Source: EURLEX
Language: es
Format: md

![european flag](./../../../images/eclogo.jpg)COMISIÓN EUROPEA

Bruselas, 21.3.2019

COM(2019) 147 final

INFORME DE LA COMISIÓN AL PARLAMENTO EUROPEO Y AL CONSEJO

Informe de situación intermedio de acuerdo con el artículo 5 ter de la Decisión del Consejo por la que se establece la Empresa Común Europea para el ITER y el desarrollo de la energía de fusión y por la que se le confieren ventajas

Índice

1. Objeto, finalidad y alcance de la evaluación
   

2. Contexto y objetivos de la contribución europea al ITER
   

3. Aplicación, progresos y estado de la cuestión
   

Avances en la construcción y en la gestión del proyecto ITER durante el período 2014-2017
   

Nueva línea de base del proyecto basada en el enfoque por etapas
   

Gasto de Euratom relacionado con el ITER
   

Avances en las contribuciones de Euratom al ITER en el marco de la línea de base de 2016
   

Progreso y calendario de los proyectos del P+A
   

4. Evaluación de los resultados obtenidos hasta la fecha; metodología y herramientas de acuerdo con los principios de mejora de la legislación
   

Limitaciones de la evaluación
   

5. Análisis y respuestas a las preguntas de la evaluación
   

Pertinencia
   

Eficacia
   

Valor añadido de la UE
   

Eficiencia
   

Coherencia
   

6. Conclusiones
   

Anexo 1: Información sobre el proceso de preparación de la evaluación

Anexo 2: Métodos empleados para preparar la evaluación
   

Preguntas de evaluación incluidas en el estudio justificativo
   

Estrategia metodológica
   

Recopilación de datos
   

Matriz de evaluación
   

Análisis agregado
   

Lista de abreviaturas

AI
   
   
   
   Agencia Interna

CA
   
   
   
   Consejo de Administración de F4E

F4E
   
   
   
   Fusión para la energía

FEI
   
   
   
   Funcionarios de enlace industrial

OI
   
   
   
   Organización ITER

P+A
   
   
   
   Planteamiento más amplio

PC
   
   
   
   Procedimiento de contratación

VAB
   
   
   
   Valor añadido bruto

1. Objeto, finalidad y alcance de la evaluación

El proyecto ITER es un caso único de colaboración científica internacional entre siete partes que representan el 80 % del PIB mundial. Su propósito es explorar la viabilidad del uso de la fusión como una fuente de energía con fines pacíficos. El Acuerdo ITER fue firmado en 2006 por siete socios internacionales, siendo uno de ellos Euratom (representado por la Comisión Europea)
[1](#footnote2)
, y en marzo de 2007 el Consejo de la Unión Europea adoptó la Decisión 2007/198/Euratom por la que se establece la Empresa Común Europea para el ITER y el desarrollo de la energía de fusión (Fusion for Energy, F4E)
[2](#footnote3)
. La función principal de F4E es desempeñar las obligaciones de Euratom en relación con el proyecto ITER y llevar a cabo otras actividades relacionadas con el ITER. Los miembros de F4E son Euratom, los Estados miembros de Euratom
[3](#footnote4)
 y Suiza.

La Decisión del Consejo por la que se establece F4E exige la preparación de un informe de situación intermedio sobre la aplicación de dicha Decisión, en el que se describan los resultados del empleo de la contribución de Euratom en el período financiero plurianual de 2014-2020
[4](#footnote5)
. En el apartado 3 del presente documento se aborda este requisito.

Con independencia de las disposiciones específicas para la preparación del informe de situación intermedio previstas en dicha Decisión, se consideró importante, especialmente en el contexto de los preparativos para el marco financiero plurianual del período 2021-2027, llevar a cabo también una evaluación intermedia de la participación europea en el proyecto ITER a través de F4E, siguiendo las normas habituales para las evaluaciones intermedias previstas en los principios de mejora de la legislación
[5](#footnote6)
. En este documento también se presentan los resultados de una evaluación intermedia de este tipo.

El alcance temporal y material del análisis de este informe abarca desde 2014 (desde el inicio del período de financiación actual) hasta 2017 y se centra en la contribución europea al ITER, además de tratar otras actividades relacionadas de F4E.

Las conclusiones preliminares de esta evaluación se reflejaban en la propuesta de la Comisión para el marco financiero plurianual (MFP) del período 2021-2027 y los resultados se incorporarán a las negociaciones conexas con el Parlamento Europeo y el Consejo de la Unión Europea. En un sentido más general, las conclusiones de esta evaluación constituyen una valiosa aportación para la realización de posibles mejoras en el período de financiación actual o en el próximo.

Este informe se basa en un estudio justificativo elaborado por un asesor externo entre finales de 2017 y principios de 2018
[6](#footnote7)
. Abarca el período 2014-2017 y se centra en la contribución europea al ITER a través de F4E. Asimismo, el informe se basa en otros dos estudios realizados por asesores externos: uno para la preparación de la evaluación del impacto/evaluación ex ante de la financiación y la participación de la UE en el ITER y en las actividades del planteamiento más amplio (P+A) en virtud del próximo MFP
[7](#footnote8)
, en el que se analizaban las distintas opciones para las contribuciones futuras de la UE al proyecto en términos de finanzas y gestión; y un estudio «Value for Money»
[8](#footnote9)
 (rentabilidad) en el que se analizaban las repercusiones de la inversión de la UE en el ITER para la industria de la Unión durante el período 2008-2017 y en el que se modelaba el impacto futuro de la inversión adicional. Estos tres estudios se basaban a su vez en otras revisiones de F4E y de la Organización ITER (OI) llevadas a cabo en años anteriores. En el anexo 1 se presenta una lista completa de los documentos justificativos a que se hace referencia en esta evaluación.

  

2. Contexto y objetivos de la contribución europea al ITER

Con arreglo al Acuerdo ITER y a las disposiciones de aplicación pactadas entre las partes del ITER, el proyecto ITER consiste en la construcción y el funcionamiento de un reactor de fusión experimental que se utilizará para explorar y demostrar la viabilidad científica y tecnológica de la producción sostenida de energía de fusión. La Organización ITER (OI), establecida como organización internacional en virtud del Acuerdo ITER, se ocupa de la ejecución del proyecto ITER. Según las previsiones, el proyecto ITER culminará con un conjunto de experimentos (denominado plasma de deuterio-tritio) con los que se logrará un balance energético neto de la fusión que sea positivo
[9](#footnote10)
. Estos resultados pueden allanar el camino para la construcción de una central eléctrica de demostración (DEMO), cuyo objetivo sería demostrar la fusión en el contexto de una central eléctrica en funcionamiento.

En el ámbito de la ciencia de la fusión se han estudiado varios diseños de reactores de fusión, pero el diseño generalmente aceptado como el más viable y realista es el tokamak
[10](#footnote11)
. En el gráfico 1 se muestra una sección transversal del diseño del tokamak ITER con etiquetas en las que se indican sus componentes y sistemas principales.

En virtud de los términos del Acuerdo ITER, cada parte se compromete a realizar dos tipos de contribución al proyecto: en especie y en efectivo. Las contribuciones en efectivo se abonan directamente a la OI y se destinan a sus operaciones y sus actividades, que comprenden el diseño y la especificación de los componentes del proyecto, así como el montaje general, la instalación y el funcionamiento del dispositivo. Las contribuciones en especie adoptan la forma de los componentes del tokamak y sus sistemas complementarios y de apoyo; las partes construyen y suministran estos componentes y sistemas y los entregan al emplazamiento del ITER en Cadarache (Francia). En el gráfico 2 se muestra un esquema simplificado del tokamak ITER, en el que se indica qué partes son las responsables de las contribuciones en especie más importantes.

Las partes ejercen la gobernanza del proyecto ITER y supervisan a la OI principalmente a través del Consejo del ITER, en el que todas las partes están representadas y que se reúne dos veces al año. El Consejo del ITER tiene plena autoridad y responsabilidad sobre el proyecto; está respaldado por sus órganos subordinados/consultivos.

De conformidad con el Acuerdo ITER, cada parte está obligada a crear una Agencia Interna (AI) que es la responsable de la entrega a la OI de ambos tipos de contribución en nombre de la parte. F4E es la Agencia Interna de la UE. La gobernanza de F4E la ejercen sus miembros a través del Consejo de Administración de F4E y de sus órganos.

En el gráfico 3 se ilustra la estructura de gobernanza del ITER desde una perspectiva europea. En él se representa la estructura de gobernanza de la Organización ITER y de F4E y también se indica su interdependencia.

Gráfico 1: Sección transversal del tokamak ITER, con etiquetas en las que se explican brevemente las funciones de los sistemas principales. Fuente: Informe resumido de F4E, 2016. Derechos de autor: OI.

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JQCszWdGtdas5FukkguY384RIVyAeNoPp7V24tYwc4J+rGsDxFpT6jZRWlnIltI8u7eVyOPWkB5T4g0iHShaiKOZGkB3eawOcfSsWvVdU8EXGsNELjU0hihXEccNucKe5z3qGP4WWeB5mp3Df7sYFIdzzCjtXrMfw00SMfPJeSkdcuBVyD4f6BG4YWDuPWWUkflRYLo8ZLKB1H51NBbXF0wW3t5pWPQIhNe5Wvh/R4y6RaZbKycDMYP860oreKMqIkWNQM4RQBRYVzy/wAL+DrmK/W51uwX7I42rDKeSx74rfi0qwU3CSWOkJCMgmMbmH+BrT1O9a78UWGmWr5MWZ7kjnCjoD9awbiF47e6XT5P39yzB5JY22gZ7Yphc83uUWK7mjT7iuQv0qPNbb+FtRLt++t3b1L7SfzqKTw1q0a7vsqsP9iRTSGjJoqy+m38Zw1lOD7JmoXgni/1kEqf7yEUWKGUUm5fXH1paQBRRRQFwooooC4UUUUCuFFFLg+lA7iUUu0+lKI2NArjaKf5bZpfL96AuR0VJ5YpNgFADKKkwKXAxQBFS4p1FACbaNopaKBoMCiiigVgqexP/ExtfaVf51BScqcjigD16VkB5dR9TUYnhH3pYxj1YV5QZ5j1mkP1Y00yOersfxoC56sb21XO65iA/wB6ojq2nRjm8i5968s3N/eP50n4mgR6c+u6Wv3rxPw5qI+JtKHAnLemFrzcGl3Y5oGeiv4n04D/AJa/981G3iqxX7qyE1wPnucZbIB6U83PP3BQFzsn8ZWaniBifrXGzv8Abb6aVRtEjlsHtUTNuYnGM0gYqcigB0sRjIyc5qOnO5frTaACiiigYUUUUAFFFFABRRRQAUUUUAFeifCf/j91T/rnH/M153XofwmOb7VP+ucf8zTQnsVPiv8A8jRpn/XlJ/6GtcPXb/Fg48UaZ/15Sf8Aoa1w240PcSHUU3d7Uu4Uh3FopNwo3CgLi0Um4UbhQFxaKTNG4UBcWikznoKXB9DQFwoowfQ0dKAuFFJmlyKAuFHNHFLQAYq9pg/02P8A3hVMDJq9p3/H7D/vCgDq8ANSEgUH7x+tNbk0DEzzSg4X3pvcUdTQBQ1z/kGMf9oVzFdPrnGlt/viuYoEOooooAUUUCigAoopCQvcUALRSBl9RRuUn7w/OgBy0tNzTqACnjpTKdkAckAe5oAWlzUZlUnam5z2CjNalr4f1m+ZRBpswDdGk+UUxGdR2rs7H4canK2bu4jgHcIN1blp8M7BCGubiWXn7ucA0WDQ8wbGB0qWGzuLltsFtLKx6BUJzXtNr4R0a0dWisowR6jP861BaW8IJSJFwOwxTsDZ4pB4S1u5xs01xn+/gVrW3w01W4j3Tyw25zwOWNeqWeDEf96rWKLCueb2fwst9n+mXs7t/sYUVs2fw60K3/1luZj6uxNdfilosFzFtvC+j2pzHYQjH+wKs3NtBBCPKiRPmHCjFaNV7i1W4ILMwx/dNMRIiKFGFHSnbeaSNAiKoJO0YyafQAmKMUtFACYqvd/6k/57VZqtef6k/j/KgDhoNTZkMTkBwTgdc1s6TrkEC+TL8i549K4+2P8ApKn/AG/613x0SyvLONimyRlBLJ3oGa0U8c6ho3Dqe4NScVykmhahYEyWFwWA6LnFCeI72ybZf2jAf3gMYoEdXVfzJJSfKwqjjcwzmqFrr9pdqAsiqx42scHNXreRBbggjAHNAELqyzL5rruJ4I7+2KpeGP8Aj0uv+vl/51oKmYhK43OzdT6Vn+GP+PS6/wCvl/50AbtFFFABRRRQAlUZP+Pu1/3mq/VCU4urbgn5m6CgC92qGXLOIw2CQSPc04yY/hI+tVri6QbDkLhuDmgB9m++IhtvmKcNt7GnxtKZCG+76Y6VhXfibSdMuJd13HISeYoRufd+FU/7e8Q6q+3SdH8mHtPdHbkfSgDoZnS0uvOYqkTLl3Y4AxXMX/jNJHksPDkD6lqEhKgqP3cXuTUv/CFzak6y69qs92wOTDH8sY9q6Ky0ux0qFIbG2jgjzghByfqaAMjw74dbQ7CWW6m+0aldvvupz3P90ewrU0IZ0iLPq38zVy4GIvxqnoP/ACCI/wDeb+ZoAvPbwyDDxI31UVVk0XTZfv2UJ+i4q/RQBjyeGdMcfJG8RHQxyEGqz+F48ERX1wvs2GH610NFAHGTeDJXJLPZTg/89IAP5Vh3HhKC6up44NIjaOF9haGQqc4r0qcyLC5iUNIBlVPQn0rntBm1E6ldC502S2inPmF2Ofm6YoC5w114JjjH/HtqULe2JFFZc/hTy0Ji1KMtnhJYyhr3IVG9vDL/AKyJGz/eUGlYdzwT/hHNTP8Aq44pcf3JAaqSaZf2Z/0uxnRT0bYcV7rN4c0mbJNoik904NUj4UiT/UX1ynoC24frRYdzxTEYHQD60ny+1evXfhWR2D3P2W6hH3g8QDY/Cuau/B1pcATR6VNDGwyrW7nBH0pWHdHDjBPAFGK6GbwjaLuNvqM8Eg/guIsjP1FU5vDGsRDdCLa8X/pjIM/kaLAZfakp1xFdWLFbyznhb/bQ1ALmNu9ICWik3qf4h+dO4I4oASmtTqRqAG0tJRQAlFFFABRRRQMKKKKBXChulFJQDEooNN3CgB1JzSBvWnUAJzRzS0UAFITzS008nigBQaWqdxqNlZjNxdxR+xbn8qy5fGOlRkrGZpiP7idadmxXN+iuYPjEuf3Ok3Lj3o/4Sm/6jQptv1P+FVyS7C9pBbs6eiuY/wCEwZP9dpNyg9qsReMdJkIEhmhb0dKTi1uUpRezN+iqttqVjeAG3u4pM9g3NW8YqRiUUUUAFFFFABRRRzQK4dq9C+En/H9qn/XOP+Zrz3tXoPwk/wCP7Vf+ucf8zTQmVfiz/wAjRpn/AF5Sf+hrXC13PxZ/5GjTP+vKT/0Na4ah7ggooopDCiiorm6gs4DNcSrHGO7GgCWobm7t7OPfczpEo/vHFc+db1TW52t9AtG8scNcSDGP8Kv2PgWFn+0azdSXk55KBsKPxqrCuU5/GFqXMVjbTXb9iq4FKkvi7UObbT47WM9DJx/OuztbG0sYxHa20UKj+6tWMk9aLCucQPDXii55uNZji/2VP+FL/wAIVqrff1+T8M12tFMRxX/CG6wn+r19vxzTTofi+0/1OoQ3IHZj/jXb0UAcE+q+I9O/5CGkGVB/HEP8Ks2fizTblvLlZ7aT+7KOPzrtcnFZ1/oWl6muLuzjZj/Goww/GlYdytG6yKHjdXU9GU5FS1zs/hDUtJkM+gXzMo5+zyHr7ehosPFKi4+xaxA1ldA43MMKf8KTQ7nSp1q7p/8Ax+Rf71VEwUVgQVPQg5Bq5p//AB/Rf71IZ1G75jmmk0pHzEUh60DADcPpSd6eOnFNPUY70AZeus39mc/3xXNb66TXj/xLSP8ApoK5igTJA+Tin1AKdk+tAEwoqIMfWl3nmmBseF9DPiPxCtm0xjgRfMlI6kDsK9Z1azstD8PPLa6LFdm3UBIQgLN+Nef/AAuGPFcp9bY/zr2AuoPJxj1polnPW2k6Tf29pPLo8ERmQM0bR4Kk9jU8vg7w9KDu0q3G4YJAxV+WVWuUdMtt6gVLm4kIxhFx365piPA9Zt4NM1+9sISzRwSFVyMnFSWmi6tqJUWdhKyuf9Y42qPxNe2x+H9OWdrhrWJrhzueQqMsa0VhRAAqqAOgxSsO55NYfDPVLnIvbyOADoIxuz+NdNZ/DPRbdFM6STuOpkfIP4V22KCCRxRYLmRYaLp1kzQ21nDGi9MKM/nWqsaAcKOKqw2tzHceY86shJyNvNXaYhKWiigApjoHUqRwafRQBFFCsX3QefepaKKACiikzQAtFN3CmtNGgyzqo9zQBJRVOTVLKIZa5j/BqYNZ08/8vUf/AH0KAL9FVF1OyfpdRf8AfYp/221/5+Yv++xQBYqtecQH8f5U4Xlsek8f/fQqG7mjeEhXUkg9D7UAeY2j7rpRj+M/zr1Oy/48Yf8AdFeU2X/H0n+8a9Wsf+PGH/dFPoNljFMkjSUbXRWHowzT6KQjIn8OabOcm32H1Q4qn/wjU8BY2WpTRKR91/mFdHRQBzaw+JLYbc21zGvRSdpP+FWPDkNza2cy3kJileZn29Rz6GtujFADfNQdWx9aPOj/AL6/nS7RnpRsU9VH5UAJ50f99fzpPPi/vr+dL5a/3QPwpdgz0H5UAN81D0P6Vk3zXzvH9itC7RsfmkbaK2cUYoA5j+zfEl2W869t7VT0EalzUi+Eoptp1C9ursr2L7V/IV0lFAGbZaHpun82tjDG3dtuSfxrRA4paKACo3+8v+9UlRv99PrQAy5/1f41T8P/APIIj/3m/mauXP8Aq/xql4fP/Eoj/wB5v5mgDUopKKAFopM0ZoAWkxRmjNAC0UlLQAUUUUAUdVllgsJJYYTMR1jB5Ye1VfD808tiVmtnt/LbaiN1xWuRQBQBDNawTqVlhRweuVrOm8NaZLyIPLPqhxWxRQBzMvhm5QH7Nflh2Wddw/Wuev8AwixbfdaPBPk/M0PBP5V6PSEUDueOyeC9OunkFvLc2DRqWZZF3isiXwnqsKF7SaC9TPCxthvyNexa7NbR2ckc0kcTyLhWfjPtmqsOi6Tq1pHdW4ZA68MhxyPalYLnik8dxZyeXeWs0D/7aEUzcrDhgfoa9hufDN/GuLe5Wde6TDP8653UPD1rI5+36K0TDjzLbK//AFqVh3PP6O1dFN4Wjc/6BqI3E/6u6XGPxFZd1o2qWbES2MjqP44fnU/lSGUKKQsoJBOGHUEYIpN4oAdRTN9IXNAElGaiyT3pOfWgCQsMdaYW9KSkoAMk0UUUAPFKBgUi06gApCQqliQAOpPQVS1TV7TSIPMuX+Y/cjX7zVz62ur+JyJLpzZ6eT8sa9WH9a0p0pVHaKMataFGPNN2L994stIJDBYxte3HQBPu5+tU/sPiPWPmu7kWUDf8s04OK39P0qy0yMJbQKpHVyMsfxq5XrUctSV6h8/ic7k3aivmYFr4P0uD5pg9xJ3LmteGws4FAitYVx0wlWKK9CFCnDZHkVMZXqP3pMOB0AH4UuT60lFacqOfnl3Dg9QD9RVeaws7gFZrWFgeuVqxRScIvdFRqzjszAuvB+lz5aEPbv2KGqf2HxHo43WlyL2Bf+Wb8nFdXRXLUwNKfSx6FDNsRSerujnrHxZaTyeRfRtZ3HQhx8pP1roAQVDKQVPQjoaqahpVlqcZS5hDE9HAww/Gude21fwwfMtXN5p4OWjbqo/pXlV8DOnqtUe/hM0pV9HozraaTzVPTNWtNWg8y2f5h9+M/eU1ab71cR6lyWiiikAV6D8Jf+P/AFX/AK5x/wAzXn1eg/CX/j+1X/rnH/M00J7FP4s/8jRpn/XlJ/6GtcNXc/Fn/kaNM/68pP8A0Na4ahiFHWg9aF61ja/rY0xBBbjzL6XiOMDOM9zQMfrOu2+kIFI825f7kK9fxqrp3hi91uZdR8QOwjPMdqpxx7+lX/DnhY2kg1PVT5+oyfMA3Ij/APr11B5600hXI4IIbWFYbeJIol4CoMCpKKKYgooooAKKKKACiiigAooooAKo6npFhrEHlXsAf+64+8v0NXqKAOBki1bwZJ/FfaQT17p/hXZ6BfW2pvBc2sm+Njz6qfQ1aZFeNo3UMjDDKRkEVxN7pt54N1Eazo26Sy3ZntjztH+Hv2pNDTPW2Jzjv60mPbtWfo2r2mvadHf2b7o2GGXPKN3BrQYkH2AqSxScUgOeBRnJxRjFAGTrwxp3P98VzNdN4hx/Zw9d4rmaBPcUUVPZ2VzqFytvaQvLIxxhR0+teiaJ8MI9iS6vcF26mKLhcemaYjzaOOSZwkUbyMeyLk10um+Atb1Dl4ltUxkGXqR9K9Nu4NI8H6DeajHZokNrEXZUXlsV5kfiH4/h09fE8tjYnQyQ32UD5xGT1zTQrnfeGPAy+Hp3uvtbSXLptLYwFHtXVLaR5Jcs5PXdUelahDq2lWuoW+fJuYlkXPYEdKuZpiKsagXTgAYq1iq6DF21WaACimlh3NRPcwp96VF+poAnorPl1iyi6zqx/wBnmmHWImjLW8E8x9FjOP1oA06Y8ipjccZOBWat/fPGxGnuhAz87ACoY7m6nlC3C7SR0jGVA+tAGu8nl4yDzxS7uOo/OsglhJjJZcNuMj424/pWbJqGixuTcavI791jfj6DFAHTPcRR/fkRf944qCXVbOFNzzp/wE5rmP7Y0qWbEGk3V0egJjJz+dWo7vXJGC2uhQwR/wAJlIBFAGyusQypuhiml9ljNNW/vJWwthIg9XYCs8WniW4O2S9tbZO/lruYUh8MySD/AErWrx89QrbQaALr39wpJeWziC9d8nSsl/ENuJDv1qMkfwQxFjQ+i+GNPBluXWTHUzS5qB/FHhvTXUWdtG7dCYoxx+NADDqq30jCG21a4YdCBsFT+Tqt2m0aLEg7PdTEkfhVT/hMdVvZCml6RIV7FlNONp4y1Rf3s0VkmenegZd+xavBGBLPpcY7KUqhJcYciS/0ckHB+SpU8Bm42vqOrXE0ncA8VpW/g7QbH53gEhH8UrZoAw/tELf8vWlH3EVN823xzdab+ELVsX2reGdL3IY7VpF6JGgJrnbzx0gbbp+mwRr0DOozn6UBcv2Zsnu1ErWkkYUlgsTDFO1LU7XSE8yyt4ZHlYgPggKMVT0/VPEurzRKLBFtmbDyCLbhe/Wtq78ODUkS1NzIqROSvHy8e3rQBxtid11GfU16tY/8eMP+6K5U+FrW0ZI1hlllzuEok2A+2K1n1BNMs/NurlIYUGAG5LH2pgbtFcP/AMLBtWmSONDudgoaRdqj3JrbTxAgXfII3TIAeJiQaQjdorCfxDIjELo98654ZVGDS/8ACRf3tK1Ff+2OaANyisyHWIZVDGGeLPQSptP5VFd+JdKsZES5uxGzjIBHWgDYorC/4S/Qs/8AH+n5GpY/EmmypvimkdezLExB/SgDYoqlHqdpJGrrLwemQRVf/hILDJw8pwcZETH+lAGrRWHL4s0eBts1y0bYztaMg0tt4r0e7nWCC63yN0Xb1oA26Kxb7xJZafEskwlKscDaAaoDxvYyOqQ21zI7nCqF5NAHU0Vg/wBv3RIC6Je8nqcYFSPrDKuWVY+cZKkgH0NAG1UT/eX61xVx45nt7ySDyY5Y1OBNEeD+dS2niVtWuEtIpfLmc/Lv+XPtxQFjqb+4jt7cySsAoPrya5qWS8sLJmgv/lTkIsJJ5NJPpZvph55KtbvkSLKWyfTmrV3Zs+5IZbiB3QMH3ZxRZjMf+3dQP3tQuV/7dKkGs3RHzavcJ9bQ0ySLxNafNDfCZf7oA/rUKeLNWtDsu4EfHXfHtp2AuDVXxk+I3X62xoXVGkO1PFIz/wBcat2vjLTZwq3UHkk9SVBFaAtNA1WMssVu27umAaQFaFdVMa+RrdtOG5y6YJ/KrP2jXrZAHtYLj3jfB/WqsnguwI3W9xPCR0Ktmov7C120fdZ6r5qjos1AF1/ENzbpm60q6j9cDd/KpY/FOmPGrNI0ZP8ADIhFZbaj4nss+dYLMo/iQ5preK7UxhNQ010b+INHkUAdLDqdnOgeO5jYH0YVZWRWGVYEeoNcsr+FtQACeVG7f3SUNWY9AtP+XPUrmP2WXcKBHRZzRmsL+zdVt0222qrIOwmT+opDJ4itxn7PbTj/AGXwaAN+iufbX7uCPN1pFyhHXYNwp8finTnX95I8Lf3ZEIoA3aKzY9UgmCPE+Yifv9jU4vYTIqK4YtQBFquj2msRRxXasVRtw2tjmprGwg0+0jtbcERJ0BOTVkc/WigAxRjjBozS0AZ15oen3oJlt1DH+NODWLN4SkifzNPvWjI6K3aurpOKAPO9S0OVo5v7W06GZFTPnqMMfxFcvceGtPnb/RLmW1J/gmG4D8eteseIP+QPN+H8xT7nR7G/jBnt1LFR868GlYdzxC78M6paK0iwrcwr1kgO79OtZByG2sCrDqCMGvbLjwg0R8ywu2Vh0V/8awNV0mfDLqmmJOvTzgvI/wCBCiw7nmVFdVP4XsZk/wBDvHglJ+7OMpj6isW/0XUNNG64tyYe00Z3IfxFKwzPpKXtxSUAFFFFIByd6y9b12PSUEUa+beyDEcXp7mnaxrCaPZ+ZgPcPxDH6n1+lU9A0SRJG1TUj5l7N8wDfwZrow+HlWlZHJi8XDDQ5pDNI8PSSzf2lrBM10/Ko3Ra6Tt6Uua2PC9tDd64kU8KyxmKQ7GGRkKSK+ghShQp6LY+QrYipi6qUnu7GNRXXt4b0qK2keR70vFbwzvtKgHzDjA44x61KfBcCfb1eaUeV5ht3H8QQA/MMcdfUUfWaYvqNZ7f1/Vji6K7GTwjZO5gguZ0lSSBXeXG0iQZ4+lMHhvSJNUW0iu7kvh1MZQjLg4UbiuAD9KPrEBfUavl9/nY5GirV5brbz+Q0UkTo5STewIyDjjFb1zp/naqNKSxSKzDKFuVj+cjAOd3fNW6iVjKNCUrrscvRXR/2Np/km8db6GBYZJDC+PMypA646HPpVgW9rp1jewwiYmWWAK7beFcZ2nj+XWp9suhosJL7T0/4FzlKK6YaLYSXDJM04lmupYI/LACrtGckf0FM/4R+3OjfaS0qXKpG7LncpVmx6YHX1NP28Q+qVNfn+BzlLW1q2l2dtDI9kbljFctbsJcHdgZyMdKxKuMlNXRjOEqUrM5vVvD7xTf2lo5MN0h3NGvRvwqzo2uR6spikXyryP/AFkZ7+4rcrndf0SSRxqmm/u72L5mC/xj/GvMxmCTXPA97Lc0d1SrP0Z0PaiszQ9Yj1iy8zAS4T5Zo/Q+v0rTrxj6QK9B+Ev/AB/ar/1zj/ma8+r0H4S/8f2q/wDXOP8AmaED2KfxZ/5GjTP+vKT/ANDWuGrufiz/AMjRpf8A15Sf+hrXCkhVLMQFAySewoYkUdX1WLSLBrh8GQ8Rp/eNQ+E9Bk3HXNUBe9n+aNW/gB7/AFrO0u3PivxK97MpOm2Zwino57f4131NIGFFFFMQUVseHoYpZrxzGktzFbs9vE4yGf6dyB2qUWiPYTX9/bOl2J44lRMRgZH3ivr7UwMKiuzutBtZ9SladriZppnR5lYAQBVyC2Bjn8Kj07R7GK602YQNcRTB0bzXwS+0nhcYI9CKQHIUV01voFq2jTX08UsbqjSogc8ANja3GAf1qe+0mzm1S+kWxm2RRxFLeFsGXdj5hx0HtQByVFaGsWcNheT28Ad445ComJyDx930yK0m0lZdauTNaSLaqgZdisM8D7uBz17ULUDnaK330exivb2BpmzC2I0ZgpPy5AOffj8Kr/2bGLSy220sj3OC0+/EaEtjaeP1oAyKK6i+0u0823kkFx5SwygxnKn92OMEjp701NF0+eUpDFMCiJM4aXOVYE7RgZyMfjQBzNIwDKVYBlYYIPcV01zothbsm2Kd2meNY0eQps3DnORmqWuabb2MdtJbrKolLhlkB4KnqM84oA80LTeAfECX9qGbRrtts0WeE/8A1dq9Rhnhu7eK4t3EkMqhkcdxXNXlnBqFnLaXChopV2n296xPAupTaPqtx4V1Fzwxe0c9/b8aTKT6HomMYPrSZywFB603o3XrUlHMfEK/n0/w4s1uwWTz1BJGeK43wrZeIvGeqfZ4bpoLRDme4C8IPQe9dZ8Rbea+0G1tLZS8012kaKO5Nen+CPCsXhzQbTT1A3L80r4++56mqSJd7m54b8OWeiWMaQp8wUAyN95vc10BYKOeKqmfJ2QjO3hn7D/Gm+Q2WMk7Lk8H+IUySHXLWy1PRrvT75tlvcxGN2JxjPevF7LwX4g1PSV0f/hIoG8OiUoCFJleMH+Vesa8ttZ6Y0KNvuLxhAhlfd97qefQZqzHqWiaRaR2yXECpCgQBMdqQDbK6t9L063sbGzuHht4xGgEeOBWbe+NRasY0smaTP8AfHH1qlq3xU8L2TzWU13KZiNuxEOea8xi8VxXl55Njp17cwFyskqJnYM9T7VVmLmV7HsemXmtatF9oSGC0ib7sjkszfQVpf2detgz6o/0RAK8+tvFOqWdlHaQyR+UgwrEZbFVp9c1S4P729lwf7pxSKsekz2llFH/AKVeSbfVpcVRe78NW3LSQuR3LFjXnZLSndJJJIT/AHmJrtvA9navp1w728bMJerLmgC6PElgP+PPT7ib0McHBpo1nXbpv9F0V0XsZnC10g2xrgYUDsOKq3GrWNoD591EmPVqBGP5XiKZ2lu/sywgZ8iJsMT9amsxL9ujWTZEwXdhWzx6VWuPHWjRhgjvKRxhF61HBr0KXKzPbpDGygO7uMp3A9z7UDNme0t55hA/zRuG8xc9faoY7bR9ObCWttCo/j2jr6VgavqsOqWZm0rV7eFI5Ss8pfBQHsR15qi2pA2qxxyTzcgLNDbELn1LNQB1tx4gsbBC87bI2/1eE+99KxpvHcUjFNPsbi4f2XFLqelWBtrWG7mb7VMAVMkhyO7EVv6VFp9vaLHYiMIvAI5P4mgDl21XxdqOEtdP+zKf4mH+NSL4a8QX2P7Q1fywf4Y67XPbOajmuIbdd0siIo6ljigRzNt4C0qM77mSa6b/AG2wK2LXQNKsiGhsYVYdyuTUR1uGYlrMNOigkso+U49656813UpEf7HNb25PzMXDNgfXpQM7N5YbeMlmSNF6kkACsTUPGOkWIx5/nP6RDNcZ/YWv65Lua6W5Q9XMhCD8Kcfh9rQHD2p+jGgCxffEG7l3rZ26xKejuckfQVzd5reo3yn7VeSOv90HA/StZvAeup/yyif6SVseHPA80d2LnV1ULGcpCDkMfU0AZugeEX1K3F5dRTpGT8oGFLj8e1dlp2gWFjInk6SiEHmRyGNb4UBcAYA7CmSzJCm92CqOpPQUCHAAAY6elZy3UNos0s8ixoGPLHA61kXfjewjvYrO1zPM8oQkfdX3zXPeOZfNWy2sdjNISuaAN9PFdrqmuw6daRGRMMWnJxggdq82vria5u5Gnld9rkLuPQZ7Vu+ELS6j8Q28z20qxeW/zshA6VlSWF0JpD9jnOXY52H1oGifSNHt79g97qENrb56Mfmb6CvRLN9MsLK1EF5G1jESgLEHn0zXmRtLgH5raX8YzW15L/8ACDBDE+ftmdu056elAHog1zTMf8f0H/fdL/bmmf8AP9D/AN9CvHfJYdYX/wC+DTooPMlSPYy7iAcrjigD068uLG71e2jiZJZpYmAYHOAO9eYX8vn6hO5XHzkAemK6Xw9dC68ZRlD+6jiZIx6ACuVuP+Pqb/ro386AJLK1+26hBbFlQSN8zscBR3r1+2vdLtbaO3hu4FjjUKoDDtXjsS/xEH24qQKPQ0AeoTw6fLI0sUkTQFszNv4Gf5Vow6hpdvCsUd3AqKMKN9eeaVgeF9a4P8H86wguT904+lAHovie30zWbItHd2wvIhmJt459jXm33eRwVPY1NsHZT+VRyrjLYOMc8UAbmsXTHQ7RFhRTcHzCw5Ix2FQaLMn9rWcjsFVJQWJ4xS6t/wAgfSMf882rHUlH3Dp3FAHsZ13TBn/Tof8Avqqk19YXIllF0ht1KiUg8D615hsDbWRM7ugArb0+Fx4Y1VfKYMXj429aANnU7LwxfFnju0tpj/HH0/EVzdpara+ILFEnjmXz12vGeOv6VVFpcdraU/RDVvS7O5XV7NjazKomUklDgc0gLF7q15p2u3whkzGs7ExtyDXTtq8AisHuWETXEG4A9BXKavp15NrN88drMVMzEEJkGrevWN3JY6SqW8rGK2xIFXlee9VcDq0dXUMjAqRkEHrTZESRdsiK4PZhmvP7LUruxceTI2AeY25H5dq6Wz8Swz4WeJ4X9Sp2/nTTE0TXOiWMm7baYY9HR9uPwrKfw5dRsXt5VXH3V3EE/jXTJIkqb0YFfUGg9cUWA5SPX9Z02XynmfKn7kozxW3aeOxwLu2wO7RnP6VNf2EOoQ7JRhx91x1FZMHgrUJ0DrPAqHoTnJpNDOwtPEml3agrdIjH+Fzg1oMlvcrhkjkUjuAQa4n/AIQG52830WfTYajg0nUdMnSE6nLDIeEVULKaQHUTeG9HuGO60RT32HFUJPBsSNusr6e3PYZyKSK/vYWKsGkkPy/PGUz+PTNW18S2Nu8cV3L5buMgk5H44oAz20vxNaf8e99HOo/vdTTRrmv2hC3ekswXq0fOa6iC8t7lQ0MySA9NpzUx5yM8UCMCPxA88WDay279QHIq3LfW7xKZoVOeG8xOKSTTLQXY3QKyytn8RVbUYoI0bMsltHECzMvf25oGVrry9OVWtDJIrsdkaYYHPoPanR2k13PtinESsoJYL84z6VBollPEx1Mllt1jYQxMMsynncfc+lU7bWtX1eeWfS7TyWh/dzwTLg57EHuKANs6RqsIxBrLN6CVAf5UgbxHAmGjtbnH8SttJqifEup2fF9pEvoWj5FWYvGmlMQshkiPcOpBFAEq63qEHF1pFwPePDCpY/E9jnEwlgb0kjIq5BrFhdAGC6jfP+1Vh1imX5lRx7gGgRVi1vTpeEu4SfTdVxZkcAq6kHoQc1nzaVpUke6e0t14yTjbXL6o+iWYKWU1wJR0WKQ7RQB0GtX1vNYT2wlRZgR8jNg9a1La6gnXbFKjlVG4Kc4ryO6e/u0ka2Vru/K4iVj1PYH2rD03x5rvg/U7i11TRY1uSFRk8zkntinYTaR9AZpCAwweQe1cNpHj26u7cy6joF5YDdtXzP4vcVtJ4v0w4DNImeuUPFIZcvPD+nXgJeAI5/iTisC58M3tiWeyl86LHMbDk/h0NdJbazYXbBbe5jkYjO3ODVsyKBljt+vFAHjms+GknikudOhMV1GMy2nZvdfQ+1cd/T1r6B1bSVu1E8GFuUG4EfxV5F4u0lbW6XUII9kFwSsido5B1H49allXObqOeaO2t5J5m2xxruY1JXM+IpZNR1K20O3b75DzEenpTjFydkKUlGLkxui2smu6m+s3q/uUO23jPTiuuPWooII7W3jt4VAjjXaKkr6XDUFRgkfEY7FvEVXLotgp0ckkT743ZG6ZU4NNoroOG5Kbq4IIM8pBAU5c8gdB+FP+33gV1F3cbXOXHmHDfX1qvWzpFtFLp93KltBdXaMoWKZ9oCYOWHIyelRNqKu0a01KcuVMyzdXDbt08p3Yzlzzjp+VTLfajNOhW7unm+6hEjFuewrcFjYf2arNBbiAwK32kS/vDNnlcZ6fh+NWYH0yDVUmt7W1iMF40S/vCQybCdx59e9ZurHojojh56XlvbucpOLhH8q48wNGSNsmfl9aU3l00KQm5mMSHKIXOF+g7V0lha2+pPbF0jbEc8hQsWRTkYyM5x+NSvpNlcaguy0hto4rnE0by7cRbBg8noTnpS9tFaNB9Vm/ei9/8rnLS3dzO5ea4lkYrtJdySR6fSmGeU9ZXPTqx7dK6CCCwkn0y2WC2G+MySu7El25+XqAO1WL630qymuJls4HIt4mWB5OFcthvun07ZqvaxTtYn6tNpycv6scx5824N50mQSwO49T1P1p32y68gQfaZvJHSPedo/Ct2302wutcv8AT0Cqmd8Em/IULywz3yM1hXTxPdytAgSEudijsO1VGUZO1jOdOUFe/l/X9dR9vfXNtKZY5W3nPLHPJGCfrjvVaiitLIxcm1ZhSikooYI5PWbaTQNUTWrJf3LnbcRjpzXUQTx3MEc8Lbo5F3Kfai4t47u2kgmXMci4Nc14amk07UrnQrhs7CXgJ7j0rwcfh+SXPHZn12UYz21Pklujqa9B+Ev/AB/ar/1zj/ma8+r0H4S/8f2q/wDXOP8Ama89Hrsp/Fn/AJGjTP8Aryk/9DWvJ/Fd88Nilhb5NxdtsAHXbXrPxY/5GnS/+vKT/wBDWvI9HT+2vHE12Rut7BcJ6Z6D9c0+ojq9F0xNH0iCzQDcq5kPqx61foopiCiiigBQSrBlJVh0IOCKUu7ElnZiTk5YnJptFADvMkww8x8N94bjz9fWjzH+X94/y/d+Y/L9PSm0UAT7LtrVp/3xt921m3HaW/rTc3CxrOHlCg7A+4/kDWxZXVs1jp0FwlqyRvKzq456cZPuaWwNpcLbySi2En75jCQArdNo54X60AYW4kYLEjOcE96d583H7+X5enznit2b+yIdWuQ6wGAhCir8wDY+bBHGP61X0iO2kE5VLZ5vNQIl0Rjyyece/ShAY5O45Ykn1JzThI4TYJH2Zzt3HH5V0LWVj9oY5tkSGS4WVHfB77MDv7VX1UWC6bALS3j6LiYSLuPHzBlHPX1oAxmkkc5aR2PTliaA7g5DuCO4Y02igBzO7HLO7HrksTQ0jyHLu7n/AGmJptFABXLeNLGUW9vrVp8t1YsGJHUrn+ldTTZIknheGQZSRSpH1oA1dF1WLWtGtdQix++TLAdm7irv4V5l4J1eXQbrUtBlj3+VKZI8nGB/nFd3bX95dIJI9PLITgMG4qGi1sbWmWVre6vateSpEts3moX6bsYFehLJFLbZtpldUHzmM5OPb3rjNL0y/iX7Xc6ZHKrAKsLvyxPcVd8V6vL4Q8LyXdvo/mXEp8pIbVj8pI4J+lNCe4/xD4u0vwtamS7m2t1S0ibMhPue2a4af4uX+p2wktLY2scn8G351+pNcrqWm6nc+XPcCKbUTHuaV+NpPOBVJRdWdj51/bFdo528kHt+daNIzUnfUu3XiHUtS1ISeayrAuFyxbDHr+NRM95Ny9xKQe2ak061RrVWRw7n5nx2JrV0/TGvdQtrQHb50gQnHQd6koxr7w1eP4UutdUARQSJGjMPmlYnGAa9G+BUEi+GtSmu4Y0le8aPk/Nx1UjtSfFLUNO0bwNDo0TojRzxFbfPzsqtksfTNcHonjZ5PEmqrow8q31J1uRCDzHIBg4+tPWwtLnvOoeHdEujuniSFz/EjbTXFaxpmg6bHJKNdVI0+8GXdj8qwZLu9u28y5mkdyP4mJqrdvHa2k11cMBFGhZsjrSH0Mq98ZaXZn9zJJck/wCrCKcv9K1PDXxLuWWSysrWSEMdzPOnCn0zXBnSdb1O1XWbeCMKpZooxxIVPtXR+DAt14fVHbM0UjCRW+8pz3qmTFu+p2Emt3947fadQlCt12NWnpdt4alYPfXczOeSHJFc79gXOcU4WfoxpXLPT9PPhnGLNbMMB1IGf1rz7xj4p0qzv5dJvNHlW4JJt5VOYyx6SAirWlaVpccEt/rl6LWzX5VDPtLn271hfEXRtOsdX0ZrOV3hkTeCz578UgNLw7Y32n+KNS+zadb6hKIIppIn+XIPcZ43V2n/AAmrR2zmbRbi2aNgrRS4H5V5tdat/Y2r6ldW0t9OTBEqm3GWLY6N7CsC8+MGrX1o1rJp1q4QYDyZ3j/69Arnvd7qlja3lk91DlrmPEeVztz/ACrH1u90+ymY2trepcjndbL8hPv2ryeH4lXev/Y7Ca0aWfHlpsOMfjXTWd3f2Y+YzOp6KJTxQM34fF+pXMH2Vo5o5mOBLFHk4+lU/wCwdR1a82T6oj4/57MVI9ttMh8Q31uwZEmDD0cH+lSXHiOa9Gb223Mv3WCDI/GgDrvD3hyTQVf/AEj7V5gwVPCr9BWpdR/NGgiUq2AygDn2rntGN9PpMjPcbHdWWNZZApU9j61tq8q21qpkM0yBQ5QgknvQBpQRqkKgIIwOigYxU1c3qviaDRyFlEolbkRyKcY9ciqkfjO0mGW1C3h9B5TH+dAjriR601eC314rnP8AhINLlXD68gJ7DC1gX7316zR2et2qxE8Mbn5sf0oA7a/vpLWImGETSZwB5gXH1zXOLFd61cSJf3lvgDMdtDJuRfd8dfpXKy+F9VkO77Tbz56/6Tmuh0Pwjb2IFxfTu83Xy4mwn4nvQMlvbG707TDdobe5eI7vLMIUED365rEu9YsvE0ax3EgivxGZbU23LRYGcsOld7eqh0y4wmFELbQe3Feb+AooWl8Ss8aF1t12sRyPlPegDuNEvrm58N2d1M/nSSRjzNuBz04Fbds+YxGylWUDIIrx/wAVRNa+BNCvra5uIJpB5beXIQCOTnHrXeeBrSX/AIRSxupLyeea4jDs0zbiPYe1AHVPsCkkDAHpVLz0eSJvLULkkD29afOs7wsm7DDkFea80Txbr51D7MsloN0vl5MeO+KBHqipE6ghEIPQ7RXO+KJMwR6VZRxfbr3KqcAbV7mtqzIhtlRmLMBkn1+led6hca5L4mk1WGwm3QHbEpTIC9KANnQdAGm6gkrWTxSxoQ0hmDA59qzJfCMl1cqI7CWFGlzLM84I257CtbR9R1vVftUb6dBGybfMMrFSzfStqxe6kLtfrFblPkCRknIoGaEWnWkUKRpbxbUUKMoOlP8Asdt/z7Q/98CpFkUruBGPeo5Z0CMPNQMRxk0CKs62yfKsKbCwDBUGDVlbW1PS3h/74Fef3vju5tL14DogmNu2wSLJgNjvXYaPe3V5psdy9qIjN84Vn6A9qANL7JbD/l3i/wC+BTWt7VVOYIsf7gpAbps5eJPpzWZrrT2emSX0b+a1p+98snaGxSAx9Y0eGd4wtg0lvEzKAsm3yyapv4atlhLLp+XDiPHnnhj0/CsS38dXmv3kelrp0VuL6QK8qy8r3zXc695mn+HXlg/eXCMhBxncw4zimBydjol/oeu2H2uMNC8mSyfME+td9JMgnJCqRgMB03V5zL4g195VmYSIq9QIyFOfWuWvvid4qXU/sQks4wkojyYOetAz3xCrIGUAZ9qr3VwI1KrgnGTziorSK5S2jM1wskzKC7BdoY/TtXHfFOxMvhCW8MksdxAy7GikKjk98daBHWpfCGwkdWDlFLhQcnHvXMeGfF8ut61JDHbbht+eQAj8wemKZ8M4Ej8K2146s9zOSJJHJOcHirvhR1XWfExCLn7d2GO1AGxqGiQ3Db7ZxazufmkRR831rOj0VpIJY21CdTGwVyAMN+FdA7JJGWYAgDcATUKlG08uqja/QGgDjfEMSeH57ZrCb5pM+Ymcqfw7U2y8SwSnZdL5T/3uxrodV0jTL/ablER+gkibBH1rFXQtGtF3NLDKynj7TOAD+AppjNWN1mXdEfMz0K81tWkqW9lEsrBWx0PWuUGoRRxmJde0uyhH8EC8/rVuDxToVpGPO1S0lkxgsvU0PUWh0f2p5P8AVQsw/vHgVWuYr91/dpbcnJZ8kr9KyT4403pF50i54ZI8g1dtNVXVbZriKQwpkqFm+Uk/4VIzRnRpI40J6/lVOXRLS4UedBbSHv8AJilvdS06FI/tOpW8G3nmQc1hPrlxLeSjR7eO/t+P3kUmTn3oAuXHhq1hJltElibv5EuD+VOs5L2MhEupiqnJW6i5/wC+hVE3PiSU/JpJT0/eYFUtSvvEdqm6fT02gcHlgfypgdpb3HnFcvGTnopziuc1cXN5dI0g3W8b48vGPMOeM+1eU3XxW1/TNSktYdEtbVnO1mUEsze1P8P+KPEWta5c2eoahKqoVbDxgEbuxHaiwken+I7zWND05dSgiF0oOJYl52J6/QVZ8KajPcWEl9qEENkkjYijzhmXsx+tZ+s+FWi8PXk0mq3UoSAsFz8p4rz74kaRN4d8K6drllq90stwI4/s5b5OVySPegD2WXxJpMZIe8jIH41h6h4k8PTuFez+0YPVYutcD8PNF1bxL4bXU31W2uBkoYSmHjI/vGuttrHX9GX9xbQTxnnIUMf8aAWxQvZNKkzNBpdzAD0ZXIGao/btYtbZ2s5Z3kAysW/AY+mTW9c6/PqNmbW/svKjRwzPHgEY9jWrp0mh6iGCbVZRko7YOKBniusfEbxHY3r2+r6dsCgHyjMTgHociuj8K+KbHVZYze6BqQibrOGHlVlyeDj8UPiLq15p928Og27LA1zt+8yj7qDvz3rpPhzGnh3xNqvgDVmaSSJzPYzOMCWM9aehKO903XvD8agQCO1OOjJg/nXl3xTtE1L4keGHtruN0vGRTHGMkbW6k169ceGdLlXLWw98da8R1KzW8+Mca6c7GO0uBBEP9tV3MBQhs+gLi2gu4DBKquuMc9R71yV3pTWc/lN8ynlW9RXnb/Gq50jUXsdQ0q72RuVl88bJV57V6NbeMdC1LQl1Q6nAbADiVzh42/ustLUEymdKikbcY9rDoy8Gq2t6lqnh3TluLeRLm1LBZYbk5GPauc1D4pyanf8A9leCdHl1O9LbTNIvyKPX/wDXW7L4D1jWUhuNb1XFwR88MS5VPZe2aY2zS8NeLYNTLR2JZJl5fT5n+b6xN3+lR+NbOO70W7kgI8t1E6gjG11PI+tYc3wzntG+0WGpyfaIzuj3JtwfrXZWMr3mmTeZbQT3yqEl3f6uRu5oaFG/U8RnY21m15KjLCFLK5HDY9DXPeErdrhrrWJ8mWdyEJ7CvT/jLeyad8PrTTvslpDLeXHlKsQB2KOTt+tcdp9qtlp1vbKMbEGfr3rty6lzVOZ9Dys5r+zocq6lmiiivePkAqX7LcbkX7PLuflBsOW+nrTYXWK4jkZAyqwYqe+DXQvrFodSuJhfXuy5jZVfZ81tkg4XnkduMVE5SWyNqVOMl7ztsYAt52ZlWCUsv3gEOR9akfTrtIIJzbyGOfPlkKTuxW8/iSNHAgluABPCzydGlVBglvc+lNj8QQoIZFnuVeLzlWMDgb87SOeCM4rPnqfymyo0duf+r/5HPfZpgrv5Em1DhzsOF+vpU82m3ETxoqNKXiWX92pbAPTNa1nrkEVjCJp7nzYkkVoQMpOW7sc/zB6U+x1uyguVlcyxutvHGH2bgCp+Ybcjr2NNzn2FGlSaXvbmLaPfWrtPaedGyghnRTwO+ajlNzdvJcyCSZuryEE4+p7V0P8AwkkSXSmJp0tzdTTSRgABlYYAI7/Sq+n63Ha6JJZqwhl3OcmASCQMMYPIx+tHNP4uXUfs6fw8+mpk3NjLbTRxHEjSRrIAgJ4IzTk024a3ll8tlaJlUxlTvJbpgVq2Go27a/a3BkaGOO1MbOcAghCOP6VZTXrBUhhka6uBHszO4wzYzyec8Z6ZpOc1okEaNJ6uVv8Ahjn4or2GSQRRTq4UhwqHIU+vtUf2W4wD9nlwRkfIenrXVzeIrCcBJLicxeUFkVIPLMjDOCGDZXr3zUDeKVMrlZbkRm5jdV9IwuCv4+nekqlT+UboUVvP+v60OaeCaNFeSGRFb7rMpAP0oeCaONZHhkVG+6zKQD9DXQ6trdhdaNJZ23mDc6NGjx/6sDrlsnP6U281qyl8PtYw+ZuYR7UaP7hX7x3Z5z9BVKpOy93qRKhSTaU+n4nOUUUVscotcv4tge2ktNYgBEsDgOR3FdPVbULVb3Tri2YZ3oQPr2rDE0/aU2jswFf2NeMiaGZLm3jnQ/JIoYfjXofwk/4/tV/65x/zNeP+D7lpdFa3c5e2kKc+navYPhJ/x/6r/wBc4/5mvmNmfddDM+NFwLTWLS4J/wBXp0p/8fWvPfANqYdAa5YfPcylifUCuu/aIm8qaxH/AD0tGT/yItZmi2/2XQrGDGCsK5/HmqJL1FFFABRRRQAUUUUASQwTXDbYIZJWHUIpJpfstztkb7PLtjOHOw4U+/pV3S7i3htr9LiaWMSxKo8o/OfmzxUt1rQm/wBWkgAuRNtZuGAAAz78UAZ7WV2jIr2sytIMoDGct9PWj7DdtOYBaTGbGTH5Z3Y9cVu22s2YvBiS5CPJJM7zMMoShG1cVW/tW0aD7ITeLAI1UTgjzSQ2eecY/GgDJFrceW7i3l2RnDtsOFPoaebG5Rv3sTwkJ5i+YpGQPStC51sTOjLG4VbrzyhbhhgAZ9TxTJdQthd3M8TXMgnjdSJcfKW9OelAFB7W6KpNJbzESn5XZD85Poe9L9huxMsX2SYSsNwTyzkj1rXGuW6Secq3LSO0ReNiNibP7tRQazEDGblZnZGlYSHDFS5GCAeuPQ0AZy2N4xYLaTsVOGAjPB9DSXlq9nceS+7O0HJQr1+tbN1r8FxcwsYpjCkod1JA34UDoOM96paxqUeoG2EfmHyUKlnVVLZOei8CgDMooooAKKKKAOH8Qp/Z3jnT71RhLpQje56f4V6R4V1aGwvYba9XbGJCVdh8oPvXAfEKH/iVWd0OGhnHPfmkQTTeS2ZjuUH/AFh9KuFPnM6lVU9z6D0x5pdUeS4kEm8ZhIOV2+1amuWAv7VU8zYY/nzjOfavL/hpFMmvqXmmZBCQEd8gfSvWr7/VP/1yNE48ugU6qqK6PHbmbTPtkkckoV1cqxR+T+FZlybC7vrezhvoym8u+8YzjoK7l/B+gSTyTyEhnYu7eYOD3rD0/wAJ6bcWlzqAiYfaJHWHcwIWMcA/U1oqaZzvFNXuYtzoUNwxmhmjhlz9+GQY/EUtprNz4ZM63S2suoGAtbT78rFnucdGq03hbTwAoEgHQ89aWTRtF020hlvYHljm3ADvke9UqRnLFaaHmd5Hf6paXGt3iyS+XJ5Rk3FgznkAj1qnaXt5ZahDeR28bLARO7Iu0kHgg+1e6ab4J0e705fLjlSG4dZynnHgjpU1z8L9Du93mRyKHXaQj4GKmUEXCv1OOsfEmmXZRJmexnfpFdrsz9D0IqjPBP4y8QjTbJWfSrJg1zMv3ZG/u5r06XwRZXGlJpk/762jj8tBIoZlHsTzUGheAbbwxK8mjXt1Bv8Avxs25G+oPeo5GbOuinFoVyAqxwlVUYUAdK5XxL4X1fw3e/8ACVabaPJEvF/bRr95P7+K7C8+KsHhfXJNK8R6fJHHwYby3GQ49Svauo0/x94T1q2zBrFoyOMFJW2k57EGotY2jJNaHJ6Npp13S4NS09hNazrlGHb2PvWyvhuaCPfL5aKBlnfoo9TXKC5Pwu8UveWkq3PgvVZcuIWDizlPfjoK0vilqmqajog0/wAPK0/2jBlkRsfIRkAfWkO55bN4mkgvrstIrOJXUXRXeSueAgPAFPutdfxJcWkiSNPJEwQlhiuQmaeK5e2CbZY/lkbAJWvRH0y1034f+Gbm2gVZLoSPNIB80jZ6mmAagLybUryy0mW3ea5EaG6L7Y4BjlifbpWZf/C+7FqkmhXn9s3BlCXAgHEef4s9xTRu27VjAHv0rRt9Xi0zw9qsTXM1vdShTaNAxU+YOoOO2KVwIdH+HviTQPGlhFdabNLBG+TdQoWj5r1weG7zPzQ/rXhUfi/xJCoCeINRH/bXNWoviH4ugxs1+5P++AaB3Pb18PXHeIfnU6eHpRyYgK8TX4p+Mk/5i+7/AHolqVfi14yH/MQhP1hFAXJPjHaT6Z4isjbG4Tzbfc7RM2C2faul8e6d/YXwz0/U7G8ure5XylDRzHncPmzXMN8WfFUn+uewmx/z0tVNWP8Ahb+uTReVd2Gl3UI/5ZyQcflTsI674XMNV8ESatrOpTXDC4ePNxJlVUdMZrR1fxDFLB9m0u0tkiUYMzqpb8K4mL4vXMVv9nXw5pSQFtxjVSFz64rA8SeMJfEbqRBb6fGqbTHbggP7mizvqBg6jEH1S4DX89w285kDED9KfodnBNrljFe3lx9nknVJAJSMqTXT+HvHMHh63KLounXUhADSyqckCpNd+IFhr1i9rceF9PQsPlmh+V0PqCKrmM+Rt3ue5p4L0FYlSO0wFUAEOelcVr3xBm8F6tJoa6QksEChkk87kqa43wz8U7rw/ZC1dp7yJBiOOds7f+Bdaw/FPiaHxRrsmpyRmBnRU8scjiosaHul3qOrjwlNqj2URDW5kMCSfNtI9fpXA+D75nvda05LWSQXdsrtIrbfLAXOTUb/ABegl8OtpJ04jNt5Hmb/AGxnFY+h+JtK0S7uLq3uXnlurf7OUeIqI8jBYnv9KBm34usUg8AaHcrJKzSHBVnyo+grtvCOhfafCOlzjUr2IvCDtSTgc9hXAa34i0LU/D1ppJ1PMFkgaNkjxI7d+DximWfxhOleH4NKsdNZjDH5aTyNg/XFFhHrv/CP3AyU1u/HHcg/0ry2KJjraxiVt/2nb5hHPXr9awz8Y/Eqj5Gj/wCBAGsJfG1+s/2hYYhMH8zd75z0osB7T4vv9Q8N6cXttUe4uyCUjdFxgetc94O+JW7TJW8TaoBfO+VS3jzsT3rzTW/G+teIJVkvpY2KjACrgVkrqUqNuWOIHvhaq2gO9z6h8Na/p+vtdS6fcNOI9qyF1wQar654p0nSdSe0vdSe2kCh9qx7uK+eNP8AGeu6Ssq6fdi2EpzJsXG4jpTLnxbrV7P591dCWYjG90BOKVgPoyxgn1aH7dZa15kMpyuYgcCrg0jU1ORqiD/t3Wvme18Ya9Y7vseoG2DdRGABVn/hPfFffXLj8xSsB6fqdrIt/dLI3mOHIZguM/hXX6bb3iafYxf23HE0qfuomiXJHt618+f8Jp4hLlzqRLHkkoDmph468R/aIrg6hGZoRiKRolJQegqnqB9H/wBmar31gf8AfgVneINP1KPw7qDSaoXUQMWXyQM14Z/wtLxiD/yF/wDyGtJN8TfFlxA8M2orJHIMMjRjBFTYDT0a+ttO1rTr27YrbwzKzkdq9n1HXY49L+3y2lwLOMiVpAufl/CvmtvEF04+aG3/AO+K1Lf4heILfRpNKjmi+xSKVMbJng9eadrgem678UdFfQrhdGuWhvwoEDzREqCDnkV5PNdXuo6i99fOjXssgeRkGFz7VQXUVAwbSM4/2jUqauqHJtIz6cmm0kibO59E6FENc02OYazeCZVAliDD5D/hWd490Nbbwfdy/brubDL8skmQefSvL/D3xNu9CuTMLJJiV2sC+MjtW7rHxctPEOiT6dd2Elt5uMPGd2CKmxR3HgTRYLvwlZzPNcqST8scpVRz6U3w1olpdav4ijke4xFe4GJSCeO/rWd4B8d6FB4XSyM8jXVqrO8QjOSM9queHPE+kWOp6zPd3sUUd7cefDluSuOh9DQBS8S+L5fA9+um/wBkrcxshkjlebJZfQ+ldGup6vP4L/teCztElMPnrbOxK7evWvLPibrmneItbtrjTLlZ4o7cxs3TDZ6V21p478OR+B005tQUXS2PlFMH723GKAMHwt8QNZ8ca/FpB06wgt2UyS8nJUdce9erJoWlKozYQFu5Kda+fPhjf2vhzxcL7VJlgtxA67s55PSvR9a+LVj9kmh0d4heE7UluM7B78daAMf47WWjWnh6zkjihh1Hzwsflna2zvwO1eJrpOoSIrLY3rA8qRG2CK9R0C/8NWmotrXia5fXNakPMkw/dRD0Va7kfF3QUUKkQCgYAA6fpTTsS1c82+H10bXTHSC7kN2HIkglP3MegPas34k3c39r2sqPNA0sOZFjlbaSD1x2ra8Y3ugeJtWt9T029j0e7TPmzIp/eVz99pmn6lIJL/xfHNIo2qfJPAp2uO53XxT07T4PhXos1tAivviHmDluVyefrXcfCSCKP4c6VIkaq8iEuwHLHJ615frWsaTrHhC10C411cQOrmdYj820Y6V0Hhf4i6P4X8OWmkR3SXC26kCQqRuyc9KVhntNMcoiMzkBQMsT0Ary/wD4XLpnrH/3yayvEPxO0/X9EuNMS+NmJxteaJDu29wKLAcX4lnt9Y+JVvd2iu+mzaisSTYwrNxkLXRQaS8HxI8VQW0LTpAsbEk8qCKzr3WfDFxZ+H7W3mNtHo03nIFQnzW4yW+uK1NN8eaNpvizVvECXLSTakio8LRnagX0oaYlobE+oarb6Pdxxzu0LQlSrjIxip9Q8TeEtS8NW2m+JreKXyYg0UIYsSwXjgcg1wdzdWfiXWCD4j1RmmcsttDGFQDrt9xXE3Om3NvrM50+ZjIXba27DY//AFUDuj0D4V+LU0HX5rWa3NroeqzFISxyIZR0Xd9K+g4kUwpkDOK8M8BeCj4m+F2p2d7DJbSy3JlsppeMOBww9s13nw38SXGp6LJpGpMF1vSW+z3cb9Wx0YeuRS6CRt+KdJtrrSpbgRKs0PzKwHUd814D4r8X2VxEdL0u6IMj7Li5QHCJ3C+prv8A4yfEL+yrB/DOmSKdSulxcMp/1KHtn1NcXo2nfD/T/CNxo+tamP7cuQJDcQIX8k9VVT396aBs9J8CXMGj6JZ2dgol0srlJYxzk9WPrSfFHQZ7vTbTxZo6A6toriZSv/LWIcsteY6Jca/4b0zyLHU3trWRi4Uxg9eh56E+lWr3xB4mv7SS0n1+doXGGRVC5HpwKrlZm68T1iP4p+Gj4ctdWk1CPzZ4d4tI/nk3Y5GByMGvFfD+qax4hvHl0nyrG7tGudQN26lt5bqB7gVBYWM2mQzxWMqwrcDbKQoyQeoyegq1ZQ39hbJb2t08MSIyKqOowrfeH40KNhOqraHLpHqXibWY4b7UJLq8lQsr3BzwBnk1c0rw1qVxeRrfxR22nBg0sbShfMXPI474rTXS4LKVWkjlEbcEwyc/mKdfaTD9pUQRRhTyTPKxIquW5n7WNz2vSNd8H+HdOig0hLaG3BCHyiAwP+0Tya1pPE0Uy5tLizCHq7yAkfgK+dv7KReSunvjs0hIrTsrdIrULus05JxHkgVLjYtVrnseoahC8DyXGpLPtGdocKv5CqFvCLnThq0Uu6GdGgSJeu4nrXmWEUZ82H/vk16L4X0Gxn0WB5riRWbkqkuFB9h2pKNy/aHnPxKeWbxf4d0OWSN/scJkkCHOGY5wffAFSd6y9aih/wCFuakkOTHbxhFJOe3XNadezlsbU2z5vO6l6sY9kFFFFekeGFakeg3s1ja3MCrL9pdkSNWG7I9s1l1q2erpa29uhtt8lu7lH34GGGCCKznzW901pezcrVNiFdFv3WYpCr+SSHCyKSMdeM8/hTRpN+zlFtmLDbxx/F9386vaZ4gGm2XkC1LMN+GWXaG3DHzDHzY7UQeJJ7eKwVIV32p+Z93MoAwoPpgE1HNVu9DVRw9k3J/18v6sRT6DdrcPHDC2yNFZnldVHPoc4x1qLStHudUuVSND5QkCSPuAxn0z1PtV1PEMS3TzSW9zOhUKIp7nepA7MCvIqDT9ZitIhHNZCZUuBcxBZCgVvT3FK9Xlemv9eY3HD8y101/rYrTaTdxwSXQhY2yOQHyMkA4zjrj3qbTtEuL2CS5ZSlskTuHyMkqOw6kZ71LdeIJLvTfsrrMrAFQUmIQrknBXHPX1pINbjiso4nsw88UMkEcvmEAK/XK9zzTbq8u2oKOH9otdP1IE0W8nl8u2iaQ+WshJAXG7oOTUY0q7ECTyRbImfaCzDceccLnJrQtvEjwq8ZikWN441/czFGBQYBzj9Kr3GrQ3UVu0tqxurfCrN5vBUNnkY689aE6l9VoJxoct09SMaHfyPP5EDOkTlCSQpJHUAE8n2FOstEubia085TFDcyBFbcN3PcL1qyniCPzfNmsg8sczzQESkBC3XI7jgUw63E9xaXj2ZN5b7QZBLhXA/wBnHBpXq9h8uH3v/X3f15Fd9C1FLpbf7OdzAsp3DbtHUk5wMVUubWeznaC4jKSL1B/n7itCDWljtltprbzYCsiSASFSwZg3B7EEVU1G9+33KyLF5UaIscabs7VHTnvVxdS9pEVFR5bwev8AXkVKKKK0OcKUdaSigadtTltD/wBD8W6pZj7kg3qP8/WvavhL/wAf2q/9c4/5mvFrj9z8QLdl/wCW0WD+Ve0/CX/j/wBV/wCucf8AM18vXjy1Wj77DT56EX5HHftGHOt+H4+zxOP/AB9adGNsMa+iAfpTP2i/+Rj8NH0jf/0NakByqn1ArM1FooooAKKKKACrY0y6awN6io0CjLbXyVGcciqlag1uQaY1n5C8xeSXDnG3Oc7emfegCN9IuAZmUosUO3c8zhOSM4p66NLcLb/ZCrPJCJGV3A5JI4p0WtGOeWZrVHkkULgyHYMDHK9D+NOtdeltY44/s6OIwuCHZDwSRkjtz0oAiXQNRaMP5cagjJDyqCozjJHYZ4qNdKuXKxrGxnMzRFOMAgZPNPn1mW4MxaGMedGIzgngBt1SJrtwlyJljQHzWkIBIzuGCM0AMGg6iZHQxxqUKglpAAd3TBPXNKdDufItnRo2kmLAxlwCm0859uOajk1RnyFiwvmpKA8rOQV7ZPOKkXWSMF7SJzukzljyr/eX/wCvQBB/Zd39tjtAiNLKu5Crgqw9Q3Snro149wsC+SWZN6kSjawzjg96lt9VjXUbeZ7dY7aCJo0hUluCD3PXk06HXDBhI7ONIFQIsaSMCuDn73Xk0AVW0u7SGWWRUjWKTym3uAd3oB3p02j30DwI0QYzttjMbbgx9KW51WW5k8xoowftBuMdRk44+nFWZvEM8ktvJHCsbQSmUZkZsk9Rz0HsKEBC+kTWyXP2oFHjhEke05Dc461m1fn1RpTPtiKrNHsIeVpMc5yCaoUAFFFFAHPeOED+FLgkfddT+tcbatfG2gZJxjaMZNdr4zIHhO899o/WqWjQRDQ7Iuij90MkrTUnEmUVLc6r4PJeN4rZ7i5SRVtm/dg8g5617le5MUn/AFyNeNfBiNbjWdZ1B0CupWKPb0K167rEElxDiO4kgZF3gp39j7USd9QhFRVkfNWuR+IU1C5XOyK4uHSMksNwzVP7R4ihjWMSFYwwQYkOPr9K6v4n+Ib0arCr2kNxaWZMCZJA3kZY5FcRpt1dXV21zIuIXOEiDHatXzOxi6V5WLbf8JSvJgusDvluad9o1wRBLuN3iKn5ZCw2j2PrXo3hTTNY8RyXMK6vNDJAqsAzkhlNdHJ4E8Rsu062ki+jAH+Ypc7B4eLOV0X4kadp1jaLNpc7y20fl+Z5oxWx/wALj0kcnT5R/wBtVqw3gDxEOl1aP9Y0/wAKryfD/wAQHOY7J/8Atmn+FPnF9XSFHxi0c/8ALjMT6CRa6/QPEWneJbH7Xp8jEKdrxuMMh9DXCyfDzXv+gdYP/wBslq1ZeHvGekuzWVtBCzDDFEHNHOP2L7lj4peFI9d0Vb0Q5mtcnIHOO9fP0mm/Z73NxbzSWyEGRkyCF+vavaNR0XxQbj7RrM18tq74l8o5x9FrltZsr+Kxv7DSPtL2t2FWRZoMF1HI+nNF7oUYygzib06ZCsw0vUb1rNwM2lzkE/lwa6fQfihqvh7w9NojRQ3amMrazSD54AR69wKxbbQdVhYJLYybQck7KunTZ062rZ/650KKLc5J7E2krNqPhpoLuzhSytd8qzKMSzTNySx6kV1+pOD8MPCLY7P/ADrjUiuoY5gEkXMZG0qefYV1GoXkEnw58L2aSA3Vur+dDj5k571Ml2NINvcyhyKxfEs7QWkDKM5kOQPpWtHJn5eQQO4rJ8RbH0+M+agkjkz5Z6kEdR6ipRZzgvz1KGl/tBe64qPAPUUhjQjpTEWPt8fej7fD61V8pfSk8hDQBcF9F60ovIvWqBtwSMHFS/Y/R/0oAvi7Ujgn8qUXPbd+lZ/2ZwOJcUnkTYyJRRcDRMgb+I/lTSxxwTWf5d1jiSk8u6x97PtmgC9kmkyR3NUcXQ7H86XfcA/cY0AXhIw6E07zX9DVZF1Fl3LZzMp6FV60pGoAc2M4Hf5DQBZEv96P9aeJoyPmRl+hqh5l3/z6TfjGaQz3WObWQf8AADQBf82LP3m/Kpk8hxzcBfqprINxcjkwN/3yaQ3U3/PNx+BoA2THF2uoiPxFKtuHbaLi3H+9JisA3Mm7q35UhmkByQT+FAHUJpckn3LqyP8A23FWE0TUByklo4/67rXIec2OVx+FIZnzxgfhQB3I0/VI1ybXT2A9XQ/1pj2N+v37CwGfSRf8a4jzG780CQ0AdcbK5Ukm1th/20H+NJ5Vyox9ntf++hXJeYfekEhz/FTA6qX7QF6WygccFc1XaJ+rTQfUyCud6nkHFNPJ4UigDeYonWeH8HzTPNjP/LWP86xR6bDQfoaANwSW+zJu4gfTk1EZ4+0gP4Vk5PaPP4UoLZ4hb8jQBrLPABlmYn24ppuot3X8CazCsjf8sG/BTSeTNjiCb/vg0CubCaiYgRFcMgPUIcZpn2uLuw5rMW1um6W0x/4AaeNPvj0s5j/wCgLl/wC2Qd2ApTd2+Op/OqQ0zUT0spvptpW0nUVQu9nKqjqT2pBctm9ts/MWpwvrPAzvyO+azhp9yQD5Z/OnDTLtv+WYH40xml/alsOskv5019Uhx+7klz/tGqY0e5PVkH1qUaHM2CZUGPagBX1ONuH3N6Zpv9oRdQhqQaC5PzTr+AqdfD8RGTO/4CkK5T/tFT0X9Kb9vGPSrs+iQQ28kgkkJUcA1nCFAOhNIY43z9iMUw3snY04RIP4RTgAOwoAh+0Tn1/CkDXDDOT+dWKO1AF3w9cXFl4hsZo5Pn8zbg8jB4NdBZRKfEsY5CiRyR+Nc5pX/IZsf+uy/wA66rS13eKMY/ikpx3E9Fc9nn+KPg/Tljtpb7zHSNRtjiyo4ry7xt4ut/8AhK4/EXg24e3uri3MN4cYJ9Dj1965TUJEQXZWNPMD7QxGcZNZ6WVw0IneQxRNyGbvV8hgqrZQuHmuLuS4vjJNPOSzySNks3qTW74U0iO71DzpFHlRDJAHX0rJMbPKsSzeduP3QuK9K0ixTStOUNw5G58jjPYfhTSM61VpWLxgS8lW2fdtA3y7f4QOu3+VZV1NpcM5jhRXUd/NyR7GtPWbwaD4aZmIF5ejIHdE7CvI/tV2sjusTfMST8oNVKRlSpuSuz0BriwI/wBQB/wP/wCvSRrZXLsscbsyrvIDAYH515/9uvFP3SM9MoKbJqM/KOcZHI2dKnmNlSdz0XT1juXLWlxCqjqjYJb6jPNVzEwndTeRSR9AdxA+mDXCWN/LpmowX8cimSMnb5g4ORj+tWLLWLy0mlk80TCSMptk5C57j3o5w9gju4LaPdzPahcdckj9BV1LVFX5ZInHYqrf4VwWn+LtW062liS6iJlZW3lRkbT0H1r0TQfivrepNKktnpgWJRhkj5Jo5wVC73GxWoaRT8u0cklWwKstb3hJljmKwHGCM7fzrrfDniG88QPdw3q28VusWA0cf8Z6CuqvtNWy8NyQxLH5EcJcBlyd2OtZylfY3hS5T5v01W/4TrWN7bmUdfWulrldL/d+ONQX++ma6qvcy7+CfLZ0rYn5IKKKK7zyAooooAKKKKALelQR3WrWkEozHJKFYZxwavPoBL+ZHe2zWuHLzgnbHtOCDxnPI6Vl21xJaXUVxEQJImDKSMjIrQPiC8LqfLthGFYNCIgEfd13Dvms5qd7xOilKly2qFtPD8Ys5BNdW8chljEM7MdjqwOMDHr69KrpoMshihLxxSlpQ7yP8o2cntTU8RXqu7FLZ1ZlYI8IKoVGF2jtioP7XvepcHPmcleu/wC9UJVe/wDVjRyw9lp/Vy3B4bmuLvyI7mJg0aypIqsVZW6duPxqGbQ5rezmuJp41MUjRbACxLL15AwPxpLfXby3VUCwyIqIgSSPcPl5U/UZo/t27Ed0FSBXut3myiP52BOSM+lO1W4r4a2zuZlFFFbHIFFHXpRQAUUUUAFFFFAHL6t8vjjSiO6817T8Jf8Aj/1b/cj/AJmvHyon+JGlxkAhEyQfoa91+HkaJd6hsRV+ROg9zXzOK/jSPusAmsLC/Y87/aNX/iY6LN/zzhc/+PrTLaQS2dvIp4eJT+laPx+gNxPbKBllsHcfhItc34VuheeGLGQHJRPLb6jisTqNiiiigAooooAKvJpwbSze+eCQSPKRCxGP7xH3fxqjVqLULiG1e3iMaI67WYRjcR6FuuKALj6OrPclZhGIQv7tVMjNlc5x1x71ONAiuWiFtdgL9nWWYupG0n6ms+PVryKV5UaPzWGDIYgWHGOD24oTVbtERN0bKqbMPEG3L6HPX8aALaaDlTvv4Eb94QApYFU6nI4pbfw89xcSQrdKANvlyFDtfcMjvwfas8ahcqAFdVUK6gKoAAb7wqaHWb6AgpKh27Su+MNtIGARnocd6AH6fpqTSb7mdIYUuFhOVLb2J6cdPrU93oTx21xeCWKNA7mOEnkqGxwc1RttTu7MyeTIvzsHIZA3zDuM9DRJf3Utv5U2x0YkhniBYZOTtbqOfSgCeLTEnihczLApgaZ3bLcA46etSy6C0cqxrdpKxkEb7IySuRkH34/Ks8XtwIhEJPkEZixgfdJyR+dTLq16splE3zlgxO0ckDA/TigC3NoP2eVxNexJCkIm83aTkZxjA75p3/COT+XO7XMKrGxVCxwJMDPc8cGqE+p3VwrJI6BDGItqRhQFznAA6c0rapdusiyNHIshyRJEGwcYyM9Dj0oAdfacLKGGTzxL5gB+RDtGRnG7oT7VRq1PqFxcWy27mNYVbcEjjCgnpk46mqtABRRRQBzPj2UR+F5F7ySqoFNKSxeGkiT/AFggUD2qDxqDe32jaTGcvNPuI9s4rrtU0W2020ykjSMcKATwAOtc9asqbUX1Glc0fghbXFumrfaONzptr1bXrwafp1zcnllhIRfVjwo/OuE+GEflrfZxkuvA7112sYv9etbEjMNrEbqYdi3RAf51tGV43FazPL9V0xDZNpGqBJ4oWMsjDgl25JzT/BvhWOzH2u5si2myRN5Bk5JPr9arfEFpk1O8f7T+5IG6ELg5x61X0v4jMmjw2d5AxtIYDGixHDeZ2JPpTjLmBnq/h2TTJtVRtNCAJZhJAo6Hd3rqjGp6qK+b9L8Qz6ezyW92YmkGCVbr3rVHjvVFxjUZD+NMD3vyk/uik8hPQ/nXhaeP9WXpfufrUy/EfWF/5fQfqKAPb/KHbP50uwerfnXii/ErVx/y8qT7ip1+Jur/APPWI/VaAPT9exHYJITIdkyHC8nr296dbXttdwCUR3UYJ+7LFg/lXld58TNQMMZmETKkit0xnFaCfGTIy1nD/wB90AekH7Mf+WmPYxD/AAqNxZopaSSPaOSWhH+FcEnxgibn7FEfpJU6/Fm1cfNp4P8AwOgNzu106zkQOILdlYZBMI5qu+m6SzsGt7HeOuYhmuSX4r2P/PkwHs4pR8UNJdubE5PuKAOe+KVlYWJ0+S1jt42cMrGIYzXnvxUtYbPxHplvCoCJpcXA9Tya7Px54ksfEMlktnD5fkgswIHJrj/iVNFrF9Z6xbOW2WcUEkYU/IR1yaBnCUUA5GRSFlHUgfU0xC0UZB6UUAH+NWR0qt6fWrH+NABxRRRSAQ9RR3oP3hRTAWkbJoz7UE8UgO58Psf7Eg59a081meHgP7Fg59a0qQC59h+VBwew/KkooATah/gT8VpPLj/55J/3zT8Z70nHrQOwwwxH/lin/fIpv2aA9YU/75FS7gKC9AWM7UbeBYEKxRg7x/CKzBChGdi/98itfUSDAmf79ZakY/GtI7ESY0wx/wBxf++RSeTH/cX/AL5FP3D1FGR0yPzqiNRnkR/3V/75FKIo/wC4v/fIp9GKLIBvlR/3F/75FHlR/wDPNf8AvkU8EUm4eo/OgaGGKP8A55r+VWLOGJ5OY0+7/dFRFgfSp7A/vj/u0mNFwW8I6RJ/3yKd5Uf9xB/wGnUVIxoVf7o/KnY9MflRRQIKM0UUBcXJ9apaqf8AiWT/AO7Vyqeq/wDILuP92gSOXV/lFSB6rBuBTw1BZZD08Nmq4cU9WFAyyppwODUAang5oEF4f9Cl+lYHatu6P+iS/SsTtSYIKKKKQwpRSUooAtaV/wAhqy/67L/Ous0n/ka/+ByVyelf8hqx/wCuy/zrp9MkK+LsMMfNJVR3FLZmfMiy38yMMq1woK+vNXNT8Pa/q2n3Ws2cMI0ezyryySBQMdQBUTxYufPJ4a6C/kamv9dlu/DUPhO2DbTePPc/7WT8q/StZbHFTa5tSr4O0s3Fz9rlUbI8EBu57CvRbC2ju7zdM+LS0HnTZ6H0/M/pWXp9ommaakCIpZR653N3/wAKv6rDcQ2dj4asVL6lqMgeYj+HPY+wFNaIyb9pM868d+ITqmsOu/5FOAAeB7CuWDrtydx57HpX19pHgDw3pVlDENJtJpkQCSaWMMzt3JzTb34d+Fry4a5Oi2izn+IJgfkOKwbO+NNJWPkIXCtwC+e2DXovgv4T6t4v0m6v5Zn09RgWzTxnEvqcdcV9A2fg7SbTBSys1I6FLZQR+NagsIyfmlmYLwBvwB+VFy+VHl/hL4Rab4bnmbV5rfV7yVRiJo/ljT1A9ferVv8ABDwjDc3FxOl3cRs29Y2k2KnfHHau/msbe0JlgQpKfvSBvmPtmpntYzv3FnOAfmbP6UrjOVh+GXgvyFZNChALf3jQPhf4atLmS5s7EIzLjymc7PriutjGLZP9/wDrViX/AFZouKyOTj0VYdkLNGkaAsscEe0Aj371s6zz4dn/AOuB/lUUv/Hx/wAANSax/wAi5N/1wP8AKjqUj5Zn/wBF8eWsgO1Z48E11dcn4tQwGw1FOsE20n2rqo3EsSSqch1DD8a9jLJ3i4nzee07TjMWiiivUPnh8ShpkVgxUsAQoyfwrpLvQYTK4traVVa2eS3RnPmOykdVIyO/FcwCQcg4I7inmaVnDmWQuOjFjkfjUTjJtWdjalUhFNSVzqE8P20bOrWV1cSK8KMiSYKb0yxPHY02fQtMg09WElxLK7kLLGhKD58bSeg4rnVvblbdoFmcRu+9sHknGOtRCWQIUEjhDyVDHH5Vn7Od9ZGzr0rWUDo20uwM2otb2NzcC0dY1gWXLNnOXOB0GOgpF0W0bT1cwTjdbmY3e/5FbP8Aq8evb1rnllkRiySOrHqQxBNG+XyiNz+XnkZO3P8AjT9nL+YXt6b+x3/r7tDp20TTJ7w28KzxeVdCFy8gPmAqW49DkY/GlvdMW5sYI4rKeCaKzeSK2Ztz7vM59zxzXK72znc2c5696d50u/f5r7/7245/Ol7KWnvbDWIp2a5N/wDM6K70S3soLp1s7i6eNxGUR/8AU/IGLNgep/SrFzptnO/nx6XO4S2iKwwyY83PBYHHbviuX3XEb43SqzgZGSC2en1pXNxbTGN2kjkjypXcQV9qPZy/mD28F9jT5f5G5eaTYWqtHGkks0l15EbNKFVBgHB9SM4rSl8N6ajRMLa7LOXjEeHClhjknGQvXnGK4+WOaIJ5qsocb1z3HrS/aZ858+XOMZ3mj2c2laQKvTTd4HTaNpMUV6JpLWSeSK+EWyKXIhA53E9xUGoaXp8Ojm63TvcyZcSIhMYO4jaT0H8655HkBIjdwX4IUn5v8aC8qq0TM4GeUJOM/Sn7KXNfmF9Yp8nLydxlFFFbHIFLSUkjiKJ5GOFRSx/ClJ2VyoxcmkjF0BTd/Ei7mzkW0BA/lXuXw9/4+b/P9xP5mvF/hxbmWHU9VkHzXE2xT7Dmvafh9/x833+4n8zXy1SXNNs/QKUOSko9kYvxQ01tU8S2UKuqg6fIDu75cCvJvBDvZS6nos/EttMWC+3Q17V44OPF1kcf8uD/APoxa8b8VRnw/wCObPWwpFrejy5iOmeh/oajqX0Opoo4IypyDyD6iimIKKKKAHRjdIikFssBgdTXQXWjwtOUhtREZIHaCIuRIXGMbgT169Otc7R+J/OgDpU0aBPMUWJuJEaFWXzsBNy5Y8en6U2bTNMj07fGk8zM5HnoMqh34wTn09q58SyCFoQ5EbMGK+pHemdO9AG/9itJJ7/7Lp/nNbMEjtxKcsM8uT3x7Ui6bbHTxI1sQhgMjXfm/ckz9zH+TWBkdc/jmjI9evvQB0h07TJrwwpCYViuViLebnzAVJ79ORj8aW7sRcWkMC2fkXEdq7R2wkyQ2/39snFc1we9OUF3CplnJwAOSTQBv3OlQW8N0YLP7VJGyqyeYf3Q2AluDzzmp5rSC5ZZo9MWVhbRmKJJSBL2Y9e1cx0OM4P1pMjrn9aAN+4stNgzGEz5l15XmmT/AFS4GenXBOM1ak0rTxqIhi066b5GADA7Cc8McHOPpXL0c+p/OgDbt9NtXF4ZlUNZSM0wSQlWjxgAH/erE684x7U9ZpEikiVyEkxvA746UygAoAycUVS1jUY9K0m4vHP3Fwo9WPSgDA09JNb+JjzQkGHTo8bsZAI4/ma7S+0y71DYJLkDYxYYjrlvA/hrOhnULqe6hubxzJ+6k25Xtmuk/sCEA/8AEw1H/v8AmsZ04ylzPoWtjqPAwXQ2u/tcy+RtEplPGMdvcmuw0qKR7e51C4RkmviZCGHKp0QflXkiWK6ZeW84uLi5ikcLidyxibsRXa6Nql++o+W92ZC6FcTNkf8A660WisKx5n4/nMnxEvbSeQx2zRKE54344rm59PjsGVZtTt1Oc4zkGvUvHVhp2tTNbtZJDfxrh5yOS3Y/SvIdR0PUNMlH2u3/AHecLMOVJprQlo6aPVLXUGEQttDZgOoiZePzp/2ayJ+a00rPtIw/rWDpfh7Ur+0861m2xDO5tnAx15qnAk0j3UFwTJsjYjK9Mdx61QHXR2Olk/Pb2I/3bhhUy6boR++kK/S7NedqhIBHm8jshpRGSfuzn6IaAPTV0Pw60LyCQAqpOBd9awhLoXnNGdOv+Mcrdf8A1q5WGF3kC7Z0APV0IFa1vJJbapHdtEs8Ckb4GP3h3p2A0Gtod7kFjAx+VJGzgdga67S7nQdAsYBd2X25dRtt8sQVSqkH8xWh9i0zxD4XkvfDU9tZXEA3sJUDbT/ccH+dcP8A2d4kvroXN5NaLgAEYCgAdsCkkTLVGpr914f1G1MVjoMVk2QRKr8j8Kq694G1Gw1BItK0m4vrRoI5BP5+OWGSPwrpdMt4VtLi6ZdOSC3T55ZV3Zbso+tUdQ+Iet2AQW9vZNAwwC8Z+U1pyNq5iqsYy5Gcdc6FqlnbvJfabNZgjbGxl3bm7CtCbT9K/sDSxbNcrqgUm/JY7c9gKk1Txlqeu2DxXcFqoh/eqYlIyRXWar4Us7L4eWOuRvN9suRGW3N8q7uuBWbN0c1b6M0egSar5uUS4W3Kt94kjOai3v8AZSm392Xywxx0qNTMLc24uJBAz7zHngt6/WtG3eO38N35kb79xCgZj35rKorxdhvYzdL8HWWteILf7UWhspFLP5Zxux/KvT7Pwp4D0rEH9mRTAjJdkaUn8a5Lw0kY1e1MymVSr7YwOc16taTXnyGPT1jGOFdwD+leBmFepGoop6G1GKcdT5k8YR2cPjHVI7CMRWqy/ukVdoUY9KxiRjkiul8bFm+IOtGRAHM/KjkdKzrWFHuFEcSs5P3WHFe5Sn7iuZNamXkcfWrFa+r6fp8c1qtuQC0AebHTzM81iznyXwBntW3Mr2EPyKTIqPzsdVpPNB/hpp3YEn8WO9Lmuh0vWtCsYlaeK5uLjZtZGVcL9Kstp9rrFvFc2Ucpt2k+cSSKgA9cdaqyFc5JhnKnI57UwDBzk/nXQa1oo05/3QRoScK6SbiR6kdqxTFIRkKal6bjWp22gZ/sWD8f51pVj6Lc29vpUMUswVxklW7VdOqWIcL9pXOeg5pXQy3RUdvPFeSGO2bzXAyQoyQKmkjeEEyoyAf3hilzRTs2A2io/PhzgSp+dO82M/8ALRfzp3QDqKQOp6Mv50bl/vD86LoNCnqfNug9ZBXHXOt3P297W1hUhTgcZJNdjqbKLZMso/eDkmub0lYle5kIHmtMQD3x7VcNdidyqt3rZ62yj/gNPtdVma4RJ1Qqx28DBBrcOApJY1yUOftS5B/1np71pOPJbULHVjABHvxRUfPv+VBB9GqeaPcloe33ax7zULz7c1tZW+7YPnYjPWtXB3AYbJ6ACoYI5LeW7eWNo1Lg7mXHGKa97YEtTNW61pXBe0DLnkYrotObfKWC4ygOKrB0IykmTiptMYec7EgDb36VVSHJux2NWigMhwA6k+xp+1uyP/3yawc4rdiGUVIIJm5EMh/4CaBDIX2eW+70xzSVSD6ha5HRU/2O7xn7NN/3xVWWVYJDHKGRx/CRyaIzjLZicWPqlq3/ACCbj/dqys6O6qM5YcAiq19/pdnLawZeZxtVPelzxW7FZnHg8CnA/KW7Dgn0rTk8Oapp+ye/tnht1I3uCCQPau6ttOhMEE9tHbT2ojUB2UZb3PvVU5RmrxZd7HmoORUgNXdfitrfVJhZu0kS9S2Mbu+PasZrhz04+lO6GjQU1IprJWV9w+c1a3Pjhm6dqnnSHYs3R/0WQe1Yw6VdMzPC6s2RszVLtTvcLC0UlFAC0dKSloAt6X/yGbE/9Nl/nW9E+zxXwejvWDpX/IZsv+u6/wA62FyfF5Udd71UWJ7Et7N5Fq0u3Oy7LYq14W0555X1GZfm3fJuHG49/wAKyrpZ7u/XTlwW8ws4U5G49s/Su9trX7HZx2tum5ziNcHlj/iTWq1PPqPlWm5o6dFG9xLe3GPstiPMPoz9h/U1vfDTTZdU1K78W3oJMzNDaAjoP4mH8q57UreW9u9N8H6d80kzg3ZXt/fY/QcV7Hp9pBp9la2drGI4IP3aKB0AqKj6GmGp295miBwM0tQ3F3BaQmS4lSJB1Z2wKyW12e8O3SLGS4H/AD3l/dxD8TyfwrM7TbLADJIAHUntWRN4gs45mgtRJfXGf9XbLux9W6Coxok982/WL5rj/p3h+SIf1P41q21tDbR+VbxJFGOixrgUAYl3J4guYSUgsrNSOBMxkb9Kn8jXdp3X9nu2jOITWle/6g05ur/7ooAyRBrfkLi/tfvdfJNSvDrezH2+0/78mrMtxDa2XmXM0cMatktKwUAZryDxT8ULy38aCw0PW7W409wDhI8lG6Fc9/WgD0KWDWPtCj7fa/db/liak1WDWf7AuN19a7fJOR5J54rm/DfiDUb5Lm41La0KoximK7ATj7tJN46ur/TPs/2GFFkjKZ3kkds0rjSPIdV0+41DS7i3aWM5BKgL3FR+E703ejLG5/e258th/KusGkoOsrce1cVd2/8Awi3jAYJ+w34znsG7/rXVg6vs6qv1OHMsP7eg0t1qdLRSnrSV9GmfEtND4RGZ4xKSI9w3kemea6jy7Ya028aZ9mVGNusZTEg7BieAcdzXKVZ0+ybULxbZGCswYg4z0BOP0rOpG+tzajU5XypXu0dMTo0GpzKsVk8Ul1Eh3HcEQp8+0/XvTbdLO7SaeC208TpbthXAEakSYUnPGSPXrXODTb43P2YWc/n7d3l+Wd2PXHpU6aVfHT2uIY5mzI0csSIcrtwfmrJ04pfEdKrTb+D+tzejTSzcP5C6aw84favNPCptGfLz756VU06ezbTJ7Vzb/ZReq7eaBv8AK6ZB6/lWIun3EvlCGJpmkTeFjUkgZxQum3rmQLaTsYjiQBD8n1qvZxtrIj207pqHf8To3/s+KVJLmHTDOomKpCQYyuPk3Y75/Gobb7BLpqySR2AiaOQ3OcCVZOdoQdQOnTisD7Fci1+0/Z5Rb5x5m07fzqeDSbmaxnvTG6QxJuV2Q4fnGAaTppL4hqvJy0h/Wn+RuW32JpGeI2T3KwwbRct8mP4+v8XSra/2VcNqMkz2kqySzHczKrJx8uM/McnpiuQmtLi3dEmt5I2cZVWUgn6VL/ZWoecYvsNx5oXcU8s5A9cUSpJ68wQxElpybGvbi2v73TrNzG/nWYh3dfKfJwfwpbL7G+u3KJb2vkKvlo0rKFTGBvw3Dd+KxoLO/O6W3t7j92SGdEPyn0zQNMv3naFbK4aVMbkEZyuemapwWupCqSsvd6/pY6SFdIisiBHbXLiZvNmEixlTu4Kg84x2FV9US0bSp3jNnEyyHaVKu8+WPIOdy8etYKWF3JFJKlrM0cRw7hDhfrVekqWt1IcsS+Wzja4UUUVucYVh+LL02ujGKM/vbgiNQOtboFc7psP/AAk3jTzCN1hp3OezN2/WuPHVvZ0murPVynDOtXUnsjtvD+nLpHh+zswMMiZf/ePJr0P4enNzf/7ifzNcZnrXY/Dz/j7v/wDcT+Zr51bn2T2Mv4k34sfFWnsYy++xccHp+8WvP/E01v4g0Gexa3YSY3wvno4rs/iyCfFGl4H/AC5Sf+hrXDYOeh/Kh7iWxS8Gaub/AEv7FOcXdn8jg9SvY10tcBrENxoWsRa/ZRnYTi4jA4I7/nXb2N7BqNlFd2zbopBke3saoksUUUUAFFFFABV3R0STWbNJFVkMoDBhkEe9VoYJbmZYoI2kkboq9TU6aZfsZPLtZSYjh9v8J/z6UBubSTWYuY2mnsmuER+Y1Cxtz8qk4wDj2qvqF1ZR/bhZ/Z/3sqBSEDYXb823PvWbHpWoTRpJHZTOkn3WC8GkTTb543kS0lKISGOOhHUfhQBq6zLp76bGsDwPKkoCtGRuZMckgAY57c1ZW+sreeKZZbMxrNGbcRoN8a4+bfx/OsD+z7wW6XBtZBC5AV8cHPSnSaXfxSxxSWcqySZ2KR1x1oDoacl5bBreOc2sqvcs1y8UYOVzxzjp9KnW4thcRGV9Nlny4MiYRFQ/d7YLD0IrFTStQdpFSzlYxnD4H3TjP8qe+jXyxW0ggLi5UsgX29aAIb/y/t8/lTCaPdxIEChvwHFV6s/2de+XLJ9mkCREhyRjaR1qtQAUUUUAFcbrRbxR4otNAtiTbQNvuWXpx1rW8T68uiafiP5ryf5YU7j3qz4J0u30TSmnupozqF2d8xJ5UdlpMaV2dWkaQxJHEAscahVX0A6UpBIx3qH7XbMObiP86Gv7SNS0lzEqg8ktUllfVmKWJZRykqN/48K0UJ3lhxxxWNquqaf/AGdOUvIWYLuAD88GtOGeOaHzIm3rt+8BxmgVyCR/MkLsG3nq2c5pokyQSqkL0DrmjndU3bmrJEWdIreQBVClGG2Pgc1kQi3m03RY1jXzYjMJDt688fWta4VfskvA+76VmabEoFrxziTv70Aeh6G+kp4animS1S4yxCvGN1V9GiszBGDFb7u+UFYkNusjY3sOeua2rDTVJ/1rE+pFNCZ1cmh6Vq+lm0vLK3lgY5K7QP1FeP8Ajz4ZXOiedqOkB59Mxl4hy8P+Ir1+w02VYwy3GQD0IrSa3YpgxxtkYIJOD9aLgfIlreNosqXAubiS2lYfaYedsig9MivZbHw94V+IXhF7jwvPLZXyf3pCWR/Rh6H1qv49+F8p8/VdDtFCkFp7NWyD6lB/SuH+HZsNG8QNN/al3pV2M7ScGGT/AKZyKen1oArWmkano2oXemaxlJ4m+7uzn0Yeoqtrd7CLKS3LnzEcdvTrivarS50H4r6EJV22+qQHawH34yD+qmvDvGmj3uiarLZ3sBicTZQkcOvqD3FbxqLkscE6DdXmG2aie1uXib5TEe3WvaPEvHwe0cH+7D/KvF9En2xy3EiLILYbgh4VvrXtPix/N+EukyYxv8psemRWEjtjseY5Ga1LW3hufDGpJPD5qi4hIUDPPNZNdR4aBbRdSCthjNFg4+tRy82hT2Mmy1eTTLxnsLRpp4iVZCpwM9M1b1Lxz4rSxku4rhoJlI2xi3wir9T3rQWa1t9QvC2owQM7LuVmAJIHWrjNb6ha3Fsl9DcBojkKQdvoeKUsBRlLmktSI1ZLQ8Wur671LVp729k8y7mfdK7DGTVuIAyKJG2A/wASjNdBpPhuw8kXGoB5Li5kYxoM8AGttPD2lHcPssgO0kFsin7G2w3URzWuhzPp6mHaPsaBCMfOM/erBm025mkJRVxnHJqW91Gf7QoeRpGhHlpkcKoPArRtm3QKx+83JxWVTmi7ldDnZ7OSBtj43YzwajCMnoc9fatPU+b3j+6KolSRjNVB3ArN/rM44HGfWr+lXElvqluYyCJGETKeQVbg1CmeUIzj1qzYqP7RteAP3yfzrW2txM6nxkTpmoy6ba4WB4Iw528kDoK5pQ5i4I/Gu98WeGbrWtbluYJY0CIoIkOB0rhdW02XRr82szqzABgyng0TpybuUoNRvYmHm5UfIeKbab/t/RD61dt47a4hSQRAbhnrVdhZR3ChXxKf7p6Gs40mncTeh13w/aVdQuDBGjqRhtxwetbnix5zAwkhRfo+a5LQJ3h1JltpXjncbVCn71b2pRXrIzX0zOm4KSW4zXJVwlSdXnWw1FyjocRECb3IX9at/MN/yj861f7Ksw28K271DVet7G38vKRKzjrk9a39lLuJI5mNnw3yn86USSLMvyN+dd7pSWLwshtUZsbgSMk+1O+16NnP2Zcjj7lUqL7iaPMb+RnkkBz1zgmp/C7L/wAJDb/u/N6/JXo12+mRacL1NPhlVn2AMuCaoSX1mfDy6la2MNrO8pjjIA7d60cHyNE2sbDAYwdNP4haqlY1kz/Zqrk9Sq4FcvN4p1GJCWvUOB2QV2Og6Vf61ptpqD6jtSZdxi8ofzrzHg6/cd7ld4t3/LOH/vml2D/njD/3zW5c6JHaqC92NzEBV29c1najpsdhMHEgmEi8Z4wRThg61/eYtbnM3uo6dqBjt2tR8jkNu+QA+uRzUGpWb6jiJLaCK58vKSs7FcA9CO+a6G5ga0sYryO1jkV5CjBI8lQO9LvV1V9qFWGRgV6lOChDlDlC0aPZEotY0aLhwAMOcdq57XZWu5PsEdmbeRRvB42kexFb6xLKcgquOrHoKptLB9pjj/dyrLkB1OQMdqJwUkr9AS1Ob0qyuLDUYbmVVdUOSA3Wu5HiqAf8uT/mKxb5ETYEQKeaqe1c9TC06urK22OnHiyHHFk//fQrI/tpxqX2oW/H90tWceOtOCM0TSY+VSAT9amGBpR2BNm6/i25ZSFsoxn1krmtQmuL6/W5dY0degBOKmHWqj3Me9mzhQOSfataGGp0neKJlJsZCl210sjvGNg4285om36ckl+jhpY/nAZeM0WV5BcSFIydwGSCO1Lqw/4lVz/uVcqMG9hK9zJ1Pxjqmr2jW86W6Rt12LzW/wCFSR4E1Abj8m8A56cVz+i+FL3U7rbOrW1ugBdyOTnsvrXa/ZLXTtC1S0tYvLiiUjk5LnHWtKVKNNaDbueYeY8iqHct9agcYY1Mv3c+lQscsTipaRSBfvD61dI+XrVJfvL9avkcGsHuUhHA+xngZ29azq1xGXtwMZBAzVJoUz92t0IqUVYMSEYAxUJGDgkU7ANpaXAx3/Kk7e9IC1pX/IZsf+uy/wA63LYeZ45kHo0lYukDdq9mwHSZSfzrb0sZ+IE44wDJnP400Jmh4X0xrbVn8yaJneN3UxuHxz3967nSYfJvTdbFdoYz5Yx0bHB/CvPvCF1DBfzIltJcTESYEZwOveu4tIb67kYSSrbwFctHC2XPHdq3Xwnl1k/a2NfwBcaPpWo6he32oR3Os3QO2OBS5jjB+7/vE9q7xbjWdQ2i1t00+FmOJrkbpD9EHT8a4v4PRRwaLq3lRRiX+0GUNj5sY9a9Kw6gbIZHIOfmYCsJbnp09Ioq2/h+0SVbi6Ml7cD/AJa3B3Y+g6CptY1ODRNGutRnBMNtGXZV9u1SqtxKf3luqfWTNYHj+Nl8AazlUx9nPrSKObf4i+IrnUbTT7Dw9CLq7h+0W6yXA+eL19jV3+3viLyR4WtP/AkVzuiAn4h+DySOdG449q9Z8mZnJ+0Oqg/dVRQB57d6/wDE6cCGDwlZKT1eS44FULjTvjDqzFn1PS9KRhjy4jkj8a9W8gFSpaTB6/NQlpDH91OvUk5oA8XT4N32qysfEvjO4uZG5aKHJGfxre0b4WeGdDmjks9Nnu7mH5hPcHgn6dK9NWJEOVRR9BSTfcoA4fU9MvJoXjBhgj2EkdSOOw6CuCtdrWyMACMYz9K9YvuYpf8Acb+VeOaVMRbyRygxmOQj5hjvRJFJmjnIxisbxNoi65o8sGMTod8Lejen41rGeLp5yfnQ1xBt/wBcmfrUFaM4fwzqjXlo1pc/LeWx2OrdSBW5WL4u0z7LdJ4i0ll89P8Aj5iX+Mf3sfzq9pmpQarZrcQHr99e6n0r3sDifaR5Jbo+SzbAulP2sNmW6u6Repp+pxXMiuyKGBEZw3II4P41Sor0GlJWZ4sZOMlJdDof7asjb/Yj9uFuIlTzgw83Ibd9Me1TDxJaPKJZI7tGjuDMgjcYf5QoD/lya5iis/YQOhYuojZ/tsLatGiyJI1q0G5Wxgs+78u1aFn4mtIbxrmSGcSZjO5QrFwqgbTnpzzkc1z9lYT38kiQbP3ab3Z3ChV9STVtPD+oNK8e2FdrBQzSqA5IyAp/iyPSplClqmXTq4h2lFX+XkSz6paT6Q1tIk8s4P7osAFhyxJwRyw+tWV8QWyW4ZYpzP5McRjLDyvkIOcdecVS/saWSG1EQInk8wyiRgqxhDgkntUcmj3EKz+YpLxhGTyyGVwxwCD3/CjlpvS4c9da26f8E0L3xCs+q2l2plljhlMvlSRou0k5IBXr+NNtNW06zvp5k+2OJACssiozoc5IweMH1qKXw9NDZwl3iFzLcGLAlBVcLnB9DntUZ0WW2N4l4CkkNuJo9pyGycflSSpWsmU5Yjm5pLzL3/CTIt6ZkjnVDcTTFQwH31wPxFLBrFnJpkiXUtyjBYEPlMN7lCSTz2rmqKv2ELaGX1upe713/E6X/hI7Z5RcPFcJNE0hjjRh5b7/AO//AJ5rmyckn1pKKqFOMNjOpWnU+IKKKqanqUGlWTXE56fcXuxpzkoK7FTpyqSUIrVmf4j1KS2to7G0Be+uyI40XrzxXa+GvBt3oWix2pg/fv8APO2Ryx7fhVL4aeEp7m4Pi3WY/wDSJf8AjyicfcX+/j+VeolCRk185iq7rTv0Pt8DhI4ako9epyR0i86CP/x4V1vgSzntbm9MqBdyLjnPrURhNbXhtds9z9BXMjsexxvxJikm8V6eI0Lf6DJn/vta5QWd3niB/wABXf8AjCDz/F9qMZxp7/8AoxazV08hgRkYoYkcVcaZqE6SQyWMjxOCrKU6iuRe11H4eahGt0jy6LeHIcD/AFZ9PqP1r237O+OXf86z9c0e31PRLu2vY/OhKE4PY9iPehMLXOTiljnhSaFxJG4yrKeCKfXBRTah4HuxHLvutGlbKsOqf4Gu2s7221C1W5tJllibuD09j6VRJPRRRQBb0+7SzmkMsbPHLE0ThGwwB7g+tWrXU7S2SJPs9wy28plg/egckdH9fwrKooA1W1lnhkQxsC8Cw5DcDDbiatPrVoY4pzFK1ws0sioHwF3AAbvX8KwKKANj+2ohmYW8n2l0SOQ+Z8m1SDwPU4pbbXzbyu/lud80kjHcCwDjHGe4rGooA121smWNv38gS5WfMjjcQoxg4GKfba5Hb7D5MocRvEzIw+6xzkZHWsWigDXbV4ZIbhZ0uLkyZKCZlKqcYDcDOR7VlP5e792HC4/jOTTaKACqGsavbaLYNdXLe0cfdz6Codb8QWWhW+6dt9ww+SBT8zH39BXO6Xot54gvV1jXsiPOYLboMduOwo2BK5DpNjd6vqJ13VVJZj+4iI4Udj9K6bHqpP4VpY7AAAcAClyPSp3LtY2PCHha116x1C5uzIogUmLYcZOM81xV9At1Zz25x8ykD69q9o8BqD4QuiB8zGQfpXA6PYQ3Ngxkt958xhux70CM34N2NtdeGfEZuraKWSNiAZEDFcDtmvVtT04ajouni1iCReWjt5KAYBHWsrwR4astJ0bVZLNGRbtmLozZ5wRxXVaOVOhWpU5C26p+XFUI8+1m2062lgSwmMjYImDNnBqjnkCn6hF5GpXMZGGWQ8ryKrrId+D1HqDQA+4/49Zf92qNkMfZvo/86t3MmLaUEDO31qpZNmO1ODja5z+NAWOhtf8AWCuisOormraWNXyzAVv2F1BuH75apJgztdP/ANRVuqGnyIbfiRT9DV3cPUfnSYgYZIPpXiXxN07w2njWyt7yGezFzA0lxc26ZDHsNo7+9e2FgOpHNU9Rit2s7iWWKJisLfO6g4GD3pLQTV0eNeE9N8L6ZaPqWh6rduofy/tBUgh/pXW3cWgfFDSbjSbuRE1O1OFlUYZG/vLnqPUV594CazXwbcfa52ijGokqUXOT2FWLU6NF4iNzYatdHUEMkiLs2gNj1ro5LxuefGs4VHF6mJr/AIPj8GxXdk+pPcXTx7jG0BCsnqG6V6L4pOPhHog9Vh/lT9E8QaL8VvDk+j6mi2+qopQjoc/30Pp7U/x7bppvw+0/TTcRzSWzpGSpGTgYzisJM7oKyPK63tL1KLSPCmt3spx5bx7Ae7HOBWHGjTTJFGC0jttVR3NWfE+l32l+BL2PULV4Ge9hKhv4hg1Mdy2eczu91cSXE/zyyMWZic8mu0+GKhdU1PHGbb+tcXXoXw2sGihvb58gzRlUz/dHetY3bJlaxzmt65c/2oFtLl4kgTy8p3PetPwZqV9e6vPHdXUkqiAkBj3rkJ+Lu4/66N/Oum8B/wDIZufX7OaV3cTSsc7eD/TJv98/zrdtlC28Y3dvQ1h3/F7OP9s121hZMbKBtvVAf0rkxMuVIpbHJ6kCLwkggY4z3qn3rd8RwGO8iG3+Csl7aVTtZQD0xnkUqUrq5XQrDiRqtWOf7RtO/wC/Tt70i2YEpyS7N2FXbLTLpdUsWkt5I4WuEAdunWutbkvY9J1SVP7SmXcxJIyB9KzJ/sck0f2mz82R14Ypnge9TalMRr91H6ED9Krm5aK/tEBAUoc5HvXrPDxjS5zkwmazq4lYdrQn+x2QTCwRBR04qL+zNMBP+ixc9eK6LRLK0l1dI2iEkZiLEMc810TaNpn/AD5xj6Vx80V0PpZ04x6HBwQW1tIskEaI69COoomlS6he3mDSRsfmBBwa7ZtE0zPFov51xeqI8Oo3Npap5MSP8jbs4z1wK1oJVJctjz8diFhqXPojnryS50mKYi3KW0bYjLZwQfejTtfH22NXeEKQD8rfpWz4mjSXw95TncCVz715td2dvb60ETMUYKnfyQmR1pYnCez1R4mBzFYpXasz1lBDulnt1dSAJEbPb0xXNeJ557G6FzAcW12m1f8ApnJ6fU10NhsawbypGlYQqFYJww9afParJcLFLaLdRFlcxk/xdiPeuFHpIyPEtw9hoNhZZDTPGNy997VR8Vxta2mlaLAoX7PAHcZxhj/WuovH0q4nFxfaXL5kLbt7q2FIrzzxNqE194jmvYp2ET/KNgyMCrUWyZSSILWyMqPJJNEduVEZbknHUfSvcPAQYeCNNEnLqGVsnPevC9NjurjUIIoroq0jbAMDGT3r3vRY7TR/DgsobtGMCn5i2SzdSabg1uJMytfub6/EsenKPlkCFycHd2Arnbe41D7QIb1XJQbJCeQrfWt+31CyvYpJ7KQSRC5VWcDjdn+dVdQnNut47lWV2/EHPGKqNBtNvoZuvTpytPd7G1ok/wBn0uxlkX5GkkVmPQcd65eZtqyNGOWckehye1PlnvEsUDJIlrkMMcg5qPUo2tbBZDIhlkcKio3Qd81k3c3uXILCS7tLmOMiJY497tjOfas77NBHPEqWyrtXdvU9+/FdDoK3t5p9/HZoGDw/OGPJPasG8uIrL99Ms2QAr4XIFOzasidFqzL1O9EeotEx+XyvlwM/MaJXt7WaNpzJsky6/wC7jj9awL6987UJ7hXO1m+UHsKt2Us+ozB54pJo4o9qHbwBXdTwySXMzP8AtClFPRs1LOBNR1G0hT/j3k2iRucg9zXXR6Fo8NtdQXN2wjEoJd3A4HSsTweQdWuVClAYhjI96zNe1hLpNV0d1AuPtCrAAvBUdcmlUoQjqmZYfMnWrckYHbjwnpbAMrTMDyDu61Xm8B6NcLh/tGM54euo0nSUn0aylNxIu6FeB0q4NDjHW6mrjdkz21Gn2OLt/AWjWzM0TXQZhgkvST+FtAUfZ7q5dfNX7jyYLD2rsLzS47bT7qdJpi8ULyLk8ZAzXh+qaxe6peaLdXbKLgry8fGVLdKqEeZmdWUKcHNLY3vF2rPoGoW1tps6NC8W47k34PTj2qDTtRn1Lw5qVxcMGcgjITHGPSk8TaLPqurW3lFEiWLDyFsd/SpzYw6XoF9a2+SojySx5Y4qpwcZNHlUcQsRBVEtzzo8ocGQ8egqlXbp4asJNMjkBkjlkC8ryASK53XNF/sWeKLz/O8xSQduOlc81ZXN07mYgzIoHrV7cSD8pqpBzMnHer+3jpXLJloRUdQuXQZx8vOarTFlkO1VIJ5JGavKhVAQ7c9Rms67yr8EjOeldERDQwLDMm7224pkikNxnB561GSTjJP51K7oYcNyw6AdaYEfHXP600sBzuC0z526DYPfrSiNRyfmPqaALmksz6raCEfN5q4LdOtbOlw7/HlwLj97guWQHANZWjn/AInFmf8Apsv863tJ4+I831k/lTQnsbHh+XQzq6jTLO9t/wBy+8TuOTnkgelddZ3CrdxxRxkh42JJbngVymg6xLf6xmS1tlYQOgZU5wDXTW9w7alaqCqbo3+6vtXRH4Tya9vbalfQfGY8NwSJoWjyTxy3gW4WaXcQ56sMcgYr3S2l862jl27d6htuc4z2ryP4Y2MWpard6ncKgayk8mNI12hi3O5vU16+BgdP0rCW56dO/KPrmfiF/wAiBrX/AF7GulJrmfiCw/4QDWs/8+xqTQ4TRRjx94LProv9K9fX7zfWvINIYDx74H5HOimvXVcZPXr6UAS0VGZMcbW/Ko2nIOMAE9MtjNAFioZz8tRS3iRIWkliX6tVOe7ndPkBIP8AdXGfzoArXfXH+TWGIoZ55C0cbgRPnIBxxUt5bXN26pK4iRjjcXyR+FXL20sdJso3t9P3+YvlGeM5IJ4yaGNbHiL7d7Z/vHH51paTo41SGaQXSQiMhQGQncTXoWj+H/D5hdzZIZVcrIJnzg/4GptbtYLW1txbQRxR7uPLXANKwzy27066sbhoLiEh8dMcEH+lche6be+Hb1tU02JmtG/18Hp/9avYfHR/4n8Pp9lj/lXMHByCAQeoI60Rk4O6JnCM4uMloY2m6lbaraie2cH+8h6qauYrn9T8M3NjctqegOUkzmS27N9P8Kl0nxLbX58i5/0a8Xho34BPtXu4XHRqLlnoz5XH5VOk3OnrE2qKU0legnc8VqxoaVfQWX2v7RD5yzQGMRngE5B5PbpVr/hISz/vrCCSNHV4EJYCIqMDGOv41i0VDpxbuzWNecY8qNVNdm3L5sMcy4kWRWyPMDnJ+n4USa7MSwigjiTaiRqMnywhyOvXmsqij2cewe3qWtc3P+EkZZlkisII/wB60zhWb52YYJz2/DpUVzr8lzMzNbIEaBbcpvY/KDnqec1kUUlSguhTxNVq1xzlWdiq7VJ4XOcU2iitDDcKKXFYereJbbTz5Fv/AKTdtwsacgH3rOpVhTV5M3oYapWlywRoalqVtpdoZ7hsf3V7sam8EeD7jxbfp4i19NumRnNran/lqR6j+7/OsCw8PXV7eR6jrzl5Dhkt+y+mf8K9u8MkHw9AAMYZsADjrXg4rFyrOy2PrsBl8MNG71kaw6DaAFAwABgAU8YxTBnNPxxXEeiJxWvoIAlnI7gVkAA5rW0H/Wz/AEFNCZla4m/xpB7aa3/oxaeIFHOKdq//ACOkP/YNb/0atPIweaHuNDREpHaqmqRKNIvCB/yyNXAcDFVdVP8AxJr0/wDTJqQHlTxR3FuYpkWSNhhlYZBFcnc+HtS0C5e/8Oylojy9q3Of8a69T8q/SlzTHa5g6P4xsdQb7Pd/6FeLw0cnCk+xro+oyOQehHesbVdA03WRm6gxL2lThh/jWCul+JvD5J0u6F7aj/llJyR+B/pTTJaZ29Fchb+PIom8rV9PntJRwSoyPyrctPEWj3ozDqEOfRztP60xGnRTUdJBlJEYf7LA0/aewoASilwR14qKW4t4RmW4ijH+04FAElFYl54u0OyzvvRKw/hiG6seTxhqepv5WhaU5H/PWUZ/+tQB2E00VtEZZ5UijHVnOBXJ3/jGa8uDYeHbdriY8Gcj5V9x/iahj8KahqswuPEGoO/fyIjwP6CunsrG006DybOBYU77RyfqaTY1FmHo3hRbe4+36tKLy/Y7vmOVQ/1NdMTTcUuaRdhRRikHWlzg0gPT/h6P+KVcEZBkkyKtQaXYaeghtk8uFGJC5z15NV/h7z4WbH/PV6158Zbjv/SqWxAumwQW9tJDCDtYBsH3qv4fTy9BihJ5QshP/AjVpry10+xlu7yeO3t40QvI5wAK5zwd4q0TVo7qystSimuFuJGWPOCyFsgimBpSaJp0kokKnc5y3PqcVSfTLOG+CKcLK/zA89K6EdIxjv8A+zVmzDOpxjj7/wDjQBnaj4Q0u9ksrss6utwWYK+A3aqPiDQrCw13R4beEok5ZXG7txXXzcWlrwP9fWF4t/5GTQT/ALTf0oA0j4P0nJP2eTr/AH6P+ER0sDiGUfR66LijAp3YjnR4SsFOV+0r7CU07/hGLTtJdj/tsa6Gii4HP/8ACNWwwRJd8dP3prK8SeEhf6HNaQ3t5b7uWbzeoA6V2tU9S/49JP8Acb+VTJuw46s820XwCI/CMFjA0AiY+bvYHeW9c1XsPhy2m6q9+kkcsjBhtcHb83WvR/D+DoVr/uVflQHBxV06kuVEzpw527Hzrqmlr4R8YOiTNGsKC5LQ/fTPOF9q1vFlpYPo2k6pFFL5+pKZ5JjIc/l05qP4mlP+Fg6uCwH/ABK4wAe/WpvEef8AhC/CAIwfsppSGchsiyDh8g5Bycg0/WHkm8FX2+SSTF1Dje5bHX1pc+lbWlaTBrWgajbXBcRrNHJ8nUkA1MVdlJX0PL4baS5uoreIZeRgor1bw7KkWo3GlxYMdrZ4Yj+96VweimKx8TgSOsSxFxl+3pXS+H7mG11PUbpJ42luAEIByD7itopk+zlJ2R59P/x8z/8AXRv510/gEZ1q5/69zXRweBrC6umDAQwXC7FlLZZZM8kCui8N/DAaPqF1MmpCXcpSPKYO33rlr4mnQlabNJ0ZJHjWojGpT/8AXT+texWem4s4AFwBGv8AKuCtvAut6/rWoxWkKp9mkyWmyocZ/h9a9pg02eK2hjaA7kjCtyOoFeTmWJjZcjJUGeS+NLRYr6IspPyDp9a5a4kQXcj7NwJ6E4r0Tx/YXB1CIC1kOEGQqk/yrCsvBGoeINZlji22lqyeYs8o+UgccVvha8Y0lKTG4vYoaBbLqCXLMVUwt0OOmP1rWO+K5gs4UV8TI6gevbPtXVaJ8O7uzeS2e9gmt87hMpwSPQiuUjv7eDxFEjlCxmlhDhs7SPu/XNejQxNKs7QdzKcWtyW6uDPr00rJsYnlc96gvyRqFlg9UPH41DDIW1KUEEMGIwetSakT/aNkM4+Q/wA6+im/9nR4eBX/AAo3O18MNu1WI/8ATA11jGuO8LqyarGCP+WBrrznHSvHe591W3Gsa4TVz/xO7zn+P+ldwc56VxVykcniLUC/JRhgZ74rvy+/OfL8Sv8A2VepS1+cw6GW2g5KjkZrnbSTzZ7z5U+QKeFGcba0/F92V01YUXK+YN7enoK4SfU54rqb7M5CuAGwuc8VWYTjseRkkOWlzPqepaXdSwQFnQi0Rcq+Oee30rZtnKzRyr8rDpxnnFZisD4aABy3kx/KOprYg2gR5GDjoevSvLbR7ynG17lqbUb2XRpTILU7oiTubkj6VzTSxysjxWMLB1+66DGa0LaKeHRdUSa1fMybU3qc/QVmiGaOHcbGaNQMcxkYpymrAnHqYEOiLJPcXO1IZIpeUC/dz6Guhsd6W4VE3oH37gfvj0rLQXosrryLSclrnORGSSMVp2MFzFYRf6HOjFckbT196nmT1uClEz5I7ixurx97QxTOsgtkGBGc9frV15bi8S5WC3ZzAN0jnoAay9YXU7i7RltbqWNgN7eWTmnobyK5uo0SZI5UUOFyA2PWuiNZKD1OWrCnKpGT6E73EyzRQyqQNgUhW6e+Koo5kvWjDB1iONwGCfrTL+OfCSpBKZPUA1JpkUzhpmgk3FeTswa5XOPc6o1Ivqek6FMTot39lgczSooVRgHHQn8Oax0cpHMPJ2lt3EgzuwK3vBksMFpIJJEjPl8b2we9YVy6NOFL8HOcH61SmujF7SGzZ5zrkH9jpbtd6fZt9pBdQjtxz3rT0XVIpdJ3RKET7vlqfumqPxGkDSabGvJijZSRyOvWuLgu5rclY5XQNycGt5T54rUwi4xk7Hq/g+XzddnXOcW/B/GuJ12dofGt/g/8tzWl8O9TFvrk5uGYrMgTzCfunPGa6Xxp4Zsp7CbVo1WG7t8OzKOJBnv71vGL9mcEK0aWMu+p6r4e58N6cfWAVpVm+Hf+Ra03/r3WtLFcMr3PqVqVNU/5BF//ANe0n/oJr5ulb/SNCHqg/nX0lqf/ACCL/wD69pP/AEE18zsPNvtCTPVR+HzVpS3MMV/Bl6HpNyR9sH/XMVUvB5lpeIOrJgflUt44F9jvsFVbmUJBcvjO1N2PXFdGIaUmeLln+7oqqoNjErFA427hgdq53xkpZrVkAMQ3fMB0J7VoIPF9zbw3UFrI0FwheMxw5GK5/XbnWVum0rVyBPEwYxBQCCRxXBKtCS5Uz0lFrUy4P9en1rSxVcaZqFu8ck9jcRITwXQjNXZLPUUjMn2C4SMDPmyRkKBXJOS7miE6RZ7ZrHvZQZAEG7r06VpeWu0GaTf8wwOg/KpItA1PVdPnutOsZbhYZdjeUM8mt1OKWrJSOf2u33mwPRant9sbYAxmtZ/DGpWkfmalbS2iyQPLFvHLbeoqnZWUhe1ndV8mXdtweeOtaJ3V0PlZUkXa5FM5wasXalLgr15IxUBBWPeRwDjHvRqItaO3/E3s/wDrun8639OYp8RJjx96Suf0o51SyfuZ1/nWyjmPx9M3+09NAza0JIrbxMttHvLfZGkct0yx7e1dPA6pq2nlif8AVSH26Vzej8+NwfXTwa3Li2F5dWsJcxh4nG5ev0roh8J5GJS9uihoXjw+GE1KC0ihZ7lyfNllwUcZAYD0qax8ceObtH2apcXW04L2lsHX6Z9a67/hCPD1vpEd39j82baq5kOQMnmuq0NbPRby+trG2it4D5beWg4yR1rC15NHsRsqaZ5gPFPjlsnz9Vz/ANea1DPrvjS+t3t7p9UngkGJIms1w49DXuTalnBULj6Uh1IkZXA/Cq5WTzo83sD4m8T27tpWg2Oi3djGtvbXlxuEka/7I6YrAn1H4g213NaSahqtxJA5RpbaBTGxHoa9hbVtkwZnUAAZFZ2ma4iW1wFmUf6Q5/Wj2chcyPKzqXxAzky6+T6iBao6jqXisaXINRtNUdI7hbo3c37todvoR2Ne0SeJEMbfvgCPSue1PX0u7Sa2mCvFIu10Y5DD3q1RbDnKE9nrHiO0s9bgktUtbuEFQrHPHr6mtmy0TWLq1UiSJih2EmZsnFaGlwQL4S05bdBHCudqL0AzWtocKNbTZB/1zd6wejsX0ucbrPhXWAkVyZrdFjAVhvY9a0NCste0/wA6xhe1kQYfMjHHPoK6XXII/wCypOD95e/vUOmwodQbK9YR396BHFa14U1VZTM0lukcnJVCSc9a0/7Hv10OJZpomjthvPXLE102tW0Ztk44yc8+1V5Y0XRbkKMERjv7UMZwHjoY12A+tpH/ACrma6fx1/yG7b/r0jrmKllLYKydY8OWGsrulTyrgfdnj4YfX1rWo7UDOJYeIvDnEif2hZL0ZeSB/OtCw8T6ZfYUy+TL3STiumyR0rL1Dw7pWp5NxaIJD/y0j+Vv0rro42pT0vc87E5ZQr62syYEMu5SGU9wc0Vzz+Dry0O7TNYlj9El6U0r4xtBgwwXSjoVIya9CGZwfxI8erkVRfBK50dFcz/bmvQ8T6DJkddoNH/CT6j0/sG43fQ/4VssfRfU5f7HxS6HT4pO9c1/buvTfLDoMgPbcDThH4yvBgQQWqnuxGRUyzGiti4ZLiZb6HRsVRdzEKB3JxWNfeKNMscqJvPl7JHz+tQr4MvLs7tV1iWTnJSLpW7p3hzSdMwbe0QyD/lpINzVyVczb+BHo0MigtajucyqeI/Ei4jQadZN/E3DMP51u6b4csdFtWaNPNuT96dxk/h6Vu89+1RT/wCpY15tSrOo7yZ7NOjCkuWCsiBzmWPvwK9D8L/8gKIdtzfzrzhT84PvXo3hY50JPXe1QaG0eo20mecZpRxQcADHegBO1a3h/PmT/QVlgcZrV0EYln+gpoTM/V/+R0i/7Brf+jVp/U81HrH/ACOcX/YNb/0atSZxxQ9wEIGeKp6sf+JLe/8AXJquHrmqeq/8ga+/64mkM8vX7g+lFAxtH0oPSgpBS0lRXV5bWMJlup0hjHdjQA6aCG5XbPDHKvo6g1i3Pg3RLok/ZDGfWJiKzL7x4hdotJs3nboJH4H5Viz3fiDUjm5vzAh/gj4/lVqLZOhr3Pg7TLU5TXJbXHZpBWdLbWNscL4xk+i7j/WqK6Lbk7ppJZm9Wap10yyTpbqfrWipSCwxv7LPEvii9f8A3Y2/xqeCz8IOQbjVruU994IoFnajpbx/980hsbRutvH+VP2TDlOi0y28IxkG1a0kYd5Wyf1rpYthjxAU8vsI8Y/SvMn0exf/AJZFf900xNPubRt1jqE0J9NxxUulIep6jRXn9t4o17TcC7iS9hH8WPm/MV0ml+LNL1QhPM+zzn/lnLx+RrNxaC5uUppO38qO1SMUdaKO1JQB6n8Pcjwo5/6aPWvcfewO5P8AKsr4fj/ikm95HrWm/wBb+P8ASqIOA+L9vcS+FbKRYpZrGC5je8jj6lPf2ripLzQ9V8ZeGj4Qg8qeGZTcSRpsCoOoavfI1D28iuoZSqgqwyCKg/sfTLIS/ZdOtYC+CxjiCk8+1MCRZEaUKvOCOn1qhIP+JnGfQ5/nV2JVQggcnGT+NVDzqC57DP8AOgCzcNizs/e4FYvi3nxLoX+838xWvc/8eunj1uB/WsnxVz4n0T/gX8xQB2VLSUUCFopKWgArI8Q6ja6bpzT3kyxRHKBm7kjgVrV558ZJHTwSPLtxOTcoCuOg9R7ik1dDTSd2X9J8aeHrDS4La51OGOaNcOpPQ1ab4geFy3GsQ14ToukHV9LN4EgCiQx5kTLNjuT61W1jT/7JtPtH2a0lO7AXYRVxptRuOTi5M6DxxqVhrPjXWryylS4hGmxqHA6EZq/4ibPg7wf72ZrznTpLmRtWfyI4A9vgxoOv0r0TxCCnhDwcrLtIsiCD2pSJOXrc0kyroOoGDdv8+L7px61hZFbWm3ItvD983J3XESj8jTp/EjSjb2iuOufCsEkUVzKYmM3zH5ec0Q6JHApWJkRTzhVxW4HL6PYkjnB/nUQHSu1WPTlFJ6HPyyy295sE0hCt/ervE8b2JnjENxOUWMKytb7mOOuDXm1xODrk0J7SH+VbehsserqzkBRExOadfK8PjKalU3PksxzOth8S4R2PSLDV4tQVCIGiQqSssuBu/wAKtSTwxjBeLk9jXDQ3b/bLgymRoSR5cap9360gnY6iHJ2223Hl7Duz6140+GIt3UznXEEtnE6069a2EzxXK8MOJEwQa5lfF9lHd29qlrN9ktdyeY3O4E8nFRSSMbiHyceVk+YGTk/Sq+pTOIk+ylFG75iy44rrw/DlCCtUbZhUz6q7KKsdHP470O2i3JJIYwu0jyjuOa8z1i20+41AXWhySSBSHzMAuSevHbFdLqF1DFalG2MZFxwBXNARY+VAvsK7cNkOHw8uaAlnlatDVWM4v5WtP827J5HfNX7gQNdW7SShWWM7Qe9PjjiMyny1zvGSRzWnFb2//CRXqmBGVVAUMMhfpXqeytHkMqWP9lV9vbYoR3EscoeC8kRwMBlbt6VKNR1Tdxqs3/fVac9namNmECBhyuB1NOks4ISxKIdg+YgVH1SJ6K4nlJX5CpHqeogZfU39gW6+1PtY5reK5ubiQy3Vy4IyOc9hVqO1gDhljUOOQSKnt8FzeycpCSsI/vv3P4VcKUaeqPPzHNZY2Ci1ZIo69DDaaIttKFaQyCSV26bvSuegexVufIH5VseI4luNL2XDE75ATz1NYNrpFkr58kn6tXh5krVbM5KLj7K8m0dPpU8SXltMzkQhh8wBxWxcX0Lag0ilynmE8IelZWlsPOgtS4EAb7hPFbbun2zYJFCF8Yz2ryrps7cO4cvU2NW8Q6dLpcISSVhGyux8s4AHU1W1vxho95ozRW92zsxG35Dg1pa3a2S6VCqJEAXVSA3UHqKr65pulQaI7QWtsjAgDAFatqx6suVxe5z+neN9CtoTHLfMGU4ICHirx8b6HPCxjvHO4cfIeaZpenaSYcva2u5iAcgZNabaZoqxtstbIYHGAKcGuUyjy8vUyLTxno9vAsUlzIHOflCE1kSa3ZzTymORiA2eldNpttpq2UjeTagnIJIHSsB7exEr7VgVc9ARWFZx5dbmVRQt1Kb67YxEeZM659Vq3YeINP2OfPYgj+7mo3tbGTh44Gx61PZ2dggYCKALjoMVguS+zMlyJ9Sn9sguWxGJJN2SMIear7g2XQMy9yAePrVxTHbvmJ1TbkDae1QLcvErRxS7EbqoPU1rHk8zirunfqZt61sBifYrN90SLjP51lOtnt5EG76CtfUo11BUa6zIyfdJPSsGfRLJ/nIkDeu6t4vsKg6f8zNfwlZ28+oahbMiCGWDDFf4TnhhXVIJNU0a80q5wLyNDG2ejj+FvxrlvAFtHa63eIhJBg6Nz3rr9Qt5Imjv4eZ7YHeO8kXcfUV72F1pWKrS5aqLGmazrllodmm+GNI4xGVYDcpHqKlbxTrOf+PmEf8AbMUeTbX0cdyFB3qCsg6kVCbKy87yi7eZjOwNyB61SoR6nrLP7JLlJZPEGqXUEkEl2nlyoUbCDoeDXGXHg+EXWnNbXISG1LZDnLv3wPaty6lsYr63td5id5TG5Z+R6ce9aZ02z3rLN8xj6O7YC0exgtUxVM754uDhuc7f7Uu4pZJQqnavzHAPPetNLfRZITKrXAmDDbGOQxHv6VyiLHrV3dRyQy3TxSskW1tqque5rdt9Bu1t1hluAkK9IYm/m3WuDG0qXPepO1ysEsS6SjQhe25151WysbOaKW9SS4nix5Ns2TnPYDhawjptm8ss2qJYWr3D7455f3sygDgE9AayU02GykkigLxMCNzBsnn3rds7O2nsifJDFTxuHXHeuOlkceXnjPcWIzepSn7OUdjW07StNihSe3eWbPSaVt5/DPSrtzFDJbOtw8jwkfMpwQRWHYSR7D8n2cZxtLnmiG9ma+lgaMpboPlmMnD+wFcc8hr811MqOcQkti5b2HggW0Tzwaaj5Od3b61n+G/scPirULrTbqCLToZwGgjfAkyvGBUV4kH2qGIWMVxHKfnk3DEf19afJaafZRs9paQuzEblRsZ961pZHU2nMJ5ylH3Ymbr2jLca1Pc6nfST2c8EoiihfJiBPOfQ4rAtfh3LqulQQaZf7ZInd1BOWVCeh963fFjCy0OOe0xG7zKrFTng9RUvwqfd4g1bHZD/ADr0/q6w9NQWp25bi54lOU0Z83w51n/hHv7MS3gebOftjL8/WvPvE3hm48O2r293cg3UTqZEHXnpX1K/3etfPPxiUt4yuSASDHHyB7URd9LHpTirXObtLSKG4sZELEiePOfUmp7hinjS5cdneorYnzbPn/l4i/mKNQbb4wuM9PMaqrRStY4oybbOl0T/AJHKE566aK6C4kaKW1lX7yq2Paqnw+FhrGoRXQsZnvI4ntTmUCNlX+L6812uoaRBbQJPLp+IoFKsonHO7vWXPaNjN4V1KykbE4P/AAjsZznIjP607yHbVrzbkfLHz+FeUy+M7v8A4SOXQRJceShZELODtwMj61v+Eda1XUNPm1Se8JkjukgZCOHX1NFN+9c6KkuWPLbY7thLAh+Y/jWbPqMsO4K55rcvNvkt9K5G8PLV1x1MGytc6jJvY7zyPWsW31KSNJRv6ytmp5j85rCB/wBZz/y0NUxI05NVmDHa9U5buWTJLmq+c0N92k2Uex6CSfA+lsTztNb2g/8AHrN/11asDQf+RD0w/wCyf61vaB/x6zf9dTXnvc3WxLrv/IJl+q/zFV9L5vs/9MR/M1Pr3/IIl+q/zFVtJObsH/pj/U0CLWsD/Rl/H+VUZz/xJLpvVB/Kr+q8wp6fN/Ks6f8A5Ad2PRB/KkBwXjr/AJDVqfW0SuYrpfHB/wCJ3bD/AKc4/wCVc1SZa2FwKDRSMQqlmIVR1JOAKQwo5zxXOal4xsLRzBZhr246BY/ug/WqBXxVrQ/eOunW7fwrwcfzqZTjBXk7GlOjUqu0Fc62e6t7Zd1xPFEP9tgKypvF2h255vRIf+mak1mweCbHcHvbme6fvubArUg0DSbf/V2EP1YZrklj6MdtT06eS4iXxWRSbx/pS/cjun+iUg+IOn97W9X3IraW0tk+7bQr9EFPMMTDBhjI90FZf2jD+U3/ALBn/OZEfjzRnOHkuI/95K0LbxFo92QsWowlj2Y4P60smnWMoxJZwMPdBWdceFNFuFP+iCM+sbYqo5jSe6sZzyOsl7rTOiUh13IwZfVTkUtcW3hO8sm8zSNWmjYdEc8GnL4j1zR2CazYedCDjzohg/4V1069Op8LPPrYOvR+OJ2QqOf/AFLVT0zXNO1dM2lwrP3jbhh+FXZ/9S1as5GU1++v1r0XwoM6GD6SNXnS8uPrXovhM40ID/pq1AjaXOOaD0pSPlo68UAQ3dz9lhEm0sC2MA1peFbs3M1yDHs2qvfr1rG1RR9kXP8AfArT8HKfOu2/hIUA/nTQW0DV/wDkc4v+wa3/AKNWnio9Y/5HOI/9Q1v/AEatPzkUPcSDkmqerjGjXuP+eRq8Koaz/wAge8P/AEzNIZ5gPuj6UuePQDvTHljggaaR1SNFyzMeAK4DWfEN1r87WenFobFTh5ehf/63tTSvsVc19a8Zx20rWelxi5uuhfqqn+tcw1lc6hN9p1W4eaQ/wZ4FWrWzhs49sS8nqx6mp66YUktxW7jY4khUJGiqo7AU6iitRhRRRQAUUUUAFFFFABVS5062uuXTa/8AeXg1bopNJgQWOtat4eIVibyxz91jyo9j2ruNK1iy1m2820kyR9+NvvL9RXHfyrPks57S4F7pkrQzryVU8GsZ0uqFsepDgUnesDw74mh1qLyJsQ36D5ozxu9x/hW93rAZ6r8Pz/xSbDriR61pf9afr/SsX4d5/wCEWk/66vW1L/rG+tNEFqH7jj2XFSXPR/oP50yL7p/4DTrs4D/Rf50xFaP+H8P51Vx/xMM/7H+NWouD9MfzqsvN849I8/zoGPuWxb6bnvP/AI1i+JJd3iXSD12hv51qai2210v3n/pWFrjZ8QadjspP61SV0Szs/tXNL9pPtWaZfmpfN96vlQjS+1Gj7RWb5vvR5vvRygaX2ivOfivq6Lb6bpgf97cb5Ng7gCuz833rhPGfhS38UeJdMdrl4biNdqsjfcXrnFTJqGrBU3VTijn/AAHaFvA3mEcm6cVk+N4dmkg+kgr0vw94bbw/ocmmPMtzid5BJjBYH1FcT48sZ307y44HciUEgDtXStYWJtY8rvrye2kKwymMSIAxHU+1bOj3Dy6VGsty0mGJRXcnb7AVnanp6STphnTHy4Ir1Dw34S/4RTwh/b0ulG91wwn7LbEZMaH+Mj1rmlHUq+lziTcwg7TMm7uO9X7XUZVsLqxjSN4rkqzFh8ylehFVNL8O6hdLcavcWzqsjs0e5MAnvn0qST7ZZ3KzNaRMARkhfvD0qrQjqKlKXPeS0N5fENrHp9tbvDMXiBDFQCDUP/CV6cGwY7gEf7Fc5c2Wj6hNvinfSriRiTHKC0X1B7VCnhXUCN1vqFgWzldk4Bx+NbxnFnZPF9R014k/iVpoydkjkrkc4xXUaOBNqeNxB8skHrg1yo8J61BL5q2zTOf4lkU/1q7ZReIdMukm/siV8Hna3JHpXfRrRjCzZ8vmGHniajnBHYWN3G+p3qw588EbyynBx6Uz7RF/wkgg3H7YYuODsFZT+IjbsWn0LUY3b7/B5NQf8JXp4m819Pv0lA27ypzj0rT2sO548sHW5m3B7G5e3Qj1GyilYeaSfL2k4z71FrpYRwicqqmTopPNZA8V6TJKjyQ3ayJ91mXkVK/ibR5wqyi5IU5GRnBq1OL6mX1atFxvB6E2tsiG3xGIztwQKyww9aZqerx6jOphjkESD5Rgsx9zUMf2qVMxWF4y/wB7yiBWn1imlqzqhgqvKvdLKy4mT/eH8627dt+vai3+wKoaHpK32pW8epLdWkW/55NowBW7rNlYaLr+6G8MlveQ7vNcYG4HpmsvrVOU+VGtXAVY0nKwgw08KnjaTIfoKUKbqWOJj8rEySH/AGRzTYXH+kShlKECJSDn3OKWIlLN5m4887V9kFbtp6nmQhy+6JO8lzdqsXEsx2p/sj/9VQavqUWmQqmx5EhOyPb0J7k1bg/0e1NzjE8/yw56qnr+NQw2kN1DLNdZFlGcbf8Anq3oPaobOiMI9TD8QWFxPpMN7NP5E8jjy4h/Cnv71g2+l3DnD37kehre8US3Eum7oEaS4DjaoGTtrkE1fUrctvicY7ha8THUpyqXSPTo06sqdoNHaabpUJKQuxZiCN/etNPDduLhY/tcx+bGa46HX7uK2jmSf96FJPA4oi8X60zq/wBrG7OeEFeZ7OomddDC4lL3mj1fUPC1pp2l25S6uJP3i/fOetX9Y0yK10oTIzsySrJg/Tp9K4aDxHrOp6fALq+d8yDjaBXSalc3ktpDHJdSurXaRkE9VxWvJNrc7HTqaoa2nwatcR3kzGN0IXbGML+NazaNbxRsAXOASM1zOtm403V4LazmeOBlDMuc85rUtJrq4gJkuZCSSOtOnTqWs2Yxp1FHVjLTQba60iRXkkADMcjrXMnwzaKzYnn4461rpLeQ6QfLuHBaVlPPasJ3v93/AB8PzWVajVa0YOhWkvdZZh0SCBiwkk5Hc1Gvhe1lBBvLlfcGkiN5vO64fpVKS81OJSyXTA/SsPYVl1IWGxF9xs3hS3ydt9c/99VCvhyKONk+1zHPQseRUcl9qe0E3H5qKhOoagLZ3Mo3DOPlrRUqvcwng8W9miSfRCtvEiXbgx5y39/PrVGTTrr7y6k6j+7t4FQ3Ot6hFZ2cnzSPNu3hVyeDVM63qbsVFqxX3Q1tGjUfQyjQxMH77Rt+F7e9i1aaWG63XUSbkU9HGeVNdtpni3TtTvnsGSSC8Q8xuODjqAa5LwPJNNqV1LcQmNfKAAwRk5roW09dL1GbUrVN8sjE3C4yXQ919CK9zDU5eyRx4irT9o4VN7aGhaz/AGC9W1JK2lwxaD1jfuhqDU/MsJPt0OWmtssV/vRn/A1PcLBqNqGDgxzYKyA8xt/Cf8ahgu5J4St2MzW5MU6Y5YHg/getdPLoccaivd/M88ggsNUsL7UdQvn+3BmZcvgr6cV2vhKNr/QLW61J5Z5ASqLI3y7R04qn/wAIzo7tMtxbA3FtIMlWwHQ9DWzpe2GA2jMMW7lATwNvUVnTo2fvHVi8Tenanq7/AHGLo8ix6leIo2j7QcAdOtdgTXA6fcINauFWRDuuvlGeTXdbzzXzGftOcUj9B4VptUZSfUxdUuRDfvjjIGal0eSOVbh5DKcEARxn72fasrxFOIdRXzMsJEBUKMnijQtTW0mdZRLbrKBtmZCdp9x6V7uAlH6pFHzud4e+Jm0tbnR6XMVgKPC91hyAwQYX/Zp1vcMdTuFKvIMA/ZtozH71Ssr6w05JEttWijDsXYCE8mmx3unQX8t6mqRLcSjDuIDzW/OjwPq89dGX7u4Zb61wHt1BOYdo/fVJqUo+wkgNZcjEu0flWZcXum3VzBcT6nG80BzG32c/LT7rUrC+hMM+piVM7sfZj1pcyD2M9NGUvGKMuhed9yN5Y8J6kfxfjVj4XzR2GtalLfTR20csZKNK20NzWRr93NrBg02282a2Q75Jmh2KMDgL61ytzF4nhIgMbyKh4dYwwYdqxrWkj6DK17KHvH0W+u6Pt51Wz/7+ivHviFf2t3r98LWeOcNCoDJyOnrXFNb+JWbm1l/79CkWw8QS/LJH5MY6yz4RRWEFGDueo66lohbLyllt3uSywxyoWK9cjnFRav5pv59XhhZ7Z5CN5HCseQDReNZQaabQXhvdRaUHMIwi9uvevTLP4eSDw5Z6DqF6Im1C4Fw8kIz5eE+7z3rOrPnloYJKOrMj4RTMAJFIDtLNjj2FegapqD3mmSBpCpAztX+LB71ht4U0/wAIav4e0/SpZ9txLKZZJGyWO2rHiZV0nTpishIZlABPcmueorLU6cO7zTR5dfbI/iL5+4jF2oP48V1VhfX0FzqGmWcdtHAk4mndzgxgHG4DvUXiTwwthrcMsWmz6lLc7ZzMZtkIP90Y54rpbyG1hVZLKwhivLhR9pcHcCccjJop1YRfvMueFq1NYxvc0bDxJJOl1Bd3cc7QMNlwq7RKhHBxWD4j19bWwkmtJUMqEFgw4IzzWfrGm3l3BELe8+yymTDMv3QuOlcj4j0E2Gmtdm7muZt4X5uhzVxx9JvliynlOIjDna0O2mvY3VZUI2ugZT9ax45gS+O8hqlZTMbK3BzkRgHNS7o+frXbe55uzLW6jPB57VACnYU7cv6elAJntegn/igNNP8AsH+tb2gf8ekv/XQ1z2gc/D7Tf90/zNdDoH/HtN/10/pXA9zpWxLrvOkTfVf5iqmjf69T6w/1NXNb/wCQTN+H8xVPQuSn/XL/ANmNAi5qv/HuM+jfyrPn/wCQJeH/AKZg/pWjqn+oX/gX8qzZDnQrs/8ATMfyoGcB43H/ABOrU/8ATnHXNV1Hjof8TWy97NK848QeJF0w/YrJfP1GThUAzs9z/hUsqKvoi7rGuWWiwbrht0p+5Cv3m/wFc39l1rxUyyXshstPPKxLwWH9auaP4ZKS/wBoau32m+f5trnISukrzMRj1H3aZ7+BydySnX+4oado1hpaAWtuobu7csfxq/RRXlTnKbvJn0VOlCmuWCsFFFFSaBRRRQAUUUUAFBAZSrAMp6gjIoooTa2E0mrM57UvCVpcsbixY2d0OVZDhSf6VVh8R6hpDix1+IlTwl0o/n611dQ3Vpb31u0FzEJI27Ht9K78PjpQ0nqjyMZlNOquanoxsEqTCOWJ1eNjlWU5Br0bwnzouPSVq8Mlt77wfeCeAvc6U7fOh/g/wNe1eBL+21Lw4Lm1kDxtKfqp9DXsQnGa5ony1ajOlNwmrM6Y033FOcmm9e9UZFLU2/0Qf74rX8G8x3X+8KyNTx9kAz/GM1reDfu3f+8KaH0Gax/yOcY9dNb/ANGrTlHY0mrjPjOL/sGt/wCjVp3Sh7ki4IHBqhrbKNEvWYhVWEkk9hV4cnHavIPi94xlab/hEdLf53AN7Kp6Dsn+NCVxnnut6xN4ku/sVqzJp0J+Zv8AnofWnRQpBEI4lCqOlNtrdLWBYoxwOp9TUtdcIcqGkFFFFWMKKKKACiiigAooooAKKKKACiiigAooooAo3tm7SLd2jGO7jO5WXjNdn4Z8QprdsY5cJfQjEif3vcVzVZ9wJ9Ovo9VsvlljOXA6MKxqU+qEz6h+Hn/IrSf9dnramPzOPeuc+FWow6r4ES8hI+eV9y5+6e4NdDL/AK2T61giS9Dyhx/s0t1/y0z6D+dNtuhH+7n8qZqMcrljHLsAAyMfeoERRMCTz2H86rx83j/9cc/zp1vGyyzSHGGC8D602P8A4/Hx08kf1pjK+rPtstKPrN/SsPVju16w56Rk/rWrrjbbLR/eYn9Kw9Sk3a1bN/djP862ivdJZ0hPzUbjUBmpDPWliWyfJpQTVX7QaT7Qc0corlwHmucgc3fi+SQtkW0Rx9a1JLoxwu5I4UnPpXKaBMV+3XG/LySYyfSsqsOZqJ14Z8sJz8jtTKscY3MMgc1yes3Ss7MDUt3fM3GTiodOsItQMl7fsY9Ntj+8P/PRuyCunSCuziWuxW0rTbO1iHiLWIFaGMn7HAy8zP649BVPSrTWPGPi17trmaJAcytG5AVOyirOpXV34l1eG2t49oPyQRL0iT1r03w9oUGgaalrFhnPMj4+81cUpczubLTQuw2NvDZpbJEnlKMBSK5LxnoGjW+gXmoGAQyxp8pTgFj0rtq8/wDifdSjRY7QHCzzqv5c0gPNrewiltleVAWbkjHSlOjWbHJiT/vmr6qEUKOwxS0BYzG0a3A+UY+hIqm+m7Cdk8qY6YkIrfPSoZIw3HcngDqadxpGA1vfqDt1G5wOxlOK6jwXpVnqTXMWp3F7cXAjLRgPgCue1HUbfSrhYiwnvCeIlwQn1p9xez4V4LsQ/aBguSQW9eR0rOVWMN2dFDCTru0URXTpFNfWWq3CRW44jaYAndnjpzVOGO2XEem2J1GQdLif91GD/u9SPrVyz8PWwu2aUfaJMBjL5m8N7ZrfiiSJQqKFAHQCuOrj5LSJ7WFyOm1zVGYj6fr94irNqsNoq9EtIQoH41EfCssjEz63qMueo80gV0ZIHJOKieaNfmLBR3LdK43iasup6qy3CwWsTnW8HwKMx318p9fPNRnQ9XtV/wBG1qeQDolwu5a3/wC0LIsQLy3z6eYBUizI4+R1Yf7JzVrE1o6kyy7B1FZJHOLqVxDA0V/ZfZ9z5+12XOPqvpWxDqRnhj85o5Ldh5cU8P3Gx2YfwmpZY45s5GGxjI61lizn0+6M9iVBYYePHySj0I7H3r0cJmsou0z5/NOFYSjz0kbskrShSxzhdo+lNkmeSOONiPLiGEUcAVnwXcZjVkRxCW2lW6xN/dPt71bLDFfU0qkasVKJ+f1sPOhPkktSnebtuUJDetcrfqzEluo611xAZWrE1C2/i9a1smrMUG4u5zcUeEnOOq5qe0hzt/CrMcHyzgjotT2UGdvFfPYhKNRo+mw7cqaZ1Ojw5ghXHRwa7O8h/dw8dL1T+lc5okQwg9xXZXcfEXH/AC9r/KpiVYyPEdvu1iFsfwD+dW7CLFv+Jqx4gh/4mkZx/BU1hF/oufc1pDcya0MP7PnTlGP+Wxqs1iuR8vatnZts0z/z2NMIGenapqGsLmN9jw2cVUmsARjbW6xGelQtg1mUk7nNtp+6IcVm3Fpst3GOua6o48ocdzWVdpvjf2BoKMfw5GPtVkCB/qpR0/2q67Yir90fkK5fQBjU7Mf9M5v511bdQPSvewKXstUfB5/OUcTZMQH5fmA9sChvmA5wR0IooFdaikrHgupJu9yKG3SESBFwJDlgOlRXMtrYo17eSqgCbC7HGR6e5puq6rb6RY+fOC7MdscS9Xb0FcdFa6n4pvZJpygSM4DNzHD/ALKj+JveuHGYynh4+Z9Dk2T4nMJ32iLqnit5ZU/syDyxsMSyyDLSr7JVaLQtd1L52huMSAEvcy7R+VdrpujWWlpmGPfMR808nLn/AArQLbh3Y18niM3qTdon6lguGqFGK59zntC8MLpUwubqSKa4UfJsTAQ/1ro88VHkjg/lSK4bOHU49GBry6k6lWXNI+goUKVCPLDQq6rp51GzMaTtBKDlJVHK/wD1qqaX4TluP3d74iRWPTcjD9a1CcHv+NISDwa2oYqpRVuhhistpYjV7ltfhVK6K6+IWKMMgrkimt8J5T08RzAf7pos9UvdPb/Rp2Vf7jcr+VXdR+JEGmQRiXTbia4f+GL7v59q9ejjac92fN4rJ8RSfu6ozz8J5P8AoZLj/vk1InwtVfv+ILpvwNUP+Fn6tcZNvo0CKeFMsvT64rsrXxNaXFhDOd5kZAXREOA3cCuhV6VruRwTwleLta5hr8Mrcff1m8bH+0acfhpa9tWu/wDvo1sHxC5Xclm4J7O2Pzqq+sanIfleOJPRFyfzNYzx+Hho2bU8uxU+hky/C8vOBHrFwsOMli53A+mPSkj+GHhxSx1fVbi8K8hWm2gD6VeeW4lkLyXczE9t2AKhEMS5wgyTye5rinm0F8KO+nk038cie20fwJY2uy10qOVc8PsLMSPc1rS+IkQxi100MV6NNgbaxsehxSfjXJPNKr+HQ7KeT0V8WourTz6xqtjfT7YzYljAkQ4BIwST3qC8Rb05ugJe4B6CpfpTH4rkniqs3qz0KWEo0/hRl3t9aaZb77m4WGEcLvPX6VDZanY6orGyuUmC9QvUVzfjIJFr2l3V/E0mmoCGAGQG96p6Vc2U3jdZ9KHlWZj2yNjart6CuuNFShzN6gsQ4VOVLQ7W4RfJZmOApDZ9KwPGsQXQVYDjz0rpXAaNlI6gjFc74vbz/CsLAdZkrPDv94joxbfsZGHan/R4/UqKdF/H/vmoLZsQx+y1JC33/wDeNfWR1SPgZ7loGnHpUQNOJ4qjM9s8O/8AJPNO/wBw/wBa6HQP+PaX/eB/Suc8Oc/DvTf90/1ro9B/495f94fyrhe7OlfCT60M6TP+H86o6B0j/wCuX/sxq/rH/ILn+g/nVDQPuR/9cz/6EaALmr/8ev4N/KsoOD4dus9owP0rW1Yf6MPo38q5TW9btfDvgbUdRuyNqKFRf77kcKKBnn/xd1/+ydQsILZRJfT2SCNBzs9zXI+HtB/s9TeXn73UJvmdm525/rTNHivNb1KTxLrLGS6n/wBSp6Io4GPYdq6GvIx2K/5dw+Z9NlOXJL21Ra9Aoooryj6EKsWdjc6hP5FrF5km0sRkDAHU5NV61fD97bWN/K91IY45LeSLcELYLDA4FVBJyszOrKUYNxV2QSaRdweb54jiMcQlAZx+8UnHyEcN+FUsHONrZ9MHNdXba3pNvp6abI8ssMVuI/NEeC5LhiFB+6AOlbFtqunajP8A6NMDJBA6hiCjYLgqATyTjrXQqEJO0Zf1qccsXVhdyg/XY88wf7rcexqX7M32H7WXjCb9gUt8xPqB6e9dlN4gt7W7+z3VwsjC4nNyYE3IysuFAPcA1UbxBpy2m2NiVMUUcdo0OVhdTkvnoan2UP5v6/rQpYmq7Wh/X3fP0OYjtLiaCaaOF2jgAMjY+6CcClu7V7Scws8chChi0Tbl5GetdPda/ZSjU44L24j+126fNtYp5gPIUdQpFOvPEGmTxMLeaSAh0aQCHP2hAgBQ+nPrQ6VO3xf1r/wAWIrX1hp8/Ly9Tj8Hjg89OOtFdTqut2d1btFBdvue4EsLGIj7IgXG0ev4Vy3espxUXZO500akpxvKNgoooqDUR0WSNkdQyMMMrDgiuf0/Ub34da39utFafRblsXFvn7v/ANcdjXQ1HPBHc27wTKGjkGGBrpw2IdGXkcGPwUMTT80eqWN/bapYQX1nKJbedQ8bD0/xq1jivF/Amuy+D/EZ8OahKTpd4+bWVj/q3PT8D0r2rvjpXvxkpJSR8VUpypycZboo6oB9kBA/jFafg9j5t2meAFOPzqnc24uY/LLFQGBzWp4Ys1tprlg5bcBVIm+hW1c48aRf9g1v/Rq0p9zTdY/5HSL/ALBrf+jVp+32zQxGF4v8SR+FPDF1qj4MirsgQ/xSHp+XWvnOxWeaSbUbxzJdXTF3ZuvNdn8XNabWfF1voEL/AOi2A3ygd5D1/IcVzOBjA4A6CtqUeo0FFFFdBQVq2fh6/wBQ0kX9nH5+bj7MsEYJkZtu7IHpisqup8N+L00Cyit2s3maO7NxuWTb1Qrj9c0O9tAdzKuPDeuWkEk9xpN1HFGu93KcBfX6U3/hHtZ3QqNMuSZwTFtXO8AZOMegrct/GqQ2tvC1lJIItPksiDLw299276dsVoyfEa22wrBpU0aR+cQnmqAm+PZhcDoOvPNS3JdAVzkf+Ef1j7a1n/Ztx9pVA7RlcEKeh9MGmf2NqfkNMbCdYlk8osy4+fONvPfNdPbePVhsVs2tbiNPscVuZoZF8wNGSQw3AjBz0NU7nxZDfaNdWF9BdXjzTeZHPcSKWh55ZcDhiOPT2ovK4K5h2Ol3F9ftaLtiaMM0ryHCxKv3ifpUw0O6ubgxaWRqahA5ktlIAHuGwQfak0rUotM1CWQwPNaTRvBJEWw5jb3/ALwq7b6to9vbyWIsb/7E0kcwYXCiUyITjJxjHPanqGpnpomqyWkl0mnXDQRlg8gThSv3vy71f1LwzLptrDJJJJ5r2ounVovlAJ4AIJ59ScCp5fFrz3kFw9u48trklFk4PmjA/IfnVN9dR45l+zsPMsEs/v8AQr/F/wDWpa/18/8AgB1K02g6vbeT5+nXEXnNsj3rjc3XFL/YGrm8+yDTrg3GzzPLC5O3pu9MVqf8JVG1/cXE9k00c13FceU8mQAilcfrkfSn6n4sS9geKKK5GbF7QSSyLvO5w2TtAGOMYFO7BHOXFvPaXD29zE8U0Zw6OMFTUVa2rXlpqYa+3SJeMY4hDnICKgBYn1JHFZNNAFBAIIIyCMYoooA6n4ReKm8KeL20O6lxpeqHCFjxHJ/Cfx6V9BSL++mGOQ1fI+pwu9uJ4iVmgYSIw6givpTwJ4lHijwfZ6pIy/aCgjnAPR14P59a5Zx5WQ1qdda/62X/AHl/lUl0P9b9B/Oo7TJeRjjBZf5VJddJfoP51AinF1bP91f5moE/4+HPrAP61Km/LcL91f61Arssj7toPkD+tA0Z3iBsWein/pof5Vzt5Ju1JD6Qn+dW/G+sw6Vo+gzzkbJJioIPHSsQahaz3Eky3EbRpD8zZ4Xnua6YNchEr3On87gc0nmc8msgavYhQPtsH/fYo/tayPS8g/77FbqxlZmsZeetHm+9ZP8Aa1l/z+Qf99ij+1rL/n8g/wC+xT07hqS65c+TpE7Ftvy8Vz+jyeXpcIbIZiWNZXj7XNtlZwWN7b7pHJcM2cgUvhB77xAVsB5RuhwPLbIVP7xNYXXtb9jqvy4flW7Z1GnWkutXphRtkEY3TzdkX/Gn65qazxx2dpH5dlCdsMS9XP8AePvSaxrVppMA0Sy3G3hP76Zesz98+1T+DG0y6vXv7u7gV4jthhlbHPrWVSbmzKKsdV4O8Of2Tam7uQDe3Ay3+wPQV1PSq6XSyJuiKyj1jYGq9xdOo5VlHuKzRRaluFjHBzXmPxAumudY0+0J+SNGmP1PArsmvEYkeYufQmvOfEC3F54hvbxI2kgixCrLzjA5qmrIDPopnmLt3ZGBVea+t4YTLNKsMQ/iY9fZR3NQ3bcaTbsiyTzgAHHJJOAB6n2rmdW8TrGZINPJJI2tcEfovtVe+1O51rdb2SGGxU/PI52g+7N/Ss03dtpy7bEiWfobiROn+4D0+prCpV6I9Cjhbe9IalgsMX2nUZWjDfMIxzNIfXHYe5qrdXskpRYi8MUY+Vc5/En1qGR2llaSRt7t1JPJqM8YHI9B1rHV7nTfl+Eli1G9tV3RTkY9Diui0PXdYu4pm8maaOL70oTKL9T61f8ACPw21PX72GTULOWGxxvIc7Gcf0Br2rTLSKC2fStK0pdNtIV2TG4jGw+4/vH3rRUVJaoyePqUn7jOb0jwLfatoMV3c3Yt7m4j3IqpwgPqD3rc8N/Dyz0C4uLi8vX1AzIFZbgAquO4FYfjzxhP4TgiFhcpLNIQhR2Jkk4+8B2UV5dL8RPFl7Iy2zujNk/KmT+taRowjsjN4jFYhWbPWtL0vwl4kmvtMvdFspJLeVlWaNQN4zxgjvXCfEPwRpHg14JtJuNRthMxYry0aD0z2P1rO8PXut2cxmMRR3O5z2b6+9er6d4ttb3Txa6tbLMjLhkddw/+vWjp8y2NI4fEUmpq7PD7DxNcRypBfDejfdmC4JH9a6VZ0kj3KcgjqO9egeJY/DOu6F/Z66esbRj/AEZ44wDG3b8K83tdI1GyX7PcEEoeCO4rgr4OV7xPpcqxM6icKqt6kUr/AGW585PmVhtkX+8v+Iq0kmwsm7dgZVv7ynoakOmTsp5GfpTk0m58hVyuYjhcDnaexr08sq1KT5Z7HkcQ5NTrr2tLcgEnH41FOFkQj2q8uj3RHXv6U46HdsP/AK1e59Yh3Pjf7IrdjnY4c+f/ANc6lsYulbcPhu5/fEt95cdKntvDVygHzA/QV4+IfNUbR9DhMvcaSTLujcSL6cV2F4f9T73a/wAhXOWGkXEDAkE8DtW5N58pj/ckbZhJ9eKhaBUwnRD/ABE2NTT/AHBUumuDaE+5qvqcdxf3YmETJhduKktY54IdnlE9auMrMxeD0RUlf/QEx/z2NVjJ82Parb2Nw1skZUjEm6mf2XcFs89KmWprDDJLUos3NQs3NaLaPcZ7/lUZ0e4/vfpUtMpYaJjM37qs+Y/umPrkV0J0K4MeA4/Ks670aeKFsuvc0WYpYXTQ53QzjVbQnoIps/nXUDpmuY0yNodVs1Y9UlUfnXTKzEfcr3sBZU7M/OOI8PUWJvbQcOhpskscFs80rbURSzN6AU7Nc74ou28iCwjODKd7+6jt+JrpxFRUqbmzxcBhZYrERpLqzMjin8TambiZjFCB8g/55xe3+01ddBDFawRwQRhIkGEUVW02z+xWQjcDzW+aVsdWP+FSLcedqcenwozysheQjpEvYn69q/PsTWniqp+9Zfg6OX4ZaWK2p65a6Y4hZvNuW4ES/wAPux7CswXk+pWTy3V81sqvtKQDAI9c9TTtTvdC02T+w0n2zBi1xN94nP8ACW7n+Vci+rRwX9wLCCd4MfNvbcW9T7V1UsNCGrPPxOYVKycY6G1pGrWzX00NiLl2YEGQtuLj156VU1H7FLci10957TUo2J2bcb/15pmj22m7mvrTKzBsfNJjy89eKuO1n9tSW/tg8ik+VMpOcDua6+SHY8z29VPcuadHrNrb2z/2hvLNtlE4BAFbWmXN3qpnWK3XEDbHm3fu2b0Hes3TY5b3U1jg4UsuHl4Dfh3r0eG2it4vKjjRFzk7Vxk9zXk5jKFLbc9nL8XVcbNmCNMkZcSXGD/srT10m1IIlDS/754rWmtyvK9PSoMYrylVb2PW9o5rciis7aAYit4k+iipMDPTFOpppOTe4kkFFFFSUFFFISR2600AhoqGa8tYP9fcRR4/vOKyrrxZolp9+9Dt6RjNaRozlsiJVIR3Zt0xgGNcpL45jlfZp+nT3GOrFTiq41jxVfkm2sI7dB3kODXVDL68uhzzzChT3kdVeWyS2zCSJZI+6uMislzpttbGGQW0MJ6pwBWHLZancPv1jxHFbp3SNu1ZcdnYJqQFzLEE8zCedNu3r68etd8MuqRS5mcyzii2+VXNqbxHbaVlIZjexAfKgGXQ/XuKx7vWr/xDax2FnZKztL5ix9+OuT2rttCvfD4vJDp0CTXdsdotlUKzkdhnrXP6le2UkmoSWvh6TSNReJyrsxLOT2K9vrXbHL4waadzzqucTqxcbWMKMFF2nqOD7GiJuW/3jUNnIoRIZPkkCgAMfvfQ96sIvL4yefSvRR4rd3cmVqeT8pqEZ9D+VOzxg5H1qtRWPcvDP/JOtN/3G/rXRaF/x7yD/d/lXN+Gd/8AwrvTRsz8jd/rXQ6G7iGX92f4e/tXG9zoWxd1UbtNmA64H86z9AH7mE/9MyP1NXtRdhp0x2dF9fes/QWbyIvkP3Dxn3NIC/qnMCjGc5H6V86eOtWk8XeL4dAgk/4lemHdNtPDydyfp0r2v4h+Iv8AhGfB15qZXEqKUhyersMCvBPCWnta6UbqbJubxvMdj1xXNiq3sqbfU78uw31iuovZbm8qqiqiAKijCgdhS0UV843d3Z9wkkrIKKKKBlyxsPtiXEjXMVvFAoZ3kBPU4GMU640e/tnmDW7OkLbGkQZXPb+YpdO1SXTIbsQ5Es6KquMfLg56GlXVpRFbhg0ksNybhmZuHJx1/KtV7Oyvv/wf8jB+253bb/gf5kb6RqKTRwtZTCSQEou3lsdaQaRqElw1uLKVpVAZkx0B6Gta21qxSYoIriO3czSyGSTcxdlIwpHQVB/bFm9uLKS1uBZqiBNsoEmVJPJ6d6fJT7/19xmqle/w/wBff+H4mcNOvPIaYWsvlI+xm28BvT6099Mu4WkW4iaFkj8zawySPw6fjVyfXnmubefycNDdNcbS2Qc4wPrx1qE39rFPdyWsM4FzGykTOGwxOc8dqm1Pv/Vv8y1Ks90QNpeoKsLNZzATELH8v3iegp/9jan5vlfYZhJt3bSADitFfEEEdwbiK2mE0ssck+6XK/J2X0/Gm2HiCO1to4pYJWdHZxMjjdy27HzA8etWoUr2bIdTEWuor+vmZcFm0yXZdjG1tHvKkck5xj2qT+yNR3Rj7FLmT7mADnvUkmpq95qU/knF4DhS33cnPPrWo3iaBoBCkN3Cu8PiN0woxjaBj7p96UY02vef9X/yHOddP3Y/1Zfqc7LDJBM0UyFJEOGU9qZVi9mhuLySW3txbxMfliH8NV6xe50xbaTYUUUUDMjxHpI1XS2CcXMPzxMOuR2r0P4b+J28SeF42uHzf2Z8i4yeTjo34iuTHWsjw3enwp8TIhu26fqw8twegY9PyP8AOvWy6tdOmz5vO8La1ePzPcj0PuK1tC/1s49hWPk5IPGOMVr6Cf3s/wBBXqI+cM3WSB40hyf+Ya3/AKNWo729SwsLm8lP7u3iaVj9Bml11A/jOHPbTW/9GLXFfFXUG0v4f3xjZg1yy2457Hr+lPqB4lZ3EmpXt9q1wSZbqZmJPuc1dqvYxeRYwp/s5P41YrrgrRKQUUUVQwooooAK1h4evG+xoJbb7TdhTHa+Z+9CnoxGMAY561k9q2f+EkuN9nP9ktftloFVLrad7KowFYZwRjjpQwdx6+Fb12zHdWD2/lPKbpZ/3QCEBucdRnpircXhqG107UJL+SF7qKaKGFEuMZDjIccfNkHgHFZ9x4inltZLWK0tLW1eF4vJhU7RuILNySc5Apk2v3c6srJCAXhfhe8a7V/Qc0tQdy2nhS7na6MU1tFHA8oUXEuHcRjLYwMHGaqp4d1B7uS2UQ+ZHNFA37zjdIMr+HrW1B4ssW0G7s722uGnuJJJHWJtqOzYxzkYxj0NZ7+LbxlQ/ZLJJRLFNJMqHdK0Ywpbn0PakuYBLTwlf391c21ncWc8tudrCORiCfQHGPbmof8AhG77+zBfeZa7TC04g8396Y1bazbfY0/S/FF3pKssdvbTfvzcJ5ob5HIxngjP0Oarf25dYUbYvltXtPu/wMSSfrk0/eDqJ/Yl59kF0fK8g232kPv427tuP97PGKzq1v7aI8KLoqqcm5MrOR0XHCj2zzWTT1uC2CiiigAooooACARg9Dwa6r4PavJp+qaroLMNko86PcehHX9K5WpfDtx/Z3xE0i4zhJ3EL/Q8f4VlVV1cTPp3w9dq9uIDKWm8zJB6kVq3WSJ8f3QK52yJ0uRzHskboCw7VZj1qaSWZLmFEGAQwbA/Wuck4m41u4trqaF2uCwODsbgVQvvGUGm2itdNMPM+UvySPYVY1+3to9UdrOdpEfLvz91s9K43xbaNPpCFSwCyjdx2NUhPQ2dEvrzxXbXkEZimEUojsluBlUz3PvUs/gjxbJE9pK+jSw5+dftQQMfcCqfwv3QeI309XVoRMrFwuM4rznxEkj+L9aXz5VH2yXo54+amk9kOOp6Sfh5ruMf2doR/wC36m/8K717/oFaIf8At/rlUtrS/wDDohhg+zzEBTcGRi2R1PXvVBfClyUyL+6Oe4DVfspHR7GfQ7n/AIV1r/8A0CdF/wDA+lHw917/AKAujH6ajXG2vhqaC4jklnu50U/MhLANVrUtHSWaGQebaRohDIrsCx9etUqEiZU5xi20Q614cu/+Enj0y4srezMe1WEU29GLdPmrqvEniWx+G+iDw1o8kb6zcIDfXUWD5Kn+BT61qeAPBOnvpBu9WbzZ7kl44pG5RAcA59665vC3huGWJDpttITkqzR79/1NeNWzOFKo4NXsZwi5K584nxGTgi7cnOTvzWoniy6dTJFBbPtwWIHFfQS+D/DblQ2hWLArn/VCuI+IXw+0DSvDOpaxYW8lvMGUiNGxGOfSlQzWlVmoWeoTg4q5xmm/Ee5W4RJNPG5iFVrWUxmu7tviRc2LmK5vLmFsZEdxEJB/30K828G6L9puGvpUPlxnanu1epWtlazW5F1BHKqDILrn619NDBxdPmkeBiM19lVVOOrLtr4/ttRYpNZ2Fy2P+WcnlsfzrnbPVNT066m8y0kEMkhYLjcMH3HeuYeCz1PW3NvAkdsGJITptFZ+pzS6Pqn/ABLtQuolVcyRrJ8qsegH4VlXwqpx5kzroY5VanJbU7e+utMv5VKMbeXkuOg49awpruxlt4zNGs8ajCv12nPIxVKxupNdENvqNsZmY7RLA21/qexrVXw7ZQpsjEnyPlX3cn614mMlypan1+SUlOTbVyG/0O11CFUSeWBY1zHEv3Py9fesOTwtqE8YlhaLcw5jY4K126rxyOPSo3jTbjG3/drz1WaPoJ4KlLdHn8ugap54ijs3bI/hGfqfpXpvgvwRF4d1NrjWYYJrtYRPbOzfuwCOSAepFXPB23+2p2dGYRx53kYwe2T3rrpbb+0oXOpqhABMOeOP759B7V6VBc0eZny+YWp1fZ09ixoy3DXUmtX0pjhddkEI7j1x71yfjf4lrZzvpWkRi81EceWpzHF7ue5/2a5vUvFmtaokul2kzwWsTGL7Yf8AWOo4wnp9azrDTIbSPyraLqcsx5Zj6k12xpt7lYbLZT96pojHh0W5vLt73V7mS5vJm3Oc5P0B7D2rrbHRksYQ7oq8cRjoPr71c0+wiiYyyNulU5A7Yq3fRO4VDlAwyMjlq15Uj1b06XuwRjSzO7kRkhfYdals4Jnb5SVB6mte20dnxlR/wLgCtP7FHFtjBO1TztHWm3oZVMbFKxPYaGQihcvuGcmo9W0naYV2fP6+1dbpe1oEKfw+oq/cWENyUZ15TpWV2eZ9flCpc82TSJf+eZqe30mXzjH5bDI4roLi7Fu7qYSSjEcCkTUgZYz5J59qdzpli6s43M+PSmABMZz3qX+zX7RGtFdVDZIgPBI6VKmrqF+aE/hReRxOvIzI9LbLboyBtp8OmnHAIFXxrkJdkMTA7CelNtNbt5F/1bDn0o1D21RofBp+D901a+wAH7p+9VqC9idhhTz7VY85NxyOS2PxqLnNKtO5mTWahuh/KlW1UJ0P5VpyzRRvtfrjNOSSN0ypGKLk+2kYzQIFHB+96U3yoweh/KtSSaEBG4278Uhmts9R0p6lqszKKxjsfyqB/KHr+Va7z2nqtVpZ7Tn7vSjUuNXuYM9zAkecn8q5jVNRj8p8E9+1dRfT2vkDhe/auL1W4gMTBQvJNaROmFS5gacVmvoZ/wCGNX/MmuhEiooyeTWHo8kZA6Yy3863A8WO3FexhF7lz4niCUp1HFEZcEnHeuVbZqHi/acmOM5/75/+vXVuyY4x1rltBZW1O8kPJAIH/fVc+cVXHDOxPCGD58wXN0N+8vEtLSS4kIKxrkj1Pasoas2h+EbqVG3avdsZG74B6EewFXpLVdU1CzsJFLQySb5VXqyr2rn/ABF5Mev3FrBG4SD90UbnAPavlsJTduZH6VnFaK/dM4ZnwSZZCxbkt3P40xbsRZKMV9cd/Y10/wDwgXiK9kL22lTGzbDROeM1Pa+BvsTzDxB59lIU/cRRxlmc+pPTFd3KzxHVXQ5W2vpIZpbhDtZx/q9uVb61tWF0l2iQyzlZmAUADAQZ5zVLUtCudOsftc08RTzdiqp+Ye+PSqUN46Tx3GA20j8RRqmS7TR6FeQIsct9HcHfCQIyTwpHcAd667RNfNzZwi+YCRhxIBwT7jtXC6VcWflqyRyOZNzxliMHHO386ytA8TKmpSresYd7kMnVQc+vUY9KjE4enXjaRNCrOk9D236nIPIqGSHPK9a52w1We2VxgTQgZUBxx9DVWXxhfyB1hsooH6qJGLED1OK8KWW1oytHY9iGPppXe50hGCQeCKr3F3bWy7prmJAOu5xXO6mdY1jRp3huzvjXcvlJsDEdVPfntXB3Fmt1ph1O1mkkiV/LuoJDl4H9/VT610LLpJXmzRZlGTtFHo9x4u0O2GWu9/8AuDNZFz8QrJGItrWWUD+JvlFefgADgDA6CpF5BB71ccJTW43i5vY6mTx5qVzLsgjihj6dMmkEmpX6mW41aVUbjavArlZQsKs+wkYwpXqp9/atC4lt/wCyra7gja4icYfzZD8jjqpAr08LQop3tc8vHYqtsnY1PsekQsBPc+bIT0d9xNWlNugVbTTRM6twGjwv1zXJt4iuxF/o9taQ44O2PLD3ya0lFzqGl+a+oXEruu5QGwAe4xXq06d9IpI8WdSW85Nm7cahe2/DXFrag9EGM1kTazZElrnVZnY8bUyRXOS2zcPuLMvIzUkdtBOu9gQT6HvRKjN6JgpxLk2uWBSSNLKQqwI852GQPXFVI4SypCy5xh4JlHB/Gh7C3UICWXc4BJ5617Dpfwn0OG2QT3t/MHAcKsmwDIrz8ZVWEs6nU2pyU/hPO4muxfyalD4evpJJ8EvG/AI9PStRb7WLqUmbw7fsxXG6abt6Zru7zwNoNjpt5cJHqT/Z/uol2wzxmvOfEtqtv4d0a7sHv4J7yR0cyXDNnB4rChmEKztE0dPQ1dS1iXUNJbT2+HjxHYEW4jk+dMfxD3rNs7vUNPtXjl8KXs0KDIcyAP759a5z7PrJJ/0+6wOv788VH9j109NQmB/67mvR5KhKpnYR6nPPGJI/B126MMhhOMUt5rKW2i3NtLo40u+nKmGa6PmKFzyD6E1xkWl60rEJeSJnnAmIBP0pl1NfRaYbS6uZmmV9zK7bsiplzpag42PYf+EhilfTNE0nUGaYwD9xGCo3Y5wK6qyuvEdva7fIlTHBOB1H9a5/4X+DEeOx8TJfSo0O6MW6ICH9dzHmvT75BJliZlQ9VUjBrK4zj9R/4SbUIY497xqfvBmCgnOR0rW8OaXrFsC2oXQWIp+7WNstnPc+lLdXsEZjVd+Q3JYiqia3qFyptUs4gqkqJdx4HrSYzyX4razfa1r9h4ee8aWATmQoOg5wP61ZVFjRY0ACoAoH0rH1KT+0vitqMm1AligiG3oSBjP5mtmvGzKd5qJ9TkVFKk6ncKKKK8w94KKKKACrFjaG+vobVXWMytje3Rfeq9SQTyW06TQttkQ5U4zinG19SZX5Xy7ms3h/dErW19FO0iLJGgQqWUttzz057Ut14ba1d/Mv4fKijZ5ZFG4x4OMbQc8k1nLqN2qKizEBI/KXAHC5zj86l/tm9+0GcGESMpV8QKA4PXcMfN+Na81Lsc/JiL/Ev6+RfvNHja5kiswhwbdEYEgEuoyce/WqY0+3826jhuBcmGIsW2lMMDjA9ahk1W+kleVpzvdkckADlfu/lRNql1PJJIzRq0iFHMcSruBOTnHf3pSlTeqXccYVkkm/608v8i6vh8yTeRHfRPMkiRzrsIERboc/xD6U6Hw4bmRTBfRPblHZptpXbtOCME+pqo2t6gwjzOoKMrhhGAWI6Fj/ABY96ih1O7t1VUkUooYbHQMpDHJyD15FPmpX2Fy4i3xL+vkW59E8i1uJjeRytE5XZCu/OO5IPyj3rJq6uq3ccUsUZhjWUEOUhVWIPUZHb2qlWc3H7JtTU1fndwoooqTQKKKKACue8Y2rS6Ot3EcTWkgkVh2roagvYBdWNxAwyJI2H6Vth58lRSObF0lVoygz07w5qQ1rw3p2pA5NxApY/wC0OD+tdVoIxJP9BXkfwb1F5/B81k7ZNlcsi+wPNet6AcyT/QV9J1PgmraGP4iu7a08ZW5uJ0iDac4Bc4z+8WvKPjXqtvdaRpNlbTxy+Zcl3CNngDiuv+K3/I0aZxn/AEKT/wBDWvGPGnOoaWnqSf1prcQwDaAB2GKKU9aSu1FhRRRQBraHpkOoNey3C3EkVpAZjDbf6yTkDA4PrnpWpY+HbC8trdmi1FXvDN5bjBS2CDgS8cn8q5qC4ntZhLbTywyjgPG5Vh+Ip/2+9CTR/bLkJMcyr5jASH/aHf8AGk0+gHTpoOjRPGCbySaBLWecMyiOQSsAVHGR16mm6jo2kiS5kSG9tnl1E2kEbMAkY4+Y8cjngVy3nzHOZpDkBT8x5A6D6CpTJfajKIzJcXUh5Cli5OB1/Ki2oHX2mg2Vpq1tNBFeR+TePaul4AfOwhO9OOntz9apR+F7WTwzNfu08d6luboKCWRk34/u4H/fWfauckv72do2lvLiRohiMvKxKD29KclzqBsnhS4ujZpy8au3lrk9x05NKzDqbWuaHptnBdGwku/MtLuO2la4K7W3LnIx0xWuugaXpGv2MNtdSz3ILLMkkbFGHl53KSoH4AmuHeaWQMHldg53NuYncfU+pqw11qUlvCzXF28MZKREuxVTjkL6celFnYDX0PQ7PUNO+0XMV/K73otFFrjCArne2QeldD/witnqF3bRXTSqgiitopYD95zu5KhTnpnJwPeuIg1W+trBrO3uHhheTzG8tirE4xgkdsdqZDf38AbyLy6jBUK3lysOB0Bx2ptNiszq08KaY0DTD7fJb28cjXU4YIQ6qTtCMuecfeBIqRPCOlXErJbG+PlRRXMokkUAROpOBgE5XHpz6VyEmpX8yKkt9cyIoICtKxAB696I7i/UNcRT3KiPaDKjsNv90Z7d8UrPuM6C78M20Ximy0+3aeW1ubcXHzEo6rgk8lc9v7ufaqPibR7bR7y1Wzlle3ubdZ180EMMkjHIB7egrLe9u5Llbl7qdrhfuytIS4+h602e5uLuTzLmeWeTGN8rlj+Zp2egEVFFFMAqhqDm3urC6U4aK4Vs/jV+s3XOLBWHZwaip8InsfUcbiWKOVf40VvzFVdSUNb5YdDWbp2r3J0iyI09T/o8fP2lRn5R2qK91a9nIjj0vgcn/SFNcYjFmQC6k471Q1qONtFuQy5+T1qSW5vmncjT+/8Az1FUtVnvzpVxusQq7OT5orSOrIlsQ/CUZ8TRNknBrgvELY8aav73cn867b4VTXSeIEMFl57Ak7fMC1wXiJ5T4t1V3h2MbqQld2dvNPqOlsdJp8mzw2W7+cMH8a7uxkMlpGw7r2rzOKedfDIxB8pfO7d710V7f6jF4Kmkt7ZkYIAZQ4yo78Vvdns0aloO51y3ULymNLiJ5B1RXBIrm/FsmLrTlJ+8HBrh3S2s7W2u7G4cXpZSCrZLHvmuw8V7pZ9F8zhnQlx7kCm58qbZlUqOVNozdU8Y6hPHFp0K/Z0gIUTocMwHatHTfGz6fCgFlNNIo5Z7ptpPrirVzoNncaVJJJb/ADQWxkQ56GuOjhLAHGOOa58Bh6GKUrx6nz2KqypNWZ6A3xSmkhdX0ZEdlIVo52G2uSk1XXdcI06bUbiaKZuYnbK9f6VT8vaK7PwRoufM1KZOD8kee/qa9OGV4WhrGJ5lbH1XHc2tM0pbSzht4kwqDBPv3NN8R339naWLeIkST/LkHkL3Nb4VEUluEUZJ9BXnl9cy614lZthFqo+R88bR7e9dilzO3Q8ShR951ZPUfp0EOm6fNcBBHvHmnP8ACB0H41x0iTX9607dGYn/AOvXQ+Jb5mZdNiYDo85X9FqrpNmstxulIWGIb5M+3b8a83HVk3yrZH02UYaUv3j3kb+g2qWVr5h4uJR8v+wn/wBetbdux2A6CsyxWW4me4kbKk9PT0H4VqYwK+TxFRzndn6lgMLGhRSW4H7vFTWGlXWqn9xhYVOHlboPWoAsk00cEKM8rsFCr15rqLy9HhfTGN8q/YbbhpoRyxPQEf3q1wtD2ju9jnzHG+xXs4fEy9dTWmn6O1xqM0UNjAQ0bFcHj+eew71xOoeL9R162lh8oWtnI2VQffkTtv8AT6Vk32oXniS/F/foY4VP+i2ZOVjX+83qxq3Db7iW6DqTXuU6VjzsJg1H97V3GwwgKAorStrZuo6mltbbzecYjXk+9bFjYvcybsbYx0JFbG1fEpCWlpzhSSx6mtWO0hR98x82ToPQCpFh2Lsi4Hfjk05bRjjBNKx4tbEuT0HjEmBwFHar1vAi8g4z1qvFp7k/eNXE0+Un75AqZWOW7e5s2aIIvkAq8uSvPWs7T7d4gQX3VoMQqZJwBWL3M5blC6ggLOWVcsMmiK1twFwi5FZN8XmuzIkpCk4xToVnEq/v+9B2Km+S9zb+zQbs+Uv5U1bO3AYeWuCc1jStdK+PtHen7roHifJNVyvuc1nc0xYWxnL+UuduKWHTLZAcRKMnNR2kMqId8m5jzT/tEiz+WSOmRUvQLy2TLgijXGFHHSlEaZ6DrmoQ0rdxTMz78Dp5nP0pGbuWmiRzllBPvQEVBgKBVa5NyJcQj5cU+HzzH+8xupiFkgjbaCgwDnFNNnAW/wBX2qCY3mF2kbt/6VCw1DdxnpQMtNpls3VPyqvJo1uQcEjjuarv/aXP3qpzHUNrcv0p6jW5WvtEi8gYf171w2saYqRnB9a6S/N/9nA3PXHagLplO4uevetYo76EX1Kmj2K7PoW/nWv9mUVg6SlyIz97OW/nWl+/969bDO0D5PN4p12WfKCHNcnoWBd3n4/+hGuiJk7k1y+iFheXoPr/AFrgzr/dz0eEocuOOs0RGm1+ERpukjQv97B29xmuR1S9vLfVb26t5Xjd5WEwHJIB4zXXeGbqG18R+ZPIqKbcgM3rmsPxLbxDUZLu3KmGdm3bT0bvXi4Oyp2R9JnSl9YbexnJ4i1iVNp1W5HHyEPgUi69q8rNBPqM7EjAZmzx6VkMpglwAdhOVPpUz4lQOvEi12HiovCOG/Rbe7hWTbwM9cf/AFq4/UbCbR9RNpN8yuNyEdCD0rqUmEkYkHEqdRUGvlb/AEUSBQZrVhJkDnHpUvVFxdpGLaag+nyx+Uo2Y+dScjP+NXtX0qC+tV1Oxb58bnAHX3PvWI773LlfvDcMGtDRL9ba9CSb44JBtbJ4z6moi+h0VI31QmnalLCJBLK5j2blG7gEeldPomvDVIDBL+7vkXiQLncPp61i6poEy3GbVVkjkG484APtS+GLmPS7+Vrnakch8lyW+aM/4VSbTJajJaHaafq0lpcfuhmRSDLbM33x6/8A16g8RaTZ6lFNq3huXyp2QrdRJx5mf4Svc1kazpOot4iGpWssRDKPkY4HH8P0NaujamqqdStocyplJ7cH5sDqB7jtTlqRF8ruchf24iaOSK2eCJ0Hys2cN3xVUNiu58ReGBrckOqaNqUK29wo+R8k7u+Pf1FcbqVg+l3f2aSVZWA5ZRgZ9K5ZQaO9VoyfukXmewPse9SWl1Hpt0Y5stpl58syn+A/3h7iqmRT12SI0Ev+rk4JP8J7GinJxZNSKqqzK2p2T6ZfNHnch+4w6Ovar2hXpimNrn5JPmjz/eqW1B1TSZdNlBN9YgmInrJH6fhWArvDIByrK2V9jXr0KutzxK1O14s7CeyhkZPJXbuBJHbNYrI1pdlHGFY/ka2rS6F1aRzoB5gOSP8AaHUfjWhqGlC5jSZEx5gBIx09q9XlU1dHm+0dOVmYChjhhyQc11tv4z1/y9j3chGAAQAMVkWlptJjddrKcYPcetacNiT2rDEYKjiEvaK9i/rDjsxl74p8SxQzzw6rMkQjLFDg5b/9VclP4k1HWRZWdxcloIGyiEDAOOoruF0iO8kW0mB8uU7WCnBrN8VaNBZz2kiR7TDMYFwoGRjv6mvIxFGhh60YQWp3YSu6id2WvB1s1zos0snzt5xGTz2rSuLcJkBF/KpPh5B5nhu6OOlwf5Vf1KHaSQK7ozdz2YxXKed+LN1vdWckZKOI2IK8VQ1AebpmX+YlVbJ65x61o+Mx+8tT/wBMnqjdDOmf9sl/lWdZ6HJV0Z7h8M9Ql03wbAb6EtYNIcXUfWP/AHx6e4r0lVt7iFXTbJG4yrKcgiuK+FAd/AsQAUqZGBBGcjArek0m70yVrnRWQBjmWxc/u391/un9K4+pkOv7O2ByIE49RWJaBY4y3Tkk/hWidUh1Lei74blB+8tpRh0/DuPcViJdRJBMpkUYV+Ce+DSZSPFPDb/ata16+blpLlgD+JrpK5fwT81pfyd2uWJrqK+fxzvWZ9rlSthYhRRRXIeiFFFFAGhp1tZy213cXnnlIAmFhIBJZsck1pzaBYWttcNNeSCQSvHEQpIG3GN2AeufUVzoZgpUMQrdQDwalF1cqsiLcTBZP9Yoc4b6+taqcErNGE6dRyupWNtdEszqxsW+1RrDGXkmc8S4XPyAD/GmjSNPlF2to1zcypzGvMYChckksvJB7cGsf7ZdHy83U/7r/V/vD8n09Kd9rv5I5f8ASblkPMvzkg/71Pnh/KR7Kr/N/X9efkbT+HrcafFLvmS4DwrKudwxJ6HAGfxNVmsLZzfxWiSlYpo4l80qWYlsHn+Gss3dy0SxG5mMafdQucL9BUfmP83zt8xy3PU+9JzhfRDjSqdZHUS+HdNjMbeZdEOzxCMZ5kXHG4rwPfGPeqVposDiX7RDeGRbwWuyEg+XkdWOOcVl/wBpX+7d9uud2MZ81un50JqF3FbPBHO6I7+YxViCxxjk+lV7Sne/KSqVZRtzGw2gW66TcTNJILmKJpVIOUdQ2PTAz9aF0fTzqc1uBdeTbxq00hfnccYwApOOaxTNdxQCBpZ0hYbhGWIUg98U1Lm4ilMsc8qSEYLq5BI+tLngmvdH7KrZ+/8A1oT6rZrp+q3ForFlibALDBIxmqdK7vI5d2Z2PVmOSaSsXvodEU1FJ6sKKKKCgpR1pKUdRQtxPYi+Et3DY694jsZpFjQsHXccDqa9v8N3EE01yIZkkwBkKelfOfhZdvjzWo+xjz+or234dAC71D/cT+Zr6iDvFM/Pq6tUkvNmL8VF3eKdN/68pP8A0Na8a8cR+Xe6VJ/tEfqK9t+JCb/Fenj/AKcZP/Ri15J8R7UrpVldAf6qfBP1q1uZdDG70UituRWHcA0tdqLCiiigCW2dY7qGRlVlWRSVboRnv7V1/iI2QfVLl9P0/wC0T3aJA6uSFiZc7wA3X+XpXF0gAHQAUNXA9B1DS/D9pHYtLbW433P2d3jcASIycSABicBscnFJYafodnLewCEXl3ZqkD+RMq+YCD5jqSwHoOPyrz8Ko6ADPtRtUjBAwPap5fMLHU6pp9onhaK6t7S3tGQqp81w80xJPKlWIxjqCBWylnpMGmyWzpaQ6bcG0xdxzZlnG7L7hnjB9hiuDjs5HtLi8RF8mAqsjZwQWzj+VQfIDnjJp2Cx1PiCz0qPXbGCOzawt2cLM3mIysm77w2k449a2547a2NhatDZWUa31wyrbXGd0fl4V2OTgn9a4O4spbKeOCVFWSSNJFUEHKsMiopYTbTNDKgSRThlOODS5dLB1udtHpvh06Tpe63crM0XnXwkQbWLHcrDO7Hbp+NUp7dYLjVo7q0tdPX7L+6S1myrjf1+8cnHb9K5P5d3bdQu3+HH4U7ahY79tI0M3EaXVvZW1qbmNbSaK4y1zGVyfM5OBnHOBjNU4pY9PtdUjv8ASNORpJrYLaJKTHjc2W4YknHvXG7RzwOevFAUDoAKLBY7uLSNGDSLHbWc1kJrhbq5kuMSW6j/AFeznn8jmuF4yccjPFJtHHA46cUtCVgCiiimAVm65zYqv95wK0qoX0T3d9p1mnLTTgAfjioqfCJ7HsNipTT7ZPSFB+lbmj2Et8ZliKBlH8XvWjpXhA3dkkkt1sAITbGvat2z8PRaNFcgXDzeYVB3DGK5LBdHB6nps+k3YguNrOy78oeKyNYbOjXXyn/V1c1AqdSuAzSOFkIGXPTPSub8U3EkOnRLCbhDJJtYR/MGHoc9KtMiWxZ+EKj/AISSMnPfivPPEv8AyNurn0u5P/Qq9H+EwK+KdjDBXqMdPauD8Rx20Xi3UpH3srXcmVHbmqW4Uy5aRNP4bSKMZkyWx6gGut0m9sotO+z3LgcYZHXiuYAxpELWVvKszKRHIOTHzVQw6syj99cbh1JTrXRZHpQqcitY6y3sfCtpdi5hiiEoORnJAP0qHXriC/1XTPJkWTaWzXMLa6sp3+bM+3nYVHze1WT51ysjT2c1uyQkBt3U0TinBoTndWtY9MFsn9g3zBgwFkc5PvXnctlIlvb3ICJGcIUDZLN610vjSN4dD8OLEXTzUxJsbG4Y71U0/wAIyarp0NzZXCO0IKGNydy9+a4snapxbb3Z4WMpuo3Yx7Kxk1G/itYxy7cn0Hc16tbQR2tvHBEAERQoArB8M+H5tFMtxqMey4lyE56L610YYYyThRkk+gr6CpPn2PmK11LkMHxVqP2LTvIR9slz8uc9F71z9t5em6S91MMfLuOfT+FfxNR3xXxFrnmOreTCcpz0Qf41B4nuG3wWeMAASuP/AEEflROfsabbNKVH2tSNJfMwF3SSPNKSZJG3MT71uJbhLKK1OPNmIkf1A/hH9azrCJJbtFkP7tfmf/dHNbujbtQ1GW5dOF5BP6D8q+XxtVqLP0bJcLFz5mtEa9pa/ZrZYwckDn3NPdgikt+VW9lFnaNe6jGBC00NuRJKq8E4rxqa552PqatZU4OXY1/DtpNb2kkwieO8mOI3ZcgL34PQe9cp4p1OPWtUW1ictpunuQADlZ5u7e4HSt/xR4iItmtLVnS+u/kYYw1vEOp/oK4+KOOFFRBtSMYCj0r6TD0eVI8PC03XqPEVNieL5jjHzHvWkjKsYDL8o7f3jVW0MYRpHOMDOataU39pX4IxtU4Hp9a62a4rEW0N+yjWVVQrhRy5/pXV6b5McPmeVtReAKqWVtbKEiXGO59TWvdyW0MSQLj1OKykzwatSU2Zz3cTuzeX1PAxU0dxCB/qzUsS2rYLY49qsD7L2x7cUnIySH208LuAI6tvPGGxt6UyDyVQuAo9KjeSPHY55rN6sOpdtZFdWxxU0iB4yvqKp2bnDFVyKsmWUAYgY59CKRnLRmKkKLJLGedrmp44I/MU981mtJN9rvDtI/enAzUKahN9ojRV6tg5NC1O9U24Xubb2kburZ71ZFpDvHHQVgLcXTbMjGHP861pPtEaJID94/lVWOSS1LsEaiV8elE0KGVX71lWc84v5FboRmr85JUEnpUtC5XcvKBtFC4y31qKB8ov0p8bDc+T/FikZvclpD0oyKM0CGN99PrT881E7AOhJ4zStImeWHSgCTIqGUx7TnFRGaDdzJz9az55rbYRv/WnZlwjdjL37P5PzFK4zUxabwRt61r6lLaiL756HvXL30du0alHPI5raCZ6dCNkV7UQjJTHJbvSyFB0I/Os2D7PGOGPU0TNCBkMfzr06KfKfOZlG9Vlh3QdxzXLaXhLy9Ixyf61qSSpng5/GufsHC3Fzjv/AI1x5wv3B2cNrlxiOl0nTJNX1tIYrjygkRZsjIYZ6Vk3cHkX1xGcEI5I/OtrwmLibXl+zH51ibcP7w9Kyb//AI+Gctlg5DAn37142EilG57ec1JOvy30IrqNZbTeFGUw4xVeHZvGFXa3tVuKRGQgsvoeaocRSPEWHynI+ldR41jWhhS6spISi+ZH8ytjqKzJkAUkKACpQ49DVq2uhFKkgcDHBGeop9+kS3B2OhSQbuDQgPOru2axuntmOWhOVPqp/wAKl3rNCrY5xyfetjW9Oa7hNyjBpLVeUA5dfX6CsaG4hdcjKyYxgAYNZzVjroST0ZpWuu3EZtrdwrQo4LFuv/6qv+KbaFJ1vo7aJorhv4ScD04rnZFjiuFeWOQhWBYEjBFdf4mY3ui2ws4cRSFSQvpjgD0pp3RM48stDJt/EktpcWqsBLDCwDqxyPcV0muyHTL6LW7OCI21yR56xjaoB6ECuA8h2DkIziLlx3xXe+IpZ9S8J2x05UNvIFDRp1wOw+lOLJnFXuh8N/Hp1wziYHTrtgVYIQkbtxkf1q1PZRalp8unX26K7iXfBJsB3IDwc+vrXO6BIZ7O60LUoiqhflDdVzXR6FLd3+jXembkTVLRSYDIOJUHQ5py1RKfK7nn0itDM8UgwyHBpuau6hperQeZc39uV+b52yDg/hWaGz3rmatodXN1RN58lvNDqMX+tt2G4D+Jf/1VPrdrDDcxXluu+1uV8xQT69j9Kqo+GwejfKc+hrRtUMuk3mkXDYltT50BPdT1H06GuihO2hzYqHMudFPQ737Pc+S7YjlOAfRu1d7o1zunNlN0kOY8/wALdxXmKocsM7WzwPSus0q++0W8crE+bEwDYP8AEOhr28JV+yzwMbQ54O252moaaBGs6qA8fPTt3puTHZmVIw7KMqAetaVjcx39gtwucMMFT2PcGqCxfZrh7chijglAfSu+fLa583h69Zy9lLVoZoj3k3iC3S5QeS7B4mHUeqml8fQbFhOcj7a3bpxVe60sQWyzC6lt1hiYbt3zDPPHvVPxLcQXmqaDLNOYrL7OWkJbgtjGT6mvl8aufEwkuh9hgqbg3KS3Oh+HpgsfDd1HeTxQM025Q7dQR1qbV76wYEJeQN9GriJlscBE8UqsaKFC+UDwKoSW9hnJ8SIT7xgV2RnBPU9ZYiysSeLUN3NZpa4lJRwdvas24do9NVQOsa5/KrapbAMBr67SCDhBVTWHso7WKG0uRcfu8MQPSpqSi1oYTnzH0J8JX/4oeI4YnzTnA9hXaS3ccf3ww/CvCPAGo6mmp6ZZx3Orpp7OPMS3iUwA4/iY8ivVNT8Q6ZZysLu3mC7iqNu/1h9FHeubqQR67/ZupMhkZ4p0P7q4j4dD9fT2NeWSarMtzcwPBJe7Syme2HB+o9fpXfPp51u8ikv7YWliTlbUS5aT3kP9BTofAkdrAskV7JNGW/1car8gJ6D2FDGeH+Bzi21BMYK3B4PauprntKtW0nxp4h0ljkxTE/r/APXroa+exytWZ9rlMlLCx8gooorkPSCtezto30SWaG2t7i5EhEglfBiTHBUZGf1rIpCAeopxlYicXJaOx1P2DTtse+C2W2LQ+TOsvzzEkbwwz069hils5LL7QJLeytEkkFzAIi52sABtPJ6npnvXK4Gc4HNOVDIwRELs3AVRkn8K19trpEweGbVnJ/18/mdBHFYNdWlt9ktd/wBmMjZkIEk2DhSc4A9qWeK2ggu41EFvNJbR+dEj5RH3cgcntyRWCLadnaNbeUsv3lEZyPqKmXTbkwwS+VsimLBHbgZHXntRzt7R/rYHSSavP+t+50tzp2lRy2JaCAfvykgDgLKgQkHAJIBPriudjiSe6huJ4Vt7KWfYTH90Y6gZ56VVW2lYbkt5GUnAKxkgmpPKuJIEHzMquUWIZLA9/lpSnzO/L/Wg4UnBWcr/ANM6S40/SptQ+xLbLaNIhMczSLtODnPBPVc9aba2WlXVhdSmCEI3mmNgwDRbR8oJJySfYVzX2ScB/wDRZsL9/wDdn5fr6UwwvsEpiYIejlTg/jT9ov5Sfq7tZTf9fP8Ar5nTCzt9Rt7H5oWlj8gSbpQuIsHd39akttN0x7CYyJARmQpKrgFMPgKcnJOPbpXOwafNcTiIoYyUaQGRSAQBniquAecCn7VJ3cdw9g3pGf8AX3m3ssrnxG9otrDFbuWgi8tiQGPCtnPPNUdUjhh1CS3gVQsOIywOdzD7x/OqscjwyLJExR1OVZeoNN6nJ6nk1k5Jq1jaNNxle+lrf8EKKKKk1ClHUUlGdoLegzTSu7Ck7JswPB/7zxtrkvUBNv617d8PV23V+fVE/ma8W+HKedLrN+R/rJgoP617X4A/4+r/AP3E/ma+ngrJI/P6z5pyfmUfHqB/FtkP+nB//Ri1wHjbTft3hC9VVy8SiUfhXoPjs48W2X/Xg/8A6MWsB40mhkhcZSQFGHsRiqe5mtjxTTZfO06Fs8gbT+FW6pW9u+l6vf6TLw0Mh2+4/wD1Vdrsg7xGgoooqgCirdhpt3qcrx2cQdo13uWcKqr6kkgCnDSb5njVYCxlMioVYEMU+/g57UAUqK05PDurR2iXTWbeU4RlwyliG+6doOcH1xUh8La0Ln7ObE+Z5ZlP7xdoQHBJbOOD1ougLnhnUYrKz1GI6lDYXEzQmKWWIuuFYlh0OOPathdb0bzJGgure3s/Oma5tXtstdhh8u3jj6ZGK5X+wtS+zwz/AGbKTtsiAkXc5JwMLnJGe+MVMfC+tC6W2FlukdGcbZFK7V+98wOOO/NS0mI3r3WtOm0jy2v4ZYvstvHHZ+Qd8cqkbmLY6Ae/NJD4isLW6KwyQC2m1JpJ824O63KAY5HAzngVi2fhbVbrVPsTWpRkdFlJdQFDHggk4bI5GOtV7rRbuG9kghieRMymJjgF0jJDN+GKLIdjpF1XRh4SksPtMDyGEeUkysXSXfnpjAUDvkmszxVf2uofZJYr2Oaf5hJDbqfJiHGNpKg8+hzUFh4U1O9uraBlig+0oXQySqDgLu5XORn3qs3h7VVs5Ls2n7mPJJEikkA4LAZyVz3HFFlcF5GZRWsfDWrrdJavbIk7p5ixvOgO3168dajudA1OytXubq28iJGKnzJFDEg4OFzk/hVXQGbRW5H4Xv8A+x5r6aF0bMQt4wVJkLnAyM5HHIzWdqGl3ulTJFewGJnXcvzBgw9iOKLrYCpRRRQAVpeBNNOufFPTLcjMNpmeT22jP88VmMwRGduijJr0b4EaMzwax4kmXmZhbwk+mcsf5Csqr0sKR7VYRLBabEzt3g889aTWHMdnKw5ywGKnhG2A4/vLVbXMfYpc/wB4VgSZQ0Wz8hiFG7aGyQDyetZ2qeFLHVyNPuXZYZJAxMQCsD1610O0C1Pyj/VpUaAf2vFkD74oDc4Hw5p0Fj46txECJBG8UhJ/1m1sA/XFcPr+k6B/a2oTJJK139pY7GHykk8iu70Ef8V/annBWY/+P1xGsWrPrWoY6/aWIz9avTmM6UireZS9sUiHloSQVU8YAqtqhkikszHKy7pwGwe1XpTG00bSgqyZ2nsM1W1IAzWA7GcfyruTTWh6qkmtBs6SqWw7Y+tQ24a7LWTysvmkEOT92tOZQQc1QsVKashUA8d6nFNqi2gqXSO08TWMf9nWTXUxMGnRrnYPmcNx+lUft7aRq9pepJG1oyBQkPWWPsxHrV7xmfK0C/kY8LbxHjtzXnxLzW8Z3NgDKsDyK8PLnei2+55s2/aWPVTrT+JrX7LoSbdRtiXAuFG109PrXPapo/xHmjeJ7P5HGCsQGMfUVwsd7e2Vx5tteTwyAY3K2K0YvEniD/oNXn/fdepCvOKsctTB0py5mtS1a2/iXw7fW8epabItvO4VzInyjHuKoX9xLqOpXN15ch3ucfKeAOlTN4g1yTaj6tcuuejHNX4X1+5UmHVTGo6goP8ACssRi3b3mdmByt1Zt0lqZqxTQ6TO8aHzp2ES7hgqOpIrsfDtg1ppEXmf66T53qCPRL6/MU93qTTlRj5owOK6NYlRAo7DFfP4zE+0dkfW4PDLDQs3qVpSI42c9FGTWrolmtvbLcM43XI3yjnKoOcfjWZNEbqeG1BI8x/mIHRe+ava/ffYdFEMJAkuf3ETL2Qdf0/nW2W0nKXMzHMKjny0o9TkdTvftuoXWoNkLIdsQP8ADGOgrOaQ7kjUfM/LewqaVPNlWEH5VGTUVsnnXU0nYHatfSQVkayapxUI9CaZ3fZbxgfMeRXfaLp8VlZoTEokdQTx0Fcv4e0pr7U2lf7if0r0FLN2xzilLc8TF1G5WJIHA6RLUwmHeEE1Iumy7eDinDSZjj56ybRxagkw7wLVkTqF/wBSBUX9lTqeJKhnsbor9/iloy0rmhb3Ebk/IBinSzoHICCsuK3mijJzz15qg73Pmk5+8fWlyplch11mwaMnaBU80yQRGWQ7UUZJrI0uWXy2DnoKvahatfaa9ur7GkUANjpUNWZhJLm1Mkssk0kijhmLA+opYoo/PU+WM561mJLPavJbONzRHbu7GpY7+RZU+TvQnqej7N+zutjTVAwjGP4znir8ynyI1rmodXcEfKeJDx+NXp9aYEjyj8tW4yOB6svJDtu5Hzztq68JdBzXLReIi91KPKONlbVtrSyofkIxUyi0Nxk9UaaQ7cDNCRkuT/tZqtHqKORlTzUjXqRuoIPzPtpWMmn1LDxljnNKqbVIzUM15HDJsIJPWlW8iZc80rMRHNa+YFUufvZqJrA7uGPSnvqEQCtzjdik/tOHdjB6VSuCZS/st/MJ3nvWfPpjhPvHritoanFvxtNUbjUovLHyHrTVzSL1OY1bTWWIc9qzBpTm2DE9q6DVdQjMa/IelULvUY4NKB2HJHFaps9CnJ2OMlsGDAA/xGorizKQ89q0BeIyRHYcknmn3sitZ7gvau+jJpHk42knN3OaljKvisa1XbLJz1H9a27p8SHjoKw0JEh9x/WufNrugVkaUcWdb4Iv7aw1557uURx+SQSenWmXCRzxTtEEJLsQ2OvPWs7w3pB17UpLb7QYI1jLMwH3hWlbKqeZEp3BTgE9x0rxsLflsetmyh7XmW5Rgji8xSUXkYPHWku4EFxC+xdrKUIx36inqpikZSD8rYp9+jG1LJwUIYfSuo8kihjQ7lKKOPSq0aIsoVkX5TggirMZG9SOjdzUNwCJz78g0gI79UgZZfLDIV2si8bhXnM8TWt9PCybMtlV67Qegr064Hm2TEdcbh9awNf0WTU7aPVrNQ00MWLiJeuB0Yf1pNXRcJWZziLHLARvO/0NamnajsMFo9xI8auAF2gYHfmsa2eM/O7LgDgmpLNIp7+OKSUxqzfMwGSB7VlFNM7KnLKKZreIbW1tdT8yJpYUmXdsHOPYmorPVp9Ns1t1umMJbf5ZTJU5/lUvirW7a6aG1gj3tbn/AFhGOPTHrXNtcJxktgn5ix6VfUwTTjZnb+L7aCKW01S3M1usyLlkO/nHXNOima60SDUYJ5oNQtMs0hGAF+nfPpU3idrez8Fww2iS3Fs2wJNnIB9WrB8L3h33u6XH7sAh+f8AIqrMjSx2rwp4l0hpI2d0njHzE7cOOoArze4gktLmS3nUrKhwQa67whr0AgvEuSUSAb0Cjp2PFctrd1Bd6lJc20kkiOeTJ1/D2qJK5a00KucjFadtdiG4sdQdd6o3kTr/AHlPHP4Vjb+eamiuMQyxjo+OfQioSs7lxejizS1Lw/ftqU0dpay3Chsh1Xj1B/Kls4NTtp2aGxlcsNkse3hWHvSW+s6tCkUQ1KZUx8gBzgVqedr2fk1J2B564rvpVJPWJ59SkloyXTpfFdqZDAhRZOWQpkZro9Esr+K6lv8AVJ2eVk2Rx9lrnUHiN/u6iwz/ALdTC18Sn/mI4z6yVs51WrGEMPRjLnS1N3xFPKEAaH9yG2bifusOc/lU13oNvrumWTkx2oBBQBdxIHauXXw3q1wrx3GoIsZbccuWy1dcL5dO063immjHlA5cZ6GsowtrM6bOWkUUL+HSQ12osLKWeBPLggtlPLH+KUnpiuXsHvNOupGm0Swv8rho5xgJ9KuXuo2414SWtzHKs6kSeWuOe2aaJd17Mf8AZFFkDutyLUVkvwtxHpdjZqi5MUH8VU7OZobiKdLAM0bbwpYYP1rTklSKzZnYKu2sGJpJQNxaOM9h940cqFzHVeEbzUdV8Wz6VY/6PcXoLsWkJijA56CvStK8KG0uknubs3VxKQpkk6Rnr8o7VxPwrK/8J5ZoqgL5Unb2r11Av2m1GB/rR/WsZ6MtbGfq/gueWHzo9QVfLySoB5yaPDOmXVlcssd3++2HmTJXGfSux1BV/s+f5R92sfSUUawRgf6s/wAxUjPEfiBpr+Hfi5FdOwMeqwhyR03dD+oqfHNdb8fNDNx4Xs9dt1xPpk4JI/uN1/XFcVY3S31hBdIeJUDH6968jMqeqmfS5DW92VJliiiivKPogooooAKvaVeR2dzI0rSIskTRiWIZaMnuKhtbG5vfNNvHvES7pCWACj1JNTjRdSZYStqx89gsYBGST0+mferipp3SMqkqbTjJm0ur2klrcZvrqIIYEEyj97NtzkkZ6fjVc69bySwSs1wgiuJJPJAypVuh69R9KzDo2oi4EH2b94U8wfOu3b0zuzjrxU17ostvdSwRb5HSSOILt6syg4z9TWrnVetjmVKhe19/+G/r8CzFr5hsPs8cs6YtPKUKcASby278u9K+rWNxdFpTcxxNdeezRjDY249euaoz6HqVtC8stqRGi7mYOp46Hoecd/Sj+xr2SaSO3iaXywpYkBeozjk8mlz1eq/rcrkw+sk/x9DatPEVnDdTTzTzyvJIWdjDnzF24Cgbvlx685rFudS86HT4gXaK1QBomPyk7ielINF1AwRzm3KxSbSGLDoTgEjOcZ71NN4d1GO8nt0iWXyW2l1dQGPoOeT7daHKq1sEY4eEr8y+9dNP1NC98Qw3F6su9mh2yYjEAQxlhjGc8j8q5kdKv6dpN1qVyI44zsEipIxIG3J9+p9qWTSLtVkmWJjapKU8zjOA23OOuKmXPP3mjSn7Kl7iZQoqxf2y2d/NbKxZY2wGPU1XrJq2hummroKKKKBhVDW7oWWiXc+cMIyq/U8Vfrl/Fsj3lxp+iwH95cyAtjsM10YWn7SqkcePrKjQlI6TwFYmz8J25YYe4Yysfr0r1b4f/wDHzff7ifzNcRbwJa28VtEMJEgRfwrtvh/n7Vf/AO4n8zX0S3PhnsUvHn/I2WR/6cH/APRi1gg5Nb/jr/kbLP8A68H/APRi1gqO1D3COx5r8R9May1K11+AZR/3U4HYjofxFY6sHVWU5VhkV6xqumQaxpdxYT/cmXAP909jXjVqk+m30+kXgKzwMQue4ralK2gbF6iiiugZo6NqUel3bTyQzTArt2RzeWGHo3BDKfQ1pQ+KYIssdGi8yN52tvLlKJEJRgjbjnHasrTdNfUnnPnxW8FvH5s08oJVFzjoOTye1aFj4VudSsLm8tLqGSODeRlHUSBRkkEjHTtSduoFyXxVb2ksM2m2ebsW1vFJcyOcER4JATtyMZqrqHihr43f7m5K3MDRFZ7oyhNzBiV4GBx0p8Xg+aSCOVtVsI9yxM6sWzH5n3M8dT046VCPC1yYFLXlqlzIJTHaktvfyyQ3OMDpxnrSfL1BCDxBEJNNu/7P/wCJjYIkaz+b8jovQFMdcHrmnyeI4Us5LKx077NayRzKUacu26TGWzjtjpUF74emsrKef7ZbSy2wQ3MEed0IbpnIwffFXb7wvbQTExaxbLax28Uk00yv8jOBhcAZOfbp3puzBWQ2LxTH5ccV3pgnjhMDxKJim14l2gk45B9KE8VR+WzS6Yr3QFwsUomICLKSTlcckE8GoZfCt1BGxmurZZftP2aKLJLTNgEFeMAYI5NSR+GD9qiAvLe8gMrwSmBivlyKpO0kj26jik+XcNBr+IbV9Xt9VOln7YqhLg+f8so2bOBj5Tj60DxHAkA8rTNl1HbNaQzmckJESeCuOWGSM/pT7Tw9Gul3d1eXEPn/AGE3MNqC3mKCwCuexHXip18HzWV5pcl46T2d1OImChkYHGcEHnpT02Fpv/Xcq23iYQ6ve372RJukVP3U2x49uPuvg4zjmp9U8WRanBfK+msZbo5Uyz+YkB45RSMg8dc81Ri8Pz3Mf2iGWFbcvMGZif3Xl8nd9RjFNj0CaXR7fUVuIj9ofy4oFRmZjnGCQML+NLRj0Rojxj5UpuoNNWO+kaBppjKSHMXTC44yKy9b1c6xdLNi5VVBwk9wZsEnJwcDA9q2ZvAl7Zl0uJYGdgAjCTYI33AHcCORzWDqumnSr5rRp1mdfvMsbIAfT5gM/UcULlb0BeRRoopsjrFGzucKoyaoCpfCa5kt9NtVL3N3II0UdeTivqDw1ocPhfwvZ6PFz9mTEjf3nPLH868n+CXhJ9X1e48YX8f7i1JSzVh1fu34fzr2ubmOUn/nof51yzldkPUu25/cNn+8tQ6yCbOQYz8w6VNF/qWP+0lR6pK0MLypgsrgDIqQIj/x6t7RqDUER3arGfRxVqTP2SRics6hjVOD/kKKf9sfyNDA4rQxjxtZH1Sb/wBDNYF9bIdWvGJ6zN2966HRT/xWGnf9cpT/AOPmoJ4Ea/uPlH+tb+dU9zKlscreWyY9fbFYF2Nl1YRgnHn5GfpXoN1aoV+5XFa9EItU0zAxmY/yrSnJpnRSk1KxNIOKx7q4ltG86Fgsg6EjNbMnA/CsPUeVx7iuyqr02mehU+E6P4hXt9F4d0yJJS39oQgTgqOQORWh4f8ACMWpaLbTNIVLRgkAVX8eL/xJvDp6Ztz/ACFdx4EUf8I/bqR0iryMHTSoJrq2eO53qtHKSfD+38z/AI+H/KgeArVetw/5V6c1kjNmqtzZBVyOldFi7nml34NtoImZLg7whK5HesyLw5qRtlMd9CABjJDZNdh4slNnYxkHBeVIx+LVLbQL9nAx3NePmNZwkkj6LKLKm2cYND10AKuqIqjgYLVbsPDmtXWo2ttJq+FmfblSc108kaxqWYEKOTxWp4eRG8TWK7dxwz5x0GK48PU9pUUbHbjJRhRcluacXga4hgjVtalJQEO4jALL6Vymq6JGmrhZrue5VYhsVjgRjPQV63c/8esmT/Ca8unfztRunBJCsEH0FfQ04RjsjxsA5Tm5SexlPpVsm5lQgn35rGaEoxSLaqqSBgV1rRgW5JrmIUM1yqjPzviuqLdj1ItSu2db4S02RLUfPjzAWY4rrorFlZfnZs+tZGiDEjRg4VUwK31BDp8xxzUSZ4mJf7xj0tpRjBH51KsEoAy3607GF+8alC4TO49Kyuc5TSKbZ87dz3qCWKXBXqPqatqPk5Y1HJjHDGgtGebSXHU49Mmq0lidhYqMgcHJrWEQYcs3NJLbL5LHefzqr6DuyKKGW1vPKt1JjaLLLu6H8a1Y5rwRR4sw3HP7wcVGsf8Apsh/6ZAVZluIrS0M0zbY0A3GoZhLVnIXEE7ahdsSRmXIXOcUiWsryL83etUhZpXmQ5WQ7gafDAfMBwOtHU9ONW1PlZjWemu0ijzP4z/OtCXTWaUr5nXPatKzttkqHjGSTU7IfN3cYya0c2efpc5Wy0R/7Qc78AJzW7a6MY93z5yamgjYXMrcY28VpxBgvOKmU22NzcdEU49OCnOelStZCR1YnG191XOaRc81NzJyb3K09ks0m8kjjFKlmiJjJq1RRdk3M99NQhV3fxZpP7LTd97tV185XHrQS+7p2ouwKI0pN2d1V59FDLgOK1A7lsFeKqTXM4zhKabKje5zt9oLyKACDgVn+IdGaLR4NvJ71rXl9eAAhPWsTxJqV4bOFGXA7+9XFu56FLmbRz8WjyGKLoACe9X7zR2GmrxztzWXHqVyqIMZ5NbEt/LJpgyOfLrrTkjDEwvJnHahYlJWGKwEtiXYegP866bUJJDOTjrWHBuM0nHUf1qMyu6BGSxvjLGh4UsbmbV5fs06xMsDbt3RhjpVqTRdNihmfypQVGTiU0vhi8t9N1K4mu32RmAruxnk1rFFIlPDKV3c9CK8zD/DY7s1g1WvYyV0HTWCsIpOecmU+lSjw7pzxTjy5c+UxAMp64q8pBSMgABhxjtU8BAZs/3GH6VseUeXatqNxpckEUUg2PDuUMuTkGs5/EuoScMU9vlq94xTYbF17FlrnO2cVnJtG9NJrU2I/El/t25jx0+7UkPibUrdNkToqnIYY65rGQZ6in4rSOxlNWZBdRmWVpFULuOSB0H0q9oFuH16BJn+VlIViOM44qnOxRR71LpNzNHq1q0fLBwBn3qHe5pFpxIdUilg1q5guAPOR8P6GmGNemFx9K0/FVs1p4qlSQ7i6Al+zZ71m5528ccUnuVBaHRaP4hhg0iTSNQiElux/dkDI57H2rTbQIbXU7KO32QR3sJG7nAcVxLNtBPHAzXf3xcWeiXJlBZnXaCeuV5qou5M0kcvYOljrrWaxkSM7Qylj8r5rYuF0LRJtmpaO9zJMNyhHwEA4rB8RI9p4jlk5Em5ZOa0fF7l5tOd33M9uHPGMZ7VE1dFU5uMkyf+2PCH/QuT/wDf2nLq/hHt4cnB/wCutcrSr96sPZrudKxMuyOtTVfCgYEaBcAg5B82rC6z4cJ40e6Gf+m1civWrEdZ8rjszohU53qkdYuq+HyP+QXdj/ttUovdCf8A5h93/wB/q5lOlW4uOahuf8zO6nCm94o3PtWiY/48rsf9tzSPrGlxWctuLGYxv13PuP51hSS81SmkxE2TjHrQlOW7ZUpU6d+WKIEaM62pgUrEXJAJ5xWv9oK3jpEvmSEYx2H1rnLRmm1BACUXceR1roYVWKVggwMfnXq0b8p8ziXzVGydYB5TSyt5kgXj0X6Vmp6+taTMfIb/AHazI/StznO3+FXHj+z/AOucn8q9iX/j4tx/02H9a8b+Fh/4uBZe6SD/AMdr2SMf6Tb/APXUf1rGe5pHY6LUBnTpx/sVj6V/yHGHpGf5itm//wCPCf8A3axtM/5Dp/65t/MVA+hd8Rafbato82nXahre5HlOPr3r5o0WG40DXNS8L32RLaSkxE/xL7fUYNfUGpHEEf8A11WvG/jL4VnYQ+L9LQ/a7FVF2F/jj7N+HSsa9JVYOLOnB4h4espmJRVXTr6LU7CK7hIw45H909xVqvmpRcXZn3dOanFSjswooopFk8NyYrS6t9gIuFUE5+7g5rVfxLK720jRymSHG5fPPlthcD5ccGsOirVSSVkzKVGE3eS/rY07fVkjsVsp7XzrfyWicCTaWy+4HPbmpG15jdNOLVVBnjmC7zxsGAP0rKjTzJUjzjewXPpk1vw6NbQ6ioSc3McVy1vMskW0bgpOR6irg6krWZlVjRg25Le/f/higNXYQJF5AwsUsed3/PQ5J/CrMfiORVnQxSqkhVh5MxRlYLjrjke1NXQ1fSZLz7T5cyxmbyXA5TdjI5zj8Kc2h24nQLeyNbGJ5GuRECh2jJC4PJ+uKaVVf0iW8O7p+ff1Kp1ZzuzECWtkt8lv7rA7vxxVk65bvMZH07dif7Sg84jbJ3PTke1Pm8Pxqyrb3ck7lo8qIsHY/Qjnr6iqeraZHppt2iuluIp1JVhjgg4I4JFD9rFXf6f1uOP1ebSW79V/WhJa6ysQYXNoLjNyLpcOUw4/mKfPr8txZCB1lVlJwUmIQgtuwVxzWPRWaqzStc1dCm3exPeXJvLyW5KBDI2doOcVBRRUbmqSSsgooooGI7rFG0khwiAsxPYCsDwbbtrfiG78QXCnyoiY7fPTP/1hUPie7nu54NA087rm5YCTH8I9DXd6VpsOkaXBYQAbIlwT/ePc17WAocked7s+VzjF+0n7KOyLfeux+H/N1f8A+4n8zXH4yK7H4fjFzff7if1r0EeK9il47/5G6y/68H/9GLWDnBra8esR4z09ex0+TP8A32tYeSaHuKOw4cnFcT8QvDv220XWLNdt9bcMB/y0T/EV269cd6pat/yD35/iFFxtHkNjeJeW+8cSDh19DVml8Q6HJY3Darpq/KTmaFf5j2qvaXcV7EJIzg/xL3FdVOd9GJM1NO1O40uSVoVhkWaPy5Ypo96OvXBFXIPE2oW1sYYorQIBIsZ+zgmIP95UPYGsauv8N2EWo+HWhl064vUbU0UiCTYYgUwXPsPyrRrQeiML+3r/AGMu+PDCEH5B/wAsvufy/Grs3iu8NhDAkMMc6rKJLhohv/eMS2w/wjBxWk3hnT1snxFcSp9nlmOprJ+6jZWICFenOPXPNaGr6PbS6s149lcWsou7dFndwUuQyjO1SMcY9/epunp/XYW39djkrzxBfX1k1rKLcLIFE0scQWSbb93e3fFSp4mvlAV4bKZPKWJ0ltwwkC/dLepHY1qx6NpMsaRzQ3Bu7o3jLMsoCx+UTt+XHOcc1Yn8LafFocF3JBdLOr24l8jc6yrJ12E8E4/u0XX9fcN22OauNc1C6dXlmG9bg3KsqgEOcdPbgcVYl8TajJLFKqW0Ox2kxDAEV3YYLN6nFaVz4ctv+Ep06x8hrSzuwWUNKTIwGeoYAoxxjBrYGhadeW2npd2N5aJb2ckgsMtJMxMuD0G48c9KLq39f10DqcmviXUVsBaD7PgReR53kjzfLByF3egNST+KtSuGiYraxtHP9pzHAFLyYxub1OKtWejWUsmsSw2d5qCWjqsNoCY5SGJyzAAnirkXhmzk8KT30kE0V0ts1wjozMmA2NrH7oPt1outw02MO21uW20TUtPVTm/kVnfsoGSQPc021168sdPks7RLeASgCSZIsSuAcjLZ9fauobw94f8AOMAtbzcLwWW77T1Jj3b8Y7HtVY+GLH+zome2uYQ1mk7ai0v7oOW2lNvT9c0XQroxJPEV1LLLI1rYBp12z4t8CbnPz88nNVtT1a51Z4DcCJFgj8qKOFNqovXAFbPiDQ7TT7CWaKyurJ4rryI/Pk3i6TGfMX0/DjmuYpqzGFZvly67qK6fbHEKHdNIOgFLPNPqN0NO04F5HOHcdAK7PSdIg0ex8iLlyMySHqx/wrGpU6ITdz3bwJbRWfgPT7eBAkSRAAfj1rQlGY5h/wBNDVbwiMeDLH/rkP51cYcS8/xmsSSeH/USD0Zf5VFrX/Hk/wDvr/Kpl4ilP+0v8qg1k/6JJ/vrTAdKP9C9ti1St/8AkIj/AH/8avy/8eY/3BWdb5Gpf8D/AKGkBxmif8jhpvvDL/6GaSUj7dP/ANdG/nRohz4u0v3hk/8AQzUcwkF7OQF/1jdfrWj3Mqew+4wV/CuH8TrjUtJ95m/lXZzs+zotcV4lZv7R0rdj/Wt0+lVD4kb0/jQk/ANY80E13KYrdQ0g5AJrVuDx+FULQ/6f0zx3OK6sTJxoyaPRqfCdJ44LGx0C2ljKTQQZkXPqOK7nwJ/yBLf/AK5D+dcN4/bF9Y5/59VrufAn/IEt/wDriP51wYZWwsH6nhRd68jq6jm/1ZqQGmS/cNaG55j8RptjaNDn/WXqfjit20UeXn0Y1zfxKkQaj4ejZCzvego392uotR+5/wCBH+dfP5v8SPoMsf7pjniSRCrDIPWrnhxlHimOIIdyxZLdgPSq+Km0qG+bV1exuYI5CNu2VMjpnNcmW61zXHv9yzttWk8rTZ2/2cV5jajh39XJrttVh1kaXN9qubR0x8wjQg/hXD2kCtAfmfhiPvV9TA5MuSUJMtz4TTZH9FJ5rn9GQPfqT/CM10N5p0baTMRvLCMkfMeaw/DkBeaVs9FxW6eh2UmuSR3GhFPNlJPatqSaEDcWHyj1rC0bTUnnkEgz8uRzW03h+1y2UPK8DJrKVjyK7XtCZ7u3VBukXp61NFeWxgY+chA96zR4ctyVJz9CafL4dgy23K5HQUvdMnylg3dlsH+kJ09ahkvbHb/rlOPQ1Onh+zaJcxqTjuKa+gWyIxRIwcdSKPdJ50mVhfWeMLKvHvSSXMMiqqyD5mA6+9X10O2wD5cf/fNNm0uCONT5acOvb3paD50yVXB1CbByPLHSn6nYnUtJktA+wyKBu9KhZBFqUoiXrH8wHGKurJKI1xFnj+9SMm7NNHMWweB3tWyTEdu7sauRh969etV5tQhW+uAylWD4NSRalHvUYOCetB6VpOF7Gpbo6BD32mq7RXDDJz1NXEuY/LU+1RyX0QjJz0p6nEm7la1WVXmJB+5xWlayOy/MpFZsGpQs0o3Y+XNXbS+hkwA3NKzFJN6mgOnIpajWRX6Gng5pGItIaWkNADW+8v1p3emt95frTv4qAA1XmlULnFWDVWa2ZlODQVG19TKuJkwuVHWsHxXPD9iXCjINbs+nSOq8nrWD4k0iaWD5GPArSLVzuotcyOOjuE2rketaP21GtguBjbisv+zJgqhietXI9OlEXU11xasPEJ87sZ15IhfpWJa7TK/HUH+dbV5Yyq1Y9pbyea/+yCP1qMxt7AzyJP67qXdP0hdYuZITcPCqRGQ7f4sdqhfxrpMIaFhKCqeWSV6EcVr+GLS5fXk8mRY3RCxLDII9MV5XrjA6zqAVcD7Q/AHvXnYdLluehnM37blPQF8R2i2tuQpYlQV7Bq0k1BR82xTlf+eg7iuBgYfZNNLbfu9GHvXfPY27RR+VDCh4LEpnI7ituU8NvU898X4a0smBGfNPAOcVzneun8YwxxWVn5aKo844wK5sLk1z1NzsoK8Qj5zT8UIvpUoWt6fwmFZWmU7wfu0+tR2xH263wcASL0+tWLwARJn1qtCmLiBgQcyLx+NTLccPhN7x3xq+nseWa2wT9DWEOeT3re8fjGqWH/XKsEcLUyKpvQRvut9K7+5IfwRp0rfMYjFtPoQ1efseDXfn/kQLQ+4/mKIiqHPeOQBq0DY+9AN1R65IZLTSS2NwttvTtVjx8D/aVqB/z7iqWq7mstLP/Tv/AFpyFEzQRinLyaYFNOSsmaW1J0qxHUCdasJWMjro7liOrS/drPQ3dzfJZWMYaZhklugFSBr6K9fTrtVinUZ3rzke1S4nfTqpaD7iXa2xQWc9FH9arGIspaU7iOg7CrghWPIUdepPU0eSTG9JSsFSm3cxrX/kIqT2Y1uKcSk+orDiGzUMf7ZrYDYf8K9Sl8J87X0myxv/AHLD2qivUVYLfuzVZTzWpgdt8LT/AMXB0/8A3X/lXs8X+vg/67D+teLfC0/8XB073D/yr2qMfv4vaYf1rKe5pHY6K/8A+PCb/drF0z/kPH/rm38xW1fj/QJh/s1i6dxro943/mKgDT1Y4tYz/wBNVqF44547qGZFeN4SrIwyGBHIqbV/+PSP/rqv86jAw9xk/wDLI0hnzb4h0WX4beJYgCz6FqY8yE/88z3X6j+VbKOsiK6MGRhlWHQiuu+KdjBf6RpFtcrujaNvqD6ivHrDULnwte/2dqO57Fz+5m/u/wCfSvPxmF9oueO57eVZj7F+yqfCdpRSI6SRq8bBkYZVgeCKWvEaadmfVppq6CiiigY5GMciOBkqwbB9qvXetX95dee9wwIdnRV6IT6f/XrPopqTSsmS4Rbu0XF1W/W1+yrdOIcbdmB0znGeuM9qJdVv5wBJcsQFZQAABgjB4A71Too55dxezhe9kWRqN6H3i5kDfLyD/d+7+VOn1O9uWBmuC+EKDKjAU9QBjiqlFHNLa4ezhe9kFFFFIsKKKKACsvXdZi0axMh5ncYij7k+v0p+r6za6NamWc7pG/1cQ6t/9aqXhLQ5ta1F9e1lSzKQbeBug9CR7V34PCOo+eex4+ZZjGjH2cPiZoeDPD0tlG2saiC2o3Q3AN1jU/1NdfSHJPXmhTk9a9o+UbvqxeQa7DwB/wAfd/8A7ifzNeay6tcpKyjZgHuK7v4X3kt1eakJNvyomMD3NNEt6DfH3/I6af8A9g+T/wBDWsStzx7/AMjpp3/YPk/9DWsXoKGEQU4aqOr86c5/2hV3kfjVHVs/2e3+8KQzA9sVyOteGZYp21DRxtfrJAOh+n+FdbR0pp2JOAtNRjuT5cg8qdeCjcc1fWSRM7JHTPXaxGfyrZ1jw5ZatmQjybntKnf61y1xDquhnbeQGe36CZOa3hV6MdzQ3uIzGJHEZOSm47Sfp0oMsjABpZGC8gFycfSqtvfW1yoMcgz/AHWODVitk0xi7m/vt+dPSSd2jjSWUnICKHPB7Y9K67S7axTw1YT3UOmrBKtz9pkmx57Y4TZ3yD6U6caTHZB1GmrbqLc2bxMPtG/I3+Z3x1zn8KL62FfQ5C4FxHculy0gnQ7W8xiWUjtmh3uI2WV5J0ZhlZGZgSPUH0rtYTpU91cSsdKlie9lN690w8zysfKYu/r93nNU7QaZLHF5TWT3Saefs6XrDy/M39Hzxnb2pKQ/6/E5iVbqzuWWUzQz4BPzENgjI59xQ6XUdtG7mZYJsmPLHa+OvFehQtoV5rl7NdyabPFJJGjhnRVjQRAFkZuSM8YWuR1Hyp9D09YJoT9mEu9DIAwBfjA78UKQIxd7/wB9uufvGpri9ubpIknmZ0ijEaLnACjpx/Wq7MqLudgoHcnFUJdVUyeTaRtcTHgBRxTcktwuaEs5CB55mKIMAu5OB7ZrOiF9rs5ttPQrADh5j0xWhY+FrzUHW41iQxx9RAp5P19K662toLOBYLeJY416KornnVvoib3Kuk6PbaPa+TANzn78pHLH/Crx6H6UtIehrIZ7h4T/AORMsf8ArkP51bn+USe5Jqp4U/5Eyx/65r/Ork/JYeuaokmHMEg9GX+VQasP9Fcf7a1MP9RLj++v8qj1JA6tvYmPK5XHejoA+VSbTAB+4KzrcE6geDkOf5GuR8X/AG6xvoxZXkiJKqqlsshLk+uPSoLbQ/EkzBvtxikb7wMhyDinY53Xd7JDdDyPFulZH/LF/wD0M1LMP9Jm/wCujfzrO8LpLF4q03zm3bo2Kc5wMnP61fmmj+0TAsM+Y386p7l0tYle4+6a4nxEc6ppX/XVv5V2VzNHtP7wVxOvOJNW0vac4kbp9KqHxI2p/Gh865Q/Ssd7prCcyqoJxjBrbk5U1hamnyk121kpU2menUXunR+OppbiLRrwhQs9sAVH8OK9C8C/8gW3/wCuI/nXn/jXjRfDnvbGvQfAo/4k9v8A9cFrzMM/9mivU8NJe2kzrKjl/wBWakHSo5h+6NaGp5Z8Sot2p+G37LegGuntyBFyQPmNY3j2Eyrpsm3/AFV5GT+JrXhyUBAUjJ6/Wvn831kj6DLV+6ZPvTH3h+dXtA+XxFDgjLg5HfgVmSRtJHtwoz3rR0GU/wDCUW8OODGz5+nGK5ctdq6NMem6LOv1pd+kXAHXYTXm1mMRv7PXqF6N1lMB3U15lGCk9zH/AHX7V9VE4sufuyRpLl7F1P8Acauc8OjaZ+fSuitcmA9eh/lXOaCH+0TqEkA5wdh9a0R1U2kpJndeH2P2iTn+GuiZyGHPVTXLaGpE7/vCAV4zW48T70HndQRWctzzK6XOSfaHGOafPcMD1/hrGktZuMT9/Wlu7WYhcXP8PPNKxPJE6S3k3W6E+lEjjY2SBx3rHtYJPscYa7AIXB+anNbuAf8ASgeOm7rRYwcbM1kkBjX5gcjqKhvHxbMc9CD+tZ6QOUVjcAcdN3SkubZzbuDcDpwN3WiyC2pcyDqE3/XMVNc3cFjZG5uH2RIBlvSqMMLf2lPLvJUwhfxp+taW2s6DNp6zeS0qgCTGcYOaXULK6uYT2sdxdzTKflkbcPcVag02MyLk9D0qrDplxDI0bysdmFz61ow2cpKgO3Uc0HpzmlTsma62MWwDHQYqCXSoWiK8jNXQjAD5jwKrywzeWRuPJzTTPL5ncyYdJjM8gZsjYV4q1Y6VFDLuVicH1qvZ28/2qYmQ7SDV7TIpY5JTIxOW4odzXmaiXo4VQ5GakUYz7mloA5qTAWkNLSGgBrfeX607vTG++n1pf4/woAfTGOBTsVBKue9A1uQSSgKMt3rG1i5URPlhir0yZQfN3rE1iFZInUk1UUdlGK5kcrNdBj8rZ5NWILoNFyRWXJEI5CvNTWoypGe9dairG9ZvmG3ko3ZzXP2cymebn/Oa2L1F3Hk1z9qiiSU565/nUY/SgZZLrjjf0LWLTSdUe6u3KwiIgkDOPSvJNUuI31K7cHIaViPfJr0aw0WHXr82c08sKLGXzGOuOxrjtR8L3y3k3+gSFSxwV9P8a87DX5Tszrl9voJHIBYaey85TOfxr0iMP5CMwA/dZP5V5zJZ3KNFGLC5jjRQqqyEhRXoLXUCaYf3gDCHpz6V1I8RnBeNs/2fY7fvNISK5sZxz1xzXZeIdJ1PVbfTXs7C4nijQuzRpkZ7Vgnw/rgGW0S9APcx1zVE29Ed2HlFR1ZQiHFS4OKsx6Pq6gn+x74jPURVH9nvRIYzp9yJB/AUwfyranpHUwrNOehnXp4VSCR1qvbJ/ptuOzSL/Ot+0i3JcLPH5ZHy/vMcGjStHR9StjPMhRZAflOcgVjKfv2OpYZ+x5iHxvBHa6pYIjOd0O9t5+6Se1YjHBOK2/FztfeMJDLhQqhQo5xx0rGZG3fdPJ44qpPUwhF2IyeDXoEoMfgfS4HKL5sikMFOTntXE2mm3eoSmC1haSXaTj0HrXeaio8vwzYM58tXBKj0UdfzpxJqHOeOABqtqvJPkD7xzxUGrKBp+kgKwPkHJJ689qb4yuRceKJFQ5VFVFHpVrxNGIBpkCkER2wBwO/eiQomFQowaPxoB96yNkTpUwdY13MeP51VEmDtUbm/l9asxR4bc53P69h9KxaOqn5CxC9hvEv7R1imUYCnuPerkEdzPfSX19KHncY+XoBTUq1GR61Dlc76NJJ3Jgm4/SpFt90bYHekjIzVqNhz9RWLbR6MIJpnHONurSD0c1o7u/qKpXSga7J7yGrJbCr7EivYw79w+OxatVZNv/d4qNetM3fLTl5AroOU7T4Xn/i4emf8D/8AQa9siP75eP8AlqP614j8Lm/4uHpg/wB//wBBr2+3/wCPke0o/maxnuaR2Ohvv+PCb/drE07jXl/65v8AzFbd9/x4S/7tYlj/AMh+P/rm/wDMVAzV1b/j0X/rqv8AOowOJj6xGpdU/wCPQf8AXRf51Ev+qf8A65GkB558SP8Ajy0X/devOryzt9QtWt7mMPG35j3FejfEf/jw0U+z1wFJjRySPqfhGTac3elE9R1T/Cur0/UrTU4BNaTK4I5X+JfqKVlV1KuoZSMEEZBrnb3ww0U/2zRZza3A58vPyt9PSuSvhIVdVoz1MFmlTD+7LWJ1dFcnb+LLmxlFvrlm8TdPOQcGujtNQs75A1rcxyZ7A8/lXkVcNUp7o+mw+OoV17rLNFGD3GKK5zsCiiigAooooAKKDwMnAHqelY+o+JtL04ENOJpe0cXJ/OtIUpzdooxq16dJXm7GxWBrHiiCxb7NZAXV43AVOQp96y3udf8AEg2RR/YLE9WPBI/ma2dL0Ky0lN0Sb5iPmmflj9PSvTw+AUfeqHgYzOeZclD7zL03Qp57salrL+bcHlYj0T6/4V3ui/6uX6isKt3ReY5vqK9JK2x4Dk5O7NI+1Nx3pwJA5pCPxoA5i4/17fWvQfhN/wAfuqf9c4/5mudNlbOxZoVJNdp8OreGC71AxIFyiZx9TTQnsVvHi58YWLemnyf+jFrC71veO/8AkbrH/rwf/wBGLWCetDBbADk1Q1f/AI8G/wB4VcbPaqmqDNiVH94Uhs5+ipREalEFAisBRtyCCAQeoIyKuCD2o8nFAHL6h4R0y9YyIjW0p/ii6Z+lYsvhnXbHm1uEuYx0Vjz+Rrv2j2jcSAPU8VkXuvaVY5E17FuH8KHcf0qlJrYRxct5qtuqx3mnTlUztwCQvrj0qMa3bA/vIpUPfK10MvjfT1JEUFxN9FwKrN4pin66C8n+8o/wq/atFJSexkjWbA/xMMeq0h1uy6fOf+A1pHXbPOZPDBHvs/8ArVLH4k0VD+80hoPfygaftmDjNdDH/tbzeILGaU9sLVmGy8Q6gcwWIgX+9Jx/Ouos/EuiTELHdRxHsHTZW7AyTgPFIki+qNmpdSRJx1r4GkmIk1W/Z/8ApnF/jXR2WlWOlxbLO3SP1bGWP41qFail4qG7gVieaSg9aKQwpG+6fpS0jfdP0oA9y8K/8iZYe8a1ZblifdqreF+PBun/APXJassxDONp4JqiSUY8iXPeRah1mSSGwuJIl3SKMqPfHFSD/UMTxmRaL37je7LTWwrX0Oc0Lw9JbmTVtUfztSlXcM8iMHsK07Mbrx89dxP6VoTMRA3yn7orNsH/ANNYjPOf60CjFRRwfhlo5td0idPvgyxSAnuHNWJoo2uJiVGfMb+dUfBrI2rae6fxXM3P/AjVyZv9Jm/66N/Ore5MNijdRxhT8grjNZC/2xpuwY+dun0rrdQmwrfSuNvyz6vYuRwJCB9cVVNXkb0otzLspwMVjakf3ZrUuHweao+RHdytHIfl25612V5ctJtno1PhOp8TWUupWXhOxgKiW4g2IW6ZxXoHgKG0TQY1uplimiHlMC+OQSDXm/jaeXSbvQ0hkLCyhSWIkfNnrWbLqU8k8l1G7MtwTINp9eTXm4aL+rRZ4Ka9vJH0J/xKgP8Aj9T/AL+imsdGIwb2P/v6K8DsW1LUpnSBGIjTe7s2Aq+poaVo22vqdiGBwQbjpV2e50XSZ6x4n0/RLrTphFfKZkTzI1EmcsDmuKi1yRIsYLY6kDvXLyhpCG/tWwUqM/6+rNml1J8sV/pBhB5bzjuPvivNxuGdWzR7mU4qjSThVOlGqXjrlYJSO2FFWtN1q+sdVt7xrKSRI8hlwAcEdqyrbVpbS8jsnWBo+AJI2JDe4roGbIrxnKWHqXse1VjCrDlS0Z1r+K0nsGdLcFtvzx7/AJkB9a4y6sov7UZmMsfmjJCPgUkcws7+KchfLk/dy7vQ1p6skcsUc67Q6ABgBjd6N9K97A4r20dTyPYLC1eVbMdptha7fKxI3HG6Q81t6NsUTW787Tlf901iWU2Hjk9ecVdmn+wanDOMeWw2t9DXoHPiYyT0Lcf+jX0sHYHitqXZJFDOQMD5W/GsLVJAk8N0BwwwcVesr+G4tpbcg527lzSkjklrFSJpdigrtAxVhPKltN2xcgelZUmqQNArlSSeD7EU3T9btz5kRU+oH86SixtaXNO1kgW7Vdq/PxgitKRIVIyiY6dK5SXV7aOYPsYGNs5rdl1S2aLeAWHDD3pNMxmtbluHZJG4ZFypx0pl60S23nBR8hDdKqW2pW32h13EBhkL9KWW+tXgkQjsRilYm2pL9qX+0GgjXJMYc1djkkKD93+tc9pWoQXOpFlzkwAflxWzJewWOnG6nfZCg+Y+nNDQSi0yg90Ptky9w3Iq3azhnArmo9UtZ9Ru2UEZfIJ7itrT54GkB3dKTO2dJxp3aN3eOlVZL1Qre1IbqEIWBPArJluYjEcE5OauMTzk9SS3vcySH/ZJq5pFz9oR2Jz8xrn0uI42Ygn/AFZrQ8NTK9sxHrTlGxvb3LnR0tMD5pjSEOox3wazMCakNV5JGD4CkinxOzqdwwaAHt95PrS/x/hVR5Zhg+XyHwBTfPuN/wDqe1A7F6o3Ax1qsk9yZcNFharvNckn9zTsCWoSBNoye9Zt8sR35NPmludqERDOaxtUubtRJiKqijtprUwNTEIuMp361DabPmqhPLcO5Zo+eabbzXA/gFdsV7pdV2kWb941bk9a5+3aMNIc+v8AOrmozTZX5BzWDFLKN2F7H+dZZgv9nIyd/wC3HVeFonuvEUa284hkjQsWxmvW1ji87lV4UAnA5PrXiHhjXLfQtVkvr7cLdYsMVGSOa9kiu4zpxvXbZAybw5HRSODXm4azidOcX9vcjjbzRcPPAikysqfIAdo6VW1t4LTRbl0ghDlfLUlBwTxU9vG0cEMW9pc8l2PLDrmqushZ3sLNhnzJvMYH0UZrqR5A+zgNpp0FuMAhQp46+tR3EjNfGDyv3UcW4uR/Eewq4BukXPYZFVkxNHJIku9HkwvoB0wKAHZSx095pFXaiFzivCPEmrXoaWWALHOZS8b872B649hXr3jfUBp3haYKMtN+7UDqa8Nubg3csGWdhGmMOMEHuKyqysjow9J1J8pXgsTeP9p1Ccyu3JQDHPvWtpUNlBrduIbcGQtwq1Rit5EuxNuxEBk89vStXRo1tru71GaQKsMIeN8Z+90rkheUr3PZqyjRo8tjmfFUM/8AwkVw0QZmyM9iDWLMt5CMOGGegB5ror2O5a6uLqcMss3IcHcG9waoNaXH2CS5dx+7wSmcsAehNb8zbPNdNRjubtm82j+GGmtF+0Xkib2kU9P/ANVVvBl1c33ibztQlEzQ27GMSHjPtWglymg+AwrojXt5kjdnKBu+PpXPaPpF3PqdgUZollk4cHkAcn6cVqcjRattFurjxtIbyPZiQzsW+6VHpUms67YX9+6zQviAlF+XrXeNaxSolxCQ2SY15+ZcdTj096858V3dvc6niIR7Yht3oMF/c0ppMqnJp3RD9s0nHMTj/gP/ANeopL3TmwsUbBT959nI+lZmwty3A7CnEYXn0rPkRv8AWJdjWiutOAwqNnv8nX9amW7sQfut/wB8f/XqGGxtI7KCe8kkjeYbkSNc8etN/wCJZk4muT9YxVxw6kiXjnHRFsXlpngEf8Bpwv4exP8A3xVNf7OO0ebcjd0/dip0isC6qZ7kbjj/AFYqlhV2BZlURaXUUUbgeP8Acq1b3E88TTQhGj6kscEfQd6qX+jTaXBJcNdRsFlCL7jGailmu7SGObfGyP8AdYc1DwtNm9PNKqeuxDIiy3rzbsNu6FTyaV0IRT6s1bF+RJJAjYLKRnjHWq1zbSk7FiO9WYsPQHpXVThyaHn1qrqycjN7UqnAp5X+DHzZxig28yECRNpPYmrMTrvhcf8Ai4ul/V//AEGvcoPluj/10H8zXinwus9vjvTZTMokDN+6PXG3rXtMPmG6YAL/AKwYyfc1jU3NFsdJec2U3+7WLYj/AInsZ7BHGfyrXvPM+ySgquMetZ1sXGqRjaucNxmoGX9U/wCPL/ga/wA6ij/1Lf8AXM07VTJ9i6L99f51HGX2twMCM0gOB+I//IO0Y/79efV6D8SP+Qbo31evPjSY0FFFFIYyaGK5iMc8aSIezDNYF14Qs3fzbGaWzl7bTkV0VFAJtao5gQ+LNOH7m5jvIx2Y8/rTx4o1e2/4/NDfA7oDXRuyxrukZUA7scVnz+IdKtyQ9/GSOoU5rKWHpT3idVPHYinpGRnDxzbj/Wafcoe/FKfHen/wWlyT6Yok8YaODwssnuIqi/4TLSs8Wk318sVl9Rodjp/tbF9/wHnxsZOLfSbiQ9sg03+2fE978trpawA9Hcf41LH4y0k/89o/+2dX4fEOk3GAl9GCezcVccLRjtEynmWKlvIyDoGtagc6nqpVD1jj5rTsPDumaeQ0duJJB/HL8xrURlkUMjq6+qnNLW6SSsjjnOU3eTuLmk7GijtQQRdxW3ov3ZvwrE7itrRuBN+FAzTJ4xS+1N4LdKcvFAxNprsfh/8A8fd//uJ/M1x/Wux8Af8AH1fH/YT+ZpoHsUPHn/I22P8A14P/AOjFrBzkVu+Pio8W2Of+fB//AEYtYQIPORih7ijsGCBwKr3qhoMepq1+NU9Rfy7bfj+KkMpiECpFhB71VF3ux8prB1fxnFp8n2Sxi+1XzcBByqn39fpQC1dkdJdz2un25nu544Ih/E56/SuRvfG0l7N9m8P2D3D9POkX5R9B/jVWHw9faxcC98RXTSN1W3U8L7e1dJb20FpEIreJIkHZRiuGtjoU9I6s9fC5RVqrmqaI5k+H9a1dt+saoyJ18qL/AOtxV+18I6Pa8/ZzMw/ikOf0rcorzqmMqz62Pdo5ZhqS0jf1IIrO0g/1VrCn0QVPgDoqj6Ciiudzk92dipQS0QdeoB/CmPDDIMSQxsPdBT6KXPLuN04PoZl14d0m7GJLKNT6p8prIk8HNbP5ukajNbSDorHiuqoreGLqw2Zy1cvw9X4onLDX/EOiELqtmLu3H/LaPr+dbNlrun6ug+yzjzMZMT8MK0CAQVIBB6g8g1z+qeE7O8b7RZk2l0OQycAmvQo5hGWk1Y8XFZJKK5qLv5GwfvUVy8GuX2j3K2WuxkqeEuVH8/WunRlljWSJg8bDKspyDXoppq6PClCUXyyVmLSH7pp21vSja+RlM89M0xHsOkah9n+HZuY/la2t+CfUVix+Jprq1jnO4SSxgtjpnFS33iHw+fAt5Y2l9EJWg2iI8Nu4yK87j1m7it44UdFVFCj5eaBI9p02Vp9Iikdg8jSDcauXil4pApw+RtJ7HFcf4FmNxpSTzTBpN5BBbGB9K6TVbuHc9gZ0jmmT5WLDgVfQTPPNV+JK6VJ9lvZ5FlBwQoBzj+lYMfxJtzcWEen3HlzvOomkuDhNhzn8ah8ceEJ21CMW9xBPJEnA28MD3z61zK+D9RCyO9pbhUBc/P29KEJq6PVtLRI/FWnrEpWPezBcjj6EcEe9cPfeKzHe3aIWLLM4HHGcmtv4dOXfRtzMxEki/Mc4A7V5fd3PmapdrDG3ni6k6cjG41SV5E0FpZnaS30kjRJLJlpF3ADpWdfHN/YdsOf5VGt2z2NteX0UoktsoFjTse5FV5NX0+aSN2iuy0ZyuIziu1JJHqrliixcynNM0/ebp2G0YXGWPA5qu+rabI+xkuQ/UKUwTVjz43064ihiuIsL5mXXB496nEe/ScRSaktDd+I+Wv7RSRxaKfesvw/caTa+GLyW9jLz7/LhO7hSelWPHwcWfhqUsTLNbHexPLcVzcYA8P3YKjH2lCfyrnwNpYaK7M+fqpxrSt1N6x1ExLPHaXkiCePZKMffX0zXM3/hjULu5uLmztTLAuX3Z7Dr+NWba4O1AOAp4rtvDF0+LmJkdYQRICRlW7MPyr1qtCLp6HnPFVKcrs8qjcfK3GD8rCrtjKbeYqQMZpdd0/8As3Xr6xH3Q++I+qnkfpVZCSqSE9DtP9K8Waadj3Kc1KKkdpHcNJp8Myk7rZ9jAD+A9D+BrvNPuxdWUcg7jn615ro0odzAzERzqY25/L9a6nwrdsrSWcv3lJ4PqK8PM6P20fU5VX9pS5Jbo6WZBLEVPetHQo4prWVSUV5E2EliWLL0+gqiQf8ACorWSS01HdFn958yoo+8w7E+lcmX1vZ1LdzpxtHnp3W6LME629xJA0ihl5HOcVY1LULZtMyzsxXgFVJ4qDVoZYriK9ZIgk4yBF90eoz61FE6YKNzHIMewr6mDujgsqtNSNLTdWi1bRNhjmLJwJNnBIrU0aSJ5VlVC3l8HB7VxWnXz6FrjWszkWs5wCeit2Na73J0bWlYuVtrg49gatK+h5rjytxOuSGymuJo0hPJ37c4xnrSJpEUNx5y2/A6/N2NYl/ObOaK9SRtqHD47rWsl3DIqzLOxRx68YNJxZL0Wham0iCVzi1HzD+/Viyt0e2Ef2RB5fycv6VlrchQy+c2Yz69u1LHdrDfrL57bLgbW54DdvzpNMzeqsav2JVdJBbIChx9+pmskJYm3iyR61Qe7G5lMp5Hf1qU34e2i3SfODzio5WRZhYaVDa6hPIsYUsMcHpV67sI77S2tH+44wfzrJbUWGtmOAGQmPLKWxWzazTNbqTAR/wKk7hJtNM5aDR4oLqRNhwDjOa3rHTooznbXMS6ix1y7i3EFH+7npW7p9/ngsevrTsd9ZVZQTfU2jaxGMrt6iqj2EHA2Dpila/ATOarnUFB60LmOCMO4p06ABxs/hxVvTbSK1gCxoBis4aireZz0WrtleBos0O5TjLlNLAz0owKijmDtgdaerZz9cVJi00OwKKMijrQIa33l+tOxzTGI3r9aduG7HtQAuKQkAc03flsVVd255oHFXI5ZIvlGO9ZGqzwJvJFTSuwZef4q5fX7iTzmUMME1pBM7qMNTMupYWYkKOSagjeNRyAKpSOxYc+tMaRh3rshHQrES5WJqc8e3oODXNxyoob8f51oX0hYHJrBRzzz2P86yzFJUEjLKn/ALbc2NG0i18Q30tnctIkYiL5jOCSDxXq08l7FpUGnkWu0qsSYchmx2rzDwJC1z4siYSlBEhdh/e9q9WnDyamCxTyYEyAU+YOe4P0rzcMvcudObSbrWEjm1EzfLHa5Ubdu41nfaL+68RPKLa3Y2sPlA+YQoJOT+NaxlW3tJbk8BVLdPyqnp8TRWILkmadvMfd15/wrpPKGvd6qscjrYQHdwCLjBH0yKhiudVjSOL+yoyY15/0gAk/lV6ULJcRxkApGPMIPr2pt1dpZWM15KcKqlufXsKBnCeL9Vur/WrSxlgEHkqXK+YHB79a80eQhp5tymYlmA9TWxr2qyNLeOy5nZsbz278VzqRMWDT3rpvAI2iuWq7s9LBx5Fzdydbxmst0hAdjgCtdyNN8GIsn+u1GQ7WY/dUe1c3dWUyTEfaDs6byM8mtPWvNvNOsbmN9sSReVt6gn1pQiktDSvUk2oyMhp5baNYEZmU85zwDVqx0vV75PtdmMQFxG8rHg+vHcCsiVJAuS+4Hviul1eaW48Nad9hm8m0sxslRTghj3PrVxRy1Jt6CeMb7ZrUdlbOBDZwLC25Qct1NR+Gpr9LXUr6N8bY9kRxz5jccD6VlaBqdpaajLe6hDNOsakLhdwLnu1dTpepam+kXepC0jNqhzGY4uc+w7n3q0YNaFu9v4dNt5IW3XF7BCoYrwu48tn0rz11aWZppMF3OTjoK0rzVJrhGjBKq5y57v8A73rVDNRzNs3lCEV7o0R81LZWJ1LVLeyRseY/zE9FUck/lSZxV/Twtlot5qjjEtwfs1t/7Of6VUI3ZhUfKh15Ol5qMkkI2wRDy4l9FHAqncALG7lRkDip7OHZbKe7cmoL+RF/dFdxYcc9DXp8vLA8+95FeKNpZ4YI+Gx1/nVu5hktGCmQMWGeKl0aLLyTkdBtB+vWnamhWaQt97gY9BWkKdoXMpz96yKpeWfTZAdz4kAAzT1JbSM5LBJBj/Zp0MZXQ55BkEygA/hVWCeaDyxHIVUn5h61xTWp2U7tG3ca7Z3GwmxwygZYSdTToPEVrE2ZrN5wOMNJ/WqY8QXcXzLZ2bAcAeSOacvia8PP9nWH4wUXkirFu51zTpyDFpr2+OcpJkn86ZBqunfa4pLiO7eNWBf5l5HcVXbxHclS32GxGOTiKnX12NQ00ytbQRSI+MxLjIpNy3HY3U8QaVpvib+0rFJraAofLYJuk+mewrr9D8baff3ogfV/LkPMaz5UE9ua5bwF4NXxpqDWklx5KW0Ikfjlx0AruYPga1pcwXJ1eNzGwYgocZzn8sVm9dwTOvki1SZo4Y5ygc45fOfStDTtKu7aRrjUbsGMDC4bBz9arXViy/cmK7cYI4qSHUCjw209wjxeZgebHzj65pWGR3r3ct9JDBcMYosEZbirFjDeTEpLclGJ42nO72ryD/hKfFttr2rpa6hClml26xCWEPkA/wAq6Pwx4/vre9J8SeSUU5R7ZMZ/CkM1/iUMWGkp3R3BzXnhrsvG3iLTNeithp7Ss8TliWXaMEVxxyBk0mCCioLi6htIGnuJFjiXqzVyV74ivtVZodOU29v0Mp+83+FJtJXZpTpzqS5YK7Oi1HXtP0sETTB5e0UfLf8A1q56fxJq2oZWygW1iP8AGeWqrb6bBAd7DzJD1ZuaucVyTxSXwn0WE4flL3q7t5Gc2mzXDbr28lmPoW4qaPTLOMcQg/WrdFc0q9SXU92lleFpbQIxBCOkSflTvLjxjYv5U6is+eXc61QpJWUURmCFusSflUL6ZaSA5iAz3FWqKpVJLZmc8JQmvegjPXTZrZt9leSwsOgDcVeg8SatYcXsC3UY/jXhqdRxitoYqa31PMxGQ4eprD3WdBpuu6fqYxDMFl/55ScNWie4rgbnTYJzvTMcg5DLxVqy8RXulMINRVri36CUfeH+NdlOtGex81jMrr4V3krrudf3FbOj9JvwrBt7iK7gWe3kWSNuhFbuikHzvoK0PONPpT6THtSigYmTniux+H+ftN9n+4n9a4/vmux8Af8AH3f+6J/M00J7GV8RUd/Fmn7HCn7C/bOf3i1zIt5wc/aOf92uq8f/API22P8A14P/AOjFrnhQwWxD5dz1+0f+O0yWCSdNkk5Zc54FW854FcN4u1+5uL3/AIR3RmzcScXEqn7g/u5/nSbS1ZSi5Oy3M/XdYlvb06NoDNK+cTXA6D1AP9a0dF8P2ujR7gPNuj9+ZuTn2qbRtIg0ayEMQBkPMkmOWP8AhWhXjYrGOb5YbH1WXZZGiueprIKKKK889kKKKKACiiigAooooAKKKKACiiigCC7s7e/tmt7qISRnseo+npXLRG88EX28IbzR5W+ZT1T6ehrsKbJGk0TRSoHjcYZT0NdWHxUqTt0POxuX08TG+0u5q2UlhqVnHd2eySCQZDD+R96nNtD/AM8lrzmCe58C6rvTdNo1y3zr/cPr9RXpMMsdxCk0Th4pFDIw7ivdhOM480dj5CrSlSm4TWqIGsrUkkwJn1xSC1t+vkpx7VO5waB7VZmMEMaodibeD90kVjaHJJMl150kkm2TC+YxJUfjW505rPtbYW13ehQdrurD8aIksurnIySfqafM/l2N1jqYjimKw7mo7yRBZXA3DPlHir6kvZh8OB+80g/9NZf5mvJbiRodXvnQkN9qfBHb5jXrPw2znR/eSX+teRXfOr3g/wCnp/8A0I1cfiFh9jq9PubiezaWZ2KLkSMBztxUmlrbaq0iWgmLRjLb3xxVewyuiXQz1U/yqTwLg3F5/uLXVKTVkeqrNpM0T4aDSrK0Kl16MZM4qrrMc1u/lOcq0BwoNdeK5rxLxf25/wCmX/swqasvcZdSCUXYveObC6u9J0CaC2keOxts3BA+4COK4xsnw1qBXqs8bYr1fWiP7A1MgtzYwjn615qEB0TUh2DRk1yZS3PDtPoz5vE2jXMuyO5Uz3Fdjo+t3EMdnbSSD7NDJypHY8GuLsDsZVPY4roba3kuZ47e3UNJK4RQeK+ihZ09TysRBuQ74iWQFzYXwGWG6CRlHHHKn8q5trQLp8TgYyPm/Hoa9H13T31TwzPayAfbolyVB/jTr+YrjvLUwiPsVx9K8XEx5ZnpZdV5qXL2M3TptrAH1rqkujFqFtqCnAnH7zA4DLwfzFcdg291g4HPP1ro7MtdafNbK3K/vo1PqOv6V5+Jp88Gj3sBW9lWT6Ho4lV41ZfmyMgCo50ZkDBtjIQ649qzPDd6LnTVAPzJwfpW11Bz6V8rK8J+h9Y0mvUn0m9TXY7/AElmRJEXzIk7K3t9azY90TNDINrg457Gn215FpZmZbeNp0YSJM3yhFHXcfSrmsrHqNpHq+nFXSYDcM4wfU+lfUYOtz00zxHfD1mn8LMfWrUX2nsOfOj5Hqal067HiTw5JayY+22o2nPXI6H8afbw3cvyzSQJKBwqgkMKy/7Lv9FvZNS0+4UyEEPCV4Nd6fUzxNHm96J0GgagNV0uSzn/AOPmD5XU9SvSn6HOYLifSpid0fzxZ7pXCW+u31pqst+nlpcPxIu35T+FTTa7qEl7HfmVRKg4KDGAe1aJnA4N3R6bJ8u2XONvyt9PU1ieLddTw/oUkzRNLNI6rboD1f8AwFc6muX80RZL6Q7hzkCqGtLP4l0z7PJdslxA3mxlum4UrdiFRlYv2fj3XbbUbNPEFhBHbXbBFli6o3vXokZC3YQknf8AMO4rxXT9P1fXLyybWbmNLSBt6BD80hFd7LdXMMwkW4kKg8ru6URi+pdKhNrU6/TNw8TXCt2hGPWuqkvYNO0r7VcNtijXLED3riPCMqT6zcSb9/7ock5P0rsr/Tl1XRHsmfasq4z6c1jL4jKpFKaUjzSO6+1eItQuEBCSyb1JPUdq6SyZvlI7n1rnILVLPWb2AncYW2BjWxbzqJoh/Du5pvc9+cYuiuXaxsF22DJ5qtK5qZnjBIHTtVd2TNWjxHHUos8zPME6bPWtfTRN9lU85+tMs7SKZpMjqvFalvDFHtVeg7VMmjXmtGxZ07zPPO70q6m7zDjpv5qKzVRO2BVuP7z/AO9WRx1HeRXmExmOw/LipIPNAO81YxzQelBmZsqXRXHffx9KZ5N3u79PWtJvvpTv4qdxmVHDcibJziq0kN13z+db1VZ2xTTKjucvJDdEr1+961ymsJP9sl3A8Gu6kkG9D/tVyWqyiW9kA7nFawZ6VBanLBJWZTjuabMrjNXwxXAI6MarXT4HSu2DMMXuYd0W2tWEhbP0B/nW7dthTWCDxn1z/OsMy/gGOVO2LNvwprNtoeqT394HMCRYbYuSOa9ftGjntVu4FdVvCJQH6jPt9K8N0zT7bVriS1uWkClcgxnBzXWSBY1H7yURxKFUmQ9BXl4a/KdmaWdW/U9F1MtK1rYIBmZt7g/3F6mp3IQyTOD5cSnJxwBXlNhLeXdybgXdwkMY2riQ5I9KsXeo3rSrbWl5deYTyVlJA9q6TzD0qFN6+YhdxOd4LDoP6CuW8aamFePTh9xMSyj1/urWPcy3NpbIr6neecBlnEvSuRvPEtsLyb7VLNO/3kcnknsTUt2RUIOT0MTVmEt06Fj8zmVgOwHappEtL14wr58jlUFZxvbZ5SXLkkFWKkYcU+wgjmubiRZTFCke6SRgMIvoB6muRxcmevCpGmrPVF2Q2twxTY29mAwH+Xd06UuuXUcWNM3ZjtQEJ7lu9U5dVtI41azjbzw+4ySKM4HQD0qrFZz6q89yXEUaHfNcSn5QfT6n0rRKysc85qT5mR4to1+Xz1HOeA2R/StXWjbaXpkeiLOVO0TXLFeSxGQPwFVGlsbCK1aDF7fFtztyI0HYY7mm2mmXmq6qGuIz9mZ/NuGLAsB1Jx1+gq4o55NNjtP1waT4dk0ufS2aWcExSMuN4boTWhpcmoaaunpHM3l2au84Q9PVSKfpwuNX8TXd5cWghgs4jLi4XaiIPuD+VRau9jBouba4aW6u5d8oPY9yPY1DtF+ptCMpxv8AymDdzLcXksyKFEjlgAKho680UjPmuxs7bUwO/BPpXRalaNL4c0QgbQqmNgOxzkn610nhzRoE0LyrqBJGuBvO9enpWTIrnw/cQuMGyusn6NxWmGqxnPlKzDBzo01N9TKxjHZRxWJcsZb5yFIxwMitq9kEFqxGMnpWZab7u686ZizcZPsK9vEJXUEfO0JPlcmasC/ZrNEH3sYA9zUV5GzHZ95yQPqav26I4LMSXQ7gO3NSWlr514WbOIxn8a6VT92xhKp76K8loy+HXQYXM4BJ+lYLQ4VeehGa7y5twNBPHJuM/wDjtctNbuEB2DjHOPevJxaUZpI9SjJtGr4T8O22t2t205kHksAuw4zmtaXwXYRfxz/99Ve+FsPmWWqkjo6V0WpRbCeKuLV7HrUqcXFM8l8SWMWl3RihLGNodxDnPOaiiiZ9Im2jhGBb2rR8br/xMB72/wDWqNqP+JZMM8E8+/FZVTkqpKWh6j8Cv+Rgvx6Wg/8AQq9yuf8AU8eteEfA6VYvEN80jbV+xjnH+1XuU1xDLBmORGGeuaw6maMO5+9XnOpRrLfziXLjzDgFjXo1x6+9ee3yZv7jnpIamRSKcdtCkYVYkAHtTvs0DD5oUOOmRTgcGpKkpEX2aFekS/lVDWb/AE3RLBrq9VcdEjH3nPoKs6lqVtpGny3t2+2OMcDux9B715Xc3V14j1NtSvuIukMPZVqZTUFdnRhsNPEVFTghl1Pd+Irv7Ve/urcH91AvRRVtVWNAqKFUdAKUcDA6Cuy0Ky09fC0V9Ppcd7cTamtqQ7MDsK9FwevvXBKcqz/rvY+zw+FpZfTTSu2cbSV32oeA9NsjdSz63FbQG4litjIQfudm9Tk44qCPwHFcxW4tL2SeW4t3eGRUHlyTKMmLrkHGeorL2cjpWYUGr309GcRRXo03guMadFZpOkkcFzJ9pmWFVkj2xgtlyfugnFS2HgSy0nxDbPe3TXVub1IIEWAMJMpvO/ngY+tUqMr2/rUh5nQUW+uunoeaUV20/gu3eOZvtjR3j20t/HEsY8oRqxG0tng/hWP4h0fTtE1CSxS6uZpkiVixiCrvYA469MHrUODSuzeni6VSXLHf0/ruYNFdPpUGmR+FLi8u0tvtBuDFG06SNkbM4XaRg57mtC28J21u2n3RnLyrdW6XNpKFJUSHjIH8jVKk3+H4iljIQbT/AOHOIorsX8M6ZcXbTx3tzHZ7rjzd1uAymPnCjPIOfwqvbaDY3GiDUpZZI7KHzGdo48zMNwVRjOO/4VPIw+uUrdfu9f8AI5ah1WRSrqGU9jXa2XgeDUrNHt714rhlWXyZwufKZsBsA5HHPNSXOg6MfDlrfCe7W0hkkSRxbDznYsAOM42jnnPfFWqc1qZyxlCXuPXpt/W55xC11oVx9psyXtyf3kJPBFem+Hr2x1CyN3YSkhuJEY/NGfQ1x+sad/ZWq3FiZBKIzgNjGQRkZHY89Kx7a6uvDeorqNjzGTiaHswrroV+b3ZbnzmZ5UoR9vQ1iz2EsxHb8qTc47j8qqaZqVtq2nRX1o+6GQdO6nuDVzgjn+VdJ8+N3P6jFdn8PSTdX+cfcT+ZrjOM12nw+/4+r/8A3E/maaE9jH+JbsnirT9vexk/9DWuQ82Qnqa7X4hw+d4ssB6WD/8Aoxa50WQVWdsKqgliewHWh7iWxyniTxBLoumfujm7nOyEdx71T8N6MdMtGnuCXvbj5pGPUZ7VnWP/ABU3im41SUE2do2yBT0OOn+NdZXl4/EW/dxPo8mwSa9vNegUUUV5J9GFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEF5aQ31pJbTrujkGD7e9Y/hDULjRdZfw1fPuic5tHPr6fQ1v1heKNNe6sVvbYlbyzPmRuvXArvwOI5Jcj2Z4+bYNVqftI7o7x0cHmNgR2Iphjk7I35U/wrrD+JvDkGoY3Tj5LjHZx1/OtoW0wQN5ZA6817dj5K5hqknOUY/hVq20i61CJ3gQF0bGGOM1qRafd3DfJEGx/tV02iafPZabdrdIEZ2BUg07WE3c86nsbm2m8m5hMUo5K+lYOvanJYt9ggtjcSyxFmGduxT3qt4olutR8WT/AGq5uGKW68rIV43Yzx7VzWn30EV9MfMupkjVkNzJlt3PT2rWKvqc9So0mo7novw3Vo20hXXawaXI9OteQT5Os3X/AF8v/wChGvY/BTpb6zodtJnzbgSyJjoE2kjPvXkj2t2mq3LG2lw1w/O31Y0L4jTDaLU34MjSZwO4P8qk8CcXN8P9hf51NbxbrF4gQGIIIIqPQWTQprh7p1/egBQDzxXVNXaserFpSTO07VzHip/LuYZCudkecDvzV1fE1izbVDMT2BFYniTUoL2I7DscR4CN1OTUzScGa1ZxcXqdj4w1ePRtBiF7byZ1e0RbfYQQNvJzXF2ylvD+qSEHBWMj866PxXG3i3wT4WksN001mDFPGv3kGMEmpI/DEx02bSoJJJI7hAyTNEflIPSuDAYnD0YODdrs+cxdKcp8yR53hoZk3KV3jgnvXQwOGjV1JBXkEdc1NrXhK+t7BJSfOlgG3ZGhJbntVeytb2K3Yz2txEo/ieMgCvcoYujJ8qkjgqU5ON7HS+Hbou1zHIxZsiUZ/iHRv0rB1K0NlqVxB/Crkr/unpV/RDDBKb2W7CSI4i8jGd6twTVnxNaMssM+3jaYmPuOh/KssdC6uY5fUUK/L3OL1SDgSr6/rU2k3hikjkXBKHJz3q3LHviaP1HFYtuxguinT0rzLXPoU7O52+kTiw1p4lceTKQy46Ybn9K7HPFedhy9jBdJkvbtskOf4T0/Wu4064F1ZRuDk4wfrXzePo8k7n2OCrKrRUuw3UrdJ4cPjaCN4PcelUJvGD3utG107TxYQhPKdn5zgfxL0z6VPca5pCXBs5r+ATZ2lSehqAW8cJkkjRBM7fO4H3j2NXhK8sOrSW5FfBxxclyy1Ro21zHdxY2lGj+8h4OfUGrnmBx5cpxjgSf0PvXO6bL9h8QQtIUW1YFJA+SCp9PfNdVd2DRI00f7yBu5549/Ue9e5QrxqRujinCphZ8lTbucnrmlAt5iLskHp3rnFZ4yVYc55X1rvppYljaOYbowPlYkAp+Pce9cvq9mkb7nZEbqMHtXUmZVqUZLmiZ0crRSeZGcqeq1PfTBrNpYGIlbCKB1ye1Z63CKx+YH1HrTTcKt/CUbKoN7L+gqzi1OltXjeBQgAkiUBh9K1rO7imTY/wB4du5rlGukSZZoHw38S+oq5azzCaS4jT75AAz0olOyO3B0nWlyvY6jQ9Y/sPV5pGt3aFuDtIzXfW/jOxwiGGVQf4j2ryabe7GYkhcZxVyzllmtVcM3I6VyxnztpnqVsmoSXNc6d5La51S9njfKySFhVmEQ+chPTNc/pSubO6Uptc8nJ6VOLednXbIevrWltTJ0FGm4p7HZIbUxleKnitbWR8LzXJJDdYA8xuO+ak+zX/JSVgfUGtuTzPCabO8ggt7dT04FSW5gdvugVxWmWWp5mZ7lyCuBk1rW9rqBx+/I5rGUbEunpqzq08sPhcZxSxkZbHrWXp9pcw3XmSyFhitCJCHds/x5qDkkrMsZoqBoXMpbeQPSpVXbnJJzQSIzDcvPelLKDyageI5UA9WzSNbknGSeKB6E/moTgOKqT3lsAcsKEtGVyT6VlXFhJhvlqkkaU4psgmvrIFfmHWuSvru1a8Yrn73atK4sZFAO3+Kucnt2+0kbe9axSPVoQiixcz2cqeYke0qTk5/pWLeXEZPBFOlhKH7v8Tc1nXXU8V20onBjJ2bRRvJRisLf29j/ADrSu2rHDfvMein+dZZpH9wcmVVL4wkgvn0+6S6iPzKcYxnj6VtPqs+p2kL7YtmfnRTj9awIEVtRgLNtADHPpxWnbxKsZRWVuchwvBrwPaSgtD7CjgqeJk3UVzfTV4VtxDHE0ch+VfT6g1oWduum2xuJhm4k+6D2zXI2bly0EpXzP4dv92tu01CWaMS3U0LmJSNrMAwx3NdFGtzaSPMzTLI0IqrT2ZcuI99tNNMQMDcdx4xXl2qXCTzSfZkCqWJzjk+1b3iTxBPq0TWtjEwgx8zZwWP+FcwLe5WP5kYv7c1cndnn04uMbdxPs8xgLrGMgf3hV2KF7PTJC5QzXKbDErZ2jOcn3qj5cqod6MGxwCOtNVpFjZzGVPpihMTixEgmMLOYZCOgIFakyHT/AA+bS4DedcOsyxD+DHHP+FZwuJlZRudWboBSSXUk0nleaxUHBJPWnclpk2mp5k5nk3JaRg+bL2HsD61s+G7yTTLDVbqCET3QRTBI65wM81mTQ38enxySwsLFmymRhWPt61Lda1PNaC0hUW8G0B1jGN+PWk5dhqOvvi32v6jfWa2813LLCTvdc/ePp7j2rOaVpdpdicDAz2FRjgcUVL1By6IXNafh/Tm1TV4YNuY1O+Q+iisuvR/A2mNaaTJfSrhrj7vHOwVjXnyQbOvAUfa1knsjdKhVBQAFT0HYelczqCbL7Vbfqt1beaPqpzXVOnzNgYVhkH1rFvICb63uHQeWkciyn/Z2muTBVeWqe7m9D2uFduh59qMnnLCueCNzAdalsIxHBvP8XX6VnPuZgT96Q/L7AdK2rZlhkhDoGGcbT3NfW0W5S5mfns1yRsjRsUENkZHGHkJb8O1aWlgbmQquXXfnvjPFYs9xykYzgnGKsLE+8yrM6sRgYPb0ror4mFFJM4YQcpOTLfiW/mtNCQwMFb7UynI6/LU3i/R7fStK8K3VsZN+pRCS43NkE4zx6Vp6Z4Yi8TeHpYr67Nvb2btK0qLudyRVXxRbWSeGtHvWurkrZyGBI5ORkf4183WxkKuJST6nuUIKNNGx8Iot9lrXB4dO1dBrcRUE7SPwryyy8SXVuJTp9+1kZTl1Q43VDNr3iOf/AFmou6n1kFejdRe52U8Qoqw7xyR/aUY7m36fjVG1402T6/0qte3F1NOsl63myBcKd2eKlguCml3HyjMj457VFRpo56klKV0d78JNc03R/Eskeo3P2f7TbiGLI++xbpXu11pqBSwc8+or5b8O6bqWoa5ps+n2M115E8bSGNchOep9K+sLwnyxnjjmsepmjlLy1mQExvz2wcVx9/DNHqM6sCSHOWA4NehtaPeyGKPjkZbstYt94e1Nr2d4rfdGW+UluopSKTOOMbZzsP5U5UkOfkbCjJOOgrXkt5Uk8uRdj9w3FcR8RfEUmmaVHpdm5F5fZVip5WPv+dItauyOJ8Q6s/ifWfLjJGm2rYQf3z3NIAFAAAAHQVDaWy2tusY+p9zU3evLr1eeVuh95lWAWFo3fxPcDWhY69qumW7W9lfzQQs24ojcZ6Z+vvWdRWCbWx6coRmrSVzQttc1S0tpLaC+mSGUlnTdkEnqee9OGv6urWjDUbgNac25D48s9Mj3qhEoeVEZtqswBY9h61203h6zj1trT+yJRDFDI8B88/6ewAxg9Bnr8taRUmtGc1aVGm/ejvd9P6/rU5mLxFrED74tSuVYyNISH6s3DE/WpE8U69HNNKurXQkmIaRvM5YjgGuhl0bRbLzJ7nT5S7G3U2huSPIaTduBPU8AHnp3qpZ6Dai51sR2cmpSWU3lw2qyFWKliC528nGB09afLJaXMvbYeSbcO3Rdbf5mEdd1U2DWJv5zasSWi3cHJz+Wail1O9nlmlmuZJJJ1CSMxyWAxgH8hXSWlhYSWVpLewvLHHZXMxhEm35lbgZ61OdC0/7PdXlnpkl4xjgdLNZjmEOhYtkcsAeP50uSVr3K+sUYt+7+Xexx32ib7MLbzG8kPv2Z43Yxn64q8/iDV5IIoH1GcxRMrIu77pX7p+ordi8MWslmt46tHZtYxSG43/KspkCt+QJ4q9qOhaBY30wFjeGO3tZZNkhMazFSArK2Tnrzin7OS6/0hSxVBu3Ld+iOSuNd1W7kD3F/PIyo0YLN/C33h+Pem2ms6lYbPsl5LEEBChTwAevHvXXHTLBtOvbS005G8ye1kEkkxzAsiZOT/dBOM+9VfEmiaVpJ0y5FtNFHJM8dxCxI3KpHzLkk8560OElrcUMRRbVPk36adrmA3iPWmg8g6ncCPOdofHfP86d/wk+t+eJ/7TuPMAKg7ux5PHSrPibSLXRXt7aIl5pN0xfdkeUx/djHrjk1gVDck7XOilCjUjzxirPyHyyyXEzzTO0kjnczMckmmkBlIPIPBpKKlabG7imrPY0fBXiQ+DvEAhufn0i9YLICM+W3Zh/WvfPKjZQVSNgwyCFGCK+bLu2W6tmiPU9K9Z+EviZtY0STSLts32mgKCTy8Xb8ulenQq88fM+EzbA/Va14/Cztmto858tP++RW14ajWOe52oq5VegrIkvbGOQpJdRIw6hmwa2fDk9vNLceRPHLgDOw5xW6PIb0MPxbD53jG0Hpp7/+jFrz74l6g2j+FPs8LYub+TyUx12/xGvTNeTf4zg9tOb/ANGLXi/jqf8Atn4pW+nZ3W+mxAkdt3U/0pTkopyfQ0owdScYLqJounppekwWyjDBdzn1Y1foJyaK+YqSc5OTPvqVNU4KC6BRRRUmhZSwnl02a/QKYIXWN+fmBPQ49KkutIvrSZ4nt2do0DyGIFgmRnBPY4qzoGq2+mXMwvYHuLOdNskS9SQcqfzFaeneKbW3N3PdQTNdTySMzIAdysuAuT0x7VvGFNpXdn/X5nJUqV4yfLG6/r8tfwMO10yacM0u63TyzIjyRsQ+PTH86S602e3mmWNXuIYvvTJGwXpnv0roIvElnIsaNHKbl7drdp3IUAHG0HtgetWrrxPptvPfxxpJK8ivGZYwCsuVAByeQBjt1qnTpcvxGXt8Qp/B/X9f8MchaWk97cLDBE7kkAlVJ2g9zjtUt1plzbXV1CsbzLbOUeWNCV4/lV3RNXt9OtJ7ecXC75Y5VktyN3yHO057GtN/FkTwyrD51rIZ5ZEZYkk3B+zZ6H6VKhTcLt6ms6tdVGox0/rX9Dl0gmkVWjhkdWbYpVSct6D3pzWd0iI720yq52qxQ4Y+g9619C16LSrW5huIXlJbzbcqf9XLgjd+talv4vsLa1gjSzmJR0d0IXAIBDEHqSSc80Rp02ruQVK1eMmowujm/wCzJ1t3eRZI5hII0t2ibe5PpVd7W5jd0kt5kaMbnVkIKj1PoK6W18TWdnBHABezqsjt5sxG8BlIyOeozVG+1m3uYRAjXmyK0+zpIWAaU5z+8/2falKFO10/6t/mEKtZys46GZFYzzWFxeoF8m3ZVkJPOW6YFRta3CQLO9vKsLfdkKHafxrQ0++tItGv9Pu/PX7S6OrwqGxtz1BNWZNaszoUthFHMrPEqBSi7QwOS27qc+nalywte/T8S3UqKVuXr+Gn/BMGiiisjoCjjoRkelFFCdhNJqxneAJJtF+IVzoEd1Hb2upIWiMqbhvHIwPzFe1WekajLCwN/YvtGPnts4/WvAfFZk0+bTdct/lms51JI9M5r6U0OaO80qO7QDbPAkgx7jNfSYap7SkpHwuYUPY4iUehUlsNYjjRhqNinIGVtcf1p722u+Qf+Jrabcjpa/8A161rxR9li4/iFMlOLMn/AGlrp6HEePeIPh9q0t7qeo2kqO06sWxERlQOi88CsLwJoVtceEL+WbUbeGYmQbJIzuOPcV9CzsPsEwJ/5ZN/Kvn3wipTQr5XUqTLIRuGOMnmqi76E8lm2jU0DT9TOvaPfR3kH+iW7K58v7gYYHBPNTzfCyJzLMPFz5LksNigZJ7c1iatoNx4khs7K2FyHjjD7oONwxyKz/8AhU+pHHGon6t/9ek99GOEW1sdR/wq+e2WRYvFETArliQnP61zuvfDyKxS1jvdeSQ3L+XCU2thj688VF/wqTUF5ZNQ/wC+x/jVa5+G5syBcm8i3Dgu+R/Oht9Wa8s5bHMw+G7+HUr6G1voWuLAM0pXoQD2Peq1zeLcuspkke4UAAvHgGu88K6DaWWpX8O+Rlmt9js57Zrir9BBqlxBFFmKOYoCFPIz1pc/S4OE10Ou8DeIodG+0rd6lBb+bt2h4d+fWvSrfWILh4Smv6YWEZYP5WNq+nWvDvE1tbpewtYIzQPGCMKeD3qK0aaGNUSKVcDsh5rgr4CnN81xQdS9rHvUni2xtkaaXxTpqpnG77KTmsDxR4zsdT8O3Vra+IrW6kbafKjtSC3PrXnlvqGoC0kthZia3kIZkkt93I/lUsUmoL/q9JjX0xbUUcHRpTU+bYJUq0otWKv2tmbG4jI6+VW1qOvG502GCS5Vnfbz5PCMOOv0qBZ9Uxzpy/8AgPVlJtT2/wDHov4wCvYqY6E42OKOVVVNSSM0Q3jn93Krn/ZhJqtP4b1ieYSoqqvUvIAgH5mtx7jXJBsAlVfRQF/lVGTRtSuM793/AAN81xe1hfc9H6vV/lH2GnSwiSK41rTF3oVaPO7P/wBermh3V++n3NtBdoGMbbP3fJIHaufvvDOoIsckMHmtnDKvatXSYdStWSaa2kSOIgE8cCuHFyT1R7WWUpJOMtLnPxPpS6FNFcx51HcQcg7y2eK7qwa7svClvNPH5k6wZKHgkDoPyrX+x2E0i3P2WAyEZD7BmpZx5sZB69RXnVMRGfu26nq0aE4O/kc5Z6ja63ZM8WA2PniY/MDTE1nU9KvLdo7tvKjcKQ5ymw9QRXF6sk2ha7MbSQpg+YhHoe1Sy+KLm+j8sQRxOF+Zxzu+grthRlFqdPYxljKdWLpVl7x6nr134YuLRpG1O3xH84RHyQ3+yP6V5lLfC+dyZZHlycbz1rBIJkDbAQOW96u2s0bN8oG7PQ8Yr0PatWZxYekruEmWQz7hkkGprdzJvlB5ZsfgKvahbJPpX2+BtrgYZcfxVm2wCRhQeQORXZCSkrmdfDulOxa+Y5wM1vWM4kRNj+XMBhge/wBRWKl3DbRM5jAI/iY0WN0Z7kSowYDuTjP0pT95HThqsaEk31OpnlZ7VYywyWx6DPpTodQe3AjlG0BSWx2NGxXg2ZB81eM9jTIInYPFPgsfQVx21vE+gU+bRLRm/pdwsun3NxFKGQgAEHrVhLh22kHkGuV0S1nsr+8jUn7MQCFzwCa6K3O2QfUYrpg02efVh+7k2TNqUyuRu6GpV1a4A+9+dZ05QTybhnmnxiJ+N23/AHq7LI+ZjudDpWsXH7/cQQFrbttUfAPXvXNaVAircFhkFMZBrZsREVVWB9Kwna5o4qx1enXzXEoVhjK5rRibJf2asfSRGLkBRzg1rw/ek/3qwZ5tVWkP3/Pt9qfmmfL5nvin9BmkZkLt8ycfxU4ths+1I5G+P/epxK7ucdKBjRJnNZ1xPwa0QUB4IrMuHhG7OKaNKe5z91dcLx/FXNyyj7SzeldDdTQBVzj73rXN3MiKXKjJJ4raJ61DYy7ifKgkdWasa7mXnrzWjcyIIkB65asO4dT3r0qEbo8TMalpMz7h92fasfOJT7g/zrTmzub6Vmk/P+H9axzZfuUc2TS5sUCTLDfW7t9w7lYn6Vf06T/R9yIY4dxbBPRaypoWnCIoOPMGfpWtdzRW9qiupERG0Kv9a+alqkff4FSjzT6DbC8We8bYvCEsz+o9qhvfDV3eXTXIZUDjIBOCBVu1hgsoY9ina5y565UVLf6zL5Z+yxO5I7jpUptS9065U6c6Vq/qYp8L3rdGQr25pg8M3q52scA9Q1SvrmouSodowBjbtxTYdR1MShBIzDqQfStOaZxuhhFsmA0B3cefJICRwetVr6wtrB9r353n+EDOKur4i1CXzFgtw8aHDsepqvo2uabDqV5cajbZEoxHldwX1FUnNanNiFhVFKC+8z57JxCZbe4WVMZLD+Ef41XjUxtG7RhkB4z0NW4HB+0Sxpst5JN0cZPQVBNMrNgHmtk2zzp06aXOtC1qGrXmqGJbiT9xANsMK8LGPaqUaCaXYZFjz0LdDVYb+xzzzipYInu7lLaIfNIQoHbNPlsjhu5z1B0eJmRzkg9RTSeK7i98M20VrGsNp574CsySAEH8ayrjQrUOu5Ly3THzF0zt/KslVTOyeX1EznoxubnOMdhXa+DfES6fIbTWJnfTtvybeXjPt7VmL4UuGXzLe4i2n7m44yPWrk3gjW7e0W5eKGSIjJKSAkfhW9KMKujOatCvhbSWh2cmr6HMQbfU+P4VkXGKytQvLRraeD7fAnnxsiSMflB965C40LVLQZmsZkHtg1R3tFw52jurVqsHRTutzOWa4lwdNvRl/wDsG/8ALHkvYzju6zr/AFpy6DrO5XEcBK9P3yf41lZjds5jyPQgVIqRn+5/33XYpyWzPLcU+hrReH9XM4eSOHC9P36/41dXStVMxVjaRxgZ8xpRgfXmueCxYxlf++qUi1CPuIyFO3Dd6mb5l72pKpRbtY7fT/E8ug6V5FvBb363YIm/e8en4Vj6tq5vvDsOmPbWlqvms67SWYkn9K5y28hlxJt56c9amZbJT87IPq1cccHBy50bufJ7pY0my0tRLHfW11cSDlWt+1XxaaUqhYdL1pvQBc/0rLW4gtzvhmaNiMZSQjNI2rXKj93qNyB7TGujkFzX2NMWdqSQuj60cdf3f/1qSTRbvULRhpmkaoREplk82E8Csoa9qcf+r1a7X6TGkPifXB93W78f9tzUOLHdntXwO0fVdNg1O5vbKeCG48vyWkXbvA68V6nfTdEWORzjJ2LnFfI0XinxEHVk1zUNwYEAznHWvqzw1rVpq2i21/DdROksS5bcBlgMNn8aksvWUoS2GYpFY8kFOanaYMhAR844+Wn/AGm3/wCe8f8A32KDcwf8/Ef/AH2KQGEoiawVry0k8yPJdnTOFByefpXzH4g1dfFHjXUdXSMJaq/lWyAdEXgf419BfFfxKug/D7UJreZTcXAFtFtYEgtwT+Wa+bdPg8iyjX+IjJrnxM+WB7GSYb22JTe0dS0aSiivLPvQooooAKeHlYAhnOzpyfl/wpldHbajbL4TNnDqBsrkO7TR+WT9pBA2jcOmMEYNOKuZ1ZuNrK+pzxLsxyWJJ59zU9vb3czym3SQtEhkk28EKOprr5NW0DzmuPtkh+03VvM0ccJVoVRSG+b6+lW7rxTYteKYNSEMslhLbzXMMLgbi2UznLHjjPvV8iXU5Hiqj0VN/j/keffOcfe54HvSq0ithWcN04JzXYR+Jbd9RjQ3jQwx2Agt5vJyIJdoy2Ovrz15po1vTT4m+0m5O4WRh+3+T/y32483b1/r3o5F3/r+vzL+sVOsOl/60/4Pkcj+92Ffn2jqOcCgtKygsXKjgEk4ru9C17S7A3X27VDcvJMTM8kUjLOm3A2rxznruqC21zS49M05b2684WssZW0gjZUKhiT5gPBI9QaORdyXiaib/dv8f8jkIra7linkjjkKQqDKR/CCcDP41ExlcjcXYnpnJru7rxVDLPfRrqUMcc9sEWS3hkAfD52PuyckZGenNS3Ximyl1G1ltbmwht0DbA9vLvhBUDbkf+y96fJHuJYmrfWn+fb0ODvLq4vbkzXTl5SApJGOAMAflUFaOuzWs+s3MtncT3ELNkSz/fbjnNZ1ZM7afwLSwUtJRQULUmh6w/hbxlYasn+od/KuF9Ubg/41HVbUIRPZOuOQMitqE+WaPNzbDKvhpLqtT1PxMFOsOy4KsNyn1BrrfhQB9q1PH9xP5muf8Axad4n8G2V3dwmS6hBt5Tu7r0/SvRfCek2emz3RtYjHvVQ3Oc4zXqdT8+ZHrDKvjWFm4A01yfwkFfPuhStqfiXXtXkOWluGUH2yf8K9z8Zzm11e6uB/yz0WZv8Ax8V4Z4ITGgtKfvSzMxNcuOly0WellEFLFK/Q6Oiiivnz7QKKKKACrx0m6SSBJPJRpsbVMq7hkZ5Hbj1qjWt/bi/2hFffYYxdBdsj+Yf3g27eB/CfcVcFD7RlUdRfAu//AAAm0G7+3y28EOFRFcNLIoyp4Bz05NQyaJfwzRRSxxo8pKqGkHBHUH0PtU11r0lzkfZ1VTHHGN0hc4RtwJJ6k05PEEqXEkptkPmSvIwDEEbgAcHtjHWrtRvuYp4lLZf0vXuV20S/SS4R4kQ26h5C0gAAPQg981HNpd3BZLeOim3Ygb0cNjPTOOlT3+syX6zq0CosqRp98sQEzjk9c5qS916S805rM26oH2bmEhIG3ptXotJqlZ2ZSlX0ul5/h5+pW/si9+yR3Kxo8MjKoKODgtwM+lOn0TULZ9kkS5w5O2QMBsGWBx0I9KtN4jla0WD7MowYsnzG2/IQRhegzjmoIdaeJyTbxurSyyOpJ+YSDBX/AOvTapdGJSxHVL+vmMg0t5LaZ5Pkfyklh+YYYM2Bn0p7eH9SQtuijCqnmFzKu3bnHX61IuvtFOskVnCiLFHEsZJYAIcjr1pbzX3vrX7KYAkTDaWaVpGA3bs5PWnalbcV8RzaLT8vxM+0sZ713WEJiMZd3cKqj3J4plxby2tw8E6FJEOGFW0vraCW6ijtfOsZwB5UjkNgcg7h3zVe9u3vrt7h1VS2AFXooAwBWTUeVW3NoubnqtP6/wCCV6KKKk1CiiigDN8QWwu9AvIj1Cbh9RXrPwd1FtS+Gdiztl4FMB+inivNZUEkEqHoyEfpXUfs/XBPhPWbM/8ALC8OPxH/ANavZy2V4NHy2fU0qkZHrV7/AMe8X+8KrXhUWJ3Ngbhk56VYvf8Aj3i/3hVS6hVrXzMfPuAzjtXqdDwUecvlpZTF44iaPcfldMke3WsS8SVJnEOtW06hBhxCBk+nWvWB4b8POC0mnWTOeSxQV5v4ws9O0/XrqC3tIERbdSNi8AmsPZSk9DuhioxWqMqCW7SIAawkXH3UjH+NONxdg864/wD3yP8AGq6SW8cKZgjyUX+GnC5g28RIPwq1hZW3NVj6a6Ev2yUH59Zc/lTHu0YEtqjF+wbBFRG5jxxGn/fIqve3QGn/AHFByeQBSlhmuo44+D6DkuZSZ9+oIAE/dlCOT/te1Zhm1hjhdR00D3IzVXSHMr6r6fZT/OuPkGJWx0zWfsH3FLHR7HbONaJA/tvTFA6citqC3zGvmX25sclGOP5V5TKAX619AeHdBv59HgdbckGNMHA9Kp4d23MY45N7HMGCEOQ2oSpx/C7c/pSMluBzd3cn+6Xrvj4av+pt2/KnL4d1AcC3as/q3mbrMUl8J5wUts53X59hvNNK2fe31Bv+AvXpp8O6jj/j3OPqKuL4QZYw93fpAvXj/E0fVfMHmfkeSFLP/nxvvxRqfFp6XbbbfTNRkP8AsxMRXp1xqng3Q8s832y4XjaDuyf5Viah8V2hhMel6bHbqBw8pxj8KPqq7i/tOXRHIt4fmZjCdO1SORl3DMeDj2yawJbuz0+Waz865kcH5hKPmB9Kvax4i1jxDcCSa6mmdD8vlZAX8qyZtBjaU3Gp3i2sqjgghnY9hilLC3W5pSzWSkm0dbol6txYqMkFegPpWkW71yViRplzCEm861lGFlxjJ7jFdLv4Hoa8SvSdObTPqcNVjWgpxOV8aaY1zDHdQx5kjPIA5ZT/AIVydtZeUMsrq57H0r1GX50PqORXK67ew6fYG2lgVndt0Rxjb65rsw9eXKoHPXwlKM3WkcfcMIJAp4JHNPUdN3bkGpZJrWZvNkYEgYAC9KEaKYlI3z+FdzvY8+HJKbs9Oh0+lxp9lt4lLFZP3rqxzjH+Jp+nwWccjSuFEjsQFb+GsnQ3ZtVXazcfJ7AYrTtbSNZrkzjdvfqV4rfmcYHrUVGrZ8uxoyabZXboZ4kkGc4AxmpxpekXrtFbWTQTJxuzgflUfkFYytrxM/CMTnBrY0qwuoPmudrA9Tnn8KKKm9WLHUKcltqM0/w7qEUJUkFQcqc5qy+n36SSA2xZABh1610trdKmyEp1HBq39phtkzJIBz3rVwXQ44YqpTSitbHEW8yxzGN7eZFU/MSvWt2K+0YlY5EYMT1INbyeXIoZlVgeelKtnaM5LW0ZwM8rRCMk9zDFYtTg7rU5/Hh+4Yt9rKjJ5z3py2OjN/q9UCj3rQ/sjTXHzWwGf7pxSf8ACO6U4x5ci+4avQTjax8y51U7lnSNOssXAi1SJ8pzyPl962bOwjUKBfwygfTms/SfDdjB9oMUzjzF2ncAeK2LTQYY+lwDz/drlm9bI1jVk46mpZ2wjnVwyHA/hNXYlwznrls1DbWqwtlWB49KsRrtL89TmsrnPJtsikVvNLA8VKuec05kDHmlxSEUJQ3yjPPmf0prpIzfePSrrxgvH7NmnbRu/ChDuZQQiQfM2eay7lIwWLOxrqSi9cCqVxbwkHK1SZpTlqef3ckIKbUP3jyea529kYyf6wqM9hiu/uLO2Z1BHc9q4y/t4GkYHIw1bwaPTpyvHQ5mfb5S4kz8zfzrNlHNbU0EKPHHuJ3FzyPeqUsS9v1r1MN8J8zmMpe0ZkMmS30rLUBpiF6gc+3NdC8YwfpWLhIdUeMj7xBB+tc+aLmojyaSjiVcrTs9vGWTqDuH4VpT4u9N8wID8u8U2W3WRSjd+4qDTZfIaSxl5ZOUGfvLXyy1Vz9Gwz5ZcktmPjP20LNMCq7cbQCM+4NSR6XbSQrOtzJCTnJZugqSRo7WPLMRFnnjp9Kq3t7pp8uK68wKRkeWcFR70K7ehvVVOnG83qTlkitJJDJ54jP8S43ViX14pvwEuZHhdQCinke1bMEELQv9mvPtUTrgqy7WT0zWFLpEkA8+Nmcp/rVxgr9PWtIWTdzjxLnUpxcFoHkXtlb3D2wDQEEknqtNsbaJbMeaiuzHJJHQ1sxxefpcigkB05xVCKJo7AocZBqoyMqmH5JK+qsZl5HuTEagYPNVPkCAkDNTSpc7gwkU5qPbIgJZVIPXIzXRE8OvPmm7IWG2WQsSVUAck967TwR4ZjcyaldQh0I2wAnIPqaoeGfDNzql9BKEVbPrK/UEDt9a6/xfq8WhaTHYWaiOaVSqBONietcles3L2cN2deGoxhH2tRbFOe78KzXD2s0iK8ZIzyBn2IpYdB0W8c/YL+QvjOEm3Y/A15ywX+LJJr0/wb4cXTLL7ZP/AMfdyvyr/cWsasVSjudWGxbrzs46G3onhy11HUoYTbKUXl8dwP8AGu8PhrSgu3+zIsD2NWvBuki2tWvHTDy8LkdFrqvLQ9VFd+CThTu92eTmmJVataOyOIPhvSm4OnRfiDVWfwZoM6lW0q3GRjOyu/NvEeqimm2iHO2u1VDzDzF/hz4afCf2XENuOQOeKlb4e+Gjyuk2/wD3zXogsoSzcc5qOWxRVJFPnTEebn4b+HVDFdOiYsxY7h09hWPqPgTQY2Rl06NdhJKjo31r02ZQrcVh6tD8jH2NaK1ior3keRQ+G9KuZLiP7Gi4HBHbmuG8UWVtZ6/LBbxBI1UcD1xXqVkv+lXGPTP615r4y48T3OPQfyrnpfwbnXmMYxr8q7IwNo9KNq+maWijqcY7y0/uinJEryKpAAozSEHt1qyTQ0+2gTVLMyoGj89AytyCCcc19TWmh2VjELdfDsUqqBiSHCofoO1fI2J1ZSHPDA9fevt7Sju0qzY8lreMn/vkVmyjDGnWPfww35j/ABo/s7T8/wDItP8Ap/jXUYopAfN3xouImutG0mHTEsSWadgGyxGcDP61xmMAAduK6f4vXJvPi1LFn5bS3RR+Iyf51zFefjJe8kfY8OUrUpT7sKSlpK4z6QKKKKACrNrp15fJI1rbSzLEMuUXO0VWrpNA8T/2RpdxZHz4y8olSa3Cbg2MYO4Hj6U4pPcyrSqRhemrszrDQNT1C9htYrWQPMVCsykD5uhz6UkugarD5hexnCxy+UzbeN+cYz61sr4tgFnptt9klK6fMs0bGTlyTl939PSqsuvWnmWEaWsstpaXLzGKd8+YGIODjjPFXaHf+tP+CYKpiXL4dP8Ah/ProUV0S7iujDfQzW2ImlJMZYkD/wCv3q5c+FL201mKzmSRbeWYRJdGMhWJ9K0dR8YW90qJFb3BVLaaANIyg/vCCOFAGBii58XWLXBngtLrfNcxTzLLMGUbBgBeO/vTSp9zP2mKevL0f/AOdk0i+WOadLaWS3ikMZlCHBIOKbd6Vf2MsUV1aSxSS/cVl5b6V0P/AAmAbRlsgbq3ZCwBg2YdWfdySM5+hqC88SWbaxp2oW1nI81tJ5k0s5Aec577eOPWp5YaamkauIvrHv8A8D7zIudE1SzbbcWFxESjP8yEfKvU/QU2HSNRuCwhsp32xiQ4Q/dPQ/jXTSeItJS0tliS7khf7VHPFJKDIol28g4x2/SnQeNbe3SSC3iu7aHZCIpI2RpAY128lhjB68dKfLDuT7fEuOkNf+DY4qinSOZJWdiSWJJJ702sjuCiiimAUvUYPekpaEKSumjuPglfGO51vRnPQrcIP0P9K9z0P/Wz/QV84fDO5+x/E1Yi2Furd0PucZH8q+jtCz5s5PcCvYg7pM/M8VT9nWlHszkviSxT+1WHUaFL/wCjFrx/weoHhi1I7lifzr2bx/EZ7nUYhzv0KYY/7aCvFfBbbvDUQ/uuwrkzD+Cehkn+8/I6CiiivCPsAooopAXrSzgksbi9upJlhidUAhUMxZs+vQcVojSYz4feQSBJwq3BR1BYoTgY7gVj217dWZc21w8W8Ybaeo96f/aV99l+y/a5fs+MeXu49a2jKCWqOecKrej0uvuNl/D1iHaNb64LiZrcZiGDIF3ev3e3rUDaDGNLFx9odblRG0kLYOA5wDx0/Gss3l4GDGeUEuZASerHgtTjqV81stsbuYwLjEe7jjkU+en/ACkqnXVvf/r7jVi0Kxl1G4txdXCwQSCIzOqqC5OMYqG3060WPVobkyNPbuscToBgEtjJzWfDqN7bSySwXUsckhy7K3LH3pqXl1HJLIlxIrzAiQg8vnrmlzw007j9nV197t+G/wB5sL4ftpLnyI7qcGK4EE7PEAMkE5T16d6it9JsrjyiLm6C3ExhgPlA8gdX9B9Kz31O/l8rzLyZvK5jy33e1Fve31tE6W080ccmSwTo3rT5qd9v60/4IvZ1rfFr/Xl/W3maiaNbizgurmR1jXajeRHuZmLkDOT04qxPoEF1d37eabd/Nl8hMDawTrgdawoNRvbYAQXcsYC7Rtbt1xTk1TUI0kRL2ZVkJLgN94nr+dPnp2s0J0q97qRo3Wn28t7eSyF4ba3hjZlgQFiWAHA/Greo6HZedeXMl4lqnmFIEIAyVQHke9YEV/eQztNFcypKy7S4PJHpThqd8omAu5cTHMuWzv7c0e0ptPQPY1rq0tv+B5eRVopSpXAKkZGRkUlYHWFFFFAAOeK2v2fyfs/imP8AhFyuPyNYpOEY+gJrd/Z9QnSfEk/Z7tQPyNetlm0j5vP/ALB7De/8e8X+8KgnGbED1YCrF9/x7x/UVWuObHA/56CvX6HzZdjtkjh2YDnHUivGfiIrp4qu0AwBbJkCvZY4SIMPy+O1eQ+OEI8S3gcHcLWPOaqG4M5YoWVcf3F/lTRGwB61p2sIeDkc4X+VS/ZxjGK6FsQZIQ96bfJmx/E1qtYnbuAOPWqN/PYwWxE97bpg9DIKzqbGlPcyNAi+bVP+vQ/zrjJ8JNIcHhq7DTvEWhWbaj5uoRjzLbYm0E5bNcU2pWJuXLvvjJPY1jFXeoT02JltJLlw0Khl6kDrivTNI+IeuWNjHBb3C7FQJhUzggYrgbfWLPTmjexvI3aSNkkVgflyMd6zxcGP/UXGB/stXXOEHHRnFGpOMveR66nxH8UTllieRsdSIxgfjQ3jfxe/HmTD/vkf1ryZtT1A2rWn2uUQMcsgOAaqAyE8yOf+BmslSZo8Ql0PXm8V+L3UhrmUA9f3ij+tZt9q2tXy/wClXLSsOMNcqAPwzXncDH5gWY5H941XuYhG4cdD71Lgk7FKq3G9jtZpo4EBvdRt7YE42RfO5/Ksu413T42/0WzluGDcSXLcEfQVgLEODj8akCVrGijnliHsaM/ibU5fk8xYIc5KQLtGarbyx3hi7ddzHOarmPjpSDdEcjkelEqOmg6WI1szpNKv0uYmtJ2CK54Y/wADdj/jXTadcyENbXGFmi4Iz1+ledq24iWE4cdvWum0jUUvVWKRtl3GP3TE43j+6f6V5WMw3Or9T6XKMw9jPlk/dZ1e/wBaz9Uso9QsZYWC5dcBiuSp9aSK/SUsmSsinDI3Vac1wM14y5oSuj7OTpVqdujPNbqzmsJ2t5lwwPB7MPUVLp4KkuBzsLV2Wo2tvfxbJFzj7pHVfoa5aaym064ULmWPPUDnHoRXq066qLzPm54N4erzLVHR6LE0cQDoqjrvHBz7+tbNuhEKjOBjn3rJtdU02S2RJgwK/wAWO9W49Q0sMMXnQ8K3FdseSSV2e9h5KnDluXopYoI1SANK/PzehrR02G4muRNPIxJOOtZsN9YbdqXUI9fmrWsdQthgLPEf+BituaKWhNeEZK7Z1UIRMYAJHSpJrK3udpm42nOB3rJhvotwYzRkdsMKlN+rNncMfWpueY6LvozVWRIxtA4A4qZbvy4MnHz8CsIXLPIEBHJ65qO5v90oVfuqMAg1pDU4sVSsuU6FbhGHAANIsrg/eUj3Fc2l+y85PFWF1ElcmtbHmvCs6+xnXY/SrC3BQ8EHNcZbahK3nKHIUAYxV+2vWMI3NzWU1qaLDOx2tnchpgM1oRuNzD3rjLK8ZbhSXrWhvz5h+f8Ai9aysc1XDNM3GnAcj0p6yBq5yS8kMzEPU0N7IAfmHSixm8O7Gy03IOOhpPP+bhe1YRu5ccN/FS/a5s/e7UWGqDNhrmQdFqnNcSHI2Vntdz5PzVXe6n65po1jhyG4lkV8+X6muLv5H87Oz+Kumu7i4x1FczeCYtuHNbQZ30qLSOavppFu7HEZO53B9hSy7yfuU+b7Q15bAY5EmeKd5c55YCvSwvwny2bXVWxSdWPasTWbeRRDexDmIgP9K6VopKry2pmt5InHyuCCK6KtNVIOLPMo1XTqKa6GejLPEsqgYYVGbG2muoXnJXaeHXqKqWDS6bftplyPlPMTnofathojmvicTTlQqOLP1HL8RDF0VNblG8uLS0u/sdzLGx6rk1Xu9JtdSO7cQ+c+YtLqWjRXaligLduxrBFne2GfImlUdlB/mKdPlfwvU0xGIkrxrQ5olh9C1LT5BLZzAqTgjPX6irqX95FATcW2ZUbHyDrVCDX7uDatxCzgH72MGtMeIbRk+64J6qUOa0lzdUZ0Hh/+Xc3HyYRvJcWsiRQNHv43YwAPaoLqJbCw2/MFB79auLrAuAFiV4x23rxUy6BeanOGjZpFBGVCFV/EmsedRep11pQcPdd2cblmblSWPp3rofD/AITvNakEjlobYH55W6fQepruNO8IWluVe5SNiP8Almn3fxNdGqJGqpGoRFGFVegrKrjbK0Dy6eXpSvJlfT7C30yyS0tU2RRjA9T7ms7WPC1hrl2txdNKHVNg2HAxW1SEgV56qTUuZPU75U4uPK9jmYPAuj2lzFcDzZCjZCO3B+tekeHfDhu2F1dLiAfdX+9/9ajw54dN4y3l2v7nqqH+L/61d3GgRAqgKB0A7V62Gw8p2nVPBxuLhTvSoadxEjCKFUAADAAqWkxS16h4oUhpaQ0ARwg4Y+rUTECJs1Tt9RikvpLJUlDpklih2n8abfzEfJ0wKaV2BnXMgySeAK5vU79XRlBHANT67fmCIoD1HNef32rt8wU84NdcYWjqOLtJFeyuQt1cHPGP615x4tfzPEt03Y4/lXT2U8jSyncea5HxAc63cH3H8q5qelKx1Y+XNXuZdFKOaSpRyDqs2CiXULeN/us4BxVbIq1pkiJqlq8hwgkyxPatFuQde+i2eMZfr6CvqHTUK6ZaKGOBAg/8dFfNH9p6e7qouYyWYAD3zX05YcWUC/3YkB/IU6tuhSRMFb++aNrZ++fyqSk71iM+UPHzmX4t6+xOdjhfyArJrU8cr5fxY8RL/emz+grMrzMX/EPusg/3RerEooormPbCiiigBQCzBVBJJwAK2m8LXqXi2pns/OCF5l84fuABk+Z/drGR2jkV1OGUgg+hrdk8UNJqDXp020EkyMl0Bu23AbrkZ49eMVUeW2phWdW/7sI/CGoySSDzbNI0EZEzzgRuHzt2nvnFWx4U/wCJLCB5Z1Oa5kjZWuAohVPvZGPzOeKz7nxLcXEZiW3gigDRGONAcII84Ayfc5zTx4pvPtSTGGA4llkZCpw4k+8p56VXuGDWKdtv6X+Yf8Ipf75D51n5CQef9o88eWyZxwe5zxipIvBupTQRzCayVXVHO+4AKK/3C3pk8Cq914imuLeW1jtYILZ4VhWJASEUNuyCTnJPc0f8JHdeVJH5UOHSBDwekX3f/r0fu/6+f/AK/wBqa6f1b/gjovC2pTWN3dIIiLQuJo9x3rt+92x+tSQ+F7gajZW1xNb5uEExjSbLhCAecA4JFTHxneNazxNa25aVZUD5YbVk5bgHBPPUjNVYPE1zDqEl20ET+Zbi2dMsuVAA6g5B4HQ0Lkuhf7U0726lh/B+oSX95Cq29sIJliCzzgZLjKAHuSKraX4V1XV2uVtoRm3fy33nHz8/KPfin3fim7u7pp2ggUm4in2qDgGNdqjk9MdaZa+JJ4I72KSBJobqXzmj3um1+eQVIPfpR7lw/wBq5Ol9P+D1IdV0+KxtNOdN4knhLShj0YMRx+VZdW7zUJb2C1hkVQtshRCOpBOefzqpWb3OqmpKPvbi0lFFBYUtJS0AWvC07WnxJ0eVQCxYrg/Q19LeF7x7qe6Doq7QOh+tfMegDd8QtG/2ZM/oa+lPB/8Ax83hxxhf6161H4EfnWZr/aqnqQ+IovtHirye0mkyIR9XArwDwbmGLUbI/wDLvcsMfjj+lfQusHHjWE+mmt/6NWvCdQtf7D+K2r2IG2K7/fRjsc88frWeLjzUpIMsqezxMW+pr0UUV86fcBUluYhcxGdS0O8eYAcHb3qOnxRPNKkUalpHOFUdzTW4ntqdKmh2cN/9meP7QUiMzhWJZlJ+QKARzjk1He6PbWq35trN7wxzbAnmEGFNmdxx15/lXOHKOVJwynBGeRSZwfvEH61o6kLWUTmVCpe/P/X3nUrpsE7qfs0l8wECFPO2+ShTJbj3/Csm206GTXIrZ2b7HJKypIePMAJ6H9M1l5HXdj8akkneRY1kkysa7UH90e1DqRbTsVGjOKa5tzoLjRY3hUR2D293JaySJb+aWO9XAGM+2eKsDRNMhS682K4lePapSH5zFmMEt19fWuZEk9yIrcM8nl58tByRnk03y5FhE3IjZiobd1I61XtI9IkexqWs52/4f17G54c0u11ASG5iMqeasY2E7kz/ABHBAA9zVvTY1U2sAHmqou0CbsFuCAM+9cqD6H8jTzE4t1uMHymcoHzxuHJFKNVJaL+tB1KEpN3lv/k13Opg0XTcs89pOsoijZrKJi7R5zk9Qfz6VUt9P0+a4021W3dmnV5JJGkOSATgEDp0Ge9YlrbT3k/lW6l5CC33scDqSTRb3M1lcCaCTZKuQGGD9aftI3TcdBexnqlPX/gHVQaJp81+8bWLrEPLRlVnJDEHLDJHye5rMFhZD7DbLErTT3EiNNJKQAqtgDA9RWVPcXWoStNI7Ssq8lRgKo9h0FRGJ1hSUjEbkhTnrjrQ6kekf6uEaE18U/6t6/M2vE1rFBNaTRrKjTRnckucrtOBwSSOKwqM55zn8c0VjOXNJs3pQcIKLd7BRRRSNCtqEvkaZdS/3ImP6V3XwFs/s/w9nuCPmurhpPy4ry/xlcmDQGiT/WXDiNR61774F0waN4RsrALgxWse73YjJr28ujalzdz5PPanNWUeyOgvv+PeP6iq82fsXHXzBirF/wD6mP61n3csvkBI4WIEitvyMfSvR6HhmiQ62bvI5RljJJByBxXik+of8JHdXl7HN9o3KIhIBjcQcV7DqGp2tloVzeahPFawLEwaR2wBxXy5YeINYu7abSfDsG1HkbzLxhjgnt6VUWluB295q+m+H7QtqN1GkgAHkqcvkDpiuZk8catqxMXh/R22njz5hnHv6U/TfBdnBJ9p1OV7+7PLNISVB/rXSqFRAiKEUcBVGBTc30FY5FvDviPVRnVtdeND1iiJ4/Lip4PAOixkNMbi4buXfGa6iiouMyI/CuhRjC6bEcf3iTUv/CPaNjH9mW//AHzWlRQBjyeFNCkGG06Mf7pIrOuPAGjSgmFriBuxVsgfnXU0UAefXPgLUrbLWF8k4H8Enymsp/N0391q2mTRHP8ArV6V6tTZESWMxyosiHqrDINXGpKL0IlTjLdHl7XFnPKWsQdhHRjzUd3AxWL50JYZwD0+tdVq3gSyuS0+mubO46hc/IT/AErkLhL7SrtYNVgKEHCy44b8e9VGSlO8iJQ5YNRLixYRQR0FKExU7FXwyMGUjgjvTK7+VHjyk76jNvtTWiDCpacBVWJ5mig8TKcrwaUSHcC3yOP4hV4xbqgeDFYzoqR00sS4mrBqUd0qJdyeRdoMR3Y5Vh2V/wDGrpvJIJhb3i+VKwyrdUkHqp71y+x04GCvoelXrTVWhh+yXMYuLMnJhl/h/wB1uqmvNr4Lm1SPoMDnEqWl9DdMnOM1UzvupXPRBsH170yLy5ImexvA23LG2ujhgP8AZfoagWSW2hVbqCWB3+b94uA2e4Nec8PKHQ+ghmVKtbUiuUVicj8uKznzGcbs+xFXpiWBIOfcVnzH5sVdO/U5q9fW6Y0SLnlf1oL56cfjUO6gEmt0n0OX63O25OJXUcSP/wB9Gp7eW5kcKk8oP++arIjNzjj1p7XKwqVi+93NaQpt7mcswcFuXrvU7m1j8uK7mLsOTvPFZY1G/UfLe3AP++agZi7Esck0mK7ErKyPLq4ypUldsuLq+qKONQnB/wB6pB4h1lVAGozfnWf7UYp6kfWanc6rR/EWsNDLvvpCc9cCrKeKdaHS+fr6CsLRf9XMPepF6H61zzvc9Gli5KCuzufC+v6td+KrK1nvWeF2wyYHNenWbSNqksRJMayuu32FeP8Ag/jxrp3++K9l09f+JrdH0nf+lNDeJcjzvxR4n1rTvEl3bWt6UiRsKu0HFa3g7xLquqRX5u5w5hXKELjtXK+Nx/xV17/vA/pWt8PV/c6v/uf0oW4fWVYs/wDCX61/ZF5cedH5kU6op2djWYfHviEkjz4+nZBUWz/iQ6l/18p/KsUR5f8ACpdzSOJR0aeNdfZCTdp/3wKQ+MdeYDN0v/fArJih+SpFg46UalfWl2NeDxBq1xcYkuQVxyNoqtdavqAK4nxk/wB2iyixcDj+GoruP5k+poTYPFu2hmtqN6bqzPn9RLnj3rQS4uMjdIxDVmiPdc2Q7kS/zrZSD5QPSvcwOtLU+SzStKVYN0hHLGgBio5NTGFxhGBDEZHuKfsCoSeAB1rs0PNVToY+q6UNSgCbisq/MjjqDWRZatJayjT9URkmBwsnY11du0d1CJIW3qe9UtR0yz1mN4ZCDJGcB06oa4MbgoYmPmevlma1MHO62I9oIBBBB9KjeEP95QfqKxM6rokssUa/bLaE4JA+7Vi28UWE7bJw9vJnkMOK+Vr4GtRlsfoWEzvC4mKu7MsSadbMSTHz6g0xLCGKQOEDH0cZq4t1aSDctzFj13U157ZRk3MIHqXFYWqdUdz+rPVNE1vqc1s4H2S2ZB6JgitKPxZt4ktyFHoa52W/sU4N3ET6K2c1Atw90ubSxu5uevl7V/M0ewlPoZVMRRpr4kdlD4t02RtrtJGR/eWrkWv6bM4VblNx7ZrhY9PvblzE0ljFJ18r7QCw+p6CiXSdSjIzYRzYHWLDfqDVf2bNq6Rw/wBq4e9rno32uFsBXUk9ADXVeHfDzXLLd3qERg5VGH3v/rV4eI0tCrsl3byju24AGtKDxVrVuQbfWpeOgLZrpoZYovmkedjc2UlyUz6VTy1AVcADjFSg8V8/23xQ8S24AeSGcDuyc1qW3xnvImAutJR17mN8GvR9k1seNzpnttFeXW/xn0dsedbXMR755AroLL4k+GrxQy6gi56hhjFJwaHdHY0jfdP0rLttf027CtDe27qehEgq79oRlJVgeP4Tmpsxj4UAiXgZrJv2Pnn61rK/yjg/lWXqCDzNwzz7VcNwPOfE87xPzFI+84+QZx9a4e5gZXbOe9es6vZLKm9ev0riL7TsF/lPAPauu6cGEV76RxOng5kOPSuT10H+2bj3avQNOsC6z7eD0Bx0Nef6+jx61cpI2WUgE4xmuSP8JHVjFas0Z2KQ9KUHjmkxwTmkco2pIGCzqxGQBUPNPizk8rj3NUZtmvY3tvBqFtcXCMYYZleQADJAOa+vdB1JdX0yK+SGSGOdBIiSjDBT0yK+NUheSCQLtyBzz0r6/wDBl2t94W0u4RWVTaooDDngYqZFx2N7YfU0befvGn0lSM+W/ilZ/wBn/Fy+67bmJJQT3yK5+vQvj/YG18VaHqwHyTQtAxx3U5/ka8+rzsYveTPs+HaidCUOzG0UUVyH0QU5FDOqlgoJALHoKSkoA7B/CFoNTsbWO6lkjn3tI67Twi52r/tHqPYik0/w9o15a3l9PPd2dtHIIY45BukViudzbV6fl9a5ZGubYxXKGWPnMcgyOR6H2q3Fqury3MskN7dtPKuJCsjFnUevqK05o9jilRrW0n8/n8zYn8P6bHpheKa6a8jtIrtiyjyyGYLtA69wc1LqWhWVrHqF3NHcyhbg28SWyhQhCBtzcHA56D3rljdXBBBnkwUCEbj90dB9Kmi1TUIfO8q9uE84Yl2yEb/r60nKPYr2Nb+f+tDrJPCGkRXWn2bajM1xKV84IhIKlNxKkjHH1Oaraf4d0u/jhkQahsvJ3hgKhWEO0DmTjnr0GOKwEvtUmtljS5unhthuVQ7FYh0z7dahg1C9tYZIbe7mijl/1iI5Ab6im5RvsQqFflt7TX/h/wDgfdY2LnQLWHw9/aAumWYAfI2MN8xXjvzjI+hq/H4c0yHRbK7mln+1XHlGMZUozM+CpXrgDnJ61yA3NwMn2rcm8W6nNo6aafJWJUVA6qQ2FOR3x+IGaIyitWiqlKvooy6+mhr/APCNaYLPULy7knXZLMkflFFAZcBV2nk5J7cCppPBVhix/f3EbtdpbXSffKllydp2gEjHvWFbeLdTtdKbT0MTRtv/AHjqS/zdec4P4g1nSatqMqRJJf3LLFjywZSQuOmPSnzQS27f8EyVDEtv37b/APAOptNH0MW012sF7cQzWMrxIxXejo4Unge+fbmqHiLw/pujWMPk3zy3vyeYhQ7WDLnIOAOPqawYb+8t2RobqaMoCFKORtB6gfWpJLvULmxWOWe4ltISAqsxKIT09hUuSatY1jQqxqcznp/Vv66lOiiioOwKUUlLQJuyuy54OgN18RLUj7sEbOx/Cvo7wccm7+orwn4V2ZudY1vVD9yFFiU+7H/AV7x4Px/pY9CK9imrRSPzbGT5685eZFrX/I5w/wDYNb/0ateUfGTTntbjSPE8C4aCTyJyPTquf1r1bW8/8JpDj/oGt/6MWs3xBokPiDQbzS58bbiMhSf4X/hP51TV9Dni3FqS6HmUcizQxzIcpIoZT7GnVzvha4mgFzol7lbuxkKbT1wDXRV83iKTp1HE+8wldV6Kmgq1pkiQ6paySMFRJAWY9AKq0VlF8rTOiS5k13OntpdMOkXCzSWzs6yt85AdXz8oAxk/XNUbG6so7PToLhISjTs10dgL7cjHPYVjUVp7V6aGCw611erudatzpx1N5ClhGVjAVRKhSQbupO3AIHYDJqpeNYi3vBp0tkoNw+8SAbmjwMeXkfXpXO0U3WbVrExwqTvc6KaW0XU7Vlmsf7OA+QRgB1+T+PjOc+tTtNpnyeY9i1qHh8hEX94vI37++Ouc1y1FHtn2B4VaavT+vvNq6urG7ezklSBNt06yrAm391kbcgfjzWt9r07zII7qSwl2SzNEsOFQZUbN5xj9PrXH0URrNdBywsZJK70v+JvJqEVvqmpSRpawrJasiqpEiFuOhxjn6VIV04I9wkli5kW38uBjtIYY35/u1ztFJVWun9a/5jeHXR9vwt/kdDfSWP2i4cz27eZanEcQXEbbvugqAGOO9WjNpnmwmZ7B7YTRG3VF+ZEx83me31rlKKftnfYn6qmrXZqajLDe2dvcL9ljnQuJUjAQkbvl478Vl0UVlJ3dzohHkVkFFFVdRvo9N0+a7kIAjXgep7U4RcpKKFUmoRcn0M+2sv8AhJ/iTpmk/etrM+fP6ccn+lfSNj9y44xwBXknwd8MvbaNP4kvgftmqFvLz1WIHr+Jr1y0AWOcZ7CvpqUFTgoo+CxNZ1qspvqTX/8Aqov96ue8V+J9L8J+H21DVJcL5mY4h9+YjsB/WrfjDxFp/hnQH1XUZNsMR+VAfmkbso+tfPQbUPH+uN4j18EWanFpaZ+UL249PfvWnQ5yXUb7XfibfC/1mR7PRUbNvZRnAI/z3Nb9ta29lbLb2sSxQqOFWpRgAAABQMADoKKACiiigAooooAKKKKACiiigAooooAKgvbK21G2a3u4Vlibse3uPSp6KAPNdY0C88NSfaLYtc6cTzkcx/X/ABpsE0dxEJYmBU/pXpbKroyOoZGGGUjIIrzzX9EuPDdy2o6Zn7DIcSR4z5f/ANauilWcHZ7HPWw0amuzGYpcgdSB9abDeT3EIkS5BRumIxTJoPtbBrmRvlGAyLjFdftV0Mnlja0ZYUFiNvOemKfJazjrEw+oxVG1DWUpbczL/DzjFX7rUJ5bbZ5zlCeQa1jOLiebUoypz5Su1vJ3UfnULWsueMf99U052Bi3Wosu5O04UHG6s3JGkEwMEyFosLzywyDxWomt39pEEDRyxgcxSDcv61mqoViOwGc+tOxzwfrUWTWxr7WSejJJtSt533SaVGh7+TIV/SopLiwcHEU8ZPYkNTHj+aoZIyO1YyoR7HRHFz2uWY7aNwjKvyv0LMP5VFdFbaXYqq3HXtVZciRfqKLjiZs+tZ+yS1NXiG9BGldxy2B6CohS0neixDdxe9HSg0dqYi3YW0FxM4nd1UISoQZLH0qQ2KAgEvyfypNI+W8YnhQh5NTDIY9cE1jObUrFRsWrGAQPKi5xx1qEdD2+anxFhFMMkHHFdB4Htre88T2sF3FHLCxIKydDWfPdmqnrYd4SYDxnp2CP9YvSvbdPB/tS7AH/AC3f+lZ58LaEmowyxadDGwUnMZwRXLfEJ5tDW2bTLme38wkuUkPJquYcqnKrmB44X/isLwEdxWp8P/8AVawMdI64WWe6vGa4nmlmmPV3OTXpPh7T4rfwXJfQq8dxLETIwb73NLnMVioy0MXH/Ek1EY63CfyrHVAG/Ctyzt/Pj1ZJd21UDqo45x1rCS3djlix/Go9qjGpmEIdy7Hjb0pxcAVCtlkY/eY9mNSjTom+8jH6tUuskc7zmC2iy/ZMPMGf7hNUtQuEVovmAyT3p62EQ4EZ/wC+qbJbWsY+eOMHtupe38iHnV9oMwL65lhtLW5tZds8bS4wM5BPpVNdb8QhVZWByOhQCuuu3tILOIhrdeOTxWJcahaEjNwhAP8ACKuGKqLbQipi3Ud+Q1vCeo6rrV7JZalsXyrcvCQuMHP8qklZtYu5LWJwLO3OLiVT94/3RWHoz3WparLb6dIY1ki2TSHg7M84robfwnfWXiKW8inS00xUAZWOdwA5OPWvZw1WXImznqRjdvZ22JL64+x20cdvGomkxHBEo+7TBEmkaaxY7iCWc/339c+lOsoZbu4l1KWNjGSUt2xwF9fxpl5/pWpRW/WC3XzJAPXsK9FWaujhU7Pk+8ihT7NpMkkmfMIMsme7HoPwqEaBZXcKx3dopdVG5xwSTz1q7qQBa1gI3723OT6Dk1dgjARcA5Y5OT0pOClui44hx1Ttc5XTfCWm3N/dQSecqR8KFerS+CrOxvRNbwGdVHAmbcp/CtvRId+q3w+v862HQx9RwalYei9LHNiczxdKo3GTsc9Jp7Ko+zRww8fwQqCPpxWdPpj3UnlT3U0ilSSZZDtX3wK6mVOCwqn5LG4ygG7AZQelU8LTjsi6ObVqkXzS1OXtfDcVrE0cWox7WbJzESc046NIrfu9VRGz2UitvTdiS3htm81mlzIrN90+gpJEA1ZHLAXGziLdwR61Kpx5TrWJqc+rMtLbVohhdfDD0ddw/WkaO8kXE8mmTY7mDaf0rQ1JQxtzK/k4kyu1vvH0pmoKzWkqugiUj5mB6VEqEH0OuniqltzBu2hsV8yexjljBwTbylSPwNVDq/h6RyA9/b4/iKh1q9rG0eHJUBLfINrn+KqugeHz4ivV02xEK3Cx728zheBzXBiKSi9D2ME3WTuJjSpx/o+twZPaaMoakGh3U6hrdrW4U9DFOp/Stib4T64Bw1h/30apS/DLWYTkvZA/7LkVzL1O14V9DKex1SzY7YrmPHdCf6VLD4j8Q6cwKajcxY6bif61iG8u7CaRI7qaN0Yp8shxkVsDVLu/8OX0V7OZ9ixGMuBlSTzzScrGMqbXU0T8RvFo/wCYtN+Aqxc+L/GiaTDqUupSfZ52Kx88kj2rk/nChQcEdqfJLeeQqyeb5K/cDZ2j6VfKjFyaNb/hNvFFw8ca6lKzyMFAzjk07UNX8SWGovZalfyRSqMt3HNYPmyKQVbnt7Vs20GoahaXl3eQzzMqgiaQdAOOpocdLFQm27oqHX9UtQPst+0gY5JC4rIupJry5kuZsySOcu+K1djAvswGKd6kiubqGHZJp9uVx82RjP1qHFQXKFWtOcuYwPKYjiNiD3ANBjUgKYzkV00F1KU/c6UgT0SUiqgitb+R4rcva3gJ+SRtyufQGkrdjLnkYflL/cNPWJVP+qJPpitD7OY7hGaZRJE4+Qr3r0HQ9M0+w8baa0eoxX5u7Gae4dgAqOUPy47Yp8yXQtc0up5xp2kXuq5stNtJri5lICIik5/H0r698PW8lnpFlaTKFlgtY43UdAwHNcn8I44v+EAtJ40QO0zjzAoyRu9a7ZZUhuH3tgEVlJ3N4qyLtFQpcRuMq2R6gU7zk9f0qSjzT456I+q/D57uJd02nTLcDH93o36GvA7WUTWscgPUV9d3Qs9V024tXZZLe4RomPUcjBr5Fl06fQNd1DQrpSstrMyrnuvY/lXNioc0L9j3MhxKpYjke0iU0lKaSvMPuQq/otva3WtWcF7II7aSVVkYnHH17VRpKcXZ3JnHmi0nY9LFjp0xsLW/soIWhjuXjsoJgwdty4zlupHOM84rnbH7Ja+MbtbeN7W3WOULHM4yvyHjIOOvvXLVIkE0qM0cUjqv3iqkgfWqc79DkhhHBNOWj/V37nZXOjaYnglrkxw/a0gjkS4jcAOxbBXBYkkA88Ckt4dDh0lGk0+2mmiso7gs07AySM5UqQD0x2HNcZ5b4zsbpnp29aWSGWEgSxvGSMgMpGRT51e9g+rStZze9/8Agb/1c9Fs9F0lbbVIR5bW7vMA8c2DGFGUDEsM89ODVL+xdMGhmc2cDW8cFvIL0THezM6iQMueAMkdBjFcWLK6LIBbTEuMoPLPzD1HrToRexrcQwrMAy4nRVPQHPzfiKfOuxH1Wd7qp1X9bnYpolppt9A0nlRGS+nEbJcAnyQmU6Hge9VBbaO+lJbfZYFuDp32k3RmO7zd+MYzjGOoxmuXis7iUxhIJCJDhTsODUlxp80N9LaxgztGcExoxB/TNLm02KVB31nr/wAH18zrPFGj6VZ6TaywxxwzC5ETvEwxKm3O8LuJx7nFXL/TPDtreQ+Xp5aCOGZ1keYBLgLHleQxOc/T6Vw9pp8t5FduhVfs0RlcN1IyBge/NRPa3EZQPbyqX+5uQjd9PWhz303EsO7KLqPS/wCPzOqtbDRbrxLY+ZEkVvcWQnNvHJlTLg/ICTxkjoTSawtnb6Zq8FpA9qvnwHyJHBIODnGCePxNcnLDLA+yaN4267XUg/rTKTnpaxosM+ZS5rpW/B3CiiioOsXtUN1KILaSQ9hU1VzZTa1rFjotsCZbmUK3sO5/KtaMOaaRwZliVQw0pdT1f4aaQ2m/DpZ5Rtlv5/OOf7vQV6V4PY+ddrnjCn+dUl0+CPTYbCJikMCqi4HpWv4as1tZrkrIW3KOor1Vufnbd0U9Z/5HSH/sGt/6NWgnPQdKNZ/5HOL/ALBrf+jVoJxxQ9xI8j+KmgS6VqcHjLTU43CO9RR19GP16Gq9pdRXtrHcwMGjkGR7e1evXVtBe2k1rcxLLbzKUkjboQa8I1HTp/h34mfTrks+jXZ3203Zfb6jvXFjMP7WPMt0evlWO9hPkn8LN+ikBDKGUgqRkEdxS14TTW59emmroKKKKBhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWDaWB8e+OrPw9DJjT4H8y6kHcDr/hTPEesSQldK04GTULg7AE5Kg11fw/0VvCOpWc8rpuZs3Un1/oK9fA4a37yXyPms4x1/3FP5nq95cWOmullFsRbZQgiA+4p4X+VB8T6Hab0vLyOBmQN83TbjrXAeMLm4vteur2wl327hQNhwWxXmXi3Urq6kg0iIs13c4Q5HKp2FeofOm14k12b4oeLiy7k8Oaa22JOnmn1+p/lW4AqqqooVVGAB0A9Kp6TpkWj6ZDZQ/wD52/vN3NXaYgpVBZgqglicADvSVNaOsd7bu5wqyKSfQZprVg9h32C8+0m2+yT+eBuMWw7gPXFVjgEg8EdR6V6AfEOl/2it6LpftLSmBn5x5IJIb8eBVCO50NbCJHmtpG8yN8uPmB3HcCMdMe5zSQHIxo8z7IlMjYJ2qMnA60zI9RzXZ22r6fHewzJNawv5k8ZZYgAIyPkzx096qW91piaaqzPaMPKlFzHs/eSSn7pQ46fTFHQDmUVpGCopZmOABySakuLW4tGC3MEkLMMgSLjNWLaXy9XtZZ5YyqSIWdPugD6Vpf2xbtcyqsUaQRiV4vNPm7pG6Hn9BQBz+R6inOrRttcFGHUNxW9DdWp09WeS02eS/nRGMea0ueCOOnT2q6dSs5Jp55Wsp5nVNnmMEATHzKflPOf/10AclkZxkfSnKN7BV5JOBXYCK3ttKtpJraL7KwjaXgfKNxyQcZOeO9YmrXEEupwPGlsiqRuaB9wIz34GD+FHWwdDLlRoJmikG2RThlJ702ups7vTTJdtPNbukszlhLwQuOCvGTk+4xXLUAFNkjSaJ4pUDxuNrKehFOooA4SBf+EN8RfZp1EmlXjZjdhnYf/rV3Bih4xHGQfRRzVDXtIj1vSZbRsCTG6Jv7rdqyfB2qy3VnJp93n7XZnYQepWt6MtbM7MLUXwswNXIXUbgKMASngdqi3j7MCf7350ursX1S6VfmbzST6Co7cKMKeX9a6Y3PExyXtWxqrvGX6Z4WnqAATjnNSlVRfxpoI5+WteU4nO4zHzE47dKDjcMjvxVm0t2urlIVABcgZNXtS0pdOuViSdZSVySOgzVKDsZupFOzMxI94pssOB0q/DAEXnmmXB2sqgDLDPNW4WjdihKU58sTI8n96v8AvCmXkeJW/wB41pLaXEjCSKHzFU8lW4ptzYXk7lhb7cknlhXLJxsenHD177GNtxSY56Votp06j5kUf8CqF7SVew/A1jZGv1er2KuKTODU5t3HUVCRTSurozlBx+Iv6Vze4PIKmpxM3mEHB+oqtpIBvdp6bTmralGnb93tUHoDXHVfvFJqK3JLdyBJIVBIHGa1/DunQ6xq9vZuWt/MJ/exMdwqnDFE0b7Sy4HPGc1r+HoLv+1of7MkCXZP7suowKzTM3WXNZM9Gsvh+lnqVtdR63esY/mCvyDjsaPFN7N4faN2gtdQ892bbcR/cz6e1Ai+IkcG6Oa0lmI+UbFxWF4k/wCEqkhtv7fghDBvkaIDmm3oVXlJU20znr8vqt9JdCGK33Y/dRDC12XhzSriz8OXF6bozQzJ/qHzhOe1cbFBq4L7YosZ+XJ7dq6iyfxkNA8mG0szZhSCxPOM1kp36nnYeVWUnqiv/Zs8iahFFNswAxJ6kY6Vh/2RcNz9pZcdhWxC3iVLmfzLWDy2AExUjIGO1RaX9uAlOo2pDbv3flHqPesXOXczqqs+qKA0a4cbTeyKPXFB8OOw51Gf6itPUHv9sP8AZ1uc7/3nmEcr7VQum8QNeytaRRJbH7gfGRU80n1RnaotXJDV0Vrdy638pJG3kdqhn0SJwpeeZsdOaeF8SFR5jQe+cUnk6xg77iEH1xTi5dzGcpL/AJeILnQ7KK1hQLI4wTgn1rOks7aH7sSrj1rR1HTtQkhRZ9SAUrx5a4NYsmkptxJNLL7lq0g9dym1f3pnQeCzDN4mmCFX2Wx6djmt7Wrp9T1NdEtW+QYa6kB/8cz71xWhXcfh/Urh7aMtPNB5cS/3mJrvvD2mfY7cvId8sjb3c9Wc9fyr3cGv3epOItFprfoa0NskNusKoNq8YPSs99Dt1leW3UI7nc4PIJotJ7jxBd3tvpN3HAlowR5nXcWbuBWkuj63GioLuyYgcsVOTWrxKgzpoZJWrU+Z6XOWuNKuk1Np5IWaMKEjZecetWFjClm9+9bzaRruf+P6y+m01Vl8PavJIJHubEkHOdprSOOj1Llw7Xk172xi+Hv+Q3fDI6GuiliDxnI6elVbXw5qFtdPPHJZeZJ944YZrg/EHji8idbO0BtruK6KS7eUdR9al4qLd0RWyGvZtvQ7R0OShqkUzOPmZcDBx3rZliEkKSkhW2An8qoyQFhu28dj2r0oVFOJ8nKlOjNroZNrHM81x5kTQfP8rKR849aa0Ev28YSUp5f+v4yPaoH0q5F9JJHOxhY/6tmPFI9jdBWPmPhe3mGko6HpxqQve5JfQzBYQqyTgyDIKj5PemXsEv2eQmV5SB9zaOai+yXAYqZyGHrLU0UdypXBDKOTls5/GizOmNeKSuYutRbPDszfNkqAFYY289Kv/CdMePpAR/y7N/IVbezkfIuCrqcnZ2FM+F4x8R5/+uL/AMq8zHRtZn0OT1ozUkj2OeHINYGoQEZrqJBlayL6LINebFn0kJXVj5c1X/kITD/pu/8AOrUM3l6fdKyl0kiQYHGDnrVfVxjVrgelw/8AOmyEqYgGIGwcA9aGefV+I6PRZra4hZFiUtHj5m5JqDVdTvZ5o9KlmQWkTYhTaByT3NZenwXslw32WCeQOdreUpOT+FdHp3g3UdcaRzDcxfZ4WYP5Rbcw6LWvNomcyi+Zo7HSfgZqd15UuoapBBAwDYhG9iDzx2ovtNuo7q/8MyP5gtoXNtk7TuHOffI7Vp3fiL4hW9tpmk6TaCST7Mu50tzlcDHJPArk01fW7XXRceIPOTU45hu81MEqeOg6ioUm3dlpJKyObZAUwePlIbjpVqw8Ord+FpddW/YJESv2d2O5se9aVzpcyT3Tlo3t52JVh0YZ7Vs+GtPDeB7qxiaOaRvMCr/dJ6A1tWjopI5aesnB7lv4feDPD3ifwx9qv7me3u2lIG2bGF7cGsnSPBNvrj+KQt+8baNMwtSFH7wKM5Y/hW54P0y70jQltr2MJMGzgNmrNtoUWmWutT2QmZ7mN5Jec4OK5bs6uRcup5JqLxXM/nxuVdkVm4wN3etSx8I3OoSaPeT3AhtdVvPsiPGfnX1NU9ItI9R1uysZQzRzMqlV6mvQPD1lLeaNpZ89oo9L1GSaJduQzA4wTVN3M6cT2XQdHsfDuj2ukWQdbe1Xau/qfUmn3LqxJUhue1YEXi+7DfvoInX0HBp//CRWc5YS27RZ7gZqEdB02m4+yAZ5DHNWZgDC4x1GK5/RtRtjcCGOYFZOgJ5zXQSH9030pMDx3WfiJYeGp20ltUYGGUl44YNzJzkcmvPviW82pXln4qUoSyrFLgBWK9VJHritXxdZQTeJb4S2obdJ94LWNB4Km1GeUSzNb2OMKGYsW4/lU3T0ZpCUoSUo7ow45FliV1OVYZp1VJbO48PavJpV5yv3oZOzr2Iq3XlVqbhKx+hZdjI4qipdeolFFFZHeFdt4T1qygt7OzkvJrOSOWVpAoHl3AZMDec8Y6c5rmV0PUnsYrxbVjDKwWM7hlyTgYXOTz7VYHhXWzdNbiwfzFTzD8y4C5xnOcdeOtXHmi9EcuI9jVhyykl816fqbEWv6RFZLM3nyXX2SG2a3aMbDscEndnoQPSoPE/iGDVr61ljkSeCKQyeWbfyyoJB2k5Oayf7CvArq8bJcJcfZzE42gNjPLE4FS/8ItrXnzQfYj50IBePzF3YIyMDPPHpVOU2tv63M40sPGfPza69fkbr+INMbxG2otqF7LE6P5SSRnFqxxgYDfMvbAx2q9/wmuni71CS3byXmMTLO9pv3lU2kFQ3GTz1NcVLo9/DpyX8sGy2f7rM6gnnH3c5/Sn/ANhakLe2na3Cx3JAiLSKC2enBOQPc0c89kiHhcO95eW66am3B4lt2vtK+0S3AtbS1KbFztSXn5toIyOemRVvUvGEDS3clhPPHNNBbxGZI/LLFGJY9SRnjvWHF4bukuZ4L9Wt2S2a4TGGDgehBxUdx4b1KFJ5UtpJLeE4aQrtPbPyk5wM0c81+Y/Y4VzWv+W9y3NrVm+p65cKsgjvkZYgFAPLA8+nQ1u3Xi3TGtrOK1uJY2gukmjaS23+SoUggktlzn6VgW/gzWpNQtrSe1NubhiqvIwwCBnB54OPWqbeHNWWB5vsTtGj7CykHnOOMHkZ79KE5pWt/W4OnhZte9t5r0/Qf4jvbO/1MT2Uk8imNRI8xJ3N32gkkD2zWRWlNoGpwX0Vk9t/pMoOyNXVicdeh4PtVSa0uLeKGWaIokwLRk/xAHBP51m77s66TgoqMXcgpRRRika7DZZFijaRjwozXefBzw880134pu48b8w2gYdv4m/pXB6ZpF14t8QQaLZZEed1xKOiIOpr6RsbK306wt7G0QR28CCONR6CvRw9Pljd7nxGd4729X2cNl+ZJjBrX0L/AFk30FZhArV0THmTfQV0o8JmH4juEt/GNuXYDOnMBk/9NFpi39s3WVPxNJ4osYb7xjbLLuwmnORtP/TRapDQLPpmT86GNWNA3tpkZuIwfrXMeN7PTvEGlpYzFZFJJDLyYz2IrX/sOyHVXP1NPGkWK9IB7nNIZ4Ta3l54TvxpOsAtasf3Fx1GP8PausVldVZGDKwyCDwRXoGqeFdF1nT5LK9sw8bjhgfmQ+oPrXkmraHrnw8ny4bUdCZvllUcx+x9D+lcGKwaqe9Dc9vL81dL93V1Xc3KKq2GpWmpwCW0mDjuv8S/UVarx5QlF2kfTwqRqR5ou6CiiipLCiiigAooooAKKKKACiimyOkUbSSOqIvJZjgChJt2Qm1FXY6sPW9eNpKun6fGbnUpjtSNBnaT/WoW1XUPEN+NI8MW7zzNw9xj5UHrnsPevSvBPgKz8J5urhxeavIMyXLDhPZP8a9XC4H7dT7j5/MM2STp0fvMfwf8N7nSYjqOpyxvq04y27nyge31rqT4fm/57p+VdCepx3NMYV6h825X1OefRjbwSTS3CLHEhd2I6ACvJPDKvrniLUPEVxyocx2+e3/6hXo3xW1htJ8DTwxNia+cQLg84PJ/SuZ0HTxpeh2lqB8wQM/+8eTVIUmaNFFFMkKUKWOFUk+gGaSp7K6azvYbhRnY3I9R3H5UAMSCaQZjhlcYz8qE8UghlaMyCKQxr1cKcD6mt+31qxgvpHQTRwoEWD5NxCDkgjIGT61BNqlpNZ3UTvOQ7u8MSptCEnPLA8j2IoAyzZzAuAFdlIG1DknPTHrUbRSoxV4nVlGSGUggVvQ6ha5uLyUnynkiAQN852jk49KVtWt7vV7L5yYfKMFw7oIwynOTjJ7UAYlvaSXDuo+QpGZPmHUCo/KlEayGKQI/CsVOD9DWg2oRnUruYhjG8TRRAdhjC1bOs2+wss1wHdY1ETIGSAr/ABLzz+lAGN9nmEyRPG0bv0EgK/zpPs8xyVhkZQdu5VJGfrWndahavq1rdxmZxGQ0rMCNxz/CpJwPapItcENv5SPOoEUy4Xpvdsqfw9aAMryrpkZRHOyRn5lwxC/UdqZ5Unl+Z5T+X/f2nH510Vpr9nDctPJ5wdipc7N3mALgjrwc9+aprrKrCkJMphW2eIxH7pctkHHpQBleRPuVfIl3OMqNhy309aYysjFXVlYdVYYIro5/EEc11HIlw0UYzlBaglMjBGc8/XisO+kgmvZZLYSCFj8vmNlvxJoAr0UUUAFcP4khbRPE9rq0LNHb3Z8ufZ69/wBK7isfxTpw1Lw9dRAZkjXzU+opp2Y02nc5G6ijF7cLFyhfK+49aQ6fedRbS8DOQtP8OwNqdnBIOGRwrH8a9C02eCOz160kuolupAfKG7JT5f0qq+MdJRUVc56uH55ObZ5qEZlBAJzVmKHjkUluwigjBAJxgn1q6G4GBXsUoppNnh1ZNOyGxxBeQMGnJEzTquc59aNxpRJhs52lehq6sW6bUHqZ0pe+ubU2H8O3JdBaypKrJudv7nsa57U43SZopFxJGCrCuw0rXtK0wX2+8WV7gKdqDlT3rldVlSe/nljzsfcVz6V42Gr4mfNGrsj2oUaMKsXAk0gY0ifHGWXirHlqwwRVfSf+QZOP9oVcXrVx2PpIr3UVpLQY4Aqq9r7Vsil8pW7VVh+zTOcltiEY47GspId8asOhrsprQGJ+ONpzXKxRkXGxfujtWlKF2eLmSULEEEdxHNut+ZBwAB1rorWC1Nij3VvLHcICZWLY3/QdsUuiw7byR8DKwsRkUyc3V6TtBkKr82TzWOIglK1jmoKNSF2SzBLK0WVRv3gcelXtC1yOx1i1ma2Z9rdA1UZz9r0+KGIEyjqn0q3baVHFJFOZD5i4O3tmublQ/qlJu9j0b/hadjC/l/2bOZVH3NwrI1vxza+ILeArYzQbCcgsDXC3eX1Rvl98A+1TWZY2y5XB+tTKCasXPDwqR5ZHQ2WtWrSiAW8oeQkAnHati3+IOmW2jyWDWd15mCAQBjrXF2asNQs3AGSZBnPsaznLF26feNQsPBGNPA0qb907hfGlhJcSqLadTMAAWwAKg03X7XU/OEccq+UcEsOvOK4hgS+GI2nrWz4fItr27WIKE2LS+qU2tRSwNJvU62e6SGCWTBPl/eHesWHxTHN5my0kGwA5JFWbuVnsphgfcPeuP06cR3Zh2E+cAuc8Dml9UpoX9n0T0Cx33+lXd8AUFvHv2Hq3OKx9Tu5bWSNEiDGSPeCx/StKHUY9P097JIy5uIyj7WwF57iq1/8AZrl7chsmOPayjsfSrWHgtgWW4e+qOdv9c1WYDbBboEGMO3Ptgd6qGS9uIYzJdeRKxJcCPAUdue9dNDb6Q9tcJe2Kz3Tn9yzcbR35rIvNPihtwN0mzHdulXGMY9DZYOindRJ/B1hFcawHE7zTiMkmQf6vnqK9F1O7h0zR7ieWVYo4oiFZjjnHGPeuG+Hy41u5HcQHr9awPiLqV5ceJZrGWZjawY8uLsMivRp1OWnoeVXwyqYqy6HdfBnMmn6kzcszgk+uTXp2B3rzP4LD/iW6h/vCvUCBXLLVn1dLSCRFtzTCoqU0hFSapkKxguPrXzX4j48SXX/X638xX0yg+cfWvmXxJ/yMN3/1+v8A+hVcGY4l/u2e4HRoL6CBmUGVYDLlicYUDjivMbu5uPEHisW2iefbxPHuMJk4z3b2rsdQ1vxbYO39j2lrLaRQqAZEyzZAyKztEsdUvfFbeINQ05LIvbGJolG0AgdhWNCliViHKb90+cqVMKqF425jbh06+ht4oWmtXKIFLnOTS/2fdjJ8y15+tD2saQPdXk4t48DHlnj8arNcaOqFn1chQfvYr3lUlbc+Z+rqbuluOk0e4k3M8lvz2GaisliGqw2V+jL9oPl27wn7zZ6t7VYFnbX9s/2G/aVlIJycD6GsfVPFT+GYIWjsYbi7JZUklGQhB6iubHTq+wlyPU6sDSg8RGE1dG5q1pb22rrp9ssrypv87P3RgcYrB8M6jY+HNTvNUlRDcxMySB22lQR3rFuPHF14nlt/tNrFbXcYleSeE7d428A1xBkkdWDyM27ltxyT9a8yhWquilW1Z9jQw1HDScqa3PcJvjBpyji2hb6T1lXXxhs5OBpmfpOK8dMCiUfKMEccUpjiCt+7HSq512On2/YfqMizXsk+CPNmL49MnOKm+x3V4Fa3gkkWNRvZFyF+ta3hzQo/Ees6RpD3H2ZbrdumwDtwM969l0v4M6fp8/nQ6vJMQmzG/AI75A61LZi3d3OC+FU0l+mtaBbM8N5PC0kF3nCo3QqT6mvS/hX4Z17w2mof21MFjmYeVF5wfnu3tWla+AEsYljs5LeJByAiYqU+Eb8E7LmP/vo0r6WE1rcm+IOl63q/hh7bw9d+TeeYrNtk2F1HUZrMtfA0+o6Dosuv3rnWtOVmNwmGLDsrZ+9irJ8LasnKSox7fvTUJ8Pa2qkySqg9fOxRcLdTw5dYea/nG1p79JmSOPb+7KgnsO9dH4J1SAzPZOs63U5yweMqqkdea7+LwSbWXzoNOtEk671YZyasf8I/qIORZofcFcmtHU0sR7P3uY5DVfF2naTqDWUzSGReu2MkDPTkVuW1w8lqrBtnnJ8yBuoI6Gr7eHr/ADltNyc8koDxV2PQowuJIr5G9FiGKhtGi8zn4dNt0lWW2so1kT7rxx8g+x9asJaTRx7Et3RMk7QmBk9T9a2TpKwKfIfUVPoIqpyLqaEjN6ydiykUhWKDKyH5lK/UYppqZ1mPMqykj+8DSS24W0iuAXDM5Uqe4ouOwkTGGZJlOHRgQR1rsLvVriUbIJRGjKOduT0ri146ctXRIQYkPYqKlj0MmXQIpp2naYmRzlmKjmmN4ez925591rb6DAoU4GMZqbFXOF8VfDw+IdN8tLmNbyHLW7lcc/3SfQ14/DJcW93LpuoRNDeQNsdW4PFfTZxwR0rivHvgCHxVD9ts2WDWIV/dv0Eo/ut7+hqKlNVFZnXgcbPCVOeO3VHkZpKrJPPa3Umn6lE1veQttdJBg1arzJ03B2Z97hcXTxMOeDOgj8SQx/2Zciyb+0dPCJHKJfkZVJPK4689QadqPik3qXiKt0yXMQT/AEi43+X8+47cAcH0rncVtWekxXujW8iZW5mvfIDnJAXbnoPempTf9d9CZ0aNNqTX9bll/E8NxdF7rThNC90lw8XmkbtqbducfjV2x8awWF3NPFY3BZ5vODG4G5jjG1zt5UdgMYqrJ4Ivob9reW5gRBb/AGjzSG5XOD8uN2c+1Zdrponh1BlO/wCzBdrBtoOW25wRk/pTvNP+v66GXs8LUjpqtOr6lq4123m0JrA2byTEgrLNIGEPJJ8sYyoOemambxHaPe2GoSaZvvLZUSQtLmORVXaPlxwenfrU0vgi7j3KNQsHdXaLarnJlVdxTp1x36VV/wCEVufs0ci3lq8zxRzGAMd6o5ABPGO4yKPfuNPCtaP8+pavvF/2qWJltZSsdo9sDNNvdtzZ3E4H5YqS98bS3ti1u0dxCVyIxDPtQqcZDjHzdPUVnWvhi7ubnyRPbp/pMluXdiACi7mJ46YqdPB97LpU2pRTwPbJuKP8w8xVOCwyP0PNF6m4nDCRaT6bbjk8WFb6a4azDCW9W6K+YeAFK7fyPWnS+K1k0uKwRL2GKH5I1iutoMe7dhht5PvTYvB0097BbQ6hbSGaATqyK5wpOBuG3I/Gq8/ha5tLO8uLq4gi+yzNAU+ZizAZ7A4+pxR+8SBLCNq2+nf5DtQ1+O81CxubW3a2lt23NcSOHlkOc5YgDOPpUPifU4NV1yWa0TZaIBHAgGMKP8Tk/jWPijHPNZuTasdUaEINSXRWAVWle4ubqLTdPiaa9nbYiJycmkeae6u49P06Jri8lO1UQZr2TwH4Bh8KxfbbxhPrEq/PIOkQP8K/1NddCh9qR8/m2bqKdGi9erNLwP4Pi8IaKIWKyahPhrqYdz/dHsK6rBqLZx1J/Gk2jGQW/Ou0+Su27slJ+Yeta2h/62f6CsJos42zSLj3rY8PIVluCZHfIH3jTQmZmvsq+MoSzAf8S1upx/y0WojcwAfNcRAj1cVzPxXJ/wCEo0zBI/0KTof9ta40cjkk/U0PcaPU21CwUfNe24Pp5gqF9Z0xTzfQD/gVeWsBuPA60YHoKQz0469pI66hD+dRzeIdEeNo5buKSNxh0K7gfqK81wM9BQKAGeJPCmgSTtqHhXUWsL0HJg2ny2+npXOw+Kr3TZBb67ZOuDjzkHBrqEPNRzxRzKY5kV0PVWGRWdSjCorTR0UMXVoO8GMs9VsNQUG1uo3z/DnB/KruD6Vy134R0+dzJbNJaydjGePyqBdN8S6d/wAeepLcIOiyHr+dcFTLV9hntUc90tVidfRXJf214ntf+PjSVmx3Qf4Uv/CYXif63RJx9Aa5ngKyO6OcYZrV2Osork/+EzuG4j0W4J9wf8KT/hJNduOLbRGHuwPFJYCt2G84wq6nW1HNPDbJvnlSNR3Y4rlWHi6/G15YbND1wQDSxeEFlk8zUr+a6bqVBIFdEMtf22cdbPYJfu43LF74ys438nTonvJzwNo4/wDr1TXSNY16RZdYuDb245ECdT+Haugs9Os7BNtrbRx+pA5P41cUV30sPTpfCjxsRj69fST0L+iXUmiWQtNOWO3h77FGW+p6mu50O4lvLVnmfcwbg1wES12WgMyWJweM1ucdjouc/jTgRnBrOLuf4j+dGSw+8c9uaQWPM/itN/aPjTw/oinMcY85x25P+ArQPXjpXO6m/wBv+MV4+cpaQ7R7cf8A166GrIYUUUUAFORGkkWNcbmYKM+pptKpCurFQwBztPQ0AXbnS5raSeNpYXaBC8oQn5RnGOR15qRNEuGzumto8MqDe+NzMMgDj0pW1udigNvb+SsRi8kqSpUnPOTnr71J/bzGN2e1geZplkXcvyJtXaMDPWgBn/CP6gLQXLRqqkgbTnPXGfTGajfR5Y3nWS6tVSAhZJC52hj/AA9OTSPq08scYlSOSSMgpK2dw5zjrjH4U1NTkUXCyQQTR3D+YySKcBvUYPvQA7+yLg2/miSEts8zyQ/z7M43Y9Kkk0G7jlWMSW8jGQxtsfIjYDPzfhzUf9rz+QIxFB5gQR+dt+fYDnb6UsesXUUzyqI8vMZmBXgkjBH0waAH3ulCC1ililjlAg82V0fKnL7RtqOTSZoY5XnmgiVG2gux+c4zhePQinf2zLnH2W28kReV5Gw7Nuc+uc5pJ9YlukmS4t7eQSOXGVI8skY+XB9qAJ7nQ/KnZY7228pURmldiApboOnWoTot2q/MYlczeSkZb5nb2Hpz1o/tmU8SW1tIpVVdXU4cr91jz1FRyardSSxyllEkcpmVgOjH+nFAdC1J4bvoZWSVoUVYzIZGJwADg9s/pWSw2sRkNg4yOhrQXV2S8F0tnbCQcjl8A5zn71UZpWnnkmfG+RizYGBk0AMooooAKQqGBVvusNp/GlooA800uR9MudZ0zH3GJXnpWXC7eZv8xg56tnr9a2NajFr42vQOBNDu/HFYsK7mx+Na0km9Tnrtnd6ha28WiaLLHEokliYuwH3jmsKe4kjnIB+UDoK6HUc/8I9oP/XFv51ivZGa6Q79qurFvwFevZ8mh4dOzk7lZLpzCHaQ5PAGOtX+ynqSKpmwlkgimTkYPyj+ACrnQqKqkpdQrcv2SMxxhwfKUc9cU2dD17BTmpZCdox6ipljZm2kcd80VYrlaOjARqSqxkldDNJXGnyehIq6o4qARyRKViKqp7AVCXuwcCQflXmqDR9mnZGkKkXpWTuuyP8AXEfhUsa3LdbhvyqkhqZqSf8AHvIcZ+U1zFvbyCQSSRMqnqSK21jk2kNMxzVm9s3W101UKhXjPfqd2Oa3pWi7s83M6Tqx0VyjYHy7hyoHMT5z9Ki0aVZ2Zm2oxiIKscVeWBbTXJ7HzBK8VvJ5jKMKp29K5y3aLyDvLBgo21y4ucZ1LxPOwdOVOnaRvafZmBt0g+bJGc8H8a0TsJPC9PWotGtjdXCIzM0ZAJFSXeo2wLWU1hKqrJjJIz9a5WjrMWfA1KRl2lQDnB6cURzi3s4t6ElumKv6yYNEjlYW0bliFUsPUd65y01GTUZkhkRV2Bmyv+FO2gnJJmjHem1nt5PLDbGbAz1zxSbGa9WDP33A3emartsYZOeuV5qUOTMZVbDgggjtikMg1CIxNNFnO0lcin6JefZn27SzSkLz2q9YajLaX7XEaRtM5xvlXdj14qWXxFeakES6srMxRNuzHHtYHp1FXfSwraliPUxK1zb+WQwibnPHFYlnExu4WAP+sAyOma7i20jTmgW4S2BaVPmO4857U23n0mzujbWf+j3AbaW2bgT6c1A7E1vc2aeY7zQDLfLkDmtDSjp909w7yCQLASCBwG7U9rlIJGE1tZsuAxLwjn6Vl3niC0tIluBCqpMrBBEmAT7+1FgMy91zShKuZ8upPCx8kjtWLcX8l/bSOw2ICAqj61Snt47nE8XMxkLFQR0NTi2uY7CeMQsJvlYIRyRRYDpPA/HiK5/64Y/Ws3xL4W1DW/F2rzwr5UMVv56yOpw+0cgH1pvhu/nt9bt5IcJ9oZYn3emea9TtbYX0WrwSu5SHCJsPZhzXTCUXCxxrC1vrDqxV0c78IIXsdCmuLrbGl2A8P+0K9GN5ag/65aq6Zo1npel21hbx4igQKuetWDZwE8xCsme5BJLUX7XbEcTJ+dHnwkcSp+dRmwtz/wAsloGnW+c+UKWhehKs0RYfvU/OvAtR8MXt14minu42hsbrU2jDdGPOeB6V76LGDH+qFY3iiwg/saS68vMtoyzwk9mBx/WqjJJmFePNTajuec+M77UNJ8Q6Zb2d9LHbXhVZIxjAwQOK7dojBEymaSUj+J+tcT8T7cW3iXwxtLfvMMc+7Cu6uf8AVvXbSlzNnxmYUfYxjFrU57xg7R+C7p0OGVEIP41wer+bN4a0sqBvcl3cd/rXfeLkEngi7U9di/zrg/tMAlgs2fI+y/d7biPTsa2ju0LDq9NNdGdv4SX93cE4O5EJPrxXJ+P+tqMf8tHrqPBSqtlIiSBwqL8w71zHxAHzWv8A10eiv/DkY4ZWxsTiP88UuAFyGGBTQTnlf1pzN0wOP97NeMfXCSnEaEf3c5prD5T9KWb/AFa/7v8AWmn25/GgDovC1tb3urabDcqWj8qQ/K2DkD1rt/hfZ6hB/aPiC4uJP7N8p7WFWkJLSZ9P61wvhB2HiC1BLELFJjI46V6f4AOfhRMT/wBBJ/50xlv7RcryLiYfRzW/4X1C7u/EiJNcSNGYiNm7jgda51+tbPg7/kZY/wDrm1ID0d1ATjNeXard3N3dyLcXEkixyMFUtwOa9Tk+5Xk15/x+XH/XRv50AioXcD/WP/30a4b4g3l1B/ZzRXdzFy33JSK7hulcD8RkLJp+FJwXzgUDZ3/w48O6toupQavquuz3tpc2+Y4VdnQA9ySeor1dL6x3YWbDdhk5NfNVn8VdUtrSG3bT7dvs9uYISrFdvoSK3tL+K93cz2QfTIQgGyXDcs3qPQe1MiUlFXPeTqFoBn7SMHvnjPpWRcayYNWbYzS2vk884CtmvMrzx9c22mXDrYxGUXPlrk8Bev50/SfF9zq2p2M0ukBbW4uFR23nESjqaGrExqRlsdt471nVLDws13oLs186gxIEDkk+1B+1aho/h1tUXZdzIPtC4xhyOeKdd+JvD9rK221MkYIDyKhJGTjpVyMJdNazPNE8UTl12tjI7VNzQoxaUEgu0OPNtp1I9171YmaD7TIIWBjz8tXTeaPO5jlkEUzyFU3P99wOxrAd8ysSBknHHQUmMullzww/OgYI+8BVA8kAD8aUAjikUXwfpzTsDGazdxycE9KduYjhj+dArGT4s8D6X4wtv9IXyb1FxFdoPmX2b1FeIatpureE7w2mqwF4A22O5TlWH1/pX0HvcHAduK53VoY70SRXCLLGz4ZHGQamUVJWZ0YfE1cPLmpux49FNHMoaNgwI7Vq2GuXumpCluUAimMy7lzliNpz7YrV1T4Zqxa50K5NtKefIkOUPsD2rkL2HWdFfZqumzIB/wAtVXKn8RXJLDSWsD6bD55Rqx5MSrfkdL/wld0bq3nNlYf6MmyBBCQsfOcjB6571SOtXjTX0rMhe9IaY7ep3buPTmsWHULWfG2UA+hqyCDyDn6VzyU09T2KMsLNXp2ZsnxPqJm83MW77Q1z/q/42Xafwx2qxeeKriW2igtYIYNkEULTbB5jbMHG70yM1z9FTzSXU19hRbT5djduPFuoTshEVpFteSQ+VCF3M67WY+pIqrHrk6abHYyW9tPHESYmmjy0eTkgHPTNZlISBycAe5ovIPZUYq1kv6/4J0L+L717qac2en/v1AmQQfK5BypIz1HamL4rvllvJxBZ/aLvd5s3lfMQ3VeuMe2K5mbULWH70oPsvNQxT6hqJ2afZOQf42GAPxraFOrI87EYvAUFZ2b8i/d3UYd55BHEGOdqDAHsBVK2W+1ycQWSGODOHuGHCitax8IAuJtVnM79fKQ/KPqa6aOOOGJYokVI16KowK6qeHjDV7nz+NzqrXXJT92J0XhG28JeErbFtLJLfOv727kj+Y+w9BXUx+JdHY/8fajP95SK82pV+9W54p6cNf0nvfxfnT11nSyOL+D/AL6ry5wC/IpMD0oA9VGp6e3S+g+u8VveG54Zpbjypo5MKM7GzXhe0eg/KvRPhMAL3VMf884/5mmgexT+K/8AyNGmf9eUn/oa1xe/jGK7T4r/API0aZ/15Sf+hrXD0PcSHE5NJRRSGFFFFAD06/hSP1oTqfpQ/wB6gBtFFFAC5PrRuPqaSigQu4+tGT6mkooGFLikp2aAEFSoBUa8mrMQoAngX2rq9GGLUgHjNcxHxXUaL/x6MfegZpA+tLGMvz60nUZ9aVflYfWgDxuzPm/E/wARuf4WKj88V09czaDyfih4ij/vkt+ua6arMwooooAKKKUAk4AJPoBmgDW0bT7eWS1uLuRgklx5SRiPcHIGTu9BT30eGCKCaS7i86Rlf7OSOVLYwO9Z1tqF5ZIyW9w8SsckD19faj+0LowLAZyY0O5VIHBznr1p9QLbWMD3moySyNDa2z8+Wm48nAAFOh0aOfTZLpblkkEbyRxuAN6r3HOaow393bzyTRTsskn324O76g08anfLbtAty4icEMoA5B6j6e1T0H1L9xp9sW8+WRreBIoQfKj3Esw9KgvdLjsLZ3luWabzWjRETg4xyT261Wi1K9t5C8dw6uVCHgHgdBg+lQyXE0y7ZZWcbi3zHueppsSLt1pYtrX7R52+N9nknbjfuGT9MVoR6JC0U1mk267E8UcjvHgR5BJ2nuKx572WeztrVuIrcEKM9STkmnPqt/IqI93IQhDLz0I6H3xQBcjsLaDW7aFLiO7hfk4IOODwccU1dJiaIA3LLcvC1wqeX8mwHu3rVKS+upblbl5j5y8BwACPypy6jeJa/ZluXEP9zj69euPajoHUl1CwitEieCZ543/5a7RsJ9FIP86oVYub66u1RbiYuqfdXAAH4Cq9ABRRRQAUUUUAeeeLRs8ZRN/etv6GsSFCGUtwCu7PtW94mXzvHUEeTxAAcfjVT+zmDCFjhVyEYkZIrag1zW6nPXWlzqL7nQ9FHpCcfnWXJemODyojtcK25iOvtWlqf7vRNHH92Nh196x2WOT76A9+tezf3bJng0tHzNDLC6ngt2RwGLKQAOwq1/dqJUiTlUAP1pS5yMj8qunFxWoVWpy91WJHGdo/2hWjPGYLpImIPyBj+NYtxKPKjUEZMq9/erUs5+3RKWPmOGCsfbtXJialnoe9lDdOk20aXHQmk2Rk5qg/nA/fJOQKiu5pIAoEjbuvWuWNbmdkj0pYxRV2jVSFZX2Rje/ovWnTKtkV+0ZhLDK7uM1k6Bqd3p2u21xbuN8kgjbcNwIY88Vo/ES8uLzxNPaSEGGywsQVQMA8nPrTqVHB2sKGO5lsJJeWsI/eTovHc10Wk2x1OaBZ/wDV2keVwMZBORXlMxXJ3gtg5610sXxQ1GFUC6ZZnYoQNyCQPWsnWbWwpYtyTR6mdHh86WRrdHaQks2eua4fxzpsVidPFvbiPzN2QpzkAVE3xam/sZXFrCdT8za0W07Anrn1qWfxBYeMr6CMF1a1i3jb8u5j94fQVzylyq5xVKiguZmt4fTy47aVQMkZ5HXArIm/05hcthpGmw5/GrUd89s8ccP7uOPhQeTipreXw7a26uZrlkeTPzD+L6VEZqRnQxVOt8JhfEiQRTw269XIY59AK43TrwWd4srpvXBU89M10vj68tdQv4riJ3BC4VSvWuQ7c963jsVJ63R0Zuold03AlU35z1FSQzRSSqAwwVzmuY5Bzk1oadu8qQjPWk4pIuM7m6YwXGxh1xk1cttOZZWLOrKT1XuayIRcSSxwozfMwAXtUxW5W1lfe+1Jdh56GpLbO50iYC0NuXDNFjj2NYImUeI/uhy05Cg+3Wsfw3qwsNbm+1TbYZFwxc9MdK37Sy0sapPfw6nFLNM25Vb+Ad8U+WwlK5v+JYF/sk3KKxkVQoKnGM965TUlmutKsNu0OeDkgD8K7e4vNPubNrV7mL94mMA5rh9SmtjJaRW8wk8hjkBuaRRBptv+/jU4zu7812N9YttyGA4xwtcwl26nKRKec5Y81Y1DxHcRxtdeWTHHHzESeT65pWAo3kHkSEYIJHGOOaqr4mk0+OXTRcTQ5hY71c5dz0rP8Pahc3+ubbqZpIyjMFY5Apvhjw3d+LvE32ZS3kRuWuJj/AgPTPqafNyasn2jjse2+BvE9xqnha0aWxlQQoIhNLJkzEdWFdL/AGidpPk8Dk/NVZLWy0rTQimO3s7ZOp4CqK808S+Mn1hlh0iSWPThyZUwGlP9BXKqlSb0JjXqOR0Ou/Fmy0G+W1l0mebcu4OrjFZ6/HPTCD/xI7rj/poK8t8QfaJRFNMXIU7QWOc1iL3HrXXCL5dTV15pnt4+OelFctol4MHH31rC8X/Fe08ReGbjTrKxu7SaR1/es4xgHJHFeYCNiNoxknuacIXDFDgZHUDNVYXtpmvLq8+seJ7Gaa4mlRJY1TzGzt5GcV7xc4yV/vcgV84W0v2a7huMZMbhtvrg16BcfE77QwI00qQMA+Z2rqozUdzw8yo1K7Tid/qNg2qaK1opVWYDG7pwa5Q/D+4MzzPcwNKxGWIPSs1PiFCwG3SCOc8TkVM3xEiUFjpDYH/Tc1r7eCZx08Liox91HYaLo7aSky/u9rY2iMcAVwnj5t8do2MZkc4NWG+IsLKANJcev7881zWu+IRrflRra+QsJJHzZzntSq14Sg0XhsDXjiY1JLQxs8daODwO3ajLZ7U4Eg8Bc15h9KDruRBnb8vU1EyjHPapjuC7mOQelRHofpQBueEwf7ftTwf3Unb2r1H4f/8AJJ5/+wk/865H4U+G4PEWtTNcXTWwtINwwOG3HHOele06Z4J0/SfDTaHYXoWNpzOXZgxyetAHGv1qxo91cWGqR3VugbYcPnptPWuoPgYgZF4rkdMrgUn/AAiN4o+SeAj2yKBm3H4k06fZGHcSOQACvQ159ef8ftx/11b+ddVb+GL+G7hkZ4SqOGODXL36/wCn3Rzj962efek2hpdii3SuO8aSvH9g2YyWbORXUX19bWK5llBb+6vJrzzxDqz6leRO5RIIzhFDDI9zRFpsKsJKNzGvHMtuS4UkMBkLg1Jo+FuLcDJ/fCqdzLGIWIkBO7OM10vhrTHBt7uZQUYhk5q72Oblco2OlltEWCYSKHP2kuB2HFdH4ZhA0zcw6McCqMykpIFjHzPuHPtWzokckdoY5I9uDkHPUGok7u5dGHIrGgPvdvyqTaMZIFAXnNOC4FQdIgij2jManByMjofWlx82BS5zxSAc9aAHY49KUZxSr0JIoHTJoEIOc0tHahenIoAacdMYJ71h3PNwwP8AfFbp5NYM/wDx8v8A79MDQjjHp0pTCskZV1V0PBVhkflUqD5OnNO42kUDOW1PwD4c1ElpNPWGRv44DsNc7N8ILdsmx1m4h9FlXIH5V6QRlfrT06gUbjTcdUeO33w01+yUvHq9tKo6ZBBrGbw14hU4N1bfXd/9avb9UAa2I75riLldshFLkj2NfrNdbTf3nDr4W1hz+81CJQeu3JqePwUhObnUZpPUIMA11VFCilsjOVapL4pMyrXw3pNoQUtRIw/ikO6tQAKu1QFUdABilopmYUUUUAFKv3hSUq/eFACyfeptOk++abQAV6H8J/8Aj91T/rnH/M155Xofwn/4/dU/65x/zNNCexT+K/8AyNGmf9eUn/oa1w/au4+K/wDyNGmf9eUn/oa1w9D3BC9qKB0opDCiijNADk+9SEfNQGApCec0AFFJmigBaKSigBeKKSigAzS5ptL2oAki5ariDmqkH3iauKTnpQFiVTXU6L/x5EH+9XMRrk4xzXTaOP8ARiOeDQM1R0zQOtB6cg0gGcAA+9AHkWsIbD4xzjGFvIAR75H/ANaugrJ+KMDad4k0HXFBC7vJkP0P+BNa5IJyOh5FWtiHuJRRRQIK1dGmSCPUJDGzOLY7WV9pXntWVR+NAG/c6eb6R2jR5JkjtwFQ/wAJ+8cf1pRplu0y2xLmNbqVAoIy20cLn1NYAdlPDsDjGQTUj3cslvFAz/u4iSoAwcnuT3NAG9DpFrJNGGsrlJZYtwtmdsRtnHzMBkAj1FV9L06NpZpJLZ7h4blI/Kik+6M8tnuBisbzZAS3myZPU7zk1MbW5iQSAMFaPzCUb+HOMn8aPMDc1DTrEWt1duZ3neSQho0JVCGwAccD8aqx2Fi9lEpSRbh7Q3Bm8z5QQ2MbfTFYwdgCodgp6jccGnRpJLuEYZtqlmx2UdfwoA6G70WxW4+z263Jl8tyuVIEpAyCpPX6Cm/2fDb6fcQPZO85jgdiX+aPdnJ+grnvMbj94/y9PmPH0o3tyd7c9TuPNAG9/Z9k11eLb2U8/wBmZY1hWY7nyeX6dvQU86Vp0ciwFZZHlllRZBJgIFGRx3OeKwpI5bbynZiplQOpVuSpoWGVreSdf9XGQGO7oTQBuvpOmxQ2eVvJWk2F3ijYq4I5APTI9qy9WtBZXvliIRKyBlUOW4PrnkH2qkJHAAWRwB0AYjFBJY5ZixPcnJoASiiigAoHXFFIziNGkY4CKWP0FAHnl/J9q8e3j9oE2fTitSKVFdA8Rkj5ZwoG5R689aj8D6dBrd5q2pXjKFeTCFn255rU1bw1GcTWkzAp0KtkVyyrqNawOOgj3+kldrpcujRsiiQD5cjj6GuWWNVsWjckyMdqtmtWWT999m6TKnzKU7fWqkiNJLCpHQ4r0aEnKaszmrqMKbaHW8Dx2wZ23DOADUwYbSSvA5qS6OxY4h2GTVO7k8qzkIOMjA/GvcbUYngxvUkZaSm91SM4wPOUAD61u+ILVraS1dchgzEH8ax9Pt2t9RtXK5R5l2ejEGut8RyNcC132jwMGYbSQcnNeRrK9z67DQXs7EJUHLEcKQze3FYV1cefdO3QHkewrpGJKXpKbCF5U9uK4bc+4/MTle9FFKMmcOKXvWRs6X8+s2KAHInQnH1rY8eIq+MdUYjuvb2rmdGMp8R6dscrmePPPX5q6L4lSNF42u4x92QjIPsKzr3ciqVlE4+4P3qz9jdhV+47/WoFG51XOMkDPpWcdhydmQeW3pWnoO+HU0nVsNENwwevtXUW3hLT2KgzvM23JG7AJ9KSS0WB/JFhHbMvG4ck/jWMqsXdGM6sFH3mbDOl1CLuIg7uGUfwn0qlq4gh0QSlSJknVePQ96taeIrSLaSqo5+bJxz61FqNv+7aNhkfeHoa5oO0jw1P6vW547MwNRj+32kaqyoyH7zVjLpF6zHZCXHqDwa33Qn+EgduOKqSXEMcpR5SGHbBrpjOXQ9CnipN6Iz/AOxNR/598fVhWpoOkTNqUNnfSCztJXxJc/eEYx1xUaXUGc73P0U1dtr+yVgWkYf8ANN1HYp4mpHWMTso/BWiW8i3Nv4pe5ki+dI1tm+fHbNRP4d0Y2Ey/wDCQfLK/nSMIT+6kA4j98+tXdI8ZeHLewWBrthKIWjwYjyTWWut6SLV1+1clwPudDUKcrXsVLGVFG6icJJpl1c3EphglIzx8hJq7pOgXT3zLJmPELnLqRnivRfDPifQdPvpmub5VDKADsPNX9e17SNYuETTrtJmETFgq4xxW8as2tUKhWlNc0lZnnUOlro+u2e+5Vla1B54xWTBtXVLqR9pRpcDBrqtdiWa+tQAGbyFwCO1czNBEC3yLnOOlL2muqHLFcsrWOl/sRhGJBcIiEA7mPAqOXSJbiwuFju4ZU2Nna2axJLaN7AeY8h5GF8w4/KtPR7fw/ZWJ8+XUhcTEq62rYXb71m6iRqsbDqc34TikfXo4olLSOhVQPWvefD+i6d4G8NSG4lSPrNd3DcFmPOPf2Fcz4F07wvZT32rWMN6j2kXzNckNgHuvvXn3jLxpqHiu7aOQ+Rp8LnyrdTwf9pvU1Er1pcq2KU1NXRc8bfEC48VSfZLVWttLjPypnmY/wB5v8Ko6ErzWKqjRlgxAUsM/lXNfSpbO5e0u47mMKZIzlc9K6lTUY8qKi7O50uuWF5/ZjvJAQsZDEhQK5PNbF74o1G9tpLaV18uThgq1j9qa0Kk+YUcHPepYJ3SdWLEjPQ8ioD1pykZ+lNghzDDH61JGC1Rk7uang4PStqauc1R22LMK7e3buKV8eVnAPuDT02llyxGO4OMVNDaxybh5rH8RXPiZKMjpw8nKJR59KjQfvGPtUsymGVlB3bTUaeuM564rFSTRuLyDwKc+cAjn1Apv1Bx9KdkYI3YHYU73AVz+4Qn1xULEdPWpic2qgDcQ31qBgDyelAHonwtB8vXB0zbx/8AoVdrlw2UZgR0wa4f4Wk7tbUgbfs8eMf71d+FyTigaMyXUNSj1lUF5cCMoML5hxXR2l7dYH+kS/8AfVcrrEf2nVIbf7Q6RhBxG3euk05Z4IlVZVZcf8tEzXnVpyUvdPosPFewXupmp9svOq3Uo9s1ia1G0tvIxwTgknGK2vMuNv34R/2zrndbsmuA889xJ8q8Knyrmo55y3KpQhe7icRf7pYP3jZGOmOtcvc2ERuSBEqnAOKuS+JNUs28u5sIl+Y7TLGRuGazL3U59YvoGkjSLA2fuuMiuyjFx1PKxleFR8sUSx6XDJJ/qwce1d5Y26w2FuEHRQK4+LSY1Bbz593s1TrYnZgXl0oHYPWzOHY7v5sniuh08H7MpI/hFeSpZuXP+nXfT/npXd+A4nitLwNcSzfOAPMbOKAerOsHHWl3GlYZ9/pSD+VIsMZpduKFxQcEj0FAg3bVPvSg5FIR+tHfigB3NHelpOlACDBNYlzgXD/79bWcHisa7/4+WOP46ANNHyo+lBxUcX3AKkxk0DDHelBxk0rfdxmmnpQBV1DmD6tXHagmx812Gpf8ey467q5fVE4JxQJmTRSUUCsLRSZozQAtFGaM0AFKv3hSUq/eoAWT79Npz/eptABXofwn/wCP3VP+ucf8zXnleh/Cf/j91T/rnH/M00J7FP4r/wDI0aZ/15Sf+hrXEV2/xY/5GjTP+vKT/wBDWuHoe4IKOaKKQwooooAKKKKACiiigAooooGgooooAKKKKAsS2/3j9KvQDMq/WqVv981q6cm65QEdTQBBco6tlSQR6U6C9v4VKRXDqDWpc2mXPHeoRbD0oAqm91Fxzdy/nUZuL7/n7m/76rSW3U8cVG9uF44oA5DxhaXGp+HZ1aV5HgPmoGOenX9KteGdRGp+H7W4JzIq+XJ9RxWzNEuxlYZBBBHtXC+G5W0HxNdaJMcQXJ3wE+vaqRMjt6KKKZIUUU+KGWeQRwxtI56KgyTQBftb9LfTPIzy9wGlULy0eOma15tXtn1FJI5rFIgrKrhZNyqe3Tgjt2rnDZ3KxtI1vKERtrMV4B9DSyWV3E8aSW0qvIcIpQ5b6UAbUVzpnnq73h2wXEr5liy0qsOOgx1qO21OOODyUu/ILWflFipIDbs46elZf9n3pleIWkxkjGXXYcqPelisJpp4IowWMq7vlUnaPegDfk1TTfItEMySCKeJ13IxZVA+bdkY/AVBBrYYqz3SxTsk0bS+XwoJGzOB061jCwu3eURW08gjYhiIzxj19KLKxuL+4WKCJ2BYBmVSQme5o3DY3JNWtSlmIGslWMqcSo5ZGA5JwMYJ9KrG7sxr3nm6aRDEQJnXIjkxwQMZIB9qypbSeNZJPKcwo5Tzdvykg461YutLmtLO3ncSEzJ5hXyzhF7HdR5h5G3HrNospZriCW5EEaefKjBGIJ3DAGeeKx7a6tliuElbyxJcI+Ix0UHnFVFsrt1dltZmEYy5CH5eM8/hUkOnzT3MUKAsZEDkohbav0o6h0NDX721vIrbyZI5JUZ9zIG+7/Dkt1NYlWFsbpxI0dtM6RkhmEZ4x6+lV6ACiiigArC8X6j/AGf4dn2n97P+6jA9+tbteb+LtQfVvEKWVvuaGy67RnLdzQBd1/Qn8OaVpFhLnz5LcXEnbaW528VR0bUbmy1CFY5GMTuFePOQc1Uuby6vSDdXMkxXhTI2SKXTsf2laj/psv8AOsZw9x3Gmrnok+mtHqa3SJC5VCjLK20FT7+1c8ojN6dowgkOOciug+IC+XYQMvB83t9K5OzIkZQ2Rn0rfKnJwU7bHHi4ppxbHXEnmXDsPXis3VGPkRr6tzWhKI452RFY4ByCOc1Vu4GuBGQpG3GSa9yXNOGh5UIezqIsRR/Po5Pe4IP/AH0K7DxLCPPtcj/ls38xXNKY3bSNp+YXOSvcfMK67xMU8+1O9cec3OfeuNK0mfWYa3IjJvxtuNTA6c/yrz4H5j9K9BvyDPqjDBHP8q89Gc7sdeK54zUWzgxEG5Oxe0Q/8VJpv/XxH/6FXQ/FD/kep+uc/wBKytHtY4NXtLqWXCRzIzYHQA5rX8Za1Z6n4nvHsGM6SONrKvJOOgqKk1IVOLSszjbkFR8wxzUMR/fR4GfmHFdk+mWWlXlo+pWb6razwgzxxEq0DE4AB9frWj4t8OWej3VnLa2b21teQCWO3mGJIiOCGrNysgnG42O2ul8ubyGCHBJz0pzussp3AEZ4HpVEXNzDNHCWdI36qc8094x5uEZlJPauNrU+exMIq9nYvpYWlww8yHd9TWlPbobTHzfuxwD1xWMbW5lXal/InHZa1LO3lt9IeOWZpWGSXNY1NDzpbfHfyOk0Lwfp2s25W5aYBcEbTTdb8GaRpAj8iN3LnBLnmmaFp/iK5RhpWrJb45IZadq9n4ntxGmo6hb3BzwQnNPmahoz16baw90Z6eH7PYzr5i7SOAfWtOy8J2dzp8ty0z7ozgAqCKowxaksL5njKjGcLWpZSa0ljMIY1eHcN3SsFOV9zGlUlJ2kRXemQ2E5t0hs5AExue3GeazBpcW1vkt8H0hFbd5ekTf6dpdy0+3ko4A9qyxczbWBsJM9jvFZuc11HVk09ysmkxoSyiDn1gWozpUYl8xX2OQVzHGFyD1q5EzMzefbzbe2yUA1S1CC8kcfYZ5oh/01kB/pWkalT+Yz55ct1Ihk0e3edJpmlZ0XarFsED0psWh6ebpUMGVY5OT1qq1hrZOTqecdVxTY9EuLi5jEmoyoQedpJzWqlJ7yMpO71qF6606yt5mVLeJVA4J6VjssbSBEMaFjxzgVaudCVHaOS7mdRzgnrWe9nAvyqmcHAyetaQ9RS5b2vc67RLZdL8Ka/dzXMEu+DLRwtuKAeteKuwZ2YfdYkivXdLsZ7TwR4pkltniiltvkZhjd9K8qtbmKGy2PbJIzchm7V2YZXbPcw2lJFfFA61NcQeWqSD5Q4yV9P/rVHCoeREY7Qxxu9K6rNOxu7MjY8ke9B6Cry2Je7S3ZghkOAx6A1pXvhO7s7Uy+fFKwYDYvFRLR6lpXRgHtTsdaVoZN2MZIOD7UEMv3hijQJJoFHFTRsU3YqJelOXODXRGyRztXJvtGWyKcsoYkjjHpVTvU1uM7vrWVazRrRunYmJyeTyabGxVunSlwM0wck1y2R1lh5t8e3bjmoqYBj+L86d83saEktgDikIGw4yMelGT3U0hYbWycUwPQfhXFg6w+c77ZDjH+1XoDwyHZ5cuzDBj8uSfb6VwvwqGTqo/6dF/9Cr0WMcZ70mUiZrhZG3nS9PLf3tpBqnCt3Cm0eQRk45PFWcelPVKydOO5vCtOOzHwXbLGEmsIpWH8QkIzWZq7RTusUVqbfeMEmTd+VaYGBWbe/wDH9D+H86Xsogq873uZWpeDv7WkWS9uRMyjCkjAArK/4VnAZN8M4RhyK9EA46UnRulaLRWRk9TzmbwJqcQxHqMR/wB5azp/C+vQn5ZrR8e2K9PuOKyrjrxQKx5s2neILc/8etu/uHrsvAn21bS9F5brEwdcYOc0lyOTWn4aPyXWc9RQM3R0pOtGQRiq97cPbWrSR43BgOaALHU4FGKyRq8+MlI/ypv9rXAbPlRnP1oA2M44oAwcEVkf2tKCCYEP/Aqeur4HMHP+9QBqEkjrSgHbVK2v1upfL8sqSM5Jq7nApAIc7qx7g5upD6NWsCSeayLj/j7k/wB+mBpoBtWlwBTYuI+eafnigY2jPtQTSH5iPSgCrqP+oH+9XPamMwufSuhv/wDj3X2asK/XNlIe+KBHO0UUUAFFFFAgooooAKKKKACiiigEFeifCf8A4/dU/wCucf8AM153Xonwn/4/tU/65x/zNNCZT+LH/I0aZ/15Sf8Aoa1w9dz8VUZ/FOmBRn/QpP8A0Na4ryJP7poe4IjoqX7NIex/KnfZJfQ/lSGQUVZFjLThp8hPWgCpTcn+6avDTpPWnDTmP8VAFDnuKWtAab6tSjTR/eoCxnUVonTh/eqNtPYdGoApUVZa0kWoTGwPINADQCen86XYR6fnTdvtRQBPbjLmtXTnEVyrNyoPIrKtvvNWjbnDUDRs3Fzk5ETfWqZumP8Ayyx+NWUcFBzzWjp8aGJyyKfm6kUAYfnSE/LFn8ab/pMh+WM/lXV7VUcIB+FKvHpz7UAcg9petkCNuf8AZrlvF/hjUJ9Pj1G1gcXVj+8DBeSvU/lXrZbjPpSE568g9Qe9MLHmWgavHrekx3akCT7sqj+Fq065jxJpUvgHxKNTs0ZtEvnxKg6Rse39RXSQzR3EKTQuHicblYHgiqMx9WrC7+xXJmw2TG6DacEEjGaq0UAbEetBdIisz5itGpVgqqVlUnJyTyPwq3J4iti0ASCby45GYghVKqy7cLjuPU1zlFAGml3YrZz2ZN75TSCRJAV3kgYw3PSnR6nAYBbypOsZtxCzxEbgQ2cj2rKooA3H18GeJkSZUjuVlI38sqqFGfU1DYapb2ybZknG25FwhhYAn/Zb2rJooA2rnXBcaYbZfMibaUKqilGBbPJ65qFNTgaMQzxzGJrUW7FGGQQc5Gay6KANyTWLOU3IkiuHhkA2QHGAQoUMW6g8dqhXVLd4jBMtwkbQpGXhYbwVOfyNZNFAG43iANcwyBJVSO4aUqG+8CoUZ9+Kxn8v5fL38j5t2Ovt7UyigAooqK6uYbK1kubhxHDGMsxoAzPE2tDRNIeVSDcy/JCvqfX8K0PC3wflOl2uqXmq3drqFyvmyLCB8oPIGfWvN5nuPFeqPfzMY7aM7YExnAFbMF34m0+HbZ69fpCD9wZIH51lXo15w/dSSJ9pGLsz0i5+Dmk3E0k7314ZJTkkAAA/Suf1X4Sy6LJHf6ddS3UMLB3jYfOMGuVPiPxWQ2zXb9iOuO1en/DHW9S1HRb1dVuZLh4ZgEaQYbaR0NediKWOw1P2k5XRUJU5ysjkfHNwJ9Og/wCuoP6Vzun/AH19jWr4kmSa6mh2AqtwwUHtTLDS1k2NHLsbHORkGvpMkg1h+Z9Tysxl7/KU4sNrkuRVrUf+PJsdMiq0qmy1ybzv4R1H0pbm8hnt3jDYJ6ZFesnpY4rNszrLfHFdyKfmDLtPcHNdlqsEYGnx4AXaznPOa5W0i86C8jXOQgfA6nacmtJbp7tUea4+YLhfpXk4huLPo8PUtSVi1M0DGQSTovmDay5A4rir2KOC+lihOYlYBDnNdLc6KmsTFkdxcAdVXIYCqf8AwhOum3+0LaF4sbgw9K5OWTKUJS1REPlVWHYc1f8ADciW2oSOugTajcCQSR3ETkFPbFVHspoIl89sMRjhqsaXquoaJcedp9y8Td8dD9RSaa3E4tbm218buK/g0vQtQgu2U+c5YuFOckMuOuah8T6l9sXTIDe3F3NaWwEs84+feeSv4dKlufHev3UEkP2hIRL/AKxoYwrN9TXOM2SSSSSckk8mkS9VYtve3V7NGsjAk8BiOam8q6RwoKSY7nis1H2OHyMg5AJq6NVOQXjQkejVg6bvdHkYrD1pX5VctGTVVOIbaJh7tWvayXD6PIbuMRzZxtXpisaHWo8/NAxH+y2a3be6S70iSWNWCnIOR0xXNVjLsePVo1Yr3oWNjRNf1nTS5s/D735OBtSTacetRa14n1y8lja58KXFvg9PNBq14d8W6RpM5+2XLRbl2ghSeafr/i3RL65je3vwyjqSpp6+ztY9SlF/V/hMka5cJC6Not2AxHIxxWroXiUTMNOk066gWZ/muHX5I/rVNPEGli3lDX8Yywxn0rQ07xZoMenzRSatbhmYYBNYxi7/AAlUY6/AaupxadPeNI2t2acdDmqf2PS8c6/afgprM1XxLoU14zRajbMuByBVD/hINGz/AMf8FQ4q/wAJFSPvfAWdbvbfTDCtlL/aXmA7jChHl46ZzWOdcvMZGlzn0yKvHxJoy/8AMQiH0ph8Q6bIuY7rf/ugmmo/3DGVNv8A5dlH+1dUkOF0sge9LFc61JOvk2cSSe5qWTX7Hnazk98LS2Orwy34EcchYLuyR1raMJfymSpVXLSmULiPXpDIZ5YYpP4itZzWdwcNLclivII4rd1nURbWxuDDuzIq7ScdTisXxGNQtli/s6Avuz5jY6VtTpz6m/1OvJ6JI3dIklk8G+K1kmlkCWoC72JA+leSxf6hfpXTnxZ4nh0u50wxILS5TZIohGSPqO9Ydtpd9cLsgtZGI46Yrrox5HqelSpShDlZdv2iXS7cdG8oD8c1m2kcl1cLHGDgHLN2A967OLw3azW0H27zHkVACoOAKuRaPp8MHkiBvLByQGIJ/GumVRN3ZqqbsckA11rNtHECNr9a7hm8/cw/1S5wCPvH1+lVhZ26HZa26QgD5pAPmIPbNLcLPDayOlz91DgFBWM5czubQjyqxwzf62T/AHjRim/MSWyCScnind+azK6FVuGb60m44I7Glc/O31ptdK2OV2uN24zgmrFukrA+Wu7uai6GpRdtFJ5ij7wwQRTSXUE2th+LrPEIPuKQR3Iz+4JzQmoyouAwx7injVJPVfyp+zplc8hFinVGH2XczdGPVfpSeXc5AKYz60v9pS/3x/3zTX1GVxyRx7UclIOeQsxe3j3Sr3xxQGV4iw6EVXnupJE+Y5OfSpoW3WvT5tx/KsakYp6GsJN7npPwo/1+qD1sx/6FXo65wK83+FH/AB9al/15j/0KvSkHyg1jI2Q9RjrT+lJjjNL1FSMMVmagcXcR7j/GtMHGKzNQANxFn/PNAzZjbKDNB5PFNUjaB7U8ZFICtP8AdrLn6mtWYEnFZdyMZpgY9x1rQ8NfduvqKoT1oeGyMXQ9xQBuEcZ/Kqepc6e3++Kuc/8A1qp6ocae2OPmFAGXHaSywiRQoUnqTinPZTxrvK7kHUqc1MIJLrS4ViXcwckjNPs4ZrPdJOCsSocgnrQBn7C7AKMse3rUslrPEC7QsF9fSnQXAgLsqZZl+U/3KdYtKbtVDFg339x4xQA7TCDegjsK2x3rEsdq6i4TlctitlDjg80AGPmB96x7kf6TKP8AbraPBHpmsa6P+lSc/wAVAGjEPlx7UucHmmx/dUj0p2QTQMMetOIz04pq/ep7e4/GkBR1H/j0H+8Kxb05spj/ALNbepHNr7bqwr3/AI8Zh/s0wZzg6UUdhRQSFFFFABRRRQAUUUUAFFFFAwr0T4T/APH7qn/XOP8Ama87r0T4T/8AH9qn/XOP+ZpoljviKAfFdhkf8uD/APoxa5nArp/iJ/yNlh/14P8A+jFrmMih7gtg6UZpNwq3p9k+oztGjhFRd7uR0FIZVwKAOa0ZNK23KIlwJInQyLKq9QOvHrT/AOxvld0uXbYqtgR9moGZeMHvRWlNpEkVvJKrO5RVcgx4BB9D61IdBlDRxvIRJKMxjZweO/pQBk0VZ/s69ztMDZFKumXmeY8fU0AVetGOc1fGk3WOqD6ml/si57vHQIzzg9hTTGjDkCtVdGlJ5lQfhUi6GD96fp6CgLGEbSNu2KhbT0J4NdMNDjzzcPj0xT/7Dtx/y1kNA7HJ/Y2j5Ug05S0ZG4flXWDSLRRg72P1p39k2eOYST7mgDmkugB1rptM+a2Y56mmjSbEEZt14q5FGkI2RoEU9hQMdzmjOO1KRk9aQsQMUAGenFKBkUnUZpw5FAFXUdOtdWsJbG9iEtvKu1lPb3HvXj80N78OtZ+wXpefRLhswXGPuf8A1/UV7K1zbxEiWeNGHUM3IrN1Z9C1axlsNQkhmgkGCpPIPqPQ0XsS1c5iOSOaJZYnV43GVZTkEU+uMuoNQ8BXjG2kOpaDI2QR1j+vof0NdRpup2erWouLKUSL3X+JfYirILdFFFABRRRQAUUUUAFFFFABRRRQAUUVQ1XWLLRrYz3koXj5Yx95j7CgC3PPDa27z3EixxIMs7HgV5/c6vH4q163hufPi0OOT5xGPmk9/qf0rQj0vWvGytf3aGz0WD51jzgyD29frXR+HtOsIJbrTlCpCmCvmAZwfetYUubc2p0uZ6nRWPiPw7YwJDZ+GEVYhtUMq9O3PrVifxqZ4mji0OBVPY4/oKyoBZW1mDLcQKyMV5xnApTq+kImZL2Fcdy1R/Z1C93d/M6/ZwRmX9rPqtx5qWkVuO6xDAJrFvLjUdInNrBqTWeR5jkN970FdHN4r0OIhRP5nuueazLlvDev3n2jyLiSQLjGdoOK7fZxlT9m1oZulTT5kULbS21CwGqGfeWYhx1/Gti30nUogDGibSON1ZP/AAkCaUt1p1ppztAOBjkKMVah8Va/JbRLDaWSKEAVnfnHvWkJunHljsRUw1Co7yRdu/Dl7qUYjuDGqhxJlODnGPyqJfA44PmD86hOu+JduTc6fGPTOary+IddxzrVmn+4maXtZdxxw9COyNeHwaYJBJHMUcdwKkXwbHgbpT+Vc+NT1idhv8QPz0CxdfpQ91coPn1+73egjAqZSb3NFCnFWSOoj0BtJxdwXEqAEK4UdQeKTWbw28HkXOp3jLjHl25HH1rip9SOPLk1u/2k9WYbfypkWvJZTRzW6yzSISzPMeXPbPtUcyW5XPGJcdI7YsxTfu5SWbjj3HrWLcXMX2hhFcqB3yvU+3tUTXcurXsk97IWJ5C54FVJYsyuAhxng1jVqKRy1ailsTbVdmf7Sxz6CoXUb8LKzAdTQIiq5AYGiMkMd5BrAwGMyIuMvuqf7OnkCRwx4ycGq7s25sPhSOi9TVsXETWgiLBW27cY5pgRRSxBf3cc6g+9WEuZUUqj3AB6jecU23tRIg2zyYHvWhbaVHO5Vrh1wM5pMTipaMoA7mQnf17mptitxkge1av9k2kZAMrsRz1roNI8MaVe2CXMzzeYWIwrYGKB2S2OGZFWYqCSMd6geFN5Pkk89RXp/wDwiWhBtxSRj7vVC/8ADuhRXDAW7YwDy5oCx50wRAf9FfjvupFA2jfaP9Q1ddcaHowziF/++zTNN0DSbq4lRopAqLkYkPXNAWRhW1vFJFnysDJxu61VRvLO1YJjhv4XwOvWu1XwxZxrshlnRc5xnNYOv+HINLhimiuJXeSTBDHgd6bEWdRtVg01po1beAOFPJrHsr+a1lZ7i2vy3RPKOMD3q493d39o1tIU2NgZAweKrLp7L0kuQAcfJMc0ug2WbjWbW7h8meDVtuQcZ7j8KY9+t9G0EdxqO0/eFxwMfWpYrVFkCSarfQ/7xyKbLJbwzbBqM13ju4+UVQkZ+LWG4kjuri4jXAKFOefel2zqu+O4l2dV+Y8ii6eSScvbzKuRghlHNW2B+xgHG7HJBFFxjBNDgbddIY9QwPFSCR9v7vX48+5OKy5DcAkeXER6hRVRonLZ8sH60gOlXxHefaBGyW8qjjepPPvUl14kUwyQiBXLqRlG4FYFvgEA4HB4qKDCuuPWkAocjqho83/YYfWq7lPNb5mzntU9sokuApLbcHigCAncxPPX0pKtyQSm2EysDlsBMVXPnKcSRgfUVqqljJ0ru40feHGRmpNhYkhOD2ppIB5VBQJUYcg/gaJVLgqSQpgcdCKFhcjO5fxFIJAeAzrTw0nRXUn3FT7RlciE8l/Vfyo8lu+KXdIPvA/hSedjqcfUUc7D2aEeBivUA1JDGT+7B5xzQJMnGM/jVq1HyzcfwVLk2ykkjvvhSQLnUh/05/8As1elx42ivNPheii/1EqME2Y/9Cr0yP7nNTItD6TvS0VA0KOmay9Qz9ri/wA960+9Zuo/8fMWP880xmuoylO/h5pIsY5pTxSAgm5FZdxyK1pR8tZdz6UwMacYJq/4c63XHpVK561e8Ofeuh9KANvnrVPU1JsD/virz9qp6pxp5P8AtCgCg6OdIt9m7Ic520lj5/2tFw7IeHDcjFQx3M0SBUkZV7AUNdXTqVMzYPXHegByQ/aLmSOHGwMfmPRRTpZ0RWgsz8vR5T1b6e1Qw3EtvuEZUBuuVzmp/t7A/wCogOfVcUAJpgAvVGMfKRW5wBWRYEtqBbgZBOB0Fa+QKADORisW+IFy7dt1bXfINRva282S8SsT60AV4JA8Y2ke9S475HFINPtu0WP90mj7Dbg4XzB/wKgYpJHNPBLLzUTWKE4Esq/8CpPsRA+W6lHvxQFyLUR/ogH+0KwLlwyPHn7wwa6KSxedNr3Tbf8AdFVX0BDys/PutAjlv7OTHDmkOmj+FzXSnQpe0y/lSHQ7jtJH+dAHMtpr54YVGbCYDgg11J0W6A4MZ+hqJtKvVHEQ/A0COXa2lH8Oaj2OOqmup/su8x/qG/OmNpl0M7rZvyoA5fB9DRXRNYNj5rdx/wABqBrBO8TL+FAGJRWu2moegYfhUDad6MaB2M+vRPhP/wAf2qf9c4/5muHbT5B0IrvPhXA8N7qe8dUTH5mmhM0PF1vFceL7USxhwNPfGe37xazf7PtlPEKcVJ8QNWGleK7J/JMvmWDqADjH7xa5s+MJccWS/i1DBbHSLDCF4hj/AO+RU8Di1cPEiK2MH5eCK48+LrnotpF+JNRP4s1BvupCv4ZpDO4e6kkbzCEBAKgBcAA1H9pcAqyowYAEFfTpXDjxJqzhlR06ZwEqo3iTUCMi8x64Wmk2K6PRftE0isCflYBSAOMCnG8nyAdpIHykryPpXnMetXEyE3OpSRAdOduajfULLGZdSlb/ALaMawnWUHawcyPQCreufqagmvLa1/19xFH/ALzgVwA1nS48KLqeRjwMBmqJ73SWcu9m8jdyyf40RqTltFjXM9kd/wD2vpp/5iFt/wB/RS/2rpp6X9ufpIK85bUtLB/d6OWI/wBgCohqbZPk6LGM+orVRrP7I1GfY9K/trS1P/H9CcejZpBr2mbtovFJ9ApNedC51qT/AI99NhjHtHmnpB4nkPy/u8+iAVoqNZ7orkkegtr+nJ1lkP0Q1XfxRYDhUuG9wlcjDoniIuJJLrH+84/lSnTvE5kkjFzDtzjccdKp4er0K9jI6WTxlp0H+tjmUE4BYYzVWb4gWSACG0mmyccHpWCfDGp3GDdXsZI9eali8H7TmW+PPJ2DFaRw7+0xqjJmzN4zIXEdmu4/3m6VB/wml3wRaRY+tVpvDduls3k3Mhnx8pYcVXj8MzttM1+ox/dWn9XV9x+wkXn8ZagcqsECnr0OahbxXqp+9LGn/ABSJ4VtA25rud2PtVlPC9j/ABRzSfU0ewj1Y/q7KbeKb8Kc3qA+gAqFvE9+4wdQc4PYVuJ4ctBjbp/51ci0IJ9yyiX/AIDVKlBDWH7nFSXZuJWeTzZXbvjrUiefjMdnM590wK7xdGuAOIkT3C1J/Zsi/fnCf8CAFNQp9ilQicI66vNC0cVmyo4wwZc5H41z7eA9YtZjeaPKba4HOwvgN7V6tJFYw8y6nAP+2oNVJtU8PWq5m1SIn0ByafLG1kgdGmeb23jGaxnFn4isZLSccGUL8re+P8K6i2ure9iElrPHMh5BRs1d1DxB4KvLdoL90uoz/CY8/ke1edaxZ+FoZDP4c1HULObOQrcr+fWsXSfQ5p0eXZ3O+orzS38Y69ZYWbyryMd2HJ/GtaD4i23AutOmjPcocis2mjKzO1ormk8eaE4+aSZPZo6l/wCE28P4z9sb6eWaQjoKK5iTx7oUY+WSeQ/7MdU5fH4kGLLSZ5GP3S5wDQB2dQXd7a2ERku7iOFR/ebn8q57RrXxz4zvzY6fHDYrt3O7cbB7muys/wBnjziJtY8RSXE3VtiZH5k0DscBf+N57ovb6DZySt089lzj6Csa20vU2uGv9Qs5LubBOZ/ur+FfQOnfCfR9NjMbarOygYCoFQD8q8j8c6Rf6Lq8tpJcSmJFBA35DDsa0i4LcuPItzNuNUub63tLfUDcQ+THst1j+UFfU+tQraKkrM166wjGCCck+9UHvprqZLiWINKqhVbdjA9MU3zN2cw9Tz89aqskX7VGhGmnRoPOaWaQkkkvVgPpIXKWqs3+09Yu1M826H/tpS7Isc2yf9/KPbsPbeRtLqaxcR2tttHfaCaa+r3E+1oIxHt5BUAZrIjSINta2QnrzJVgLAcAWsX/AH+qXXkS60mizHNqRZQFl8uR90wABz9K0XjtEXcI78d/9WDWVsgj58qNT/13NM85Q2V2gj/puazc5MhzkzRNtH5QuEe7ALYwYcn649K2I9HuNZP2a2aKIwwiVnZOTXKmf5SEbDdeJ2r0XwBdR3VxfylSirbBBu6E/WlzMV2cjq+qwqmlBXR5LVsyKvUYqlfB9WuZb0TwwiQ/cduRU5sB9qkT+yJcs5OefXrViTTJRMUj0ueVQOCuQD+lLmYamE2lyA586Bj2w9C6fPu2/JnocuK300qctk6Fdn6E1KNEmeTLaFeMnZcng/WkBzi2cgkK7QXXqFYVZjs33LvQ5PTJrpU8MSSDaPDl2M+suKtnwhetCEXSJAo7GcCgDm3sX+zri3lJJ6qucU6K0to0/f2Fwx9ShrY/4QnWBxHZTIOwF3xT4/A2uusu7z4n2/u8XeQT70Ac8fIjYrFAkeR/HEa1PCPhnTNa024ubyFnkWcqCrEDFWf+EC8UnA+0Ip/2rnPNdTommDwvposZW8y9uZDIVXlV9eaAseUSulpfXMCfKiSsqg+gNTQX+xz7jFej3XwyN9aT6tYXMSMXzJDKM5J9DWE3gXV4hlrRJAP7jCgRzjXjtyrqT3zU1v4o1Cxj+yRKhVeenrWxF4Vu92HspFb3FTjwLd3Eg222SR3bFBVjCk8W6kDzgVSuPEF5PN5/ntv27duPlNdifA2rQ7SunIwU5xuBzVi5tLsA7/ClmrdMrxQI4Y6lJIikmQtj5gF6Ultq17bO5gZlZhjlM5rqWtb/AM+J4NAhhZXDHB+8PQ+1aU0Wu3KkW/h+zhA6EDmgRxn/AAkOt4wXI9CY8Uy6vtV1S0ihntnkEbbhIqHJrq/7J8SKP32nW0ins2KjOl6qvA0sKPSOUigLHLQW+oxkY06cj12GryQXuCWsLkDqTsrbfw9rl3sNvbzQ/wB/MxOav6P8PNa1HUIoJtU+y7+v70livfigLGzpfgHRNa8Hw6xJLci4eB5Dsb5cjPavNbeFpIm2+SI15cyCvouLQovD/hpNJS4zbrG0Mcr9QWB6+1eWweENe0wiC0iiaNjmSUOjM30B7VTA4Zo7THCwN7KGNPj0mGdfMRZBjlVVSd1d3/wjniB0fcbiMhTt2eV8x9PaqMuh6+g+eHWT/wBc3Q/yoA486NNO7MLS7BJ6CIgUHw5dmJtlldGT+EhTiumex1dRhofEZP6VHLb332eKN4da+Ukt8p3fn3oA43+wdVkdxFYzsy8Nhfu/WhtI1O3kEn9nuAByHI/xrobi1KI5WHWvOPQuhAJ9zUAj01ZIzcG+3AjdvXj34pAYJt5VLGWzUbufvjiqq4guvMZSqYIxuziuguI9BknkZ2u1yxOI0AH4DtUFzZeHUgVhc3rb1yQqjK+xosBsjwXqWmWWjXt+sDWl7MrIFfJIPPNUPiDZwWniNY7ZYoY/JBIY16Z4tkgtPBXhSVmPkRsrZPXG2uD8RRw+KNV+3WKSmNUCFsqCcexpgcQyEBT58IBoG0cGSP8AAVvN4euIxjyLts/7h/rVJ9HukbBgvQP91aQGY4XGBM2f92mlEUDdJJyOy1efT516w3//AHxUTweXgut6PdkoC5WCR5GGuPqFqUbQP+W7D3Sl8sbjlrpR2wtHloP+Wl3/AN80AJKqBVBhkORkYFNAuIo28kuFYcqRzTwsS9ZLr8Vph8kdZ7j8VoA9B+El002s6nC/DLZen+1Xq6D5a8p+EflvrmqmN2ZlssHcuONwr1aM/LUyKQ7HFHAoHNL+FQUJjnNZmoZ+0x/571p9qzNR/wCPuH/PemBrouBmnnmkQU7HNICCXgVmXAya1JulZtwKaAxbngmrvh371z+FVLocmrfh0/PcfhQBuHsfWmzwrPGY3ztPPFSdaByc0AZx0mHs7gn3pRpCAf61vyq+etKTmkBmf2QOcTHn1FRnSZe0in3rW3Y4xR0HWgDPs7CW2uA7spGD0q/tzzTvSlHAoAYAelZeoatLZSMqRI4B6k1rVz2rpumf1zTAni1x3X54AD7Gpl1hSOY2BFZaW5qYQEdqANNdUhIyUen/ANpW/o/NZYhwMUgiYdjQBrtf2qLuZyq5x0pRf2pU7ZlOKwb8MtkzDopB+tYn9psp/wBWDn3oA7sXtswP79fzpBcwdRMn51wyantJ/dH86VdTXcco3PagDvRNEx4lT/vqlEik/Kyn8a4JdTQdVYD0py6miluX56UAd9nIxSBu/auDTVdoP72QD605NXYE/v3x25oA7sA0m0en6VxKa3MucXLj3zUqeIrkcfac/UUAdjgHqF/KmmOMnBjX/vmuSXxFdZwZl/KpY/Et1u+Yxn3IoA6ZoIuohj/75Fb3hOKNJ7opGqsVXOB161wK+J5sYMUR/Guu8A6q2o3V8rRKmxEOQevJpoT2KHxD8N6trOv2Fxp9qJYo7V43YyquGLggYJrlP+EF8Sf9A9f+/wCn+NFFOxKYf8IN4k/6B6/9/wBP8aP+EG8Sf9A9f+/6f40UUWHcP+EF8SdtPX/wIT/Gk/4QTxH/ANA5P+/8f+NFFArmRrngDxhM0AtNJjcAHdm5jGP/AB6sU/Dfx63H9kRD/t6i/wDiqKKnkV7gXrH4Z+NtpWbTI4yx++t1H0+gNdpp3gTUEsohdaQhuFGGJnU5/WiiuiFRxVkaxqtGgnhDUIx8mlQj/ton+NS/8IzrAHFjEP8Agaf40UU/b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ZZ/3X/78t/hR9ss/wC6/wD35b/CruaM0AUvtln/AHX/AO/Lf4UfbLP+6/8A35b/AAq7mjNAFL7ZZ/3X/wC/Lf4UfbLP+6//AH5b/CruaM0AUvtln/df/vy3+FKt1Zu4QYVieA6Fc/mKuZpk0aTxNFIMqwwRQA5QuPlAFOrC8PahJdwNHK25o2K59cHFbtABRRRQAUUUUAFFFFABWHqPiixsbhrZZYJJ04dGnVNh9DnnNbleA6q8M2r3skyhnM77mI5PzGk3YD1hfFhf7lvA30ulNP8A+Emn/wCfFT9Js/0rynUtCi01oRMsLecu5So7YB/rWabe1J4Uj6HFCkmDTW57R/wktz/0DTj/AK6H/CkPiecddO/8if8A1q8ejEUf3ZZV91lYf1qRriRV3rf3i84yLhv8aOZBZnrn/CVSDrZAf9tP/rUn/CWNj/j0T/v7/wDWryOPVL8HA1e9wP8AprmrA1jU1BK6rOQOu5Ub+Yo54hZnqf8Awlrf8+if9/f/AK1PXxWD963Vf+Bk/wBK8m/t/Vg2Pt8RH+1bof6VMNf1HbzJZv8AWHH8jRzxCzPWV8SRtj5rYZ/vSMP/AGWpV1vf91rJv+3j/wCtXj6+Ib5jhrezP+6XX+ppza5J1exjOe6XJH8xRzwCzPYv7TuCPlitm+k//wBal/tG8/59Yj9JT/hXjb62kULSyWl0Aoz+7mVv0IFMn8S2cD4F1fEYB3JDlfp1zmjmi9gPZTqd4P8Alzj/AO/p/wAKlt7y8uN2LaJdvrKf8K8NPjqxhQltWuVUHb80Ui4NegfDDxDb68up+RfPc+SY87t3y5z/AHvpTA7jzL//AJ4Qf9/T/hR5l/8A88IP+/p/wqzmlzQBV8y//wCeEH/f0/4UeZf/APPCD/v6f8KtZozQBV8y/wD+eEH/AH9P+FHmX/8Azwg/7+n/AAq1mjNAFXzL/wD54Qf9/T/hR5l//wA8IP8Av6f8KtZozQBV8y//AOeEH/f0/wCFHmX/APzwg/7+n/CrWaM0AVfMv/8AnhB/39P+FHmX/wDzwg/7+n/CrWaM0AVfMv8A/nhB/wB/T/hSfbHiZVuoRFuOFcNuUn0z2NW81m6+caFet3WPcPYjkUAaQIIyKWs7RZ2uNPjduuK0aACiiigAooooAKKKKAIp5xCoO0szHCqOrGoN1+3IS2X2LMf6UsvOpW3skh/9BqyaAKha/Ha1/NqaZb4drX82/wAKNSvP7P0u8vShk+zwPNsHVtqk4/SvPI/FHiSwtvD+q3dzaalDrkMkgsYYBEYGEJlXY+fmAxtJb1zRoB6Abm+H8Nt+bf4U03l7/ctv++m/wrjdN8fy3ttpxudCuIprrTf7SlKzx+XDD03Eluh4wOvPOKqRfFCwuNJmvl0m+Hk3KW8iFkAXcm8OXJChcDqe+PWrshXO6N/ej/lnbf8AfTf4UDVbhDma3jZB18pjkfgRzUAcSRq69GAYfjTe9PlQrmzDdRTxLJG4Kt0OaK4izvZYlmjU/KszgD05orOxR2dh9yf/AK7v/OrJqtYfcn/67v8Azq0aAMvUdGtdRdZX3xXKD5LiFtsi/j3Hsaxb6z1yOLyp4LLW7YfwzIEl/wAM11RzUbY6kgfWqTE0jz/UF02xjitpNJ1WzXAmLWjkhWYDK/hiuI+I01rL4Psja3F7Mg1Egm8+8p8voPavc2JqvLDFKMSRRuM5wyA1vQq+yqKdtiHC58kQTpGWR+YpMLJhQW25z8uehpw+xrhzLIxIYhAo+Ug/Ln1B719WtZ2v/Prb/wDfpf8ACo2tLX/n1t/+/S/4V6TzJN35bfP/AIBPsz5PmmM0ryvtDOSTtXA/AV9CaT/yTXSf+vaH+YrqDaWv/Prb/wDfpf8ACqOtKF0h1UBVDJgAYA+YVz4vGKvBRStYcI2Z0mkf8g6L6Cr9UNI/5B0X0FX68w1CiiigDwD45/8AI3WP/Xn/AOzGvLq9R+Of/I3WP/Xn/wCzGvLq+pwH+7xPIxP8RhS0lKCQcjGR69K7DBBgjBI47Z71v6reaDNodnBYWTx30XErszbTnk7fXB45/Ck1nXrLUdKs7S20uG1kthtMqoMuDycf3fmycc9awa4IQnieWpVTg4t6X39bbqxvKSp3jF3ua2ieJNQ8PmY2LqPOwHDjcMD0HbPr1rPSVXuxJcL5qs+XDseQTzyOagoroWGpKcqkVaUt31I9rKyi9kbviS80S7ngfRrV4EVAknmE5O3gcdORznr61hkEdafE/lyq+FO0g4ZdwP4d62vEeuWesm2+x6bFZCFPLIVRllH3efp2rCnGeGcKEIuUdbyb2/zLk41E5t2fYwaKKK7jAO9fS3wlOPhtpn+9L/6MavmnvX0n8KDj4baX/vS/+jGry82/hL1/Q7MH8bO53e9G73qHdRurwLHok273o3VDupN4osBPu96MnGeaiDAkZ6ZryzS9Xt7FNa1K8a6uvGlrLeOtg80oLIu7y1WMfL5ezaQQOT3zSGer7qUHNeVWvjrxBdmO2s7vS73zr21tk1KK0cQgyo5dNu/lk2qc5/iwcVQuPGGv6l4amXU1tHjurEzoLWOWFkaO6SI5YPk7s7uMY6cigV9LnsmaM15TeeLb/UtUvtNufIkS01i0WIWquoRDcbMO4bO/AyVIH4iqMfjvV459W1WNbSe9NhcSTWflS7tNMDYjSTLYO/JzgKSeRkUr6XH1seyZoDciuW8L6zql9e6xYas1tJNYyQ7JreJo1dZIw+MEnkEkZzz7V0it84+tVYSdznPCf+suf+urfzNdZXJ+Ev8AWXP/AF0b+ZrrKkYUUUUAFFFFABRRRQAV4vbeG869cPqYjuILqSV4BA7KY8EnD5HU9iDXsNte2t6jPa3EUyo5jYxuG2sOCDjofavNY75brUC9pcGRImZcD+B1YhgfcH9KmSb2NKbineRyUtnCPFp08XRFsrDBkkzt4+6T2PapNc0Rf7Yi07RbmOGVoTI5nbzAgH06Z96l1fSjHqUl1gvFdEyOSowG75rk764m0LXYPEVpM7XEco81WOfNU8EH6jios72uWuW2qNaTTbuztpBdTK9yHCw+UPkmGQD7g5NWbS3n07U7KC+jxMZlm8qVAVcDqFYZGMEZz3rzvxDqLy3i3FnqckkUsrXCwfMPszbjgc8Zx3Fdx4g8T69cx/a9GhNtY21rEL1mKvly2QcnkcjHHbrT5J9xc1PsdXqckHiC0eys7GCykWdf32wDA5yOOT1rEXQJIZbmylu4nnkti8ZCnCkOuD64wTXH+GNYnuNQmsLiVsanIv71fvRTA5SRfx4I7ioNa8QX0mqW0kd46y2+RuTgFw3LAehwDj601Tle1wcoct7HolxNp+m6d/pVjHJaQxLHLcEKGLHuO59zWPqlmtvJqxtwx8uCOSCKME7d7DPX0AP51z+p6tDLayId7rfxLdPA/wByKUnGU79QePQitPw/Ot5ZXGm37PO09kYVlLkOpUFl57jqKSpNK9wdSDdrFufVLO4eTSo7ApqCANGFVBIwKHPQ4wMZzn2rOeGd4rR7e6jl+0W5uEVgUO0HAA9c/pXZ/DA6TPaX19qNlBNfRtHGZXiDPtJ8sY78nGfrXG/Fm7sl8XCz02GFVsVRWMII8lupXA+UZ4/EUeyfNa4vaRavYuGIQXccE+HEcPm3EbnI25xnI7Z9cdKztagsLS/u57djZfuoUSBmJV3bq2T0z7Vjar4idPEU19BLDc/aLQRXK87HBXDIenp2qhdXss+g24EMatFMGT5eR82QuTztAzgGh0nHqHPGS0R1qXtpoOjX6axaQ6hIknlhRGG2syAqx3cgDua7X4G6bJpM2vQSypIzpby5UEYyH9a8T1u9l1fVjdMgjRwsbTOTlh2L8np047CvbPgneNfT69cNMHwtvEq795VUVlGTgemauMbEN36HsO6jdUW6jdVkEu6jdUW6jdQBLuo3VFuo3UWAl3UbqpxahaT3MtrDd28lxD/rYUlVnT/eUHI/Gp91AEu6jdUW6mPcRRNGsksaNK22MMwBc4zgepx2FFgLG6jdUW6oRe27Xj2azxm6SMSvCG+ZUJIDEehIP5UAW91Z2vHPh+//AOuJqb7bbi9Fl58f2ox+aId3zFM43Y9M8VV1xv8AiQ3/AP1xNKwx/h3/AJBcf0rXrC0W6t7TSYGuZ44RIwjQyMF3MeijPU+1btIAooooAKKKKACiiigCrL/yErf/AK5yf+y1YNV5f+Qlb/8AXOT/ANlqwaAInAIIIBB4IPeufsPB/h7Sbtrqx0uGKUoyA7mYIrfeVFYkID3CgVX8e61eaHpWnzWdz9mNxqMVtLKLfzysbBtxCdyMZ49O9cJf+M/GkFlpDxxXBkk3uzNp5C3cYn2qSoQlGMfzEZTAOfamtWD0R6Ba+EtBsIjFb6bGsRtmtCjOzjyWOSnzE/LntVH/AIQbw0tnJaf2YPIkYNIpnlJchdoyd2SNpxgnGK5nV7zxTNaNqD6ve2ltB4h+zmO2sQTHaq5G88FnHI7YPFVx4l8ZvqmuRu0FtHbpP5MUllK5iCkCOTKx/MCOT8zdenGKpNW/r1F1/r0PSQiRxrHGoVFAVVUYAA6AUzvWV4Wv7vU/DVpd3yTrcPuDGeIRs2GIDbRjgjpwMjsK1e4qyTmIPv3H/Xd/50UQffuP+u7/AM6KyLO8sPuT/wDXd/51R8Vl18I6yYywcWU20qSDnYemKvWH3Lj/AK7v/On3d1DY2c13cv5cEEZkkfBO1QMk8VL2Gtzhp7m98L6VJIrrbPeuZLa2QCWOLZEMjc5UAsRnA6545yah1HVNS1jRNTefy47eNbEpAkR3FpPKdssT0BJGMfWu6tbyO+h86KOdVz/y2haMn3wwB/GpSD6Gr6k9DgtS8YahHeaktnskWK3uHjEsABjkjdVAIDbsHJ+9jOMjipzrOtW19MkjQ3SQ3xtBGluUaUeQZQc5ODuwvHH412TBvQ1CwPoaEgZxFj4h1q9tbZt9opuJ7aMuEVjEZN3mKVVjjGBjdg9cimR61qzX9rJJPkLb3ym2WIKt1LDIAgGeQzDsPfFds2cdOtRNVCOd0PVrm/uzE9xBdwmzjnaaGPYIpWJzEeTzjnnkd6t65/yCpP8AfT/0IVpmszXP+QVJ/vp/6EKb2BHR6R/yDovoKv1Q0j/kHRfQVfrIoKKKKAPAPjn/AMjdY/8AXn/7Ma8ur1H45/8AI3WP/Xn/AOzGvLq+pwH+7RPIxP8AEYVqaAdKXVY21kSfY0+dth6kc4xj5s9McVl0q4zycDucdK6K1P2lNwu1fqtzKEuWSdrlzVRYrqU66aXNmG/dM7ZLD16DH0qlXQaz4ettL0qyu49SiuJJl+eNFOVY/MM/3flI4PeufrHBVqdWinTbaWl3voXWhKM/eVgooorqMgrodP8A+Ed/4R26+2ib+025hVX4O3pzj5d2ffp2rBiVXlVHfYpIBbaWx+Arb8R6Db6GbYQ6jHdmVPmEYyFcfe56Dnt1rgxjpznCg5OMm7q3l59jooqSTmkmjBPWiiiu85wr6P8AhW2Phxpf1l/9GNXzgOtfRXwubHw700f7Uv8A6Ga8zNf4S9Trwfxs7bdRuqHdRurwbHokpem7qZupM0AShqp6rrljodmt3qM5hhaRYlZY2dmdvuqAoJJP0qfdXN+N9Jvdb0W2t7GLzpYb6C4aMXPkMyI2SFk/hPoRSYzpLO8i1C0iurfeYZRlN8bIf++WAI/EVP8ANxhTz04rzbWdA8S3Qm+wWoRbzTYbR1n1Ms9s8cpYnfgmQsvGfzpLrwbqbQXk4hF1NPrL3M9s180YurTJKRbuiYJ3bfbmgR6XlumD78UEsVzg4PfHWvFr3w1r73VpohjNxdnSZ3iH9oSIlkWuMxkP/wAtDGCAM9e1a58HeJx4p1DUjftO0kcogna6CxMDDsWN4wu7G7nggd+tIZ6gSVPIIPvTkb5h9a4X4eaBq/h2y1GHVPlWaZJII/tAl2fIA3QADLDOBXaK3zD61VhHKeG08QGa6NrcaWqea+0SwyE4yfRhXR+X4rPH2rRh7/ZpTj/x+s/wj964/wCujfzNdbWZRg/Z/FX/AEEtJ/8AAKT/AOOUfZ/FX/QS0j/wCk/+OVvUUAYP2XxSeuraWPYWD/8Axyj7J4p/6C+m/wDgA/8A8creooAwfsfig8HWdOX3Gnt/8co+w+J/+g5Yf+C4/wDxyt6igDzOfTvEGp6752hahbRXUcoW61NLAwxEA8oQXPnHt0wP7wrzvRdQNl4r8QpPexQrDLJcKZSVVmV8OAB03Amvo8DFfIHjaNofFOpWzsjPJdMw2HPBOf5dauFtRM9l1efGi3DR8hk3IQetec+I3abR5XUDZgODj3Geav69d6lpPhbTLJr0SESKJX24JXHTP5flXHeJtSvDZ21obp/szliYugzxzWai27mvMkrFCKxE+mXOovcxKsU8cQhP333ZJI+grW129XxTqViLNAtzIRDjiNCF6egB681T0W1sorZ9Yu5NwgfYkO3vjO739hWC915kgnIH+tZsEevOK01MtDShnWyvYpZPNHlTZbyXw4wedrevvUVzew3F3vhjdUwSA5yQM+veqqh5jHDEu52GAB6mvTdD+FEIuJbfV72KaSWJTFJYzq4gbgkupI3ADrg0XSG72sVPCfhrxH4ntVutF0uys7NiYjdyN19SpbJz16CtzVvh9rmhaRNMj28IgU7XWcs7c8DpwcZrY0TUdF0LRLy00+41a5g0xwJ7iJ1jRCzY4BY5BOelc/4m8a3OoXb/AGRLyG3u0YOszHDp9OhPHUVCY3e2pzVtZarYzSakNSOlh0MccasHaQMRkBc9M85PpSR+Ho4tC1OH+0JH1C4kjMTxoxV0BJYOScZPB5zyKoxFJIcSpgqMrIBzj+tX9K1r7LL5V2MQMcCQjofX6VnKcr6DSTIWm8Hadai0v7K7k1CMASSQXJfJA5+XG0fSoIfFPheKeO5uNFvr6eMqVLzrHG20YwVwcj8a2E0SC08Y6f4hij8+zScTXdui7yy/xFR3yO1ed6pFaQ6teRWEjSWiTOIGdSrFM8ZB6HFVF8yFL3WX59WsJrgk2MzW5k3+SZgo78ZA4r3L4Jarp+oprf8AZ+h2+lrGYQwhmeTzOGxncevX86+dBXuX7PR/deIfrD/7NWiRLPc91G6od1G6qsIm3Ubqh3UbqLATbqZIXaGRY22SFCFb+6ccGmbqN1K1x3PNtLg1TSvA/wBg07w5e2niO0h2XN8LVC0uZB5rRSH/AFjsuWHXkc9qmt18X3j21uLzXbfTnvLgJcTRot15AhBTzPlwuZcgZGcV6Huo3UNXC55tFf8Aj8zWbrDqElzJpHzwyQrFBFciJvmckYZi+3jIIPYiqVpc+KkGhjU7ia4vn1M/ZEv7Xy3VvsshI+bkrvx8wx3GcV6tuqCS2tZbuG7kt4nuYQyxTMgLxhuoU9RnviiwHHeFrjxawvTcf2pJjTA2NWiRP9P5ysW0DMfT26c1zkMXjRINQ1C0j1s6jLYWcMs97bqJQRIxnESqBkDOR3weM8V2Gq+PLbSv7SP9lahdR6bcpbXMkPl4VnClcbmBIO8CrMHi7z9d/sj+xr+O5jjjkuN8kIEAfJGfny3CnO3NKy3AzPCltrp8QWF7rH2mdhpM0LXU0BiJP2gFFYHkNtGeeSOa6vXSx0C/CkBjA2CRnB+lYvh7xraeIrqO3jsb20ea2+125uAmJog2wsCrHGD2ODWtrLf8SS9/65Gn0F1OJ8PWWt2N3FNq97b/AGqV9lrqEliZogCeEXDjyT7EDPqa7z7D4n/6Dlj/AOC4/wDxypvDwzpcdbFQUYP2HxP/ANByx/8ABcf/AI5R9h8T/wDQcsf/AAXH/wCOVvUUAYP2HxP/ANByx/8ABcf/AI5R9h8T/wDQcsf/AAXH/wCOVvUUAYiWXiLHz65Z+23Tz/8AHKd9h8Qf9Bu1/wDBf/8AbK2aKAMe1g1KHVYTfX8NypifaEtvKIOV77jmtY1Xl/5CVv8A9c5P/ZasmgDB8Q3OlwyaUmpW/nvJqES2yjkxzHOxzyOBg81Jq+t2+j2q3ExeRXuYrbERBIeRgozz6nmuRvvAWo3HjNtXVtOaM6nFerdyF/tUcax7PJXjG0H5hz36d6ydG+F+paXayRyXVu85uLaRpvtDsJxFN5hZl2DaxHuxyeuKcfP+thS8jstZ8Yabol1eQXK30ktlAlxcfZrdpPLibdhjjt8pz6VTTxtYTTWcEVjrLTXUXnxRCxfcI9wXew/hXJHNR634XvNR1LxNcwzQKmq6OthCHJyrjfy3H3fnHTPes/UPCd9Lr2hailtp94mn2CWrJcXEkRWRWU712qc9Ohqo3vr/AFv/AMAT/r8DUtPGGk6jrB0yI3a3BllhjeW3ZY5Xi/1io/RiOtbR61xmkeC7zSvEkWr/AGiKXdd3jzRvI7KscxyjRqeFkGMNjGQTzXZnrVLbUHucvB9+4/67v/OiiD79x/13f+dFZlHeWH3J/wDru/8AOq/iCym1Hw7qVjb7fOuLWSKPccDcykDntViw+5P/ANd3/nVk0rX0A5P+z9UUaVcRWs2+zlk8yC4vd7OrRlchueAccH3rMtvCWqLps6ySRpf/ANlQWsEwmZtki7/Mwe24EDcOcfSu8aozT3FscBfaRdQXVo39mItpcalEU0xZ/kAWGQMSR8vzHHHQ7RnrTE8K6sJbPz5maJIgqpFKubQ+cz4VmGfulVyvPyY6Gu+aoWqkDOV0/Rb+31a3uJURWiluHuLwS5a8VydileoxlevTZx1romqVqiaqQmRms3XP+QVJ/vp/6EK0jWbrn/IKk/30/wDQhQ9gR0Wkf8g6L6Cr9UNI/wCQdF9BV+sigooooA8A+Of/ACN1h/15/wDsxry6vXvjrpdz/amnaqsbG18kwO4HCtnIz6ZBryHj1r6jL5J4eNjycSn7RhRR+NH412nOKCM5OfU471v6rYaHb6HaTWN9JNfEfv4Ttyu7kbvoOOPxrn/xozXPVouc4SjNqzvZdfU1hNJNNXua2jeHtQ14zfYY1fyY2dvnAPA4GM559elUEhVbxYbgkDftcxspI+h6Utrf3ViWNrcyQFiNxjbBOOmfb2qAtkk560oxrupPmkuV7d13uDcOVWWvU3PElno1ncQf2NetdRsmHYY2qy8H3yTz6c8VhUZo/Gqw9F0qahKTk11e4qk+aV0rBRR+NH41uZgOtfQ3wwOPh7pv+9L/AOhmvnnjPWvoP4Zf8k+036y/+hmvNzT+EvU68J8bOy3Ubqj59KTn0NeEeiS7qN1Rc+hpefQ/lQBJuo3VHz6Gjn0P5UASbqN1Rc+hpefQ/lQBJu4xmjdUfPofyo59DQBJuoVvmH1qPn0NRyzJbxNNKwVEGSTQBV8IdZ/99v5mutrkvBwJSVyCAzE/ma62sSgooooAKKKKACiiigAr4z8UEjxrqZA5+2sufTLmvsyvj3xhZyaX491iG6QfaEvGljVhwVJypFXATOk8dSyPc6fEUVUUO4I6MeB/jXJ6paXV7HbSxwiWEKTvU5A/wNbur6tZeI7OMTQvDcxNlXY5BBHIOOtc3HfXOkliA5gLfMD/ADx6VKfQqS6hJ5kelx6cF2yEmSQ+m7gfp/OqK6dJ8p4A3ZNazyaPqjLOzPBKOpjPyn6rVy8097SKCUskkVwm+J0bOR7jqD7GrWpBb8F+G4tX1u3tWnFu1yWQTFc7AAT698V6rH8JtPs2M/8AwlTJKFIGwJH+Gc15zDHHa6fayKwDBAwPoa1Laz1i8spLq0sLq4hjUsXSIkY9uOfwrByuzWzsehaV4X8CHTyYzcHz1BlhaZ2YFT0IHoaf4s8NaZceBbxrQOkFqxuLbETF1kA5BLc7T0PbH0ry3TNdvbe6jnsJ2t7gZVXVumeCOf5V1N14w1hNOWzn1CW5klb94SwVgvdenNVBomSZ5glytxZsokWPYM7V7Hv+FRFJb28gVoVRCPvIeGx1/GruqeHopdT26fIkcbvubcceUTzyB61Rlsmt7xbI3bxRg/uywOJGHp9etOVmxK6Oxs7mbT4mkt5PLURlSP8AZ7g1WvdG0vXUVryAwXDDiQEBvz6N9DWXBeT7orO9wG3cyHjzB2GPWuntlV12ttGeoIyGrJqzNlaSOLvPAE9tloGe6j/2eGH4f4V6R8DrQWI15NrqxaHKt1H3qwtc1RfDunrdJliXCi3dsqw77T1Feg/Di5kvtMmv3s5bZbhUZPMx8w57itYSlezMpRSO63Ubqiz70ZrYgl3Ubqiz70Z96AJd1G6ot3vRn3oAlzRuqLPvRn3oAl3Ubqiz70Z96AOX1HwdLfW3iKEX0aHV72C6UmMnyhHs+U8852frU03hm4PjibxDG2mOk0cUZW5tS80IQMCYnzhSd3p2ros+9GfelYLnKeE/BA8J3UU1vdRMHsvs94ojI86QOWWRSSdvBII6Hg10esH/AIk15/1yNWM1R1mVU0i5DHG9dg9yTR0Dqa/h3/kFx/Stesnw8MaXH9K1qyKCiiigAooooAKKKKAKsv8AyErf/rnJ/wCy1BrWrQaJpc1/cK7RRDJCDJP0qeX/AJCVv/1zk/8AZa574if8iXf/AEH8xUzk4xbRrh4KpVjB7Noxz8V9G/59bv8A74H+NNPxR0kpv+x3e3ON2wYz6da4PSbPR59EupLqSRbk8Igdctt5+TP9axrVnkfyRFJNCdziENjnHX8BXiRzOq20lsfVxybByckk9D1A/FHST/y63X/fA/xqM/E7ST/y7XX/AHwP8a8qorX+0Kxv/q/g/P7z1WL4j6VNPHELe5BdgoJUd/xrrs5wa8Dsv+P+2/66p/MV72Pur9BXoYLETrJuXQ8DOcBSwc4Kl1OZh+/cf9d3/nRRD9+4/wCu7/zorpPHO8sPuT/9d3/nVk1WsPuT/wDXd/51ZNIBjVn3N68DMPs+QOjPMiA/ma0GrmrqSDzXb7RoaEsTmRd7H689aYiV9akz9yxH1vl/wpyam8nAgib/AK5XSN+nFZbXMP8A0FtDHsLYf40iyQMeb3QZP+2O3+tUgOgDFkDFSpI6HtTGqOzZWtV2tbkLx/o5yg+lSNVCIzWZrn/IKk/30/8AQhWmazNc/wCQVJ/vp/6EKHsCOj0j/kHRfQVfqhpH/IOi+gq/WRQUUUUAVr6yhv7Z7eeNZI3GCrDINcbL8NtJZyUsrUA/9MhXd0VSlKOzE0nucB/wrXTP+fK1/wC/Qo/4Vrpn/Pna/wDfoV39FP2k+4uWPY4D/hWumf8APla/9+hR/wAK10z/AJ8rX/v0K7+ij2k+4+WPY4D/AIVrpn/Pla/9+hR/wrXTP+fK2/79Cu/oo9pPuLlj2OA/4Vrpn/Pla/8AfoUf8K10z/nztf8Av0K7+ij2k+4+WPY4D/hWumf8+dr/AN+hR/wrXTP+fO1/79Cu/oo9pPuHKuxwH/CtdM/587X/AL9CoPD3hdvL1KCG4kjht9QlijjRiqqoCnAA6Dk16NWB4Y+/rn/YVm/ktJzk92CSWxQ/4RSf/n8n/wC/jf40f8IpP/z+Tf8Afxv8a66ipGcj/wAIpP8A8/k3/fxv8aP+EUn/AOfub/v43+NddRQByP8Awik//P5N/wB/G/xo/wCEUn/5+5v+/jf4111FAHI/8IpP/wA/k3/fxv8AGj/hFJ/+fub/AL+N/jXXUUAcj/wik/8Az9zf9/G/xo/4RSf/AJ/Jv+/jf4111FAHI/8ACKT/APP5N/38b/Gk/wCEQZ2Xzbh3AP8AExP866+igCnp9hHYQiNBVyiigAooooAKKKKACiiigArlfFXgnSvE5Sa8s45J4xhZMYbHpn0rqqKAPLh8MrZPuW6j6VFcfCy0u0CTwtIo6KXOK9WooA8dHwX0ZW3LYAH1Ejf41c/4VVZeSsX2f92n3RvPFerUUAeYQ/DaC3aNkgU+X90OdwH4HiuiSx8QRoqJfsqqMBVRQAPyrraKAPONS8CPq959rvgJZ8YLjC5+uMZPvVVvhpCxBaMkjod5r1GijQDzpPBMsdqbZFURsCCdg3EHrlsZ/Wq03w5jnXbNEJAeoY5r06ii7A8gf4OaTITusupzxIwx+taMXw5SCMJGrbQMcuT/ADr06igDym/+FdnqYQXsBmCcKC5GKu2WkarZa22k2t00VtFYpKsagcfOVHb0Fek1gxnPj24HppkX/o2SgDK/sjW/+f6T8h/hR/ZGt/8AP9J+Q/wrs6Kd2FjjP7I1v/n+k/If4Uf2Rrf/AD/P+Q/wrs6KLsDjP7I1v/n9f8h/hR/ZGt/8/wA/5D/CuzoouwOM/sjW/wDn+f8AIf4Uf2Rrf/P8/wCQ/wAK7Oii7A4z+yNb/wCf5/yH+FH9ka3/AM/z/kP8K7Oii7A4z+yNb/5/X/If4Uf2Rrf/AD/P+Q/wrs6KLsLHGf2Rrf8Az+v+Q/woTw1e3M6PeXDyhem48D8K7Oii4ENrbrbQLGvQCpqKKQBRRRQAUUUUAFFFFAFWX/kJW/8A1zk/9lrnviL/AMiXf/7o/mK6GX/kJW//AFzk/wDZa574i/8AIl3/ANB/MVnV/hv0OjCf7xD1X5ng9SCXEGwIofdu8wfexjp9Kjor5y1z9KaT3CiiimMnsv8Aj/tv+uqfzFe9j7q/QV4JZf8AH/bf9dV/mK97Xov0FexlnwyPkOJf4lP0f6HMw/fuP+u7/wA6KSH79x/13f8AnRXe9z5xHe2H3J/+u7/zqyarWH3J/wDru/8AOrJpCILmQRQSSMyKFUnLnCj6+1cxJcgjCXfh6P8A4Bmunud32eQq4QhSdxXcB+HeuZmuVb72oaOf+utqVNMRTub/AOyQ+dcax4ehi3Bd7RgDJ6DPrwap/wDCRabn5vEHhZ/rgVzHxUZW8Hx4l02TF9H/AMea4I+V/vV5BCkQDSyqGVCPkwRvz23DpjrXfQwsalPnbMZ1HF2PpKz8WaBDGyza5oiHOQLecAH6g1Zj8VeHriaOGHW7CSWRgqIs6ksT0Ar5lTyptsTRRxsQFEig8Yz/AAjqW4FXvCwH/CX6Lxj/AE6L/wBCFavBRSer0J9qz6fNZmuf8gqT/fT/ANCFajfeNZeuf8gqT/fT/wBCFee9jc6PSP8AkHRfQVfqhpH/ACDovoKv1kUFFFFABRXlnxa8W6jpM1no+mzNbNcoZJZkOGxnAUHtXlP/AAkGqs/ljU73rjf57Z+tddLBzqR5rmUqqi7H1TRXz34LtPEPimS9hg1eVXtwrEzTN0ORxXWf8ID4t/6DSf8Af5q5a8ZUpuFrno4bD0q1NTlVUfJ3PWKMivn74haL4p8KeFH1N9ccATJH+5mbdzVz4R6hear4WuZ9QuprqZbsqHmcsQNo4rhxmNWEoOtOOxMsPH2vs4TUvM91zSZHqK8PtNaksNf+0Xcs81rDK7PCGzuAzxg10f8Awszw5/0B7n/vlf8AGt6FZVYcyIx9FYKahUlurnpuR6ilrzBviDoV+ps7bS7iKe4HlRuVUbWbgHr2JrLvfBfijTLRrm61suikDEcz5yTWkm10IwqpYhNqaVj2OkyPUV4/Z+CvFGo20d1a62ViftJM2eDz0qa4+Imm2d7JughNvaSfZ5rVoszysMgupzjbkDrV0ozq/Ciq9OFK1pX/AEPStbsptQ0ySK1uDb3SkSQShsBZFOVz6qTwR3BNcX4OubrxBq19I0NxZ2llqMstxG2VL3JVR5fuqck9iSvpWZ/wtvwyP+YHdf8AfKf413+j/wBm6vpNtqMFkkcd0glCsozz6471c6U4L3lY54zUtjYyPUUZHqKrf2dZf8+0X/fNH9nWX/PtF/3zWZRZyPUUZHqKrf2dZf8APtF/3zSf2dZf8+0X/fNAFrI9RRkeoqt/Z1l/z7Rf980f2dZf8+0X/fNAFnI9RRkeoqt/Z1l/z7Rf980f2dZf8+0X/fNAFnI9RRkeoqt/Z1n/AM+0X/fNH9nWf/PtF/3zQBZyPUUtVf7Osv8An2j/AO+aY+nwqpa2AhlH3WTjn3HcUAXaKz9K1AX9sHxhujD0PetCgAooooAKKKKACiiigAopGYKCzEAAZJPauGl8Va1rF7LB4cskeGI4M8gzn354FAHdUVw3neP/APnhbf8Ajn+NHneP/wDnhbf+Of40AdzRXDed4/8A+eFt/wCOf40ed4//AOeFt/45/jQB3NFcN53j/wD54W3/AI5/jR53j/8A54W3/jn+NAHc0Vw3neP/APnhbf8Ajn+NHneP/wDnhbf+Of40AdzRXDed4/8A+eFt/wCOf40ed4//AOeFt/45/jQB3NFcN53j/wD54W3/AI5/jR53j/8A54W3/jn+NAHaztIlvI8MYklVSUQtjcccDPauJXxLANam1eKF5Hm063iitc4dpjNIvlexDAg+mCaXzvH/APzwtvyT/GsGHwx4sg8VTeIEtovtEiYEZZfLV+jOFzjcRxn3PrQB6sM4GRg45FLXDed4/wD+eFt/45/jR53j/wD54W3/AI5/jQB3NFcN53j/AP54W3/jn+NHneP/APnhbf8Ajn+NAHc0Vw3neP8A/nhbf+Of40ed4/8A+eFt/wCOf40AdzRXDed4/wD+eFt/45/jR53j/wD54W3/AI5/jQB3NFcN53j/AP54W3/jn+NHneP/APnhbf8Ajn+NAHc0Vw3neP8A/nhbf+Of40ed4/8A+eFt/wCOf40AdzRXDed4/wD+eFt/45/jSW/izVtL1CO08R2axLIflmQYx+XBFAHdUUyKVZUDqQQafQAUUUUAFFFFABRRRQBVl/5CVv8A9c5P/Zay/F8Edz4fngmXdHIQGGcd61Jf+Qlb/wDXOT/2Wq2t2pvLNbcMFMkgAYjpWdZN05KO9jSlJRqRk+jPJ/8AhGdL/wCeUn/fw0f8Izpf/PKT/v4a7z/hD5v+fxP++DTZPCTxRNJJfRqiAszFOAB1NfNfU8b2/I+l/tOj/P8AmcL/AMIxpf8Azzl/7+Gj/hGdM/55y/8Afw101pYwXl0sC3Lxs5wjSRYDHrjrlSRyAcZrX/4Q+b/n8T/vg/403gsctGn+Af2nQ/n/ADOFh8OabFPHIscm5GBGXPUGvR1+6v0FZ8nhKWGJ5DdodgLY2HnFX4/9Wn0FexlVKtTjL2vkePmeIhXlFxd7HNQ/fuP+u7/zooh+/cf9d3/nRXonnHeWH3J/+u7/AM6smq1h9yf/AK7v/OrJpAMbrWNcpdI7Is18y9iIo5Afz5rZNVri2guMCaJXx0yOlMR5N8XBKPB8PmNIf9OjxvtRD/C/cda8bhKsjW7yFFdgwZmIRSM8kDrxxX1TqXhvR9WtRbahYpcQBw4jkZiAwyAevuaxj8OPB3/Qv2v5t/jXfQxMYU+RmNSm5O6PnCJRAyTvKNyhXVI5MOcg4II6EHGQeau+Fs/8JdopPX7dFk/8CFe/H4c+D/8AoAWv5t/jToPAfhazuorm30S2jnhcPG4LZVhyD1rZ4yDT0d2T7Jm+33jWZrn/ACCpP99P/QhWkTzWZrn/ACCpP99P/QhXnPY3R0ekf8g6L6Cr9UNI/wCQdF9BV+sigooooA848deAbrxjr6XFtfw2v2aBUIkjLFiSTniubf4M38eZG1qxV/7/AJTdfz6169Hj+0bsEgZWPv8AWsi10Z4dVN3MJp28w7ZJJhtVfXHrWn1uvBKMNifZU3dyPLLvwTJ4Me3S+8Rx26377FmjjdVUqM/MQenNdFH8OdbmjWSLxKjxsMqys5BHqDmm/GuNrjT9HWFS589/u84+UVxPh/xD4g8O2ZtrK9lWFjnymTeqf7uelZ4l05RVWo/efQ9fK3jqj9jQSUV1aX6mr47+H2p23hh2vNcEsTSoNuGbnPoTUfgZovB3gyR5We6WW+KjYoUg7R6mnTeMtb1KFodTSG9gGG8qWDC5zweMGrrakn/CGxyf2JY4N8V8vy32/c64znNeXiKVPE03Sl8J68sHKLjLEJOV7XTSVuxgtdwT3Uz4kAk3NgqD1z71Dutv7r/9+x/jV6OH/hJX/sSLTrHT5L0GJbuOJ90R65Hze1O/4Z81H/ocU/79N/8AFV3YKFBQtNX/AAODO8TiYVoxpWirdUpfiU4I4bm4igjLpJK4RX2D5STgHg1d17whrfhzUtKtJ/Ec8smoTeVGyF8KcgZOW560+3/Z/wBRhuYpR4xHyMG+WJs8H/epfFng2+0jVtEt5dfur5ryfy0kcEmA5HI5Pr+lenh3SUrU9F56nzuIxGJkr1Gm/JJG3/wqXxLvDHxYeuTjzB/WuOv7W2/tK6DG4LCVgT9lJyc/WvQT8LtWU5Pje/4553f/ABdUda8XWDSQwQXtxHJay4lJhIEmOD0/OvJzTE1I8ih734WPXyitUhKTUL/ccGbW0x1uf/AT/wCvXv3hIKnhPTFXdtEC43Lg/lXGj4g6EF+9df8Afiu70u8ivdKtrqDd5UsYZdwwcVxZdiK1WbVSDSN8zrTqQipQtr5GjmjNRbqTdXr2PGJs0ZqHdS7qdgMhfFeny68+kW8V5cSxSCKeeG2Z4YZCMhHccA4x9MjOK2BcwtuKzRkK21sMOD6H3rkLXQNc02+1i2sbuxGlapcy3TTPvFzbvIuGCgDa3IBBJGPQ1zMHwv1D+zpLaU6RbgwWts0doHCXQimWRpZcj77AEd+pyaSBnqouYSiOJoyrnCHeMMfQetVdS1e10ywuLyXfKtvt8yOBfMkGSAPlHPevPp/hxei5tzYtpkMVvqs13bhgxW3hdoztWPbtJ+Vv7uCQQetYmo/D/UNE07Wrgk391ft5ELwPI8k5kuFceYm3C7QDlixH0oA9nE0ZlaISIZFGSgYbgPXFULvXLW01nT9Lfc9xfNIqbCCEKJvO7nIyBxXH6d4GvrLxjHqkkun+VFfXF4byMN9ruBICBDISMbF3ep+4uAKz/wDhW+pNrNxcC70+EPJfMNQjD/a3+0Iyrv4x8mQBz0HGKXQD0+OaOVd0ciOucZVgRn8KeDzXE/D/AMITeELG7in8kSXDR5EE7yKdq43YZV2k+gHbkmuyDfMKqwrmB4TJ8qb/AK6N/M101cz4T/1U3++38zXTVIwooooAKKKKACiiigDO15imgagy8EW74/I1jfD9FXwrGwABaVyT684rY8Qf8i9qP/Xu/wDKsbwEf+KUh/66P/OgDqc0ZpmaTdTAkzRmsq81y1tCUDebIP4U7fU1jz+IryQkRbIV9hk/rXn4jM8NRdm7vyOinhatTVI63NGa4N7+7lOXuZT/AMCxUf2iX/ntJ/30a8+WfQ6QZ0rLpdZHoGaM1wSXt1H9y4lH/AjV2DxBfRffZZR6MMH8xWtPPKEvjTREsvqLZ3OwzRmse01+1uCEkzDIezdPzrUDA8g5969WjXp1lzU3c5JwlB2krEmaM0zNGa2IH5ozTM0bqAH5ozTN1GaAH5ozUe6jdQBJmjNMB5rxyHVpZVtbv+2r3/hMW1zyJNN+1NgQ+cVKGDO0RiL5t+PfNHWwdLns2aM15LqHxL8QWehWWoCDSA2oXFzFbBlfCiFioDkuoyxA5zhR2PaX/hZ2qxeJbzS3g06VLe2uCWjBVhNFB5h4LklCcgHaAR0JxSvpcD1XNGa8r/4TDVtQayttSS2ikN1pdyj2UkkY8u4LHY/OWxt57EHpVaf4p6nHoE1/BcaHcu1+9vatGrKrRojEs4aUbCxU7ctkgcA5FAbnruaM15RefEG91PS9RQmwsUGjrciBpZEuZ2ktzIWhYEYVTxnGeDyKcnjG8PivT4c25W3uIrBNPaeT7TKskSs1zjOGUepB4Dcgmn1sK+lz1XNch8RkVvD0LlRuW5XB9Mg1Q8GeM9W17ULSDUoLBI77TWv4DahwU2yeWVbcTnOc8Yx0561e+IZz4bj/AOvlf5GgZo+Ep3m0uMMScKOv0roa5jwb/wAg1foP5V09IAooooAKKKKACiiigCrL/wAhK3/65yf+y1W1u/ttLs1vrt/Lt4ZA0jYJwPoKsy/8hK3/AOucn/stc98RFZ/Bd+qKzMQMBRknkVM24xbRE5OMW0M/4WV4V/6CLf8Afl/8KgvfiD4TvbKa2fU2VZUKEiF8jI+leI/ZLr/n2uP+/Tf4UfZLr/n2uP8Av03+FeV9erfynk/X638p6LpeseGLLWZL6TUkVpZVlmZFlbzGXpgFflGeTyfSuw/4WV4Vx/yEW/78v/hXhX2S6/59bj/v03+FH2S6/wCfWf8A79N/hVTzGvJ3aBY+svsnucnxE8MXETQRagTJKCiDyX5J4Har0YxGg9hXgtla3Qv7Ym2nAEq5zG3qPave16L+FduCrzqpuSsdmFrzrJuSsczB9+4/67v/ADoog+/cf9d3/nRXSdp3lh9yf/ru/wDOodb1NdG0S91JozKLaJpNgONxHQe3NTWH3J/+u7/zqS6t4by2ltriNZIZkKSI3RlIwRSBGU9/d6ZHD/abx3M9y6xwQWcJVi+CWUbmwQACcnHANUpfGOmpF5ghvXVIXmm2w/6lUco+/nqrA5Az04zVxvDtsYYo3u7+RoHV4JXuCXhIBHynHoSDnOQeaj/4RjSxbS2/ly7JrZ7aQmU5dXYsxJ/vFiTn3pgQz+KdNhW/ZzKEspFhkbC/NIxACgZzyWGCQAeucCqb+LLDes3nFbdY5jInl7nDxsi4DKxHVwABnORg1du/C+mXlxLPcieWR4xGpaT/AFQDBxs9MMoIznGPSqlx4ajur6MXDeZYpaSQ7Wc+Y7O6tnIAC42DGO/0qkIv2eoxX0lzCIpoLi2ZVmhmUBk3DKngkEEeh9anaobTTobFp3R5ZZrhg0s0z7ncgYGT6AcACpmqkIjNZmuf8gqT/fT/ANCFaZrM1z/kFSf76f8AoQoewI6PSP8AkHRfQVfqhpH/ACDovoKv1kUFFFFAHgnxyllj8UWPlyyJmzOdrkZ+Y+leihm/4VHbvubd/ZsZ3Z5+6O9cP8ZLCK88TWjSO6lbXA24/vGu5nCwfCNAMlU05Bz1OAKurUi6XKt0LCVIyxSgt00eM6zp9xq1pGiXk0Xlvngsc8fWsT/hFbz/AKCVx/3y3+NdZYeK/wCw45JVsRP5pC4aTGOvtVv/AIWi3/QGjP8A22/+tXz8quOTtRhdep9niqVFVXzU7/Oxg+GPDlxb6uHkN5qC7f8AUxyGIjkfNk5HHpXoE+mq2r6g50qZVeclWlT7Sr+64ddo9uazdG8Vr4qvG02W1trJNhk82XbKvHbDACt3+wrP/oJ6X/4BQ/416GFzJUqfLivdl23/ACPlczot1/3asvUrQ6Cl9L9lWAWjSgqJ/sJTZ77vNOPyqb/hWUv/AEMqfkf/AIqq+q6Pbw6VcyRXllM4TiOC1jV2+hU5H4VxXkS/8+l3/wB8n/CrqYujXfNDVfM0wP8AacINYZJrza/U7mb4dS2kElx/wkYfylL7RnJwM4+9Ufw0dpfEkwkZnAtyQHOcHI9a5C0s5Jr23iNtdqHkVSdp4ycZ6V6t4Z8JR+Hp7jUluJpGETJ5ciAdOc5H0q6LT1ijizKnmNXEUpYlJW7NfoZ3jF3XxGQrsB5acA1zWj6HeQeImuJ7u0lhJf8AdicM3IOPlqrqvjSTVtS+1PYrG2Am1ZMjj8Kq2FubfU/7W0dTqLo7rcWp+SSPdwSB/EBntzXFSpV5+39nK19tL/8ADHsZlhatGlQ5o6rez/q4xvDGqlmxqdjgk/8AL2BXsXh2N7bw5p8Erq7pAoZkbcD9D3rw1dAlnupG2+VYovmSXcxCqoyePevafC7Q/wDCLaaLeQyQiABHK7SwHfHavatU5FzTUvRWPChSqU5vni16u5ubqxfFWtyaFoMl1b+QbySRLe1W4bEbSuwVdxyPlHJPsDWpurO1TRtP1p7Q6jALhLSUyxxScxlipXLKeGwCcZqGjW5zZ+IsP/CH216IZZdWuLKeXybSHzVheHKu7c/cD49etTwfEfT4YrS3u7bUp71kt45WtbTdGZ5YhIqA56tk4/XHWpZfh/4dk8wRw3NssjSlltblol2ygeZGAuMIdoO3pmrcXhHRoZUkSKYMlxBcrmY/6yGPy4z9AvUd6NQKH/Cw7BZTesZP7L+wR3AQWzG4EjTmHBGccMMYHOakk8f2fn2syrLBap9sF7DcWzfaI2gQMQACQDyD3yDxU3/CD6D5Hk+TcbNix/689FmM4/8AHzn6cVM/hPSHu5brbcpPLLPMXjnZSHmVVcjHThRj0pWdgKa/ESzlv9Phi0vUWtryzmu/tHlr+7WMjORnkc9Qe4654JviZodpbadc3MGo28Oo4MDywBcqSAGxuztO4dAeO1Sw+BtCt47dYUu0MAnG8XLbpBN/rA5/iBIB+opL3wHoGoJZpNHdAWlslonl3LLuiQhlV8fewQDTEF941ibK6dFNtTUIrJrqe2Y28hMojdUYHlgcjJ447gVXT4i6cLu9nnFxHpUdvJNaSm1YfahEcSsjE4YDIwMDI5zV9fBuk+fK6C82SXS3nkC5YxJKH37lTouWGT61WHgDQPLuIjDdtDNFJbrE1y5S3SQ5dYgeEyfSlZ2H1NnRfEVpr32tbeK6gltHVJobqHy3XcoZTjPQg5Faob5hWZaaVa6be3t3AkizXpjMxZiQdi7FwO3Aq4H5piMzwl/qZf8Afb+ddPXMeEv9RL/vt/OunqCgooooAKKKKACiiigDN8Qf8i9qP/Xu/wDKsPwKceFYf+uj/wA63PEH/Ivaj/17v/Kuf8EHHheEf9NH/nTQHSvMkcbO7BVUZJPauY1LXJLsmKAmOH1BwW/+tTNc1M3E5tom/dRn5iP4m/8ArVkbq+ZzPMpTk6NJ6Ld9z1cJhVFc89yTOKN1R7qN1eFY9C5JmjNCQTyKGSGRlPcKTUZJBIOQR1BpuEkrtCUk9ES5o3VFu96M0rDuSE1o6drE1iwRiZIO6k8j6VlZo3VrRqzoy5qbsyKkI1I2kegQXMdxCssTBkYcGn7q4zSNSNlc7Xb9zIcMPQ+tdbu96+ywGMWKp83Vbnh4ii6UrdCfdSbqi3Ubveu6xgTbqN1Q7qN1FgJd1Gai3UbqLAPmuI7eCSaZwkUal3Y9FUDJP5VFaTWt7BDqNr5csc8YeOdF++hGQc9cYqrqsUl1o1/bwjdLNbSRoCcZYqQP1NeeWXhLxJbx2ku64jns10tIES+IjVUULcjaG2ngY5HPal1+4Dt9b8L6V4nW3Nw048gSIrWc2wFW4dTjg5xz3rWtrC1tLaKC3tY0iijWJAEHCKMAZ64A4rySfwR4jttH/s/Toru3hXU7macW1+N9zG5JidNzgLtzyCQSeea1Lnwp4jls9ZkN1eyahItnFZy/byvyqsfntgEKGJU8457daFsD3PTfKTOPJXIx/AO3Sql7Npul6fPeXi29vZxDfLI0Y2rjucD3rzDX/Cni19PuNP0r7SbVb+4ktG/tA+bHG0aeX8zOPl3785JI7Crd7oHim5XWPNgup725tkW1u11LZHGvloGiMecbt4c7sd857UboNj07y4mCt5KEbdqnYOh7fT2pfKTzA/lL5mNobYM49M+leatoHig+JJ7jFwGNzPIb7+0D5Uls0ZEcAhz8rBivOBjaTk5qkfCviu10aS2tzczG4sLIXKy6izObhXPnFCXGDtx3CnFAHpn26yj1dNLBVb025nVBHj90GCk5xjqRxWD8QD/xTif9fC/yNZPg3Qte06/0241kM7QaZNaySPOJG3G43oCcnPyY5/CtPx6c+HkH/Twv8jRbQOpo+Df+Qav0H8q6euY8G/8AINX6D+VdPUjCiiigAooooAKKKKAKsv8AyErf/rnJ/wCy0Xf37f8A66iiX/kJW/8A1zk/9lpbv79v/wBdR/I0AZvijXrfwzoU+oShWcfJBETjzJD91fp3J7AE1k+BPF0/inS5pbq0EUlqQkk6jEUhIz8ueQcYJHbcOa3Ne8Pad4jsDZ6jAJE6o3RkPqD+nuOK81+IjDwj4Y0nwzpkjxw3HmNNKTh5sYLbiO7M2TUyfLFtK9jfC4f6xWjRvbmdrs9Qg1bTbqcw29/ayyjqkcqsfyBri9b+IkukeMY9NlsRBp8D4urifjcpXIZMccDn1IVhwRXhY1D7DcpJDI6TIdyvGcFT9a99stD0/wAf6JoGtaqJDMkOXVG2rN7N7bgCMe46E1NP2ripThZPbzO3M8BQws+WjVU7aNdUzsbhkfT5ZEKsrREqy8gjHUVjR/6qP6CtiSCK20p4II1jhjhKIijAVQMAD2rHj/1Uf0FbxPJZzUH37j/ru/8AOiiD79x/13f+dFSUd5Yfcn/67v8AzqyarWH3J/8Aru/86smkAw1G1SNUbUxEbVC1TNULVSAY1RNUrVE1UIjNZmuf8gqT/fT/ANCFaZrM1z/kFSf76f8AoQoewI6PSP8AkHRfQVfqhpH/ACDovoKv1kUFFFFAHjvxYR38R221Sf8ARu31NdFe6lYt8LzZreW7XP2BU8oSjduwOMetP8ZaNoGoa0kut6t/Z7CELEC6qHGTnr6Vz3/CLeA85/4SuP8A7/x/4Vi6dVtuMbpnVg8PgqVX286jUtLq2mhyGj6jrmjrLJpGn/apHwrq1t52Bz27Vp/8Jf46/wChfj/8FR/wrqtO1Lwr4HaSfTtRl1RrnCOIZEbZjkE4xV//AIWzpP8Az43v5L/jShalHkm7M9rEzqYuo61GjzRfU851XWvEus6c9rrGlra2uQ/mLZeT8wPA3H+Vc+NMB6bj9MV6B488c2HiTww1jb21xHIJkkzIBjA+hrlbPTtN/sI3Im/0jblgT0Pp/TFY16iS5kzgpQo1MasNiaCTfrf7hPDito/iC01FVBa3JcCQ4X7pHNekwePtSud32ewtptv3vLy2PrivI5QPIlyP+WZ/lXVfC3g6pjj/AFf9a2eLjhcuqYqUOZxZz55lkaOOhh8NLki10O2h8d6g1/Fby2VsjPIqMCSGGT6V3t0CbOYAZJjYAfhXgWuytB4tuZ1UM8c6uoPcjBFbafEzWbuNppmNrMABHFBFmMkHJLE5PIrSliFiqSqxio+V+5c8oqYTk/eOfMr6rby0OX/sfVPM/wCQZefe/wCeDev0rXuGXTwzXizz3UsmI4bOV8RjPV2z19u1XR8X/EhcD+zbHBOPuv8A41m6XYWeqaxO17qcNjicMFkUkSEt0FRUo/VrXs+bzPYp4yrmEZSqJw5F2eo+FbeRTpy/aYLvbujlmkc28hJPBwflP14r1Dw6Jo/DtilwqrMsQDhW3DPse9cF490jTbPUrm4ttQtxNlR9hSPBUY6+nvXaeFj/AMUtpo/6YiqozXM4JWOHMablh44jmbu9mrG5uo3VFmjNdR4ZLuo3VFmjNAEu6jdUWaM0AZninV7jQ/DF9qVpCs08CAqrglVywBZgOdqg7jjsK84HjLVdIi1S6sZtOvHvtYKNqBUpagLboQRuYAbjwMtjg4zXrWaTPGMDHpipaC5w3ieW+1mHwYDaJJNeyO89ot7JBEx8gtgyIM4B5HFY+p3utReNf9Js9UtYDp97b20ayAwiKOEbZAd2WO4sSSM8rXqWfWjIocb3BOxx/wAMZIH8LI8d1Z3E7LEZzb3MsxDbB/rPMJ2vnOQuBXbBuRUAwOgA+gpd2OSeB1qmJFfwj/x7yf7x/nXT1y/hDm1c9ixI/OuorJlhRRRSAKKKKACiiigDN8Qf8i9qP/Xu/wDKuR8N3RtfBfmg4YM4X6k113iD/kXtR/693/lXC6RHNN4NgjhjZz57EhRWOIlKNGTjvY0pJOaTIc+tGak+wXv/AD6y/wDfNH2C9/59Zf8AvmvjPq9X+V/ce37WHcjzRmpfsF7/AM+sv/fNH2C9/wCfWX/vmj6vV/lf3D9rDub+kpdNp0RiuxGhJwvlg459ah02xt5p5pZ3SaTcwMZHTnrirekI8WmxJIpRgTkN161S0uKaDVrhpIZFSTO1tvHXNfSRoJKhzRv69NDy3Ub57Ow7W7S3CeasqROiYWEADdzUEei7LYz3lwIVAyQBnH1q1q9i1zi5jLGSJfljAzu5zV8O9xa5VfLkI6SpnB9xRLAU6mIm5w6admCxEo048r9TCu9IMNp9qt5hNHjd0wcetTRaH51oky3By6bgu2rVymorZTKJIXG3Ajji5P0q3ab49OhUgq6xYx3BxUQy6g6rTg7W/HyKliaigrS6mDqGmCwt4mabe7nDLjgVuaNdG405Nxy0Z2H3x0rmWsr92LPbzsxOSSK2dBjngSdJonjBII3DGa58vvHF+5BxizTE2dHWV2jd3Ubqh3Uu6vpTyyXdRuqLdRuosBLuo3VDmjdRYCXdS7qi3Um4UWAm3Ubqh3UByDnjjpRYDnp/HGmjxLaaRbXVvKCbj7bISwFv5Sbjzjaecg8nFOHjXT7y70mPSJ4byK8vTazN8ytF+6aQHBAPO0YzwQazm+H1lI7xzaleSWGbry7PCBY/tAPmYYDceTkZ6VJpHgSy0hrF47pne0uhcKyW0UW/EbRgMEAzwxOeuaST6+QPyG6z46vdOXWpLXRobmLSbyK1lMl4Yy3mBNpA2Hu+D9M1MnjK8Hi1fDtzY6db3KxRyS7tQO5t4YkRLs/eYC89OtS33hC0voNaie7nQatdQ3UpVV/dtHswF9jsHX1qd9AmHii41u31WWD7UkUdxaiBGWRUBA+Yjcv3j0osx6FHwj47fxPei3k06K332n2pHguhMFXfs2yDaNj9wOcjNWvHRzoCf9d1/kaZ4f8AB1l4buLeaxuJQUtPssy7FUXOHLLI+P4xkjPoaPG5zoKf9d1/kaGtBdTY8G/8g1foP5V09cx4N/5Bq/Qfyrp6zKCiiigAooooAKKKKAKsv/ISt/8ArnJ/7LRd/ft/+uo/kaJf+Qlb/wDXOT/2Wi7+9b45/ejj8KAOf8f6tq2i+G3vNKjiLBws0rn/AFKHjf8ATOAT2Bz2rjI7Nfin4NbTrm7C65pMuEumU7ZRyAx47gEN6MpPpXqs8YuYJIJ7cSRSKUdGIIZSMEGq2maZaaNYx2Wn2SwW6DAVSOfcnqT7mqhOUJKUd0JpNWZ4Tp/wW8S3GoLFqD2tpabvnmSXeSP9kY6/Wut1/wAT3OjarY+H/CkgUaSoha1ZebpiAAgJ64zjHGWbPO016ruc/wDLI/8AfQrPuNF0+71W11OfTY3vbUkxTHGRwR+OMnGemTitq+JqV7c/QinSjDYskztoxa6RI7gwZlRGyqtt5APcZrJj/wBVH9BWxcs/2OcGMj9238Q9Kx4/9VH9BWUSmc1B9+4/67v/ADoog+/cf9d3/nRUlHdaaxaCViMEzOSPxq2arWH3J/8Aru/86smkAw1G1SNUbUxEbVVhieGBY3meZl6yOBk/lVpqqW8ccNskcUjSIucOz7yefXvVAK1RtUrVE1UhEZrM1z/kFSf76f8AoQrTNZmuf8gqT/fT/wBCFD2BHR6R/wAg6L6Cr9UNI/5B0X0FX6yKCiiigDB8U+F7DxRp32W+gD7DujcHDIfY15rL8JLZJCFExH+9XtFJgelaQrVIK0XYTSZ45bfDNbUOIlk+fGct6VP/AMK8b+6/5165gelGB6VlNKpLmnqzqpY3EUY8lObSPIH+HJkjKMr4PXmmR/DURE7Vk5/2q9iwPSjA9Kn2cbWsZuvVlWVdy99dep5A3w4LKylZMMMHmr2i+D7rw/5/2Ff9djf5g3dOn869RwPSjA9KJU4TpulJXi90FWvUqzVSpK8l1PKrvwRPe3sl3Mp82Q7m28DNV/8AhXjf3X/OvXcD0owPSlGjTikktjdZhikrKozyMfD1gc7X496D8P5jN5oeUPu3DGOvWvXMD0owPSj2UOw/7Sxf/PxnlF94IvNSu3uryaaWd8bnOBnH4Vf0FdbSyms4lhEVlcvapmPJIXHXnrzXpGB7VgeGMZ1rP/QVn/8AZaqMIxd0jGpia1WChOV0tkZWzX/+mP8A36/+vRs1/wD6Y/8Afr/69dpgelGB6VfMzCxxezX/AEh/79f/AF6Nmv8ApD/36/8Ar12mB6UYHpRzMVji9mv+kP8A36/+vRs1/wBIf+/X/wBeu0wPSjA9KOZhY4vZr/pD/wB+v/r0bNf9If8Av1/9eu0wPSjA9KOZhY4vZr/pD/36/wDr0bNf9If+/X/167TA9KMD0o5mFji9mv8ApD/36/8Ar1HLZa3eL5MrqsbcMEXbkV3GB6UYHpRdjsZujacNPtBH371p0UUgCiiigAooooAKKKKAKOsQvc6NewxjLvA6qPU4rhPCt+F0VbaJQ1xHKd8ZOCFPf3r0gjNcTr/gqK6unu7PdDI5ywToT6+1DvayGtyZbnUgq7rZSQTn5hz6VNFc3bTIklttQ53Nu6da5U+DtQH/AC1m/M0n/CH6h/z1m/Oso05L7b/r5FOSfQ6hrq+G7FkD8xA+ftTpp72OZhFAJEwMEtjnHNcofCF+qktNKABkknoKx7Cykv7/AOyxzygtnymJPz/5HNPklb4n/XyDmXY7/wC06j5xP2YBAfugg56//Wp7Xd0IYiYMSNIVKDnjFct/wh+of89Zvzo/4Q/UP+es350lTkr++w5l2OmW9vfMVDZc4yfm7fWnpdXzOgazCqThjv6CuW/4Q/UP+es350f8IfqH/PWb86FTmnrN/gHNH+U6g3F8ksw+zK6Bv3Z3YyOP/r0far/Gfsa9QMb/AG61y/8Awh+of89Zvzo/4Q/UP+es350ezl/O/wAP8g5l2OrW5uzHMxtcMv8Aq13ffprXV8GYC0U46EN16f8A165b/hDtQ/56zfnR/wAIdqH/AD1m/Om4Sf2n+H+QuZdjqGub7fxajaCeMjn0p7XN2II2W1BkbO9d33fSuU/4Q7UP+es350f8IfqH/PWb86FCWvvP+vkPmXY6kXV7uUG0GC+Cd38PrV7PuK4j/hD9Q/56zfnR/wAIfqH/AD0l/OtKd47u5MrPZWO2z7ijNcT/AMIfqH/PSX86P+EP1D/nrN+dac5Njt8/Skz7iuJ/4Q/UP+es350f8IdqH/PWX86XOFjts+4oz7iuJ/4Q/UP+es350f8ACHah/wA9Zvzo5wsdvn3FJmuFn8K3dtbyTzTyJHGpZmJ6Cs/StLm1aSSKKaVZEG7aSclfWjnCx6Vn3H50Z9xXE/8ACH6h/wA9Zvzo/wCEP1D/AJ6zfnT5wsdtn3Fct41u4TYQ2auGmaUPtByQAD1/OqX/AAh+of8APWX86s2Pgu4E6tICxz1ak5XCx1Hg9SumgHsK6WqenWS2NssS9quVAwooooAKKKKACiiigCrL/wAhK3/65yf+y0Xf+stv+uo/kaJf+Qlb/wDXOT/2Wi6/1lv/ANdR/I0AWeK4nxz4/g8KeXaW0K3OoyLuCMcLGvq3+Fdsa+dvibFPF4+vzNnEio0ZPddoHH4g1jXm4Quj1cmwlPFYnkq7JX9TZsvjJrcV0rXtnaT2+fmSJSjAexyf1r2LR9Vtdb0y31GyffBMu4EjBHqD7ivlavePg/FNH4LLSgiOS5kaIH+7wM/nmssPVlKXLI9bPstw9CiqtJcrvb1O6u/+PKf/AK5t/KsOL/VR/QVuXf8Ax5T/APXNv5VhRf6qP/dFd0T5JnNw/fuP+u7/AM6KIPv3H/Xd/wCdFSUd5Yfcn/67v/OrJqkJksrqSOZgkcr743JwMnqCex7/AI1b8xDyHX86QCGo2p5df7y/mKjZl/vr+YpiGNVdIooIlihjWONeiqMAVOzr/fX8xUTMv95fzFUgIzUbU9mX+8PzqNnX+8v51SEMNZmt/wDIKk/30/8AQhWiXX+8v/fQrE1e9juNljbsJHZwXK8hQO31ob0BHW6R/wAg6L6Cr9VNNjMVjGp6hat1kUFFFFABTfMj/vr+deVfEjxbPaXU1nFI6W8JCsqNtMjkZ5PoK8y/4Si4/wCeCf8AfZropYarVXNFaGcqsYuzPqHzY/76/nR5sf8AfX86+Xv+EouP+eCf99mk/wCEouf+eKf99GtPqFfsT7eB9RebH/fX86PNj/vr+dfLv/CUXP8AzxT/AL6NL/wlFx/zwT/vs0fUK/YPbwPqHzY/76/nS+ZH/fX86+Xf+EouP+eCf99mj/hKLj/ngn/fZo+oV+we3gfUPmx/31/OjzY/76/nXy9/wlFx/wA8E/77NH/CUXH/ADwT/vs0fUK/YPbwPqHzY/76/nR5sf8AfX86+Xv+EouP+eCf99mj/hKLj/ngn/fRo+oV+we3gfSOtLdzabIdNuVjvIyJIhuG2Qqc7G9m6H65rj/COsPruqXa2Ezw2cOoTXN4SAG3kALAc985Lf7oHevHf+Eouf8Angn/AH2a9O8F+ELXxD4Yg1Z7iS2kuXdpEiAxuDEZ57nFZVcNUpK8yoVYzdkeqebH/fX86PNj/vr+dcX/AMK2tP8AoJXX5Cj/AIVtaf8AQSuvyFYGh2nmx/31/OjzY/76/nXF/wDCtrT/AKCV1+Qo/wCFbWn/AEErr8hQB2nmx/31/OjzY/76/nXF/wDCtrT/AKCV1+Qo/wCFbWn/AEErr8hQB2nmx/31/OjzY/76/nXF/wDCtrT/AKCV1+Qo/wCFbWn/AEErr8hQB2nmx/31/OjzY/76/nXF/wDCtrT/AKCV1+Qo/wCFbWn/AEErr8hQB2nmx/31/OnBlb7rA/Q1xP8Awra0/wCgldfkKp6l4NudCs5NS0rVJ/NtxvZW4yB16fyNAHodFc74X8QHWbFGmAEwGHx3I710VABRRRQAUUUUAFFFFABRRRQAmB6UYHoKWigCpqNgmo2E1m7vGkq7WaM4OO9c5baPa32taxa4MK28ts8DRcGMqnGP5V11YOkf8jRr/wDvQf8AoBoA3cD0FGB6ClooATA9BRgegpaKAEwPQUYHoKWigBMD0FGB6ClooATA9BRgegpaKAEwPQUYHoKWigBMD0FGB6ClooATA9BRgegpaKAEwPQUYHoKWigCjqelxapDFDM7CFJVkdF6SY5Cn2zWB4f0uK6dr4O0U9rqNxgpj5lJwVPt/hXW1geE/wDjxvj638//AKFQBvYHoKMD0FLRQAmB6CjApaKACiiigAooooAKKKKACiiigCrL/wAhK3/65yf+y0Xf+stv+uo/kaJf+Qlb/wDXOT/2Wi6QPLboSQC55BwehoAsmuc8VeDdN8V26Jdh4riL/VXEeNy57H1HtW39jX/ntcf9/TR9jX/ntcf9/TSaTVmXTqTpTU6bs0eZWHwXtYrsPf6tJcQA58uOPYW9icn9K9OtLWCytora2iWKCJQqIowFA7Un2Nf+e1x/39NH2Jf+e9x/39NTGEYfCjbE4yviWvbSvYfef8eU/wD1zb+VYcf+qj+grUubRUtJm86c4jY4Mpx0rLj/ANUn0FbRORnNQffuP+u7/wA6KIPv3H/Xd/50VJR6DcW0dzEY5FDKR0NYMvhK0dyV4B7CukopAcv/AMIdbepo/wCEOtvU11FFAHL/APCHW3qaP+EOtvU11FFAHL/8IdbetH/CHW3rXUUUAcv/AMIdbetXrHw7aWT7lUEitqigBAABgUtFFABRRRQB8+/FDjWb3/r6H/oNefZr0D4o/wDIYvf+vof+g1xGlQR3eq21vLHPJG7jekC7pGHcKPWvawc1DDOb6XOKtFyqWRFBDLczpBBG0srnCogySas6hpV/pU4hvrZoZSu/aSCQvqcdB9a6y0tdJg1TVmn8N36wW6IERcl4PlJ3MQ2QT6jtTLHUJNH021nhu7O8k1seXKbkb2t3zjk9WUAgYPeuKebVHL91DTTR9bq+6btZG0cLFL3mczfaLqemQRT3llJFDL9yQ4Kt+INZ+a7q2sdNin1TSZYLvWjbqBBLbklYcrzxnau1ulYOp2dqPDOn38em3drOwAknIzDOOfmBzweK2wuac8lCotW1rstVdaN3Iq4Wy5osw80m4ZxkU3NehXN7b2HhbQo2ufs73Nrwi2aSCXnHLnlfqK6MdjXhuRRjzOTt9yuZ0KKqXu7WOA3D1FG4eor1G+tUjuPEhNgkimW0EcewKJOmVU9OalaBrzVLG4VEFtHqSxvbXNoElgbafkVhwy15X+sUd+TT18k+3mdX9nv+b+rnlG4eoo3D1FeqWkIil0uO1tY2iu9TuUvMRBtwBbAY44AqTS7Gxni0a0jgi3R3M08TFQd6pIVK+/DfpSlxHGKu6enr6/5DWXN6cx5Rmvo34Un/AIt1pv8AvS/+jGr53v8AA1K7AGAJ3AH/AAI19CfCpsfDnTf96X/0Y1enjpc9GMu/+RzUFabR2+6jdUe6k3e9eRY7CXdRuqLdS7qAJN1G6ot3vRu96AJd1G6ot3vS7j2oAk3Ubqj3H86Mn3oAk3VQ1s/8SHUP+vd/5GrZJHXiqGtN/wASLUOf+Xd/5UAcZ4BJD49zXpNea+Av9Z+Jr0qkAUUUUAFFFFABRRRQAUUUUAFFFFABWFpH/Iy6/wD78P8A6BW7WDo//Iya/wD9dIf/AECgDcd1jQuxAVRkk9hXESeL9Y1W7lj8PaaJoIjgyyD736gCul8RsV8N6iVOD9nfn8KzPAaInhO2IABZnJ9zuoAzP7U8d/8AQKh/75H/AMVR/afjv/oFQ/kP/iq6+6vre0QvNMkajuzACq9rrdhdyeXDcxu/ZQwJP4VLnFOzepSjJq9jmP7T8d/9AqH8h/8AFUf2n47/AOgVD+Q/+Krt1YMMg5Bpc1RJw/8Aafjv/oFQ/kP/AIqj+0/Hf/QKh/If/FV3Gao3GopHdi0jeMzld7B2wEXoCfqegoA5X+0/Hf8A0CofyH/xVH9p+O/+gVD+Q/8Aiq7KGWRmeOULvXByvQg9Kmz70AcP/afjv/oFQ/kP/iqP7T8d/wDQKh/If/FV3GaM0AcP/afjv/oFQ/kP/iqP7T8d/wDQKh/If/FVo+KPGlv4XvdPtZrK5uDeNgNEOF5A/E89Kh8ZeOYvB/2PzLGS6+0hiNkgXbjHXP1rSNKcrJLczlVhG93sVP7T8d/9AqH8h/8AFUf2n47/AOgVD+Q/+KrYvvFltp501ZoJC1/CZYwCMKAoZsn2B/HGKzJfiDHb3At59MmSYIXdPOUkfLuXHrkY+lZmi1Iv7T8d/wDQKh/If/FUf2n47/6BUP5D/wCKrb0nxPDqmorYGAw3JtFumUuGABONvrnGD071u5oA4f8AtPx3/wBAqH8h/wDFVVsJPGmnQyRQaXHtklaU7gp5Y5P8XSvQs0ZoA4f+0/Hf/QKh/If/ABVH9p+O/wDoFQ/kP/iq7jNGRQBw/wDavjpfmOkwkDqNo/8Aiq0/D3i1dVlezvIPst9H95D0P0zyPpXS5FebeIm+zfEFZIhtYxoTjucUAel0VBZuXtY2PcVPQAUUUUAFFFFABRRRQBVl/wCQlb/9c5P/AGWsXxrr7eF9AfWFtxcGCRQIi+3O47ev41tS/wDISt/+ucn/ALLXIfFqN5vAN2iDLGSPA/4EK0pcnOufbqKSk1aCuzjf+F8XH/Qvx/8AgUf/AImj/hfFx/0L8f8A4FH/AOJryv8As26/55j/AL6FH9mXX9wf99Cvatlf8y+85/quZf8APuX3Hqn/AAvi4/6F+P8A8Cj/APE0f8L4uP8AoX4//Ao//E15X/Zl1/cH/fQo/sy6/uD/AL6FHLlf8y+8PquZf8+5fcerR/G+e+mjtDoUaCdhFu+0k43HGfu+9ekIMIo9AK+atO065XVbNigwJ0J+Yf3hX0qOi1xYpYZNfV2n31uaQpYin/Hi12urHMw/fuP+u7/zooh+/cf9d3/nRXnmx6PRRRSEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfPfxT41e9/6+x/6DWd4bjudS0iGDQ7WKPU7CZrqa7kYDJ5CoB3yPXgVofFX/AJC17/19j/0Guf0m60680/T9LEh06+adknvw+0GBgSQT37DBrprRlLBLlXX1S73XVeRlFpVtexb1HWwjJdadrd+2r3OIbuGWJQGA425A28HPrXOTPBayvbx26vszG0kgIYnPXGcKR04rr9UtZL9J9Jm1nS4NO0pEZZY4VQykrkKOeT9O5rlpbOaaC1u59PuImvcrA0YCrM+RjC44GD26mnl1SioW/ruui6dOgsRGbf8AXz79fvLVnfm0RRFeT2Gm3zlboRJu2gfwg5y3B9utdTALu+jWTTJpNT0DSXWTybsLG0hUH5V46Ac/NjJrB07Tbj+07gCe30y+0wloLS7Vcyjk7cnG76+hFaV/PbPFp/iDUdQt5UvWQXmn2i+UXj5+8oOWII71yY1xnVShv6X16dN+XRO+htRvGPvf1/T6WOP1Ge2uNSup7KLybWSQtFH/AHVPQV2Mnh23l8MabdNHqFzJLa7g32pBHAc/3W5I74FcXqV1DeandXNvAIIJZCyRD+AHoK6TU7K/uvD+iz3V3plrHb2pNqpmIklXOemOua7sfzKFFKXJ677bf5mFCzc7q/8Aw5tajocEsN/p41DUmk0kwEtLcbkk3Yzhf4cdqPFOkHT9OursX+qJJYzolq8915gk3DkqBypHrTtUPiJFvVktNOimktoru6uI3YmdEOABngH1xVfVYtXnn1DT7ifSBdaxLCWgSZt6HA2kD09a8GhKp7SDdRWT2uvK/wCp3TUeVrld/wDh7HFxarfwpIkN9cxrKS0gSUgMT1JpseoXkPleVdzp5IIi2yEbAeuPTNa83gvVI2iWCS1uvMuvshMEudkv91sjinDwXfPdQQQ32nymaR4VZJuBIvVDxnPBr6f67gHqpR1PM9jXXRnPs5ZizElickk8k19E/Cxv+Ldab/vS/wDoZrwPUdGu9KtLSe7MaNdBmSLPzgA4yR2r3f4Wt/xbrTf96X/0M0YupCrRUqburjoxlGbUtzt91G6oN3vRu968yx1E+6jdUO6k3e9FgJ91G6oN3vS7qLAS7q8x+IWq6o+uhdJtdRmGg26X8ptCAnmFwdsmWGV8pH4AP3ulekbqN1FgOK8MatfXWpeIpLK0lvrW51TKym4CCCNoIyCA3Ucnha5bTtTuLvR/DVjDdXT3+mabqP8Aake598DeUVXzM993TP1FevbqN/vScdLDTs7nGfCt7ZvCivFc2c87LEZzbTyyMrbBxJ5hOHznIGBXWay2dDv/APr3f+VT7qpau3/Elvv+vd/5VTJRxPg/VbPTnzdSsnJ6IW/lXc/8Jjon/P0//fl/8K5PwF/rPxNek4FZlGF/wmOif8/T/wDfl/8ACj/hMdE/5+n/AO/L/wCFbuBRgUAYX/CY6J/z9P8A9+X/AMKP+Ex0T/n6f/vy/wDhW7gUYFAGF/wmOif8/T/9+X/wo/4THRP+fp/+/L/4Vu4FGBQBhf8ACY6J/wA/T/8Afl/8KP8AhMdE/wCfp/8Avy/+FbuBRgUAYX/CY6J/z9P/AN+X/wAKP+Ex0T/n6f8A78v/AIVu4FGBQBhf8Jjon/P0/wD35f8AwqHw3dRX2s63dW5ZoZJItjFSucJg9a6PAoAxQBl+Jf8AkWdS/wCvdv5Vg+FdUtLDwjaLNNiQl9qKMsfmPat7xL/yLOpf9e7fyrkfDHhyzvtFhvJzud2X5WUEDy3J7+ueaCoKLfvMHju72+kurq0EmGPlJJcxqI17cEnn1qW40+ee33tpaIgPEqXkfB9jxzUv/CBaebt5TczGF5fMMW0eucA+lX18LWkehppcUriOOfz0dlDHdnPIPBrzamV4erUdScfe73Z2uso2UKj+4m0PUJUs1TUN6yA7TKQCjeh3KSAa2jcwqm8zRhM43bxiuWfwZaywXCS3s4adlY+SPLQbR/cHFRy+A9NltraD7TcrHE26RVbAmOepHY9sivQSaVkjHkot3c/wOu+0ReS0wkVo1BYspyMDrXjfiLUbv7VoN9v2SakDcyDAPDTxhB9AmBXpunaHa6Zp11YWzyC3uGc4Zs7NwwQK5yPwsmqWOm22q2U6X2mxC3SdZMRFVYEOMdc7VOKu11qYNqMvcehc8YXWoh4f7O1OawBlKPJFGrl8FVx83u/6Vxk+qeKhZX01v4ruS1varcKJYYMNu3cHHI+71989BXoOv+GYdes7W3/tC7svs7Eh7ZgGbOM5yPUA/Wuef4XW8kDQv4j1gxtH5bLuTleeDxyOT+ddlGdOMVzfkZNPocnDqPxGu7OwurXxDG0dxGGl3CP5DkhsYBDADBz71u6Rc+OLfxlZx3usC70Yz+W+5EDOCDtJAHHOO9aFv8L4LSCGC38S6zFFCMRosiAKOvHFaOmeCf7P1K3vH8Q6tdiGTzPIndSjHtnA96udWm07W+4Fc534s6vqOm6to62V7Nbq6MWCNjJ3Dms74x2lvA2k3EcarNcK7SuOrkBetdt418IR+LLSDZOLe8tiWikK5U56hh6cUzxF4Uk8XeHYLXUmitdRgJMckJLoDjHfBwfSlSqwjyPte5x1aM5Oa72sV9RudK0LQdGgFhDLcXSJ5YkJ2pnaSx9s4pmn3OiJrzeHpbSymR4/MWaAHbnklWyTyOe9S6l4W1DWdI0vz5Le31TTGXymRi0UyjHDcZGcfhV+z0vWZtYl1DUbuGCHyTHFY2pzHuIwXYkA59q5HC7bcjvVWMaaioa/1+RR8F6jYa3qN9daZptvbWdnIYUlbLTykjrknhcAcHNdvu9647wJ4VufCVlewXF1FObiYSAxqRgYx3rrN1Ooo875NjKlz8i59yXdVLVNb0zRLdZ9U1C3s4nbarTyBQx9BnrU+6uU1211C28Z6V4httLk1S3t7Oa1e3hZBLEzsrCRQ5AIIXaec1BqdXa3tve20VxazxTwSrvjkicMrr6gjqKmya8hs/But6deaXfizuVlMOoEw2d3tSyeZ98SkbgCo5BxnnHHApNU0PxvDp+gppsmrPcR2qS3cxvy7fadyl1cGQDbgHGAw7YHWhCZ6/urzfxR/wAj5H/1yT+RrU8M22vW/ivXZNQW9bT5nLW8t1cBhnecKiBiAoXGDhTzgg9ayvExz46j/wCuSfyNJ7D6no1h/wAecf8Au1ZqpZSKtrApZQzr8oJ5PrirdIAooooAKKKKACiiigCrL/yErf8A65yf+y1zPxLR5PB1wqKzMZEwFGT94V00v/ISt/8ArnJ/7LXOfEc7PBd4+7bhk53AY+cd24H48UOHP7vc0pVXSmqi6anh/wBjuv8An2m/79mj7Hdf8+03/fs1i29zg2+bjABh/wCW8Qxy/qP5/j2pILjCwAz9BF/y2h/uP6j+f484pf2NH+c9f/Wip/z7X3m39juv+fab/v2aPsd1/wA+03/fs1seD7Fb7RzK3hC51wgqv2mO8CBcIvyYXHI9+eea6D+xY/8AomF7/wCB5/xrjqYFRk43PUo5u6lNTcd/Nf8AyRx1naXIv7Ym3mAEq5Pln1r3Vei/QV56mjokqMPhtewbWB803xITn72M84616CnKJzngc104WiqaZ42cYl15Qdtr9v0bOah+/cf9d3/nRRD9+4/67v8AzorU8k9HooopAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfPPxXP/ABNb3/r7H/oNee2N41jfQ3Sxxy+U4by5BlXHcEehr0H4sqRql6cHi7Gf++a8zzXtYOKlQ5Xs7nHWbU7o7XSfEmmHXLpl8PWSi9VUijkkVUhfBBIYjgGrxW306Maf4o1GaN7CEHTPsbBlHPBBHVwcD5sDFeeUVy1MppyleEml9707N7aaPuXHFyS95XPRLu/udJsbm/1+w0/ULrU1Xyy0yl4sLhcpg4x1OD1rlL7WYLjRbPTbbTYLcQgGW4ABknb1JxwOelYw4ozW2Gy6nSfNLV3v1S7LS9tiKmIlLRbD813M3iTTp/C1jp6ak9vLBaGKWI2Qk3t6Bj936iuDzRmtsVg4Ynl5/su6JpVpU726npV1430m6t9ZhLSnz4VS0byz3QBlPoNy5pL/AMXaTdarZ3aapL9nhlhc2xsQD8vU+Z1/CvNs0Zrz45BhYu8b/wBK3Y3ePqtano48c6a1xBcTGRnttVaeNY4duYCCMnHBbnvzWXq2s6KLa2/s6XzL2LUPtBuVtfKbyiScE9SRmuMzRmrp5Jh6clKLegpY2pJWZ0PjHWYdc8Sz3ttI72xVVi3rtwAORj65r2n4XN/xbvTf96X/ANDNfOua+hvhgf8Ai3mm/wC9L/6Ga2rUY0MPGlDZaEQm51HJ9Ts91G6ot1LmuCx0km6jdUe6jNFgJN1G6os0ZosBLuo3VFmjdQBLuo3VFmjNFgJd1U9Wb/iT3v8A1wf+VT5qnqrY0e9JP/LBv5UgMDwF/rPxNelV5r4CH7z8TXpVZFBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGV4l/5FnUv+vdv5Vi+DWx4WtR/tP8A+hGtrxL/AMizqX/Xu38q5LRNVi0vwhZu43PI7qik4HBJJJ7AAE1UE27ImTUVdnY7qN1cBd+L7k+bDGQLoWjXYhxgKgGRuI53MOw6d6ofbPF0uoR2zavHbK9p9q/dW4IUggFOe4yO9dSw7e7sc0sVFbK56dupN1eTHX9eGizajfzJfWNtd7AApilIBx5ilemCcYOa6fS/Ek8d/DZ3cpuLe4WN4Lhlw+2TO3cBxnIIP4GlLDziOGKhKx2e6s7UdYTT7i3tvJlkmud3l7VOwYH8R7DOPzpurXx07R729VdzW8DyBfUgVycniWGTTbSW/v7UStGrSL5gKqcdh3P1rJQb2OhuyuzcfxBqLTolvZWxRhEzPLNsCbs7wfcVLf8AidNNa4mnspnsY2RI7iEhzIzf7PYD1rlbbXYtTeT7NMjxqfL3x8dj6cZw38qzY/iJp/2lxJvXaxVRHBjZg4HzdT+NNU5PRAtT1hZAyKw6MAR9DUF5fJZw+Y/oSB64Gf6Vj+HfE1jr8DC2uBJNEAZARtb64qzrFs91bYQnI7Y/X2NY1lOEXZalU7OSvsVU8SqZgjEhc43EYz/n2reguFniWVSNrDjByK8um1lDNc6aIJFurbdgFCDKVGTs7kdOfel8D/EkanPqMF/atFb2qq/2uGNmjUbCzGRuinj8a83La+Kqc31iNjpxEKcUnTPU99V31KzSRo3u4FdfvK0gBH1rhI/jH4QYxsZ71LeSQxJcvaMIiw6jP4iuN8Qa54efxTrQbUmZo2eSRBZSOF4UEkjsMfer2qMacm+eVjjk2tke5xzxzRrJFIkiN0ZGyDT91cn4A1Czv/B1pLY3aXUKs6+YkZTnPQg9/fvXTbqiSSbSY03Ym3Um6od1G6psBNurE8U+Jk8MaSt6bOW9leTZHbQsA74UsxGeyqrE/StXdWDrfhe08Q6nZ3OoT3Bt7SKREt4ZWiyz4BYupB+6CMdOTSafQaZcsPEdvqOvTaZBGWWOxhvluN3yukpOAB+H61x/jM33/CUP/ZnkfbfITyftGdm7B64rc8M+Ek8N3XnLqEt1iyjsUDxhdscbsy855IDbfwrK1858bRn/AKZp/KiWwkS+FzrH2zEw03+3/K/ef2iZfO29/Lx8vl/7nHrzXXZ8Xemh/nLWrYxo1rA7IpZF+ViOVz1xVuoKOfz4u9ND/OWjPi700P8AOWugooA5/Pi700P85aUf8JafvNoi/RZW/qK36KAMHb4s/wCe2if9+pf/AIqjb4s/57aJ/wB+pf8A4qt6igDIsxqIvIP7Se1abbJt+zKwXHy9dxJzWZ8Q0kk8HXaxBzIWTaEJB+8O4Bx+RroJf+Qlb/8AXOT/ANlrK8YTpbeH55n1CTTlQgm7jTc0XuB3pxfK7jUed8vc+c4NN1RTB/ol4uDD3cYwX/6Z8Yz+Ge+eEg0zVFWD/RL1cCL++MYRx/zz4xnHtnHOcj0L+37L/op+p/8AgEf8KX+37L/op+p/+AR/wrp+vPsdP9jy/m/8ll/kYHhu2s4NMC6rD4qSfCbRp+/y9oRRzwOc547ccmtjy9A/uePP/Hqn/t+y/wCin6n/AOAR/wAKT/hILL/op+p/+AR/wrjnLnk5Hq0aU6VNQ108pf8AyJHEmhiaMonjjfuG3zd2zOf4vb1r0xPuJ06DpXnMeu2byog+JWpTFmAETWZAf/ZJx36V6Mn3E4xwOKunsefmKd43/X9UjmoPv3H/AF3f+dFEH37j/ru/86KDgPR6KKKQBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHBeOvBo1ktdQortIoWaJuj46EH1rzB/AEEbBXtJlJOADN1PpX0WwBGCK878RJc6xrEH2Q+RBDdfZoWK43zYJLfQYA/OrjVnDSLsS4xe6PN/+EAg/585v+/tH/CAQf8+c3/f2vddHa31TTI7l7URTcpNGVxtccMPzq/8AYLb/AJ5L+VX9Yq/zMXs4dj57/wCEAg/585v+/tH/AAgEH/PnP/39r6E+wW3/ADyX8qPsFt/zyX8qPrFX+Zh7OHY+e/8AhAIP+fOb/v7R/wAIBB/z5zf9/a+hPsFt/wA8l/Kj7Bbf88l/Kj6xV/mYezh2Pnv/AIQCD/nzm/7+0f8ACAQf8+c//f2voT7Bbf8APJfyo+wW3/PJfyo+sVf5mHs4dj57/wCEAg/585/+/tH/AAgEH/PnN/39r6E+wW3/ADyX8qPsFt/zyX8qPrFX+Zh7OHY+e/8AhAIP+fOb/v7XUaO2taFpcWnWEQW2iJKB1DEZOTz9TXrn2C2/55L+VH2C2/55L+VTKrOStJ3GoRWyPMf7Z8S/3I/+/Yo/tnxN/dj/AO/Yr077Bbf88l/Kj7Bbf88l/KouyrHmP9s+Jf7kf/fsUf2z4m/uR/8AfsV6d9gtv+eS/lR9gtv+eS/lRdhY8x/tnxN/dj/79ij+2fEv9yP/AL9ivTvsFt/zyX8qPsFt/wA8l/Ki7Cx5j/bPiX+5H/37FH9s+Jf7kf8A37FenfYLb/nkv5UfYLb/AJ5L+VF2FjzH+2fE39yP/v2KRda8SOMqIiOnCCu517bZ2Sw2durXt04gg+XhSerH2Aya57wjG1jKlpcjzra7klWGTb9yRGIIP+8Bmi7Cxkf2z4l/uR/9+xUF1ca/qkX2e5O2Jj8wRQM/lXqv2C2/55L+VAsbcHIiX8qLsLHM+EtHezUO6kDHGa6+kVQowowKWkAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBleJf+RZ1L/rg38q47SNNi1Xwfawykqyu7I4/hOSPyIJBrvNStRfabc2hOBNGyZ9MivNtL1tvDqSaXqlvKrROSrIM9f5j3q4S5ZXJlFSVmVrzw3q/7u2hnMM0gWI3EaB0lVR8u/wDiU4AHoeKqnw14584k6nbSZLfM8gYYbGRgjpwOK6T/AITTS/7tz/3wP8aP+E00v+5c/wDfA/xrqjipLszmlhIPuvmZNh4R1YJ5Wp6ibi3KlWtIgEhYE5IY49fQV0NnoMcV4Lu5cSyqwZVUYVSowoA9FHQfj1qp/wAJppf9y4/74H+NH/CaaX/cuP8Avgf41Eq7kVDDwjsbt/apqGn3FnIzKk8ZjZl6gEV5jdfDJLaTEupZjYfI/lenXIz+orsf+E00v+5cf98D/Gq114l0O8BE0Vy2U2fcH3SQSOvfArG67nZTrTpq0bfcmZGmaBDoUBhgmExz5jNjGSQeP/HR+dPPhLQQN7Qqys4JZXYMcngEk4XnipG1XSvtCzC71AYuzdFQgw2eNh5+6BU82seH59RnvZo7t3mREaMqNnyHIIGeuQKHyvcFWqxk5RdmzU0LwjaaBqL3tq7q0sRjeItlV5BGCea6POeK5o+NNL/u3P8A37H+NH/CaaX/AHLj/vgf40KxE5ym+aW55zov2o/HzxANsvkmG4C5U4OE4AP1rA+HV4ln4T8Y6JOsyalfW7fZ7cwtmTajZA4617J/wmelZz5dxn18sf40f8JlpW7d5c+718sZ/nS0EfNkSCXwvp9g9xdTz/bpCNOijAaMkKN/TJ3dMe1d94M0yDU/i/4ksL6BntZreaKVGJG4ZXjI+lepjxfowfeIJQ/94QjP50o8YaOGLCGYMerCIZP45osgNbRND03w5pw0/Srf7Pahy4TcW5PXk1o7q5r/AITTS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En el contexto de las negociaciones del Acuerdo ITER, en 2005 se formalizó un acuerdo bilateral distinto pero relacionado entre la UE y Japón. Este acuerdo, denominado «planteamiento más amplio» (P+A) facilita la cooperación entre las dos partes en tres proyectos relacionados con la fusión ubicados en Japón
[11](#footnote12)
, cuya finalidad es respaldar el desarrollo y la realización del ITER y los preparativos para DEMO. La mayor parte (aproximadamente el 90 %) de los recursos que la UE aporta a los proyectos del P+A adopta la forma de componentes en especie suministrados voluntariamente por varios miembros de F4E
[12](#footnote13)
; por lo tanto, la contribución en efectivo que se envía al P+A a través de F4E es muy pequeña en comparación con las contribuciones en efectivo y en especie que se realizan al ITER.

De acuerdo con todo lo anterior, F4E tiene tres cometidos obligatorios:

a) aportar la contribución de la Comunidad Europea de la Energía Atómica (Euratom) a la Organización Internacional de la Energía de Fusión ITER;

b) aportar la contribución de Euratom a las actividades del planteamiento más amplio realizadas con Japón para la rápida consecución de la energía de fusión;

c) elaborar y coordinar un programa de actividades para preparar la construcción de un reactor de fusión de demostración y de las instalaciones conexas, incluida la Instalación Internacional de Irradiación de Materiales de Fusión (IFMIF).

En la actualidad, las actividades del F4E se centran principalmente en a) y b). Su trabajo actual en DEMO se está llevando a cabo básicamente a través de su colaboración con el Consorcio Europeo para el desarrollo de la energía de fusión (EUROfusion)
[13](#footnote14)
, que realiza importantes actividades de investigación, financiadas parcialmente con subvenciones de F4E, relacionadas con cuestiones pertinentes para la preparación de DEMO
[14](#footnote15)
. Todas las acciones de F4E cuentan con el respaldo científico de EUROfusion, financiado a través del Programa de Investigación y Formación de Euratom.

En el gráfico 4 siguiente se presenta la lógica de intervención de la aplicación de la contribución de la UE al ITER y de las actividades asociadas relacionadas con el P+A y DEMO. Un resultado positivo del ITER será un hito importante para la confirmación de la fusión como una fuente de energía nueva y sostenible que contribuirá a mitigar el cambio climático, mejorar la seguridad energética, incrementar el rendimiento medioambiental del sector energético y promover la innovación y la competitividad de la UE. El éxito del ITER dependerá de que las partes del Acuerdo ITER mantengan su compromiso y proporcionen su ayuda (con contribuciones en especie y en efectivo).

En el siguiente apartado del informe se documenta una serie de avances positivos en la ejecución del proyecto ITER logrados en los últimos años. A pesar de estos progresos y de las significativas mejoras obtenidas en la ejecución y en la gobernanza del proyecto, aún existen riesgos importantes relacionados con el diseño y el montaje que requieren toda la atención del equipo de dirección y de las partes interesadas para ser abordados de forma adecuada, incluida la previsión de un margen para imprevistos en términos de costes y de calendario.

El Brexit no afecta al compromiso de la UE con el ITER.

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Gráfico 4: La lógica de intervención de F4E. Fuente: Estudio justificativo de la evaluación.

3. Aplicación, progresos y estado de la cuestión

Avances en la construcción y en la gestión del proyecto ITER durante el período 2014-2017

La construcción del ITER por parte de F4E comenzó en Cadarache en 2009 y se esperaba que durase diez años. Tras la identificación de varios puntos débiles y deficiencias en 2013 (mediante una evaluación interna del proyecto ITER
[15](#footnote16)
 y una revisión de F4E
[16](#footnote17)
), la línea de base del proyecto adoptada en 2010 dejó de considerarse realista. Algunas de las principales razones de la acumulación de retrasos y sobrecostes fueron la inmadurez y los numerosos cambios de diseño de los componentes del proyecto derivados de su complejidad y de su carácter pionero. Algunas de las contribuciones en especie se habían retrasado hasta cuarenta y cinco meses con respecto a las fechas previstas en el calendario del ITER de 2010. La necesidad de modificar el proyecto era evidente.

En consecuencia, la OI y F4E pusieron en marcha cambios a gran escala a todos los niveles, que abarcaban cambios en los equipos de alta dirección de ambas organizaciones. De cara a abordar esta situación, los nuevos equipos de dirección adoptaron planes de acción en 2015. Asimismo, el nuevo director general de la OI designado por el Consejo del ITER en marzo de 2015 adoptó medidas para aplicar técnicas rigurosas de gestión del proyecto (entre las que se incluían el respeto de los plazos y la contención de los costes, la gestión de los riesgos y la consolidación de los diseños) y estableció un fondo de reserva
[17](#footnote18)
 para cubrir los sobrecostes originados por los cambios de última hora de las especificaciones técnicas. Las medidas adoptadas por F4E abarcaban una vigilancia más estrecha de la gestión de los riesgos, un incremento de la flexibilidad en la aplicación de las normas relacionadas con la gestión de los contratos, y un aumento de la integración y de la comunicación entre F4E, la OI y el resto de las AI. Su Consejo de Administración (CA) también nombró a un nuevo director de F4E.

Nueva línea de base del proyecto basada en el enfoque por etapas

En abril de 2016, un comité independiente
[18](#footnote19)
 revisó la nueva línea de base
[19](#footnote20)
 y se confirmó el objetivo del primer plasma para 2025 como fecha técnicamente viable más temprana. Se señaló que el establecimiento de ese calendario no deja margen para imprevistos, de modo que se basa en la premisa de que todos los riesgos podrán mitigarse. La ausencia de margen para imprevistos en la línea de base es poco habitual en un proyecto tan grande y complicado como el ITER y esto añade un grado de incertidumbre a la gestión global
[20](#footnote21)
. Los revisores también recomendaron un «enfoque por etapas». Teniendo en cuenta las recomendaciones positivas de esta revisión, el Consejo del ITER respaldó ad referendum la nueva línea de base del ITER en noviembre de 2016
[21](#footnote22)
.

El enfoque por etapas es una de las partes más importantes de la reestructuración de la gestión. Divide la construcción y el montaje de la máquina en cuatro etapas con un objetivo clave de cada una. El enfoque culmina en el objetivo final de la cuarta etapa: el funcionamiento a pleno rendimiento con combustible de deuterio-tritio (denominada fase de deuterio-tritio)
[22](#footnote23)
. En cada etapa del proyecto solo se llevan a cabo las actividades que son críticas para alcanzar el objetivo de dicha etapa. Este plan tiene en cuenta las limitaciones financieras de las partes del ITER mediante la reducción de las contribuciones en efectivo y el aplazamiento de las contribuciones en especie que no son necesarias para la etapa del proyecto que se lleva a cabo en cada momento. También se reducen los riesgos al comprobar la máquina y los componentes existentes después de la culminación de cada fase, lo que permite identificar y abordar los riesgos antes de seguir adelante. En la actualidad, el proyecto se encuentra en su primera etapa, cuyo objetivo clave es la obtención del primer plasma. Al objeto de obtener el primer plasma en 2025, según lo previsto, F4E ha adoptado una estrategia denominada «Hoja de ruta para el proyecto del primer plasma», en la que se priorizan los componentes que son esenciales para este objetivo. El enfoque por etapas se ilustra en el gráfico 5.

Gráfico 5: Diagrama del enfoque por etapas con sus objetivos intermedios principales.

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Tras la aprobación de la línea de base de 2016, F4E estableció el nuevo calendario y recalculó el coste estimado de su contribución hasta la consecución del objetivo del primer plasma en 2025. La financiación prevista que se requiere de F4E para la fase de construcción que se desarrollará entre 2021 y 2025 asciende a 5 500 millones EUR en valores actuales
[23](#footnote24)
. En el cuadro 1 siguiente se muestra la contribución total estimada de Europa a la línea de base revisada del proyecto sobre la base del enfoque por etapas.

Cuadro 1: Cuadro sinóptico de los créditos de compromiso de Euratom para el ITER hasta el primer plasma, desde el primer plasma hasta la fase de deuterio-tritio, y total después de 2020. Las unidades se expresan en valores actuales en miles de millones EUR.

Fuente: Comunicación COM(2017) 319 - Contribución de la UE al proyecto ITER reformado.

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
|  | Hasta el primer plasma | Desde el primer plasma hasta la fase de deuterio-tritio | | Total después de 2020 |
|  | 2021-2025 | 2026-2027 | 2028-2035 |  |
| Contribución en efectivo total de F4E a la OI | 1,5 | 0,7 | 1,6 | 3,8 |
| Contribución en especie de F4E | 3,1 | 0,8 | 0,7 | 4,6 |
| Administración de F4E | 0,3 | 0,1 | 0,6 | 1,0 |
| Otras actividades de F4E | 0,5 | 0,2 | 0,1 | 0,8 |
| Administración del proyecto por la CE | 0,05 | 0,02 | 0,08 | 0,15 |
| Total | 5,5 | 1,8 | 3,1 | 10,4 |

Gasto de Euratom relacionado con el ITER

La financiación de la participación europea en el ITER y para las actividades relacionadas (P+A, DEMO) se canaliza a través de F4E, la Agencia Interna de Euratom para el ITER. Los ingresos de explotación de F4E comprenden principalmente la contribución de Euratom, la contribución del estado anfitrión del ITER (Francia), y las contribuciones de los miembros del ITER. La contribución de Euratom constituye la fuente principal de ingresos de F4E. Desde la creación de F4E, el 31 de diciembre de 2017, esta ha recibido un total de 5 055 millones EUR en créditos de compromiso y 3 328 millones EUR en créditos de pago (ambos en valores actuales) procedentes de las contribuciones de Euratom. En el gráfico 6 se presenta un diagrama con un total actualizado de los créditos de compromiso y de pago. En estos créditos se incluyen aquellos que asignan fondos para la realización de las actividades del P+A; no obstante, puesto que la inmensa mayoría del valor que la UE desvía al P+A procede de contribuciones voluntarias en especie, estos créditos son muy pequeños en comparación con los aportados al ITER. En líneas generales, este diagrama demuestra la mejora reciente de los resultados presupuestarios, tanto en términos de compromisos como de pagos, con independencia de las observaciones realizadas en las auditorías periódicas y en las revisiones independientes del proyecto
[24](#footnote25)
.

Gráfico 6: Sumas acumuladas de créditos de compromiso y de créditos de pago (valores actuales en millones EUR). Fuente: Proyecto del Programa anual y plurianual de F4E para el período 2019-2023, elaborado en el estudio justificativo de la evaluación.

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La inmensa mayoría del gasto de F4E tiene que ver con los procedimientos de contratación (PC). Se trata de contratos creados y definidos por la OI en los que se especifica el trabajo que una AI debe realizar y entregar a la OI. En los PC se puede especificar la construcción de componentes, los servicios, la administración o cualquier otro trabajo que haya de realizarse para contribuir al proyecto ITER, pero el grueso de ellos tiene que ver con el desarrollo y la construcción de los componentes para el tokamak en forma de contribuciones en especie. Tras la firma de un PC con la OI, F4E licita y firma contratos con los proveedores de los entregables requeridos.

En noviembre de 2017, F4E había firmado contratos correspondientes al 87 % de todas las contribuciones en especie que la UE debía realizar a la OI. La cantidad de dinero que esto representa se muestra en el gráfico 7. 

Aunque los contratos firmados representan un valor de casi 4 000 millones EUR, esta no es la cantidad de dinero que F4E ha pagado. El dinero comprometido al inicio de un PC se suele abonar a plazos y el grueso se paga al final. Hasta mayo de 2017, se habían pagado 2 250 millones EUR para sufragar el coste de las contribuciones en especie al ITER
[25](#footnote26)
. Este dinero ha ido a parar a manos de cientos de contratistas y muchos más subcontratistas de dentro y fuera de la UE, y ha contribuido al crecimiento y el empleo en la economía de la UE. Estos beneficios se cuantificarán en el apartado 5.

Gráfico 7: Número total de contratos adjudicados por F4E desde 2008 hasta mayo de 2017 y valor total en EUR. Fuente: Datos de F4E, generados en el estudio justificativo de la evaluación.

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Al margen de los contratos, una parte de los gastos de operaciones de F4E lo constituyen las subvenciones. Estas subvenciones adoptan la forma de contribuciones para acciones de investigación y desarrollo relacionadas con las actividades de F4E. En el gráfico 8 se muestra la cantidad total de subvenciones concedidas por F4E y su valor en euros.

Gráfico 8: Número total de subvenciones concedidas por F4E desde 2008 hasta enero de 2017 y valor total en EUR. Fuente: Datos de F4E, generados en el estudio justificativo de la evaluación.

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Hasta la fecha, entidades de al menos veinte Estados miembros se han beneficiado de los contratos con F4E para la entrega de contribuciones en especie al ITER y de subvenciones para apoyar acciones de investigación y desarrollo. Puesto que Francia es el país anfitrión del proyecto, el porcentaje más elevado de contratos y subcontratos recae en contratistas y subcontratistas franceses. Sin embargo, este beneficio se equilibra con el hecho de que durante la fase de construcción Euratom financia el 80 % de la contribución europea al proyecto y Francia el 20 %, una cantidad mucho más elevada que la correspondiente a los otros Estados miembros. En consonancia con la solicitud del Consejo de la UE y el Parlamento Europeo, F4E está haciendo esfuerzos para abordar las diferencias existentes en el nivel de participación de la industria en los Estados miembros y, entre otras medidas, ha aumentado la cantidad de información publicada sobre contratos y subvenciones.

Avances en las contribuciones de Euratom al ITER en el marco de la línea de base de 2016

Una vez completado, el complejo del ITER constará de treinta y nueve edificios, estructuras y zonas, entre los que se incluye el complejo Tokamak, que albergará la máquina del ITER en sí. En noviembre de 2017, se alcanzó el objetivo de la culminación de la mitad de las actividades totales de construcción física necesarias para obtener el primer plasma
[26](#footnote27)
.

Los progresos físicos del proyecto se pueden supervisar mediante objetivos por etapas. Cada año, en una de sus reuniones semestrales, el Consejo del ITER aprueba un conjunto de objetivos por etapas a efectos de actividades de seguimiento y presentación de informes de resultados al Consejo del ITER. Los objetivos por etapas correspondientes a las contribuciones europeas también los supervisa el Consejo de Administración (CA) de F4E. Los objetivos por etapas cubren todas las áreas del proyecto, desde la contratación hasta la construcción. En el cuadro 2 se muestra la situación a finales de 2017 de todos los objetivos por etapas que debían cumplirse para esa fecha. Se han cumplido todos los objetivos por etapas establecidos para finales de 2017
[27](#footnote28)
.

  

|  |
| --- |
| Cuadro 2: Resumen de los objetivos por etapas que debían cumplirse a finales de diciembre de 2017.  Fuente: Informe resumido de F4E sobre la situación de los objetivos por etapas para el Consejo del ITER y el Consejo de Administración, finales de diciembre de 2017. |
|  |

Los avances del proyecto también se pueden medir por medio de los créditos del ITER. El sistema de «créditos» se introdujo para facilitar el seguimiento de las contribuciones
[28](#footnote29)
. Cuando la OI crea un procedimiento de contratación, se definen objetivos por etapas internos para supervisar los avances en la ejecución. Algunos de estos objetivos llevan asociados créditos del ITER, también denominados unidades de cuenta ITER o IUA (ITER Units of Account), que la OI entrega a la AI cuando se cumplen aquellos.

La obtención de todos los créditos en un PC significa que la AI ha alcanzado todos los objetivos por etapas establecidos para dicho procedimiento. Cabe destacar que los créditos del ITER no se corresponden con el coste real del trabajo realizado o del componente fabricado, sino con el valor nominal del PC acordado entre la OI y sus miembros (las partes del ITER)
[29](#footnote30)
. Por lo tanto, los créditos del ITER que una AI ha recibido de la OI se corresponden con el trabajo que se ha realizado y con los objetivos por etapas que se han alcanzado. No se asignan créditos a las contribuciones en efectivo ni a los gastos administrativos de la AI.

En el gráfico 9 y en el gráfico 10 se muestra el progreso de los créditos del ITER en comparación con la línea de base para los períodos 2014-2017 y 2010-2017 respectivamente. Puede observarse que los créditos conseguidos se ajustan bastante a la línea de base, a pesar de un pequeño retraso que se produjo en 2017.

Gráfico 9: Créditos acumulados conseguidos y liberados en comparación con la línea de base actual durante el período 2014-2017. Fuente: Datos de F4E, generados en el estudio justificativo de la evaluación.

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A finales de 2017, se había conseguido el 35 % de los créditos europeos totales para contribuciones en especie. Los progresos realizados entre 2014 y 2017 se muestran en el cuadro 3, y estos datos se presentan en el gráfico 11 como un porcentaje de los créditos totales para cada acción.

Gráfico 10: Créditos acumulados conseguidos y liberados en comparación con la línea de base actual durante el período 2010-2017. Fuente: Datos de F4E, generados en el estudio justificativo de la evaluación.

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Cuadro 3: Progreso de las acciones (categorías de trabajo) en términos de créditos conseguidos en 2013 y 2017.

Fuente: Datos del proyecto del Programa anual y plurianual de F4E para el período 2019-2023.

|  |  |  |  |
| --- | --- | --- | --- |
| Acción | Conseguidos a 1/1/2014 (kIUA) | Conseguidos a 30/11/2017 (kIUA) | Previsión de créditos totales (kIUA) [30](#footnote31) |
| Emplazamientos, edificios y suministros de energía | 53,50 | 181,94 | 516,10 |
| Imanes | 13,19 | 85,74 | 185,84 |
| Vasija de vacío | 0 | 30,08 | 89,56 |
| Planta de criogenia y ciclo de combustible | 0 | 22,86 | 57,39 |
| Haz de neutros y suministros y fuentes  de energía del EC | 1,86 | 19,63 | 103,95 |
| Interior de la vasija - Desviador | 0 | 1,92 | 22,24 |
| Manipulación a distancia | 0 | 1,80 | 39,73 |
| Antena e ingeniería del plasma | 0 | 0,50 | 27,41 |
| Diagnóstico | 0 | 0,02 | 29,67 |
| Interior de la vasija - Manto | 0 | 0 | 44,85 |

Gráfico 11: Gráfico que ilustra los progresos de las acciones como porcentaje en créditos.

Fuente: Datos del proyecto del Programa anual y plurianual de F4E para el período 2019-2023.

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Progreso y calendario de los proyectos del P+A

Los recursos proporcionados por la UE para la ejecución de las actividades del P+A son en su mayoría (aprox. 90 %) aportados con carácter voluntario por los distintos miembros de F4E (Alemania, Bélgica, España, Francia, Italia y, en el pasado, Suiza). Por lo tanto, las contribuciones en efectivo que la UE realiza para estos proyectos son muy pequeñas en comparación con los gastos del F4E en el ITER.

Al igual que ocurre con la construcción del ITER, las contribuciones en especie para los proyectos del P+A se formalizan a través de PC y sus valores se miden en créditos. Los créditos del P+A se denominan unidades de cuenta del planteamiento más amplio (UCP+A). El alcance completo de los trabajos que cubre el acuerdo del P+A tiene un valor de 1 000 000 UCP+A
[31](#footnote32)
, de las cuales 500 000 las proporciona Euratom y 500 000 las proporciona Japón.

Según las previsiones, los tres proyectos deben completarse dentro del MFP actual (antes del final de 2020). Al final de junio de 2016, a la UE se le había adjudicado el 73 % de su compromiso total para JT-60SA, el 82 % para IFMIF/EVEDA y el 97 % para IFERC
[32](#footnote33)
.

En el gráfico 12 se muestran los créditos concedidos para cada proyecto como porcentaje de la cantidad que se tiene previsto conceder. El porcentaje promedio supera el 88 %.

  

Gráfico 12: Porcentaje de créditos concedidos en el marco del Acuerdo de P+A en relación con los créditos previstos.

Fuente: Cuentas finales de F4E para 2016, generadas en el estudio justificativo de la evaluación.

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4. Evaluación de los resultados obtenidos hasta la fecha; metodología y herramientas de acuerdo con los principios de mejora de la legislación

La aplicación de la participación europea en el ITER y en el planteamiento más amplio a través de las actividades de F4E, cuyos resultados se presentan en el apartado anterior de acuerdo con los requisitos del artículo 5 ter de la Decisión del Consejo de la UE por la que se establece F4E, se ha analizado con arreglo a los principios de mejora de la legislación.

Los resultados del análisis se presentan en el apartado subsiguiente y se estructuran en torno a cinco criterios de evaluación: pertinencia, eficacia, valor añadido de la UE, eficiencia y coherencia. En el anexo 2 se detalla la metodología del estudio justificativo de la evaluación y se incluye la matriz de evaluación.

En la evaluación intermedia es habitual analizar los efectos producidos por la intervención con respecto a una línea de base. La línea de base suele ser una descripción de cómo habría evolucionado la situación actual en caso de no haberse producido la intervención. El proyecto ITER es un caso especial debido a su larga duración y su condición de experimento científico vinculado a un acuerdo internacional. Asimismo, el impacto total del ITER resulta difícil de cuantificar, puesto que su existencia no solo produce beneficios económicos, sino también propiedad intelectual y productos conexos. El estudio «Value for Money» (Rentabilidad) abarca diez estudios de casos de empresas que han trabajado con el ITER y han desarrollado productos conexos explotables al margen de la fusión (particularmente, en el sector energético en sentido más amplio, la aviación y los instrumentos de alta tecnología). Un escenario de línea de base excluiría estas nuevas innovaciones, pero resulta difícil determinar cuáles serán sus repercusiones.

Sin embargo, sí es posible definir líneas de base dentro de determinadas limitaciones. Para el análisis cuantitativo, el estudio «Value for Money» (Rentabilidad) se centra solo en la economía de la UE y comporta dos líneas de base. La primera es un escenario de «ausencia de gasto en ITER» en el que el dinero que se ha gastado con cargo al presupuesto de F4E no se habría gastado en absoluto; el impacto del ITER relacionado con este escenario se denomina impacto bruto. La segunda es un escenario en el que, en lugar de gastarse en el ITER, este mismo dinero se habría gastado en otros sectores de la economía de la UE en proporción a su tamaño respectivo. El impacto relacionado con este escenario se denomina impacto neto. Esto se desarrolla más detalladamente en la parte del apartado 5 (Análisis) titulada «Eficiencia».

Limitaciones de la evaluación

Esta evaluación atañe a la contribución europea al ITER. Sin embargo, incluso cuando solamente se consideran sus actividades relacionadas con el ITER, F4E no es más que una pieza de una máquina grande y compleja que es el proyecto ITER. Por lo tanto, resulta difícil evaluar el rendimiento de F4E utilizando los progresos del ITER como indicador, puesto que los progresos del proyecto dependen de muchas organizaciones y F4E no es más que una de ellas. Más fáciles de analizar resultan las actividades relacionadas con el P+A de F4E, puesto que solo hay dos partes (Euratom y Japón), pero debe tenerse en cuenta que los resultados observados en la construcción y el funcionamiento de las instalaciones no están únicamente bajo el control de F4E o de la UE.

Además, en el Acuerdo ITER se estipula que Euratom no se puede retirar del proyecto por ser la parte anfitriona. Esto hace que algunos ámbitos de evaluación, como el valor de la participación continuada de la UE, sean hipotéticos. No obstante, las respuestas a estas preguntas siguen siendo valiosas, porque justifican y respaldan otros ámbitos de evaluación.

Algunos de los estudios en los que se basa esta evaluación emplean datos históricos para predecir el impacto económico del ITER en diversos escenarios futuros. El acto de prever y proyectar implica necesariamente realizar determinadas hipótesis sobre la evolución del panorama geopolítico durante el período de previsión.

Algunas de las conclusiones del estudio justificativo de esta evaluación se basan en las respuestas a una encuesta en línea que se distribuyó entre los miembros del CA y los funcionarios de enlace industrial (FEI). Sus poblaciones son de sesenta y veintidós miembros respectivamente, y sus tasas de respuesta no fueron muy altas, el 45 % y el 36 % respectivamente. Debido al pequeño tamaño de la muestra, los resultados no se pueden interpretar como una representación exacta de las opiniones de los FEI y de los miembros del CA; por añadidura, es posible que haya un sesgo de autoselección en la muestra. Sin embargo, los resultados pueden ofrecer algunas indicaciones útiles.

5. Análisis y respuestas a las preguntas de la evaluación

En este apartado se presentan las conclusiones de la evaluación intermedia de la contribución europea al ITER, en la que se aborda si esta sigue siendo pertinente a la luz de las necesidades actuales. Seguidamente se evalúa lo eficaz y eficiente que ha sido la participación europea en el ITER y se examina asimismo el valor añadido de la UE. En este apartado se evalúa por último, aunque no es un aspecto menor, la coherencia de la participación de Euratom en el ITER en relación con otras intervenciones y políticas de la UE.

  

Pertinencia

I.El 28 de noviembre de 2018, la Comisión Europea adoptó una visión estratégica a largo plazo para una economía próspera, moderna, competitiva y climáticamente neutra para 2050 – Un planeta limpio para todos
[33](#footnote34)
. La estrategia muestra cómo Europa puede liderar el camino hacia la neutralidad climática mediante la inversión en soluciones tecnológicas realistas, la capacitación de los ciudadanos y la armonización de la acción en ámbitos clave como la política industrial, la financiación o la investigación, garantizando al mismo tiempo la justicia social para una transición justa. El análisis que acompaña a este documento reconoce que la fusión es una posible nueva tecnología de generación de energía que no produciría gases de efecto invernadero y que emplea combustibles ampliamente disponibles, y reconoce al ITER como una de las iniciativas mundiales más importantes que es la principal contribución de la UE a la investigación sobre fusión. La energía de fusión podría brindar beneficios importantes. Los combustibles de fusión (deuterio y tritio) están ampliamente disponibles y son prácticamente inagotables. La central nuclear de fusión no presenta riesgos inherentes de seguridad particulares: el plasma está compuesto por menos de un gramo de combustible, que se extingue rápidamente en caso de que se produzca un suceso imprevisto. Las reacciones de deuterio-tritio liberan neutrones que activan los materiales de la pared. Los subproductos radioactivos resultantes tienen una vida corta. Los beneficios de la energía de fusión como fuente de energía sostenible y sin emisión de carbono para complementar las energías renovables son argumentos convincentes a favor de la fusión.

II.A diferencia de las fuentes de energía renovables, que por lo general se encuentran en una fase de su desarrollo en la que pueden producir energía para uso comercial, la energía de fusión aún es una tecnología incipiente que requiere más investigación para hacer lo propio. El ITER ocupa un lugar único en el panorama de la investigación de la energía de fusión. Es la instalación principal para la aplicación de la hoja de ruta de la investigación europea para la consecución de la energía de fusión. La hoja de ruta conforma la base de los programas de EUROfusion y Fusión para la energía (F4E) y proporciona una vía de actuación clara y estructurada para obtener electricidad comercial a partir de la fusión.

III.El ITER es una colaboración entre siete partes que representan en su conjunto el 80 % del PIB mundial y se distingue por ser, con mucho, el experimento de fusión más grande y ambicioso en construcción. El proyecto es crucial para demostrar la viabilidad de la fusión; por lo tanto, los resultados de los experimentos ITER deben considerarse como muy pertinentes para las futuras necesidades de energía de la UE. El segundo y el tercer objetivos de F4E, que atañen a la contribución europea al P+A y a DEMO, también están relacionados con esta meta. Si bien la fusión como fuente de energía aún no se ha desarrollado lo suficiente como para cubrir las necesidades actuales de energía de la UE, su desarrollo es crucial para el panorama energético posterior a 2050 debido a su potencial.

IV.En un proyecto como el ITER, en el que los componentes fabricados en distintos países por distintos contratistas deben funcionar juntos en perfecta armonía, los cambios de diseño resultan inevitablemente muy complicados y costosos. Después de la evaluación de 2013, la OI desaconsejó los cambios de diseño y aconsejó la consolidación temprana de los diseños. Si bien estas medidas son altamente beneficiosas desde un punto de vista de la gestión del proyecto, crean una situación en la que el diseño no puede incorporar fácilmente los nuevos avances tecnológicos ni mejoras en sus especificaciones. Sin embargo, dentro de estas restricciones, existe un margen limitado para modificar el diseño, por ejemplo el de los componentes más pequeños. Entre el personal y las partes interesadas de la OI y F4E, los miembros del CA y los FEI, la mayoría coincidió en que F4E se adapta adecuadamente a los avances tecnológicos y científicos, y nadie señaló ningún avance importante de este tipo que hubiera sido ignorado por F4E.

V.Desde la perspectiva de los compromisos internacionales de la UE relacionados con la energía, el ITER es pertinente para los compromisos de la UE en virtud del Acuerdo de París y de los objetivos de desarrollo sostenible (también denominados la Agenda 2030), ambos adoptados en 2015 en el marco de las Naciones Unidas. Los objetivos del Acuerdo de París, que deben alcanzarse para finales de siglo, atañen a la limitación del calentamiento global, el aumento de la capacidad para adaptarse al cambio climático y la reducción de las emisiones de gases de efecto invernadero. Para alcanzar estos objetivos, sin duda es necesario eliminar progresivamente el uso de combustibles fósiles en favor de alternativas más respetuosas con el clima. Aunque la energía de fusión como fuente de energía comercial viable es un objetivo a largo plazo y no se espera de ella que produzca electricidad antes de 2050, el marco temporal para estos objetivos también es a largo plazo. Por lo tanto, la investigación sobre la energía de fusión, y por extensión el proyecto ITER, como alternativa hipocarbónica a los combustibles fósiles y como complemento de las energías renovables está totalmente en consonancia con las obligaciones y los compromisos que la UE suscribió en el Acuerdo de París.

VI.A diferencia del Acuerdo de París, los objetivos de desarrollo sostenible no solo atañen a la energía y al clima, sino también a un amplio abanico de cuestiones de desarrollo social y económico. Para 2030 deben cumplirse diecisiete objetivos globales relacionados en áreas como la pobreza, la educación, el hambre, el saneamiento, la igualdad entre hombres y mujeres y el cambio climático. A pesar de su carácter a largo plazo, el ITER está en consonancia con estos objetivos.

Eficacia

VII.Tal y como se explica en la lógica de intervención (gráfico 4), las tres tareas de F4E se pueden considerar objetivos específicos suyos. En los apartados 2 y 3 se evalúa con mayor detalle la medida en que se han conseguido estos objetivos hasta el momento; los proyectos del P+A están progresando en gran medida según lo previsto, los proyectos de preparación de DEMO (a excepción de la parte del IFMIF prevista en el Acuerdo del P+A) no serán acometidos por F4E hasta que se consiga el primer plasma, y aunque el ITER ha sufrido retrasos y sobrecostes considerables en el pasado, ahora avanza con paso firme con arreglo al calendario y el presupuesto en el marco de la nueva línea de base de 2016. El gráfico 9 y el gráfico 10 ilustran la medida en que el proyecto ITER avanza según las previsiones en términos de créditos conseguidos y liberados.

VIII.La fecha para el primer plasma no prevé un margen para imprevistos que tome en consideración la aparición de circunstancias no programadas o situaciones de crisis que, sin embargo, no cabe excluir razonablemente, máxime en proyectos de tal complejidad. Para garantizar la fiabilidad del calendario, debe preverse un margen para imprevistos adecuado. Según una reciente comunicación de la Comisión sobre el ITER
[34](#footnote35)
, en consonancia con la experiencia adquirida en grandes proyectos internacionales de complejidad y madurez similares, la Comisión considera adecuado fijar un margen para imprevistos de hasta veinticuatro meses respecto al calendario y del 10 % - 20 % respecto al presupuesto.

IX.En términos de mejora en la cultura y la gestión del proyecto se observan algunas señales de progreso desde que se llevara a cabo la reestructuración de la gestión en 2015, si bien tres años es un plazo muy breve para observar una mejora a gran escala en un proyecto de esta envergadura. En la última evaluación anual de F4E
[35](#footnote36)
, se señaló que F4E parece estar bien encaminada y está bien posicionada para realizar la transición a un régimen permanente sin carácter de emergencia
[36](#footnote37)
. Sin embargo, tanto la evaluación como las entrevistas realizadas para apoyar la evaluación ponen de manifiesto que aún queda mucho por hacer, especialmente en lo que respecta a las prácticas de contratación y de gestión de contratos. Las normas en materia de contratación de F4E no se diseñaron para un proyecto científico experimental internacional. Para remediar este hecho, F4E participa activamente con la industria y las comunidades de investigación de cara a promover la participación en licitaciones y en convocatorias de propuestas. Esto incluye la cooperación con la red de funcionarios de enlace industrial (FEI) y con la red de funcionarios de enlace del laboratorio europeo de fusión. También incluye las iniciativas de comunicación y de información destinadas a sensibilizar y a crear capacidades.

X.Además, los servicios de la Comisión
[37](#footnote38)
 competentes adoptaron recientemente una estrategia de supervisión con dos facetas: en primer lugar, garantizar la idoneidad y el cumplimiento del alcance, el presupuesto y el calendario de F4E a través de la participación de la CE en la estructura de gobernanza de F4E; y, en segundo lugar, ejercer la supervisión directa sobre el uso del presupuesto de F4E y supervisar el resultado operativo. En paralelo, y a través de la presidencia de Euratom del Comité consultivo de gestión (CCG) del ITER, en 2016 y 2017 se adoptaron medidas para mejorar la eficiencia del CCG mediante la entrega puntual de la información adecuada antes de las reuniones y la reorganización de los órdenes del día del CCG. Otros órganos rectores de ITER sufrieron cambios similares, y también se reforzaron los contactos entre la Comisión, la OI y F4E a todos los niveles jerárquicos. En octubre de 2017, los miembros del CCG llevaron a cabo una autoevaluación, en la que todos reconocieron la existencia de mejoras visibles en la eficacia de la gobernanza del Comité.

XI.Una de las cuestiones más críticas para la construcción del ITER ahora es la ejecución adecuada del montaje y de la instalación, teniendo en cuenta que el ITER, como primer proyecto en su género, implica múltiples organizaciones y, en consecuencia, un proceso complejo de definición de la configuración y gestión del cambio. De cara a la consecución de este objetivo, se consideró pertinente revisar la estrategia del ITER para el montaje y la instalación, con una especial atención a los diversos cambios y mejoras que se habían llevado a cabo en los últimos años, como la adopción del enfoque por fases para finalizar el montaje de los componentes clave, la adjudicación de un contrato CMA (Construction Manager-as-Agent, director de obra como agente) y la aplicación de un nuevo plan de gestión de la configuración. A la luz de lo que antecede, en su vigésima primera reunión (IC-21) celebrada en noviembre de 2017. el Consejo del ITER decidió realizar en 2018 una revisión independiente profunda de la estrategia de configuración, montaje e instalación del ITER para la obtención del primer plasma.

XII.La planificación, el diseño y la construcción del ITER facilitan la investigación y la innovación de vanguardia dentro y fuera del campo de la fusión. De hecho, un contrato de F4E se considera un trampolín para la materialización de beneficios a largo plazo. Las empresas consideran que trabajar en el ITER refuerza su reputación como empresa líder de alta tecnología. Más de un tercio de estas empresas han desarrollado nuevas tecnologías de vanguardia a resultas de su trabajo en el ITER. El potencial para el desarrollo de productos conexos que ya se ha materializado parcialmente es muy significativo y podría producir infinidad de beneficios para la UE y para las otras partes del ITER. Los productos conexos podrían generar 10 900 empleos adicionales entre 2018 y 2030 y un incremento del valor añadido bruto de 2 248 millones EUR durante este período
[38](#footnote39)
.

XIII.El estudio «Value for Money» (Rentabilidad) reveló que durante el período 2008-2017 el gasto de F4E en el ITER ha generado 34 000 años de trabajo y un valor añadido bruto (VAB) de casi 4 800 millones EUR, en comparación con la hipótesis de ausencia de gasto. También existe un elevado potencial para la tecnología de productos conexos, ya que el ITER se sitúa a la vanguardia de la investigación sobre fusión y muchos de sus componentes son los primeros de su género. En el mismo estudio se identificaron varios estudios de casos en los que la participación de las empresas en el ITER había permitido el desarrollo de productos conexos e innovación, generalmente transferibles a otros sectores.

XIV.Tal y como se describe en el apartado «Coherencia», el proyecto ITER contribuye a la consecución de muchas de las metas y objetivos internacionales e internos de la UE; algunos de ellos, como el Acuerdo de París, son de un perfil muy alto y bien conocidos por el público en general.

Valor añadido de la UE

XV.El coste del ITER es sustancial, habida cuenta de las contribuciones de las otras partes, así como de los recursos que serán necesarios después de 2020. El proyecto también exige una pericia técnica sustancial y un gran número de fabricantes especializados para diseñar y construir los componentes y presentar ofertas para los contratos de una forma justa y competitiva. En definitiva, la construcción de un dispositivo de fusión como el ITER requiere un compromiso científico, gerencial y financiero continuo de una envergadura que ningún país podría asumir en solitario. Por lo tanto, esto es algo que solo se puede lograr mediante la colaboración, tanto entre los Estados miembros como a escala internacional. En un proyecto colaborativo mundial, la UE es indispensable para promover los intereses de los países europeos en pie de igualdad con el resto de las potencias mundiales.

XVI.El ejercicio de la gobernanza a escala de la UE evita la estructura de gobernanza aún más compleja que surgiría si la participación en el proyecto se realizara a escala de Estados miembros. De igual forma, el suministro de la contribución europea a través de F4E permite evitar la posible complejidad aparejada a las normas y los procesos de contratación de cada Estado miembro.

Eficiencia

XVII.La contribución de la UE para la construcción del ITER ascenderá a un total de unos 6 600 millones EUR hasta 2020 (en valores de 2008), en consonancia con el límite establecido por el Consejo de la UE en 2010. La mayor parte del presupuesto de F4E se gasta a través de contrataciones; su gasto administrativo representó el 6 % (en términos de créditos de compromiso) y el 9 % (en términos de créditos de pago) del gasto total de F4E durante el período 2014-2017. Este porcentaje del gasto administrativo es similar al de otros grandes proyectos
[39](#footnote40)
. Por lo tanto, la principal influencia para la relación coste-eficacia de F4E es la de sus prácticas de contratación. La estrategia de contratación de F4E ha ido evolucionando con el tiempo, pasando de adjudicar grandes contratos por un precio fijo a adjudicar contratos más pequeños con características más variables. Se publica una licitación para cada contrato en el portal de industria de F4E
[40](#footnote41)
. Como Empresa Común de la UE, F4E está obligada a seguir los procedimientos de licitación pública de la UE según lo previsto en el Reglamento financiero de F4E
[41](#footnote42)
. Con arreglo a este último, la participación en los procedimientos de licitación pública debe estar abierta en igualdad de condiciones a todos los licitantes de los Estados miembros de la UE y terceros países que tengan un acuerdo especial con la UE en materia de contratación pública. En el caso del Reglamento financiero de F4E, la participación se restringe a los miembros de F4E (los Estados miembros de la UE y Suiza) con algunas excepciones. Este sistema está previsto para evitar los monopolios y promover la licitación competitiva, que contribuye a reducir el coste de los contratos de una forma abierta y transparente, teniendo en cuenta los requisitos de la buena gestión de los fondos públicos.

XVIII.Con el tiempo, F4E ha concertado esfuerzos para mejorar sus prácticas en materia de control y supervisión. Por ejemplo, en 2017 comenzó a utilizarse el sistema de información integrado (SII). Este permite a todos los miembros del personal de F4E acceder a informes generados por ordenador utilizando los datos en tiempo real procedentes de la intranet de F4E. La generación automatizada de informes resulta más eficiente que su generación manual, y aunque el SII requiere cierta configuración y mantenimiento, las personas de F4E a las que se consultó indicaron que la carga administrativa es razonable. Uno de los elementos clave de la estrategia de control y supervisión de F4E es el sistema de gestión integrado (SGI). El SGI consta de un conjunto de indicadores clave de resultados (Key Performance Indicators, KPI). Sus funciones son cuantificar los progresos y proporcionar variables de fácil supervisión que indican el estado del proyecto. Al final de cada año, F4E genera una comparación de los indicadores planificados y los conseguidos. En la evaluación anual de F4E para 2014, se señaló que los asesores reconocen el valor del SGI y lo consideran un sistema robusto y complejo para llevar a cabo una gestión eficiente y efectiva, y recomiendan su aplicación sistemática.

XIX.Un informe reciente del Servicio de Auditoría Interna de la Comisión puso de relieve tres acciones muy importantes de una auditoría anterior que sufrían un retraso considerable a principios de 2018. Mientras tanto, F4E ha avanzado y trata de completar estas acciones para finales de 2018. La mejora de los resultados financieros de F4E ha sido confirmada por el Parlamento Europeo en los procedimientos anuales de aprobación de la gestión, sobre la base de una revisión anual de sus cuentas por parte del Tribunal de Cuentas Europeo, que ha confirmado sistemáticamente su regularidad y conformidad. Las cuentas de F4E de 2016 han recibido la aprobación. Está en marcha el procedimiento de aprobación de la gestión de las cuentas anuales de 2017. El Tribunal de Cuentas Europeo (TCE) planteó observaciones preliminares relacionadas con la provisión para los costes de clausura y con cuestiones referentes al control interno, entre ellas los procesos de contratación de personal.

XX.El estudio «Value for Money» (Rentabilidad) reveló que el impacto neto del gasto en el ITER en Europa asciende a un total de 132 millones EUR en cuanto al VAB y de 5 800 años de trabajo en cuanto al empleo, si se compara con una hipótesis de «inversión alternativa» adecuada.

Coherencia

XXI.En la hoja de ruta de EUROfusion, publicada por primera vez en 2012 por el EFDA
[42](#footnote43)
, se describen el enfoque pragmático y las medidas prácticas que se requieren para conseguir electricidad de fusión en la red eléctrica comercial. El ITER es la instalación clave de la hoja de ruta y se destaca como una parte integrante de la estrategia global de fusión de la UE. En consecuencia, la mayor parte de los recursos financieros destinados a la investigación sobre la fusión procedentes del Programa de Investigación y Formación de Euratom se dedican a los preparativos para la explotación del ITER.

XXII.El Programa de Investigación y Formación de Euratom
[43](#footnote44)
, que complementa el programa Horizonte 2020, respalda las actividades de investigación y formación nuclear, haciendo hincapié en la seguridad nuclear, la protección radiológica y el desarrollo de la energía de fusión. De cara a la consecución de esto último, el programa insta a promover la transición de la investigación puramente académica a las cuestiones científicas del diseño, la construcción y la explotación de las instalaciones futuras, como el ITER. En este sentido, el proyecto ITER, junto con otros proyectos de fusión existentes como JET y reactores futuros como DEMO, es una piedra angular del Programa de Investigación y Formación de Euratom y, por tanto, es pertinente para el programa insignia Horizonte 2020.

XXIII.Entre las prioridades políticas de la Comisión Europea para el período 2014-2019 se incluyen dos que son pertinentes para el ITER: «Empleo, crecimiento e inversión» y «Unión de la Energía y clima». La primera comprende el objetivo de dirigir los fondos de la UE hacia «el empleo, el crecimiento y la competitividad». Incluso en su etapa actual, varios años antes del inicio de su fase operacional, el estudio «Value for Money» (Rentabilidad) estima que el proyecto ITER ha generado un aumento del VAB y del empleo en toda Europa. La prioridad política «Unión de la Energía y clima» es muy pertinente para el ITER en muchas de sus dimensiones, como la diversificación de las fuentes de energía de Europa, la descarbonización de la economía energética y la priorización de la investigación y la innovación en el ámbito de las tecnologías de energía limpia y con baja emisión de carbono.

XXIV.El actual Plan Estratégico Europeo de Tecnología Energética (Plan EETE) tiene por objetivo acelerar el desarrollo y la implantación de tecnologías con baja emisión de carbono. Si bien se centra en el desarrollo de la tecnología de fuentes de energía renovables para cumplir los objetivos energéticos a corto y medio plazo de la UE, señala la tecnología de fusión como una solución energética a largo plazo con baja emisión de carbono, atractiva y con mucho potencial, y cita al ITER como uno de los proyectos de investigación industrial más importantes del mundo, que tiene por objeto demostrar la viabilidad de la energía de fusión y la posibilidad de trabajar sin impactos negativos
[44](#footnote45)
.

  

XXV.

6. Conclusiones

El presente documento cumple el requisito legal de presentar un informe de situación intermedio, pero también incluye las conclusiones de una evaluación intermedia acorde con los principios de mejora de la legislación. La evaluación centra su atención en la contribución europea al ITER durante el período 2014-2017 y pone de manifiesto que, si bien el proyecto ITER ha sufrido retrasos y sobrecostes significativos desde su origen, la reestructuración de la gestión que se llevó a cabo en 2015 ha tenido un efecto positivo. El ITER avanza por buen camino en términos de calendario y presupuesto con respecto a la línea de base actual (alcance, coste y calendario), adoptada en 2016. Los proyectos del P+A también avanzan por buen camino en el marco de sus propias líneas de base. Las obligaciones relacionadas con la preparación de DEMO las desempeña en su mayor parte EUROfusion hasta la culminación de la primera fase del ITER en 2025.

No obstante, la construcción y la gestión del ITER se encuentran aún en proceso de mejora; en un proyecto a tan largo plazo, será importante supervisar si los efectos positivos de la reestructuración de la gestión continúan y si la supervisión y el seguimiento de F4E por parte de la Comisión Europea mejoran de acuerdo con la nueva estrategia de supervisión de la Comisión.

El ITER sigue siendo una parte importante de las políticas de la UE en materia de energía e innovación y su posible papel en la descarbonización del panorama energético después de 2050 es muy significativo. La inversión en el proyecto ITER se ajusta a otros objetivos de la UE relacionados con el crecimiento y ya ha generado un aumento importante del VAB y del empleo.

El hecho de ser la parte anfitriona de un proyecto tan importante, tanto por su carácter de proyecto científico de alto perfil como por su carácter de colaboración internacional de un alcance sin precedentes, el proyecto ITER coloca a la UE a la vanguardia de la investigación sobre la fusión y varias iniciativas europeas citan el ITER como ejemplo de la inversión de la UE en soluciones energéticas de futuro.

  

Anexo 1: Información sobre el proceso de preparación de la evaluación

1.DG responsable

DG Energía (ENER)

2.Organización y cronología

La DG Energía ha dirigido la presente evaluación desde abril de 2018 bajo la supervisión de un grupo interservicios compuesto por representantes de SG, BUDG y RTD
[45](#footnote46)
.

Las reuniones del grupo interservicios se celebraron los días 10 de enero, 22 de febrero, 19 de marzo, 2 de mayo, 18 de junio y 6 de noviembre de 2018.

El 25 de octubre se consultó al grupo sobre el proyecto de informe.

Excepciones a las directrices para la mejora de la legislación

Ninguna

3.Fuentes de pruebas

A continuación, se muestra una lista de todos los documentos en los que se ha basado este estudio.

·La Decisión del Consejo por la que se establece F4E y se definen sus objetivos: «Por la que se establece la Empresa Común Europea para el ITER y el desarrollo de la energía de fusión y por la que se le confieren ventajas», de 27 de marzo de 2007

·Los informes anuales de F4E

·Información de referencia relacionada con la normativa sobre contratación privada: David Metzger, «The Rules of Engagement: Private Sector Procurement and the Common Law» (Las reglas de participación: contratación del sector privado y el common law), abril de 2012

·La Hoja de Ruta de la Energía para 2050, publicada en 2012

·Ernst and Young, publicado por el Parlamento Europeo, «Potential for Reorganisation within the ITER Project to Improve Cost-effectiveness» (Potencial de reorganización del proyecto ITER con vistas a mejorar la rentabilidad), 15 de mayo de 2013

·William Madia and Associates, «Final report of the 2013 ITER Management Assessment» (Informe final sobre la evaluación de la gestión del ITER de 2013), 18 de octubre de 2013

·El Plan Estratégico Europeo de Tecnología Energética (Plan EETE), publicado el 12 de diciembre de 2017

·Sexta evaluación anual de F4E, informe para el Consejo de Administración

·Trinomics, «Study on the impact of the ITER activities in the EU» (Estudio sobre el impacto de las actividades del ITER en la UE), mayo de 2018 [comúnmente denominado el estudio «Value for Money» (Rentabilidad)]

·Ramboll, «The European Contribution to ITER: Achievements and Challenges» (La contribución europea al ITER: logros y retos), mayo de 2018

·Trinomics, «Supporting Analysis for an Impact Assessment on the Future Funding of EU Participation in ITER Project and Broader Approach (BA) Activities under the next MFF» [Análisis justificativo para una evaluación del impacto sobre la financiación futura de la participación de la UE en las actividades del proyecto ITER y del planteamiento más amplio (P+A) en virtud del próximo MFP], mayo de 2018.

  

Anexo 2: Métodos empleados para preparar la evaluación

En 2017 se encargó a un asesor externo (Ramboll) que recopilara pruebas y elaborara un análisis para apoyar esta evaluación. El asesor llevó a cabo todas las tareas requeridas bajo la supervisión de un grupo interservicios y la dirección de la DG Energía. Los datos principales se recopilaron entre el 21 de diciembre de 2017 y el 29 de enero de 2018.

Preguntas de evaluación incluidas en el estudio justificativo

En el mandato de este estudio se identificaron veintiuna preguntas de evaluación que debían responderse en el informe. Estas preguntas son las siguientes:

1.¿En qué medida se han alcanzado hasta el momento los objetivos de la participación europea en el ITER según lo establecido en el artículo 1, apartado 2, de los Estatutos de F4E?

2.¿Cuáles han sido los efectos cuantitativos y cualitativos para el crecimiento, el empleo, la innovación, las grandes empresas y las pymes relacionados con la contribución europea al ITER?

3.¿Los efectos observados responden a los objetivos de la contribución europea al ITER?

4.¿En qué medida ha afectado la reciente reestructuración de la gestión del ITER y de F4E a los resultados de la contribución europea al ITER?

5.Análisis del marco de rendimiento

6.¿En qué medida ha sido rentable la contribución europea al ITER (en especie y en efectivo)?

7.¿En qué medida están justificados los costes de la contribución europea al ITER (administrativos y de funcionamiento)?

8.¿Qué factores han influido en la eficiencia con la que se consiguieron los logros observados?

9.¿En qué medida los costes asociados a la contribución europea al ITER en virtud de la nueva línea de base son proporcionales a los beneficios (directos e indirectos) generados?

10.¿El proceso de presentación de informes y supervisión ha sido oportuno y eficiente?

11.¿Con qué precisión se corresponden (todavía) los objetivos (originales) mencionados en los Estatutos de F4E con las necesidades y las políticas de la UE?

12.¿Cómo ha contribuido el desarrollo de la nueva línea de base del proyecto a mantener la pertinencia del proyecto?

13.¿Qué mejoras para la pertinencia del proyecto ha aportado la reestructuración de la OI y F4E desde 2015?

14.¿En qué medida son los objetivos del ITER pertinentes para las necesidades de la UE y sus políticas?

15.¿La contribución europea al ITER se adapta adecuadamente a los avances tecnológicos o científicos?

16.¿En qué medida es la contribución europea al ITER coherente con otras iniciativas de la Comisión?

17.¿En qué medida es la participación europea en el ITER coherente con el conjunto de la política de la UE (energía, investigación, clima, medio ambiente)?

18.¿En qué medida es la contribución europea al ITER coherente con las obligaciones internacionales?

19.¿Cuál es el valor añadido de la intervención de la UE (la participación de Euratom en el ITER) si se compara con lo que habrían conseguido los Estados miembros a escala nacional?

20.¿En qué medida continúan las cuestiones abordadas por la participación de Euratom en el proyecto ITER requiriendo la acción a escala de la UE?

21.¿En qué medida podemos observar cambios en la percepción de la participación de Euratom en el ITER (positiva o negativa) por las partes interesadas y el público en general?

Estrategia metodológica

En el gráfico 13 se ofrece una representación visual de la metodología seguida por el asesor para la evaluación. El trabajo se estructuró en torno a cinco tareas complementarias para llevar a cabo la recopilación de los datos y el análisis en la evaluación.

Gráfico 13: Resumen de la estrategia metodológica seguida para la preparación del estudio justificativo.

Fuente: Estudio justificativo de la evaluación.

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Recopilación de datos

El asesor utilizó tres métodos de recopilación de datos para responder a estas preguntas: investigación documental, entrevistas en profundidad y una encuesta.

Investigación documental

La investigación documental es un método esencial para recopilar información con fines de evaluación. Consistió en la evaluación y organización sistemática de la información que existía antes del estudio. La documentación se clasificó con arreglo a la matriz de evaluación recogida más abajo.

Se consultó un amplio abanico de documentos de distintos tipos; documentos legales y de políticas, documentos internos de las operaciones de F4E y del ITER, informes, documentos académicos, y datos y documentos no disponibles para el público suministrados por la OI y F4E.

Consultas con las partes interesadas

Se aplicaron dos métodos para consultar con las partes interesadas: entrevistas semiestructuradas con tres grupos distintos de partes interesadas (el personal de F4E, el personal de la OI y otras partes interesadas externas) y una encuesta entre todos los miembros del Consejo de Administración (CA) de F4E y los funcionarios de enlace industrial (FEI)
[46](#footnote47)
. En el análisis se han combinado las fuentes de datos para generar conclusiones.

Se realizaron treinta y cuatro entrevistas en profundidad con distintos tipos de partes interesadas, que se resumen en el cuadro 4 siguiente. Las entrevistas tenían un carácter semiestructurado y duraron alrededor de una hora cada una. Estas entrevistas se ajustaron a una guía adaptada para cada tipo de parte interesada
[47](#footnote48)
, pero que permitía explorar temas al margen de ella si se consideraba pertinente.

Cuadro 4: Número de entrevistados por grupo de partes interesadas. Fuente: estudio justificativo de la evaluación.

|  |  |
| --- | --- |
| Grupo de partes interesadas | Entrevistas realizadas |
| OI | 9 |
| F4E | 12 |
| Otros | 13 |
| Total | 34 |

El carácter semiestructurado de las entrevistas y el límite de tiempo de una hora obligaron al entrevistador a priorizar las preguntas más pertinentes para los conocimientos del entrevistado. Como resultado de ello, la extensión de las respuestas a las preguntas de la guía varía de unos entrevistados a otros. Contar con distintos grupos de partes interesadas ayuda a descubrir los sesgos institucionales; en el análisis se ha realizado una combinación de las notas de las entrevistas comparando los resultados de los distintos grupos.

El equipo de evaluación entrevistó al personal de Fusión para la energía (F4E) en Barcelona (España) los días 15 y 16 de febrero de 2018, y al personal de la OI en Saint Paul-lez-Durance (Francia) el día 6 de marzo de 2018, para comprender mejor la contribución de Euratom al ITER, completar los datos que faltaban y recopilar las opiniones sobre los últimos avances y progresos. Habida cuenta del pequeño número de partes interesadas que tienen conocimientos sobre la contribución europea al ITER, pero también al objeto de evitar el solapamiento con otros estudios realizados de forma paralela, la consulta con las partes interesadas se centró en un número limitado de entrevistas telefónicas semiestructuradas.

Se realizó una encuesta entre los miembros de la red de funcionarios de enlace industrial (FEI) de F4E y los miembros del Consejo de Administración de F4E. La tasa de respuesta de la encuesta en línea fue del 45 % para los miembros del Consejo de Administración (CA) y del 36 % para los funcionarios de enlace industrial (FEI), una cifra no muy alta teniendo en cuenta sus pequeñas poblaciones (60 y 22, respectivamente) y el elevado compromiso que cabría esperar de ellos. Esto implica que puede haber sesgos de autoselección en la muestra. Por ejemplo, puede ocurrir que respondieran a la encuesta los miembros del CA y los FEI más comprometidos, y que estos miembros tengan tendencia a responder de una determinada forma.

Por tanto, no es posible realizar una generalización estadística de los resultados de la encuesta a las poblaciones del CA y los FEI. Es decir, los resultados no se prestan a la identificación de su margen de error asociado. Por lo tanto, puesto que el cálculo del margen de error podría resultar engañoso, no se efectuó este cálculo para las respuestas de la encuesta.

Cabe destacar que los sesgos descritos anteriormente no afectan al valor de los resultados de la encuesta. Si bien deben tenerse en cuenta a la hora de interpretar los resultados de la encuesta, estos resultados siguen siendo indicativos de la opinión de los miembros del CA y de los FEI sobre la contribución europea al ITER.

Matriz de evaluación

En el siguiente cuadro se presenta la matriz de evaluación aplicada al estudio, según se estableció en su informe inicial
[48](#footnote49)
. En la matriz se establece la interpretación que el asesor hace de las preguntas de la evaluación y se pone de manifiesto la existencia de un vínculo claro entre las preguntas de la evaluación abordadas, los indicadores y la metodología propuesta. También hace una referencia clara a las fuentes de información y a los métodos analíticos que se utilizaron.

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Preguntas | Indicadores/Descriptores | Criterios de valoración | Fuentes de datos | Enfoque analítico |
| PE1: ¿En qué medida se han alcanzado hasta el momento los objetivos de la participación europea en el ITER según lo establecido en el artículo 1, apartado 2, de los Estatutos de F4E? | ·Objetivos de la participación europea en el ITER según lo establecido en el artículo 1, apartado 2, de los Estatutos de F4E  ·Actividades realizadas en relación con los objetivos establecidos en el artículo 1, apartado 2  ·Evaluación, por parte de órganos/expertos independientes, de los progresos realizados en relación con los objetivos establecidos en el artículo 1, apartado 2  ·Evaluación/opinión de las partes interesadas sobre los progresos en los objetivos establecidos en el artículo 1, apartado 2 | ·Las actividades se realizan de acuerdo con los objetivos (anuales) establecidos en los programas de trabajo.  ·Los órganos/expertos independientes evalúan los progresos de forma positiva.  ·La mayoría de las partes interesadas coincide en que los objetivos se han cumplido. | Investigación documental  Encuesta/entrevistas con las partes interesadas | Evaluación cuantitativa y cualitativa  Combinación de las fuentes |
| PE2: ¿Cuáles han sido los efectos cuantitativos y cualitativos para el crecimiento, el empleo, la innovación, las grandes empresas y las pymes relacionados con la contribución europea al ITER? | Indicadores de resultados:  ·Número de contratos adjudicados y de subvenciones concedidas  ·Valor de los contratos adjudicados y de las subvenciones concedidas  ·Dispersión geográfica del valor/número de contratos adjudicados y de subvenciones concedidas  ·Etc.  Efecto de la contribución europea al ITER en los ámbitos de:  ·crecimiento,  ·empleo,  ·innovación,  ·grandes empresas y pymes | Los procedimientos aplicados están en consonancia con las normas sobre competencia, estimulan a las industrias europeas y garantizan que se realiza el mejor uso del potencial y de las capacidades industriales y de investigación.  Se considera que la contribución europea al ITER tiene un efecto positivo:  ·crecimiento,  ·empleo,  ·innovación,  ·grandes empresas y pymes. | Investigación documental  Estudio sobre el impacto de las actividades del proyecto ITER en la UE | Revisión de los procedimientos de contratación y concesión de subvenciones  Evaluación cuantitativa y cualitativa  Combinación de las fuentes |
| PE3: ¿Los efectos observados responden a los objetivos de la contribución europea al ITER? | ·Objetivos de la contribución europea al ITER  ·Indicadores de resultados: (n.º de acuerdos de colaboración, n.º de documentos científicos colaborativos, n.º de documentos de investigación, n.º de pymes que participan en contratos y valores de dichos contratos)  ·Medida en que los resultados de las actividades de F4E dan lugar a la colaboración, la innovación, la competencia y la participación de las pymes en los procedimientos de contratación | Se considera que los efectos observados responden a los objetivos de la contribución europea al ITER. | Investigación documental  Estudio sobre el impacto de las actividades del proyecto ITER en la UE  Visitas sobre el terreno y entrevistas con el equipo de dirección y el personal del ITER/F4E (incluidas entrevistas con los funcionarios encargados de los procedimientos de contratación y concesión de becas)  Entrevistas con beneficiarios de becas y contratos | Evaluación cuantitativa y cualitativa  Combinación de las fuentes |
| PE4: ¿En qué medida ha afectado la reciente reestructuración de la gestión del ITER y de F4E a los resultados de la contribución europea al ITER? | ·Organización y gestión de F4E y del ITER  a)procesos y herramientas de decisión, incluida la contratación  b)estructura organizativa,  c)comunicación interna y externa  d)cambios en el seno de las áreas citadas (situación anterior frente a situación actual)  ·Uso de los procedimientos y de los sistemas de control aplicados por el ITER y F4E para transferir la contribución «en efectivo» a la OI de una forma correcta (n.º de procedimientos, n.º de mecanismos de control, n.º de empleados/directivos que emplean los procedimientos y los mecanismos de control, tiempo empleado para cada procedimiento y mecanismo de control)  ·Uso de los procedimientos de contratación (tiempo empleado, n.º de personas involucradas, existencia de un modelo de evaluación, dispersión geográfica, existencia de un mecanismo de control, uso de un mecanismo de control)  ·Uso de los procedimientos de concesión de subvenciones (tiempo empleado, n.º de personas involucradas, existencia de un modelo de evaluación, dispersión geográfica, existencia de un mecanismo de control, uso de un mecanismo de control)  ·Supervisión y aplicación de contratos (sistemas de supervisión, uso del sistema, planificación de la aplicación, ejecución de la aplicación)  ·Procedimientos de coordinación para la ejecución de otras actividades (existencia de procedimientos, uso de estos procedimientos) | Se considera que la reciente reestructuración de la gestión del ITER y de F4E ha tenido impacto en la aplicación y en los resultados de la contribución europea.  Los procedimientos aplicados dan lugar a una aportación puntual y ajustada al presupuesto de las contribuciones en especie y en efectivo. | Investigación documental  Visitas sobre el terreno y entrevistas con el equipo de dirección y el personal del ITER/F4E (incluidas entrevistas con los funcionarios encargados de los procedimientos de contratación y concesión de becas)  Entrevistas con los beneficiarios de contratos y subvenciones (dan respuestas sobre la innovación y las grandes empresas) | Revisión de los procesos y procedimientos de contratación y concesión de subvenciones  Evaluación cuantitativa y cualitativa  Combinación de las fuentes |
| PE5: Análisis del marco de rendimiento | ·Indicadores (indicadores clave de resultados)  Calendario del proyecto  Estimación para la culminación del proyecto  Acumulación actual de retrasos en el desarrollo  Costes de mano de obra mensuales  Asignación actual de los recursos  ·Objetivos por etapas  Porcentaje de objetivos por etapas incumplidos - Determinación de cuándo y por qué se incumplieron  ·Estimación de costes a la finalización (EAC)  Variación del coste - El mantenimiento de registros precisos relacionados con la variación de gastos proporcionará un perfil detallado de los equipos y los procesos que son más eficientes  ·Gestión del valor ganado (EVM)  Valor previsto (PV): el presupuesto aprobado para el trabajo que debe haberse finalizado en una fecha concreta; también se denomina coste presupuestado del trabajo previsto (BCWS). El valor previsto total de una tarea equivale al presupuesto en el momento de la finalización de la tarea, el importe total presupuestado para la tarea.  Valor ganado (EV): el presupuesto aprobado para el trabajo que realmente se ha finalizado en una fecha concreta; también se denomina coste presupuestado del trabajo realizado (BCWP).  Coste real (AC): los gastos reales a que efectivamente da lugar el trabajo finalizado en una fecha concreta; también se denomina coste real del trabajo realizado (ACWP).    Desviación del calendario (SV) = Valor ganado (EV) – Valor previsto (PV)  Variación del coste (CV) = Valor ganado (EV) – Coste real (AC)  Cumplimiento del calendario (SPI) = Valor ganado (EV) / Valor previsto (PV)  Índice de ejecución del coste (CPI) = Valor ganado (EV) / Coste real (AC) | n/d | Investigación documental  Visitas sobre el terreno y entrevistas con el equipo de dirección y el personal del ITER y de F4E. | Evaluación cuantitativa y cualitativa  Combinación de las fuentes |
| FE6: ¿En qué medida ha sido rentable la contribución europea al ITER (en especie y en efectivo)? | Medida en la que los resultados de la contribución europea al ITER:  ·se produjeron con los costes acordados; comparación de costes de acuerdo con los contratos firmados y los costes presupuestados en el momento actual;  ·podrían haberse producido con un coste menor; licitaciones competitivas en términos de coste/unidad; los requisitos previos son iguales o mejores que las condiciones finales;  ·podrían haberse producido de manera alternativa con un coste menor; otros licitadores; otros beneficiarios de subvenciones. | ·Los costes reales concuerdan con las estimaciones iniciales y las desviaciones están justificadas.  ·Se considera que los beneficios superan los costes.  ·Los costes son menores que los de otros medios alternativos para obtener los mismos beneficios. | Investigación documental  Visitas sobre el terreno y entrevistas con el equipo de dirección y el personal del ITER y de F4E.  Consulta con partes interesadas específicas | Evaluación cuantitativa y cualitativa  Combinación de las fuentes |
| PE7: ¿En qué medida están justificados los costes de la contribución europea al ITER (administrativos y de funcionamiento)? | ·Importe y reparto de los costes administrativos y de funcionamiento  ·Costes previstos en comparación con los costes reales y razones de la desviación  ·Comparación del reparto de los costes administrativos y de funcionamiento de proyectos complejos grandes similares. | ·Se considera que los costes administrativos y de explotación son proporcionales al alcance del proyecto y que las desviaciones están justificadas.  ·Los costes son menores que los de otros proyectos complejos grandes similares | Investigación documental  Visitas sobre el terreno y entrevistas con el equipo de dirección y el personal del ITER y de F4E  Consulta con partes interesadas específicas | Evaluación cuantitativa y cualitativa  Combinación de las fuentes |
| PE8: ¿Qué factores han influido en la eficiencia con la que se consiguieron los logros observados? | ·Factores identificados sobre la base de la investigación documental y de las entrevistas  ·Se investigarán factores como: el cambio en la legislación, la normativa en materia de seguridad, los requisitos técnicos, las normas y las especificaciones, etc. | ·n/d | Investigación documental  Visitas sobre el terreno y entrevistas con el equipo de dirección y el personal del ITER y de F4E  Consulta con partes interesadas específicas | Evaluación cuantitativa y cualitativa  Combinación de las fuentes |
| PE9: ¿En qué medida los costes asociados a la contribución europea al ITER en virtud de la nueva línea de base son proporcionales a los beneficios (directos e indirectos) generados? | ·Esos costes se evaluarán en comparación con los resultados de preguntas anteriores (especialmente la PE5).  ·Factores identificados sobre la base de la investigación documental y de las entrevistas explorativas. | ·Se considera que los costes son proporcionales a los beneficios (directos e indirectos). | Investigación documental  Visitas sobre el terreno y entrevistas con el equipo de dirección y el personal del ITER y de F4E  Consulta con partes interesadas específicas | Evaluación cuantitativa y cualitativa  Combinación de las fuentes |
| PE10: ¿El proceso de presentación de informes y supervisión ha sido oportuno y eficiente? | ·Medida en la que se han cumplido los plazos de presentación de informes y supervisión  ·Medida en la que los resultados de las tareas de presentación de informes y supervisión están disponibles cuando se necesitan  ·Trámites administrativos: Número de empleados / Cantidad de tiempo / Costes asignados a las obligaciones de presentación de informes | ·Los plazos se cumplen sistemáticamente.  ·Los resultados están disponibles cuando se necesitan (para reuniones, planificación, etc.).  ·Se considera que la carga administrativa es proporcional al alcance del proyecto. | Investigación documental  Visitas sobre el terreno y entrevistas con el equipo de dirección y el personal del ITER y de F4E  Consulta con partes interesadas específicas | Evaluación cuantitativa y cualitativa  Combinación de las fuentes |
| PE11: ¿Con qué precisión se corresponden (todavía) los objetivos (originales) mencionados en los Estatutos de F4E con las necesidades y las políticas de la UE? | ·Objetivos del ITER mencionados en los Estatutos de F4E  ·Necesidades y políticas actuales principales (en el área de la energía en la UE, así como en otras áreas pertinentes)  ·Opiniones de las partes interesadas sobre vigencia de los objetivos de F4E | ·Los objetivos de F4E concuerdan con las necesidades y las políticas actuales de la UE identificadas.  ·La mayoría de las partes interesadas coincide en que los objetivos son pertinentes para las necesidades y las políticas de la UE. | Documentos legislativos y de políticas  Consulta con partes interesadas específicas  Consulta pública abierta | Evaluación cualitativa  Combinación de las fuentes |
| PE12: ¿Cómo ha contribuido el desarrollo de la nueva línea de base del proyecto a mantener la pertinencia del proyecto? | ·Efecto previsto/observado de la nueva línea de base del proyecto para la pertinencia del proyecto  ·Efecto previsto de la nueva línea de base (calendario) del proyecto para la relevancia con respecto a las tendencias mundiales (p. ej., cambio climático, adopción de energías renovables) | ·Se considera que la nueva línea de base del proyecto tiene un efecto positivo para su pertinencia. | Documentos de políticas (p. ej., comunicación de la Comisión y documento de trabajo de los servicios de la Comisión sobre la nueva línea de base)  Documentos de funcionamiento  Visitas sobre el terreno y entrevistas con el equipo de dirección y el personal de F4E y del ITER  Consulta con partes interesadas específicas | Evaluación cualitativa  Combinación de las fuentes |
| FE13: ¿Qué mejoras para la pertinencia del proyecto ha aportado la reestructuración de la Organización del ITER y de F4E desde 2015? | ·Efecto previsto/observado de la reestructuración de la Organización del ITER y de F4E desde 2015 para la pertinencia del proyecto | ·Se considera que la reestructuración de la Organización del ITER y de F4E ha tenido un efecto positivo para la pertinencia del proyecto. | Documentos de políticas (p. ej., comunicación de la Comisión y documento de trabajo de los servicios de la Comisión sobre la nueva línea de base)  Documentos de funcionamiento  Visitas sobre el terreno y entrevistas con el equipo de dirección y el personal de F4E y del ITER  Consulta con las partes interesadas (incluidos los beneficiarios de contratos y de subvenciones) | Evaluación cualitativa  Combinación de las fuentes |
| PE14: ¿En qué medida son los objetivos del ITER pertinentes para las necesidades de la UE y sus políticas? | ·Objetivos del ITER (distintos de los mencionados en los Estatutos de F4E)  ·Necesidades y políticas actuales principales (en el área de la energía en la UE, así como en otras áreas pertinentes)  ·Las opiniones de las partes interesadas sobre la vigencia de los objetivos del proyecto ITER para la UE | ·Los objetivos del ITER concuerdan con las necesidades y las políticas actuales de la UE identificadas.  ·La mayoría de las partes interesadas coincide en que los objetivos son pertinentes para las necesidades y las políticas de la UE. | Documentos legislativos y de políticas  Consulta con partes interesadas específicas  Consulta pública abierta | Evaluación cualitativa  Combinación de las fuentes |
| PE15: ¿La contribución europea al ITER se adapta adecuadamente a los avances tecnológicos o científicos? | ·Avances tecnológicos y científicos actuales  ·Pruebas de la adaptación de las actividades de investigación y desarrollo de carácter científico y tecnológico coordinadas por F4E a los avances tecnológicos y científicos  ·(Falta de) pruebas de la existencia de un desfase entre las realizaciones y los resultados de la contribución europea al ITER y los avances tecnológicos y científicos actuales | ·Se considera que las actividades de investigación y desarrollo de carácter tecnológico coordinadas por F4E responden a los avances tecnológicos y científicos.  ·Se considera que las realizaciones y los resultados de la contribución europea al ITER se ajustan a los avances tecnológicos y científicos. | Documentos de políticas (p. ej., comunicación de la Comisión y documento de trabajo de los servicios de la Comisión sobre la nueva línea de base)  Documentos de funcionamiento  Visitas sobre el terreno y entrevistas con el equipo de dirección y el personal de F4E y del ITER  Consulta con partes interesadas específicas | Evaluación cualitativa  Combinación de las fuentes |
| PE16: ¿En qué medida es la contribución europea al ITER coherente con otras iniciativas de la Comisión? | ·Otras iniciativas de la Comisión relacionadas:  a) iniciativas conexas como la Hoja de ruta para la electricidad de fusión, EUROfusion, el Programa de Investigación y Formación de Euratom, el Plan Estratégico Europeo de Tecnología Energética (Plan EETE) y el Programa estratégico de investigación e innovación para el transporte (STRIA)  b) iniciativas con un interés posiblemente contradictorio como el apoyo a las energías renovables y la eficiencia energética y la descentralización de las fuentes de energía  ·Medida en la que existen solapamientos, desfases, contradicciones o discrepancias con otras iniciativas de la Comisión | ·Ausencia de pruebas de solapamientos, desfases, contradicciones o discrepancias con otras iniciativas de la Comisión | Documentos legales y de políticas que conforman la base de las iniciativas de la Comisión analizadas  Consulta con partes interesadas específicas (con las DG pertinentes de la Comisión) | Evaluación cualitativa  Combinación de las fuentes |
| PE17: ¿En qué medida es la participación europea en el ITER coherente con el conjunto de la política de la UE (energía, investigación, clima, medio ambiente)? | ·Otras políticas de la UE más amplias relacionadas  ·Medida en la que existen solapamientos, desfases, contradicciones o discrepancias con el conjunto de la política de la UE | ·Ausencia de pruebas de solapamientos, desfases, contradicciones o discrepancias con el conjunto de la política de la UE | Documentos legales y de políticas que conforman la base del conjunto de la política de la UE  Consulta con partes interesadas específicas (con las DG pertinentes de la Comisión) | Evaluación cualitativa  Combinación de las fuentes |
| PE18: ¿En qué medida es la contribución europea al ITER coherente con las obligaciones internacionales? | ·Medida en la que existen solapamientos, desfases, contradicciones o discrepancias con las obligaciones internacionales | ·Ausencia de pruebas de solapamientos, desfases, contradicciones o discrepancias con las obligaciones internacionales | Documentos legales y de políticas que conforman la base de las obligaciones internacionales analizadas  Consulta con partes interesadas específicas | Evaluación cualitativa  Combinación de las fuentes |
| PE19: ¿Cuál es el valor añadido de la intervención de la UE (la participación de Euratom en el ITER) si se compara con lo que habrían conseguido los Estados miembros a escala nacional? | ·Medida en la que la intervención de la UE ha generado valor en comparación con lo que se podría haber conseguido razonablemente a escala nacional  ·Medida en la que la estructura de gobernanza y gestión (y los costes conexos) de la Organización del ITER es más sencilla o más compleja debido a la intervención de la UE en comparación con una estructura en la que cada EM fuera una parte individual  ·Otras fuentes de valor adicional resultantes de la intervención de la UE | ·La mayoría de las partes interesadas reconoce el valor añadido para la UE de la participación de Euratom en el ITER en términos de aumento de los logros.  ·La mayoría de las partes interesadas reconoce el valor añadido para la UE de la participación de Euratom en el ITER en términos de disminución de la complejidad.  ·Se han identificado otras fuentes de valor añadido. | Consulta con partes interesadas específicas | Evaluación cualitativa  Combinación de las fuentes |
| PE20: ¿En qué medida continúan las cuestiones abordadas por la participación de Euratom en el proyecto ITER requiriendo la acción a escala de la UE? | ·Medida en la que las cuestiones abordadas por la participación de Euratom en el proyecto ITER siguen requiriendo recursos y acción a escala de la UE  ·Medida en la que sería (im)probable que los Estados miembros siguieran contribuyendo al ITER si desapareciera la coordinación de la UE a través de F4E | ·La mayoría de las partes interesadas coincide en que sigue siendo necesaria la acción a nivel de la UE.  ·La mayoría de los representantes de los Estados miembros confirma que no continuaría invirtiendo en el ITER en ausencia de F4E. | Consulta con partes interesadas específicas | Evaluación cualitativa  Combinación de las fuentes |
| PE21: ¿En qué medida podemos observar cambios en la percepción de la participación de Euratom en el ITER (positiva o negativa) por las partes interesadas y el público en general? | ·Medida en la que se observa un cambio en la percepción del ITER entre las partes interesadas específicas  ·Medida en la que se observan cambios en la percepción de la intervención por parte de organizaciones de la sociedad civil que se opusieron a la participación de Euratom en el ITER | ·Existen pruebas del modo en que ha cambiado la percepción del ITER.  ·Existen pruebas de que la percepción de las organizaciones de la sociedad civil ha cambiado. | Análisis rápido de la prensa internacional  Consulta con partes interesadas específicas  Consulta pública abierta | Evaluación cualitativa  Combinación de las fuentes |

Análisis agregado

Aunque el estudio justificativo de la evaluación fue la fuente principal de análisis, muchos datos se extrajeron de otras fuentes, en particular de dos estudios recientes.

En el estudio «The impact of the ITER activities in the EU» (El impacto de las actividades del ITER en la UE), también denominado estudio «Value for Money» (Rentabilidad), se compila una base de datos de todos los compromisos y pagos realizados por F4E para facilitar las contribuciones en especie de Europa al ITER y al P+A. El modelo económico E3ME
[49](#footnote50)
 se utiliza para analizar el aumento del VAB y del empleo en la UE a resultas de estos pagos. Seguidamente, el modelo se utiliza para predecir el crecimiento que se generará durante el período 2018-2030 en comparación con una situación en la que el dinero no se gasta en ningún otro sitio y con una situación de «inversión alternativa».

En un segundo estudio titulado «Supporting Analysis for an Impact Assessment on the Future Funding of EU Participation in ITER Project and Broader Approach (BA) Activities under the next MFF» [Análisis justificativo para una evaluación del impacto sobre la financiación futura de la participación de la UE en las actividades del proyecto ITER y del planteamiento más amplio (P+A) en el marco del MFP] se analizan varias opciones de financiación para el proyecto ITER después de 2020 y sus efectos previstos sobre el crecimiento en la UE.

Además de estas, también se utilizaron otras fuentes primarias como los informes anuales y mensuales de F4E y otras evaluaciones independientes como las de William Madia and Associates y Ernst and Young, ambas de 2013. En el anexo 1 se presenta una lista completa de las fuentes que se utilizaron para apoyar el análisis en el marco de la evaluación.

:   [(1)](#footnoteref2)

    Euratom (la Comunidad Europea de la Energía Atómica) participa como una entidad jurídicamente distinta de la UE, pero tiene los mismos Estados miembros. Suiza participa en los programas de Euratom como «Estado asociado». Las otras partes del Acuerdo ITER son Rusia, Estados Unidos, China, Corea, Japón e India.
:   [(2)](#footnoteref3)

    Enlace de Eurlex: 
    <https://eur-lex.europa.eu/legal-content/ES/TXT/?uri=CELEX:32007D0198>
:   [(3)](#footnoteref4)

    Los Estados miembros de Euratom son los veintiocho Estados miembros de la Unión Europea. Suiza participa en los programas de Euratom como «Estado asociado».
:   [(4)](#footnoteref5)

    El artículo 5 ter de los Estatutos de F4E establece: «La Comisión presentará al Parlamento Europeo y al Consejo, a más tardar el 31 de diciembre de 2017, un informe de situación sobre la aplicación de la presente Decisión, sobre la base de la información facilitada por la Empresa Común. En ese informe se expondrán los resultados del empleo de la contribución de Euratom a que se refiere el artículo 4, apartado 3, en lo que se refiere a los compromisos y los gastos».
:   [(5)](#footnoteref6)

    Documento de trabajo de los servicios de la Comisión sobre las Directrices para la mejora de la legislación [SWD(2017) 350].
:   [(6)](#footnoteref7)

    En el informe titulado «The European Contribution to ITER: Achievements and Challenges» (La contribución europea al ITER: logros y retos) se analizan los documentos facilitados por F4E, los resultados de una encuesta distribuida entre los miembros del Consejo de Administración (CA) y los funcionarios de enlace industrial (FEI), y entrevistas con tres grupos distintos de partes interesadas. El estudio fue realizado por una asesoría externa, Ramboll.
:   [(7)](#footnoteref8)

    Trinomics, «Supporting Analysis for an Impact Assessment on the Future Funding of EU Participation in ITER Project and Broader Approach (BA) Activities under the next MFF» [Análisis justificativo para una evaluación del impacto sobre la financiación futura de la participación de la UE en las actividades del proyecto ITER y del planteamiento más amplio (P+A) en virtud del próximo MFP], mayo de 2018.
:   [(8)](#footnoteref9)

    Trinomics, «Study on the impact of the ITER activities in the EU» (Estudio sobre el impacto de las actividades del ITER en la UE), mayo de 2018.
:   [(9)](#footnoteref10)

    Algunos tokamaks anteriores, como Joint European Torus (JET), han conseguido la fusión, pero hasta el momento ninguno ha logrado obtener del plasma una cantidad de energía de fusión mayor que la energía térmica aportada al sistema. Con el ITER se espera conseguir un balance positivo de energía gracias a su tamaño y a su tecnología innovadora más sofisticada.
:   [(10)](#footnoteref11)

    Un tokamak es un dispositivo que emplea campos magnéticos para confinar el plasma en una cámara con la forma de un toroide. Fue inventado en 1950 en la Unión Soviética.
:   [(11)](#footnoteref12)

    Los tres proyectos del planteamiento más amplio son:

    1.El Programa del Tokamak Satélite (STP) JT-60SA, proyecto destinado a mejorar un tokamak ubicado en Naka (Japón).

    2.Las actividades de diseño técnico y validación técnica para la Instalación Internacional de Irradiación de Materiales de Fusión (IFMIF/EVEDA»), instalación para probar los materiales de fusión.

    3.El Centro Internacional de Investigación sobre la Energía de Fusión (IFERC): lleva a cabo diversos proyectos, entre ellos el trabajo conjunto relacionado con el diseño preconceptual de DEMO, la comprobación y el desarrollo de los materiales relacionados con los mantos regeneradores de tritio (el tritio es uno de los combustibles de la reacción de fusión), y la preparación del hardware y el software del Centro de Experimentación a Distancia de Rokkasho (Japón).
:   [(12)](#footnoteref13)

    Alemania, Bélgica, España, Francia, Italia y, hasta 2010, Suiza.
:   [(13)](#footnoteref14)

    EUROfusion es la organización coordinadora de los laboratorios de investigación sobre la fusión, fundada en 2014. Apoya y financia las actividades de investigación en nombre de Euratom y está financiada parcialmente por el Programa de Investigación y Formación de Euratom.
:   [(14)](#footnoteref15)

    Una excepción importante es la instalación IFMIF en Japón, en la que la contribución de la UE se realiza a través de F4E.
:   [(15)](#footnoteref16)

    William Madia and Associates, «Final report of the 2013 ITER Management Assessment» (Informe final sobre la evaluación de la gestión del ITER de 2013), 18 de octubre de 2013.
:   [(16)](#footnoteref17)

    Ernst and Young, publicado por el Parlamento Europeo, «Potential for Reorganisation within the ITER Project to Improve Cost-effectiveness» (Potencial de reorganización del proyecto ITER con vistas a mejorar la rentabilidad), 15 de mayo de 2013.
:   [(17)](#footnoteref18)

    El fondo de reserva está diseñado para disuadir a la OI de introducir cambios en las especificaciones, puesto que todos los costes producidos debido a la modificación del diseño después de su consolidación corren por cuenta de este fondo.
:   [(18)](#footnoteref19)

    Grupo de revisión del Consejo del ITER, «Grupo de trabajo del Consejo del ITER para la revisión independiente de la actualización del calendario y los recursos humanos a largo plazo - Informe», 15 de abril de 2016. El informe se encuentra en 
    <http://www.firefusionpower.org/ITER_ICRG_Report_2016.pdf>
:   [(19)](#footnoteref20)

    Una línea de base comprende el alcance, el coste y el calendario de un proyecto.
:   [(20)](#footnoteref21)

    Esta cuestión se trata con más detalle en el apartado 5 del presente informe.
:   [(21)](#footnoteref22)

    Fuente: Organización ITER https://www.iter.org/newsline/-/2588
:   [(22)](#footnoteref23)

    En la Tierra se han conseguido varios tipos de fusión, pero el más adecuado para el ITER emplea dos isótopos de hidrógeno como reactivos: el deuterio y el tritio. En la reacción, una molécula de deuterio y una molécula de tritio se fusionan para crear una molécula de helio y un neutrón con alta energía cinética.
:   [(23)](#footnoteref24)

    Esta contribución se realiza con cargo al presupuesto de la UE, Francia y los miembros de F4E.
:   [(24)](#footnoteref25)

    Véase el punto xix del apartado 5 del presente informe.
:   [(25)](#footnoteref26)

    Trinomics, «Study on the impact of the ITER activities in the EU» (Estudio sobre el impacto de las actividades del ITER en la UE), mayo de 2018.
:   [(26)](#footnoteref27)

    Fuente: Organización ITER https://www.iter.org/newsline/-/2877.
:   [(27)](#footnoteref28)

    Los objetivos por etapas GB08/IC24 y GB09/IC25 estaban previstos originalmente para finales de 2017. Sin embargo, en consonancia con la estrategia de construcción revisada aprobada en el Consejo del ITER en junio de 2018, se ha revisado la fecha de culminación de algunos objetivos por etapas, habida cuenta de que en dicha estrategia el trabajo se organiza de forma distinta, aunque se mantiene la fecha para la obtención del primer plasma en 2025. De esta forma se elimina el retraso en los dos objetivos por etapas que ahora están sujetos a otro calendario y cuya fecha de cumplimiento aún no ha llegado.
:   [(28)](#footnoteref29)

    En muchos proyectos de construcción, la evaluación de los progresos se realiza de una forma relativamente sencilla: el dinero gastado y el trabajo realizado hasta el momento se evalúan como un porcentaje del total. Sin embargo, el proyecto ITER es un proyecto internacional complejo en el que muchas contribuciones se realizan en especie y son muchas las monedas involucradas en el suministro de los componentes. El sistema de créditos simplifica en cierto modo la situación, por lo que la cantidad de créditos asignados es un indicador útil.
:   [(29)](#footnoteref30)

    Para ofrecer una idea aproximada del valor en IUA, en 2008 el Consejo del ITER aprobó un tipo de cambio en el que 1 IUA equivale a 1 498,16 EUR.
:   [(30)](#footnoteref31)

    El valor previsto de los créditos incluye los créditos para los que aún no se han firmado PC. En este caso, los valores se ofrecen únicamente a título informativo, puesto que se llevarán a cabo negociaciones antes de la firma del PC.
:   [(31)](#footnoteref32)

    El 5 de mayo de 2005, 1 UCP+A equivalía a 678 EUR.
:   [(32)](#footnoteref33)

    Como ocurre con los porcentajes presentados en el epígrafe anterior, estos representan los créditos concedidos como porcentaje del valor de los créditos totales de los contratos.
:   [(33)](#footnoteref34)

    COM(2018) 773.
:   [(34)](#footnoteref35)

    COM(2017)319 y Documento de trabajo adjunto de los servicios de la Comisión SWD(2017)232.
:   [(35)](#footnoteref36)

    Cada año, el Consejo de Administración de F4E designa a un grupo de expertos independientes para realizar una evaluación anual de F4E. Cada evaluación cuenta con un mandato general, que es el mismo año tras año, y un mandato específico, que cambia cada año y que indica a los asesores las áreas específicas en las que han de centrarse.
:   [(36)](#footnoteref37)

    Sexta evaluación anual de F4E, informe para el Consejo de Administración.
:   [(37)](#footnoteref38)

    Estrategia de supervisión de F4E de la Comisión, 22 de septiembre de 2017.
:   [(38)](#footnoteref39)

    Trinomics, «Study on the impact of the ITER activities in the EU» (Estudio sobre el impacto de las actividades del ITER en la UE), mayo de 2018.
:   [(39)](#footnoteref40)

    En el estudio «Value for Money» (Rentabilidad) se comparó el gasto administrativo proporcional del proyecto ITER con el del proyecto Norra Länken, proyecto de autopistas sueco de tamaño parecido y carácter similar.
:   [(40)](#footnoteref41)

    El portal de industria es un sitio web diseñado para facilitar la participación de las empresas europeas en el ITER. F4E publica sus licitaciones en el portal, junto con información detallada sobre sus prácticas de contratación y sobre la forma de participación.
:   [(41)](#footnoteref42)

    «Reglamento financiero de la Empresa Común», que entró en vigor el 1 de enero de 2016, excepto los títulos sobre Contrataciones, Subvenciones y Premios, que entraron en vigor el 1 de junio de 2016.
:   [(42)](#footnoteref43)

    El Acuerdo Europeo para el Desarrollo de la Fusión (EFDA) fue un consorcio de instalaciones de investigación sobre la fusión de la UE y Suiza, y el predecesor de EUROfusion.
:   [(43)](#footnoteref44)

     
    <https://ec.europa.eu/programmes/horizon2020/en/h2020-section/euratom>
:   [(44)](#footnoteref45)

    «Plan Estratégico Europeo de Tecnología Energética (Plan EETE)», publicado el 12 de diciembre de 2017.
:   [(45)](#footnoteref46)

    Invitación para participar en el grupo interservicios: [Ares(2017)5482573].
:   [(46)](#footnoteref47)

    Los funcionarios de enlace industrial (FEI) son una red de representantes de diversos países europeos encargados, junto con F4E, de informar sobre los regímenes de financiación y las formas de participar en el proyecto ITER.
:   [(47)](#footnoteref48)

    En otras palabras, se creó una guía de entrevista adaptada para representantes de: la OI, F4E, los FEI, el CA, el P+A, la comunidad científica y el Parlamento Europeo.
:   [(48)](#footnoteref49)

    «The European Contribution to ITER: Achievements and Challenges – Inception Report» (La contribución europea al ITER: logros y retos - Informe inicial), Ramboll, enero de 2018.
:   [(49)](#footnoteref50)

    E3ME es un modelo informatizado del medio ambiente, las economías y los sistemas energéticos que existen en el mundo. Fue desarrollado por Cambridge Econometrics como parte de los programas marco de investigación de la Comisión Europea y es ampliamente utilizado por grandes organizaciones a efectos de análisis ex ante y ex post 
    <https://www.camecon.com/how/e3me-model/>

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