RslvgjtbBUDjkzJTlfXONU28KJXJWjzEtNyjL9AE060Z3hE7L7eMuspUg/ctvrUKSsZxgm9oIAp4s1ma1Rek6tOXVJKk6lJzFJXLSSlsTEmGGw4hx8ZbAK+G4VKsHsSnPW4TGW77p9uyE7QmLrdrMzSa4ibS/zypaticQqXH3XrUO8DwvBZwTnlzHSkEAc9z66pK165q1a1KuNqhzLtDMysU2YLrkojh0vhttwBaykqb20p67ZKtxJOdmqUWoL6CyDE5edQpRpNccLjyZlg5JaXLIKUYUnZPCBoL6/CcdyL7ggDnhxi72ufq7I02uLuWbsClbL4l3eFcmG3Hue0DawhL4QoYSrBKiMb8mLE04mpemyzr7L90TslWKkkSqJylvNJlVqaJUlKFJ4RprKCSpeE7aiAd8WHBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBAFUUa3b+ktV6HUai7RJuSRT6iJybYlnkqUp12VISdpZAWQ2Nn8UJbUP5sNd2TMzW9J6y/L0ipMzM9SJhLUg8wBMha2lJSgoBICskbs48cbEjeEpPXc/b0pS6w9wClIdqCZQ85JWkAqRwucbQJ2SMceRyGJW4amxRKDPViabecl5GXXMOpZRtLKEJKlYGRk4BOIAq/TyVfpFvW5KGk3iueRbgkZ1qZDplpVSGEqUQFnBWVoCEhGc57ghWs227h4C3KTcdHutpMvRqKaY7IpaQmUflmgH2nVqBUyeEBKiDsuIVjrsYi3aRe0rUpCSqDNDraJOekjOSr6pVOw4jgw4BuWSlSknICsZ3jjiZtesyVw23TK/Tw4JOpSjU3L8KjZXwbiQpORyHBGRAFK0W06gq5KVMT9u1JTS7xrRm1OtKKVUx1D5aSsZ3sqWWSEHdkcQwYi6BbtzzFKpFHuakXmJJVLQxT1SJbDslMszj6gFrXlTJLZltl0HGygpJ3YPR+B3P8INw7kAUdKW5V2b5RV26JVUTBv55wzBQogU5ckUKOSccCp3G7iyAcbsxr6eW1VqTSbQkKpbM2mhyTlWl6tIiVyBMLdzLzBbTnhUcGFoCgDjbB8ab53dyPGTmpWclxMSkw0+yVKSHG1BSSUqKSMjuEEeUQBStGty9qZL2q6+1NVOck0MszMlPJLqOdzOrU2puZSctTDDWxtlWUuJSEnJwYYNVJSrv3WEzFEnqzQZmgTkrLolWuFDE+ojCnE5BG031qV8SSFAlO1k2hkRr1Wcap9Mmp95Di25Zlby0tp2lEJBJwOU4HFAFD27btxKfolMuOk3U2hmk0ZdKdkOCCZR6XaAeadcIJZPCDKsHC0KxvIxFl6gSc7M3tYExLSU1MMSVYffmnW29pLKDJTDQUo8gK3ED3e4IaLfqkrW6FT6zJBfOs/KtTTO2nZVsOJCk5HIcEbo1q1cElSq3RKVNNTBerMw5LSq0N5QHEMrdIWc9blDasbuMYgCsNHJe4Wb5am523a1RpGaoBbfZmSpaETaJtZKVuKUS6vYXucO5Y4sAYEPftsVGo3pqa4qmXYWqrSZCVpppyVJanHW23gtC8kIUjK0BXCYSUqUN4zF+jHJjdCVV9SaHS6tX5GakKsRbzDUzVJhqU4RthlxKlJc61RUpOyhZOyCRsnIgBFRRq6dSqJP3HS6xKhqxm5CdmKCh1DLc6XUKW22Wt+yAFEbtkYHLH1etvVW7aHSpWm0mtU6pUyjOTFHmp5nr2ZyXmGVSxcVnCVuBlW0D+K4Qd5xFgzF90vppZt2SkKjUpx+mJqjKpVpCmnJYrCAsLUsA7yN3HvzxR89UGhtXBbtDnmKhT524W3lSCJqW4MFbQytpRz1qwN4B4+QmAE61KPX2dZqHX6vSJlt6btqc6JvttlbLE4/MS7iWNvlCG2igHi6wcpiRrUpPP6mz8nXrcq9Ups3zi9Rp6TVhuTUyracQtYUlTJ2wFk8S0nZ342Ya3LzoqdRGrFbMw9WF09VQWG2sttMBQRla84BJIwned4PEYY92YApq3LfuYTFuqn5Ocar1Prk+5Xahsngp6RWH8AEHDiV7UvsI40FHEnZ3qNu2TVxa9Gl6nbNXVMLsafl6klxtai5PBxsywX13XOpHC7CjnZzuI3R0nkZxuzBgdz/CAOdHLJuWqtVeZmqVVGbnm6ZQl0mpL2kmXm2WsPOKWDhBSrO2DvUDgbQOImpy36tOXKpqaodXeklahGdUVoWWlSKqfsKUd+9oujBSd2eTEWzSbikKlcdZoLDcwmco/Ac87beEEPIK0FBz1wwDniwY3adO8+OTiDJTctztMFkKfbCQ9hKTto3nKOuxndvB7kAc8VGkXj1LpahsWrcBn26HWGpF/Klql3RM5lmggqw2vg0oKHTkhKdhOCTE5WJC4anXNqftasTM+i86fU5Sc53GwmmJLZCdokBBbG2FtnftZVg5zF7daO5ETc1wSNvop7k8h9SZ6oMSDRab2tl15Wygq37k54zyQBVlDt+6kigqmZOotXFT6zUHK3UG1FKJ6SWl/ZCV5wvb2pbYTxtlHEnZ3s+i9NrdJk6jTqtLcIw0ZcSlRclzLPzaOD3h9nJSHUbkqcThLmc4BBiwsjOOWAhKkkZ3HduOIA5v0+oc/M2nQ6/QKTVpiflZGtoqakzTkuqotkvpYlg6TvUXA2UKGeDCScpzg/bVDuSam+d3LeuBmlO1yhTgYDDjSEsBgtzWUhRIAKcLCiVK3E5zmL8tqhUq3aSilUWTRJyTalKQygqKUlSipWMk4yST5SYkRsniwYApWUplWp+p1JRTrWq9PplNuAy63Gwp5t2RVTVNNr4Qq3MhwNjgkjCCnaO85jb1XtFVcv6YmZ2hTtQknrVmJOUclwrrJ0vpW31yT9zUNykrOAMHeIt/dnkzEQLikDeZtQtzAn+h/RAK4P7mWuE4M4VnstrG7HFAFQ1KgX2gXClEvPTtTNv28xMzKDsCoqln3VTzTbmR1y21kcmdvHdI9p2k1+Q1GTVpah1OZsKZqTanaSywdpL3Oqk88cAcEM8IUgpx2Q28bsm2ZC4JGcuqqW421MInabLy8w8Vt4Qpt4uBBSrO/e0sHixiJVYSpsgnrSOMHH+MAc5W9IVuatG3Z6UpNVnmn6RctLcDOXFNvOTeZdDnXbkgNrAUchJ3ZGYlKPQbjfqtIkrmpt17KKdR3aXMSRa2ZV9hscO084oFTR4QEqOcOIUR1xGIum26HSrepKKVRpNEnJNrWtDKSSEqWoqUd5J3qJPlJiR3QBW+mdNrlOvKrc9yjr9MmW3H2Z2aZLM0wtUwomWcOSl9IyVIdABCcJVncY9rrkZ9/XWyqizTpx2RkqZVGpmaSyS00t7nfg0lXdPBL8m7PHFhAjfjkjwqMyJOnzM4Jd+aVLsqd4FhG065sgnZQMjKjjAGd5gCs6K5UaHq7qDVnrdrc1LVBumJkVS8ptJmVMsrSsJUSEjBUBlRSN/HCtb9o3Bala04mahSZuYMrP1ypVNNPZU+1IGcC1IZBA67ClhGQOME7hF8yzgeYbeLS2itIVsOJwpORnB8cfZ2SeQwAgWJRao/qXc98T0g7S5WoyknT5KVeIDziGC4pT7iUkhOVOlKUk7QSnJxnAWJWjVeS1BptwWjSK1RHqpV3OmmlvpKqc+0AsKnEk9al5RS2UlshS89enjIufIHijG7/wDsQBSl6Ua7J6ko1DpcnNGt06toqUlSVSGzNrYRmXVLbe3uDjClqxjG0vj3ZjWvihVafui567JUGsqmC/bz9KdDawpCkP5mSgZwkhs4XxZGRvi6ZOd54np2UMlNsiVWhIddbAbf2kBWWznrgM4O4bwRG2dnxQBUWpNtXBeVNuiekVP02bkFNpoiH6eVOl6UUJht5pW1uDj3W8RylI7uIlNSV1q6dAKg4zQqpLVmfpyD0OQkpmWXypJKBgg5Sc7weIZhzua4JG325Bc8h9SJ+oMSDRab2sOvK2UFW/cnPGeSJbrex3eSAKTeoNdkbkqrdMolQFsN3bJzj8klCgiZlFSIQ6ptBPXpTM7Li0Y67YUcHO9006pVUpVu3EzNNziJN+qTb9IleEIdYlVAbLac9hlYcUlP4oWkbsYDnNPtS0o9MuZLbSFLVsjJwkEndyndCMjVKmGorp6rduZE01Is1B1pVPG03LOrKEuEBecZSrIxtDZORugBGlaHdclb8pIOUudnUSVxUZ9ifZlly8zMyyHEl0zDIVjbbQCla09a5nIGciNemWzc8tXpSepFKqUhUHa3cSefHkL2US7qHTKcIST9yLnBKSnGARnA3xYydUKAJeszj0jWGadRJ52RqM6ZIqal3GsFZVskq2AFAlYTsgbydxxtPX/ShcU1RJKn1SpTErIs1Ba5JhLrapd0qDbiCFdfkoVuSCd3FAFcTlLnKnp209L2bc9MrqXqPL1JtalBTxYnG1vrTsLw51heJe41pIGTxD3uGzq2w1dlFo1LmWJhTsiu0J2XKg3ItoSjKNrP3LYdDq1g9mlzHXdiLdtqvUe5KIzWaJOtTkg/tbDqQRvSSlSVAgFKkkEFJAIIIIBiJtq+aVX3qdzjKVIStUYcmKfOOS+GJltBHXJUCcZBCkhQSSMkDcYAraTt2ry98orLVEqzcx0/PO887CzimrkihR49zKncdb3QDjdmNdNErc5prRrWmKDWZeYnKlUmZ2ouMKcdp0gqaccUW95VwrrZbQ2oAlO0Tu2cG4pK5aLOXZUbWl5tKqtTpdmZmWMYKUOlQQQeXsDnHFlOeMRL4Hc/wgCjqbL1wag0eap9oV2kSMpXC0S4hTgVJKpqmmlqUV5S0HA0C0kYQUlSuuOYiJOhXpOy1EMlb9Vpl3Sts1mQqFUmEhKDUnUNcG7wu116VuIWpK05wCBuxgXjMXLRZe8JS03ZtKKvNybs6wwR2TTakpUc8WcqG7jwFHkMbNwVWSoVDnqzUFlErJMLfdKU5VspBJAHKTxAcpMAU7O2zWZ+ZamKNLVi25B2jybM21zpwwE+2+laFOME/dkISlaXVA9elacKUUgiw9OZ6poolJpNXtx+lzpkVvPFgFUo0pLmyEBSlbaVKBCwgglKcgnIhrZXwjKHChTe0kHZUMEeI+OPvdABBENR7kkKnX63RGETCJqjONImi4jCDwrfCIKTk5Gz5MHdEzkQAQQRHXPWJW37dqNdnUPLlafLOTTwZRtL2EJKlbIyMnAJxAEjBHjJTLc3JszTW1wbzaXEbQwcKGR+uPXaGM53QBmCDIggAgiInbhkZS6qdbjyJjnyoy78wwpLeW9lko2wVZ3H7onAxvzEuCIAII8XpuWZmGJd6YabemFFLKFKAU4QCohI5cAE+QR7AiACCCCACCDMRFduCSo9UotPm25lTlYm1ScsptvaQHA0t3CznrRstr37+KAJeCIapXHIU+6KTb0w3Mc9VZt9cstLeW/uKUqWFHO44UMbt8TORABBACDxQZgAggiIolwyNWrFZpUsiYTMUeYbl5nhEYSVLaS6kpOeuGytO/u7oAl4IIxkYzmAMwQZgzABBHjMTctLqZS++00p9zgmgtQBcXgnZT3ThJOO4D3I9sgDJ4oAIIIMiACCPlxxttCluLShCQVKUo4AA4yfFHzKzDM1LNTMs6h5l5AcbcQcpWkjIIPKCIA9II1KNPGpUuXnjJzckXkBXATTew634lJBOD7sbZIEAEEalPnjNrnEqk5uWErMFjafbCQ9hKTto3nKOuxndvB7kadrXDI3FJTU1JImG0ys8/Iupfb2FB1lwtr3ZO7aScHlgCXgggzABBGtVJ5inU96emSvgmU7SghBUo9wJSN5JOAAN5JEQtl3jTroeqUoxK1Gn1CmOIbnJKflyy81tp2kKxkgpUASCCRuI4wYAY4IWJi9ZFq6XaE3S6zM8ADzzPMSRXKS6g3whStwHcoJwdkAnrkjjMRclqhRlvTiKrSbgoLcnTnKk67VKeWEBhspCiN5OcqGE4yYAe4IhqDccjVp+bpyWpmUqEo2y89KzLew4lt0EtrwCQQSlY49xQoHBERlyX9R6BWpen1CVqgYdmWpRyoNyalSku86QG23HPxSoqQM4IBWkEjMANkERN11+Ut2kGoTTM1MkuJaZlpRrhX33FHchCB2R3E47gJ5IgqnqCxI0yTnV2tdbpmZdUwtlqlkuSyAcfdgVAIJwSBknAPFADnBCcNQqc69R2ZGj1+fXVJZiZxLSBXzo29/BmYOfuWd538iVdyN+/bzotk02VqdfW8zIzE41JmYQ3tIZW4dlJXvylOeNW/HLADFBC5d950a2KjQ6bUVTC5yuTokpFllrbUteMkneAlIHGSeWI8aj0XoBddbVKVNMra0w9L1LMuNoKaQFuFA2uvAQoKyOMHdmAHOCNWkzqKjS5WoNNuttzLKHUJcACglQyMgE4ODG1ABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBAFX0W3ZB7U2Ru22rdn7deUubbr/CSxlUzycEIK0di6suYWlwZOyDk78QyXZMzNc0nrL8vSKkzMz1ImEtSDzAEyFraUlKCgEgKyRy48cEEAJmnko/SLdtyUNKvByeRbgkZ1qZDplpVSGEqUQFnBWVoCEhGc57ghXsy27h4C3KTcdIutlMtRqKaW5IJaQmUflmgH2nVqBUyeEBKj2LiFY67GIIIA26LadQVclKmJ+3qmppd41ozinWllKqY6h8tJWM72VLLJCDuyOIYMRdAt26JilUij3NSbzEkqloYp65Eth2SmWZx9QC1rypklsy2y6DgpQUk7sEggCelLcq7N8oq7dEqqJg3884ZgpUQKcuSKFHJOOBU7jdxZAON2Y19PLaq9JpNoSFUtmbTQ5JyrS9WkRK5AmFu5l5gtpzwrfBhaAoA420nxpIIA2aNbl7UyXtV19qaqk5JoZZmpKfSXUc7mdWptTcyk5amGGtjbKspcSkJOTgwwaqStXfusJmKJPVigzNAnJWXRKtcKGJ9RGFOJyCNpvrUr4kkKBKdrMEEAJ9u27cSn6JTLjpN1NoZpNGXSnZDggmUel2gHmnXCCWTwgyrBwtCsbyMRZd/wAnOzN7WBMS0lNTDElWH35p1tvaSygyUw0FKPICtxA93uAwQQAn6OS9ws3y1Nztu1qjSM1QCh9maKnEom0TayUuOKUS65sL3OHcocWAMCHvy2alUb01NcVTLsLVVpMhK0005KktTjrbbwWheSEKRlaAeEwkpUobxmCCAN5FGrp1KolQuOl1iVDVjNyE7MUFDqGW50uoUttstb9kAKI/FGByx9Xrb1Vu2h0qVptKrVPqdMozsxR5qeZ69mcl5hlUsXFZwlbgZVtA/iuEHecQQQBvWnR6+zrNQ6/V6RMtvTdtTnRN9tsrZYm35iXcSxt8oQ20UA8XWDlMSValJ5/U2fk69btXqlNmxIvUaek1YblFNKKnELWFJUydsBZPEtJ2d+NmCCAIe3LfucTFurnpOcar8hXJ9yu1DB4KekVh/ABBw4le1L7CONBRxJ2d6jbtlVcWvRpep2zV1TC7Gn5epJcQtRcng42ZYL67rnUjhdhRzs53EboIIA2HLJuWqtVeamqXVGbom6ZQl0mpL2kmXm2WiHnFLBwgpVnbCt6gcDaBxE3OUCrTlyramqHV3pJWoRnFbaFlpUiqn7ClHfvaLowUndn8XEEEALtRpF49S6WobFrXAag1Q6w1Iv5UtUu6JnMs0EFWG18GlBQ6ckJTsJwSYnKxI3DU65tT9rViZn0XnT6nKTnO/WJpiS2QNokBBbG2FtnftZVg5zBBAG7Q7fupIoK5mTqLVxU+s1BdbqDailE9JLS/shK84Xt7UtsJ42yjiTs72fRem1ukydRp1WluEYaMuJSouS5lnpxHB7w+ySUh1G5KnE4S4TnAIMEEAVhp7RJ+ZtOh3BQKVV5mflZGtoqakTbjCqi2S+liWS6o71FwNlChngwknKc4Po1Q7lmpvnddv3AzSnq5QpsMBhxpCWAwW5rKQokAEYWFEqVuJznMEEAMcpTKtT9TaSinWtWKfTKbcBl1uthTzbsiaapptfCFW5kOBscEkYQU7St5zG3qvaSq5f0xMzlCnqhJO2rMSco7L7XWTvDpW3hST9zUNykrOAMHeIIIAialQL7QLhSiXnp2pm37eYmZlB2BUVS77qp5ptzI65bayOTO3juke07SrgkNRk1WWolTmbCmak2p2lMsHaS9zqpPD8AcEM8IUgpx2Q28bswQQBAW7I1qbtC3Z6TpVVn2X6RctLc4HLikPOTeZdLnXbkgNrAUSQk7sjMStHoNxv1SkSVzU269lFOo7tLmJItbMq+w2OHaecUCpo8ICVnOHEKI64jEEEAOOmdNrlOvKrCblHX6ZMtuPszs0yWZphaphRMs5vKX0jJUh0AEJwlWdxheuCiXOly92pWnTdRlKnSqqZZ1bCmp2VmFYCGUuJOy+04rrmzuU2E4JwdxBAEJU7crz8xVqqmgVtU+0i2V09zYXtocacHPRR12AQ3kL7oyOuhytWTmnrkn27jtit9GJGoVB5FVSs87TMo6VhkJUlfXgNFtAaIylSM4GAokEALlh2nUaXSLAmKrb889JOUp1m5JZ5C3Xufgy0hl51BJLgCUPIBAOOESfGlbn7LvJFAqiJ2k1qeqkvbEsmmupWpxbcyiffW0lK9rBfbYUwFL49xG0d8EEAPFZZrkpUtQ5yUtafqzk3PyC6M1MNrVLrcMuhsukE/wba8qWAN+zuBJELl4W5VpCyelq2rfuSfeZoNSQxVnEKDj1QKm3NsNlQDS1rypDpGUhJQjGYIIA3qxI3DU65tT9rViZn0XnT6nKTnO/WJpiS2QNokBBbG2FtnftZVg5zG7Q7fupIoK5mTqLVxU+s1BdbqDailE9JLS/shK84Xt7UtsJ42yjiTs7yCAGjRWm1ukylRp9WluEYa53EpUVy5ln5tHB7w+zkpDqNyVOJwlZOcAgxinyM/6oesVZVOnEU5y2ZOTbm1MkNLebmX3FICu6EuIPv8AcgggBctE12j0nUOSRaVXnJ6rXHPzFOZclw2y+262hCFqcUQlKCQc567APWncDqaaW/VdP7y51naZVqlLSNm0qkom5SUUtExMMLfLiUE4wAHE4KsDG7O6CCAHPSWgVq3bZr07UZNtmpVmsz1ZFPS6FCXLysoZKxuKsJSVEZG0pWMjeVSyaVUrWu2UmrUo1wyNpzdOmZ2r0CbZKm5Ca3KbTKbR3LWouBTaFFvl3bskEAYnKHddHrNn38xLTE9PLmnWqxIS0gUviVncLcC1bR2uAWhrAwNyDjjjwkreq8vfKKy1RKsh/p+fd552FnFNXJFKjvO5lTuOt7oBxuzBBAHrelGuyepLeodLk5o1unVtFSkqSqQ2ZtbCMy6pbb29wcYU4rGMbS+PdmH2+Jabr7Nv0pmSmOcZyoMzNRUtrAbYZHDBCweIqcS0jHcKu5BBAETrLLVZ6at5bUjVKhQQ++3VpenMoedwtopacLSwdtCVZyACRtBQ4t1d3lZtZErVm6ZRrlm3JS0pBmlPTLhdmBNtTTqgdtJCeHS2W8qHJuyd8EEAT1dkKujUC4p7pXq09T5+u0khxDawgNIlVpW6WwQXkJXspKDuBUFEEJiKsum3F0IpNGvS07nqMq/RkSUuttwpckZtqaf4QrUFgtbSDLlLwONlvGRxKIIAYqPR6u/qnNvV2SuUTknWnJunTsvwSZFySW2EpbW5jaKUgqBZPGsBQH4w8taabW6hPXPIvW9Ua1IVG03ZSimVb4RDE8eG4QLGRsKWFMbLhwMIIyOIkEAadr0atOXW45XqVdjVQkZpUzT5iW4JuWXKLlkoDSnQNobPXJLRP8IEqH86PCm0+76HSpREzQJ2uUeQqkqucXLyxYnKjKGWcSOFlirC3GXS0VlG53GQMggkEAZrdtTj1Xl6Uuh3kxbszTWTSBIPIU9ITSZl11YccWVKl1EKZKVA4CUlBIxsn7lLdrLF8JrDFFqrc10+vuCZKFkCnrkSgnO1/AKdxu7oBwMZgggCHlaJes1KURySturSN3Sds1iSqFQeAQldScQzsOB4qwsLWhakrGQkEDdjAkFW29O0eSm6fQbxYTOXDSHp6Tn0paDSWlEPqDTWAE7GA4veHMDst5JBAGKFa9XlrhtOYXbk6JOlXJXW5XhZbbEnLvFZlVAE5Sz2ODxJ3DdgQw6HUipMzjdRrchc8nXWqaJGrmeU0mVmH0ryXUbA+7qKtspc3kIVgnO4EEAbk5bs4xrC9LyyUOUSutM1WfSXOuYmZRSUgBP813aZOBuyyv8AnGPjWCm1Z66KfOU+k1CeYmLeq9NcMonaAfdDCmA4MjCTsOYUdySeMZgggBCuW1rkmqLMupt+tOVJiyKS1KqAUVoqLTyirYO1gOpGxlQ5N2TvEWfq9RjWn7NW7Spio02UrwfqDbbSllLJlJlvaUgdcpO24gEAHj3jGYIIAUrTta4qTctjtOSk+ZGRfripdToLvQ+UeI50acUSTkIwAMnAGCd0QVRtvURVkUZdGkajKXZI02dZuF0O7BqROMhDhOHFuKBW2vPWAkZRnEEEAelQamanP3qbfoVXlkyjttTzNO4EtTDaG5hS3ihra3KLaFZTuKsEb87/AGepd0tvTL85QrgXbszdNQempSXYQ68qXfYQGHQyva2mwvbykDaSVZxugggB4uWlVyR0Wl6XQZeszj8omUS5LTMylc9MSaH0F5ouAgF1TAWnj3k4znfCBOUisJuyrVGWtO4GbSqFZQ5My0tIt8K42qnNtIc4BeSpCXUrCk7IIKgoDduIIAfropVdkdFZam2+1XJmYkxKBbDsw2uoPyrbyC63tnrFOlkKGDuJ63JzmFSp21U2rabmbXkK8tQmJ2dZptalgpiZDiUBcuW29lUptKBLSxjYVwhICVYJBAHhMUR6t3vd4p8lPpr8ndlLfkpxK1luRQJaTcmBt52QkoLoUj8fbAwc7vCVoV5u0WszLNOudu9JWWm5d5a3WmZOfQqYCxwboALilNjDZJy1tEEp5SCAJurUSTqU3adwU2x6zKyrd0Nzc3KzUt90ZBknmeEDG0Q2jb4HaKcZI2yDjaOhSbVq0vJS1X6BVFa03hNqq7LwWXpmlmZmVMBKSo7baFOMubA3kJIwcYJBAD9ptSajS6DcDE+1Mpp79VmnqXKLJLjEmoDZbA40gq4RSUcaUrSN2MCq6XaVUkbMsxmp2/ci5Oeoy5W4m5NsOzaZ/g2kNOupc2iQEpdSHE70FSTkDeCCAJ6t2tcZn3pSVkZyqyc5TFSEy1VkcI/LqFPW2l5uZSdlxKyUocaUN7iitPKT82Naypm4rR6LW1U5emSFnMIW06ytttmfafQrehJxwg2VEHG/PHvxBBAENT7VrU7a1kydYt2svKlbYq8vPtPoWrZfVwfApX13XLJSspO/B35BxHzXmJ2clqTIV7pkW4m16UifdYkHZl2mTTbvCOLy0SpDiwkpXtAZSEEFQyCQQBNmVuBiYqU03RKvO0JV7CdmpZCFKVNU5UkhKFtoJyttMwEqU2N5CT1p4j5WhQKxJ1CnKqNtT4tc1mvLmJBbO0U8O8Fyj6mkklSNjhUDcSkuA4HGCCAGFujXxJczu7SGHJt65WpVwMoMyDMFrhipDPCKyOEDGG9ok9dxnliAVbIm128/T6FdPQ+auludnZWospbSy1zo8259xbwENFXBbSSMKUScEZJIIAcdKDUre0dlxU6TVlzVP56CZHgiuZU2mYcLKEJJ3/c9gJycAYyRiNjTCY5/nqxVJi3q3TajOqacnHqjKhhK9lOy200NokpQkHJ5Son8bAIIAiHrbp8/qbT7oty3p6h1iVqTzVZnVSxlkT8qGlpO3g7MwFL4IoVvUnZz1uCDr37aVau239QVtyq256bQzI0pp4BPCsyxDoweQOOqdGTybJMEEASDNJuKrak1e7KOroKhVFkqbLrqcipwOLS8886S0FoV1ocQgK2sZ2sZAyS86rMzFYkLeqdr3FVZaUdlpl+Ykad+5puYSpK0DaU51jaFhK1A53hIyQFZIIAndR5G3avTZSjXRaz9fkJt4jZRImZRLrCVEOKx1yDxgLTvBPGIXW6DcUvoxI2i/wA/TM7OLTTnXXHOFdl5Nx4glxed6kS/WlWTlQG88cEEAeV92vTK3c8vM0S252nXXSZyS51rbcqWEGXC0qcSXhudaDXCILas7zgDiIndWqPL3BTaXQ56mTNQp87P8DOoZaKwhhTLqFKUR2IG2N/dweSCCAKz6V73bk7BeuSQmajVqRcktLPPyrfCAU+VRMNiaWeQuqWhahvO9O7ccfNQs+tzti6y4lbnl5uq1Coqpkk0VIROpdlW221BHKlS0kHONw34gggCdqdIfqVdt1mbtqrNU2lyMpPTrrcsouz80hISxKAg9Y22cuOZwCQgbxtRbNInzPtTCzIzknwMy6xszLYQXNhRTwicE5QrGUnlB4hBBAG7BBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBAH/2Q==)

Nota explicativa de la figura 1

El límite de la BEM aplicable es siempre el inmediatamente superior al número respectivo (es decir, 1 a 5).

Cuadro 1

Definición de los elementos de la BEM

|  |  |
| --- | --- |
| Elemento de la BEM | Definición |
| Dentro de bloque | Hace referencia a un bloque para el que se obtiene la BEM. |
| Límite de referencia | Espectro dentro de una banda de entre 2 500-2 690 MHz usado para ECS WBB con excepción del bloque asignado al operador y las correspondientes regiones de transición. |
| Región de transición | Espectro dentro de una banda de entre 0 y 5,0 MHz por encima y de entre 0 y 5,0 MHz por debajo del bloque asignado al operador. Las regiones de transición no se aplican a bloques TDD asignados a otros operadores a no ser que las redes estén sincronizadas. Las regiones de transición no se aplican por debajo de 2 500 MHz ni por encima de 2 690 MHz. |
| Límite de referencia adicional | Espectro entre 2 690 y 2 700 MHz |

La coexistencia de redes geográficamente adyacentes que utilizan también bloques de frecuencia adyacentes dentro de la banda de frecuencia de 2,6 GHz puede requerir medidas específicas para mitigar las interferencias de radio. Por lo general, en el caso de dos redes TDD no sincronizadas adyacentes o una red TDD adyacente a una red FDD debe aplicarse una separación de frecuencias de al menos 5 MHz. Dicha separación debe concretarse bien dejando un bloque de 5 MHz sin usar, como bloque de guarda, o bien aplicando parámetros de BEM más restrictivos al uso de dicho bloque de 5 MHz (bloque de espectro restringido). Cualquier uso de un bloque de guarda de 5 MHz estaría sujeto a un riesgo mayor de interferencia.

Para lograr la coexistencia de redes FDD y TDD adyacentes, el bloque de espectro restringido de 2 570-2 575 MHz (excepto en funcionamiento TDD con enlace ascendente únicamente en este bloque) debe introducirse en todas las configuraciones adyacentes de i) FDD-SAA a TDD-SAnA y ii) FDD-SAnA a TDD-SAA. Además, el bloque de frecuencias de 2 615-2 620 MHz, inmediatamente adyacente al enlace descendente FDD, puede sufrir un mayor riesgo de interferencias debido a las emisiones desde el enlace descendente FDD.

La BEM para un bloque de espectro, distinto de un bloque de espectro restringido, se construye combinando los cuadros 2, 3 y 4 de tal manera que el límite para cada frecuencia venga dado por el valor más elevado de los límites de referencia y de potencia dentro de bloque.

La BEM para un bloque de espectro restringido se construye combinando los cuadros 3 y 5 de tal manera que el límite para cada frecuencia venga dado por el valor más elevado de los límites de referencia y de potencia dentro de bloque.

Además, en el caso de las estaciones de base con restricciones a la colocación de antenas, es decir, estaciones de base cuyas antenas estén situadas en un espacio interior o tengan una altura inferior a un determinado nivel, un Estado miembro podrá utilizar a nivel nacional límites de potencia de la BEM alternativos. En estos casos, la BEM para un bloque de espectro restringido para SAnA puede estar en consonancia con el cuadro 6, siempre que en las fronteras geográficas con otros Estados miembros se aplique el cuadro 3 y que el cuadro 5 siga siendo válido a nivel nacional. En el caso de SAA con restricciones a la colocación de antenas, pueden ser necesarias, en función de cada caso, medidas nacionales alternativas en comparación con el cuadro 3 o el cuadro 5.

Cuadro 2

Límite de potencia dentro de bloque en estaciones de base de SAnA y SAA

|  |  |  |
| --- | --- | --- |
| Elemento de la BEM | Límite de la p.i.r.e. de SAnA | Límite de la PRT de SAA |
| Dentro de bloque | No obligatorio.  En caso de que un Estado miembro fije un límite superior, podrá aplicarse un valor comprendido entre 61dBm/5MHz y 68 dBm/5 MHz por antena. | No obligatorio.  En caso de que un Estado miembro fije un límite superior, podrá aplicarse un valor comprendido entre 53dBm/5MHz y 60 dBm/5 MHz por celda [(\*1)](#ntr*1-L_2020149ES.01000602-E0004). |

Cuadro 3

Límite de potencia de referencia en estaciones de base de SAnA y SAA

|  |  |  |  |
| --- | --- | --- | --- |
| Elemento de la BEM | Gama de frecuencias | Límite máximo de la p.i.r.e. media de SAnA por antena | Límite máximo de la PRT media de SAA por celda [(\*2)](#ntr*2-L_2020149ES.01000602-E0005) |
| Límite de referencia | Enlace descendente FDD;  bloques TDD sincronizados con el bloque TDD en consideración;  bloques TDD utilizados para solo enlace descendente [(\*3)](#ntr*3-L_2020149ES.01000602-E0006);  Gama de 2 615-2 620 MHz | + 4 dBm/MHz | + 5 dBm/MHz [(\*4)](#ntr*4-L_2020149ES.01000602-E0007) |
| Frecuencias en la banda de frecuencias de 2 500-2 690 MHz no cubiertas por la definición de la fila anterior. | – 45 dBm/MHz | – 52 dBm/MHz |

Nota explicativa del cuadro 3

Tanto los límites de la p.i.r.e. como los de la PRT están integrados en un ancho de banda de 1 MHz.

Cuadro 4

Límite de potencia de regiones de transición en estaciones de base de SAnA y SAA

|  |  |  |  |
| --- | --- | --- | --- |
| Elemento de la BEM | Gama de frecuencias | Límite máximo de la p.i.r.e. media de SAnA por antena | Límite máximo de la PRT media de SAA por celda [(\*5)](#ntr*5-L_2020149ES.01000602-E0008) |
| Región de transición | –5,0 a 0 MHz de desplazamiento desde el borde inferior del bloque, o 0 a +5,0 MHz de desplazamiento desde el borde superior del bloque | + 16 dBm/5 MHz [(\*6)](#ntr*6-L_2020149ES.01000602-E0009) | + 16 dBm/5 MHz [(\*6)](#ntr*6-L_2020149ES.01000602-E0009) |

Cuadro 5

Límite de potencia dentro de bloque en estaciones de base de SAnA y SAA para bloque restringido

|  |  |  |  |
| --- | --- | --- | --- |
| Elemento de la BEM | Gama de frecuencias | Límite de la p.i.r.e. de SAnA por antena | Límite de la PRT de SAA por celda [(\*7)](#ntr*7-L_2020149ES.01000602-E0010) |
| Dentro de bloque | Espectro de bloque restringido | + 25 dBm/5 MHz | + 22 dBm/5 MHz [(\*8)](#ntr*8-L_2020149ES.01000602-E0011) |

Cuadro 6

Límites de potencia para bloque restringido en estaciones de base de SAnA con restricciones adicionales a la colocación de antenas

|  |  |  |
| --- | --- | --- |
| Elemento de la BEM | Gama de frecuencias | Límite máximo de la p.i.r.e. media |
| Límite de referencia | Borde inferior de la banda de 2 500 MHz a –5,0 MHz de desplazamiento desde el borde inferior del bloque, o +5,0 MHz de desplazamiento desde el borde superior del bloque hasta el borde superior de la banda de 2 690 MHz | – 22 dBm/MHz |
| Región de transición | –5,0 a 0 MHz de desplazamiento desde el borde inferior del bloque, o 0 a +5,0 MHz de desplazamiento desde el borde superior del bloque | – 6 dBm/5 MHz |

Cuadro 7

Límite de potencia de referencia adicional para estaciones de base con SAA de redes FDD con respecto al servicio de radioastronomía

|  |  |  |  |
| --- | --- | --- | --- |
| Elemento de la BEM | Gama de frecuencias | Caso | Límite de PRT por celda |
| Límite de referencia adicional | 2 690-2 700 MHz | A | + 3 dBm/10 MHz |
| B | No aplicable |
| |  |  | | --- | --- | | Caso A: | este límite crea una zona de coordinación reducida con respecto a las estaciones del servicio de radioastronomía. |  |  |  | | --- | --- | | Caso B: | para situaciones en las que el Estado miembro de que se trate no considere necesario el límite de referencia adicional (por ejemplo, si no hubiera en las inmediaciones una estación del servicio de radioastronomía o si no fuera necesaria una zona de coordinación). | | | | |

Nota explicativa del cuadro 7

Estos límites de potencia podrán aplicarse para reducir el tamaño de la zona de coordinación con el servicio de radioastronomía en zonas geográficas específicas. En función del tamaño de la zona de coordinación necesaria para proteger las estaciones del servicio de radioastronomía, también podrá ser necesaria una coordinación transfronteriza. También podrá ser necesario adoptar medidas adicionales a escala nacional para proteger las estaciones del servicio de radioastronomía.

D.   CONDICIONES TÉCNICAS APLICABLES A LAS ESTACIONES TERMINALES

Cuadro 8

Límites de potencia dentro de bloque para estaciones terminales

|  |  |  |
| --- | --- | --- |
| Elemento de la BEM | Límite máximo de la p.i.r.e. media (incluido el intervalo de control automático de la potencia del transmisor) | Límite máximo de la PRT media (incluido el intervalo de control automático de la potencia del transmisor) |
| Dentro de bloque | + 35 dBm/5 MHz | + 31 dBm/5 MHz |
| |  |  | | --- | --- | | Nota: | La p.i.r.e debe usarse para las estaciones terminales fijas o instaladas y la PRT para las estaciones terminales móviles o nómadas. | | | |

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[(1)](#ntc1-L_2020149ES.01000602-E0001)  La PRT mide la potencia que radia realmente la antena. La p.i.r.e. y la PRT son equivalentes en el caso de las antenas isotrópicas.

[(2)](#ntc2-L_2020149ES.01000602-E0002)  El ancho de banda de medición real del equipo de medición utilizado para la evaluación de la conformidad puede ser menor que el indicado en dichos cuadros.

[(3)](#ntc3-L_2020149ES.01000602-E0003)  Directiva 2014/53/UE del Parlamento Europeo y del Consejo, de 16 de abril de 2014, relativa a la armonización de las legislaciones de los Estados miembros sobre la comercialización de equipos radioeléctricos, y por la que se deroga la Directiva 1999/5/CE ([DO L 153 de 22.5.2014, p. 62](./../../../legal-content/ES/AUTO/?uri=OJ:L:2014:153:TOC)).

[(\*1)](#ntc*1-L_2020149ES.01000602-E0004)  En una estación de base multisectorial, el límite de potencia radiada se aplica a cada uno de los sectores por separado.

[(\*2)](#ntc*2-L_2020149ES.01000602-E0005)  En una estación de base multisectorial, el límite de potencia radiada se aplica a cada uno de los sectores por separado.

[(\*3)](#ntc*3-L_2020149ES.01000602-E0006)  La introducción de FDD SAA no afecta a las condiciones de utilización de solo enlace descendente para SAnA/SAA.

[(\*4)](#ntc*4-L_2020149ES.01000602-E0007)  Cuando se aplica para la protección del espectro utilizado para transmisiones descendentes, este límite de referencia se basa en el supuesto de que las emisiones provienen de una estación de base macro. Cabe señalar que los puntos de acceso inalámbrico para pequeñas áreas (células de pequeño tamaño) pueden desplegarse a alturas inferiores y, por tanto, más cerca de estaciones terminales, lo que puede causar niveles superiores de interferencia si se utilizan los límites de potencia antes indicados.

[(\*5)](#ntc*5-L_2020149ES.01000602-E0008)  En una estación de base multisectorial, el límite de potencia radiada se aplica a cada uno de los sectores por separado.

[(\*6)](#ntc*6-L_2020149ES.01000602-E0009)  Este límite se basa en el supuesto de que las emisiones provienen de una estación de base macro. Cabe señalar que los puntos de acceso inalámbrico para pequeñas áreas (células de pequeño tamaño) pueden desplegarse a alturas inferiores y, por tanto, más cerca de estaciones terminales, lo que puede causar niveles superiores de interferencia si se utiliza este límite de potencia. Para estos casos, los Estados miembros pueden establecer un límite inferior a nivel nacional.

[(\*7)](#ntc*7-L_2020149ES.01000602-E0010)  En una estación de base multisectorial, el límite de potencia radiada se aplica a cada uno de los sectores por separado.

[(\*8)](#ntc*8-L_2020149ES.01000602-E0011)  Cabe señalar que en algunas configuraciones de despliegue este límite no puede garantizar una operación de enlace ascendente libre de interferencias en canales adyacentes, aunque estas normalmente serían atenuadas por la pérdida por penetración en edificios y/o por la diferencia en la altura de la antena. También pueden aplicarse otros métodos de atenuación a nivel nacional.

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