tag:blogger.com,1999:blog-35235015752745876712024-03-13T21:40:26.483-07:00Una parte de la UEUnión europeahttp://www.blogger.com/profile/01292291319156586915noreply@blogger.comBlogger10125tag:blogger.com,1999:blog-3523501575274587671.post-75996372703088515612091-04-23T09:15:00.000-07:002019-04-23T10:54:08.578-07:00¡BIENVENIDOS!<div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: x-small;">(pincha en uno de los cuadritos para ver más)</span></div>
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<a href="https://partedelaue.blogspot.com/2019/04/presentacion.html"><img alt="https://partedelaue.blogspot.com/2019/04/presentacion.html" border="0" data-original-height="342" data-original-width="513" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkeqkQ1fgVKQ2lHKIvHB1c5M83j1qUAG2a8fweOx_TCA_kBL7bOkd7D6ojA3HOVKGO1I7KtMPtjQQx9h4yrn_m8SbuqQiMIwXFILx1q8ty9vo9VUr1Bpu_9lpP-PoJwUObM83ULC23Xhc/s320/presen.jpg" width="320" /></a></div>
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<br />Unión europeahttp://www.blogger.com/profile/01292291319156586915noreply@blogger.com0tag:blogger.com,1999:blog-3523501575274587671.post-74085476462788895092019-04-26T00:57:00.000-07:002019-04-29T06:05:39.180-07:00La fuga de cerebros y consecuencias en la financiación<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirH_n68Dv1AAODaAPNtG8LwOVL9O7tqWcxhq7JXfsVBjrSD5mpmpi1sQX65xzRQYAf7idfn7qOfogKDTbGSJ_zj5Ufq9SJmENH5IJ0DoXf9BxBKHtZOxepyLTqh2NvxNLHXD4M-CqEDuY/s1600/fullsizeoutput_202f.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="654" data-original-width="1600" height="162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirH_n68Dv1AAODaAPNtG8LwOVL9O7tqWcxhq7JXfsVBjrSD5mpmpi1sQX65xzRQYAf7idfn7qOfogKDTbGSJ_zj5Ufq9SJmENH5IJ0DoXf9BxBKHtZOxepyLTqh2NvxNLHXD4M-CqEDuY/s400/fullsizeoutput_202f.jpeg" width="400" /></a></div>
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<span lang="ES-TRAD" style="background-color: white; font-family: "arial" , sans-serif; font-size: large;">Enlace de la noticia <a href="http://euroefe.euractiv.es/3790_economia-y-empleo/6067054_los-retos-economicos-de-una-decada-de-gran-migracion-interna-en-la-ue.html">aquí</a></span></div>
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<span lang="ES-TRAD" style="background-color: white; font-family: "arial" , sans-serif; font-size: large;">Esta noticia habla sobre la fuga de cerebros y cómo influyen los fondos estructurales de la Unión Europea. El fenómeno de la fuga de cerebros, también llamado fuga de talentos o migración altamente calificada, consiste en que profesionales o formados universitarios en su país de origen migran hacia otro para mejorar su calidad de vida o por conflictos políticos en su país natal, normalmente sin regresar.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="background-color: white; font-family: "arial" , sans-serif; font-size: large;">¿Cómo influyen los fondos estructurales en este fenómeno? Para evitar el envejecimiento de aquellos países que se abandonan la Comisión Europea propone reducir las diferencias económicas y la calidad de vida entre países mediante las reformas estructurales nacionales y apoyar los fondos estructurales y de cohesión europeos. La SEDEC estima que la política de cohesión de la Unión debería incluir medidas específicas para las regiones que afrontan retos demográficos y así poder disminuir los efectos negativos de la fuga de cerebros. También opinan que las políticas <i>ad hoc</i> o las medidas aplicadas a nivel local o regional para atraer, conservar o recuperar a una mano de obra que han sido altamente cualificadas pueden resultar eficaces. </span></div>
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<span lang="ES-TRAD" style="background-color: white; font-family: "arial" , sans-serif;"><span style="font-size: large;">Podemos ver que las políticas de cohesión y los fondos estructurales son instrumentos clave y fundamentales para lograr atravesar las crisis que surjan en los territorios de la UE.</span></span><br />
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Unión europeahttp://www.blogger.com/profile/01292291319156586915noreply@blogger.com0tag:blogger.com,1999:blog-3523501575274587671.post-55645478750844056252019-04-26T00:40:00.000-07:002019-04-29T05:58:24.289-07:00Andalucía, mala beneficiadora<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhgdMeLHadqhLroIXZ87qnTmNFOlM-thSAMLOOY9A7bLH1YsLIw9l_lopE6BAtALn8QnSCoS0XckhNaIZFkVD-f6kMgftxe3kfoeC_pP-8QIu9XKUPFbE0B7kHGST53i8eX366JAiFH6k/s1600/fullsizeoutput_1f80.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="407" data-original-width="1600" height="101" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhgdMeLHadqhLroIXZ87qnTmNFOlM-thSAMLOOY9A7bLH1YsLIw9l_lopE6BAtALn8QnSCoS0XckhNaIZFkVD-f6kMgftxe3kfoeC_pP-8QIu9XKUPFbE0B7kHGST53i8eX366JAiFH6k/s400/fullsizeoutput_1f80.jpeg" width="400" /></a></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Enlace de la noticia <a href="https://okdiario.com/espana/andalucia-debera-devolver-ue-900-millones-euros-fondos-europeos-porque-psoe-olvido-gastarlos-3907272">aquí</a></span></span></div>
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<span lang="ES-TRAD" style="background-color: white; font-family: "arial" , sans-serif; font-size: large;">La política regional es la política de inversión principal de la UE porque se busca apoyar la creación de empleo, la competitividad empresarial, el crecimiento económico, el desarrollo sostenible y la mejora de calidad de vida de todos los ciudadanos de las regiones y ciudades que pertenecen a la UE. <o:p></o:p></span></div>
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<span lang="ES-TRAD" style="background-color: white; font-family: "arial" , sans-serif; font-size: large;">La Comunidad Autónoma de Andalucía, tiene que devolver a la Unión aquel dinero que le prestó para realizar el gran número de objetivos que perseguía esta comunidad debido a la falta de aprovechamiento político. Andalucía desde 1986 fue recibiendo más de 100.000 millones de euros en los fondos de la Unión Europea que aproximadamente son 3.000 millones de euros gracias al FEDER.</span></div>
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<span lang="ES-TRAD" style="background-color: white; font-family: "arial" , sans-serif;"><span style="font-size: large;">Esta noticia es un claro ejemplo para poder comprender la operativa llamada N+3 en el cual, si no se utiliza ese dinero, tendrá que devolverlo a las autoridades la UE. Si se hubiese gastado, tendría quedar certificada ante la Comisión la anualidad ejecutada.</span></span><br />
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<a href="https://partedelaue.blogspot.com/2019/04/listado-de-noticias.html"><img alt="https://partedelaue.blogspot.com/2019/04/listado-de-noticias.html" border="0" data-original-height="342" data-original-width="513" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5Wf68DL7ukEZjoMsDkBPf-9ptSvSHVxhsMtVSDXq2rcYvt1GaPBGKjKyN0kSbh-4w3HdVRcLtelOxBDrG9XMT9om_fx0grHAMq5eLk8BfVc_I4S_futBYpoK6zjVmn1yYcOkGUFNXzcw/s200/NOTISBL.jpg" width="200" /></a></div>
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Unión europeahttp://www.blogger.com/profile/01292291319156586915noreply@blogger.com0tag:blogger.com,1999:blog-3523501575274587671.post-35026548924577914822019-04-25T15:02:00.001-07:002019-04-29T05:55:15.442-07:00Proyecto BIOREGIO en Castilla-La Mancha<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1AOtwJ8hnj2zqrlzh8BVAYmulKoPG6n-59ccz43W2KLse5J1SfgfyQrfbDQm0EKUHnLUUZCdHFHp3GnZ2Ms47qPSpwnd7ButKJ4m2VvuFBQWLBCdu-q2XgsA_kT625DayIiT7xw3NM58/s1600/Sin+t%25C3%25ADtulo2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="58" data-original-width="245" height="93" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1AOtwJ8hnj2zqrlzh8BVAYmulKoPG6n-59ccz43W2KLse5J1SfgfyQrfbDQm0EKUHnLUUZCdHFHp3GnZ2Ms47qPSpwnd7ButKJ4m2VvuFBQWLBCdu-q2XgsA_kT625DayIiT7xw3NM58/s400/Sin+t%25C3%25ADtulo2.jpg" width="400" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Enlace
a la noticia <a href="https://iresiduo.com/noticias/espana/junta-castilla-mancha/17/02/28/castilla-mancha-participa-bioregio-proyecto-impulsar"><span style="color: blue;">aquí</span></a></span> </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">El FEDER es un tipo
de fondo estructural que proporciona la UE a las regiones de los Estados que la
integra. Pues bien, a través del FEDER se ha creado y financiado un proyecto conocido
como BIOREGIO mediante el cual se busca investigar el funcionamiento de una
economía circular para los flujos de residuos orgánicos. El proyecto cuenta con
un presupuesto de 1.5 millones de euros y el FEDER aporta un 85%. <o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Con el
objetivo de contribuir a la lucha contra el cambio climático y encontrar nuevas
vías para el aprovechamiento de recursos, se busca reducir la producción y, en
caso de que sea necesaria, tratar de reutilizar los materiales para evitar
contaminar el medio ambiente. De este modo, se fortalecerá el I+D, se promoverá
la ciencia e investigación en regiones europeas a efectos de competividad, se
podrá estudiar una economía baja en carbono y ayudar al reciclaje de residuos
biológicos.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgGYGx_3rJTfIWV8vF8dISYf6yhW0nDWdKVQIa2LUkj8q3mcyxWxCmGd3MfDgnDkb7fy-QCmTxzL0tD_CSNVN6JggBcqldtlBGSlcbRKqyaxuXyN5mSceVt9wfjZim6PQDWzxj8oMwmMQ/s1600/Sin+t%25C3%25ADtulo.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="307" data-original-width="302" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgGYGx_3rJTfIWV8vF8dISYf6yhW0nDWdKVQIa2LUkj8q3mcyxWxCmGd3MfDgnDkb7fy-QCmTxzL0tD_CSNVN6JggBcqldtlBGSlcbRKqyaxuXyN5mSceVt9wfjZim6PQDWzxj8oMwmMQ/s200/Sin+t%25C3%25ADtulo.jpg" width="196" /></a><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">El proyecto
comenzó en Finlandia, pero actualmente participan varios países, entre ellos,
España cuya región protagonista es Castilla-La Mancha (la Viceconsejería de
Medio Ambiente y la IRIAF están encargadas de la gestión). <o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">BIOREGIO
comenzó a funcionar en 2017 y se divide en dos fases. En primer lugar, durante
tres años, se pondrá en marcha el proyecto para compartir experiencias entre
las regiones que participan. En segundo lugar, los dos años siguientes, se
dedicarán a monitorizar el plan de acción y realizar algunos ensayos.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">En la
Biorrefinería de I+D CLAMBER (Puertollano) se desarrolla la parte del proyecto
BIOREGIO que le corresponde a Castilla-La Mancha. Algunas de las ocupaciones
que se llevan a cabo en dicho establecimiento son: investigación de las
instalaciones, cerrar las acciones de los bucles, manejo de desechos y análisis
de los flujos de residuos municipales e industriales. <o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Se trata de
un proyecto ambicioso que llegará a sus conclusiones en 2021. Finalmente, se
puede destacar que BIOREGIO ha permitido fomentar el empleo y estimular la
ciencia e investigación en zonas deprimidas de Europa en este sentido como
Castilla-La Mancha.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Para más
información se pueden consultar los siguientes enlaces:<o:p></o:p></span></div>
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<span style="color: blue; font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><a href="https://www.interregeurope.eu/bioregio/"><span style="color: blue;">https://www.interregeurope.eu/bioregio/</span></a><o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><a href="https://pdr.castillalamancha.es/sites/pdr.castillalamancha.es/files/newsletter/ebc/boletin8-17/BIOREGIO.htm"><span style="color: blue;">https://pdr.castillalamancha.es/sites/pdr.castillalamancha.es/files/newsletter/ebc/boletin8-17/BIOREGIO.htm</span></a><o:p></o:p></span></div>
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<br />Unión europeahttp://www.blogger.com/profile/01292291319156586915noreply@blogger.com0tag:blogger.com,1999:blog-3523501575274587671.post-39412516660577428312019-04-24T09:26:00.002-07:002019-04-29T06:03:41.871-07:00Políticas de cohesión y el crecimiento del empleo juvenil<!--[if !mso]>
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table.MsoNormalTable
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" 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<span style="font-size: large;"><span style="font-family: "arial" , sans-serif;">Enlace de la noticia <a href="https://elpais.com/internacional/2018/04/19/actualidad/1524154571_113071.html">aquí </a></span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , sans-serif;">Dentro
de las políticas de cohesión uno de sus objetivos es la creación de empleo y
uno de los temas que más preocupa es desempleo juvenil. Por ello, la Unión
destina dinero para reducir la tasa de desempleo juvenil en programas de
formación financiados gracias al <b>Fondo Social Europeo</b>. <span style="font-family: "arial" , "helvetica" , sans-serif;">Este fondo invierte en las personas y se centra en mejorar las oportunidades de empleo y educación</span></span></span><span style="font-size: medium;"><span style="font-family: "arial" , sans-serif;">.</span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , sans-serif;">El
caso de la noticia está relacionada con Grecia, la cual como hemos visto que hace no tanto pasaba por una grave crisis que ponía en riesgo su economía. Aunque
parece que Grecia empieza a recuperarse sigue teniendo las tasas de desempleo
juvenil más alta de la Unión Europea. Gracias a programas europeos de formación
esta tasa ha podido reducirse. </span></span></div>
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/></span></span></div>
<div class="MsoNormal" style="margin-left: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-left: 0cm; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , sans-serif;">De
los jóvenes que participaron en esos programas europeos <i>el 60,2% de los apuntados en el programa recibieron una oferta de
formación o trabajo, y el 53,9% de los que lo terminaron hallaron empleo</i>.
Estos datos son muy buenos, ya que no solo se trata de poner en marcha
iniciativas para fomentar el empleo juvenil, sino que también es importante que
den resultado dichos programas y esos datos resultan favorables. </span></span></div>
<span style="font-size: large;">
</span><br />
<div class="MsoNormal" style="margin-left: 0cm; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , sans-serif;">Es
importante para la creación de empleo juvenil y para reducir la tasa de
desempleo formar a los jóvenes. Al fin y al cabo, los jóvenes somos el futuro.</span></span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://partedelaue.blogspot.com/2019/04/listado-de-noticias.html"><img alt="https://partedelaue.blogspot.com/2019/04/listado-de-noticias.html" border="0" data-original-height="342" data-original-width="513" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5Wf68DL7ukEZjoMsDkBPf-9ptSvSHVxhsMtVSDXq2rcYvt1GaPBGKjKyN0kSbh-4w3HdVRcLtelOxBDrG9XMT9om_fx0grHAMq5eLk8BfVc_I4S_futBYpoK6zjVmn1yYcOkGUFNXzcw/s200/NOTISBL.jpg" width="200" /></a></div>
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<span style="font-family: "arial" , sans-serif; font-size: 12.0pt;">
</span><span style="font-family: "arial" , sans-serif; font-size: 12.0pt;"></span></div>
Unión europeahttp://www.blogger.com/profile/01292291319156586915noreply@blogger.com0tag:blogger.com,1999:blog-3523501575274587671.post-1779919353731423912019-04-24T01:00:00.002-07:002019-04-26T02:06:43.242-07:00Tipos de regiones a efectos de financiación<!--[if gte mso 9]><xml>
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<div class="MsoNormal">
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj98Ka4qnybjkJGvwCd1ymLls1PlPwT-RybYukI6M4yt_zgmsn1-aLr6MrQ9unVIFfQx6q2p3aBKHYWkBJ3kegbQQ96JF9ffIypFTNrshA7vk49D0M_dbRt3jm5b-hQ8vY5WKWng3Gm7Cc/s1600/Sin+t%25C3%25ADtulo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="110" data-original-width="307" height="143" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj98Ka4qnybjkJGvwCd1ymLls1PlPwT-RybYukI6M4yt_zgmsn1-aLr6MrQ9unVIFfQx6q2p3aBKHYWkBJ3kegbQQ96JF9ffIypFTNrshA7vk49D0M_dbRt3jm5b-hQ8vY5WKWng3Gm7Cc/s400/Sin+t%25C3%25ADtulo.jpg" width="400" /></a></div>
<br />
<div class="MsoNormal" style="text-align: center;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Enlace de la noticia <a href="https://www.diariodesevilla.es/andalucia/Andalucia-regresa-grupo-pobres_0_1282072442.html">aquí</a></span></span></span><br />
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
</div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">El art. 90 del Reglamento 1303/2013 establece una distinción entre tres tipos
de regiones para que puedan adquirir financiación del FSE, FC y FEDER:<o:p></o:p></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">a)
las regiones menos desarrolladas, cuyo PIB per cápita sea inferior al 75 % del
PIB medio de la Europa de los Veintisiete;<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">b)
las regiones en transición, cuyo PIB per cápita esté entre el 75 % y el 90 %
del PIB medio de la Europa de los Veintisiete;<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">c)
las regiones más desarrolladas, cuyo PIB per cápita sea superior al 90 % del
PIB medio de la Europa de los Veintisiete.<o:p></o:p></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Para realizar el cálculo se debe
comparar el PIB per cápita de cada región durante un periodo concreto con el
valor del PIB per cápita de Europa durante ese mismo periodo.<o:p></o:p></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Las regiones menos desarrolladas son
aquellas que reciben con prioridad los fondos estructurales debido a su retraso
respecto al resto. <o:p></o:p></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Durante el periodo 2014-2020, Andalucía
dejó de ser considerada una región poco desarrollada y entró en el grupo de las
regiones en transición. Esto fue un gran éxito dado que Andalucía siempre ha
sido una región muy castigada por el paro con un PIB bajo, mientras que otras
como Extremadura no han dejado de recibir financiación de estos fondos porque aun
no han superado el 75%. Andalucía consiguió salir de ese grupo al igual que
Asturias o Murcia años antes, sin embargo, ya no supera la media europea y ha
descendido respecto de esta. <o:p></o:p></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Aquí comprobamos la
evolución del PIB per cápita desde el año 2000 hasta el 2017 (datos proporcionados por el <a href="http://www.juntadeandalucia.es/institutodeestadisticaycartografia/iea/resultadosConsulta.jsp?CodOper=64&codConsulta=96415">Instituto de Estadística y Cartografía de Andalucía</a>).
<o:p></o:p></span></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1hamRGc_s00RIT7TZ9xQsi_9uV6dwK_KSbLcVfWCrvVX5MDGyBucPHRPvFokj9IjhyphenhyphenARyw3YGKS4GsmDXU582eAHEABHfJJ21AD_kWNcZSbfyHx9mRJaYJfG3Oa-VHzcf-5iDt7tK9Uw/s1600/Sin+t%25C3%25ADtulo2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="270" data-original-width="582" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1hamRGc_s00RIT7TZ9xQsi_9uV6dwK_KSbLcVfWCrvVX5MDGyBucPHRPvFokj9IjhyphenhyphenARyw3YGKS4GsmDXU582eAHEABHfJJ21AD_kWNcZSbfyHx9mRJaYJfG3Oa-VHzcf-5iDt7tK9Uw/s640/Sin+t%25C3%25ADtulo2.jpg" width="640" /></a></div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<br />
<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Puesto que el PIB per cápita de
Andalucía se sitúa por debajo del 75% de la media europea, vuelve a ser
considerada una región men</span><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">os desarrollada durante el periodo 2021-2027 y será
financiada nuevamente desde Bruselas.</span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><a href="https://partedelaue.blogspot.com/2019/04/listado-de-noticias.html"><img alt="https://partedelaue.blogspot.com/2019/04/listado-de-noticias.html" border="0" data-original-height="342" data-original-width="513" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5Wf68DL7ukEZjoMsDkBPf-9ptSvSHVxhsMtVSDXq2rcYvt1GaPBGKjKyN0kSbh-4w3HdVRcLtelOxBDrG9XMT9om_fx0grHAMq5eLk8BfVc_I4S_futBYpoK6zjVmn1yYcOkGUFNXzcw/s200/NOTISBL.jpg" width="200" /></a></span></div>
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><o:p></o:p></span></div>
</div>
Unión europeahttp://www.blogger.com/profile/01292291319156586915noreply@blogger.com0tag:blogger.com,1999:blog-3523501575274587671.post-91927581662921092442019-04-24T00:55:00.002-07:002019-04-29T05:56:40.458-07:00Trayectoria de España como beneficiaria de los fondos europeos<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
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/* Style Definitions */
table.MsoNormalTable
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mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:36.0pt;
text-align:justify;
text-indent:11.35pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
<br />
<div class="MsoNormal" style="margin-left: 0cm; text-align: center;">
<span style="font-size: 12.0pt; mso-bidi-font-size: 11.0pt;"> </span></div>
<div class="MsoNormal" style="margin-left: 0cm; text-align: justify;">
<div class="MsoNormal" style="margin-left: 0cm; text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
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" 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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: large; mso-bidi-font-size: 11.0pt;">Enlace de la noticia <a href="https://www.abc.es/internacional/abci-nuestra-europa-espana-gran-beneficiaria-fondos-europeos-sigue-recibiendo-mas-aporta-201902251147_noticia.html">aquí.</a></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: large; mso-bidi-font-size: 11.0pt;">España firmó su adhesión a
la Unión el 12 de junio de 1985, y el 1 de enero de 1986, entró en vigor el Tratado
de Adhesión. Desde entonces ha estado recibiendo dinero de la Unión tanto del
Fondo estructural como de otros fondos para poder seguir cumpliendo los
objetivos que marca la UE, no quedar retrasada económicamente respecto al resto
de Estados Miembros, mejorar sus infraestructuras...</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: large; mso-bidi-font-size: 11.0pt;">Sorprende que tras 33 años
dentro de la Unión Europea España siga siendo de los que menos aportan, pero más
reciben. A veces, se escucha en los medios de comunicación que España no recibe
dinero de la Unión como lo hacía antes y, aunque es indiscutible porque cuando
entró era de los países que más ayuda económica necesitaba, todavía sigue
siendo de los que más reciben. A la vista están los datos contenidos en los
Informes financieros anuales de la UE. </span></span></div>
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cuXcOjQITZsDaD4agnC0JkaG2LZ4g95/7dvcC4igvYWs34ycot5/qX3aX7cA2iozjGGOjtoa2ymtamVxR98wpefLAMdgg4G8dGf/ohpSXvZtXM7H3+8GFXViI6O5fXX36SvbwCA4KDDvPTSq3R2dpGbm88LL7zI9p17KCopZ2zKiVtWcXi96EKg6Qaaoc8hDW2BNBbwneMHSRpCaAghYQgH4OLh41pefue3LPpiKeFnI/nRv/2EgIAtCGEwNT7Govf/yPIlS6m9fY/K0mtUllczNNRHbn4KL7/ya+rqa5AkL8XFxUTHxFNVeZP3/7iIdWs34vWo/PnPn7Jjxw5f/qzJWYNbt6t57fWXqKwqpampgV8891MSEmMB6Opp463fvkXIkVBUTePAoYN89PEihkdHGBgaZPGnn3D2/Dk6ujp59/e/Y9OWzVy/UU15RQlVVZU4pl309gwSEX6O3779B3779ntUV99A1RRkZQrwcONWCS+9+gaXCst8aXbz5tuvER1zHoDGxrv87p3fkpqcBkBSXCa/ffMPdLZ3MTw8QkJCAoWFl0hNS+LlV37jz3tGRjq///0faGp6hDBg9dI1bFm7Fckl8ecPP2bPzp1PtNr9R4954ZXXycwvpLerm9d+9QJHDx3ievU1yqsquFFziynFRenNKl575w3KqsoRhoYwdLrb2ki8EEvJpSucPBbBqy++QkVpBQjTXbN7735effMtvly5kkednUiGjm548LoHWLXqcz784E9MTbn9TpiUjDQCd23G7RlD12Uy0uL59a+e5/a9+wjAJWuMT7uYdrooLCziQmQkl/JycE6OcbUwj1de+CVX8rMBcLjdjI2P4ZgcR1c8dLc85ODOQH776it8+dkX9Pb2k3OphJ/88i3uNTwCZAzvFFfzc4k9d4F7N2tZsuhzPl20BAxYvnQZX634EpCR1Wl27gxk9eq1OBxO9u07wLvvvsfQ0AgA585F8utfv0hNzV00TScrI5uPPl7ML379InGJyciahqxpGELglSUfaRiYJGG6eM2d7QtYwHeHZ5g0NMzOP0McFmmYnyuAB3Bzq7aCF157jTPRcQDsP3iA5375f6muqkDTVPbv3s2iD/9E++M2ZI/KQN8wQuhcTIjk9++9RU9vJ42NDTz33K+IjIxhYtzJR3/6hLVrNuJySRw4cIjXX3+NlsdNOJwTPGhqQNW8lFdc5ZVXX6Sk9DJjY0O88+6bbN+xFdC5cfMaL73yEtm5OQAEhxzm/Q8/YGxinLGJcf606COOh5/AI3nZsGkjS774nN6+XhzOSRzOaXq6e7lzuxZhwKPmdl5++XWioqMBUFQnQni4daeM37z4MnkFVwFo7+zg1y88z+kz4QDU1Nzkt2+9SVJCEgDx0am89cbvaGtt59y587z++uvcvVvDrVvXefPNV/ykcf78Od5++x3a2jsQOiz//CvWf7Ue2SVzJPgwb7/5BvV1d5menqS9sx2nx83t2ns8/+LLZOQUoHhkPv9oEV9/tRKnY5qR0WGaW1vQMcguzOXVt16ntLIUaxJ64/p1LPrjhwx095N0MZGXX3iJyrIq6uoaaGi4D0BqZhbP/+ZFKm/eRNI1DOFFVccIDdnPC7/+DW1tPQhAUhSCjgRzOOwAXmkCw/CSnBDLr375PLdq6wBTnJZVXae4pOyJ3nc5P4cXfvFTrhTm+z+rb6jnUl4OdXdu0trUABjcrKrklRdfoqz8Gtn5V/mXf3+B+vuPAIXOlvv856+e4+Sx40gOLyu+WMniP32K4lEJ3BbAq6++SG9vK8PD3SxevIivvlqFy+UiISGJF198mevXb6KqGrt27WHJki/o7x+kqamZ3t5+nE4Xm7bt4M9LPmd4bBwdkFQFVdfQDLt7yrwWSGMB3zV+kKRhGBpCyICEbkyTX5TJT3/5PGs2bGFscoqe3h4+WvQhSz5bzP3Ge7S1thC4bRtLP/uC0EOhFF26yuTkKEePBvGzn/8bV69epquriz//+VM++/RLMtJz2bRxG+++8x43rt+it7ef5cuX88UXSzh+/Ch5edl4vC4SEi7yk5/8mJiYCyiKxJUrRaxZu4qjR48QGnqY8Ihwph0OJqen+GrVSl548Tfcq6/jwcMmXn71FdauX8eUY5p79XUsX7mCFV8t59SpE1RUlvO4tZUzZ84TFxtPWmoWISFh1NXX45XcGIaEpEyQlBrNv/yfH3H+wkVcLi9XSq7y05//B7v3bMfpmuRSYS6/fv6XHD96HOeUi5CDYfzkxz+jqrKa0tJyXn31VXbt2klSUiKLFn1IYGAAbW2tHDhwgF/84hcUXy1heGiE93/3Ae+/+z793f0M9Paxds0qvvjiM0KOBJGVk86kY4q8wiL+17/+iFNnL6DJGrcqKvli8WLWrl5JVHQkJRWlTLmmOXEmgn/7+U84fe40brcLVVVITUninTfe4tSJcM6dOsPrL79KRHgExcXFHD9xguSUZC7ERHP6/DlGJieQdRVVcyCEk4cP69nw9UaCgo4RejScc1ExHIs4zt26mwghMTE+yP49u/jf//N/s3nrdiJOn2P/oRD+8McPSUlNxzAMJFkCBF6vi5jIs/zP//f/4cvPP+X06dOER5xk+fJlXDh/js7WFk4eCyUl8SJJ8XGcOHac/oEhyq7d4o+LvmDHnn3cuX2NjtaHrFr+JZ8s+oj0pFT279rP66++yd3bd7nf2MAHH7zH1+tXkZwcy5Iln/L7379HW1srY2PjhIaGEhAQQETESfbvP8DVq1eRZYWUlFTCw8PJyM7iaMRJMnPzcHo9aEIgqwq6MGyWxsxYWiCNBXzXeAZJA2ZWUM0mDf+3QsdyYamak8amOjJzcimtqGJkwlx62dbeQlZ2Gp2djwEYHhogPyeH0iulSB4Fj9fJjZvl5OVncv9BPUIIurv6yEjPpqH+Af39Q5SVVdDfP4CqajgcU2RnZ1JYWIDb7UTTFO7dqyUrK4Pa2hoUxRQ8Dx8+ID09laqqClxuFwCT01NUVlVRXHKVzu4uevv7yL9UQHllBeO+tf1tHe1kZmVSXl6K0zmNrht0dfVQXX2d4uISuru70TQVQyh4vNNoupN79TfJysnh+q07uL1eHrc/Jq8ghxs3q5iaHqOrq43srAxqbt9memKau7dqKci7RFtrG4YhuHnzJgUFBQwMDFBXV0tV1TX6+vqoqakhMzOT1tZWRkZGKb1aTmlxGcP9gwA4HZPkF2RzqTCXacc4iibT+PABeZcKqa1rwOv2gm7wuPkh6Wkp3L59E0PouGQ3t+tqyLmUy41b15l2TiGEjtvt5FpFJZfy8pkan6Dm9h3u1d5jenqKpqYmSsvKqLxWxfDYqM9TKRDCg65OAYKJiSkqKq4TczGZyyWljE2NAjqS4mBkuI9b16+TkZZBSmo6iSlpxF5MIDs7j46OTgD/MmeXy0HNrevkZWeQm51JYmICsXFxpKSk0N72GEVy0d7SxPWqMirLSxkeHgbA7ZWpb2ohMzeXpqZ6DE1msK+b/JxsGu/VMzY4SunVUjrbOwBob2+hsDCX+421tD5+RGFhoX9Pkdfr5cqVy2RkZNDW1ubv86Ojo9y8eZNLl4tobG42ZyuEgaLraIaBLszraZsjF7CA7wrPMGlYJvZ8nd7y2VoWydxf6rPuFXPuMR8595C+v5Sf2e/nanDC7xaYm9NvHrRzVhP/BQhfWRQE8qxfPvkMy1J76g1/G+ac/gr6nPr2fS3m1oWBMad+hN998m1qAAQ6huEB4WVuO5op6RjIvjr6ayeB/5qWmL99xRP3fNMy12/e7PnXfG6pVBoCDYFu1uTCwtoF/F3wjJIGfPMgFrZXH7kYgOHb8ISGjoqOgo6CgYIQGhjCvHRA6AhUzGOwDYQw5Zz/EtZlMHNctrUT2LD9L576mW7ofg3Q8A3sb7rELLK0r7cXc/Jhrooxy2mKSPPPfOe/R+imkBe6WSjDAKFjCNV3zpJhuvt0MHR7ueemZ//cV28otksz70eY5GvAzENnjho3ePo1U1Zj1v/mBk7DVg9m2QzDC8JHCgJ0HVTDWi+koCMjUHzl/oauNG+/mvuZ8cRl9Qez1i3hbZVH810z/WbWc6xONqedZwjU3p/sfc9A9/VsbVYqxgJpLODvhmeYNL4F/N4s4ScDHQXNd5nEYRLEk6RhzAjFJ0jDsAlJ696/7sRaizQ03/XXkMeTpKEzswpGswmQGSFs/tnFx5yYEP5LA0MDoWEIBcMwd7EbBk8nDTRfumKmPqy6mEUa6qz7THK2p/2XieMvx7awC2wNDBmEYja+AN2YSxre2aTxVxPH3I71JGHg6xf2/Gu+a/5yacy4W+cjDfuktZ2UnrxmSEPzp7lAGgv4e+K/PWmovtd5SUPoNoH4TaSh/ANIw+5+02yCeeZ8KMNPGyoG6jeQhgZCBUM1X+dZZIB4OmkYCAxfek8jDZOUZiw+O2E8jTi0pwhbYcxc8wptdJM0DNUv12dIw0BFtpGGsJGGvX6f3pVmOf3mE/DCsOVXw/BZs7pNkGuzvrfqXOe/ThoaKioaqp845iWNb+f3XMAC/mr8AEhDzLme8pWO3/1ikYaK7LsUdJsryk8uTyMNu2sK7W8nDRtJ2LP6l0ljNmHMTxrmcyw33F9FGkLxaeeavy6eIEtjDmmg+vJnCUqToIRvzkCggEUaFikLY17SmEsclhNRQ0cX6hOX6UZTEMJ6voYQqnlpss9y4m8kjScl6hO9TFh9arYryayPGUKwSMNA9dO36rMALUKfaUubSTenvYWfWCyH15OXjupThOykoc+Qxtzh8owSh3+exlJYhJh5fQbxbcb933Lo5w8JPxDSeMpAfxppCFP71ma5qGYEpTn3MQ9pPE3b/hvdU/MRhkkNM2TiXyr5BGnM0bJnaZz252t+MfWXSUNFCBndsGJH6H6ZOJsw55KGNWtiac8qhrCRho8wDF1D6NaD5icNfzn8jjWLNBQ0Q5khDDQMoaLrMpomYegKwlDRdBlNk00yMXSEYbafboCiW6JVRUdGF7NJQwgxqzXmOnTmJY05VsEM6dvqwk8cqm2uwe421OZpU+FLaKa9Z9xY1ryVNvPq+18XKqpQfGWcmc0yhGkNzi2IMP5+wuvbCEvz0FFfECufcqUbuq8M9vb5y9bhN6TCNykJT/2JD/Y6FbqBoekz86Y+pdA6NNI/Jm3fzbX+nkYoPzSC+QGQxl+JOaN9Rnc3///bVS6r4337388iI2GbxBWq/6wjXdeQJPOYct2YmdC2CMo/ee+bK/DHv7BRz/wunNluD5MkVEBFUcyIdYoiI8sqmqqjawJN9U1F+AeuTwOesxLKjH5nhkhVVQVJMg/bmzka/ilzARgYhoaumxPxuqEiqxKKKiGpErKmYAgzuJamquiqiqFq6KqKrpn1pekakqqgqLL/1FuBSRqSrCIwj8LXhY6imQf5CUDVdWTDQBfm/wYgqwqartu6zhzt36f9fnPTz7ZC5ioIf53aP999M5Ph9sUAuqGhG2Yd22Oh2E8XNk8TtgUM042ZfuS75lNuTMvVN3K+pVY9N5ri02Kj2PPs9HqRNQWv6sWrSsi67Ov95vycfWHBNx28OH+eDB+Zm4qNSbpW+W3NbOXL92hd1cy+JwQeRUbVdYRhoCsa0pQToZgxXTyqjFOVzX7kNaNFyoqMR5ZQhIGsa6jCQBUGuuFrC03HsNWTVR/2WDVzj91/FvHfhzSeQTypvZuuM/P8KNUX+EdBCNBUw9S8fMPE38FnKai2aIC++/4SYcwmDR1dV9ANGUWRUBQZVdXwehRUxXgqacyFrs+OwGcJrJnYDvOThhA6uq76L1WVUVXJJABNNQegoiB5vGiKSRiWduc/dl0YeFQFjyKjqCqGELPmjCR55nPLKlB1HUnTkA1QdAOPoqIBsqbaSMOeZ6vc/9iB+02CxB590R7e1goEZUX/03X9W5GGtYT3W1nUtpgo9rC/85XHH4hM11B001pSdAWv4kU1VGRVZsb1Z13q30gaCgbSHJRsISsAACAASURBVNLAMtxN76ZFHL68C91A1zRkQ8ermUqILMnosgqKDoqOqmp4dAW30FENHV3VEAhUXTP7pTCQDR1VCDRhmH1aklBlxWwLeCKOjj065QJp/BPjaaRhCMVPGpqmmh4UXfjE9PdHGsLQUVSvz+Wj+MKV6iiyjqE/3dKwMDcMrmEY/rCnVtQ8U5BpT82HdWmagqqa+VBUGU0Y6MLc3WwYBqqs4HI4UbwSmqKax4rrOrph4JYlFF1DUVVkRUHRVN9uaN/uaMMkYFXXfFaGhiYMFEOgGALVMBf5qr7n/dBIwx6R0n6fPdQwYLp7jCcJ47smDSsPdkFoj7Joz6e/DwkDTVdwuKbxyh5kRULVFTySG7M15s7rPH1n+zdbGvOTBpbX0e/RM+tP+OLq6IAifONM1RCqjiGb1oYiKThlLxImKWiKGepZkmW8quIjDAO3z/LQhRlIS1PtsYBmxpBledjH1gJp/JPiaaQBGh6PwxfDwbQyLBe3bhu0swb6HPeU7h9G34I0hBk3wjAUNF3x51PXQJY09G9JGnMj7s0Is/ktDcPQUFXTrWWtFDLrxCQM1TBMga+oKNJM8Cyh6Siy6Y5SdQ3N5kxSLG3Qf/6S6ZbSdPPVMEw3pUvyImkGkqYj6zqybuCVZQzxwyIN670Fe/hXexQ/S5t/oh99D6RhEZZl+ViBtuwBqazyWGXxSh5UzbdkGlA0Ga/sQRcas3M0c/2leppLGrMWsfhIQxj4l5fjU9Z0febZQjctA9O1JJA0BUM3MCQVIWugmvnVALeuohg6hqrPcnPKwrRSFGEgaSqKbtaNoRsIY8YlZdWT3cpYII1/cjzV0jBkDDEjtDVNR9MMv7vVgJnBLsSM7Jo10K290HPdQfbONvOdYZjavxAaQ8N91Dfco7m5mXv36nFMO1FlA91mrs+Qhrm574my+QRAX18f1dXVOBwOmz97zhEw/ufNWBuGoTE6OkxPTxeS7EUTBi6vB1mRMXQdQ9Wou1tL26MW002l66iaiqKr9A8NcavmDhOTE6i+SIaSIiMrysxkMKDpMzVkwcqZahjImulW+KGRht3imE+4zI2e+ITyMTcd/K3jr5+5guubhJiVR0VRfO7Wp1tEFuGpmoohdNraW7l2rRJJ8uL1hd2dnbP/CnTwr1yzLCLQfKvDYeYVBJqqgmGSr2xoprtU11BkBV1SQdIZ6x3kZtU1ppwO32nLOoam43K7uXuvlubWx6hC4NEUJF3z9TEbjBlSn1uHC+6pBXwDaWi43NPEx8eRlpbqi9dt/maW7m5p/MbMcezWx/N3KbugtjqlsL3qaLpCV3cbtbV3KCy8xIYNm2hpaXvyZ/7cmJP18/moAW7fvk1AQABdXV2+vAnfwJ8vL/gWABjousqDB43cvXsHr+RBMwwUTTMHoa6jazphwYc5E3HSnOW2Fbim7h4bt2ymqfkhmm5qeYbvhsGhQc6cO0v1jesMj4yQkZVJaXkZ8cnJJKRkkJV/iebWVhRDoAv8bi1+AKQBM9Ye4I+hLkkSN2/e5Pz58/T39/vJZJYlaM30WkV9CjQffdrTny9fT8uvpmmMjIxQXFyMw+F44t4ZoWiWobj4Mps3b2RiYtTXN74dnp4Xe1vO9EV/S8/5maJ4edTcRG3NXXP1E2YIKwHohuEPJHqr/BrrV62mt7/P/M5XxxMTE4SfjCDmYhyKr2yKMFB1jf6hQVJSUrhaXMzY6Bj5+flcv36d9PR0EhMTycrKoqmpaV7F4FnEAml8jxBzlG0hdHTDPPrC43WwbdtW9u/fjyyruF0e0tOzOXzkGMWlZbg9HjRVJSczjWNHgjkaEkTJlSJCQw+Tl1dAZFQM7T19xMTGEh8fx+joMLquUlVVwcqVK9i9eydlZSWEhx+ntPQqHR1txMXFcPLUCc6eO0lqajK1tbUsX/4VS5euIDUlk67OftLTs4iMjPSRgMG9ujucOnWKM2fPkJuby9mzZ4mKisLr9VJQUMDOnTtZvXo1FRUVnDlzhvPnz9PW1oqmqWRkpLFx49cEBgaQnZ3JgweNnD59kpiYKO7fb+D48aPk5mZzubiIiNMnKa0oR1ZkOts7iL5wgS8++ZSzJ0/R0vyI8BPh5Ofno+s6rZ0d7N63lxu3b1F0+TLHThwnNy8PIQRDw8P88YP3yczKwulyEXHqJAWFBXy9eRMJKRlcu3Wb2oZGXJK58sUfJtVGGsK3a/6bXCL/KFgCRZZlvyav6zqpqal88MEH9PT0AFBbW0toaCgXL15k0hc/velBE+HHTxAYsI28vDyio6PJzcvjREQ4d+/V0vjgPqHHjlJUfAVVUWhqaiIyMpLIyEjq6+uJiopi1apV7N69m5s3b1JdXc2pU6fIzs6moqKC7du3s2nTJg4dOsTixYspKyujuLiYo0ePEh8fj6IoTE9Pk52dTUREONeqK7l16wabN2/E6ZxGliVOnAhn48bNBAbuoKqymlOnzrF69XoS4pPIz88nPDychw8fkp+fz+nTp0lPTycyMpKUlBTOnj1LRUUFp0+fZuuWrYQGB1GUn0fk+bPk5ORy9NgJmh61crfhPkfDT3Llagm5eXlEnDhBYV4uu3Zs58DBA/QO9BOXnEhw+DFKq6sAkKddFGbmsHdLICuWfElLSwsXYmKIio6ip7sbRVU4ERHOhdgY8i8XcuL0KbIK8vAoMn2DA6xbt46Y6BiGBoc4e/Ys5eXlLF26lJycHAoLC6mtrZ1FGE9bgfYsYIE0vkfMSxpCRghz2euxY2FERUUBUFlxnV27D3C17Bpr129icGiQ+/fr2bV9K6XFBezbvY3Sq0V89dUyioous2vPQU6di+bY8eOsWLGMCxfMwEvl5aVs3bqZjIw0jh0LIyjoICtWLGPv3t3ExcXS3t5KTGwkwcGHqKysZPfufRQVXWXD+i1s2LCV4OBQVq1aTVZWFuPjIxwK2kd5eTktj1q4cuUKx44dY9OmTeTm5hIcHExxcTEHDx70n4y7YcMGkpISAcjISGPDhvUUFhawbt0aSkqKSU9PJSBgC6mpyUREnCArK4OQ0MNsDthKQ9MDPF4vpyJOkpKQyPnTZ4g4dpzQoGBCQ0JYtXoVbR0ddPT2EHb8GHfv1VJ98wbBIYfZuXsXTrcLp8vFl8uWUlpWBkBc/EVu19xh5549nDofxY2au0y7XOgCZN9Eujor4p2pnQp7ELBnENaKJafTCUBxcTHr1q1jenqayclJdu7cSXl5OZs2baK46DKqorB75y6yM7OICA8nJiaGkJAQLsbHs3f/PpJSkgkJO0LI0TA2bNrEo0ePGBoaIjExkV27dhEbG0tkZCTh4eGkpKSwePFiVq1aRUFBAeHh4YSHh7N69WrKy8uprKxkzZo1dHd3c+PGDY4cOcLKlSvp7e3F6/VSVFTEgQP7CAraT1lpMTt3BOJyTiNJEiEhIYSGhpGWmklgwC6CDx3hcFAYqSkZbNsWyLFjx9i+fTt79uxh69at1NXVERoaypkzZwgPD+fKlSuEhISQnJTCwX172bt9Bzu2BZKVncP+Q8Fk5l1i14EgjkacYtW69Sxdvoz9e3bx4F4NIYf2k5SSRHF5GfuPBJOan8P6rZsZHR2l7sZtggJ3c6O4jP3bd3Hm9Bn2HTxAwLZtpCQl43S5OHv+HPHJSVTX3ObwsTAC9+yie6Cfiakp9u3bR35uHtNTU+Tn51NXV8eGDRuIjo6msbGRwcHBeZfePotYII3vEU+zNITQkCQ3Bw7sJTIyEsOA5OR01q/fTH1DM2vXb6K9o507d26yecMaau9c48TRIG7dqGTNmlWUlpYRduwk23bsZd++faSmJlNTcxuAyspyTp4Mp7m5iR07Ajl5Mpz4+Di2b99GYqIZzrW07AonT56gvLycffsO0NzcSsDWHSz+8xL27T1AdnY29fV19A/2sGPnNhobG/G4PaSmphISEsLKlSuJjo5m586dNDY2EhQURGZmJrGxsXz66afExEQDpuvh6NEj1NXVsn79WhIT4zlyJIQ1a1ZRWFjAiRPHSE1Npvr6NVatXcOFmGimHQ52bN9ByZViUhOT2LNjJyuWLiMuNo70jHTGJydoannE7n17qa27R3RsDAcOHWRLwFbcXo+fNAoKL6FoKolJiVTfqObrzZsJPR5O+bVqmloe41VVJFlGNwxUXfdNGlvE8Wy4p+aDpYXaV6sB5OXlsXz5ciRJoq6ujs8++4zmR4/Ys2cP+VnZuB1OvljyOVUVlWSkpZOQmMi5c+dIS0vjQnQUF6KjWLZiOWcvRJKZnUVPTw8PHjwgJCSEgIAA4nxHxBcUFHD16lXefvttli5dyu3btwkJCSEsLIw9e/YwODhIU1MT27Zto6+vj4yMDMLCwvj8888ZGBigv7+fqKgoDgcfYu+eHVy5XEDA1k1MTprW0PGjx4mPS6Si9Bo7tu0h/Nhp8rILqaq4wdq168nKyqKgoICioiICAgI4c+YMx44d4+LFi8TFxVFRUcGpU6eoqqwiPTmFvdt3sm3LVgqLrnA47DhR8Ul8tmIlF9PTSc7IICklkdUrlxEfHcn50+Fk5+aQf7mITbu2U9f8kLWbNtDZ2cn1knIC13xN78PH7NocwNbNW9i0ZTMFBQXcvHEDr9dLSloqF2KiyS26xI59e1i+ZhUtHe2MjI8RGBhIbnYOQ4NDpKen093dzdatWwkNDeXSpUv09vb65wQXSOOfGPORhiEUZMXD5NQYISHBPm0jjqgLcQQfPsb+g0eIT0xlbHyCsdEh9uwMIGDzWhYv+gM3qssJCwtl7dr1rFm3iYzsAnbu3EVGRhr9/b0IIcjNzWbdujU8fvyIrKwMdu7czq1bN6isLGfLlk2cO3eaM2cj2LNnJ1VVlWzcuJnNG7eSlppFWek1du7Yxfnz5+nr68XjdXI+8gybN28iLS2Nr7/+mlWrVrF06VLy8vJYs2YNAQEBrFy5khMnTvD111+zfPkKTp06idM5TXHxZd5++0327t1NQUEeMTFRrFmzip07txMcfMhPaknJiRw6HExGdhZuj5uiwiI2fb2BLz9bwrHQI8THxrFzx04qKioAqG2oZ/XaNeRfKmDDpo3s2rOb5V+toKGxEY/XQ2JyEnv37+PU6dMUFF2iueURS5YtY39wKDmXCimpqETWNFweD5Iim+eD/UBIA0zi8Hq9s+Y0cnJy+Oijj/zuw4iICIIPHyYsLMxcTKDrxERFs3rlKv74hz8QHx9PUlISK1as4PMvvyA9M4OUtFQ2BWzlWnU1uqZTUVHBmjVrWLVqFSEhIRw+fJhPP/2UkJAQrly5wsWLF9m/fz8pKSlkZmayevVq7t+/z9DQEOvWrSM9PZ0NGzawceNGvvzyS+rq6ujt7WXbtgC+Xr+WLZs3cPZMBBu+XktPdyeaqhIWepSPP/qUw0FHKblSwd5dQZw9FUtfzwhbtmwlPDycxsZGUlNTCQoKIjU1ldTUVNasWcOyZcu4fPkywcHBLF+2nLDgECpLyoi9EEPA1h189uVyCopLCY04ReD+/eQUXiI+IY6IE0fIzUgh8sxJtu/cQWl1FUfORLBlz07S83KQJImex21sX7uBwDVfs2nlGjLS0tgSsJWUlBQmxiaQZImgw8HsPXiAPYcO8OfPP2NDwBZu3LmNrCgkJycTuC2QqAtR5Obl8ujRIz7++GNOnDhBbGwsxcXF5l4O3/Jbawnus4gF0vgeMT9pyGi6hKZJ9PZ2097eTnd3L1OTTqanXbR19OL2yrg9ZqyIyfERyksvsT3gaxrqbjM5OU5HRzddPYN4FI2u7m5aWx8xNTWB0znN5OQ4fX09aJrK2NgInZ3tDA8P4vW6GRoaoL+/l77+bgYH+5iamqS7u5furl6mpzwIAwYHh+nu6cbr9aDrChMTw75gTCMMDw/T09NDd3c3o6OjjIyM0NzczMDAAMPDw3R1ddHT08vo6AiappKXl0NAwBYePnyAx+PC4ZhiYKCPvr4eBgb6zbwNDTA6NkpPfx8ujwdFVfC4PXS0tdPT0Ylzapqp8XEetzymt7cXh9uF0+NmdHycyekpxsfHaW1vo7OrC4fTiVeWmHJM09vXR29fLxOTk8iqQk9fHz0DA3T29jPpdKLoBpKi4JUlVF3z7dp99knD7ve2BIyqqoyPj9Pf38/AwADj4+NIksTI8DDDw8N4XG5cDidet4f21jb27d3HhQsX8Hg8dHd387itFafbxcTUJK0dHQwMD+F0OnE6nfT09NDb10dfXx9nz54lNDSUjo4OANxuN11dXUxMTOB2uxkaGmJqaso/GW71mcePHzM8PMz4+DiKopiftTxkeLifoYEeerraURUZt9PF/j0HCQs9zlD/KLJHY2RwnIkRB5oM/f0D/vT6+/vp7u5GlmXcbjetra309PTQ19fHkbAjnIw4yVDvABgwOTpBe1sXvYNDjDqcDExM0tLZyeDYKGPjo4wM9eEcH8TlnGB4ZITh6Un6Jkd50N3GpMeNy+VC9UiM9QzS3dLOxMAwrulp39hrwzHlQNN1BoeH6Ojppm94iOb2Njr7e5l2ufDKMpqq0tvTS2dHBw6HA4/HQ39/P8PDw3R0dDA6OmouKfctwbVbHc8aFkjje8TTLA1V8yLEkytFBOCVDVTNt85etWJGyAjDgzBk/woTXYAkW6upNLxeN7quoGmKbx/E7BVMuq7ZUjGhabp/yaGmCjRN+FdxGYaBLLtRFK//vaXZWssrzbRndgRbn+m6hqYpGIa5L0TTFFwuB1bgKsPQkGXvE/kxELg9brwej3/nrPnAmf9lVUH27c1QNA3dtkRTAIqq4nS5/KupZEVBVs18KYZgyuVG1nQUTcOrmBsBdWH4wqTOzGkY4tmc07Cv5beWt9o30lnaqX0FjqaYR8UACM1ciWbtIDd8+zTArH+rxNaqIKtNZVk2+4TPLeZfzaUb/k1r9o199vxazwAzMqEfwnduGQKEgdvhQpW0mW5rbcJTQFeeXP5r3+dgpWvVg6qqGLKO4Z0ZZ5JmMOmV8Ahj5pxnoWHoMhgSCAUBSMI8YlIF3KqKV5JAM0DWQdJANfybAIUQSF4vbo/HrDdA9eVPEeYBKIqmInz7jxD4yd4Oqxz2OY0FS+OfEHO1BOsYDfP0VhVNM0PEWmcxeRUFyfCdlGWYS101RUKR3Wi6udlNIFA1HdmjoqtmECVZljAMHYdj2jdwZByOKWTZy7Rjwj/xLsluX7hYB7Iso6gaui5wOLz+ZZC6oaLpCl7JAwgURcPpdPs7siRJ/kFqX3c/I6zwvbc2+c3AJB7V952vNMK8zzDMgxv9dWUI87A92xJR+0Dyp+fLh8B3WJxtoJl7AXwCRtP8y5mVOQNWzPrPtjns2eMMPyxtFJi1P8LtdvsFvNfrRdcNDB0USUWVNVRFQ5N8BKMb6KqOw+n0LwgwN0GaG9IURUEYBopXQpdNQadoKhoCj2xuTFUl89gXXTOP11BVDa9XQlU1f39RVQ1Ztu8d8Z2n5RfdvrEy/xYj7Jvw7IeG2mG5dObCEtS6bvjPHNN8+5y0WctydYRuLrLVxMzmWYFvmbB5aJl5JJlqHZQ5s8rJf4yKME8lEICsmGdYGXP2q1i/sb9/Fi2Kp2GBNL5HPEkawnfYn4Ru2DVZA9BQdBm3quBVJHNHtACvy42h6wgE/cND9I8Oo2qaORg0nyapG0iS7BckkuRBVRU/SZnavoyuKyZpSE4MBIqq43R5UVUNXQgUTcItTWMIBa/seaI8ljCytNsfUkf/7wL7RjrrwEZ4crOYdQ6VxyOhaQaaBk6HB49LQvVqKG6ZgZ5+vE4vHrfbXBBg6GhgbkoTvnOrNB1dUsAAySv5D/TQMDdUKpKMrlh5EL60fBv4VANN0/F6Jd9epb9jRS3ge8MCaXyPmI80LKuiv7+Xe3V3KCsvpvhqIW3tzUiq77RYVaHjcRvStGuW9lVSVcHhY2FMTk8BMNDdy93bNXh8pvHk5CRTU+Z3siyjKIrPL91Lb28f09MO81hxZDq7u7hXdx+ny9QY+wcHcbimMFBQNA+S4uFxawdlZdeorr5Of3+/f3LOLqwW8PeF5Sa0+7wnJiaora2lvLyc69evc+/ePdxut/83I6OTtLZ3oygaPg8ho0Oj7AzYwePmFgDGJ8a539xEW1en+f30JCOjo6aW7pHwTDvRFJXOvh6aO9pweDxIqoLb6WJqeIy62nr6+wcB8HplxsYm/OTh8XgZG5vg3r16Ll8upqmpGU17+llSC3i2sUAa3yOeZmnoukpLSzPxCTFs2bqBc+dPkZ6eRN6lHAqvXKastJTtm7bwuP4BHS1tFOTlceP2LTqH+jmfEMvo5AROh4MbVdc4e+YMaWmpPHz4kPLyckpLy2hoaCQjI5P8vEtMTU1zr7aRqAsXuVF9B4DBkV4ys7M4feYCN27W0NDYRNHlYopLL/OguZ60zCRy8rJISkkjKjqeEydO0tDQMHMU+TO+Y/W/M6wJcLtffGhoiLKyMgICAggMDCQxMZErV66QmprKg6aHpGbmEHz0BK0dPVy5UkrRpSuMDo0SdfYCTQ0PAKitqSEhIYHomBhu36uh9Fol+fn51NfUcrPyGhdOn2V0eIS2jg6i4uPILbqEpuu4XS4a79aRlJBMVHQs1dU3qKmp5erVUu7evUdFRSVxcfFUVl4jJiaOyMgoTpyIwOVyf1MxF/AMY4E0vkd8k6UBgomJEVJS43nY3Eh5RTEZWank5eVyJuIkW1avZ7C9m46HLaQkJhF6NIyahw2ciY9h1DGNV5ZxTE/T0FBPWFgooaGh3Llzh8LCIi5ejKcgv4hDB0MA6GzvJyz0FDev1zHtmGZ4tJ+JyUkys/JJSs4gKjqeOzV3yS/MJS0zkfikGGLiohifnGRweJzc3HzGxsZmTWrO9csu4O8D+wGF1gnDlk+9vLyctLQ0BgcHiYiIoORqCcdPhBOXmk7EhSiGJ6fIu3SFQ0GhlJdVEnX2Am3NjxFCMDo8wsjAIBdjYggODaGorIQ7d+5wMSqagqwcgvbuZ3hwiGmng9ikBOJTk5l2ORkeGGRsZJSe7j7Cw09y+HAoxcUlXL9+g4iIU1y6VERQ0GF6e/txuz3U1zdSUlK60Hd+wFggje8R3zSnIYSB2z1NVPRZKqtKyc3LoPbeHdoePyb0wCGO7DkAbpn2B83EREVz4HAQ1xtqORF1jjGnEwNwe9wUF1/h6tUrBAcH0dTURFlZJdFRcdTebSAi/Cwet8LYiIuEizmcP5vIleISOntaae/sIDevkNt36jkfGUtrWztFVwrIzkunoCiHnPxsBFBYdJWqqmo/WVhryResjX8MLIKwXu0TrNnZ2cTExNDQ0MCZM2fwej2ER5zkVFQM6ZeKGJp2kJyeTfDhI+Tl5hMbGcPjhy1osmKeq1R5jYLsHOITEsgpLOBRSwtpick03LlLRNgxert78Hi95F4uJCo+jms3b3D7xg3cUw7u3L5LcXEJERGnyMsroLa2luPHw2lubiEs7Bjj4+NMTU0TH5/IwMDQP7AGF/BfxQJpfI94GmloviWgfX1dHDy0l5u3rnGn5jrxCbEkxMVRdukKx/cH8/DmXQpSM4g4Ec7hsFBi05PZdyKU/qlxRqYmCQ45TEDAFgoLC4iLiyY+PoHoqDga6u+TmZHPvr0hZGUUk5F2mYSLeVSV12IYBnUNNWzbHsjBQ6FcLakkM6uAC1ExxMZH86j1ATEXIzkefpTG+w+Jj09lYHDIf+7/AlH87fiullFaLiqLNBRfkJ+EhATOnj1LW1sbFy9eJCoqisycXK5UVXP03AXSCwqJOBtJxMmznD51huD9QTTWNqCpKoU5eaxZtoL4qBhy8/KITUzgYvxFbl27zu2qagI2bCI7K4vs/FwuXIwlp7CAyelpnNPTZCSlsHrlGhISkklKSuXixQQSEpKoqrrGnTs1rF27noGBQS5fLqaw8DKGwazjyBcwA/uKxGcVC6TxPeKpcxqaiqxITEyM0NBYy+BQL5Ls5P6Deupqa5kaHaet7gE9zW30PG7nfn0DN2tuU113l+sNtYx7XYw7pvn/2Xvv/7jO+873r7h7I9lynOxubjave5O9P+xrr504TmKLdDa2U9dFcd2sLUuxJVu2ZBVKrKLYSRBlGgYAAaL3SgAEQRKVKETvvVeiDqac8jzv+8OZM3MwHFCkLNmUiC9fX85gyjnPOfM8z+fbv9cqK6msvEZbWwurqyu0tbXR1zeAzxtgcGCYjrtddHUM0NLcS1/3JL4dQyodGu2n5uYNKqtu0NnVx721DZqaW+gf7GXLu0b/UDd3O9uZmZ1nfmEZvz8QSjx6nJOOHmeKjL03N/4Pch+tfU1Mc5XP52NkZITe3l78fj8LCwvcuHGD+cUlVrc91DQ10zU0RGtnD+0dnXTc7eLunXbuLa4S8Hi5U9/ItbIKmm7XMzs7y8DoCK1tbfh2vEyOjnP3TiuDAwPcaW+lrauThdUVADxb27Q2NFFVWUVjYxNzc3OMjo5y504r29s7LCws0tx8h5WVe0xPz7K8vIrX692fP3tQZJOzx1FQ2weNj5D28mlIoePz7wTzNEDT/ShqOMRVDwQTkhQRCqs1SQX8iPtyDaykaSLcxtISpKKrGPHyBKJ/Edj2rqNL/33HM1t4fhzq/T9uZMbzW1uz/iYSpRWArA19zN8k3KvdCL7b9CuYKW5q5M8mjbwDKymaGv68P2AktsGueuKKFGx7d0JJbtHIyNUIJlkGwi1gd3buD+d+0sma4W/NCH8ctY590PgI6YF5GrqKpvmC/cI1VHWHrZ0NFF1DV1SEqoMikJrA69lBFTrbWgCvMPpdq6qKpmgoAX8wAzvcNS0QUIKJVgJVEaiKjqoIlIAhmWrSz/aOh4CiISQEFKM9akD1omo+AtoOAdWHJiRCEoy9v78d5e+SrZvmx4Wt4/6gRemsiWTm39bcGbMBk8fjMepTMjZ+hAAAIABJREFU6TpeVcevS3YCOpougz3hVaQm0f0aQtVCGcvG/JD4hRbqL67u+PBv76CpKorQUJGoUobmqu4LEPArweQ7I1fD5wugBI+3tbUdDNVWURQNRVHx+QJ7/o5Pwlx4v3livbbHTUDbB42PkKJrGkaJDV2oCKEEy4p4CSgeAloAv2Zk9ur+AOgSqUv8Xl9Q+pP4hY7H5wMpDQkx2DvbWp7BjKgJS7jCKBOi6iiqH1X4EMFMXE0Hz45ZmkRhJ7CJ0R5Txx/QjYZv4v4+1fv06GRu+NZN/lHvp/l58/tmXw2TzEKG5mv+gEJA1VGFxOvXjOxqTRoarEawR1HwWKqCjtEg1SeCBfPMzGxdoqvarga+flVB8fpCmoiuSzTdbBClEwiooVwN430R4v08jfvJ/E2t5t/HMYl2HzQ+QoquaRj9sY3+4BpSGhqHlAoCDb+uouoaQtNAFwhFM0qKCEFA19lRAwSCpRHQjPIGRrattTZPuKWqUXPKrD+lElB20ITPKNJnYA6aLtF0iSoCRul2VDSphBrmRR5/nz4YRUrFH/QYZv9t6wZjmg9NM5VpthJCogQ3bk2VCN0o16H7NKQqEYqO3+dH1TQUTUMROn6pE5ACXeghwBABFaEZZTj8QkPDKMMhdQECdNUou6KqOkowQ1xKA0iEMOaooW0oISFkn8Jk1SqsNageR9oHjY+Q9jJPSSm5fesml2IuGKXKE2JxOOOJtcVy2W7D5nBgt9lJtDtx2R3ExcZxOTaWywnx2Jx2EhISsF+OI9nuJNHpIj4+noSEBGy2BOx2O/HxscTFXSYhIR6n047NFk9sbAwJCfHY7PEk2ONwulwk2BKJjbPjcLix2R3E2+KIS4ghwR6DzRFPgs1OXLwdu92G3W7HZksgPj4em80WfM143XjP9gC2Y7Pbsdkd2O2O0HcMNo5jfs5832a34XA4sNktx7HbsNkTsNlt2B12HA7Hx4Lj4+OJi4ujvb19V+/uD7pxapqGx+MJmaNaW1tD53C5XNjtdi5fvozDYcdms5OQ4MRuc2GzOYmPs2NPcOCwOUlyJ2NLMOaT0+UiPiGeuPh4YuLjiXPYcLlcJMTF40qwk+Rw4XQ4sDsdxCTEEWe3EZ+QQHxcPC6bHbvNTlxcAvHxCdjtDhwOF3a7E7vdSXy8jbi4eBITk7h8OQ6Xy43NZvy+dvv9v+Nec8puT7DMOws7bDgcduwO42+Hw44zdLzHf57Y7fZQE6n6+vpduTe7WvY+JrQPGh8hRQcNQ8psbW3FZrPhdrtxuxODk9+Bw+nC5XLjcLhwu5NxJSZis9txuVwkupwkJjpxuxwkORwkOx0kOu0472OjRafdbsfpdOFyJZKQYMfhSDSO6UrE5XIb7Aw+ulzBSWzD6bLhcjmCx7LhdNpJTnbjcjmw2eJD7zkcxufCn7WyDafThsPhxOl04XQkGux043QmBsfowOmy4XTZsTudJCQ4cCW6cSa6sDnsuNyJOFwO7E4bdqcNh8tgZ6Idl8uJy+X6WLDdbic2Npb29vbQXDBrR30QUlWVnZ2dEPB0dHSEWu06nU7cbuP3tNlsOJ1OXM5EXM5E43dwuXC4nDgSXUE27mOiw4nL4STRYQgiTpcxh5KSknC7Ekl0uUhOTjauKTHILheJTheJEdebmJgYem5s9nYSExNJTk7GbreTnJwcAg1zzNbvmOx0Ondtri6nDZfLFpwzBptzwp3kxOWyYXfE405y4k504HI6gnP9dz8HIjkxMTHE5nqNiYnhxo0bSCnxeDwhbfFx0zj2QeMjpOg+DX1Xqeh9enIoWoTMBzmGCRZmfsY+fXLInBsej+ex1DJgHzQ+UtoLNKyF/0xp03SCaZoIJT5FRtmEWQdpNg0KeTMtbJo/zAiMoPNUgK5JhG46t2XIvhw+h7D4RFSEVHb5SIwSKCL0d9h3oobY8NsYj8b1SjRVomsR5a8NxwxGG9zguEW4fYbR60EgpB5kFV0q6FJFyMcjiuth2UzGM+/1BzU9mN+1+i0CgQBer3fPkvVShu+7WW1ct7A03wi+KfRwxI7VKftBI5sivxtps4+c45HRROF7Je5jY4boyGjvfUzmiPk7muZGs5Vv2C/1ePl/9kHjI6S9zFNm2WrzNTOuXkqJ0MWuhbbb9i13sQxuurtBI9piN53lIHQDPMy/ZdDJHR6rJLwgNSO6Sw0EGzvpwVBhZReIhDveieBzE8yM8UgZPGdEU6qglzUIGjL0iqZLdCEjrlTs5oh7+7hT5G/5m9irhRChci7mcc3NRdf1UETVLsAI8vuChsQoxW8Bit8kmTPaxmgVhsxzREsaNT9j3CtzPu3F4bkUno+P/xyxAqlVkLQGNTxuc30fND5CigYa5uQwE7I0TcPn84WAQ9WCDXKCWXm6RdKQGPlV4W3d+JzZzCa8YAwy8jYsG5MVc/YedehYQqjoIoCpvVg/Y4KHqV3sXqg6UgZfs94DGf6I0WDJBD0R7MQnQten6UaOiC6DnfUsEqVEhBoufZzYrE4bKbk/Klk3YXMOmX9bSdO03Y2srMAMqBid5WTwmFg1Ein31Fwehc3vRFIkYFoB1fp9K+iEBQZzEhnSiBQCIcJzzSpY/K5/873YqmmYoG/+libom421HjfaB42PkB4EGpGqp67rwU5zgr6BXm7eqsXn8xigETQXCBnULaREETLYVtLYiU2zEcHOc5qmMTs7x8TEFKoabJITbpgX0jLuH6ckbHIKNm3yemhvb6W8vJTbt28yPT1paStrfNbURlQ1gKr6jG6DagCh6whNIkJZxRhd0ACEQOgKIPB4fExMzrG5tYOQEkUVRhiwJlA0FV1GaBo8uhngd8nWTdIEjw8KGpHfM+eQ1+ulqamJu3fv4vMZ3Rh1TTfmjx42BRktbmUQ3tndMlcIdE1ndXWV2dnZXa1Uze8/Ci8vL1NTU0NjYyO1tbXMz88jpQz5Ysy5ag0h9vv9ISHKusma898Yp6GVI2F9ZZXlhUX8Pr9xPKGHWtf+rn/3vdhKViEgJCBawPJxo33Q+B1QNDVcUw2ZT5capeVFnDt/hlu3bmCLiyMrI5O83FzyCwqZnl+g+FoVMQ4nV/PzWFpZZHi4n+KiQurqbjE6OozD4SApKQmbzU5MTCyrq2s0N7dwp7mdhfklhJAoimqJpw9vKKZPQwgNTTdyNja31jl79jSpqSnU19/m+vUq8vNziYu7THl5KV6vh52dbaqrK2lsbKCnu4O5uSmk1NnY2CDJnUJ8rJ27bV10dfRy88YtlhaWKCstJSE+hsaGeu7cucuht4/R1NxOR2cP2TkFtLV3omoGeGhCWMzu9/t5zPFbQflxktIiN/kPuhmY12sGU1jbnOq6zqlTp8jIyKC5uZnExESys7LJz8qhJL+QiZFRUpKSSUpO5lp1FevbW9yqrycrN4e+gQFaWls4f/48mRmZxMbGkpaWxvr6Os3Nzdy+fXtXAqk5jvezuc/Pz/PCCy/Q1tZGRUUFt27dwu12k5ycTHu7UUBzcXGRuro66uvr6e/vx+PxALC6uorL5SI2NpZbt29T39TInbZWxsbHuJqaxpWkZNpbWrlecY1zp07T39fLjdobZOXmMD0/d9893z3PdwP64zBXogHK40j7oPE7JHOSqKqKqqioQkGXGvWNt7iS6qastBinLYH87BxcDifJKalcq6k1qpW6k0jJzSXBZeNqego3a2+QlJRIUVEhZ86coby8nKysbBITk+jt7cfpdBMXa6eivBpVEWHJP0hhSVjuAg1dBNjYXMPlclBSUkRr6x2WlhY4d+4MKSlJuN0uhocHkVInPj6W9PQ04uJimBgbAilYW13l/Jnz5OcUkpddQFZ6LsmJybidLpLdiWSmp5KXm01pyTVOn7nI3Y5u7nb0cPrMBVyJKShBLUnTrT6OsE9AiLDNPdqm8EkjqwQa+Qhw8eJFSktLuX37tgEg6emU5hWSdzWTkvwCjr1zmLLyMmIT4rG7E0lKu0JZVSWXE+LIzMnm2PHj9PT04HK5uHHjBuXl5Vy6dInExEQaGxtDYzA1JXhwj+uFhQXeeustGhoaGB0dZWhoiNOnT1NdXU1MTAybm5vMzMyQnZ1NTEwMGRkZLC4uoqoqm5ubnDlzBrfbTX5hAbF2G4lXrlBQVESSO4mcq5mkJ12horCEq8lXmBgf53pNDWcvXaSi5jqKHr1hWLS/H1ep/nGkfdD4HVGkU1QIgaar+HQvtxtruZqeTO2NSmqqrtHS2EhtTS1V1TVU1d6m4lYdFfUNtA0O8otf/5KkJCfLy4tkZ2eSnp7GtWvX2Nra4ubNWtLTM2m+08Lly3FkZebR2dFrgIYug6aAACJYRsIgQ5bXdc3oLa778Xo9xMbGcP78WcrKSlhdXaakpIimpgaKigoYGRlCSp35+VkqKsr46b8/T0ZqMnPTk2iKSs7VLBZnlrhVfYu4i/Fcr6imsqyc6ooKOlqbuV5dSW5uMTm5xczMLtDVPcDJ985x4WIs/oCGlGEfh6lpRJIVPD7JZNVSrBuiCfoxMTGUlpbS399PXl4e9bfr6Glpp6qolJL8Qlx2B36/n6QrKRw6egS7O5HVzQ3OXb5EflEReQX5BAIBysrKGB4exu12k5CQQE1NDU1NTbvNRSIc3bQXLS4u8sorr5CWlkZraysjIyOkpqayuLiIw+FgYWGB7e1tpqamcDgcnDhxguzsbFZXVwHIyMigpaWFkrJSLtkSKK2q4nZ9I9era2hraiUjKY2bFddpbWxhfnaByqrrnD5/gdKqKsPhbwk4sJqAogkWj2uI6+NG+6DxOyBTUjPJ3ARUPYCCn7yiLGJizpGTeZWywgKuX7tGeloGmTl5FF2r4mpRCa+fOUtcejo19TfJyEwjLe0KWVkZ1NRcx+FwMDU1xc2bN7l8OY6Kikri420UFpSyuLCCqhh1qFRV31UbKDg6jCgpDVXzI6TCxsYaJ04c48yZU1RXV1JVdY1z585QUlKE02mnra0FTVPY3Fzn1q1ariQnYrt8kaX5WXa2PVw+F0PDzQYmhie5fD6WiuJyRgYGSXa5uH6tjNycLLKzC7lwMYGysuukpefwzuETnHj3DAuL91A1o0aWqWVowfImkVrGJx0wIOwDiGZ6EUJw8eJFXC4XFRUVpKSkUFxYxLWCYioLism6cpV3j53A5XTiTk6i4U4zNrcLZ0oSGbnZlFSUczkhHn8gQElxCQ6Hg+zsbGw2GzU1NaGEQjO6x6QHgfXExATf//73yc7OJj09ndraWt577z3a2tqIjY1lfHwcKSUrKyukpKSQmppKSkoKa2trbGxsEB8fz/Xqahqbm7nscHDtZi1d3b3kZudRXlTKFYebivwSctKyyMvK5fyFS7xz/ASpWVmsb23umhtm2LN5HyPv5ZMwfz4M2geN3xGZE3Rzc5PV1VU0XcMX2MGne5hfmWZiapip8WE6W1vo7+qiv7uPweEx7nT3csGdxKlEN51T03g1hfn5adrbW1lcnGdzc4Oenh62trbY2dlhaGiExcUlJienGRmewLPt2xU95ff72draCo0p0qehiwA7O9vcvdtGX18PY2MjTE1NMDQ0wMLCHFNTEywtLaDrKjs72wwPDzI1PsrU+CiKdwfV62d6dJr1lXW0gMZgzxBjg2OsLCwyNjzM5Ogwo8NDLC2uMzw8w+DgJN09g3R199PTO8S9tS0CSjiqSkgjjyOUexJhKrFKwJ/UTcDUTD0ez64N3O/309/fz+zsLNPT03R0dNDf28d43yAj3QO01zdx9O13uFZWztLKMoquM7O4QHN7KwurKyyv3WNwdJSAqrKyskJ/fz+rq6uMjY0xNze3qw+GlJKNjY2Qw30vWltbo6+vj8HBQdra2pifn2dwcJDl5WXGxsZYX19H0zQWFxeZmJhgYGCA2dnZUDTR6OgoKysr+AMBekdGGJqaYnVtnYnRKebGZ+hv72FlZpHxvhF6OnoYHZukq7+fgYlxPP7w2CKLAEYr57Jvnno42geN3yGpqkpPTw+9vb3h10K9LozAyJG+XlobGshITaeopIx4dwqLXh+rusALBGRk6OLeTVuEDqoqCPgVJiYmWVhYZmZmjjt3WlhbW8NI9AvHupsht7quRhxp9/Gt74+ODjM82P+gj++K4O3v6iA1OYnllQ3urXm4kpZD/8BY1PFbaW5ujnv37t33upkgZUqVn1TgCASMmlOTk1NR319bW2NoaIjamhtkJF0hN+UqBVm5KP4AAZ8RuRS5RarBFDm433FvgrHX62VkZISVlRWGhoZob2/f5SB//3GHS6dYtW1d15mZmWF0dDTq9wRGmLCV+tp7sZ+Px7u+w/jAGK6ERLY93uC1RFxb0Demqirz8wtsbGzcd45989TD0T5o/JbI6mwzI19WVlYoKytjaGiI0tJSrqRnkFNaSm5RMdXXr7O4MEdVeSn9nXfJzcqgoakRmzuJ4ZlZyhuaya2uYWx6hsrKa6SkJFNRUY6iKExMTFBbW0tfXx/9/f3U1dXR09MbkspbWlopKSklNzeP+fkFGhoa6OjoQMqw5GVsFEZ4687OJukZqbiTXDQ01DEzM0N5+TWKi0vY2fEyOTnF9es1FBYWUlFRTn9vN3MzE5QUFdDU1Mjs9BxXkq6SnZlLf98gs9PzFBcW09bSQm93B9nZmUxMzSKAywlODh9/j4rqGqbmFigpr8DpTibe4aKh8Q53WtppbbtLQnwCly9fDvpublJWVsb29naoppMVMD7upqtoYx8bG6GxsZ6Ojrvk5uaQk5NDYWEh6ekZDAwM0dXVTW3tLaYmp0lJSuVa6TXcTjdSh5qaWqqrb9DT209SSipJyancaWlD1SUjY5NUVVUzPj5OX18fpaWlTE5OArC9vc3NmzcpLCzkxo0bjI6OUltby+zs7J5jn56exuFwkJmZGdKC0q6mUXm9ms2dHZrbWsjJy6WhsYHKykrGRsfo6e6mIL+A7u5uenp7Sb6SQnFpKaPj0wwOjlCYU0R7cxuTg+MknI7Fs7rNyvwqxw+fJMHuormjk/bBQZKvZnDxYgzZWbkMD41SUV5J3e0G7DYnVZXXGR+bJC+vgLrbDQQCRk7Lw4TIPum0Dxq/JbLGYpuNcsbGxsjIyGBjYwOX00l6Vh6XHFe4klXA5TgH8/PzxF48x907DeRkpdF+t4WU9KskZefiyi0gr/oGVzKyiI+PJzHRTVpaGj09PRQWFoaK1p08eZKkpCSGhoYQQlBeXs4Pf/hD8vPzmZycJBDw09jYSGtrayj8cFc2MbCxucr5C6fJzLpKfEIcvT191FTfIjbWRs31W+TlFlFaWkFhYRHJyckUFOSRkZnKjRvVJCUlkZGRRVysnbzcItKv5tDe3klubh7nzp2l5kYl1TWVLNy7x5aiciUrh+TMLFypVymtvM575y6QkZPP2UuXyczOo7yiiryCYs6cOcu1axXMzMxQWlrKpUuX6OjoCLWltZoaPu6RMdZNS9MUNE2hq+suPT1dTE9PEhMTQ1ZWFhcvXqSgoJDCwmIaG5ux21309gySn1dMYWEp+fnF1N1uJC+3iMLCUmw2F2fOXKC05Bpu9xW6u/pJSU6jsLCIU6fe47333iMvL4/V1VV0Xcdms/H888/T3NzM+vo6iqJQV1dHY2Pjnhvr4OAgZ8+exe12k5eXR1tbG+Xl5cQkxFFWex13WioV1VXUNdRRXFREasoVigoKKS8tIzk5maLiIhxuF2np6eTmFDDcN0KmO52i9HzGOgZJueRka3GDhYk5Lpy9REFJGbbUVNKKizgXG0d2Vh62BCdtrZ0kxDsoKa7g/LkYWls6mJ6aIzengDOnz9PV2RO61/ug8WDaB43fEpkbl3VDnpmZIT8/n7W1NdLS0ugfGiO/vJb6lk4SU1JZWJjH7bLR3tJARWkB/X3dJKYkczbBRmFNLYMz85y5cInc3FwqKytpb2+npKSEmJgY0tLSyMrK4tatW5w4cYKsrCyklGRkZPDNb36T5uZmwDA93Lx5k/r6+hCohVuTGhvt5tYquXnp9A90ExcfR29vPzXXb3Pm9AVsCS7iYh34/YZBoKiokNTUFE6fOcnm5hrZ2dm4XG7y84oY6B8hLTWbocFhcnJyOXr0KA0NtyivLGPx3irbmkZOWQldg4NU1NSQVVBAUtpVllbvUVJxjcrq64xPTFFcUkZa2lXu3m1na2uL6upqDh8+THNz831JUua9/zgv/N1jNxI4OzraaWpqYGtrg4KCfNrb20lKSmJkZJSysmv09PSSlZnL4MAoBQVFlJaWU1hYgtudTF/fAL29/Zw6dQabzcHo6DhFRaUUFBTx6quvUVlZRVZWJunp6Zw7d46+vj50XefIkSP85Cc/YXx8HICtrS3q6+sZHBzcc+yrq6u43W56e3spLS2lr6+PwsJC3jj8Nq70VOxJbsBoMVt36zbvHj9BxtV0NtbWSUlOpri4mBu3b3Gz7jZX09LpbO8kMd7BFVsi412DFF7JYmfNw/z0PImORBaWV4hPSSatMJ+coiJWV9coLi5lbGyC7Owcbty4SXFxKYuLS8zMzFJaWs67775HR0fnrvu9Dxp70z5ofIQUOeEiE4m8Xi91dXW0tLQYUSK1t4mxJVNUfp0zFy7R2t5CQtwlSotyibl4mpKSAo6dfJfMomLOOdw40rIpr6omIyODxMREMjMzycvLIyMjg/z8fG7evElxcTFZWVmkpqYihGBhYYGzZ89is9m4du0a4+PjVFdX09/fH4omsfazBlhanuHc+ZM0NdVx+PBhrly5ytkzlzh/LgaXM5kL52OJiYmlpqaW5GQ3qanJpGekkp6eht1uo6qqhtjLhlbicqbgdCRy8uRJjh07ysmTx7A5ExgcG0UFXGmpHD99muT0dNq6ujhx6jQ9/f00NDZxMSaOCxdjSEpKIT09g9TUK5SWlnLu3DnOnz9Pamoq29vbUTWLj/PCjwYai4tz3Lx5g+bmBlJTUykrKyc+Pp7KyiqSk69w/XoNFy/FUnujnlOnzpCQYOPixRgaG5uJiYnlypVU8vIKOHv2PM3NLVy6dJnq6hocDieFhUXU1dVRVFSE0+mkuroaKSUDAwNcvnwZt9vNnTt3GBoaoqSkJBQeG43GxsY4deoUDQ0NnDt3jpSUFBwOB4eOHcGdeZU3Dr9NakY6vf19JCclk5ToJtmdxJXkFK6mXaW4pARnkpui0hLOn7tAanIql89ewnYhluuF5Zw6dJypoXE21zZ578R7XIqNI72wgIrbt4h1OJienqGyspqrVzM4fPgoWVk5pKdnUlRUQm5uPi6Xm1de+RXXrlXuCq7YB429aR80PkKKjOCxmqjMGkTLy8sMDg4yODjIxMws7d0DjE/P0tndw721e3R3tTMzOUJnZwujY8P0DQ4ys7xMa/8QTd19rG1tMzQ4yMjICKOjoywvLzM9PU1XVxejo6N0dXXR2dnJ+vp6yPk3NjbG9evXGRwcZGlpiaWlJQKBwC6/S7jUicrW9ipDQz2MTwwzNDzI3Nw83V191N64zfDQOHOzi9y+Vc/AwCCDgwPMzc2yvDxPU1MDw8PDbGxsMTgwwsz0PMNDE4yMjIXGdaelkbud7dzb3kKRkv7RUSpv1tLV349P1RgYGWH53hrrG1sMDI3Q0NjM8PAoQ0PDdHV1MTs7y927d+no6GB0dDRUr+eTtNh3zyEdRfUhhMrU1AS9vd0MDQ0xOWlEHs3NzdPXN8DY2ATdXT1MjE9z924nAwNDDA2NsLPjpbn5Dh0dXSwsLNHfP8j8/AIDA4Osrq4xOztPe/tdRkZGaG1tZWhoiM3NTbxeL16vl+HhYRoaGhgfH2dra4vJyckHlmf3eDwMDg4yMzNDf38/IyMjdHV1caejjcmVBVq6Orhx6yZzC/OMjoxwb2WVqYlJmhubmJ2ZYXZujsHRESampxgcHGZ4aIS+jh76O3oZ7Rmiv72b7dUNVF+AjvZObtY1MLOywsLGBu3dPWxve1heXqWp6Q7NzS0sLCwyMjJGf/8gi4vLtLXdpanpDlNTM4h9n8ZD0T5ofIQUDTRMbcP6njWKBKzBRmZpOaMeqcSQ/L26jkK4jixS7opgsSYNWilayQdTo4js8WGAR7Cnue4DdIRQjFIn+t7+AVU1jxO9V4R+38tGnVUVyVbAF/qWhsSvGT2pdWkUKIykSI0immb3SVjwu69BoukBVC0QCo2ORma0UORxojX1MRM7hZBRI6GsFXStx3qYaCNraOuusWBEOIUy/IMFB816UtbPASiWYozS7C9uvilA8YWBSwMU5H1Be3uNzbwe83EfNB5M+6DxEVK0CbdXJq3Z/0IVRuazkAKhqyANFlJBSA1FqASkwCclAQmqtrt6pulkjww3tWYSR7631+I3xq+j6V6kDCClscyllOgaqIpAVcLZtlKClCIYqqugCxVNU4OvEyqNruvWOkAKEh1F6ASEjioFOqAIHU0IVD1YfE5aFnZEj2kTgCM74X1SFvz95ikjHBqM9sHWvBSrYKAqetDksruHhantwu6cBeO3kvcJNJFCTWQdpweRNVzXDFAQQqABAUCRkoCuoZngounomo6maqjBuWzMAQuWGCiDUDV0RTX6lEuJpqsouo4ijOq9qtjdd8Sas7FXu9190Hh/2geNx4zMzVFKAVIHqYFUkcFC1gId4y8jrt6s5BlZXuLDI4EkEGSVUGMb63rbdToDaCQaUmrBz/OAfhoaQqpoUkczvhXqDiIJl0Y3wyHvP98nn6KBRrQeKh/kuA/D1s9+WOcwQUO1XoG1uFiUK97z7NLoAeIPBNCEIXT4NBVN7OddfBS0DxqPG4XAItydL5Rsh8FaiMV9oPHhS0YPAI2oi/zRQEPIYAJh8Hr0iGZLoW6B5j35DTfKjyN9YNDY9XK0znb6Hrx3x7sPMvb3A41ojaCsYw+Dxu65YV6HpqvoQkNI47kmNFRdtbTAbkyCAAAgAElEQVQLeBTep/ejfdB4rEhatIu9QSMMG8ZS+jiBxi4NBRnULVR0dPRgq6V90NhN+6CxGzQi/2m6hi41hNDxB3woWoCA6kdR/Hte5z5ofHDaB43HiaQAoQZZ2wUaJmAYrIb44wYaYpedQWK2hhXBazQ3BVOSlEJDmqAR6lVr2LCfFPokgoaKxI9ECYoNAknQmfdA0BARK0FHoEodRVdQtAACQSDgR0phaRJ2PxvXGMl6xDgJ8T6FaR80HieSOgjlfUHDWHJK0LOxu0z14w4a5n5v+F+ML2rCjyYCaEJBk4oBiFI1jiFUpFAN7UtoxiP6E7WSf3PQMCs3WdmcR1H4MQUN3aJlW//5dT+6NLxhG1v3SHQ76O5sRwb9ZUYQyW6Oft2RoLHvCI9GTyxo7DUZHjRJdvUntrD5mimxPMh08sAJKPWwphHcYc1jWv8Zm7LpDv9tgEbQRR1aVCB0uQdogJQqkkDwegBhSmzBqBkBmpBsbm4zNNTP5tYqAaEQ0AIIRUEqCkJoqFKgSIEWdISjSRBRnSOfaNr9e0ru1xoefC+MOanvYuO3NH9XzfL8t2WeEgQQKIhg8IPlHBFzytRH9dA/Q3zSgsbagO4joHkAHY9nnV/8/N+pranC8JkFHh40hNEa11hLGkgFUJAyFNy+TzzBoPEwTd8jN2EhVVTVG8xXsEgwwsiaEEINPTcm2u5FZj1mdNpjF37AZx82AuZheM8zRajohqYQ/F7Uz3uR0mNIjSrBlA0dQQA/GtvB9dfZ1cvPfvJjZmaHUBB4FT9yR0FsBZACfBI2JHgFSBVCySn7FJX2+l3N4pPWORMqSHkf756jkcf5sMakSh2/1FCkEWZtahvRZ5Q5cmvLXxMuJYrqRdO3AB8+3zqHXn+Vhpu3gt8LhLTy3azdd+26LtBVgRQCIfyAB/AghSc4AXcD2pMjtuymJxY0TJJS7pnXYP3blNZ0XUHTFQxpTUMPPjf/Np8LsXeJ8o8LRQOTaJd0v+3XD+yAbgUNFcEOARR8weXW3dnHW7/6KYsLPcA6qroCvnXYXkcEdvBqXrbQ8UpprNmg1/RhYXWfPlz6MOezLmVIyzDDrN9fZAoC330f1NDFFqq6ydbmMsfeOUzT7abQN6KxHoUFoGqg6yCkhqpuIOUWyB0DNO4775M5E59Y0IiWrQ2720NaKaziG6qrGYEhhb7L4bY7MuPR6cPSDn4T+iDSpRBBy5EEIy7GFwEaAQQ7aCiowYU20jfIqbd+xuJYDei9yO27sNYBq91oa/2ogVkCeFBRjM5LqgRdhmTSffpoyCpImX9/2KSH5f2HBA2rnXP3B3WhIKQPIRS2tjY4fuwU16vr8Ko6SzsaSzvmo2b5O4I9OqsenaV1hU2vhgb4VA8BbRMhvYC2DxpBemJBwyTr5mhNkAMDQMwaUcZnDJOT0Q5VDYWDWuPBhdDQNAUTNKKZuR5mPB8VaDycOSp8T4zM2WifMT8X7QgKEn/Y/6oD+JF40PChBQvDzY0OEnv4efpqL7LQFcdK0zk2b55l8/ZlJutsLE1dR7CIZMeoP6LqoOuWbWafHkSRgtGjzkNrsugHbVAUubZC1RAiQEMNJnHuLQ5EgIZFLhNCRRMKEtj2Kbz0i0N85/u/4PUTLv79HTv/ftgR5nec/PSwi5eOJPLSkSQLp/DyYTcvvXmZjJJbrAd0/OhoKEiC63m3K5N90HgCyVwMeznEI81Wuq6haeGKOZoW7g6n6xq6bthJNc0snyFCwGMt1/Cg8byfjyXa39HqL0UDF/OazLFE869Yj61pWrD8wm7zk/moaQJdt2prButSQdN9SF1a/LReJFsI6Q2Nd2W8l8RjP6Q1+yWGSn7EdO73WEj/LgtZz9OR8e9MdiWBnAS2DJuBSlDTMDI69ul+sv7m5m9tkrX0vfXz0YIorGVuotUme1jaXfxSC1dRxsjVUKUIs9DRhL43aEhh+Mms9qRggIWqK+hI/AJ++svjPP2Hn+c//fdv85nP/ZBnPvcDC/8vnvncvwX5f1v4x3zmv/2AT//pP/DrU8ks+XUCgF9oqHqA+0FDYpncTxQ90aBhrT+jKApTU1P09/czNjbG/Px8aMFtbW2xuLjI0tISfX19oZ7aZp0fRVGYn59nbW0tdGzrxmwulmgFA620F2hYxxtpUrNu/ta/TbJuCOYxzHao5ngigcXcMIxqvEbNHlXVWV/fZGvLg6aZDtPdC0bTBJub26zcW8IX8BppFbpECoFkB50tdOk1IqGA1ZE2rp74Fp2ZP2S+6Dm28/4FX9a/sFPwPQYyvs9SjwMYA7YN01TQfWQu133aTZEaYqRQZNZ/igSSyHmlqirLy8vBFsDGd8zqwY9K5hyzrgFN09CkETmlYwCHInQCqoqqa9G3YSnvB42gTcvUXASwERD89LVT/OGf/R3/94GX+cNnX4/gN/mDL7/BZ7/0Op/90hth/pu3+I9//Rp/8Lkf8tbFXFZ18AE+oaOKYO2tfdAAnmDQkHJ3gTspJZcuXeL555+nvLycCxcuhNpYdnd3U1dXx9DQEC+88AITExOA0e/Y7/fh8WzT1NTE1NQUqqrg9XrRdR2v1xsCFVNrMYu/PUgbsG7yW1tblJeXk5+fj9frZW1tjcLCQsrLy7l37x5SSjweD6WlpRQWFrK6ukpTUxMVFRWMjo7i9XppbW0lOzubzs7OEJiZm0c0v45V0zDH3dzcQkVFJfn5hWxsbCKExOPxUlFRSWpqGlVV1xkbm6CkuJSq6krqGupQFJWATyHg9wFeBNuAElpra2MtZBz7Ov2Z32Kr6BsoWV9Fz/wqvqx/ZDL7X1npjgM5CsJruEn8gLoPGnuRKRC0tbWRk5NDfX09fX19uN1u3G43WVlZoY571dXVof4jYMzllpYWRkdHaWpqIjs7m6qqKoaHhwEDSAKBwCNHUC0tLZGTk0NNTU1ovs3OzVFYUkz59SomZmdouNOMKzmJpeVlYI9tWPIA0AhrLtu65Me/Oskzf/p1/vjgqzxz4B2eOXA4zM8eDfIRnnn2eJCP8cyzJ/jsl97ms3/+PK+dz2dJM0AjII3w3l1hW0HQkPug8eRRuCS0sRBSU1N59913mZ+f58iRI4yMjHDv3j0KCgrIyclhYWGBt99+h9HRMYaGhqmouIbbnUR2dg7Z2TlMT88wOztHbm4eOTm53Llzh5qaGjIyMhgYGADCCztqGGKwoqgJNEIINjY2uHTpEj/4wQ/weDwMDAyQm5vLiy++SE5ODqqqsrGxgc1m4+WXX2ZpaYm6ujrOnDnDyZMnQ02WYmNjOXLkCNPT0wAPDRoA8/OLvPfeaTo6ukhPz6SwsBiAtbV1nnvuOxw+fJRr1yppaGji7bcPU1pWhjs5hfV1j3F/pYbAg8BrWKyDpoX18TtkHjvIUOY/4Sv8F0T6/4D0rxDI/CrT2d9ipSsG5DjoigEYfkDbL/iwF0kpWVpa4vbt27hcLt566y0uXrxIXFwcR44c4dVXX2ViYgJVVcnIyOBb3/oWc3NzAHR1dfHd736Xc+fOcfbsWerq6igvNxo7SSlDgs+jahv37t3jpZde4uTJk6FWvHPz82TmZHPo2BHyS4ooLi/jOz/4PsNjo8Z1RL04wv6MCNCQQkWXOhrgEZIf/+oUn/p/vs4fHXyNpw4c5ekDx3j6wHGePnjceDxwwuBn3+XpAyd5+sBJPvXsKZ750hE+8+cv8Nr5QpY1Y7oFpDTK9Vh9KaaZdt+n8WSR1ZRj2m5zc3P5+c9/Tnp6OqdPn2ZtbY2LFy/idieSlJRMWdk1zp+/SFdXD8nJV8jOzuW9906TmJjE228fprq6htu36yksLKGuroGWllby8/M5efIkaWlpeDye+5zr0UAD2GWPbm9v5/XXXycQCLC+vg6Ay+WiqKgoNPbW1lbeeecddnZ2UFWVtLQ0Tpw4wb179wC4e/cuLpeLjY2N0LneDzTMY9fV1fPuu++xublNWVkF585dQNcFfr9CUlIKNpuDsrIKJienefPNQ3z7uedIz8gMVv2Q+BUPmtxGxWes8yBorE00kXH8bxjK+nt8Bd9Apv8dpB8kkPUVpnP/meWei8C4kSW/DxrvS6bWCTA+Po7dbqe3txcw5tCtW7dCc29xcZHDhw8zOjrKwsIChYWFnDp1iuTkZDIzM7l27RqJiYkcOnQo1GPDFGQelfLy8oiJiQmNEWBxZZmXfvUKReWlrG6s8+Y7bzM0OmJ8Zq/rM/+zOsKlROgBdKmiAttC8uNXT/LMn32NPzr4a546eJSnvnKUpw8e46mDBnA8dfA4Tx00gOOpg+/y1MGTPHXwJM98+TCf+fyL/DoIGj4M05mUqjFpRdhH9+Qap55g0ID7QwuTk5M5dOgQs7OzXLp0ibq6Ot5++21iY2Oprb1JW9tdTp8+Q1/fAKmpV7l6NYPmOy0MDg1jtzspKSkjOfkKbW3tAPT19ZOfnx+S3jwezy5HZDTg8Pv9eL3eXZ9raWnh+eefZ2trC7/fT3FxMcXFxSwsLODxeFBVldraWl599VVmZ2dZWFigqamJd999l/7+fkZHR3E6ndy+fTtkYngUTaOhoZFDh95he9tDbm4eqalX0XXB1paH6elZ+vsH+PGPX+D8+YtcSUmlta2dl17+BWOj00gJmvARYBsFY2HLoIS4NtFM+om/ZiD7a3gLv4We8VVkxrN4c55lPP8fWeg7D4yCDBjmqQCgy1Ae8T7tJlMgmZ6eJi0tjcrKSqSUTExMYLfbmZ6eDs338fFxXnrpJQYGBrh+/TqZmZkcO3YMu93O0tISDQ0NHD16lLi4uJB2/EE0DSkleXl5nDx5Ep/PRyAQYHllmdn5ebIL8jn23rsMjo7ws1/8nIGhIeM70Y5D2PcdBg0JUkfoPoT0oyHZFpLnXzvJZ/7r1/i/vvIqTx98m08dfCfMB47wqYNH+dTBY3zqgMnH+dSB43zmy4f4g8+/yOvnCllVg2XbhWYp7SPCEVvW8Txh9MSCRqRTWgiBw+Hgpz/9KfX19Zw5c4auri5qamo4d+4sVVXVDA4O89qrb9De3kl6ehbf/MZzpF/N5O7dLt54/RBVVTVUVl7n1KmzlJVVkJeXx4ULFzh27BgnTpxgc3Nzz+gmq3RvLn5FUfD7/eTm5vK9732Pzs5O3G43r7zyCgkJCWRlZVFWVsbIyAj5+fn87Gc/Iz8/H5fLRXl5OVevXqWoqIhDhw5x5MgRUlJS6O/vBx7ePGWayJKSUrhyJY2MjCyam1uorb3FrVu3SU6+QllZBW53MpmZ2cTGxlNVVcPl2HgW5pfRhY6i+1Dx4UMlgBU0Wrj67l/Rn/N3bBd9CyXza+iZz+LJ/RIjhV9jduAUMIjER7CBCFJqaGwh2LvF6JNI5hwaHh7m7bff5q233iI+Pp7e3l7Ky8upra0FDA3k5s2b1NTU8MMf/pBbt24xNjbG7du3efHFFzl8+DB9fX3cuHEDu91OZ2cnwEMFckQjn8/HmTNn+OUvf0ljYyN1dXXkF+STnHqFgtJirqRf5WZ9HT/80f+muLQk1IzpvusjXDUrpHEICUJFatsIuYMWTAT9yWvv8sx//Tv++Cu/4NMH3+DTB9+08Ft8+uAhPn3wbT598B2DDxzm0wcO89kvv8Effu4F3jxXwJoajBQXGgi/YSLV9RBK6NaxPGH0xIKGuTGbi0AIwdjYGE1NTfT39zM1NQXA2toara0t9PT0sLa2QU93H5MTM1yOSeDc2UscPfouCfFOhgZHWF/bZmvTQ1tbJ50d3aysrDAwMEBbWxudnZ3s7OzscnTvZaIyJTpVVfF6vfT19dHa2sri4iL19fXU19fT1tZGd3c3PT09rK6uMj09zZ07d5iZmaG7u5v29nYWFxdZWFigvr6epqYm7t69y8rKykObp8K9zGF2do47d9qYnJxibm6OnJw8pqdn6enp486dFpaXV/H7FTo7e7hzp4XV1VUjtULVCGg+AtIADQVClW7vTbaQduJv6M/5KlvF38SX/XcEcr7MRsFfM1T8VWYH3wMGkHhDSYJGHvGGASSPLcnfegi/OX+Wl5dpbm6mra2N+vp6FhYWmJqaYmtrC1VVWVxcpK+vj7m5ORobGxkZGQkBwtjYGOPj40xNTdHX18fw8DB+vx9d1wkEAh8INHZ2dujs7KSvr4/r169TUVHB9Mw0rR3tDI6N4lUDTM3N0tLexuTUFIqm7qlpmEUBJFg0DQM0pPSgo+GVghdfO8Zn/9+/5U++8nOeOfgGzxx8M/gY5ANv8MyBN3nmwFs8c+AQzxw8xDMH3+EPvvxr/vPnfsShM7lsBEytRgPhM7QNXTPOSRg09jWNJ4yiRS9ZyQoqVlpfW6eyspqamhuUlJQyPGzYYj+AuXdPMp3h1vDID4us8fJ7mRt2h//u/owJZtZ7o2m7c1qEHkAPCIQGupCoaATQ8UmBpgNSsjHRQu57f09/xj+zlf91/IUH8BR/iXsVX6E3/+ssdl0AfRJUNRjKQrBooR42FVhj9q3J+Hs9f1S2Ol6jPZeW50FzidEPRewCDWu05kdFkXkZwC6haK9ciwf5Ksx5sNdaeJgxmRS1dewjHCuU+meap8x7LjQ0zYuQOl5V8NKvjvDZ//LX/JcvvRKOjjr4Ds8cPMRnDr7JZw4agGFoHO/wqYNHefrgcf7wy2/yJ//fDzh+Npttv1HQQBcyWJrf7Okig7khYd/4k0ZPNGiYFJmbEMmmTdfn8+2KOzd9DJqmhSJDzBwI08xkHvPBhQrvH09kgl2klGfVlCLzOyJNXZH8oOS+aOMAdmke1o0ofI8sj/o2Ut8xciuCPkQdiYJGABVdGtvn+ng7mUe/QfeVf2U55x9YzTvIbOGXmaj4Om2532C2PRaUOfDrYdBQCYZdyvCj9bl4n+dCGnkiwce9nhufFYT6eAg9+nMZ+bpGuO+H5V7y2wENc2O25giFsrAtcyAySdT8bU1BZa9ino9K1vNa15j5d7RE1j2OREi2j4igkqqO6jPMlaom+fkrb/PZ//Q5/vPnn+f3/uJ1fu/PX+Wpv/gFT/3FSzz1hZ/y1Bde5Pf+8kV+7ws/4z984ef8hy+8wv/xhdd46r+/wO//8d9y/NQVdgJGbFRAF/hVPViBICh9WIWRJxA19kEjSFaneDS2bp4mBQIBdnZ2QlKc6eizLpDIRfqwY4nc+E1HpBUUrHkU0b7zfvywoGHeG3NDMs1ae55L+BDCGwINIyFPRwRd4SJ4zqXRThLfeY7hktdZrfolC9d+wmTVjxi5+SKdNb9idjAd9EWkpht+SB2jPwJbSDxGqRJpsPnc6NKw93OJH2F53Ot5uIfI/efY63xGUbuwJBqSSNmbP0yygrg1CzuaQGTdtMOJnNGFHut8eVSynjcSPB7tHJJQhSpr9FTQTCU1Q4Px+RV+8sIv+fMv/D1f+84hvvjtw3zx2+/wV98+xF99+w3+6rlf81fPvcYX//U1vvjcG3zxubf4y+fe5gvPHeWL//I6f/W3/0asPZ9NrySggyKM0vzsg0aI9kHDQpESeyRHSmjmQgPD5GOq+eZ71g1+LxPYg8ZiBQJTAoyU0KKVhXiQJBfpT3mYMUTbdB54n2QAIYOeRLOcuVSR+NBQTLMwE70dXHrnByz158FKE2LxBtpqFcp6FZ61Wyj+YQReFCEJCEPRUAigsobOJjo+RJB1y+ODnj88+9FRMDqXGxztub7rdbGXcvNbAQ1rGLlVyLFqmNFAI/Izj76h703R1k3kuB7mHAZOWNLpTOCQgNCQmg9QCQT8nDhxlqtXSxiZXqZzdJHOsUU6xxfpGl+ga3yeTpPHFugcW6RjbJGOsSW6Rxe52z/H9OI2igSvKvFrGmqwSlYINGTE+Z8w2geNKPSgyCbzfeskj1wQ5vvWvx8VNCLHstfmH6ktvJ+j/VHG8qBzP+gcxkYqjDVmei+FilF/Klwmou9uJ4df/QGLc22g+8G/DWIN5ApC3kPRvfiFxCuMnhpGQriCyiYaO+iWtrfvx/ojs4Yu5a6N/2FYEwbrQRZit6/rowQN4D4zUjRz5fv9fg8SCB6V9ppzD5rTUY8DweKGFgFfYpgBhQ/EDhBge2udN988wq1bdx55rOYhvRrsaDo+TUOVGpqlB8d9oPEE0j5oPAJZpSTzuTXPw/xMtIn/QUFjr3G83/F+E7DY6xiR7+1FhgVYGosq1AcjAHIHiY7pq+3u6uGVl77P3Gyf8YIPUEAG76eigqIYPQ60kKtAIKUv2Ducj5b1h2TTRypACHMz1BHC0q7WUmHPal35sCmaEGF9/qgm0g/y3Yc99qPMTwmhXpW7rUIaUttC19cBH17vBq+++gY3bzYa3xNGkzRdqEHW0aWOLsLgia6BriF0DU0a51ClRMNoL6sIPyKkMu+DxhMLGlYAiJRyom2Q0aQ34D5zwPtt5A8jrVnV9AcB1IPGZ9V0rMeLdm0PC3RWbcs0c9z3HQh1YguBhleA6gPpRUo1BBpdXT28+uqPmF/oMb7p0yCgIFUfiABCU5CqBqoARQ+ihwf0DdB8BpL8NljVwshlPuoRj5pmaFNiG8QmyC0QGyC2QN8C6QOpgNSRQhj+ez48bSNSu4183UqRJk0hRMiPEUlWE+xvOjbzeA+rsezSXqUI9t8L50cY8Kug65to+hrgY8e7yS9++WtqbzWFj8PuQDtz+w9drQA0o7CmKkxjo6FhaChoMoBADYpCFtB4Ak1T8ISDhlkDygQNsyibOVFNP0W0hRd5rNDktkRLRTqx3w80rN+NZn6ymhnMoohWp7QZS2/+bUZ1RfpZ9hr7gyjSNh1ZxddaT8uvB/BJzTDLqEBAIBU/Utki1MwGGOgd4NjhF5ibqIHAGNLTj/T0gqcHPL2w3Q+bQ7AxbPD6AGx0w3onbPbD5ghsjn6EPATbA7B1P8vtAaT5aD73DCC3ew3e6Udu9oJ3BLk5jLY2Buo6yABSaOjiw08OM3+bSCHBOhcif7tI31hkkIQ1GuuDhH9HmsMig0vM18y5G0mh8UtzM7c2bDJAQ4gtAsoqqraFx+vh1TePUFJRjycguecVrHoFy17Bkk+w6BMseAUrfsHsmmBlU7C05mdzW0WTYPQeV0OsowQBI9TJ3DK4D/Y7fdzpiQUNq9RsTVyy5i9YN+k9HXTBhRVtY7eChxWIHnQs8zhmNFZkRIu5yKxOd+ujdXFar8Vc/I+iaVivzzpuq/Rp3aSMzUDDr/lR0A27flDANjJ3d0Dq6MG9YW5ikEvHf0TPrdPMtx5ntvENZhvfYr7hLeYb3mah/h0Wbx9h6fZRlm8fY/XmUe7dPMq92iMs1b3LfMNp5uvPGNxgeYzyfOGR+TQLDe8y33g8Ch9jrv6owQ1Brj/KXMMJZupOM1t3lvmGC0zfPM9svY2JWy4WOopQ10dAeox7IC2Jah8iWX9LKWUoOc8aOh4J+Oa8sAJFZMRTNC3mYcdjzhVr3pG5Fvx+/64x7aXximD8nVkCPahDA36E3EYTm0ip4FUUfvTT1/iHb/2MH//qIt95+SL/+vJlvv1yPN/8uZ1v/sLBN15K4Bs/i+U7v4jjuz87y7/+5BhlN3oISNPZrgfZDHAwziqDkPGEKxpPJmiYiwXYpZZHk87MSW/d+PeywVq1C3OzN6WoSGDZ6zjmeSPNSVLKkKQohMDv94fes0pokZKdFRwfdO73Aw7zXkWa8nabOSSaZmRjeKUXVUh0NejOEOE4exlMylqZ7MD97rdpzf83Jsv/icnig0wW/R2TRV9juvDrzBR8ndmCrzGX/3UW8v6ehbx/YjHnX1jI/Z/M5n+DqaJH45nCbzD9SPwvTBX9cxT+JyYL7+fpwv/JZN63mcr7DtOF/4vRnH9jrOBlenNfY+z6ZZTFdpAboAfQ5UeTUWwVdqyCkFWrNn6r8PtW05ZV+LBu8A+jjUYjXdfx+/275r+5rqxz1aol73ltZnJf+OhAgIC6jk9bR0fgE4IfvXSIp//oi/zH//Zdfv/zL/Dpz/+Mpz//c37v87/i//zzX/HUF17j6T9/mc/+5b/z+5/7Pk/96ddx5DWyo5ugIY1IOMtzqxvDmvf5JNITBxpWKdw6eU1pyKptmP02/H7/fdJ8ZLii9T0gZA6AsNkpcqFEixyx+i3Mxb4XmWAExobu9++uxxSZUW4Fr2gRNJH3yWRT67GOy7oBmGM0jqsjCBBgG7+mI6XhINaEaREOVguVAe4N15Jx/Kv0Zf0za2VfYa3wr1kvfJb1goNsFBxks+BZtgq+xHbB37Cd/yW28w+wnfc/2M77Ght5f8tawbMPz/nPsp7/LBuPwOv5B/Y43gHWCw/ex1uFB9jM/xKb+c+yWfQ1lnP/keWiHzCR9yKzVe8ilhtBrIDqQ4gPHzSs8y+asGA1IZpkVrA156g5h8z1EZlA+qhkrgGrZmEFI3Os7y/ISIyEH4tPIeih0OUOivCiINnUJT959T0++2df50/+5mX+47Nv8dlnj/CZZ4/z6QMnefrAKT7zt6f41LNv85kv/4o/+sov+OwXvoezrJ0NPehnihIVF+kXsRYGeNLoEw8akZuhCQqaprG4uEhSUhLO/5+9N/+r4szzvv+H5/U893Qnbknu7nt6pmfmee655zXT6awKaDT70lu6J+mOSScmMUbjvgKK4r4EF1zBDc45bIqiYgAligoqiBvKjiCyc9Zarrrezw9VdSiOiJqxezrGL6/vq+pw6lTVOXVd1+e7f5OT2blzJydPnrzt84qikpGRweHDhwe9jnNCCWFWEb1w4QI9PT39josEmIHAxz7OlsBaWlq4efMmhmEWD6yvr6ejoyNscuro6KC+voFgMEgwGKSxsZGuri6EEOHXnZ2dqKraryHUYKDhNLE5JcWWlpYwqPr9fq5cucLx48dpbm4mFFJobb1JQ0sVPq0NTUqCiuXDxnRAhnQNITTAT3dVHtlxI6nZM45g9isEPS8RdJscQUMAACAASURBVL9CyPUaiutVFNc4VPcYVHc0qjsaxT2akPV+yD0WxR197+yKRnVFo90HK67RKO4x98x6xovoGf8b3fOviKxn8blG4s1+m2bP+7QdmQdtRSBvgh5EStO//yBBw37etnmpvb2dxsbGcMJpMBjE6/XS0NBAZ2dn+H92dQNb0FFVlZaWlvB7tvDxXXwagUCAmpoaWlpakFLi9/sRwqCsrIzi48dpa2sLz51gMBhuHxA5RsPhbOFse3sJ11A0L34RQAW6heSj6SsY9i9v87Oo6QyLms+QqIU8Fr2Yv4tJ5H/ELOX/jk7gf0TPZ8jo6QyL+oz/61/fYE3mtwSxixQS7vd0Z9AwzWXyBwgbPyDQkGFJ2F4AOzs7mD59OgcPHqSsrJQFCxZw8WIldXV1tLbepKamhmAwwPbt29izZw+aplFXV0fFhQs0NTXR3tHB+fPnqa+vR9d1rldXU1JSwtmzZyktK+P69esEg0HKy8u5fPly2A9xJxaGgS4Emq6jW4b/Wy03WbIogS8nfoESUsjKymLChAlcrapCAn6/jw0bNjB58mRqamooKSkhISGB+Ph4ysrKuHLlKrGxscyZM4fy8nJTijIEhiGQciDQsFyM0kAIPexPASgqKmLatGl0dHQghKCoqIjt27dTWFhIWloaJSWnWL58GYkrF5KTn4VqCFQhUYREBRQJQV1H6KZZoac6n+z4KK7vfhVf1uv4XOPwuV7B53odf/pr+F0v43e/hN89Gl9GDD7PaHyel/G5X8XvGUswI8bi0RHb2/dDnhhCntEo7tEonpi+7Z323WNQ3eNQXK+ippusuF5FtV6H0l5FSXuVULrJStqraK4YVPfTqK6n0TwvEkiLwut5ixbXf9J6eA60HzNBQwbRgKBhJgE+KHL6BW7cuEF6ejqTJ09mw4YNBAIBNE3j2LFjJCQksHz58nBRztzcXBYtWkR7ezuGYXD06FEmT55MU1NTP5/d4JpGpLXf/GINDfVMnfoViYmJYc3n/PnzpKSkUFhYyLZt2+ju6UFRFJLWr2fV6tVmBJ5lOtM0DV0Iq0WwHePsiIlGQ8oQutTQgW5dMn7Kch77hzf42ahpDI+ax9Co+TweHcuPoxfydzGL+LuYOB6LmsvQqK/4Xy99wVMvvEtSZhFeBgeN/uYp2c+78kOihwc0Bn12EinNuHkhVDQ9BEh6erpZt24NGzYk4XKlsWPHNoqKCkhMXMzx40UkJMRTU3OdgoJ80vbuIe/wIZK3bGZx4hIWJy7hRMlJNm7exOatW6iovEDyls18POETVq5exdLly8jZt4/y8+Vs3bqVDRs2hMuSDyRJmc4+UIQgpCpmPLkukELw7bHjTPtyCoYQtLa2MmPGDE6VnbEi/w2uXr3MV19NprKynNbWVquU+Tb27t3LrVtttN5qZ/PmbaSm7DLNRdJASoG0uyEhwr+P/X/D0FHVEKFQAIBbt26xZs0a3nzzTerq6gBISUkhJSWFmzdv8uGHH3L48GGCwSC70lwsW7eBnqAfgYqGgo5ZVURgzXUMOuuOsyf2ZS7v/R1d+9+kM/MlOjPH0pk5jq7MsSZnvWRy9li6sl+iK2ssXVlj6c7+y3JP9sv4Ml8j4HmLoMUD7Qcc+/6MN/F73iLgfoOQ61VCrtfxun9Hi+tDmo/EQVcJ0IZBkACSAI6wz/8i2b4D27Hc3NxMd3c3Z8+eZcaMGeH+9X6/nxMnTjBp0iSqqqpoa2sjPj6eKVOmcOPGDXp7e1m2bBm/+c1vaGlpAfrK6A9mKo2o64GtQxmGYPfunSxbloiqhjAMnW3btrAjZTu+gJ9pM6Zz9VoVV6quMnHSF3w1bSoAqq5hIFE1DU3XLeOUwHCu5rowS5YbIQxDRQBBCROmrmToP73NP0ZN48lRsxkRbVa2HTJmFkNGz2HYmHkMi5rFT2Km8/dRE/jJL99hS+ZRVCxwuEdf3w+VHnrQMB+4KSNIKRCGhi6CGFKnu7uLxMTFbN++lcxMDxs3ruf69SrWrl1NbW01SUnruHz5IidOFLNt+1Z27dnNwUN5eDIz2JueRk1tLXvT05g+cwYH8/I4WvANe9PTCIVC5B48gMvlorq6mtzcXGbNmkVaWlo/p3ukU1kzBCFrsggh0FUNDMm50rPMmjodb68Xn89HXHwcZefPmefBoLGxlkWL4rl+3eznXFVVxYYNG8KtXZubW9i8eSuXL5nv67pmOqx1FSG0fmARlqOkCL/f1dXJgQMHKSws5LPPPuOW1cv52rVruFwu3G43H3zwAVVVVXh7vazftI2yyqtoQseQCiGtF1UIFOEEDUFnXTG74l7l8p7f05vzDj7POLyel/txrzuSx9Hrvv24u3Hv/bL7ZXyusQTcY+6Z/Z6xBDJeJuQZi+Yeje4ai9/1Njddf+Lm4TjoPAV0IFFNUx0PzjxlS+WBQCDsu9B1nczMTHJyzPa8dvBEY2Mj06ZNw+12k5uby4EDB0hISODSpUt88803uFwu5ltd/aCvOu3g5qk7gYbOnj272LAhCQAhNNasXkla+l4AFi1OwJ3h4dCRw2xM3sTsuXMQ0kA3hDV+zBwNAzvZzuizE+kG6BoIEzQMTO3t069WMvznb/EP0dMZHjWXYTFzGTJmNo+Pmc3jo+cxdMwChkbN5cnoWfw0ahJPPvM7NmYVoVh3/Qg0BqcfHGgYhoYwFKQ06OrqYPLkSWRmejh3roxZs2ZQWnqaJUsSyM8/zIoVyygtPU1WVgZbt26moKiQ2XPnkLprJ929PWzZtpW1X68jNj6OdJeLNFc6m7duAWBP2l42btzIzp07SU5OJi4ujh07doTtywMNTENKVKETtE1CEpRQiMO5B3jv3XdpaWqmprqayZOnkHf4MA03mujsbKei4hwffPBHiouPcfz4MVavXk1WVhZFRUWcOnWaJUuWsndPOpUXriCEgWHoaJqCqobQNAXDsF2y/VlKHSkNqquvs3PnLrZs2cILL7xAamoqt27dwu/3c/nyZTIzM0lKSqK4+DgrVqxg5x4XR4pO0OPtRdH8CBFCN/Q+G74BoNFZd4xdca9xZc9/Esr8FVr6y6jpr/RjJe3lO/Arf2Eeh+KKRnG/cM8c8jxHKOMZVM8vEe5fIlzPE3SN41b6u9w6NB/aSkB2gNTC9ake1HJkgwaYi/y1a9fYunUrycnJFBQUcOXKFWpra8nNzaWuro6VK1cyY8YMsrKymDdvHu+++y5utxuXy8XXX3/N008/zZEjR8LnjiyFP8AdDMASVQ2xfftWZs2aTmvrTVpbW8nIcLN8xTIqKitZmLAId4aHvelpzJozm7feeZuWWzcBENJAEzohVcGQNmjI/qBhhef1gYbk06nLGfFPb/CzqBkMjY7j8ZhYfjxmPj8as4AfjY7jsTGLeDwqjhHR83kqahrDnvkjX2eVEOQRaNwL/SBAw3zofQuhIVWkFLS13WLDhiS2bElm797dnDhRTDDoJy1tD2vXriY5eSMXLpTzzTf5pKXtZU/aXv40/gPmLZjP7r17OFZ8nDVr17Au6WvcGR7SXOnsy91Pd28P+w+YEtyJEyfYsGEDq1evZt++fWHH+J0iRTRpZaXqOlIYdHd2cij3AAvnL6DsTCnl58tZuWoVWftyyM7N4eKlC3x74hiLFsWTnZ3BypUriI+PZ+fOVDIzM9m2bQdxcQv5et16sjL3YY9/01Sn9QMMp2nKfl/XVTTNBLFz586xfv16Nm/ewubNm2lsbOLgwYPs2LGDiooL7N27hwULYtmwaSspO9MIhoLWuRQUNYhwehQJ0VlXRGrc61ze8z6q5y2MvWMQe1/qx0ba2IHZfm/vS/33I9//LsfuHYuRPgbV8yKq59l75lDGLwhm/h/UjP+D7v43NNfTBFyjuZX+W9oOzYP2kyA6zIWuXxGl/zqF7f9WxFNZWRnz5s0jMTGR9evXk5mZyZEjR9i/fz87d+4kNzeX5uZmdF2ntLSUJUuWcP36daSU4ddXr17tG5d37acxsKbh9fawdetmkpK+Zu/e3WzevInW1haycrLYumM758rPowuBz+8ne18Oy1Ysp62j3dSUDIEwDFRdM7WPSNAQYDZssUFDEjLg868SeeLnr/GzqJkMjVrI4zFx/Hj0An40Jo4fjYnnsTEJPBYVz/DoOJ6MmsXQZz7k66wy/NYpeQQag9IPDjSsmgFoWghNs0NFzYVSUYJomq2kYplrJJqmoOkqm7duIXXXTpI2rGfn7l13vJWgEgrfTuREGyhR0L5He4Lojggv0wkR+VWl43waQii33YPzGvaYF7qBrtsr1UCTPFLTsLwmho6u95WSMIMEqgGJEHa+y+32biF0lJAX0DCEhmFYdy4FEKCj/hgp8e9QuecD/NlvoLiiCLqjCbqiza07mpA7hpAn2mSXte+OMY9xRVnbaILuqL7tnfbveqzj2q5o/J4oK9T33rg340V6Mp/Bm/E0Ac8z+N0v0uN+hRvpf6DlcBx0nAbRZZUegQfd5lxVVQKBQDjMdSByhprbn7lTmRCnE9wO2b0zDaxpCKERDPoBaGioo66uxvQran33qGgqmnDkGhmG6csQfcUtNWHmZxtYgVNhNv0aNmgohmTi1MU8+fNx/HzUVIZHLWBY9FyGxcxmSMwchsTMY/joOIaNWsBTUfP5yagZDH96PElZpQTsu34EGoPSDxA0BKCj6yY4CKGFzTSBgA9FCaKqoX4Sty1tt9y8ydVrVVy9VkVPby+qpqLpOpquhxd8w7LH2r2ObckvMlFqoHu0J6l9rA0wmqaZTnFHBq9uZV8LoSGlZvprhIbTSm46L+2GPCb4aJppchoMKCLZ1jpszUPX1fD1bOemogQJhfxWVJaku8drRcDoaCE/htCs64IZfOulveFbtsa/S9neCbTu+w2tmWNpzRxHa+bLFjv2sxzbrJe5mTmOmxkOznRs77Q/2LEZYyN4HC2e12n2vHXvnPEWzZlvcjPzNW5lvEab+01a3L+n2j2B2iPLEB3ngR7MRk39HtUDIWc+kHOM2f4NO09H1/VwHxjbwe2sHOAsFROZGX5nGng82WNDVfs8OLquomoqQkoCoSCa0FF1LSxshecSprYR5oFAQxpWUUIFAwNVSj6fEsuIvx/FPz73MU8+P5knnv+CJ174nBEvfM6IF77gyRcm8+RzX/HT56bwk19+wvB/+y3r3d8+8mncIz00oCENSygPc2QYaX/QkFIPg4ITIJxOYVvSNh3oEW00keFmQva+kH0FBwwcvoqIRLo7fwnrWOEIxZWG6QiM+LwdOiulWTC6/0LfV9NHCBn+TfqAdWBNI/L7DwQktj9EUYJh81b/z5hRYLphhyNKs2qt/VuiY5az9dNaf5KNse9zLnsBtYcmc/3An6k5+Am1eROozZtAzcFPwq/r8iZQd+hT6g99Sv3hT6k7NCF83H+V6w592u96NXmfUJf3KfUHJlOfO5X63K/uiesOTKP24HQacr+icd+XNO37kvr9M6jKXUjNiRSU7iuAD7Phk9l/468R5x+ZeOrcH+hYextZjPNOx9+uyfcXQpyCmR1cYedZ207uyP07sh0CazjnvBncIqQgoKl8Omk2//r0azz/6hc8/coUfvHKZP7jtYn8x2uf84vXJvFvL03ihdfn8MLrs/i3UR/xyzF/ZLsnH4VH0VP3Qj940BhIso4EDcPQ0YUWjujQhI6QfaUFBmInaNzzAJQSKQykAzSENDuH6dIIg5T5fSXyLqBhngMM478GGsJQzaZKdlqT1DEMzeyiJzUMw9mkRmBgWKGk1rkN86EYUkeXKgZBIED9tROsnPMhjeX78N/4ht66A3gb8/A29HF3/UG6Gw7S3ZBHT+MhehoP0dt0mJ7GQ3Q35D0Q7m3Mo9c6b+8Nk703juCvP4S/Lu8++Ai++gL8dfkEag4SrDlAoO4QPXUFdN8oxdDaMQihEESzmt8aDyzodrBhJQfcv9tnIsFloM/eDTT6+8b6QMOQ4u4AcY+gYUjVBA1DodfnY8achaxet4vjpy9z+NsKk0+Uc/jEeQ6fKCfvWAVHjl/mSNFl8osukF90lurGm2HF7xFoDE4PDWjcLU/jdtDovzBGOoJNs8/toGGzLRUNBhz3DxoQ7mNtawuY7V80S4uRzuOEQNqLt0NT6iv7IO8LNO4MnHZBah0pVWuShhCGgmG9lo5jBDq6s7ScdW1Tz9DRCAEqVypPMHvSeG7WXwJCYHhBejGL+vnM10avydLxHj7H6wfAerdVvtznuHYvyE6gHeQ9Mt2AH2SP+dpoBdlq7otuK9RWJ4iKauWv/DVA4050p/Fpj9FILWPwxXNw0LCBw94X1hwaiO8FNOxxbZqwVIQ0W3T1eHuYNSee48dL7+u30IWKoviJTHh9BBq30w8YNPoDx0D2ezuyyAkagw3yvxRo6P/NoGH6TLQwWOgihKYHBwENs7+esBdE2xEPaAiCVoZCZWUZkz/5M021tSAlQtOQuh5mw34tBDjZiHj9gFiGWUcKDSlCSBG8ZzYMzXxOQgPhN8FI7wbDhyHNpqFmy1qsOCCVB5fed/802Ph0mqfs1/cfPWXcNp8eFGjoNgOqoRLSvOhGkF5vF1O/mkVhQTEAmiHRpUBIxWKzKoNQJZY1FSl1dOHDMAKPQOMe6KEBjfs1TxlG30B2hpg6nb13Ag2nDdY2WQ2ofXwX0Oi3uJt3bGZTR4CGMEHDECrCcEhwQgtP9vsFjduAw+o+p4sQmgiiiyC6CIVBwgaMSNDQUVAJ9QMNab0bRMcnzaJ4FRcvMm3SDG7UtVi/cwgplTDbrw2pIFFNlipmDzf1gTFSxTBC6HoAoQcwRADDMEFASDkAMyCrQABza6CDDIE0e1drVp9zGyZkv2fwl6U7jcPBCmc6Q3id1ZvvPH4HB43IeaYben8nd4QGPxhoCKM/aAgEivChCh+BQA9zZs/l22Ml1l0JC6r9gA8IgtQQal/EmDBChNQODKuz5CPQGJweCtCQEoSQlsDo3NpSXOQiKW6zsTpfa5rSL+nNMHQ0XTP9CuHpLsOAoWgqqq7dDh4PEjSs4d/3hjl7DKEhxD2CRr8L3T2Cqs/HoSGlijBCCCMUXrgNa0G3F3X7TjUUQijot4GGJIBO0Fooz5efZ/702bTW1YBxC6nWIrV6pN5gslaPVOuQah1o9SbrDSbbr++bGyK4HtR6jFANerAaXWlAilagG12qqFLexprsi5h1soIJGiFMfctsJGLChAFWkx9LqLHTY/4K65GzbI0QhsV3rrZsR1XZxQvtiD1n+O3tNPBYssdkv6ASoaKLPtAQTrbmjt0y2O5iEda8nVqGxZpQ0I0gEoVg0MusWbMpOnYKAXgNFZ8RwG94CRheAsKHKgV+ReBTDAKa6ZRXRA/iEWjcE33vQcOWjBRVJRRSMAwZLgzojEc3pSa7ho6CYQiUYBBhFdAzdGFNDpVgMEAwFERRFTQrPyGgBFFU1YxmssAoFArh8/vNwWxFOmm61eVM6Ld14XPGuTvNAOEJoev9QUNaACUl/mCAoBIKX1dRFDDsAoxqWCoMBoPh85mhlAZSmr+TXQTRvCdL3rW+T/9YfRl+T8o+B7mZ22JmkhvSnNZ2yK2uK2jW/0Oo+NFRLIeliRECXYYISTWcnnDjShnbYv9MXWES7eVbaC1bT+vZ9bSe3WBt19NalhTB6y2O/P/d+GvaS7+mrXQ9t0o30nZmE+1nNtBxZi2dZatpO7uGprIN1JzbRduNk0jZgSYVVJwufluyHdiXZYTftx9hf02in0wg+731QMhZKdkZQWcYOiLsT9Cxi3aaz11H0/rGqaKY4yAUCoXL4fv9/nAlg+9yT4GAafYx56VZLFMVGqrdp1sIAl4/akgJB36o0sCnhBBSYmh62IkhLS0j3HoeTP+aMGvUBjWVSdPn896ns4hN2svU1SlMX72Dmau3MWvVNmatTGX6it1MXbGbmSt3M2PpJlZs2sqNthYToh6Zp+5KDwVo2GDQ/3990lFkgpKiKGb0kZAYujAjlhzvCSEIKiEU3dQggppKSFMJBUNhu64NSHa5cbtVrFOCs+8hEAiE7+tOyX3Oe3dOTiEEmtXPwo6pd57H7sxmGIZ1H30d2mwwsO/NWRbezt1wVt4diKTs6/pnfx+hi/D3dt6Lpqqoqune9SJQbYlaSCCEgQ8FNaz1dFafIX3BW1Tt+RPN2R/QmPGfFr8X3m/KfM/B79OU+R6Nme+H95tu239vwP0bGf9Jc+bvafa8xw3PeG54PqLF8ydaPb+nxfMrmrN+S03OeC4dmM3NixmgNZl9GkxDU7/+CX+rBbGllP1yKuxOirquoOkh7HBpITQHaGhICaGQgqbpqGpffpGzgZI9nu6XnO2HzfEiURQVzTAIWuPKCKkIRSfoC2AIw/LhSQKaim4YGLowx5AhTN8Xpv5mmgENpNQQulkEJCQE7382k7/72fP8ZNQHDH3xE4Y//wlPPv8JTz43gSee+5yhz37BkOcmMvzZjxnx9G+J+fUEKq7W2z/iI9C4Cz0koKHj8/nw+Xz09PTQ09MTnjT24HdmwkopTZumNPtl+Hq96Jqpjnd3d5uLr5Wo5/P76fF7USxJvLOzk/b2djo7OwkEAvT29uLz+bB7Xzhj2529K+yJM1BXvshGTneKXgHC4GFrFP0SAIXA5/MBhIHK2doT+hLAIhMOnUldA00SO8vY+R1s7cQJ2Jqm4ddV/Bh9oKEbYPgx8KOihgXszpoyds15nUvbf01P5tv0po+jx/Uyvekv0+N6+Y77vel33r/T53pdY/G6xuBNf5me9DfoSX8Lb9pr+NPG4nfF0Ot+iVb3mzTkTKD3wjZQryCNbrTvEWhA3/Pp9z+pEwh6rax+SW9vt/WMJUIYaJrj+amCYMh81t988w1utxshzJ70kU2+7oXsMWILMqqqIpGEdI32XnOe6oEQ6AZBr5k5bmB7rQwTNIQVtm3oIMWAoKFrAdN6IAw+nhLLj/8xmp+MmsjwkXN54sU5PPXiHJ56fi5PvjCfES/GM2LUQoY/P5MRT3/CmN/OoeKaWYTT6Q99BBoD0/ceNOwHeuTIEb766it2795Neno6NTU1/R620zSkaZrpTQOaGhopPX0GQxfk5+ezevXqvuN0nR5vL7o0CKkKNTU17Ny5k9TUVNLT03G73axatSq8QNuLuPO+IreR997fjNAn8Tt7GNy8eZPz58/T1NQU/i5CCFpaWvBb5rHOzk5OnTrF8ePHqaqqore3l7Nnz9LQ0BAGy46ODq5fv05XVxfAbYB2p8miqir19fVcuXKFmzdvhu+1qamJ0tJSent7aW5u5syZM3R2dhEUGn4EmqSvsJzhR5deNLQwaLRfO82uuW9wffe7qNmvIVxR6O5odFe0uXVHo7mi0NwWuxzbO+1HHmvt6+6RCNfz6K5RqK4xqK6xaOljMNJHQeZItIxRdLle5mbGH/Gf+xoC50B0oEWYp/5WQcOW5O1n09bWRklJCaWlp7lQWY7X3w1AZWUFBw7s58SJE/h8Xkvb1GloaKSrq5vq63UcOnSE8vJy1q1by+TJk8PnH6w8yZ1IURQqKiqorq4Oa0KKqnD2Qjm5+Ye5ePEiIqRwrfIS3xw8xKWLF82KyNIgZOhoQpjRhJoOhgkVAoMIb5GVFS4JaYIJU+N54l9f5+9jZjJkZALDRibwxIuLeOKFBEa8uIQhLyYydNQSho+M5YnnviT6dws4dakt3EnxEWgMTg8NaJw8eZI///nPlJeXk5SURE5ODt3d3ZSVlXH16lUCgQCnTp0iIyODbwoKaGlq4uzpM5SePkPegYO03GimuLiY8ePHk3sgl1OnT5vmKk1FEwJ/KMi2bdsoLi6mtbWVoqIiioqK+Oyzz8jOzqasrCzcx6CyspKrV6+iKAoNDQ2cOXOGykqzuVNJSQnnz58Pt5C1pUKndOhsu9nT08PRo0dZuXIlU6ZMoba2FoD8/Hx+//vfh8ufV1VVsWTJEnJzc/F4PJSXl5OcnMzcuXM5c+YM586dIykpiUOHDlFfXx8GChs0nGAXGVnT0dFBXl4e8fHxrF27NlyC4sCBA7z33nucOXOGb7/9lnfffZdvCgoxgF6pooXjDgyQAQQRoHH9FHti36be9T5K1quo7pGo7lH9WHGNfED8Aor7WULuFwi6ogmljyGUPhotfSTC8wIhTxQdrldozvgQ3/lNoFSC0fW90jRs7U9KSW5uLh9//DGff/4pH3/8IR2dbdy82czcubO5evUKycnJ5OfnA3DiRAnvvf9HCgqOsWNbKnl5h9m6dRvx8fHMnj07fO7vYp6qq6tj+vTpLF++3PJtSIqOFbFu43rKr1xizerVFOV/Q1rqLs6cKGHtmjXUNTWaQRO6aoEGSFUFIwiErJBuUxMRCHQRQhqmRqPoBh9NiuXxn4/jf0bP4LGYxQyNWsTwUQsZPmohw0YlMCR6MUPHLGbIqNkMef5jRv5+JmeqW8MeqEegMTh970HDlszLysr44osv8Hg8JCcnU1xczOHDh0lOTmbDhg2UlJQwY8YMFi5cyNJly1ieuJSFC2I5UfwtG5LW43G5KS8vZ/LkyaSmpjJvwXxOnipBGAZBVaG5tZVZM2dRWVkZvnZLSwuTJk1i3bp1zJ07lwsXLnDkyBGSkpJYu3YtmZmZuN1uduzYQVZWFnl5eWzatIm1a9dy5cqVsHRom4dscmodPT09tLS0cOPGDRITEzl58iSdnZ0kJyfzq1/9irq6OgCampqYOnUqX3zxBbt370ZKSX19PVOnTiUrK4vExEQWLFjAoUOHuH79OnYPdFsDi8z8tc1Ytt/C7/ezbds2Fi5cGK7U29PTw6xZszh9+jRCCBYtWkRBYSEaki4tiGqHFQkJBDHwo6GFMxO66s+xN/ZtLu/6Hb05b9Gb+RK9mWP7cU/GSw+IY+jJHEV3xmi6M16h2/M63Z5X6PWMxZ/xY/37agAAIABJREFUEj2Zr9KS8Rvq9n1J94VdoFRjGL3fG9AIS/FWfammpiY6Ojo4d+4s6el7MKSgrraGzz//lKamRtatW0dSUhJNTU3s3Lmb3/zmdxw7Vsy2rSn86U/jSUpKYt26dcycORPoL8jcDxmGQWpqKqtXrw6bRNevX0/qnt30hgKsWLGC8e/9kb0pO9EDIZYuSWR/3gEANCnRhEBqwqwMLP1A4DbQEEKxov0gpBpMmJrIiP/vDZ4aPZUfj5nH46PnMDRmNsOiZzM0Zg6PjZ7L4y/N5rHRkxgS9R4vvj+RU7X1j0DjHul7Dxr2Az179ixffvkla9euZcWKFdTV1bF27Vq2bt3K/v37qaioYN26ddTX13Pu3DniF8SSEBdPY0MjO1NSyd23n1OnTrFq1SoANiZvImffPsBcJJpaWpg1cxZlZWWAGV1y9uxZlixZgtfrZfHixeTk5JCcnGz1lihm4cKFpKamhhdouz1qXFwcZ8+eBbht0Xb6FmznNZiaRXZ2Nrdu3SI1NZWioiI+//xziovNJKZz586xadMmNmzYQHx8PNeuXaOjo4O1a9eSmJhIQkICeXl57Nq1i5UrV+L1egHCwODUNGyp0vaTBINB2traKC8vZ8KECVRXVwPQ1dXF4sWLOXfuHIZhsHLlSr799gQC6DVC6HaIi24AQSQBNDTTbAV01J1ld+xbVKT8hu5979Cd+Qrdma/24y7PKw+GM1+iMyuajqyXaM98jfaMt+jIeIOujFfp8oyjM/sNGjP/wJWsSXRW7gWlDkP60TDQpJlgaYNGRFT03wT1OZr7erv7fD62bdtKQ0MtYCB0jdLS05SUnGTy5MkkJSWRlZVFbu5Bpk+fSVqai1270li/fiNr1qxhwoRPmDdvHtDfvHs/ZGs9y5YtQ1EUdF1n8+bNbN2xA58aYvny5XxogQa6QdLXX5OVa847DTMvRuoCPRTArAZgg4ZhgYaOqpnRWYYARTP4bOoynvjXt/jJS1/xozEz+PGYmQwZPYOhMTMYEjOTH42ezo/HTGXIuM95bNRveeFPEzjdUGsHnD8CjbvQ9x40bCooKGD8+PGcOXOGpKQk0tLSSE1NZdWqVRw7doze3l5WrVrFrl27SE9PJzsjky2bktm+bTsL4+LJcHs4fvw4s2fP5tixY2zZupW8w4eovHQRzTD7dqelpbF06VKysrI4efIkeXl5fPnll5SXlxMbG8uBAwfweDwsW7aMsrIyCgoKWLVqFUeOHKGqqorVq1ezZMkSZsyYwaFDh25zUDvNC/brzs5OtmzZQmxsLLt376a0tJS8vDySk5OJjo4mNTWVK1eusGPHDlJSUigpKWHevHmsW7eO4uJi3G43W7ZsYefOnWRnZ5OWlsbmzZvDDvO+CJr+IcBOc0R1dTXZ2dmUlpaycOFC9u3bR2VlJfX19UyYMIHs7Gyam5uZNGkSKSkpBHUrtU/HNDzrBsggwoqeskHjVs0Zdse/w9W9f8Cb8zbejLF4M8b9ZTjzJXqzoujJGkNX1qt0Zb5JT8breDPG0e2OoSf7NVqyfkdVxgS6L+yEYBVSevuBhh4Ravu3RLa26gz8SEtLIzd3H6oW4tLlSlpabtDQUEtBwVESEhIoKSmhuLiY9HQXL700ji8mfsmCBQu5cqWK5OTNvPfee8yZMyd8/u9CiqKwZs0apk+fTnV1NXV1dRw/fpy4hIXkfZPPxo0bKS4oYsv6jRzef4DNycnUNTUigZDQw9FThqYMommoZiKqgKAq+XRqIo//0ys8FTOVx8bMZ8joeQyLmcOw6LkMjZnPYzFz+VHMLIaO/YrHR71P1AdfUlrfhF1U6BFoDE4PDWhUVFSwY8eOsNO4sLAw3I709OnT+P1+4uPjiY+Pp6ioiJamJqqrrpGdmUWmJ4Pyc+epq6uzJK8DlJ0to6LyAidPleALBVF1nVu3bpGZmUlKSgoVFRVcvHiRzMxMqquryc/P5+LFi9TW1pKdnc2JEyfw+/0UFBSwefNmKisrOXnyJJmZmWRmZlJRUREOl7UnfKTj3nZeb9++nR07drBr1y4uXbqEEIKGhgbcbjfHjx+nuLiYK1eucPz4cTIyMqioqKC8vJycnBwOHTpES0sLzc3NHDp0iAMHDoT9IM4cksF8GrW1teTn53P48GHOnj2Ly+Xi4MGDNDU1kZqayvHjx6murmbv3r0cPnyYrkAvKrI/aBBCl16CUgmbp9qqT7N38W+oSv8DgezXUDzRhDwxERz9YDhjJKGM5wlmjCLoeYmg52WCnnGorhgCe54j4I6hK/MNbmR/ROjSVlAuAt0WaBhh0HBm/P8tUWRodCAQoLS0lJs3mzGkzrcnjnHhQjnnzpXxzTf5nD17Npx/cevWLVwuD6dPl5J/5BuOHi3g4sVLbNy4kVmzZgF9obP3S16vl5ycHPbv309OTg4pKSl0dnVSXHISz75ss9GTqnGi8Bh5Ofs5f+48BhAUGkG7t0xINUu9yIF9GoY0+7UgQTNg4oxEhvzTK/wkZiZDRicyLHoxT0SZPCIqkWExSxkas5jHR83mR7/8iFF/mENZ7c1HjvB7pIcCNGzJCvoeeGTJg/b2dhITE9m/fz8Ahq6DIc0+3BHnMgxL6rb+5w+FCGlqWCuwo0ic/b6dr53htc737WPse3QmTDnj2Z0LuW2rts0PQD/bcmRCl/P/Tj+JDUL2sbbt2zZBOT87kLbhpLa2Nrq6uvqd3/l5DQMVYYbbapjZWBZohKQS1jTaa8+wJ+HXVKT+Cn/2G4Q8owl6xvTjgHv0g2FPFEH3SALuGAKulwm4XiXkGofiikF1jSToiaHN/Rr17j8SuJAMwUqQXahSoBomcGjhigB/ez4N6Guw5PQ/aJqKqoXQtCB2VrZdNcA8TkEIO/fIfNZ2QuimTZuYOHFi+NzfZfF09uHo6emhra0NYQgzIlHoqIoCwkCEVNCsuWBFTinSjI0yNB2paWb0lLw9ekoYCtIwha6QZjB+0nyG/PNY/n70LIaNWszwUYt5cmQCT76YwBMjExnywhIefyGBp2IWMeLZSbz0+4Wcr75lXutRyO1d6aEBDXvxswe3c1FUFIVQKERNTQ2dnZ3mcZqGNMzkPiTommZlq1rJalZ/YtMRrhJyJrdZE8GZ6Gcv7M4scKe5yZkX4QQG+/P2+ZyT0164bdI0jVAoFL5GMBgMA4n9eb/fTzAYDC/oNujYfgvb7u31evvlZwxETgB2+lrs72BrSub9m/H0qqpaRRYNRwp1nyNcRSOom+doqyslJe5NzqX8hs6cd+nKeJvOzHfozHjH3Ga+Q0fG233scWzvtB95bPiYt+jKeJ1O99t0eH5Lp/t3dLt/TY/7DXxZr9GV9QYN7l9zNfNTei7tsRzhXhQpUA0RBg1hlaj/W1tG7OcMfUKFqUmEEIZZoFNVzT4oZn6GmdNj9oy3hRgVXRPoujke9u/fT0pKCjBwztC9kA0Y9rwBy48mdLPYoKqa1RhU3Uy2FYb5e2NqG5oQVg0aw8rTMG7L0wCBpgXMpEVD8un0hQz559H8NOoLhjw/k+HPz+SJ52fwxHMzGfHcHIY+O5ehL8zjf0bNZdgv/kzUO9M5e7nZ0jIegcbd6KEADae07Syw5nToOklKq6KqMEzA0AWa0ufoUxQFXQgMKQmpCrqUqKIvQzbcitUiG0ycUUd9WsPtwBDpywiFQv0Gp1NLsM/pTFa0Y+ad57RLi9j3Yp/z9ixww3Fv/ZMKB/t9I39jJ3Da4GODrW4lYFlZWqamIW1HuE5QmN+zpeokO2Lf5Gr2Z9Tnfkp11p9v45rsj6nN/pjaHGv7Hbku+8/UZ4+nPnMCdVkTqc+cSEPmpzRljqcx8z3qsv/I5exPKMtdQHPVIVSlmZAIohgmaNjA8bcOGlL2L6NjlswxQcOss6ZbLBxjz1wsFUVD1/oKFdrCllMo+q735RzDqqaiGDo+NYQhBGogiBZUkZpZnUE1dBTDMH97oVt11gbOCLc1DV0LIKUgqBt88MVshvzzKH4+9hNGRH3CU6Mm8NORE/jpyE/5ycgveHLklwx7YSIjnv+YEb/4NS//4QsqrtUipOhX5+oRaAxMDwVoRJpl7P85HcpO6T38OWEgdBEuESSFgdTNZKIwCDhKONufHyg8FQhP1v7v9V1bCN0yEZjdzCJNQjbAOGkgjcTet+/FNj1FOrMjv3+kuczZH3rwiSGxCxiaWxH+LmYLVxlejCQSYca9mJPdLn4rTaOCgiBoLbnVl06xfM57NJ5zEWj6Fm99Pt6G/XgbsvA27MdXfxh/Qz6BhoMEG3MINmYRbMom2LiPYOMBAk15BBotbnJsB9gPNh4k1HiAUMMhgg1HCDYcIVR/GKXhAGpDDqGGHHrrDnKrrgh/73WE4UOTKqqho1oVWQ1p1heTUjo8G387rnHnGOgvLJnPyG7za9dXAlNAco4bIfrGqlNAcY6f+70np7AUNulKaQpjqoo0DNSggqGZWkVIU1GECNdzlMJsdYwUVpkPE0PsOmCK6kdaVYl7fQG+mrOQJet2cKTkItnHy9l3vIJ9x0zOOVZJzrFLZB27SE5RBVn5pyj8toxerw/DUTHiEWjcmR4K0PguFJ7qzqKcumF60oT1hj3Jvmtk/m1rSV/NWvrcbnc49h5OL/uXHXH+78GSfd/3ygoQMie53cNJmAuFIiUBK4+3/NIFvvzyC5pumJnuZgvQLiStQC992RF+oBWoBxqBdut9n/XevfBgx3rN80mr2ZPwInQvhqFgSB1D2mB/58rAf7WStX8V6h8M4dRw/yJXu6dF2bBq0ojbcFo3FCRBhBHA6+1m5oy5lJ25cH83YSfjGI9A42700IPGnSSH8Lizd8LAYe9bOvtfBDRsvnfQeJAD914nQt9xg5dQ71vcTTb7VIRMG3RfaVikBBWJT4aQQMWlCr78ciJNDTcA0DUVYbQhuYmkB2mAoWEWlZTdwC2gA7Nzn9n9D2kxju2d9iOPDR+jYffUMEQQw26qJM2eKraG9UMBDVursNkZlfXfR4ODhi4DgI4/0Mu0qTMoKjhhfko3fW1CN6P5TJYI1RJodImh6KAJDEV7BBr3QA89aDid0mHJyTD66vU7QcO5tRBFYlhdr/8KoHGn08jbo8EGOuZOJionO53wdzpf5PF3A43IBdWMnVLMSW6DhmGChoYkgAIYlFeeZNbUT2hprDEvrLSDbAAawGgHXSAVMHSJlCH6mugIkDpmAyUNpBbe72usdPv+bcdK631L+5NSNbULQ8HsVKh/r0DjjgLSfZpcnL45J3+XMiKDXSNSc3FqzrezU/pgENDwMn3GPI4fOwX0F2ecenBQN8JPTFPNsSot/8kj0BicfpCgYUgDVegowgz9E4ajkmbEgJQQTvq5b3qAoGGbByJNUfY2MqJrMNCI9PMMdD3nsf0bPPWx7WB1ts6VUqBLDRUVYWsa1tc0/eISzYyb4VJlIQnz/sytmlLwNkFnOQRKIXAW6asGVQHFirSUprfEkBLdbq9A3zXtfRPiB96/7Vh7Pwx2FkhIM//b2W3uYQSN/iXURb8x5OQHsXhGRgw6Iw3tsWYD06CgIY2IOSox7Z8hQOAP+pkzbxE5uQX4FGgLwa0gtFrcEoJbCnSqkvaAQoc/gCrN7vXCUHnUT+Pu9NCDRqS0pOs6utBRdBXF0DAwEFJHN+x83/5r/X8JNG4je3FxVjK6N3JOZqckaO/bZacj23MOxJGRVE5yAkafhDkwm/fT5xg3nacaiqERlDqa5Ty2fzwTNAxTC8FPY00x6xaO53rhVkJn9uA78TW9Z1dz62wS7Zf3I3paQTGtSIbsc48ouu16kg+E7aeiSQPNMFlI+b0DjQEFpEF4sDHidF47NdTvel9OE1ckaEVG40U6zs39cERFBGgYSFR04Ueg4lMVJs+Yz4efziF21R6mLE5hypJdTE7czeTEXXyZuIuvlu9k2tJtTFywglXbdtLS60WRBqqh8qiMyN3pBwEazgZC9kKoqCF0Q0UXGkLqJhumEcoOqTSb2Dv9HwNEYN3BLOR8vz+ZZ7vfgegEjMimSHYehrOJ1EDhsU6Tg/OYfnfn0DDs80cuGH3A1JenYof5qqpKUOgEpEHIauEppcSQ0tKzpOnvwEv7jRI2JfwnJTsncyvjK5rT/khNxh+4kPEh1UVr0DqrQdORGujS7EKuAkEBqnF/rvnB2DZdqIbsY2l1Y/yegYZzgXeGnDtf2/uRY8MpLESOJacWez/kHGPOMieRCa9O05c9xu1jzXBuh2Y+AGhohh8DnZBhMGHybJ742TP8r1/+lhG//BPDfzmeYc98xLBnPmTYMx/y5AvjeerZ3/P//OMoXv9gMvXdQYKAKuUj0LgHeqhBwynNRP5f00y7uqaHCIX8+II+FCt0VTcMhNVnQAgDoZn5Fs4kOTsnwp5kdkKd/dqccHacfJ92oGm6dX1nhu3tXvBIiT8YDIYTFu17sMtFAOGKtc7CcnbDJnvi2l3Y7qRpOIHPvq6dfxEKhWhpaaG3t7dfyK6TwuG7gE9IfKqCLjSQBpouEJa2YOoLXtqajrN14duc3/0RvZ738Lpe42bWK1zL/BU1BbHguwIiiCF0NKkSQkNBogCqBO0vynZY7d2A4m8LNOyS+7b2aT87e/G1s8Wd5iFnCRv7M1Ka4bChUCicLDiQH+JuZF+vpaWl31gCMwnxxo0b/ZJVm5qaMAwj3PRJSmm1nbW1DNk/cAWBIYMIGUSgE5QGn01bwPCfv8jPR07gqRen8cTImYwYOZvhI+cwfORsnhw5g5+OmsTQf3+X1z6YS5NXEMT0dUg5sJnvEfXRQw0a9gDv6uoiPz+f/fv3k5eXx/lz5zB0lauXK6ivu46uh1A1qzOdNOPAAZB2pEXfRIlczO0BZS/izuPMXAxbguuf7Ne3tft19190Iq/jTAZ0ahyGYXD+/HmuXbsWXhiqq6uprKzE7/ej6zqXL1/m+vXrKIrST3q8F9CwgbKs7Cz79u3nwIGDtLd3oOsCr9dPerqL5ctXkJd3iIaGRrZv30HxyTOmtC4EhqEhpY4uZNgwZ4Yy++hoLGD7ole4uOcPaK430Vwj6cp+kdqsV2gonAX+CjB6ETKESgCVICq6Ge8kzQjpvxx/v0DDFgr8fn/4f3Y1BCn7V0yOBHu778ulS5fCWkhNTQ1tbW309PSg6zper/e2PKR7IVVVKSwsDNdJa2trC/ed8Xg87N+/n+LiYtrb28nJyeHgwYOUlpaGhSOwNSgzirE/aEjTgW2Bhoap4X46PZ7h/zKaf4yezBNRCxgetZChUYsZGpXI0KgljIhaxFOj5jD0Fx/x6geLaew1PSKafAQa90I/CNCora1l5syZbN68maNHj/L11+u4fOE8jTVVNNReJeTvobenk56eLktKk3R19hLwBZA66AEdb2cv7e0dBINBvF5vWFpSFAWfzxduMBMIBOjs7MTv96NpCoFAL7293SiKaraH7fGihPqDiwksOoYUEf/vG7AlJSV89tlnTJw4kbi4OBobG9F1nRMnTuDxeEhPT+fy5cucP3+ejIwM8vPzKS4uDheKS09Pp7S0dFCfxkCgYf5+dSxfvpKamlq2bNlGZmYOhmHQ0dHJxImTWLv2awoLj9HY2MTUaTNYsmxV3/mkGZ0khGFWgrAnPEE6Gr9hx6KxXNn9K6R7HNL1DN6sZ2nIGktj0QwIlIPswZBBNHxo+NBR7HB6E+ANE4PsfcMyhQ20f7/H3h9g/PdrGrqu09PTw6pVq9i0aROaplFQUMCyZctISUkJd2wsLy8nLi6OadOmkZ+fz/nz59m7dy8FBQWUlJSQn59vFe7M5ezZs0gp8Xq9BIPB+waNiooKNm/eTG1tLXFxcVRUVACQnJzMjh07uH79OqtWrWLFihUUFRVx5swZli1bxs2bN8Pj0BTAdMv7ZJEDNDBs0DAISJgwPYGh/zKWn8VMYVhULEOjFvF4dCKPRa1gyKgVDB2VyBNRsQz5j0947YOlNPWYWsYj0Lg3euhBQwhBa2srixYt4uTJkwCkpOxgVWICe7clU5CXy5b165g5bQqLE+I5VlRET2cve3emsWHNRi6du8jpgtN88dHnrF61mjVr1vD111+zfPlyqqqqKC4uZsuWLRw6dIi2tjZ27NjBRx99xPr1SZw9e4bde1PZsiWZgoJCdu3cw+bk7ZSeKUfXjLBGYzqTVYTRJwFGRjwVFxeTkZHB0aNHw42Q2tvbWbZsGRcvXuTo0aNs2LABj8dDbGxsuC1tbGwsJSUl5OXlsWbNGgKBwB0jqCJBwzbrnTx5irlz56GoGrm5B1i+fCUAPl+ANWvWsWBBHB5PBsFgkJQdO1m7ZiOGAULV0BUfZjir2cBPhNUNhY7GAnYsGsvV3b8C1zhIf5ZA1nM0Zr1MY+EcCFwCw4+UKoIAOl7LHyKtyW2hgDTC+3KQ/fs51s6e/j6Bhm3+SU9PZ+rUqdTX13P16lWKi4tZsGABZ86cAaC4uJiPPvoIt9tNTU0NBw4cYM6cOezZs4fCwkI2btxIQkICO3bsoKysLGwiss1F90O7d+8mJSUFXddZsmQJmZmZAGRnZ7N+/XpOnz7Nxx9/zLPPPsulS5dob29n3rx5XLp0Kfydwg5054kNLI1VC4OGioFPSj6esZgh//IyP4ueYpZDj4rn8ejF/Dh6OY9FLWdI1BJGjJrPkH//M69/sJjmnj7f1iPQuDs99KChqiqtra0sWbKEwsJCAHampLAsdj7b163mevk5ViUmkJ+Xy8F9OaxavoLebi8FhwtZNGcRuzakculEJQmzF1JzvYZJkyZx8eJF1qxZQ05ODhcuXGDLli3Mnz+fiooK9u3bR1JSElevXmb7js0UFObT0FBHWVkZx4+fYNXKJNat3Yjfp6KqtkNSw5AqUkZqIDLszO7t7UVKSX5+PgUFBQghqK+v59NPP6Wjo4OysjKWLFnC6dOn+eqrr/jtb3+Lx+MhJycHt9vN6tWrmTZtWrhV6/1oGuXlF5g7dwFdnb3kHTxCasouAHy+ID5fkPb2Lr74YjKVlZdJTdnN2jUb7RMiVD9SKGbIrTArXJugodPeWETKojFU7f4VuF6DtFEEs6Jpyn6LxsI4CFwzNRVpRlxJAmCBhmnfdkThS8f2Tvvf5djvEWjYz6+4uJjY2FiCwSAANTU1rFixgsbGRqSUNDQ0kJqaysKFC0lLS+Pbb79l4sSJvP/+++Tn53Ps2DH+8Ic/MHHiRE6fPg2Az+cbtLjlnWj//v0sXrwYgNjYWI4cOQKYZqsLFy6QnZ3NpEmT+Pjjj61S7jdZvHgxVVVVYT+gruvhQAoD+sxTUgJqP9DwSslH05fw+L+8yt/HTGJ4zHSGRs/l8Zh4fjx6MY/FJDIkahHDR81hyH+M5/Xx8bT0GmEd5hFo3J0eetAAaGxsZNGiRRw7doxAIEhqSgqHsjLYvGoZV86dZsOaFXxbeJRviwpZs2IlVZeq8Oz1sHjBYrat2UrNuWssjU1EUVRmz5lDdU0Nqak72blrFx5PBjt2pDB/wQIuX75MWno6u/fswev1smr1Moq/LUTXNcrKykhN3cWSxctZt3Yj3t4AfdVFgxiGWX7NXnicWoYt8dfX15OUlER3dzdCCJqbm4mLi6O2tpaCggJWr17N9u3b2bdvH4WFhUybNo2amhquXLnCmjVrWLt27W3RMHcDDSEEPq+f7dt2sm7tBjZt3MrZsxUczS/gVEkpq1auI8OTzbKlK7lYeYVFC5fy2SeTaKpuAsMAqYFhaRqWH8I0/Wh0NBSSsnAMVbt/Da43IC2aQOYYmrJ+RWPRQgs0zM8aVsCumc1tn0Q3zRNS79tnkP37OvZ+AeO/36dh+9iKioqYM2cOvb29XLt2jbS0NI4ePUpLSwvBYJDm5ma6urqora3lk08+Yfny5XzzzTccO3aMd955hyVLllBeXs6mTZtYunQpmqbh8/m+k0+jubmZdevWsWnTJrZt20ZpaSkul4ubN29SVFTEsmXLyMvL48SJEyxfvpytW7eSkZHRL7AkXL7f+rvNp2GE0KWCijRBY0Yij/2/r/CzmM8ZNvorhoyexZCYWB4bvYjHYxYzNCqeEaNmMvTf/8gb4+fT6rWFtftPhPwh0kMNGjbV1dUxf/58EhMT2bx5C/v25dDW2sSmpFXs2bmFxQnzycpIx+Pey5IlCZwuKWFJwhLiYheydNFyXLvdxMcmcKXqOnMXxHG08Bgr13zN6rVJbE/dxdwFccyeu4C8I/msS9rA1xs2oQtpSXzzSU5OJi/vIGvXrmPatBksW7aCCxcqw4uzGXVkZ1j3Ldy2am7vZ2Zmhk0Mp0+fJj8/n/z8fNatW8fWrVupqqoiPz+fpUuXkpqaSl5eHqWlpaSmprJ161auX78O9BU+vFPIbaQTXlFUujq7uXChksbGJq5fr8bjyaC+voHLl69w6dJl2ts78Pn8XL1aRdWly/g7OkFXrcW3rzKpIrF8Nz466o6yK+5lqnb+Bjzj0Pc+gzcjijr3azQVzYLAWTB6zMxwywdqAquCCSC2Y9TWPByxmAPt39exf6nR+JchW7gIBoNs376djz76iOzsbKZMmcKUKVPCmnZaWhp79uxh/fr1bNy4kYyMDDIyMli+fDkpKSlkZ2ezbds21q1bx86dOyksLAwD0ncJudU0jdbWVkpLS+np6eH8+fPk5ubS09PD9evXuXDhQthHWFVVxdWrV8NCkX09O1hEhmu2EX5cAMLQUQwNDejWJR9NW8SQf36JfxgzieGjZzFs9AKGxSQwLHopI6KW8uTIRfxDzHye/I8PePOPc7jZHTThSKp87x78fwM99KBhh8e2/v/svfd/VdeZ//s33Pu6k4wL2KRP5n6TyZ1M8k0yyTem2rjEHjtjp7nE4yTucaMZEEU0A8YY2zRTbLAR6qKK3nsTRfQmirp0+m6rvO8Pa+99tg7ys0qqAAAgAElEQVQSCFLsGD2v1/PaW+fss4v2Ws9nPb2+nsbGRpqamrBtC8dNY9lxYokmmlvqSKdjxBPNxBMtZDIpGhubiMeTNLe0kkymaG2N0xpP0tAcw3JcmmNJ4imL5liCptYE9U0txFJpauubaI7FcTxJPJ6gsbGRRCKB53m0trbS2NhIbW0t8XgcCHIcstVno6ARVKEN1PRgMmmtaWlpIZlMhqvAoCmSZVnU19f7vRJMeGNjY2P499Wip4LrRuP7oyaJoPlU4Pw3YZBZygoVBcIC4bQBDUeDrTRSu0CC1oubWDT2MaoXPIlVfD92cW/iyx7ibPmjnN84BJXaDqrJ5GoIIs7pDAaCuihKUsqwn0pjYyPJZJL6+noaGhqoqakJ50FLSwvNzc20tLSgtSaVStHU1ERrayuO42BZFq2trbS2tmJZVhjgcSN9wnN/E4/Hw7EfUO64D6L22mq+wg+29iv3RkBDYxIzXaDVVTw3YDRf//59/Gu/l+jeewDder9J914j6N4znx4987njp0P51s8H8s0fP82jz+TRmBK+IfL6Em5vVvrCg0YQaw7RznqKTCaJ46YR0sE08pQI4aK1xLYzgMbzXDzPRfm/s2wXIRVKg+sJlIZU2iKTsRFSIpXG87uf2Y7bpsNftLNgENbYUde8YBstEhcI8QBMgu+jzxaEVUZDK6OaStC06XpBIzgmyPsIzhs1V0TzAbRWpo6P9PzoFoVSJotbaFBaABmaL+5iXv4T7F3wEo3lT9NQ+mtqljzF4fI/cG7bW2AfAt0KQhiXgwKjadiEwqOLQpJSkslkwnyeqGYQaI/R/KLgN8F+NB8oGHdCCNLpdJi4eb0UjMkADIJ7Ca4b7R4ZzQKPmoWCjPB2NQ1/PJlyMGArxfOv59H9Wz/lGz97gq/2eokevV7lzp6vc2fPAdx510C+3nsA3+79Z2797n/xwOMDaMxoHD8/p4uuTV940IiG7UW76pnEOxvXdZDSw/NcgppKrmvjeTbpTJKgj4RlWUilEVLiCYXteNiOh1QmcS1jOQg/QzqdsbD9NrJRwRvNsI42coreY5RyM3tzGy8Fvw+0hyBBKjhnbvZv1OzUnq22IwAJkvai/8do0mDuM4SLQB2ERHogTRtd/2hAUHv+ANPy/siesgmcqRzJ8aUDObh0EDsrhnB02yzceDWIRNY8pUD7GcBBmmAXGYrm7UR7z0d9YtFFRBQ4okmBAbAEC5Pg/SulwkXQ9d5XcP3oNhhTuSDRnv/AjGGBQvjaAFnQUBopbbSyAYHlefzh+df4jx/fx0/ue4bv9vsT37nnef5X/5f41/4v8+17/sz3HniF/+/+5/nmTx/l188N40KLS0aZhM4uujZ9oUEjmEhAm210hRzN1nZdGyFchLTRfjST7SQR0kYq12Q1K43rCTxhymgIKRFS4noCxzWlSIKuf9HJEFwvd2JEhXtHFAAG0CbhKXeyRSdgVGgEkz5X42nv/9XR9aNAk2tOyM24DxrkmAMESBek6ZSY9U3A2VOHGPfmi5w9UInXuge3cRtuyw7SDdtIt1ShZSPITAgapp6kRocBkl0UUPS9RE2a0TES1UByy4q0iVSKrPhzk1ZvhHJNTbnjvz1N+4rnQyHJahS5EVTKSyFECstKM2LEWGbNKaDqeB27Tzaz80QL2061sOV0K5tPx9h8upn1Ry+zufoCe07UkBSamKVwRBdodIa+0KABXCFAtdamA5sKYv0JS3pIKfA8C6kcPwTWJWO1IqVlgEMGbV2zq/ewFabMdtSLruqjkzdazyn63bWAJfgsAICoySrXQRkIh6g2Et3vTCRIe5EjUed5cA9RYROCsNZ42riqTSJfFjRMj+fs9Y8ePsiQ116g9mI1kEDJOrRuQIkGPKcRVAYtTUvQLGiAjhq0uwjILpCCBUauaTFq/olqG1FtNFrwMjoWOztu2qNoh8ncSs3R6wR/5y5AwucLQUNlQcPXNJAWyosDFlYmTt7wkezYscecE7OAsTGesKDtVrMyWw9Tc0zqNkOzi65CX3jQiA7E6ERQSoerXiMMg8Es/fBXD42DxkZrAyS5Jp/cIm+5kUfBtYLt1UxE0d+0R9Hv26ul1d5xURMWcMXkv5YgyL2/9kxRV/yGbKFqM7klKMcAhwregzn2cNVBXn/pT1y6dBxwUDqOK+NI5QO3EiglTeFAbrgV1k1D0Tpr0QVGrnCOjuHg2FzhfSORUu1Rrkkz9xq5AHU10BAIZDugoYUFKoVWKZLxJt54bQAb128NHhYlJZ6SOFpiIbEQJKVLynPwtCmqiVZozyxqchdNNwqYX1T6woNG+y9c+2CR7cttBnduu5YAOBw0RsNob0DlToCAO1S1I7/5LAdkZ6/d2ckTHGO6ZURAQ3q+UzwIRDDHVx/ax6BXnuXyhcNADIghZAwljSnQExqpTIXbG26EdZNS7tjMfXfthVv/Le8l9x6iwRi55dLbPcdVNA0tMmiVBu2QTsV4c8hwNm/a3s45/GrGfjSf9PNrlHDQngOeY8CjCzSuSjclaJjB2dZGnzWSBnUussARaSDcPgfZxDmsOkigux7QuNFB297Ab09zuNq52/NhXO3Y0Onu+zS0jjjCc0xTACerd5M/6I/Un9oE8gTIU2BfADeBcgVSmngZB42nJWHebtcc7hRdTfBd7d1fa+xc7z1E93O19I6ufcXnV/FpaOXiOQk0DplMiiFDR7F67Q4AHAdsF9ICkhISAhISLA1J2zPh7lqAsNCe3QUanaAvPGi0R4H9V/vtPIVwCQAg23inbbtPpQS6A+4INALNJDcLu7PaSHT11dEk7kjLae+aHf2uI4ESXDtaTj3wo+QGE0S/E1KhlTY1Q5QfdquNQ0JojDkAyaUzu3l32FOcWvcusX3TaNk9g+aqMmTjadPMGVMC3ULjIJFBq8/PvmLH55KC9xp997kcfeedOa49M9L13lN0P9p3PGo6C32DHZitQBltPxpyG4CG9vC8DEpLkrbNi68N5ak/DmLouLn8edh0Xh4+ixfzPuSFvHm8MHwuL42Yw6t50xmQN4Xlq7bgeRKEi/asLtDoBN10oBFMFqU8pLJ9h7eH0gGIeHhe1pGYdXZ7SOG2yyqHpXCRMptdGp3IndE0osdcaxK325nQn5S5vTNyI6ByP+vo2kECYhB5FnDHQkeYbHDh+A5w44uQmFh4k9yXofnCNuaOfIx9C5/jQtHvOLnwd5xdko+8sAeUKY7nYEDD7gKNa1IU5IPw2mi+TXQ8BAI8+l3uMe0ByY3eUzRMOzqvopFeudduOz47zgj3pIvQAgWkhOS51/P48lf/N93+/WH++T8e50vff5ovff8PfOnf/8SX/v1Zbvv+H/jn//UYd/7bQ0x8fxFS+uNTd2yC7qIs3aSgkTU9CZFB6yyASOniCdcfwKZMumGFlr4gFC5aOCEr10I6PruW+du18PxolGiYazSRqTOgcS3nted5uJEkwSDCy3UdPOG1cY6GIBYBhdz7CK8tVc6q0ENHtBjgCkAKhYoSIGzwbBNqq7NlRAyUCiBOy9nVLBrzMNULH8da8gitRb+kecUw9IWtIBPgg0YajRUFjb9e/90vHGUXRVeOrzDaLmcMdXRcMPbai9K7HgqakoVNnyJahVl8ZJ3lIaBFwMrMhY4zwpXWpl0r0Oppnh80lh7f68+3736F7v3y6Hb3aLr1nUD3PpO4o88kvtZnAnf+dBDf/NkLTJqzAhuwtMaRXe1eO0M3DWi0FYqKVDLOhrVraGluQkqPdRvWs2HLZlwl8ZS+UiZpfPeZH/SpI9EmnheaU8zXGqTgxLHjHD16tI0ZJ1gBtmceCoamUgolFNITCNfDTmVIxxIkWmIoIfFc1/TssC1cJRFKEk8maGlpxMmk8JwMSnoI18K1baTU2K7CkxBLpHGlRIZhx237P2ut0UqhhUQLiXAchOfQ1FzPrl07OXXqpA8cBlRaW2MkEkmUH4mWSmbwbBdhO2hPoISHVIJgytv4obg4NJ1ay6fj7+V44SNkSu8jVvAwTcsHoS+sBdmIxsH2o13cwDShZRdoXIWkNPWnUqlUKIQz6QzNjU1k0qYsvpIK13ZIxhOkU2lc28FzXNKpFMlYPNQigTZ9NG40ua+5uZndu3dz+fJlgDA8/dSxExzcd5BULEkmZXG0+jiHDh0hmc6YpFmlcYXA8SRCa3SgYrbRNs0qQmiBAGJS8fRro+n2b/fxL/0HcGvfPG7tN4Zb+k7klj7vcGufd+jWaxLd/89w/uWu15g4t5IMfk00/KKIXaBxVfrCg0ZHjtxDe6p44pe/48CuKgA++rSQCe98QEIoLjS1cLmhiUQiSf2li1w+e4ZL58/SEG/mbO0lLjXU4WlNbV0DtbX1pFMWjuVw5sRZzh4/R8OFBryMx8H9B9m/fz+tra2cOHEibM3ans9Ba6Mie9JfbUkTAqgsl+mTpvDqn55n7gczOXXsOOPGjOX1N15n+uxZxCyLjBCsWreGV//8Als3rkFJD+kkqSj8lAVz53LpYj1FZSuZ90k5+w6fxJYSy3PMtbRCaeOD0KazUZaFKQfS1FhLWXkRy5ZXMH/+XI5WH0EpRSwWo7S0nEkTp1BWupTaSw0sXLCYZSvWsG37XhzXMxn00sFWGTLSNbncfjWKhjO7mD+2J0cK7yVV9jBNhb+itnIIsm4NcBlJEgfHAIZfLTcoSxL4SDrNX3AKxlB9fT2FhYVMmjSJpUuXsmfPHl575VWe+8Mf2bZpMwANtXXkvTmUPz79P7z68p+pKC3j7bcm8sKfnmXmB9OJx+J4nkdlZSWLFi0imUyGYHS91NDQwKJFi1izZg0ff/wxly5dAqBq937KPylmyeJylpUsY+e23ZSVLWNhQRHLKteEoSiWJ8i4XlioXkMkXsUPtNA2ChcBJJXmmYHjufW7D/DNfq/Qrd9gbuuXxy19x3JLn0nc0udtbus9gTvuGsrXf/Y8b81e6Wu/fkXmm2Gw/IX0hQeNaK5CNGJjSfESXvqfF/lo9scIATv3HWTuJ8XsrKpm+vyP+WD2HKqqqpgzYzojBr3BkEFvMHLCGN6e/h6Tp73L6fPn+GRRAe+9P53VlevYt/sAzz/zAuNHTWD629M5V32WhR99QklpKbt27eLtt99m9uzZXLx4sU2iVRQ0wICG0holjCnGSaQZ/PKrvP/W22xbv5GL587z0gsvMmfuHDZv30ZLKk3CdblYe4k3hwxgTeUSkDanDu/j9RefZfjgQSz4+FNG5E9myaqtHD5xnozr4kqBIzw8KXCFlwXXNqBhVoQHq/YybPhgYvEmSkuLmDlzBkopGhsbqampYcKESbwzZRqzZs5l5IgxrFm/mWMnz6A02I6HK2yEtnC1Z+LQfHdPw+ldfDS2F9WF/UmVPURT4aPUrhqErF0N1KJI4+LhBU2RQqe6vCIS62an4P1ZlsW5c+eYOnUqY8eOZf369YzNH0PhogJOnTAtgc+eOUPR4kL27tnD++9OY/fOXYwbM5bJb01kx7btSCk5deoUf/rTnxg8eHDYfOlGVtyrV69m5syZuK7LiBEjWLduHVprDu7ez4Rh+UwZM5FFH33K1k3bGDV6LBMmT6GwrBwAV2uStoMjZRY0wlBbwtLoKKsNaPxhgOmn8c27X6Vb38Hc1ndECBq39n6b23uN586fv8k3fvY8k2YvN5F+yC7Q6CTddKAB0NTYxKz3ZzJ1whT+/PwrxOMpNm/dyfxPipgw9QPemzWHwtJyKisrKVi4gFUVZezds5P3Z8/gZM05ps2czq59e9m8dRvvvDONcWPe4szJc4wbNZ7qA0f5YMp0tq/fTlFBMfPmz6eqqoolS5YwePBgtmzZckWEk/JXzlKpsO2obdlopVGu4Mje/RR9soiRw4ZTtW8/O7ZtZ87cOQwZPozLjY0ANMdamTZtCpvWVRKrO8/qpSXM/mAqkyeM4623JjN2wjvMW1DC+EnTuFBbC4AjjH1YRMMfg9h3qVB+/awdO7bxyqsvoRGsWLGUcePGmt/5tuoPP5xDfv44Bg540/TXKF/CtBmzaW5Jo7XGdS0ckQydlUEF6sbT21kwpjfVhfeSKn+AxqJHqF09wAeNejQ2ntamyKHCB4su0GiPtM7WjBJCMG/ePKZOnUpVVRXr1qxl8sRJLPx4AfHWWPib40ePsXhRAS1NzRysOshH8+Yz6a2JbNywgQ0bTAe/SZMmhW1ibwQ05s2bR0FBAQCjRo1iydIlAJw/eZYJw/MZMeBN5s2cw6YNmxkzdhzPvfQyhWXlZBwHS0osz0Noje2JbJ5OLmhI448UQEpp/vjGeG7/7gN88+7XuL3fm9zab2QENCbRrfdYetw1hG/+7NkQNOgCjU7TFx40clfyUkrKyspYvPBTDuzay4vPvkhZ6RIqV2/gnQ9mMXXWHEZPmMyqteupr6vnk48/oviTj9m9fQtvTZnIucsXGT1hHGs3bmT+goWMGjWG/NFj2b/nAKOGjebkkZNMHjOZyqWVLKlYynvvvUdBQQFTpkxh6NChbN26tV3QCMxTjj/ppZRoTxJrbGLvjp001NUzcthw5sz+kIMHqqirr+e1AW+wcftOLtfVc+bcWfJHjWB5RQnHD+6hfNEC8oYM5Fe/fITJk6ZQUraCnXuPMGrcW1QfP4YGkulU6BRtAxoa4wh3XLTSnD17mnHjxrB3727mz5/DypUrqK2t5fjx4+zZs4dTp07z8suvMGxoHsuXrWLvgYO8MmAQly43ACA8FyHTSO0YWe+YazSe2sbC/L4cXXw/iYr7qS9+iMurBiBr14BuRCsv7PanwzpDQRBD1+Ruj06fPs2xY8fYv38/o0aNorCwkMb6BlYsW86ktyZSe+kydZdraayrZ/r7H3D29Bnqa+uo2n+Auku1TJ3yDpMmTqSsrIyRI0fyy1/+kvPnzwPR0vedpz179jB58mSqqqp4//332bptK81NTcyY+j6rypZz6vBxBr46gOefe4ENGzezfNUa8vLHcObSpVC7cP0abyaAQrUJt0UJlLRRvhabVppnX5tAt+88xLf6vc7t/YZya78R3NJvDLf0ncBtfSbQvddovvLzgXzrp39i8uxlGKjoAo3O0hceNIKBHkSCpNNpChcv5tC+/eB6lBWVMOXtdylbsoKFi0s4ePwUb70zjbkffUwiFmfRwoWUFS5i356dTJk2hd1Ve5nz8VyWVy7n3WnvMm/efKZNe5/lS1cwZ9Zc9u7Yx8I5C1mzYjUrlq4IO5HNmDGDt99+m3Xr1oXqfnvmqYyVMWGISoGClqZmPp43n0ULFlJeWsbhg4eYMX0GBQUFLFuxnNPnL1K5biObtmxl/LgxlCz+lERrA60Nlykt+JTx+fns3L6LBZ8uZubcBazbvI2MXwU1WmuovfwP6Qmk66GUYMuWzbz33jSWL19GTU0Ns2bNYtu2bcybN8/vXb6OY8dOsGDBp8xf+AlrNm7CdaVJBhcCrTMomTHS3/dpNJ7awcLR93Jk8X/RuvQXXC59hIurByFq14FuNtFa0q8+IgNgE1nh0UVX0NGjR5k+fTofffQRq1evprKykk8WLmThgoXs2rmLffv2sX3bdqqPVFNWWobnedTW1jJv3jxmzZzFkiVLqK2tpampiQULFpCXl0djY+MNh9wmEgkqKiqYNm0amzZt4vChw3w0fz77du1m/ozZfDp/AVs3bWHTxk3M/+gjisrK2Lx9O4lMBqEVtufieJ7fuMuU9wmd4dpoGlJYSGVAI6M0z742jju+8yDf7vsa3foO4fa+w7m97yhu75NPt96j6dFrGF/7+av8y8/+h8mzl/pnVEZr6QKNa9IXHjQgm1QUCMNUKoVjZZDCxbYyJOIJ0hmbpOXiKmhqjdHQ3EQqlcJKp3EySax0gpSVImmnSKQTpK0kyVSSWCxGKpXGyljYlo2dcnDSDo7tkE6nw97KsVjMPzZ1RSXRQGhHt5lMxsSFSEkiHicWi2FlMgghSKVSxGIxXM8l4wla4kkylk0qlSKdiiM9C5SHdCxsK22ixTIZ6ptaEcqYvwKnfPT6ufcS3KPrmt4giUQibPJ04MABmpqaiMfjpFKpEPSSySSJTBpXQybjmXmoNMJNoHXKIIAfNdl4eg8L8h/mYMFjNC5/lHOlv+b8mjy8us2g48Y8lwMa0czgLmpLruuSyWSIxWIkEomwIVPMf0eu65JKpcz494saBs25UqkUzc3NOI4TvssgiTOdTod9Ma6XgqireDyO4zicO3eOqgMHAEjHEsSaWsCPxIsl4sRSSVwlkVqTcWxcYfrZ2HYGrW0IyuKHAQ4aT1gI5SKBjNS8+MYEvvadB/h/+/6ZHn0H0KPvYHr0eZMefYbzlT5D+XrvgXzrrhf41589zpQ5Fb7eqtCqq3NfZ+gLDxpXxqArhPBQ0kEK21dJFVKbYAzHy9ZQtW3HNBNSHkKYEnxSu0jtIlRWlTV5DZpwseJXFkFn4+ajIb/tRk7lOBq17+MQQYQTft6GbFv0MOhRoYKfaoUULp5jITwHKVzzvOH/QyO8q7d7DcAimiwoZdsiiFGQuyJsF4WHQgb2BQVoG0ijlRNWNW85c5CF459gX8EzXFj6NIcLnuTk2vFYtbtApw1giLagoVBIIiVF/o70eQ/BzE2KC8ycAeW+L8j22Ah+HyTbRQHiL8kIz80BCs8hVVbwS1N5WmM68GVcB0d4OJ5ZrLiOSZg1ds0c0NAaIR08YSO0whKaF18dwx1f78XXf/wE3X/2R7r/7Fm6//R5uv/0Re746fP0+Mkz3PmDX/HV7z/A27MKTJVbBEo6Xcl9naAvPGjkvnSlJK7rIISNlBmktJHCQUiBkBrPUwhpCuW5rklqU8rDk6ZooVAOnrTxpI1SHto/n+u6eK7ns8BzBVK07YDXXjLcFaARGZ8SjSsFtvRwlQxzMqSUSOELfWWcxEqZ4ovmc4HnmfwK4TlIKZBK+KG1CuVJlDBhvVm08f9fZs2F1AqhBJ6SYXJjloMS6UGSlvAnm0QqD087uNo1wj4o26VNmh7Y4TUvnzjIrFFPU71yNJfW5nF8+XDO7JhPuv4wKMuYrP1n09KcXyDx/IyZ64u57Xjityck2gPTfwQh0p6/TPjjJpeV1riehyeE709zcDw3TP78a5QRyQ0vDxcrQoDPSgqEErja9Pq2hIOnBF7QHM3z0Mojmx6qcl6pwnHTeNLD9hTPvzycn/78V/zid2/S6zdv0vO3w+j5mzx6/mYEvX6TR+/fDKbvr17nvl+/xPzi5WSUxtMuILpAoxN0E4KG0TRMzwwLpU3khakv5ZdM176PTQWDRqK0QOMilROyUh5BZz+lcsFAXzGBO6oD1WZwRmrySTSONiWdXRSeNqyUMkI0aGoUpC3oCHjI4L4EWktMBV8fNITKAkbOfDA+Ro0MgUP6gjvK2Wx12UadMOVZhLYQOEbb8nzWHmAhpYX0Q3nPHDnMlOHPUlddhmzYiHtxA05DFdKqR+MYnUILU+pFuSjt4iHxp3f4XJ3n66vf1dHxn3chknuvUqt2WaGzAILG9UOw/9qg0e7/VsmwdptSAqkFHgJXe7jaQ+K/s0DV1JHioTnrgLBxGpp0xmHAoHzmfFjGkVOtbK9uYOvRRrZWN7O1uoVtR1vZcriOzVXn2bjvKGfqGk0+iLIReGbJ9A/2vv/edFOARu7fSkmktpGks6ChRVaQRrrLBSYRkGjtopWD9ps0Ke1i6uFkiyG1Wdu2I5SuJogMaGTPowAXhY3CiYKGzoJGWGjX5+xv/f4TOlqx16/oGT5nx6AhfDaZ44S+hStBo21lYI2HIoPCMucPFog+aAjt4PnPWH2wmpGDX6D+4l6gCbxGkHGkyuBqB0c7CDJoUmidRmkHD4lFF2h0RO09z9VAI9AqFdpo274G8lmBRsCqTQXpYIALf0sb0FB4CGWjkSQSSd54fRibNuwEsvWqo3pKwDZgAS6ShJvA1U4XaHSCvvCgEVDbASDR2GhSmGHj17SJVEgP5ofWxt5pMpJd0AGbRvemz4Zf0ZZsnkW0vk9UAF3z3iKgEcSLmI4eoTXXKCPRiaPa/h0FjQACwqmiRVvAyLHc6Mi128QpRa8Tue/sF9npqUmjyWQfwMUk5mH55iVD+/dX88arL3H5wjFzkGdMD8LXM1xcPJIo4igMmDhKklam+m20AvG1WYZaWC4LIcO2vVGWSoWs/kGESLuabaA55nAbuNcq+/lfETQ6BF0fBILliWmxZADDFJ0JHFkRx5aWV453QCNwRAqpLCwrxcA3BrNhrWnCJKTCkwpXKRylsZXG0gYwHCClHJIiQ9yN4Si7CzQ6QTcdaPh/oXGNYAvFsR9u54/nNqCh/RhxHQGNYFWtnbBCbhDVE7COSNirDbyrgUZg3Ql1Bd1Wwrfxg7QDGtq/dxXee4563wFoBMIkLN0QvUYbivYWMXesyfigobMPoFyktnC0IKhgdGBfNQNffZ7ai0ezp8I0x3FxEaTRxIFWn1NI7eH57nDCalad4eAdt8PSvYK1dEGZrZaub+bTIXi0/W99fugKzTYHNEIxrTVSZ4HDUzLMfukINKJO9eu5n+Ce2gpihdamPIwJm/AwHiuB1JERrwP2EzpzFkdocL0MUhn9M51J8drrg9myZc+V9xI8K2ZESMBCktEeaZXB1V2g0Rm6aUAjSmYAewhpTB5CWChlBIOUXpsVVTBZTNl00zfccVNo7RpzicjgeRlAmD7iyjGTAQ8pvfA80bLo1wKQcD/CShsIsvwcC6VM4TnhtS2RIoRAKhWax8zfAsexQo2os7IuOEQpne2jLrIhucH9RgWBlC5SWWjtoKQ2C0XPQ3gJFBkDGn5tx+N79jD5zSdpOr8W5V5CWJcQ1kWEfRFhn0c455D2GaRzxmztswi7BmlfRNgXEE7NdbG0a5CZGqRltirg9HlU6hwydRaZPINInsaLn0YlzoHTBE4rSE89KXwAACAASURBVAcNuErhKX+drj0CWP17wkd7eB+8a6UUUgikJ1C+GVJFNCUhTDSe54fTBmPJdV3jFPcjqXK1C6VUmF90XffqX9e27TZVbJXWOMJUYnZdx5iMPc8HBoWWEqWC/22oUgDZxYzy//LcpB84IUlkMrw27C0Wr9xCcyJDfSxFg8/1sRSX4ykuxNKci2c43ZriXHOc2pYYGcfCE/Zf8FZuHrpJQUP6qxyz+pSBj0IJhHCQ0gtLjwSlwZXy8IQFeCjlmKgrZdYrShngkdJEZTlOCstK4rpWG7CAtn2c26P2JmVQkjwQ1kHhOMdxsG0z0D3PC2Psg3ISWuswciu6fz0UOlN9H0YQBRZ8F+2TYJ5VIaUBTuFJpGvs0Zo0rk4ZXcw3L9Qc3MWMvF9xYvVILm2dQM36MdRsHMOF9WOp2TCWmo1js/sb/H3/s0sBr/N5fWTbzv7F4BwbzP6l9WO5vG4sl9ePpW7jeGo3juPiprGc2ziG0xtHc3L9WC7uXIhXdwTsRlB2aIAzokz4oGHW58Eq9m9NwXVyLDRorU1jLL/4pHA9tNI4toMSMgSTaA+NQJi7rsm2DPKDchskRUujX6+JKjqPomPF8Vw8afIxhOeDnCdRnmjzYBoC93R4zuA9mM8E4KC9FJ5jkbRtnnw5j5/91/P86sXxPPKHUTz6h5E89swIHv3DCH75x3weeGYMDz47kQefG0//xwfy8OMvsWXHgRt8Izcf3bSgEURjCGHjuhmEtAHlawfZUNlAiHu+vV1KFyEcQOC6GWwn7QOKTSBShLBxPRvXdUKAiK7Or0a5oBGYGABs2w4b7ARJU5ZlYVlWm/4HjuOEyViBIAgmfmc0njaRN1K2AaNoh7Xo38G5hRC4no0KzGACU2adDLZK4GKisdDQcPoQH41/kt2fPsml0l9SW3Qvl4vuo7boPi773N5+XdF9NC2+j5ZF99Hqc0tkG91v/dTsNy2+j0vF93Gx5D4uF5tz1flcX/IAdaUPcKn0fmpK7+NcaX9OFj/E0eUjSZ7fDTIGONkmUoDWQVfCrKbxWYIG+NpAxvLL53t4rotj2yhPtHmnQggymUy4EAEztqK1q4J3GYBRdDxdDwXnC4HKX3y4wsP1t1JKAxpCmgoEroeSvqajld8jPvv8WdAAECiRRosMSppk19//OY8vfbsXd/7kd3T/8e+580dP0uNHj3Pnjx/njp/8ni//4En+6T+eovvPnqHHT37Lbd/pTcWanX/Ja7mp6KYEDa0VrmshpI1SLp6wyGQStLQ0kcmYbGvbNwMF2+wqWiCDVqSug+1YRjPxXCwrg1ISz3PDDNhAuEZX/52/T92hZhJk6UY1mKgWEPw+StGJHxUY7V03ALnc8hGBmSJYnUYp2uzJcmwcS/ouAw+pLASWcXn6hzWcq2L++N9wqPBx0hUP4BX1xC3uhVvUy2w72PdyPyvq+Nhg3ynuRbq0F5kSw1ZJL+xi87lV3JNMcU+SJT1JlNxFvOT/0FDSj7Mr88hc3GtAQxtNw1EaTxlT3OcVNBKxuKmS7P/AdVySyWSY4Z1IJBBChFoqEGaIR8dotMxMVuO+sQiq4BqBSUxISTKTwfPHbZtn9Oueea6faAgdgIZZlSiRxvi3JClH8MfXR3PH9+/nW/1f5Y5+b/KVfoP5Wt+BfL3vIL7SdzBfuWc43fsN5fZer/GNfi9z+388zIptB/5u7/AfnW5K0FBKIqTj+zFcMlaS9RtWM2jQAJYurWD27FmsXr26zW/S6TR1dXV4wuRzBCSlInceNTU1s3v3Hurr69t8fr2TLgoayWSS48ePs3//fmKxGJ7nYds2Z8+e5cCBA2FRuXg8ztGjR7l48WLYx6O6upqGBr94YE47zVzgyAUMrTWpVIrjx49z6NAhLl26FAqQS5cuUVVVxdGjR7Ftm9OnT7N//34am0zl3UxS4lomftkTaQR2G9C4fHonM0f9gkNFvyFT9iCioC/e4n7XZHdxP9JF/UiUdp6TJf1IF/cjU2jYLuyHs7gfTqFhq7AfmeJ+pEr6kSzpQ3PJ/ZxZmUf6wk5w6tEiYZItlcaTAWiIzw1oBIsTpRSZdIbWllb27NzFxfM1SE+EPoUdO3awcuVKTpw4gZSS6upq9u3bRzKZDMdUKpWivr4+HK/B+77eRQ9Aa2sre/bs4fTp06Fm6jgO23Zsp3zZUs5fqEFpxYljx9m/dx9NDWbsaGl8dgY0dBgA0h5ogAPaQStBxpO8PHQit33vXr5y9wC+1HcUt/Qdwe29h3N77xHc1nskt/Ubw6398rmt33B69H2dL33vl5RtPhCev4uuTjclaGgtEcJBSBNxAbB120aef/5ZLlw4z7FjRzh+/DiXLl1i7969nDx5ktKyMt56620yGYd4LEll5VoO7D9MOm2xa9c+ykorWLduIw31LdScv8ya1etIpdIcPXqUtWvXUlNT07YU+jXvMZsLAXDx4kUKCgrIz8/nww8/DFeKq1atYurUqUydOpUTJ05QWVnJp59+yq5du7h8+TLLly9n/PjxTJ06lcbGxiv6MLcHGoEmEpgnYrEYK1as4O2332by5MnEYjGklOzevZuZM2eSl5fHzp07KSsrY8L4CcydP49EMoVW4KRNmIvtJPH8nhpBsZH68zuZN+FB9i1+lFjFo6SKHyRZ/FCnuKX0IRrKH6KxwnCw31Ces+9/31T+ELHSh0gUG04VP0S6yGyTRQ8R9z9vKX2I1vIHqS97jBPLhpO+uB1kPUrGkVrhKiKaxucHNMBoBo7toJTm7JmzPP3kU7w39V28sMT9DhYtWsSmTZuYM2cOe/fuZeHChQwaNIgPP/ww1ATee+89Jk2aREtLC0CbigbXq2mcO3eON954g6lTp5JOp/E8j527dvHxwgXs2L2Ld96dyv4D+1n48QLyhg7jvXemYqczJgcJcD0PR3pX1TRQNghTDNOWmpeHTuSfv3M3X+k/hH+6ewJfvnsct/Udw+19x3Brv3Hc0vctvtx3DLffPYKv9BtA95/8jsJ1B8Pzd9HV6aYEDaVMEKKQlu/chgNVe/j1rx+jrKyEVatWcvnyJd5//31KS0upqqpi+gczGPDGm1yoqeWj+Z9SXraMWTPnsnTJSiZPmsqwoaOYOWMOCz5exJFDx8kbPpIDVQfZvHkz7733Hu+++27Yl6CzEy+qaXieR319Pfn5+cycOTM0BQkhmD9/PiNGjGD9+vU899xzzJ07l5UrVxKLxUgmk8ybN4+8vDyam5vD37Rnnw4AJLB7B/3MtdYkk0nmzJlDXl4esVgs9GOsW7eO119/ncOHD2PbNhPGT2DCWxNIpdOmM6tt3EdC2njaxkWEwrXxwg7mTriPvYUP07DsIZrK7qGxvD9NZf1pLO/v799Do89Npdlta2l/EiX9SRYbDvYTJTn7/vfx0v40l95Dc+k9tJTeQ2tJlmP+ttk/f2PF3Vwqe5CTK98kfWkrqFq0ips8goh93eQa+Jn2fPaOcE94WBkL1zZBzR/OnMU7k98mnUoDMHXqVBYvXkwqlWLEiBGUlJSgtWb79u3k5+eTSCQ4fPgwgwYNIj8/PwSNqN/qRmjhwoW8/fbb2LaNUor33n+fWR/OJplJM2pMPhUVFViWxZ6duxg2eAh2Km06SWrTK9zyHNzAN0g7oCEttLQAAxrPDhjDrd+9h6/cM4h/6juWf+47htt7j6Zb7zHc1nsct/WdwK29x3Bb7ze5s/fL3PG/H6VkvdE0FLkRgV0ht7l004KG0i6etLCdFEI4HDy0jxdeeI7Tp0+yZcsmamtrKSwsZOLEiSxfvpxPFn7Kgo8+IRFP89KLryIF7Ni+h5EjxvDh7I9Yvmwl+/cd4r1pM6g5f4lxYydQXX2UqqoqJk2aRF5eXjgJO0sBaGiticfjpNNpli9fzrBhw8IqtZ7nceLECV5//XWmTJnCa6+9xtGjR5k9ezaVlZW4rsvOnTsZPXo01dXVV5Qyyb1esI2CRmDa2LJlC4MHD6Y2aOLkOFy8eJExY8Ywb948tNbs2L6doUOHUH2sGqRZBBqfuMDVNh4yAhrbmTW2L/uKHqBxRX+aK+6iqaInzRU9afK5sfyuK7ip7C5SJT0RizvPdlFP4qV3ESu5i3jJXSSKs5ws7UmytCfxsp60lvekteLn1JXfzZlVg0hf2gTyAuhWBB6ejoDD5ww0lFJYmQx2xiyEPpw5i9kzZiJ8TWPs2LEsWbIE27bJy8vj0KFDCCFYsmQJW7du5dSpU8yfP5/CwkLGjh0bjtdA64z6QK6HysrKeP/998O/P5j+AUXFxViuw/iJEzhYVYUUguKCxWzZsBEpjFPctm0TtaevYZ5SAWhIHKV5buBYbvvevXz17gHc2nc0t/cZxR29R3Fnr9Hc0XsM3XuPo1vvfO7sO4yv9/kzd/7wISo27jfPShdoXItuStAIwkKVdpDSwfMcNmxcy38/+gi7d+9k587tzJo1k/LycubNm8fEiRNZtGgR48ZO5OTxs4waOZYVy1dRsKiIRZ8W8fakd5nz4XwqV65h1Iix7Ni+lyGDh1JZuYoZM2YwYsQIBg4cyIkTJwDadWy3f5/ZiKs9e/ZQVFTE+vXrGT58OAcPHmTr1q3Mnj2bnTt3Mn78eD755BPeffdd1qxZw8yZM5k7dy6VlZVUVlYyefJk9u3bFwJRZ0AjWFmeOXOGBQsWsGvXLgYOHEh5eTnnz5+noKCA7du3M2PGDPLy8igvL2fN6tUMGz6Ek6fNs2oB0tUmwkw7fmKeocYL25k9rh8Hin5BYml/0iUGDNpw8V1ZLsnuO0U9kYs7z15hT+yiu3AK78ItvAtvcZZFYU/cop6hQzxd8nOaS/pybtUbpC+tBXW+A9DAAMfnBDTCNsKeIJ1KM3LYcIYMGMjR6qPs3r2bjRs3MmPGDIqLi5k1axb79+9nyJAhTJkyhbKyMrZs2cKqVat45ZVXeOyxx7h48SJgzF5BxN71kuu6jB8/npdeeoljx45x6tQpKldVMm7CeJZXrmT8WxPYu3cvQwYNZto7U1lbuYrzp89AqGmYopnBlTsNGv/Wn6/3e41ufYZzZ59hfLXXcL7aawQ9eo3izt75dOszkjv7vsk3+rzEnT/8BRUbTTJgF2hcm25K0DArJxtXpPE8C8+zOX7iCNOnv8/atatZs2YVa9euYd26dSxbtoyjR49SU1PDkqUrqD5ynGNHT1BSUs6mTVu4eOEyq1etY+PGLezfV8XKlaupPnKMZctWcObMGdatW8fixYspKCjg4sWLYfRIZyiqaZw9e5aCggJWr17N2bNnOXHiBBs3bmTFihWsXLmSTZs2kUqlOHr0KGVlZWzdupXz58+zcuVKSkpK2Lt3bxhm2VnQCKJa6urqKC837W8PHDjA0qVLKSgoYMuWLSxZsoQVK1Zw6tQpVq5cSUVFBbt2b0MoGyX85D6pCTLmhUmLAzSNNdv4cHw/Dhb9F5myh3AL7sFZ3L9TbBX2J13UebYKze+8gv6Igv7IRVlWBfciC+7FXdwfe3F/rMK7aSm8n/OVA0lfXg3qLOjmDkDDpJqZCmV/e+FyLZ+G67ooIYm3xqgoKWXRwk/Yt2cvW7ZsIZ1Os379eioqKjh37hx79+5l6tSpLFq0iJKSkjBwY8eOHSxevLiNGTIIwb1eSqVSVFZWUlJSQkVFBQsXLCART7B2/TqWLF/G6bNn2L59Ox/O/pCChZ+wrLyCxto6pCdCx7vQCsevxNt5TeMevtnvFbr3fZMevd/kaz2HRUBjDN16j+KOvkP5Wr+X6P7DByndvBfoAo3O0E0KGhIpTYKe1h5SOjhuGjDlt123YzU8WG0F/SXao2hES3TAXW8phkDTyA2lNde/8jzRY4IJF10dBtEx12ueCsDD87PPGxoauHz5cpsclDABzDfXZOxWUxreAS3N5DaVhXQodBvOG03jUNHD2KUPIxbdh1dwf1te/MAV7C5+gHTR/cRK7ydW4nNpZNvOfqLkfjJFD2AXPYBd+ADO4gdw/K1b+Aucol+QKbqfVNH9JIr601D4IOcqB5C+XAnqzDVAw9RK+qxBw3EcbMs2SXxOJCTaj/aLJmVCW99a8F2QmxTN5I5mjV8vRcdPPB7n/LlzZiEUfO9fo80zKo0SEsuykEri+W0BgufvPGj8me59h9Cj91Bf0xjJnb3G0L33BG7rM5ZuffPo0e8Vbv3xwxRuORCeuws0rk43JWhE8zRcL4PjpslkEmgtkdILM8IDwZq72jJRJl6bfIXs6l35fThEmKUdFfo3ommEZgdf63AckzSY8Tv5RaOdgkSsIBEwAImgi1u0p0dnQCN4dsdxwi5vgRAI7Nye54Z5LJ7norDwZBzXcfAsYWp5aQ9XOfiN/DCaxg4+HH8vVUWPkKx4kEzRPVdoCJnie0O2iu8lU2L2EyX9afUd4p3hlrL+NFXcS3PFvTSX30tL+b20lt9LrPxeWivuo6XiPhor+lNf0Z/LFf04V3YfJ1e/ZjQNfS1N4/MBGkFpGSdjm74qrodrO9ksbD86yvM8LMsKQ3Rd1zUCWspQWwmqDkSTOW9EeAZjKJlMhmPZsm1sxyHjOtiuYxZgWqOkwrMdPNtB+lnsQgpSlmn9Gjx/u9FTKgsaLwwex63/djff6Pcyd/QdTI/eBjh69BpB915juL3PBG7pO5Zb+o3gjv6v86UfP8KirQeytda6QOOqdNOBhll9B6WyPVxh4QlT+0YpaXptyGzmdBB2GgBGELsecBB7Hgji4Ptg8gU5FoFN+HrKeASaQlACJFoaJKgDlFvuISoIoiAXfB9oDx1FT0UzwaNAGFQdNf8bDyFcXNcO9z3PQSrP9GpWpnKwY1l4locWGu1HrHlIPG2KPV46u5fJeY+zs2QwNaXPU1PwBGcLH+dM0e84U/xbzhX9jguFT1Bb+BS1hU9xcfHvOF/4a84VPsqZksc4VfprTpX5XBrZtrN/suy3HKt4nKMVT3Cs3PDx8ic4Uf4Exyue5HjFkxxb8gRHlzxB9ZLfcbD89+xfO5H689uRog50Co2H0IJIUXGCiow6bA319wGOKAfvLmjO5dgm6VN4AuFlwd913SvKhkTHS64WGjVl3miV23Q63eYc6XTajE2lTGVdrbBdfw75QIHSJrFPKrQGT5rmSEHFKQVBBwNAIYWF5xlLgScV//P8q9zx7R/zlR89yj//8Dfc9sNf0/0Hv6L7D35Ltx88yS0/fJov/+gZbv3pH/m/vvcI//Sdu1m8psun0Vm6SUEjmARXdtG7Xo5qIlFtJNqxr6OV/fVQFBii+1e2ZZVXbKPHdCaxL5eVEmH/kChL5SCk45v6zL6Qpo5XuB6PFGzSWiNwcEihsTl6dB9vvvFnTu/dTLJmB4nTq0icW0H8/BLiNRXEzy0leWo56ZOrSJ9aRfLsMhLny4hfKiZ+sYhYTfF1cCmx8xXEzi+9guPnlxKvCXgZ8ZqlxGpW0nhpP/FEA0rZaFyktlHK8QHCReOSLeObrUP1WVGuwI8K+lyTY3B8e+Mk7PiXM45uZPxGF1zR60iV098jd14F3RqlKaOjlZ/El9uESYNUAk9Y2E6SeKKZN94YwDvvTGfZpp0UrNtB8fodlK3bzpK126lYu4PS9TspXLeLwvX7WLh8C0UrtnP2YguWZQomdoHG1ekmB42/LUcT6P7SgdexQP/LAK9z17ievhXC1J3Cr6YbVCD3QcPDwSENuBw8tINhA1+l4VIN5uAMkCBbCj0OJEGnQaXMPjGg6Qa4xbD2zx1s2+y3gG4B1QyqBXSGoJi41I7fHc6AQ9BL5cpS6589aOQyXGnqDD672riIaro3On47HH9ah/qaKeGfHc9tFkF+McNsj/ArQcP1HBN4oTySqVaGDxvOjh1Gc+jorj3MaAqTBjV4ruhwDnRRlm5K0Phrc2eu9XmhG7mnjjrhZa3rbTnbQIec6nIaR9lYOg14HDm8g6GvP0vd+dOAab/hIrHwsPHw8EyutX8e0zpLkUIgtADvetjLsohso+y54Dng2GjbQXlOWJ8sAIWg1W/7oHH9/Sb+mnSt8Xlj7/5vM3bbM7FFrxneZ8hB/xTvSk1DGjOzQpDOJBk8eBhr120G8DvmaL+5k4urJRlM67UMfkc/T+BlEiBs6OoRfk266UCji26EZAfcEWgYbuO19f90tcD1G18d3L+eYa89Tf2FY+Z3UiD9fA7hm4JMOrlAOAJHQlJBi4KMAilBCp9lZNvRvjadbsOtvx/epo58ZzyigOmjopRp7atUts3v5w00vtikuAI0Aguo8sFcuyTSSQYPG8XGzaZqrW1+gUShUHiYLphpnx2lUdJFOq1oNwGq/bbAXZSlLtD4O1HnBmCOlI0KYt0+fx7JzGl/ZocrRVBa42rT2BMcqqvWM2bgUzRe2A3iIqTPgHUG7NNgnwTrFDjnIXUOkhfRThypPFytcbUpUx6wG9l2tO9p44TPZYFE+n3jPC1xg8+ViaTzPBvPs1EqAAaF1gKtg7/b9Dj83NGNCr6/qdD0xwQRbaKNoMaMoew26B0s2oKG79MIItjimTRDR05g7dbdOECLhISCtDScUtAqocGFlIa47ZFKp0ClkU4rdNBLvouydNOCRjQSJBgU7UWHBIMmiKLKHUi59t/gPFF7cWBPjtqI26ergUZbk5DpMCja3Heu/bm96/wltunoNnu+tkJJKZW1HAT3rE1IpdTgKIXQRgDUnN7JlLzfc2bzbNwDH2Lvfo/0ng98fo/MnmlYe94jtfsDUns/RtZsAesCyBha2whcP/fDC+KyrsIugkynWGIhsZG4bcxxUb9N+ya6z1645Pq7ouMwIKVUm3yM3HL6f02fRvQ8wbXD+/CE6bUiVVjKPbhO0JddKIXUAXz4ml3ONFEq8DEpEq7DiwOG8cdX83hrdin5M0sZO6uY8TOLmDCjlAkzlzBm1jKGTC1i5AcljH73Y9Zs3u0PZK/LPNUJumlBIxDi0XLl0QiSYKAHYaxBbkQwAYMchbDFZsTpHZwzChYdhbm2pStBIyucNEEeSRAWLITrnzt7T0qpNn0QoteGa/t0wjuJCI5obkn0+YP/yRWRYtoPiVQCJY2BQCqBp30jjh8+WXt+DzPG/J6dn75CQ/n/0Fj0G+qKnuBy0ePULv4tdYW/om7xY1wuepIzBX8iVTUfrGpwLqF1HEkaRQaNBdjoSE/wK/ctgt7lyt8G+4o0UqfN+fyt1JYxZlyXP+ezFS7RMRCE2AbgEIyL4LPcsNsgtyf4OzoH4MYXGwEoBePHtHc1WevSE6BMfob0pOk26F/HFV6YCe4phVBtIipCX5mWGrSJ7pNIMlrxp9eG8uVv/JCv/edv6P6Tp7jzx0/Q40dP0ONHT3HHj57hjv98lu7/+Ry3//hp/ul/3cfIKQtQGLPk9fotb0a6aUEjoGjyWjA4AmEYZMMCbTSFACyCvIkoMEQT93JXee2t+tpS4DnOskbgCRvXtfA8CyFMi1kpHZTy2iTwRTN3o/kg0ZXn1fJEOnKaCiERQtLaGsdxgmRG5Qsfj4aGpjZZvVKBUPircwtwEcrLgoYyz1l3fjuz83/N/oJnaV3yK2KlD9JS8kuaS/6b5qJHaCl+kOaiX9BQ9t+cLX6K1OG54BwHr9FkASsXlOuvEIXhwL+Qu68VKAlK+fv+1t/Xwu+Q6G+16NgkaMyCua7czx4wglygXGEXjUYKEvyivwHaAExUyENW8N+o8BRCkE6n/YoB/hhUGmG7ZJKp9n+jJJ5WYRyFLRzfh9QWNBAKLUz0lIskozXPDRhJ9+/25tt9X6RHn0F8tfcgvtZrEF/t/SY9eg/jK/1G8dV78unRZzBf/o/HGf5uMS6QEW015y7QaJ9uWtDIbX3qeR6nTp3i8OHDYeaz1prLly9TXV2NZVmhYA4AIlhZByATxME3NDRw8uRJEolEeO5A+7h6DZ8ggSkr8JQ2nQWldEgkWzh2/DCpdAzHTZtsdschHo9TU1ODZVnh9YA2YBVk/F5tIkQ/C+41oCNHjlJRsZRVq9ZQX9+A1hCPJ1m3bgPl5UvYvn0nTU0trF69jr37DpunUC5SpgAbqT1EABoSQNJwbhNz8x+hquD3tC59hHjZvbSWPkRLycO0FD9ES8l9NJfeS335w5wsfZL4kXngnUXLtFFlov7n9q16bbkjf35u1OxnHz173RQI9mhhwbq6Ok6ePJltzpTJhAseoM0YDqoXRH8fVBcIvr+6ltw+KaXYuXMnhYWF7Nq1C8fPUG9tamZ95SqWFJWwf/cekq0xNqxbz5IlSzh95gyuX6jQlgJbGT+TwrRi1mFUngYh0cL2QUOT0ZrnB43hju/dw7f6vUa3PiPo3mcEd/YeyR29R9Ot91hTGr3feG7vO5z/54dPkzej3HhMdBdodIZuWtCImpTAaBdvvfUWL7zwAslkMhS++/bt4+mnn6aurg4gVO2DlVcmkwmFdUCrVq3ijTfeoLGxMSzJEDUdXOWuiEoxjefnBgjq6i9SsaSEFSuXsKhgIULYeMImFmtl3bp1lJaWUlxcTDqd5sSJE6xdu5bq6uqwk9+qVavYv39/aGqKJvi1NzmioFFf38i0aR+wd+8+5s6dz/LlK9Fas3fvPkaMGEVdfT0TJrxFefkSfv/0M0x5dzoKsD0LTyaAjAEN/8lUCBob+Sj/Fxwq+A2xZQ8QL7ubWMkDtJY8RGvRA8SKTamQuvKHOF7yBC1H5oN7CSlNaRId9EDqaOEf5WuBSXvbfzBZ4XleWFqmtraWRYsWhYUmA60iMEWVlJRw9uxZjhw5wjvvvMOZM2cAk8G9efNmDh8+HAJKYNa6ETp06BDvvvsu586dIy8vjyNHjgDw6UcL+OTDeRw/dIT33n6Hwk8X8fsnn2L06NGs37CejONg2TaW8Eh5DpZykEHxkChoSAF+RJsHpLTmjwNNP41v9H2N2/vk0a13Ht16j6Bb71Hc1nssoGSLqQAAIABJREFUX+49ni/3Gcttdw/j//7BE4ycVQr464Qu0Lgm3bSgEbX5ByvzgoIC3nnnHWpqahg/fjz5+fmsW7eOUaNGUVtby4YNG5g7dy6bNm2irq6O8ePHM3nyZObNm8e5c+eora2lsrKSKVOmMGLECE6ePMmypUtZuGABVVVV19AygEhZCvBQOuguCMUlBYzOH05LawMTJ41j566tAGzYsJbx48eTTCaZNGkSn3zyCaNHj6asrIzjx49z+PBh8vPzKS0t5eDBg6EWFc38DSjqx4iWRt+0aStvvDEINKxZs57x4yYCsHPHbt4cMpzGhmZeffUN1qxez6KCIia/874JkBQGNDQZBGZSCw3Gfy9oOLuej/Pvpbrgv0kvvRurpCfp4ntIF95LZvE9ZAr7kCnpSWt5f04X/4rYwTnGnyGEHx4rkVqiOq1qtIcSHe3/Y6FG1PSolKKsrIzx48fT3NzMwIEDOXLkSAgYmzZtol+/fhQUFHD27FmeeuopioqKAKiqquK3v/0ts2fPDhcN6XQ6LAdyvTR//nwKCgrQWjNy5EiWL18OGND4aMZsThyuZujAQcyb/SEfz/+I+fPnc/jIYVylSFkZko5NSrhkpIv4/9l77y8rrjvd+z9413rfe69tyQqWrz13fMd3xjMez4ytsZXobhCWhQLKOUtIIiNyajICCQkEiCygoSM0NIgkUACRczep6XBS5aqTU6XP+0Odc/p0q5ugsYKv2Gs9XdUnVNWp2ns/+5tdp1PcjkcaJrgmeZ+8uOvy0shpXPePffhl2SBuKh3DTaVjuLlkHDeVTOTGknKuK53C9b3LuenuUfx///YQkxevB8DMp4i5RhqXbD9Y0oDOhm+Aqqoq5s6di8/n48UXX2T79u0cPXqU8vJyzp07xyeffFKoXtfc3MzQoUMLBWZqamrYvHkzGzdu5MCBA8yePZvjJ06wY+cOZr09mwULFhT0/m6Pk1FnKcN2MoXKggcOfMHiD+dz9NhBhgx9g4+3bQZg9epVLF++HIDZs2fzxBNPMGDAABoaGqioqGDt2rW8/vrrrFixgjVr1uD3+3u0rXQljfwktHfvlwwb9hbRSIK62nqWLlkBQDKZ5tjRk2z7eCevvDKAw4eOUVFRxfRZbwPgYOGQwiGD6TpdSMNGbt3D6vJ7OLvuQTKb7sSquZVs1V1YlaWY63uRrbydTO1tRDaW0VLdn+iJJZAKgel6unGSmCSxCt5OV4pU0ban/bwO/W+DPIqN3Y7jsHXrVpYuXcrRo0d57rnn2L9/PwCtra1UVlYyYsQItm7dCsC7775LQ0MDsiyzbds2Ro8eXZjo83aQ4v5wNW3Dhg0sWbKEVCrF22+/XSCNVDzB8YOHWDL/AyaOGcuBfV/S1tbG4kWLmTN3LolcksKUZRG3MiRNT+LuHDSakzRcExvLi/J2XV4aOZ3rf/Nnflk2kBtKR3BD6UhuLBnFDSXjub6knB/3msxPyybys7K3+G+/vZ/yxWsBMN30NdK4gvaDJY3izpAfDEuXLmXKlClIksSECRNIp9PEYjGGDx/OuXPn2L59O3PmzGHYsGH4/X6mTp3KuXPnWL16NStWrGD58uXs3r2bs2fPMmPmTPYdPMDqdRVMmTGdqTOmE43HcfAKy/RwVXT1nMp7S7muQ1tbK9XVlQwfPpQzZxqxLIuamhoWLlxIOBxm5syZvPXWWyxevJhAIMDs2bMpLy9nyZIlnD59mqlTp7Jr165Ov7/rwMhPPsX6cUkSWbZsObW1dXz44RKOHTvO4cNHaGtro7GxkYaGLbz77jz8/gCzZs1m+OhhBFU/GStFxspg2Q6OC1nbi5nwwktsNN9eVk98kMY1j5LcdDtm7b9jVt+FXVWGXVlKtupOEhvvRNxQxvkNT6CeWAEpFTflEX6WOFnimCSuwJU2hUUai8wVoyO3lF0UV1D0iHL/fz9M4R2eUHm16enTp6mvr+fll1/m/PnzmKbJunXraGhoYMCAASxYsIB4PM7kyZOpr69n//79rFy5kpEjRzJt2rRChub8Mb9OPY3W1lY++OAD6urqWLhwIfv37+fAgQOIgsjJ4ydY+uESaqtrqN9Yz86dO6mpqWHdunVeJt5M2ovtMU2SqTi4aXCznhNDPhrTG1Fk8CK9DdvhhRHT+ek/38svew/m+t6juL73WH7SZzw/7j2VH5XN5rqyufy01wxuuXMs//3/9Gf20ioATMdz271GGpduP1jS6E4988EHH1BeXs6hQ4cYNGgQTU1NBINBRowYwYEDB3jvvfeYO3cu5eXlbN68mfHjx7Nv3z5WrlxZGBCzZs1i/vz5vD1nDlV1tcx5710mTSlnyozptAW9SmhXMsHkO2v+GmOxGJ9++imrVn1UqJy3a9cujh8/zrx581i1ahWbNm3i8OHDfPDBB3z00UdUVVVx4MABKisrWb16NatWrSIQCFzSrbBYCil2pW1vb2fLli00NTVx/vx5Vq5cSTAY5Pjx43z22We0tLSQSCTYuWMHu/ZsJ6T4SKSinhE2F3ZtWR1ujZDEaPuUivKHObPuaZL1d2FW/x676i6c9X1w1peRqbqLcPVthDaU0bL5GYwTyyEhQMLBtVxs18R2TZyceuLSyMUEu1eGzlls815YThF5uIX9ojiz77Tlyd51XcLhMJ9//jnLly9n06ZNtLW1sWvXLk6cOMHevXvp378/77zzDs3NzYwZM4Z3332XixcvcuzYMV577TXGjBlTKClc7Fl1tc00TU6dOkV9fT2CIHDy5EkqKipobW1l3759fPnll2QyGZqamtiyZQuHDh0qFIMqpOA38zFJGXAzHaThArhYTiaXfgYMx+a5oVO48V/u5e/KBnN92Wh+UjaOH/WeyH/vPY0flc3m+rJ3+PEfp/DLXpO44V+eYebCDUA+PPOay+3l2g+WNIrF+fzE7Pf7aWlpQVEUzp49SzgcJh6Pc/78eSKRCH6/n5MnT3Lq1CmCwSBtbW2EQiECgQDBYJBUKsXRo0c5ceIEFy9eJBKP09zexrFTJ2k8e5Zozu3QvIIVW7GbrOM4xONxmpubaWpqwjAMMpkMFy5cIJlM0t7ezpkzZ9A0DQCfz8fp06dRVRUASZJobGws/H819wgoqCjyryUSCeLx+FdWnl8x8hevym3PaO0dMg1oGO2fUDH1AU6veYLkpnvI1vbCrv4zTmU/nMq/YFbfTbyuDGXjPbRvepbosSUQa4VI0jvE1/Gesrpsu9sv5MoCFzuHfABZNqe26iAT733nEmrHb6cVT26pVIq2traCQTsajXL27NlCf2ppaUHXdTRN48SJE7S0tBQm6fb2doLB4Ffic76OTaNri8ViJBKJTn2lOwkmv2DKv++RRu6+u27HM82RhoVFCohYNi8NL+em3/yZX5UM4melY7ipbCw/7T2e63pP4rreU7mhbAY33jGJf+gzmZt/9xzTF3iG8KTpScTXSOPS7QdNGtARRd2dH3qxH3tP+ty8vhf4SgWyrkMskU55dQQc+5LTS3Fn7W6w9hRv0Z1nVlevl68zAIoDxpLJZGFAF1cHzBf2cd1cwFWGQlLSQtJANz/wY4CM7t/FqskPcHTVs8h1j6BV3k9k/aPEKx4jtvZhwhX3Y9Q+gK/yPprWP41xZAmkfJBMeaSR1x51Tf/UEyn05Fp7CZfbfLSMl2TEU4I4JHBJ4JLKBQ5mO77wHbbiCPCuUd7FEdld38u3nsZA8bG/TivOpgAU7Ih5r0Pbtkml0p0Ca/Ovd4yDIueETvpAF8tJk7FTmLgkHZfXhk/i+r+/nV/e+gI3/ecgbvjTm1x32xv8+PY3+fFtg/nxn4Zyy51vccutb/D//s97mPD2GgASmWukcSXtB0saQCfX07w+ON+K/dWLixjlg/uKK6HlJ9D8cdKpFJlshqxtk7EtEpm0p+iwbUzLwuzRptF9h80ft7g2R7GEVBz53V1lvvznv27n70qq+apv+de7poC30g5uGsjkDBnZFFheYSbHTeK6USCCcPETFo9/lKZNkwhuGYF/42CEjSOQ60Yg1w5BrHudYP2rNG98ldMbhyGfWA9pAVIZzziSzzro5NVGPcAp2l4FXLeYd5wcaSSwiWMTx8nVBSnYPb5D0nBdt1M/LfYOLCb34gm5OAajOK1I8fcvtai6klZcFTB/juJMApZlYppZstlMwXaXb/nMB/n7WiRcdCINx81gOglcHJKWxTOvDuEfftuH2+8Zxr+UDOWfew/in+5+g1/3HcCv+77BP/R5nX/vN5x/7f0Gv/79I7y7aEOhqJN7jTQu237wpJEni+IBVTzx5o2Bxcbh/GfyVdCKdb7FRW6ytudZbrkuWdsmZWax3Y7cTN21njpssb66OE1JV2mouHBO8YC/muCsYrIqXrkWpxApTjNRjGw268VP5AkjkwInl7LDTZF1Utiup1u6cPIz3h37KuKpj8kIe0n7PiHr34PZvpts+3ay7ZvJ+DaQEhqIBraT1k6BGcdOWziOXTBY23Rknb0UnCuEp4KyC+q1Ds2WlTOoJ7BIYJMqBJx9LyzhdPZ8K+5D+X5RXNGxK6FAZzVUscdUV/vflbb88YsDYL3+6uI4JtmsVwfDdW2y2TTg5VWz7Y4ULuAVaeqkOSzcbweXDLabACxi6TTDRk3m7XkrOHSshR2fn2f7vnNsPdBEw8FGGg41sWl/Iw1fnuGTg2f4ePdxWtpUsmnTizq9RhqXbT9o0igWl7sagvP7eVG+ePLuupor/nwh3Qhuzs3UxXJz+65T0Hy7Xa7jcp2zq3jf9bzdSSbFK8Xi43T3+qXO2fXedL1fxfuWZRX9PgecNOQqGGTdNEnXIp27B40nTjBp6BCk9mY8fVMUr+hSFNAAAVw/EMBFwnRipBybuAUp1yVNljRZMl2QxfwvIouFTVGFUS8uBBcLs/Apm1xd8O+LJbxLK35exbaJ4veL0+PkW3exO//V6+g61jx1U4cxypMwvG0+KWSxQcpxPYdb0/U8bd2CB5tN1oxiWRFcN0MsEWf0uCns23/8q9dB5yic4uaYcTDjXMtye/n2gyaNfLvaTtF1cu5WpVRkOrWK8HVJo6dr6OmaupJG14n/anTU3f2+S303bz7wfrFX7salw8MllfvciZPnGDloJCFfCIAMNiYWDlkckjk1UBSTCFkSJDGJAzE3XyfhSuSLq5c1sp63vqf6MnP5qCwby7GxXO/9fEXwwqr3e0Ia3S0eupMSvq2JsKe+4zg2rmvmJAmbfKp51+1MFgVSyUVpmOS0kTng2jhOAtMyyJoRorEwI0dN5NPPD3kX4OSdck1M0mRJFQg/a6ZxzCRONgy2Bk4Y3O6r911rHe0aafDVjn2ln/++kMalCKO76/umScNzjnRyaqMMLhkcHK/4jdtBGkeONDFqyFsI/gDgYpLCIoVDAocIDmEcYjjEsIljkSzU9OsaBe4WbXvcz09MWJ33i8zdxVvMKGR0MCNgxnHtbKfJ6/tMGsXP//tHGjlpwu2sVnTcLK7bUSWxGC6292TyJqrCo7exzRjZrIFLhkQywcjRk9i5+0vv/OSlCxc753ht4WK6uVHomODEcGwJ29KukcYVtB8saXTtDMVi/OUmyctN0o7jYOfUUVm8bX5q6mTD63K8r0Ma3a0qu6IreXwbkkYWFwcvWtczcnivp2wvMRxA08mjTB09EKnlCGQDkLwA6XOQOQOZJsg0QuYsZC5AptkrzJQ+B6nzkGyFhB8SgSuEr2ck/d2gHVJnIXEKEuchEwI77k1STi4YmWKuyE9P313rjiy61gUv/uy30bofH17Qqu1kCsThuNnC/z25s3lk7xa5ULvgWNhmDNMMA1liiRhjxk9h68592EDU9STTKDm4XlGmqAkpC2IJzxjv2FFsK4LLNfXU5do10si1vHdSsZ3iUnaBy03UlmOTdWwyrk3xevavTRo9TRLFXk2XkkCu5lxXOpDyemMglyedghuSVxrEATK0nd3DO5Oe4sJnHxA+tITwl+8TPjgP49Bc9ENz0Q+9g35wPvrBhegHFmHs/wBj/zyM/XPR97+P/uWiK8f+hRgHPugW4YMLvwLj0AdIh97Dd/BdAsdXkAh9AVkR3DS27XYhDRtPfsp2ebLfbuuuL3QXxArfLml0Nz5sp4Mk8rg8aeQWIE7erc0Bx8R1EpimJ2kkMymGvTWe514dycR5axkyew1DZ69l6OzVDJ29huGz1jFyRhUjpqxn9NQKxs9YxcGTF8ngYLpZrkWEX75dI41cy3v+XC1puK7b7cq+mDQ8/bdbWJX+dUiDSxJX3sOpWHr6L5EGuevLX+ulPp//4+DpcbJ0hDJYNtgJQEZq2cKHM+7j4LqXCFY9j1DxOELlYwhVjxKqfoRA1eMEq54hWPkiofUvElr3LMK6JxHWPUqw6jECNU90C3/1Y93gUXzVj+CreRh/tQdfDv7aR/DXPkKgpgP+2ke5UP8Mh2uf4/iWtzAu1ILZjuvEsS2z4KLpWT9SeOvYJN+ltNFVHfV9Jg3LTmM7Hhw3U9i3nbwLc1EwXyGoLwuO5Xk52W4uw20Gx4ximWFcTNK2yeuDR3HjL/+dW37/CD+59QWu+8MLXP+HF7j+9y9xw3+8xs/+YxA/+7eB/Px3L/OPf3qO2p3HMfGcK2yueU9drl0jDTom3+KKZsWt2A2x+LX854sn5rz/u4ubqzxm5hZFTmeiKLqOrpN4x6A3sazO15N3gczXAXKLJgrXdQtFmfLHycdTFHtaXS1p2K6nD6bod2RMM1eKs8jTpvj3WSZO1sFOOgUpw0vRYeE6nqeU4tvDRzPv5+i6J9A3PkS0pi+R2ruJ1PUlUvdnwnX3EK27j2jtA8RqHiRWcx+xmn7Eau4lWncPkQ1/7h51X4WxoS/6xj7oG/tgbOhAeEMfIhvuJrLhbqJ1dxPLIVrXF73hYXz1z9C8aTjxsxshK+FaKWzLs9i4RTYbb/+7DfDL92nbtjsFmrpu93mjui6aoHMQa3fFmq62FZNVMWkUuRF4ZmozhWmmKchuThbLNTtbItxcES2bHGnY4GRwrRiuk8DGJGZZvDZiEjf/Uy/+vuR1bi4byU1lo7ih9xhuKJvIjSVT+HnZLH7Raxq/uH0UvykZyMbPTmIBSSdnc7xGGpdsP1jSKG75iTQ/8RqGwdatW9m0aROrV6/+SvqN4oGQn5TzAX+hUIiTJ0+i6/pXvpMfzE4RARVLLB3qMdvT+zoZLCuNrsuEwyqmmSWZTBCPJYjHMjg2WKZFOpPBMIxCeoZ0Ok04HC7U8WhpaeHo0aPEYrFOUselBkPxYElnsxixKOF4jJSZJWtbpC2TrG2jR8JIqkoikyZr2xiRMIYRwsmGcS0XJ+tiZVxM28bCS5Buud4EJrXsZ+XkBzhV+TjG5nsIb7iT8Ia7iNTdRaSuF5G6EmK1pcRrS4nXlJKoKSNR05t4TRnx2pIekegG0dqS3DF7Ea3rRbS2F7HaXiRqe5Gs8ZCq9pCu7kWqqoRETR/UqodprxlC4tRmyES8qn6OhUMGhzheGVk7J/nxnXFG/rnnn28mk6G9vZ1jx46h63phoWCaJoZhFOJ28ilh8v04lUoRDocJh8OdysD+Vyr3KYrCoUOHUBQF6OhbTU1NHDx4kEgk7BGbbZFIJUmkkl4WY9fzVssrpzoZwAvqqQzYcRw3iYVD3HF5ccQUrv/N3fyv3oO5oXS0l7Cw90R+1HsaPyqbxXWlc7nujqnc9KdR/KZsCHW7j+PkzuFeI43LtmukwVcNiCtWrGDLli2cOnWK+fPn09jYSCgU4uzZswQCAVKpFBcvXsQwDAA0TaOlpYVwOExbWxvt7e3ouo7f70dRFJLJZCdi6OoH353KyLIyJJNRYnGDTZvrmDN3BmsrVqNpOhMnlDP//Q+9RIBAU1MT8+fPZ968eRw9epQjR44wcuRIDh06RHNzM7W1tdTV1bF582ZisRjQc1qI7ozlsiJTXVfLO/PepaaujmjCO8Znn3/OwMGDGDl6FAcPH+bIsaPMmDWDBfNnIQTOexOo6Tmo2I5NxvWiKOycD758cT8fTX6A0+sfI7z5L4Q39CK8oYRoXWkBsdreBcRr+pCouTuHPiRqel8Vio/lHa/z+8nqDqSqepOsLiVc1Y9AzRukTm2ArIbr2liOR39erfE0nsjHd20HL5CC67ocOXKEJUuWcODAAdauXVuI4j98+DBz585l4cKFNDU1UVVVxfTp0/n444+JRCLs2LGjkN4/Fot1qjj5dVKjC4LA2rVr2bNnDytWrEAQBAD2799PVVUV27dvZ+3atZimhRE2WLZiOdt37vAmcTfvdQhpxyp4HnYmDRPsJI6bxsIl5ri8OHwqN/zTn/lV6WBuKhnFjaWj+WnZBK4rm8p1pTO5oXQ2N94xhVv+NIJ/LnuTjbuPAmDn/RuvkcYl2zXSoGPiBmhpaWHs2LGcP38e8AaiqqpMnTqVQYMGUVFRwa5du9i4cSOLFy/mzJkzbN68mQULFrB9+3aqqqpYsmQJhw8f5qOPPmLRokWcPXsWoJM6q+u58/DOaeG4Fplsgkwmgc/fwodLFjB//nvousHKFWsYPmwM2YwXXRuJRDh58iQTJkygqqoKn8/H+PHj+fjjj1m1ahUbNmxAkiTmzp3LqVOnCr+rJ9Io1ofn7TyCKLJ06VKmTplKOBzGcRzWrFlD+ZRy1qxZzcWWFvx+P62tLYwePZjNGyq8wZ0r4e24Fmk75qUcdzydtdK8lzWT+9G07jHCm+7LEUUZ0dreRGv7EKvtQ7ymL/GaviRq+pKo/jOJ6ntIVt/j/V8gkL8OktXF6EO65k6i1X0I1rxE6lQlmDIOFtmcV5yVc6gm79HzPZhb8qlwzp8/T3l5ObNmzWL16tWFPicIAp999hmDBg1i79696LrOvHnzWLZsGQ0NDbz55pts376d06dPFySNfH61r5OwcM+ePcybN49UKsW0adPYtGkTADNnzmTZsmW0t7czbtw4mpubOXL0CPfe14+ly5dhu24hDY+FS9o286GURaThucw6TgonVxky5ri8NHw6N/zjX/iH0iH8vGQUN5eM4cbS8dxQOokbSqZwc8k0brljAr/44xD+tWwAm3Ok4eClMblGGpdu10iDzqRx+vRpxo4diyzLxONxqquraW5uZtGiRWzYsIFgMMiwYcPYsGEDc+bMYd68eaxevZpIJEIwGGT37t2sXr0an8/H2rVrefPNN/nkk0+AjnxWlyONVCqJ41i5GuAJwGVtxSrGjRuDYYT57NMvmTplNmbWJZn0dNeGYTBz5kzmz59POp0u1DB477332LRpE4lEglmzZrFv3z7gyiSN/Ooym8ni2A7r163nreEj0FUvm25bSwubN21iSnk5m3OTgSJJrFyxiOYLp7BzLkZ2xksZ4ZDEIQ12BsiiXPyCikn3crbiMaL19xGvKfVUTzVlnhRQ3YdkdV+S1X1JVfUlVfVnUlX3kK68h1RVX5LVfUhVecjvJ6u7309V9SFdhOLv5eFJL3mUYVb/iUTVnQi1T5NqXANWCAeTFB3BhZ6vPx0eYt9hK7Zd+Hw+ysvLef3113n77bcJh8OFZ3v8+HEGDx7MkSNHAFi+fDmTJ0/mo48+YtiwYTQ0NDBz5sxCCdh8CpCvY9dYu3Ytq1evBmDGjBlUVFQAcPToUWpqaqiurmbEiBGsWbOGXbs/4e25c1i2Yrl3XtsibZpYuGRztg1PfUQHcbieGtd2vZQ9ccfl5WEzuenX/fh1yTD+512juaXX2ELlvpt6TeaWknJ+fvsYfvnHgfyu9FU27/Hug+eyco00LteukQad7QqxWIyJEyeya9cuTp06xQsvvMChQ4dYvHgxW7ZsIZVKMXbsWKqqqjh79iwVFRVMnToVQRCQJIkdO3awYMECNm/ezNKlSxk7dizV1dWF4xeTQ/G5i9VBlpXFdbzgM8OQOXhwH35/CyPeGs6xY8epWFvFsKGj0bUIsqxy8uSJQl3wMWPGEAwGefvtt6msrGTdunVUVVVx5MgRFi1axLlz54CeSaP4uvLvB/wB9n32Of52HwPfeJPGEydJxeMcO3wEMRiiurKK9995l6MHD/PhwoXUb6oiGGolEctgpt1cGYosjhvHJQm2lxlWubiXikn9OFfxGPH6e0jW3Emy5i6SNSUka0pIVZeQqi4lVV1Guqo3mRyylb3JVJWRri4lXZVDddG2m/1MVSlmpYdsEdLVpaSqS0nWeEgUUIJZ/UcS1bcj1D1OsmkFOD5sTBJ4flKFKfR7RBp5J4odO3awcOFCfD4fQ4cOZffu3SiKwqeffkooFOLdd99l8uTJBRXm8OHDef/995kzZw5+v5/x48dz6JAXVZ3Pp/Z1JI19+/axaNEiGhsbmTFjBseOHUOSJEzT5Ny5c1RXVzNu3DjWr19PdW0Njzz2KMNHDPdUUzmkLJOklS7E4RdIwwEc14v5cCkYs18dOpuf/fp+ft3rLW7pNZ5beo3n5pLxBdL4eUk5t9w+ml/+cSC/LRlA/Z6juHhJKa/ZNC7frpEGnUkjmUxy4cIFli9fzsqVK5k+fTqNjY0sXryY+vp6bNtm586dBT2wKIosW7aMGTNmsG/fPrZv3878+fNpaGhg9uzZTJs2jTVr1hCPx7v1YvmqK6y3enVyEcuSFGTxhwtYumwRNbVVSJLE8mWrGDe2nN2f7KWmpo7Nmzfx4YcfsmrVKvbu3UtTUxOjRo1i5cqVNDY2snz5cubPn8/x48c7kdflBkP+/dYLzaxesZK1qz6iYWM9a1asZPuWrTRsrKdqbQVrV33EoS/3896cuYweMYI570xn645NWKZDISuEm8W0wzgkPOMlFuqFfayd3J8zFY8T29iXRM1tJGpuJ1F9J4nqO0lW30mquoR0TQmZam/iz+aQyb1+pchUlWBW9sKq7EU2h0xVh/E7WeMZxRM5A3m8thfpmtsIV5bgq3uS2NmgetcvAAAgAElEQVQV4LRjke0gjbzhuzj9+nfc8hP8hQsXWLhwIevXr2fTpk1s376dXbt2UVVVxbp161i7di1btmxh8eLFLFu2jC1bthAKhVi7di3Lli2juroaTdM6eQl2Tf1/JS2dTrNu3Tref/999uzZw759+1i1ahWtra1s2LCB5cuXc/jwYaLRKBcuNjPnnbks+GABiUyajOOpp1KWSdrO4pDFdTsH+LlurqBaLnQjYbm8NngWP/vf9/IPvUbws14TubnXBG4qGZ/DRG7uNZGbbx/JL24bzO/uHkTdnmNk8TL5XyONy7cfLGn01DHyE3symSx4I+WzfRZ7p6RSKRKJREH3n38/r//NZDIF42PXLLPdnbuDPPIzkYPjZj0VVTZBMhUFXEzTIpnIkE7ZWCZkMtnCefKeLvlrT6fThUGfT099qfN3vTd5IrMyWdKJJOlEEtd2aDx5iuZz53FtBzOTxTYtzEwWM50hm0wSjSnE0xGvGqcNjuniOllc4jhugnxYnHbxCGunP8WJdc8QbXiAxMYyEht759CH5Ia7SdZ5Bu9kTR+SNXeTqu5LqvpuErW9iV8FErW9SVaVkcohWVVGvLqsoA6L1pYRqfMQziFR/xfk2v5c3PgK0eb14PrJks6lX/SS+LqF3Omup2P/HrR8fzNNs+CEYZomiUSCRCJBMpksxCNlMhkSiUTh+ZumWTCAF6fi7y5z7pVOqq7rFsbKxYsXOX78OOl0mng8Tjwe7+iXgGlbpLMZEtl0Ib9X2rFIWWnyliTHdQu5p1wXbNshY9tYrkss6zJwxGz+/p/v5/+UjODmuyZwc69x3FQyhhtLR3NzrzHcfOdofn7nKH55x2B+13cI1XuOkMVTOX7Hvgx/E+0aafRAHF2DoYon/K7H+Wud2ztvscI2l73KzQc75c5V5NrpulcejFQsYVwpadi2TTbtGVfNrIlj2QWy6BSl6AKOi2NZWE4qpx/2JlXbdHGcDC4JLLxCVACKr4kl5c9wYO3LhOofQ6i9F6G2Xw73Idbcj1RzP1L1A8hVD+bwEEplf6TqBxFq7r9iiDX3I9c8gFL9AErNA8g1DyDV5vEgUu2DiBs6INT1J1j9BM1VL3KqfiTq+Q3gBLHJkAYyjhen2BHmb3vRyt9xRPjVrIwvt1i4lM3rSkmjeEzlj11ct6b4u7bjYNqeubtQK7HgcuuQTxXpuG5H2RPAch0SZpqs65J2XAYOn8JNf3cHf/efL3PTbcO48fbB3HjHQG68401uun0gN90+kF/eMZSb//15/v6Pz7B+xwFsIOleI40raX9zpHGpCfevheJgPaCw0spLIcXp0osrjXUvOXRE6F5qwu78Hc97yu1UUtTM1RnI5fx3cgGxdvc5sIqvr8NWYl3yerve44KbsGWSSXt+/K7jYls2Ztb0YhaKJ4xcsKFNGpuMVxM8F8TrkMUiRcbNkrG86wu1nOW9Cc9zcuskfDuG09YwgNaGN2hreNPD5oH4GgbjbxiMf9MQApuGENjsbX2bB9PWMJj2HNqKtj3tt24eRFsOrXk0DMLXMMTDliG0FzCUi/WjOLupnNM75iG17Ma2BCw3ieV6hOHkVVIuFEi+B++bbwNdbWOXIoDivlH8f+dqeT0nvfw6Y6nYNtKd67ldVDrAzhFG1rFzPmqdSSNvw7CAjJMlZae82Hzb4pU33uK3f7iH2+4fxr/cO4rf9hvBb/sN5bf9hvCv/Ybyb/eO4Nb7RvH7voO45/FRbPn8NPlq8G4Pi7BvA38r7RppdPPgLjWR9vT/lVzrlfwG7/18RlazQBxeYrfcgHbAsXOBTldxny53/q7vF5NNMpXCcb1iOA4ujutg2Ta2k3vN9aLDHdfGIuVlrLXdXK4psEmTdhNkcAoJCy+eP8esca8QOrcRU91NJvAxmeA2soHtHvw7cEK7IbQHgkUIfQqhPTjibhwhB7Fo28O+3QOc0C6cYFd8gunfR9p/mFjgMOlYC46rY1oxnHw+raKCfRZe8OJ3SRo99YMrkRq6vtb1c1fSd3tC8cKlq4q003WSyw7tdORry2eK9hxuvezGThFheKPDIksakyxGMsawUeNYuLSCQ00Bdp8MsPukj92nWtl9qpU9J9v47GQ7nx9rY8+BCxw82oqkJry+63z/nt/3sf1NkUZ+AHSXQ+lrPyA3r2P5ajhvdx278373JOO6+fDgrx7rytN3FJzRIed0WDif7ZFG/pK7+33F5/lqp+y63/OE4+ZWf3lPlqxteSmlbNurTOg6ObjYrpuL4M3kEqFTCHqz3SwpUiRxCqnRG083Mm7ECwihA0AYXA3Qva2rg2OArYMVBrMYEbAMcDSvDoKtdew7l9h39e5ha2BpYBZDh0zUK1NrhvEKQ6Vw3ZSXyiKfEilH3Flszy20hyI+3zx6chXt0h+66XtfyUtVrObK4XIT26XGmSepe4GBxWWK898rxAU5FpZjFyW0Lx4FLh3FBbqOjAxZkjiYRJMRxkyYyBf7DwKdS8Xnh0z+uJ1vgonrZPCqBTpXgf/Ks+o4Rtdn8H1uf/OkkVe55GHaX9037c77xZ93HBfLdgowv1LW1MGyXbK24wUa5fSupmXh2A62nVc/uViWTSaT9VZKjoPlOGRNy1uJOy62kzMq2rlVuu3kPuvtm5ZN1rKx8gPINjHtLKadxXZsTMvGsl1sx8XMXZdpuUW/z/b2Lbvo93hb2+n4jbbT5dyOU7g2J7dv2bZ3PMtLGZK2LdK2RcaxSZpZMnZHQsaMY5G2bVKWTdqySDpJkk6CjG1jZh2yWZusnSblpIg6FhHL00mfPHWa4YOfJRg4hOOmvTrRGRM7Y3qG9UwWJ5vFyWRw0xnIWLgZsLJgWrZ3b6wc7CyWlcW0zcL9KEYmh7TjIf9/1rYwHRsz95tty4Nj2TgZC8d0sKw0lp3CttOYZgrHsnAyDk7GwbYcTMch6ZikHBOzS3/8JtC1L5uWhWV7/cxLBph7dqYXnJm1zFzfyvWN3DO38n3A9vpWvt+Ytk3WLEp46TiF/mLbXfaLAkG/AtsiY2bJmiapbBrLtsma3j3KmqZ3Dbk+1nF+73xZ2yaT60+ZwtjLYDsmlu2QzSHjWGTdDEkrQtaOE0tFGD5mDDs/3wtAynFIOw6ZHEzHIZtxyKQc7IyDk3FxsxaOmcRKR72a5badG+M52EXbLvtX//xsTMsbl2bRc7Lta6TxjbSuKxjLstA0DUmWEWUVUVYRFPUr+4LSeV9UFBRJQgyJSIpBUI4Q1GJIepyAIKMoCpIYQjc0BFXHr4QJhuNclCRCRhjJiCCpOpFwHEGQEQUFTTEQRRVRUhG1MAFZQdIM/IKErBnIqkFIVlHDUWTNQJA1RFlDUDyIsoao6ohamJBqEFR0gopGSDEQtQiCFiGkRhD1OJKRQFS9bUjRkVQNWTeQVI2QrBCSVARZL0BWwyhaDEmJIMg6kmog5a5H0gxkLYwgq0iK7kHVEXP7gqIRVGUEQ0UwNIKaQkCVCGoqQVVFDBtI4QgBVcMvawQVHZ8u4QsLBHQNQTEQNRnB8BMw/PgMjYtCEiMKB/YeYuiA/oTa9hCJhdAkmXhAJ+6Logd0FEEiJvtJB5ux2s7jBgUyYpRAIIIoR5AUuRNERUZQFEKKSkjRCCkaQVXL3UvvfnZFqAvyz8N7Pvk+oxBSFARFJpQ7R3EfC6kqAdV7T5RVpG8QXfu1KKsIsoqoqMia7l2XoiFrOrKqE5Jk/JJESNMR9TBBVSMgK4Q0nZCqI+oGoh5G0HJbPYyg6V5flDUkRUfRw8hauPBavt+KsoaY28qyWkD+OkXFu3cBWUYyDEKqSkhTESNG4T7LWhhR0b37rRqIqp57L3cNqo6sh9F0HVUOosiCd37ZIKQYCLKKpslIog9ZDqKENV4d9ha1O/YQtSFoxBHCSQQjhWikkYwsgpJCkBPIcoywHsdQdHRJRJVExKK+cyW42uctyiohRSeUH/uSRkiQSGdyjiMu9GSH+r60v3nSUFUVQZYISQpB+coQkmXEYBBVlAkKKqKR5GLIIKjGEGQdv9+HJATRdJWgotIqhxHiGdpUjYuiRLuk4BdlBFFFk8PoagQhKCOIGooSJiCphBSDkKyhRxMEJZWgpBIQFQKigqgaBGXtKwhIKj5RoV1SaJdU/KqBYMTwK2FaBY2QlqBN0GkXw4hGmnbRoNUfIiTJ3uQuyQREOXc+vQOiTkAwcluVkKQjKDoBUcl13ty+ohcg5Dp2SFERNA2/KtEuC/hVCb8q0yaJBDSVgKbRJsq0ChI+WSWoR/AbGm26hF/VCSoGIVUkqLfTrrXRpqq0iSlU3eXwvv2MG/wwwQt1JKMHSYpHcf2NuL7zZIJnSEjHMaV9uMFPoGUntOwj3X4cIXgBWZMRJAlR7oD3bBUCikJA9kjMp2j4FB2fond/zy8FRfWOdQUIKgohSUH8hnHJfi7J3qKheF/VCCk6Qc0goOq0iQptokxANXL9TCGg6gQ0A7+q0yYp+CUFSQujGFEUI4qoGgREBV9I7vYeBmUNSVIKKL7OgCTRJoQIGTp+VaFdkWlXJNoEiaCkFsZCvi96fdcjEEHR8QsyAVFBklVUIYQiiARllaAcJigbCKKKEAwihwJIYghR0xkyvpzKXV+iOuCP5RD1EIxBuwZ+HcQoBJUUQSmCrMVoD0oEpcv0iS4ISepVPb+gpBCQdQKSmhvzGgFBIp3JXiONb6L1RBqiLCFISmHAXA6CLONvbyes6oiygU8K0yqGaRMMFD2KKITQVZm29lbaRYlgOEGrEqFFlPBpGmI4iqAaBEMyYkhBlnQU2UCWDUKSil+U8Qkysh5B0sK0B0UkLYwajhEQFYKS6k3IXRCUNfyyik9W8SsafkUnoBreVonQElQQ9DiCnqBNMBC0OEFRQVRUJE1HVLXcyixCSNILCAga/pBGSAojyAaSGvY+k1vdSVoYIUcUBbLIX5OkEFBkfIqIX5UQwhohQ8OvKgR1DZ8i0ybKBDWDoGbgkzXaVZl2TcGvhBHkMKIiIWg+/GobPk0hIKVQVYszx44wc8zTnPx8NucPTOLinvEEdk0nsHM27Xtmc/GLKbTvHYv8xUgie0ahfTKJ9s/mcOH4WiTpjCddyHKBNAoTpqIUCCF/H/09kMYloajesa4QIfmbJ41L9nOlQ6oWFJWgJOMLiYQUnYCq0y55hOFXvD4c1Ax8koJf0bx9RcMneSthSQsXyMIvyIRkDUkLd9tvQ7KG2IU08tcp6QYBWcanKrSKAu2yRFDPSTuyhqxHCouW4r4oqkaBRHyCTDAkoIoCiiQhSDoBKUJAjiBIOoqkoMkikiSiGFGefWM4vR56nieHzeTBQTPpP2gWDw6cw4MD5/LwwHd4cMBMHhk4iycHTufhV8YybcEaTrdr+PUEgavsJ8JVkoZHpnphDghKGsFrpPHNtb8WaYRkCV1ViWgGIVHjXLuIlszikyLeSjwURNdkZEVC1A0CRoJmUcOv6bSJMs2BEO1BEVkLIysGoaCMqoRR1DDhWBKfIBGUFLRInBZfEMWIEpRU2gICgqL3SBqh3ETXWfrwVFQhxeCiTySkRhHUKC1+BVGL51Zk3iQRECUCoreCC4oqQVEjKGqEJANB9lZTIUknKHorPL8g4xfkgiTUlTQ86UjGJ4qEVBnJ0BB0Fb8s0i4KyJEIIVXDn1PJBWUNv6ThU1XaFZWgFEUQo95gUfwENL8nnQgxwnoW39lTvDfxWT6vepWzWx+mpa4fwerHCFU/TfuGp2je/CjN9X/BX9cHtfovBCse5GzV05z5bDJK8ACyeo00ihGUZPyCSEhWUMMRJE2nLRD0+o9qEJDUnBTsSZOSHiEoa/hEpbDNE0ZeMi7uI10XFF1Jo7vrFDUdnyjilyTaJBGfIuPXFATNO1Z7UCQoqQWJxheSCIgKbQGBoKSiReKo4RiipCCLIrKo5EgjSkCOIUg6wWAISRDRNYNwPMWzb47iv/3df/DTPzzMj/7zOX506wv8j1tf5H/c+jI//v1LXHfrS/z8rle58Q9P8v/8qoR+r4xn7wWd9qhNQOleC3CNNDra/2WkoV4RBElBVzSkYIhILE1Ij3M+oCIaKdr8AuGwgSgECYYCSOEIYiyDT4sixxMENAMpHCWSTHurI0nD0GNcbG5n2/ZPGDexnPqGjxFknbaAQEjWMGJJFCPaaTLuljAkBZ8gEZC9QdyhLjIQVAPZiBNSIohaFCWcQlSjOT28J2koRhgtEiOazKCF4wiygaiEUY0EeiSNrMVz6ilvhReUVPyC3K2UUVCnSTJKJIKoq4RUGUFTCKkKPlFEjUYRdW+QiZqnlpP0KIIewSdphIQYYiiGKGgIsp+QGiCoyAhClISewd94hAWTHmdfxdOEGv6CUVtGcv29xCsfRK95ALH+HrQtdxPbWEKmtjeR9f1oX/8YbXvGEg7t/5YkjauDIH3T6Jk0xJxNS9J0tEgULRJFMcIo4SiKEUMJx1AjcSQ9QkBSUcNxZCOKpEe817UwshFFiyYKkoasR1DDMUKyXpA4uoOQI4pihGQFQVXxCSKCpiGFw0iRCIKh0x4SEGSdcDyFqBq0B0VE1UDLXUeepPISsT/gEYYsaghShIAUxy/HESQDUVJQZRVZ0vEJEZ58dSQ3/qaM/913MDf1HsWNvcdyQ+/x/LTPBG7sM56f3DWC6+4cxC/6DOaGPz3DwyPmsc+f5LyR9eyXV9FHvPnkyuF97xppfGvtq6RheqQhyZ5BqYcO3RWSoiMLIovmL+CNgcOY9d5iRkyYwfZPD7BiVQXTp09jzOiRfLl/H/MWLebZ1wczbsYcZr43n9PNLYQ0g/qt21iweCmConPuQisTJ01lwOuDWL5iNcOGjWLBBx/iC4r4RYUFi5dSv2VbgTjyg+Kr6ilvZStoGiHVs3G0hyTagiJnmts4efYCAUlDUKM0nm/jQlsQ2YggaRq+kMC5iy2cbDrL6bMXaG4NcKHFz/mLPnxBhfaAQtO5Ns6cb0WQ9YL04wtJ5O0aedIoXmUGRAlR12i8cI7jTadpCfiQDJ2ALHPizBlOnDlDa0BA1MKcvdjO6XMX8QkKITmCEEogBRNIIQNBChKQ/fgFAUmMkdSTNB/azcKJD9G08UWiW/phVt+NW3E/TkV/kpUPoNfeQ7S+D4mqu7DX9yFd8SDiumcI7Z5MNHjomyeNr4Er7YNfH2qPUkZ+v8Xn5/jpRhrPnccviJw+d4GmCy20hyRPGhQVLvqCnGlu5dTZC5xv9RGQVM61tHPq7AUCucXE6bMXONl0jhZfsCCN9nxd3ROZoodpC4Zoam7mfFsbQUVBMgwkPUx7QKTxXDPtQbGgum06f5G2gICsRwrqsaCkIisGiqgjCQYhKYpfjuOXY4SkMIpsIAQlJDGMGrZ5eeg0rvt1b35ZNoTrS8dzXekkflJazo/KpvCjsklcVzqen/Yew829h/GjPzzFPW/M4vP2BBejdo401G/seV8jje+gdY52tT1PJ8kTWUPdQJANBNkoqGoCokpIVAlrOhPHjafvPfez8/ODrKpuYMY7C3nw4cf56KNVrPloJbt272LIqNH0e/xZtn9xkAcff5IPlixD1MMMGDSUP97Ri+Onz6AYUV4fOIR//OffsefTvdTU1jN9+myMSJzDJ05z6213Mnj4yMLqqTvdsKfX9TxzJE3DL4gIqkqrP8TgEaN4+oWXGTtpKvsOHmPB4uUMGT6aYSPHseeLfShGmPotW3nqued55ImneOixJ1m+qoLZc9/n3vsfZvLU2dQ37OTe+x/lnfcWoujRwnUUSxshWSvs5wesoKg0njvHW2NG88iTj3O88RRaNEqLP8D02bPp1/8hjp8+w5Ydu3jtzSG8MWg4Gxu2I6kJQsEEqpRBCOqIsohf8uGXJAQxQkqL03Z4F8sm96ex6ilim+7FquoDa+6DtQ+RrnyAcO09xDb2JltTirOuD+b6R5HXvYCwaxqx4JFvgTT07yG6J42AKCHrBs1t7QwaNpz+jz7GpKnT2PPFXqbOfJtHn3qWydNm4gtJSFqYeQsW8eAjj9P/sScZMHAIqyoqeWPwMIaOHEP9lm1s2b6LJ555nudffo3V66rQIvFLkoZ3z2WCskxAlgkpCrKm09zWzgcfLuH1QYMZPGIEp8+dR4/FOH32PBPLpzNw6AjGTZrCl4eOMnZiOcNHjWXMhMnsP3wsZwiXUIwogqgiCRqiaBDsRBoGimIgiRqiGEE2sjw/aCo3/qYf/6tsONeXTOAnpZP4cclkflQ6hR+XTuEnpZP4ackYflY2jBv++BwPDJzNl60JWgyHwFVKGl/7OXZDGvn2fQ/2+xsnDeeypNEZBiFJR1LDhDWDeXPf5cGHH2dNzSY2f7KPL4828fhTz/Hkk4+z+qOVSIrE0FGjeXXYaJraQtz/8GOsXLOOLw4cZtCIUdzd735WV9Yg6RFmvP0O9z7wEA8+9BgzZ86lqrIWf1CksnYj/R99gkeffIYvDx1FjyYKniKdDc45Y7ai0NLeTkiWiSYTtPmDvPjqACZMnsq2Hbs5eOQkd//5Pqpq6pk8dSaDh48kHI/z5aHD7NzzKZ/v+5K3xoxn34GjnGq6wMuvDWT0uHIOHD7N8y+9Qfm02eiRRMErpauU4RfkgkHSW13KJJJJVq1dQ+ndvTl64jiSqhKOxdm89WN6ld3Ntl17eOb5l6ioqmXVmkqefOZFTp9pJazbyGIGRY7jC/kJGQJ+RUYQIqT0KP6ju1gx+QFOrnuYaH1fspUlUNEXp+JeklV/JryhlMjG20jX3Ya57i4y6x9AWPcU/p0TiYa+DUnjuyaI7tCztCHrBhda23jhlVeZUD6FXZ9+xoXWNs5fbGPAm4N5/qVXafUFMaJJNm7+mC++PMDGzVuZMn0Wjz/1LBWVNaxdX80TTz/HkhUf8dxLr/Lh8lU0nmsurPwvRRp+WcZfIA0VLRJl5Zq1PPPCixw+foIBbw5k+qzZGNEYdZsaeOjxp9i2aw8PPvI4AwYO4ZEnnqZh205eeGUAk6bOIJpMo0dinG9pR1EjyJKBIBr45Qg+JY5PiRCQDURJ9tx9lRiykeXZN6Zw428e4Felb3Fz6ThuKJ3IdSWTuK50Ctf1nsr1ZZO5sWQMPy8dxk3/+QyPDJzF0dYEgbCD/yptGtdI42+gXS1p5CUMQdYRlTCiEkbRomiyyqL5H/CXfv35YPlaKjfv5PQFP0eOn2LOnLcp6XUHldWVTJ4xk2cGDGZZRQ3LVq2h8Vwzi1d8xBMvvMR9jz7Oc6+9zrl2H9Pffof1NRsYPXoC/+sXv2LB/A9pvtjOsJFjeOX1gfzxjl68v/BDwvFUz95TkkQgFEJSZFRdIxAKoqgaNbUbmDptFo8+9hQ1tfUsX7GGOXPf5/EnnmXYyNGcb2khmkwSECU++HApa9ZXE0tkOXOulQmTp/Pm4JEcO3mONwe/xdQZc9CjiYIe2SOrcIFA8ltRNbzrlBQSyRQrP1pF/0ce4tiJ48QTCSLROFu2bqP/Q4+yuWEb993/EJ/s/oJPdn/BfQ88zOf7DpNIQCiYQNfTtATbCUUk/IqCIERI61H8R3axYvJ9nFzfn/DmEtI1/4ld2Qu7spR47V1om/6I3vBvJOt/R7bq96Sq7yZU1R/f7lFEhW/BpvGdE8SVk0beW8oviGz+eBuDh4/g2Rdfon7LVvwBkUmTpjFo8HDOnW8hGk0RiSQ4f6GV8vLpNGzZTp+7/8K27bvYvm0Xjzz2FOuq61i6cjWvvjGIoW+N5kKrDyOW7FHlElAUfIqMT8mRhqqixWIsXLqUJ59+FkXReeONQYwZOx5NNzjVdI5Z77zH7Hfeo6zvX3hrzHjmLVjEO+9/QK/efZk2a06HV5+qExRVJFH3jOByGJ8SwaeECcgqgiLmYnViSEaWZ96Yxo3/9CC/KhvGz0pGcWPJOH7aayLXl5ZzfelUflpazk13jeEXvYZyy63P8NgbszjZEkfQLQLy1faTa6TxvW/dk4aKIBk5SaIrwjkYBEUPomygySqTxo3noUef4ovDp6nb9ikDBo/i3fcXcvjwQV55+QWWLl/K0FGj+fPDT7LvWCNaJM6JxrOMGDue1dW1zPtwKSV/6Uft1o8ZMW4CKz5aS+Ppc/S9+16mls9gw8YGxkyYzM5Pv2DAwCE89dyLHDvV1KProqAoyKqCIIn4gwH8wQBtPh/1mxrYtn0nTz71HB8uWcHFFh/rK2vpd19/Vq5ey76Dh/li/wF27vmUkWPHc+ZCC9s/+ZSNm7exZPlqnnj6ReobdvLE0y8ydMQY/IKcM25qBZVZ3raR78z5VaWgaGi6zrvvvUufvnfzyZ7dfLx9O6cbz/Dxth384dY/Ub9pK4OHjGDmrLm8v2AxQ0eO4nxLO6ph4g/GkdQEfk2kRfHTriqExJykcWQXKyf342Tl/WhbepGou5Vs1Z1kq3oRq7sddfN/oG/5DclNvyFb/TvSNSUI1ffh3zOMWOjLb4k0jCtG4FtAUNa7JQ2/IKKGIxw7dZpNWz9mx+499HuwP28OGcruPV+wtqKKp55+nop11ez5dC+6EeOdd+fz9px5BIISb40cy6TJ01i0aCmDh75FbX0D+w8fY8bb7/D8y69x+uyFglH6cqThV2SCqoIajbLp42089tTT1NRu4JVXB7Bw0Yfs3bufxjPnOXj0BLPfeY9Hn3yGXZ9+QdP5i7w7fyGPPfUsdZu2oEcTBe8tUdWRJM+Jw68Y+FQdn/r/s/fef3YUd7733/Dc116wSc7c9a698e7eZ/fxmqREMGts714HvNhggzEZRBJKSEIZCRSRUI6jyRLKOYASEgpIGqUJJ5/Tp08+p2NVvZ8fuvvMmdFISF6cJNW8vq+u7tPTVd0VPlXfqBPRUsS0OEktSVLLk8zZPHIx0Oj/Fl8cOJabB4zh1nuG8vV+g/nqvzzGw0+/zfHzZeIZ4X/jy+8jES3zO9KAPDsAACAASURBVLXhddD4A6ZLg0buAoqn8sRTeaKJLJF4hnA8QzSRQU+lmTltOiNHjeXNCVMZOnYKcxat4M0x45k0aSKzZ83gVNtJJk+fwaujxxFO58nkCqzdsJnxU97lXCTGJ6fP8sIbQ5k8cxYz5y2g5YP1pPU8mzduo6VhNYuXrGBFfRN6vkRDyxpefn0ou/ce6KFJ1QM0UiniyTiRWJhEKoGezXCyrY3pM2Yy+e2pzH1/AZ8c+ZSNm7Yx+e13mTd/MSfazvD+wkVs3r6D1rXrqG9uIVcy2LJjD2PGTWbs+Cms27id3R8dZsSo8YyfNJVTZzt67iZqdhi1QJLUc0SSKdo7uli2YjlDhr3BnPfn8Oxzz/HR3v00NjXz3PMvsWXrLnbs/JC3xk5g/MQp7D10CL1coiuWJ5IoE0pkiRV1Tie76NA1IskClUyxBjR+hL7uXkpNd2OvGohVP4hicz/Sa/4/Muv+kcrqf8Sp/z/YDQNJrPohkW2vUPiDgEYWz4js8iiSyhH+PVNE6xs04loaLZvj5JmzzJr7PiPHvMW8RYtpXr2GiROnMGbMeNav38z6DVtYvqKe9o4wU9+ZzsGPj5DNldi9Zx9j3prAxElT+fjwMXZ9tJ/R4yby1vhJrN+8jbiWuWi/jaY8u50ANEJaikhaI5HJ0BWLUdfYxPMvvERjYzN79nzEc8+9wLZtO1m+qpFRY8ezdGU90WSausYWho96i4VLVxBLpqugEUvpnj1SIkU8lSaUztCVztCla0TScWJalKSWIJnOkcxbPPLMWG7+u27QuGXAcL7Y/02+MGAcXxgwkZsGjOeWfm/ytX5D+Mq/PMHDT73LsbMGMR0iqSuTaURS2Stsw+ug8QdPVwoa0WSWaDJLLJXzKU8slSOTzpDVMxRKBolcmVTJIZkrk86VKJaK6LpGUkuhF0ukTZez4SRd4TiZQplMqUJUz5IslkiWSiTyRWJ6Fr1QIqVlKWTLFLJl9KynEZIpVEhl8uRKBulc6aK84biWJpaMe6q+WopYIk6+WCCbz6PpGfKFCplciUy2SCqVJZsrkS9XSKR1kpkMWi6Hls3RGYmTLRrEU1m0bJF0tkw8laNQtoj7AOEJuXsb8qVrBOAZknqeaFIjm88TSyTI5nOca29nx67dRGNJtHSWfKFMWi+Q1gvkCmVyhTLZYol4PkN7NE1MN+hK6HRlk5zTox5oJPKUs0VCh7ewcNT3OVb3E/QPfkCp4QGsuocw6x6i0PQ90qv7k13zXSqt38GpuwNr1Q9IrHyYyObhlD5TppG+ADSuxNI34k8IER8MLpf+mKCRSOu0h8Jo2RyZQoF0Lke2UCRXLKNnC6QzBVLpLLovWC6WDTLZou8uJEuuUCGt54knu9XEU5k8er50SRuNADS6eoFGzHdvky2WyBdKFItl2ts72bNnL+FInHSuSLZY9na9vt1IXMuQr1hV2Vrw/HjK05KMpdKE0jpduk6XniKsR4lqERLpmCeLy1s88sxb3Px3P+SbgwZz24Ah3DxwODcOGMWNA8dx48BJfGHARG7uN4av3jOML//LU/zsqRkcPWsSy0AklSfi953L7SNXChqBRXgAGpHroPH7S729QbquS0bPEPeNkyJa5gIKpzKEq79liaazRNM5ook0mXyZzrhOZypHOF3iXDRNTC8Siqc9lVdNJ5Yp0JnKEdJ8/zy5LLGMTpeWoiOZIJLRiWYzdKaShLUUXYkEqWyOeFqnK5Eims4S0TKcC0eJpjMksgViepZwKn0BRVKerUY8mSGVKRKJeUZ6CS1HRyhBNJklkS4QimpEYjqJdI5Q0hugXckEYU2jK5kknskSz2aJpNMksgW6EinfdsIrQ8+Xugd97Qo82HX4+uQxLUMk4anlRuJpIok0yXSeVLaIli2R0oukMkViCZ8VqOWJxHRCCe9bRxJZUqk8yUSKeCJCXIuS0BJoWpKKHiNyfAsLxz7Mx0sfRW/9MYWGhyg0/Ce5hh+TbvpPUq0/QGt9EL3lQbLNPyLW8DBn6n9FaNd4stGDxLUk0WSSWDJBNJUgmkoSTSWJVClFOKURTmmENG+yuXLKVN2Q9JlP97ze5Z8Hx2pey9Cl6XSldf8+nS5N7/veXvmumnxYC1a56R4USaRIZnKk80W0XIGEniWa9MCz29dRtqpqHY5rxLWs5zYnlkTLFIhpGcKxFF2xVNUrQSyT89zmaJ5blgCALyTdn2zTVQPVwM6oMxJHyxToiiSIp3TyJZNIKk1nPElXQiOUTNMRSxBNe2M2ms4QSqaJ6zm6Eimv3+ppQum4521A0+lMZ+hMZwhpGnFdI6oliKUzxPMWjz0/itv+5l6+cc9T3NrvZW7u9zI39X+Nm/oN4aZ+w7n57hHc/N03uL3/UG79P4/zoyencLizQmdW0pXOXXEf+aw265HXdLrSaUKaRlT33NR0xWNUfJXb7smuhv7E0p81aDiOQzabJRqPEwomhotQl+a55+jy8+FUlq5kztPESOXpSuUIawU6Ehk64jqhVI5IukAolaczkaEjmSasp+hMxehMxQilk3RpcdoTUaLZNNFs2ruWTtClJQjrKUKaRldKozOpEdJ0ulJaT0pqdKY86kp6gyeSzBJJ5AgnvGOQjybzRBLZC657z0h6Pn38Y3AeSvs8Zn8VGE5rRLQ04YRWtQ6upXBC64MCPz95j5LeMZLIEUsViGkF4imPYlqBuFYikiwSSuSIJnSSsQR6LEImFkGLRdDiUfRUhJLeRfvRzcwe8zgH64YQaXmCWMPPCTX+ks6mX3nU/Bih5sfobHqM9tW/4dPmp/i46Xna9kwh3nWAqJYknEwQScYJX4QiyQSRZIJQKuG1ffr3R53pNB1pjU5Nqx470xod2sWp0/+/2mf0ztfeE0pd2G61IF87WcfTWQ8IEhqRZHebVv+vCjrBQsFbNIQ0nQ4t7VEqTaem05Hyzjs1vU8KJz119kgyTcRXbQ/7FEnq1WPEB6xQUusxJkNa2hsTWs255gFXSEvTmU5xXo9yTk/SkcrQkcrRmczRlcjRmUjRmYiTKhZJFiwefvwlvvzXd3D7Hb/gljt/w613Ps6td/6aW+/8Nbfd8SRf+u6zfPk7z/KN7z7DzX//E3705Fg+7sgSKjm0a2mv3XrRZ7X7pdqsNt+RTtGejtORThDKpOhKJ+lMRCnbFpIajLgOGp9P6gs0dF0nEot5Frl6mki62zo3yEfSfeX9nUfAk9ayRLWst0JOZYkkvV1KJJXxt6A6XYkYnfEooVScmO55fo1lvJVOXNeIppNENI9iaY1ENkM8myGmewK7rmSCjnicUDJJJK0RSWmENY88p3P+gItnuo/xDJFEhnjK8+MU9/05BfloKl19RvV5KQ8couluNxiRtOep1fMA29NHUUB9G2gFzg+zvvPDbNURYiyZJZa6UPkgmHTCqSTxRIxkIkIiHieW0IjENOLJNMV8nqP7djBhyFOc2b2SwrHl5A69j354PvonC8gcnk/u8PsUD88hd2AmmUPvoR2eT+TQQlJtq0nFTxBLJYn5u4tYn5SoUkRLEtbTv1cKVR3yXUihtNYnXWkZEb3vtrt4+3lW/X3RxRwfhrW07+jxQupKpfukKmD0ogsN24JdrecQMuibkbTv/DGt+f2291jW6NTjdOgpOtNZQqk84aSnchvXdSLJOMlchli2wJMvDuX5IZOYWbeNCUs2M2HpJiYs28iEZRuZuHQzExZtZdKibUxZuJUJ761mxdo9nAinaE+n6bxI+31efaRLT9GlJ+lIx+lMJ+jSE4S1BIbrXAeNP0RyHIdcLks8EfcsYpOecVGsVz4wOqrNR5Mpb/ue8P00JTWiCc+teCyZJhJPEYomCcdSxBKBC5IEkUSMSCJGLJUgmowTjseIJhPVSSqaTFTPI4mE7wsqIL/cRIpoIkk0kSSS9Cjq+40Kx5NVjZEeFPMpnuyRj/R+RjLwP5Ui1te3uAQFvqsupFRVDtKD4jVHn8LJNO1agrPpGO1ahK5kiHAiTFciSWciy/l4kY5khVxZsmfnh7z2zNOETx7CznRQSrZRSrRRTp7ESBzHShzFiR/GCn2EFdmLkziMkThMKXkcLdVJJBG/fEomCPuaPb8vCqWSdCUTfVIoleyTrrSMiHbl7ReOJ/qki96fTBFKan1SVyLVJ4X66rPxi/SbhEY4niQUTxCO1dQpliAST1b7be+x3KUl6NBSdCXTHgs0niGa0IjEY3RGOoikooSTKV58fRTrth6gDKQqkDIgaQmSliBhCeKGRDNBKylSeZdM2SSaitIV67xo+31efaRL87gR7VqM88kIXVqccCpB0TJ6Boa6DhqfX6oVEAkhqFQq5HI5cvkiuVzRO14GZXJ5MrkcmaxPfj6Xz5PN59GzOdJ6Fj2bJZsrkMsXyOSy6JkMmVyWXCFPLp8nk82SyWbI5rJk8/nq9WwuRzabJ5PNk83myeYK3ccayvgU5NO53GWTns1X/z/T63kXe+9svkim0DcF/ooupPxlUzpfIF7MEClrxEspEsUUqXyaRL5IPO8QK0hiRUVZwIcfHuKlp14g1hGmVLLQs0WvDTIZ8hmNop6knE1STMcopWMY+SRmIUkpEyOb1dDzuSugvPeewfvXfofPyucvke/1/dLZvEe5fI+8nqv5nrnu4xWVkS+iX6TtLtV+6Vy+T7p4exfR8yX0XMk7BvlciXS26FGu2DN/Ear+fw8qVvtrrmYsVPN99tsCWiGPViii58pksgbZbIlcLoeuJ9GzCXLlDEk9zdMvvcam7XsxHdAyDul8Ba2QI1nUSRR14oUcqUKZhF4gnclSLGbJ6mHy+Th6Lttn+/3O/aImn80XSecLpMp5kqUcsZxOqphDK+SoONZ1mcbvK/X2y9IdpF6hpKoea/OyV15JhXBdhOsgXQfhOgjhIFwXKVyUFEghvN+F459LhOviOt59VQ0uIavXpJR+2RIpvP+pkiv9Z4hqvjcJKRFKIPCPFyMkEj8mtx8vXApVQ178cI+C70H1KJUXNFMoj4J8EG2wSn4oV3kR6l0vicRVAlO5VHCwcHBxcBHYQFlBCShIbywcOnyEl599hmQkjAJcgRflUDgo6aCEg3AFrutFKBRSeXWX0o9ueCUkvXetPsM/Xk5eXiKvelEQ/VD50SWVrEa+C+Kpd0e8k1dWhuxus8+i2vYVSvZxj/T7ATVHLy8UCAlC+Ec/LyXVuomacSUuQa4E139GcBTSL0t6mWo4WhHkVfV6tf8qhaMkjlS4AqQL0lVeX1EWChNXVcgV8rzyxkg+PHDMmzD8SVcicXCxEVi4mAiEP6co4SDdMsIpIZXwv0HN+/13+kVNXkkvHLIXDFlhCAcH5UUlVKpvfLgOGv/91Dv+dfcPV0oSpQRSuqAESrkI1/auSxcpHIKIwkq6dPc+r/GRyovPLRUqGAW96iOF9H6rlqkuXSdAIXGlF3zaizftRTZW3pSMRCCUiysdFBLhCJSoea7AO5c1zw2CIlfL8DsxwSupHtWQfiTmgILyFcKrF8LPq+pdoBB+vb3YzeC4PgBLiSu9KOcVBYZf8Mmj+xn58q9ItR8AkQNXAysKdhyMGIgCUto4EkzlURDzWX7Gp7zI5/3jpc+xUpd6VDBBCSmpnYaqExcglKw+R/gyQiGl39ZUJ7jqTf5R9e7jvep0seSFJxZICUJ49XBs11vEuQLHsv2O5y3CquMqaGS/3GAI9Qggrlxcp4iijFAG2UKe14aNYtP2j72yBdgSLKCCt2gpA0UJFQFlGyxHImX3WPt9JkV3H3b8kRMA+XXQ+EOnK5g9vInc63XKn5iFcHBs0zuXDo5rYVkGjmMhhbcbcUy7Olu5toNjO0hXVJ/p7TpcXNvpXin51wKgUUJ2D4ZeJKXwYyB7gGW7FrZr4bg2rnSQyouLbbsWpm1gOya25SAciVmxcCyvHNd2ka7EtQXC8Qehv/vwVr/eiseVwluFStmjKgFYCOVNJK5wsGwTw6rguHa1TkK6COVi2oYXo1t4dRTC29G4lou0BdIR3qpQgaOUv8az6Tq9nZmjHyG8fx6VE3WYny6hcvh9zGOLyX68lFL7TnDSCOViACbgAOLKmrt73F3xwuJPky71jrbrVGO+e/Hi/fjh/s5CAa7/m5AS23WwXae6s5T4q2Ph9SMlFMLx+lGPxUl3Z8HHoD7r5DheOY4rkAoqhoVtuziO6/V5f6fu2A62YeE6Xnx25XYvuKQrvHFTUyYCEAqUgxRFlCyiMCkaZV58dTjPvfwWi1Z8xLT39/Du/B28s3Azk5esZ9KS9by9bAuTFm5myryNzF6yiRNn4jhS1QCSupA+r/ajF+ZdrK/+CaerBzR6NMVnkBK4juWvLDzgcGwT4do4toljm1hmBde2EK5dBQ3huLiWjW3aHki4HgvKrBg4poUSEuG42IaXN40KplHBsS2kcPF2Nx71VS8pXKR0vOD2joVUrgdo0sUwyt5ELVyEcCiXi9i2iWPZCEfiOgLbcnAdgZIKx3Jx/YD1SiiUULiOwDRMhPB2TrZt4boeQHnXegKplF75jmtTLhdxHAvbNrEsAyldTKuCKxwcx8ayDK+OjoVwJE5JgAui4iBNt2ZECLy1XoZU12bmjfw+R+qeJtbya1INPydZ91P05kfpbHiKxO5pYJxBUcFEVUHjdx9eV9BH/sxIKYmULrZjYZgVKpUSFaOMaRkopTyAFy62bSGEg+2YuMJjyxaLeR/svX4nXMfry67AdVwcy8EyrOpi6ELguHhbWLaNaZpYloXjOFQqBqZpea0hBEaljOPY2JaJZZn+ztTrn1I4OLbVzRGQqvuVBSAlKAeUgRAFXGViCpenXhjKV/7yDv7h3x7nr//tOb753ae5/c7f8rW7n+Sr9zzNV+58mq989ym++v8+yt/f9SuaNx0C/5EeN0BcSJ9bW11kR/FnlK5J0FBK4Lo2Skoc20a4bh/PU7iug2WZWKZJpVJBSoljO5iGgZIS27JwHU+WYds2lmnh2Da2ZftbeVUdiB5IuT7P1L1k/SqVsjeAlEQIgW1bmKaBFIJisYBlWVimiWXZOI6DY7sIV3irNdsDCsfxzkvFMq4rsEybStnEth0Mo+KBknT9ASpxXbvH9wkGqhCODxICJT0usGFUME0Tx7ExTYNyuYzrOri139EGZUgwBVguiIDd4IAqAAly0S2sHPPvfLL4YdIt/0G+cRD5lf0pNfw78VU/Jbt3IpifoshjIjHxB7a3zPy99pE/P/L6q+tYVfB2Xbt6lNLFdW2KxXz1WvBNlPLa3zQr2LaJ6zgY5QrCcZGuwDYtSoXixUHjErOgUrI6dgAqlQqO42JbFkG/q1RKVcATwkFKF8cxUfgsIyWwLdNnA3MBaEhRQmEgkVRcwbMvv8XXv3Uvf/1vT/HV777Ml+4YzK13vczNd73KF+8awk13DePLdw3ltn95lr+5+2ladx5DASXXRSF/76Dx556uOtBQteBQc6zNC+VWm860bBxXUCiW2H/gIEePHefo0eOcOHkSy7YQQuC6Lrbr4AgX27ER0hOWOa63/VcobMemYlSwHQfDNAiFwyS1JKblDUTHtQF1AWj0qJuSSAVCeAPMNC1M08JxXBzHW2ML0XOydBwXw7Swne4J25cvAmDbLoViqeeXki62bXrCf596g2pP0LCxbYdz586RSmkAuK7ANG16J01Lc7rtHJbpgsRjTdkuypU+q0wCBpAm17WNVaN/xMnlj5L74EeUmvtRqr+TcsMgIiseIrd3nA8aJUwUVlCIECCvg0bPNvMmJNs2sW2TeDxKoZDDsgwqlRLB7G6a3oIBFNmszrlzZ7AsE8exqtdd1/HkDDXJsWxs0+qWYl8BT8U0Tbq6ujAMo6q4AopMVufMmTYc10YpSbkS9FNFsVzAsCoei9j1Wl4pv+zqa0uUCgThDpZUFG2XJ18Yy+1/+0O+1e8lvtrvdb7U/w1uGTiCmwaO4YsDxnNz/4ncctdb3Padl/nf9w+mfvsRDKAiLBR9AMbnDRp/bvyoXumqAQ2JwNc7qv7VXqvNu7iYrosrAxEunDp7nl898Vvqm1rZtHUH8xcvw3QEjpCUDAuhoGhUMGwby3WoWCaOlJQtE8v1JnTbdTFsm4phcOzEp3SEO3GEjSNtLNfEUTYC16fuegUECulXSLiSSsVGKYhFE6xfv4mdO/aQzRTYvGkbE8ZPZs577xONxhFSktIzNDS3MvO9Oew9cJDT587z7oyZHD56jIpls3HLNhYvXcauXTux7QpKCQyzhFIutm2gVCCeEyhcFC5SOSglsSyHjz46wPp1m6hf1UQymQagXKqwaOFS3pk6nbqVDRw+dJSW5jVs2LyFzTt2kC8XsBy7W8PGH+8oFzDItO9mxbCfcGrF02jrfkpu9SBKLQMptzxAaMUPyO6bBNYZBCYVPGEmEk8N53cCDXFVk+OamFaJPR/uZNOmdTS3NKBnUgCcbz/D1q0bSaZiCGmTSERoaWmgtbWRXbu3I5UnLTp8+CCHD32MrussWriQiRMmsmHDBgzDwDJNpBBX5BepWCqxY8cOmpqa2LBhA2V/1xEKh1i9rpVldUvZumsLjrIxHYMtOzaz9+OPcIWL5ZiYjoEpDEqVos8u9ZVgAtDAReLgKAdTKUqu5LcvTebL3/ohf9nvBW4b8Co3DxzCFwaN5IaB47lxwBRu7DeVm+4cz63feYW/v/dZVm07gAu4GCjsav+vpc+vneSlhVK90p8iplxVoHG55OJiS4GjwPWBPxqN89JLr7Jv/8eEQlE+2nuAmbPnMmrceFY2NdPQ0sqi5Uv5+JPDtJ09w9vvTGXSlLeZu2A+oWiEWDJBy5rVLFq6hJbVrSxaupRTZ06x/9A+lq1cyvpN68gVs0gEjrT7rJfHzlK4rvRUZyXo6QwTJkxm5Yp6Dn18hIyeZ9KkqQx9YwTr1m4kmy9gOS6d4Qjbduxi7vwFDB85iqOfnuDJp59h5ap6CqUy23buZs7783jt9ddobz8DgGmVAYltG9VJowoayvWvQXt7B9OnzaL9fBdLl6ygrq4BgEKhyGOPPcGUKdPYvesjVq9ey9ixE0hlMgwZNYzjpz/FVS6ukthCIgFHKJRwAZNs+15WDv8ZJ1c8Q2zN/0VrHUihZQDFlvvpXPEQ+v6JYLfhYFDC259IJEgLVDc77QKqmdR6jsk//sT++ySlBOfOnWbevDmcavuU+fPnsnZtKyCYNWsav3z0Ydo7TgOS2XNnMH/hXDpD55n89jiSqSjRWCcvPv80kyZO4NSpNn7968d5++0p7N93ANcVKIWn5PBZoFHz8+FDh5g5YwaJWJy3J0/m4IGDAMyYPp2lyxZx9lwbY8ePIZaI0N55jof+4/u8t+A9AIpGkaJZwnBNbNdBIi4ADXAQWDjKwQVKQvLr5yfwpb/5EX818CVuHfQqNw96gy/e+yY3DhrHjYMmc8M9k7jlnnF85a5X+NtBv6Fx5z4UYKkcEhul3OoYCPKfXzt9hibDxT/ln0y6akAj+PK1yqOq5libl0phK4EpJaa/S0gnU7zw22eYO20m82e+R9vxE0yYMJH35r3PJ58eZ93WzSxZupTRo0dz/NPjjB8/noaGBpYuW8bqNatZv2E9zS3NHD16lJ27djJt2jQOHTrEx4cOsmjxIiZMnMCnn36K43qCY1AeO8r/C1SJpZS+3YmXP3myjZ/85KcsW7acefPmceLESTZs2MjMmbOYNm06XV1dAFQMA4Bt27Yx9/33SWka8+bPZ8WKFYDn3HH//v3MmDGDRCLuyz08FkQQOjdgcXhCVeELyWHfvn288MILWJbFli1bmDhxIuCxxhYvXsK4ceNYunQp69dv4N1p0zl89Ai/eOyXHD1+xH+OjesKRMAzkzaoLIWu3TSN/iknl/6K9NofUvzgHipNd2A0DSBe/33yB8eBfQSbHAUUeSQmJSCNJ0z31oeenMTxdjAB+XtISbeKo7roaL1aCLZt28o777yDEIKFCxfw3uxZnD5xjLrlixg27FU+PfEJAE1rGpg2510+PLCbFwY/w54Pt3P8+CGmThrLjHffRdezLJy/hDFjxrOqrhFdz3pNV8uWV33ke02AyxYvYdWKlQCMHvkm6z9YixSCDR+sZf7s99i/aw+vvPAi6z/4gD17dvP666+xYOECAEqWgakEmUqBsmMH6/Sa8jzQAAuhLGwUBaF4fPB4bvmbf+ebAwZzW/83uHnAML44aAQ3DhrFDYPGcOPAMXxp4ChuueMZvn3vr2jctRcbiU0JVQWmnvR5ttGfe7qKQOPyk1QSU7iUXIeS5U22iWic5x9/ktNHjhNv7yIVjTNnznts37MLw7FZ0VhPfX09Q4YM4fjx4yxcuJATJ06wdu1aWppbmD9/Phs3bASgUCgwc+ZM9u3bx+7du5k1axYTJkzgk8OfVAWCgXFgrRtk13WrwuQAONraTvHKK69QKpWYNGkSS5cupbOzk0qlzLRp01izZk31vY4ePUpdXR3t7e1ks1nmzpnDsmXLADhz5gwfrFnDxx9/7LEaLAvbtj1DNJ/lENQjADDXFQAcOnSIYcOGkc/naWxsZNmypQDEYjEymQyJRIJXXnmZnTt2Eg6HWbt+Hc+++AKffHLIf57AcVzPbgVAWR5odO6icdRPOLXkV2RXP0Sl5R6MVXdi1t9LcuWPKH40GSqnEFSooCijsD0zQRQ+/5kaoLiAB129I1jjXfVp3759jB07jnK5zJIlS5g4cTwL586mcdVynnvut2zavM5T2xYmR08dob6ljiFDX2H16kbqVizm7QlvMeTVVzlz5iy6nuPs2XaGD3uTAwcOeYpFfYFE7/Oa6xvWree9mbMAGDt6DNs2bwGlUI6g40QbLSvrGfbqEKZPfYeWxiYGvzSYUaNHofDYvQ4KQ7qUXJtgKdBdngJskBWEMrCRFJXi8ZfHctO37uf2foO5td9wiWAc5QAAIABJREFUbu4/gi8MGMkNA9/kfw4cww0DRnPbgDe57Y7n+dv7n6Jx92FMwMJCoi4Ym3/Kbsr/GOmaBg1DOtjCMz5r+/QEv374ET7e/REAxWyeoW8MpaG5iVQ+yxsjRzD6rbd47rnnqK+vZ9SoUaxdu5bZs2czd+5cDh8+zIgRI3jvvffYvXs3kyZNorW1lTlz5jBixAhefvllNmzYUBVo99UxhV+XgAA0TePtt99m5cqVzJgxg82bN7N06VKam5t599132blzJ+vXr2fz5s088cQTjBw5knfeeYedO3fy2muvMXnyZPbs2cOLL77I008/zbRp0zh9+nS1TDewZO8TNLzfSqUS9fX1vPvuu8yZM4ejR4+ydu1a9uzZw7x582hoaGD69OmcPHmSzVu2MGfe+9Q1NJDN6jhV1eZgHlF4rKUCuY49rBr5E04tfYJ8y39gNA7CWDEAs+7fSS17mMru6VDoACEQyhNlqAAFlMIzMayZpVTtjNVzp1FjnnnVpsCB59KlS5k+fTqzZ8/myJFPCLWfY9WKJTz00PdYv2EN6zetZfe+Xezet4sZc6bT2LyKbFbn4P6PGP7Ga/ziv37Opo2bmTd/AStW1jFjxix0Xff75UUKvwhoRMMRZs+cxcIFC1i+bDl7P/yI1pYWQuc72LlxM/NmzuaDllYSkQhHDh/mkUce4dXXXiVfKuIqSdm2sJXCVALHXwR021NIUDZSVpDKxEVRUfCbV8Zy07fu5X/1G8xt/Udya/83uWngKL4wcLQXU6PfWG7tN4Yv3fEKf3//YJp3f4oFvnbeddD4rHSNgobPnhIev10KSTlfpLPtLHo4jjBtHNOis72DeDKJ4Tp0hEOcPXeO9vPnSSaTtLe3k06niUajJBIJXNfl008/5ezZs4RCIaLRKLlcjmQyycmTJzl79iyapmGaZp+dstbSPcjbto1Simw2S1tbG/F4HNd1aW9v59SpU0SjUQqFAtFolPb2dtrb2zl9+jQdHR3ous7p06eJRCKEw2GOHz/O2bNnOX78OKVS6YIyXd81CnSDhqfu6+nZZzIZzp07R6FQIBKJsGbNmmq5bW1t5PN5TNOko6ODzlCYdDaLQuLYpm974nouXKqgUUTv2MOS4T/l5PKnyK/+CUbzA5Tr7sNY9R+klj9KZc8syHeA41LdMtiA5XEmbHoa+12YPDv6QGp0NQ99pRSmaeK6LqlUipMnT5LSNIRwcSyDbCbFiZNHyeU0uiIdxLUY4USIjnA7plXGdgzAJaenOHf2DKVimfPnOzh5so18voBSCsOwuOj8eRHQEI5LNBzh+NFjlApFzrSd5oPVa6jki4TOdxDrDGGVK9V7I5EIXaEQFcvEdB0sIbCkwJKeCxBXeUaiHmgIUA5KGShMFApTwVOvjuXWbw/ir/u/xFf7j+DLA4Zz68AR3DxoFLcMfIub7h7NLXe+yW3feZl/uPdlWnaexMaTmQn6XtBdT93pGgUNiSVcbOX7WHIcXNv2F8EC5QiEr3JoCYeCWfHXrV4Hsm3vt2BSlVJiGEaVtWTbdlU11rKsHmXbtl29r6+OKYSo/m+g7us4To+OW6t267oulUqleh48K6hjLcsrOAohME3zgrr2tdMIyg/ImzwMHMfBtu1qOcF3AChXKuSKBQrFgu+aRXg2LSLwzeVpT2ntHzFv2M84tvJ5kmt+Tqb1B6TrH0Jv/CmdK39N7sNZUDwHwvQmCYGHEo63yLTwgKPqWqRXO/sSLHw758/oFX/eKQD+oE/WXvPUqz3FASkdHGGhkNjCwvGvV4wi5XIB4VgoJbFtB6W6+2+5XPEMRa8ENBS4viq4Ev4ixLIp+SrglXIFYTkYpTK2aWFWfJVc4WI5npai6TpUHNsHDQdXSYQMuJAShA3SQCoDgYshJU8PHsVtf3UP377zSb5+54t89a7n+dLdL3DbPS9x292v8qU7X+Prd7/O1/71Gf554LOs3Xmi+xXUddD4rHTNgoYthafV43qTnxQSo1zxVToF+BOv4zrYUmI4NqZlVlk2hmFUZQNKqarFqxACy7LI5/Pe/9dMrr3lB5facdSyqizLqlrVmqZZBRbXdbEsi1KphOM4/gThlRlcD+pbC3ABAATPCK71BRrBc03T7AGMpmlimiblcrn6/kIIbMfGFoJy8Jt0UK5nQQ94A155s3+yfT+zh/0XB+te4/wHv6Vj9S853/QLzjU/wdH6Zwnvn4uqnAVV8AWU+AaC3r7Bpnu3UQscPecthac2efVLNYQQlMvlav+wLMtvQ4tKpYTrG2O6ro1lm0glMM0K5XIR17UplQqYZgWjUqZSqVT7TLlcri525EX5U32noP8A1fpUrcOLJWzDRDpuFTAsy6JSqeAKgeXYuMpzVGhLgYPrKasHGtcCr39JA6EqWNKgaDs8+fxQvvzNO/i7Ox7hm//2S/7yjke4/Y5H+Madv+AbdzzG1//t13zzO09w+z/9jH++4+d8sGG/t2CUFx+b11N3uuZAozox++vPwBtp4AKk6nzQlzG4wvW9vvbsULXsnGBgBFSrAQVUAaB3EKnLqWeQgokgAJ1a4AjOg5VmLSBcagDU5vuqVy2IBc8OKCijVgYT3GcLUSOwdCFwAYEvbfAdw4VO7+Od1x8hfHgVdmgNdkcjVnsjlXPNFDvWU0oeRIokkgo2Lhb+xKEshHKxpEcB58pR3VysbvszxbUi1aiVQ9X2DyGdqkuYwAtAlYSD61rdhp7S8bXdXP//RbUvB0anv0u9eo+dqs82369UrbfbwEuwKwU9/aB5554yRfB0gRAGQhq4yqZkGrw+dBxTZ6xg+97TrNt9gg/2HGfNh8dY8+ExVu85wboPT7Nx1xk2bD3Otu2H6WwPo4SJkgae89LroHGpdO2Chu+creoJJvBaW/Xb7K/4pfBJ9tmZaifw3p3s81y19J6cP4sutZP5Xb5Z7/e51PsFnCQvCV+zyfsfzzbP2w+c+/RDJrz2C1KhA76H2wTYGlgpcHWgglA2lpIYSmEoMJXCVi6ONHGEgZA2UvledCU40t91VEHj2hGFB+1S7Qc+S6hbrbtGhVRJb2Xtk5Q1bu5lsDhwffLyUga7tctXJe2zjwRKC/7iLMj37EMBczGgwOi0F2goiWkVcNwSICiWigx5Yyw7dnmaey7eTtQXhVXZmT3hzwWRQ5k6XGS3cT11p2sXNPrQGOp9XSlV9eWv1B+XJ34xcPhTTH2DhscPd1XgdBBOHd3D0Od+Srz9sMe3MrlAQCGC/1Gei2tHgC1AugaoEigT6VS81bHwjAcDiLj29Kd6TtLVRY+vZSZR1QWR56+mm6RU1WnZi/XhXECBn7I+3ZjQN5T0drMf0Gcuai54WHUP2fN3FOAgZAWFxxZ+9ZUR7Ni+F6DKwrToBg0Hr7t5/yrAKYGbBpEFdend+fV0DYOGqgkAE1yvdQfeo8MEK6IrLOP3Uu8/g858UdAALNkNGieO7mXIC48Q7zjiCbsN09eU8skxwTXArYBT9s4tCywbrJw30N0sysyjhC/8xWuubtuMaws0oLaP+wGYLgUaNQGPZAAavsfcvujzAo1LgUjPl/Gph5lm7XVwXQPHLaFwqFSKvPH6SHZs9VTnTeWtRQKygZIjMZwa8BE2ws6hKF9nT11Gug4anwEa3o9c1nxTu8L7Y+8CPk/21JWmbtDw5Qk1oOECpv9pTp38hNHDniMZPgxEwWwHOwwi7pETBicEdheYnWBGwEhCxWdhGREw4iAKIEyUcAl82vW0Ar+2QANqZXeBGoAPGqoWMOjRtxVVhyRUXWj0or5dY0gfIC6kALB60+cJGkJaKGWilEkuqzFi6Ej27j4A9AQMz4CvOy5L2YGK7T25bBoI6RC4KbkOGhdP10HjEqDR/U9c0XwTAMcfIvXVuftks/3RQCOw0PaDMPkR/BTQfv4ko4c+zdn9qyicWYJ+ZBqpo7NInlhA6tQikscXkD42D/3o+2Q+mU/m8BL0QytJH2pA+6SVjn0NpNp2Is0EiALCKqP89w4mJuXzwwPfXtdU8uUHAWgo/9plgQZOn9QNwLUkq23emwK9taAOwVH4bVMrt7goaAC9QaPnjsYmgATLrPDqS6/z8gsjmTJzHaNmbOXNmesZNauVN2c3MWp2PaNmNTB2dgsTZ7Ww6cNTlF2oSI8Fqi7COrueutNVDxq9G7z3hNpDRqBkD62oWgF3cN7bojuwc5BSYprmBfKGWruL2mf/d95FqW5L7lpNGaVUVVUSqNYnUMXtLb+5VDm11Nd7B8aHtRo7we/Cjw3uXQDlKqQrEcJzyIjvxT1x/jjvDf85h+ufJ9z6KJ0N/8m5hh9ztulhzjb/nDPND3Ou8We0N/yMjoaf0bnqv+is+wUddY9yuv5JDq96hjM7pqLKx0ClcGUehQEYoAy8daXA9ae8q3bo17JqAk0nV+Banqqz5TpYroNhmUjX97IayDJ8LSbHcby464CjvNC+gYv8WrqYu++LsaeElJQNz47IcmxPC9GfmB3b8UDef4da+yPHcXqGpRW+gY4vDPdAyQ+B7O8yQOK4ksd/8zo3f+W7fO0fH+GWf/wNX/ynx7nxnx/jL/7lF/zFv/6C/+effsL/+Icf8pV//TFvzW6hKLrlHEr2vUu/nrrTNQsalmX1MGDrvTMI9NIty6JULlXvDQzbAruJWjXX4Pdaw7kAWAJr3eD+K6l/AHKBbURQl9ryA9CqNbIzDKMHeBUKhcsaCD0EqUJUgUgpVbXVCN4n+E5V7TEkEhOBieMIXFOBg69Q4A3KYKuhnzlM3agfcHL5/6XY+gPKjfdSaLqPQtN95JrvI1tDuWbveqnxPkqN95Nq+j7nm35K166RYB4EYtjkcCkBRVBFUBXw4cu56NteBcmfoZVSOJaNVa4gLBthuwjHN5RzPFsh5cejcG0baTtIx8XybXCK5RK29NSlP69daqCaHeQDO4wg8JkSsmrsFyTTNLFsG6kUpXIJw7YQqtuyU+LiIHFwkdhIVUYpzwjRdhW/fWkyt37rB3z7nlf4xt1D+eo9w7htwHBuGjicLw4ayk33vspt/Z/mK3f9knHz12Liiy19B8nXQePS6ZoFjVoDt0Cfff/+/Rw4cICtW7eiaVp10ldK9XDwV2vwVgsWwQSdy+Voa2vD8D3PBuUGk/rldMLaSTsAqVpgC3TnK5UKnZ2ddHZ2VkEpkUhw7NixqjFgAGQXUw3uq+zeu7BgsHshOyvVgDpBXarW5lJ4OvOy4u2ITOULFyTClzngx/dJn/2Y5aP+nbYVP8RquR+3/k6sxrswG+/CaLyLSlM3GY13YTXchdNwF0793eQbHqCr4WeEd4yC8iFAw8bADrzeBu7TVbco/Kod+r5AQbpeqF+jWAYhEaaFXTGoGAa5YgGArs4uThw/gWs7qJrAXbZtY1oWJdOg7Pfbz2vy1HWdEydOkE6nuw1XXUG0K8SZttMU8wVc2yEUCnH69Glf60viCoFhmTgiYC96Ow2J7AUalR6g8eSLk7j1Ww/x7XsG8427h3ig0X84Nw8cwU2DhnHzwNe4rd8zfP2uXzJx3gfegkJ1KwRcB41Lp2sSNIKJOGAtWZbF/v37WbhwIdu3b2fs2LG0t7dTKpVIp9PVybZQKFR3KPl8vupiIRgIruuSy+WIx+McOXKkuioPJu/g3sutd1BPKSXxeJyVK1cydepU9u/fXwWv3bt309LSQn19PceOHePkyZOsWrWK1atXs3HjRo4cOcJbb73Ftm3bqruD3rYcfZVdu8PRdZ05c+Ywffp0P7SrS6FQoLGxkTlz5rB3715WrFjB888/z0uDX2LFqiUUylnPatdXuFG4nvuKWtA4v59lo79H24qHsJrvxa3/Lk7DHdgNd2A03uG5SW/0yPSvO/V34NTfRXnVfcTrfkJ82ygoHgFymEgMPBXdbi0hoIZ9f1Umf3VsWzaO7WBUKoQ7OhkzYiRNdfXYjoNEsf/gAVYsX0FLUxPr13xALq3TUt/A5ImT2LZ9G5+ePMHrw4ayc/du77Gfw+SZyWRobW2ltbWVVatWkUwmAehs76B+xUrq61axdfMWjn5yhJUrVtDQ0MCuXbtQKCqWgQIs10WoQH4ifNBQOAgPPpTREzReGs+t336Qb/V/ga/f8zpf7j+M2/qP5OYBb3LTgFHcOuANvnTPc9x+x6NMnrfa55Y6IM3r2lOXka5Z0Kj1zVSpVBgyZAgHD3oBYjKZDDt27GDw4MGMGDGCTZs20drayty5c1m8eDHRaJTm5uaqR9tKpcLBgweZPXs2K1as8GNLrCcUCrFkyRLmzp3L8ePHEUL02JF8VqplQ+XzeQ4dOsS4ceOYOXMm4K3gxo0bx6lTp9i0aRNTp05l4cKFNDY2EolEmDBhAvv372fw4MG0tLT08D3VlxFg7TeqBQ3DMFi5ciWvvPIK0Wi0Wvbx48eZNGkSI0aMYOnSpXzwwQfMnDWTBYvex7BK3nbf9uXgOCgsT2TqL3DT5z9i6Zh7OVH3EJWWBzAb7qHS2I9KUz/KTf0oNntU8s8rjf0wGvthNPSnUncv6RX/SWrLm1A8gqJMBS/Khh2wwQLp7FWNGF5SSmFWDGzTQjoOuUyWYa+9ztSJkzD9xc3wkSOoW1lHJBRmzMg32bfnQ06eOEH9qnpGjx7NoU8OM3TkCBqbm6rP/O9Onlu3bmX27NnkcjnGjh3Ltm3bUEpxYN8+xo4azXszZ7Fk0WI2bdjIlClTql6TwfNhpvA0m1wRCOEdHzS6c55Mw/eBJhRPvjSWW779AH814AW+0v91bu0/nJsHjOaLA8byxQFjuaX/SL5092Buv/NRJs9r8bujAZSug8ZlpGsWNGrdXpRKJZ566ilOnz5dva+jo4MRI0Zw6NAhWltbGTFiBPl8vgoc27dvZ+bMmYwfP562tjZmzZrFkSNHOHPmDNu2bWP69OmcOXOGXbt2MWHCBObPn99DpnCxuvYGlFohdKFQYNy4cUyfPh3Xdens7OSZZ56hXC5z7Ngxnn/+eUaMGMHWrVspFouMHz+eo0ePsnjxYlpaWnoIzS8XNIL6HDhwgMmTJ6PrevU+0zSZPHkyU6dOpVwuYxgG69evp7Or3bMkdmW3Tw8sFIbHZvBBQ2v/kCVj7uXTuh+SX/1Dik33k2t6gGyzR5mWB9BbvGO2+QFyTQ+Qb3qAUuMDVOruJ7vih2hbhldBowyU8PRoZFVOe7VvM+iWaUiFsB0cw9vVLlu4mOlT3qFU9mQG+/bvp25lHa1Nzbzx6mucPHYcgDWr17B69Wosx2bi1Cm0+jFaPo/Jc/ny5cyfPx+AoUOH0tzcjBCCjnPnGfb6EB79xS/5YPUadu3YySuvvMJjjz3GmjVrPJ9ZruuxqaTElYFkqhY0fM04ZaH8KJMeaLzFLd++j9sHvsAtA9/gpoFv8oWB47lxwGRuHPA2N/Ufz213v87X7nycCQtW+y7RK0iKvgLAddC4VLomQSOYEINJvFAo8Pbbb7NmzRoymQxdXV0cPnyYCRMmoGkaW7duZfLkydi2zbRp05g5cyZLlixhypQpjB8/nmPHjjFlyhTOnj2LZVlV0NizZw/Lli1j3LhxTJ48mXK53GedetetNgWTdkdHB6dOneLcuXM88cQTJBIJOjs7GTlyJCdOnGDnzp3MmzePd955h+XLl3P8+HGmT5/OuXPnmDp1Kg0NDRd4vu0rfkdtPWo1v3bu3MmoUaNIp9MYhkEkEiEajdLW1sbQoUM5d+4cO3bsYKUfKdC0TSzD9YLoKQAbiYGjbJTrvaPW8SFLxn2P46v+k1zrjyg2PECh6Xvkmx8k1/IgGZ+yzQ+Sb36QfNODFJoepNT4IOW6e8mufAh961AoHkJRpAwU8EFDSV+2YXu+r5S8eoGjRl1J2I7v1BGmT3mHaW9PxbRMikaFfLFAZ0cnK5YtZ9zoMcTDEXZv38GihQv5+OOPKZSKjJs0kYWLF3Y/umbi/F3UyHfu3Ml7771HOp1m4sSJfPjhhwCsXL6MLRs28smhw7z80mCee+ZZjh49SmtrK6NGjSKRTAB4DkV7yDQ8VlsAIRKFVDZSerspSyh+O3gst/7tfXz93he4YeBQ/ueA0fzFgAn8Rf8p/EX/d7ih3wRu6TecL9/9FKPnr6EEWNi4VK6DxmWkqx40LpVqHfu1tbXx7rvvMmrUKDZs2MDu3bsZOXJkNQrevHnzmD9/PqtXr2bv3r28/fbbzJkzh2HDhnH69Gnq6uoYP348ra2tNDQ0sGjRIjZs2MCMGTN49913mThxYjWQTcAmupwUdNqDBw8yc+ZMli5dyrp169i3bx/bt29n586dzJw5k4ULF9LV1UV7ezszZsxg3rx57Nq1i/PnzzNs2DBmzJhBPB4H6LHb6GuA9HZV4jgOLS0tvPjii7S2trJs2TI2btzIggULWL58OevWrePMmTPU1dVx7uxZ36+XrLX9AmwUJqawqo7vtPN7WTLhh5yo/ynl5oew6u/FbLwPs/F+jOb7qbQ8QKnpPkpN92E03Eel4T6shvuw6u+jvHIQWt0PSG59AwoHUOQoIygob08jlQmq7FHVnOsqHfzBTiNwPS8kpVyedyZN5o1XXmPbju00r1lNJBZl/br1LFu8hMP7D/DRrt08/ZsnmTRxEnPmzGHDxg0MGT6M2XPnVBUneqtTX2nSdZ0FCxYwc+ZMtm7dyoEDB2hqbKS5qYllixazfOkyNq7fwML5C1i6ZClNTU1s2bKFXD7v2ZhIgeM7K+wWhFc95PstKpC+RwDDUTw5eDQ3/80Avn7vc3zhvuHccO8Ybhg0gRsGTeWGQVP5woDxfOXeUdw+8EXGLFhPASjhYmJ7FiPXQeOS6ZoFjUCLKGDZACQSCU6fPo2u61QqFVKpVFWAXSwW6ezspFgsVu/t7OwkmUximia5XI4zZ84QDofJ5/Pouo5pmui6TiQSIR6PV4MfXcmKLaifYRgkk0k6OzuxbRtd10mlUliWRUdHB+l0uurePJ1Ok0gksG2bUqlEKBRC0zSKxeIltaf6Ao5g4kilUl6AnK4utmzZgq7rpNNpzp8/T6lUwjAMT1HANLEsw3tOrRMoLAQmtnQDh7ekzn7MovE/5sSqn2M1Poiq64eo64dd1w9r1T2Yq/ph1ffHbuiPU98fsao/sq4/sm4ARsP3idT9lNCWEVA5giKHgYOBwsHG80tVBIqAibqa9af813JsB9uyUY6LY5joaZ1ELE5SSxGKRrFtm3AojJZIIm2HnJ6h/cxZImFv16hpGtF4nHgySaVSqbZ/0E9+V4PVfD5PKBSiUqlw7tw5du3ahWEY6FqaaDiCZZi4tkMkEiGVSnllK4UjXGzX8YwDZeB2UPQADU89WKCE735dSJ55bQxf+oeBfK3/k3xhwMvcOGAIN/YfwQ39R/HF/qP5wt3DuOm7z/PVu37DhCUbKQIlgjBO17WnPitds6AB9HBfXtsxLmbMFpwHK/TgnkAd92KspSD1Dsh0Oal2tR+UV6vmaxhGlZUEPYM8BedBvWtjInyW5lQtoNaq+waqxsF3CsoI4ooYRgWF76eoB2h4zs0dJIHvR63jBPPe+hmfrPglpaYfY9U9SKXuQYp13yNf9z2ydQ+QXXk/uZUPkFv5AMXlD1Ba9gDF5d8jVfdjTix7lDNbxoN5GkkBQ1nYykGpCgjfVoMKArfbIvpqTL48ww1c+wuJcmsM5VwHBZiWWd3lCcepBhoLkmVbuKgL7DSg26D0SlNtnw/Gm+M4SCH+f/bO+z+K69z/f8P3h5tiqkuSm9wk32+Se5PrJDamy91xmmM7iePETtwAG2OK6Ug00WxAFNMkisquCogqECCKQHREb2oI9bZ12jnn/f1hdlazKwmE41Tp4fWg2d3Z2dmdM+dznvZ5oim/0rGQ3HE1iDBL2xXqhuXQDXYGGhIZSefWheCtcVN54DuDGPjYKwwY/Bb9hrxD3ydG0Wfw+/R7YgwDnniPfj95jUd++jILNuTjlxBSoKveOo3uSI8GDUfcBXpO8Z4zwJ2J1jHX3UV0hmHEFPM5RXBOGq9zjHA4HK3xcCbX7op7xe+uOHdW984xw+Ewfr8/pngwFApFmyM56bbOe+4ne8rdSMrdqc8Jfrv7bGhaGMMMI1VH0LArxSNBaqDu1jVSpr3Kueyx1O/4kLrcd7mT9y63896lMu9dKvLeoTp/NDXbR1OTP5q6/NE0bBtDw7b3qdr6IVe2TuHm0XWgVWARIiwMhDRBhMHygwihlBVlOf23vfUjoCEjPWFCPj+WYRJq8yMtuyeMKQW6ZaBrGqZuEA6GsHQDaQnMyILHcQVZLgszPtZ1v+JuTua2XIUQ6GENPazZacLBEJZptddOKbtWQ0gZyWcQOMTm8aAB2PTuQhEyTF57bxz/d/AL/ORnb/GjZ97lh8++x/88O4r/eW4U//Pcu/zo+bf54ZN/4LGnX2NF6jbawnb/+QizUC9o3EN6NGg4k78zoN0D3Jnwnapnd9DYmTydFb+u61HXTzAYjBxDuiZSLVrfEd+69V7idp8ppdoraoXA7/dHu/Y5E7ubMsSpE3G+h7tla3duBjd4OL+Bcxxn210dblkWhq5jWlo7aERiGgoTu2GnQkQ+tqL0AkvGv0z1qbWYNfswKgvQqwrQbhcQrt5LqLqAQNVuApW7CVbsJhxRvXw3+vU8wjd3ELhdgrRasJSwWYmkBFMHMwSWgVQ4xCJ8PufKv4ZIITEjHSgNzWYKMIJhlGkhpCKk2YsFLawRDoYwNN3uGWNamLo9loW02yBbncS6Pi8Jp7vDpDP2TMtCWpad6WWYCMsi4PPHLGicJkx2INyKgEbHmIYELFOgIvdIQNN5b9JMZi1PY8fhS+TvKyV/33m2Fp4jb/9Z8vafYdv+U+w4cJIdhSVcuVaFpdv5EipywF7QuLv0WNBwr6QdcdOKQHuWkQ0gAstqn3Qdl0y0paaraM6hS4hWv7q0ufrCAAAgAElEQVTSe+9X3BaBe7J2QMsBLvck7my7v6cz8d/vb+T+neJXio67zHk9+ryl2WxPrkC4QmBgEkY6GbdcPXWGuR/+iYbKE4APJVtAtoBsBdUGtKFcCm1AC6gmMO+AUQ16I5YVtvuPg71UNE0bOISFUu29FP5tQcOVcgs2/1TQH4hUitvuJk3XogshpZTNTWVaGC6mAKkkUimkUjahZ0TcC5f7FTdlTzubgrCbHQnbjekE8C1hIZVCiHaAUlJhmCamqeOYrYrYHAsbLG3XVTAU4KOPZ7D/6KmYn8cp2XGaMjlZ2MICqQukIW0eri6qwnulXXosaNy/OEMv1u+q6Mzt4ez7zymK7py7uzrufo8fuT1VbI2EiUTDQosc88qFy0x9fwJ3ym4DYGAiLANlmHanJctuCGRhZ0TZHfkElhXJhlJmpBjLWRkTyR6KrDxVLGV3j7r1O7+4Hff5R0m0qVJsgoJyb8RfvC5UWBqW3grSRzjYxNTxH3H0wGH7OFH3qIkiiCKAUEFEpJ5cKIVlGShlYIkwNgV8d4kae9yoAnpB4z7k7qChOt33n0/c3+KeoOHc2Pd5X6gIr2zExIih8tCUSUDa9SoXzp5mwjtjqKm8jc1e6gPRBmab3XRJaCihIZGEpWm3eUUglZ1sqboIXLqts175ZxVnzd/ejS9mTLpBI1rVrzquaQCUiVIBIEDAV8+MiRM5su9wh09UCJsVF9AiveUBdEtHs0LYwNILGveSXtDotvSCRvc/oxPQiGxqwiRshQDJlfNHmD7qDWpvngFVCdYl0C+Cdhm066BVIMO3AT+mDGKoIKYMIqTNXtuZG6EXNP5VxLYfo4EEugMakZHrBg5AN9rHRDDQxqwZcygsOIQlFH5T4jMlbaakzRK0WRKfpWjWBK2awBc28IUNLGVhKR3ZCxr3lF7Q6GHydwcN56YX9kLR7oZgARq3rx9m6ZQ/crVwFXVnV1B7Ipn648k0HF9E3bGlVB5bQ9OtvSi9EkUrggCWakNIHwqjFzT+peU+QMOhg1Gio7UBCGFhSpvXzKcZjPlwKq++9gGTEtcyatpnjJ6xivdmrOS9Gat5b/oaxkzfwLhZmxg1KYXRExaQt/sgEtBFuNfS6Ib0YNC4i5O0U+3O+9tf+WeVfyhoSPuetyeMNhrLD5A6+7ecSB/Ntdw/csPza8q8L1HmeYVrWX/kTNZoqk5uQPqvAK1ACEUIqYIRl0QvaPzLirJwUmhRdwGN6ICVOG2DO4CGkoQsDU1JglLx7keJfPmhn/DgD39N30d/R59HX6XPo7+nz//+kb4/+jP9//stHvnRu/T99m/48iNDmbVoDQqwnL6CvaBxV+nhoNHVQLDVHiyx72gf1JGVT4wbqn0AfV7n1N0muvhaiu6+r8NxwM6QiWzHvrdr0Lj/SVjFxtMFSEnkd22lqWw3m5Je5Ozm16jP+w3N3mdpyX2Gltznqc15iRvet2g6tQ6C17AbKxkIqWNF6i96QaOjdHdcdFXYebf3/DXizr5S0TFmooTuPBl7Lg5tgIo+QRRgXDeiUhC2TMLSbrbVbCjeHDeXft99mm8njOLhhLE8lPAhDyVM5KER03h4eBKPDJnNNwYn8u3BE3noBy8zJyUDBU5CeC9o3EN6QSMCDlJG0v+UQEqBaeoEAj58vlYaGxsIaRq6UFhSYVgmSgqEpWPqAYJtTYQCbYRCQRqbmgiGw5hCoRtWTItXJy31bpO/O622s3S/+Fx5Z5/4dF4n1dHZxykyDGt27lIorGNaEksqdFezKed3kcJCmjrS0lBS0trWxuHDh7l27VpM1bnT66OtrY3m5mYuX77MtRvXqLxdgaZp0bRbEaFIlxIQJuCjsXwXmxOf5OKWlwnk/gLNM4Jw9lBC2cNpyn6eCs/rtJxYA8EyELo9SUgVuYl73s16L3GzFLifCwaDMWSZTlFqV3UX8em17jqL+xUpJXV1dezevZvKysr2sSpMLp05zqG9u2motTnRWpp9VFffoa6+McpwC0RqUDRsJlsRCxqAKUW0gLPFUrw+dh4PfPd5vjFyLH1HTqDPyI95YOR0+gyfTZ9hC+k7eBEPDprPN56YRr/v/Y6kFG8ENHotje5IDwcNe0ZTykJKEyntQRkK+TGMMFKapKdvZFbiDHzBIBV36mluC0QHM4Ae9rHNm07W5lSCAR8nTp2ivNq+CSxp90F2KrGdmo2Ys+gEFOIpzK9du0ZeXh5HjhwhEAhw6NAh8vPzKSkpIRAIIISgvr6e3bt3k5+fz61bt6KfefPmTRobGykvL2fnzp0cOFjErfLbGJbAEpE1XwzHUCxoKGkR8PvZvGULe/fuZeXKlRw7dgyAYDBIQUEB2dnZFBcXk5eXyxtvvMGf//w2Y8a8z53b1dGf2jLBioKGAAI0lu9mc2ICVzb/Bj3n58isYQjvIEzvIHzeJ6ny/J62kjUQqIy8mX9rstq/VpRStLa2UlhYyLZt29i/fz+lpaXs37+f7du3U1NTE60tcmonKisrqa+v5+rVq5SUlESZmi9evMiJEyeorKyM1iI5zAf3I9XV1aSlpVFcXExKSgplZWUA7Nu1nU2fpVC8fx+ezZu4duUqmzdlsH37Hm7eqiSs6Wi6XdMRDARtWhqnWjTOtyqUhYFCB3xS8adxC/jqd1/k6yM/4oGEKXwlYTpfHpnEl0Yk85XhS+gzZCn9By/m4Sdm8tXv/Z7E5dkR0FC9oNEN6aGg4VgZ9kBUmDa9ckRNK4xuBAGT/O25JCZN50bZLabPnk/+7n20trayv3APhQW7CLY1cGBPPhvXreLK5QscPFREbVMLhYeOsu/AQcoryqOrO3exX/RM4kDD2c9diT127FjGjx9PVlYWly5d4t1332XmzJlkZ2fbq3ml2Lt3L3/5y1+YOXMmFy5cAODUqVO89tprHDhwgIyMDLZv307BvkLSNmXgD4ZsS0O006B3AA3LtlROnTzJrFmz8Pv95OTkkJKSAsDly5d56aWX8Hg87N+/n2PHiqmoqOBQ0VHWr9tIOBRCWIYNyIAh7a56SihAp7F8H5tmPc2VTa+iZ/8KmTkC6XkcM/un+LNHUJ31Kr6Sz8B/G0wZdW/1zFu1e7Jnzx7GjRvH1KlTGTVqFH/605+irM1r166NMi0rpbh06RLvvfce27dvp6SkhLVr1zJ37lyuXr3K3r17+eSTT1iyZAmtra1RKpz7lby8PNatW4emacyYMYMdO3YA8OmC+WSuW01N2U3mTJ/OW2/+hcmTprJjRwHXrpeh6YYdZxCSUChsewHcoBFNwRUoaWIpu8dGQCre/HABfb7zIl8fMZ4HRk7nKyNn8qWEJP4jIZkvjVjMV4d9Qt+hC3lwyAy++r3fMysKGqAinode0OhaekGjE9AAC8MMAYp9hbuZM3cW5y9eYNS4ieTv3sv1GzfZvGkDq5Yt5tTRgxwrKiA7YyMlx44yK2kOJWdKyd2xh3nzF7Jt69YoS63DA9WVeyq++tpxN8yePZtFixaRl5dHeXk5iYmJJCUlsWfPnijP1enTp5k6dSoLFizgxo0btLa2smHDBt5++208Hg/p6ensKdjD1vztTJg8jebWNvv4lrArdOncPQWwv7CQ0aNHo+s6hw4dYsGCBQAcOXKEP/zhD1y+fJmkpCTOnDkDwPZtuzl3+qL9nWQYS/oJizC6UjblnAQQNJQdIm3Wz7m06XW07FcQmQlY3scwch6lLWcIVd6XaD2xqhPQEKjPUXT47yyOe7GqqorGxkYuXbrEmjVrSExMZNu2bRw9epQJEyZw7do1wGZtzszM5N133yUvLw8Aj8fDmDFjuHPnDqFQiM8++4y5c+fS3Nwc0wf+fiQjI4MVK1YAkJSUxNatWwG4frGUQ7u2syMrg7f/+EdGDB1GbvZWcnPzWfzpcprbfHYoTNi9wqUSsaBhm8g4/eClsusuglLxlw+T6fvtF/nGiPH0HTGNryTM4EsJs/hSwhz+I2E+XxqRTJ9hc3lwyBS+/P3fMTOlFzTuR3owaFh0BhqW0JDSwDCCKCUo3L+bhYvmcquynIXLV1N2+w6NTc1sTF3HJ8lJFO7I5cThfezK83Cx9BypaZs4e+kGW3fv5+PJU1m+bFk0PuGY+V2BhtsKcficQqEQjY2N3Lp1i8mTJ7Nz507u3LnDpUuXeOeddygttbuv1dXVUVVVhcfjYfbs2eTn55OVlcXkyZPJy8vjzp07HDp8iPkLFpE4J5mWNpviXaoITXw0cBwPGpKK8nLmzp1LUVERq1atoqCggNu3b3Ps2DESExMpLS1l5syZHD16hH37Ckldn0E4pGPoGpbwIWkjJHyEsOzOFpH0mIay46TOepnSTX8hmP07DM+TGNk/Rcv7IS25g6jM/hWtJ1ZAoMJmlFNEenWEUdz/qvffWZyFhkMl4/V6OX36NM3NzRw/fpzNmzczZsyYaOfFrVu3kpeXx8KFC1m5ciWWZVFRUcG0adPYtWsXAEePHmXcuHFcuHDhc9HQAJw9e5bExEQuXLjAvHnzOHrUtkabG+q5fv4MnvVrWbYgmSULFpLjzWP//iJmz11IdX0DQin8wTBhXUcogYj0B49kb4AUoIwIMaWOAsJS8dbYefT/9gt8c/h4+g2fZlsbCdP5UoJtcXxpZBJ9hs9k4NCJfPkHrzKjFzTuS3o4aDhNIw2k0pFKR0gdITVMK4SQGhs3reWDse9x9cZ1ps9JZrMnm90FBUwc/yHLF89n3fJFpK1eyuL5SZSePc30GYms3ZjO/E9SGDtuArNmzqS1pSVqNYi41Vo8gDgkgw7RYE1NDRkZGRw8eJAZM2bg9XrxeDwcPHiQWbNmUVxczLFjx8jNzSM7O4e0tI18+ulS9u7dx8aNGxk2bBgpKSnU1taye89uFi5azJ69+zFMgW60BxutKJGiAxomwtSRwkBYFkePFrNp0yby8/MpLy9n+fLl3Lhxg+LiYtavX8+ePXtobGxg96493LpegTIh5A9gmK1I1YomfYQRhLHdVAD1ZSfZMPN3lG56j0DO79G8TxLOfYzg1h/RmPcEZTm/ovlkCgTLI3EQ239tt+bsBQ23OAFmKSXFxcUsX74cn89HTU0NJSUlLFmyBK/Xy82bNykuLubo0aPk5uby8ssv89Zbb7F582Z27drFokWLWLVqFVu3biU3N5cZM2Zw7tw5gM8V0wgEAuzbt4/09HSOHz9OSUkJq1atpPzaFQ7mbyU/I53rpRfxNbeStmEjmzZlcurMOcKGRdiwsBQYpomQVsTCdIGGskAaIIIoZfMYa0Lx9gdzGPBfz/Jfw8fRf/hU+o6cwlcTpvDlJ6fx5Sdn8JWRM+g7YhoDh43ny99/JQY0ZC9o3FN6KGhAO32ZY21EVFkoZafeWZbGmTMn2L9/L41NjZw5f57DR49y8WIpe3bvZM+u7Rwu2sf5MycoOXaE8rKbHD58hHMXLrBv/wF27NrFkeKjtLS1IqRN92xaJiLCiaRQSCVR0X9E2WQdaWlpYf/+/Rw+fJjLly9z+/Zt9uzZw8GDB6moqKClpYnTp09x+vRJDh8uoqTkGLWRbJTW1hb27Svg/PmzVFdXUVi4jzNnzhAKheysE0sgI6mNHbr4uejTHXG2W1tbuXXrVjQ7y8n4covUiObXK0wMZaKhcMgawKDh5lHSkl7j8pZRBD2vomU+RTBnOK15w6nd9gLXt75Jw5n1EKwAKZHKzpAJoTAjv1fHe1bZq0WXE8vRf+fb24lLCSEoKyujqqoKpRS1tbUcP36c4uJimpqaKCsri4JAOBzm6NGjHDhwgKNHj1JYWEhpaSl1dXUUFhZSWFjIzZs3o9f581ga7nOTUlJbW0tFRUUklc5CGDYQSSltxttIvw/TtKJj0xanyavlSnxUUfAQ0kIBIUsxZsJ8HvzuM3xr2AcMGDaZfsNt7Tt8Kn2HTWfA8EQeGjaTrw+bRN///h3TlntjmJBtLrNYjY2+x0Xie5j0YNBw1SPE1WY4KwsnFdfeXcS9N/5Y0F6dITu82r6GVzEqlIxuR48SN1HfPfXWmfQtYutKXNVPrrNQTiFVJ/n8XWln+8Vvx4gbjyOztcCe8MOA3YstTP2tw6yZ/gpnN7xDW+bv8W/5Gc3eF6jNeZHyvN9yMXc0dSc3gq8cpO3WM1CEcfXh6wI0RAQ0HArtf3fQiJf469TVa/HP38/j+xX3uLYifTKAmLEf+4FuldgjyOyw0FdKYQqbGj9gKt7+cCb9vjmEbwz6M/0HvU+/Qe/T74n36T/oA/oP+pCBgybw8OPjefgn7/If33qO6SnpGDig0ctyey/pBY1OQMOyjOgkbE+y9vNCmNF6Djub427Fge0TuAMODkC4waMr0OiMirrzSbyj+dwOdvZdFftYIkRs4dvdAONuN098MyfXF3apiubT2+QhYER+n9qKk6RM+yPnPTNp3jaBpty3qN/2JtX5b3Az/x0ubptA09lMaLsZaaqkg9RQKhixDLte/zlX1/3L9JRb320hdgbw7m33tXPiIvHiLpj8ayX6uaiIs6ldY8ZYhwtqFwPGWhr2a9IyEJZtBYUsyZ9HTeJ7jz7PoBc/4AfPjeX7z3/A9382mh+8MIYfPP8+33/uQ3747If87zOj+M4Tv+bTTV4EoNl9JXtB4x7SCxqdqLvQzz0Ju5+Pn6zj9xHCbAcIFQEH1Q4OdwON+CyqDq4jlzpA5pyP89nucxPC7kdg7ys6TCD3+oyuXu8KNJR7Qwkc+gepJIZSkX4aisqbp/l0xntUn81HVB/CKt+JWbUVoyobrTKXYPlOzJoToNWC6Qcr0sZVtOFAT7x3uec6DdqvpbuTYnwvFPe+EAsa7uvZmbX7ec+p0wXH/YIGdrajcqfcOmm30kRJHSlN/MEQk6bOYfGyLRSdusGOY1fZfvwK209cYvuJi+SXXGLHyavsOH6V3ceuklt4jHPXb2Ih0QnbZ9ILGneVXtC4h3sq/vl4YBDC7PK9DhC4XVNWpJWl89gNGlKpDhZGZwM39qaO/ez4c7Z7BbjBT3S8gV3FfXe7YeInpa5Aw/FO2d/eBKWD0lHKRMj2ZNmLpSeZMfEd6qouAgZK+oAmoA6oAVUPVgsoDWUZdtBT6iBtJ5eMi1t0Cho9CEncloITR+hqwuvs2nb12l8DGl0uOP4a0HBej1iySmh2BhUmoVCAWYnJHDlyJmY3dwMmE/C7tgNmmLZwE0GjxT6rXtC4q/SCRhdWBsiom8p5vquJOd7acJ6LWhgu95Qp7Iyle4FGVzd1x9V+7Gd2avHEvN7RxdBd0Ij//M5WpRGYQAcEET+0CoEKo5RNSeK0ey0tPcv4se9w+3YZJuCzICAlQWkSlDohoaNh50lp0k7VNbH/2r+aHTRpj2HEu6GU7daI6v2OkX8tie8O6aR3u4HE/Zz7+Xg3lfu5L2Ly/CJAw+6FIdtfd0DDDIEMoGSYUKCFieM/prDA7qdhA4bCREPHj06QsArTYgTRpMBUkS4bMoyQYdobevWCRlfSCxpxE75haFH3jhtApLQwTT06ARuGhmUZ0X3jJ2sbEoiCQWdWh/u1ePdUZ+6feDcCEOOKcqweByiinxQX43B/RnfcU13dNM4E5BQYOudkYGc4WU4UQwVs0JA6Epu+BODc+ZOM++Ad7lSXoQADgZNYKSJAYGJFuosLTCS6VOhCIpTNNiRkGCF1FBIz4vqKJtUoCdKpCOwZoOEGf7c1qJSKtgeG9t7dnS0K3C6tv1Y6s2qVsl22phSuTMLIuBYuSyIONEQENJT7dansOJcMIIWfgK+J8R9O4HBRcfQ4ChAITDQMjIgryh6nuohk10lnYdgLGveSHgsa8aDgAINlGViWgWFoaFoIJwBua/vrDmBEASKO9NABjfvVeOnU/RO54aVsP2fHFRV7LrFA5jx3P8Bg/1YqZkJyP+ecozMBWUIQkgK7oaYOBIEATt6UUipSEQ4XSk8yZeJ71JSfAVEDWhkYlWBWg1UNohpEJVgVKKsSZd5B6vXIcCNWuAklfFimD9MKIREYUtiWiLSrzpVSEbCw7NjKvzlq3O26uilsnLHjrgdyLxriFyl/zeQZ78a0e5HbbXwNKRDKtZhSqr03eRegIdyg4cQ0lIay/AgRJBRqY/r0WRQVlQCgm6AJIim1dsNXv4I2E4ICdAltQUFQk47h0gsa95AeDhpmDGg4k60DCI7VYRgapqljGFp0G4i+Fm9p/K1AIz5oad+QAk0LRgFMCDMG0DpmVnVtUdxN3MDgiBAiypUFETZUwyAsTcKYEdAIY+dMuVq0Rt5fcescyTPe48aRVIInlhA8PJvg0WT8xZ/gP/YpbSWf0HpiES0nF9B0YjENJcuoO7aa24dTabl+BPRGEH6UCNmkdcK2bQxlu7Bs0FAR0IjtRf3vKF1dVyFElGFASommaR3coJ1lUX0RoOGOgcWMHSkxpUABlhQYlhk9P/tD6RQ0LESspYFCKR0pQyiloelhxoydwFujJjNnUSZT53mYMj+dyQs2MnlBWkQ3M2NJDh/P2cLUeZuZnLSWwydu2GOmi9+xV9qlx4JGZ+4p09QxTR2lBJoWik68lmWg6+HISl65LI9219DfEjQsy4oW0MUPZgcgHEspPiDvfuxYS/cLGvEEi/HWj0MxYfvTFaYy0dCwCGFHN9rD4jK6ZVFTVsKn0/9AyZb3ac7+DW0Zz9Ka+SuaM16hOfNVmjwv0ZT9S+pzf0Fdzq+ozX6VO54/UZ7+HnXFW1D+apABsIIoaWBJYfeDi4BGpIa8x4OGM3G7C0c7TZWm8+v714JG/HlIacf7TCWxpGjv7eJ2id0FNKI2Y+Q/IXUMEcbCImxZ/OmdsQz4xo/51qOv8Y2fjuFrj73L1x57i0ce/zNfe/xtHvrxW3zz8TE89N9v8LUfvc7D//0L1uceidb+9ILG3aXHgoa94o5didur9pALIIiJE5imHccwTT0KIA7I/D3dU+6YhpTOilEQDPqj5+UGxfhzux/QiPdt20BlxUwG8WR2pghjEUISRGHHGwQRH7IEqSQQpKn8MBuSXuHkht/jy3uasHcwwaynCWa9YKv3aUI5wwjmDiaYM5igN4GQ52e0ZPyWpkOrkc3ldvqtGQDsSnsT266JlIFFPtmpNPz3vvm7uq7ua+NYGW43VfwxvkjQiB+3lmUhZBTO0U0D3TQipIT3CoSbERdV7AgXCIJWiKAyCUrJ6Imz+NoPnuRbQ8YwcMg0BgydysChUxgwdAoDh85gwOPTeWTwTL41bAb/78mPGfDoq6TkHiWA4/HqBY27SQ8Gja7dU6FQgMbGem7dukFdXQ3l5bfw+9uiE284HKS6uirqvmp/vxuEXIFt19/PCxr2OasYyg77sU59fW0EvOIDl/FHdM7z/t1T7vPp6hxramoJh0LYNRT+CGgYCFS0SU5Y2u05wUfzzT14577E5fTXaMp/hubc4TRnP0ez9+e0eH5Ga/ZT+HKewJ/3Y4K5PyGcPRgt6ynatvyatqIVqOZyMFrA8IOynFytKCWEHeFx2FF7Jmg4UldXR3Nzc8z+XQW6v0j3lCOOi8oRfzBAY0tzl+O+c9DQERE+gXbAsGlpgtLCAFql5PX3p/Llbw7ma8M+4oFhc/nKcEfn8dWhC+k3dAlf+elc+g2aycNDP6LPT37Liu3HCEaORy9o3FV6LGh0dE9JhLAIh0Ns357Ppk0bSU6ez4YN65g/fx6b0zdH31lfX8vJE8dpbmyIO2LX2SbOKkpG9G6g0ZlVUV9fz/bt2zl16lSUC0jTNPbuLcDjyeTkyRPousaxY0dJT99CUdEBamqqOXr0CEeOHKKqqiLiTuu6aDDmu7ieC4fDHDx4kMLCQgKBAABtbW3s2rWLAwcOoOs6RUVFZGRksL+wEN0MIzEQMoxEQyCisQZD2r8FBGi8toOsWc9yNf0VmrY/R1NeAi05z9LqfQ6f51kC3gQC3qEEswfZ6h1G0PMUzem/pPXQMlTrLRs09AB28SBoqj3oGSWgi17nz2P7dVZCCF1Mdf9QiY9POHrx4kXy8/PJzs7m9u3bXL58mYyMDG7fvs3p06fJzMzE4/Fw+vTpqAv0iwKNxsZGdu/ezYkTJ6LcVa2trezctYvtu3Zy7vx5auvqOFZynEOHDlFfXw+AFDLSpVFFWr86loaIxr+JxCCEUnb6LNBiSf7w/nT6/r+n+ObIKTwwdB5fjYDGl0fM5ytDF9F/5DL6PJFM/8GJPDxkAv1/8hop24rx0wsa3ZEeDBqRgRfdth+cPHmKRYsW0dTUREtLC1euXCE3N5cxY8ewct1KSi+e4/KFUvJzcrhdXk7q+g2sWLWSNWmpXCu7Rc7WbSxKXszWrFyuX7nOrl27OHjwIA0NDTE3ddfn1DGvHqC2tpZRo0axaNEiQqEQAEVFRaxdu5YbN26QnJzMkSNHmD17DqNHjyYzM5Nr166Rm5tLYmIiq1atijZscmfOuCcGtzgZWgChUIj58+czatQoGhoakFLS2NhIUlISo0ePprGxkTlz5rB7926WLFlCZaRzoSl1hAoBmn3LywhZrQlg0nRrHxmznuLKll/StvVZAtnDCHmHo3uGYWYOQ2QMR2SMwMwcSTgzgUDW07RlPUNt+s9pPPoJyn8TZCuYYZB2gyeHQ0iPZPVHfd/KueCdswB0rk45mBWn8b3h/3nEXXgJ9rUbN24c58+fZ/v27aSmpnLo0CFeeukl9u3bR0pKCrNnz+aDDz5g8eLF0dhUfPX4550479y5w9ixY0lMTIyCRkFBAatXr+b69etMnTqVkpIScnNzmThxIqmpqdHvEVOhjoyW9sVcRqVACqTThEkp/jx+Dn3+7zN8c9gEHhyaxIBhifQbPpM+I2bSZ8RsHhg6m35Dknjwian859DxPPij37I6t5gox2YvaNxVejRoQPtk6dxkOTk5LFmyhEAgEH1ux44dJM1JIjV9IwsXJ7Njax5L5s2j4go7/HQAACAASURBVPoNpn48hQxPFilrPiP5009JXryEiR9NomjPAVLXpZKWlkZKSgqHDh2KTtR3a2bTGWg4j/Pz81m9enW0XeemTZvIzs4mHA4zbtw4du/ezc6dO5k3bx45OTkYhkFTUxOTJ09m/fr1Udp157juPuRdgYbz2WfOnOGTTz7hzp070X0OHDjA4sWLCQQCLFq0iF/96pcsWbKEYChsuw6Uhd2EUwMEQrlBw6LpViGZs57mcvqvadn2Aq05I/FljyToHYGWNRI9cyR65lOEs57Bn/UCzZ4XaPD+jMqsX1F77FNUoHPQcPitOmTa3DdoOPEQ0Yn+84GGUqrDZOv3+5k9ezanT58mIyODmTNn0tbWRnJyMrt27YparXv27OHKlStIKTuwFv+1E2dubi6rVq2Kxr5SUlLIzMxESkliYiJnz56lsbGR6dOnk5mZ2enn2kkOkdK+TkHDtmYDSvHnj2bT97tP883hY3lw2GQGDJ9Mv5ET6TtyIn0SJtNn+BT6DvuYgUM/5D+Hj+bBR3/N6twidHpBozvSo0GjswFRUFBAYmIibW1tANTX19umfV42N6pusXzFUk4cK2bL+vXcunyVtA2p1DbUc/zsaZKSk9mYnk52Vg4YioXJC1m9ejX79u3jxo0bMTnxdzuneCoIpyArLy+PxYsXRyf89PR0NmzYQCAQYPLkyRQVFdHQ0EBZWRmTJk1ix44d+Hw+CgsLmTx5MpWVldHP7y5oOJNHUVERSUlJNDQ0RM+toKCA6dOnc+vWLVJTU9m9exfjx09g/0G7GtcSMtIJ0SYyt2Skl5KlAIPGskK2zHqGixkv05j/c5pyn6QlNwFfdgKB7IRI4PtpAp5nafW+QEP2i9Rmv0i551fUHF+GCtwC2WaDhrJBw65GVxjR9EwVBxqfNyUB12vOjPXPJfHcUYZhEAqFuHPnDsePH2fGjBksX76choYG5syZw8GDBwE4dOgQqamp0T72XyRoKKXIysoiOTk5ClAbNmxgzZo1tLa2Mm/ePI4fP05NTQ0FBQWMGzcuup87DiKUU/hJHGgAqh00Qkrx1kez6fedp/jW8DEMHD6RASPG0y9hHH0TxtE3YQJ9Rkyk77AJDBj6Pt8Y8Q4Df/wLVuUdcFGj94LG3aQXNFzuGSEEjY2NLF26lAULFpCdnU1xcTFpaal8suwTik8fY8asaWRt2cyiuXOpuHaD+XPmsnbDOjZmZbB7/37mLVzE6lVrsDSLPbsKmB25OZ08+XsNwq7cU4FAgOTkZCZNmsTp06cpLi7m0KFDpKSkkJuby6ZNmzh79iyZmZkUFBSwdOlSUlNTycjIwOv1kpKSQjgc7tQ91R1Lw+Px8M4771BUVMSePXuora0lNTWVUaNGRcHs0KEiFi1awtFjJ+3eF6bEEgY255TAsCJFd5ZNlN5Qvp+0pOcpzfgtzfkv0pYzHH/OcILZwwh5hxH2DiOcNYKQJwGf92mas5+h0fsst7NepPb4p8hgGSgfWBpIEBHQMJCYkRryWND4okeQW/7xQBIPGqZpEgqFuHnzJnv37mXZsmVcuXKFq1ev8sorr5CZmcmdO3dYvXp1tK+8YRiEw+EOGXOfd+L0+/0sXbqUMWPGUFpaSlFRESdOnCA5ORmv18vq1avZu3cvmzZtYsOGDaSmpkZBI4b5oDPQiF5XgYwkQoSV4p2Pkuj/3QS+Nex9Bg6bwoDhH9NvhG1p9B35MX2GT6Hf0CkMHDyebwx/nwGPvszKvCO9oNFN6dGgAbHuKScdsbGxkdzcXAoLC2lqauL69etcunqJ65U3OH32FOU3bnCiuJiayipmTJvOitUrOXfxApV1dVy+fp2zp89iBHUa6xrYs2cPJSUlUcvl88Q0lFL4/X6OHz/OqVOnuHXrFufOnaOuro6rV69SVFRES0tLtFd4YWEhZWVl1NbWcvDgQY4dOxZ9/fO4p3Rd5/LlyxQUFFBcbHfwq6ys5Ny5cxw5coSqqipKSkooLi7mypVrGJZNz6AbYFl2KrMQCsNSWAqENIEwdeUHWJ/0K85nvI5/6wuEPUPRPEPQPYMxPYOxsgZjZQ7FzByOljWSoCcBX1YCdRnPUHdsCTJYDspvg4ZyQENhYGKhY7NWic8PGvdjhPwTgIaz8HFcVI7VUFVVxb59+7h48SKmaVJbW0tRURGnT5+muro62mhJ0zR0XScYDH5hoBEMBjlx4gRFRUVs374dr9eLpmlcuHCBQ4cO4fP5KCsro6ioiKKiIhobGzt8J6UUlpSRZq/KSaZyqUAqEwloSvHeuBk8+O3hfHvohzw4JJGBw2YyYNh0+g+fTv/hM+k/NJGBg5N4cNB0/nPoZAb+7xuk5JwlRC9odEd6NGjED4Z4wrd4MXEaMtnva7hTy8L5CyguOQ5A0DAwHcvFVCjRfnzHn+us9u92Tp2Bxt0k3pXkfJf445qmeV/uKWfycdxjzvcIhUIdJpWY30lIdAGGBTKSH6mU7ZoylEJIO1xdV3mYNXNe5fSWt2jL+TWhjKcIZzxFODMBLSMBPT0BPeNJwhlPEcp4Fl/m87RlPEftlhepLV6GGayIsTSkIsJZpSOwM7ei/Rc+z33/LwYaQEwBnRtEHIl/7LzHGR+GYUTf58gXNXGGw2F0Xe9wrPh7zh3Li2b54RAWqvY4VcTaUNJCSJsq31CKUR9OY+A3B/Gtx0cz8PEZDBg0jQFPTKb/E5Pp/8RUBjw+nYE/ncXAR6fy9ccm0fd7b5CSdaHX0uim9GjQ6K4opVDYJHpSRWZCKZGWQNd0DMuKhkst5eQBEkkVjDvO32gAuo8b/zlf5Od2dZz2z1DRvKPotKPa/+jCxJQ6oFNXeYxVc9/kRMYk6nJG05D1Bg2Zb9CQ9UdbM/9Ao+d16j1vUO95kxrvX6jxvkV51jvUnNxIsPUm0mhBmWGUcGpjLFSksawiBMoEKW1Q6UKVuod2us+/1mTS2Zi41/bf8lw6O7d4d3GsyMi1jc+IA2HZRKNSSYK6wZtvjeXr336c7zz2Jg8/9gEPPz6ahwe9F9HRPPL4WB55bBwPP/o+33r8fR76wW9Z6TlBSPWCRnekFzS6KTKajSPsWUTKmFWnOxnTAY1/wlT+v4s4OUfRTJfI7yBRmMqKcFLplF09wsJpb1J+zEP42m5CF3MJlWYTupBN6FI24Ss5hC55CF7yEriUQ+BSHoFLW2m7mI+/ugRTu4OSfpTQUNLusqiUYQOG8qNUENDtQIrs6PO/V1JCx/qMdnXqXXrl7yUSuzO8bM9niFwWKWzGBiENfP4g4yfMYGbiUrbkH2VFzlFW5B5hRd4hW3OPsCrvKCu9R1npKSYt/wSrPXs5c6sWv3RSentB427SCxrdlE5BI9LK1FlZ94KGLTGgAdG51lICQxrYtbsGF84fYsoHf6Su4gKgg+EDoxmsZlCtQBvQDKrZTq2VPjuGIYMo2QK0AiFQBjaLrcAmr/MhVRtS+ZAyhLQspCXbOcOkGbOtlH1d7QY87r8GNg2KHtk221Xd223YK1+kSBximHh3oU35bldZhEIhEmclU1x8FiBKge5W5z51+r4EEGhoBKTfjpr0gsZdpRc0uim9oNF9ERFquWiFvAs0NKWjR0gML5Qe58N33qC6vAwU6LqJZmhoZhhd6hjKQFcamtLQlI4mTcLKQpMWJgEELQgVREodYRko4ZCI+LEBpw0bVCyQzkrVcAFAV9vO4yAKP4pAZDsccX0ZHUGjh17rv590DRpSykhyhcTn8/HB6I/YV1AEQBiTMBphAmj40QkRljpBYWKgCFs6QcOHodowVRu9nfvuLb2g0U35VwONzgb+F30DdHV8GzI0lBOEjrgRBBIdg3AkT+Xy5XN8NHoM1WW37eNJmydKYiAiLLkWIUxCGIQx0DEwMDGRhBD4EJHwpZKWHb9Aj0z0rSh8KKVFXUkSE4nRQWMsiBjQCESO02Yfi0AkVqJHrA1XQPnzBtt7pZvSCWg4gXClsISGkgahQIAJ4yZxeP9RwKYYEUoglI5UGigTYVkI03ZZ2kkkBpYIIlVvj/DuSC9odFNkJBAe5TFyoqPY47cDaDhu8H+Q/GNBw8QijMK0gTVicEgEBgYaNp3ElculTJ8wntqKW4APRD3QCNSDqgZZDrICZCWIKhC3QVSjxB1Q9ShZhxKNtsvKbAWzGcx6MG6DUWX/1eqQWjNSa0aZ9SijDmXW2X+dbauhE61HidsoWYZSFSh5GyVrkVYjQtisulGCyHtmVvXKXy/toBFjaCg7+0pYGlIYhIIBJk+YyrEjJ6Pv6nBZIk9oTo4t7X//1vfMv4P0SNBwp586jx2iNqcaNlqJGqVlUBiWiaZrdvWpZTcV0g2b1tkQNmWzZugo2lNs3Q1oOmtGc6/zdAdrHV4gN9mgu57C/b2cFqxA9Dzs/Z2OfiIy6XVUe2UuXft13TrUSb81TRNdt/uRWDKMQLPfG7W4bKeVadsfAFReOkfKrLepPJlK8EYWvsub8V3Zgu/KZvyXNxK4lIb/YiqBi6kELqQSvJBGqNTWtktpNF9KpfliGi0XN9FyYSPNF9JouZhK84X1NF9YZ/8tTaW5NI2W0jQCpRvuQ9cTLF1OqPQTQhdWErq0mebSHPzlx1HhJpSwIt0Bsf+Tf7/ugF1lAEtpt0tVUmEaJkrapH9SCHRNs8ekaSItgbAElml3UkQqTN2wW61GspHcjb+ADmm63RVnPBqGgaZpMSnfToqvpmkxxa+di2PPyw5ELsLSbdekEoQNgw8/TuL9KQv4zFvIks0FfLp5D8s22bp08x4Wbypg0aa9JK/fzbLNO1m8ejMXr5V12bWvFzRipUeChjOpunPTnYGs63q0YY1hGJGJ0MQSFqZlYQmBadnbumm/TzN0guEQpmURDIWwpEAzdALBQPS4TgOc+N4TdxM30DiTtLPt8EhJKQkEAjGTtwMubtBor8uQxPf96Aga7v4gZgwoub+Hs+0UhBmGGWlkFUKhIS0VnUcVJhYWJnYyEwpqrp5m5fRfci77Laq2vUmF9zUqvH+g0vMHqrx/4Lb3daqyXuN21mtUZ9pak/EadzJeo9L7e8pzfufS37Zv5/6+g1bk/I7K7FfuQ39Dtddu/lST/TvKvW9zIWM8VYc3IVqqQAgXaEiQuq1/Y9BwjFh3PpczVpxrLCxBMBC0wUE3MDQdYVpIITENE1M3sAwTKSR6WMMyTIRp2cBhiWicwAGNv2by1HU9Oh6VUtGx4mz7/X4sy6KtrS268Ohc2r91bKKFwtSCCCNsf56Q/O7diXzp24P5+tA36P/4nxn4+J956LE3ePixN3hw0F/4yo/f5Cs/fYuBg/9C/x+/xFf+azCpnh2Ysj3dtxc0upYeCRoOWDgD121VuFfu7olZRDqMWUIQ1jWkUuimgVASTdcJaWEsIew2lsIGF7ArYsNhe0DHc/p05zyd83HUvTJzgM05dzewuJ9z9gmFQvcNGkJY0VWgc05AtAjM/ZwDsKYVRiq9E9Aw7AhCpLVFfcV5Vs54kRObfkNL3kv4PC/Q5vkZPpcGvD8n6NKQ9+eEPD/H732B1uznOlVfzvMdtDXveZrzn7cp2Lc/R1P+c3ffzn+epq3P0br15zTl/obKrNe5kjmWhhNbIFgFwmjPulYSlG7rPwg0wL7e4VAIKwIMyhIoS2CENUzdsIHDEighMTQdKexaI2kJhGmhazqm3j6e4gv8nHF0P+JYGc44jh+zzsLMsqzomO7iSBAp7YsHDbsWx0RYgpBp8eaH0/nyd4byyOD3GDhkMg898TEPD5rIw4Mm8tCgyfT56ST6DJrK10ZM5WtDPmDA918mLfskRrR2txc07iY9EjSiHcRc1sbx48cpKCiIoVMAewBp4TCWsNB0PQoMumEgUYQigOBUqkoUlberuFVeFp3EHb3fAei2NJxqciBmle+2ipzH7h7Qzk0J7ZO6UvdjaYjoKtaxKtztXYPBYEyluRAWpqUhlOECDQUYWGh2R4TIT9BYdZZ1c37Bec/LhPKex8wahpE1PEb1zGHtmjUMzaW6Z2inqnWiQe9QWnMG05w7xNacIXfZHkxLzhD8uUPxeUfQmPk0dd5XKMseTeOJ9RC4DirkpEVErrwe0X+cpSGVjLqmhGkR9PnRwxqmYaCFwjZICIEUImp56JpuWxumhaEbNti43LYOWNy7pqVzccac27WqlKKuro5z586hRdxmhmEQDAbvYoV3DRrCCIMwbAvLsPjLRzPp870RfH3YOB4cNpeHh87h60Nm87Whs3l46FweHr6Ah0Yuot/gWTw8eBIP/e9fWJt1nrDDONMLGneVHgkaDlA4VkYwGGTlypUkJSXh8/miE29TUxOBQABN0zh16hQHDxWhgFA4TFX1bfzBALph0NjcRH1jA43NTYR1jYuXL3Hl2lWCwSCtLS0EAoEY9tD7iWm4gUEIwbFjx0hPT48eq7S0lAkTJrBkyRJKS0s5deoUn332Gfn5+VRXV3Pw4EFWr17Njh07IkR0HdvS3g00lLLdX3v37mPdunXs27cP0zTx+/2sXr2aiRMnkpiYyGeffcbixYtZuXIFwbAPEHGgoUcyoazIzS6pu3WUNbOf44L314S3PoOZNQQjayiGx1bdMxTDOwzdOwwt29Zwjq1G9nDMTtTwDu8USMLeYYS8QwlmD+umDkXLfYKw9zF8mUNozf01d7a9S3PJCvBdAHxRd5tN2a2h/sGWhmVZhEIhhGVRXXWb5Lnz2LF1G0G/HykkdbV1ZKZnsDB5AWdOn+HShYvMnD6D5HnzOXniJCeOl7B54yYy0jNobW2NOW5n9CPdkdu3bzNnzhzy8/Ojrqrq6mpyc3PJy8tj586dVFZWsnnzZrZs2cKpU6e6OFLXoKEsHSVssNOE4M0Pp9PvBwl8fcQ4+g5NZMDQWTw4ZCYPDp3JgKFJ9BmcxFeHJNF32CweGj6RPv/9Gqu9Z3p7hHdTeiRouP21jnq9XlasWBHlWaqqqmLbtm14PB4OHz7M5CmTWfzpEppbW9ixayepG9PIzs3h/IVS5sybS+LsJFauXsXRY8Vk5+ZQeGA/t27dYuPGjWzcuJHq6uqYYHJ3xDlHx2SvqKhg4sSJvPbaa9HXduzYwdtvv01aWhqVlZXcvHkTj8fDxIkTuXz5MmVlZXz66afMmzfPnlCE5QKE7lgadmykrKyMTz75hKSkJILBIJqmkZ6ezt69e0lOTmbNmjWkpqbywQfvo5shbNDABRphTAKRdFkAQUPlUdbNe5ozmS/Slvs8gcyR+LMS8HlsbfUk0OZNoCX7SZpzbG3KtbXV275fB80a2UEDmU+iZTyNlvFMN/RZ9IynMLIew/T+iFDWY7RmPUOl53c0H18MgXNAS7u7DcsmSFROf/a/ndzN0jBNE12zLcFQMMik8RNYsmChHccwTM6cOk3J8RLWrV3HzOkz8GRm8eEHY1m3Zi23K6u4cf06G1PTmD51GtevXwfa43+fFzRCoRCzZs1i/vz50TGbl5fHxo0bqampYfLkyRw/fpyzZ88yZcoUtmzZ0sWR7uKekiZmyI+pG4RMi9fHTKbvDxL4xlNj6TNyMv1GfMyA4RMZOHwi/UZO5qsjJvPVkVPo//QUvvHcBPr9+FVSsg/3NmHqpvRY0AB7cDgm8bZt20hJSYnus2XLFpYvX87KlSvxer0sW76MfYWFnDpzmgmTJlJeUcGylOWsXb+OpcuX4cn2kunJIicvly0Z6WTn5lBeXs6WLVtITExkz549MUHtu4kzUB03mpTSbpG5cycbNmzgo48+it7AN2/eZMOGDXzyySfs378fgL179zJu3DjKy8sByMrKYsqUKVRVVQEKIcxOQSMeLJz9wHaJeb1epk+fTk1NTTT7xefzsXHjRpqbm7lw4RLjx38UISSMgIZFpLAuhEkAAz2aNNlUfZz185/mrOfn+PJ/STD7WQLZz+HPeQ5fznO05TxHc86zNOU+Q2PeMzREtD7vGZpznqUtu6P6sp/Fl/1cBw16nsPIeAEzvTv6M6yMZxCZjyGzf4iePYg279NUeV+h9eRiCJ0FGhHoEdCw88Ls3nH/ONAQQmAaRjQusXFDKimffGoHtwEjrAGwLW8rm9I2UlFewba8rSTPm8/hokMA7N9XyAfvvx9Dle7OePo8smvXLpKTk6OPFy9eTFpaGgCzZ8+muLgYXdeZP38+y5cv7xScpLT79nUGGtLUUKb93QypeGPsVB743ggeeXI0DyRMoM/ICfQfMY7+I8bRZ8R4+j09hb7PTOGBkePoN/xd+jz6EisiTZh6LY17S48EDecGcwK8Qgg2b97M4sWL0TSNw4cPs2jRIhYuXMjJkye5dfMma9auYVt+PvsPHmDy1Cn4An7WrFvLxs2bWL4iheLjxyg8sJ/UjWnkbdtK3ratFBcXs3z5chYuXMjOnTu71YTJOb/2GIF9A507d46VK1eyaNEifvOb33Dz5k0CgQC3bt2iubmZ7OxspkyZwvnz56mpqWHZsmWsW7eO8vJyrl27xsKFCzl82G6OZJq6XdBkGe10GsLsFDRA0tjYwJUrV6isrOStt96ipKQk6ov2eDzs2LEDsBtYvfvuO+hGKBLTIFLkKIFwxD3lWBrQUFnMmjlPcs7zS3x5LxDKGkkwK4GAJwG/JwGfN4G27ARasxNoybG1OdfWtuwnCXie6rYGs55Cz3gGI707+ixGxpMYGY9heh5F8w6mxfMs5Z6XaTq+EAKniQUNFUkkdhwcfzu5q6VhmRi6HqFMESz/dCmL5s1HC2sEA7Z1uCN/O5s3buLalaucO3OWttY2crNzmDVjJpcvXqL2Tg3z5s5l69atQKyl8XliGkop1q9fz/z586Oxi02bNrF06VLq6+uZOnUq+/fvp7q6moKCAqZOnRrt5+GesO3FSxfuKWGAMpFCEDYt/jzOjmk8MnIM/RKm0n/kFAaOmMSDIybRP2EqD4yYyv95YjwPjJjAgwljeWjQ63yWV9Lbua+b0qNBwwksBwIBVqxYwaRJk9i9ezdLly7l8OHDzJ8/nxUrVlBVVUXh/kLmL0jm2o3reLweVq/5jLRNGzlz7iwLFy8ib9tWsrwelq9IYX3qBjakpbJnzx7mzJnDtGnT2LJlS7QzWnfOzw0apmnS2tpKRUUFy5Yt49VXX+X06dNkZmaSkZHB+vXrSU9PJy8vj9WrV7Nx40YyMjLYuXMnXq+XlStXkpaWRnV1NVKKDoDhjnHEAwfYrrrly5eTkZFBamoqmZmZ5OTkcOfOHdauXUtdXR0AqampvP7661y9fgnNDGJolm1pKIUkjEkIyxUIb6g6wdq5z1Pq+TV63rMIz1AszzBMR73DMCKqZ9vqxDZM73CEZwQyy1ZnW3hit53XTc8IdO9INO9ItGzX3662vSPRvUOx8kai5z1Lo/dFbmb+nqaTS0ErBRqwIqBhB8OdOoJ/YCA8MqlbpkVjfQML5yczc+o09hXsxZOZxba8rbz79jvMnT2HlSkrWLdmLWmpaXizPGR7vKxfu45NaRvZsH5D1NIA29pwEjnuV0KhEMnJyUydOpX8/HzS09O5cuUKq1at4rPPPmPbtm3s2bOHFStWkJaWRn5+flxihUPrcbeYhoY0bI6xsCV4e0Iifb8/kkeGjbVjGkNmMXDwTAYOmUn/wYkMHD6fvsPn8cCQGfQf/BED/vcNVmWdJqx6LY3uSI8EjfjiOE3TaGtr4/bt29TU1NDY2EgoFKKuro7a2lpCoRB+v5+K25WEdY2GpkbKKysIhkMEQkHu1NTgDwZoaWulrr6e2vo6GpuaaGtro7a2lurqaurr67udQeUGDXcthqZphEIhGhoa0DSN+vp6mpqaqK6uprq6Gk3TaGlp4c6dO7S0tGCaJs3Nzdy5cwefz0d7cV87QHQVz3CAA2wXXllZGXV1dQQCAUpKSjh37hymadLW1obTqKm2tpa62lp8gWY0M4ipC6QJCIVUOiZhdOyiOLCzp9bO+QVnM39NKPcFO1sqa0SMGi51P29mjsTMHImVYauz7X7e/bqeNRJ/jt1K1uf+28W2PzuB1syR+LzP0pr9c6qz/j977/1fxXXn//8Xn8e6YzvelN3N7n6TTY8bSDT3OLZjO3biAu4VsMHGmG5ccKX3pn4l0UH0bhBNoneBCmqo3DbllOf3hzMzd3SRZMlL7HXgzePNzB3NvXNm5pzzOu/+CEeyn6WhdDpYh4ALXuR7yO02LfPxP4K+KU5DShnEYFSfq6S2sop4NEZjfQPnq2toqKvn5ImTnK+uIRGLU3Wuktqa80ghiba0Un2ukpbmlovctX0Pvu6SZVnU1tZSW1tLWVkZW7ZsQUoZjLVoNEo8HqeiooLq6uqL4jRSUo7pqx263CJBaywpjU3jv3vz095vc2PP8dzccxy33DmWW+4cy809P+CGOz/gqlvHcEOvMdzS811u+s1AZubuRVwBjS7RZQkavhuh7wprWVbwN3/g+dXLwp5LYLqtK0UwWG3XQQNSK4QKFbsJrfz8gfdtQcN3t/UL2CQSicD1NVhdeuel30eYjFtjLJAi0qWLjuwbfkxGuN1hV17/GYHnYikSgGuyrQhMST1cJC4OCr/MSN2ZcqaN/BOlix6jsegRmvPuoynvfpry7qc5936a8+6nJactt+bcT2vOA7TmPEBLN7g59wEa8++nPv++LvL91OXeT33+Q9QVPEZlwTMczX+Vul2zIXEUdKspMerP4qYkYafv9VLQN8VpuK6LnTQxGFqZaG/pCoTjpn4AkEIGtg//h3yDuU8pF+1UxoTuUjjGKOy27f/NcRyi0WgQmOr3ff96qT7eiaQhHVwrhrBdkkIycPBIrv6vTG6+40Wu/eMQrv/DEHr8fhA9fj+I6//wFtf8cSj/8vuh3NhzKD+64zV6/PJRZudsDdSmV0Cjc7osQSPQ06qUR0jYh9y2bVyvVrKvX3WFa2I0tBe8pySO6yCVMkF/TzOhOgAAIABJREFUysRvCC8IUKbFWPiDpSuV+NJBI+webFlWYLwPe4H5f/NFez8i3I858f3khXA7VEt1JHX4qjzHdYIYkHCwlt8WH4BdmUSRNP7+HmgobeNqszIPQOPUAeaMe4z9hS9RufwlzhUP4FzxQCqLBlJVNJDqooHUFA7kfOFAaiOG6yIDqYs8x/nC56gufI7qwue7xDWFz1FbMIC6yLPUFTzbdhsZ0A4/S13hU9QW/o3qgqepLH6Fo4VvU7V9NqLlKOg4UitjrhGYtEjud5NCpDOXWyFEEOEtbAcrnggC9xzLRgoZxGwIL9WIa7sk4nETKe6KII1IuC/6BvHukt8XE4kEsViszaLHdV2SiWSQjsbv4z74hR1Cvsl7SgmzoLKk4pk33qPHr/rx87tf5pbeL/OT3i/zs4wX+beMF/lJ5iv8uM/r9Oj1Cjf3eo5/7/M0/3brAywqXhUUDbsCGp3TZQkaKeOaCW7SXrZa/5gPHOEC97broFC40kVo45mf+qfxqxc70sWVLkq3LfKTXvSns84Y7qxhI2SgfgiVaTXHjaunmeBNQJ6UfsEazz6h/ZWiDxDpGYwu5lQOKhWoP5SnggmvDLV3f64w13ZlAkUSkASJgjxJzFap3FPnjh/ki1Evcrp0EfbZlVgni7BOFmN77JxcjOuxONGWnZOLsU8t6TI7J5cgTixGHl+MTNuq48WoY8WprbcvThRgn8gmeTwL62SE6ImlWOd3otwahIrhaon0xSlpeWlEvhtpI8w+SSkR0lu0KBWwVhrhmqdugEJ7gX4KKSTSX8hok3cKQKVNmH4f6C6FU+eE+7RQEgnYXkocTRggUmMUjTc+U1AZXtqgQQsvIlw6RBMJ3hg2kjGfzWDZ1nJy1+4nf+0+Imt3U7h2F5G1uylYt4+ckv1E1pWxbNN+sotWcaLibHDdK6DROV2WoAG0P0928GeJmRyEF86VzhJxESs6NniHJYnuBPq1z/66qy23n+7bd7PtJnXjWZlh7QJJM5n6q3AJUmpsaRKSAxw4UM6gV16l+twZIAZWPdiNhp0LXtZaj500Ft3lJlCtIFsv2mq3Ce00pbbevqsu4NCIpA6oBeqARoRqwdEWNjaWtnBkC1I0omQr6O+gHkPaewg/e78HuB7/403znVNH/VaicbXvRJDWxnbXMIpQThq0x0r5SUVthLCIRZsYPuwd9pbua6c1oTSHaZ1W2I7nQXgFNL6JLm/QCMv4oX6htfakB8MCU0tDepla2wOIdNadrDgvJWgIkao+5y/rjVpJdMAdtyvdzbHNs+oywILERWOyjhLCNK3Nro3Rmx88VMaQ11+j6pxZ5QnlIrXPAqUFsiNu5z10ztKTCi8OZxRatcsOEhsXSRKt46BiaJlAaRehNLYyICiURGsHrZzvZtLpADTCywc3xIrvbyLsGDRSQqg/DNt+MZ3bgob/8rTyJSwLqWxi0SbeGjSYzes993IBUiiEshAqhpRxpDQpboSjcWyJkqCVH/B6BTS+ia6ARpcnQt3hBNYeaKgOKoCFAeOSgYb0QaN9L6i23D5o+GqDdtvUbdAQSF+8UAQzg1ZGBnIw6rSDZdt5543nqKk6AWgEDi42rrdNfb6YpTelqy7zxcWXOmO/1CvaAh0F2QJuiylJK5Jo10E6EiU1WmoTGyHaL+DzXYJGe3Ln/0VJw9gmQqzTxsNF/a0d0PC0VslkEsdJoBFEo828M/QdNm80RZgs7TEKC2F6jdbYCiwJcVtjS6MytbX7vQLsD4Uub9Do1kSoEdptlzta3X4XoJGKp+jYdbaroBFuU5sB081nZfykTMkqCDVL46n5TLXmw/vWMmbIU9SfLQWaMCqgWuB8F7jmO+DzQDVQBeocyLMgKkGeB9kIohlEFEQS4Vi4jokp/k5AI+2jP4+mg8a3q4Jx6ahj0GhHrRl+VuHu3BFoeAsRcx0XpW2ami4wevQHfP313ot+po0tJER+kWDb0yxcAY3O6TIGDY3Jc6HacOBqikZpwwKN0CaDa7vsFSvyt0p72xA4dMTdBY3wvvkcnsWN8doYw1Xw2Zyrgv1vuk44sEpKadyd0rgNcLVR5WlsFEkUrvcMw2S8y5JAkoqjG/ns3Sc4uWUWdeXzqNkzjfN7plFTOpWa0qlUe9ua3R6XprbnSydTu/NLand5vDO0bW9/11fUlU7uMteWTqa69EuqSj+jcvfnVO7+nKrSz71jkzhXOpWzpXM4vSeXquPriV04jBZNGPXgxZPld0H+uwiv4DuaBL+JL2WbOgONoN364tod2utnpjqSt+jBfLeNPcIVuMJGaYltO7w56F2eGfgmoz+ZyeCPZjL44+kM/mQqgz+ZwuBPpjH4w2m8PnYyQz6YzpAJ0xkyfjK5azbR7Erzs1dAo1O6TEFDg3TQwkZJG60clHQR0kFJYxCzHCtwrbWlwFXyIn/zcCW+MBBIcTFghJMVflvQCMdt+MfSa4EY195U/QL/bxd5pXzDtcL1ObQHHFqaADYlUvccTFSed5RAk1CSqDLKI6GNV5nvhiy0QukEEKf27FamjnyU0uw3qI48R3XOX6nK+StV2X+lMvtxzmU9RlW2d8w7brZPUJ39F6qzH6LG4+rQNn3f/1yb+wi1OY9w3tvW5pr98zkPU5P9MDU5D3M+23BNzsOczf8zpyJ/5mThw5ws/guniv/CmeJHOV30CCcKH+Nwwd/ZG3mZIxs+Il67Dq1qQIvvDTSU5/6tvOW3Dxhhl2jfTTrdpTV9seD3g0vVrvBYSe/L4TobQfyRp8Lyz5fSRSHaBQ0lpZfyBhyleO7FQVx/8//wo189zNW/+StX/+Yxrv7tw1z1u4e4+rd/4apfP86//M9f6fG7v3PDrx/hmv/ux+CPpnNBpO77Cmh0TJclaJi6AzZa2Th2DCsZRQgLV1oo5WJZSZpbmnGlwJWChO0gPF91V3gBgbbVJkBQepKF7dg4rhMM0FgsFsRn+AM3vXRqe5SuyvLjLxKJhKfDdYIKfq7r4DgmJiM8IBsaGoLBaKJ77S5f2/8NxzGV30xdBhfHcmhtaWlTvEqhSVoWSdtCAJZWNLkOTckEtnDQaITUWMKkEFHKAuLUVWxkztiHKM96lmTkUdzse3By7sXJvtdsO9rPvhcr9y4S+X1J5nmcH9p2tN+tc/vQWphJU1EmDcV9qVvcn/rF/Wks7ktjUQYtxf2pL/oTpyN/43TJu4gLazGqrLbJKMOT8D+S/PeltcaxbWzLNjUyLDuIiTBZjk3gql8xz4/n8eNtHC8+KVxtLxwT1F0K28n84mH+7yipgvxv4fKv7QX52U4SqV3PtZ02dg0lPScPwFaalweN4Ef/0ZP/7PUSN/cazE29BnFTxhvcmPkGN2YMocedb3Fzr2H8uNdQftLzNXr87q+8O6mQJq/NV0Cjc7o8QUMplHZw7BaEG8N1YmhtypQKYWNZSaRWJJIW0VgMS0hcIVFKe7WVRcC27WAlLaQIqXSEKasphQwGpL9Nl0y6AhrtFXHyAw+1BtdNSRSO4+I4Lkqlot6V8r+TCv7rDmi4tkMiGgsiiMPFl1pbWrjQ3IRUCke4tCbiJKWi1RU0RFuxXRvHtbBcNzA4KuliQGMt88fdx6Gsv2EX/BmZ0x+Rc9c3spvTHzu3H4n83t3kTMMFoW0H+8n8TKz8Xlj5GcQK+tIS6UdrpC/xgkySeXcgCjJJ5N9Dbe4TVK8YgazbDLoeEwLftq9datBo19MIo6bxy7c6lhdjJGSbDAd+f0rvj35UfywWA2jTT7sSkNoR+df0U4T4mQOqq6rYv3cfzU3NCFeYWhhe5b5AAmmTJFEFnooXSxpeun8goTQvDRrFjf/Rh3/PeJMevUZwQ68RXJ/xHtdnjOC6zFFc03M0PXqO5Uc9R3FLz7fp8btneXfyMi74j/MKaHRKlyVoaK1QIolwY2zcuIIxY97h7NljSOkSjV5g8+YNVNdU09TSwvnaelwvPYSfJcS1UxODVpCIJYPPSihQcPrkGTZs2BAkRQQuAoCugobWmpaWFk6fPs3Zs2c5deqUJ2G4JJM2jY1NVFXVeKs2STSa4MKFZmKxBLW19Zw6dYbTpyvapB7pFmh4KbX3lO5mxPD3OF9Tg1KKA+XlvPb66xQtLmbNurU8/+ILPPL4YwwaPoKjZ84F7reOm8AWAksoXA1SKsCirmIN88fdxcHsx4gWPUQy7x4S+feSyLvXbDvaz7uXaME9tETuoqXgbsP+fuSuTvb7Gy4MbTvYb430x8rri5PTn3jefbTmP0A0/z6svP6o7J6Qk4nMvo8LWU9xftk45Pk9oGIpy2zonf/DQQNMxT6vHrgSEisWp+LUaWqra0z5V0/S2LFjB5s2bfLS5BtwSCQSWJZFNBqlqqqKmpoa4vF4GxVnWBXaHTp48CAjRoxgzpw5QUmAI0eOMGP6dFYuW86iBQtJxOJE8guYPXs2u3btwrYsLNvyXTqM6lNLRDj+qRPQeH7QWK7/+V38LGMI1/cazfW9RnNdxhiuyRzH1RkTuOqOD7mu58fc1HM8t/R8lx6/G8jwScto8h23roBGp3T5goZMgk6walUBb775HJWVxwFJVdUZvv56Kw2NjUyeOpWCSDENzS2UlR+kob6Rg+UHudDYxNkzZ/l6+06qKquItsbYuWMXWzdvY/euPURbo5w8fpLdpbtpbm7m4MGDlJeXU1dXF0zGXZU0/L+vXLmS+++/n4EDB/L3v/+dI0eOIKVk+/YdfPnlV6xYsYrq6vMIIdm3r4zXXnudsrIDZGfn8uCDDzFixEjKyspRSncJsMIpTABaLjTx2cRPueeuu6k8V4nWmqamJkaOHs20GdPZun0bBw8fYvXatUyZOYeG5lYcJbCcGBoXoRStCQfh+R+AS13FWhaM68+BnEdpKn6Y1oL7aCm4vwt8H82Re2kqTNUF9/ebCjvav5vmyF00R+6mqTC17Wi/JXI3ify7SObeQ2v+gzQV/Jnmgj+RzPdBIwOZfQ9N2U9Rs2wCorbcc8/9bkCjjRObToFGMhoDoTh36gxPPPIokz79PJA6cnNzmTt3LuvWrWPq1KlEo1Fs22b48OFMmjSJ8vJyxo8fz5AhQygqKgra7atBv00akUQiwcSJE/nss88CKXfBggVkLcoiHo0xbtRoPvnwI94ZOoyNGzawd+/eQN0rlMQSDpbrGu/FdNAI1FMmA4MA4krz3OBxXPef9/DTjLe4vteoADSuzhzP1RkfctUdHxnQ6DWOW3oOo8fvn2H45OIroNFFuixBQ2kJOgE4rF5dwMiRQ6itPQ0odpVuZ/SYEewvL+P1N99k9pz5lB86ytBhw9lduochbwxhXckGtmzYyqQvJvP5xC84cvAob746iLcHD2XC2A/ZtH4zSxcvY9zYcRw5coT8/Hzef/99lixZEuhwuytpnD17lsrKSs6cOUNubi5SSmpra3n66WeZPWsu69ZtoL6ukWhrjFkz5/Lss8+xZct2iouWMmbMeNat3UhdfQNSdk/SkFLS2tzCkqJilhQv5o3XXqfiTAVaa5LJJAsWLGDWnNkAWI5DbqSA0n3l5rNtobSDkBaulLgKXAnGZqmoq1jPgnH9KM99mAtLHqClsC/Nhf065ZZIP1oK+xGN9CPWDY5G+hKN9O4Wxwv6EC3oT2Ph/dQV3U990T20RjJxc/8AeX9A5GXQkPso51aOQTTsw0TBfw+ggbEPOLaDEhKVtEHDrElTmPnVVKRn4P30008pKiri8OHDDBkyhEOHDnHo0CGefvppPv30U5qamrAsi4ICs+oP2+J8tdK3oUgkwieffBJ8nvTVJObNngNS8dnHn/DYw4/w9pC3KC4sYtSoUVScPetJFwpbCGwhcLX0SgWngYbSIFKgEVWaAYMncN3P7/dAYwTXZbzPtZkjuTpzDFf1/oB/6TmB63p9yE29xnBLz7e46fdP8P7kXJqvgEaX6LIEDa0ljtMKuKxaVcC4ce9SX38OEJyrPMXUaZM4cuwoc+fPZ9/+cppbY0z85HPOV9Ux6fPJ7NtVRtnucmZNm8OQN96i8kw1X0z8ioNlB1m+eAW5WfkcPniEL774knPnzrF16xaGDRvG5MmTg5V7d2waQc4nYObMmezZsweAY8eO8+QTT7Ft604mT5rOzBlz2bB+K8uXrWbUyHGUrN7A+fN1bNq4mfdHjGHq5BnBb3cVNJRSVJw6TdbCRSyYN597776HktUlJJNJmpub+fTTT/n088/QWrOzdBdTZ0zHERLbUQjpopSNKyxcqXA0OMqXNCT1Z9ayaGxfDuX8mdbFdxGPXFzDOxbp2YajhT2JRnoRL8ggmd91tvJ7YuXfiZ13R5c5UXA7LYV30ljch7rF/ahf3JvWolux83+JLvwlTsEfqSt4gIqSYbgXdgAtpEdGfFeShplETUZb5QqQilmTpjL1i0nGvRw4ffo0K1asYNasWbz55pusW7eO5cuXM2fOHCZOnIjWmurqaubNm8e+ffuCPuDfx7eZPLXWzJs3j/fff59YLIbruixauIgZU6dx7uRpJn3+BV9M/JT5c+ZSea6Szz/7jLLycpTWuEKQdBwsIXC061VHFKl79gP8pGsSiZICjWv/8z5+kjmY6zKGc13me1zTewRXZ47iqszx/MudH3BdrwnclDGKW3oN5sbfP86IyVk0h9p8BTQ6pn8i0Gg/jKe9SGkpBUIYPX1BJJs33nyZ0tLtlKxZyYKFcxkxYjhHjx1h6rQpZGUtoq6unrFjx7Fs2Uree3cUi4uXM2fWfD7/dBJvDXmH7Vt3MvL9saxft4n5c7OYPWsemzZuZvTosWzfvp1PPvmE9957j48//pjm5uY2niEdRmGT0iP7f9+0aROzZs1CCEFNTTVlZQf46stprF+3haxFeUybNoOiosXMnTuPu+66h88++4JNmzZz4MBh5s/LYt6cRYE7aGfXbOM55TjYtkVjYz2rV61k6NC3mD17JgsWzOf48WOMHTua0aNHcubMKdZvWMe+/XsBjRAOJrWGZ6QHHCDpmhxU0MqFE0spGN2b4wseJhF5gGRuX5JZfbGzeuNm90Fk98bN6Y2T2xsrzxizoxFT8yJW0CdlvO4CW/kZuLkZiHbYzenVDvdE5P8Ot+A32Pl3YOX3xsrvjci7HZ33G1TB/xDN+y21RfdRuXYwoqEEVI3x4tEXP8/vgqQQOJaD9sBj5Ij3GTdmLFWVlRw5coREIsGePXuYPXs2M2fOZNeuXeTl5fH888/z5JNPUlRUxIcffsi8efNYs2YNra2tQfZkSBnH06mzSbWlpYWJEycybtw48vLyyM3N5cyZM+Tl5DD5q0ls27qNuvO1ZC1axOeff05JSUlgrzOZpQWulAjlooOSV7RBTaU1McsiqRWtSvPs4HFc8/N+/LjPIK7uPYKre4/kqt6juKr32JB66hNuuGMMt/QaxnW/e5Jhk/K5gJ8E8QpodEaXKWiYtOCOY7FjxzamTJlEdvYiCgryWLt2DTnZWVRXV7Jr19csWrSAo0cPs23bNr78ajIzZ8zh8KFjrF69li++mMyc2fPZvGkbBflFbN++kzVr1rN69TpKS/ewcuVKSktLmTdvHrNnzyY7O5uKiopgBd8d0JBSUlJSwpkzZwDYsmUzO3Z8Temufcybu4iC/EIuXGgiHk9QVVXFtGlT2b17Nzt27GTSpKksWbyc6qo6hOcF1lXQMC6ZSWKxVkCTTMY5fPgABw+Wk0wmSCRixONRXNemqanRPF/lIJSFlMbwrjHRyQ6QsI0EAs00n1lF4bh7ObrgceJFj5DIv4dkzt1YOXfh5NyNzLsLkXcXTl4/kgX9iEX601rYj5aifsQK+5GM9MUqMOzvJwv6kijoQzK/D4mI4WR+H6yCvtj57bNT0K8d7oNbcBtuwR9x8/rg5N6Lm3M/Mrc/bu6dJHP/SF3OrVQUPkDF2iGIhrXAeQOU3wNoaG3cnv3aJ9FYlEVZWUydOpW1a9eycuVKzp49y9KlS8nNzaW6ujrwqlq/fj1z586loKCACRMmMG/ePBYuXEh1dbVx4fW8rDqqbd/ZpOqn6xdCUF5ezs6dO1FKYdlWAA6+d2E8Hg+uFXhsaY1WyuRXw4awpBGAhsJSAhe4YEv+/uq79Piv3vx7vze4vs87XN9nONf3eY/r+7zP9ZljuSFjAjdnfEiPW0fw08xh/DTjBUbNXEqDugIaXaHLFjSEcHAcC7+kqf8bruvgujaOY+M4Fu1lhQ1XF9Na47rpKomOO5k/gMLBeN8EGr7HlR+n4X/2R43yMshKqUgmU/fkuk6btigJji26BBrh69p2EsexSCRi2HYS17Wx7SSJRAzXtTGJ3hRNTY04joUrHGzh4ArHq81g6jAJwJbaa1+MC2c3s2Dco+xdNIC6JY9TH7mPhsj9NBQ8wIWCB2gqeIALBffRGLmHhsK7qS/qT11RX+qL+tJc0J9Y3t3Ecj3OMxzNvYvWnP5Ec/rT6nE0pz8tuf1pyO9PfUE3OL8fDfn30JD7CA3ZT9CQ/SQXsh+hNe8BosUPUFP0J04UP8XRNSNxGncAF9Da/d4kDX+C8+uo+GR5af7DRbNisVi7arMghsKzY/hxFf4CoqPrdkR+P/Kv5QODD25KqQA8zFi6GJjMeSZz80WgoUEoB0skESgSUvHSoBH0+Lfb+Nc/PMH1tw7kutsGcN1tA7n2toFcd+tLXPeH1/jR7UP419ve5MbfPs0Nv/wTIyZl0axS17sCGh3TZQkaSomgTrZlmdWy45jJz58ULSsRSCNSugGQ2LaFEH6gnAgGoxAuthfwF4/HiMVibXTCPjh8G9AIBz75vuxBvIXUuI7ETgpsy7eXuFjJBEI4XvtcHFshXO1VJe0cNNKBw7ISJkreSuC6DlrL4Jjr2sTjURzHxnXNs0q6LkkpsaVrajVIs4TT2s+HpAGXmoqv+XLU05QWv8+Zla9RsWQAFUueo2LJ81QsfoEzxS9Sufwlqle8QPWKgZxf8Qy1K/5G7conaFj2FBeWDODCkoEXcePiARdx/ZIBVC8fQGU7fHbZM+3ws1Que46qpa9QtWQIlYvfoar4Xc4XD+Z84YtUFw+kYskLHFk+lAPrvyJ54SCQQOu2KpzvCjTCFfH8SdnvN8lksk2gafiYXxESCPqU30eDwFXPLbej++hsUg27mUspiUajQUEnP9jPL/KVXuq1rRrXjwhP957SaO3iigRCO1jC5eU3hvGL3/bjj3c9y6/vfo5f3T2AX93zDL+892l+dc9AftHvOX7V/xVuf2AI/9P7Gf6n56N8PD2HqNDBda+ARsd0WYKGr57ygUNKl3g8im0nA6BwXRvXtWltbUYpgevaxGKtuK5JSue6Fo5jWAibZDKOUq630ra9SdYKxO3wyt0fNN0BDT9yVwgReGBJaYDASroIV3krNTN5mwncoampCdt2cGxJa0sCIdrm+Wnvmv5gNW1MPY9kMo7jWCSTcbSW2HYyeIaua+5ZSoGlNDEFtlQoKYyIowxgOQJs77Inju9m7PsvcGJvEcmKpSSO5xM/UUT8xGJiJ5YQPbaElmPFtB6LEDuaR/LoIqyj87CPzMY+soDk0RySR3O7xImjucSO5hI9djHHjuURO57XzjaX2NF8YkcWEz2ynNjh5cQPF2EfycE5lkXiaDbNxxdz/thG7EQdSruk5/f6LtVTfn/y+4cJ/tQBSEgpaW1tDfqQf56/uAkHAIZVlH7g37eVNJLJZFBt0h8HvnQR9tJLN7yHF1ZCuR0E92mUmwCdBATJZJxBg4cx4aOpLF21nZylG8lZto6sFSVkrVjNouUlZC3fwIIlG8laupmFhevIXbyOXWXHiNupmJQroNExXdag4U/6fvlTAwippIWWlQhARUgHx03gukmUcrDsGEJYOE4Cy44hlY1UNq5IBm6m4Qk/rBcOD/DugIZ/nr+qVErjOp4E4U1Otp1EStM+RyQxACcQQpoKbkJ3SdJoK20YKcxPwe4DRfiYDyKOY2MDUcDWCq0FaBe0RCtwlckqCrC3fDdDhr5ETeVBoNUrrtQKIgYiAU7Cq4iX8I5fALcO3POgGoFmjMdSOkfbZx0FGQUV2qoo7RdnagHdgMm62wi6GWgCVY/JeHsKxGmQNYhkA65ysT0p7vsCDV86CEdxh+1nfuqX9L7kA0tYuvT7bDiFzbexafgShX8tX0oOV/IL1yIPq8fC40N5tWzapBEJgYaWUbSKE481MfzdEWzbsqttG9GkquIY+5qfBVjjlbHvJLnjFUrRZQEa6ezXxfZl3PDx9O+ADkBFKtsThZM4bsKkInETuNKscnzgUNpBKpPwsE1aBE9aCK/k/cHbUecMn9sueYPHfN+/Z69SnzZ1K4RwEUKaQCil8T2o/N9PB4p0hrYp2MP76c8KDCjE8bMwSdCOBxymCFLSs7PsObCfVwe9SFXVSdMWoQM1lpYESYiVwGTncAGhUK7EERoLsLzrOd/A0n9W/hoivJaQHXBQANw/2ZSQMqDTBLIZtIVCYWMkqPbml+9q0gl7xfkrdn9yDjIW0zaBZUqilMH5YXAIA8q3IR+E0l2Pw/3Np/TxEP5skoiIVML9EGigHZRoQbnNJGJNvDNsOFs27zDXkaC1iySOQwsOLbhYONpkJxAaXCGRwkWrlJ3wCnVMlyVodJcDW4h2kMpB6bacKq8qPDb77U3A6SDR1RVN1873J7Ywdz7YO2tL6hrtP9t2n7dnrrTwTZYStG2Ag1SqB4Cyg/sZNPhFqqtNEabwNG/cK02RK+GlcdGeQV0qU1jHJFhPAYfPVjvHfOCQuouMmY/8+hQOQdVa01YlQSnwzvGv931OOen9In1hkH5OZ32qo8/dpXB/76itXeHOJA0tEpgULjbJRAvvvPMemzftSF0LUxjML+Dl4GJpieM1SUiJ61pofQU0ukL/9KBxKcHEX2Gnc0fX+O5Bw5/iwsU+OweOSw0aoP31eGCx2nqUAAAgAElEQVTwDk+5yvs7wJEDpYwa+iK150pBVYI8AfI4yKMgDoM4AuIkyCq0bETpBI4pvorQGiUVSiq08pb42nfR1BcfQ3upKLrK5qtBfAl+oR7vaQaGWHOOD0w/pCmnuxP3twGNS6Xe8WWNNjYNzxCOckBbgEtrtIXhI8ayZv3XSA0xF6IutEpoVdCsoEVCs6NpthVxR2EJhSMdb7nzQ3qD3w/9oEAjXZwN/aVTKeFScaqg0f9uor+UgzL8DMIVonWwWncxAWe+WqqrABSm7j0nH7qkv0bXJtAvWCtqA2Tnju3ii3cGcHrrfFqOLqDx4GRaDnxJrPxzEuWfEC+bSGv5JBrL51JzpJhEyxEkMZI4SOWCsAxL20wcPkv74mPaPI+ul3w1tRvQBJKTDxqBqsu7ZQVerLKHIj8Q+m775/+WVCDBm8YTgIavDtZIYpbF62+N4MU3RvPF7JVMmLacD6YvZfyMIsbPKGTczCLGTV/C2EnFjJ8U4YtZRZSdOOeNlB8a7H8/9IMCDbhYP6y1HwDXvhRwqcDEABbtstbt86WUNL7hqZBSznugoR2UNvYVpVxMJcGUEbwrbUlx956h0hKppXd90waBi4vCRaG0KbDZeHoH8997gv3ZQzm55FVOFv2Nc0WPU1P4Z+oK7qcu/wFqIo9zKvICB5eMJFG9FWg2lf+0023Q+GbLRxor7YGCwkV4VctVStLwdVhINDb6e550vg0IfFeg8b+/tmw/TgOQWmJJG4mxlw18/R2u+fEf+Nkfn+Bfb3uOH902gB/d/gw/uv1Zbrn9OW76/QBu+vVT/Pi3T/CLno9TuP5rXCCJ24lMfoV8+sGBRpi09j1GHJQOq4oMpYOH2YaP+ftuO4CTfiz1u1p5Ku0QtzkWAEo7gKHaDsCuDsqOAMhrESnQMKNJawulrRBopJIkpnttdWXApp5rSrUX6GdSrQy9G9u7voXEwUFgoY1HFTbQSsupzRSNeoJDc16itnAgDfl/IZr/J+y8fojsDNysDOycB2guGMCZwnewz20B2YxybGNvUBqptFflLazmvvhY0Lwus/bEJSMtKZI4JBGmiG3qcUvtAVIMSLR5Bt81ddRHOlu8hKm9/ncp1FPh/bDXYNBu3ZX2Cq/feEb60IvVgK0lDtAiNC+8PY7rf57JT+54nhvveJMed7xBjzvf4MY7BtHjtrf40e1D+dFtg7nljy/wH3c8RWTzXmwgdgU0ukT/FKDhOCYpnlQ28UQLx48f4UJTHcbTyUIGLrI2tpNAa+MqmkwmvKhp6QWnOUHQnlLS8zoysQeuVtRHWzly+jSWY6KcXUeZrVQkHRepwXVMESYtNI4jEYqAXalI2m4wxduuxJEqcPkTqu29dTRgjWut3Wbg+RSPt1BfX0MKSFLkB3R1BBqBp0rIo8ZcQ+M4Fs3NTd6z8T2nzO/X1dXiOMaRtrW1hcbGBkChlHE9tqWNiyauPQ8jFBCn+dRmCsc8xrEFz9NS+CSt+fcTz78bO68fbm5vnJzexLLv5kLBk5wrHoJ9di3IWrQd97KgGu+XdJnHd35qa2kJPZLuAIf21X2+nOQtTHToHG+dGrJ4fOfkj4VwkJ9P4VKr6dTS0kJzc3PQl1paWmhsbAx+z5/oO4rR6AoJIaitrW0TNKi1JtraSkN9PWhwvBLF4ftxXRfH9eKctEBho3BIvVENWqG0i0DiAs1S89zQj7jh/7uff+vzJjdlDOXGjHe5IXMEN2SM5oaMsdzYaww9bhvGTbe+zC/6Pk/Bpr04gIW4opzqAv0gQSN9AnUcC8uOorTL8ROHeO31F1m+ohhQpgCQHcMVCRM1KpPEEs1ImQq684OdjF96SgII+7oDfH3sEINGvUfNhQYApFY4UpJwHWKuY6YTz6MGV5u0HRqSQuJqcDUkhcJRZpqJJh0caQxxSaFwVVtXRH/i1lrT2NjIqlWr2LZtW5DPJxaLEYlEWLRoEfv376e+vp5Vq1aydOlSjhw5QmtrKxs3bmTVqlWcPn0mFBTYsaTh37vv6+/f+6FDh1i+fDlr1qwhFouhtSnfuWHDBoqLi9m3bx9VVVVs3LiJVavWULprP7ZtG2CWkpgrSCjj9WR84gUXKrazYOSfObzoaWJFDxHL709r5C5T96KwH02Fd3Ehch/VhY9Rsex1nKplQAVSNKKUHajb2lsxXzr9extZJW0//ZzvVzUVdretq6ujuLiY0tLSYLJubGxkyZIlQX+pqKhg7dq15OXlcfr0ac6fP08kEmHVqlWcOnUqmNzDpV+7S5ZlcfDgQQoKCigtLQ0CVOvO17Jq+QoWFxaze1cpSkhsy+bgwYMcO3aMpG0RTyawXAepNS4SFxuJTRD7o1zQFlIlEJ5FokVpnhr8MVf9/EF+mjmIG3sN5YZe75l6GhkfcHXGBK7NGEePXsPpcdsL/LL/QArX78ZXMl6hb6YfPGhIz11OiCRS2pypOMHgIa+zbt1qAFpaGli1ail79n7N5i3r2VW6nSNHD7B4cSHHjh2jpKSEY8eOsXPnTkpKSqisrGTt2rXMnj2bvLw8Vq9eTVZWFqvXr6W86gxPv/EyH0/6nKLiIs7Xnmfl2hJ2Hyhj695S1m3ZxNbt25gxZSoLZ85ld+leNmzdTl7hYlasWU/l+Xp27tlPVn4h5YePkXQljtJELRdHmQQJHYFGQ0MDw4YNY8KECcFg3rNnD3/7298YN24cu3btorCwkEgkwt69exk/fjynTp1i3br1jB8/ntmzZ18UWNgV0NBaU1tby6RJk9i7dy/Tp09n6dKlKKWoq6tjxIgRbN26ldmzZ1NSUsL4cePZvGU7s2YvIBo11d8UCkupwB1WhUBj4ciHOLzoaRKFfyaZ35dYQT9aC/rRGulDa6QvTQX3cL7wUSqWvo5TuRx0NUK0IlXHZWsvLWj8cMiPvgZoaGjg1VdfZfz48cF73Lx5M6+88gqffPIJe/bsYfTo0WzcuJFNmzYxbdo0ZsyYQVFRETt27GDSpEm0trYSDur7NineDx06xOTJkzl27BgffPAB+/btQ2tN1sJFzJkxk6OHj/DpJxOpr6vn+PETPPHEE8yYMQMhvaBErbBcB1u5KdDANRKgNi4KKg00nhn8MVf/55/4aeYQemS8y/UZI7mm13iuyvyQqzI+5pqM8dzQazg33PoCv2gDGleoK/SDBw0/CjppxQDBhaY6hr83lE2b1gFg2THmzJ3Boqx5zJs/i4WL5nL6zDFGjXqfMWPGsG3btiBV9JdffklJSQlTpkzhyy+/ZNasWUyYMIHi4mKGjx3FnjNHGf7ReObnZjHi/fcpLCpk7oL5zFm0gIWF+czNXsiyFcsZ/vZQluUXMW/uQuYuzGbarLkMHvou87PyyMotYNmqEqbMmM2xUxUkHInlChNkJI23Tjpo+Kv93NxcJk+eHNRxPn78OKNHj+azzz5jw4YNTJ48mU2bNlFXV8cbb7xBRUUFLS0tvP/++0Etj/Yi0TsDDYCtW7fy1ltvYVkWRUVFQUGdlpYWRo0axZNPPslXX33F8ePHefedd3nwwUeYM2eRqSYnLM+MDJby1FMKwKHpzFYWjXyQIwufIln0Z+w8k5HWr8+dzM8glt+fhshfOLfkDZxzJaAbcIRtXG6vgMZF5Jdu1VozY8YMJk6cSCKRAKC8vJxZs2bx0UcfsXv3biZPnkxBQQGrVq3itdde4+OPP2bp0qWsX7+e559/njNnzgCpAL1v80wjkQhTpkwBYMSIERQXFwMwZ9YsshcsZE/pbl5/9TXWrVnLli1bGDhwIDNmmLovSdvCcU3VR1cbWJA4KEygKFqActqAhkmN/iHX/PwBfpI5hOszRnBtxhiuzvyAf8n8KA00XuQX/V6gcP2eK6DRDfrBg0YqZbNEI6k5f47h7w1l+47NgKapqY7cvEUsW15M6e4dLFtejFQ2a9asYcCAAVRVVfH555/zxRdfUFJSwvHjx8nNzWXv3r18/fXXzJkzh3PnzjF55nS2lO9h2PhRtCbiRCIRJn7yCUuXLSNvcRGbS7+meOUy1m1YT86ChYi4xfr1m5i7MJvN23eycesORo//iCUrVpFwXIaPGsuOXbuNj79QJB1pjLftSBr+5L1o0SKmT58eTJR1dXXU19ezceNG3n77bYYMGUJJSQlNTU2MGDGCXbt2kUwmKSkp4b333qOqqip4Zl0BDX9luXnzZkaNGoXjOCxbtiyYBE6dOsWMGTNYsWIFgwYN4osvvmDOnLksXbqaQYPe5ezZc4DCsmO4SmEJjQhAI0nTmc1kj3yAYwufIln4IHZeJnZeJk5eT0Te7YjcO7By+9CU9whVi9/EPbcOVAtJ11QBvAIaKfLTdfg2Da018+fPZ9q0acGzqK6upqqqijVr1jBmzBjKy8vZv38/c+bMYeTIkZw5c4a9e/cya9YsXn/9derq6gACldK3eaZLlixh+vTpaK0ZN24cK1euBCDW2sqRAwdZOH8BQ996m0lffsXyZcsZMWIEkydPRgNJy0IqU8EvKSxEABoyZW/SDlIlkNrBxQONIeO49uf38pPMt7guYxTXZIzjqswJBjQyP+SazLHc0Otdetz6ggcae6+ARjfoBw8avlHYtpNoLTlx4igvvPgcEyd+RFbWApYuW8z6DWsZPnwY48aNZurUSaxevZLc3Fw+++wzPvjgA2bOnMmHH35Ifn4+dXV1jB8/nqVLl7Js2TLGjh3L3r17eePtISzZsIbX332bGXPmMHf2bDZt2kTJ2jUMHzWS0R9PYOKkL5mzYD4TP/qYlvpG9u7dx9+ffpbBbw3l6PGTrFu/iUlTpjFn3gJmzZlH44UmU+XOFZ4XUPvqKYBYLMaYMWMYOnQoZWVlbNq0ieLiYoqKisjJyWHKlCmUlJTw1VdfkZ2dTW5uLps2bWL+/Pnk5uby6aef0tjY+I3eU/7zDaunmpubmT59OlOmTGHKlCns2bOHrVu3smXLFsaNG8fmzZv56KOPGD16NJ9++ikbN25j9OiPOXOmAlC4IolQXn1wBVpqIEmzBxpHFz5FvOhBEvmZJPMzcPLuQObdisy9FTs3g6a8hwLQ0ERJCI2jr4BGmIxtzwnUmc3NzYwZM4ZXXnmFzZs3s2nTJlavXs3SpUuZMWMG8+fPp7q6muXLlzNx4sRgsVFSUsLMmTNZtmxZ8P7DqW+6S6dOnWLy5MlkZWUxd+5c9u/fz5o1a6iprGLHlq1M/moSizyJY/369Tz66KO89NJLtLS2ACbzri0FrjKmbtUuaCQROLhookozcPAYrv95f36aOdgDjbGmPnjmB1ydOY5rM0fSo9fb3HTrQH7Z73kK1+9DETjzXqFvoH8C0PAT+hkvqKamRtauLeHAgTJ27fqaEyeOceFCI1u3bmH79q3s27eXY8eOcPZsBbW1tWzZsoWqqip27tzJjh07sCyL8vJyTp48SWVlJWVlZdTU1PD1nt1U1NeyfXcpO3ft4viRYwjbob6hgfWbN7Ftzy72HCrn8PFj7N65CzsaZ8XylYwaPZbx4ycw8dPPqThbyeEjx9i+42vq6hsRUuMK2dY9tB3Q8IGxrKyM7du3U1NTw6FDhzh69Ch79+6lrKwsKKqzb98+du7cSSwWo76+nu3bt1NWVkZVVVVg1OwOaPiT0IkTJ9i+fXvwXLKysjh9+jT79+9n9+7dVFdX09DQwIEDBygt3U/N+Qu4rkArEyutkQYYQ6DRdHozWaP+zKFFT9NS/DDRgn5EI31IFPTCKrgdJ/82kvm9aSp4hMolg3Ar16FpISYE9hXQaEPphvBEIsGOHTvYsWMHx48f5/Dhw1RUVLB//3527dpFTU0NDQ0NlJWVcfDgQZLJJA0NDezfv58DBw6QTCbbeNN92+cphODQoUPs3buXqqoqysvLKYgU0NLUxMH9ZZTvL6O5yRRalVJSVlbGvn37ENJ4Mrme56KrReC9FrxfZQL+hLZwsRFoolLx3KAR3PjzTH6W+TrXZwznuoz3uS5jJNdmjuS6jBH0yBzGzb3e5Ee3PcOv+w2g2AON9tMxXqF0+kGCRphSE1wq82rKi8XEGLQ91jm18R8PrawkkPScRVMneAOKlJtnQEKzbet2cvMKKIgUsWLlKmzHSbUbEFIjpEYqb+HU7n2lMtx25Vl09jndlTYdNMLfCwNX+rVt2yYajQYG0o4mFCmkBxqm4prWIIO8hhYNJzezYMyj7F04gLolT1JX9CD1RffTWHQPTUX9aC7sS1PkPuqKnuDk4kHY1RvQupm4MPrrjkDjcqV0e1WY0iWFrsZpXCryr59IJIjH48i0wmXpw1OjkdoYwl0lcbQfDS7TviQRyiIpoggkcSF5ecgIevzsVv6953PclDGYG3u9RQ+Pb+w1iB/3fpOf9nqBn93+JL/p+3eWb94PGO9GHZL22xsbV+ifCDRM4Rk7iK3w4ytMJLQ/kEx9cFMjXLYZZOGaF+GCScG+FNgoXC2RQoArQHhSgBQklIuFTLntCYWdtIjHE9i2Q9IzTrqui1QKpUylPSlVIGm0d28+aAQpotO4Tc2BNHfajs7vKCI8fN10aScMMuH6Chc/Q2UqCbogHBekn7XJALeQXrwcmvOntjN1xKPszh/C6cUvciLyd05E/saJyBOcijzG6cgjnC54nOORARxcMpRE1UbQTSSVi4Pu9B4uRwrbwMJ9xn9n6SnRw8/uH/UcfRtLOEW7H+BqIu41SIWWbet4uFIglEQq6eUCkx5oeMDnh2mg0TjYIorEJSlcBr46mOtv+RU/+c0jXPerJ7j2109yza+f5NpfP8l1v/4r1/3qEa7573u48Zf9+eWdD7Jk7ddmEec15wpodE7/NKDR9iWn/t4eMIRTladzR6DhSIGtJa4UKFeALcCRKCFxpCAhXZLKiNImmljipgXg+b+XvorvqFOG3WO7y+11/Pau29612zs3PMmkP5u2bFRQUoB0bLRMgI6DNkGNjgQ/83bF8Z189t6TnCudS/JoFtEDs2k5NIfmQ7NpPTST6KFpxA9PJ3Z4Lk1H8hGtB9G04kgXEZr42lOz/VD4UlIYHPyCX+HJOlzDorOFxaVsV7BQ8vpkoPJUKgALHQINf+HmyhRwuFoh0rM2h0DDEUkECUASsxK8+fZwhgwbx8LIZqblbWVa3lam+py7iVnF25i3eCszclcyK2cJxyrOG4cUqa6ARhfonwY00kVzv/OHS02Gj6d/JwwoYd2wv+9IgSVcpK9LEhociXSE8SVHYmnTwbWUKNtBe5KE7/3kF7VJn5TTV/lhak+i6AoAdjaRdgYYfhvC7fPbEZbGwlXf0kHD94bUrg0iDjoB2ouYx6gBAA7s38aot56grnILUA2iAlQlqCrQZ0GfAveoyX4rKkDUoUTck9B0u+/7h8b/qLEQ7gvh4/41v0vQCNvGHMfBcV2UlO2CRtDftUIoiVASWwoc5ZdNMv0xHE5piSQOcRQOTdFm3hs5lg0btgFt0+X7Mq/jfY5LTMCpgqQQCG3kliug0Tn904FG+gSSPol+EymdyqeklCKlbZI4ylSfC3JVuApc6RnR/AoQ2ojfrkCFVGAAKqRCIrSiSb+fNp9D99jRAO/uhPRN57QHGuHVqa+e6kiiSRl5bJBxTE4mgdKpAayB0t3bGfLG41RX7gUccG20dBDKxdUOUltoFQMdBR0DN45yHJQAIQipGLuXc+m754sTRYaf7aWksFQY7vP++wufp7Q/AV+smryU7QlLGoG9xe8nQbqWtt8zf9KBTUOoUJp/nQIM4/XkkpStuDpGc/QC77w7nA0btgQ/pHWqTopZtGgsrXC9i9pSkrCdNi7vV0CjY/qnAY3uvNwOz/N7YptDGo0K/vcy4rWp1CPRONok01bh3wolJzSD5uJ2tG1LJ8DWTts6uqdveg5dBZV00Eif5DodYBove6OFX+tAaEh6DHDwUBnD3n6a6qp95ivGTERSG5jxLSFSClNVTXlgKzF2Kw9gpBImYaWW3rajfZm2/22/1/5vaC3QSqCl9FbPEq1ctLLR2gYlvBW1SbQotbqkiSs6m+S0NkkcferKIuobuly325V+XR0Gi9CFDKDpNsCgQ7nU/L1UEUYHV8YAh0QyyqC33ma9BxpaGTbKAbOws7VJkm+hiAuBJUwqfKEculv+4HKkHzxofBN19NLNRCRNER+p0FIjHRHupSb7JhJbWV5tCO93PAOeL1KDF1qo24KX1pjgJKmQSiOkMukRtAEghWzL2kyA2k8GaGpVBkWFlNTBqtr/zfZyL6WDqL81Upe32tR+Oo+UCiH4Q3qqc5UyUKbrxn2JI6wODNrjO79LU5ZJ4eCXugE4uG8fo4Y9SV31FqAVZAxU0kyw2k8V4RhjuoyBL3WoKOhWLq4DHvuG/Vja/rf9Xke/0QoyCo7j2bySIBqNuk1WgtMEUqOMOcwrKXTpJqmwlBFWRSkhcSzbSLqOa6QeqZCuCIpYiWDfsytohR2obIykrbXuNoiEFx/hPgO0qVke7jdKKRzXadOnfBDxqyj6yioNSDdhFibKIRqL8sbQ91m9pRRIFesNV2CMY6rLJ7w35wCO3YoUUb7PLMU/FLpsQUMpievaKCFRrkS7OuiFSigc28ERJpDI0Taik6pe6QPe7+xSaWxHYDuu5ySisF3HDMCLQMOkZPOrk7nCQSsBWqMcF9cymUsdR+C6wtOOKdyQzjpdJRd21U151KQMidKrF552N7TNF+t7oLWN2whPTP5x32bjy2ep5aBC6xiSGALtJSyE04cPM+Hdv1KxZwb26QjW4VysowVYRwuxjy7GProM+/AyrKNLsY4UYR+NYB3Lxz6Wi308H+tE5P8UJ08WEj++mPiRNcQPbyRxeA3xo4XET2YRO5FH/MxmdPICKCOhuCSRobiDS7WydRwniLOQUuI6rgEO20EKD/Q921ywaPIWJo5lk7QsktL0MaFNlUSpU+nmu0NhEAt/tm076FOJRCIAjnC/vchrEKNeSjlxeyNS2qBsEDaxRIKXBo9g6EfTmFfyNVMWb2B68XpmFG1getEWphR/zRdFu/gksotpS0v5YuEKtu85iHZttEjS0Ri/Qin6pweNjkgIF8excG0HO2mjhTbsapRQ2JaDK1wsYWErG0ebAjvpKydoG88RHvSW7Zh8UpiuaDsC23WCz768YVgitYOjbRQiqG5nLqADlYfvqiuUwg0Zqf2Vmr8yc10Xx3GCNNltbDsK/Gy+/vdTE1Vb0NDa/E4YKHwdteu62LYdXM91vSSCKK8cq38LGogjdRyJDiSc8xXH+Xz0k+yKvEpd4RM05PyJhpyHach5lMacx2jI+SsN2X+lIedxGrIfpSHnERpyH6Ih90Ea8x6iMe9hGnM9zgttO9rvzrmdfS/9N3If5kLuw1QXPMKJ4sc4UTSQk5FXOBl5mZNFz3Bs8d84sOQ5Tmz6DLe+DGQrWrXg6gZjt7lEoCGlxLKsoD8GEqLrS9BGHeSDCEqjhOlXwhVG8vAkUX+F7niGaGN66D5o+P3QV9GGpdVwFmWtdZAGJXyO/zcpZdAz/ULGfr12YcfRwgItSbqCRwe8xv/7tz9w4x8f4obfP8KNv/8LN/3uEW763eNc/9snufH2F7jpzhe58Q9/5//9JJMh732ObYUMJVeoU7psQcN1HUwh+RCF8ghYCQuFJuFaWMrB1WZdk67rh5T6J33AGwOcxrK92AytkSqll20LGgKNi6NtXGVqBijpIn3/VH9lqDSJhIUjpNHRhtJW+6uzcPvS26q8OArbFiHg0B2CBvixGClgSXft9UHLfwaukp4twmjYjDiTQBHH9YL8AOrPHGbauCcpzf47scX3k8zPIJHXm2ReP4/vIpF3F4m8fiTy+pLI600iP5NEfgZWXiZWXm/sXI/zQtuO9rtzbmffS/8N71is8E7ql9xK3eK+1BfdT33hn6grvofKJXdzpODPnF7zPqK2FFQL6CiaFjT2JQGN8KTsv28fxMGoqFzHDQBEemDRJk5CSpSUJG0bW5v4CAkkXQfbdb/VnKq1brNwSffaCrfdPzccnOhLJaZ2i1mFhOulgEYpB6SDkoqEULwwdCzX/qIvN985gBvufIWb7niFm+94hZtvf50bbxvEzZnvcu2tg7jhDy/T45d/ZdiY+QhfkXAFNL6RLkvQ0FohlfF1SiSilO3dy7lTZxG25FD5Yc6cPINwzcom4VjYyvVqW6e5x3r/pOeJ4grhK2ZobW3l7LlqEokkUqmgwpyQEqlVOzYN11NRCRxpG9uGEsafvU3bU1JCUAOoC6SUorq6ioaGxuCYcVtN/4E0SSNsywm+lyr009jYSEVFhde2VLtsb8JR0pssdBRJHFslA4Ns/fHdzB3/GPtzn6R56f20RjJpifShJdKXloK+NOf3o6WgPy0F/cyxSB9aIpm0RHoTLehNtKDP/ymORf5IrPi/iBf+jkRBL+L5vWmNZNBQ3JtzRY9QXTISeX4fuElj99AOpgri/x40fCkDuKgIk3kpbVfS0hW4ttP2FJnqaz5YJB3HxDAEatXuUzKZ5MiRI0G7fIBobW2luro6yMKbfj8+6BkQcTHWBzcYY74Mr+X/z957/1dx3nnf/8Pz2o1tDNjxbhJnk02yeTbZ+36yG9uAJLAx2HGcbGI77j0GbNM7ojcDpgokUVXP0VEXHVFFE6KpVySEKmqnTJ/r/fwwM0cjIeqS+97F+ur1fZ05R+fMzJlzzfW5vvWjIgwN0xAEdZNPpi/l8X95iWciv+LJiLkMHzWbp0bO5qmRcxn2wgL+cfQKvh+5lGdGzOIHv/mcmYs9yIq9wBmUu8p3DjSsm9LEMBQ0TebmzTY+/ehDEnftQZN0Pn7vE75dsyH8fiuzAgKK1CdEZgirStydAeM8mggqqio5euwUnV09AOg2Q5+iqSi6iiGsNEJHDVNFM2Q71VRH1awbTAmFOFtwmk3r13Ng734MQ3D9+g2ycvLIP3GSG5POOMcAACAASURBVE3NgLWqLCoqIiMjg6KiIi5dusTy5ctZsGABMTExHDx4kMTEBLKzcykprrQsB0DXTcsiCq8Ae/nWhb3WDIWC7N27l9mzZ7Nt2zba2toAqKurIz09nczMTAoLC6mvr2fDhvVk79+LJHrrdzVdQ7dBQ9ID4WB8W9Vpdi99nUspb9Ce80fa08fRlj6eNt84Wn3jaEkbT5vvFdp842lLH0ebbxxt6S/T5nuZtozxtGW88t9Ku9NHoqX9Cj31t+jJY1BTxiJ5xtDtG8uNtLdozluK2VgGskBIdh8uMXAW2oOIaZrh+pn29nZiY2NZsGABudk5aIqKrmok7klgW8xW5JBET3cP+/L2cjT/KFWVVbQ0NeP1eNi5ezcllRVohkFQljEQBKQQmnH/zHahUIicnByysrLIy8ujo6MDTdMoLy/H5/Ph8Xg4cOAA2dnZLF68mNWrV5ORkUEoFEJRFNu1he0VkAAZ4QIOMDFUGdN2+4YMwUfTlvJ3vxjLM2Nm8ljEYp4YtZgnRy5i6MiFDBm5lCdGLmdY5HKGj5rLY798n2mLvSiDgHHP8siDRv8b0HKnGAihEgx1ADB39kxSE5PQNI1F8xaTkujh6NHjpKR6OVNYSPyeXVwqLWbBooUsX7mC9Rs30NreRl39Nby+NNasW8vGzZuI2baVhYsXsXrNN6z6ZjVHj53kWv11du7aza7dCTRcvxHORLH66ugWjaWdrqkZMqqpWIFww3JR3WxtpeD4CbwpqUz+8msOHDjEli1b2bk7kYJzhbTftL5DUVER0dHR7N27l9LSUnJzc9m9ezerVq3iq6++YuXKlWyJ2cKePYmcPHEGTTOshoL25bHcGsJOObQ4wHVDwTBUWlqa+eabb5gzZw4+n4/u7m40TWPDhg3s37+fCxcusHTpUsrLy5k8eTJLV6+0AvVYmcmmMFCFHw0/qhkKux5u1pxlz6LxFCf9kZ6s8QS8kfjTovB7oujxWur3jsafZmnA2/vY4xtNV/poun2WOttd6QNsh1+LotsXRWd67+O9bPf/3ED76PJFEfC9gO79DUZKJEbSq+hJv0NOHUdP2nia0t6mae9y9JYK0ASGDqpJH+KthwEazqr99OnTvPfee2zcuJHTpwrQFBVD18nKyOT3v3uNnq5ufN40Vq1YSeG581yrraOirJyjR/JZsmwZ62M2E1IsAlRF15FUBVXX7hs0zp07x7p162hqamL+/PkcP34cgC1btrB7927q6+uZPXs2kydPZvv27WF+GCe+YbmnVAxDoTcRWwu7dcEEUwd7TAUNwXtfL+Hvfv4yT4+ZxfeilvJY5BKGRCxiSMRiHo9cxuORyxg6ehlPRc3j8V99wLTlHsIhjYcI4o+qfGdBQ5J7UNQewGDurBksW7SYjLQMPnnvU/blHuDIoeMsiF5CSUUlsxdGc6m0mLkL5pO7N4/Y+Dj2HzxATl4unjQv8Tu2s2LVSuK2x7P223UUl5awLS6WhKRUSkorSc/IYumyFaSkepAVxYptuEEj7J7SLUvDyaDSZFSbia3rZgffrlnH/v0H+fOf32Rr7Ha2xMZTVGQ1W9uxYwdffPEFSUlJ7Ny5M+wycnhBzp07x/vvv8/HH31K0YUrtnXRNxbjWGEOaJhCQwgdWVbweDwsWLCA7du309bWRjAY5KuvvqKsrIzr168THR1NU1MTKamprN34LYrQCakGIclK29SR0Aig2T58gM66syREj6U86fco6S9ipDyHnvpc72PqbzFTn8f02Opsp45A9b6A7HseOc1Sydf7eMu273mktOeRvM8heZ8jlNb7eC/b/T93u31Iac+hpL2AljoWLfn3qCmvIXnH0p0+lhu+P9G4fwFq+2UwZTQ0QihWT6WHGAh3YktNTU3s2LGDVatW4UtLQw5Z4+habR1fTfqS7s4upnw9mQXz5pOcmESaxxtOhfVlpOPNykAzDSRNRdY0dMNA1e4fNBISEkhISEAIwcKFC/F6vQBkZGQQGxvLoUOH+OSTTygsLARg//79lJWVAbhSc/uChugHGpZ7ygINSQg+nLacx375Kk+PmcHfRUXzvagFPBFp6WOR0Tw+ZglDXlzI0MiZfO/X7zJ52R5C5iBo3Kt8Z0FDlnuQlS50XWLOzGmkezzohs7KJavISs/j5PFzLF/xDUFZY1b0Amobr7N+8yaulJaQ7PWQs28vxwtOsSV2G96MdIrLyzh0NJ/dSYkAZObmsGtPEufOF7Fz1x5mzZ5LWrrFWub01Am7puht+ywbEpqpomkqpmFNAM3Xb7Bnx05OnThFSUkZEyZMor2zC096BrFx8QghyMzMJDY2loaGBmbPns358+dpaWlh+/btVFZWkp6eTkHBKeLjd7BxQwzBoIRhWCm3TnYLWKnIhqFhdQa2wo3BYJCmpiZCoRBz587lyJEjCCGYOXMmRUVFVFZWsmzZMpqamtizZw9rvv0GzV6VmvZqWiVEyOxBdQXCO+vOkRD9MuWJv0fzjcVMed7W5zBTf4uR+h+Yqb/FTH3O1hcsTRmB5hmB7HVpmuux/7bz3GOr1/V4L9v9P3ebfUje5wj6niOU9iIhzytIqeMI+iLozBzJ9czxNByegtp1CmhHpZMgnegPKRAO9El97unpoaWlherqaiZ+MYHa6hoAKssr+OSjj+nu7GLGtOlcKrrIyeMnWLFsOW0trZw8cZKU1FSKK8uRVQXF0OkOBvCHgg/knsrNzWXdunUEg0Gio6M5c+ZM+D68fPkyGRkZTJs2jebmZgoLC9m6dWs49uHO0tNUpwmIbN8rjoPKBFMLWxqyIfhoyjIe+/k4nhkzhcei5vBE1ByGRM5iSOQsHo+ay+Oj5/PEmLkMjZrK4//7bSav2EVAOFbfIGjcTb6ToGEF4hQkuZuurhYmffEZKQl7UEIKs6bOIm7rTirKa5g3fzEr13zLlFlzyC84xeTp0zhecIoNWzYTt3MH54ouMO53rzJ/0UIuXL7EqnVrWbthPZ3+Hnbs2c2GTTFkZOQQvXAx02fMZnPMVrp6uq2AuBs0hBU/0EyFkBpENzVU1XIN1dXUMGf6DCZP+pK1q9dw8OBhMjOzWbt+IxtitnL6zFkOHTpEfn4+W7duZefOnSQkJNDS0kJGRgYHDhxAVVXi4uKIidnC7t0JZKTnIElyOKDu5Mw7MQ2nnby1uhNUV1ezcuVKMjIyWL9+PUeOHGHfvn0cOnSIb7/9ls2bN3Pw4EG6u7uZMWMGU6d9TVPLdVRFR1OcoiwFSYRQMW3mPuisPU9C9HhKk/5EMOMPSN6XCHpeIugZQ9ATScAziqA3gqA3iqBnNEHPi/b/xxLwjsXvfemBNOB6vJft/p+73T56fFF0pb9At28Mfu946zx9I+nIfJ7GzJe5fmgyaudJoBWNDhs01IeWPeV8TlVVioqK2Lx5M6mpqcRu28ax/KMcPngIT0oqH7z3PufPnuPEseOsX/ctmzduYm9uHqnJKbz79tssWbaULXGxdHR3I+saIVVB0VSCUui+QaO5uTlMDLZ7926OHTtGSkoKdXV1FBQUsHXrVvbt20d7eztbtmyhpsYCN2c8OtlUhmFVaAhUdLvUNpyEK/Q+oPHx5MU88bOX+MHoL3ly9CyGR83iqciZDI+aydDRsxk6Zi5Dx8xh+OipDPnN20xdvZsQdk3vIGjcVb6ToGGaOrLSjar1oKoBqipKuNnSjBKQqC6voqG+EV0zqamt5+LlK9Rcb6Lm+nVqrtXRcrOdhqYb1F1vIHbHdmLiYlm3cQMr137DhcuXaLxxg55QkJr6a9TWNdDV7efi5StcLS6m9lo9PX4/iqpaGVTCypxyUm4NoRHSgsiaVWQkhE5HezuXLlykvKSUixeKaLrRTGdXN8UlpVTW1qKqGteuXaO1tZXGxkZKS0vp6OhAVVXq6+vx+/2Ypkl7eztXrlyh6UYLimxZME7Nh1OnYcUabJNfGGi6jKIG8fv9VFVVUVFRQWdnJ0VFRWRmZmIYBhUVFVRWVoZrQoqLiykpuUwo2IOhmpiadSPqQkNBRUGEQaOjtoiE6FcpSXqTruy/0O37PZ2+V+n0jafD+xI308bQ4XuRDt9YOtLG0eF9hQ7v7+jwvkaX5zW6U1+lO/VVelzaPYBa//sdPZ6/rXaljaXDF0Fn2li6U39PIOVVAp7RdKZF0eR7jab9s9HbL4IZRBcKsrCb6T9E95Sj3d3dlJWVcfXqVbo7u2hrbaO6qpra6hrKS8tobLiOMEzKSkopKS5GDknUVFVzsegiZRXllFZW0hMK4pdCqKbV3dkw77/tiWmatLa2cvnyZfx+P6WlpWRmZoaz7q5evRou8KuoqOjzPZyaI+t6mDZgWF0FVJw6DQNTkxG6CiZohuDzKUsZ/stxPDvmS4ZHTufpyOl8P2I634+YwfDIWQwfPY/hY+YwPGoaT/x/bzNl1R6CDILGvcp3EjQMU0c3ghimH1232nb3eY+OzS7XK04Jh2Lq4Syqs0UXSPZ5SU1P48KVywBIuoZs9O5Pd6XM6oaVcdWbmtu3TsMQGrqw+inphoqqhDB1V/EIVpM+x0LQTFDVgfnGnMIo54a89f9Wp1hNM/q1IulNuRXo6IaVwWK6mt05hXyOmKbpqga39yG0cBWWMEE1FDR0FOi1NOoukxD9B64mvk1X9pt0+l7lpm8cN31jafeMoc0bRXtaJO1po2n3vkS792XaveNp97xCd8orBJIcHW/rK7dqcu97gsmvEEx+9W+m3anjaPe+zM3UP9KZ9Bd6Et+kO/k1OlJf40bqu9zIWY7eXAsqmKrVZ8uaqB7OJOV81t0ks484/BXO+w1XQ85+48gA/JKErFvdnUOyZKWc3+c59R8nThqte3w67ih3Aanznt5rYbH0OWNIAbtHgw0amgImqBp8/tVChvzTKH444nOGPfcVTz3/paXPfc3Q56fw5MiZPBkxgydemMj/88v/ZNLi7fQIe3+DoHFX+U6ChjW5GQhTxdAVNE3CNPRwHrtpCGvVohqoumFlAgmBZupopoGiaxYZE1ZrA9X29Uqqiqr3fkY3TCTJyp13gmyqrqE6hXAu0AATw1Ax7MI+IZzyJbsM0CaPAts6cH0vZ2D3vcl6A4nuIi9HdN3s89k+E34ftc5L1STAqQUQOARXzjGgN+VTYFWFhyuwhEA3dDQEsuil1WyqKWbdnHco9E6nKeevNGe8Q1PGOzRlvE1Txls0pr/BjYw3LU3/CzfS3+ZG+js0+d6l3fseHZ73aPe+Q2va27a+S5v3fTo8H9Lp+YiO1A9o87xNW9pfaEv/C60Zf6El8y2aM+5V37wvbcx4l2vpn1KfNomGtK9p8H5FvW8CtRkTqMqeTcPROLSWGlB1hGyCalldDxs0gD4V1daYNsMgIYTA0K0KcGvbsIs+rQI/wzCQVRVdCBTXeH2QinBnXDiFe845GYaKYWcIGoYWHttOyxp36xF7L9bCynZNORXh1hk5TSF1VEXns8+n8uOfjeAXIz7g2ec/59kXPuXZER/x7IiP+NGIT3h21Oc8GzmBZ0d9yvD/9TpTV8Ry07SA6GGC+KMqjzxo3KsIIcKMYmF1/gcIYWCYKqapYfW1tbudmlYTQk3Tw6t3u/1SOODbZ/DZOtDAdMzwu6t7Uv8bXxNhIGyTwXq06zeEU5fbF7xM00SzgcEUwvI1240XDWFzGdhBx8rKEhbMmUjl2XSkCh/y1d3IJQm27ul9XpqAXJpoq7WtFCehFiehlO1BrtyNVLkbqXIPclkySokXtdiHUpyKXLwbuTwOuTIOqXI7oYp4QhXxBMvjCJTFEiiLDb/WX4PlcfelodLdBEu8BEvSCJR66Cnz0lXu5WZ5Gi1lGXTVH8MM1FqNF1UJFA36j7mHABr/VeUBj3+3c+p9zelk6ai7xtvJ3uvfyNFwvbfvHWCYMlbDfRlZCjJ72iyWL1lPcvppYtPOEptWQKzvGHHpR4j3HWFH+nG2+06yO/M0m/bksf/8VToE+IVhBdgHQeOOMggattxtgAhhYBgWaDjFb32JkIwBQeO+b9h7Ag23/q2viWGnOKr2oxYGDefmdr/fMPqDht1LxLR6TimCcE58aeklFs6dREvjVRDdoLaDdtNStR3UNmtbH0C1dtBawLgBohFoBHEDzFbQ20HtsD5rtIBZb3WZ1dpBuWlrO8i2hl/rp+pN0DruXdVW0OtBrwWzBkQNUAOiFqHXIrTrILpAyKBrYX7R/26g8TAnyYH374CGw5HhZuW7N9Bwr5lM4dAqqXR3dzB75lxOHD0NWEm6TnWH7NKQ6SJjEhAQChIaJoOt0e8mg6Bhy72Ahm4o/UDDzZZngYYDHOIO1b4PAhq9k3R//dvd9HcDDdN0wKP3/aYp0MOgQa+lYVpOOMm0gAPgyqXTzPzqPZqbSq1qefsojiqYt7zmBEEtXBbomCgYSBjIGHYGv+2+x7KLnNf79NXur04XPPe2M6fdaVt3b5tAD9AB3ATabL2J1Yw7iClki/fasC7Nw6QX/Z8DGsLuNuAeU1q/cX3voKEbMpoeAHQkKcj8uYs5cdRK7e39iZ2R27sXxbAoXjV0gkY3qhmw3MWDoHFHGQQNWwY2o4XLv6qh64rti9Xs5w4Hs9XQzw0ad2oR8SCg4QDVrfq3o+y8G2g49RzuQ5mmCM+hYdAwrVYlJqAKSwEuXzjG7Elv0XLjqlWjgoJq/ykoyMioaAP86XaevjUBKPSuJDXXVTOERejUg8WhYDqX1/14L9vmHbb7vzdcC69g0fxYakGagSpE+BrIutWH8rsIGqbQMIWCKdReddrX3BE0bMs2DBoCIVQMMwRoBPx+pk+bz+FDBYAb/w10LJZN1bTwXTdB1a3xbZg9yGqH5XoeBI07yiBo2HI7wHAsCU1T0AwF3VDsXlEamqHZ/acMq1W5bqluCHsy+NuAhrPK/+8IGkDY0jAAuw+7BRrC4gfX7A+UXDzGoq/for2hEPCD3gVGt6V6F2id1uMt2mm5oIwWyx0lHG0BowmMZjAt95aQWhFGDwYhZBFCQUJFQkN2qfKQ1LC/n61YDHEqZniVqwpr0tIAxfzugEb/83sQ0LDJlB2ssMXEMGQMYfE8BgIB5sxdzrHjF4CBDUrF3nYcq5KioxsypqkMcNxB0Ogvg6BhiwMS/R/DXBG6iqyFUHUZw9RRdQVVV1F1q7rb6mArbOAQ6EYvaLgncjdZ0v2ChgMWqiqj66o9cffyDwjh4mC+w3e8n2sihI5hKn1vcFO13XNan2wXR5y1tp0PEwYN3bQI7QxhLRNrS06xctpb1J3abQWti3YjX9xjadFuJFvlW3QX8sV45IuxyJfiCV3ZQfDKDqQr8ciXYpAvxqBc3Y58eRc9RUmEyveCvxKdHmRhgcatwPEw1OjjveqjQrhp5cMutNstLB5E7gYE7rEx0P/c9REPS5xjOhl8QtikXaaKblgtQUyhoulS2IIfGDQEDu1yf9AQQkE3Q+hCI6gofDllAVNmrGLLrhxWx6axOi6NVfEeVsZ7WBXnY3VcDqticlgTk8u6mAyWr91BUXEVmmHvfxA07ijfWdDoPxDcN46bOEZRVHRdQwgTSQ6iajKyEiIkB9EMzfJPmwaaYaDpBqpmhK0MR9wcAgPmz/eeBbfLljJNy9oRwkBRJHRdtV1keh/2MzdDmsOE5rx2t+MPfE00DEPBMGRrNSZUVDUUBi9VlcPtHsJ8CdgTp3BSIi2DQzOsFbhuWA6sltrzxC78iHMJk60usKnjaU55hebUXm1KcXR8n8fWpN/Rmvg6TUl/4nrym1xPfovG5D/RnPw6LUmv0pr0e5qS36I26WPqMmZgtp9FmAqqIdBs1U1LDWE3VrzN1b8fNej/y93mZ3Z+6ocotwMLN+GRm+DIAQghenlZ3HUVD0OcY0qSFL6/rCpvFUUNWGNJqMhKANPU7MrvgS+MlcjtAg0BCAPTDGEKCR0N2TT5/Ms5DHnmf/ODX7/OsP/3jzz5r39gyK9eZ8iv/8CQf32DJ/71Lwz71w8Y/ou3Gf7z/+TxH0URl5rf620cBI07yiBouJ47RWqGYYQL4pwbyTR1dGFlV8iajGZqyJqCIQSqrtMTDCJrepi2QFE1dL2XpMiRO7uO7hwI1zQFw9CsvlSmblsbvRaRmyHNzY7Wt+L73q5J78pURwgVVQvaAccQIckPCDRNIRj0I0QvW6BhGBj2qtq5ua0bz3LF6AI7P1+mtbaA7Qve5XLCl3RlvIHfO44e7/g+Gkh7lYDvVg35xiL5xhLw/Y7u9NfpTv+D/fpLBL2jCHqj6PK+SlPqX2jK+hqztQA01WpT5NCP29ov4/O/psKtjilh9qpTYGfaSPUQ56M7WRhuZkVnXLj/dzsmyodxTn6/v9+xHH4MHU2TbCtDQZaD9K1Pcu0H7LooN2hYUS1dD6AbQXR0ZCH4Yuoivv/Pkfw8YgI/iJjOP0RO45moqTwTNY3vR87m6VFz+IdR83l21Hx+MmIGT//6PbalFyE7Rx4EjTvKIGi4nrt5rxVFobu720WZKghIfrpD3aimhqTLSKqCouv4Q6EwWU1QUZE1Hd1uueB2R93DWXE7wHBWYG6+C8vi6KXMBAa0JNzAci/XpM9ko6sYpkJvTYaJLAfQtF6iH8Mw+xD/mK53h11yEF7RC0MFQrTVnGT3grcpTpiIP/MtQmmvEEx7tY/6vePp8fTXcQTSogimReD3vkiX9xW60l7B732RkG8UcvpzSOkj6PaNo8nzBo1ZX2O2ngZdsU0dW41+aj4E7Q8SwuiLUEIH0/34tw86u91Stxsf/RcMD/OcnONaDHzOGNMISd2Ypopu2AWwwi7XG8A95XBbhs/eBRqGEbRBw0AW8NdpS3j6F2P5p4ipDBuxgKGjFjAkch5PRM7n8chFPDZiMcNGLecfIpfzw4h5PPlvH7Mh7TJWz2trv4OgcXsZBA3XczfhfVtbGxs2bODUqVMAVNZUsnjFIsqrywFwGiqUVlSwJXYbpZWVSJpBY0treGA7oAGEXUV3HoR3D4SDoKurg4sXL5Cff5jGxka6urqorq6mubmZUChEdXU1hYWFlJSU0Nzc3MfyuNs1Cd+k9opU06w4xs2OFkrLrtDadgNVk1BVma6uDsrLy2hsvIEsy1RUVFBTU0MgFOoHGsJeKdpgYoNGe81xkua/SVnCp/Rk/Q5/+gj86aPuSYO+kYR8kQTSxtKT9ho9aa8RSHsZ2TcSyfcbQr7f0pn2Eo2pb9KQOQ2z9QyYQas401QRpgpC66u3RiLuTx0gMO182jBwCJea/UDkbw8ajms0EAjg9/vp6OigsLCQoqIi2tvb0XWdhoYGGhoaaG9vf2jnA+D3+6mpqaGpqakPcF24cI7jJw7T1t5Ed/dNysqLqaursS1X8zagQT/QsByhwpTQzRAqBn5T8PGURTz5zy/xw4gZDI1cwpCoJTw+ehGPjV7M98Ys5+8jlvNE5EqGRy7h+6Nm8cT/+oBNmVcIMQga9yKDoOF67oAGQEtLC++//z7R0dEA7Nyzk1/9+68pr67gelMjBYWnaWi+QW19PUtWLif/5EkO5B8jdsdO6m80UV5TS3FJOfX19X0C6rftC2SdBbcDDSdACCb79uWxfXscRUWFfPvtt+Tn5xMfH8/q1as5ceIEq1at4pNPPuHTTz8lPT09fLx7dVH1dWmo+AMdHDq8l2/Xf8OixfOpb6gB4OrVy/z1r5+RnZ1NY2MjO3fuZNnyZRzMzw9/Gws4CddNmACGAgS5WXOM1Og/U5H4MYGM8QS9LxD0jriDjiToHUnIOxLJ+1tkz/OEPKMJpr5CMPVVQqkvonqfQ/X8GiXtN/i9Y2hNfYsbmbMx2woRQgk3ikS4+n4Jx1tuW3b9trnDdh8yIAcWTdvF4gBFv19YuP4eptzJrVJfX8/nn3/OuXPnyM/P54033uCbb76htLSU8+fOk5SURH5+PnV1dXeJu92fNDc3M3XqVDZs2BA+n6KiInbujONUwVFitm7kfOFpcvMyiY6eT25uNsAt2YCGMAcADYFTomcKCQWTbkPw4ZTFDPnnl/lhxAyGRC7hiahFPDZ6Id8bvYi/H7OMv4tYwmORS3ly1AKGj5zCY//2JpsyzxFkEDTuRQZBw/XcMeOdCTMmJoYPPviA2tpaVq5eyTsfvceV8mIOHjvClu1b2RQXQ9W1OrYn7ObQiWNsio1lzqKFVDc0kJaVzdpv15Oenk5PT0+fDJL7Bw3hCnyrxMXFsmbNaq5fr+ezzz7j6tWrnD9/ngkTJnDo0CGqqqqorq5m+/btnDt3DujlZb7bDeC2MlRVRdMUQqEeGm9co6KyhIkTv6C05CoAwaCfb79dR0xMDJqmUVdXx8RJE0lITrKO6awWzb7AYYGGn46aI3ii/0BV4oco6a+jeUajpr7Yq54XUVJHI6WORvJEIXkikbyRhLwRSN4XkLwjkFLHEEp5hVDqK0ipL6J6RqB6f4Ps+y09vnG0ed+jOWc25s1LIHQMV1ghDGr9nj+o3vIbui614NZf92FPRQOChoBgIEB6mo8XR4/h0MFDHD9+nAkTJrB7927KyspYEB3NwsWLOHDoIK3tbXe1SO9HNE1j27ZtrFixwh5XBnFxcSQm7kJW/MyaPY2Ll85TUVnClClfk5yc2Mc6coOGYcOz9WUJu6fAyuzTEARMwSdTVvDUL17jR5HTGTJqPk9EzuOxqPn8/egF/H1UNH8XGc3jUQsYFjWbZ6K+4snf/InNmQUEGIxp3It8Z0FjIHEPEE3TOHHiBNHR0cTHx7Nm3VqWrFzBxZKrnL1oUcB+NX0qV8vLSPSmcuz0KfIOHSQ1PZ2QpnLk5HFWrfmGDRs20NTUBPSSHd1v2qsziVuPFr9yXl4e2dnZvP/++9y4cYObN28yb948fD4fAOXl5WRlZREKhXrjCvc4+HtdU45LzTrfgoKTeDweOjs7nbMjJSWFbdu2LuvIEAAAIABJREFUhYFwx84drNu4lu5gN4oqo+k6hl3waNheG0wN6KKzbh+p0S9RnfgXFN8fUVNeRk0Zh5r8CkryK8gp45FSXybkGUvQOwZ/WiQ9vlF0p4+iKz2SLt+LVsDc8xo9ntfwe16hxzsWf9YrtKaP43r6H6nP+ZTK7Cno3ecA1Yo/G6K3ct/lOfo/IaLf40PdtxDhxYHzPBQKsS8nlwPZucydPpPD+w7QebODC4WFxMbGMn/BfL6eOoXM3BySfB7Wbtpwx/0/iOzdu5dvv/02/PkNG9aTkpIIGCxesoALRWcJBLuI3x7LsmVLkKTgLRO2xVmv9cJGGKkt4DANq15I0kw+m7CMH/78D/w0cipDI2bwZORsnoiay2NRC/heVDRDXlzE378wnaERX/OPkX/lqX//MzGZZ8LuqYHqngalVwZBwyVua6OhoQGPx0Nqaipvv/02CUmJfD5xIrkH97NpWwwr1nzDpKmTydqbx6Lly8jdv4+cfXtZuGwpF4uvsmTlcpYsX8bKlSspLi4OBwLvt/DOiQk4LaQ1TSMQCHDp0iW2bdtGdHQ0Bw4c4PDhwyQmJrJp0yba2tqIjY2lpKQEIGzd3D3lt/eY7syrrq4uYrbEsHTpUrKzszl8+DDV1dW0tLQwZ84cVq5cydGjRykoKCBvbx6Lly+moaUBZ2pUZMOaoLEnZ1MHcZOO6jwSo1+kIuFNpLTXkJPHICe/iJz8ElLyS4SSX0LyjEXyvkwo7SUCvhfp8Y2mJyOKHl8EgTSLoCmU+hJy6ljk1JcIeEbTnTaGFs8YmjJ+T8u+D7iW91eMziOAjGn28jX0r5n5ny79QQNADknsy8ohM9nDiyMjWDh3HscOH6HwfCF79uxhybJlrN24Hk+Gjx1JCWyM2xqO1w20//uVQCDAxo0bmTx5MjU1NdTU1JCbm8vyFUsoOH2MhYvmkX/0IPv255CXl82iRdFomtVJ2b3AskDDCoWHscIFHKZpoukgKSYTv1zBP/74Ff5p5Jc8FTWD4VGzeHL0PIZELWTI6EUMiYrme89P5QcvzeBHoycw7N/+k81pp3HSPQZB484yCBoucZvFjY2N5OXlUVxcTHZ2NuUV5cTv2kl5VSW+zAxit8ezLT6eoyeOk5rmpejyJUrKy9iTnMj5i0WkeFJJSk5i165dVFRUhAPR93vj9XcX6bpOe3s7+/fvJycnh5qaGs6fP09iYiK5ubnU19fT3NzMoUOHCAaD4dbl9+qeco7pru9ob29n/fr1rF27lqSkJOLj49m1axednZ3ExsayZ88ezpw5Q0pKCjm5uRRduohm6ARDflRFQQgr3VbWTXudaADddNYfJ3HJnyne8yGBjNeQvBGEvJG2RiF5RyN5xxDyvoTkHUvQ+zIB73iC3nFI3pGonn9HS30OI3kERvJIjOQRKCm/JeT5LT3e57npG0175us0Z72N2ZIJImS3eDFvAYxHATSgd4EQjk2pOlpQpvX6DbZ8u4GT+Uc5f/oM6b500jPSudHczNXSUnzZmaRm+KhranSm5VvkQa5RR0cHqampJCQkkJmZSVJSEl2dnRw8tA+PN5Gy8qtcKDpLYtIusnMyKSm5amcK0if+5xCWmQ6kuQBDmFb/Ad2EkKLz+YSF/OAnY/nJqAl8P3IGT0fOYljUXIZGLWBo5EKGRsxnyAvT+P6oKfxw1Bf88LfvsNV31sXeN+ieupMMgkY/cVbz0Es2JIQgEAhgCoGm60iy5XbRDQNJlpAVGd2wqsJVTSUYssxrTdfC7iEnTiJJUh8OiruJ+7PO+TlpwJqmhZ8Hg8E+xDYOwEiS1AcA7ueYzsTqHN8BodbWViorK8P7do6tKAqKalXJG8KKw+iGgiE0TGGi2n2prJCmTMf1InYs/ojzuybQlvknOsNMfaMtTRtDZ9pYurwv0+l5la7UP9Cd8me6k/9MT+pYejwjCKRGEEoeTSh5DKHkKAIpo+jxjKIn4yVafGOpT32N5tyPEG17EUYgDBqP6sTgXvhY8SQTQ9WsEIvNoaLLijV+dKsNjo5A0lQCqkxQU9DFwCvrB7lGQggkSUIIwY0bN6ipqbHOyVCRZD+maVWDm0JFUaVw5wPoy+BngcZAxX0CXQtZfBqYKLrJhK+jefrZF/jRf7zH089N4KnnvmTYc5N58vmpDH1uOk8+N42nX5jCsN98yrBfvck//tt/EpN60iIIYxA07iaDoOES92TpTOzu13RNx9B7u2wKw0QYBrqqIQTINuGSoeuIfpO0UzT4IO4p90TgXkU6r6uqGmbOc5vSzndwJndnf3c6liPu83Q/ul0g/QvCFEWxuEV0A83uDmgKBcOQMIVmd5w1Ue0ssBvVl1g3+zPOpy7leu6XNGS+TUPWX7ie9SbXs96gMesNrme8QWP6W9xIe4+W1E9oSZlAS8oEbqR9SEP6W1z3vUuj9wOavB/SlPY+N3zvUuf7Cw25H1KZ9THFGV9QdzgaveUEQg+iG7dv4/IoSJ/v5FgMpkALyQhDWAAiXNakaSKrKgFJQjVNdCHQxMC2xoNcI3c3AmdsWha31e8pEOzCaSVimhqKYlEdO+6p8DgP//UDDWwaWN2PLiRkQ+eLr2fyw589z68i3+NnEZ/x04gv+EnEJP4p4mt+EjmZHzz3BT+NmMi/RP2VXzz/Lv/y2z8Rl3wYddALdU8yCBoucQOELMvhSTHs4lE1TN3A1I3wttB703FM3WoBLmyWNNPorcQOt9h4ANCAvn5WZ+XvbgfhWBd9g+Z6eHJwLKb7AQ336873cLcncfYN9DkmgKwbGKaOKSwGAxMFFY2g0JBtJ1VNyUXWzJlCQ+FeAtXZ+Mv34C/fhb8iHn/FNgIVMYQqtyFVxiOX7UIpSUIt9qIUpyFVeAnUeAhUpxOszCJUmU2oMotgbRadFcl0VqVyszqD1uq9tNcdQw9eR9fkcJV+/+/2KIDGLd/BHXW3x6iuqNa4tHk8ZFlGUhR000QxdEKqgm4ObJU+yDVyrGHobaejKDKaJqOoAau4T5dRtRC6rjone8tvZLmmjAHbiOh6AEP4MYVMj+xn6px5zF2yjvRDhezIOMXOzDPsyCxke+ZFdmReYmvqWXakn2NXWgGe7NPsTtnLlZJatIeXafxIy3cGNO5lwnS/Z8DJxM7LFKbANFxZHKbttO9TGYydqn/rPvsf917Oc6B9uNuDuBvRDWQl9H/tQWIrzn7u9B5dtzjUVdPExAAhIwhgEkJFRkJDsWezsksXWPDVX2mtKwWCVudasxVEI5h1IKpBVIJZCUYNaNdAawS1yepmSyuYHb2dcY0uEB0gWsBsBtGOED3oplWfYbk77qdC/xGRcL5v7/gNW41OwZ2wayGM20U0HvDQroVF7xi0utwKVISwrAw3n8ZACcmWraHfGtMQJqragxBBTIJ0BNqZMmcWx86eB3q72youdVroa44hZgoQGsJQMW3AdNzBd2oA+l2VQdAY4D23dV+4Mzbceoe2Endzg9wraNzvd/2v/P+/euzeVk4GNk8aAgkd1SZVsqT00nlmffERTXVVFsCqIAyBZugohoJsylh8akEMQgghI5BByICEELKViRU+oABDdx1TwRRWQ0LdtCaH+2vr8j9L7mvcuj/Xfz8P+ZwGeBUhbk/CdF+ggcA0ZAzTjyp66AreZOrcmRw5fRbA5hQ3byGXddZ1VlW5ao0pU8YhNnPcao4FPyi98p0DjQcGjget/rrPc/o/PZn1t1Qexv6c1ujW7e2s81RMLCpY1f6OpVfOMP/rD2huKLUDtdacr2gQ0qBbhx4BfiCARbSkABomQqh2LyndJqmwD6qZYMhgBsGQQNfBaVBofEdB4//ivm63UHow0NAw0W9JuRVCxzRD6CJEZ6CDr2bO4NBJi+7Valc/AGj0OYq7YyW3xA0fxbHyX5FHBjTuNMjdE2N/PoF7PwC3tygeEDDc53Qv53K77/Ygria33g403K6uO13b/vvRhDW561a2gK3W+3XDRDOszlSVJadYNvM9WquPgd4EcjNI7QhVxhQWWVHQBL+wQMPhelYQmEIB3ebaDoOGsEDECIEesFSTwz3ZhWE+0qBxO3E1TLn9QiWsPFRTo//4tsaJ1eV2IBKmO4OGQ2cl+sz6uqZiGApg0hMKMHXefPLyTwK9hEv9WX37sPTSywGjuWJe7m7Ag9Irjwxo3E76T2j94wD9c/adYG9/NQ0jHODur/fjmhpokr3TROZ+3X1uvUVPt/8et1M3v8edjnunffTfX5jhUNeRhYkEaKbhuj6A7T2yzl2nvuoU66Lfo7pgK/6ynbRfiqftihe5+RIYAUxNR9MEigGyaXGLa5hoaBhCtiYd07T6A4bVQJgywgza1oYNLLr5yIPGQOPWalVvhvW2Y0V3/VYPUQaqiTFNE8NUMUwZw1R61bCAY2DQ0DHthIr+oGEaJooiYQgDSVeZMnseE6bNZ/2udFbsSGPl9nRWbs9gZXwWq+Oyb9X4bFbGZbJ+exqXi8v6XE83tcCgWPLIgIY7k6g/C5njo3Q/709K485sck+G7gl2oAnamrT6vecOn3Gnqw40gfeX/qDhpNc6K6D+jRDdld/91fm+zufvFtTuc13MAfoB2ft0uDxUVUVWFEKGRlCYyIaGoel2G3LCLijr+6g01xcQs/xdzmVM5dq+jylNe4PSrEn0lHtAu4aQO0BRe5vHmgYCBYGEioqEQMLiAXerEs7VUtGFRYplfgdiGv3HU1gRfYGDvuyUuqqhKSq6qlmLHVe2X/976n7FOkbf45mmgWE4oKHagOEGjVvNnduCRngxYoGjrOt8MnEKP/rFf/CzUX/mhxHv8eyoD3h21Ic8O/Jjnh3xKc+O+Iwfv/A5Px7xOc+O+JxnR37GPz7/Mb+MfBdvRh4AhqHbmYLqLefyXZdHAjQcEOifDuoMcmdSdSZdsNoSqKqEpqkYhm4PZA1FkTEME9WuvQD67NttZkuSFN52JmIHFNw3nfv4/SfdgUDDfRxnW1EUgsFgn8py9yRhsaH15sQ7dSHuG99JiXWnx7rrN/q788LAahioml23Ami6hm4YaLqGrMiomophmkiybLVL0Q00w8QwDYShgWkiTLAzkm2wUmi7doztS/+TwuT3aM1+lXrPi1RmvkugajeIKjDaEHoQw9DRTYEmrFCohmEDAwOqikDFQMNAR1iY5cpkexRBw/nNgHBjTEVRkGUZWZGt3wIQCCRZDo8BTdPQbTUNg1AgiCzL4TFtGAayLIfH3r1fN+toqqqgaQ41sWbHHxwisb7jVlUtju6B9ybsgHb/7CkQDkUsEDJNPv5yDsP+6QWeHfkxT4+azFMRU3kqYjpPjZrBU6NmhvXpUdP5/sjpfH/kNIY/9zU/jfic1Kx8BKAYOro9RwihD+B+vkc/9CMojwRoOBOcsy2EoLu7m+7ubjo7O5FlmVAoFK6ktqqyZRQlSCgUwO/vQlVlZDlkT8igKNYk6fcHCIUkFEVFtidFSZJoamqio6OD7u5uJElCluVwbylFUfD7/eHXHNBwqrdlWe5TjOe+2d1Wg/MeANm+0ftvO72oTNOqLXHqS+D2QUjoravo3+DOeTRNE8OxInRL/cEAkiJbqZmmQVCy2Q2FQUiSwlXxIb+MFtIQqooS6kHXJSsN1w49GA5o1B5m98LxlCa+QU/GS7T7xlKd9QE9NQlADdCORghFaKiIcLqkjE0lO5DL7w5utUddgsEgfr8foM8ixpnXujq7CAaDfciQ+o8V3R4PmqbR1dUVHk+KohAIBO4TNEzbcgBJ9qNpEqapoOnWuNFUgWmAphp0dvZgGCaaNnCHXUFvHEKAbWXYMTMjhClkDARBU/Dx5CUM/elYno2YyrDIaJ6MWMiQyEUMiVzs0kUMjYxmWMR8noqYw9AXZvDT0V+TnFeACcgIDAwMoSKE2osPjudMQC/V2HdLHgnQgL4tPwzDYM+ePUyaNInY2Fi2bdtGQ0ND+L3WezQKC89x9OhhQqGg858+k4vbGhcCQqEQsiyzfv16Pv/8c3bu3MmOHTvo7u7ucy6yLHP27Fmqq6vDN2MgEAifn3MMd3sP50Z1/me1Jbfajpw6dYoLFy5gGAYdHR0cPnwYn89HS0tLmB+8vLyctLQ0jh8/TltbG1VVVRQVFdHY2Mj169fJz88nPz+f0tLS8Lm4LbE7WRqarlNcVkLuvjyOHj9mtRPRNQKhIFdLijlZcIr2mzdpamlm3/79HDqYT31dI4amY2ghNF1CUlUXaBiARFvtIfYsHEdp4pv0ZLxCS9rvqMr8nK6aNKARgR8VDU2I3jIY+/FeY0XfJdAwTZPu7m4qKiq4fPkybW1ttLa2cvHiRYqLiwkGg4RCITo6OgiFQpSWllJZWUlzczNVVVVcunSJGzcsQq0TJ06QkZFBaWkpoVAobJXc+3W0Ztb29lZOnDhKVVUZQugoapD2m00czT9KTXUD7W2dHDt6isyMXK5eLcG8TUxFYE3RYdBwElOEDoaEKRR0IGAKPpy8hKH/PI4fR05meMQchkXMZVjEPIZGzu/ViPkMi5zL8IhZPB0xk6demMrPRk8iOe9UGDR0dHRTGQSNfvLIgIbjEnK4K9LS0pg3bx7t7e3Ex8eTkJBAUVERBw4coKamhrq6OrZujaG9vY1r1+o5duw4hYWFdNzspKDgLKcLztHe1kVpSQXHjp7i0qUr4WNs2LCBNWvWoKoqixcv5siRIxQWFrJ//37q6urw+/0cOnSIuro6GhsbSU1N5fz580iSRGVlJfn5+RQVFYWtH8elBr0WgKOtra2sWrWK999/n2AwSHp6Ojk5ORw7doyYmBg6OjowDIPly5dz6NAhUlJSwp1oly1bxurVq1m8eDGfffYZH330EYsWLeLmzZsA4Urd/sE+t+tLCEHttTritsdz+uwZYrZtJSMrE9006OzqwpeRzoKF0WzZGkNOXi4bN28mLS2TAwfyCYZCmKaCKTQkTUEVdiquqQNB2msPkBD9MqWJb9Kd/jot3j9TmfkVndU5wE0MVFQsq8LiODKtFFrDIlG601i4XbbXoy7V1dV4vV6WLVvGsmXLOHfuHImJiUyZMoWsrCzAWpB4PB5iY2M5cOAApaWlZGVlsWjRIrZs2UJOTg4xMTGUlJQQExNDUVER0NcFdq/S2NjAp59+zLLli5DlAAAVlSWMGzeODF8u6b4c1q3dSF1tA3Nmz6OtbWDmQGsICBdgELY0hD3GdMBvCj6asswGjS95OmI6T0XMYHjETIZFzmJY5CyGRs1ieORMnoqcwdMR03kmYgpPv/AlP4/6gpS8k4OgcRd5JEDD8bsCYXM6Ly+PNWvWcO3aNTZv3szBgwfZt28fa9euZePGjVy6dIno6GguXrxIfPwOtm6N4+LFK+Tl7idmSxybN20j3ZfDpo3biIvdReH5i+H4QHJyMh988AGJiYmsW7eO2tpaMjMzWbt2LVu3buX69eusWLGCLVu24PF4SElJISYmhqSkJDZs2MCuXbu4ePFin1YcTn8ox8frjr9cuHCBSZMm0dbWxtSpUykvL6elpYUpU6ZQW1uLpml4vV7Gjx/P/PnzaWlpoaenh9jYWBYtWkRdXV14P0ePHg270dxAdTtLA6DgzGmmz5yBqmscPHyINevWWm4q0yQkS6xcvYqNmzdx4WIREyZN5LO/TuLMuYsYdmqlgYqkySjCtEFDBfw2aIylLOEN/L4/0OZ5g8r0yXRW7QN60IUVt9AdUjxdt2szJLuIb1Dc4o5Rbdy4kZUrV6IoCtXV1cyZM4d9+/YB0NTUxDvvvMOGDRvIzs6mpaWFYDDIpk2bWLJkCYcPHyYuLo7y8nK+/PJL9u7dG97//cY0QJCTm8WKlUtQ1RCGaY3pzZs3sz1uD/v2HmLRwmVUVtQyccKXXLly9Q77c7IpcIGGDqaKiR4GjQ+nLmfoz17hx1Ff8XTkNAs0ImcyLNIBjpkMj5xhgUbkNJ6JmMzTL0zk56P/Ogga9yCPBGg4E6+7Q63P52Pq1KkcPHiQs2fP0tHRwdmzZ1m9ejUzZkyntbWNVau+oby8gkuXrrBw4WL27E5m0cLlrF2zkYz0HLIy95F/pICF0StI2JOCYbcOSUhIYMaMGdTX1/PNN99w6tQpjh07xpo1a5gzZw4dHR3s3buXlStXsnr1agzDIDExkdWrV3Pw4EGWLFnCzp07w2a/ruvhuIS7r5Rzg545c4aJEycSDAaZNm0aZWVl3Lhxg+joaJqamgiFQiQkJLBr1y7mzZvHtm3bCAQCHD9+nGnTplFTU8P169fZvn07jY2NAOF4iXPt7gQahUUXmDVnNv5ggMzsLDZs2giAoqv0BPwcO3Gc6bNmELNtK0kpKWyKiWfhim9o7+oEDAwhowkVRRhWl1tTBXrCoFGe8AZS2qt0pv6BWt8kuqtyga5e0MCOOxqGBRp6CIvIaVDcous63d3dyLJMfn4+y5cv5+rVq/T09LBhwwY2b94MQFVVFTNnzqSwsJC4uDjWrFlDIBDg7NmzLFiwgKKiIoqKiti1axcTJ07k/PnzfRIw7k16g8RebworVy11zhKAb75Zw86dSaiqztkzhSQnefnww0+oqKi8zf6cym3VsjId0EBHCBUdHQ0bNKYsY+jPxtvuqZkMi5jNsMg5DI2cF1bLNTWbpyNm8Myo6Tz1wtf8bPTEQffUPcgjARrQa204WR/x8fFMmDCB+vp6AOrq6ti4cSMLFy5k+vRpHDhwkIkTJ3H8+EkOHTpCSoqH5ctWEbMljpUr1nLq5HkuXSxl39584mL3sGTJSnTdCoKvWrWKqVOncu7cOTZs2MDu3btZt24dK1asYObMmTQ2NpKens7WrVuJjY0lNzeXHTt2kJiYyMGDB1m1ahXbtm2jvb097Cd2B8adiRwsyyk7O5t33nmHyspKEhIS2LNnD8nJyfh8PkpLSykoKGDFihXk5+cTFxfH/PnzSUpK4uDBg6xevZqCggLS09PZv38/QDgQ6vb19wcNZ5IAaL95k283rCc5NYUdu3ZysuAUV0uKOXHqJGnpPg4dOcyc+XOZH70AX0Y6+/NPEL1iHR1+PyYqqu5HR0VHoAkwTQ0I0lZzkN3R4ynb8yaK9yW6k8dxzfcZ/up0oA0dDYnewLc1WWhgKtYKc1DC4l5g7N69m6NHj7J48WLWr19PYWEhW7ZsITY2lsuXL3PlyhW2bdtGRkYGycnJREdHk52dTV5eHps2beLSpUuUlZWRnJxMbGwsra2tQC/z5D2ekf0ZmdWrVzBj5hSKSy5xtfgi7e3NTJ48haVLVnO9oYWS4nIy0rPZuGFz2GV6q1jJExZwGK6J2+pjZSVLQFDAZzNXMvzn4/hx5BQrlhGxgKGR0TxpB8OfjFzM0MhFDItYwFMR83l61FyeGjGDn0Z9SVLOCQxAElY9kC4GQaO//I8GDfdE557kJEni6tWr5OTk0NbWBlhB7IKCAlJSUsjLy+PcuXPhQN+BAwfw+dIpLi5BVTTSfVnkZu/nWt11jh09xYH9hyktqUDXrWMcPXqU5ORk9u7dS2FhIYFAgP3795Oamhrm6E5MTOTo0aNcu3aNzMxMLly4QGdnJ4cPHyYjI4Py8vI+GUzQ2z7d+T7Odzlz5gw7duygoqKCjo4OcnNz2bdvH+3t7ZSUlFBSUsLp06fJzc3l/Pnz1NfXk5ubS05ODlVVVSiKwpkzZ2hra+uTVdM/c8rtr3YSCxxAq6mrJSsnmzPnznKtoZ6de3Zx+uwZDucfISMrk8qqKuobGvCkedl3+BjVja3Iho6iB9HNEJopowkD1RQYdkyjrfYouxb+kdKEd1F9Y+lJGUut90MClclg1iMbXQSFTkiAZAq781CfBtmDYotzLzjkYXl5eVy+fDkcxztw4AAtLS2cO3eOqqoqGhoayMzM5NixYzQ1NbF3715ycnK4evUqgUCAY8eOkZ2dTX19PZqm9cnYu8czAgSBQA8HDu4jK9uHx5tESuoeausq2L9/H9lZeZQUl3PieAH79x3mxo2WO+zPBg3RFzSsedxAFgoq0K2ZfDp1CU//7EV+HDGZoSMX8OTIaJ4ctZAhoxbxxKglPBGxhKERixk2aiFPjYrm6VHzGfb8LH4S+RWpe0+iASHDQBGyVYUubLAcBA3gEQGNgQr2HHEIim6/gukrjntrIJEkKVyb4chARXkpKSmsXbs2HEtwv9ddIOWkyPavyXDqMvrfpO7aE6BPTMIt7veYphk+Z1VVwy6xgdq0u7fd6b+apvVpl+0PBujs6gp3SAWnz1TvLaQDIU1FVv2AFajUhIlqgqYZgEJHQyG7lr7HpcRPCWT9mTbv61Slf4a/Jg3MBhSzE1koSOhIQu9TizFoZ9wqA1kC7oVBKGSluvZfILi3/3/23vvPqure//8nPp+bqNjTjMnN7Z9vbm5U2gwCltzEmKixJPFqREUFGekdpUgVGDrMDNMbIwoCI72MlAEZGOkwDNPLqbuutZ7fH9be5+w5zFByvQ9zZd483o+zz3DO3vucs9Z6rXd7vf0svqD44/5ac+Nq8ULXKjBuoh2Ewm1ImZyLqSzsPaXcJtxT2PgcUf7abUsHGy8Q7kpef3cK3/+HQTw44E3u7jeWO/uN587+E+jTfwJ39J9InwGTuHvgRO7pP477+o/l/v5juPfhd/n7gW9S8OkubWlIiSlNNCeWrf2jvaABfEtAI+iagq6V08GCP5/b37JMTDOK4xo4ri7eicUiCOG9znW61FwYhl/wZydSXP0q6OAOzH99a2srLS0tXaqwg8V8/s7N38kHOW6C6p/f/zx+rnxqpbd/r/65fZCIx+NdCvz8DnvXqkD3JViUKJTUxXuWieXYWI6dqIdwpcC0LRzXRSqJkIpQzCTu6PcoZeO6URw3jisUlqvwL9t86RhLJ/+R/etHcK7kZWoK/siR8tG0nvsE5BUEIRxMLCwsZWOj0Py2vaCRKv488OOsU4ZjAAAgAElEQVR6/vj0U2X9seCPldSCV6VUYkOR2hnSHys3uvHy7gi/TkPXQEUBF6lsXGHo4lmvSl+4GjyEe60e9hKfKSoRB/fUReCiKflNIfnLW6O55wf/zvf/3++56xcvc+e/v0KfX7zKHb/4C3f84jX6/GIYd/7Ha9z9i1e59xcvc/+//5l7/u0FfvLQc2SXV2ogQhFzY7jSBALFfb2g8e0AjeAiGNxB+8f+JPLFtjVtAQgMM4xhhvF5/U0zhhS657DjWGhyNeEBjc7Q8hf6IDdNcAKm0i/4C3mQxiP43tSmRkHLIfhZgu8NpsT6gBDsBx787L4Ev4frpaEGq9Ytx8YVgmg8hiN0tzdH6kpxR+rnPngIpXClZro14jEcJwaYCGHiCIXlJqfZhZOHmDPmJU7vWU3oXCnNp4q4fGoTsdAZIILC45cSBlKYKI+t1EZP115Jiv9b+Rub4IbEt2BTxyp0tShTY2r++ArW9Ny4JJd2IRxsOwa42HYcx43r6nAJwlU4tkwU+Tk9usB0IybhEe77NRsu2tJwcZBIYrbF6HGTmTDxQ1blfMz8NeUsWFvBvHUfM3fdx3y4biNzvON56ypYsG4Di9aWs3B1MUuzSjlyqk43I1YSS/muqd6YRlC+daARrDnoyjcVrD9wcV0Dyw4jZBwhDVw3juvqugJXGAiPW19KB59BE+iSEutfw1/0fZeSvzszDKPLZAxaPKm0JP4E9yepP+n9e/b/HrRI/EXCf3/wHKmZUaZpIm9g4qeCiV8l7AjdG10p3bjHdh1dpSv1//nHrhRYjsB1dUW5lLr/hXAthPCIaL25VnvkC6aP+hMtdfuBEBDGVhEcJKaU2I4DwgLbADsO0vV+x1txql5bfMu0u3kAdNk8GYbRZePjvz+YMeePT/+9QaC5wTtCWxoOule8JicEFyFMXNf2LAyFcBW25eK616i9QdsYPkttUA1p4WAhcOgItzN+/GSqDlTf3BfoiSkhKhRh1/WsFxupLG0d94IG8C0BDT3gNTumlG7iWCnpLfyap99/rpREShtXxPUuAkeTpwkTKZNUzULZieean+pqkkHfJRW0AACUTFZ4+4t9d328UyvZg4H97sgNg9aKXsBFF+skCFBCaD4efzG4nkuqJ7eVlBKpJK50sF0bV7oIJZBKJtR2bVzhYDsOrtB0HiiJEgYoEykcpNRZUJa3maw9fpTxb79Ifd0RHGViK90/3AbiEkxXu7uU43i1GYEgaK90keAGxh8zvjspGEsLWuDdAUzQqu1uA3ETd4Q/Hx1HW/WapNBG4YJSKAGuk0z8cIV2cXY9h1ZtZ6gufTF8tZSN4USQyiIWC/Fexmi2b9ulz4uL6/XUsJFYSEzlYildPySlATKGklFc18RwFVFXYUqBoywsJ4pSTvBWPA0iyK0l/6tBIynas5lkyA8y5nf3Nwf/B5cyODGCA8GvKNMmtvLydYIalER2hYIENXpgoQ9OylR6i5utVu6SHusFG6USJLsmoGMOgXv2P921LtVTJbVCoJSLTzanTXY3MIVF4rnue+C7jxQoP3QtEq4lwzN4TtYcZexbL3Cl7igKgWuFUU4byDBKWsSBTiCGbkeK0gDkW329cm253rgKjr/U5Iivq4I+aZG73uZNW/ra7HS8Ik0NKK50PBeUm1B/3CnlEYj4WVMBi1NITZXvuDEikU7GjB7HjkrdT0OR7JWhR6IijkNcJ9RiexT7KAvbjunNUKIfeXKs9465pHyLQKM7w7Un9ZldNZdR9/MjaI9Kb6+TNEiv/RYNGtLtSlfeHWj89yant6ATBAx59aYoRXs8WwpY+KKb4/itarQ3WYOH4wFF175oAhDKz6jyO/cJbKkBw/ZOffpkNe+P+y+aLh0A0QrGOYjXQOwExBtw0KARAQQSpA8at97u7r8rqW5c6D7z7+sCC1+CoOSL6zi6WZbrgLCRwvbGkvAsg+Q/iZscYypQDR4Y0I5rorzU2HC4k/HjprBz+wFAj7eY0I28QvhOUD2m2m3d+8VKxGwEV3cT7Lkx1K0q3yLQCIbGrqfBOEf3QWH9N5kYMAqJq7SmNrRR/olSmjB9naDR3euUkjcEGsHmgqlkfzf+/fp9EJzE8+5V9+R2FJ7N4XPTSlwJlkwGsetOHWHhlFc5V5VDx1fFRI6vxjq+jOiRlYROf4brhjC9MyBc3YXPdXvnbw/Sk6V4rdenvvevPdf17inYv0Ul5opudKKEXpgVEke5BPf6KiVPKgEcgR2QQiCUhVAOpmXxXsZExoz+gHV52/ho7VYWrdvGwqxKFmRVMj/7cxZkb2X+mo2syNvE5ZYItquwHT2olEes3wsaPcstDhpXs6MGj7ss9qhvDDRS4x3Jv7kI5XjqBjRZ/hYwfJBKc/5JcWPXTvrGDe0Ck65HH69z5XV8yE1Rodu9Ks+llAANN2mpeZdtvniUFVP/xBfFYzi3aQR15S/SVPoHzhf+mYs75uLGznguAqnpQ2zL6wFO7/ztRnp0L/quzB4AwI+FpPaL+TpAIxivE15fFsdxcE0TYRg67qVcpDd2db1F0kEl8eKRQS9BqtmsBK4wcaWDKySvvzGaBx54iH9++A888NBL/Oihl/nhQ6/yg4eG8cOHX+cHv3iVu//pd/zi0VfZW31RrxzC34T1gsb15FsCGpB0ndyYJgPj2qLQu+iugehg2qFE4UiB42UIubIrIMhuWr9+naCR2mlPB7ttXOmrE1Dv/lTS6hASbEdiOwIhui/uC14vWPehQUP7onUnMw0YrmsjhKPBSzi4rjbzba89qyskSiVBA3zQUoBDe91BsqY9T1X2qzR98iKtxYPpyB/EpZwnqds6ARk/DkRR0gLX0MFwR/SCRg+SGisLJkUEuyv6abnB5mJ+bUZqkkeq3qwEG4OBpsU3TQvluGA7Oq6BZgmwHAtLOtjK1QV73njWYyzY6Vt2AQ3hJl3OjlQMf2cS3/tRP/7hkT9xf99h3Nf3Le595F3ueWQM9z48lu8/Mob7fv4G/9T/TQ582YRCk2I6rtXrnroB+RaBxrVcJlerBg1/MAgvyyNZ0+C6EsdLHZUShFLYwsUWLo6nwY54whVde4YrvlbQCO4Cwd8d2qhEsB4dRPQ6mPnAkfh2FBimg2HauIH7SrVegllawboO0zSpr69P0Krr93e/iEjAdDVoSOmX4+nFQWdV6X4arWe3kz35NxzP/TOhj58hVjQQt+RROgr/k9bPx0P8GBBGKJ3hgohrN5Xqnb7dSerCHkzD9jPugpl+3dUEpdZtBK2EvwY0QFeU19fXE4lEvDGmf71waweNly7jelXg0hvNthSYroPputiu42UfJvsyQlfuKd/KdaUiakvezpjF934ymJ8OHMbdA97hroHv0WfAJPr0m8GdfT/gnr7TuO+XGfzzoHf5orZdWxrKbyXcCxrXk1sWNPyMH6l0IZ9O1ZWcPXuW06dP6x22qRdMx5aJKwjlRw3A9Ar+/FoJX8xYnGPVR+lo70j8LTUf/louhO7y613XpaWlherqatrb271F3cYw44QiHbR3thE3Y0h029WYEccRLp2hEAcPHaGxqVVbG7aL37M5dREIglpqgZjPbfXpp59y8eJFlNJ1AYWFBSxZsoRNmz7l/PlzrFq1ioOHv0QqsF0XIXWvPT0ZPcYo4QBRWs9sIXfyE5xc/xLhst9hFQ5CFD1KR8Gvado2AYwaBBEsTBRRIIrCxg/J90pX8X+rzs5ODMNIVHgDCWtCCJFoJhaJRBJpuY2NjRw/fpyGhoYu50ztNnmzYhgGmzdvZsuWLWzbto1wOAxAS0MT2zdvYcsnm6jaf4DLly+zet0aPspcypEvj+FKqS174eIKF8uKo5SB5p9ykxa90qwDQjq4ShETijdGzuSeHw/mRwNf585BI7kjfSy3pU/htrSZ3D5gNn36z+DOX47inwe/y/7aFr3tUjYQ84CjFzSuJbcwaOgFzXENhLCxbRPbtlixYgWjRo0iHIpixE2am1uJhAxaWjsIRSLETZO2jnZa29uIRKNs2bKFw4cPE+rs5Mpl3SWvoe4yBw9U0dLUTDQapb29PUH/cbOg4e/y6uvrEyy5eXl5HjVElCWZixk3YTTvZoykYuMGzp4/y4aKCnbv3cPxmhpKSssp3/AxJaUbOHdeM/76oNFT5ozvDvN3oWfOnGH+/AWcOnWK5ctXUFZWBkBHRycvvvgSU6dOZfPmzVy5coVXX/0Ls2Yv0OdBeYVRJlI5iTgLwqNGP7eFvClDqV3/IpHS53AKHsctGEpb3tNc2TYVzFpsYsQxcYmiiCAwvGndK91JR0cHS5YsYfHixUSjuunR6dOnWbNmDY2NjYCml9m2bRu5ubl8+eWX1NbWkpWVxcaNG6moqEiAy5YtW6ioqCAej3fLhXYjUlVVxerVq7l06RLTpk1LNHTas3M38z6YRXFeAbk569mwYQNvvvUW8z9aRPXxL3GkwHRsLMfBcVxc10EFCQsTgXQHJS0NGoChFMPenck9P32CB9KH02fQu9w2aBy3DZrKd9M/4Ltps7h94DRu/+Xb/OOQt9lT2+h5O+PoTUkvaFxPvkWgcTOiUMrx+JAMHCcOSK5cqWfVqlW88MKLnD93ieamNmZMn8P+fYdYl7WejZs2UXXoIEUlxezZt5cvjx9n1KhRZGVlUV5WRsa7o8hcspTSomKWfrSYkzUn2L59O8uXL2fz5s0JHqlUKo9rBR39iXru3DnGjx/P8uXLWbBggeeXdigtK2bXnu1kLl/KkszFLF+5jJmzZ3G4+gg7du5kytTpXLhYx5q1WWRlrwduHDT8+9y/v4qRIzOwbYdt2yqZNWsOUkIkEmPdumxWr17L6tVrEUJQWrKBBQuWeN+yxHHjaIoWia10cq4GjYgGjclDqF3/ApHS57ALnsQpeILWvGep3zYDZZ3BwiSKg00cSQRBHAvZyz2VIv64sm2bnJwcRowYkegfP2vWLJ5++mmam5tRSlFZWclbb71FZWUlJ06cIDMzk1mzZtHa2prowdHS0sJbb73F+PHjCYVCXcbtzUh+fj5r164FYMKECXy8cSMADXVXGP1OBi899wK5ObmcOXOOVavXMm/hR+z74iCukAilLWPT1G41iU7LVdrk1wEykQQNB4grxbB3Z3PnT3/Fj9Lfos+g97h90HhuS5/Cd9Kn851B07k9fRK3P/Im//jYG+z76orn4I3RCxo3JrcsaICDZUdwhYErtIm+e/cOFi5cyJtvvkV2Vi5CKCaMm8qunQcoLCwjOzeXQ9WHGT9xAp9s+pRTp08xb948jh07RtWBA0wYN56zp89w8ngN06dMpfZkLXv37mXu3LlMmTKF9vb2a1oaPcUXAM6fP8/cuXN55ZVX+PDDD+no6EDHZiThSAflFWXsO7CXUe+9y+q1aygoKmRJ5lLW5+ZT+fkOxo6bwIKFi7uc+0ZB49ixLxk7djz19VcoKS0jJycXKRXxuMH58xe5ePEiw4a9wbFjx8nNzeeD9z/EtgRKSlw3Drg4KAylurR7bUm0e32eSNnT2IWP4hQMoTX/aeorp6Gs01hYxBA4mOgyPwvHS8TslaQEkyX279/P+++/T2dnJ7t27aK8vJwRI0YkLI3ly5czYsQIdu/ezeLFi9m8eTP5+flUVFQwduxYNm/ezL59+5g/fz5z585NWCx/TUxjw4YNLFq0iHg8zpQpU6isrEQpRUlBMWX5xXy64RPGvDeWqqpDtLS2k1dYxPuz5xCKG10SpITQDARKe6RIFgPp/irCI7SMKcVfMmbR52dP8sDAkdw9cDx3pk3i9rSpfDd9Kt9Nn8Id6ePo88jr/NNjr7O/tl7DgbRA6fHVCxrXllsWNJSysaywxzHl0tHZwoqVyygvLycvr4DXXnuT5qZ2Pnh/Lp99toOc9QWszcrmeO0JsnKymTRlMrv37Gb16tUcPnKY/fv2sXD+Ahzbob7uMjOmTmPn9h2UlZUxZ84cMjIyaGxsvCHrAq52EX3++ecsX76cI0eOkJGRwb59+wiHQ5i2QUlZIeUVZYSjIT6cN4dtn1dSXFrCpCmTaW5pY8vWSiZOmsrn23d7VsaNuqd08L29vZPc3HzWrc1m5co1HDx4mI0bP+XgwcOsWrWWzz7byvLlKzlxopbJk6YxZvRErtQ3e2d1caWJKUWi5sLxAuHNF7aRPfUJTuT9geiGJ3CLH8Yt6kdbwZPUV05EWbU4WBhI7XOWJr00It2LH7B2HIfNmzeTkZFBdXU1xcXFrF69mqeeeor9+/fT3t6eaBp2+vRpRowYwenTp7l8+TJ5eXlMmjSJiooKCgoKmDp1Ks8++yxNTU1dNhE3I83NzWRmZrJu3Try8vKoqqpiw4YNVJSWs3T+Yj7d8Ckrlq0kN7eADRUbycrNo+zjjV7s0E+mAMt2cZXSzfquAg0DoUxsFBGleCVjJn1+9gQP9n+P+/tN5e4B0+gzcBq3p0/jtkGTuGPQGO7s+xr/8vjrHKi9ooeTKzwLuDcQfj25dUEDG6lMhDSwnRinTp9g+fKltLS00NTUwlvDR1K5bRflZZuYNWsBEydOo7C4mLKKDeTkrid7fQ4XLl6gqKiInPU5ZGZmsmrFStpa2zjz1SlmTJvO7l27yM3NZfr06UyePJmamhp99RsADSk1Y25yt3+MpUuXUlBQQHFxMdXV1WzevJkz506RW7ieS5cvIhHs2ruLZSuWk1uQx/YdOzl85Cir16xj4yeb6OiM4LriptxTfhymqbGFQ4eqqa9v4Ep9E2VlH3P+fB0nT5ziy2MnaW8N4bqKI4ePcvzYSUIdEZQUKOUglKX5ftDJt7YSgEnThUrWTnuCmvzniFQ8ilP6c9yS/6C9aAgNlWPBrEGgmzcp4XpVxHyDKbd/+4tGJBIhLy+PUaNGcfjwYZqbm/n4449588032bZtGxUVFVRVVZGdnc2qVavYsGEDzc3NbN26lezsbCorK+no6ODUqVOsXLmSt956iwsXLiQy+G5WpJTU19d7Tcg6OXr0KJs3bSIWinDs0DEuna2jtaWdusv1HK+p5VhNLW0hPU4tR+gIpNBgITxNEhMokG4ANCQRBf+V8QF3/OwJftJ/NN/rO517+0/nrgHT6JM2lTvSJ3B3+nvc3e81/vWxNzlwslFbNDa6BigIGLi9oNGN3HKgkajLUDZCWkipadINI0pbWytKKUKhME1NLRhxh3jMpqW5ncaGFuJxg47ODhoaGojFYyiliEajtLa20traSiQcxjRMjLhBZ2cnpmnS0dFBZ2cn7e3tVzVwut59Bhduy7Joa2ujs7MTx3GIxWI0NzcTN+K0dbShUDiug2EatLS2JlJj29s7aGtrJxKJYgeaPPWU6puadquZdJ0u6bWmYWOaWoOnST2lFBIldUGl7rsncJWLVAYQorV+O6s++C17c56l4ePBNJc+xJWSAZwqeJJLn49HxQ4DrSCi4No6md6bv/6G839Kg1U9Cs8nooRHIZC8ftfl5JtfVKSUdHZ20tDQ0GWRj0QidHZ20tHRQSwWo7Ozk2g0immaxONx2traaGpq6hJvsyyLcDicIC+8dvaU6laFcND1UPpbsiwDx7GwDK/NgCuxrK7nlYBl2Ti2g5QKISRK+uwHKT++l8ItpIutJDEpGT5mBnc+2I/v//Jl7u03inv7juSeviO4r+8I7n/kHb7/yNt8/xev8G8Dh3HwZKtO8/ULXgkWrMou994rWm5d0JA63TbBiuuxa/oTRB/LqxbCoHTn4w3GIXq6/o3eZzD1tbsufsG0We1OCrDsKp8WXSbu60b6IqSm3QZTb4M08P6i4heEJd8jcKQX8FaQ6OvtERcqZaBUFAjRfHk3mR+8wO7i4Zz77EXObHya2o1/5MiGN7i4byEiWg3uFbA7NGhoQiu9fqv/edDQ/Mc+aAgv1VMvWjr/LtXw+WYXltQ0av83SRXflZX6umB6d3fxtWuP3e6/SaV0XxrLMrBt0ysCtXEcC8exAgWiySJRIRz8Pjaa90x6O39DZ1DR9cd3HaEbfgGWELz+znv88B9+yYOPPMP9j/yZ7z/yR37wyIs88NCL/OSXf+LB/++P/PifnueR9Df44mgztgITgeMRbn4dlfDfZukFDQ80/DqNZKWsxLZdry+EwnGSbp1rabCjXnDHHqzAvRngCHb681Mhg82dgucOql+kFezhEexBfu3vR3X5LDrAKrp8P0H3WbJnid4VuipQR6GE53d2QPkFjXqpvVi7j3mTX+Xs/rVET68jVLOcztpcWk+WE7m4B2U1opwI0rYQrtLJMlITpCql9CL+P6bCo+JW3YKGUklLJFnF882G51M7OgYLOFMbgwWp/P3Cv2C1eHfnuXYgvHvQ8KnRfdBwHMtLb9c9NYKg4c/D4LFfhCtxEBgILO/3IGFxSJFkeAjHogwf+R6jJ81idel2Fqz/nEXrK1m8fitL1m9hWU4lS1dvYXHmJtau/ZzGRgOp8ChITJIsEb2g0ZPcsqCh+WySg1Jr185/uhpc6Q5jQt0QaATBI3XxvRZ1R/D+gsf+ZPfbbwbPcb17SK3/6Gnn2f131NVNBXR5nvq5urwHpVlpEaA8wJB6dyilPgSoPXKIGRnDaT5/RFsU8QtgN4LdgTKjKOHiuArH9Zo3eeoqUNLzZwtPZeCxp+PU1yZeIzxQEMljqT+FwNV1ylIkb152Y1Mo3+745haYa8XJUrP2UsdRd2P05hbPa4OGDxIJEOiyWeteg6wNCheB5XXo8+p9PK+RkgLp9cIJR0KMmziFz3ftRwIRCTFPTQmm0DFvKcDUzQQRlotwLN0dshc0riu3LGh03Scmd4ldF23/wHOH3ABo9JQJlXrua91f6vMgCN2MldLda29mAgSBwH9f0AXS/cIikd4kT3AFSaEXWm/Bd71bOH74OJPeeYfGuguA0oFuD9OU1DRTttJn8d1AEq/pp2+1eNQt/nHid+jmuOfX+hsClThWQlcaa3eajZKuxgxPk257PwfU8YDjVl1genb2KSW82EYSMJLBZUkqkAQ3conX4OJg43h9WRJbHwWuYyKFRoC4ESZjzBh27NoHdJ3hPuWOVALhSJTnNVWWQDkmuCb0gsZ1pRc0vkbQ+DoG2H93oQ++pzvw+mvPFTzuyU/uHZH0+HvMpF6arFTJOAHAiWM1THjndRovnQIEuDZK2DrrCuWRLrq6EQ4GEAXVCbIdqQwcJI7HPOyQfOzp2E15rev9v6MEthTYShNS2krgSgelIiA7QcaRysVRGsREwjUiPVeW4+n/XtD47y+M1waNLq6mFNAIAkd3gOGDho2TKOwMRGSQwkDzm5lEo2289fZb7Ny9HwBbeKoEtjJxlIUtHRyhEMKjMnNBOo7uEHnTFtatJ7csaPh+9eQATQ4M7fdX3q7S32GDCFCKB6mkgy6pIICkXvdG78+X4HlS/+4EMqGC9x3kuApaCqkB0tT7udHCreA1Us8XzLzR36dIxAekVLgKDKEwvWt/VVPF5FEv0Vx3AGgHGoErQIN33Ag0ec8vAxeBs6DOeP8X/po01I12As0gG4EILjaGVFge+GnQcEHaXrzmbwc0Ui1T/7dOjaelsjp3t8FItXSvcdVu1Y9P+EFv/29BMAnGMVJBI/EciY3bDWhIHDuCUjEUBpFoG2PHjedA1eEb/r4U2mXlup7h2Asa15RbDjS0+D3F3UQmh5RJCmfHo2v2rQvL1Au0zw6rj7v25YbkxOtpYb1R8c8XXOy7BulFl6yl1MCl/7pU0EgFttTz9zRBgucLBk9TSRiTcReJcCSu5QeOJUJITfMgBIbSbqtzpyqZO+kZLh5ZRfPZbBq/WkHDVytp+GoVDV+tobF2LU1fraO5di0tJ9bQcmINbTUraa9ZScuJHJpPFnwt2ngi/yptqCmg6WQZHWc/x43XIZVFXMokybtSmnhRWBo4lN+c6psRpRSmaXb5nfy/+4HvYEJEMBvOsqzE64JuyNRY1V8DGj4w+PPMd1WBxDBiiUC4lC62bRIECj8mIoSDVDq7ye8TmXRPCaSMI1UUhUk0HibjvfGMGDWRNesrWLB2AwuySpmXU8SHOYV8uL6QD7OLmL2mkJkr8lm4tpS1xdu42BLBEZ4bqxc0rim3LGjofhBmYhDrTA43sYOPxWLE4wZSKhzbz6TqOiF9qml/UU1NP01c7QYHXxBwurM4pJQJ/ip/gQ6+x8+U8l8fjUa79OFIPW8wBfdakyQYAA8CYzDd1zCMAEAppKuQjhc4VvoaAjyfdAxopqluK8s++C0HSoZR+/GLnCj/LTXlv+d4+TMcL3+OmrI/UFP+PCfLXuRU8UucKf4jZ4te4nzRS5wvep5zxc9xrugPWosDjz0dp77W0wslL3Kh5AUulL7gPT7P+ZI/cbzobU5t+wij5ShgYgNxz0WldxQWCMMDjW82c8rfPPi/ieM4ibqgYBJFMLHB/x3958HxFLRAbiye1rN7yrIMfDDwM6Z8sIjFIhhGDFCJv/lA0+U9wkE7FL0geCKmJFDKwhERhDKxXIe/DM/gzvv/jR/9/Bnu+flL3P2L57jzl09zx0O/4Y6Hn+KOh57h9p8/w23/+lvu+Odf8fBvXufQ+cZkzU0vaFxTbknQ0DENiZQ6m8NxLG+wqsTCr3dkDqZp4TgCx2te5Fsi/i7dMIzEsQ8qQfcRJC2GGwGN4AIftCT8XWTQwgmm1aZaCqmAEEzDTQWmG82Y6S7jJrgj9QHNtnSgEQnCtpGu5vZylc5HUkSABtobKlnzwa/Zv+5ZWjc+ReuGITRXDKWp4nEaKp6gseJJGir+k8YNv6G57Le0lPyOtpLf01HyOyLFTxArfvRr02hRUAcRLnqMhrJXaNq9ENF+GEUUA81+ZesvNQkayvETc79RkVISj8cT4B7c5BiGkfjd/fTtYOMlX4KWanCMpPbe6Obq3aq/6EejYVzXxq+98K0O27YSIGIYsYSLyjiVQCkAACAASURBVAePRCBdOp6NEUi3VeBToyt006aY4/D6iMl876fp/KTva9zXfwT3DHybu9KG0yd9OH3S36bPwBHc1e8dHhg8ivsfeZmHfj+CLy42E8fvLNkLGteSWw409CTSbUttx0AIB9u2UCk7RcdxsW0Hy7IJh+MINwkAwS5okUgksXD6u+3U66UGy3uSoFsrdZIqpRJ9DfzF3zTNLgt5cKHw+yT450umEbuJhcMHKN89kerHDgKgfy6/v0KwRgRILET+c+FK7FgcYVsor8uhB9VoMpEQbZd2kDX5t9SufwWj5D8xCwcQK0ojUjyIcNEgQsWD6CweRGfxYEJFQwgXPkak8HFiBY9j5qfh5Pf9WtQt6JeifbEKBtKc/3taK6ejWveh6CSOCoCGBGmC0HxYflrFNym+JRpMnQ26JYM1O9FoNDGmfEvRd2P548SyrMRmyD/vNa7ercZiEZQSxONRXNdOgESwQlwp3xpJnis1m0oKR8eQ0JuRpFkgcRxTt4sFokLy+rsfcP/PnuCB/u9w14Dx9Ekbr5luB03gtrQp3JE2nT4Dp3DfwLH0+feXefi5URyqa8GiFzRuRL71oNGdq8V1bSxLg4aULrFYhNLSYhYuXEheXh6lpaUYholSyQyqCxfqWLZsOZcvX04spv5k8hdo//x1dXXs378/wQ7q30dqQDpVUmMM/mM8HicWi9HR0YFlWTQ3N7N582aOHTvWZTcZjUYTwBUOh9m7dy/Hjh0jHA5jmmbi0X+Pv8CngkZwofEXEp+6xLIsbG/xMU2T1tbWxG71zJmzbNu2lZMnawCBaxtIxwIFRsxCeTUvOpJs0352P3kTXuRCzjuowmdh/VBU7lBE3hCcgsFYhYMxCx/FKByMUTgYs3AwZsFQ7PyhWAVDML9WHRzQR4kXDqVx/VN0bJ0AHXuATgwkIQWm5xZBmlq9PfA3TdfuA30oFCIWiyUW+bq6OjZt2kRrayumadDR0ZHYALiuSzwex7Zt2tvbicViCSAxTbMLmFybe6o70FAYRpT6+jra2loQwiEU6gAUFy+eZ8uWzV7Rn8WJE8fZt28PFy6cSwTMUQLhF/+5XsKBFCmJjzo+6UiBKSDsSl57dw53//2v+eGADO4cOIU7Bk7ltrTpup9G+hz+rv8c+gyYzd39J3HXL/9C/+cz2HPmCia9oHEjckuChu5z7eK6JrYTx3EMli1byowZM7h48SLvvfce27fvJBKO8uWxk4TDUU6fPs+kSZM5efIktm1z/vx5GhoaME2Ty5cvU1NTw5kzZ4jFYjQ1NVFbW5vgh6qrq0vs2q41AIOLtr+gG4bBzp07WbFiBZs3b+arr75iyZIl7N27lzVr1nD48GGUUpw7d465c+cyatQodu3axZEjR1ixYgWffvopZWVlHDhwgDlz5jBr1izOnz+PUirh8051TaUGzSPhCGWlZUyfNo1VKzUpI8Ce3btZMH8BkydNZsf2HSyYv4B9e/eyYsUKTp48AQiseBikR3EivM2iAIRN6EwVRZNe4Myav6AKnoH1j6HyHkflPY7Ifwyn4DGs/CGY+Y9qLRikNX8QscIhhIoeJ1T0xA3qkwF9nFBxQIu0hgufIFz4pKe/pjnvt4S2jYWWz1GqhbgURNB2krY0LM/SkH5y8TcqvrVbWlrK2LFjmT17NidOnGDdunVUVR1k2bLlXLhwIeHOtG2HxYuXMH/+QsLhCCtXruadt0eQk5PDqVOnWLRoESNHjuTjjz/+K91T8NVXJ3n77eEsXLjAc09JDh0+RE52Fjs+r2T5sqWcP3eG7Ky1bN36GWvWrKKxsQGdMaUQHq+UpvpxdGJF0NKQOhPSVQJHQVhIXho+nT4//RUPpL3HXWmT6ZM2hdvTp2nQGDSHv+s7iz4DZnLfwEnc/8gwBr04ij21570Ae2/K7fXklgMNf1fuuAaxeAeuMJDSprSskKysdcTjcaZNm052Vh5LFi9nWeZKMpeu5uSJ0yxa9BHHjx+noqKC5cuXs2jRInbu3MnMmTN59dVXef/99ykuLmbDhg2sXr2ampoaCgoK+PDDD9myZUvCtdSTBIPNvqVRV1fHsGHDKCwsZP/+/VRXVzNixAgaGhpYt24d8+fPTxDLnT17llmzZpGXl8fRo0cZPnw406ZNY8eOHUSjUbZv386YMWM4fFinI/oWkv8dBWMV/r3Yto1lmMTDEUoKi5g8fgKRzhBSSOKRKAf27mPc6DFkLl7CpHHjiYWjTJsyk7LSTwGQIo4QcW8R0HNe+3FMOi7sIG/qUE7l/Y542eOYhQMwC9MxCx7FKBhCvHAo8cKhGIVDMAofJV6URrxoILGSAYRL0mgvfZT20sE3pB2lQ+goHUpH6RD9vrJ02srTaCsfSHtZGh1lgwiVDCZSPJRo4eNEC39FS8HTdH4+Btq3Ax0Y6KazhkL3gndNkLr/ucs3301QSsmlS5doamrizJkzzJgxg5kzZ7J8+QoApk19n5LickAzHBw+dJSXX36V8eMn09rSQTgc5djRGiZNmswXX3yB4zgUFhby4YcfJiyQmxXXdcnJyWHmzJmJMb169WrWZ2WjbMHC2R+S8c4I1mdlE4/FeP/99/lsyxYAHCmxlCRim5jS8eJhMlkK5LmnkA5S6c59Yan4r3dncNc/Ps6D6SO4d8BY7kobR5/08dw2aDLfGTSV29Knc3v/SXwvbRzfe/gVBv1hBMcu1ntJ4qk1I9ePRd5qcouChovtGJhWGNuJYjsxSkqLmDFjGtu2bePzz3eyZPEy5n24EIDZsxaSlZXHihUr2bRpExkZGZimye7du5kxYwYrV65k586dHDp0iLlz57J3716WLVvGhQsX2LJlC/PmzWPp0qW0t7dfc+L5uxrfXQSaEv3ZZ59l+/btTJgwgbKyMrZs2UJpaSlTp05lxYoViffX19ezcOFCMjMzOXz4MDNnzmT48OEsX74cx3E4cOAAI0eOpKqqKuF+8K8brPIO+sAdx9ELpFLkZucwcdx4Qu0dOJaNEpLqw0fIGPkuG0rLqCgrZ8umz3j1v4aTn7sBAOHGEDLmBTO9wjgJYNB+sZKcaYM4WfAU4YqhhEv6Ey5OI1w8iHDxECJFQ4kUP0akeCiRksFEStKJlA4kUjqASEk60eLBN6yR4sFEigcRKUknVDqQUFk/Osv70lnel1BZXyJl/YmVDMQoGoRVMBiz4DFaCp+mfftY6NiFdk8FQUN5oBEH7G8cNILxCdBtVteuXcuSJUu8roqSyZOm8XGFBvNzZy9SVlpBUVEpEydMASAeNygpKaOsTANLa2srOTk5HDp0CKCLG/ZmJDc3l8WLdTdHy7ZZMH8BFaXlIOCjOfP49eNPUF5cAsDixYspK9fthG0hMKUgLgVRaeF4XAP6A+MBhwDXQipHxzSk4pVR07nzH4bw4/SR3DdwInenTaTPoEl899GpfOfRadw26H1u7z+F+waO555fvsrAZzKovtjgV5bg06FfFzRuUSy5JUFDSoFtxzDMEI5r4Lg2y5cv4b33RnHq1CkAKrftYOrkGdRdamDB/Ey2fPY5M2fOSoBAdXU1n332GWvXrmXRokXk5+ezZ88epk6dyv79+xMd0dasWcOHH37I5MmTaW1txTCM6+7YgplXJ06cYNKkSTQ0NLBgwYJEz+aamhomTJjAjh076OjoYO/evZw+fZodO3Ywa9Ys5syZw86dOzlw4ABvv/02+fn5XL58mZUrV1JYWJgIeAazvpLfj+wSTL104SLbtmzh/LnzjHj7HXbt2ElrcwtbNn9GqDPERwsXsXjRR0RCYb6oqmLatNns21etzyc1s62ULq6XgeuDRtul7WRNe4yagmeIbHySaPlAImWDiZQNJVL2GJHSxwkXDyVUPIRQ8WBCxemESgYSKhlAvGAQdv5g7DxP8wOP3Rxb+Y9i5KcTLxxIrGggsaL+RIsfIVLyCNHiR4gV98Uo7I+VPwA3fyBW3mCaCn5Hy45J0LEXCGEoHQg3fUtD/G1ZGn7soby8nMWLF1NVVUVFRQWLFi3mxIlaFixYxKFDR2hubqWy8nOysnIYPvxtfvvb31Fb+xXZ2etZsWIV+/btp6qqikWLFlFQUMCePXtob2//q+7JcRzWrVuX6FwZjUQoLChk/pwPuXDyFHM/mEVhbh7LFi/hy+qjZGZmUltbC0DMtog7Ng5gKF2lIf0KjQRoSIRrIrERgCEVfxk1nT4/e5QHBr7L3f2n0GfAZG5Lm8LfpU/l/6bN4PZBc7hz4GzuHziVu//jDQY8M4Ejl5oTiRq9oHFtuSVBQy+GNpYdwbQixI0Iefk5ZGYuIRwOARCNGJSXfcLyZaup3LaTM6fPs2DBAo4dO8aRI0fIzMzk008/5fz58xQWFlJYWMiuXbtYtmwZxcXF5ObmcuDAAdatW8esWbNYunQpdXV11/QNd+dLjcfjVFZWsnLlSvLz8zl16hRHjx6lsLCQjRs30tbWlujqt3DhQrKzs6mpqaGqqorMzEyKiorYvn07paWlrFu3jrKyMurr67vELYLfUWpcRSnF5Ut1rFy+guysbD7d+AmlxSXk5+ZRUlzCqpWrKC8p5cyp0+zcvoN1a9ZSVv4xtuNli0kblC7sSjTR8UCj9dJO1k77NccLXiS84UmiJdqCiBQ/6lkGg4kWD9HHJY8SKRlEpCSNaEkaVuEg3PxHEZ66gcfuj4dgFTyGWTiUeNEQ4kWPEitJI1aSRrw4jXjxQMzCNOyCdETeIOz8x6kvfJ6GHR8gO6uAEKaSGKCrwoXUnd6khQ8a32Qg3P/dTp06xdSpU5k4cSKTJ0/m8OHDbNq0mSVLMvnss620t3dQUlLG6dNniESiZGYuZ/bsuVRWbicjYzTLl69k7tx5LFy4kJEjRzJ79myysrIS/cVvViKRCIsXL2bGjBkUFxeTnZ1Nc1MzhXn5rM5cTtWefUhXUFpYxKIFC6mqqtIV2kphCgdLuB4hjbwaNLx6GeGaXtotmFLx2qip3PX3g3iw/yju7TeVuwZM4Y60ydyWPoXvps2gT/os7ho4k/sHTOWuf3+T/k9P5PD5pgS3WS9oXFtuUdBwvSZMJqYVxXVNfN5+P9XQdSW2LXEdHcBFJYvcgC49LnpisA2+PljL0VNcwwe07t4bzKePRqOJxd7PtQ9mQKWm6gYtB1/8FFn/NUHXw1WxDcfFjBuaWRa4eP4CZ06dTtyb630ex7axzOR5LMtEuLqG2nGsRPxSTzaLlkv7WDXtWY7mv0pH6W+IFAwiXDCYcMEQwgVDCRc8Rjh/KKGCoYTyhxAuGEyo4FHC+Y8SKhhMKH/ITejjdOb9jo6839GW/xStBb+hpfA/aS78Fa0Fv6K14Ek68p8klPck4dwn6ch7inOFf+HSzoWIjmoggoXXstYHDQ8QwfVo1L858ceIPx78MeaPU031r3tWOI4e44ZhYlnaRem6AsfR/6cUV7kr/RTvmxXf+gG4ePEip0+fTowjXYKtUG7XFr4KhZNI0dYtvGx8S0N0Le6TCikslNKU6YZUDHt3Evf+/QB+0vdN7nt4NPf0zeCufqPo0z+DPv1Hc1f/CdzbbwI/7DeG+3/+Cmm/HU312V7QuFG5RUFDIJW2NqSycRzTawrjJoLVfsqta0scWzdjsiwrsdgGqReCqanBSRYspgoW4F1LgkFw//z+ou6n9/qLg582qTNh7KtoRYKV3MFCPv8xaXXJq4AmaG34QBeLxRJxDv8cwc6ClmXhuK6e8J4bUApvUXVdfBpD7Ze2aa47yLJpf+JQ3ghayv+L9qJnaSv6Q0Cfp6P4JTpKXgjo83SUPk9z+Qs0bLgZfZnG0uE0lL7NldLhXC57k7ryN6nb8AZ15W9QX/46V8pfp6FsGE1lr9FQ+iYnikdzZudK7I6TQAxHuZpwMQEaPt/UN1+nEdxA+NQgid/EqysK0ojoMWQRi8USNRuGYSRAxh/nyUyr6/di6U78c4RCocT744aRWPAdy8aIxhJjPJEMIiVCKWyhv1tHuYhU0NDl26AcpLKQSEwheX3EBO5/8GH+ZcCr/GzA2/x0wHAeTH/D0+E8mPYOD/Qdzj8OfIuf/scLPPH7t/nqfAPQG9O4EfnWg0Z3ohdFPTh8XhylulbR6qZLOstECI8No5t01OBjsKAqyAeVygN1vbTb5D0mOa6Cz4OLdRBYrscxFbyvVO6p4PWDYBOsLnZsW7fd9MFGBPowuG7iuSMEjvAKs4SXWy8VEr3g6mXA5eLpfcwa8wKXqtZjn8jHPLwa4/Bq4odXYhxeQfzQCuKHV2EcXunpKv3/R1YTOrqK9uPda0eNp8dX0X58Je3HV9JxdC3h6vWEj+bRcWQ9bUdyaD+aS9vR9bQdW0/bsRw6jubQWZ1FqDqLUHU2TUcKaTuzHTt8DlQEiZsEBwVdKp/5ZteQ4AYmOYadLr+7f5xKtOkDSpdFO/D7X4uX7HriA1WQ0cBxHN04SSqkKxC2g5JJC1kp5WGKQvjH+N373BQaEZDCwXEMXOUQs0wyxk7j7VHTWbZuE/NXbWL+6k+Yt7aCuWvL+XBNBXPXbGRm5gYWrtrIouVF5BdupKGxSYMFTi9oXEduSdAATSWSbCnpa3CBBb/HQqLXQg/Fb90tztfSG518qW6l7iyAoKUT1J6unZrW250llnoNKaXuX5ECTF1UJY8dKbCFLsrSDY809YNvaejQpstXNXuYPvrPNF8+AoTAaQW7BexmsJu0Os0BbU2q2wKiuXuVnopmcJu0Oo1g1YFTB069bvrkXtHH9mVP68C6BPYlsC6CWQdOk7434ihlI6SLSHxnSaj4pkEDuMZv7o8T/3f3j7X6z5N/73n8/DX3lLqx8jccfn8TJQN9TtTV36c+lijsbkFD0wDpeu5wJMyEyR/w+Y4qINmS10FX8luemsr7PwHScZFOFCXjoOxe0LiO3MKg0RUQbrbBkv/8ZgHjZiZe8Fqpz1Mn4Y2CRirY9fzdBF6LvCl1lIOrbKTwAMOPCaGwEVhYgOTLY7sZ987LNNSdReB1VpM6ZmCR7L2Rqi6BLKwbUYHuEeuGUKIdpSJI4gil24cKzKQqE0kcpeJIGUWpGErFQMRRwmvIFLAs/hbAwpeex63bg17dwyLZ8+LrAY3ukju0+huRgF5zQyXRo8KLBwYtDekihYVQFqFQJ++8k8HOnbqfhqt80FA4CE2vrqTuAOkqhK3bESuzA9wI0Asa15NbGDSC2vPA7qo9ve7m9Obv9erspiCY9PSe7jQVAK/3Xim1Y+Bm1MXBxdKh4QRHkHYx2NgJ0Dh6bD8Zw//ClUsXEoxUdkA1SChPu4KG0pVY11cXvXIIB4ihZBil4rjKwhAmptLBbVPpPh+2AlspHKVwlED6PcOlBSLuERS6BC+fpOm+ud/165aex1z3wHAtpP26xm6P95oyZnq8RgKVrw0ajhPHEXHi8SgZo8awd9cBIHUoCA0cSiXGkBR6EZBWPJEJ1wsa15ZbFjSuL1dvZf8nJs9fK/+d+7jR9yY+Lze+qdcuKDcJGomAJZ5X2sbCQOHy5clqJowdTcOli6AscDvBbQfZCrIpRVtBtIPoBDesX+c2d69Ok1a7UavVAE4TUrQgnBYgilQmpohjS4GpwJBaLZHUuGf1KKWDrci4VuUkDJjU1qN/m5Iwt25Q/+c/yA1bajcIGjoQbhMOdzBh7AT27dagYavkRsPfjERdsLwfzbJ1l2HhChzbj5n0gsa1pBc0epTgkO4KGrea+N+AoOflJ/h3FweZ4AylW0tDIjl17iSTJ47n3OE9mGe2YZ4oxqgpxDiRh3EiB+NEDubJ9ZgnczFP5mGeKNSvOVFKrLaQ6Km8bjVSu55I7XrCJ9cTPpFD6EQ2bSeLuFy7mea6g7h2AxBDKlP3i0Z3jxYBy1MqRVwq4lLXDChhgYih24o6SO89/3tAw+1Bv1nQSD2+6gVdQCPZLFjh/VaAEA6OawAulhljbMZoZk6fR/nGL8guqWJ9+V5yKraTU7GV7A1byC6rpGhjFetL9rI6Zxu793+F6Sov2aU35fZ6ckuChs5C0r5pIb2+AYm/J/3VjqM7zikUrnt1f4xgkM8PGAdrMHTKoAwSciIDu/erZ4bSbpcUla5AuYFMKcCwbSw3mfoarOnwP2N3qvtuq+RCLwTC68nd0xxwhcB2dPGU7bqJWxNSf1dSKWzH0Z8NhcRCqjgogWu6SFejhkBgI7G9K9VfOs7caX/i0IZxtHz8Om0lL9Ba8gKtJX+gpeQPtJQ8R1vpH2grfZ620hdoK32RttKXaC19iYbyP1FX8eerdcPLXbX8ZS6Vv8y5DX/h5MZ3uVi1BhE9jcLAUjYWAgcHKYXuFSUA6aIwvQiNtzYoqa2NAEwkuVy/SfHHjYvrOonnekz6CRT6g7muhZROwD2lvDGl+1QECz2VStLZ3EzyxlV314171J8rQspEmrYIxAh9kUIivM+g+8z7Kc5dDFg9sqSez4YreOWNUfzgZ/341/RX+fGA13kwbRg/Tn+NH6YP4wfpb/BA2ts8OHAEP35oGD/8f88wZsZa2k2Fjb9puNol3StJuSVBQ0qBKyw87zjS7ywnJK5QCKmzKpRSWLaDK7pWTqcGoVNrJABs18ESElMoTFdgS4Uj9Q5WJkCjq1MHpMcG6y38rkjwPknXxbW9nHnXwXAcbClxvayvIF9VataVP1H9/xdA3LYwHBuhPJ8yPS9+wfP5JIZ+OmcqaOo+CSZKRZHCRToKJRRC2tjSSQaxgZa6g6z44AkOFzxFqOwJYgUDiRakd9FY4aBuNVL0qEcvEtCioYSKHkuw1gbZbduLf0Vd2dO07psN0VMoXK+pksDEQko3GTSRDhDF65zxtycq9YmOuziuiWl5PF9C6AJVy9UNjJSLYcQSzY/8bEDX1ceGYXk9ZDQjsdZkU7HU4tAbvtUUIPDnSjA1WEqZoGC/KtnDe3Qdv61uKmgoz52kXYZxqXj53an8nwf6cd8jr3BH37e4ve87fKffSP5vvwz+T79xfKfvJG5/eCJ3/8cobvvZc4yctoaI0r+2pPsNV68k5ZYEDaUkrrRoDzXT0tZIW3sr0Vgc03IRQuG44LjSAxGBKyWWY3dZJKWUiV7L+pwqWU+B3oXbQuIChuPQ2tlJ3DR10VJiEl0NGkIITYanQNoeWWDixkm8tyMawXCdRBDRn4i6TW0c0NXAkUhEX8l7XyQWw5K6UsJ0NcmbK0UCOLp+T11p2n3xq8eDi8HVE8vCMWyU7W0SveIsFxKdUVsufsGqGUM5WvQ0nRt+Q6RoCOGioV1UExZ21WjxUOLFaZjFfbUW9cMs6o9Z2F8/Fg3UjLlFaZo1t1CTGzaWPUX7vtkQ8UFDEcfFDoKGixfoTrRb+tuT7kADFyEtXKGbXukKb0Fba4f+bOgOlani0+ODbjwWPHeQADHIh/bXiN+sLMhsYNs20Wg0URQbFP/aPrhBsAI/6BpUOlXCBw2heHXUDG7/+8H8KO1N7kl7j7vTRtMnfQx90sfTJ20yd6VN576BU/lB3zHc8y8vMmZmNgZ+L41e0Lie3JKgAQrTipJbsI7p70+hpKyYtVlZdHTqBdZx9QIaN+wu8/PSpUs0NjbqM3gDKWFqB+spZNJ9AXCxvoHlq9ewr+qLwB34rwiChkj8p/QpFoTk8oWL7N+9h8t1lwG4UHeJbbt2sP/wQeKGQdQDhpqaGrZs2UJ1dTWRSIRDhw6xceNGzpw5g+M4nD17lo8//YQvjh4hbmtaD1sKDNsKWD9dJ41fSHj58mWqqqq4ePFignQxHA5TU1PDsWPHCIVCHDlSzdatW9mzdwcNjXXJQAfaRWK7pr6G97e2C1WsmzaUY4VP0f7xk4RK0+ksHXRdDZWmEy/uj1X0EFbRw1iFj2AVPYJV2BerqJ/WwgEJtQsHECt+lMbSp+jcOwvCtSjlYCuB6YXmEUFLQ6HwLdG/QbkKNARKObjCRAgbIVzicYNDB6vZ9OkWTtbWIISFEC5NTVfYtWsnO3fupL6+HsMwOHCgitOnzxCLxrlS30RV1UHOnTuXaNCUakXfjDiOw/Hjx9m6dSvV1dWJeRIKhdizZw9btmzhzJkzXLhwgW3btlFZWcnp06evcpW5joVSJijLc3RqehGJRCrbC4ZrwsLXMj7gzn94nAfS3+GetDHcnT6GOweNpc+g8fRJn8JdA6dxb79JfP/hDO76x+d4b8Za4sq3MnpB43pyy4KG5cSYv2gWc+fPpq6+jvfGjOFA1SGqj9WwY+dezp2/xJWGFrZsraS0vJyjXx4jMzOTwsJC6urq2LVrF2fOnGH37t00NjbS1NTEwYMH+eSTTzj+5ZecOXuGXfsOcOrcBRpaWvkocxlbKj/XU1x1b2noAJy2MnwLIxaOsPXTTXw0fwGTJ0zkQFUVuYX57P7iAKtzsvh08yZs26auro7JkyezefNmcnNzWb16NUuXLmX//v0sW7aMLVu2sH79enbs3sXq7CwOHzuKLQWO8lxcHmgE3QP+xI3FYpSUlDBv3jxGjx7N5cuXEUJw/vx5srOzee+998jKymLChAlMmDCeP778EsUbSpDeR3NMv3Wno9c7r9Vz+7kqcqYMpabg13RuHEKorB+h8v6Eyvrrx/L+msLc01CpfgyX9ida0p9YST9ixQOIlfg6kFhxGrFi77EonVhROvGidCIlQ2kq/S3hvbMgVAvSwlUuDg4CC1w3GWeVID3Kir9J6cHSAAchdCvV6uqjvD9jFju272blquW0tDaCkpSVlfD668N4//33OXnyJLt27WLevAVMmTKNysodbNu6g3nzFjB+/ATOnj3bhX7kr3FPnT9/nszMTA4ePMicOXOoqakBID8/n9WrV1NdXc2sWbMYN24cI0eOZNiwYcyaNQvDMBIxQr15sYE4YKArLmQKaOhYnyUVwzJmc9c/PMkP00bSZ+A47kgbz23pE/hu+kS+mzaZO9Kmc0//j4UhXgAAIABJREFUKXz/4dHc/U/PM2ZGFkYvaNyw3LKgIZRFTt4aVqzKpL7hMjNnz2blqrXMX7CYDRWfsnjJCjZ/to2RozKYOXsWO3buYOzYsaxYsSLBJLpp0yaWLl3K1q1bKSoqIisri4yMDJYtW8auPbtZnLmCWfMWcLz2K7Jy89i8bRtAwBV0tXtKKaUJ3bz0kHgkSkN9PQ2X6xk7egy5eXmMHj+WlnAnlbt3MmnKZOKGgWVZTJ48mVdffTUBbnPnzqW2tpaRI0cycuRIFi1axP/P3nv/V3Hd+f//wvfz2M3Gjo3tONls8slu9tN2Uz6JY4okuksSl8Sx440dxza4YEwHgzAdg8H0LoqQblOhmmqK6ZKoAgSSaOq6urp92jnP7w9nZjS6SIC92Y8Tw1uP12Pm6s6dmXvnnPM6513Ths7CZUvwFxeh22oqIZUaLpM0nMjxSCRCY2MjdXV1DB06lDNnziCEIBaLcenSJUaOHMnq1aupqanhxo0bLF+9gvOXLqr0KyZoKWcwU6oFx0EnXH2U9ZMGcn7jb0iUDiIV7EMylEUqmEUyZCPYQQrJgLPNIhbMIRLqZ6M/kdAAtQ0O9GCQi7bgkzSGniN2sIM0LJs0hEx3Ig0psfOp/u2Qhppw6KRSqsTw9evXGf7eSN5+exjr16/FMHQMQ2fTphKmTZtCXl4eV65c4erVq7S1tTN16nRCoWLaIzGqqi4xZsxYLly44KphnUH8i0pxcTGrV69GCMHEiRPx+/1IKVm6dCmLFy/m3LlzDBkyBL/fTzQaZevWrezatctVZXXYygwc0hAYmDatCzsySNoTMV1I3hwxkx4/epJ/zB7N/VmT+Wb2JL7RdxLfyMnlGzmTuT9nGg9lTeHbPcfw0L/9B6OmbSDJPdK4U7lrSUMzEhQG1jF7zgz2H9xHWUUFS5auZPGSFQBMnTaLLVu3M+ujj6i9egUhJXPnzuWzzz5DCOGmSS8tLWXHjh2sWbOG3bt3s2/fPvbu3cu5ykoK/CFGjf+AEydPESwpZfvOXY6vS7ek4c2eK23PEcs02b9nL59u286Fixd4862hRNNJdh34jI/mzkFKSXNzM4sXL2b16tWMHj2abdu2cfjwYbZu3cp7773HqFGjWL58OSldY+GyJWzwFWI6rqYILClc0vCmG3G8wTRNY//+/Wzbto3WVlXu1Ulwt3TpUhYsWIAUgkOHDlEY8KGbJpoGhoZaOdnqE6lGZBDQdvkohVN/xfn1z2KEfoMoHIzlewKr8Am19T2BUTDoJuiFg4n7B2SQhkMcA2gPDaQ9NEghOJj24GDCoaeoCz5H5MAsaL8AQkNYOqZU9T5uJg0n7vuvULpUT+mYVgqJShNy+XI1y5etYuHCJYwdN5rGxhsANDU1cPbsaRYtWkRBQQGmaXHmzDkKC/20tbUjhOTgwcP4/QEikYibvLAr29adyIYNG1i9ejUAM2fOZPfu3QA0Njayf/9+SkpKeOedd6iurqapqYlVq1bR1taGYRgkk0n3uqaRwksaBsIuyqRcZC3bk9CwJG+NmEWPHz3BP/Ydxzf7Tucb/abx9/2n8Hf9p/J3/afzzZwZfCtrKt/Nmcg3/sdLvD/dR0Tg8Z66Rxq3kruONJT6R2JYaT76eDrTZ35IU0sjAHs/O8is2R+z/8BhFixcxqc79jBi5EjKT1YgpGTevHksWbKE69evM3fuXD755BPmzp3L9u3bCQQCvPLKKxQWFlJbW8viJYuZPG0Gw0aOId/nZ+6ChZRs2YIhOrw/uvOeUsZwNXMKt7aycskyxo8Zy8rlKzl+4gRz5n1MfqCQ5Xmr+XTXTk6fPs327duZO3cuBw8eZMaMGZSWlnLu3DnWrl3LypUr2bNnD0uWLqWotISV6/I4VXlOpZy2zI6oXG5WTwkhCIfDLFy4kLfeeovCwkK2bdvGmTNn2L59O/v372f9+vUsXbqU85WVLFi4gOqrV9T811QrDeWcplQopmEh7AVH+OJxfNOfo3LD79F8zyHyn8LKf7oTzA1P3QRjw5OqTri/Vwb6kPCplUjSVksp9CUSGMTVwPM0H5iDbK8CYWBZhp3sPNVh0zD/FklD/bZC6GhaCi2dYueuPSxYsJijR04wfvwYtm4r5dSpcjZvLuXw4UOsWLGCZcuWsWFDPsOHj2DDho2Ulm5m8aJljB49jsJCH6dPn3adHpxV5xeVc+fOMWfOHPbs2cPs2bM5dOgQR44cobGxkfLycpYuXcrq1atpaGggLy+Pzz//HOhwI+/IsaajYmTSWJjoSFuTKJHCwLJTvCfTkjeGTeX+H/Tlu9mj+Ub2FP4+50P+W79c/r9+ufy3vh/yjb7T+EavXB7tO4n/9qMXeX92ERGpMhKIe6RxW7krSUMKgWml2fppCTt2bXOHh0QyzZ69B9m6bScXLlZz9VodpZs2c7mmBoCKigq2bt3K1atXOXbsGAUFBWzdupUTJ06wfPlycnNzmThxIls2b+bQ4UOESrcQLN3Cvs8/Z+uOnZyvuqQ8r7pxuVV6f6Wa0lNphGnR0tjEqmXLCfkDFORv5HJNNdfqbuAvKeJw2XHaYzGOHTtGRUUFR44ccQ3hTU1NlJeXs2vXLq5evYppmhw9dpTiTaUcrShHExaaZZKy4y+8Kw0vaYAq+5mfn09BQQHbtm2joKCAvLw8jhw5wqZNm9i5cyf19fVcv3GDPXv2IJFoUijSsOzZmz031AwTQ1PfvrmqgryJz3C+8GWSxb9C8/Ul7evXCZq/fxfoh+HvjeX/pY3HbfS00ctGbyxfH4SvD/HAQK4Wv0jT4YXIeC3YURgmaSCp0oz8jZOGlAamqTz6mpqa+HT7Tg4fOsbFi+c5eaqMc+fOcPDgfnbt2una5LZu3crq1XmUlm5m+/YdrM3bgM8XYNeu3a4xHDrq139R0XWdo0ePsm3bNi5cuEBlZaWrGjtz5gybN2+mrq6OdDrNrl27OsWGdIaTQcq062vgkoawNKSpPN1SmmTIe1N45EcD+X7WcNueMZ5/6DeWb/Qfw9/3Hc+Dgz7kgewJPNR7JA/89BWGzywkLBQl3XO5vb3cdaQByrvJMFO2h4yFYRmkPEWIUmkDS3TEE1hSoHncAr31JECpaTZu3MiaNWtYtWoVhw+rZGm6nQ7c7FDjKxded8aWaQi3s41aAmFaCNsFUkrpelLphoFumehSYKDOb2UUg3KkUyyJ3RlNqTT1urBcQ7hm6C5pQGfi8OaqAlW8qa2tza3k5k3druqUSDRLw0DVBJcqzMQOodPRhEo1D9BSe4FVuS9wfOOLtGz5FeHSbFpLcmgttVGSQ0tx9k1oLc4mGlQriKSvL0lfP5L+fmob6E/SN8DGQJKFg0j5BtHqf4oLgT9Qd3QpMnkNUEOtRgpBQlXh60Qaf0uGcFUbRkVFCzQtBUiEpVL7O5HealLiBAEqcewUmqbbxNDhFeg97ssOnl4PKCEEjY2N1NfXuwTkGLudFU13QanKZmHZDrbcRBqWngQp0QzBsNHT+M7/7McPev2Z7/R+l29nvc1D2W/xYM5bPJD9No8OGMl3+47gOz3f4qF/e573p64mKVXKkXukcXv52pNGVw9cCCc3v44pNCxpoZsmlpBYQtqR22BaEsMUakj3ZIZ1GpJjIHT8zaurq4lGo50K1qg4DdMlDtdLSd0Jmeopy1KV8tyDhAShGMypeGZKgS6FSqxnmW7lPK9bpPd7e6N7NdNAk4owTCkVaZhGp+C+zAheZ9/rq+/USJBSujpv1fmV+kAZmO3bB0x00qRIYWGPSzRfrWL5lJc55Psz5zc9T2XRE1QWP0ll0VNUFj2p9oufugnni56iKvgc1f7fUeN7gRrfC1T7f0+N70WqfS9S7XuJGt8fqPb9gZrCl6nxvUyV7w+cCr3GlaMrsBLXcTIZpaWGIA4i7bK7lNJOhfK3Qhp2cJtU4Wm67tggBJbpzNItO4W4Gmo7inEJtbq1Rbgu0p2D8m5VpviWt+o5Tzwe7xTj421fqVQKp8l2Rxyg2lJXpGFqCZAWad3k5dff575/+hnf/d9P8u3//Wse+rdf8cC/P8n9P3mS+378G+7/8XM8+JPf0uN/Pc03vvsY702YTcqSndLI3CON7uWuJA3He0rINIaZxrQMN8LUtFSadNNS5GFZikgcsSzRaZaUSCQ7kYRDJJZl2XEQdsZUIdGFRDP0blYaltKx20scJ07DLYdp/1/TNAzLJK6lSRp6p+C+rtK4O4O54z5rWBa6EKQMnaSuYUhFik5KkO7EW9HNMZA7hXscQrEsi2QqiWHpmHQQkcBCJ0WaFEksN2Tu6vnTfDzueWqPLqD94jpazq62scbdD1fmET6/lvD5PMKVattauZaW82tpPr+O5vPrPchXqNxA87l8hcp8misLaD23iuZTc4ld2YzQmtCktDXkhk0aSTePtiINDfE3FKcBJqaVRtfVKkNNapS607IMdCNtty/DJg+r0wrRNK2OMqyodu48Y28hpi8qTgYB6Mgs4AQUOpMNZ7LjDZjtLi17JmlYgJaOY6SjIAWJVJq3RkzkrbGzWJa3lYXLi/hkRRFzVweZnRdkVl4xM1dv5uO8HXy8cjPT5q5m556DWKbjBdF1ht970iF3BWnc/NAlljTQjASGpalBTlhYsmMIN0yBKdSqwLDs3ExOPhq7WI2ua5imQSqVtN1WDSxhqvelwJQSXahBOZXWVToSIdxqZJ1Jw8l1g1JN2XWThWG6LrjCJizdNNQKwTIRnpl/ZgdzAvOcFYJpmapAklSFkkwpSRm6W561u67hjdnwlrQVQrgkYlmWPQhYmELHW5ZTJXpIkiZGHJ24fc+VJyv44L3f0XjjIBAFs60LRG6GFQHZDNwA6mzUu5DUg1RbST3QBNSAVQ7WZQRx0lKQQpJGxyIJMuUSs5QCEz0jSl7Rn4oM6AjFFO57Tqmf/9cDjDPdsetgyI4cZZblODN4k+8JhOhIL+M8z47VZMeEKHO1+aXuTnbOKuB1o7Us070fldrEQlgmllAFobyw7DgM57d3SEMVUkpjmgmkNIi0tzNq/IfsPVTW6T4sOoowKR8s+xwCQGCZcSwzBtK6Rxq3ka89aXRVPEZKiSVMdKmjSwMDEwPLdeMzb4IymaqEaR2QUhnmLEvDFDqW1LGkYX/C7HCs9TS8zCJJt22QsvNWSid/lSpc0+3HulniW8qr3fWY8tYycK+TAe99dpr1ZSSZUwOBQEpPdlu3AFMCjRaStBO18wedPnuBEe+9Td21KvXbiJvhqrgygcBCQ9iwPNtORZVI2++lkMQRpGzrimk/d8NWRTlDkJq1CwSmANPNSKih3D01dKly+Dr1P5RlKQkyQUcegP/X8tc7sGUOvGq1rvJhKbIzsYSOkKoynyU0pJsc0kRIA0OogD6LjsB9XaJq+UkDXai0L6lknBHDx7B39wHnanSUYDJdW5VAYEr13C2RQso0lkjSOS36bbLc3qVyV5BGpn5fCIElLUxpemDYFedMrC7+pHT8RzvgVECzLB1LKMJwYNpGOzJmapn5q75og8w0Ut/uuEyolN53SBr2CO0mUHR+O6vzbOym66I6W+fc4SkMwqSIELfTW1ecOsuo99+m/sZFwMAgfRNMtG5g2tTcBTo9VwXdnhSorSIM5wzO1jtNUDNfbG+2NBAGWoAolko8kkEaCRtfFWn89UqmfcQpPSuEgZt1F/u1VPUsnJWTk6FX4tSFtPNOSbVKMKQqrqTLFBKdRDLGuDGT2Lv7IIAdyeF4yilo0iBpqjQ6EolmpjCtNEJq3KsRfnv52pNG5sDmLt2FiSUVTGFgCsNWUxl0VcRUSsv2H+1AR2lMs/P5pBqUJJ3jHTI9kv4SpNG9t8l/gjQ8U3ppe3JlrpQyjeTuvQmh7EXoGaShYRIjRYyUPbCeqShn4qhXaaw7BDSCvHozuNYFroNsAtkGwoZ3X7SB1cW+bAM8kF18zvsZq80u7HQVjAugnQXzClK2YQrTTd7hrjTcuOK/DblVO/lLSmZbVepMlSXAMOxkkSiDvWOod/Yty6CjyqCTNUE1T0so8kibaQyZRiJpbY8ybvxUdu06BHQ8FYfSkx44JYVNlK1RSqcA0z3SuJV87UkjUxRpCAyhlrxmBixp/oVIw0DIjsjqv0nSsATStq84KjYvaWTWJFc6dBNTJLBkUnniuKRhIEiRlinbRA7VZ0/w0fgXqStbhV7lQz+7Dv3cevSz69W2u/2z69HP5qOfLejAORtnC9DObFQ4a8PZP1fQJfSzG9HPZKIA7VyI9Dk/2vl8UpVriZxeTVtVMXrbGaQVU5MCsOe+yqx+jzRuvkbm6lQZ1xVhaFrKJgrLdgdWg7fzvjLa6wjZUexX2RVVdxRCols6ukgjgPaUxvDRUxg1bi55oc9ZULifBb4DLPAdZIHvAIsK97HE/xlLCneyeF0phSW7aWiNoturynukcXu5q0jDbcCmhW5o6EYaw9SwhDJgq6WxMiYKaXXel0K5vjpbkVE/HKXysqSFIUx0YaqYDNvT6L+KNLrDlyeNjhWGNEyEYWIZJlJ0FJ1ySLAjWreDPEzTwBBxDKLKE8xN3msh0TGEUvsANF46wYopz3Em9BYtRUMIF/6JVt9rhAtfo9X3Wrf74cLXCPv+SKv/D4R9Cq3+PxD2/4FW3x9oKXyJ1sKXaPEpuPv+P9Bso9WDsO8lwr6XaCvsQLjwZeoDb1Lrf5Prxa9ztfR1LhS9yYUduURrPgWrCbeKnBSovFpfhSH8y0t37egvTRqZq1PldZdG09Lousq+64VpGjdBRYTbawNhuatYKSQCi5SZREeQkpKh7+fyj/+aw//Ieo3v9XmT7/UZwvd6D+V7fYbwT73f5Ae9XuUHv3yRf/75swz+7VucOFut3Bgs7pHGHcjdSRqWhaal0PU0up62o2gzDWCdIaQAgap14ahuvD7dSCypcjgZduCcabstel1ev4hNo0t7wR0QRqbNodPnPKTh+gN570N6VFKGiaUbWIbZUQzH44J583UlQliKNGREqR2caniOhxj2a0vQVnOU/BlPcWzVU8RCvydV+BxJ33Putrv9VOFzpPxPkQwMJuVXSAYGkwoMJukfTMI3iKRvEAm/QtI3iKR/EInAYOI2kl7Yx6cKPfANJu5/ltbCZ2gLPkNL0TPUBJ6ndvtwEpeLQb9q2zqc59KhrPoqJVMVe7tjvW3mv4I0unKiME3TzVsG2P1RdycghtGxMpfSsQPapCEd0pBKNyUEltRJW2lMJHFT8vrwKTzw/Sz+qdcQHu4zUqH3KB7uPZqH+4zk0V7v8r1eb/C9n73A44Pf4NjZGiSgmdj2uHukcSv52pNGVwOvil3wFthRHj+OftWBeq0aTzqdUulHdAPTMNXA6nQ2S2AJS7nCWiZpQydp+6Y7ndHJEppOp12/9a5UAt4cP97qeA4cl0Wg03vewCunM3oHAcf9VghBSlexHoapSrRqutbZS8urnrJEJ/99ry3jlr87CQw9jakr4hC2e6WU2BNySevlz8n/MJszG5+gteRXhIODaAs9QVvoCcKhwbR6Xt+MwbSFBtFWZCM0yH0dtvfDoY79ttAgWosG0VKsEA55MZC20MBOGXLbAwNJ+geR8g0gHexPNNiPxtDT3Nj6BtqVIBg1IFUUckcb+upXGk4qc6dNeOtSQEeb8+Z1klJ2isnwHus1YH8ZMnHOUVdX5wb2JZNJpJTEYjEaGxtIp9Wqw/sZXdfcmA1N15UKS6ZB2LVPTKmIQ1iq+JQ00IG4kLwxcgaP/I8n+X7OSB7M/oAHs3N5MHsyD2ZNpkdWLo9kjee7vYbznZ/9kd6/fp/yC/XKzV7cI407kbuSNKSUhFtb2Lp1E0ePHGb37p1cu3YFYRvdDD2NtEnDMDRMU81uTN3AMix0Tceyg5acgdswDbeqnmaYaIZB7ZUrnD9/3q1apuu6GwzXnR45swxmV9/HMAzKysrcICmno4fDYaqqqtxOeSvRTYNYIo5hmeiGIkJ1AToZwZGQiCc4dvw4gUCAyspKpFRBhnv27GHx4sUsXryYjRs3kpeXx+LFi8kvWMP1G5dIJuIk4ymEZWEYKYRtxMTOfNty6SAFk3tR6R9IS+kgWkL9aC3qT2txf1qK+tEc6ktrcf8uMMA97k7RUtyf5uL+NJUotBR7UNSP1qJ+hEMdaAv2JeXPQS/ojeHvRdzfk9bQIOo2v4p+xQdGtQoI7EQaX20EuTPwd+VZ11XuKOdYRzJXBM5+5vtfRHRdZ//+/fj9fo4fP05bWxuaptHc3EJRUTEFBYUcP36C9vYopaUqj1lDQyOmaaHrKr7IMG1juNRB6B0WcFOAMJBWuoM0pOTPI2fx0L8+xfeyR/Gt7Fzuz5nKfTnTuC97OvdnT+fhrA95pPdoHvnZn+j1m5GUXWhQjrn3SOOO5K4kDYCmpkbe+PNrLF60AF/hRmbOmEZbuAUpTHQtRTplu09KpcpKp5NYukUimgCJnVNJkkql3YAoS0gSiRSmJUmk0hw/cYKjR4+iaVqnVUFmUrZM4nAIRghBJBJh8+bNfPTRR3z++efE43E2bdpEcXEx+fn5hMNhANrb2/H5fGzatImSkhIqKyvJz893axZUV1czcdIkRo0Zzd79+1TqEKlUao4KTf1AdF5pCEk00s6BgwdZtGgRkydPJhaLkUgkmDp1KnPmzOHPf/4zgwcPZsKECSxcuJA/vfYfHD2m/OSlkBhGGs2I2k4GKNIQ0FJ1kI2Te3O+cADR4oHEAznEg/2IB/sRC/Ql6s8hFuhLLKgQD/QlFuhLPNiXeLAPsdDjxG3EPNvu9tuLOhAt6ng/FnqceFAh4dnq/t6YBb0xfb1I+HoRDg6ifvOrGLWdSUN5KMuvnDS8q4wTJ04wYsQIhgwZwkcffUQkEiGRSLB161bmz5/Pzp077fabYv/+/ezYsYPq6mpmzpzJ1q1bXbLobvJyp1JWVsaCBQu4evUqkydPpry8HIBFixazdu16Ll+uZu7ceRQVlVBUVMKYMeOYP3+hW67W6ROapiZySKtD5WkKlWhSaAihSCMhJa+PmEWPH9mkkTOJb2VP4b6c6Xwzeyb3Z8+kR840Hu4zjod+/ho9nx3BiYv1rhvvPZvG7eWuJY1oe4Tp06Zw6PMDnD1zivnz5lJaUsTavNUcPXKIqVMmc/bMKSbnTmTM6JHMmzuH2dNmMXf2x+z8dBc1l2pYm7eOFStWcfFiFeXlFQx96x3GjfuAVWvyKD99hkV25bzDhw8zb948/H4/7e3tnQgkM/LWgTMApNNpzp07x/Lly5kzZw67d+9m9uzZmKbJlClT+PTTTwHYvn07K1eupLGxkblz57rlNT/66CN8Ph/bt2/n/REj2FCwkYvVlzGFhW4YpHUN0zJd1UHmSkOaasAwDIMlS5YwadIklzScuhp79+7l5MmTANTW1rJl8xalhtMMTF1DyCSGjJKyEkrrb6dGb6k6ysbcHKo2DkILDsQqzMby5WD5cjALczAKsjALsjELFawCZ5uF5XsM0/8TLBumZ9vVvuH/CVrgJ+g2jEDH+97zCHf7UwxfL9KFOWj+bGL+bJpDT3Jj8+voVwJgXAGZRMqOyHDxJWbifylx2hSoqOvDhw+zbt06AoEAubm5tLe309bWxqVLl1i/fj1jxowhHA5TX1/Ps88+y5w5c4hGo0yYMIHZs2e753VUWV/WzrF+/Xr8fj+WZTFz5kxCoRBSCgoKCsnLW0d5eQWvvfZnDhxQcRUFBT5Wr86zr427TaXSOBmgXVduU3aQhtSVD5uUvPH+DHr8yxN8P3s4D2aP51s5k7gvZwrfzJnB/dkzeDBnCg9njeXhn/+JXs8Op+zSDduhV9wjjTuQu5Y0UqkEI98fzqgR7zN65Agqyo5TUX6CGdOmcOpkORPGjeFKzWUmThjHZ3t2kb9uPUsXLOX82fNMnJDL5apqtmzexvRpM9mwYSOXLl1m/IRJnDx1hpmz51C0aTMbNuSzf/9+zp49i8/nY9SoURw5cgTgJoOy16bhqKccdYJT6Cg3N5eCggI++ugjAFavXk1BQQGgOufatWuJx+Nu2dfGxkZGjBjB+vXrqampYfHixUzMzSVYUkwimcSwTDRDzzCEc5NNI5lI0N7ezpUrV3jzzTe5cOECoAaqXbt24fP5SCaTxGIx1q5dS3nZSZCgpy2QJoYRxpCtJImpJHO26r+5qpz83AFc2Pgk6aJBGL4sDH+OjWx0X5aN7Axkoft7oft62ujlQc8ukfb3JBVQWwea/Z7h74Xh74XZCb3RfP1JFA4k6R9AxN+fxtCvubZ5KNqVYjCuA9pfDWl4Jx2maRKz68Zv376dgwcPkkwmAfXMVq1aRW5uLrW1tezbt4958+bx8ccfA6oM61+SNEpKSli+fDkAubm5bN68GYBIpJ2KilNs3Ohj9OhxtIXbOXb0BOvW5XPjej2moVYapiFIJjWEk0i0I1WbraIyQDiBeQ5pTKfHvwziB9lv83D2KB7IGcf9OZO4L2cq92VP5cG+H6ra4b94lV7PD6P88nVAZWK+F9x3e7lrSSMWa2fiuLEcPniAjz+azadbNnP+7BkWzv+Ypvo6Jk0YR0tjPVNzJ3Hu9Cm2lm5izco11FZfI3fiFPbu3s+GdQVM+XA6y5as5MaNBqZOm0XVpWrmfbKYT3fvpbioiB07dvDpp5+yatUqRo4c6ZKGV5XgXW04s0XHdtHe3k5tbS1tbW2MHz+eOXPmkJubi2VZzJ49203DXlxczKpVq2htbWXWrFkUFxcTiUQoKytj3LhxnDhxgmQySVl5Ge+8N4zrN1QlN9003PxD6sJ0tmkAFy9cZMGCBa5qo7S0lIMHD9LU1MScOXOorq5GCMGOHTtYsWIFSFUX3Eg6FZiSaLSSIoGOmhwq0ihjfe5gKgt+TWTTYCLF2URL+hIt6UukOIe2omwbWTchEhpAJPiEQsBSAH+3AAAgAElEQVTBYPv1k12iLfgUbcGnCIeepC2oEAk+SXvoKdpDTxENKsSCT5EIPk3S/zTxwsEkAoNo8w+iIfQsVze/g1ZbCuZ1kIo03OxhXyFpQGfiACgvL2ft2rW0trZiGAaRSIS6ujpisRgffPABY8eOxe/3k5uby5AhQ2htbWXt2rXMnz+/0zn/M95U169fZ968eeTn57Ny5UqOHj3Krl27aGpq4rO9+1m5Io9AoJiAv5jX/zyUhQuWUBTaRCQSBcA0JfF4GsO0lPe2rRp2ScMy7eegIZGkpOT14dPo8c8D+O9Zb/FI9nB6ZI/lWzkTuT9nCvfnTOHBvpN5JHs0Dz/2Cr2fH0ZFtSIN4RLGPdK4lXztSaM7aWio580332DL5k0c+vwgE8aP59iRo8yeNYuJH3zA8PeGsX/fPiZN/ICtW7awcUM+06dN5/ChI4wfN4FgIMSECR8wbdp0Zs6YxcGDh/jgg4ns23+AadNmsHp1HitWrGD9+vWsWLGCGTNm8N5771FSUkIqleqUKdYbw+EQh+NhdfHiRT7++GOWL1/OkiVLqKmpYeXKlSxZsoS1a9dy+PBhduzYwcWLF1myZAnz5s0jGAxy/PhxPv74Y5YuXUooFKK0tFTVZV6ymM2bN3d4ZgnRaVUjpYrqFpaKZ7Esi2g0SkVFBcePH6elpYXNmzezZ88e4vE4VVVVrmqkvr6exsZGVa8koSHSBtI0saRlJwURbnU00AlXH6Bw2q85k/8CbZueJVL0BJGiJ+3tYNszaiBtRf096EdbUV9iob4kg9kkg71JhB4nXvQLYkW/IFbUk3gwi0SgH4nAAJL+/vZ+X6LBvrQH+9IeUvvRYD/ag/2IBvsRDfbvhHiwHylfLzRfT5L+LCKBgVwv/DV1m9/GuFICZo1KnGhZ2BF+3CIV2P8T8bajdDqNz+fj8OHDpNNpduzYQTAYZOHChaxfv54lS5ZQVlbG5cuXmThxIm+88QaXL19m/PjxDB8+nOvXr3c5kfky93Tt2jUOHDhAS0sLZWVlBINBmpqaOH68jPKyClpb2zh9+iwHDhzkyJFjnD59hng8YeeosuxqlsKNK7J9xV2ogFKVVTouJG+OmslDPxrID7Pe5ttZo3koazwPZOdyf/ZU7us7nfuyJvFAr1F8+/E36PnMcE5V16t7dW2L3hisewkLM+WuJY10Ok1dXR0NDQ3ous61a9dJJBI0NzdTW1tLQ0MDkUiEhoYG2traiEQihMNh2tvbqa+vJxqN0tDQ4CISidDS0kI0GqWxsZFIJEJTUxPRaJRYLEZ9fT11dXVEIhF3lZHpEul1t3W8XTRNo7W1levXr9Pe3g5AJBLh6tWrJJNJ4vE4N27cwLIsmpubqa+vJx6Pk0qluHHjBo2NjWia5uqvr1+/7tovnPgR6BgQvPYVx03XITBHIpGIW0vDOY/XM0eYJlLXQdfBFAjhFDxScdMmFhCl7dpn5E97nvK8VwiXvEwk+CxtwedoCz5DW+gZ2kK/IRz8FeHg04RDaoUQtt1xo8GBxAP9iAf7EC16jGjx/yVS/HMixT1pD+UQCwwkFhhE3D+IpH8A8UBfIqEswsEswqEc2oI5hEN9CQf70RbqT1toAG2hgbQFHffb/kR9vUgGehMN9Kc1+Ay1hS9yY8sojJpiSJ8Ho0l58wg3JvIrnX06qwznudbX17t1vsPhMC0tLW4bcdRXoJwowuEwuq5z6dIlrl27RjQadQnDISPXWeILSKbHVjKZJJFI3PZz3qBAdX3LzkmlPPq8EBLSliqpFrUkb46ezsP/2o9/7jOE7/QeySN9xtAjazwPZE3i/qxJPNwvl+/1H8fDP3+Fx55+hzOXFWmYTpXJbjwb74mSu5o0oHO1O+9M3zvbh44B3fmc4wHlSObg6/U48Xa2TLfIzAbpjZ7Vdf2mjur9X2YMh/cc3nt3SMr7vve8XuLKJA3nXM6g4SUK516c76Qq96miPtISdoJH1cklijjSgCEMIEnT1c9ZnvsCJwvfpy70Z+oKX6TO58XvqfP9jjrfb6nzP2/jOer8z3Ld/yJX/C9zJfAitaHfURv6rULwRWoDL3PF/wpX/K9w1fdHrvte5pr/RapDz1EdeI7q4PPUBJ6nOvhbqgO/oyb0ArWhF6kJvUht8CVqQi9xJfgSVwtfoK7wRa4U/pGawFDO+YZTuXkKsUvbIHEJtCaQKSykmyP3qxTnOTgrWce+4W0vjjjP2BnAvasK5zk7n/d6Un2Ze3JWPs5kxWlT3UWhZzqGqPfELUhDkjZVLrCUELwyZAw9fvBLvv/Ll3jksT/x8C9f56HH3qTHY2/R47GhfPvxoXznsVd54H8+Qc+n/sSJszWokjXyHmncgdy1pAG4cQ6OS6w36MlpKLquu8VinMHVq1ryBkdpmubO8rwDrDca/Hbui97rQGc9tdOJoaMzOo3aubb3/17ycI7J7LDe1YYjmR3G8ebq6h676liO9sB1dZEqP3pHyjm1d7Xqc+aOf5lrh9eQOrOGVNniDCwiVbaQVPknHswjVT6faMUK2irW0nZyDW0Va2iryFOvK9YRKV9Pe/kG2ss3EC1fS7R8DdGKlbSdXEjbyUW0nVqsthVLaDu5mLaKxbRVLFUoX0ZbxTIi5SuIHltJ4lgekaPraCvz0VJeRPOZ7egt50BrQFrtCLsiRxppZ7z96qRzHrCOSYwzAXHaRDqdvsmWlllQy9tOv2zVPke8/QA6e3rduQiVfdiZgXhUVFKqBKQSSTSZZsiwcQx9byqzV21lwuISJizexIRFm5i4aDOTFm1m0oIipi4KMe2TDSxdG6KmrgXDJY3/+gSOf+tyV5OG08m8BYy8MzTorHrxplpwiCbTmO2tdeztwJn64a7ESyoOMXkHee9sP5PgvKuJTDtJR9Gbzl4w3uO6GhS81/HeV1cdqdN5cVKG2+sLqaPqj4hOxZ7On/mc3FGv0njtGIgboFV7cKkDepWNizaqVES2cR2MOtAabDQqpBsUtDrQb4B+DfRa9VnjgoJ7zipIV0GqCtKXPLgM8auQbIDYDUg1gtYKehtYMYRIINEwMEihk8JER36lpOEEjwLuhMDZ90aJZ7Znb9yQd7LjHTS9qtMvIs4qI5O87kS87UxNPyw3/Y1r05Ag9DRYKvgnHk8y4YMZ7NxzGF1CWECbgHYBMQEpAe0axHXQBSR0QdpSKxXdcoqt3SONW8ldTRreGbRhGG6qD+8MzDkuc2bvkE1mMjborGLyDrq3Wop7ScD5v7ejO6sd5z3nOg65eDu9N6Jc1/VO1fYyv4d3xdGdeG0u3nxBmeoOaROCgVJDWVggNRAJECmQOk7lO4DTp48z/N0/cuPGeXVO98/oBroNDUkCiAEppQZzKzcpv31kCqdGmySFJIkkhiRqI94BkbCRtJFCipR9LoHUNOXaiUBaBpbQVdEtuxKHqvBhudl7vyrxtrGu2rCzynCem1N10TuYO22iK6L4MqSRec47WW17P9eZNMTNpCEUaQgzjhQaqWSCCeMmc+CA8lKM01Glz5kWSUutfKVQudAMKd3CTuIeadxW7lrSyOwMmfYMLwFk6nW9KxHnf901LC+ZOJ2zu4SCmZJpqPaqzbzHZ957JiF0d4/OOe+0E3d1rszVk5CStJQeg3cahF2DW2iAKoULcOp0Ge8Ne40bdapynyZVHT5dOvX4BDrSheFuLSziSFqBqDqvaYCpg5kEow1EBCEimCKGjq7qtkkFQ1gYQrgwpSrta0obdsU+ITuTt9r3ePNIpXKz7O1X6Tzlfd6Z7aQrgve270yVVFe2NudzX+a+Ms/Z3blvCRV25xSC7IjVECAtHaFFEWaMZCLK6JHj2PeZckV36mZ0ZAUTIE2wLExDR0iJLiVJS6B3Y8+4Rxqd5a4hjcxG4B0AvYOe00C60+92d+7u/tdVJ/6yna+7xpy5n7ki+ks1+lvNYl01mN0J1UpDADoqsV8apF1gx/5c5fkKJo1/h4brp4E2MBvBalSFjywHLSBaFawWEC1gNYOsBS6CqO1QUaVvgHkNrMtADaZZi6412GsBXBhSqSY0S21V9Td7Kz1bhF0YVseUqjqjEBZS2Izime26EX5/hZL5/DNVld2RROY5/pKD5xcdmG+10pCWrlaGGCQTMcaPncTnB48DaqXhEIeJ4+5tlxK2z6tyVkHafqT3SOPWcleQhpckoPPKwrsE984ovR5D3kHydg3KuZZXJZW5UvkijfC2M7AuyCHTcJ65svmi13b2vSsZ5zpeEnZ/R0CTYFgmUugo4lDFdQA7QbrkSs0pZk9+h8tHfGiXAmjn8tDOrkM7t05tz65DO7vBg3wbG4ldzKPt0hraL2wgXukjedZP+sxG0pVraT+/knBVHvVVftoajiHNCFJaHUHEwlMuVKiAMReOlkuqArQGCSwSCJlUUcdCV2orZ9RxUloY9v5XLN4Vh/fZedtgpmef18bhbSuZ5/1LD56ZjhiZXoCdrs+tSUMN/QJNS/P+++MZO2E2a4K7WBrYydLATpb5d7LCt5OVhbtYVbiTZRu2sGBNEQvzQixaX8SJqhv2Ge6Rxu3ka08amZ0n08spU5UjhEpj7pCG14icqTP2ds6u/q9pmmug7opAbiWZq6Lu4HhEOd8r03PKSaV+K9XA7a7tbL3eYs5v63iXee0oppToloWmpbFMzfWesqS0J+QCSNNw5QQLJr/GkYIx3Ai+SkPhM9QXPkd94fPUF/6W+oLf2XjBxu+pL3iRuoIXqQ69xPmS/6Cq+DWqA0O46n+Ta4FXuRp8iarQ85wt/SMnNr3P1ZN+RKIeLB0hTbdQliUtLCHU2C+7holuk0YSIVM2aWg2aVh2qhU6ljBfMWl4id1LAF4VlLOCdtqz8/yc973P0dtWvuzg6ah3vffknbClUinXm+tWpHEr7ymkwLIMLCnRLMGQd8fy3R8+xvd+8jTf/tlzPPKz3/LIT1/gkZ++yCM/fYke//5bHv7J7/j+Yy/w3Z88zcP/qy+LCnY4yZfvkcZt5GtPGo54VxXezgUdHh5O53G8lbxuiLcauL3ut13ZR5xB3Tvg3u5evbP3W8FrjHe+g3NPzusv4i7Z1bWd76kGgK6vbbqp4j2unpaJtF8LqSbjmrQN5CRpvX6YvOl/5MS614gV/5pUIIdkoC/JQH8F/wCS/oEk/YNJ+p8gGXiCpP8JEoEnaS16ioaSp2kueo5w4He0B54jGnyKSFE/GkpyqCl9morgqzRU5EOqFQwLaWmqfrnUEMKuCS2dOh8O7AAvpCrdi44lDRdCKLh1q6WHZaT8Sn1uu2ovXvubYRhuDiqvd57XbuZ9nl0RxxcVJ57HienJXPl67+PW5+8mTkMoV1lTSgyhbBPvjp7Ko/+SxQ8ff5V/ynqP72aN4NGsMTySNYFHsj/gwV6jue+xd/lu9nv8IPtNvv3T51kaPOQW671HGreWu4I0MtVLzgDv9Vf3drhkMukOvF7bRneqIed8ncqfCmdQvdlT6XbiVTl5Ext63/d2di8xZKrhulIz3Mm1vSuLzHs2jA5vLu9qTAiVlsTS7epq9iAqZUdEeEJIdGkBCcJXP8M380XObvgPYqVPkCzqTaKoD4lQtot40E6XHuhvYwDxwEAiob5EQtnE/ANIFQ5CK+yH7utJ0v8T2op+wo3SHM74fkfzyY2gxUGTSCuNJZxVQzrDxO4kq7NzDiGUikqowciQCpaQWHYJYDpbSviqK/dlTm684rXNedu889rrVQUdBHQn7fVW0pUXofN/72Tm9i693Qf3pTUD3bZHtJuSP4+YwsP/2o8f9n6bh3uN5cFek7ivz1T+oc8s/q7PbO4fMJ9/yJrGA30m8Ejv93jk5//BklAZdjGEe6RxG7krSMPbGJubmykqKqK0tJQdO3awZcsWNz0HQGNjIwUFBVy7du2mgbo7URMe2em1bhqcqzzH5cuXOl1fdY7Mjti1/tg7cDvpRFpaWjqRRCKR4NSpU1y+fBkhBMlk0k1tYhgG4XCY1tbWmwaKbr9Lp2s7qgWDVDpBONxMPB5FiI5B5vLlyxw5cpS2sPoNa69co+LEaZputDg9EMtSaikd5SdvCAkkabn8KRunPEnlht8SKxlIMtiTRKg3iWCWi3ggi3ggW8GfTdyfQ9yfQyzYi3iwF0l/DlrhAJUy3fcLjMD/JrXpf9G6+XGqgr+m5eRqSLdC2lArDZHGkvaKA932zzJuhlTpT7w2DlVdVKqodzcT0l8XaXgRiURobW111UDOTP/UqVOcOnXKbUe1tbVUVFTQ3t5OMpnk+vXr7sTpy9riHNF1nebmZrfui3OeS5cuUVZWRktLi3usM5Hr+jqiw6LRSTUFQiqVqAFEDMlrI6fR418H8c9Zw3m0z0Qe6jOZB7KncX/2LL6ZM4f7+s7l7345mW/3ncI/Zo3k4R//gaWBo/fUU3coX3vScNRNzoNvbm5m7NixrF27lqNHj7J69WpisRjhcJjGxkYaGhp4++23OXv2LEIIamtrqa6uJpFIcLm6mvZolOaWFuqbGoklk1ytu0FTWys3mps4daGS8nNnaIq0EU0lOHLsCDU1VcRiUaqqLtHY2KQGUFN0TMSl0wNudr/x6qMbGhooKChg0aJFbN++HcuyiMVihEIhPv30U9avX8/58+fZsmULr7/+OnPmzKGyspJly5YxdepUt9Nmej7d6ndzjom0N/PZvk+ZN382cz+eTV3dNUzToKrqEvn5BezcsRu/r5jTp86TvyHAoYOnWbpkI+EWlb9I01NKrYUagJU9XKelZicbJudwPv8ZkkUD0fy9Sfv7dELK1zWSgceJBnsS9/cnUfAE6YKBGIU9MYP/RrrkR7SV/pgrxU8QPrUI0lfBVB5Qhh1jYQod09KxLN1dXeCF84Bu38I8+OrEO8kwDIPW1lYKCwuZMWMGPp/PXVUfP36ckpISQqEQO3bs4OTJk+Tn57Nz5042bdrEvn37eOedd9xszHDzyuSLyNWrV/nggw9YtGiR2/ZOnz7Nhg0bKCkpIS8vD03TSKfTrF27lhUrVnSy/Tn91xId9OxmubUkCBNppRHSwABiQvKn92fw4L8+yb/0Gc53e43l0d5jeCRrDA9ljeehrIk81CeXR3pN4h97juP7v3yH7/yf37E6eMh1y71HGreWrz1pQGf319bWVrcjHT9+nNbWVg4dOsSqVavYsWMH58+fZ+bMmRw/fpz9+/ezZs0a1qxezfoN6xk7fhyf7fuM3Xv3sKGwgC2fbmdl3hryNm5gvb+AocOHMX3eHNYUbuTUhXMsX7WMo0cPcuLEMRYuXMiqVXnUVF/FMtWYZFlC+fsLCyF12wu98317DZYnT54kNzfXraeRSqVYvHgx06ZNY+bMmVy4cIH169czdOhQdu7cSXNzM7t27XKzljrnvJPO0DFISCLtTVysOkN5xVHeGPInysqPYZo6GzbkszG/gGQixfD3RjN1yiwWLlgBwNQpC9m1Yx8AppUmlUq7RmcMAIPmmp2sn5xDZcEzxIqfIhHwqqEUEoEBJIIZCPQnEcwhEexH0vc0ycJn0Qp+g1k4ACvwC9KhfydS/EuuFD1D+ORKSDWAaWIKA0MamMKGZWBZxn+SNP46xKsmNAyDa9eucfHiRfbu3cvbb79NOBxG0zQmTZrE2bNnuXDhAmPHjmXWrFls2bKF2tpaxowZw+nTpxk2bJhbp8WrCv0ypBGLxZg9ezYff/yxqyJbsWIFhYWFRKNRxo8fz4ULFzh37hzvvvsuw4YNAzrUaY690RKiM2moABkQBlhphNQxcUhjOj1+9CQ/zBrJo70n8EifcTyUPY4e2RPokT2Rh7Im80ifD/len4l8//H3ePTHL7Kq+Ng976k7lK89aWQ+/Pb2dmbMmMGSJUsoKSmhpqaG2tpa5s2bx4IFC7hy5QrTpk1j586dTJ06lcrKSirKy3n77bdZsGghy1YsZ8euXZRu2czkaVPxhYIUFgUpCAZYsGwJJ86e4pPlSzl+uoLCQCF79u6krOw4GzcWMGnShxw5fEzp+A0wTceOYirSkOZN9+71gkmlUuTn5zNz5kzXM6u4uJixY8cycuRIjh49Sm1tLSUlJXzyySd89tlnVFVVMWXKFK5du9bJ8H8npOHcm64r42nl+dMsX7GYpqY6AJYtW04oWATAyBHjeP65l1i1ci0A8+evZvu2nYCFZaUxTcNV86jQXI2m2t2s/bA/Zwp+S6T0N0QDA2kPDqI9MEhtg4OIBgcTDdmw92PBwSSC/UgFBpDy/YpUwfOkC57DKHwC09+HdPAx2or6Uht8iXD5etsQLr/WpAEd3mxOlgMhVI2TQCCAlJJ4PM5bb73F5cuXiUQiDBkyhN///vdUV1fT3t7OsGHDuHTpEvPnz2fTpk1AR9qYL5tGBGDnzp3Mnz/f/fyCBQtYt24dAB9++CElJSXs2LGDxYsXM2HCBFdF5c20YEnZLWkID2kkhOTP70+lx48G84OsMTzUZzI9snL5Vk4u9+fkcn/Oh3wrexo9+kzl21mTebTXCHr89GWWlNyzadypfO1JAzoGQICWlhbGjBlDKBSitraWY8eOcezYMUKhEB988AHBYJD333+fnTt3MnfuXPbs2cPu3buZOXMmtbW1vDtsGIV+HzVXahk1dgwbCgs4cbKC4i2bWbRiGeVnT/Ph7JnsPXSAVWtWsD5/LUVFARYsWMTQoe+wbesOhCWxzDsjDWeAP3/+PAcOHODw4cOMHDmSixcvUl5ezpQpUygrK2P+/Pl88sknlJWVUVVVxapVqwgGg+zdu5ehQ4dy4cKFm1yHb9UhHEOllALTNNi6rYRZs6eydVsJV65WEw6H2blzF/PmfcLpU+f4eO4Cli1dw5yPPuHMmUtMmDDVXt2YWGYKKS1MYUf0WgJFGntY/eETnC54ifaSX6sa4MF+xAP9iAVtBPoStRHzd2zj/l4kfb1JFA4gUfA0yYKnSRb2J+VX9TVai/pTE/wD4fK1Kn+UYXztScNpL4ZhUF9fT15eHnPnzmX//v1UVVXR0tLC3Llz2bJlC7t372bRokUsWLCA9evXU15ezuzZs6mrq2P06NEsX7680wrji+SM8oqmacyfP59Ro0bR2tpKOBwmGAwyf/58zp07x/Tp0wkEAhQUFDBq1CieeeYZbty4odSatrs4gCmsDquRN6hSmAgrjZQ6AklSSN4YPoWH/mUAP8gaw4NZ01SN8L6T+Ye+k/mHnCl8M3sq9/f5kB59JvFQzxHc95OXmV9SRju21/Q90rilfO1JI3OG1NLSwoIFC1iyZAlbtmyhqKiITZs2UVxcTGlpKYcPH2bBggWcPn2a06dPs2rVKvLz81WxIcti/Yb1VJw6iSUsijeVsmzlCo5XlLN732esXJvHvsOfs95fwNGKE6zdkMeOHVvZtLmEJUuWMH/+Qj7be5B0ykIK26gqJFIKO7l21+opgFOnTrFu3TpCoRB79+6lsrLStWWEQiG2bt1KeXk5O3bscGtDnz9/nn379jF69GiOHTvWyV8+kzgyO0ZHninJ9eu1TJ8xmVmzp7Ji5VKWL1/K6lWraGhoYMOGjaxbl8/BA0cIt0bw+4tYk5fPwYNHSaUSCCsNGEhMDCGU5UYaQIqGK5+xYsoznNr4CsmiJ9H9PdH8vToh7esKPUkFf0E89AtiwT5E/QOIBgYSDWYTK+pJe3FPmkr6c7noRVpPrlAJEK0YptQwxNeXNCzLcuN2Tpw4wciRI1m0aBGr7bLAx48f59KlS6xZs4b8/HwuXLjgksuGDRs4d+4cdXV1jB8/nnXr1hGNRt3zehMZfhFJJBIsXLiQRYsWUVRUxJo1a6irqyMYDLJy5UoOHTpELBajpqaGtWvXMm3aNLf2fKeARE8aEaEi/ezVhmWThuaSxpDhk3n0R/34YdZIemRN5oHsSTyQ8wHf6juBb/WdyLeyJ/FAn4k8lDWeh3sN41s/+z3zS4/eI407lK89aXh9zVOplGtAjsViRKNRt/hMe3u7W5gmHo8Tj8cxTZP29vZOncc5R1rT0HSdcKSNhJYmpWu0J+IkdZ1wPEoslSCZTiCEQSQSpqWlmVgsTjyWxjIlwgIhvIbwm6PDvG63qVSKSCRCJBJxvaSSySS6rtPS0uIG9qXTadrb2906Cel0mkgk4h7bVZBVZsfw+s+bpkE83k64rYloLEw83s6lS1WcOnXKnQ1GIu1ommH/xiat4QiGaWJaGqaZQgoNXU+64VmWTAMJGq4eZMnU33Ni4xvEQ0+TLuxDujDrZviySPuyPcgiHnqctuJfEi7Kobl4IM3Fg2gpHkBLSQ5NJTlcL3mCytBLNJ9eBsZFkOGvPWm4+n/LIpFI0NjYSFtbG+FwmGg06hZWisfjtLW1uZ9LJBJEIhFA9ZHm5mZisZjrQeWqiL6EekrXdeLxONFolCtXrnDu3DnXlT0ajbpxHM41nPvPjD8SQvlOWU5IjOs7IlzSkEg0IRk6bCLf/kFv/nvPoTz8+Cge6vU+PXq/S48+7/BQ72H06PU+D/d6n0d7vcujj7/Gt378NAtL95HgHmnciXztScMrmYa8zEbhNSZ6DX9CCAxdR5gq75BpR1s7OZQsKbDsWZDy5xfo0nRdMqXwqJ0kmIZE1yWG4QRRmbar582k4QTpZQboeXW+XjdZ73fxfgevXrorna33HA5ROR3aNDMrRXQcq34fMAwLy+o4RmCpFYUwwK65rEjDwkQDYjRcP8KCqa9yuHAkDUWv0FjwDI2Fz9Hsf56WwG9p9j9PQ8EzNBQ8Q2PhszQWPkuT7zmafM/SGPgVdcGnuR56jitFL1BT9CJXQr+nNvRbrpW+RFXxH6kIvUPLmULQr4DVbntPdZCGZXXADdZDgFTZbGXGiuxvQbweVJkR1t5n5hzrfT/ze3YVKPhFpSuiybwHpw5MVzFT3ohyaacQkYB3R0odS6QBiWZZvPnWGL73w578yzXwtKQAACAASURBVM//wHd+/ie+89irfOeXL/PoL1/i0cde5ns9X+MHPV/n+4+9wg9++QIP/59slga3opKr37Np3E7uKtJw5E4irTMHX8uywBII08IyTSwnoE0KTGEpnauw0B1gYgmVRtuyDNt+oVYYpiExDdRrIewBS600vO3TGei9qUi83yEzPcOdIHN10RVxOh23I2DRsCO9VU+V0lsjhE6ZX0F51FtSkaG9nAI7KbqJhYFKW36l5ghzpwzh4sG1xM6uI3piMdGypcROLid2cgXRimVEy5cSLVtKtHwZ0Ypl6r2K5STKF5MoW0SsfCntFStpr1hNe8Uq2stXECtfSfuJPFrKQ2j1Z0CPIyxDpTKXJpYNad+jEA6x26QhLLDMv0nSgM5ttrtU+N4B+ovgy9xLpiq0q/vxBsdmXtP9THekgYmQashPJnXee28i77z7IQtX7WDmsq3MWL6ZGSuKmbEixIzlxcxesYXpizYxc1EpMxf7+fDjZRyvvOhqvO6Rxq3lriWNW822uxIpnaAiibSEynRqHyrtNYW09a5K9yoQ0kLYpKHca2211E3aD+VSJKXpRpB777W7Dnu77/FFvl93v5PCzZ/LJLCOgVXaxXLsyCtH+yaVXlrHRLMrHFRWHmbK+KE01JaDbAXzBph1IOoVrHr7fzasOhB16v/pG5C8Dqk6u+BSo53ptk79P1YPiYgK6kuBoWOvBi21CrJfSWm5xOGopqQw/6ZJozvJHKj/mr7T7YnJE82XERpjWhqmlQIEqWSKSRNnsnPHISwJSQfY1VUkJExoSwoSGiR1iKV1DGlhWPq9ehp3IHc1aXQltyWNTHiP6QRp68oNlzSEsHWxN33WIQ3rr64z37l0hOkKe1gGOuIWbdLQMEijVAmnzxxh9HtDqLteA4BhaRh2caP/n733/q/qOtO+/4b3fedxxSXJzCR5JuPMPPN8MpNMElcQtknsxJN4xokT17gb2zTb9CYE2HRMEYgihFA5KiCDRBUdIToICSQhoQao67RdVvm+P6y9j46ERPEkE4N1+7N8Nqfurb3Wuta6y3UpBFK7uMr2mlecpx3j9nIdsB1wXC9/2QVhg3TAsSBqxTjPpWuYbR0t+4xp+DsNJV2UdA1oqFsPNK43wfXnyrw1rH/QkKobNCKRMJ+MnsSeYlOc6Isr+RFDf/j5j7bXN8xOuH+qoAHrtgHQ6MP67TR9gUa8O4m+QcOsZPV1QcO4p27FjupfkEEIAxqe+TF+ZV7pBg04efoYH77/Hg0XTeGhifH4OxvffadjOx2tiTW8YKjU3fKywqf1UA64RgJUSgdLC2w0tpa4uluMSSjDEdbtsjGUKVq6tzRo3GjfvrWsf9BwhYUrwhg9jRCfjh7PvuISAKJSYykHS0WxZQRHOEjRPQ5dAUKAK6Wh8h8AjevaAGjcjMXmRi+F4/q/ZBxVSsYmQq3imvYHsUJrPxgb93P+7sb7ba01WulYJsnVJ9bPFuhGLq2Xr7mvARMDPt39Gf/8/QGtlTTxDH9wy+6mtfYUKiwUcKbsJKM/eI/Gi9WAQDud4HaBDIEKgwj2bDLU/RoRNBEkIVxCCIIIOjFqfi1AK3AZxWUELQjaUUTQWLFmhEC9piMgImgRRQtP5lV+PV05/137Ki7Nrzp5fpXvUX1+xu9IOm5P63Ux5SBVFCkiBLs6Gf/JFI4cOg2xT/Q6J+/R33k4GkK2iy3EgHvqBuw2AY34iSu+mefNSl9iCtUchHB7FCvFT5h9TZy2Yxs9YWmK3fBptNEmc0orlAbbcQ04SDNhKqHMJC8VtuWgvJWziVt0Y08sHiIl0vuMcL1zVt2DxVyHWYm7SiM0OMJXPzYFgkoZ9003p5LyAtmi3+uL/RX7GBz+gHVdGyEc4oPgfuaLf05CmDiPoR13cFyzwzJ0sS4oiVCCsDY7kfMVh5n3ye+5tH8VnMtDnskyrSwLWZaNLMtGlWX3+HeslWchKrKRFdmIc9mI85mmVWQgzqYjy9ORZ9MQ5esRFemIigzk2QCqLB9Vlo8+k4cuy0aXZaDLNyDP5xCs2ILTcg6EiyON2+JWWXn659UX3Xl8llQ8K4D/Ptu2ge7qb//+9mBtjnvfjVk3n1p3v/Vo2jWgFNK2UEJ4fd3bXXqfclyBkNLrbyZS6Au3anxKEV9x3gZshBslGI7w6cTZTExaRmbRQdZu3kPq5r2kbt5H6uYDrN58iLVFx1lRcJgV+YdYlbeLAydOG6DyiCpvhfv917TbCDTiUiZ937oS3kRnJj0zcZr3ua4TGwS+WBFcrV5m2zbC14WQLo4VRghPthSvg2uJ4/NIeYpu0pJoV+NEHaJhCyUVWvlV4CrGnqriFuRKg3AkVsQ2wXYpca0wWtgo6SBcC9u2sBwXV5n0QqVN5ogrIp5OhHHJCGHhCgvHMRQePlAawLqZlbMBWseJIqWL61ooJWPiPQY4TABfCI1tmeEsRRhXKUKWQDoChAUiipKKqHfNDRdKWTXhV1zMfIuujW/RlvO6aYHXaQu8FmutgddoDbxKa/arsce2wCu0BV41LSe++e99xTwGXjHH2a/Slv0K7Zlv0JH5Fh2Zb9CV+Qpdmb+jLfO/uJL/J2o3j6Wrsghk0Li79K0FGvEZcrHahl4ZSJFIJJahFP8YrwXT+/O+vsw1s6eu2uCajEApLcLhTi925KXXOhInanlpzQLXcbAsx2iueO5GVykc77wikSDacCQDNgrhSfGafDzXDaKkobqxheKtUZP53k+e5d9+PZx/HPYu/zzsPf756eH88OmR/MPTY/jHZybwg2cn8sNnx/CDwS8ze/l6b4npDIDGDdhtDxqRSAjX9VdShpPHdW2CwWCMLtpfffmcPf4qKx5ArGgELRyUdHFdG8exsIVDyLJwlSIYieC4Ejtqo12NckBaAi01riNQQqOExnEEQihcV+IKbVhf6cVxqwGp0UKghU001IkdDeE6FlIJHFcQth06oxauNEARtYIIYaG1i+UBm59y6boOQkgiEcu7rp6V4f1NjGaiENh2xPiNXRshbLRWMYoHw4ElvEC/xrJMFXkk0oEtFY4CrTRIC9wIaI2/N2ppPMm6Kc9Rtuq3tOb+hpbsX9CS/cserTXnWdr6aO25v6I999d9tracX13V2nOepT3nWToCz9GR/Rs6s5+jK/tZgtlP0x54ksbAr6nc+Ce6qjOBS0YbvJ8J5Os8ifjp2eFwOO7+uz2K6OJTuHun5fpjwH+P67pEo9HYLqZf6wc0hLQwwlUC1xWEQhFsS2BHomjpYoVM4Ww0auNKRcSRRBwXoTVh28JVLrYTwXHCmMiVi+FPME2j0NpBKQNylit5Y8Rk7v/hUL73+Ls8+OhIvvPIKP724TF85+FP+dYjE7n/4Ync/+gEHnhkNP/P93/D9IVZ5hJ6uIxvjfv917DbBDTgateUmfCkN8m7ro1tR7FtywMSMwB8NTPLsnAch0gkEptM/ffYto3rWCjXBmQP0OgIhQhZUSzHxXIE0lVEuqLYYRvpCIQjcB2BHXWQrsKybCzL9kBD9QANDbiORLrmSSkE0rVRwkZLB9cjDgQIuwJLKlzheqBo1kquY+NnYcUKvRwDR47dravgayv0lUMf77owgOMrDSjv2m1CoRDRaNRbpXruNqmxLJOFpLUk6ho3ghYKhGN2G0piFJ01zQ2lpCc+R8Wa5+jK/yUduYPpyB3So7UFnuiztecMpj0noc/WFhhyVWsPPEFn4HE6sgfTkT2UzqwEQlmPE8x+hEjeE1zJeYrqjX8kWpMG1CEJe7Uctw5oaK0Jh8MxBoP45/2dYTyZof+av2jyBcf8XUZ8YZ1S6truqX5AwxBW2t6O17ihujqjpobStYkGO1HSAEr8p8KWjS0ErhRErCC2YwLdeHl5flaUQiOlhVZmN2QJyVujpvPAP/+C7w0ZxYODp/DtwVP4zhNT+c7jM/j247N44PHZ3Pd4Eg8+NpG7/s+rzFqSD4Bj+8Bxa9zvv5bdtqChtfQqfTVXrlxixozprFyZzMKF81m+fCmu68Q+uWXLFhYuXBij3uhtkUgEJXqusoR0sLwdjB++9vuWsAS4oBzFnp17KDt9NvaalArHEbiuwhUKIYlJTStAOMrobQiJa1m4doSaqnPUXagkHOrk0uVGqmpqaOkKYUttigpdh+bmKzQ0NBIOh2lqusKWLUXs33+ISMSiqfESp0+d4fy5SsKhSA+g6G3xwOHvSiw7wqVLDZSXl9HSchnHsWlra6Ozs5PCwiKKirYSCkVwHMGJ46fIzcmhoa4OqTWuwuhnSAFOBKTw1ouSyxf3kz79GWrWP08wbxid2Y/Tmf1Ej9YVGEwwp3cbQihnCKGcJ/tswcDQq1ooMIRw4DEj7pQ9lEjWUKzsJ7CyH8PKeYKW7KepyXmJ6Pn1oBs9V9+fLyD8lzZ/UjfunAjRaJTy8nJqa2vp7OzsoQNeV1dHfX094XCY6upqdu7cyaFDh2hvb6ehoYGCggKOHz/eY2F1zV0G9AMaEiGiHD9xhL17izl3roJo1OxMo+EIOwo3szk/j5bmZtrbOymvOE/p8ZNcbGzCkRJLuKZ4VtpEo0G0drgaNHwPglloWa7ijQ+nMugfh/G3g0dyb8IU7hs8ifsHTzaMt08kct+Qmdz7+HTufeRj7vnRK8xcmmf+hnpgp3EjdtuChr/LAKivv8iECeMoKTlIW1sL+/btoampkXPnznHy5EkOHDjAzJkzaW1tpbm5mf3791NeXk5TUxO7d+/m0qVLNNbXcay0hJKSA5w6dQLLjuAqwemzZ9lz4AAlpaXU1l7kSOkxGusaKTt1lroLF9lXvJe62jou1taxd88+zp4tJxyOGv+tUAhpXFSOHwR0TeqpaztIIQh2tpM4ZSLvv/MmSrrk5efyuxf/wKFjx9GAZdvs3LGD5OSVFBVtpaamjjWr08gJ5FO4ZTuFW3YwaeJ0Xnv1LRYuWErdxaYe3D59DYr44KlSivb2FgI5mSQmTmP69Cm0tbUghCAvL5e8vDwKC4tYvXotO7bvYu2aNI4dPcbSpctpD0WMDKcJ1oAdRivX0y3QNNcfJG3y01xY+xsiub8mkv2014bFjsNZTxHyW6b/+DThzF8Qzny2zxbKeOaqFs4YRjgjgXDmk4QzfkF0wy+w05/GTh+Kk/1LOrOfpyHwHtbZPHDaDf3ULRYIdxwntpNsaGggNTWVTz75hE2bNsW4x4qKikhLS6OgoIDz58+TlpbG9u3bWbVqFfn5+axbt46dO3eyZMkSGhsbY65ay7KucwL0ARqaCzXnWJmynMOHDzF//nwuVNcCkJ66jtzMDRzev4/k5cspLNzGW2+/z9iJUyncvouQZSOUxHYdHDeKUra3+lBXgUb3LlsTjkreHT2Tb//f5/jO0A+5Y+jH3DV0DPckjOHeIZ9yd8I47hoyjnsSxvLAkI/4X//310xdkgaA0M4tc7//mnbbgoZf6Qtw5colJk+eyOefz2bTpnwaG+vJyQmQkpJCcXExZWVlLFu2jMOHD5OSkkJ6ejrLly9n06ZNvPfee+zbt49NG/OYOmEc6WmpLFgwj23bi7hQW8PcRQtZtyGdj8eOJT09k4ULFrNz2y6mTpjGrq27mDk9icLNRRwtPcbypcnMn7+QqqoLJgNKqJiLSmiN7SrsqJfdIiXCG6gH9hQzesQHCNfiSvNlJk+dxq79B00wubGJkSNHMXv2HAoLi2hubiGQncvvXniJWTPnUnLoGMuXrWLunMXsLj5ENOLGkRFe7Z6K/TVjLiqBcB1sJ0Jq6lqSkmYQDhtCx0mTJnHgwAFaWtoYPeZjRo/6mD2799PW0s7wD0ZS03QFV4FjK7TrgLTRSuB4gfDmhhLSJj9F9erniAZ+RSTjaa8Nix1HM4cRzfzF1Y8ZzxLN+PVNtGeIZj5JNPNpohnPYG94Fjf9Gdz0YUTWD6Mt/Xnqs4djlW0CJwh+5X6vYPLXeTLxs58syyISiRAMBvnkk08IBAJoramvr+f1119n6dKlbNq0iZaWFjZs2MDbb7/NjBkzOHfuHEuXLuWtt95i5syZdHR0xMgF/Z1nv9d8FWiY6TwvP5uUVctxHItZs2azbesOAJYuWsy6lBU0NzXy4fDhLFz4BYsWL2Pt+gzqLzVjOS7BaATbtYnaIbPL0AJ0t3Sw2Xf498K4lmyheXf0TO774TC+/eRw7nx6DHc9NZp7nxzDvU9+wj1PjeV/DRnDnUNH8+CTw/l//+Uppi432h6utgcC4Tdgty1ogIoR0bW3t/L557PZsGE9Bw/up66uhoMHDzBu3DhWr17N6dOnWbFiBYFAgIkTJwLEqJsLCgpYsmQJO7Zvo/zMKTbmBZg4cTwrVyaz8ctNZASyCTsWC7/4guzsXLIyA1SUnWPZouWcKD1O2pp17Cnew4XKC6SuWcd77w2nrKzcxAC0xvFiG64GVyrDgKs00jWEeQBHDu3jk9EfgRZEo2Gmz0ii5PhxAC7W1/PuO++wY8cO0tMzSEqazZcFRXyxOJnx4yazIT3ApaYrFO/ax+hR49i79yBAv0Hw2F8zNlFKHNfGFQ5FRYV88MH7XLxYi9aa999/n7KyMi5fbmbU6DF88MFHHD58FMd2eHf4hxwrrzS/JQAramIa2rinNNBSX8KGycOoWfMfRHN+SSRzMJGsIUQyh5jHax4PJRwDmacJZ8Y9eseRHsdDiWQ9TjhrMOHMoUQznsLe8CT2hgQiGUNpy3yOxpx3sMrzwO1AS1NceL2Ega+Taa2JRCIxV1IkEmHdunUkJiYipaSqqoo333yTM2fOMHPmTJKTk8nMzGTJkiVMnz6d9evXk5KSwqJFixg7dix79uxBeuScfvyq3wyqfkAjkJPBypRlAIwfP4H8PCPu1Hixnm1fbmLNyhV8PHo0hw6VUnG+kvmLl7IkOQVHKmzhIrXEFRZCWhjyS3kVaIBJUwejP//mR9O596Fh/N2TI7jzyU+4e+in3JswlkEJ47ln6ETuHDye+56ayLeeHMnf/MuvSVye6V3CrZf48New2xo0/J1GXV0tEyaMY926tVRUnGXLli/Jz88jEAgwe/Zs0tLSmDt3Ltu2bWPKlCkcOHCAlStXUlxcTEdHBy+9/BIFmzZSkJfDZ7OTmDlzBgsWzqNoxzamzUxi684dJM6cRV7+JlatXM361HQSJ81gf/E+5s6ew/q0dHKyc/li0RLeffd9duzYhesKhOzebQgw6mSOIhq2sMIRlJTY0SibN+by2ssvUnOhksqq87zz/nByNhVw9nwlp8vOsGTJYoqKCsnIyCApaSbz5y9k8+ZCUtemMWVyIkWFOzh9qoxZM+ewfdtO4MZBA+D8+XICgUxOnz7J+++/y65dO6mtrWXFimTWr09n06YvWbVqDRvSM0levortO7Yz/4tFNLR1EZUKqbxAuBMBdEyLubn+EOmThlGb+hyRvATCgZ8SyvkZYU8ro7/jcOBnhAMPE8p+lLDXQoHuxx7Hsdd/TjjnJ4Ry/p1Q4BHC2Y8RzXqEaNbPiOQ8RlvOMBo2vopVtQF0I9Bd73ArgIbvUvR3BadPn2bz5s1s3bqV8ePHU1paytmzZ0lMTGT//v0sW7aMuXPnMnXqVM6ePcuKFSsYPnw4U6ZMobKykkWLFlFYWIjrugSDwVi85GZB4/iJUmbPnsHOnTv4/PM5HDt6ggsXLtDV3smpo6Vkpq8nedlyNm3azJmz5azPDLB42Qqiwqsr0QpXmqxAvN3G1TsNiXAdpNA4UvP2yETu/+Ev+O7Qjxk0ZBr3D5nGA4On88DgGdw/eBb3Pp7EAwmz+U7CFO78l1dIWrrR/JYYCITfiN32oCGES0NDHevWrSU1dQ35+bnk5gbIyckhLS2NnTt3UlpaSk5ODl1dXZSUlJCdnc3GjRtjftx9+/dxqbGBS/UXWbVyOQsXzicrO4MLtTUEcnOZMWsWH40cxZmys+zatZsli5eyNmUtJw4fJ7AhwMnjpziw/yArV6SwdOlyjhw5RigUQUhTFCgVOEpjC+Oesi0Hx3ZQQtDZ3sKu7UV8sWAeJ44fpfTIYZYuTyZv8xa2bN/BqTOnqKmpYvXqlWRlbeDSpSYOHTpIamoq+/cf4Pz5Kgo2bSYrK4fdu/fR2toWy5i5HmiYrBpNY2MdefkBMjLSOXaslOzsTNavX08w2MWaNWsIBHJoaGgkEomSn7eJ9elpnD1/FgvodAS2KwwvlNsNGgDNtSWkT3yGi2m/JbLpSUJ5PyeU9/ANtEcI5T56cy3vYYL5P6Ur7+d05T1GKPcxIrmPEsl9mFDuI7TkP0Xtly8Trl4H1KGwEDeQmvx1Mf98/LTaU6dOkZWVxZYtWzh27BiFhYXU1NRw6tQpVq1axe7du+ns7KS4uJiMjAy2b99OVVUVO3bsYMOGDRQVFdHe3t6jgNPPqur7BOgDNCShcAdHjpawcmUyFy9e5MiR43w+ex61F2rIzc4gPzuLmuoLlJSUkpGVQ+6mzZyrrjEyA0riChchbdNrtAPaRXpVG35Y3BVRHCuEFBJXwbtjZvDAD4fxvcGjuP/RKTz42FS+9cg0vvXIDB58ZCb3PTKLB5+Yw7cem8odP/wTMxab3Y+WA4HwG7HbGjSkdIlEQv2892rrnVLo05IDoBXSMUR7/ndIbb6nqraGj0aNYveefdc+vfh/Km0I0xzfPWUEZqRQOLaL64GGli7K7Q5Cxmtu2EojtDBBwjjrpiPpu7NfayLsPj/fly/R2qcNN9bU1EgwGOwxgWgNluUXSBpZ1VY7ajQKtEbbIVOrEbfTuFJVyobxv6J+3YsE85+lIzCEjpwEOgMJdOQk9HvcGRhKZ2AoHTlDrzruyOnvOIH2XD9N9yk6Ak/RFRhKV2AInblDuZT3K6oL3qKrKgvUZVwtcW4x9xQQC3j3dW69+3esb3vWO0PK1xvXWsfScW88ptGdcht7i9Y0N7fQ1HAp7ns0jt3dv11t4nsRxyVse8CtPL0MbVQgJQrHaxKJVBZKRgGN0Jo3R0zhnh8M5h8Gf8B3nhjL3z8+ju89Op6/f3QSf/fYdB58NJEHH0vk/p9/wh3/+CLTF+Sa0x+o07ghu61Bw2RQObGguONYsZoNpRTRaJSoFzD00xGNYlk4NlD8Og7XsbDDQaRrxQr8XCWIug6tnR1UVFbS1t5h6BYiDlbQRkRdIsEIru0iHYlwJdGoRSQSNZOs4xKJ2kjly1hqTz/c8ItoDzSkayHdKLYVRkiXsGUTERJbahxhEQq3Y9sholYXUppK8K5gG1LaKCW9GhXLK8Rzbho0LCuMUg6RSAgpDYC4joOUAsdxPd+/wopadHVFENLGkmHanShRjL4zImqajnNPVR0hY/xzXFzzMh2BF2nJ+C0tmb+l1XtsyXzeHHutNe711rjn4o9brnHcnPkbWjKepyXjv2jZ8DvaNvwn7Rv+g9bM31Cf9UcqckfTcX4rqCiOBkdeG2C/TpOJn+Xk11b4dRl+Hwaj0BeNRoFuCVfbtmO1SdFolGg0imVZBINBwuFwD1W9m3NPGdDQ2iUc6fL6jsSyHFOLJCTKtnAiYcLBIEJqbEcitBm9YdvGVUavRmnXC4RHAAuJi4OnWYOD0lHQBhAtoXht+Dju/P7D/O3PX+Tuf32R+/71j9z3o5e490evcdeP3uSuf3uXe372Aff85HX+v394mmkL1ppaKTnAcnsjdhuBho5rPTOoTE2G7/N1cB03toJ2nKgHJq43OExzHIdwOIjrWriuheNaCNfBikY8Wg0LVznYwsKyzUAUQtHVFUJJhWtLnKiDcF0ioTDCdZFe6qLJXnJwhYv0JiOhhHcOXgW10l7Op0JJB9uK4Ngm1z4UDiO0xnIdItEgSrnYdhjbCROOdCKVUdszhY0OjmNAozdVxLUGh++e0lrhChvLDmPZEY+ixCYaV3VuKswFwnVRUqKUhaujhKWDrUwKsU83rjzXggSqzx1j8bg/UV30BZ2HV9B28AvaSpfSWrqM1sNLaTu0lLaSZNoPJdN+aAXth1bQVrKC9pJk2g8vo+3w0q/QltF2ONn7nmW0lyyl9dBiLh1azsWSdLoaTqOkg6s1Qt1a2VM+wPVeGMRThfip1j6YxBfudXV1xZ73XVK+3OrN64SbklXHjiKE6YfhcBjXNefgWhZIB2FFcB0bVwpPwMzsFhypvIlceAsVCVj4NCKGPN/QiAgZQesoStqEIxYfjJrIH14fw4TPljNm5lI+nrmMj2cuZ0zSCkbNXMmHiSv5IDGFj5KW8/7EWRTs2otUhpFa+7xysfb1u89/bbuNQCPe4ncbCp+d1dflVhKUdlHa8kj+fNI987qMpVq6pshLRz0SQLzmTZTettkVEQ9cHFNj4SpcR5uKbuV0N2keVa/mv+6TCvZuypsI4ld5UknsHpNDd7sRRcJrWex3lUJ6rLWuthDKxpUmk0VpB6nNeWvpoKSD9o6lthA6itKSGLuLV4cSRRLExQVKTh1j5KjRNNTXY5hmO1GEUERQhNFE8Enqur9IonDRRIHQV2jhPo6DQBdadSJEJ64IIrVP+HhrrTx90IjvL72JB/tiAfABxa8a93cs8buXa3JP9WNG1VFc1ZRw0CKKdKO4bhRHWNjSiCFJdIzBFvwDRby7K36JKEQUsFAyTFdnOxM+ncyp4+U3fI4K47oz/FimxXTjr8UY/fXtBn9Ru01Bo7tLda8UdQwUlNIGLHTUq/ztCRrdfk1hSMywUFogRXwapg8ItvddPXUzjDqqTxDSs2lPavTq1n/KX+8JXymFkn+ZSS1+MlHa17kzokhSuyhPm9A/b+KbEigcpDauMXqBRgSXLiIo4EjZCT4cMYr6i43mmrSNq6NYOoqDg/CZipXh7dLedzjeWtPcm/9+w2MyktpC6igKC3C867u1QMPvK70li693zvH97FpSsH++E5WxwLbSDgoXEaeraJifiXN79QSNeHeY0maM0/RkcQAAIABJREFUgk041MmnY8ayf7cRYRIeW7FQhoDSj85JpbFs42I1fGoC6fp0JAOgcS27TUGj23oO9jhAwPUmDb+DdL/ebT6PrYtGdu9UPF+/8jq8+S7hfY/3Gyr+O2603fgu4C9pPXYa2ijxdevx+evAfppWhnkXrxDM/xN6hzYOJtKhOHm6hE9GvktT/QXzWREE2YlUHUjdhdJRM5lL12TRaIWLxMJFxvTY/ObGPfZ3fK33ihgNXvdzf8ZJ8n/Ibgbc/ifAr2/Q9bllXNDmb668APdXAQ1wcWUIpS0i0RATx09l57YD+J/yl2si7htcqT3dDoVwLdAOyo0OgMYN2DcINOJ3EPE8mfEr/OuAhuoNGp6GBf5OQ/baaYCvO92j3aKgoX1d7euBBnHKfX6ISRvHkqMdhK8Rfmo3k0e/zuXaEyDawWoCx9MJF43gNqNlyFC8S4GDwvZAQ/QQ8PzvNX+C8DXD8XRIbtdZIf7+/qX7Un87Fq1cULaZpD1Xp7mr8jqg4QF57HkNuN4CwyEUCjF5YhJ795QC3csCF5OiawFRZbK0TMxEGYp2YaGciHc+A6BxLbuNQCPey3mt1+LXHfGqwXHvjlsRxSYUra4GHi090DF6Gz3AR4FCE79O12h07LHv//q9ul5g0Xs12dfxV3WtXA0aPlSouOEc933xTekYAWOPQa/BJEgKjC5CmLrKfcwd/zL1pQHcCzuwKgqwzucTrdxI+MIW2mt243bWIp0wUitPUUFie0oKfz7r3W9uzdmgr3vbV5+5HmHlnxNI+u2DSoA2cTCpbKQ2uVDXAw0d/zzmeaVttDZMzKFQhJGjJjJr9nK27z1JztZjBLadIHvrKbKKTpC59QQZW46QU1RC9qZidu49jOVIM2B9V9nATuOadhuBRvzqsa/XfKAwqnJGCezak7EPDv1xM/mB5/4+r7wWgyulkFp7YHJ1uxZoxPuUe/xGHCdQX9fS+xpvFjSU9sWmjEqhUN1Cs8qTno3hrlep2B9oaG1celqGgA6u1O7ji3H/xYnAJBo3j+di7vvU5L5NTd57nPvyY84WfU60vhScTsD4pG2pEdcbzN9Q6w0E/e0m/Of9497WH3B8FTCJF4DqWfsj0ao7pnFd0PCAoy/Q0NrGdoMoJI6UvPXuGL73g0f418F/5J+GvMpDQ17nB0+8wT8MfoN/eOINfvDEa/xzwit8799+yUvvjqX2cieuwlPgHAiEX89uE9CI30HEbV+Jd0cJtLbROoJSYaRycHsJ0WitY49aay/zww8K6jjxInVVNoj/W47j4LoOSkmElDgxOVSFZVs4HsW67qf1Z/H01H6Q089qiUQiseej0Wjs9d4ynv57Yn+1fiaBvnYarpJIpXCEiysEELdilQopPAlYVyCVNlxargnWo2RMY0NrCTICBLlSU8zqKb/lWNqbNOf9keasZ4wQU86zVGf8Jxe+/BTRsAdEB1poEyeSoMU3dLRex3pnRPlZULZtx4rzgB6TuE9c6WdH+Z+PT6/13+MHyG/Gemdh+d+ltcS1Q0gRxXEiCGnhKBdXi35BQ/W5A5EoFTFJLUgsqXjnwwnc/92f8f2HX+KBR97i/kfeZdAj7zPo0Q8Y9MgH3PfI+3zr4Te5+1/+g1+8/Al1Xa6fo4fuMY9cx0X5De2GtwloxAfJevs8vX9qFyFNmqUmBCiE2z2BmkFjsqIsK+p18O40Q8NKa4oD/QIp2zbSlVoZgOmWyBSxH9eAIwSW4yKUwpUKRxrSNam9RjdbZ2+LnwD83HkfpPxiLANwIpZu6Z9z/EThF/bFZ8j0l4LbGzSkBqGN/KbSJutEeCDhOALXq2AXjkA5Ctc1MQ3LkUbrQAsvndGLGUkbCHOlZgdrp/2KU+v/QDD/GSKBn2Jl/wQr52GubBjK5S/fR9ZvB7fdgIY/nv3qwAGLWfzuIb7+wn/NV/Lz7398nwmFQj0ULH1AMWmoskc/+yoZVPFKgeFw2PRnKwzKiJoZ0LCvHdPwYmI9n9egBUpF0NpCIYlIxTsjJvPgPw7mfw95jweGjOG+hHHcmzCRexImc0/CZAYlTODBwR9z949fZdjr06kJdyd3d4s4D4BGf3YbgYZR9ereYuC5RPx/CLSOAkEuNZ/j0KH9lJ0+x57d+6m+UMPly5epqzNc/7ZXrKc1XL7UysEDpYTDpmOb1y1vAjckZ8JVnva3GXS1tdWcPnOCzmCQiw2NtHYFUUDUFbhaY0uP1VZ3ayL3lasTvxr0ASMajcZWkH6hoJSScDjcp8/aBxt/4PrAEk+N3tt6uL6UxBFGA72urpFLl68A4DguQkgj02kb4LAiNtKVRCMCIUErjZRxOgjaJBIgTaFWc80O1k77JafT/5PQxqHY2T9CZP8fZOBHtKc/QsuXbyMbikB0xDLXzPrAR58Bizdffte/p8FgkPLycjo7O3sAh9+X/M/4ixB/R+r3Ddu2Y/0qngzxZi0ajVJVVRWjnjGLLkljQw01FypxZRQhbSJuFEe71wCNOBIdHzS8cW1AQxNRmrdGTuW+h4by3YSPGJQwgXsSJnNXwnTuSJjFHQkzuSshkUGDJ3DXj9/g6T/NoDbkq48PgMaN2G0IGp718qWbQJlxi5w+u5d333ub3JwC1q5NIzs7h5MnT9LQUOdpRXR5qy9BRXkV777zIc1X2hDCprOrDUPNIQgGw4RDERzbRbgm3da2bQqLvmTCxLFU1V7gyImT1NQ34ApBVyRqJCy17gEWvRxr5vR77QiUUpw5c4aioiIqKytpb2/HsixKS0v57LPPmDNnToyAceHChaxatYrGxkbq6+vZs2cPR48epaurK7ZriV/99bYe2TWA7bocKDnMli1FZGXnUFNz0WSdaM3581UU79xNycHDVFdWU5BXQHZmARXldcaloBy0so0CmzI7K0ON5XKlZidrpg/j5Ib/omvjM1hZP0dk/QgV+DFt6Y9x5ct3kA3bQHbiajOopVZob4Xav5Pvz9FuPYt3YVZXV7NhwwYKCgooLCyM3e8NGzaQlJTE/PnzKS4uRmtNS0sLRUVFlJaWsnjxYubOncuCBQu4cOFCrK/0BpsbtXA4zM6dO8nKymLjxo1GBVNJ6utqyM1KJyewgR07izhy9BBfJC/hxNmTQNxd6AEa9AINM+61jnp5dRBWmjdHTWfQQ8P47pARHmhM5a6EGdw55DPuHPIZ9wxJ4v7BE7j7x28w7PXp1AW7desZcE9d125/0MBwykgZResgEKbs7F6mTJ3EwQPHqKqspbzcKJiVl5dRULCR2bNnMnfuXDZt2kxXZ5SRI8ZysaaBQyX7WLduNfv27aG29iKJ02cx5/OFrEheQ3XVRVqaW9m8eTPzF8xh3PiP2blnN4GNBZwoK6d43wEyArns2rufznDUVAno7rPuDzT8VeCpU6dISkpi/fr1lJaWxniFAoEAS5YsYcGCBYwdO5akpCTefvttAoEAZ86cYeXKlSQnJ3Pw4EE6O72Aci8Rpt4WDxoA1bUXmTl7DkeOnmD9hizS0zNRStHUdJkJ4yezZlUqJ46d4nJTM9u2bGfShJkEMjd7tSrm3iitcBW4yhRcgaK5ZherE4dxfMOLtG18kWDW01hZjyKyH6UlfShNm4cjL+1C61CsbttCInUQsza8unDyz9tunVkh/n4ppcjJyWHWrFkEg0FGjBjBmTNncByHuXPnkpyczLhx40hNNeJDgUCAhIQE0tLSWLRoEUuWLOHjjz/m6NGjMTeW7/a82WD4oUOHWLp0KRcuXIjRsgPMmzObtDUrqa6uYOq0iXy5ZSNvv/82RTu3muvhRkBDAw7oKNoDjZDS/Gl0Ivc99Eu+nzCC+4eMZdCQSdwzJJG7h8zinsGzGTQ4kQefGMegf3uVZ16bRFNQeHe6t5t7ADT6stsaNPxYg0mFdXBEBxClvOIQI0d9xPx5y0hfn01zcyufz/mMAwf2EQhkMnfu52zevJk5c+ZTc6GBGdM/51xFFTt3bmXJkkWMGzeWCzU1fPrpBLKz8pg7ZxF5uZvYtHETWVmZ7Ny1jYWL53Hg8GHmf7GMkqMnKN53iNnzFpA4ew419ZeQmEwgW3XvOuLOPjZY/ZVjZmYmL730EoWFhSxfvjwmxenTt+/cuZMjR45w9OhRlixZQmZmJmlpaYwYMYLly5eTnp7OsWPHzF9LqR47mP4yyPxJqHj3Pj7+dDyu0BQW7SAxcSYAu4v38bsX/sCXmwpZs2odzZdbsUIOkycmsXZNpiGlkxZSWWjvDjnaeJdAcKV2B6unP82J9D/QnvcqwYznsDKfxMl8kivpz9CweSTu5T0ownQCHUAYF4G5jz2L+/7c7dYCDaCHG7O4uJiVK1dy/PhxXn75ZQ4eNOJbvsspPz+fpqYmzp49S25uLm+88QaHDx8GoKKigoKCgu74w39jp5Genk5KSgoA06dPJzfX6HFvzA+wbm0KxcXbePe9tzh2vJT5i+ezY/dOIO4vH7f487MMY88rE9NA22gcBAY03hidxKAf/pJ/GPIh337iUx54YhL3PZHIPYNncc+QWQwanMi3n/iU+//tJZ57dTxXOj12Xx3vKL7x2qlvmt0moAH93WDjpzVpfo6n53DmzDE+HfspJYdKaWhoIhgMsXDhQg4ePMiXX35Jevp6amtrmT37M06ePMO4sROoqDhPfn4uX3yxmBEjRnCxro6kGTM5e7aCjIxslixZSnJyMps2beL8+XPMmj2TY8ePsyw5mf2HDrGxYDOLFn/B6DEfc76q2sCclEatT+n4sdF9Rao7ThIIBJgxYwaVlZVMnz6dnTt3xgLvx48fZ8WKFbS2tnLx4kWqq6tJTk7mgw8+YNasWZw4cYI5c+awfPny2Pdeb9UYDxpHjhxl/ISJNDZdIj9/I6mpaQghOHDgICM+GsGlpkuM+GgkqanraGtrZ+vWbYwfP56W1itoJUyqLsa9FEWjcIF2Wqo2sm7aUCrSfoed+Rv0+qch40nc9Kdo2fBb6gtG4zYVAx1YaELalFlqbYH2o+ED7inf/PsqpaSrq4tz586Rn5/P8OHDOXv2bCyzrqCggLy8PMLhMKtWrSIrK4sXX3yR/Px8QqEQa9eu5cSJEwCxALgvwnSzVlhYyKJFiwiHw8yaNYsdO3Z62VwWZ86cZPXqFMaN+5SLFy8ybfo0Cr4sMIsWuhdOygtm+cW4QE8wUQJHG46AoNK8+fEM7vvhkzz0xIf83WMT+PbjUxk0OIm7Ej7jjoTPuHvoTO4dPI5BP3mN374xjeY2L4bp2DAg93pdu41Ao2/zO158hy8pKWHEiBGxlVVnZyfz5s2jsLCQjRs3smDBAg4cOMCsWTPZvHkzkyZNYvfu3SxbtozExETGjx/Ptm3bmDZtGhs3bmT58uWkpq5l586dzJkzh8TERGbNmsX27dtZvNgooC1btoykpCRGjRpFWVkZ0JN2u79z9zNdqqqqWLlyJampqWRmZnL48GG2bt1KQ0MD+fn5MWnO7OxsMjMzWbt2LcXFxWzcuJElS5aQkpJCaampkr0eaPgDxf/tUChEIJBNcnIyy5Yto7Kykvz8fI4ePcqqVavIyMhg4cKFpKens3btWjIzM1ifvpaoFUIIx9B/aE1EayJIFGGgmfa6LWTMeIZz61/EzX4OMoZC9tNYGb+kJet3NGz5BKdxB8hmJAJbefOEVKYNWA+Ld2m2t7dz4MABVq1aRUFBATU1NezatYszZ86QkpJCS0sL0WiU2tpaduzYwfPPP09WVhYHDhwgIyMjlq7t72RvjuG22xobG0lOTiY1NZX169dz+PBh8vLyuHTpEtu3b2ft2rVs3bqVc+fOMXLESFLXphIOG1Zo3/yMRB1LjKUHaNiug60kCggqxZujp/Dtf36Sf3p8OH//yKd867GJ3PvENO4YnMTfJCRxx5Cp3DtkLA/8/E1+88Y0LrXYXnhEgvpqBbHfJLvtQQO6M0T8ibKjo4OzZ8/S0dERS2Gtq6ujubmZK1euUF1dTTAYpKamhsbGRs6fP09HRweVlZWUlZVRWVlJU1MT1dXVXLp0icbGRmprawmFQpSXl3Py5Emqq6tpaWmhurqajo4OLly4QEVFBeXl5XR0dFwV5O7L4oPhAPX19ZSVlXHp0iUsy6Kuro5oNEprayvt7e1IKbl48SLl5eU0NjYihKC5udkL8jf00Ea4UdDwf/vy5ctUVFTQ1NTElStXyM/Pp7m5ma6uLs6cOcOVK1doa2uj7MwZqi9coKOzA6OcaCjahVJEpcLWCkMI2E5rwx5Spv2WktRXac7/Pa3Zv6Qt8AyXM39NbfYfqNryCVbDdhCXkAiExs+yRMs+T/0bbX6mHRg3VE1NDeXl5YTDYbq6uqitraWlpYWamprY/QViu5L29naamppoa2uLfV9vV+VXsebmZioqKmhra6OiooKNGzfS2dnJxYt1VFRUEA6HCYVClJWVUVtbG8vygnhXqeEGo/dOQ4NGIbSDo1zCUjJ8zBS+89Dj/ODhV/n7Rz/i24+N5v7HPubeJ8Zy1+Cx3Dd0LN9OGMkd//d5fvnKWJrDymP3+eosCt8ku+1BI95vHz+o/Nf8tFTo3pX0fs6363WeeHcS0G+gubvA6fqUDv7E3btAz985xesh9FZei1dq6w1S16OR6H1u8dcRDoeJRCI9zsl81lCtCKVxlXmfFg5auuDVe7hae1QiEZrqSpgz8Q/szf6Uis3vcTb395zL+z3ncv7ImZw3Ob15AtGm3SAuYQjt4kBjYKPRw3oX7PUu4vTTrH2LRqOxfthbwQ+46t5Cz8LQG7X4fubvWn23qv98X5Xs/vPdtURGOyOWdBsDDY2SFo4dwlU2thS89d4ovv39f+e7//ocD/7499z/kz8y6N9f5p6fvsJdP32Z+x9+jQcffom/eWgow14eSV2nQ1hAVPj8cwOgcS277UED6LFiVkrFNAPiax/8ydQfTJ2dnbEAYKzQzfse/3N+4DF+4Pk1Ef7746vG49XSeq/irgUa8bKb/mCOPw//PP1z9/3Q/uThB9SvIo3r9Zt9DZb4Ii+/utj3cft/g3A4DBD7OzpC0Rm2kUqhHAvlWKAlWgiE0ghvxNdcOEHipHcoP5ZFS00ml8qTaT2/gs7zK2krX0Pb+Rxk8JQhLlQ2Gi+DRg6ARm/rXdznA4Tf34QQhEKhWD/x+1N8tbf/vni52Hj6mq+y25BS9lAGjB83fg2I30f9uqPeQGOKTA3JiGFZphs0lEY6YbQMAxLbjvLhR2MYP+kzVmdvY0F6EQvStzE/fbtpG7Yxf/02FmZs44sNm0n7cg8tjiKkwPJ3sgOgcU277UHD74D9Tf7+hOwPHr9j916Z+ROln+/uv+5PzN3V4D1pSXww8gevDyjx1brXAw1fHMcf2PF0DPFKbUYZrefz/vv9a/In+5sBjXjA8K+7N5DEA6MlFBFXG5oW1wbHAtcCYZQJHS/wf/rscT759H0aG08DTbjOOdBVQBW458C5ALIJ3HavethjENN9M4x9061n4JiY6zV+lx1fDe73K59mJH4B0ntx8VUnTn+RFt8H40We/H4E3ZXj8d6B2HUpQ4ev/PypONAwbLkhwCIS6eSTj8eyd6/R04hg8uyMTJOfjGGOJdDlasIaQsq8NgAa17fbGjT68sX6A6G368jvqPFb8PjX41dl8QPQ/3fvNNb41+NX+/HcVvHffa1rgO7aiviJPN4dEX8d/rnHxybiz+9mBoLv2vCBMR5s46/dd5cppXCkyY9yXaPQhhsF1zYDnG5a6mOnj/PhR+9Q31CFRmKJCK6MoHQYZBCcdvMoIyAdtFYx2skB0Lja/L7Qe6EUnwzi37P45BAf+KFnunXv/v9VJk//t/3+4u9U43frvWlN4n8vtuMxUS1kX6AhLaTdDipINNLBJ2M+Zfduo6dh5J2U9zlfmsCXNRDYwkZoRVQZ1cBbNXPuf9Jua9C4lvUX8LreBH4zrbc76EZSXW/2t/+c19efXes6+mr+xG5ORIF0QQq0NMSPrncKR4+V8tGHb9DQUAWYoj9XgCu0cUFJCcIF6ZjVpCfUMwAafVv8yvxG2v+EXa/v9HW+fV6bBxt97TS0iIAMgbYJh9oZPepjtm3dAxi+KhlfsKmloWVXDuAghPmcI4IIFWEANK5vA6DxFxxMf83B+j9h1wKN7spdCcoFpQx+qO7XTp8sYfLHb3Kl7rSJbgtDsy4l2K4BEFNr55pBrl0vHDoAGn3Z17G/3exC6/qgcXVMQ0sLlJHo7Qp2MmnyTHbvPXojZ4dwI0gRBB0CHWagZ13fvrGgMWB/OfNLsXqKbPYkaQDNxfOHmTf+NWoPZhI+t52207sIN1aiHBupTNq8lqCFMrsNLVBeedfA0P6mmSdvcFXKrSHFFCKKRhJ2HMaMT+TTyQtYX7CXlNxiUnJ2sypnL6sCe1mTvY+1WbtZk7GVjEAhwZAFiAHQuAkbAI0Bu67dtGsM6Q1uAxHa4w51AUuBUBJwaL5wiBUTXuR4+ifU5o3kZMYI6g6vR4XrAIGr4txUUoAyq8wB0Pgmmuq7TgOQWmJJCwlElOb19z/l/v/9c77/8xf41k//wIM/fYUH/v1PPPDTN3ng39/iOz99g+/86ws88syb1LX4jNZRtIow0LOubwOg8Re22AT7NXEXfBW7eVdHTw4nf3dgA1Ht70KidF7cT9b0Fzm99nWac5+nKuM3tB6ZB5GTaDqwRBRXCbQSBjSkyaPvTe44YF9f+/O5zFS/FeEKTVQJbKBDaN4cPY37H0rgu4+/waDHPuTeR8dw92NjufvRidz96EQGPTqWQT99h39KeJuqFpeoAiPZbHV/6YD1a99g0Liab6hff2qP53UsW8lkl5jP9lX4FFP0Q/fIdrrmWfVxDr0HWny6bl+f1YArxVXdX6GR10mhvJFBHp+95f/7qgItaRT90BqNwpEuDiYIrj3CwvbqvQQSn6Ni/fN05j5NQ+av6Tw8H8JlaBXC0S42AqlttLZASVMBPMAj16fF34P+BLaUulqLpEd6K4YTrcf7PfsqE35fffSq79Cg5NV92owbr4+hUD6JpKn18+jmNFI5CAQuBjT+NDqRQQ89xXcT3mfQkDHcM2Q8dw2Zwp2DE7lz8AzuGTyVB58Yw49/PYaaTgdbG9CQMspAx7q+fUNBQ6NjMnCeB16bQRaNRtm7dy+5uXls3ryFYDAEgGUZCVcpHRzHQimB69oI4WDb3dvaCxeqOHnyGOFw0HzOdZHayKQKL1017jR6NK2urtnwB1l8aqLWuoeq2v79+2Ost1prbMeJ/V7UcbBc17iHtMaRAiH7lu7snfEVn0Lc0dHBvn37aGpqAuiRhhsPokopohEHJyLRLmhLgbJwRQcKx8xXtrnelsqDpE17nLMZT9GVP4ymjBfo2LcUuppAmN2JhcQmjKQTTYSBrUbfpnV3TU8kEonV1LS0tXH42FGqL9aiAStqoaWi6WIdp44dR9jdRaOup/WitObU6VMcP34cIHaPb2TR05e1tLRQUlJCa2srWusYRX91ZRVHS48Q7Ap6gl3d7AeOcLFdB1e6sZ1qLCHW10kS2iRZaAuFjYMmqDWvj0ni7h8O4+8ThnPf0NHcO3Qsdw+dxJ0J07krIZH7EiZz78+G86NnRlLVasaG0gK0xQBh4fXtGw4a3TTI2iMzOnbsGIsWLeLAgUOkpaVz+vQZWls7CIXCtLW14roWjmPR3HyZ9vZWT/41TENDHW1tLVy4UEV5eRnBUCcNTY3UNtQTDIcQSuLKXrQivTc7SqN7gYb//uLiYl544QVee+01Ro4cSW1tLUopCgoKKCgoID09ncrKSmpqa1m3Po2t27dx+mwZWbk5TEmczobsLDrDYWzXRcjuQry+Uh/jQUMpRTAYZNu2bWzZsoU1a9bEaLZbW1tZv349M2fOpKioCMdxCIVCLFmykr3FhgxS2xIto0AXkogZ9I75sxvQeIyzmQl0bRxKU+bzdO7/AjqbwNUI7RdkRTzQ8AKVAzuNq8yveWhubmb27NnMmzeP5uZm1q5LJa9gE+mZGTQ0NaKU4vSJkyxdtJi9u4rJzQ6wZvUaXnjhBV59/TUWLPmCzYVb2FSwiby8PHbt2uUJJ6lYAevNWHNzMxkZGezevZvk5GQqKytxXZfTJ06yIXUdWwuLCGRlc7npEklJSYwbN45jx46Z65HCKEcq2Q0asbGCUfTyQUPbhuVWa/40Ool7HvoFfzf0A+4Z+jF3DR3PnUOneKAxnfsSJjPoZx/wo2dGUu2DhpJeht4AaFzPBkCjF2iUl5czadIkUlJWUV19gT279zF61CeUlh5h/PhxnDhxjMuXm1i1aiVLlizm5MnjbNtWxPz5c1myZDFr1qxi9eoUqqrPszp1DZ/Nm0vp0SO4wqzwe0hmXu0hQ6u+XU4lJSUUFxdTUlLCZ599RldXF47jkJyczIIFC5g1axZnzpxhwYKFJM2eyaHDJTRcaqK5vY3lKSv5dMJ4Wjs7Y7ud3iSO8cDRu2Dv9OnTTJ48mfr6enJycli6dClaG/nQy5cvM2/ePJYtW4bjOOzatYtnnv0NqesCsWtUykLrLpQOo9EGNDS0VO4nbdoTnM0YStfGwTRl/orO/fOg6yK4EqmM/oaDhaTLAw3Rw589YN3mOA7hcJhNmzYxevRoQqEQsz+bzZx585i7YD7NrS0AHC09wojhH5C2Zi0rly1n165dnD59mk0FBSxetpSk2bPYv38/hw4dYvbs2bS1tcV2uzcLGsXFxaxYsYKWlhamT5/Ojh070FpTcvAQ0yZNZsG8+axbm0rlufM0NTWxdOlSEhMTAaPS6AqBI8TVAkzxoKFslHZx8fU0ZnLPQ7/k7xI+4q6h47hz6GTuGDqNO4bOuAo0qloMp5lSygOgAdC4ng2ARi/3lNaaiooK5syZy/jxkzh27ASzZ82hurqGhQsXUFy8k5SUFSQlJZKdbQSbli1bQjgmBdE3AAAgAElEQVQcpLq6kq1bC0lJWUF9Qx1fFm5m1uefsWrNaoJh4+aKr3rtCzR6nKXuWc0NUFBQwO7duwFDSJibm8vrr7/OhAkTKCgoYNy4caSsXsXKlBTSMzbgKMnqdalMnDKFi02N2MI1AHYd0Ijn6youLubDDz8kGAzy5ZdfMmfOnBiguK7L4sWLmT59OsePH2ffvn3M+nwe6dkb/QJwpLTRugsIo1EmlqmhpWofadMGczbzSTo3PU5T1i/oPPA5dFWB66KkKfgzlcBh457qLhscsDjzKTq01uzZs4cZM2bQ2tpKZlYWr7z+Kh+M/IhzlefRWlNbfYEpEyby+suvkLp6TYxyZtXq1ZQeP8pncz7n2LFjHD9+nNmzZ9PS0tKDjuRmbMWKFaxatQqAmTNnkp+fj1KK6soqZkydxu9f+B3Jy5ajpelzy5YtY8+ePQghCEcjKK1xpeyu6EbFgYZXOKodlBaGBlNr3h45i0E/eJa/TRjFnU9O5I6hU7gjYTp3DE3yQGMSg342nB89MyoONMz/vo61Ll83GwCNXjuNXbt2cfToEUKhMNOmJZKVFWDKlETKysr57LPZ7Nu3m7S0VBYvXsjJk8cpKtrC9OlTOXeuHKUU+fm5pKSs4MjRwyxfkcyM2TNZtmI5wVAoFouIdcIbBA1/8j5y5AhpaWk0NzdjWRbnz58nKSmJhoYGUlJSSEpKYuGihRw7cZy9+/bx7vD3OXryBJU1F5g993O27t5pqidukJLdB4aTJ08yffp0amtrWbduHbm5uTiOQ01NDadPn6a+vp53332XWbNmkZqaymtvvMm4qTMIR/21oUDpLhRBNE5s3m+u2kvqtAROZw2jrWAwDYFf0H5oFoQqwLVNXaD0YiXYaCw8GaY/Rye4rSx+Z1hYWMiUKVMo3rWLpUuXUtdQz+SpU0lJSSESibBm1Woy0zdwrryCD4d/QE11DRs3bqSwqJDOYBdTpk5h69atlJSUsHTpUrq6unoQZN6M7du3jy+++IL29naSkpIoKSlBCEHK/8/em/9XdVzp3n9Ev7cT24mdpDvu2/PtTnq47407SdsMiZP4Tc/ppGM7iW0cO04AAwbMKGaDGMQskJCEBiQQEkhCAglJgCQ0oJlBAgk0g2bpTHuoqu/7wx7O1kECnKRvjDkPn/0ROtqnzt77VNVTa9Vazzp0iMK8fK61XmXF8g9puFJPRkYGmZmZdHV14fP73WAOU0lCplWdz11xKKyZXlqJn1JZ1khQKX7+/mae/bNX+PLs9/ns3NV8Zm4Mn5m7js/OWc8zs2N4bvZKPv8Pv+DvX3mfjiHLQrFk96Ok8SiIkkYEaVy4cIFNmzZx4EA8R4+mMTo6zqH4I2zYsInly5dRWXmJjo6brF8fQ2LiYbq6bpOVdYyYmDVkZx8nPT2VxMTDXLhUztbYbaxZF8PW2G3cGxq0BoC3+tkjkIZXWyovL4+ysjKUUm6xnISEBNLT00lJSaGlpYWKykp2xu0iJfUo+WcKSExJ5mDCYVKPZTA4PuqSxoPkTLyk4UwWBQUFxMXFkZqaSkdHB4mJiZw+fZq4uDgOHjxIRkaGXTmwmxVrV/PR7t1oQiKEwjQNpJpEMWnV0jCtzx3sqCRpw3dpPP7P3Cv4Lp3Z/8xw9Tbw3wAzBAYoE6RQKGWgrPgrnHVnFFPhLEpSUlJYsGCBW/zrSFIS6enp3Lhxg6SkJHJzc9m6dSsZ6RlkHjvGQP8Ax44do7+/H6kkly5dYufOnSQkJNDc3OxanlNcq48Iv99PcnIysbGxFBUVcfnyZeLj4ykvLSMudjvpqWmczj3F7l1xvPPOO2zatImEhAQmJietjXsthASbNKys77C1oUAJlDIsLSmsPI1339/El/7su/zP2Qt5eu6HPDNnFc/MWcXn5qzi2dkr+dKsD3jua2/xd9/5BR1DBjqEa7VESeOheKJJQ2HabinnCIcr6roRjkxU4bKxzi6sEAamqbttaVoQXQ8ihGEdyipzagiBVGp6N/xDSMOLyMgV7++RK0BTCjuBDgwl0UTYJ2xtJoY3vKcbFJEb4m67totidHSUuro6t/DTFOsJKzNDw9rIFiYoocAq2IpQQXvfRjF8u4akLT+g+th/0Z3/n1zN+iEDNbth8joIzYq+sokDaUZJ4xHgtU6d78S7UHGFJZVCNwyk53whBMIU7nluyPg0feFR4bwvEAgA0N7eTm1dHaZhIjUdLRgCqTA03RXCNOyIQ+cwlbRrsFhhEUqaVp+S1kwvhIaQVmmCgKn41aJN/OGffos/ffEdnpu1kOdeep/nXlrEF15axBdfXMgfzfolz//DT/jqnNfoGdddAc2ZCCNKGlMRJY1pSMM9S3miNTzvnRrvKac9ZHjbzn3Xb0oa4eua2UKIbNpLFobtFX4QaXgHineieBTVU+s16951rI1s6Ya96EAAK0HLwt07jexb/yMuZb7L9VPvUJ/1Ll3ViYjxNktLSChLRkRgZYMrqwhPlDRmxseZ5Kbtdr/lIANHmdm7JzLtnl4EJMo9LE0BgRWr7ZAG7jCU0sAwgyhAE4pfzF/NH/zRN/mLr/+E57/5Nl+2j+e/OY8/+uYb/Mk3f8KX//6f+X/n/hfdwwEMl3+ipPEoiJLGNKRhdRTLZaoUnoI/DmE8/FD2tBZO//vNSONBHTry8A4403M8jDQeNmi8UVUzJY+BQqBhELIsCkf5QZpIFcSQQUdyjq6bzWyPeYNrl/Yw0pxMb80RRjtKkcE+lAxabi0PaaCES4TRNI3p4SV7pdS0fStyMaHgkfvhr3M9wJRCZUop16KZ0TXrOawxJAFLtNJKHCU8uJCYMoRUAn9QZ/HiGN58aznrY9P4YHMKS7ek8IF9LN2SxLItCSzbdJCNuxIY9usYgIgYD1HSmBlR0oiSxkNJw1ktOoh0f0TelCSEScBavjl7l9Ia2EERdOOfWpsaiVk5j4E758HosqKm9AEggETHkBpCmJb2lBRgu/mipDEzPg5pOP1CYvcB6Tl+i9cTWZpYKSsfacrnPQppKMOyOJ3uYA8uQ1gpoCCY9PlYt/YjzhZWYkpFUCgC9uEXCr9UjOuScV0x6tcImRJdWD1KSjHjGIgijChp/FZIw3q/+7sKi/T9tkgjfF3qvonht0Ea4TbvHyjK9tFNVxNkuvMsN9SkFRKpYRGHUFYsvRI4Fakbm1pYunge/X0NoDTQgygziKlChGSIgOnHlCErQkZId/8zShoz41FJI6wMFmFp/JYTJ53rceCGeUsJjtSMVFO+0Mg+LJwlmJLO8JpCGqZwIqskk5PjLF2yggulVgKqcs5XVlqHUFODtkO6RkgPIISldjtTBFUUYTyhpIHVOfASxgNIw+4zCmWbyRFWhYpoxy794haM4SGc8DHcAh+XNITneDTSkO7A8V7UdOdPf0gUARR+a4Q6GnNSAiYGEp89aluvXWPJ4nn09tikYeooaaIpg5AyCSkDUxkoqdsqt9b3EiWNmfHxSEO5pPHfZWk4hOGtcimEsLSmpgyw8EiR0tkEF1M2xB3SkMKquSIltvVpYAo/iiAB/zgfLF1GeWmFfQGAsDb+TaUQSiGkSTA0iSmCduJpiJA2jpRalDQeAY89abiDRAn3EJhIJRFSYkoresk6QEqFKRSmObVmuLet6dp35AxsQxZN15DKmmBNYW3yGcLSzBEoQoaGFI45bSKlVXVMKIVQFp24lrmaSk4Pu9+pE0Mk8YmIv1vtSgWmsAaNUioiTyNsQYUtMCtaSSrdunY51dLwXk9YjgRM08BUOqYykV55LzQEIXQEmn2fjQ0NrFjyKnf7SoBO0DqBSXQlCCnsrAysqU2FZbGjQ3h6OK4grzvRJQ6pkMqWh7ElOoSUVmSfCpeDVfZEHjlhOt/zx4V3oeFcm9X3TKQyUMr6KaTu/m5Z7iZC6hhmyHrdMYFUuEqL1QtNhDmJkhOgfAQCoyxZvpzSCtvSsM/VwA3YtST6A0g1iRRjSDGGUj6kDERJ4xHwqSANIU1MqduHgSF0dFO3Bc9MDCHQDYlhKtcSNoV06xZ7J9HIDuISi5JoUhA0DQw7pFWh0DUdQzfQDQNTSXRh4tM0NKGjhAm6tYJ29jmCukbINNyO7+jpKPnrkIYTUeR1s8kppCG97gYVbmNG0nAdWQZSaUhlXbtpmoRCoSm1wb0RMd5JwcTWCzKxw2UlEMQggIZ0xK25deMaG1f+mM6meAIDuUz0nkPqPQgs0gjYMiJW5IxuP7H7/d9RhAnDIXBvns3U/hDWFXOIwhty6y6SPK9Pp2L8qIhsN1xf3kAqw16U6AipYZghDDOIVAYONTh/kzL83YdLe1lWBgRATqCMUQKBcRYuXcauw6lcaGwnr7KZU1XXOVndRnZ1G7nV18gtr6Cp/SqSINKcQAhL10wRtTQeBZ8K0rAsDBPdDBEI+QmE/BjC8Lhp1RTLWzfsWtW2BhPgqoJO276UmFISNA2Cpo4uLdVaKSXCFChhhxRimcATwQCaqYMwUFoQIxjAFDpSCUwpMZR0a5AJbGvjt0YaYso5VnKd9dPeS34gaeA6sizSEFLDMLQpzwqmZpU7ireO6q0uDHQpMd3loEIpP4byYSAR9n0OdN0kbv3rVJxeRkPRSlrLdxMYbkLJkLs6tCjLSxpRzpgJXleQV314psk/cj/Ke453MeX8/9eBl4ScHAzrNYFpWuRh5TaZmKaBrmsIYWd9Y51nGDrC1F13lmM9OCW5TGMSZU6ADKEbOj99ZwF/+bVv8Q+v/JS/+e4bfOV7P+evXnmXv3rlXb763bf461n/ytb9CWims6KS7viMksbD8diTBspKtNPNEKbUEVIgpImmawS1ELppoJsmhilx9twMU6Jp4USi6TSYws17LA1hWi4qBZqhY+oGwrB87VJYKramUmhSENCDmKEgSgtihkLoWhDd0DBdwvjvJY3witKqSSCEcrYFHpk0hNQQImQPZEufKBgMum4Khyycn6ZpCTLq0iRomgQCEiNkta/wY6oJBMK9z8Hb14nf8GMuZr5Dc95CrpdsRhuqBTGBEBJd2urXmIRjd6Ok8SA4JK5pmusKcqyGSNLwWhuGYXgm9KkuW9eC9KoZfIzrcdp0E/fca3F01cKKytY1CaS0+q1hWJLtytkDkWFrw84gQoqQXSfcRBOCt+Yv57N/8jW+/H/+ky+88Aafe+Ftnv6Hd3jmhZ/z3As/5am//C4b4lItMUxdoaTlurX2doiSxkPw2JOG1SFNpDIxhEZID2EIHeVs4NqHkApNF+iGsCIpPFFCzuT5oD0NRy4tZIbrYUgh0EKa7QfGPc8Eq+KcMEBaZUqxE/4MKf6bLY2p7imnTaWsy3gU0rC0onSEDGGKkBuK6M0SdgjCC5eonHsTYGhYzwc/Vka47kajDbbVkrTuB9Rmvknb6Xe5eXYVxt2LIEasfSB3z8chjalhzFFMxXQLnkjCmG5fCqYSiNNOpFXy6+xpgJXg511sRIZweyEFaJqBaUgM+xDCdkm6u9/hHgugpIEQOkJIAqZk3qIYnvvKy/z5t+fzh7OX84U5q3hu7hq+MHcVz89dytN//UPW7sxGU6Dbw9OUoJsqShqPgE8FaQhpEYYpdTQ9xPjkGEMjQ3T1dNPV04U/YGWLSqlciyMYDDE8PEwwaNUI9k6Ike0rpQiGgtwdGsQX8BMIBhkZGWFibNz1eUk7WSkQCjIwNIgv6AcpCIwOMzQwwOTEGKbtMvtNLI37ry9MGg+KKTJNyeREAF2fGjNvt8J0pGEKmzSUYGBggIqKCq5fvz5lL2hkZIS2tjYmJibQNI1r165RUlbK7d5ea3wLi1zBD/jRjElM+xqGrleQtv5faTr2OreyX+d2wRLMu6UgB0FolgtbqftJI7qtMS28+xVOIabICc9rRfj9fnw+330EAlb/8Pl8BIPB33jSvHPnDhcuXKCrq8slotHRMdrbOmm/0cndgUFGR8fp77tLf98gWkighaS1yHHCa4WyFmBCuNtazlUL00APaUhlyYj8dP46nvqLl/njuYt45qWVPDVrLZ+ZvY7PzlrLc7M/5Pf+14/5cFs2IbsdTVfopiKoyxkzw6MI47EnDZQliKcZQcs9pQTDo0PE7Yljy9aPSEpJJjPrOBOTfiAcTTgwcJe6ujqGh4cB3AIzMyWtdXV3s2TZUs6cO4vP72fXzl2cOZ1nXwNuHYzh0REqqy/Td9eqcDc00EdyYgJFhQUIaev+2IcmJLopMIUnyklOtRQMw+D69es0NjbS19eHYRi0trZSXV3NyMgwSglMEa4geOfObUZHR+nq6qKhoZGenj5GR8epr2/iTMFZqqqqCQSCUwaDEF7S8VoaGkoJRketYkvnz58nISGByspKAMbGxsjJyWHt2rVs376d3NxcDh8+zPkLZew5cJD+gRF7dEsUfoSaxJRBlGkN95Gbl0lf8wotGT+iJ/c1BooWIQfOgegH08ootwjCySqIWhozwbEqdF2nurqas2fPUltbSygU4vr169TW1tLd3e1+7z09PRQXF3Pu3Dl6enrw+/00NzfT1NTE5OQkN2/eJD8/n/LycoaGhtzPmO5zHzSpdnV1kZmZycWLFzl48CCdnZ0AJB1J4Z2f/5K35/2CVStjOHE8l7174olZu5GW5utWlKNhuY7CqgCO1W4bHth9QSmkafkWAlLxxvubefp/fZ8/+tYSnp69mt+fs47fn7ORz8xZx+fnrOSzf/szVsedJggYCnRhlSE2VTj8+DfZ/P+047EnDcfSkMq0icPAH/Bx8NBBkpKTqa2rZcH779N+s4P2mx1UXa7hTlcvzS2tXLp0iba2NjIzM8nJyeHy5cuYpsndu3cpKSnhwoULjI2NATAwMMCvFi6grLwcBcQfOEhhXj5t166TlZ5BXk4u7TfauHPnDufOlzAyNsJATw8nj2WwZuUKzpzJZ2JynPJLFzlbUkL/4D0MKQnpVuhjMKgjRHgAOr5fn89HUVERW7ZsYe/evXR2dnLq1Cm7UFQCfv8ESlkhvRUVF/n5z9+moqKCxsZGduzYwbp1GzhyJJkdO3bR2NDCrl27aWlpnfIMDUOfnjSU5X66cqWWDz74gEAgwIkTJ9i9ezdSSoaGhujq6qKpqYn58+ezefNm4uLiGBod4t1f/ZK6K032lwSSAKaasKJd7CXiaMdl0te8zNX0H9CX8yPuFc5H9uSD0QsiaIeE2iG3niDL6DCeHkop+vr62LhxI3l5ecTHx9Pa2sqJEydYvXo1O3bsYHJyEk3T2LFjB8ePH6esrIwDBw7Q3NxMQkICK1euZMeOHezcuZMLFy6QnZ1NWlrajJa487kzIS8vj3379mGaJqtWrSIvLw+lFA0NjVxtvcG5c+dJTEyht2eAvt4BNm/aSnpaFmC7Nw2JFHbIozJt9pgqg+KGluOQxhY++xev8OW57/P0nJX8/twYfn/uej4zdx3PzvmQz/7tT1ix4yR+7LxTwPQomkVJ48H41JCGUAaG0JBIRsdH2L13N2vXxXA0LZWTOTlcrq4j5WgaO3ftIeFICgVnComLiyM3N5dFixaRlJTEqlWraGtrIzExkVOnThEfH09KSgpSSsYnxlm9dg1X6utRSnH6ZA41FVUUncrjF2+9zdEjSWzdvIWy0jI2f7SFi5cucCT+INkZaWzbspnsE1kkH03iaFoayampJKYkMzw+gSGsuHmLMML35N27CAaDHDp0iA8//ND1D69fv569e3djGCFA0t/fS0pKEu+99y6XL18GoLi4hMWLP+DQoQR27oyjrraeJUuWkpdnWUiOW2JG0pAWaVRUXGLZsmVIKSkuLmb79u1T/NtFRUWcOXOGlpYWiooKKS0/z2uvv0ZtTb39OYqQOYlJAIEIk0ZnNelrvsPV9B8wcPJH3DszH9nrkEYIIRWOOzs8RURJYyY4VvL27dt555132LJli7uyLy0tZd26dQwNDaFpGtu3b6eoqIiSkhJeffVVuru7EUJw5MgRduzYwaZNm1zSWLFiBaOjo8DM1sZMSE1NJSkpCYD169dTVFTk/s3vD5CSkkpvbx8At251cuBAPIODQ+6GuBCSYFCzLHkVjpky7MMiDTtiEIs03ly0kaf+8ns8P3cBn5uzzK2p8dk5MTw72yKNlTuyCeIsRQQCHWnXaomSxoPx2JMGSmHa0VOaHkQqQTAUYPfe3ezdv4/lKz7kYsUlzp4rYfWaGE7nFVBQeI6GxiYSDidQVVVFZmYm/f397Nmzh6qqKt577z0mJiaorq5m7dq1hEIhBocGeX/xImpqawHIOJpK1cUKGqtrid+7n+F7Q2zbvIWWRmvFlp6RxtZNG9GDfnKzT5CWlkLMurXUNzVS19DAijWr6RkYQCgIhnQ7eW5qKKQQgomJCXw+H/X19SxatIiGhgZCoRD5+fksXbqEsbFhpDRISkokNTWFTZvWU1xcjKZptLa2smLFKnJyTnHt6g0yMo6zcOEiKios95Ilqa5mJA2pNEDR3d3Frl27KCoqIiEhgeLiYnp7e2lvbycpKYmYmBhycnLo6+ujra2NpKTDbNqynsF7IwDopiBg+tDRrGFpj8ORzlpS13yP1rT/pD/nR9wtnI/oKwCzD4SO6UZPgZc0oqxxP5xFxt27d8nIyODo0aMsXryYlpYW/H4/OTk5VFVVuW6szs5OKisr2bFjB6tWrUJKyY0bNzh+/DhNTU10d3dz8eJFNm7cyP79+11p8+n2Px6EK1eusG3bNpqbm9m+fTsXL17k9u3b+Hw+Tp3KJTv7JFIKCgoKWLduPampqbS0tNjRXLr7mYZh6+QjMHD0bm3iUI57FUJCMe/99TzzF9/mj2f/iudmLeWZ2at4enYMz8yO4YuzPuSZr/6EVdutjXBhW7LSlt0nShoPxWNPGo6loZRAM0JoRojB4XvErI8h4UgiJWXn2bBpI3n5Z9i5azeHDifS0dlNeflFtm7dRmpqKps2baK2tpbVq1dTWVnJ4cOHSU9P5/Dhwxw/ftwKKzUMdu/Zw6H4Q1RWVHLsaCq32topOpXH5rXraay7wpKF75N7ModtW7eRk3OSHR9tIeHAPrZ/tIWjR5NJTTtKYnISBw4fIvXYMYbHJwjqhmVpmFaIoUMcjivg1q1bpKenU1paytatW0lJSaGwsJCysjLWrFlNZeUlikuKKCws4PjxY/zbv/0rsbGx5Obmcu7cOQ4ePMTp0/m0t98iNfUYO3fuZmTEWjWGwx+FnTw1naVhxc+fP3+ezMxMysrK6Ozs5MCBAxQUFLB161bS0tLYt28fTU3NlJaWknsqm46OGygBpm5l4xuYaJhods4MwPDteo6u+T7NGT+iL+dH3D2zANFbCOYASANDeURynWuLjuFp4UxuDQ0N7Nq1i5qaGrZv305KSgobN25k48aNpKWlUVxcTEtLC/39/ZSXl7Nz507y8/MpLS1l/vz57Nu3j+LiYtra2igpKWHNmjXU1NQAuEWYPs5Equs6BQUFHDx4kKamJpqamti3bz/j42OcPVvI3bv9BAI+0tKOsnr1SuLjD1BcfBYpTUxTR9dDmKZuB0NYqgpOdrdTx1EoHaWsqEZdKN5+P4bP/cVc/mz2e3zppaU8N2sVn5+1jmdfWscfvLSSz3/lZ6yJzUGzA1BQyrYy7H2zKGk8EJ8K0pDSIgxdWNIeI2PDFJ0rovziRUbGRig5f5729g5aWq+RfTKXO1193LzZQWlpKdXV1ZSXl9Pb20tJSQm3b9+mq6uLgoICqqurmZycdFdxvb295J/K40JpObfa2pFCcPVKI5WlF+jv6qao4AxNDY2UFJfQ399HS0MD6UlHKC48w62bbdy9N8D58jJKL5QzPD6GISS+QAjdEISCOoYxNalKSsn4+DglJSWcPXuWjo4Oenp6KCwspLi4mK6uO3R1dXLhQimmadDVdZszZ/Kpr6+nurqa06dPU1dXz9DQCJerayg+V0p3dy9SSjRN85SSVW7IbuSehpAagYAfwzDQNA1N0xgZGaG1tZVAIEAoFCIYDDI5OYlhGExMTOD3jyHMENIEQ7P8xCGlE0IQwi3cx9DtBpLW/guNGa/Rk/MafYXvI/rOgnnPirlX1mpyyha4E0MdxX2QUhIKhaiqqiI/P587d+7Q2NhIamoqubm5FBQU0NTURE1NDV1dXVy8eJHLly8TDAa5ePEiiYmJ5ObmcunSJRobG6moqODKlSuMjo66m+wzqxtPD6UUfr8fv9/vbsC3tLRY7RkBDDOIaYYYGx8iGJzE759A0/0IqaHpfkIhHxMTw1adeVu77H7SCKGUZZXoQvHuojU89+ez+ctZ7/Hll5bxxZdW88WX1vGlF9fz/ItrePYrbxITm4cpcUUPw7py0T2Nh+FTQRoKhW7oGKaOUhLdCOdpOHBW8GCFnz5qX3Am72nDcU2PBpMx9e/Tx7SrKf8zTYFhmJim8LzPdEnq0ZKprF4vxEyblCCEkykcvt6pq0brUM4IsjWoHC0gpcKZxt6a5Vb7YZeaN5xTNwwrTNJWI9VFCEOZaEqhKROJzlBfA/vW/4Cy1Hm0Zr9LR9Fa9O5S0O+B0BEKDKnQpcSwdcXU1McYhY3InCPnNS+83533ewuFQtO26Zzr5HDouv6xJ1Lv+d5KgLquIaSBUsLOAHf6mIGQBlKaGIaGQtiKBCFLpcCu4WfgaAQoJCZChFDSxBSSt995n2f/4Kv84Vf/jc995Wc885W3ePorb/G5r7zBF77yGp99/jssj0lgIigwLA1EQkYIoSypkihpPBiPPWm4UOFszij+72C6eHal1P3FfaRNRHbVPV3pKELcvl3BmhX/Qf2FvXTVHeFeSzZiuAWMMSsrUFiD1ir5aUmw/JZFWJ9ozDRWIsNoPxm5Coqw3KAbyW3nVUgshVodQwuy4L1f8cbr77Bi3SEWrE1h4dpkFq09wuK1h1i6dj/zP9jM8VMl+HVJSFgK0D5tEkPqKDfxRqoAACAASURBVKIyIg/Dp4Y0ZprAovjvw4NIw5aXc5JPXLeSbXwA0FxfztL5P2agpxpEDxg9oCZACZS9A36fNyqaqPFbw0zf34OO3x0k4a1v7Nwo6zBMDSFDSKXhmxxl9YpVXCi9hGkqxgzFhKGYNBQ+QxI0JON+jZBhCY76/EF0U7dliKKChY+CTw1pRPHJgS2ubudXGFZsvbLysoxwxC3Xm5pZ/8FCBu5cBQIIfAhpIIRdPkM4+Vwe4nH26qMFNX5jfFpIQwgDTfejlI7PN86K5auouGiFnRtITKRbO8TVQFDK0rUyTKuEAWKKa/iTc9+fPERJI4rfOqQljo4iCGhWqKRdQMmQFnEAXLtylVXvLaS/sx2JH00GMKVA2JOBtS+vrPcrwyIOm4eYbssoio+FTwVpKKuGi24EABOfb5JlS1dTXm6RhsCPJIBEs6nDgmmrU6PA0A2EbmDo+ifwvj95iJJGFL91WKShAUHc0jfKCk3QJWj2uL9a08DyefO4e7sVGLQOcxiMcTB9oI1CaBCMYTDHQIYsJ3Y4OTyK3wCPG2kodNuGJWx1SoWuh+twjI2Ps3R5DGUXaux3ucHaUw4T3MRRS99KIsXMlSmjCOOJJo3IzuDtIN7opanifkwbgeK8Fimx/nE3FCOVRaeLiPGq8j6oncjzZ2pnprYiB8101+ONsHGfC8KOnXdSsKyqGFJZWj9CWTsV3Teb2bXyPW5XZ6H1FxLqySPYmU/oViF65zn0m0WE2osI3ilDjF8DcwSkiXKzxKNwMNPmtfc1r66Z93fntUgFXKdfezXZPu4E6lXYddp0Xve2H9nHvJ9l/d2R7A+ThrJJw4rA0hDKwK/pLF+9mS07DnP2YgO552vIPV9PzvlmTp6/Sk7JNXJKrnHq/FVyCq9QcrGF4QkNQ4JuRknjUfBEk4a3aI3TiR3hQiklPp+PUCiEpmmuxLRTeQxw6ww454CVzOStLxEpNf2wMFonf8K5LqcOAeB+dmSdhMgKhLquEwqF3Ot1zneyep3zvCGQ3vh7ZxLxlg51SNRbW8H5LOfa3GclBJqhYQq7YKuyQyuRlo9ZBQE//d1VHNz4GpWZC+k6+yt6CubRm/cevafn03dqIT2nF9OZt4yWvDVM3i4A7gKGqxf0JGK6Cd5bOMnpI5HV8hxpcieXw8m7cSoyeqsxeos4+f1+VwY/csHwKHD6itMHnf7rjBNvTZZAIDDlGpy+Z40JZ3dCTLU0FFjlYTWr4qOUzP8ghj/96hy+9p2f85Vv/YqvfmsBX/nWIv76W0v567lL+Ztvf8DfvbyAv37xdb7zw1/R2NGLiV0lUk1vgUURRpQ0CE/OzuByEta8RYecgeS87gwGpwQq4A5E72D1VkF7WAd03uf8dD7XIZJgMDiluI4zWQSDQYLBIIFAwB2Qmqbh8/nca/OSiTNBOJ85nUXhXLdzrpPX4SVKp22/3+/G+geDQSsD3JSWDIRyCnMa9j8NkzHgHgPdhcRv+j51WT/h7qnvM3x8DiNZ32H02CuMZH6fwax/o/fk69zI/QWTt46BuoMkRADXs/3EYSbScEjd+X41TSMYDE4hAV3X3T7hLBrC5VdNt786fcUhjFAoRCgUchP0Pi4ccnCqY3o/FyAQCLh9yJF0d67DLQylBCKSNOxwbqUMlLJyswJS8fbClXz+j7/Bn3zz53zx60v4wteX89zXV/Lc19fw3D+s5osvLOeLX/slX/i7V/nGv/ySqhs9hLCcqYIoaTwMTyxpeE1m5+dMFcq8lf1g+sQ9TdPw+/1ue942nMnXIZSHdULnHCcD2/sZXgvCmRSce3FWhw65eBMTR0dHpwzeYDA4rTvC+eklCO+EAtYgd8jVa6U5Ff6ktKoEGppp19Kw6qMb6DZpDAMD3O0+zaHN36Ux64dMnpqDdvxr6Flfx8z8JnrmSwSzvs3g8e9zK/s1/O1HQN1CEiSA5fB6UhFJHN5FjzPJOmTh7Xd+v99dBDkTuNPHvAl83sqMzvud8z+upeGtx+GQkbdfCyEYHx8nFAoxMjLi/s0pVSultCXyBSYGwtnMcnNSFcIMWcQBhKTi7UUxfO7PZvPHsxbw3KwYnp21ic/P2srnZ8Xy7EuxfGnWFr780iq+9MI7/ON/LOVyWx9BIOjJ9YqSxsx4oknD63ZxBs3Nmzepq6ujqqqK+vp67ty5g2EYtLS0UF1dTU9Pj1ts6MqVK9TU1NDU1MTAwACBQID+/n53YHZ2dnL9+nXGx8enrAIfVgHN6/5SShEMBrlz5447qCPvwysLAlP3JyIzuJ2/OxOC9znMRBpOG7dv32ZsbGzKROXz+ejp6bmfKA2JMKRbnEoBupIYCEw1AQxxt6uIhI3/RFPmq0zmzkXL+hrmsReQGS+gMv4B49iLjGd9h64TPyTYdhjULRQhWz7iyUXkPoTX1fiocPpMJKZ7DXAXCR93AnX6fX9/P0opJicnGRsbQwjB0NAQnbYKr/e6HDex1+K2MsHFVNKQgJJIqVuyN4BfKt5evIHn/uo7/M+5C3hmzoc8PXctT8/eyNOzPuJzL23l8y9u4NmvL+O5//023/jXJdTe6A/nFkVJ46F4YkkDcFdmDrq7u0lOTmbXrl388Ic/5NChQ6SlpXHx4kUyMjLIzs5m165dnDt3jj179rBq1So+/PBD9uzZQ3FxMdeuXeODpUvp6+tDSkl8fDwrV66ku7v7vv2BB8GZzIUQ+P1+CgoKKCws5MyZM/T29nLhwgWSk5OpqqoiEAhMmTSqqqqorKyksrKSxMREBgcHGRkZITc3l6SkJK5fv37fZmTk/72k4bRdU1NDXt5pTpw4QW9vL6Zp4vP5KC4upqCggOLiYm7cuEFychIXLlywJEskVm1nZUdOKVuAUIUAH/dul3Nk3Y9oynib8dP/TPDELIysWajMF1HHXkRmzsJ3/Lv0H/8vtBuHQVikEc4LfnIRSRpSSu4NDnLu3DlKS0sZHR2lsrKSLVu2sHv3bqqqqjh48CDr1q0jNnYb7e3tKKU4duwYmzZt4qOPPqKoqAhd1+nt7aW4uJg7d+6Qm5tLZmYmg4OD9wWEPAqEsBRsMzIyKC8vZ2BgwF1QnThxgry8PIqLi5mcnCQ1NZWsrCy3wp/XilYor3PKQxoClIHEwAQmpOKNRTF87i+/zfPffpenX57PU99ewlPfWsnTc9bxzKwNPDd7HV96cRl/+H/eZta/LKbuah8Su054lDQeiieWNIQwEcJESoFhWPWFnVVQc3MzCxYsoL+/nzt37rB06VLa2toASD+WwdbYbYyOjpGXd5rY2Fju3bvH4NAQOSdzePNnb3Cu0KoZkJuby4YNG1x/v3dvYzp4XUXOAB0cHGTZsmUUFRWxfft2bty4QX19PYmJiSxdupSBgQH3/Q0NDfzHf/wH8fHxXL58mTfffJPm5mY6OzspLS0lNjaW/fv3u9UKI1eo05EGQGdnJ7t376GtrZ20tHSysrKQUtLb28eHH35IWVk5cXFxtLS0snDh+2zdut1zV8qu3IerGWTpZOnc66wgOea/aEl/h9FT/47v+LcIZs3BPDYLcewljMxZTGZ9j/7jrxK6fgREJwodXYVFD59UeElDKYVvcpJD8fEkJSVRW1tLMBgkISGB+fPnk5d/huLiUnbs2EVaegZLliyhoqICXdfZu3cPKcnJbNy4nvj4AwSDfvbt28f3vvc9Ojo6yMrK4t133+X27dvAx5dGr6mp4ciRI/T09LBhwwZaWloA2L17N0lJSXR0dLB+/Xry8/MpKytj8+bN7N69G2BK3xTSsjSkVx5fKbsEbAipTNfSeGvxBj73Vy/z/Mtv8dTL7/DUtxfw1NylPDV3FU/NXsuzc9bwB7OX8fwLP2fOvy+h4Vqf1ZyMWhqPgieUNBRS6nYIn4GU1uFo8jc2WrUrxsfH6e/vZ95b8+i/exeA02fPsG7LJhSQnZPNjp07UEoxPjrGnp27+Gj9Rj5atwGhGRTkF7JhwyYm7VKzwBTLJlz41TosifKp4Y1CCA4cOMArr7zCmjVrmJycBODw4cMsXbrULcV59+5dsrKyWL58OZmZmUxOTrJ582ZaW1tdC+f06dNkZGRM2dyPdFFBONzYNK1rvXDhIksWL8PQJQX5RWzcsAWAYEBn86atvPLKP7Fl8zYC/hCH4o+wb98RwBr0wrTyNJR0wpdBGhIIMdJdRtK673D12A/x5X4fLesl9KxvYGa+gJn1AqHjLzJ6/Ht0n3idwI1UEN0oe0X5aU/TmCn0UyllqXgpO1DCnlh77nTx4x/+iNit29i7Zy+NTY1cqrjE6nXr2PDRdpquWYue3rvDHE3NIBi0Np39vkmUMCg4lc215itcbawj+UgCixcvZnBwiOvXr7NixQpu3rzpXtd01zoTkpKSSE9PB2DVqlWcOnUKsCr6HThwgLKyMubPn+/KrycmJpKWlgaESUNKiSkMmzSc8kuOZKEGIoRpGhgSJk3Ja79czdN/8S3+eM67PDv7fT43eymfnbOK358bw/8zdx2fmbuGZ7+1nGe+9gbf+PdF1F23SjNHSePR8MSShrVx5iEOpdtqm4q2tuu89dZbGIbByPAwixYv4k53FwBHT2SSfiILU0qysk+wKy4OgPraOrZ/tJX4PftY8Pa73G67xdnCYmJjdwEwPj7J6OhYhInvJQ2rKhmEw26Vssp3xsXFcevWLRYtWkRycjKjo6P4/X4WLVrkVunLzs7mxIkTLF++nNjYWPr6+tizZ487GJubm0lPT6etre2+zcjpQm4ddxrAlSsNrPhwNeNjPvLyCjl82CKFa1fb2Lv3AG1tt1gwfzGl5y+QkX6c2O0HAAgGNbTQOEifnZjnuV2CDN45S0LMbFoy/p1Azj+hZ81CP/4NzKwX0E68gD/7RUZz/pk7J98gcO0o6LdBaU+EOvoDCcMhDSkRtrpy161OVixdRn93D6dPn2bXrl103LmNpiRH0jLZGrcfgITkVOoamhBS2UEKUHWhlOSEg7Rfbybl8D6OH0vjtddepa2tjZaWFlauXOlaGh+XNAoLC9m6dStKKdavX8/Zs2fdv129epWsrCyWLFnC4OAgzc3NZGVl0dvb64YDK6UwDQMhhW1nOCWYgjjJo1LYkY4mTJiSeR9s5Ok/n80fffNtvvSPH/Dsix/y1KzV/P7sGH5vTgyf+XYMz768gv/xv1/nhX9ZQM1Vy9IwjKh76lHw5JIGJsoVV3YsDmsAnj1byMsvf5urV6+CUpwrPsf2nTs4kpHGwaQEugf6Ceoa++MPsvD9hdTV1nFw335qqy6j+4NsXLWG+Lg9JMQf4b1fLCAz8ziHDiVQU1MbIbc8PWl4zfKOjg5WrlxJTk4O8fHx5OTkEBcXx6lTp9xa0GfPnuX27dtcunSJ119/nQ8++ICCggLefPNNTp48SVZWFq+++ioxMTEkJydPcWl55a6nIw2lFIGAVZZz27btHDgQz/XrbRQUFHL2bDHbt+/kxIlstm/fSVNTMytXrmbhwuXcudNvV1vTQPlAakihkK4AkMZQdxlHNn2fpmOvMZ7zn/iyXsZ3fA6BrBcJHH+RiRPfYjD7X+k8/gaBa8mgd4AMfvrNDB6BNFBIJRGmAKUITvo4djSV+P0H2LFjB+fPn+doeioJycls3bWX6oYWrjRfZV98AropaWpuoaSkhP7ebg7t38PtWzfwTYzSeqWKhPj9zJr1EufOnSMnJ4cf//jHXL58eUbX1IMm1bt377J7927i4uJISEigrq6Oo0eP0tXVRWFhIfv37+fUqVMkJSXx6quvsnXrVhISEhgYGAhv8huGHXLrkIYObpBsCEPzIaUlmT4pJPOWrOfzfzmLP/3mPL78zUV84R+X8fkXV/L0rDV8ds4aPvvScp6dtZgvfeNtXv7xCq5cu4tUIKJ7Go+EJ5o0wnXhLOKwdPwFAwN9tLe3MT4+7ibFNbe2cvVmO10DfQhgdHKCzq47dHZ2MHhvkNu3OvCNTyA0g+6OTjputDHQd5fGhhZar16jvf0Wk5M+N/zWwv2kodTUbFld17l58yY3b95kYGCAiYkJ2trauHnzJoODg/T29tLR0eG6mjo7OxkYGGB0dJSWlhb6+vq4efMm1dXV3Lhxg8bGRvx+v5uz4Y3xd5+OCifyWRFbBhMTk7S1tdklXW+Sm3uawcEhbt7s4MaNNu7dG8LnC9DefpOOji7Gxv0YhoY0/UAQlI6hm3YWL4DJcG81hzf+gOrUt7ib+wZDx3/A8PF/ZeT4/8fwiVe4l/0v9Ga/Skf2ewTas0DcAeUHU3zqieNRSUMJCXadlOF7g7Q2t9DT04PP56O7r5er7W3c6etHk9A/NMzA0BCaadI/MGD1p7ERBnruIDQ/0rCqZgd9E3R03GJ8YoJ79+7R0tLiboTPdK0zQUrJ0JDl5pqYmKC5uZn8/HwmJye5c+eOa/lev36d1tZWWltb6ezsRNM0xsfH3eg9w9Qxl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width="263" /> </span></span></div>
<div class="MsoNormal" style="margin-left: 0cm; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: large;"><br /></span></span></div>
<div class="MsoNormal" style="margin-left: 0cm; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: large; mso-bidi-font-size: 11.0pt;">Lo cierto es que sin la ayuda
de los Fondos europeos España habría quedado muy atrasada respecto al resto
de Estados Miembros. Gracias a los Fondos estructurales, por ejemplo, se ha
financiado el 50% de las grandes obras públicas como el AVE y se ha modernizado
infraestructuras de pequeños pueblos y ciudades.</span></span></div>
<div class="MsoNormal" style="margin-left: 0cm; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: large;"><br /></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: large; mso-bidi-font-size: 11.0pt;">Además en un artículo de
RTVE (enlace <a href="http://www.rtve.es/noticias/20100612/espana-recibido-europa-25-anos-mas-dinero-toda-europa-plan-marshall/335058.shtml">aquí</a>)
nos señala que en España <i style="mso-bidi-font-style: normal;">los fondos
estructurales -cerca de 140 mil millones de euros en 25 años- han financiado
cerca del 50% de las grandes obras públicas. Hablamos de las líneas de Alta
Velocidad como el AVE Madrid-Sevilla, la T-4 de Barajas o el aeropuerto de La
Palma. Pero también de las principales autovías, o de la modernización de las
redes de distribución de pueblos y ciudades.</i></span></span></div>
<div class="MsoNormal" style="margin-left: 0cm; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: large; mso-bidi-font-size: 11.0pt;"><i style="mso-bidi-font-style: normal;"> </i> </span></span></div>
<div class="MsoNormal" style="margin-left: 0cm; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: large; mso-bidi-font-size: 11.0pt;">Como he dicho antes, no
podemos negar que los fondos estructurales han supuesto avances importantes en
España, pero sorprende que aun con todo el dinero recibido durante todos estos
años España no haya logrado mejorar y no tener que recibir más de lo que
aporta. Hay algo dentro de la economía española que no funciona bien para que
sigamos en la misma situación.</span></span></div>
<br />
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<a href="https://partedelaue.blogspot.com/2019/04/listado-de-noticias.html"><img alt="https://partedelaue.blogspot.com/2019/04/listado-de-noticias.html" border="0" data-original-height="342" data-original-width="513" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5Wf68DL7ukEZjoMsDkBPf-9ptSvSHVxhsMtVSDXq2rcYvt1GaPBGKjKyN0kSbh-4w3HdVRcLtelOxBDrG9XMT9om_fx0grHAMq5eLk8BfVc_I4S_futBYpoK6zjVmn1yYcOkGUFNXzcw/s200/NOTISBL.jpg" width="200" /></a></div>
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Unión europeahttp://www.blogger.com/profile/01292291319156586915noreply@blogger.com0tag:blogger.com,1999:blog-3523501575274587671.post-68975242550756181002019-04-23T09:42:00.003-07:002019-04-29T06:08:47.235-07:00Presentación<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: large;">¡Hola a todos y bienvenidos a nuestro blog!</span></div>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
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<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<span style="font-size: large;">Somos tres estudiantes
de Derecho de segundo curso: Laura Chaves, Graciela Ranz y Carmen González. Este
blog está destinado a dar a conocer la Política de cohesión y los Fondos
estructurales a través de noticias de prensa. </span></div>
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<span style="font-size: large;">Hemos tratado de
hacer este blog lo más sencillo y manejable posible. En la pantalla de inicio aparecen
tres cuadritos. El primero de ellos les lleva a esta entrada de presentación
del blog, el segundo a una entrada en la que se explica el
tema del blog y, el último, conduce a un listado con las seis noticias seleccionadas.
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<span style="font-size: large;">En cuanto a la
selección de noticias, hemos tratado de ser cuidadosas y elegirlas con
datos objetivos porque continuamente vemos tanto en prensa como en televisión noticias
cuya información no ha sido contrastada y no se han molestado en comprobar si es
correcta. Las noticias seleccionadas se ubican en el periodo 2018/2019. </span></div>
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<br />Unión europeahttp://www.blogger.com/profile/01292291319156586915noreply@blogger.com0tag:blogger.com,1999:blog-3523501575274587671.post-74756300040413019212019-04-23T09:39:00.003-07:002019-04-29T05:50:04.361-07:00Políticas de cohesión y Fondos Estructurales<div class="separator" style="clear: both; text-align: center;">
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
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<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
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<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
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<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
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<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
</div>
<div class="MsoNormal" style="background: white; margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: large;">La Unión Europea es una organización internacional
compuesta por Estados ubicados geográficamente en Europa que transitó
inicialmente la unidad económica, de la que nacería una interdependencia, hasta
alcanzar también la unión política. </span></div>
<div class="MsoNormal" style="background: white; margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div class="MsoNormal" style="background: white; margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: large;">Mientras que, en sus orígenes, los Estados fundadores
(Alemania, Bélgica, Francia, Italia, Luxemburgo y Países Bajos) presentaban
ciertas similitudes en cuanto a su tipo de economía, desarrollo o calidad de
vida, ahora, tras la incorporación de Estados muy diferentes y a distinto nivel
de desarrollo, ha destacado la desigualdad entre unos y otros. Precisamente,
uno de los objetivos de la Unión es contribuir al fortalecimiento de todas las
economías de los Estados mediante la cohesión social, territorial y, por
supuesto, económica para que todas puedan integrarse adecuadamente en el
mercado único.</span></div>
<blockquote class="tr_bq">
<div class="MsoNormal" style="background: white; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-size: large;"><a href="https://www.blogger.com/u/3/null" name="a174"></a><a href="https://www.blogger.com/u/3/null"><span style="mso-bookmark: a174;"><b><span style="color: #4c6f99; font-family: "arial" , sans-serif; font-size: 12.0pt;">Artículo 174 TFUE:</span></b></span><span style="mso-bookmark: a174;"><span style="color: #4c6f99; font-family: "arial" , sans-serif; font-size: 12.0pt;"> </span></span></a></span></div>
<div class="MsoNormal" style="background: white; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #222222; font-family: "arial" , sans-serif; font-size: large;">A fin de promover un desarrollo armonioso del conjunto
de la Unión, ésta desarrollará y proseguirá su acción encaminada a reforzar su
cohesión económica, social y territorial.</span></div>
<div class="MsoNormal" style="background: white; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #222222; font-family: "arial" , sans-serif; font-size: large;">La Unión se propondrá, en particular, reducir las
diferencias entre los niveles de desarrollo de las diversas regiones y el
retraso de las regiones menos favorecidas.</span></div>
<div class="MsoNormal" style="background: white; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #222222; font-family: "arial" , sans-serif; font-size: large;">Entre las regiones afectadas se prestará especial
atención a las zonas rurales, a las zonas afectadas por una transición
industrial y a las regiones que padecen desventajas naturales o demográficas
graves y permanentes como, por ejemplo, las regiones más septentrionales con
una escasa densidad de población y las regiones insulares, transfronterizas y
de montaña.</span></div>
</blockquote>
<div class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: large;">De este modo, las políticas de cohesión invierten en:</span></div>
<ul type="disc">
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;">Energía renovable.</span></li>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;">Transporte.</span></li>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;">Apoyo para las PYME.</span></li>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;">Formación y empleo.</span></li>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;">Investigación e innovación.</span></li>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;">Eficiencia energética.</span></li>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;">Cooperación entre regiones.</span></li>
</ul>
<div class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: large;">Respecto al último apartado, hay que destacar que los Fondos Estructurales y de
Inversión de la UE nacieron como instrumentos financieros para disolver las
desigualdades entre las regiones, asegurar un crecimiento económico simultáneo
y promover la competitividad. Se trata de uno de los instrumentos más
importantes para la integración europea.</span></div>
<div class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: large;">La gestión de los fondos es una tarea adjudicada a la Comisión Europea en
colaboración con los Estados miembros. Cada seis años, se aprueba un reglamento
que recoge la utilización y destino de los fondos. Actualmente, se encuentra en
vigor el <a href="https://eur-lex.europa.eu/legal-content/ES/TXT/PDF/?uri=CELEX:32013R1303&from=ES"><span style="color: blue;">Reglamento 1303/2013 del Parlamento Europeo y del Consejo</span></a>
para el periodo comprendido entre 2014 y 2020. El método de asignación de los
fondos entre las regiones de los Estados miembros está dispuesta en dicho
reglamento, concretamente, en el Anexo VII. Dada la diversidad de problemas a
resolver, dentro de los fondos estructurales pueden distinguirse los siguiente
cinco grupos: </span></div>
<ul type="disc">
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;">Fondo Europeo de Desarrollo
Regional (FEDER).</span></li>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;">Fondo de Cohesión (FC). </span></li>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;">Fondo Social Europeo (FSE)</span></li>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;">Fondo Europeo Agrícola de
Desarrollo Rural (Feader).</span></li>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;">Fondo Europeo Marítimo y de
Pesca (FEMP).</span></li>
</ul>
<div class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: large;">Cada uno de estos fondos tiene su propio reglamento con indicaciones más
concretas acerca de su empleo, cuantía, destinatarios y finalidad. España
actualmente no percibe financiación a través del FC.</span></div>
<div class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-size: large;"><b><span style="font-family: "arial" , sans-serif; font-size: 12.0pt;">FORMA DE ATRIBUCIÓN DE LOS FONDOS:</span></b></span></div>
<div class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: large;">Aunque será desarrollado posteriormente, ahora es conveniente explicar una norma general respecto a la asignación presupuestaria de la Política de Cohesión. Los presupuestos se dividen en cantidades anuales que deben gastarse en un plazo de
dos a tres años, dependiendo del país. A esto es lo que se le llama la regla
del “N+2 o N+3”, donde la N representa el año inicial de la asignación
económica. Cualquier cantidad anual que no sea reclamada por el país dentro de
ese período se deduce automáticamente de su asignación y se reintegra el
presupuesto general de la UE.</span></div>
<div class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: large;">Es un tema muy interesante para tratarlo, ya que influye sobre todos los países. España es uno de los países miembros que recibe una gran cantidad de subvenciones y ayudas como es el caso de la PAC.</span></div>
<div class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: large;">En los siguientes enlaces se puede consultar información acerca de la distribución de los fondos
que percibe España entre las distintas Comunidades Autónomas: </span></div>
<ul type="disc">
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;"><a href="http://www.mitramiss.gob.es/uafse/es/beneficiarios/index.html"><span style="color: blue;">FSE</span></a></span></li>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;"><a href="https://www.mapa.gob.es/es/pesca/temas/fondos-europeos/femp/default.aspx"><span style="color: blue;">FEMP</span></a></span></li>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;"><a href="http://www.fega.es/PwfGcp/es/accesos_directos/consulta_de_beneficiarios_de_ayudas_de_la_pac/consulta_de_beneficiarios_2015_presenta.jsp"><span style="color: blue;">FEADER</span></a></span></li>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: blue; font-family: "arial" , sans-serif; font-size: large;"><a href="http://www.dgfc.sepg.hacienda.gob.es/sitios/dgfc/es-ES/ipr/fcp1420/gs/feder/Paginas/inicio.aspx">FEDER</a></span></li>
</ul>
<div class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "arial" , sans-serif; font-size: large;">Páginas
consultadas:</span></div>
<ul type="disc"><span style="font-size: large;">
</span>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;"><a href="https://ec.europa.eu/regional_policy/es/atlas/beneficiaries/"><span style="color: blue;">https://ec.europa.eu/regional_policy/es/atlas/beneficiaries/</span></a></span></li>
<span style="font-size: large;">
</span>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , sans-serif; font-size: large;"><a href="https://ec.europa.eu/regional_policy/sources/docgener/guides/synergy/synergies_beneficiaries_es.pdf"><span style="color: blue;">https://ec.europa.eu/regional_policy/sources/docgener/guides/synerg/synergies_beneficiaries_es.pdf</span></a> </span></li>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: blue; font-family: "arial" , "helvetica" , sans-serif; font-size: large;">https://ec.europa.eu/regional_policy/es/funding/<span id="goog_1998084827"></span><a href="https://www.blogger.com/"></a><span id="goog_1998084828"></span></span></li>
<li class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="https://eur-lex.europa.eu/summary/glossary/structural_cohesion_fund.html?locale=es"><span style="color: blue; font-family: "arial" , "helvetica" , sans-serif; font-size: large;">https://eur-lex.europa.eu/summary/glossary/structural_cohesion_fund.html?locale=es</span></a></li>
</ul>
<div class="MsoNormal" style="margin-left: 0cm; text-align: justify;">
<br /></div>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
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<br />Unión europeahttp://www.blogger.com/profile/01292291319156586915noreply@blogger.com0tag:blogger.com,1999:blog-3523501575274587671.post-3658214923804843862019-04-23T09:38:00.001-07:002019-04-26T02:14:12.263-07:00Listado de noticias<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">1. <a href="https://partedelaue.blogspot.com/2019/04/trayectoria-de-espana-como-beneficiaria.html">Trayectoria de España como beneficiaria de los Fondos europeos</a></span></span><br />
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">2. <a href="https://partedelaue.blogspot.com/2019/04/tipos-de-regiones-efectos-de.html">Tipos de regiones a efectos de financiación</a></span></span><br />
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">3. </span></span><a href="https://partedelaue.blogspot.com/2019/04/politicas-de-cohesion-y-el-crecimiento.html"><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Políticas de cohesión y el crecimiento del empleo juvenil</span></span></a><br />
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">4. <a href="https://partedelaue.blogspot.com/2019/04/proyecto-bioregio-en-castilla-la-mancha.html">Proyecto BIOREGIO en Castilla-La Mancha</a></span></span><br />
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">5. <a href="https://partedelaue.blogspot.com/2019/04/para-poder-ver-la-noticia-pincha-aqui.html">Andalucía, mala beneficiadora</a></span></span><br />
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">6. <a href="https://partedelaue.blogspot.com/2019/04/la-fuga-de-cerebros-y-consecuencias-en.html">La fuga de cerebros y consecuencias en la financiación</a></span></span><br />
<br />
Unión europeahttp://www.blogger.com/profile/01292291319156586915noreply@blogger.com0