tag:blogger.com,1999:blog-64549315781514388992024-03-21T05:47:19.343-07:00Blog de Laura Ramírez CarmonaBitácora de trabajo en la materia TIC de 1ºBach.
IES ARCELACIS. SANTAELLA(Córdoba)Anonymoushttp://www.blogger.com/profile/05648590017733067521noreply@blogger.comBlogger13125tag:blogger.com,1999:blog-6454931578151438899.post-73267792054907281382016-10-03T05:19:00.000-07:002016-10-11T01:30:21.240-07:00Encuesta sobre el Deporte. (Código QR)<br />
En este entrada se muestra una encuesta sobre el deporte y sobre que tipo de deporte de riesgo te gustaría practicar. Para acceder a ella tiene que ser mediante el código QR.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjINLDVGUcnHBF1_TDPr7__fTknrrf6p6BMYnZCnBkpaO5LNTt5ulOy9kk88XGfPSV0tbxYypO9kpgb0lSFPjRLHRtIGq66o1awa3kpxsob2EbXt0gtaREd83UO2qhehHPH9LO4ubuy5VQ/s1600/laurarc.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjINLDVGUcnHBF1_TDPr7__fTknrrf6p6BMYnZCnBkpaO5LNTt5ulOy9kk88XGfPSV0tbxYypO9kpgb0lSFPjRLHRtIGq66o1awa3kpxsob2EbXt0gtaREd83UO2qhehHPH9LO4ubuy5VQ/s320/laurarc.png" width="320" /></a></div>
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<a href="https://docs.google.com/forms/d/1GNodyOOPMq1bdxXGSj__1Pzt65u85gssB3zgr7reWN0/edit">Enlace de la encuesta</a><br />
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<u>Trabajo realizado por:</u> María Bonet y Laura Ramírez<br />
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<br />Anonymoushttp://www.blogger.com/profile/05648590017733067521noreply@blogger.com0tag:blogger.com,1999:blog-6454931578151438899.post-29757694905048930012016-06-13T00:39:00.001-07:002016-06-13T00:40:52.338-07:00Práctica con Audacity<br />
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En esta entrada cuelgo un audio elaborado con<b> Audacity</b>. Para comenzar, una vez que tienes descargados la música o sonidos que quieres mezclar en este caso mi voz junto con un sonido de una ducha, abres la voz con Audacity e importas el sonido de la ducha. Una vez que tienes los dos audios puedes modificar las pistas mediante los efectos, que los encuentrasen la barra de menú-efecto<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinYY8TkJpxstSD6Uwdvco03G6EwYYQOSbaVbTnmXKZLxP0t2P2LZXjvqlJhZTuydcgNKzCG03AcUv7xmmNcnt2nrGBbNA2QCcfYaAeCdCl73mWNKJiDGiUHAq5n_XDk3FYehZCOW3orgc/s1600/laura3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinYY8TkJpxstSD6Uwdvco03G6EwYYQOSbaVbTnmXKZLxP0t2P2LZXjvqlJhZTuydcgNKzCG03AcUv7xmmNcnt2nrGBbNA2QCcfYaAeCdCl73mWNKJiDGiUHAq5n_XDk3FYehZCOW3orgc/s320/laura3.png" width="320" /> </a></div>
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Una vez que has hecho uso de los efectos, en este caso de "Aparecer progresivamente" y "Desvanecer progresivamente", ya está casi terminado, para finalizar exportamos a mp3 y ya habremos finalizado la práctica con Audacity.</div>
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<a class="zippyshare_link" href="http://www24.zippyshare.com/v/ARgCKW7K/file.html" target="_blank">Laura ahorro de agua anuncio final.mp3</a></div>
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Anonymoushttp://www.blogger.com/profile/05648590017733067521noreply@blogger.com1tag:blogger.com,1999:blog-6454931578151438899.post-13760047362841322942016-04-05T04:10:00.001-07:002016-04-06T00:08:33.740-07:00Fotomontaje con GIMP Para comenzar tienes que abrir la foto de fondo en este caso la playa, posteriormente abres un nuevo Gimp con la fotos que después insertarás, empezamos por la foto saltando, coges la foto y la recortas utilizando la herramienta de máscara, una vez hecho eso se invierte si es necesario y la copiaremos y pegaremos en el otro gimp que hay abierto (el de la playa). Una vez pegada utilizaremos la herramienta escala para ajustarla y ya la ponemos en el lugar deseado. Una vez hecho y finalmente hay desplazarlo para el lugar deseado, ya solo queda por insertar los osos, para este se seguirá un proceso similar, abrimos gimp aparte con el oso lo recortamos y para tener más precisión amplia y utiliza las tijeras inteligentes, ya recortado tenemos que copiarlo y pegarlo en la foto principal, una vez pegado volveremos a hacer uso de la herramienta escala para ajustarlo y ya está listo para desplazarlo, finalmente se vuelve a pegar el oso y así ya tendrás los dos osos y el fotomontaje acabado.<br />
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Foto de fondo Foto 1 Foto 2 <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjsp7nJpxcT-ogrKE-lmOe5wJHDEaD_scMu1kmBnxlpe460NQRp-lOEbIVMrITrJMIZgCTgVRZIdRfBoopB5ISl4luI9N8q2sRi3PN9vCJFNa2DAlP3Qbxf2nWv5stXO60q1_oIe42J88/s1600/os.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjsp7nJpxcT-ogrKE-lmOe5wJHDEaD_scMu1kmBnxlpe460NQRp-lOEbIVMrITrJMIZgCTgVRZIdRfBoopB5ISl4luI9N8q2sRi3PN9vCJFNa2DAlP3Qbxf2nWv5stXO60q1_oIe42J88/s200/os.jpg" width="143" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_5vIa1NDrOhkIFk0uzC5v49CNBrhaqagBNhoRM67RmynrTZTyGcHoctbNnN33Q8YvWSVlYubG6lejyUmZh-jg7THHQKjLFlI76KmrszwU6TxTA80UQp8p__cyEGvmiYPr52PTKt42HpA/s1600/baru.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_5vIa1NDrOhkIFk0uzC5v49CNBrhaqagBNhoRM67RmynrTZTyGcHoctbNnN33Q8YvWSVlYubG6lejyUmZh-jg7THHQKjLFlI76KmrszwU6TxTA80UQp8p__cyEGvmiYPr52PTKt42HpA/s200/baru.jpg" width="200" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTnNAX4-wsWp7oztnD288zzzq-diRuhso6x1kwRLeD7O7e3IDqu-sNIVNcumB-BBazTbr2e7YP66ksz3ovE_u_wAWUAfqAT8pHtI_pXdKup0kTPvwe9LEQWXgisNdR7FBccKIw3JdswTc/s1600/Captura+de+pantalla+de+2016-04-01+13%253A33%253A09.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTnNAX4-wsWp7oztnD288zzzq-diRuhso6x1kwRLeD7O7e3IDqu-sNIVNcumB-BBazTbr2e7YP66ksz3ovE_u_wAWUAfqAT8pHtI_pXdKup0kTPvwe9LEQWXgisNdR7FBccKIw3JdswTc/s200/Captura+de+pantalla+de+2016-04-01+13%253A33%253A09.png" width="121" /></a></div>
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RESULTADO FINAL</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgVemQ29CTPHkFwAbXWx8uMHqTLY5CoNfqXO_n8g-QrFYiOtCJvusx6130MpLLjQD0DY8R0vSXDF0d6eg6L945EKzVw30mkDwGDZm0m8P6w8kRMSTjtX3cDrqGf47nI_5upWeNFiiazpY/s1600/playayosos2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgVemQ29CTPHkFwAbXWx8uMHqTLY5CoNfqXO_n8g-QrFYiOtCJvusx6130MpLLjQD0DY8R0vSXDF0d6eg6L945EKzVw30mkDwGDZm0m8P6w8kRMSTjtX3cDrqGf47nI_5upWeNFiiazpY/s320/playayosos2.png" width="320" /></a></div>
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<br />Anonymoushttp://www.blogger.com/profile/05648590017733067521noreply@blogger.com1tag:blogger.com,1999:blog-6454931578151438899.post-67100277665120117582016-03-01T23:44:00.000-08:002016-03-01T23:44:00.853-08:00<br />
En esta presentación se muestran distintos tipos de metales, junto con sus aplicaciones.<br />
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<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/FnOXZ7i0iaXp4t" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
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<b> <a href="https://www.slideshare.net/LauraRamrez24/metales-impress" target="_blank" title="Metales impress ">Metales impress </a> </b> from <b><a href="https://www.slideshare.net/LauraRamrez24" target="_blank">Laura Ramírez</a></b> </div>
Anonymoushttp://www.blogger.com/profile/05648590017733067521noreply@blogger.com1tag:blogger.com,1999:blog-6454931578151438899.post-41701045163525227532016-02-26T00:46:00.001-08:002016-02-26T00:46:21.710-08:00 Aquí os dejo Comidas típicas de distintos lugares del mundo.<br />
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<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/N7B8gFczOnb3Bo" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
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<b> <a href="https://www.slideshare.net/LauraRamrez24/platos-58746512" target="_blank" title="Platos">Platos</a> </b> from <b><a href="https://www.slideshare.net/LauraRamrez24" target="_blank">Laura Ramírez</a></b> </div>
Anonymoushttp://www.blogger.com/profile/05648590017733067521noreply@blogger.com0tag:blogger.com,1999:blog-6454931578151438899.post-66098617389629551362016-02-26T00:38:00.002-08:002016-02-26T00:38:58.791-08:00<br />
En esta entrada se muestran algunas de las razas de perros de compañia.<br />
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<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/bSbebzLJx0zkE2" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
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<b> <a href="https://www.slideshare.net/LauraRamrez24/perros-58745835" target="_blank" title="Perros">Perros</a> </b> from <b><a href="https://www.slideshare.net/LauraRamrez24" target="_blank">Laura Ramírez</a></b> </div>
Anonymoushttp://www.blogger.com/profile/05648590017733067521noreply@blogger.com0tag:blogger.com,1999:blog-6454931578151438899.post-86766788072122631182016-02-22T00:55:00.000-08:002016-02-22T00:55:53.579-08:00Monumentos de MadridEn esta entrada puedes ver los monumentos más importantes de Madrid. Espero que te sirva de ayuda para conocer un poquito más Madrid.<br />
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<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/Aq5iEguGZ3aBIH" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
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<b> <a href="https://www.slideshare.net/LauraRamrez24/monumentos-de-madrid-58544214" target="_blank" title="Monumentos de madrid">Monumentos de madrid</a> </b> from <b><a href="https://www.slideshare.net/LauraRamrez24" target="_blank">Laura Ramírez</a></b> </div>
Anonymoushttp://www.blogger.com/profile/05648590017733067521noreply@blogger.com0tag:blogger.com,1999:blog-6454931578151438899.post-83934680887881959642016-02-19T05:38:00.005-08:002016-02-19T05:38:56.387-08:00Componentes del ordenador<br />
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En esta entrada podrás ver los componentes del ordenador. Desde las partes de la placa base, los componentes del PC hasta las conexiones del ordenador.<br />
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<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/mfdK9ru7qDqZQg" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
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<b> <a href="https://www.slideshare.net/LauraRamrez24/componentes-del-ordenador-58465990" target="_blank" title="Componentes del ordenador">Componentes del ordenador</a> </b> from <b><a href="https://www.slideshare.net/LauraRamrez24" target="_blank">Laura Ramírez</a></b> </div>
Anonymoushttp://www.blogger.com/profile/05648590017733067521noreply@blogger.com0tag:blogger.com,1999:blog-6454931578151438899.post-35486715866793387972015-11-11T00:15:00.002-08:002016-01-04T07:39:33.507-08:00Tipos De Software <div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">En esta entrada vamos a tratar que es SOFTWARE y los tipos de este que podemos encontrar.</span></div>
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<span style="font-size: small;"> El software de un ordenador es el conjunto de programas que utiliza el ordenador para tratar la información así como la propia información tratada. El software es información ya sea instrucciones o datos a procesar y estas se pueden ejecutar gracias al hardware.</span></div>
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<span style="font-size: small;">Dentro de Software podemos encontrar 2 grandes grupos que a su vez también se dividen según su función:</span><br />
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<li><span style="font-size: small;"><span style="font-size: small;"> <b> <span style="background-color: purple;">Software de base</span></b></span><span style="background-color: purple; font-size: small;">:</span><span style="font-size: small;"> </span>es aquel que "hace funcionar" el ordenador, trabaja directamente con el hardware haciéndolo funcionar. Fundamentalmente son los sistemas operativos y los drivers. </span></li>
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<span style="font-size: small;"> <b style="color: purple;">- <u>Sistemas operativos</u>. </b>Es el software de base más importante. Se encarga del funcionamiento de todos los componentes para que funcionen como una sola máquina, controla todas las entradas y salidas de información en el sistema, ofrece una base estándar sobre la que ejecutar otros programas y se encarga de detectar y avisar al usuario de los errores que se produzcan. </span></div>
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<span style="font-size: small;">Unos ejemplos de sistemas operativos pueden ser:</span></div>
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<span style="font-size: small;"> * MS Windows xp</span></div>
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<span style="font-size: small;"> * Unix</span></div>
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<span style="font-size: small;">* Linux </span></div>
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<span style="font-size: small;"> <b><span style="color: purple;">- </span><u style="color: purple;">Drivers</u>.</b> Los drivers permiten que un determinado modelo de componente funcione con un sistema operativo. De esa manera pueden usar ese componente. Cada driver está diseñado para un modelo de componente, y no vale para otro modelo. Cada driver está diseñado para un sistema operativo, y no vale pata otro, para que un programa pueda usar un componente es necesario que éste instalado a driver del componente en el sistema operativo. Los drivers de un dispositivo a <b>DEBEN </b>venir con el correspondiente dispositivo. </span><br />
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<span style="font-size: small;">*Drivers de una impresora </span></div>
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<li><span style="font-size: small;"><b style="background-color: purple;">Software de Aplicación</b>: Son los programas diseñados para que el usuario realice con ellos una tarea determinada, estos también son llamados aplicaciones. Es el tipo de software más abundante. Las aplicaciones funcionan en un determinado sistema operativo con el que son compatibles. Las aplicaciones se comunica con el sistema operativo y este es el que se comunica a través de los drivers con el hardware. Hay aplicaciones que tienen versiones para distintos sistemas operativos..</span></li>
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<span style="font-size: small;"> <b><span style="color: purple;">- </span><u style="color: purple;">Software de Ofimática</u><span style="color: purple;">.</span> </b>Es el tipo de aplicaciones más importantes ya que el ordenador se ha convertido en una herramienta fundamental del trabajo.</span></div>
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<span style="font-size: small;"> * Procesadores de texto------------- MS Word------ Abi Word</span></div>
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<span style="font-size: small;"> * Hojas de Cálculo----------------------MS Exel---------Lotus 123</span></div>
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<span style="font-size: small;"> * Gestores de base de datos--------MS Access------Oracle</span></div>
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<span style="font-size: small;"> * Editores de Presentaciones------MS PowerPoint</span></div>
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<span style="font-size: small;"> * Agendas y Organizadores---------Evolution</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"> * Visualizadores de PDF------------ Adobe Reader</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"> * Suites---------MS Office</span></div>
<div style="margin-left: 40px; text-align: justify;">
<span style="font-size: small;"><br /></span>
<span style="font-size: small;"><br /></span>
<br />
<div style="text-align: center;">
<span style="font-size: small;"> <b><span style="color: purple;">- </span><u style="color: purple;">Utilidades</u></b><span style="color: purple;"><b>.</b> </span>Este ordenador incluye aplicaciones cuya finalidad está muy relacionada con el funcionamiento del propio ordenador.</span></div>
<span style="font-size: small;"><br /></span>
<br />
<div style="text-align: left;">
<span style="font-size: small;"><br /></span></div>
<div style="text-align: left;">
<span style="font-size: small;"> * Rendimiento y Diagnostico------------Everest</span></div>
<div style="text-align: left;">
<span style="font-size: small;"><br /></span></div>
<div style="text-align: left;">
<span style="font-size: small;"> * Compresores-----------Winrar</span></div>
<div style="text-align: left;">
<span style="font-size: small;"><br /></span></div>
<div style="text-align: left;">
<span style="font-size: small;"> * Antivirus----------Norton Antivirus</span></div>
</div>
<div style="text-align: justify;">
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"> * Programas de grabación------Nero Burning Rom</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: center;">
<span style="font-size: small;"> <span style="color: purple;">-<b> </b></span><b><u style="color: purple;">Multimedia</u></b><span style="color: purple;">.</span> Este grupo está formado por aquellos programas dedicados a la creación, edición y reproducción de un vídeo.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><u> </u></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><u> </u></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><u> </u><br /> * General----------Windows Media Player----SlowView </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: center;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"> * Sonido----------Winamp-------Adobe Auditions</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"> * Vídeo-------DivX player-----------Adobe Premier----Power DVD</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"> * Gráficos------ACDSee------Adobe PhotoShop----Autocad------Maya</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: center;">
<span style="font-size: small;"> <b>-<u style="color: purple;"> Internet.</u> </b>Este grupo está formado por los programas que sirven para la conexión a internet. </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"> * Navegadores--------- Internet explorer--- Firefox</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"><u></u><br /></span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"> * Clientes de -email------MS Outlook Express </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"> * Chat y mensajería instantanea---------Yahoo Messenger </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"> * Reproductores Multimedia de internet------Real Player</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"> * Firewalls---------Zone Alarm----Norton Internet Securit<span style="font-family: "arial" , "helvetica" , sans-serif;">y</span></span><br />
<br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> * P2P---------emule------Azareus </span></span></div>
<div style="text-align: left;">
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjamlCibFWWL94WKHsKiWkCO6kbR9d8I9P7vP4545BusSG-WqqklQ_0IePoY7kuQMaDAjgyrvCLS_WN9shwbZiJkMoPlNpnKel9_TJP41Fbi0Y8QA0tRWNWwpyoh8om05ot1KclfSQHwUc/s1600/presentacion-de-tipos-de-software-5-638.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjamlCibFWWL94WKHsKiWkCO6kbR9d8I9P7vP4545BusSG-WqqklQ_0IePoY7kuQMaDAjgyrvCLS_WN9shwbZiJkMoPlNpnKel9_TJP41Fbi0Y8QA0tRWNWwpyoh8om05ot1KclfSQHwUc/s320/presentacion-de-tipos-de-software-5-638.jpg" width="320" /></a></div>
<br />
<br />
<br /></div>
<span style="font-size: small;"><br /> </span><br />
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<span style="font-size: small;"> <u></u></span><br />
<span style="font-size: small;"> </span></div>
Anonymoushttp://www.blogger.com/profile/05648590017733067521noreply@blogger.com1tag:blogger.com,1999:blog-6454931578151438899.post-12764994192489294882015-10-28T01:09:00.005-07:002015-10-28T01:09:50.724-07:00Licencia GNU-GPL<div class="separator" style="clear: both; text-align: center;">
</div>
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</div>
En esta entrada vamos a hablar sobre la licencia GNU y vamos a ver algunos tipos de software con la misma.<br />
<br />
La licencia pública general de GNU, es la licencia de software. Fue escrito por Richard Stallman. Muchos usuarios de ordenadores ejecutan una versión modificada del sistema GNU cada día,
sin saberlo. Debido a un particular giro en los acontecimientos, la versión
de GNU que se utiliza ampliamente hoy en día es generalmente llamada
«Linux», y muchos de sus usuarios no se dan cuenta de que
básicamente se trata del sistema GNU, desarrollado por el <a href="http://www.gnu.org/gnu/gnu-history.html"></a>proyecto GNU. La licencia GPL otorga a los usuarios derechos irrevocables para usar, modificar y redistribuir el software.<br />
<br />
Estos son algunos de los ejemplos de programas con licencia de software:<br />
<br />
<br />
<br />
<div style="text-align: center;">
<br /></div>
<div style="color: magenta; text-align: center;">
<u>TUXKART</u></div>
<div style="text-align: center;">
<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvLITpqk4fR3HcSmU0Xvqu0eW_dxMvWOVD5bMJFb-7SnxyB31VI411zxTm9Sg3AoUQbxjlg89_IvXDnluV2VX2i63dnyDYPav-Og4R6B1gYJbB30_xdIiPxhEGa5eFbl3ZXNjky0jB9iE/s1600/tuxkart.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvLITpqk4fR3HcSmU0Xvqu0eW_dxMvWOVD5bMJFb-7SnxyB31VI411zxTm9Sg3AoUQbxjlg89_IvXDnluV2VX2i63dnyDYPav-Og4R6B1gYJbB30_xdIiPxhEGa5eFbl3ZXNjky0jB9iE/s200/tuxkart.jpeg" width="200" /></a></div>
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<u>TUXPAINT</u></div>
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<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYpoaCRsn2tIa0u9nozpSHC2Ph5QqboT9Is84PWHu5WD1tAgWGPoVDb1aaynRVF6F_8DfB1LgsLvsSp3JTSCmK7IMYx7R6ocgFeHP95gjR7ng6YLKzQS3cOSMXD0vd7bFRit7R4tRAhgw/s1600/tux-paint-31.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="156" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYpoaCRsn2tIa0u9nozpSHC2Ph5QqboT9Is84PWHu5WD1tAgWGPoVDb1aaynRVF6F_8DfB1LgsLvsSp3JTSCmK7IMYx7R6ocgFeHP95gjR7ng6YLKzQS3cOSMXD0vd7bFRit7R4tRAhgw/s200/tux-paint-31.png" width="200" /></a></div>
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<u>SUPERTUX</u></div>
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<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWazHGDRK1UrklGUohHqrKAi9t1eYf3MzL2buBGdPJdeOOgu1_gMzMmFylyabhDspeDsBWRQ9qbtsNFLymHiycSxKe3ZA7vzDYNdMP9_5MAFyS9YjkR8Q26geFKkz_ZK1HhHhl9RQ7Kv4/s1600/supertux-10.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWazHGDRK1UrklGUohHqrKAi9t1eYf3MzL2buBGdPJdeOOgu1_gMzMmFylyabhDspeDsBWRQ9qbtsNFLymHiycSxKe3ZA7vzDYNdMP9_5MAFyS9YjkR8Q26geFKkz_ZK1HhHhl9RQ7Kv4/s200/supertux-10.jpg" width="200" /></a></div>
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<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="color: magenta; text-align: center;">
<u>TUXRACER</u></div>
<div style="text-align: center;">
<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_XmdE0Bb_ZOmAQgenHDrARRavEEh4kpoBhNgHmt4GkXIyPWenYjwYXl6GydixOtkqmren_IpS8vfsfL6Pcn_wDRgT20R5gRRjWVJl9a9KVJ_PFS0lT71jnEhMlTIvvUMPxwBH4ou7JXs/s1600/tuxracer.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_XmdE0Bb_ZOmAQgenHDrARRavEEh4kpoBhNgHmt4GkXIyPWenYjwYXl6GydixOtkqmren_IpS8vfsfL6Pcn_wDRgT20R5gRRjWVJl9a9KVJ_PFS0lT71jnEhMlTIvvUMPxwBH4ou7JXs/s200/tuxracer.jpeg" width="200" /> </a></div>
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<u>ARMAGETRON ADVANCE</u></div>
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<u><br /></u></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm5IjM-lDLVyESHfkvYQOo_TsOpN2bSV8QHN5Wd5t16ejTot0OzZDMboM2Dan1IB3B1x5R0zpEXPyMNTtwRQ7j_DrGda5Jd417K_hvwBWZ6gNMawuDD27DAgwbRClTYj_Fe6yZJXk0bVA/s1600/armagetronadvanced.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm5IjM-lDLVyESHfkvYQOo_TsOpN2bSV8QHN5Wd5t16ejTot0OzZDMboM2Dan1IB3B1x5R0zpEXPyMNTtwRQ7j_DrGda5Jd417K_hvwBWZ6gNMawuDD27DAgwbRClTYj_Fe6yZJXk0bVA/s200/armagetronadvanced.png" width="200" /></a></div>
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<br />Anonymoushttp://www.blogger.com/profile/05648590017733067521noreply@blogger.com1tag:blogger.com,1999:blog-6454931578151438899.post-53364943470635344232015-10-19T00:30:00.003-07:002015-10-19T00:30:55.744-07:00Generaciones de los OrdenadoresEn esta entrada vamos a ver como han ido evolucionando los ordenadores a lo largo de las generaciones.<html xmlns="http://www.w3.org/1999/xhtml"><!--This file was converted to xhtml by OpenOffice.org - see http://xml.openoffice.org/odf2xhtml for more info.--><head profile="http://dublincore.org/documents/dcmi-terms/"><title xml:lang="en-US">- no title specified</title><link href="http://purl.org/dc/elements/1.1/" hreflang="en" rel="schema.DC"></link><link href="http://purl.org/dc/terms/" hreflang="en" rel="schema.DCTERMS"></link><link href="http://purl.org/dc/dcmitype/" hreflang="en" rel="schema.DCTYPE"></link><link href="http://purl.org/dc/dcam/" hreflang="en" rel="schema.DCAM"></link><base href="."></base><style type="text/css">
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</style></head><body dir="ltr" style="margin-bottom: 2cm; margin-left: 2cm; margin-right: 2cm; margin-top: 2cm; max-width: 21.001cm;"><table border="0" cellpadding="0" cellspacing="0" class="Tabla1"><colgroup><col width="186"></col><col width="186"></col><col width="186"></col><col width="186"></col></colgroup>
<tr><td class="Tabla1_A1" style="text-align: left; width: 4.249cm;"><div class="P6">
Número de generaciones</div>
</td><td class="Tabla1_A1" style="text-align: left; width: 4.249cm;"><div class="P3">
Años</div>
</td><td class="Tabla1_A1" style="text-align: left; width: 4.249cm;"><div class="P3">
Características Principales</div>
</td><td class="Tabla1_D1" style="text-align: left; width: 4.251cm;"><div class="P3">
Dimensiones</div>
</td></tr>
<tr><td class="Tabla1_A2" style="text-align: left; width: 4.249cm;"><div class="P4">
Primera</div>
</td><td class="Tabla1_A2" style="text-align: left; width: 4.249cm;"><div class="P2">
(1940-1952)</div>
</td><td class="Tabla1_A2" style="text-align: left; width: 4.249cm;"><div class="P1">
Tenían un uso exclusivo para ámbito militar y científico. </div>
</td><td class="Tabla1_D2" style="text-align: left; width: 4.251cm;"><div class="P5">
Ocupaba varias habitaciones.</div>
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Segunda</div>
</td><td class="Tabla1_A2" style="text-align: left; width: 4.249cm;"><div class="P2">
(1952-1964)</div>
</td><td class="Tabla1_A2" style="text-align: left; width: 4.249cm;"><div class="P1">
Aparecen los primeros ordenadores comerciales. Tenían incorporado sistemas operativos . Interpretaban lenguaje de programación.</div>
</td><td class="Tabla1_D2" style="text-align: left; width: 4.251cm;"><div class="P1">
Tenía unas dimensiones menores que el anterior .</div>
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<tr><td class="Tabla1_A2" style="text-align: left; width: 4.249cm;"><div class="P4">
Tercera</div>
</td><td class="Tabla1_A2" style="text-align: left; width: 4.249cm;"><div class="P2">
(1964-1971)</div>
</td><td class="Tabla1_A2" style="text-align: left; width: 4.249cm;"><div class="P1">
Utilizaban circuitos integrados. Esto permitió abaratar costos. Traían mayor capacidad de procesamiento, reduce su tamaño físico y hubo una mejora en la programación.</div>
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Eran mucho más pequeños y ocupaban menos de un pared.</div>
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Cuarta</div>
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(1971-1981)</div>
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Se integran componentes electrónicos y aparece el microprocesador.</div>
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Eran más pequeños, es decir se podían utilizar en mesa.</div>
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Quinta</div>
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(1981-hasta nuestros días)</div>
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Surge el PC y los ordenadores se integraron en los comercios y en los hogares.</div>
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Son los ordenadores que utilizamos hoy en día.</div>
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</body></html>Anonymoushttp://www.blogger.com/profile/05648590017733067521noreply@blogger.com1tag:blogger.com,1999:blog-6454931578151438899.post-42619886463474807532015-10-13T23:49:00.000-07:002015-10-14T00:04:59.378-07:00 Primeros Ordenadores En esta entrada vamos a analizar los ordenadores antiguos y podremos observar, como ha ido evolucionando la tecnología hasta nuestros días. <br />
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<a href="http://www.google.es/url?sa=t&rct=j&q=&esrc=s&source=web&cd=3&cad=rja&uact=8&ved=0CDAQFjACahUKEwiwqK7drMHIAhWDtBQKHSM1Cfk&url=http%3A%2F%2Fwww.wordreference.com%2Fdefinicion%2Fantig%25C3%25BCedad&usg=AFQjCNHbnDmfadpaFajfOWAo5cLcDtmU4Q&sig2=Fz37nX0g3FCil0p4pRvfMw"> </a></h3>
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<a href="https://www.blogger.com/blogger.g?blogID=6454931578151438899" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6454931578151438899" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6454931578151438899" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a> Mark I, fue el primer ordenador electrónico, este era utilizado como calculadora, construido en la universidad de Harvard. Su construcción se inició en 1939. Este ordenador tenía el tamaño de una habitación, este media 15.5m de largo 2.40m de alto y 60cm de ancho.<br />
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ENIAC, es un ordenador número electrónico integrado, fue creado el 15 de febrero de 1946. En un principio fue construido para fines militares pero al acabar la segunda guerra mundial se usó para investigaciones científicas.</div>
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Eniac pesaba 27 toneladas y tenía unas medidas de 2.4m x 0.9m, ocupando una superficie de 167m2 </div>
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Primer IBM PC, introducido el 12 de agosto de 1981 haciendo parte de la 5ª generación de ordenadores. Fue creado por un equipo de ingenieros y diseñadores bajo la dirección de Don Stridge y William C. Lowe.</div>
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Fue el primer ordenador personal. El tamaño era de una máquina de escribir y traía nuevas inovaciones como un disco duro y un teclado pero no traía ratón ya que se tenía que conectar a un televisor.</div>
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<img src="http://7grados.injiniero.es/wp-content/uploads/2008/11/ibm_px_xt.jpg" height="153" id="irc_mi" style="margin-top: 13px;" width="200" /> </div>
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Primer Apple Macintosh, fue el ordenador personal original de apple. Este ordenador tenía una carcasa en color beige y era de un sólo módulo. Este traía incluido un ratón lo cual no era habitual.<br />
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qPvaq/r+7g1d16hL38koA3skH3Fcol3QF91Kv1ehP7llnTB855TlCmHxgg+KZeqtrCwZF/4wq127NRxO/D3n7Afed3PA4SYWWGVMqnKLOsPLAhZDwsCXW05yUqCD7eY8ZBtx7X9Urt4SwC3i29umto3gQQUjSCFyCYYCKpbu1yFo/L0ri0oP30KylAKNZxRkJ8r6ENXYK7EsrNaUeF6JGDY7yAoQHNgpG6U+iawQ0nOayQ252A0rXbd1pcIiqDsVBklX4CJ5AFABzA6FwaWYVldTHLqp8RLitoTqMXyHARUhUNgWYJhcD0uo31iVh6AgaKvjNQAEwWABCBxrBAg0M5zmR0sdAkiCAUwDgSaLgBEg7YCP+RHY2wBSORPQ24Ca1pVq5gvM2Yl0BL7chOnGCLXFNBqCyAYQCqOT2W2NGgHJ80vAzi9q40AToZPRqseNo/7OJi3znMAzIBuE+T8u2Q4kMzO70Dt8n7f492mX782OzihQnDJvtmijRM9ukIaxNdu/Yz94s/+qL38B19jz37J93FShYCcjtUIVlH7PKy5TjWWcjnIEssr+wE2gm084Ee/PT0U7OItAdwuvrlpajtfAlKAgblkIIdikqJz3comfR5YgNhPbMMBfURHtWWGQml5OafsHJ2UU6UN3itZIIISg9v4dBSR2EJBtgiP76PxFs+e8ChEgYmUtkyKFcLr1WcHU+NkCaYBu1IAokyCClH36iQo/JzAk0ALD/lXLplYjKOYwC2YBEs1Prspkb5dgaNs8Vc5wFJKv91hHFzbV70WaAguxDpop+sJCFwOCESBJcJkyUNBIlpXrTaGuRB1LdCqEnZfIHTf2zMq9SNA8+/IJjwYhPMlPEGTjLieFUAD/VEwiXLdZEoNbCz4Bh3CJFcBB/3Kh6cHjE5Xd0Ud+GW2QE7PHN5GYKi14LTwKWQLc62eR5yBa1C6bZwbxxZ6Cd9VyaSFibJK4ImiUHt9oijxL05MjtnYSNnz+c5QLuwv3vkm+9THP2zf98ofscc+/dmc3OABRYxNJcMCS/MHBzcWaCbZJrOtHlB28ZYAbhff3DS1nS8Bha5nD+hByWUgtWk8khlJynMA8DIiQXsgAgDS834P82BHzAjQauP/ahEY0QXQzs+ddeOk/FkCpT6AKDDqochzKPKRXAtfEcfQe4pSlOK1DHQKULW2lKAPEGaEku3w8kAO/giEiwV8bD5AsRVZOVV3EaCiOoiUdoFqHV2iG9tKtJaTSGNBqcrvJrOgAipkPtO5yg1TCwWMiMH2AA8xvABogRGVYGEOZpj39F4kzD9GTnpYP2NS9KUDP1uL5GttEUCCemcffz1DQQuR8iUuyO0g5uCYAZsYlOaHHKL50b8LVmXSpB9nqWzO1mRuzUAwmjo1Po1JwTLhYSWgoeYY2GEYX0beLgC7kZERrzupMyrMT+NuUUYsjyzHCMW8Zv8+6wGE5+ZP2+/95n+0G296jn3vy3/I9l53NNw3TJyNpubIQwH+Pw3dg2y4z4+GFIMEcP7TTFuSwCMkAVeWmXIUIEgDa5+ARgjmypV3lD2aHAYloEBhyVwIUK1QBaMrcMsUurMpFG2HqL8e4eQ1/ofrP3le5kP3e4VajL2+SmTliC4MEYpS1CHJOpjKvMhvxoCkyMWMnG1qGBqD/EgOrE333xXyVYYKM3OzKZtC5Rl/kwRmnafail1FdoiuiHEKVNwHhMkQc6GASoBQ4t1ZF+AnsKkCcEFA2bjkIxSACIYEuMhGENYTSCqIhc99jcPFyFiIylQ/8aUxhc8ZcAvIJGed58cyZhWuqp51is/lQoDT9wygwow3gW0QxATC2tr4LHWfgv8t+N40T83DwTcbg86NYKxbL7MwkiAgBj+oQImAmhoJ4X3ubUfLEvCg0OP3cGDfXpvdV7Q7Pv8J+z///kP2wpe+zH7gVa+x3OgEzHYCYZS419wPficl3U/9rHQ/RSt38ZYAbhff3DS1nS8BNx1Jv7nSz76gzDowMD2pLy7Ohf2KEBwAOOVgSRFOTc4QYk5UoihQ7Iv9KjXV5X93BxanqMMCQQUyjUn1izXmYVEysRVH2IPpLzKYGAChvsW4eqqoL+YggEQZqrq+IMyxinGrXqLHyYTLo0AVlQhjUVFj2oxOTPq1xhW0AQsUWIq9lQmHL1JNRICn4IgcgKbNzYWMlyH5fIO5UyAmnsVGe5k8g0+MfLDqCP2HczQEpQSocghCydqHYwJVDVis1VmqHgQEWjCrCEge1CNfpbNmh2lv46DDRZxt8TmCggycLYArgmkEpnieACQIJgCJ5Kj5a9OiqG4+HLiOn+d3OwhTLKu+tmrj4+PkzVVtdX3N6qs9Uh9qsDmATX5K/GtFrqPE9Ta/l2tmxqyO+fKLH3+fff7jH7Qffu3r7JobnmwT1xwl9YLkOwRc0BwYdYtzylRaEfverVsCuN16Z9O8vikkIHIW2JP8UlLo6CAiFlcXztkq4KZahmJeMmeVOdjDJFjmBCl8JRB3WkvgC34olJb8SF4PEYUn8JEia6NEOYhpMShmV/sclCJVe09TxseGivR8LSnpopQwfbRgBmUpYaGZigpLwWsJF+WwYcYUkKGlAc4S0Y4jnvs1Tl8OCLqugkzwA5WKI56r5gwP1HPFn0V9ajzenuuKmYZkhgx8aNdUIrdUcAY0igoUJvQF8PQRzJMyvcnv5xDoACTzp7aO0gzYnFlKRswz+P/YKTnANEPQTTiuztVP7Ks3AHbeUba15S+UT9DbZuiuLiVftgBuYm5BpmJylQqy4D2CmjcUq968XgA89SAuKhAaBaw6rCMnwHeGWxEjJMwfRi8g7yNX+VZzMPLRGoEzlZxNVOuU/SpSCNrsrb/96/bkb32BPefFL7fHPeUmK1M5RakN/lDkVVx295YAbnff3zS7HS4BpfVKnYkXgQpoRpSVKyCARIEivKMVneVoy1HcUaYxnSNm1EWBKxJQylBA6YpVYCBFzp9aFoKulaVdwYvZSKEq8AHzFyWEvX6imzgdRALQCNzcdyQY5bw8ilS1D0sCMwCkL1slgFVhwc48bKJUDRGBYoA6zwsE+0uAGpK1lYsnM5vG2JWviuQtVDJAzLwZl9ibgjycU9B3EZandARnfpohY+wzLg/coH0OStomurLMOzPgZNoiTy8NyWU1vwpKvNNWkIsATDUiA8AqIEYMSsvgiNm6bHgxGmfU4bPAHqajgBzyyXIkdjcBrI0msgJgNupaCy5vY5MTtrJ8FgCDleraAnL6CvcpAO7aWqjM0lLEJ0E8AUA1U+plYoWtE/hTKCvCsW8Nyp2UYLf+AEFfYsjur9N90/1lNpK/3wL8cx5Ggy8Wb6g1+Q318iNUVqHIM02vP1q1U7d/3v7sq7fYU296tn3n977cJo88iUFh5nRJSzL6zfAZEZI2yG9NHcrniLxlKtbvRL5imYEF4dwoeU9904OEKOwO3RLA7dAbk4b1KJGA0xHUDEpbIKXIRAVI6CVzW4kQemc3fNdx+bYU1KFAD73KmK42gxM4Nw8ABJCTQkIPox2dVdDIlSoMzwEGShB9SDJoqmpHWQCGX0hMIbKqIv17sITnWaH50KqRcUjhKQ2hgJJz9ohCbuNnclalPmEYPZS1sym1YdzKvZLvz4NdUJdtwFLg5NxK42OTCu8IUDwnT2ANkIBYnv/GPl1f7FR6Vb6kkE6AYncHJlpa4CIFrLYCFNpXuG5Z1UYAaDf1SiqcW8Y/pc/Be6eLw3o5Z4MHB+XQrVJ9pA7A1SkhpkTtNVbpbhG00WZeRRjqc571TF9SZ30tpDG4rnfGDVRmy+hoV5SZZK+XQDq8h/sSAE8tA7iGTxf+6/dE93Jgk6lT91+i84cKjocHGclC82zb9U+4zpaXF+wTn3q/ff4rX7BnPe9F9szn3WwHHntj5rfUg1LwzQmgw+9HDwrqA7l7t9w3AS7CDmvRKWFdft0Lx7jTviWA22l3JI3n0SUBPTlLaeldmkqReVIsfBcwFAEdKWSZw7S5MpfKF+tCwRTLQaEpEMWBS7lZYlDZE3ZXoEd/RSpweNQfXQcTXuhfKQGhIkj0EwUzma6i/mR+VHuvr8jWEXtyM6MUbXial3lTiteVtEyPUoauaINZTabUwJDIgQstfdVs95U5W9D8YSQAVA62pt4UBKM5jfDZmQuA5z4wl5diOAWWCkTRfAKj0ZD6YoPqEYbVQ1iTM5MOsjpHwKqHhg1y/vRS0MXcyjwrEZA+QRK7wu43sOup1uMa/iyxrSZMVyAClhF92CR6E8aFqbEIgO2b3WNTU1M2SnrC3Hmx1BY4zsoEzFtRmDJHRn/dFrCF++SyywA9gp9ktOnfE4BLgPzV8fjA4fsGNv0qBDKCaAc/GL6fpn8Q1cGDs7aySrWZXNseD9AtLa/bB9/zp3bbrZ8C6G62F7/6Jxys+zC/nAo381DgoCVaq03y1a1Gxjqgq2S7uSdZm9ByR/6bAG5H3pY0qEeVBKTMmHBQaMqt6mIKE4NQUV2WSuGPDEnaCjJZSc040mHOIkhCSlF1GQVGhcwHFkGsQDh9ALYQJCFtFRWp2jRVIwogUxi8NpkOBxmamwYBH1XY19ZDe/fcTBoAV8AUE84vUNAcFhgJDGTS8jELqDIF6WZJ7c1Mhl3ATuMUCVHfJcyXUqYkGaBbUd89mKVYoJSqAJT5q33OgyQAXYBLviWFwDd4QbKIPMzbXXeeAqzatk5O3zrpE2uUEltihYKV9RX3j2lFbpkyZTqVyVcMVnlnpfKELMM2kqfwMaywkFfgD4yZoA4xS1UG2z816exNDwkC6zbjVMSjAw5zjUElEZT0PghQ8fMgwA220WfJy9tlYOhCY/N9/pd7IQDMHmgExn5cDJqBrK03qIc5adXuKKXANmzfzB6b5PuZs+fs//ujd9htn7/FXvq9r7Zv+bbncvPbmEpb5BZOO6fuEEBUxudLT/So30+4toM1N2pwLuHIzvs3AdzOuydpRI8mCUhxSZFJLzlmEZmHgpbybaNI6rCIGLLvRYSl1GlfRdFqK1HdQkAlNuNbpgil+NROSl/vwpgOx2RWknnMy2PJlAZYCLsUkeeMwo8JjORjEaMIpsWozHydMzEpws59H2PUu/4EpqGakRzPxtmVIgxOLu9X/jy1FxGT4hR4aUw9TJEegMG5+q7cBrUvkwfWQQaq6ygLmRjVBkEVraZYW9fuuuM+n6P2NQibrwNiq/izVlHsG9R27DJxuczECuX7KniQBn0SvCEAVY1ML9ysMcM0NQct6NMFQAVURYBNy9QUyJcrqbgyYs/T59jYmO2ZOeTL7ShIxdmoK/1wfwQIfHH56bPmHJiwTJdB1g7QkmG2xTbD+yKD82ZbzTfP0wevyMKxgG+6nkBPFoARfkuAL37IfG7c/Y4F/JyzU0Tg1iZs+fQxe9dv/Tu78aM32fe88jU2e8NN9NO3pbWWTYxRL5OlgOT306oNweQa7kueKFklovs8d/CWAG4H35w0tEeBBKTg+BuqfYjR8OwN6xodnyQ8fNIDO7zOoPvFBAkZoKA43WS36YBTpQ+AAiDwPDmUUghIkAKSVgznRVOjLqveBDSqTNLb9K1lwQPBFroJdKpx6ExDgS+8uxJmn/vlvJNQc1L9a5+SuaXc1a/Gzc7AuAQG6kd9gKfFUWpBYiJUMriYQQOgWl/HPEjwhJLKjx+701ZZd61e1xpxHVsmVH55mZJiWuwUJlkHbMSbcshJlUyKXpqLwJcRUhBGmDbgVKLfIppfeWcan+TU7oqbSkZUBynouMYFm2VMGnsZMFRUqEpfFYkE7VVGrcb5CnRRUMvM/oNWHt/HfaniewyRmir4rOAPsW2pfs9VlJiYq/v59CCiVAG/Vqh56YybqiPaIgAG2W799sP3zEypAbJFENTvJtvh19GDTHjcCNeVyXUUGVcxUTe1xh5orxSDKqsaFBnPOA9IU6Prdv/XbrM3/sev2E3f8VL7Zz/0k7Zv4oAv7eP4rIcOAFJPQqrg4rd+E5jdSLo12B32KQHcDrshaTiPTglsdYC4AAAgAElEQVQEhRWUlZhMTWuGwQ58UU6qUfhineIcKPVQskpAJDa2lfjsCk5KVYxBf6SIvA3/KqiD98D7XI+jiHn5Ip5sSlFg8yhAFJ+zsE0lFhQqp9NHUBmBbQAWzlwwX0VGlwGpGJNiDEcmqYvIeYrKrKvCCIEbYqfyVzFUu+OWW/CBaT04AIzX6uoquX+LsK+6j68yWiGqkCogzEcJ4aJQqqnYzR4EJgAilcJSnl+5pOr4RDzKRwiwaQRau01mUAFYTQxYTJU5C+Tcn8c5Gl/Oma0kp7XiKiylUwUIatYbJxXdE8/VB4ukYuqcnpi2o4+ZwfcWTLCdRvBVFl1A+hvugaqXVLtaLRxpcCzITKY+AVyQc3hICaxWn+N3b6Dbkj0QDL77gbjBLLUpnUHPMTpLuX5+V3noqI0UMXWzpp2AUA81AGpLZdRoXoAdFxSUtN602dlZmG7Xvvix/2FfveUTBKF8l73kh3/SWuTdlcenveqJp5/Qj35bMksLwP0BZwdvCeB28M1JQ9v9EpDSEHgJS6Q4tEkxbmygoMEcVfaQvc5z0MS5eIKOAQt6L1ZCrUXBn5iYMslk4ovY5JGMtFN1f+2UcnUlKvYiwMMHpS1GJ+YUvejtMp+dFBrfpT+1+We9pNjcRCVboj6H49gTfeHSdUUbgkRfvP12AKxhi/i9FheXKd6sFbo3PGBDpKCPjw5LovvUFKkZIjMxf7GEzAhoO4JsKviCeoyromr5XJNVZtwHVC6JeS2h0Ou+7MsozKvCOTkUeBvfmcypQJmzGjGnCnMNtUPw66GcxTDb0EiNQxW9JA+pb7M1s3U+89JNyFHiqtlaJ4kdcye05prRG+3IwW8J8xYN9QcCBgV4Kk3Cbb7sU/URyd6ZNe+D8nO0YRsEuCjbTJIP+ib2HnPwdK5uQvB3ar8qK6sg9AYpHkqlUCQuQ/RWYuP8AhhqHxNmZQIZk/BfIFJ0/1TTmmvLduv7/ty+fMun7BWv+ze2/7obeeAaDWCrk5CzCnyrr52+JYDb6XcojW9XS0DA5ZuUld74o3XBKuVQoUPBi/X6mueqTU+zphhh6wUYRZcDJZ7OuwCF/C6qrq8VnnMF1mKjvuRGd93D48syt6kgsJajyQGGMCD3MaEQFWmYhy0KGBVer5w8AaDYkPM7sTqUtG/sB25dSSrKcH2FBUwx751vL9j55UU7tzhv68ssDIrvq7GKL4wldVqsdt0WQxC2CsBQigrC0MrZ8gWNU/6rSB8lPjugenSmGBfgCyjkuXaxTLg61kbhcLHIXCNhUKdsXdgdkRCeCN2s98lHI8gEs6JC+sW2BPZ6YJDc1tbqbuJcYeHVNUyeLcx1HXx50tny7TVgkk2vGRkwyn1yejiA+YkBVwExr/QC6P34a3/E3vTmN2NixZQJOJSRVZsFTDvcgzwm5i6f5fNr8j4C8G2sL8AEg/m4ViM2lCjOUUWxAMby62mMwccKWAJIegBQlRKtGO6QpOnqwSJ7MEFK3Hc9eMDudf95OUDjQ9W7WLWnDSjSVPcfecn/qS0cp61OxCxbrcknqHvPQ8DYDPKesBxyWls9a2/71f/NnnLTs+zlr3i1lWYOW278AIxQ/jhVROG36wPbuVsCuJ17b9LIkgQ8VF2Jw6URmSsb7mdS6a0yjER5cKoS0od+KCBF4KNgkXyh5spT5ihfdBM9JtXoCslNdkqABuxQxH2YljYPBHFzkwCi4ZGGdUxX5+eW+N62ZUBhGSBbXV0GLFYZi9aEQ/ljNlRiskpzheLBJG+jVUZQ0tPjKGqOyRwpo1k5888pKrPIGJwE1mBI0pNSxvKnSTnjHwt5bvRdJ3hktUGou64PA1xcYU20BTdjaoXsNcBUGFwnIVyJ15qu63EUfMwtDI8O4UECNe7zlclTmxje4BbVtYONhiQzJu8a/wYoWmJyCnb5vT/8I3vrn/yxzbNg6RT1MnvKI9TSP7Str9aDyRTkclYJCMVqKZpfYHQALwMvZcE9XsVFvtMBtqdxBWamu5cBU7ZPe7RPY4xjvmAi2ReX5yW2wM7F6bgHPGQIEGQilwtWAF3CD/mpT3zS7r77bvv2F7zUbnzOd9n0oSO+oG2BaNOdviWA2+l3KI1vd0tA0W++SU3Fz/E9lHqqUuoijylvA2VfUfVksQre8vJ94S/ykk0CCWkpdUMZrV6fFaGllkk4UxK2e+WkDWE8GxtrsJ0VN/PNn1v0oI0zc/MOHMv1pZDQDAOSb6xIBRN16mu9AUgK1hD7KlWJJAR0y4ArOEZASMj5kt9LlViKLO1Sxva3Bx+ar+INs1ANSpGGJjH86w36h6neP3fe/YxrK8t+/fnz87a4wMrgmAdFzkhHy7bMRJupcxUZGwQu8RyZS6XOKwR+lLK8vSxqfpPZ6EFALFGLMATlH4FvC+gchOSnojMVmfacQk2e89owLSFzjgcM9XP9Y2+w27/8BXv84x9vd97+ZSXLeVTmGA8iWkxbqx8oYXoQaPTZ8Zz3aG6O4DYIcGoXAY4Otj5rqtvgVmgb5fXg72ovU2M4D0DnFPkrtWmfyqy1YHaPO/oYW2VdwL/8k7fbxz75KfuZn/sFVit4fEhj0YPSDt4SwO3gm5OG9uiSgJT/1uO4QA4QIQKuLd+aakGKAbFESkGUhcg/VT0x/E/um9MzuPwqBHDUN1aImFtx5nTvieO2tLRkK4thJW759jwPDEbUwLdVyo0QkKGFP0NRZa0yrQVIqVlPUV/MiOOqNQnL0h/MdJ5EznVZRNorqkyOYY6DPYkR5ThPI1FYfxe22cMEePuxO9z3dv4c4DWHH24BJrbE4qobwSek4loh9EXzDcDupbkEmASuTExMwSi0KCpAA8PrYtKUOc2LDAtkNHPPjwtAFSqIAEa0CeXJQrSmrhLAJPjFgoVTuXOYf7PVGDS3FnMU2ChVQ9+VOK+thH9Qr65WCOeYPzDw79Lp8zZ34pTNPG7WfXz5Gr6qEcyEoPMq92Ac9q1rqU8Blt8pv89Kug8gqf4HfXQObB6IsoViEbziLmdePrJtkM73b23eNnsN7lf/Ym0eMOId63NooYcfmR/HR8Ztg9/LeA1zKoWc5++/2z783r+0V//0v6YKzNSFF9qB3xLA7cCbkoaUJBAl0BFg4S8am9lrI4R2y4S4QiFmAVhjbclOnTnpQRsra02WzlmzuaU5mNA8ZsQlX05FEYBK5m4BkmXqRo5Q3b9aI2ycyDhgAx+cKpkIKAEO1nDTYpnKkyrIhCjAITG6hsmqAhNUeLwSqn3xTtrIh3P/fWdsHnPh/afn7dzpBSp6rDK+NqZFMRS6Q0m2UZYtNKd8f3A/fE5TjKGKGXXMJpQCAQvV6tMK1MjLV4jS9c96zz7ru8bZJjpS71phXPsUIKJNytr3Cy5l+2Sc8r8pz01RhYooFGBpUHoLQTVIs4GZVg8HmiugKMik3hnjxjTMd4WpaJMpsy5KyeZgC2DoYUK1NL90yz/Y9dfdbAdnD9lJ1t9bXFq2UQXJTE24T06pEkred0DhPAe6GLVDfxG8NG717YEnoKDGG9r7ZX2LbSOuac4C27gNguIF7TdbbH3Y7ItdinoV01eivxyayl/UskMNUjYkx8mJMVAaecDG504eE+Ljs1znPuo3uXO3BHA7996kkT1qJCAFG56gt95lKoKbofSUD1dGkcg89pbf/S1yw+6wQmsVxYaZDnblT/xaawCFRPEON31BgMilwz+HAixVCBpQkjM+kzIMUHldXlGfgIlObxmzI8CAwqoQsVhUFKUKPGPilKlRiriDnXDu9IqdOXmea5+0+0+ct4U5KoPQrEE3IjkBBqRoi4xkHGY3DZhOYVolGY1I0B7sxut8SLkDagLeMoyvvrqArmT8jM/ZBGAQ2YbYjheHVgQJYxU8FvAvatsENA6pvYI/FFQjIidfn4I3+grWgF1KBloQVmCgCEsPxADM1a1XMUHUnZi+kNXSVH/eHmDTrHR35F/zalZaS49ztepCi/ZVKf+RMTt3/330SWoE4fftLgwWQFQgjZhtZGhx7BGTIphrDh5oowmw6bvmGPB7C8A2zx8ANT8h2+J5+ho/R3kOApqOuwzpOqycLlnLnK3cRVV1CWZt5V9uaPFa7l2VOa4TYHT8+L3qHH+w7oXufBhzNoQd9ZYAbkfdjjSYR5sEMgLivqloovT3bOvgn6pNjDpbuP/+++2Nb3qjjZG79aTrrrJrrtpvteo4ikkLhVLtnzB6BXt4eDrAJNDIEQSSK+EPUqgem3R/TQERAkfC+KswM1ej/JWpbhV/3KlTZ+zYPcft7Jll++qX73dl3lXQBueL0UjdlhSAAOiOjx7ALzhhYxPjrth9g1ZJmZaUR0a0Qh8gkAlTaQNtRQ3KL1XVygTAcp+xMTQp17BCAcqSc8NLnxmYB6pIEwvIg+LuyAQpM5qAgb0KivBcP66hUP4OUYhiv+MEfiAN5gaoKaJTrEyrixM+LzOkfEwKztGK41ofreMJ52Ea+leX8ORwsUCUfKfAHJ02AkY1Beq0bI6oVdkdvTg2J8hEmwM4p/dMYUlWdChAgq9SkYwarzhXSQnePFAEE6GiH7duuj+wDDC8rdEEUBr87mxPvx3JLNtiX/EhYLD94GcHQMbi1WkkRb5Hw6dHaSJ+5QxWWXNPLTqw2orYP7+vtbMnbezgEfaG39XFrvFI708A90jfgXT9JIFtJCB15eH/0jKYCBVJqQTpe+89Z0cPwxhQ5otzizaCHy1foh5ijchE9K2Umuc7YRrzHUUqVrAGmPLKqmjC8SILZrIIThu/ytrCkt3ljOys3X7XMeoTEtrvyl2LzjgEYrKi6gU5UGOT+wCxPQ5mRZS8jIFFyjjNjLFatExaMunBxHp9bJMASUiuxsQGsBYVqAEza7G0ja+8LdDjKioYPTaz3xU//MpNcr6KgpiT8Ax124Ex5HtiftoRmJiXGsMHqfB9sVoHXzEvQuoV5OImO5ko6Xdlpe5ya7HGXp82DtEo6DaJ5J4SQL5cCPZw/AwxlQp9V0kvIggnDx220vQem776Ohs/+BirYYacIYpwz8HDNsGDxt0f/3+ssH/Gzq4sONtuEoHaxc+5Z8+0rcwtWPUgOQ7cQ5W6CsAVTK/KTQvmyHDPIhjpfRDsBn8aw/v13fMaM3AbZGzhWmK2Aa0HATC2U99eZca30E6mSq1c4SXWBJz6JfD72+ChoUw1l9U1mDsm8fuOHbMbD17LeQngMgGmtySBJIEHSEDhj2yukPjYY30y5RgJZJSB1ucpv0CwiNiZfGDkNrPKc9/uOF23w1dPW2WtR3FccuQmFLBA7pXnlUmxtW2svMeqkzJHbhDYsWrH773fzt13yo7deZ+dOH7WTYsbuhQvBc8pDXqyMmV7J/fjcwHMMEH1VesSs6ZMn8qjK1HySSDVoKpHGWaoJWN0ppUBXX1qAH6AKAU8rEG/ZZKkl6nUr3XZFJG4QcFfV9S+OkDfmiuLzE0mzKotsnp4hzmWC/RFLltVJsw2C7r6+ABHWFBDKREqjYX2VZWSxooAUMBK6S6iR5WQ3crWyFO4u6Ilq5hJewRL9Ll+ZWLCapPjtmffhE3tOWDjUwetNLbXRvcz56uuthFY8cQscp2k9BfPB0AWc5SZUsyTIBM+CSaVXNElof3QE/4nmx2vWWvpPis38HviG8xX2ja/dt4mAUYxRLDf5zzFdfMAM9/8XfmGcusVCKaRbCrUx1SqfokAGvcn8oPwcmr8EaPSQ4FKpmlzPi0cF3j6Hh1z3uWfIwGUTzM7GvZn34peGUesnfw79abvAjTuSxmh6R6rnFgXuauWZZnj+m1WyUscH83ZsXtvJ2XgefSg+x/6yrreUW+Jwe2o25EGkySAktETubQZW/TLaJ9HMOoQryYmtTWSqUuwtzbshBQ1V3pjY+TAjU7awtKi3XH7STt2/LN27vySnT51HmDEdMa5eSkuwiOquZpdS/L42MgkDE2BH5Mo11FAtWwNrt1E+U2NA2oKFEFxy2ETcr+1Dt0oJkqtJo3yxeTYFhigpKtTACqmvw4JzmJOpH1bcQL/GmCpIBilJNQwcylBub6K+bV4yJaIrCyNKhViwgFtublAvyRNw8i0JGoH4OuTsqBw/UIVbxCJyXlF9cnsemAGMy2Fj6dm7eD+A7Zv714S4qdtkkVIq2OjNnvkGnyYoz6PCVxGLG/nzMTLTqG0NwBJpoCfCY+mpoiuFpjLrCkogrcwhmC4E5A0+Ee+O+FMiYZNltuZwDyrhw+tJuDr4QkokLPul5f5yqJPFUlZUgQm8lIdSDE+7XOgykyUeh9maoP/JwbZ1+B+fR40MW7+gIYbDX3331q0jWcsLvblA+OY5urj0leZMXktLszRLPuRPsg1HsnDCeAeSemnaz/qJeBY5gqRD5nC0POwVIf2KYrQzZS8VO0itNcyOURNUlKpTCh/lbqVqiwyhrkwXxi3Wz5/h916661ENK4ROAKQQNW0dvdIbY/N7JnF1DjNOZNWA2TGYA9l/HR9fGJavRkvEkpe5jMlYweW0BAjYjxlUggqmBm7RUxY0CrFolTQ5hUxM5hKg8RrLfHTwUQnllMmf29m7347cfIMBZMXUewsztodx7TasnXGr8jNauUcINIAHGCJTar1YwI9dPSIjc+OWQ4AHTt4DcBZsr2jVTu8d8au23/YDsO2pqaK+CJhZwJsUV3eZZWVdTEChK9cIFkyeLm/BFAbAiFm0+AkheksoLU3svw5sT1ldanSSg9fodaL03rZawBsi4cCXQZ8QvZmcwsN65w/a/Of/3t79kufY8UxAADgkhk1FsBWaofMkG0tkJqZKOnCTc8RKOJYBYbhN5CBSQZ4ah83HVd7P9dnxua/m7ANA2Nsq6PDx+I5sU+NydsPXNfHo2vxkvnWPysQCR/u2ZP3e06lAoh28pYAbiffnTS2XS8B6Q3XHdlMo5KLEx9UTHV8H67PUDIqXqxFOSnF6MwJwx6+tQJsbQVwux1/2hrqGybWK9l1h4/Y3gOY30bxl2FWdP8ZiskVJVGYbYBMhZHFNIp66Y9C7QE/FTomDBN2N+L7BGINZ2Zik8rxoqwYZq3VTh3FX+d8lvvBlKWqK/lWze5aX/Qlb8Youqwcvqv377PZAwdsFNYzQcX/x147y+sqmNceak/mbKJMcApmyAJ9TAJwfXLp5CfyGs/OrBxDAGExHUEVXAuwUuFkGfSAW68r2RLr4E+OCED56cTWWGoAcCGwxZObiYAEhacB6BKgtUxe/BmqopxcI1qUvMFlfJRKr2gurdv8mfN2du6ch/8rMrOEX7O9DltuAJHHbrEfPjpruScdcLZWYBxayUj+wRGiDrVpOR/3hSFvrdunKi3yccnXNQxw+j4MRv6b0I+ELf4+hgEugpn2D58fzrzw3832/oMSuOlfPVrpUSYEnAQJbp0nmcnsWy13bA559HjAyk+TJrCFsVuNd8inBHA75EakYSQJuAT8URmdwZsUdFR40iGrVBdxMxFsTu9tgjS04OlZqn9cQxDEKgEOn/v0PwBuc7Aq/EKEvgu4Zq++2vbMXkVVEK0Mro7FMpQaULIVAEyRdLqa/DI9QMaTtRVOT1sVY9aQVlhqRSyjSYkusUctV7MBs5OJbQqTYHkMNjg9ZtfNHrDDswftwNWzdviaw3bNkUN2cN8em8DfVAT0pmF1ijA0gj+gkrZSaNsizPEkYHUvTOn8+ZadvP+8jeaq9vRrDtozZoo2rpQFX++ORHL0b8GrNEs6KGL8azKnqgCz/GJag6BOiH9bvrpcxU6Sk7dIjco1ZDFPlZa7KK11fHnNTpDofpb8vTXyBvPIsbcByi3S09y6Jss1gFKAszBNZCrJ9E7tmGuO5GaPcAQMx6kqsw4YHhgds0lY9HJzmSYwO19NPKz6oOR8pSJo9XUHEISpexdZ3CDAie1pi+Az+Hn4wWcY4PxEP2Hzk3+IDC2+D/Ydm+sUt1L6h63zfR/y1K+jK2rMpwBwyAtT8ty5k7Z/+tDWCTvwUwK4HXhT0pAePRKIFqGgeLJ5D4BclISOrxOsITXZV8V8FKgU5RJ1D6sU8T0/v2BNHESnzp5CJSmyEsWKkhb4zMCOVFOwDihpFQBBg9iDAK9UGIVNYJ7kSb7NNdYwyjV7FCIGcPJ8bwOqoyRlqwbjGMEU195wnV39mMM2ObuPPLsJe9qNN9m+qRrh+EaEJrl3jE/gsgKIdmA7ZzHTncexdSeJ6ITKeD9LlApbASRvAGRvwkxawi/Xb+NPBLiLJLVfNVG1I/sO2eEJihTT3zq+whWULfE0ADI4xKrTCyurNk85r/tWyra4kbc5Vik4R63Kc/getXJBkzQBt03KFArz9XcAVPRPEalidDk50yhZlidiskRJsSLzy83KF0n6w9iIjcA4J4g0GWXFhqnpcQJWijZKEezjLLL6iQ9+jFzEFfhij5w/gkPwvSnnziupYMotwRKVQxYT1LdKcUWGFnxwbRifwGfTXzfw0w/MbQixOO7M+xImygBmke0Fk+Ygq4sg5w9PDl96ahJT1sVDVGTYH/oQp/ONBp7iwUPJKL+vk/fcY/u1QOoO3hLA7eCbk4b26JCAQM51ixRO9oqP4l6kVz443lWxRDrZNRH7xA7GCN6owWIWSBk4f27eQUrAt0YFklK+xvInM0Relqy9BvuCoDQwl23AcIo1rxpJlfu6uBtmSBK9UfQTk6N29ezVds11h23fgX126Npr7OjR62zfHtano98xWfoYAoGcMCQAFt60DAypX+rS0ydmTfxzx+aX7eT8vM/nWpjcUSI8upgd8bRRsX7MWgSpKFr0PH0tY65c3Ri3s/We3V2npBeh6J+eP2Wnzzft9pN1juW9PqaW4RGQeDRIA4bVahgxMQB03dMUJBYtbSNT4Z7xMZtCNnskI0CnwrvW1xtlHBXy16hR7YnvjbbAjlHhz1PFkSbUSg8IMiFK9a+vEfUJy11mdlptoTbJPLA8rvdWbIyVG3qkGWil75BLprgXIi1x+LUUBYmcfVkaBbTopiBvj07kAQbjJNcI4CVA8ookus/ZFkBMX7YAzgFvaIvMLB6L3wf7GQS3uD+C3GC7wWP67G1ENfVIBGCH4tX6RiTlWJVcyTvtaXqIeOCwhkb5yH1NAPfIyT5dOUlAmOabK6FtFIXMhfGAohK9GYrOE3x57xL8oOVhtInh6XheTiCRFSXEsRzM8tlFAk3KBILgk0MZV6am7IYnHrWZw3ts/PC07b9q1o4SbfiYWSIQORUXiy+GLST7IqCSo9DzCQoh51lu5vH79mKaq3o4fh0mtbJGtQ5C8PfAfvYCIhXMmCpo1ScgZHpmxpZWjFJeHfsqQHWG5XROEAxznBUK7p8nD4/xnFohjw3Ya82v4b/Sqt+YR7X6AOa/Eot5FrssN0My+l7SHSZmqzZDdOQk4fSTMAjiLm3f5IxVMXGOAFojMC3PZ4cZKr1Lie5L+AyLlCgTsJBS54Ejy+xbAUSbXK/FNZqkLqyxEoEW/OxwrpK6mzxJdBSZAhDLZykTKcZaTKc5mCRChqWWME2ylgHsmPsBM1Yagaqt6MFBS/4IaOV/8xJhEifgFxO7IdBuuozbMOBov4PVZoutDwH8tn4sw6A2fMrFjgcG54Ze/4nptybgDe1DL4PnxocvgXEVlnruzOnhS+247wngdtwtSQN6NElAT8ieUOvhf6oByFM//yt7mPW0gnWeBSmhJXqGBiyWHXQURFHLKpT0UexKmJ6khJVC6asoTpXikqnRCJm/4af/lT32iU+xA9M1e/yRWbvhcQetSXms/aOU0uKaUpMr4OAi5GEFYPvSHXfbQUpPPfXAfmAHZoF/rw8T2kfFlLFDM0RCirXBcgDRAvlqqkJynHpdnznesBOkI9wDUJ1YqNtZUgBWiOKQKdHRFoU/Qk5dFb+fSoDVYIsHp8r2pNky7zVf9mfv1Dg+HYHluAPlftiWFk8oyZfI+mRXzUwaC0zbsbPL1mbNsmV8XQuYQJuY+SSDOt+7nqIAg1LyOeWyxGjbyxSepj89DCgNQAJ2RgLKNDqsm8dcJqGmXc5vYcYU8FSQYRlWWwa8ikxaVffznSJjKNvtx4/xFEEwC2kCzsy4vnLG8tyTNoE/FYJyuI2W536oVGNevjvmL1n1ud8iRUWuqRw1YaWMtwINAWAPKllEFl3P5WOs3CMHuU2k457JB5gluuXFoIKE/V3f1DQmf2+tD8deZLHJ5iIb9HqbdJdFiQrpAvDxkEH7on57vCv/UnPsQNu1VmGbh4KV5bPcWvyT+DpVuVTnSqYCcbFgcWABfRh7YKcS1yY0a6CbX3z4D/uWAO5hF2nqMEngG5RApHPZ6f6knikiKRkxOCmL+CQt7bA+36Jqxh4Ah6hKtKVwEsOZ7X/uC+y33vJGe8ETjtrC/EmbmLqaQIyioZJsdWTGPnbfgh0grv75Bwt2EH9Uu0F4P5B29PDVNgpDgnjZwkbPFinFNdfM2ZkTLTs9v4TZcc3OLrUwI7I+GiWp1jYAXS/STGI2Om6SRVj3U1rsGQdHbIYKKof2PMamSGWYZmFQgZWq0u/fR1kx9N3S3KrtVYQleW1KK1Ccx4n5OVtcPmenYY73LyotARA7c8YV/rOf821EYubtbtanq6/NEySDuRAwUjFlsQ/58EBdX9w1mAbFcrWYJ0LTO68OTxNtQJAuiESFjbUwlQp0YY5aVLaNT9ADHgmuKQnglD4BiBQqOdIqmMek1gSngUALuhjzFHXLgikyMzPrRnDvou9NY8jLL8f4BHB616utSjT0G7+rXaw+4mxPg/EtIEH8PWQ7M7YVWJf2OWboN6MpiwFqx8OwyUe7aS53sFPgTMfmSRfYc3gcMNZvNchDl/Pf7uB1LzOQXWyKCeAuJpm0P0ngCkggRKo98ELKpXL/hzcISq4hG5s2FElPUYUo4+oYIf1EeMwtYy6awO6hRVIAACAASURBVIhG4IhQ7rmveaVVH3+DESNo7/nQrfbql1FaCjK4TDDGDNU8brxuxu6dW7Pf+cBt9oSbnguY9QmPbxvZBXbvyVO2TBmvswSuLFIL0xdWxdc0Xu6Tj1ayWfxQ1x8iEANT5f691wNQZZsZr9jUKEEYJFJXGHdJjEVRjwxXz+4qqLFOhEiHCvTjTYI5yIH72unj9qenTlqfYJUDjGkaU2J9YcVqKg+m2prMcd9VBLNgCmw1qPACuInVjMPwqqryAaMoKzoRABJf8FqWerGpQHNOydsAo5vgiOJUSoGWw2ki03quyXvOZqYmkScAx5i7UOMeTM/LiQlcGLRMnU0AXBVZRkFwLLGUDyNoBRbqK2rrPingBxk5kOra2XsEowh80awcFz/1xmxxv69SkAGcZuHnO0hdGqXCdQLI6RRtQ/ASdsY+eY89bgLmNpdwkMo6jGNxdqZoW3pQpO2999xle665nuvJyhCYY1++R911xv3AkpoRsAOj2xzYZfqQAO4yCTZ1myTwUCQgxeEKbFOJSTHoP39I/I0AKL3VQMkHtMBkpur7BE2o+K1W1e5RjiMHI5FpzMhZO/gt32YnMaHt43/4Dc+/2T58rgUjWrVFNPbdp+6146eVJ1e00/cv2aE7PmFFohg3VtesBtjU8GUdIprwKRR0PojPbYzIR1UCmRrFlAeAiYkRyOkJ0aHwpdY1AAgI/qiT1NwAWFRgWYnXWh+0y74qAKEqKB00nhKqx4haPHTksfbao48jaIScMnw6I8qz20M0pZ+Lz5BMctYNtzKRoE1WHu8Ridmgr9lClfxi/Gf0naezHGY2rIshSCPTqEGkgA51LBV1o4w5Rf43YERlBi7zI+EhtkZ/qlrSEbhlzETsz2+HsJN6k1oHT6bZvqJqkGmjzlOA1uMDFHXvpPRVaFngGqNb430TMxvcHMB4RSDTcf0G5KeLnx3wOEltNgHoQj50QZ/6sgVEW+cNAuNWP+H4AzoY2BHaBqSUGPyV/T6dbeoP49Zv4MS9d9tNzF2y0KoEetDQ/DaH67/lCzf1572HSwwffli/J4B7WMWZOksS+AYlIEUQ/8NLUTo70A7Xug5sdcIgZTrTKtsCNwV/NBXuzhPzGL66PDa+HP6QTrtof/KmP7OrnkeuEvlk86uUzSLvKw/zOEBI+9VUub/pyPWY6Oi+PovPq2KvfN5z7KrxHMEaAby6MLYKJrgOYft9AKuOkteSMssEtKxSzUTRikEhq7IF+l6aRNVPMMOVaFsERLwOJKxO4KtleDgCKKEEMYc28TWN9mBq8kNxrIlyXAJROpQaUzSjxNFvEdVJIEoZXFdZLDmspsk3Uz1I+dKazBto82wAV8DsjCZJBVoqxkbAo+wAAVtDeYPKjwMNO2J3jE9BJ2TzgbFaaSDcOzdvKnxf4CXzJEpd96CHT7HXISAGZC0ge62d5sCme8DnaGrMsMBNjWKcSsmQOa+HkLRP7Er3Vu1lUtUWqtSEfQ6KjKULSyx6XVJtw+/Z7ng0e1DaBLJsLoOtdCyCZgSs2OwBWJMxYZ2vtvLUKYBGPjSNO+TDVez8mRM8oPC7pAaaPxhkF/Rh6zUwDn18wHUGB3gZPieAuwxCTV0mCfxTJSBlNPjUrf4UJp/TgmS8+jAcLfqmav0qynv2/HmpfStWYCOYBxeJVBw/dsJe9eLn2X6K/B6EBRWa63YdJa4eM0vOF5rmPnKaf/JzH6U25GG77hrW9yJVbH5ZlUEoMYx5UMq50IEt8aiOm4o0AnxsRAbWUOo1wvKLsJgWyk56WgYqVUEpKPJRgMcYVXNxpb7s/UWGVRtDietJXyuRA9Z1qFGfa1FjBKbXtWnm3cZcKhOY1KGm2QQUZC5U9ZYRmJuvOoDptAUlK2pNMskKEBODUJFpAVtHwKXrMIYOA2wjI63D7T44+lX0o5Le28ytw3x8jFLQrpQFpnwQqCnxgULXCvhxJof4PYWgSkoEit1lBCCpncYh5a+AF31WRKIATeAmkFNbBzbGInOkl/FivwBEbRzw2PxdoKLYHNqHbctUGfZFdreFIL6fl/obfPlvKetFbxHcBnZt7ovXi++DbYNsfIA8ZOEfrZByso4PFrMzRUgd6H2lB9l19WCmpzIPMmH/4MX8c3b8Afsf3h0J4B5eeabekgS+TgnoP7r++wflppNdubDLFZMrLRl+Yi1KKSsFS6BPUCZ9/HJ7KX11d111PGBvTZQLLG7PVY+jev2E/eQLr7FJ2MkIu88trBE00WYV7T30xvUo1jxp63b1SM4OKg8M0CiNi5GQJE7/KnY8Na6gCClhRuhaSoEsCuggJF9DZl21ovxhnJMnTF4MEr0MK5IpjqFQyFmmSinKNgzQow2ZgVdUgU31ScAWYREYKq2BkpScCVCiRBVZugJgqbqKEqeb8n0RsSkA6AKKeZTshgoxu+YVi+JdtkTpVzEv9odyWHA+Z2RSvgxG5jSur0r/qkQmIismpjX0fGOsClzRdFWeTICmaEwFsjhzlN+PKEpxP11T44mAIhATsGGQ3bx/OqZ2MZDEVwmgX53njI5jahP70b4Cc3cmR1/heAS7QagKcvV5P8QtXitMc9AEGjqQKNUm9qn7Hufo42OCLmYHuYKtkVS/unzexicP+X6lWGjuLj3NTWD9CG4J4B5B4adLJwkMSyAqluF3tVOouzZnBmIsAMQo68DVWYusDVB1ctjy1ISCxS0Sox973RE3wzUEeuDWRG2WVk1bAAhVceRrLJnT6bHWW43wf53GMjcT+N/WCXUvE+peIYKwCwBJYfUEHChmKUBBslii/G550Tp0mUDAn8mH2EMTUJM5K8/TPcZVL9DckdZUY/qtakFSEEbAoZXcBCpiWFBBAkVIJyAApLUOkJD3NppnBQPG0Ca6U/UlqyNUYYExdtCsbYE9/apIspsGeYXqIDgNAXhdJOSdMQ9d3p1kgUWofqQeGtzEqWExl34GdlogVQujdjGzyuzW7lBdBb9dv69annqY0Gsb1gRACQQikLnPChB3sy6X1lg1Pr20P4JIHLuAVedLqhEgB9mUhulDlSz9PX7P9mX3Iey98F//bcUTtmuQ7VM7PegItLX6gQMysvHTszZ1AG6JcmUjB1k5Hb+wj9XHTSM1fIS3BHCP8A1Il3+0S0DMAxlIaYg1UCKrDMNQYnGRVxcF6u8ouhY5W1rbLZ9jfTVC8DtEAnbIJ2ugTOuE7uegP56PxLI3OXLZmlrbi65LhLirVuPnb73Dnnrj45yJrXO9RUyeG1CY/XunbZp2Y5gfqQlCZQ6WwVHQhagNvj6vjoKWk/LqoOAEhgI9bdofzIn+1fE16M6g4Ao44gSKCnd3JY5vTv0oH0xbT4yOsYmjllReTAxAOQTCHuau4JAc+XN9gEaY0wT0QErYWxX+FAIzBKoKmOESvliq2JhyBeUX0+oIWvG8T3mpPk8FLZklxRzpXmCj68m0GTiHWFy4GWrh4+QaUuwVxlIF8P0anNypsyyOqqp0m554nqPepRIIKuTY5TFpei1PzYdlhlqMQ2bYBmyzMEKwDOObKmLSEwtWpWdGKR9gScntlF3Tw0Cb++IAp0lrHBKqXhoAm4tPL/VNfy54bS4LNv+He6Mnh4EtQo4X02YToGpTasXWJplIIrKGq4ybPoV2LjMHZo4R7TrKYrj1FdbswyerVecrovU+Lpme/Wft/3gX/jmOR/3pdeH4slYP29vl7f1hG2bqKEng0SIB/Zfc+m8pUAi6DEUpPw0KJ8+TslhRBUByX44QIlNALiX2ade4ylLxdREFRKyI7WeZGYHdbf94pwOf1mZT+aoa1U3UgxSSFL4AYjOS0Dsc2GBucTmYuFdjjIxT++L34f2DDGSw/dAVvu6v6jcyNinfeB1dQ/sHv8frxnO+3osJDxwUsjk7CEYA0tz14oZpX6xg4u++iBxtOVc1MAVQ7oscOH+7zw9lfMNy1jmDYxr8HmUx2G+UyWA/g3IabqtjAXwHQTHcd8llJ20J4HbS3UhjSRJAAlEJibXI7yOVIQbXhAHIz6WAhyJLv6gUlAoqq8gvDjNXnpTIoOLxhOemXX34ICZJ1RreoIzXGoA3avPnV+1rd9xp5yhAIXOTKoqoEr6uEQmCTHlbY9j6rJvj44lP40N3aztFO7wv9huV5D/1hkdFHk17w4AmcAn7wnzVPgR/bJKhSw4hjl8KXZty7RUQImYV5+AMNQPZeH358NzgyTthm35v8kpKx88oYBMDFshFMFTf6m8QmGJfcd9292RYvupnuF38Ho8N9qfz47X9A9vwvsHz4/E4d7074OvHM7ANn3PBwSv4JZkor6Cw06WSBC4ugWiyCS02FUSmgJQ23SDoI0+ZpBzgJtNgnpdMYV055KJ+geGVx0iExpd2eP+YM7iRfbO2TN1IbU36OPLYG+zuE+eszucCWlZ1HLcMR3xyP0um+MQy+KjjuoQXdnK97WEqnv/k4ChHTbYFSA6KNirtzfFJqavv7F2z/qdsUVkLKNxj5ePmJbDgk3KylKjecSYX8MbZqZsNfar+2hzfNoMZBJG2Fo+V30wmPpnpYNIy22keAUw1seCvEigKxHruZMR4LJMjg9BYFWjinqoBWUSZawgROAbBSPuHgWPwnMHjsV08PnxebBuBe7ifrbv5QIGorc+NH4Deh68Vz5C8s5/RAzu5QnsSg7tCgk6XSRJ4MAmEp3mploH/lvKvsCkIoq4K+vkqCltJzgqVx+cBi3NG5aehdAnKyFMgGOgjpD7slgLvECF5hgolJfxIT37KUXwmI3ZeBZTVDtKnqyi63YMr6Cef5UENKlhXbLz0rkU7/buAxRW2gjDEWgTFemmf2sX34LvTvnjs4VA+7ptTn0xdytaDOPgetuwKCEAkow3IONND87rXzdtdehQRANSfmou9yQEVFXsMIonXjt/jGPQeTZU6Frc4zsF26kPffT7Z5+2AKYwlzHFrrqHneP5gvxdrP3zu5uC2+RB/B4OH4rWcwbF9Pf1tc4nLsuvSd/eyXDJ1miSQJLCtBIbMPN5GIfpuVCPZWtF7HhgBfCmEEV0rk2Fb6+Dof7I0MGH65dFJNz2yYLaHwKve4RgpA1qnbIKlaaSOrruO8lcEbCiEf1yBhuxTsIjwNKgrv/gDGMMFVEfAOrRtKbnQYzw8qHgvlyLc6jeoNUlNgtG7MzXkK7Os9ikCMuRrDc/gwu/OsrJ5CsijP02pETI7qk9dNwKcfKIR/DwYg2vLdyrZKrpQUtEQYsWTaFrVVeP4o6y2G9mwHC8GgLG/4faD19mu/0vtG3zYie3iXDf73e43fKlOL/OxBHCXWcCp+ySBB5NAVFLRyhcBxhWKq8iwyURJKre/tIkFqAJGnXw2mcs8npv8rJGxKZsYm2Q9NPLROHlxiRXbNpoeZNKG+X31rjO++vXZufNe4Z+ASyeAYjaq2OgYoO+uwGE6A+ZHAaoUfdwGFeh2+6K+E/aKFV5KeW/1+tA/RVBw8BI7G3g9gHVk7Eg1K2W2FOg82Bb7j3NWjUvZOqXYdS2ZGgWAw9d1kfl18J16lRTuJRGGKsii0HvPM1S0Z6xykoHl4JgjeGqMcRyDn7VveI7DgLbd98E+4m8vvuvYg+2L14zj8/bxRj+YQK/w8QRwV1jg6XJJAoMSiCp2OwUT27lC4UvbgxtkhpT/g5ByctXk2+kq8kGbh2CznAlFi6tU2nD/G4p0lTJdx+46RkkunaMlYAhO4ViRKihV/G+1aMrkOs52dD1dUAES22xSmlssjyvSTK/IduL38E7UIIp8q81W+4v1v80lL7prGOC2gkrCPAJISwEHmbn8MgQflPlFLzB0IJ7jMgCUPMcvAzs9bDR5CbR0fCuknqopikx1kWqhWcCV+6LcvWFQjuONIDJ4+QhW2hfnHY8Pz+VSbS821+2uOdh28Hj8rOsMyuRifT9S+xPAPVKST9dNEkACrvidPwEQMj9ibiyoYrJe1J8inMFBjaJOtjKHD81rPHJGp2699QUbpX0eBpcnD4kEOnppUzA5b0emqe7Ptz28brz2sM1OT/iK3vXVuh25ZsbuZ92cHDUtJ1kNXEnfAjwpaq0EUFYJrhxskXwz5aspyTf6zlyxocDJcqKtVg7gPMaaK7QATOAxz/pv5OnJ1tknIEObXDTCXpGfNrl8I2WiQ5vzLB66AQizfhrnWWvVWKTAKp1VijuTy4bzDl7qOWtuDoR5FrV6gPKtuLoqm/RJwMaC6yxT+XRd5c8RRdqhhFkbQNNyOFT9omhz3tZ5rwPYVOUEYFQ2Sw8LIfhESeod8tc6nCPzr1IlVMtSYK+FT0VZuyTRsxC5bSwzNxaRRSTMiULQ5LnlyDdUHbMci78VtKipEvXY1WX+FUzGPdiz4lRzjQ1yDWkDjaty7ZLy6DrcP27/ep38Rs7NFbkbfRLsGQAJIJ5rJz9jBBTPO5S4lICOiVmlvjZBHHmF9A6BTvA76rEj7NP6d5rf1ksy0zYMjvo+2Kc3yrZBYHM/IfLxIBrJS+kQGfCreebGDWfqJ85LIH8ltxRFeSWlna6VJHApCWxj5okKpUf+mftxpOyzKhmeNI26bgvsVDmZyvfU4rLSyF6Wu+nbG3/7/bZy/C5QgkU9AY9f+T9eb1N7VKzYWNcMBUTYuoMl313V8dlLiqiyBwo4Aq8ORbOlAFlKKkAyn+lshITm04DnPffea09//LWZcqRP0K/FUjNab20dEB4lHaGACXWd1cDHWPJGDA6VHoinEtMBxRIRL6uri0SCTnm0ooJepJRLqpLBRTcoKK2IyMpICZZK1RX8koNEMyhrBZAEgJKCDyEviv8cYKdSti7vaDYNE5MPcngLbCjbK8Dj5SCgaEqANsopshklckfQEEhqvHGL+yOIiE0rKT0GncTjg2MI+4Kvb/B4uN7waC/8LqAKW/AT6vx4be8r3shLd7N5dJCxDc/pIXZxRZslBndFxZ0uliRwaQlIHQ36hqJCavuTPJGKsDx/csa8mCMlYJ0cN9V49E0l/Stj+OD2EHhStne/66+stPcGO7lesIXVhrGotyd4y5+kKiUUyoKtwYayIbnyGlR4Ajy2YZ0fFb6e0Fnw2ur09d6PfM5+4/f+mNUG9OQewuTFPLRIaxk2NiZwo68Nojl7LGHTEbMhIrRMNYzWehsWCXOqU+GDpXAOjO61mqpiiL+ylHS906TkGKxOoKTAGN6b9CPTq7ao9AffNz9nxyVTNwfqOgI6lSNR6D5zlDw2TagZ4Cta1P2NnL/5mXbOUjjPA0z4KIDSg4FkEscyzH4Ueely5b45pOod4WnfMGBEk6V3NrTFOQ3vv9T3rbGEBH1nnnp4yV46N459u37iNS/VJjK3wTaXar/ddS7XvgRwl0uyqd8kga9DAhdT0lFRCCj8aVxmOCGLKrfzprJaKkXlT+IKmSyNUaNxysZJ9s5XalabPWQtalOOT065su6swKRou7AohsMCNvIhZeOUX0jmLMFlMJ1uTUAP++ElFR026fQ85jmWi7NjBKzcfvx+EUitLQoGkHcHKFUw3TVgl70GpafE9jCJVqsj9tV71uy/vuM9duzMuhVZIucfFlr2g6//t/YTv/wbtkh/BeZVYY4OogIDzKZisRV8hlXYWwFwrzA/MbTBzR8INA8fg3yFIZhEqwt4vUwBUzaFTcCgX/E8pTmIn0rmWibHN4FZdoLeeiq0DIPzpryXkZ93yGeBpV+fV4yqVLSkF3wWYPJwssm+9ZDCPt3XzXury/n4ttha7C++D871oYDI4HlxHj4/ru8PShkwD/d7qf2Dx/Q5pkEM9rFTPicT5U65E2kcSQLbSED+LxkLe1Qs8VWqwyM4bEZ+IS3iWcdMh9/LqQHKdnyapO6GnTtzyvZNj9vpU/dwoGUVzIhrco3BQISDC0t1zm0BOPL0ZCwNxapajn2vvC8li5LX9cTh2Oe2QIEa/4RyXbRhn3LQ5uaXbQ8J5Swpl0GOxh3GXgSgWPzbz10DH+68b9l+9l/+gt39xa/Y39/6BfvtN/2SvfE332F3fOGU3XbmNnvuU55vP/GqZ8DeWJJGa6KxanmTvIiOlgsCJDptrayAj4q0B61A4IDG0CQCgbQnd/PNzYMAlZbJEdApctJravLSHMJI2ccfJYgLAMTa9K4VvdVCSfSaoxdjFsBlJj+Bgx4EqphOBW6qKOMPBfTjAACwCdxioInv1z69O/vWA8oWIKrdZoqBg458gXqg4ePAFsHPr6EJu7TVXpuPmJcf8He/fZqh6KY+bY5RY+V7huMRtCIIqu0wkIW5qY/Yv3e5CXChfQDncOSR/zcB3CN/D9IIkgQuKgEpDakTPeUr5Nwj9jD5SUEqBKUKI+rLiePl+NFYqqwBw3nSk6+1l3/P0+3okYOsLLBh588eg9UBMJVxm8Nftk7gQxFkGCPxWybKoOeC4vKnfunogVHpuBSiFmLVB//s/5CfB2Ieu+MeewIrdGsrYf/MM8Y2bfMARBVwrTELLVQqMPz9t7/NyiNF+8/vfKv9yq/9qn3uzoZ96HOft9//iz+wN775XfZnH/t7+zEArsJw+gom0bUB4x4RoAVMghtU9pepsi5W6Gvx6K8CMQQYQYlH5iIWp6ART2LXZ1qKabmf0ecd5hwBW3zPDZNCK/5K3mHLJBQQIsydft1EKXnJX5gpfgcCQF3vWq9PwSBBbFyfe+j76VcvMegewUR610sNw4gCmKpSTNguBA4Huk1gy5ps8xZBahiU1DT+tgZP831DABaPh74ydsnO2M6T37fZMlFtc+TK7Yp378pdMV0pSSBJIEgg6q5heYgpacvepUjcjyOlBrBFdqDCywrCaLFQqBdcllIWKpU6dvT6/faSbz1oj9tn9vTH1OyJjz1o4JqtoemVA1cH4BTWPl4bcQbnJje9058UWVi1Lewb/Feg4GEVUoQB64gkZCfr0X33876TaEGOA3DapTUQKlLk0nSqusI+RQB+/JOfsp9+3Y/aC2++wfbN7rc7v3KHTRDi+W2HGOvRa625cM4jO8doPAY7qoEt40SS7sH+mcN31qP/iQkAYZT5Z4PLiIh/c3BjbB6SD6BEM6W+hwZhjhG8tkAkA20aaX56xSVutoDOD/oxsTkVq2ZHYNdD99PvF+3ivRO4uo9tc9RhONEsqfaeHJ6B5cWAJpz19f3rJdWyly9CyksPBdoCcD20/rZrG1ntdsceWq+Xr1UCuMsn29RzksBDk0BUvNu1Fshlik8KL/pNZKoTmNXwX4kBQHE4W2peDARf1wjMjvdcUxGWa7afNIGzZ8/b8uIirI1gjz77yx1y5qi8QbuojKNij+9OY7RJKW5uUZOLRai+pdmpE8ftqj3THrAxitmzJsAV4+S8Kkp+FKbDUGxhvo+ptGnfdfOz7b3v/Zg97rFHbPHcGXv6E49676v1sza9lzXiAMQqSweNYFqbZIAzlSrAaXbH175mX/zyP9q6TIJcrH/BuLZYhYNcJtfBz3FewcwaSo4NTMw/DirqaDYM513YUv066xLYD11PLbVPZlGxNl9QFXDTmn5xv94bLIujBw29oj8uAtzwuIa/x/kN7x/8Htto/JE16rP2R2Da7vxhsBr+PnjOxfrJxL9d91dsXzJRXjFRpwslCVxEAs4ItEAn3KqgNGDMaPh2cvKpqZgjilHLoIn99BXBQbRGxyMgawRO4pPqEDJPykCHNbhs+mrrlGaINCT4hMs1MWEq1OLsmTN25MAh61LPkqXLbGVhyRXcRE1cjS4ByTxmzhEYYhP/Vo/+xHgKSoxmk2+rINMo3zUkmTUV4t9jUC3YWwWwvPr6mt1GFOUUa4s9hpSFUXLSztPub2+5k309e8bTbsD/xhzLe3018A//3UftyS94vn38Ix+x5z7hBsyYZp/88Gfsla/6fmtQauzObsne+KdfsE988U771m9/qt1+26320d94o730Na+yN//u02yNAtIYKZEFY4KyBTOkWJu4CZGamAmbAEjM91LAitbc08NAW0wVuUgBlpzlyTSoOcsHSUM9MzDpCiGbyvNSDc8yonBzHAutYpv0XL3amOJSGQGfN/ARFphnl0CUXFFr6tGWzzIFc4vdf1olarXByuQVzK0trQChpxTos/yrkmulrHXCgyk6z7XzelDQJh+oNt70eOHAlT1n6HMErQho8X2Tecr0qfbZA0EErGEzZwByySJcL+bg+Zp5+p2yO4Jlv6B8Qo2V32R3gyGy9p7mI0HrUlnQjsYukfo+fwjTls0n+3a53hLAXS7Jpn6TBL5BCUQl40pISplXjLSLiktmQpWJEsCAjCheFIcoDuBSAlzyfGbtAQJQzM6Q3F0YmbElqRUYm9YVyNX2sjbcHg/kCAAXFVpQYK7EdP1LbDJwyTR6Yo7k7Zkn2rv/8j57y+/+mh09MGJ/94e/oaHbH/zhR+xXf/3NAFDD/vJv/l9bIQeusrdkSxz85D982n7xF3/RPvD2P7Jrvu05bsLcOD9nr3rJ820de+r/9e//i/3Bn7zX9h9+nP3eu99ptdGa/dpv/t/28u//diNXnNXHi3Z+XUpWCjnwV8knvAQCDxx8BILNI9m5Lmg2zTn48rJyXNovrc6m/mLEoJiqUgXcB5f56SIr8uvyT+grmB0FYFomR3hV5iGhBNCpUHaL8mvaImjoQWeTpQ/I338L2RYBLU5w8Fic3wPmuXn2xT8M9hNbbdfPloxD2oqfhwwGwTK2eZCf0MUH8zAduTIw+jANNnWTJLCbJSBFsZ2S0Zzr+KhigERcasVVCsV9nR5I4xJwURijTBcVNcpaHZrzJlC0E4TlrxPG+Dt/e6v90rveZ+/5x1XLwWxmAMIRRfQNCVXdaRwF+fuybTNXLPuuc6THBZaNbs1Oz2/Y77/zz+2FL3613XVszpYAqAa6+/ff+i5763/7A3vBi15hn/zsl9nXge/k7G8/9BWbmLra6srKLAAAIABJREFUjswWnelVpqdtAXyuFup2FcuLq/8/fPc77L/93hvssx97s33PT7/M8gcq9mM/+e02NgVowGJ1bfevCXj0zitEbsIYMqATUwgPBRequqCOM3aUsVRX5kpJ0H1QTiEvT9LWPq6l1Dk9aMRNYKeSaC7/bAvXyhgW+3QdBzb1yfn+DKLgEkBT1Vh0L3XOIKjF38AFfr/NK4R7o6+Dv5f4eXjfwGnbfhw8LzYY7mu7NoNt3UQ5IIPBY9te9AruTAB3BYWdLpUkcDEJxKffzVBzadRsk6JrYv5yhahwcpQiFkR/tbXOGyWhnMEpVw66p6g9CIMDAPhFPlnOGvi/1kmMXqHwskLatQ7c1OSIR/nR1DdnIPQpxhiUWhzB9u9S61L39919ny3PHbOn3njAfukNL7TJaVYI57pfo6izlZr2rGdUbc/BSWu1G/bEI7PWOL1ub/m1d9irv/vHHTjuXThr3am99sfvv9Wmrr7ag2H+8D2fs5FD19l3vPhmH9/PvfYnbP2+43bs/LI1QIkGvrkuSlVgGcEthE14PKWbHAVIF4BbZieLAKJZiW3pJRYoRhoKS2dV//nuq5sDcCFHULEyrc2AHDE45fl5PwNPCd6/THr0q3ulz7p3AjXf70gJ8yQ/UG0HgzSGAdI7z7YHA544r9hu8NyH+nlQNjpn8JqDfcQHCI3dQZ93PV5c6pyHOoaHs10yUT6c0kx9JQl8PRKINOgS57jSQAlqVW4BnUxbZdm5pCgBNcURKq+qwL5OGZ8cJkixuRr0Tf+5l/DjnMffViMS5Fde8TzPe1rDqvbvbr/P5lZRTmIptIvKSUORxU3BERdo7YuMUX6zcyeOWaU+Z2/4F69xM2Onfg4fE4En507AJmsOWB/84HvsXW97mz12xuyqsYqdpITY6/75sz3q8qZnPtU++vHP221f+qL90A98t7O3D332M/i9Jm0/n1Wqcp6KJ+QF2DgpEXvw82zwOrfYBHxIlxBb4yz3o4Eqm3lwAmyOCPCiQg5hMXSaAZKiLH1TmoX3Eb4L6PVJSQpS266+OWczmtV3ZkEmWeCIwED3SHmEOhzBS0wvAoXGMbhfl45h9j5GAUX2rmOx/fBnByLdo2yLwKT3CJKDnzcbPkwfBq/n49+8ruZ34bgfpkt+Q90kBvcNiS2dlCTw8EpgEGCigopXELvTkjiD+93sxatNLpgKEbuSEXND5zVhBqpzLOBaIaGbg54oriAGvZRz3SHAodVe8zB4KfJNAMiUpp7MB/TnRScrFbswf8r2jIzbUx9DEAXfK1RWWWcgT3r6M2yjO2pvf+ctNjW9x665OoBGudq1Jz95xvZRD1MhGt/xtGfbf3/3X9jamWX7qZffzATMPvY3f2ONxSU7cXYFEDZ7xwf+u+WumrTRg1OmAl0Lja6VpyrO4CKI6V3ApHy7wfkMz02TibKMid/eRxZgon2SY4h+VCFmRUHKfCmiwgEBUCacclG5a+xjf7yOlL/3hayVoC7WJ5BVqTGZO3MEmGjpHEXaeNuBHLrYR5B/ALC476I3YeBAHNdDabtdm0udr7EOv2RR8E0+OCFbtg2Of7vrXKl9CeCulKTTdZIEHkQCF1NkAj8BnEBM5kWvaCIGh0JRySrZIT3YDvQq4xMqVSuUtArgcRVpBAf37LX2zCH73fd/yf7Dn37YPnkf6QUopmlMfaMksTl3yZ7AI7BdbCyaQsyZk/qVGfQz//gVO3z0KGZDAgz5XqVQ8gc/c6flKGtSrByw3/7tt9n/8vM/50zu+JrZ3fN1u+3UWTvL9xVeR6//Fqjmuj3zSc90YvULr/91u/HIjcxp3F72s//B/uVv/ZW9+b++y17xyh+0Y0TK/Mpb/sBWRwo2Dwi3iORzkyRo4gW3xB7ow7/rRZuobF15OzXbAo6osOUtC6/gz+NLYIb0F8P8ZWF0ZptFIorpbpooM9CL14vXFHC2CAQKa+3Jd8jpAgWxbiqxCPDUdhAc4r2I7/FeDL9rjHEbvF8RpC4FVsPnDba91HV0XpRZ9BFq/IP9bY3qkf+UTJSP/D1II0gSuEACm8pKylSKkz+NRsN9HZsmMgBJCqarqsmEoqsgldoWWL6lgHNO8SEe5UhU5YmzDZsrVu0L1Iqsr63aUaI/ukVqUxbXrETsu1S7THe6rpSVQtMfinJU//PotnNUSnnKtzyOJXZk5CNTYd9++523/pWVJ95gCyvwLZbC+cxtnwb9nmM/97/+J3vad/yg3X/uXnvOD7zeXvuK77f/8dfvJRpmzN77oQ/aR579AaZTt0/c8qf20Q8dt5//F79g93367fb8f/4ie8O/fZ393V9/3t71W++2H/3u77M9B6Z9SRxFiwZueCET9flobgK9AVCTsB2nMkai73kxNO8lgJ/2aRNgqrGCTcTgXC66J7x0/mAUpWTnUZa6LxzzNAvAzMELIPNi0b5PQSwwngHWE8cSr775PbtOHM/we7hPGuSF20O5f9ud42Md2NRPfA0fUzPN2a0HepAA+D1NINtC+wvleUHnV+BLArgrIOR0iSSBi0lApjCBkUhBDtOiChJ7tXkpRl4OYijwtfqqK5CRCkEhXTKlKHUl9tJR9EiJsskdau9jy8v3ahQADkt0izHpP/jkSMsmWIftP//I8zGN4c8jv+79f/Ml2z+z10axKSpvrAc96agyivLpZJKTonIGFBRUgBBlbcFIfEwBQM/AyO47fp/9q5/6CRtl5yin/ZfXv8F++Gd+3v71z7zWXvlT+OVmXmrv++CHSCP4S/vxH3qp/ZvXvcrWoH6/8L//O/vzv3gLjO0NdjN5bn/yzr+wE/fcaa/7sdfaYfp/zXdeYy/67FvcXFgjcV2rCLzsZU+z737ZBwANJYUjL6lUxtvi1UDJNvGlEQbiwS8CGYGb5qC13vxRIQMVmRyFZZs1Gj1ZPmOAjmraVOxZlVhk3vWMNUyu3I0a8mXrIvuqbL5t8t+4V23Jiv7lx9N5Mhn3Odaqr7tfs6f13zDfdqG6ea1l18KHqFqX3NcOx0qw6bWNYIruatJ0rULaDjD+CBKCVhz8hLaaGz8YRX3GzfcLFGH524JcxBvaqN3wtrl6u+ShLetb6wLq5Tl7nNfiwarL/EqsQbjR4CFGcs3+eE4f8tAcPBJX8/BHDd0Dtcs2XX5r6HHvw/qeAO5hFWfqLEng65PApm7KnpQHzx58YtZTsr4L8OJL36Mu9kU3MTn2STRm7U7fnGGtte3c/JpNU51/774RgjO8apb1R/ZQDQSwFHJdYtM1BhXl5hO9lBnKaTTXtBc990Z70pEpB7cOYHDD9dP2wfe90+bOrdoTr2HdNxTZL7/o2TY+ViIlAELHGm5Vctj+5j/9srXwQ20AdjXavP5HXyUUgBUVSIto0qZi0xSMbjmrDL5C5fdJcXZRoj0qnSjlfItlBIYkve0+L45up+TDvgvnFUUgHS6tq/O1eVsp6Kjoh0Ah+qCGrxPvVTwvvuveqZ7n4H6dG7/71QcB6yLXHRybD/Qi23Df8bzh8Q6e7teP192m39hnNFEO9zU4/m1Ov6K7EsBdUXGniyUJXFwCUhSuLIJu3Wyop3eZKKPSjGYvb6t8AL1nTEvuHVXf0LsejscAFaOCiRji+z99whZYBfzIk59iDSIwR9HmrseyS3p/m8p8axCusAYUu9rpclLUV49X7G2/8Ws27quJtyjLBdtcX/OVwg8AblqhfIRyViOTFIGmRZuAiw6VPBpKeeBPrVmwMZijAmO0KnlPlVkYUB8AXGg1WDFAC52WSH0IBZO14rYWOxfoqQ6JTIpeuYT5hbJYgCyDC7LcAjwXazY/CTbKOmKJJ7WLsQ4JX6sq5DEvanYSla+yQF+e18aroiCTrL//n703j5U8u+77bu1Vb++9p2ef4a4RRYkS5UgWLYVGrEgiEMmSItmKAAP6I7HlSEAMB4khKILgOAgcGImMOI6deEFgJ04MW4olL9TCSJFFSlwickgOh+QsPd3T0/vb6r1Xez7fc+6p+r3q97qbnO7XTc3vN1Ndv+Uu555fvfO9Z7nn2gmHvSdeQLyn8MfFM2k6Hm3pwFb0wQVoxHe0+Wa+bdyZrjjXdfE8QGkeXMO/pvv+3l0z1HVxfNF+kX3Ftt4M/W+mbglwb4Z7Zd2SA/eQA1Ohm+02ISAEcAoy0RFCSd8jJL0JIAl3q1PHlMYC7xoLp0ETid4eYMOm2ulat5X+r3/5EbLvV9KpZwG49etp7alzZsK8G0EUAi5okMhUoMsA4F1mM9M9C4UHcGTmw9nUQTMbyD/TYtdtBVkgEJV0RTtzj/ko4bP8YtXBLrkrATiAjVV8aVd+RgGItsIRCPYwdzG+nsx9ZpaTb0sgJnOX1sHlyEnWxbkp0s2qCjBxgZzBTALaide/PPP7sjDatX8ZL/QsNDk90T2BnNfLkxAudN9yUaq+gI/rOELLtveUoySnQEb7KhvXej6NRsztBr+LbRbP47cy7fCQkyJdxd9OnB9SbTqW+XEVxydGiabI7nJYWw/yfglwD5L7Zd8lB+7IAReasUxAwkSfqoQmWo0WIUs1Uq5l+XNqYxaCT6QbyeMhQEFzwlf09KNL6c//5IfT0upqaq+hAeHT297ezlDqRJjQKwjpPPGfUjgvYGUCbAFuV9lorkV+RlVVVOWITUlxzbHRKeDVXkSL07Y20AT4Ed3PcjaWMeAzWyKP4wDf2mtKCE1n2gi10iD0H9/UmECYZSJCtYBd7jLlwNQaN3Uyoe54LDiUxoWvBxCST803NRXeO3jI66PDA0X8PIBDVy7kc+h7HmxWhHM/qizfGwvrBXICRamKALfAXc8syCS3FfwJ8AjhH4FBoclFXsfo396nnHSFo8jruK3y+i936KC6r9abvwhAux0ABg+DxsMArvBTevOEfY0tlAD3NTKurFZy4F5zQAJjHkQEbzJpaaG3DgmTEJQOSECZ/HLSZCwvJYWyY00Cfsx2LjtsitrZJQz/2VNS9tInX9tNlSaAtHDMrtVHEcychtBprNsp7okWu1Yd/u3iBmuSHkxmwm6XnJRLS/gAG+ni1mY6tbyS1sk92W7LzDhOW9tssop22V5smna5i/lSUZAdzJnacqdHFugxuRnXADYSfaTJtlJcaSE3gIY2J6AaOK7Qc/a9CW+yadH2fhMfVIay2uPTfGnS/LImZsTnw2ImxHMV8WHZExu/GGL/exotaXC6Nc9/38PNtbp4dwEOBkh8VCee6VvvqVhWz4u+vNuBS4H8DHAFwosP83nx96RzjaHYd/F5VPf+KTh3qKzeh49LLHINTjskPKxHCXAP65sp6XrLcUACxD/Fobug0XYqOkJoasYvLa0n4SKpZU4ipD2qXIXs7vrD1i0pHEurx4guTOn3vnDJgKLXOp4WVo6b9nGYeDxI8Kn/uG/1RBoAh1uNRMj4ZBbY1hSNS3vKnVhcsez+PQMmMrBATWMB8ING5dVUdJ08W8tkoJe9klzMqS1tFJOm2q6gJRk4cK+vNhVCyZMRi9qlrWkvPI1bWwUJnBQNKf+ZgZBIk4lSyCVTpqpOBXse8Zz89ti+XDC3oSHmwEEo5RnjMQ1OEYr5WwvldYhWCyARiGTafSLimpkAbPpc7eZgIS3APwjgDuN/9GUDvcuj2JbRl+vqXHQUAVWPigAXdQPMim2Ffy6+58nRPOFBH/v14gdNTdl/yYG3GAemciqDW3H4RcEzrwVIMEm4DglDVxy9zHIKc1cSYq010B+2jGeLAjyk+wuXR+kX/s6vpf/1X3867aEujcgL2QZVvpoZbgisEHICWJQxAkoggQ1Uq2hfDRCvPhFNGA8RlkvVdmoNMU9us8SB22toU8uEea6O0eQGFYJSJuRrxO827hJYQrh/e5A2MHD224TQLzCqDmNhK54mjbUY1IhwehOoc8KTO3ZIqxS0h0YW37cDjFz1lq+oMxPyWfhnAAtQi4rFPvSsCAoRkKEy+hR9dFPfnOjP9dTmQTTvB6M7g9xBbQQN0UfxOsZSpKM4vmLZoKVIk8rOX0f9B/H91fy+HwR9ZZ8lB/5Ic6BqaUGkXihpLb4nAKmOv2lMBGFjgUALJDQ4QHZ+zHRsbTOushkoURi9zV0Lo18GQOSEk3UysWNAgwXd2k1ABk19xuM6e7Gl9IHHa+m/++kPp9OPnE4k/k8LVUUz9i13JGvDba3ZCG1La+Dky9JmogIw+bscSzTTzwAicnWOoJZp0g52BNDZ1FhlypDgRsDLKfvOKdOJsGlC/ksLMgFou7SvhYATxqWdY+RTI+YSdgiW8emh4VTR8pR6TCBfV4orjqENmPJoj2NpaWN4JQ2OzvRkTACONEh3wAksnE5bEK9DJkfoUpGKBZC4ZqMd0pWwU+WVhrqpHRp4N4o6XcI/KLOqDplUqyxTWGX/trSzQZUhCbEhRoExgLjyhFZr8HgXM2x3I9VIYVIfEoDDRKCh6FXCY7pbgLj4RhPSpg0YYLr2k2vYOjJozetAnEIj0w9ormuNHC8uIjr1wIBefM/jzV+5kur7OAVU4sgQX+YUBNW2v3RrQ4fAV+AsH+QEevTbCE3UG4VXKgqdCjIyvjK+WF8YbWv9m44g/9YLb+1e/1tqcPeao2V7JQfeLAdkasyHBIVAIsxALoO0FxxCDCEUmdyltZD7CTNfnU1LG0lLkSV4iDlJX3n1VYI2uum9z5xOJxr99Mb5V9J2r54qK4/MAOnN0nyH+oGDs28XoIdV8z3ZwmTrYjHWppmfLcyAPHKgkhbrWlNoH/qe105C4MZ9lVFb0/YK5kXdGyDUB4oCtfsu8HWiiYDekoS9QGMKEoUBhflvqqEB5KbJyZSpBdDm13M+GIjkj7X5gI+DxiOSDrv/gMk9tPtSgzuUNeWDkgMPmAN5+q0/Uml3pmggVl2mekLfPSIOLRElmpr8Td0ua8y2N9GCTqXF8S6RkuN0qrOcThII8qXXrpFOq5+Wjq+x28B2ag+vMWF/5r4OcmaukjD3ruLe/u/Z3N7v7wdACxrJwDIBteVxG6AVCWRsN4HpRyA0uw6zqnqWcDYdr3iT+zMahTkCLFdgBJwKcNGOeYIcVbOyAicOMzM2XIQWAVMAbOVNC+sZGNoec+qfT9FcGXSrrQC4mMxYJ/f5mOfFYd3Nys34d7d1D2vzKO4/+KnCUYyy7KPkwEPPAf0p3vrnGGK/T6i/CVQJT4SklUS7ayj4gvRbMqupvnaLXm4uWFZ/PFzpjd1B6i4fT58iq/Ev/m+/lv7Zpy6m7dW1dHW4nCZLp9+0BheC/bDvYPth4KaQRwVwuEltprna8KhkI1XAiD4aPd/S1Cxg1LQotFj+tXtoWQYm6sza3Q9eAWTWLkXsk4HHZg98dB3+Mc0kwhwnjQu8MlprRInqus5avVgmEMEoRXAKTSz8pwJMoyGbR3VtoCd6hJ75iHvTG0dwMuUDfQUtxXvzJBTpnX/2MF2XGtzD9DZKWkoO3MIB+cAmtkygoSS9JgglmQUGLI5WPL3skNovDR9RhYwiY6IxNni6QvnW8RVLSLmEtP/BD70vve3pt6Vdqu8BfFtd6TMP9pgX7DLHSuC7Pw36NF4DBgcH0SuQy+mlLaJS93wtnM4cKEw4a2i5XgE/bMABdnaRrw1oAR9pbJbHUnTQiPnpcgMT/GNTAGBxuu0mIOJyG9ZurjsFODke8yFQFkxG/1FGbQoIze/GEWbNo34/omOeN1Pivw5PSoD7OnxpJcl/lDgg6T2bvU9HZgDmglH6Sbe7ZaZJZd6ooLlpjVeVC3PXKHeVQI4Iwz5Cd7vZTi+S//Y0kfQXLtxI65s7BDUSvNE5m1648EZ64ZUraRUVb7J7HVH+9JEwU/jgsn+msYQgNcDILBAs2XWW7F5GgCAu2GApyzfqlwEbRYeca6G4sdHwBb7Yei0BRR6eqbzTbtRLfiC61NatYK/7JvCNdmmI9KXM+RzaAkdAZgCHthg+PAe43BfPZT61Oqa1iS6q8Y704rQUQmZM9RHAEhqgvmWyPIrD+D13BD267c/9hRxUdr7uw3RdAtzD9DZKWkoOzHFAWoVSXvUwUdo2KxGhJuHLX2+DnQQM4IR85G+ssBHcF165nj73bz+err72ShqRuLhf67Dv2lI6zqajS0RPSvJPVh5Lo6Vjb9pEeacXFgJRYGNyNANQgIfqW5mQsfm5FVWlOxym6VHfgg1lYuSkDngohZdyZcbcQevv4piBpgOY9S9fG6AoUKnzLQAUyIxZnmDrxDnUhTQsy2gCbdK+bKE3YKf7BnJGxkwLErgp4lNltaxDkxKZNc0PZ++Qezwr+uXUl4GujT8YYyTc8+NuAWtWbmZOvdu695zor6LBEuC+CmaVRUsOHBUHLL7EpCUCRZF85Gh0X5ULXhP9EuCGHJxr4TMh9Vt8TrG7dvvxZ8nk/zRh7LW0yp442nl6qV1JJ9rj9MrFS+nffOqVNDkun97RHIYhInX6nTU5oYXACN+hDge2TFNWyTx6UpQCUpRTGZXXNjOmd+n/Ag5I8HoZbXXjbem57k9BM/OuRpCIgxbLAgC2hsL86WrAWj2ZE6s0UAXkLAI+mEUB89Np01JpWUwwpoCkAXJEP7ZJrUCRtgPg5LtTvTBDBsDNg1zmwpF/Ffn09QBit2NQCXC34075rOTAfeaAy0MEN7P/gTJ8KJs+INVoYUOUKU5aAZ8tUm0NWZPVrw5SmzRbIxZPr++iuQ3wvclto8XVif3Jdm+mb2Ej07/xp59Na32SNFd2Ux0tQ/9ZYAby+KOri+m3P/YCe4yylQ0Hq6ksvZU2/dxFXZEgH7JYfAzKViaNnJCZNWjQo0TIchNNCG5RHS1X0ElDlViTVSdKs44mNRCaSfUZScRI8/T1dYpJVIMDDU1JmRH0tl+mIToZWFjnZomSwYku+aWbLNJTgugd1sjV8S12UUC38YMNyCZ9Y7PP0GmbNpTVvw4zt1g/iM4E1gM+8KvZhBYlcMZX2SYFmDQ5acFsT2B0V6FLi9SbTAIMlLQ6XRg1ZPcG3kO70bH6nWqTcQlLaX2059GV9NvptFK/v26gWAcclUBau663yccpTXICwwY9eEdZ+Uu1Dn/Eor4RY6/SpjTPvSGTF62Do2NLN0Z9S1pNW1qLJ5DxtW68I3tj0C12Gce0LRCNiGyVy/vB+VO9EjepxrWxuXBo0jR/GMB5R/abcZBzzS2STgucxRcHdk08NIPQcgu1l3lsDWsCQGOmQedG5zu8j9clwN1H5pZNlxy4EwckIPKk/+CiPJQGIE1grLRQQhUJPgRmDSE/HHqyX4GLVkNrrzSFpZhBDuFOCuO0yRKDtgkX0nTxQJtqDvDXyXQmedejvIBPz5Q5S36ivpYlIKDl+aqzvk6CsI5QU3SmaTTcsV2rBRIGZMIG3SXCEJmqXJNKx9Wr7lGGbCo8awG0wJwJzQ7aUVtCn0TLi5hWc6ItUo/hR0RIVhsLaXEBsDUJW2V3BMZSa6U9AG8XOrV7eIe+J50OC9S1YBn6AcElEk036Uc5K3s9SX0Wzi9CE1vusCGB0axxTRYccJpMKHoAX4uF6D0Y0FREqsYIsEk569JGjYXpYJEtRK+0BqnFvKDW0CJtFm0T1FMT8wBKgbIJfOrrnQkAwqdmWqWAg3HPzikLWI94t5o8qKyZN6HPy+pdM/7bHA4+AUJe0Ovuv3dYE1ONlgLRVowht7avqv9enUcqbxqqHMLQLiyLvlXpjr/tw4i6h/dLgLuHzCybKjnwNXHAfC1+hPAzYaMPh2b0EiRVAZwEqCL52gh9bT2jHJUIb0M01sGNAbg+ZYgxcamP2jGqt8iG4nN1/cEPUCP6SPtadZgWuV4bbwNabIZKyizNshUYsYg20kSw19A05OZDxHsfmolr3R0kS6DTEv1LUyDXIvSZcDcNAyCh6EoNzYjiCgIxLUTPpSUBYiNQqNpYs6wmN9kPrk56EDUtQbkFGAnISP6RdtC2NtCyBiPW+KHWbe/00sb2Vtro7vFM2pryW/Yt2XOPveYkaw1gqDceyucoXxlb9ICAyrIxZCKgMP+9vT4aWMe2ImoSmKPdFdokp+6Rxsy2D1fADusK6+x4MCGWpEqk6mc+/WWIwocGrRW0xKqZSt30acCgYBKAV2AVfjk9lwZn73b2qhmocAHIF8BBn2tD7ntzPx8F8m/ACh9yBDAVHwdNh1Q58HaA3UHtHViBmzZOgXAB4PSDEJA/DEcJcA/DWyhpKDlQ4ECAnN1CwPUxYSlNkrxP2hvNzGwIyjppnmoKcpCDSAgnPxxA1EdzWOdyj73gNtgZW+u2BC6SQydOrGISU8LiYeogzIUnTcyQergMUCpVVQ9hJQCQqU/mP1lC1UUfYCKxE5A2SnukeKpWMM+R7GuHxeQCm63drbS110O7EggCsqhZ13cbAJXMqZu0g2lPmiM7eu/s7KXr612jsyJw6XUNAHaoLwDaAawqAHaD5wNAfIR5T1qOLZdgjIMd8o0BanXMhWNtr8M4QTEK+64LErIWoSiw0U4MBN+ofUU9avPYKrwbw6c22/ns8by+wNY8XC8trZj5ccwkwLAIkE+1LSYNgBC7otfqZ9n/bhl+AJjk0xxB40CBJNKwJeShsRg0YhGUeivy2WlSoCb1HvkoC7/ei/J21rWBH7TaNjxca5Lh9fQTcO3PgCcDpFkC5w4rZ+AyQ9F5sJqvVgSiKHs7DS66VNnpODXTeUiPEuAe0hdTkvUW44BkFx8XMvsFxhhA0qdFAXMRyTSHEJNWNA0ll/BD2zE9zfxMyEu0ieOnTpm7SQk3tGROFrgmWf/l6zoPwHz0JnzeqqT19ZvmFxqiVW1t48eiwpUbAJCud+gfE6F8ZtJKen2WLezt2qak2vOtr0z+gN0udO2AvLrfEDySfHI0WUpKtrLVuwHGoAZJcwKYKvUFNLw2gS+N1L3GKvTmMRvLhGcNEY8OOoHYARrWHn1pbCPFt7+5AAAgAElEQVQJ/+HVVAFg0uIOmiVa2tVLafn42bTL/nbysW3fuJ4WltlJPOdY7LGvXEVLAdmlQAC0J00YENP4tTOBrqU2jpY69oPbluZh/k/3e00AwybalTTcOkBcAfg20fQW0Oo6bNQqD1hR8zL2613kQ/zSUbwnYNC16JEPTSCo64OASU3Ng1S0rfKHPZsS8CZP1L7RltuJ6xiDIkIHUtE5nB4vaOXEjAd8lAD3gF9A2f1bmwMzk9X+WfdUcCHEBtrNGoBTsEkVE6TEhoSJhKeS4Jr2JsEsnxoaUoN77Gma2gj6z5Oe67Ur19LKsRX8S1ULLJFJbgHN5Tr5KP/8//RbmNswywFUbfZlq6EFLiytol0M2cy0mZZXEcCVzbTQRAMiaKWBttfCUTdGM6vjp5qQCVq7u9lsvou2SL2RzJ+DjfTIcfacY4eAzc2b6ey4lx5//CQ+sGq68PrltLRcS2dOnUmrLE7/1Cd+Py2urpDIeBucq6bTJ06kk8fOpQWevfDFL2F6HKWVFbbaYcxXFprpqSfOAjhS7Ubp0qVW+s7v+A78XX17/pnPPp/e9s53oL0JGarpC196KT366OMAXD1tbW2lNy5fTefOnSMvdZ3dyAfpxpWrNu76MgmeAd+XXzufTp8+TdDJYloBML/w+7+fnnz8iXSSOhVMnS9/7vn0sd/4jTRk6cVSdQMNbOZT0y/Zwc59oXo/BnB5QsJDe3eK1rTYHE1ceG8DQF3vUcsGNEGxj4J2dFhwxuEg54X83wDa4r07nR8EkHYvY5PBlP3GHIAD4PRd1FSjn6DBqjwERwlwD8FLKEkoORAccE9ZCBXuIvRspo+gnIIcmo2Ei7SHpgS5AI590bDTIej3AB22wuEuikt6/NxJQGYlLa8BQ0y0l/i8cgOBqiCPST99w7mltEzEXw2NqklgR63eSQuLJ9Kv/vKvp4W1FUyObxDpSPvt5bSxQXAK3rhFUn3tKEs+mtvJx057YATr9IbrACGgukzgxdPH6umH/71vTWBc2r32BmbQXnr3M09q+7j0h5/HtAlgngRINgCvp9fX0gf/5Lcl3F1pl39qAPXpY4sEcFTSr2y9mq5sDtOxE4uYakfp5WEjvefJY1otgKZJf5hfv+ePnYYWs+zhM3slfeADz1rwpsyqL77+Ujr+2HHclPXU3O3g69tOT777acyMbTN7fuH5YVplvzwcmpZ66wsXX0z1NTRQwF2RlQOCStonWunc2x5JxxbpdO9G+vhvErSjKFPOa/C9KPQl4G3ROWBowp53p2/3qXlAUYCKwE9au95vEWgCPKw+/Ipn9s09HXoWh86L9eefTwve4WS+DRWPsU0Rj3v222N8+rbfpjA4xikfJKQdRNMdur8vj0uAuy9sLRstOXDvOGCOfIShZvwSHJrth4mobou/pblJiyPaEh/UkOUGNu/nn0sXb6arW7vppVc3U4+lBu961zvS5vpGWgaIfvCPf0v6oXeltGxCSkJWgSXs0s1O2h//L/8eZks0sc6pVD12JlVPnk7XtjbSYIlwwrc9ndYRbtv4Bp88+7bUJhhjbx3/2RDTHRGLaW/DaH3qLLgBGdu9xTTZIaCDc3kJFxQSjxbTRYMadSrs/v16ukagyPXN6/jYuqlDe8fIp9ngmXxu3S3uLawSXQmoEf/RrywyNOikH4Lxicikj5vsbcd2Qn22EVLcy9ZNfIFVzKaYX7c28Rsq6TEm1qtX+unmDXx8W9qbZ5wuXtyhD7TTFj7I1WZ649JeOntOvkVEI77D3V4rvXp+Pd3c+1I6wfrC11+8lCZXu6n1xGOYSAmgYV5RBJviWxc4xDMDKwOiGWDpnVUJVtH7nJqaaUDl9D70rYXh+w4DECGI3/U2Z9qV7hb73F/51qvDQG2qwRVUMQc7byOAz9f5+Zq+aN3GfWtXD+ROCXAPhO1lpyUHnANAF2Al5Yu1bwqj51xmQoWzV1hsXCFEXztmD4gAXGjjR9IaM8RvdW8rLXRWEbCAxaCVqoS5j7UOiT3KtrtKwaVoyWF6/iufSV96fSOtLJxMjz3xRKqskWT5+nXSdF1I3/TOlH7n0xfSP/il/5m6i+ny5cvpfe9/Mv3Cz/9M6tbOpY3RVhqhUU1W97AGAposGr+JlnYCpKlxXRv10+bWjbSL1tcj5FGaVqfVJTBkJy2DRAr32ID2DcC5h4q1yrU0rZcJx//dL38uLT/yeOoCSDd67GMHExYXjqeL3Wpav7aR9tr45YikeP7GdtoEHN+4dMGiRl98+YvpxKk1NKNRunrtZjp/aZ2sLK+lIdGUMr1+/vNb6fijm2iD2zYpuPHGlXSp8yV8hX3zd105/5X08jJACLgoCKe7yc4L47107OSZ1L28k86xB18df2SbCEttvbrWaaRzJ5fSM+dW06Orp9Ivf+x3UGHgLlptV34+xq40aDJDMrMgYpQF3dA5knaDb28okzITB0VXahfyCVp2tUGkKxGhrQU2rOUdbzM+S/nFYavapO5prYXBhJsqffsgmTjl7xJKWnGPylRx0+4Ebu7zC5CL+l5aRRw441prFmdlZxpbLLx3bU0Nu5/NWmCioeUhhtbU13rDKuMSqb6zuvyXvs+dFuObTziPw2Zd0/Og4v59lwB3/3hbtlxy4I4c8Bm0z+5jZu4CR8LNbD8EISBIJVW0hso+/qzCouqTawsIR48yHKMNaBPRXfaEA1cwUY7TT33Pd6U9wuoXCSy5Sah9DwVsi+1zqgr0oNClL2+n//dffyatHT+DIBqk66dXUm89pafPHkurKwtpjD9s+ewp/FaPIMja6fqNrfTsM29HCAOmRLx0ThxPVSIUNzYBCQTX8bMraYGdwpd3CCpBRi9KEUJ4f/b5r/DNejcCOy5cOp+ePXs8nTi7loan19L58VZ6mg3sBgSZLOwQntJYTe/imWT45O1vSxU0p9ryUuoAzoqk/MB3/HFgIKVNAkC6H/3NtPoUI2U5QINoznPA6FPvW2Hx9QrBLJP0ysaj6Z3vfQ7TazPtCrQWW+nJd70Lmpk8EDX5wic+htbKInB2Dd9lCcIxNNDn3v5o6uDzW1pZTv/kV76UTj15Lh3H77e7N0zv/rb3pz/49f+HSckSY2F9ndb9aTICzxVAExqR3qG0ML0/rQMMjczuy5osDU2v1ABD5QQOhd+Bnth7vv2hMgdpYcVaplHdRVu372n29MC27mH7d0vH3ZQrAe5uuFSWKTlwnzkQws1n4R6M4IILTQP/1liRiiYote5MQQqKwmumyzdvKlqeXbkXELCnU6d3No2vtAxcGpNm+s/+2/8jfeR3PmUh8Hv4n378P/7R9I5v/ZbUbS3iX6KpJsDQ2k0ra9V0cxsT5PhqOnM8pb/1d/9SOrm8lrZH9M0K55OAosLzL1y9lh45ddL0CBJ0pItolk20nk1k9MXX2+nUaaIhUTlvXjifnka6dNHs2vjbJrtaSbeaFpca6fETw/Tce54huANrJlGaqzdb6VHxlzRiqUNADbtkPwMQS+x3um8Quq+sJPW0TIBMp9lj7RqggZ+vSsbo1tmlVD9NRCbr7UYb9DVgzRpgKcHWGbIs4ORCWji1yCQAH91WA38aWu8SvkaiN9XB2rPPAY6TtPQoFBCEMj59Nq2861HMtMO0zVrDs+98Dg3xRBqvsvnQaiNd/fQWjkwmEABifbmOlkaQiIHYfpAyJSub96YmZsrIPzdA+xkpJYwADUeh3n34swI8iiDi59kvewjmzQNdgFrQUAS5+We3+2lPf5e50Dx9akvj0yeHxdwRcG/X371+VgLcveZo2V7Jga+KAxILLrVMeNiptDS+7J8RAR3bLu0BuYllBdG3h+xX60RxsD5rqFD6hLmw8Xq6QVz8tfyX/QjayPtYI/bYI49i+hylD33wO1OvDhCMNhNZvFIL0DtDCH1jp5tOAIinaiuphp/r3MKagViL8PjNRP8cChDZxrx2nW/507Yxow3YIVzZSwZoUJUaZkAWSFcVlYlmd5Eypzqky0L2t9lkdU/mO/xrzWV8aNCnzCkyxdYxTd5gqBWAu4em1kXLe4G60kIvLp8GBJYI6CAXy7VRugh6/f6rly2ytLc3SlsX8aN9Coowze7iI3zj5TfSJ2582nZfkFb3pc9/LvW/dN5SYclfdOH1C2ny6hfR6CAA4H7hE3+Qhtvd9MqxNcyVgBftVr7pm82/2Fg5lT722VfT6+99b/oozFqDttc+95XUOf54aqLNjQF3RUQqi4p2/ZY5UgllBG41IlZt2UPWbAJo9N48DxbclfYlcyeH8lTuBym/XwQ6K5iPabtcF+sdBGRRx5/5VdBTaPK2p7NxzIpFv/ouAtxtGzrihyXAHTHDy+5KDuzngGb+DnAudNxnMxVARKvtIIAN++RfcfsWQlRBJ5joBiRsrG5bLsRRpZcWhhtoLtuk1cJEyb2//KPfkvZ+4J1pqXOcNV+s90Jx+d0vXUjPnDxFdGRKf+ZHviN99wd+KZ157Clzs+yRNWWvrnVZaI4A1yUtup600zHo4DR9aZcMKphEcTOla+u99PJVYAgQ3NnC37XdSgtsRCdau69X0Xj66Qq0XSY12PnXWH/22itmFtQu19VPvsxysyV8d/V07epGOvP/yUcG5hD+eHNrG9+WFreP0/blDaJHX8WkaEuj0wj/4R9+9jJgRb+WxaWaXvzya3JS+oSADCcXCKzZunEDhohfCZ8eoIbGWyfVV7c7SD36M1ACzMaNZ9OYpNM3MOGOSEbdJzr0k9eW0y6+xuqYwezU0vmPfSY98dTJ9JXf+2Rq0uRZ1sm9/Nk/TJVrL1nOyT0iORXgb/vUKXAEra4GvwR+8gPOh9Pr3cqXFmm79HuYBziBvYBjP+jt/+UY6NjEoACGWXMMQHqzf21BQxHM1Ga0r77H/CY1zocRTB5Gmt7sOynrlxz4uuOACT19mNHHucXCc+ziO1PcgXI+yjQpv73WTw3JrqHQ/mZaABgQ9tVlsnOg7TRPpc8j71/GLCdw2iVDifxqkodq8oXd1fTS8W9Mf/NT/fSOpxDQo6fS1ucAMlKWbG2yuPvGBtjBujKCXtYxp0mTWmRNmoTaza31tLq8iW+tRnTjBoEk5GNsXbQEwkqrBbJYSqzdm2zQA6BU0TiHaFoLDRJEkzG5pwwlBGhc6d9Mi2vUpqySHb++/gYxGmiBxF3ubgIsPdaYYepsQsfQspqQgovF3B1MtHvrDIZnDcx8TZjRZwKg5RHEwID/BMOIbVubXJPVhfo9rUMjqnOkTCdkTNlQVA/rBW1eQXt1spXsoo1qOyLpjdsKoBgT8CNmAYJV1le8zGRC5ccs0XgdsyorCdLP/5X/hIjPHdNMlQ9TARfarkfgpEOBGOpf71MApuAK8bBK8IkSLQ8JSongi3mAU2eqFwCTMcza1VEEsACf6UNOiqAX7eh58bxY/m7OvZ9Z30XQK5pozXn6kBwlwD0kL6Ik463JgRAaFmlmIBffCEkATYJO2TjsIOLOsiIjwSU8xwjaMY4wlrMp9DKl46us/2qkV3Yq6a/+1vl0/vINwANgQrgPqgh8It2OEd22oBRfqG/nMdX94R9cSMsri0ReKtejsl2RnWQboQ+IDolKbKMV1gnmUN7GCqbDdr9L1CARhIoORNt5BGGmDJQ75IDsaUE64NEBPI6hbS1gpuuyyLtKtKFMkyOWL7S2iTREE1UezAa7A/S5R5IsfHRoXLShQ6m3eiRhVvb9LrQPWUw+lM+KMQ/r1EUL1HID4dgei86HFtHnOThV3yNQGYxSlGGWVCCHylbxySn1lw7nrNKOCfQZhOWtRPsCfN2dpnqKG1EKL8qzRk6+ugF+T0U6tuD3z/4X/z3gfYVdD+CPgJq2BW7S2BQBOkYb7iuFmNqhvOGm9U8ZRVZqEVw27+ndW+DJVGtzIDkIvKxBDgM5DT0DYYBaPNd33DsI5PyZRnn4EfTMl7C+c/vhg5sv8zBclwD3MLyFkoa3LgekjjHldXCbrW+bMQQfD0Je7jjEIrez8JSwJ+qxN9whBRZaBtpX743zafDP/8/UeuQPUvvVT6Z3E5hx8/J1GcMwN+4RSVlPO1e5ZunB8VOPoSRtp2cAJeVvXBp1bVudHa1NY8nCBK1rcbFD+q1dA4AGUYIdgLGC1tjFhFjFRNoh8ESBLgp/H4w2AA8Ev9EHbZgw2TwHTQ+AxZ55g2UNLRZTLy+R+JlUVydoa+c66bZI99xC09vaI8ISLakPsFWrJEAWzaT36gBQDYCHpXkWOSILrRSrPcBei6jle5PC0KS9Plqk1tfVlVwajbYvEyWLxcU8zjCjGRPtqJKRRfXlz9TCcjUvM2MNLWzE2GRqrDFzUGaWRSYF2spIaw57I8ynaHxfOX8eelgmcXPDEj/3yI1ZI2CkDqgGmCj61beU8cXgmpQ4KHkmE0VRVvO9qDMDlNsDj4/ia//3IDC8XWsBtAFsKnvY+e3aOepnJcAdNcfL/koOFDhQQXgitn3mngWt0j+ZINY3s/zuzrqlR6xOSDSMVGwwe65I0yKsfYxmdfb48fTlV98g0hAz3uCFNHntlbT0eTQjIivb2kgNiNM2NUME93JNuxKQqYOIwWWAZUBwSgsTXAcQGkoFAUz7BlAN2x6mPiGxsGXNZ/0dmsmEReV1RUXS3h4Lp3fRtqpS9zDpaRn3SKZMAEVRm9oZYJcAmQpa5iKaoNb6CYBaLGUYDLZNIe0BFtuYG/tsqzOpkIy5RR5MzI2WpBjtieXpKEOAjvyPZgO1HeDo37Va7VqgYyDfFwAkv9YQ0JdmpKPGxnPSlOTBM82Kw6IazePHNcC9NwU+pRnzrCOaUKhlVemzTk57wfV59j6WHPzzX/kX6eSJR6Bnj3V1F+kD8yhlodJMyCK1SZSmxqnk0mPG0t9jUgAVTTTEJtszVPExNtuMItMpbb0KQI55RxqDYk9Ep/aY0xFmT/UiYJF/L8en2OTHyojizA+vA0Voz3Fuz02XLYCTVfYgEQcsN41q3A6CWsMmPgQ4O10yrUrxlWJt/l/5Q7XFEvk6fUgO6v5DVo/itw5/B/nivn+VAHffWVx2UHLgNhyQNMjCLPwYFpGm+4q4Q4rJB4cbipRSmOZwNO1ss/h6gqaDSrO6dAI/D6BTvQIwAH5mMKySyWOUGoSzVwQc2vRSi8YxbSrFUoVoEi0o164APday9SXk0HYGPNvDjDfke4L0qiodFaDq+78BTpLc+dDGnNKmhvI5DWoIfzYIla/Jwt65rwTCtKMy2vhTAnEIQI3QrCak7RLoaK+3ChrRBME45DMYkrgZjXHAuXYeEMZJHtuiCUlR0Qm9WjRtSyVk1iMRtASwFkabqNaFTiguUW4bhnKtW6Ys+yN/pkAd7qmcdsdZJD3XKdb9nTlzJh0nc8siUZMTAHhpbZVlFMfSN7///elDH/qTtlxhZ/smWVtatj5RvJh26l1MNXLRKGCVj00aHhwwc2VoUEUtSPfmNavQnHKz+75C2zPuise5ftyP39NBdeNe9Ddd0M2DaEffU/yNk/xcl7docJR/2I4S4B62N1LS89bjgML+kRj2QeiPAaIKGokWU2u7lrGACyksDaBHpn8Joyah+MePrZL2ajktnFgio0iXlFKvIepYAoCJbnuXQA2uerQzBtBGVeDMBLzP4+u7hLgrxZe2veFb2TMG2voFoFOEIaobXQtIKKcNTvkW8IjGKlqP1nMNyWiic4W+W0JogKcmbY5Dm3hWGMugvwPkaiza2JMcLOy4Ld+a9lpTiq+dm5cpTcQk/6rmKKOQRKWEEysbOARxDq7ErKiU/jFgk6YhU5+AVEC1iHa5dppF5KzVEzCtEv5fxVTbXlwgYfMKkwTACoBaJJnyImrxcYCrIRMs6+qUGb+pncHRbDWx0MquITyQRnttG1Mw9V66vp3OspziJO2M+2yjE5MRaVoCXGhwDnAJKFsqK3glHVLvzZKUGHDAP/kHc0BKAJSNy4AiR1CGmqYHc0e0E3XmAa4IQPN14zoArvi8CHDistoRWM4DX/xmVdeSSs8fQsEHjHklwM2/lPK65MCRcsDFYTVLaW3IaevcJBQlIJAb60QNKt+xdDMJ4CUWKksYL1gew15aYvuYp544QUDHZcr2yQl5M71y+WZabqygFblwVRov05pkF0TYaq80LdyeoFHZft2KMOS7bwAroAmNQJuFNgw8PCKQHQVUlvbkl9ICdFoxjVACcJh9UBLzVVQnsouhwQHQMm2ycHrE7gICxDr+uDYZUFbe9l5bxK11ajUAp8GaPG1L08DUqQ1X5ffSrgKL+O4ETKtK5synA0A1WSk+pnyTVdwLbKsjuqRBClBkWNMYFPgi0TsBgCpCQ4Ex5tMJfJGC3GUJg4EqptsJ9FfFL9J+wSyLWq2R8aRLMA2cT/0d0oi9eDGtn+qmf+db3p2uXbtugt99o5LlDnLio4JtZHLsYX5VfwIAl/V5IpNBQzSIb0UNzIHk7n+ERZA6CNTieXzbbyuDbLGXYjtxX/c0xmjXaZsBcJQzk7IB88N1lAD3cL2Pkpq3GAf2CSeJYoGaCUrZgBAs+HBuXr9maoH+WLUWDH2MgA8WYROJePrkGvugDdPJM+fSs287ka5e3UxXFVhC1v1nn3yCwEqlI9a2OjKPoUXgK1OeQeW0lFDdZT2ZTGbKNKVDWTmEtdIslIaqRjh7i6wnFgWID0r7f2ovtDpanYRaAw1H5jcFkFgovLQ4gk5qAioCPxbQmnTUs4aUXUpQooCMFu2QgQXwGJPPcIimOWTcijac4PQSfWPTMEWLp7sacm2JpwWqJk9ZbE6f6zKn8kw7DmhzWFDL9s6rgbwCKqX4ahBcI9NmHYGNfglPKunY2hIaK/VIL2bRnfCpBVAukBmlwXi0hc/JJfa0oz1tkLraYUnGxuvp0ouYVdGS5Q0ULdq6wHbzFk18x3u1HQN4p1MtSNpoAdA0AtPsBL4cRSCxGxwzULGruO0gbLxxLWse3JwGL1/8nek8QC7MmPN11YmX0e9x/xFli7SWADfPpfK65EDJATggNFEUn2bJCGbkkc4FNRKaFWyTAijhnqL6TmJ2O3XyGL6iY2z5soSZcsXMdMdPraQ2i5X7aCBDlhIsrRxjcfI7yZLvaawEUAZyCmaQSJRZEkEn7cIPn6WH4KtiPpQGot2vBVi6byY16PI1XVCJLXOEz64JcDRlQ+Xoof2Y0FRmDgR9l90BtAO5MpyMKCOznSmrAhnSmSiCsYJPTjtjCygsGwjfodGsLnc41yJtQFO+K+jWIbErDbEBnbKk2jo0Di1hMGaBknDPtVTC9U1rpP5Uy+BcGuKedhInorIG6MvAqHmFmqoQnTnBLLtb6+GXRMtDC90kYGZ1TOAOqcD6ly4bT2pkktGUwzBu+t8MrKbgxbj1XME6ChBR8IhNGuBhEcCC/1KG9gObj6/47xS05jDoILC6tbbfOazs7L43XgRIPROLi/eKAKfnemdW6AEfpQb3gF9A2f1bmAP29+/CWE4kmftq0k6Ql1XL3j5AS+il02fYAPR4JZ05fSK99xvfns49cgaTHJGQrAFbBcgkuCcEWWwTfr+HSazOZqbaafsrFy+l44+QS7G2RM5JRb0pCARAoS8TtIrWI3NI7FVmgklCXtJVNFjknPvYZL6rYCqsV9oGcIoqVBCJlg9YdCBmQglsRdXpUCi/cmf2B1p+IB8XgCMwoq4WOlsIJaDT0G7ZqgMgCfTGSpXFuWiQBqaMJaJVZlADPQWuyGTGGBTKP1GATTanCkI0STDhLAFLnR2WHUj4DlVeY9DYaF+grWhSLRy3iQWBOG4a5lyh++qRootocxtX3yCTSiOdXGgDSAT84AdtAFja8FW7BljkpA97CsyqPxQd0CuN2frVZRb6BvDyU+Zneu7A4WPXtWt10XLu4JCvItioyKytQyrc5e2gN9qPdg3ONaZ8TH1wDwGoFYdWAtxdvuiyWMmB+8EBCQz52iTwJNgVYm8zXwldhHK9007/0U/8GdacVdIqG3CeWEOjATiEEZ06awfYLqeNCXFMmimF0yMVATTMg2Q46ZBPsrMEAAKECuhooEl5KDtmPkcVlERft6W1ci6EXUNSEIkOCyIx+nz0EUkp7Ul+w7pAkIjHCRk9DOA0BoBLQSZ91tQNWFy+MAH8QL4JySdtnNA55DOi3JAxTBTVCdAosEbtu9jMHRpQwYqp2c95NQL45F8UmFfZ900h6zoEfObzQmtTXy38fAI2LfWuKqBDtGkSQV8j+DhA/VPCYwcYeTlZV5fBRmBaJUJ0+eQTLKcgyhMw7VG33j6RBhX8f/gOx2wNpGwncchsKu0lgMDAGP75R9jpe/uJRvk0m9A3D05q66B7004KJ2pfGmGxTrFvZWc5qK0YYzQ1XyaAzX6fBSArjqVIj+ig4H4S568PGsB9vlcC3H1mcNl8yYFDOYA8qCBcJRhM8DPrl3BENvs3QrCDf+rM2cfSX/jpv+QCRMJMgkP4o28PK+Qim+YkbGlLmpALvyxcFWwh35RpODLDCURr0hG5NRPIIwSw6oVglhbhQi0QJNsC8wy+Z8Jb8CiN0wWz6g4xXY4wlY4qHcyAEvKKuJTWIw3O2xzJjCifmfUnXBcdDrjBM98aiCtMeS50VUaftgHhmC1xJgTaKKgjBLEBE8BcAYRHVk/AItDlXJWMhTJHwg8iVM00aQCodnOCZJtnEEiDWdjGL9+ggmUMJJV+CxOm0l/K7WgmZfn6qCQrM2VMk+SucntqEiHYbrVJm0aqMwUImS+TPJbbtjktoEkwyy5rEqVlTwFW79fa8gmGj98nCKJXE5oq0a72U+BfTUo0P9Khsct0LU1a4wjAqukmh79TteW/D9vfLR/qPz5a2+hl/d2Kb7rW5MB3t/DlI3v4KrXonrAiWvHx7wfN+N3kiYtewhEcJcAdAZPLLkoO3JYDhYmvCShpKyaU0WbYPuEAACAASURBVCe0F44O07iQIdkcF4JMC4lNGMmDJQFnpjuBhoIumN1L9ElAYoKzWTb3rZwJZXDD0t+HwFM2fG8nAM79bQ4+Vi6bDyVSdZi2wre1nY8QpqJLoKEjnke7RpPI4Zk0Pi6zEJbAdWHq9Zw+9eKCdkavnttYDJhmmkaUczq8fCbta/6KMclD6P05oGo8MTYT6DYu56HqRJCJzKdhSlU5lZGJMtbEGa8EPlnDE1NVRs/jcMAo/Fjy+O15vr1/7LP3Gm3EOKyKvZv9fIty+naeFu98/Z2XAPf1985Kit8iHJCA6eVchgrUMKGTBVkAnDLum3DMgKXtdFQvBG9oS1oEZ4KYZya4ckMjZt3Wbr6PaJ4KbBfQGVBm+KXSWThKSIaGt1+Y0hyHIip9pj5WEInMl+pbOABQiB5ttWNCF63LvkNSG1VqMwO3ne8HN3/u91xY50qFL8ccb9eAaUq717u1xv47wZdiXz4GcUog5MsqbDd1tDdlVjEfI4f6kxmyCIDih+GYeOD4Mn3uPkZfJK+hHjamg2gO3hSf6Z5MsWon2opy9pvJmvTt27t7PkU7hpsPyVEC3EPyIkoy3sIckCAyccmRfU4mnACEscyKOrJpSMELdpk1Nn9oK9scPLhvGoRpRRLoWTvSKjqhIpqcG7UEGNJGBDD6djCRjc2DG8I0lpEtA9AsZZTTIepEuQlsI8zpiHPplgFaLlxDE1N/mA1lJtRxiBw9CNS8Qq6WQa8IInoSQj3uBw37QMP4Iw4xFhv/rUTonn98pLMyHjjiz/T24Bf/WRIw6mjU0l5HyncmrVc00bx4qwhVi2ol4GZvl90S0OREp4FOaOhUUJkI3tCz6NvGoFepftRwPuya86BZt20Skc2Ss5J+to8XhYezMdrrPJAvwd/9/ISoAj3z/T2I6xLgHgTXyz5LDtyGA4ZDErZTc6DLfxNyiNB4Lqule3pU1IUzCg+HwCdfm5qgGbx3KJ+fBPGEaEqhkt/O4Egh+XZCwEkw2s7Tau0A4S96ZoJZvkQvp0AK9a86BrZW1+mYNeNaYAStBL3qX8c8YNnNfBSFalHw6/E8nTOTah7HtBUx2ajMnJq1bwBhnFWd2VjsPh/vU4DHmOTLE9/0UmwS4u9IrckkKWxp2OanXjZ6MY5QTybhOKyd6ZWfRH+68nHPSjidMa78XXhPQW/w5CBezfNrSl9up/jcaZkjMF8e1s7BpY/ubglwR8frsqeSA7fnAEJSGpLrFWhiaDfM80OEuPCWSZD/FNZh0lBC2gSvf4dmZztH67HyUNrhGpdDogtqCWMJcH27qY0+bxH3US/MXO57CpBR8Ib+kyA3ASozJM1K3JrIlSaZadkvYNWug5+Bgx0am4A3zJX5Nl/zgn/2ZHY2L2SNL+CHA1BuISO9lbX/HcaK7Vk9/Wd8jY/7Lr2PoIaRZx+k6nvZCNBxYFRQh2Vk4b1FmSFEDVhcro9o00QitDUF3Hg7vKmsvetaPQbABU3zPDDa9tEcYOz8jXaink8+HKDjXrFtH6uPS5yKd2781H8G7Le+Gd0SKfbPrY/nyb6v1yXA3Vf2lo2XHLg7DoQwmRc0Cg7xwwWffD22bo2bihY0ucm3he/pNAu4CKebgUtoCqGRZNPgtI5AzpRGa2MmzFw4SlL5fafG+xQdTp9HNkrz8o/KC6zH2s5GQhwTqWl2JvwEGk6HB6F4Hx7RJ3gXmMy0SvU4hZQ5gXoY3zKV1HOwnJrp8nCsnv1/dwAXvI1vjcnHIeI0Hl37pMRydcIIfSLIJOoFvZpI6KPnxh9pywoOgi6dixehHcdYDvqO9m4dhZee0Rk8dk6qnmvJM4ArgtW0XUOqr9+jBLiv33dXUv5HhQOHCBEJGS1m9iO+3WgmMaVqVWUMEZgYaBSEYm5TwSkuuLKAy60pubLKW3g8AtXO89T7IEE3Y3UIPOrLXwi40oOhWvSv7wAULWT2I6IPCyAshMnIVeyz+FpD0Ma94nUIbz3T/YM+2t8tyhXLT+vcAeAO6rdIn0Gk9S1A0wRBEwX3qQlAFCQUuSilzYmG4if8b0GPvk2jy4rz7UDO39l+aubpjTF72Zk6FbwylOco8ujgFr8+75YA9/X53kqq/yhwQLLFzITM/tluRvkdJ8rQb2lABqmtWT3+GxdG7u/KuJXFMhJVmoM0gewz0pUfeaYuE+E+XknTECD4Au6Rgk64oeUGJgSzYA0BqCwlOo9GlAxax1hmRVs7RequHDU4IoxQvSljiWDYtBMbH4fa1oc6poHaR3vMqQ0Ev7VlBf3LfFpchZmOcUjwx7IDp1nmzEg1FtUYgPoxc6c2LdAicsBX0aVch4/PerIbHn8qbHfgcaCPYBrXsNyHZn1a5hMHNIG3xqB6NflLrT2ys2CStJ3BWUM3ZL88+ea0P15TyaC1sJ5UNXXW+zWVVQaqtLaMVe7e9nTZh7LT8FuYLhMwAkMxhxeZT1O++fjFbnvCOzE6hbrwIsrnWpSRTZlAlignnhn4CoSxB2QN1HcedxBXw/H78IhY/Vj0+6xYSjejz7RZzXdiiUNMzPIPS/0e4VEC3BEyu+yq5MAtHJBwy4EGJpDMcJVB4ZbCt96Qn27+MEByMYfQcZGmHJSHHV7+4KceBCJhSDsBVnNF5+sfdu0CVMDiAtPKZQEdgvdgKiQ7b+WJ7o1ZpD7/zLURrzPSNj65PyuXgcz7caCanXOm98ERY4h1hnFPJBt7jR6dzPhqZkmBA6Cs4Bw3OTrdxTEHvbpnORytOQfwsUW/zoJzDhi2lb9Xx/y7mm+3yDvnn2vqKlcc03w78+9kvt2jui4B7qg4XfZTcuAwDmSBZuEjkp7IxKnwyPfmBci0qWzClBh1kSsBLeBwQel3D+o4lzvoUb6nPoEPrlwLcLDUuWuBhwmxIq2z87n+DEgOh7WADeXALLZX7NN4JF5pSpCRQN/OQ29bz+I/0zDUcKAG9V2bFM+z4GaycRD9atfbdjAKoFQvRoc0afGcBg3o+BR9amKpyimYx4Nq3HSsPfZ0WG5MdocQHfJVas6jn8I0xshK3b8jxqceYvxTXuZurQxatPvuZr9RPY57xluxM3h8/0i+q5ZLgLsrNpWFSg7cXw5IU7KAkhxB6AucTVbkw4HF77hWoAezMPsoRg0TpA6WsejYQWomlIpCfH5kLrB93de8hJ3W02asWZjNt1W8jlRQLtwtrIKPxiIBDz06LRxTYJsjKgC8eNuFaNQITW4WNFEU1CHAwzfofINX5keURHa+GagUhLN2P5gGqPCoSl5PtatxqU3PBBOTAKcuhHt8KxtM9K8SnnDa2xUw6h0VM5qoTLF8cczz50UgmX8PUdbLzCYBTv/BE4f97272Oyv2W+RlnE8Bzhj48BwlwD0876Kk5C3JAUn4yOrhQjbYYMLG5K+D1YGyI3wwYVoLfSXLmfARWUN26EF8oifvY3ZVPJtDoKlJrgiy+4XaPLCoNV+G4OAWAlb3K3MIdyfxWKx7sECfmQwNQOdMuFHHox55Lp+R+JF5HCMPwW2bpBrgebtadmE06lZR/jMxUVGlUhMgCsQizZY2YtUz++CebGqjWpI8a+cfiy9l3zzzu5o/T0E/7ssSDeZCu8sjwO5gvhzeyDyY7ns/jMfb89+gTQY4PNKTdXzyixa0Oj2zn614Mz05vO/7/aQEuPvN4bL9kgO340BBWzDBkrWbqKJ7txNYkaLLZbQLagkWD7GQAJWUl6yZCf5i20XBbn0dQmtR6HmRWcmgb17AhubgSwJyrQw4uudBGtIUb6Utuw5Nk3G6vL/pdRa0LklpQuXmaHfeOQp58ISWVWSgMuRwb6cBoS2zUAuuAYbQz8Wt5XgX9m2uT2lFOS2XRaVKG9PHE0oL4CLYwgJk+Kjdokan67hf5KPTK9pv9bEaMbc54j14kRj/DI2dh2KZodChLQUPVCDYrXOvN2vX2/N2gkeFn/Wh7R/FgxLgjoLLZR8lBw7iQNa6JFRd05BwDXOWVwih598zIaWnJmgCADIQhsYyS6l1UMeq7AL+sMCRYi3vWwKcu8IHk16R8WRm6poJzBCas2AJ9WfBluSkVHtuQmW8h8tXIyHGH/QU+aHzojAPwT2rp1yYvjuBnll6LEyMIZBVXzQ5PRGMkgEuRykKrLw917L1rgRaQcfM5Okm1yKd3u5+wFTfOejU2rB2zCzt2lpAvfooji3avR/f6if6mo4tI9SURjo22qep5JySeC5/o/1A8k/UeHyEYziMLyXAHcaZ8n7JgYeQAxIo84LPBXZoIIcQXYwOvP3EfdqACa9DmiveDmEf94rX4ZtRxg+nOy9ollnWhOLtifGxiYoZJXHP+smCeAboUc6BtFFvZcHsZkMzB2a1zECEJQ1qR9GSJty1k7odzufqNJtI3qVBAt4WZLvm6UEqmmjMaAyh7+26BuY8cUCL96V7ASi3AosDadBa5PdRngfQimb/zHov0l985/6e7+aXc/9HUgLc/edx2UPJgYM5ILOhBCVaTZ19yVrNRmL/6rTHvmVKnqwQ+jxhJiiSO/K3SZCypmuUfSNsY2pt+/ouCVDXLkLIVggGmQknhFQEsWibHIEldTGe8a+Sf83WealNDGqmAbnwct1COS+FK9JkbLrOV6vZAhZY0MwGadofTZudLjaXWCLHmrHBDrkY66nfA9jou9bssNlpP+1NWDcFqKyQ7HnMnnAj+tHzTm3B1lTV2bFcWVCqw646s9CUkfJoVpp8oEnrtcScOk9sT7mJ7dVmC665rrOR6sICO5nj6Lpw4QL7orEzA7ucH2PDWLU/YB+5ZqPNzucA25ANUll3OBrsssN4nV3At1N7ke+dbcbGuIl83GMcO7uDtLT2WFpaOJVabHi6tLiK8sUaN/rU3naCxyo0GigBloOe7yTe57vdWki7JFbWWsDB3jj10RxH7IQkS2mL3dAtIwx7zA3YP04gPOH91Nm41vlsLHCMJ1JT70zbIu0HlShDg/aC5iY8BbyJ34a+i/4zByb3r+XW+NLvB77Ca42zym9TdaRxaomDb4i7ZxGjQasCcPRMaxD9CL101upRnZUAd1ScLvspOXAQBySMkHLTGfxcmRBikk8SbDpCEMX5tIwjTy6032Smmyrn4tGLFP8NrSja3i88ZYbMzcr0NO2Hm41q6g17aQ9p3Wy0EIAytdUQ5mzeSW9ATeoD4Eg7vrU+bCf1KTtgfdri4iJ1GT6Ris12K/W6u+zwDUi22Dl7vMs4MSnSpkBZdj2JSwnZCWBUQ8DK3Fird2gbTyTyVVlflNPYQAnBPBhsp9//xEfT3s4614AmgR2Xmi58m61limi/vS6gxL1Rz3xjAjtlH1H05OLicrq+PWCj0iXpc2n5xLl0fPVcevzxZ1OHzUu//MUX2TF9wXgakwjxRu/S32c2a05N0Q4eAgjzz2X5Hz64aEOcjnuBS8X3E/y3d5XfRfF93fp2D75T/B0dXMJ/a9Y3BayP+BFyrfv7frdZy7PfatasD2v3qO6XAHdUnC77KTlwEAcKAGfCQpqJPpIkkl/7FkLPpMthAmSf8KM/Xe8TfnPX0Y7JLhOYTuRh7etp8dkeWo+0vDamwAZgM0ITbTfIbIEWVCVrx6S2aBnzK4BQHXtenfG00Vq7O5upU19OO7S3Bzo1Gx3b1brRRCdtjtMO2pblqwKxRFIVTUnjqJIRZIKWIyWpCWhqexpl4xiiQ0oLkwbZbLVJBDNJ25tbaevGelpdbAOE7XT29Jl06drFdP7VV9N690IasZt2AwrWlpbS5m4XAG0YuB1bOZa62+umAQqIqrV2OnnuyfRd3/49afHEEwAqY11op4uvv247W1skqNbRSWsygJM/zzVrvdPiIeDyCEtAOQNcRFsWeSse6zN9L4JYez9Zc86NiifF9+HLMObeeeGdzZffR9wBF/va1m8n/0CCvgA4G6foK/yG7PwBHyXAPeAXUHZfckAc2A9MOPOzuW0KTibsJMxm/HKBdwCI5SIuIMMHlG9KYuqwhmyunS+Lmlkue8hXETAVAi+T2oAUYz1McBJ0q0vLyOGmCfI2oCcTHToNuhyaC3K/gym23sMciBlueXk57fZGgCLmR9qRybY/GKWV5UXAvo5Z0U1kskZWZQpsoF1hdtT2M01Aa4IZT2ZBCfZ+fw8ejVKLTvrD3VQd0/8CWmUL7XHYT12A8Q8+/VL6l7/2m+n1N3bSc+9+In3w278xtRbX0rE2INtsAmzb6dyZ02lz/TpmRYBzsJdu3NxM21s9NMO11Fg7A42Izcpe2mK8LUyk0gDjEG+cPw5sArvQxlTGNzx1k53ej/gVIBJ8tfeswtL8cnv+LilrTwQm0af3F+sNixqW/178/ca5t+OgWHyPh7xqo83pm40xykZbamcKcPlhjOmwdo/qfglwR8Xpsp+SAwdx4IBZbgiVCGlXNRdGGeSyFNO9wKtoOoTOQV1ZG7nCfL2Dys/61Zn3PS/mqqTKmsg+iP7TwszYYo3XAPDa3LqOjwktrjJMrQb+PfmOJCwlnJc6abBzLVUbzTTeBewApG3564hY7KIBDjBzyi+1s7OD9qfdCER33jk7NCK0QbWnDUM1LrDJlkYMldPT8GOClriRWmtdgNJD93uA48X1y+krgJvG8X3/wY+l7/qO96cTx5ZSo43m2aqm7e7N1Gk1yCE5SssLi2kXTXNzYy/t7DVSo7OWUh+RyfMEgGphviXDtv4EaLSq9wkwxTuU4BfAma8LP5XWu+nZGHCX38r9WJ4dJN6P/Ig1JjihHRXfafhY8zoF79P+FegV6LAR6vcxA9O7ATS18LUc7oP7Wmre3zolwN1f/patlxy4PQcywDlY7YePokCyGXF+bGXzhcLtddhzO4lZv4PivFCbLXyW4NPH68+X88a8DT93TWE/hYoTUbADCYbxSdUFUIDK7/3uR9GALqV2kyCL/vW0urKAyVAAQqAFpkeB12C4lxbbmDR7ffxZC2lzh4CSVidVOFdk5V53M+1tbqY65s4OQSzSBvvkd9T+qxOSGSvn4xCAUIb+MeBIVbTFGn63noFDA98dCltaai1Sp5manSXKt6AXUyh1T585k77hvd+WvvkDH0wLizIn7gK6N9KjS+9Mwx4JpDsrgOduWiNh8hOYWq9e66b6KbQ39FDxbNDv0xYdtJxHnn5LIB7akYXFGIjp3VhgRgY7+RZH+PwsZyVAN313en0CPwsmmvHe3k348eCNrvW24zvelb7nf0e3/IZy4cPed7Gt+XMHbacx6od2etAygfn6D+K6BLgHwfWyz5IDwQGBFR/N1i13oc3+MehJwBXNVwWOmRCboZ09ceEjsedAJyDbL8Tch4Wo3cd7F4h+q1h+dh6QdisQaqcAAY/yBTfwlynqUZk+3rj8KqAGiJw+Bgi0UndrN33uxa/gW1vCHKkADrQ8vGYtAGmIH0wmv62tEVGY+NgaRCXubqTe1dfSd3zT+9MLn/kybZ1KNYBqfbubbu5uE5iiiMgxgSy91G43U2+PSE1tKgqISKNT9J6yhfT7BLIsLKceAFjDt1dvNdPnP/9FMvmntFgfp3/70V9NL37x4wDoJC3Uh2nz5o30yFPPpN/47U+kXmUtXVvfSr2d62aCVMDMz/38L6Zv/67v4QyzI1GZNd6TrbNDe5qtPwzfmQezSEMr8jUAQdGo0v70TJGIAYLyOEZ5+9bO6zqmMwv5+lQmv8+Y2JgGeesxm9BEROOtZW53RzTEbysALsrrWaQYM4CTdp3XFU7Jul3jR/CsBLgjYHLZRcmBQzkgsOJTdNZraxMl3JVJy0Lh7ZgBzPSOBGAWQCrhmsDMl+aC0gVfUchaa6pLm+7TiWv/ni87K68zP1RGLVQBJ9HZJyqyiuBfWZbvTQBQSesbW2mx80j69Gc+l/7+P/wo2ltiMQGHNBgBMKfaWYeofsaJKoTmorG1WSzxBJf/6Y9/axptvZYefayS2mvNtEFEyo3NBXbCJhgE31Z/B20NgOnt7hHQAoARVTkkjH0F7avTwfe3PQIcTwOw29TZSSfOrKV//0PvTXVAsbPaTpevX0m19h4yuZeePLOcao+xTGFtmD7ykV9NL11jbM02+IIJVLEjCO+f+gubFnwvX2CtLSAjRhRgFSu1C4C/I317FGWYIOPd2tCR/PrYzuf53YcJ00HO/XJm0tTSA3tPM61p37u3J/NHNpXabe/D+iu0EzV0z38z820cfB0AF3VUfwrYAjf1kfs5uIWjv1sC3NHzvOyx5EDmgIQRwgetpkGwRMOiARW1pzVvCEJAooE5b32diL52Ax9X2yIDFb7ew8+laEu8QFmuuN/HZYyEqG9k6hF9EpIuWENASviNiTqcyHSmc9qxLPZZ6M5ekQtY5Ww0AZyn5hNC/yWAh4puzFKkirmtx9qxDjbA/k43tZckWLssDcDUqKhHPuAPlGgfNO0kBxQwZvVdYQ2delrAl4b1L20vVtI//dTn0lavkz7+yUuYPF8035xCVfS9o8CVPbi1s8u+eWhA1O1LA+7g16PNLgEn9VE9HWueTFs311NnmXV10FXDXLqHmbTdQdvrskQALdS0D3jdWVxJG7ujdH0zpRUiK9/3nvemd597PD1ybCWdOr2Wvvu5p+md6E40t/71jdRRlhPQWXOQ8KVVQMMqvFEk50TrxBhwk3ehSUAdLRIug5CYVhmswF378WEBhRk855E2R9VYeprcwOuaVpLLZMn/qmPpwASSvDcdE9lsC4cmLPpvdojXevfZF8e5g51+e7x7tSX9NN4rYyu2KDOr7cTOTbWq7rSWTzzQmsHe9i50D/k93qQ59HLGXCPwyPeh89/cPgKj8SKJ+wrc24sS4O4tP8vWSg7cPQf0R27hgT5Dt9lwFk4x497e3kmrq4Stb900LUHLCHYwzdURLkXH/vxMPOoHMdMZfKF93bPoNw4DL9Ma/Dq0DlsbpnvSOEzKuWRCzkrSmfCTljnBPNnHFDg2oMJcSISj1rDVWCf3nm94Nv3oj39vOn7iEXxli+nkqdOpBYDwNI0xO1788svm7xqDbJL1WmbQ391JHayXm3tN1sWdTtXTjyPsFTHJNYDRIEClSjRmlSjJikVgAipEmrTw4VmuRxpilRwg2E9rLEGY4BusXFpPl3/n+fT49on0ju1mOkVbo7HoHbO4fjs19tAdAa1XHn8qLf7wh9Izf/lnQWXGjDaYeA9DqZqg+d7mOhrlarqxsY4v77ib5qZvXRMB56dkuaJMtUBfvJbwFziYX45v8TtMmGaezvd0X0sf9E6GLMPQd/F9+rkjxfyzKRn5ZP53Ee9aGHU3R7G+zudxSbzWRzRr4Af1dzf93K8yJcDdL86W7ZYcuEsOmFAw35tAxibLU01qqIwVBoQIbcxxDT6GQQInCcr9LrVbepQwvFU4FoplSReCa15gmlDLAjbaMnqNSJkZ0UAQxrbztzVSS6dPPYqGNEkrq0vp5Nkz6f0fWEsf/FOjdPLkKQNLAZFsfX0Arb3cSVsbm2llBacdWkxvb5dlBisGApub26a2VEErmTDHaG57+NsUpalh1wG4Gh/5FQUUancImGg36jaaXJeyteYoXbt2Je1tb6TmXiX97d/8V2lw8Wp6buF4egq/XiJqkqQlREsS8cmY6gDlRd5F55N76bs/+kg6z2Ric1BJW9e200/99M+kj/yLX00/91/9XPror//f6fjJ0wbsRaHv79CTKosbBrbSwOy9An7qhPZ9ruD5MaNOvJXiOzP+zx7sexe6raf2PvguvueoUvz2csU7+s0JAqDH2rj1mK8zvc50aXwG4qo//a3c2s6DulMC3IPifNlvyQFxwExCMgMBWBJ8HBJUxNdxVk2nTp0iAGPLhLfMTDJhye80UPACmpNts2IBBrdOydXOoQJKXQu4ssZmHetQHT3Ll1prbecCSvvPLhyARSN+KN0dE20ocG6x7u3xx55mbVmNhdKdtMG6Mm3kKR/dJqbCXn8HU6UHVQipt25kugESgdSAe+s3t0iNRauMbSgzqgGcj99ScZlTjGASsqK0NomYFF+IfJT21tWEAE13majJK5deTy9+5dPgMOvsMO92lk6kF6D+c3T5y/0bLGO4kU6eOZaOry2nZg2/HXxtk7Wki7Nv8tq19Gu/9HfS5rULtlRgcWEt/eh/+EPpOz/4wfQX/+LPpjZRNBozaIp107klfiqq0zUa8Fop1Ri3JiFmdsYM2mKJgZ6PAHe9HwFqJIR2NruGF8Ea4r8Ota1u8nzE7hXfr+7b+yz8DALw5n8D0d48IDpIzX6Duedp/9an3+Q3IQ3TgTF2TZi2m8sc9PvLj47sqwS4I2N12VHJgQM4IDBDAGtNlbJfCNrQWUybkNlna2vDzYPKAoKkrLKmbED+RL4sStByUx1wHCTcTEgWBKB8OWPdKwQ8GIhlYHSB6RXMBJUPaWGWk5J6WrgsoTrUwmqAq4YJb3l1zYS5QurXVhdNGI54niYtgEQZTSQcWbsm0yZARi2iKRk1PjP50/BQGTBIMyB8BU2VScDQ+7ds9gI+09oAGDQ4VDkzk46kScLLGgBCrXSVFF3rhOPXZPKs9tPK2kL68A98X3rtf/wH1KulP/tjP5y+/7u/KZ1YqqM14uPEKWZYRX87LDfYBjSbaJ0Dwl4ef+JdaeXMOd5FO/3Zn/xJnGRXUxcfntbMVQCv4LeEvWlt4i18kpaq6E5FjkrbypY8nul9Zy22rUhUgaEmNX4UzcXTm4WT4vuN91X8PhC85hqy9wufHAD1nme/pQDFw8AxmgqTttGefzfWkoFt4cd20CCO4F4JcEfA5LKLkgOHcgAhYIAhTSqjj3QyaWcWeo9fa/X4cfI0blpIttZ43dzFB4S2og3Afb69v/UQLC7w9gubwwSPylp5fXJzKqukvrqONi1Y0Hr1gBTlhDT6AQXN6GVSbRBgIYE3wqSIBQ+tkwwjWhbQICEyfjm11BdPygAAIABJREFUtbc3SNuU3eWJNJw6a+IGrJVTIuRmYyE10f62AYdajbAS8/HRBybMEQE5Cn1XcMaQTw1AFJ+GfGosKp/g8xPoVGtobaT+WqHNx0+dTJVOjejKUfr5n/lz6ad/5MNpsNll4XY7bTWGaUdBEm0F7Cg4BlqRiiN8hFqjtr5FIArv4NSzhHVqsnGMSQjgN1IqMXxyFZYjzB8BCuKB+d2Ud7LP8ggwoAnY2oQGnvl6OA8mmfLfEHb2zkxn5n97F/bMgaP4Hv086uynJmiJu3E9wx69y2i7CEg+ofDf0Az45sfq48iBOmr08KLzVY/k+ta3cyTdlp2UHCg5EBwI4aZrAZj8Neg5mCUxmZ1cS1dfejktLgEMCNqe8jACDIPuui2sxmApiJgyM4DooLb9mZc1QJVAUiaOglwrCk6ny8GtSKOJWbQ3aZmK4pNm4n7CCiClTP6IFZBQ5jWtFdOuAcowMthVphH0NcyN2g1BfsUGYfhDQGtEVKTAtU17HbStGmPcJIijSbSj1rjVCAgRAI0tZFORn4oAZOxEPdZZLG77ttGnwKM9kDlwnM52VtPxd7wPwAX8VgEv/HkvbV5Kg9Ygdc7VSLW1Bcjh24OuPmORfxNMBJF7qUqAS42ck7sEs/Th1R9+5rNkZ+mmZ9/3Pt4LSwzOv5JOnTjJ+2CZgQA2T1JisqKAIIGb+1al5brG6xMDaemKvpxtgCqNTR/xX22ovGlFRKkq9MiPGfjNA13xvU1/DHMn82Cnxwfd82oxdXLai2WnvzHIUX3TNgMxBcJFnDyMmCO6XwLcETG67KbkwIEcyDN2JIQBhgdVyDyJ4EBw/to/+d/TP/x7fz/9wIe/N53GXNZnMdlxNLrXXn2FiMSF9N3f+wOGU4cdAUz6NiGYC7rAzSDHTQv/13MJYsrIM+iCzO9J2EYbakIC2pYpSEMR0KB96vkO0ZBNTIu63yG6ccy2ODIo1hvyKrI1zYjweeoPtPEp8lsGyWXGqQwk8skJFEdoUYpt7LCuoEcUIRsJoeWhDQn50dAUGKHoTcMP+TDpVxlPpDFqt4EmfrumwAI+jfBhaueCyva11N5DgyTQpJGaaXO4YaCsCPhlMpzU2cJGYfg7aJ/bQ8zAAHIHtJMGfXxlNV29eimdoL3PfOqTRIOeSku8Hy0JaCqhtLGOZQvQH9qZAC60GzPvyiyLai7wlyYeu86JlwFsARb6jk+8jwCi+NY7L9673W/goN+G/RbuqtIc0MXvVb8B6ot2huOWhMKzg/p8EPdKgHsQXC/7LDlgHEB4sAcYBjICMrQPmvxFCEEiAAdk3WgsLaZf+Gt/NX3nt38w/cRP/zwCfSdV25vpb//Nv54+/Cc+lNYW0SBIeTW2fcOED0g9aWSAg0GZ1mTRugGThJmEYt4Pro6GJCWOp/yHAM7CLjKguIIn82loDxIVug4/kfxOMl8KJOkHc54SE7clOAmEkTdxiInRd8SWdmUkWjcWeak+OWRqxNg3PYYCPhHKcw2lnkjfBXCpgYaB6Gw8FpCoBM0CKlQw1azLzItWiNUR7U6TBu6ZEF5CYYQb0CfgIR7Vxj8hITOB+FpdngU+z/DPkdzLaQJkN/F5tlZPQnVKjzPJ8AP6Afgxywx0yK9oWjHHLjk0j7fXUL5YF4gptt7Btwhy9wD/OtvraGANgZ6AgToKgNnrEdgCH/ts19MgNdke/kWLCsVHaeygjnNeF/4exRVt1Lr/0ARA4Od3g6a5Qlx6OfsJqrB4Kd7Ei8oVir5X3VKmnTjUBQnLzCxdYRLB7MU0Tr1jNSkNdf7wSFt7ZUdy3ErBkXRbdlJyoOSAc0CJiCUXtPhXol2Z8QlUkBxBUAzRVt7+Te+VpE/bRO39o1/9lfS3/tE/TusI6x6bglbkb8qmrTBzqd3QJkwDuM1H5YofldV11FFbfi4NLovY3F68waImUDyf1Z3RMH8v2jiorfl7h42jSO/tygRPQssqjvUgPsRYbuWFeCSNbZaGS2bECOAxPELj7QP02irI2jaUKmprmlTM1h2Gxhb8ibEXtbsiP4q0Hzbm+XcR9UPzK7YX58Xv27U7/8zMqQ/hUQLcQ/hSSpLeKhyQkON//E5jprYjaT/MrJWtgxhDpGQtLWLu6yxsEw340fRbn/2v06Dzu+n7f+zt6b/5pV9MG/ieFDFYnGXPC8oQRIeB2Oy+C+wZWDigzQuy+et5cNGbKwrWYvnoq0jTfHuHvfn5ctHHfP/FckGLykgAy2wa0YpTWtCMtAP4BA3EPgItC+8HnPjcaSzF8RaBQ/XUV7F+8d3IlCrNR3TFxCTqF8dQrBN96XmM+zB+xf2oH21/NeB2p7b1PPho/kaO4njvpv79LlOaKO83h8v2Sw7cjgNoaKOJB4o0OFeYfYOdMJXIWGu9Wmzxcmp0Oa0+/6/Sh3e/nOrketx4z5PpH7/8SnpmbRETEWmr2LLGBZ6sXjP/jQSntC494x+jIrQMmSwVmcg/3J3NvqdJg7MJcWImT4qJHCtbFGIzP04IZZ7mMvbF1f6Zvdao+ZHbzVfTr9yHakoYzwOMtbmPjtv7kmagoXLRy+xckZLqK0yztgibw3cHgJ9yMFmfPo6ZyTbTweN99NCcbZJqvPdkxFzYekUtFdAERizVnnfKxymAi4TFQZ29L+tTsx//FE16NqbC+4h6B30XAW3Gi/n3uL/mQTyPEm4+Llxlpmp95sN4lAD3ML6Vkqa3Bge0VxefChpcHd+LAiWGJCoe1+TD4j/WjW2MltOx3cfTZ//c/5IevXw5LR5bSx+/vp2e/v4fY1X1k6lJiqleTf4bCWlwzL7dxCgmToHH7ssX56yVb8oEsAn3mcCbAdl+IRhRcsWyammfMLamcwecHQhQeX8ylTPaENb7tArRmB1IU9rzOKz1TKt1dcB13J+16UaqYr19bchZZw0BYMW2M6PkRlL5ABjLJVnot66Al2zS1XdoYwommeCX876YgOQGFJCj4Bzdt2TKuU7QrW/jaQYw21HCMC7ekzek8Rl/g/5iA4XzIm8P5UEub30U3p+NO7+LQ5qf3g6Asz6Ev6o3+yncqfp9e14C3H1jbdlwyYE7cUCCjMhCFosNWBjdRiDW0Chq2mesSvACs/vV3TfSE4BCvf9cWrj2RBpemqTHCHP/N7/8kfQnfugjqf3HPmDCRJ/Q4sw0huDzjUKzYAwBmYX4TGC6MFJ2EBNuCF2JUPmO/Mgh7qHRTQWtPw2hOROeLtWUkkpnofmotJfJUi8DXdARglR9u2DN3efrIr2zJ/sxSfejHSUl3ndMgdUazLQETUUAyePOAJeVqVn5/a1OgSfoc9pn70MamqI4tXu5lEUjSxGYaHNcWWuRCWTfZKEA8io24+8cAXe4jHrzQFe8f1gZNT3fbxEARb/7CN0cC/NjSE6Vgd3ce7gDvff6cQlw95qjZXslB+6WAzKHyQ8zJvM9GlwNoaqlz9rtuanEvkT4XSYysfmn/nT63ZvflX7pr/3T1Fw+lm72v8wC5JfSTzx1Fj3PM7hLOPqsOQMINOg649lUEOtGUdjJ62dCTNlMaGO6PCADhBacm/DOwjgE3mHfUwlX6OcWIWlESWPyiMnQaJzemWkyrsVOoyEGk/mr5xHcsG9MBUE7u++CNtpRU9J0/S7vQSTpk+WxyqnuLGrUOxVbrE1Ooq0iMM3ueZaSIHlGv8JR3OypFtVWmDNtgpKJKPJCJAGJ+8Y/5cUcTzJrpl8x/iLv4jzGOF+nWHb+2fy1A5wH0twCcPOFH8B1CXAPgOlllyUHjAOGRZgk8bUNALYaCYWH0taQtya4e4SyXxmlL7702fSen/m2NL68mY49+XS6/PFq+is/8jfSycfemba21y0dlJu63PdjQSeYwmpohdp5ev6YF2AhfPU93TInFJkc6h1msjCdGflzoOMCc9bb/HN/ooY18Fl8Wwha+54nNvcTt4P2AIAAlxDkcV9d2Dm2QX9mzOaYAdM8vQd0PTXBRvsS4k6DOnBz4nRykWnVc4uitEwsMknOzLAjnnmASa5r4fozmuYZYO9Syz+C/NwHRBgdd4oSDH7ZyAXM+dD94jPdtnvFjqKvaS2RUSCEc7UZAF0o9tCclgD30LyKkpC3HAeEGgivIemk2tUFAkxYIE0EZYNEk1XyOmmR9P/wd/868/311LrwfPpn//lPShym9KPvTTfZxPOFz/92OnHiUdjGmjn5ddD8pP3J4WM7RtOugE7mOt+/Tf4cF6jueeIaDVIiS9Cij4tAxJhWXHMoutMENOZTE6pjB1PLxKEC0Kk2zMDJczVm5eeCSeLdDjVmAYN8XsrkYaZDaJcGqfpToem5G20vMutHdQTAHpkooarcnHUWgIdf0Yvl9mwnbAG9B+jbYvQs1F2Miw7GTxFbzyda1HvWXKdruHL/sR+eKNQxyuVET40lGyPRz3/K3KJ3V2NncvJzkaGlm5ZYKD7BV6cNUpttFpuzbxq71ln4TZs1d7vsUr7U8hyWWnow0LoyaBUfxX97QcZY0UdkJ/8ZfSI4T0CshPFvdgQ/dceyzuTnAUq6r0jRAGDnqUNCvL5hDv+f0IABZAbjaG9k+9dVCYZS1K9+b1oKodykvrO6Lfbj2E/ZjMb7fVYC3P3mcNl+yYFDOeACQ4LF0zZJyHtk3VBAQoLhf/d7vo8MHQhRFn+jTpDWilyJCJJKbRXfDsl8bTvsLBANctSmTG+SfhI4Ei0CCQlxhzGREwJqgu7oM/coq/JaIK06LFlQW0R5enRhgFBu1oBM5QWa2USq2hlI1I/RY4cDlYSzjhC+FkShdhDUbu6aAVFoZ7mBfe1aH5oEqL7azsBtkaHWl3ihMYU58FbhH1GkxpdMpglxo8/pDer9XlCvK38S2puwowgg0U5EVFpSaz4+xjhn13M2s437Y8zU0YbKjbSZat55ITYsDd7GBCL6MaIPOKK9Im3zdAbAqfq0/AFt3c2tO9FzN23cyzIlwN1LbpZtlRz4ajhQkLmm2Gh2zOx9SCaOSV/+MHxMAN2AoJP6DsKH2bSy7Ctf5YA1ctKhdK0dojO0SUJBAQJbWonl3pAGQz3AwIV2Fsx23wHVhWZOxSWgUAum2uRoTG5IA4xD5a1MEcikAeXZvfqPsHstW9AhbWX/ofsIfCNXwQoZMnKQiwOG96F6FqxiEYXOtIplzACAQwOhLRfORUhSRefrVNGJhhU9wrnSh9kEg08I+iIoKIVZcZzxysS7GK/5zqY+udwfwKrEHtoKR0sEFC0afQQfVL9NkunFxSVo0bv01tVes0pKGxJGi1yjK/Mx/JUal70Hnt3uCNqjVNSJMcaY59vY927nHxauo39rL78bPb4TXbdp8p4+KgHunrKzbKzkwFfBAaEaWtgEIS1NSRHftk4sB3bIPOf7hslThz8HIeeJjBGvCGRbmCwTomlRErmYx0zOOKgpJZaEjoGNNLWs2Zgwsrqqk6EnmwhNxCr4AzIq7MPmWpS0rJlmpTbDdKieTJhZP1bbvk3DEC1ZAFfC1KibXsqe+1Yz7nO0ehqlBHr+KMgjhO0+egUo4h11LGWXtFjrS8AsUHITpWWwBN2EZ3q+ry0bv4fqayIgACqOIRM6HZNOZCa1fmzIGouAP+qpf6dBfFPo/C2C3mibgbF8dbYInVyW0va0U/keqcH8ULvisGiPCUaedIi3BZ7nCtOvGMf8fV3rWfDCXoK1L7r3H7My809m11HvwP4OaPPwlu7PkxLg7g9fy1ZLDtwlB7IpTCCEKVCCUTN/E0II3SaZ8HWvP+y6n0fIg2CXfqb7Ssps/iPdd6lrdS1YxHVAQFNZOlxjcRSVdKQ/Sf187BOWEtz2v+rooywrUdIFrADLBaV8c1KusuDNxRQfWWw7QGB21xsUCb5uL8Y8A7ciIIXvTW36ffhkjWkMqpM3UeVcoGX/S4sVX6DV8IF71ivjE30GblkIaywCGrUdHxUtHsYjNcIh/qqcQFFH0Bp80HfPtvZxAJUPK464F5MGfddJ2txnqyD5xLQrOQ3azgxV+T6tA+/PeeXjs/d/AIio/eJhIDR3z9/dDPBn48jdRbtz9fY1nC+mv527KHtQ/ft5rwS4+8ndsu2SA3fiAPJR8RwOUMBAlk2mdSFk+uyA7UEM5CzhmQkihLYiJBGLwimu1YBm+yYX7VBZF8iuMbimoZm7niKmJUStvAtQIMxFfhZSEZ/ngns2CDM50oiHSNBeTjJcBCMnIAt+aFWXplHRn3a/NgGf6RxhfnVAISGyCXPXhmzJAuWmWpXRm+m3gcpcKVJkyOU/AY7Dl/3r0B2ApMmAyobm5OM5CMhm4DDTcuxepte4x7X9x9jsdQikKeDg4wX1TBqc+hVwakm9AU3UtwmJt6HnSris5NQDLfhnmyT53iKxNL1P341IsVdUmFDMA1r0oe8Y8/zY9axYrgh4wZeD2o16xW/jRybM2jmo0AO6VwLcA2J82W3JAeMAgSTS2CLIQsBlvhqle0IgKhCyUWE7F2S/TFjyvyn83AUgggVflACuKrMizekjyT8CuKqWZUO7qFFPYkeSh48LJAEQW8TQpgkn1tyZ9pFNloILASkKIs0LQFzgy/flXUjbVBHR621M/UNGgpdzgjQ+gVcAhah002gI0xD+8W2d2KF2clv5jgnreAoR1i//7QcQHyecsW7dTOuVin2pZb/eL5ZDaBc10dylffnz0KqsCw7xVHT4pMGALYQ/zwTART+c+hX/r1y5QhQtdRmLrm0XAfxxlg0lv1R7R9N+FUXp9N7KL6ftFn7m9xft3PLcWp8d+i3czRHjs3YzjXdT76jKlAB3VJwu+yk5MM8BAGQMWCm4YMJmZIrmq9XxszW5P2giEgUihJXXF/gmqTKCvC5AYouYGksJJKR2dzZp1XQYb104ZqAj4Ui7UnNUQqDAtdoUGIzx+XCTUPumX1elSckc6uUCEMOYN6YdaxcA1hELoBUXEeYt3VcfJhzDzJrJ0n2jIQORRWZy1AmxLwpJaUFOvwd9CKC93SxwXW3LoOWag9q0/0zA5nsmb6UBzrQ2f27NFYBmxp8Q+j4GbydyUk7ZyxjcDOny3M4N6F1jVdtqx9vysQn4fEwzgLMyvIvnnnsuXbt6I50/f94ArskedItLK7zfelpbO2YJm80W62Q68fnfWT/7bk8vjN+Z75xOz4ulY8zxrWf2PoKfqniHI95f1L1zjTs0eA8flwB3D5n5lmvK/ujc9KQNHXXob3FIbsUmeRVde3C/hgRnlcgwyb5ej/21FrQjmAtDCcg9/A8y00igyr9hYfO0J5klmTZg48kGmfW1H5UtgkalMZGidlVy+odIXJz2I2u00Yw8jNwCM3iucHtpKPpjVhZ+a5xD7cX19FxNm3bg2oloNJ9HDkRQG5FB3WfaPhY3s8EDaKhDr44Ihde5xi+ha8RL+JCyaWevm/ZGG+nY8hL7m3UoQ9ABi78FUu0ae4VtXkm1Nj4azHnD6iK7XLMpZ3eT3acb9NFK29vbaWVt1b61l5wwoaodzSoLbE6t3bFl/oPH3R3aV+ReO+32tJEo/bPfmRYfV+hPGlvdHFuuVcrvVWedlrQfn9GL07pGOI96vnKAvhQpKCEn3lET0II3pCCzhc4ETZjWkrW8obBP78/eNO1gk9V6NgcVBzfnp/NXADNmA1MFkVg7BvpQrlfOK2yRu1Nrrmxdmi2qzs+hQ+9oIJqoF+H6IcinQllRqLRJazZuP6ir8HwZYuGLLdaWhiwkgz8ys2qtW5/BaDytznL+zbW4t5tG2rGcHDMEwqL9smO4UrDR1h5r4mr1Y5wxHgOtQTq92k5LjePGqwbvfoDKfun1q+kyeUeHLBP48A/+AM/2eLc3UoutkWTSrcr8iSmzxW9cv8EiSOncr+UTnflFbR+3W5BHY9KIHYB1pimItcEExH6nqqf78fdF3z5R0DtwDVRmYm0Wy+60qcbkTEdx0mP17a7eeoGMfRe5wD3+KgHuHjP0rdaczGtVM3NJaGnBK3/azD79j0ACQ4CkPy6EiP5e+GovuOAXaEkgDYkaa7cX7I9Vu1jL5CZh3mzW+ePmD5k/7AZmm112eu4sthE4AkEEHx9tZilnvPqXYJQWUotNMOlP/gyBiv2BSdDw0R+rhIZMQQZa0K+AgFZLO0eLdvefCFBVNoR3AJzKCiQMODVCdcDhY7YTm4GrU41J5QS6eq4oOd3f7TKWDoKkdy1VuxfTG+e/mC6zPKDTXjGedPtdCyEn+7LzhYXAonO3B4AAag3aFB0Svp1OJ720sW3tn2TX6R023FRQg/qWr0zCc2GhZTRoIrG4uGia4AjpDP5Zf3VpkIhhy2PJ+GV2FJ+1IamvE5PA8615NKWQ2qIaIwV3ANIqI6FWRyjGJMBMdOyObcBEW+KlgmN0qE/pMGP6Yz40Pey3NHKgEVjWAHFt2jrQUgja0WFAKlCmPYGjdvvWb0/aYNU0Vp9MiTcau8oZDVlIB7jZ+2Bj2QA2My2aqVftScP1CY7XhV8aT+5Xv7emQIo2Kxo3dLT4vbZ5FwttNlHtbqWd7S0mevBW7MpAob8HHeaD5HfT2yGDDRMEvUMwyza+lVZ38uTJ9Pzzz6cLFy6kk6fW7D0H3Zr8xW/TEOOAI36L09/kgQWdh/mvw/gTPCryKv4GvBvv0NoN1Ir+89/BAeQ8sFslwD0w1v8R6JgfuASS/nb6RH81Ed4222Vo5kOwbBgISoQxosL+xLrdXQRsx7SaBoJafxN1BIL+XgRUHcoqK4SExRAB3AKgbKkXTXUW2lZ/YaHjPgg6koypI0RGCEU7N5MUprvd3tSX4X+4dM4f8B7A1m4JJKV1qKzPVFutjgmw+GMW+OkwjU5j1Ejyt8BNICJhFIfqmRBiQBJ4YoqEQBVN03Y8BvCkE8ShNoA5ig0Tw2c2Lu6QlHfcNYBsoAmkXYQzYD1kZryHIFxeXrW9y3bYqdq0Wei/ubWBKet46m5uIeCb6UpvO3V3tuGrMmxAA5rGdncd/qNtoOloHqKxadIx6P3/7J0HmJ1lmffvmTNneu8zmUwmvZCEFEgg9NCrgBQFBVkVRcW2uvZdLKusi2VdYVVQRGVRqkDoPQmBBEJ6LzOT6b33OWe+3/9+zwH08tvd6/oWsu6XN9fJzJzznvd93qfc//v+3+UBvPABjrPrtJLFA8AOLFVVRHEhxjUCCyjI5wraL58f0MlzDnGONp2WReL97AqNLD7tLxfsVu3AFFMsUCfeBDwHwliov66r/gs5WAaCVj+DawWWs9oXHwMHGuZWoKRoaPXdwO+o7ykqUZ8FStSfCu640BfUJDPu2n9PbRGoByCu+SbgklWKpcr1dLjlSJ8HcyQI7xdA+ncE9J7uMW7tAz3WcKjB6mtqUFLCtAuFiT7iq/6KB9jErWIpFZp/uosUr9SUdCrU5FllZaXV1lYDcIt9bOJ9KiVNf3ulGg7vi1gb3wK0OD3qp3AEykH8rzjQxv+Of/+tz4Pf3rqe+vit+fv284L+YL5o/fz5BQ7z30cA7jAPwF/77QUqYjKSoUt0SMCJGhGtNCGah1dfX5+lZ2V5+HMqFNrgwEAAcgi3BL48gqBNBsjS0qB4hgEmLKnh4VGEQzKWnIS5LKpgEacBboICBT04RYggU0RgGCEisJQ/SwJFFp/8RZLRWpdjnCOhpXbqPAkXLUyBka4X/Kdk26BwbDJUi7T/QLAE58bBTotebYtbrX4dXgE1GssdQzgG9+BvXd6BEiFF3yhQxGUFNx4aibDdTYol5xeT1zsCHdnvlGx6XgbWE+CIRExNB5Ao5zQu3xvPpKTtHiqaZGZmWW56rltlE/x0wBHVlUmVk+FB+o1nw0ouymHfuNEhr0spQa52jgKsOdkI93HumQSYIpgD0IxZfvSPC2D6zEFFYwmI6D29rTw3PXMyz5OgccRCcQua8yPkFEyQiK7Q/SAsFMsnlncnCNTDa24oRH90VJuLymIimAbQjgOY/tbvslJ16F5xK0z9H7ea41aVQCbES4dASG3R9eLbuMQtTD1PMF4iDQE15k/U6UeuSTP0XRf+br3RBgA+uGgA/MH15aEKrDlZ/bL6QjyrKMVoKFDcVKEkzBxKR5FxIFfFGV1Zl9eFpYjxCqNo6Rn1HAJJAXJXd4dbdJMmlVnd67XeXv+uOj72U9f07wS6l78fB7o4KAU/48AWfNdP9CN4P3jeuL8xYCsCwArO15P+6fHW334/Poy3T+tR3MzbQfHPvvyu/3kE4N71Lv/fdcNRpEIKVoqoyQk4ljCWl8wERf3J7z6KAM0E3CTItBC0S4gsOPnuEhDWwiiBmwSkDn2dAn6u+Y4gpKVhaxEF0YUscgGFLgyAhAVufOgpXvwbl59ONwAYkri2BIfAUtacwDMAuwnr7e21nJwst2ZGnKqUEDK3yjIzMzhPdBDWI9+NC18JyFH8VunQe6o2Ej+8PQhT5ZoF5RsF8JKUPCvSx/1YEqpYCTrUdgGS+kKyUUElYZ51ogdLiOuGsC7laYryHYH8iO8TJwUgsBRE52bgg5MwSQZwRHWqnaFQzBczoW12oHzlO4PmleBVOkGYB0xKwsdJJ0xwzgR7zuk5R/HPTQD6ooMdUEhLkD8rMRWhLapY5aNI+HbrlJZ5QrrGKkYlT9DHCXJEKQiFWpoqFK0z5daSEA4AEetR/iu/NwMmgc21dVJqEgWmXQUA4FT1Q2CggeLwCEjuGwBSIOT9M/96ADJh0ZPyAeHfDcAxuKeoas2BsRiw+D3VRq4bvDSPNIdUFTLWTl2Xy/vt/XZSRgKh7+XQdE/arzu7cGeMxkdl4dFG2jFOf0cBclWRSUEpqygvsYb6VvqTEZXipGvqd67pfcP9pVDJevMalKyVdCj4lGQFFWFhcx0BmPtkRTfznoBcVIXaoWs4GOuyak+8rbG//xRogv7zk992uF8xdsSByv+MjUHwzG9ZiHzw1n0qBY5EAAAgAElEQVRil4x/zxW8GBi//R6H8/cjAHc4e/+v/N6SA2EhGYtMJCSOCBBtAHrmEJF+CEiolpLSSRLX9refu9EKcrLtppu+ISlvr6x72RYsXGSZOflYFsP2+9/fbdMqp9jxK461RKjOXZtft5KySZZSLPAAiBD2NdXVNu+ouS7A+zs6oC4nLKMwH0EW0ImJCIJEwLK3o92yC3hfi5F7pxBIITTriwFbTjYgBRgKh2SJjQwBEmjaWYBbD5p3Tk6OC8PxsREPFJHlM4KAEbjpcIEr4SI5Lu+6AO9t8kOWnzRwgZ/CuaOAUiKWgIJcJExFkbqhEOnjOZoth5JMo7yGscpCWHPjMWs1j/ZoK53+3h63mooKimxQGgG/JxDEkURfh+nzrDSeubvHKch0gKpnoMuyeMYBghpkeQl/BBRSCgYIThnDuk5GORhEgUhKzuDaWHXsIi5QRezTh9JORPOyjU+yLGYsC40yglXt0PkSsgp2SElBUaCwcGCt0i8uMOUflWWm20qn56l5W8AgGtAFIvcShKlt8UjPca7roBY79P1INAA9xwYHSFnoAhQpDdChbPjqncl4SPh70juANwHoKLIxDKgH93u7kNa1ggELLDxR00rBiF1XdKOKONPOSHTEn9t3JeCfzyiBCf/kC5MlnMRcERWdJiWA59O81FiAfa5YDY9yfhLXkzLBbR14aH8czPU8QbSorGC0Hu7iJdj4qc80n6RoqdvUJvlGdchKVVm3+PF2QIv31Zsf/l9++fPvvHWx4DcfprcdasOfAudbHzqjwqHPdd7/hOOt2fQ/oTVH2vBX1QOaw7LcJGhsfNDqd75hNTtet8hgl1VUlkGTDdkHr76aunohu/PnP7POxhqr3bPJdr6+FiA73lJYqLf+5EeWn5thn/z4R+wrX/ystdbX2sFtmyw7I8VyM1Osq6XerrryUsvJyLJLLziHa/faxpdXW92+vTbc1+3O/eeeepKfIctKz7BxnPtp+ORefv5ZW80ripQJsUofefghKy8ush//4BY5Oqyzpcne2PCqbXl9A0IagY7V+Otf/tzOOWslNClCE826pbHJXnvlVUR+AoIq3Ubxg9377/fYT370Y05HsHDO7i3brHrPXjT0wFclOnb37t1uPXokKIKxraHJOuqbPPhFFqaAr7mtFemfaPlTptN7ydbU2m4Nrd3W3g81llViGSUzbTQpx9p6R6yiagYAnGHdvYPW0t5nvX0EimTmQfdmWXnpFKurbyFYIpOXwsvTEbaAEtF7OdCeEZAlNQuwJQ1gFLBMy0yzVAXq4BN0PyAWmgLf0hDQYQRTIspDEtZEsihL+QT5TIpCIgI3xPOGOEd/x5WHCGCpQJYJzh8HDMYR+F61AyVGFsoIgl4vWfJjCOMx2uAvlIdh9rqTf1JVUvQaAxxltURk2fDS7wI/vca5z9DIoA1A1fYP9vnPgaFBrimWQL5V7gUKjxHUMh6R4Me64hVVdRi9vH4/tDI5hfqp4BieyEEm/gosIAG4/JWxUlsyRZ3CBNIEgG9KbkQn81qWtYJstKmpNolV9X+BXSbKnF4pUOry08X9hxL+ur7n5fHynDeAQdeVJa5+UYSs+lXBWqLVBcJiMHROXJGI+yb/ksCIg9ufAJEs5r/w0jXjr//Ktf4SuMX7JM52/KXrHK73jlhwh6vn/7fcVyo9a2ekp8NeXfOcFRVl2YyZc2zTyy/bKWdcpDgJV9bPOGWZ3XLzP2BFtdvk0kprqzlgVTMWG/IGMDCbVJxlD973e+vp6rScrAwrLCmyyy55jz3xzDrBpynw8raf/MRq9+2z0vw8m1RRbls3bbEFS5daVy80IzP5sovfY3WHauzAvv228ozTPQDmd3f/zv7mb6733pY2Jyty6xsbXcM+5vgVLojvvON2+9jHPulaJ8q6dWId7tmzxyoqKuzYZce4NfP4o4/apZde6gJG53zyk5+01zdssJK8AsvLy/NzXnrpJfu7L33JNmx43W6++bv2pS/8na168EHLIkJ0MtcqKCxCUI/bBz5ynf3xscfttlt/ZFdffIY9+Mx627HzNVtxwkl27MkXWm5Rhd17/8P2mRs/bQtnFdu//vBmaxlqs7UvvULOVJctnL/YVhw3A9hFcbj/MXvu+RftH755kyXjq3t9+2arPrCPz8Zs0fy5PEMJlsSwvfbaFgfWE1acRF8l2tbt26y9qcVKsHSL6M/8zCIsyBFr72qjl6KWV5BrOQjnPiIBowINt8wUbi/LI+aP05kAZ9BxMsUCQJK1KJpOtG1gkOmzwPoSfSwDhk+dWo4QKh/sbh2EtAts5DvTMQ5oAC1uWXldTp5J9KgiK5PwLyr4XoeCLZw+5drB9jt6At0SmlrWs0CM32X5BMJYKpksb0L3YQakwATBJTxXzIIM8t8Q/gJrzgtqa/KTz4NK/tyBiSCbRSCkZ3H/KG3WHEmC9tZuAIp4TRyTr4+FMCaVMLBw4iAUBy1RxAJBgZmsf4HdIPRz/HxF3wpAxpi3emyPdkWBersPzk/+88Op4P/a8RZ46/yAmg2ssbfarTUSgBz9Qh8GnwTv6bl1/E+y4I4A3H9t7P9XniVBI0mAgsx/EkLyE4j3l8YrkYEWHMvncu1UC51TJTBEBY1K02dRWnSQkOZ11tlTY63tQ1gZdZaWM4lCwbFu4/rHHzPL9m57gfyeOr6DNdI1YYpB7B/RAozaey85g6izV22wr8P2dfQgK9NtzXPrDG+VN/D8kxbavIqQ7dm6iqiyMutsyrIzz7/GOsYUOSdLZNj+7sbrbbzngGUmtlgte6U9++J6u/HvvouliCaM4DljxUK7YOk062jZ4cKoe++oXfLRz9raTXsNGU7AhNldP/qGJTZtsTkZPVaSlmjd9Q22aMXZVo/clzCBSbQH7vyh7X35HptdVmpZ+an0Q8ROPeMCe2nNawSE5GDdmJ04q9w2PvY7y6H5J512ElZGn33j2zfa935wB/0cwkdDoMihfXbfHQ0WHkm1r372x1Y0a4Ft3rnHLrzyGnv1lXVYUInW2h21Vc8CgID55IopdtH7L7aS8im2+pXX7a7f3WPbdu33OI71W3bgROyznrY2S8dSLJ0yzxLSJ9n6Q4P2q7setOqaagtj4fzmuItt7TOPWydAlo3WkIHlPXfGMtvTPm6/f2itbXxtpx27ZLp95mMrrb210bqHE23/3gPW2dth+fkFVl5R6fl0WVTAH8eXWFJSQseEbUdtgz380B/tI1edb0fPmWaN9YwzQDWKpSWLxulNJlxasvyaWGekOyhXL4W8vqgAKmGYeUX+pEL9AQTRtDYO0AFKEwoEkQFCTlp6RpjnC9GGThekUebqGPMyAwu7r6/T8rLznNJLdOsHsISedhBxSFUwEuczp0HPIKglBhxKMVAdyPTMTKhZctkkvF2aB5ZPEqkqOhTl6HujCSy1DvgnKtUr0UAvyn8p2juw9saxLLsBaHy7qdiLmJupAFPSMO/Th0r1MKzZ9AyA1WlQImoBulEUjUGYh4yMHChnUjom8B97n8nHHFDnyQogwsqM7+cmsA9AM4AcdIIYlYnvmP4IrDSgnPt423iuMdqifpKfUt9Ve5JTuD73SYAqdxrXx07PSPAM1wwn0m4CaRQQM0hA2ISij+n/EJTuRJRgJfU9Y5yARS9/ZKJT1FJTBJl6BSDomk8cHb1n35njCMC9M/36V3JVpp3Wr1oLgMmvoW1RvOivqAvelmar/BxpqJ4ypPmp6HY09BR8SYOdrYSod9qk8oWWtKzQqqqmuIBIJpDk05/eZT/75a8JcR+zkkkLLCP3aFs4aZkvnJScTDvhj8/b48+scYAtmzTHDtYOEAqfbynZBe47mT6ryob21vjnpYUltuWNHQSs5NiWbbttcuUMO3bRbHt5yx6ESMRKssx622usvnoXFGWSddVVWwIUllxlAyy0DHxVcxYvs+de2ew05hiCNzWzyUb70LKlKPOweryq8mm2a2eNdbW3IcgO2AjPOSI2MXAvWEFmGKqzxDrbG62p+gCCh8Tc9l7bBLilSFno77Gzj19gUwqSbdsbG0i8zrQ1q7pt16Fm+8E/3YEAT4XOGrbK8hQ7e+USO3SwGkupxFo7DtjrD75mV3/0M9YzFPNl0J4f/vN3bEhWL2HjxcVl9FOl3fXbPwBav7feYbdD7Kh5M+yUk0+1La++bFWTSmwqvszE9Cz7xW/usbvoYwUzavwuv/hsgh7wjyLM5s2bZ9OnTwe08u1Xd99vj76wheRsCXlj881MG+mHDm1qFg7YNM6bnTwLXyQeOjq0qKzAJhPhpwjQaoIoVj31lG3Zf5AgHbNXd1bbrIWLrXAKeY1KLA9TaUXCU8Eq/FSieQjhDINKlyvidMKtKA1yGKslSkMlOJOYd9lEf8qPGCIgRgnpEpgSpGESqUPyEzJ5x9A6MrCSJJSLAOARQDcnO9N6iEZNwRKSf1SCe4j35UOVX1XzYwTKNBnFR/UfU0UzMvfTsLpEESqXLsr1ROGm4t8UHmoeqf3xyiuB8RjlO1hW+NxoHUBGcA/yXNsUheB2RxicbKzgTO7bjLWcQXQrZ1kLdLR8pAoeGSYAyn2K6hvWnIJl/pzyCyhNrsvnQaWXmCXKnA3JatU/rVf/PLC8xDLIoNJ78RQY9+PRaw6KfK4UHMcw+lLBS/zvEc06UqG2o1jXSTy8ruGpFFTUmYAG78KynGAMcvOZA/h7w/hgpUwISOFcOd94rqGAAverHb7jCMAdvr4/7Hf2iesLQbqtcsiwhlhswYEmpwXtmqoWb6BhNh7cbYf27gZoUqwSMMtBg0/H14MEssLycgRAmt13+x32re99x1ra2l3zfuKZ++2M089G45QWOm6vrN9gP/jqN+wpKD0FhX3oqkvtvRedZ1OnTWVlpdiezdvt1Y2bLKd0sg3trnEr8dJrb7RTTzvZAySW00Y5/T8wmmEbPvlpAG7Qlp54iuWUzbCZi5bj8yN8nYfoHhizNQe77be/+71XnZg+o8rySkotM30mzxSGhiuxz2RPsm9885vW0NLq1uoQPdE3HLGZx55szfjNSgGWs1eutPuefonlHyH3LRMfVq414UNLCuVCgXVbOlZDfi6BHgA5bKAtWzLX9u3cjJDsYbFH7SC+vNTsUgSpWR8WQH5Omp1+0nJrqT9gjXU11keUaUIT5FcyKC2rWENAv2SlJNikwjxrHkAgFlCphPDxZkp2DfUNILCxWrhgP+BwzhlnEYBSbFOnVGExYdlgZjY1H7JNWzYi3JQigfBjjN8L5ZsHVTZjUjHARWQeg7N1dyNKxhYbRNLJpkLs2iUXXmIVpfnW39lJBRV8RFhYEpYF2URbYqVkY73Jkmlq7bRv/vPt9BmCWdGlqSO2ubrZqjbvsXy+N4aCMQooadx1iFRULRkFnohmxGtG4r7AgJdbHCOe3pGEEqHgkg7AJoTPcJR5GE/KZ+AsotB7/I8K2gghVFMAphC7ZCsvMSE0iJ8xCwAj6IO/k2VdcPFwapYLYY2fACPMd5wKpW/0vb6BfsvJzbWODixbSmUplSWLcVG+n4KYEhlHAYR2W9dPD/DgsRSlS/McDLSYFLwzDC8vUI0A6pkoGlISwkRGar0pda2thyRw0RsAXBLzUO3SoXZmkBQpC0uU8HDM8lLAjk8IPwJwC4Jkgn6NfRADOdcn3OITgMpaFuUpOlvJ/bKQZcGOEKAEiQG9KwoXq5ZxSs+gyADWpfolQr8M48ucANRG+T0LH3gYdicU7bPSzCRLR7lVEYA0LN7G1janVL3Ag6JqWcOpacwk+uk/pVDjjX+Hfh4BuHeoY/9aLsvcRRtTdBgLkkZrceiQd0FBEloIyidLVBg6/pbGQ1vt9fXPW0FumrVUl/FdQtZZ2LkFmVZaMckGueAnP/tZtwxF533r0x+2E7AqDr3yJNdPsF6sgPdffKW19QX3WX7sJPv6Vz9i4/2N1tHYbx2dPfaB6z5lm/a2O+gShGYH9myhQkce7UGYERBy730P2fuvuR4sQHBDl5x++il268//jajLIq+MkYgwueV7P7B/ve12q+/sAAyj9qkbrrJL33OO5U6axKqmcamZ9hssnF//5jd2EBqSIEL7xCeuseNPPy5I4CZ6cGb3DDTvRsuZUmgJGeQ44Ss87tRjLZ/w7zlLlloIYRmBumtsbrEranvs4YcftboDtdA+GQRIJNrRgG1H1wgU5xzrhXr6Eov/gQcewwe4y7rbuq12fyNCKQmfXzdCcNhmzS2xL/7tDfbYs2ts9/59+O6SrG7/fqvdvR0/Y4/YHxSKSitHkSjIT7f2TixU+qhqcqWtf+UVqL1BgmcOWk3tAaucOcuysJJHqnucbqsEsGS5tDbXWG9rE+0TzZZmOQpWAXj7R6TbK4cryS273u5DHiAxAMio3FUUq3Koe9CTwouwpsEfhDWUVpb8T9Bc0IeiJDs7+u3uux9GhVdlfBgrrqoITFkK2vhzHItYd0qWMAQhVCZMlpGsOtVhHEMRUfWadPyWSuXIyFThYaVCyMrCUqK/vKSb6HKEcj7CVIEvmQowYuwFSvFDgJGWEQCLRzNixeXn5wZJ+vwtYBHYCng8TaK1n6T5XGtrJ4gHynOIgB8l4jtAIqknJvCTMU+ADRiKbI+aFIA7QGkHdtqU6Hlv5E/SHmJ5WD/j1t3agYI1wX2H8MkFltZA1yBAikXk1ioXjQWcpEFJKm0mAgDqebxIgsbqTQvNzTLvMy1WKQ3KA/Wd1988J7D0pJTIIpTl7dYzn4/KFUE/JnnaCeuaMUsVOGEli3DVXnQC4wm3RhUEo+cDGDGGB4YYu+Rs1u4wSm6rR+7u2vk6Vl+fLV28yEE/AQVATZMVp/u5IPiTQ6Ywb+ijd+E4AnDvQif/T76FYsnkrEbXYiHIkovC+weLWSHfSQhrCT7lpMlhnpNWajMrF1heLpowi3+ARZgM7VSHkF+/bTtaH4tLijHfEt112VXvcyHZT8i5W0lYAMhJC1OmStrlddd+BIpzwLZuecOrdIj6aGppd0EwgR9mxcJZFmnday8RbFKcl2nN7T32ytPrLAeBQBA8/jWz6y4/17a9+KBtHerFkiqgzFWi/fM3v2V9SFZ5ANI455qLL7H9b7xhY+tfoW5joT237jX72rd/SG3HwD8wZ0alff1vb7S6XRsJHMkh2bbfapo67fwrPmUosggyqLpp+URhfovagazPoUYyIsL28GPP2oc//jnrR5jL8DrvzBPt3HPPtfJMqlOwkCdVTaayxajd9M3v2INPvqAMB8Mws/POPsumlJdC3ZZbRla2lRE089Szq62+oYNAmSbr7hixsqo027h+oxURTVqYlw84oDkT0JKTlGmnnHa6rX15vTU0t9pD9//eTjl+iQ10NCG7hrFWkq0XevD9V3/QKmbvtDfe2G41+w7iIyPgJYFKMnSadhvowpKYM2eeve+K82xfS69V1zUSeFJn23dvtUR8hrXV+2wI0Ozuwh+ZXwr9Oc3nQx3FgbuwcNSWqUR4bt+9z60D5d4pclIe3DPPPMHTK/rIHRySz4mxHYD27Ojq9qosHjCBYE7D1yPrYowo1tF+pWUkETGb6xZFU1MHwjXw/abiA5PVLr+vxLomWIL8dVj0iVxHlOUIlKmKAvjO2Pqc8ZAsTeEzCXm5vJiu/hPcEZvmSkNWVjLpE6NWVpYf0Ot8oPmuWp9Kq0zBTxfmXgIw5XyKiiuvnGTZ2dnMXVF0+BqhVvVMslz0d5rSTgC5VPxRY4BYHzS+gDIbpUOCX1Ghw7KWaGQq7zstqsjPTGhPvh+WY5U5HqQQCJQCYBTjwtlunekZY8afg50O/e80Jr9oZqvdnoANaAqARgFOT4lAmYgCuvL7DQwEFmlSOI0KKhnkgmZae3ezg6vozPqGRquufYOAoxGbu3A+AVi19sija3x9lxaYTZ1abKWlYm/oLJ5N6SVRxlPXCSSBWvbnQOfNfcePIwD3jnfx4b1BXHP781YEGqC0aRXNVeUHNE8JDIU8oo0e2L7Jag7us1zot8KiIsspyLIUIu6mVhXblNITXItFqtgqaMYPXvUFF+4hEoIL8gpt54adNuOoaUgSwdyQffc73yPvbbM99eTzrL4E+8EP/sWmzpxsZxHpqCTr7uYGG99Ubb+/7x7bgyDOzC23KELpb679G/v6l24gQrPRSqt67LVX10Adjdnegy2GMskCyrUr33exXfWBD9lIW53V7NxuBw4csEPN0IZZedbX2Qu1ErJzzzjZtfYB8uAkkFTfT9lGAj8FKKRDw644+mjrPlRj1Zs22iGET05BBaBLAAePMB6BAsMOWXLUsXZw+06r37sJi0FUW5pt3bCXE7CsYtGgyxfNs4GuZtu0p4bUBYWOv2776zvt/odecKEiCXvi8kW2ZMk8rOEaokbTrbt7GL9Mt/3zD35qL2/c6xaPUvdu+vrXLQ+rtae9GX9HnpVUVNkeol1u+MyXrGMQjZzzVObrEzegJJBPNwDyzpw+Bcstz7bXVNu//fQXtv1gp2vTxGbYdCjggeaDBHUMW3H5JFtw9FIqxQxa9cv77JUt+6A7GR4E/rbtb+B70R8EOhDRqpJR06tm43ccsM3bd9ir6zd5JZVZc7BMe8kb5L55zJHm5mbqhUatkALCS9DopwHgnc2NnujuUYLqcIIkZKmppqjoTgl7D6HnszCl2MKAQk/fCPTqTtsEMI8MYdFhPZK2SD/1Q3t3ouR0QKlCj4WzrQc6ORFra5iC1Zn4E/sZ4wIicGUVZ2PN9UCzZubh46R48aTJU62mZp9VTJlmdY11BAjl+3lJAGp0tMuGCeboGurDX4hlo6R1rPw+fLVJACceJk/9UHTlwECUWd1OxDCl0jq7/Rk6KZXW3z/ktT0zMqjAwy+Ty4utja1wZjMmPR2tVjl5MpZTihcakPDvaG2x/Kx0rFVZUAIngZHy3YJIUgG6rEP3nXEPvXw9a41yCMQUHCbo8AhSzYgA4cAT5WDyPkCjNJl4jdBErG3f+UCOWZgZ+QJ7enoICsuEWh2Aou2y5m1brAM6fP7iY+2OXz9su/a3+1opLcom/WeyLT96ms2dUgTA5xB12weT0OG0p66TRfvSGUf4aiFtrJFqrWSBjncX6I4AXKzb/3/6ETitWSgA2WBnI/MwQgBIKQAnzxWTklp6rQcJN9+yKfBTiMpg0eqoKC62yZOn2L7aWpu34Bi2+ZC1RXUOQqA1n2/74fdtxvxZNtLXaikIRyUQf+3vb/E8tQlou7LSIvvoRz5EbhZLRlm+qNKf+9zX7N/vv8e/n4xkP3hwKwK43CPdFEX35DPPQkl+yLVuAfCsaXOsbzAoo2VUk9d5v131B/vXn9wKtUdEJO08/9L32I+uu9bOXHkCFgv34uKP3f+AvfjyOijOB92KXLB0nl1x5fvthOXLbPmKZTjIqNmIdfHsU8/apqcetU07D9IbCZaLhXXpZZfbz372U86BzuTeHZ0N9saWXQjKdjXRc7BmzZps1173YcsiqXv3FoQSQNnS3uUCWO6eYfyPAtYzTzvV+qF5VM6pF6GdnlVgadn5gFghOgPtR0gqLaKiOIcozkMAQFAH8hA+wYamdoRu4DNVKa6j5k6zlaedaK+tRXnIlVBJtN6eAdsGOFfHwE0Ad+Lxx9ppp5xknbXF1t/TBVWlII5cu+eBl+ylVwA3+l4+panlaaRnXGr78N9NkHeWRjmvNPwvLZ399pPbf0leHhYP90kHHBo6Oq2to9cp6kT8j6k5RZg7w9aIlf29H95qJy2dZeXZ6aQgZOBDTIf+y8byzyKdIQtwSgAIALREglGw1NPYSSEF396BQ4320up1tnPvHk+Mz4ImLcxJRnHKR3DOIFJ30F7btN227DpABZVBaEDRkBSn5nmUNxmNhEnYB2AGEywTlqBfQSlw5ekk+6VCZ6ehxCnPLwkLaAKQhgykMECrlVDcuAlf6Zw505l/B23+woVu+VgUatwpSPzHCHGV6Kqrq7MM/Hai9jIUNStqjpFNDQ0g7DutmGCXJgA1J6/Iqg+12gi+wtbeIUuEmcilsIHcdclY4xEUwiFA0TMRFHgDtamAG91HVX4UuaxDAOcKaexQewR2WgvaFDXYRkm+uwAAda5X2+Fv+dnkvxzWpOIZcnIIxMHC7ZM2w/f3HNiNxYW/sTPbHl31jO3a1QnQA2Z5YauqWmRXnrfSurq6bPrM2bAdhAUxZlt27rVnnn0VH3ILlr6R9pNoF154OoAXWGxqv2hXUcJSZA7ncQTgDmfvH4Z7++Tn5f4CAG71C4+zGMYst7ASLTrN8vBZ5JMYXMr2KyUrVniVj97BEcslOCMRK68SLXjP3hr74Ae+YkNcg6XoPp6HV/275eal24oV5I1NtNhzzzxsX/jcVxGQ5ZaF1jrn6KlYbCfZxReejftr0IZqOuzXd/zGTYvG5n0sZjR4aJ1zzj8XcKMifvsea6rd59XWn3nkLnfkaLHKT/Avt3zXRpp3YZURxIFqn5FdaDd99jPWL42XPlVBlbv/7bsI4hwX0jaYbNX7m0g6v8GpJIGW6Jd/w0c3b8lMLop/RL4hfGpnXvtxws2HrFe8JO8/8dQDbmmC8AAPVE5qkf30rqfs3kf+iF9S4d0Ru/Gzn7MvfuPLbjGEhXbQW1NxQH0bmnTT1l22dU8dCd2Fdt1119nyufNsEZZPX1eLTV85wza9vsZWPf6Q7a1rsTWv1Wr/U/Lqku2ckxZbG3Rhw8EDVoHfsIPcvObuASyyeoRGkg33U/2EiIVly5fY6hefpfLLRptcUoyvsggAHEXY5Loy71o8cnLZ8mMI+2+zvTt3OW01gfU0hpadkTfJ6dUxhKG2OKqqmgagZ7KNSx7J3lBwKt2FZqGEbFmWqdlYFPTdIAJTgllRpk5xQ+N1dRKd2sf7BCZ00weDUXZcyCm1NHLqUorSLSWPxGdovVYKbuoAACAASURBVATQfkDOLPy38qkV4DvtId9uLYrMuo0bSWQfcsDLSM3l86j1DA5YX2sDwDWA9YKilQpYkZ4hq3YMq0p1SIugS6WoZZUCSKg4Cdkp0NcEmORnQKsnwgCUAQgRmz11EudFbXJxrq++PABKQRgSxsVzJtM3WLr4jNHQ3LenKFn3wdHmDOaxsK5DkaBQfQLIVJ5D0cQh0ZN8NoTykIsF08zY0M3kPjInpOAQhNNDofAR9tDJR2EY7mPHB4JQxulEjY9eKjY+Av05wpzWFkeiQrVOBXD6GT8CcAMQYUNUmFwWndoo4NN5ch04jYuJp10i5H8cRKMbZDeOUSbYlu377OnnXmDdMa5c9Ljl8+2ii8+06bNn20mnVti0qVOhr9u8ktDqta/bhtd3Wc3vnhE+2jUfPBuadsLmVGTbleecSKGBSR55mhQecQsumz7z4B3OVZDPW5bbm81/V385AnDvane/mzdjQaDNS5yLvFDovhZyBEHmznqioWp2rLfcBMLlESIp5J+pCkYaPpyO1iBHJxGVPhPuvgprKhqlCgT5ayo/ND6hTTJZ7PwfJX9JgvHcs88PnOUyBVj09z65xvYQMBLuVujxCEncD0BvlNsEEYAG5rxG9Y/PfPf7xHuoSnrUjpqNL2frRtoM+UlARXpWuX3l21+w+x55DoGIh5vzvvkPX7EPf+hqgiyI2oQyGh7ItCuuudaef34twpQFRUX+yy690N532WX4VbAA5QPqarJ/ufU2e5lFOojAG5HfB4rsvfjkFs8/Cmqz2Tp5bdm624MiBnH+qzqGSmGVAtjnLFti/USNErporfIJZRXZbigcdGXfQUF49snrL7NoPbQOVVYUHJCZkWff+96P7O57n8aCwN/FOPz8i9+wy99zLqlqrQhYQtpJgbjv4afsAzd808kbCUfZyLvXPYFWPGq1NTVYFUW2gmjOh5581m78+38RmUxfTVh+SqL98fZbbAjLYxiQ76jZa/NmV0El1diP/v0+fH4R2weNm8bq/syVZ1g2Qm4y0YW7sPKGAR4d2m+uu73F8vB1HV8JlYc/TnPlkpNW2J7tu62BIJguBFZ9Y4P7lRYcsxQrrMC6G8mHI5pSQlcWhJfiYj6MdOAL64U2JHOxqjibLV8A8oXTrRS6UBF2KQSNiJZTpRPNj0IiWCegy3IA5PXk9ClJXpZRMnH2hYCz8rpGSeCPMGcnxrCO8P92N7EHHhZBJdZWP3l88lMlEDHpMxwg9yOmwGVgDepQsIhbP8JTECcVJsGjICkjJ2UprLB8Pk7lOSSYQ8x3lZ8TuMgSUU6bEsQTVUQZmlV77s2Zi18YkBxSPiDWaBI8dhjQzeWe5QWz/fonL55DLtuALZo1xXPm8mdOBbQ0r0Y92lZtUlUbVY4ZlBUHQ5IPXZjE/JePNkIaQyqMikreSYFQPdEIkatZ9KV+qvh2Dr7kng524OBnH0CcSkqKqMihHlgV2iT24JmNu2w1uY3dfZS1ow++/pmroHy7yWfMs3PPWWQzK6aSX1lOigi7VMyYak+uXmu/vec+in6bffFzH7am/Xsseazb3n/V2TZj+lSeL8OjRAdZcGs3bLW9ux6grWZXXH66XZiG0gDbIGUoxP3lWw0OJvebhzrhbX++w5TlEYB7e1//Nf8udV3H2yePIquk+bFAFHnm2h3iIBlNVtxCTfUOfFrthPziRAfAwszU2pZG1/4jhKFLI1SgRF9vGxQk2iwJ1Wnj+bYfP04fSZ1SwtO41OdvuJFcshHr7oSCkcAZDVknFkkSYDga7UcI4KPBMmyvrQZo+4hkK7aNb7yK8x5jB1RBXtsN115p0Z5Wa8M/ptqUhYS9b13zvGUR/u2JuRyf/fA1ABeJ1fX4t+B5BqBZnnpkLTlVCCUASerozd/5DkEKbAja0+SAW4vP6oc/upNgmIARzcig4sjTT9hSqnwMdpCQjnZbjIP8C+dcaHVNCHnaoq782hdutG//47cRrv2WWYXWT8TYv97yY/vtg497/plKS1WVF9jPf/SPVgaNhwFg6UXF9sbmTfbQ735j63fWQgNilbLYzztxMVZbke14/QmEKbsCQFXWNLTZrj2NHmSgjTFlGUypKOTmY9YB8GRTlWQMbaKPUPtBLCiBbhIdpWCJlaedYmefcabV7NnF+wgbrNQIArmu/jUsxkYPEtU8WLRwnl3/sU/Yjg1rscSpj4nlIGXDfUDZWZYPyAh8j1q41MrKqWSC5aB8uZ/dcadt2rbPQ7xxP0G1ZVgTdKoiBlPYV66tHb8WvjIlZmfgP+ps78YahCEFTObOmm0L5k7Fb0dOZGWpU2UKw5elIXDOYH5oVwWn+/j7tttus6aGVuuE2lNAhpQwTmQMUEQAF20DpAjGEBvkykcnBW3Yowvlv0PsA3yeZB2b90EJLI1gINpk2TjAxawcLxatkFksdFlCqoISYiIHO0+ohmSwf1+QrI1CgbLhwRNSQxR0BeBof0Llh6YBQOnas4/2jnGKsyIac+6twtGoizZCH+n7DmgCKtqjTtbzO9BCU8rXprB8UfBi5QUNvv0O4zgKgzLAL8lJhRaFro1i9SkNIgW2YATLKZwzYW39tdaMGf7yqm22Y9t+PAwT9sH3noVCkU3Juh02dUaJHX3BXJsLyC6YPdUWL15gi7qG7fkX19gff3W7TZ9CAYELLiSd5j5cc+l2HPTsfCzdmSgqheedbrXk8FWTE3nXnc9Dr58CYCfbvQ8+S9DVZLvk0nNJe0m1isn4PTubrZCgoiTfekryAwWEMfrTI7bANF4aprfLqz8787/jzyMA99/Ri4f7Gj5RtADfrimpUVoqOOk16dBOVV9PCbMKIrGhdspe7SKcGZ8ItQ/zy6bZ7FnzCH9GiyRUubdryFpxkD/22AO2du1qr31446c+Z9PmLbCWvpAtP+F4BFKaZSGsbrjhBhKVmywvPxNttNMO1Tfj/6E+I+3S/m7f+PLX8FdkUUGkFb8TkXQkZOfmFrvfShM8hWTa6bNnkehdC5XS41p4Z1+NdfQEAldPksk5yQiN2j370S5xiuOzqMPKSCL/bnhEOVURKy7J51VqdbV7qVfYgUBJsUaiA3GZod2yMzYoND4wYRVF+FtqdlMjsgEKNdvLidUDbvxAk5VthoB4/9XWXH3QDhGUkA/FlofvRNptN+CWTnj3OJbQp/7mQ3bakgXWdmAP1gGWAUEvO3fvt9tuv4ctaABvrpebGbLvU5Jralk2FiD+CPw/42wl848/+5Y98+IWv2caILFgTpX99vafkvi9kyoth7Cck60cX+fNP/yxPaDoS/oyArhp+D73qU/bZsqEdZGLpyjWrm4Ai8T6VIIuCtKJjhyELuP+KxYtsjb8Pp1dAygyWMUAnCyUTJQHKTybduxhXlAWSn0TGQLIchFOqfQ7wTg0vpSoQgpzevTmrr0HCSjopVJLhqVh9SgCcBhlRXJfUapFhZkIygpbMG86QF1GsjVJ0gBWHmH5Yg8krSVwlXytfQB37NxtDz74EL5IFRKGD4DiFBAmMcYCGVUe0c4L+QCxALmnh4ogWC+KslR8U24OAl+6G39LEVMUokDES4TxU9aZB2gASg5wHAHYidXgPVXsUckxFInAXSXrWMAaRC4GO4kjpHkGWaACex3qN8+3Y55EUQylWEhSaxcKvwf3FK2pjnFfGQpIUCJMxZwBKp7PwY75ovO8vSgO8mNKWfG8QbVfLAvPJIZAlqL6LJSSgU+vjnFotT37a23Dqxvt+muuJPCmx+78w1Oqv2Blk0PUU51rRx1XYJOgrE8+/ybbtq0aOnLQXnxygxWkFODTft4ee/ENZw0WQd2es+QEm0yU1A+//3XbSJDXvoMNtmbvXiuYc7Q9+PiTtv61XZZfFLblS4+2GVOrvLzb/BnT8Td2E0G73TZu2ENQ0UJbefYlzK8MAo0AYZTaYOsq7xYOkaE6GIu4uS0EP2LBxfrlyI//pAe02nVKEPYeV4xERypCS3NJkWxawJhn1gUIDHW02JSyyXbKKSstlfJXE0SrJaCR9nT1U4Hk9/bVr36VRTZG8Mb37bprroMeysE10W0rCVZYSd1JHCDcj/uqvBB+vNWrXwTMPm8H9x2yy6+8wu795Odt7uyjuTnkG5ZJ5cyjrRLqYpxw8UXHnWZXf+jjREsGW4MoCEC+wAlRNtqRGuC89Z577A18WMVU0V909Hz8OJMtAWd9FiHrI1g2qaEcq5gx0/buO4D/L88+9JEPk3TaYTv3HCQ6jAAALICmZvbWCmd5YV7EoJ168klubakqSjmRfyNQkgdrCfnnSQig9lBt7eGVAmBs27aZ6EhA8kCjNYQoZxJJRiiQVzRIP/HYi48+ynbv2WbDRE0mIwhDyZmWqDA61rIsHx2zZi20mUcts4ObV0MLE7MKuKWjLDQAIhJICiZQCaYTKD49fdZMS52gb6AbM6DqWgGmTUQt9gLKSoiXwnDROWfbwrlzbeNLz1CzM5toR5KlubeouOJTihBCS6kIkkrJtGb33amfKqfNQHirIoW8U1hRjGMnkYiPrnrSmgkeSSfgR4ki02bMsLPOOddyCvG3HmqxCMK4pKyEiDqCUrDuBqCf+6HGsrDGtfGsLO98AkBEj87lNWlSEaW7iLjlc1XPyHZrDRoQq1sgmk2VmkNQnqtW3U81mq2+sad2F5fw9kAODgl9gZ0Uf4X/j+B/U8WRCZUIwWLq7KPIcg+7YGPhKMhGJbQERl6IQEAm64xDwKBrvpkDJsCI3cMtLSVYc90Q9Ouh+kYUs17/vvy8DmiCQT8vsLriPi6dM4hV6W3l91SUE9+WCeDW+apsIpBTqo3mUUh+Mi1MBz21SdGQ2uVAlp/KaBFSDwjLj63vKwFfP6WY6vraRzCJdiqVpIPgnUeeeM7Wv1HnTAO3AOAjtnDRNPvn474M3Vvm5dMOHdjPThM51Eptt3/4yb/gN0YJBIjnTCLhe7TVrn/vCfbpD57jftR9jdUomv0UIBi3v//Cd6y6RRVNmNvzy22wqcY++t4z7dr3rLQhHmHXnn0oQmYvb9ptt975iEPTJNIE5s4sZ9cQ0nOg6KU8iypV2+P1PP3B30xUjyni77DlFtzzrbvG/z7y86+uB+LAFjQ82ISTxSd6Ugsen4e0TRXc1Z8JCtNGe9yBH6kf6nG0/4D97pc3sciS8JFNg4LKshtu/HtoiSAE/arLT7KLzphHsvFz5GZ14G8LYc1kUc2DSDUEdjqWTUNbvy1adpEYHLR7s1u+/2W7/qNXo22HrKH6VevA0lJJqAhJpNLqi0vLsObqsBiKvf6jko2G2Jlam5kmUPYnDTqK2DC77IqL7dLLL3bLSwI8gpVROatSUpCFFLUpCI09O1/h+9r1mnBuZaNC/UypulJODMr8UVB5xRl2/nkXekUO7XidSYKutoPJKCRyEe1/qLOLostnE1SSQgRmNflNU2zWTKyQabNtjLyfRLRqeUA60FYvu+wqgP+3nhg/b+YUqvzPtXoUhWgSic9YHckEQHRgDpI9oAh7rJgMakxeb9WvvmANNbugHSkpRR+0jNbYKNdTfNkw1ov69OSTT7aaA1hJWLk9ortofzJA1EXAhTY87cUMFZ15ygkrUCC4J4pAIzsiyHIUSAz2Q6UhnUuIJEzFzMtLIAl9jIoZRLfK8lGpJQnpBChh5Tfq9x7AQvV/VaJLVutB6kmuJe+ukVJSqtikvel6tDu41CLYgWT6TWXR+ohkzGGMli48yimvCujNYmqlqbSWwEECnBRwviVUTgx8v4jsVY8/4aCqSMHC4gKvaqND1pYO5UGCAPKocQ1Ri0EljgRRfJzVj2KkPuol2GYKtJpSHUZgJ4KCyLLcuAiX0nzX/ncCpyBBW8I2ADzdR58r8jeRffCaGYcm6Df5TkvxeWbnpFs2oBeCipSPTPvhxTdd9UbGvq/+ExClqIKLQu4ZB1HPopuj7KKRRHRoGg3KwtofhV9WlRy3FOlN7RPoAMb/2h5Hvl81HVWUa6okGWPGG9qpQ7UzhwDQLraA0m4Up5+50s66IMeKK6YRn6VxHqA83QF76Pd32r7qFmsEYzSvPgaAzZlaZt/+wIl29OLFlkxIv2ZyGru/P/bsOlv14uO2by9rEMVgwYzJduPHiCi+4nwrqGCdqjYoelpR8RQq+LxArudq+germRDgi8482o5ZMNu+9fHzrXLKDGsiR7LmUC3+cGhjd3QqrUH0syqiKGZYwB4oL0Hvvf334J138n9G5sjx19wDssik2ceXSExWBH/LzPAVz/qTRqvoJk24sSHC5TcQpddq0xDUpJ66r6G3vs4mTZ9hc+HfO7oa0P7NpmHlHKT6fl1ttfsStBHpuro6KCJ2kyaKLRUt/ZmXNlm+tGWi5sKRQZtXWmmP3fNL8qKqXQgI+OQvUGKsqlRoS5EMAR4RXeODaLvQZDmEk2vzyCQCQBTpOIZvIpvQ8Ey2zRHFpZ3Bc/h+CqCUiZWp91QJIwe6JCsLGgwpkRQityqknCh8RViGyWjX0e4mylhR7Z/fXZ9TKDaCspBCyQpDz+Az1SO87mPXeXUHVdzwfCLyhyrnTvfNSEVzTaaPl5x9mn3hlu947h71WxyEZlDRJDi9F5xNspMvTbTP3HQLwBJy39LN37qJFIcbnA765jc+ZwsXLuDehXbmBReZPf8SfUFQBUET8+fPt43Ukswmp6yb68q6GUdQplG/cACpJa06i2coKyqw+rpqa0KohFBepKxoHzdgC79YKsKwn9wuokt5EAGUIl2TlGSNgqOyUBHGQSW09EwZRLC29VC5AoFbSIqCAGcL1GFLC3lNLmAnSNIOkrJbCVjQdGJDdiiqPDvhuGNs2pRJNoO8qDQSxxUHJL+VaHL5lFIZq1QCSxRVumvXLnv55VdsJ9eW0CvA9yfEyaHcm6xXiXsBoaqZyNLxmoZYug4i2o8OoGikLw8dOuSW1VEEeajIs8LXM+WX0hxjEeinkqCdsuQlIONCwRrgf38vZsl55RIoRtGh8oVpD0DtoK3akcobE5Ws8Hq1QYxCAtasrq/Dr0872gii2kdgj9IAklRphbuno/gJ4IoJyFHYvPJFI/i8FWgiRU5tUnUR2dIe0ctzi6pXS+m2wGqT5cZL7VIZskGqx0RRhJSWMIBSsvbpNbbrYC1+5oj97QcvYx2MUEy71U488QRbftxSK8eKLsgOAmV2UTD75rvutb2727Bmo3bT56+zLOj7xaUjdu05J7EzRzoW+Bzrbumnqgr+11sfswOE/5NmaZ/62NVWCv983XnHWMGUKhTSPHbjyGEcGuyptbts288eo7Qb7gOCJU9beQxsD/KFZ5IFm+BJjzGNw3st/hdorueMgV4Q9xw74R34cQTg3oFOffcuGSw4Le63QC64u0SeDgko7WXmTnSEWwILtov8pVaFDY9jwQyiIeLjcJAhOTo9XIDmNg1Kr8HjJCuLptlQ25BlJxF+jTDtIJAkKZTB/dLx02EVQgnNqqpikYpWGSTyL8Um42+qX9dsxfglOknMDTRpBATRYlGE1yhgpGKs41SjzUCD7UKjTwAsu7i2hFyYBFvtItDRiCXH3mwqAaWtXNKgvXQ97QEnrVACNRln04Q0cvwTKqESgg5V8Imsh34EeUYu5yCVJZwkyCWjFO6fDl0mjTuP7W6SET5hTMkxLMVRrAaViVJ6QhqavNIgtOt2FJMshHCuhBJN5B4pnNcNvZlTPNl9V1rkyvlJ4Dt79m+3f/rhbXbnXf/uXFkSls2XP/8Ju/GrX0aKseip3nHziafbzcoDlOCDplJ8+lQsRzrGfRe/uP1XdtvPfmF7qxsQVmkI30l2/pln2qzp02wz1VgSZM4hKPsRKNugjnbgI1OS81xAZ/68WYxRsg1B18q/V5TP2MvPg99JoBzhXkqlyCEnLRGfKZ0IAPKkAjSUDPmDRHP2YzV2YbU7UNDUrKwkgkhm2uxpVXbMovkeYJJO/8tqC2GFpgjlRKfh61OwSCfW0fPPPmOvUEZM++TlYj1IORjHolHCM6NGyDlfYTwjAI+EejCjg3yuUVBWfsztJNer+v6sadOsAsVkAuVjcKCbnDosLb4r3zIMLN8VeMSAjF90PQGpU316BglWUZncSxqD5loK46V6kqpRqefQQhIohwA3sQaiYnWPFNorJkFmouowarul9vZ28shaKPjsct2PMFR7iHZXsPfgpDCRoih8slC17hRcI8tUFVISmItJzMNeqMEImoMoYuW0ycyTded2LErICNeKEjUkwBgGaHds3kpKyEFbsHimvZeI4WKArAwaecayefjn2u2+R1+07dRyveqS8yjSwBZU9z5rM+fNtms/uNiWLj3KJpGq0dGRh+8xx1av2010MUUZqjbah6+8wF5Y84ItnFfGtlPHWgGyIK+43Krb8+03f3jIWlZvwfc9ZuedNt2qSgstN9pu11+6gi2vplNYgIR7gtU6USbF8cqLPdA/4OvHgf1PjncXct7du/3Zox7587+vB2R5xA8tED8QVAK3g/iofvHzW9lPbLVdRVj9J278OMELP7Whrnq78/abAbJRr3s4OtFjLV11LIhKG6OcoNBg3oIqa9i/BctgwMZVPoQYZlFgoxF8N2k51orzP7e0yn1YCjY78ZwlVt91EJ8BwQFE24WTc0m6jWBxqWBuKlUvAMZIjw3i70sR9YSWmoG234YwTCdIIyqfFIJgHNpHcigFSyaJh0vCLzNEcnQmuVFKGh9UVWOqNyBNEJhYZfhFkojylBWSweagI4o2Iy57lHyxwW5y5dyvglZMUisFRqy/QdUi0qj1qCg56K/hLkLZQ2jytAXBE6GaxRBAqUAa36IEejSTag8Nm9YCGuR5QeMV4BtM4LrSU9HHAR2EIlUzVj231u5ZtR7hj+BDeJ1x3Cy7/opT7YU//MQTjAexMENYZp5cn0yiMI75YUCutLSUWpGt9oUvfsVeJ5lZo1iSn2WrHnnYjp5/tHVS+aKZAs3Lj1uGkGrBP7fV7n7gAcCtAUGJYKchu2sO2QZKZ8lpV1VKUj41Q7sJ9BDwKExfFnKUrYUUKJELbdU/2GmFk/nZ3+6+rnSUkq5YztTQYBsWoso1jdtppy63aZQdmzal3PO8FHlbSJ6hiiP7pp2uCGDx8P4EmvzGTduou/kAz9Po962srHLgFtikUyhZoeSjCPcw/aM6k6gXAIh8uppH+IyGiCbt7rRXCYTRnnZLZs9j6iWQ9qE5BV2qXDjVaYNal5WmffY8H0yWIGAiil74JqUkADjgLwZ2UriSlA6gwCvaoc/1nh+sGSmLEQBsiHQLpUGIuRD9q50KdK6YiDD3GsWykhqZ5H5kno31olJlUfg97YygNRDSlgICVSkzHM4Q8HeItkTc0lT7UbyU0oPVqq1ptMuCjEjlAAY7ATBvYT5EZV9yybl21VWXQU+32poXn/EakDv31ts//fQez6Esnpxrx59zrC077ShyGTPt1JXfpIpLp23est1+8aNf2hlnnEFJtiZ79NmXAfdEe98ly23Zgjk2vaLIZnzyRluHf+25tduw5PfY+953EVtY1Vpbdb0dfcwM/OALbHJRLhZ8iR17wrn+vAOD3awPnpuAsFGNn0x/+jWD6jAaAK2N4IjJJJ/VgYL65kfv4C+HGeCc3acf9NBBaKye1XfPdXVLk0PBBzLlg17QJNUrxhb4hExEHVVHqhJDMFlFuQUbHWqzRH3oodM6KVDkvIvlx5CCoWtJw5LupJesixzl33B/uX91v0Sqk4sm0MxzS5zvR9Dita9Skj7nulrAmryiPVRVXG1/83jbr2+9KfpOooH2szDd7/Dmh+obPtGDB90Q+0Q5NLIodCb0Bk7dNIVK40NQqJcoQAkcLaqnnnzC7vi3W6lt2Gg3fPrz9p3v/ZgFb1Rs2GOvrn3E+ppqobmgVrDChrX/FOMgn1MR+TwZ9In6aKifaEQKLfexrYdHRVGUV7UnvawXScCihAQqyBsfrhK0u07K/LSTQ5WMpTKIZTAi9TpM+6g6MihrBWEWVikhejGMZjzItQUOY/I9qM9E0alyOWMyLhpTwoBxjoiy0lxg1oZFXQksAMok9l5R8rIOUUVDjKvGOcQ1lREhn8bYKEKKMU3AuvAKFaCBet55N/o+hwTu4H56DtVJpL3QWOP4nUZ1T2owjg7TPqbTsMofAVC9PNsYdTQzEPgTVOkP85yjvU02lWRjF7usdwnLhZS52koydndzPZYSb9Avrf1vIASDeoDqQ235sg+wW0+Jqp2Am4Id9N2PfOBCi3butKd++yjFnhGozKtwRhHFqA/ZzT/+Bfl/NAhgj9Je7frQTbh4J6XN9P0DNfUk7VZYWXEvVhy7APSz1Q0+unx8eqN9BJDkkjvFVOkD3MJ6TqzwYUqhyaepEmthAhgq2fbm2CXzicgrogAABbUBKyANyhUrFks+ypxT0ngyF5LPqqGhzp7G17Z98xYPoS+Qz9PHTbsGUPAMcNU8yWKc5CNVcEiC0kCY+yESv3ECE1QzYnug4BqJcj3hmIVEohK1CH8WxfJPRsEaZa5GCPPPQECPMF/fDlBuLTFfnAYEQBzctIBYoL6eFbUoX5/qribhEwYkB1F6wlhbOmrr8UsB8pmU0JIVP0gb5T8OQx0PotRp1TV2NmHRZViEZ1DqhnazULUZyYMI46GlPkjpMFG3EQKE5L/SPnFRWap8JlBLYQ6ovPmYlwjDOya5QV7JRHYy9Da+AaZziO8nU42ltx9ZxjoJp2bbC88/Tf7kC74GNI2nzaywRfPm2K03/52VUytUVP2BfTuthwo7nQ1d9vXv/MLvKYJ+0cKpBKLk2PuOO8ouOHMRSt04G+Q229Prqu3440vszjt/bYfqWr3W6qnHMOZELh9D8fHLz12OQkRrWQeSA4MjpADJsiSSOA3lUu2IEHil+c4vLELYGp5OboX48RYVGaxT9dG7C8f/OwAAIABJREFUcRxmgIu7l+WYFE8tgIglbTKTJMzimtWbGlasVyQHtVASyaqXhilaxWvaaVKzmCZGcfSS4xQlEVab7iXJV4GAHodL8AWAlqFILN9hmIWt66sqRTLaSDLJXbu2r7E//OEP9tOf3sGCitqVF7/XPn3jjVg087E6uAdtTcFJLRBTO6TBxSOk4lt7yLHsYPN/OwBHp3/iPznPlyMXFFD6VJCU82XFNHVQc7HsmqqONISG6Egl8KZIm4752dqoCygB8akbP8vO2ufie5EikWhr16zDUb8TqmmePb5hB3RHDYt9hO+OO2WViwUyQk4cRgqRYEYVjj1UkW8lF06ljdEtYzSLJLhoMAVvpA0n2zSEenVTlxVi1dXtq7FhEoeHobjyEA7D+FnGKcU/ov7gO14JXhQMzzBCuwTWrt9JC+YxvU8YK/nIvGwRf6tepig0gZBr6HxHleg1R1Q42AvICr3VnYpEi33XgcI3ceWe0tL5TiKlm1zYcS/56aSkaFsUjWVQsZ73oSFdc8fqdCHpCoiWabA0/fvSjER7uloO0LCgZX0opaAgjwAGKFwpPqrOL/rJz2fuDDM3k7k3xifzSEWKqVzP/mWiffOhTHUH5K/wlQ08062lod7asIQ0FWTZJhBaP4pQHvN5GyQZTzDuIwAghg9HsKwFyHtqmr2CRmd3hhVBlQ6SN9WL0Mwh4IV9AZhZtSgoqjgPHQYNOMIFZAkWEflYRmTcsQi6kuJ8rMtiqNJ85l0y380iSpU6jaId8X9mYvV29nTacy++QCTtaixNbaaa4VaicsZ0qEJHCmkbeSgY8rsNUKw5m99d66fvIighyQBGLf7dHbt2WxHpHheeewbgi/+RYRNIxMdcazXYAVsAF5svWhp/4fCx46Vx93VPf+undk3wElv8rjXqijYvKSsKQImwJnSutpcR9SvMV4rAKP6uAfYTVBRkBgrTCBu3Kjld19G2QslEi46jXMuPqO8H61dzL1CCA0Vd1qUCaFQvkjWkDXudYJXmLEtOS4FZwHRRUWUxC6I+O6l+U1CUQam7S23uYvxijGcOFUTkU3740cfshRe+74YAmGxXX7XSZk6bYl/6zPthGgqpDMM8Zu1q26AHnnnFfnP3oy5WlE4yfWqmnbhiul353pOsDEUmAwpWZfyiAi/oDs3FKDVBaYxHaYohEkWuWUZRLgJNukmf4V0FlaDsaE1MMJ6ax8Fq+QsD8y69dZgBzvuMRQofDQDpiAsORRrF9yZzgcchAaHXmxPVvwAlwYQPSRPXpEEbPbh7i23btM4GEMzZ2WhyTG6FcYtnz4BbzoIKc36YwUhj8U5gASRDm9x26x1QeXcSHNDm4KKco/MvWWmnn3aqZTFxVz34azuwe55dfOnlaPBocH1dqi/F5Mcy8Day4KDORMUFi/A/ADe1XV+hmoMEqz+KFmncYtMbKn0AMEwQYi/Q1owXNx8cel4sE8A9zHOo2roiuZBU6lAERLG9/4orsRKwdBD2iqRTXy0homr50iXulzpm8alWV03yNX6YMer6RdCutQmilvr8FSfwHGF8cHlQg4AV+2XFfR0SpCO0R6CQCoKME4p3LFTJUN+L1lHXTP/t840Y5b/oH93hW4aIzBE4CuAkqGWpyXGfCoUq+kw0YZBjRO1DBIcMMs0FWQEuoGKCLCww47m963g/pCLRUk6EJFxTlqVEhQBd1p/vrIn+mhBVBQhZTEEVCWnyisDLZL8xzoypDQE0JNAepp/PgTcBlntqPqrunw5ZjwrvTkWIJyKBtTNyEOhA4AuKQmV5GXRvtY9pRUW59TfucgAaRUsfcr+O9klD0NEHmus0i4OoOOoXiuoV9yXNeN4s/KFthxhWLCrGOVFzHOugAIGVh8urA2VfgBH4OpgTzAGFwEuZE+3Vj0V2iMCT9uYeKyMgZ6QC3yQlLfoyGRvSHiZ49eBLVHi3xjML4T6lotSWkEM3dw5b7uD/U8RiPHxd9JzGQ83NJ9AjBQVHBa4ffXKVrV+/3qm8wtw8DwTSrt+KQNS4hmljxEMzCVSSZc867lF+F/mRKnU1QIWbdWupUM8jLCWnyusnskO5rBxFXUY9nwxBrznE/FAqgY4gFF1LKbDcpID4fND8iq0rP5FD7+sacYAUvSqlyber4cbyjaUQHCL3pixOKYxD3Ft5eAqAUpDT8KgCdcgHFDWt7wiTOLesvNyfVYWgmQrkBRbwXW3WKlDlgsJY+RmZP4kox1rTojKleGkrKt3P5QDKmIBWc0GyTu1VkMsgiYlS4MpKyu0Q8umuX91FMeo99pFrTrM85Nnzq1+zU0492aqmldF/C1yx6CPFYu2Op23Hk88RMdlKv5tdcP5KLPpCO++kBRTfrmRsSxgnrHFAupsUlUx27I6S3zjCs6l0mOSGgDiC4ibfZCr9LvAfoXyfNrwdgEGJ4oaoqKIiyvS5yEMmJTIqWAv8FiyX+BC86z8PO8DFLTOXYXSqZ3HxxwQCQBq3a/TSvGUhaXLEqCj1lMJoI4qeky+H7+i7oo6mzjjKF8g426ewthAofZ4oKq2xC22nh5psSVxTe1ON1xBNRgJqG9XcH7z7DishQfUfv/IDytJM90VfW7eTpOVdVk0YexLa865NHeyFtNWmEm24aOnxNnn2As5DiwdYEgl00MSST2hCi4ZDC/JPDoGYjgDTmMfxX2LzW5/HFyYCJ4rvRyCnBeBCXZ8huLQ4pBzEQq8QlGidJCEPU9VC99TC0CKUz6wf7TqBzGMViM0Q/wCXK61PtMrkebJIpZVxCBy1GHnNWUR0oAMqmhm0pzY3FLgmcm9RlbKeQizGMXJfZMmed+kHgqrk6dB2w330/ZhXWh+AkhTADQGeCpEfJYy+H3+ZNpSUxluPZaLnUD6QnPjdCLpOrD9tV6JtVVQaSbs1q6qHxlh+E691R9s8EpAdvgXomgNp+N6kuCgVQYEhbpXxUjs1LqIxA+09qEShzVNH0aB1/2CDSIdG9YQfrv2rjzlUeijEiQpU8c+Yq1r4Q6MEwag6PkDgeVtYnGmE98v6Sd5RjUUMHUdeWIfy46D1VA9RQiIZgaG5TyKC92cmuUNemQMhmI6F1UXOGal4vE/lkJ4Ov5dcTtoWRtR1Nv6vWfjDNu5vJhAjKHcmwJWpE6XKjLR/BTVok8pU0V/QUS0NzVCoze6PzEH7l2KGtHKVqZJdupcfe4wds3QB+8tVeLSsgnBS0MrDAFIYBU/0r1SBZBZVMhbaAGvisVWP25q1q0krod4m1noeNGYmSos2ndXuDclQAarGkUO0rfL1+nivn7FPQqiGGa9+tqmpb+myg/t3e0HlqqpKZyE0f1XdREqMgEPjmwm9qkTxTCkViARZf3H5IbVGh+SpPnOsEAvCH24583cAcAHIxYFO4KPzNNa+gzeMiGhTCR7dMz0t2MRUqZyeiK55pvw95MygUihA+sqqUm+X2itlWiDdQ03KtLRZ0Nm4QaBTfXsbtSHWPskqBX4l4HeTFec1JVlb7ld2lkkJ4QHT4MCOtj1AkNar69bYUy/sIoI5ZGedfoyVl1XYytNOo/L/CnbJaLItm7fZrz/7dVt50hKbNusoe+ihV71KzQXnnUQdzhIChFQbNtHmTSIqGWW/V8CJkj3cMUBFniIH8m5kpTaUTVEkErJB4zcIqKuajlegYb4pJScpJcfmH7fQSidPt4ppM0kxmMbTaesjbRIbl3uxBeRP/u4fhx3gtLhliQT9gUB9W4tktYhSDDutFcMEZq5r9BwObsg6UYNaCMonSYYGScott4osKrMjjEbRwLQgNeOdomRGalde1/xi/iAVx40gqEtySqz+0D7C2zfZts0Pej5IFpMgjBWQicWj+0rjGyaCa9tr6+yVNWswyymZQ5iwdgg+45zz7KyLLqFNAS0TQG4wqDLr/XAk0REMuJ5EjyMvotsl/jnnCtkhtRUxJnorHhWZIEpVn+nFabJMBa7ADc+bgJCXcBDFAqBgFgyzw3M6SaKqbD863ObPkIyWlYrQFbU7DN/vQl/WgXwgcoZjkSWmUBkeRzu7aDImAdBp8upQAX/VupMplkC/JCK4s/KSLIvSPd2ttVBZlQ6iZQJGrXYO4bgWqqwvUbdaKBI8wW7RBIOwPYsEmdqkY5yITwGbrCwHOlmRAKC+p5cAUflF9VSAl5+kf4CKJWi6/fhPO6mGMoiVNAZ95EJDmBW7ryxsPa8UhAEWrrPUMcFD85wWlBCLC05XrBCSKfSPouy0z5eUJ2n9uo7aIIutmE1Q0+n7JEqgpeOnTESgaYSnV5Vbexv7u1EFJIHxkJBKw+oUpS0/kec5ic5C7R/l+eRrKSYopAvfzDGL2XoHEJGPUhZUnyJifZ4j2FEq8sizG2a8lLyd7FSg5g1WBTfWFMxMHbdlaPNTCCAoyE2HucA6loXOOvAiwjzTBefTXoS1NHAFzSjNQMChHEYBySD+H4GAcF3rJlOh7yiaW3fssiceexyFbwMJ3BkIWiwBgipUeWQE5WkAylUWnJfXUmoIbVQpMNWkTCO4pZfxrmcPwUNY/JoDSjKX5ZcMimu8W1u7PHK0hWotyknTxqXK91NwiJexUkQo88ejSTkUuB/8fMuC09/aUd3XOmMVt+hcceGl78tKU76o522JAeF8zVVZ5SqGLB+x/HFS8HSeDHjtaK58ynSs1xKKSJfhdx5ijIAxl1NaGpqLmicRBmKMOl5OO9IHHl9AW3x3DW43iG9RATFeIFkbKTrYBufIpaAgGFnnzfRVKn7gs886x04/4wLcL1n40utwI0TsxWdesJtv+a0/v+TH9GmlgFqxVRan2K/+8aMoRjSa/lId0JGBZmunLmUCSkszaRZitcTcjMMQUJqF+dnPRbCSkWcqnjyKD76bOdiFxaaUjYJJU2zO/KW2ZNlxVjVrvhDPWazAbxuAmxgQHVrnmjN/+QjkQlwO/uVz/t/fPewAp8UjAa+ADxUYVeLjCFaIUxD0wTBaUjhMWKvbugEYanEqZF3hvVFV05Cm5pUNWPzMMPlgJOQ1qUVn6AYR0UGAgnYSVvJzfe0Bq96z09Y8/YTV7N2BAO1koaaxYSbUI2CQC8Ug60h+oiy0UiV8SsMTnbp72y7fUkOe3j1UdycXV4wSVsaonXXueUxYFmCMQvmvDJGWqNrmAKfVodXgyZJQTzyyL2hNGp5Hhy80QFVUhzQDhYDrI31fYeDKD1MgjHwJmVg0w1iwokJ0uoS1HPYjWLEpaOGqUBFCS0hUZrI2D+HeilaWAB+DgghpTzfRvzp0XxZdoGBIaPA+k1tWpSiJCGCURfFc1RiMaDtvjRGO6uC7wQ/9n0SByyQ3m3RNGq7z6XMFf4iecUGkhc39ZK1JkfHPYkJJAOflnGRRYVk4hSJFiSNe+07CSXPKAxIAcQHmIJSNrHh9V9foR3sVzTJGf+lzvRehP7zQrvyGnOeLnL8FrhJaKpvUDYhKq1VAjyzcPvmUZGFJ2KLxhpMaqBTS5upAEZun7t6+zTob611g9iD4FVUoIjgFgZGIL0yh4DpELWZDUWZDIWo4phTn2f79+wnV76abRMPLvxz4G1X1RUVyMzbv913SFaihpHmmL/uPVVG8ugp6c4aXzCouzONeEtrMEPrVfZUcKViN2kFbuw9o6iklQ1RxMoDlu2+zzjIBUeXkKUcrkyToVvb+uvfBB23NuvU+biVsnyRaUudJgdH+cPLhKHRdQKlgK/l+5MPVeOWwlYzKUdXW1bPz+CGvtL8My1Hzsw+LvxO6VAxEHjlXKr6cC60qhcPBjZ+qUzrIMygoRjJBVHMAXAEo+BJhXgoc9H78FV87aoMDI8IlivImy0rsSFxxkg9Wz+oBMQJmX46K0tRa1DwVXaeKOxHArdiyeZ4JFHDRd9OnVVktm4Oq0onmqkApBzNcQSXya7oc4iWhHviMg7YqrFeVZlTxx6lLBTgxQyQTVDS6hy2VkimEns3ejK+/sdXuvf8x6M9g+Vx+/olONb7v8tNs8pSpjFEaoEcQCwUTRpBpHeyJqDJ3o8hRMRuKRiZaxmnhNBTdCYo/yxWSzEboAwTRsD2t70re3N7I3Dvo/uSZsxbZBcuOt5kLllpaaQXNh7aUou1yCWHBGpYiKxVdFkoc0jReQSs124IjmOk+3d6V47ADnCaXC116JYWFN8DOt6vXvOiCpae7z6qqqnjNIOclH1qFhYrG8aYmJo2IQZOCLp8AU57/0Y6YbIlyjlJ/L1nqLGeMQ/PsYNfodeueR+BsIRm2iQk8iK+qCD8K220U5aNZqwqDKEYWbGqZ48wYg97Y2ML+YZSzoUyU/A1D/ExjgnS09lF1A4HNqwPFp5FFq4UUHzxax+//+VAGi5Kh1w2xmiYUESmgod2iAwSqwaPpWoJSaWCBBaGFFiRwa77IRxFUURdQKhpUCzgdx3IE4eqgjwIgwJDlNwwdKNo3jNCUhhpKYvFyfwGqEoJF9XjEmSw1fmjRCoJ0xLVgbeLptfe8v9nFNzeXhUV0JUJPmzdqcceByakiDoGCxtD9cCwOXVEALsEWp2X0udNLXCMBrV2UGRfVnT2AxK+jv2M0ju7xljBj8bkgU3cGibyiFvW5+sPpKRa1gEtRZ96u2HUS5O+UIHLQVPsDiisuGCXU/XwtaPpkFGtDllhUyrfGaxRLDQnZTU2jNvwxmoey/kf65jlgdjEnVQ8yiWsLvLuhc2UFaiuTCXyGGus5s6ZaO5UriHW0GsL+B8kp0j0lJMNJPd4nGVlUPCGfcYIIgJKMRDvu2MWkEsyzOVjRFWVlPKt2TVB0YxAkM4TSqOfWs0nwyB84xjiPq7JNehwMFM8pJYZ5xveToKhE46cDkkrLeOa5J6lG8iSVP1o8yV8FhQVu7mtDkVDf5APoomrV5kxAaYznHOJeEZStZCj8egBy7969rmBpI9XZ5NUpYTtQblQRP93Bprmtjby5XJ+nsoTU9viYyJeVSF+JIXHq3tdcMKd8/fmCEogxt4RWsSOYh/FSWMwHrG2NgUqeeY4k/RqmsECINaL+Vj95+D9j7eW0eBZfgQBfHzReBknhY8iFIRSoTjYKTSP4ZubMmWxkW+0bhzYhNzIJ9AiiwmV1ylLk/lxFQSTaTSFICWCMALUJr2ISBNz4FENpU7rLCIo/GgzzqR5ZRB3XnJCdCAWpUnHp0Cn5MAg5+WkeRR5SIQN8l3r2fpSxYZTMcYAzOZngJQJjRL+GowMWwQ2QAP2tSMphzS3K73QxNtq4VVszHThQ7aX5nnruQQpdE/KPvHMrjb5VVZsx2hozDB34vSao9w6HiwjWAteVnJJLRVPqcByHHeAkJTz5NEYdSpIquOHEFSsoHTXFnc8Z2WhJErQxGsI7Sp3I5BMwajDdmJEg9nABhW+z99XW1+25px6zhpr9TLZDPnFz0E6zML9z8ReMRwsss6jE6cVRJoW8G3l5mdbW1s6u0Rs9kbezbYAgwyg7/eJrYkIrPHiCDRVlWaHc4OMAoNFSh+Goe8jbcVSItVMLRvuO/UeHWyz+T88jayLYJ8oTFsSHQLk6l6EHpX1KqQiUAi0YFgSLXflHjvLSnViEEtzJJB2nslhVRV5af4gqH1EsDd/ihP6ViZAahp6Qb0gavSgKObjx9yUQUSmLRr61iKxBJqh8HO53c59hYB1LwMtaVBBLmD+SWQQT5FCFENhJnlzNIgZAlGQLjKj1CH+HM/eBSvgo/0tKrdolMJFAlYDTIQEjv6cOUdCyPqT9SxhK4GmfbV0zEEASbMJAgQS/S5OkmYoyVHBMiGhbp50cY9VZmisq2htY6l6AWocGlnt5JC4/5U94+4E8Dw5JINofgbqRAFNqgvLlEqPZbv2hLhFcUgEAyBLlWhLy3LwLQNN+X7K6dUxBAfNCu/RZBgEXmufnnn2WXXzJPk9CT0NzF/0lISeAG8cqcssISrIbOumUs06HvstkJ+8qVxA1HqnM50HoTGnTYwhMJa+PJcg/TOg7Ai2RwBIBTwrX7ie/0QMhJOSkbPJ8ArYkKQFKhM5Mtf3V++2BPz7ELtubschSADTmJO1R/yah3WlkZfkp2EtjqC1bQqku5bwWpihQPMa+Se4B8qpkwc6eN5dIy3SrrT5IPh4VangeVe1Quory4wpYl7LiRD1rzCMEMzg409bAMtBUlwIYjI8vFY0oayWuAHsDRFFzSHGIKy7BT9rO9RQ0U0S1HtVA1ZxSgFNUQRQov9pKx59LQpo5pGdT9LXWnZiAQAlMZMuYbb4N08xZc92iFFVbQvFiKelKapdrRIndXjpPLZY+xWTVWg6UMt53lkQ9KSCVkhVYlnpvGGZEbRZFfvzxx9tJJ55K8EcmQV3ddAJKkxQdPTrXjFK8QWA5HKLEGxRq6hj1Y9nGKFVpDjxXs6Jvsfj7YTOYQN7XBw40WBPl9g7UNQVihJaUl+Xa1774ZUvMn66iMsxd3UrxDkqLItiEbtXjxOlIPZmeK748tAaDGeDd/+ahp9SI6LP4uX9ywn/zH/S59/p/7xG/Ik+grCcdIkXQkfgfQaLcFYSVtGXVF3Rt3Q1bSST9fOtQ3T9NXo8kpKlBYiS0o4fWagFrw0Ou23rI6nZvsjc2vEj1+2fZUbeR9S3hSGQatFkYOkYOF3dSI0gEiAIgaaedFL7tZOv1fjL1O6GQOtr5Xf4QBEQmtKUO7T0lbU+anYSRa/Gs8D4Klcq3MITZn5NLftLOvTRLtKhyfgJh4RM6hnOa1JogLkf5wBNS1SdoaKGEQdu2hlp93c2E/yr6CmDC5xECaOQrEO+o0k76mYwfR1uFBFKc/uPZ/HysoGCBCwwFfrHBkNYra4q+dhpP/SwtEgCVgNbh31Nns1jdT4Ow9LQAOUZ9/YnW0VcDi09AmqBEM32X5/KpJMvTf+oLEiwBpSmgdIuIe8QFlFNDbpEG094t+RjBofurj2UF6rmUa6gjPl0VROIWScyy9BXOEacoA8EhbTPQ8HXt+Pfj1pie2/soljPlJ8QO5SXpOwJbtTf2dR4vZgFozvKmqEvdS1G8upaASz+D+wcRe+oKj2pU//FSP0Rj81lzwfMa1Xz3r3IezxRlPuiRJwDICHN8DMta1TNcoaB7/fr01SDFj3U9V/ZifaufAlPdSxq07q+/NQbxZw7ETJQcqy4Ai1w1LKIQk1TWkXZLSMsh2hLr5OGHH7F1L7/qwjqXfceSSKuQpaFUQwXLaN5mo8wUkM6giMdR6l8qGEUh4z1Y9Fl55dB2TbZz/16ni6dWVVDkmp0AqJ05RNmp5FgptngwllgYAWAi1/bxZf0GQBYAjeZP8LwxatLpvaDvfZ6g7Pnz88xShHwPRAHhm2MSrAsNs873caY/Hbw0/0Qnas7qTealXEjjYlSYR16cGVovyvoJi9ODYv713X9gl/VeO+20ZSTh17tLZTL+WPkNU7l+QWGOFRI8U8iOFPJvaYdyBW25/ODZ+qG927H0hSxS4MopWJ1HgnYWCfpKw0igATt37LX5Ry/0AC89h7wY3geyONVe+kzh/HruRILKREGPiJ7HSk4co1g18qIHX2oE8GuhYPOkcvytJWWMSY3dxt5vkZjWFqf5NdevvuqDdscddxDlyhhziMoWuOnQec7Q+NqQ9R/MK90/mFd+miuW8e8E77z7///H5sX/a3s0cSQzuY7TNw5qmnmacAIs+TAkaP0ESS9/uaCI35vT9btMdQnoMBqvrhPBjyRaIYwA34+j+/67fmGvr36eSUq1CxK4svMKieoq9FB1RTwlMvFF90kDk8+lH8tQtFDtRqppsxBEVal6RYRFLm0rm1qLcUHsAowBFWCG3AIRMCN4Ge9UHLNjCKh2w8810m29TYcsmxyewf4e6NYm6+k8gFumEwMJugCfz/CgBCOUm6KQCF+PjKVzHdqGSpRDoEZZJpOQih3aziOZxE75eRTKHaLPNPEivK/NOGVZKPFV7ntpqfId+ATnpPhLAjBgaOgzOtiFIotTC1uRqWq/jZPqIOH4f9p701jLruu+87x5quHVXCzOg0yRNE3JtGxZku3EtGJ3x0iQNtRJgASGlCBB+ms3GsiHIF+CBIgbnQRBEDf8oRHASDc8JEgMtdqWI5uyZGpwJJESZ5HFmufpzVNV5ff777Pvu/WqOFgkQ5H3nOLlffcM++y99tprXmsLc5pyPrzPiiKOdNk5U/NhmgKHNn/IudAUHEYoo5Aqc6jpZb79H8cqGloYr7DjYxvObwkUoYqI8ynxkUjRD/+FsRF44Pc2ou/KwikMUmIj7NeBh+etr1iOsvgkRGWcpQMSuTDOerniV3BNBi8vLpJ0+sHpCkf7HdMZ54W9hwyuEstCgEXZFgY2Sf6PZi1Le7VP5EtNPYRYrbavDxqsPCSsea9ElFVZcirLfF3DlKXTP0Rxi0ZpTcb4FBNUVIh94IPQ5W877vucHnFnXRg7noyTslH6xNDy1ay3E0xhT8/jP/zK155tvvaNp9gj7zSElpw1AkMUDpNjyGcC2JgkvRst6yrazjKawQzm6gmYpVqY79tPSPvT+KsPk3BuhZTHPvxggg42cCAZ4Zr1pRYM/zA3UQ1lBp+VGpBjFUf0JavVJLBKOwDvVpPIC8C0BJCBdXVO6txJdEeAqXAp1xizeNgKNcl3dFbQYFLGi7aciQjUWSdlLUnA7EdgBq2ZZpeKK1gpNobniEA815yGuT3++I9SAJo98bjvU5/6FOueqNDDr6QEnO+RBrn11L333NPMQwM0TM4SBetu5MMIieLnhrgh05J5YgkxNWI7EcIGXpm+MGq5Lvvk6gIXMw76ZtpIxlegBP1CKAPXLLm2jHXh8jz7/xFFfYUC1YfuuLf5q3/zc80Tv/jLzVf/9KnmyadfbP6nv/ZXExGrmVm4W5NTvJGx/f4XPk9MwS8l1sHQBRm+LxdSBrsVoUQfnIDzul8tfjGm95q52Z93l8HxAjxaGbRmmqEvmAyuAAAgAElEQVSYfURMibIT0yKRPSk2Bu4U7QqhKUjFhDJpqQ4Otg8pZQLMEQJKQuip2vD8019uDhO6j8WaOoqYNnBMizCIm4RTU0wXSeISW8CIaGpbMpo5CtJauHQKDcmFpglvmDYNrgjhoj/Fvi/Bl060hJ+FI9MQudTGTDi1socBCNZA/OaXv9jceeed2Ubl2PefRxs7yedCs0AI8ZWLi0E4aAGOfYIcqPwt4zA5d4Xvv/gLjzf/7J/8rywMkmgtnYSCZji5i6+EsQM7bOxDaGvX0VrtnyHcmjcUIABAKwm6YOVIIiNTzEvUE108yPH0vyzgq4zFqEVpt4Q95h2EjmhBsT95AWYDLPXhucCuu28GT4SJMh/rEBpBranEw8e85uH8KU3yKHS51ShoQ03Ye8bQUq0L6eE7Yz4NA4Z5Qhgkcr63HEVKD6uO1FTeEYHJo11gZQH6W/xQyymLXxjWY5MIWuFE/PRT+us9YYjCKoyfExFqChEtPh3hJ2zpM0E4jrNVwcALxslv+G/M7tLwQqAhkv4ThpKI9NvvwqirybIQK94ljmlati8ROvworZfxVl+lOC1B0ncaRp35cH1JhHif53iT85Jvz/EvuXu07Rp0HqYw3SssHMWc/9Ir3yeIil29YUwYYBH2dmXrG32fhpEbxj9FkMcUUS0YQFNCagIh0ojXBfzT21hzFxfmmz/6yhdIGdloHn3kkRBOfcLjdo01vEYwjgT1FNGSRuHuwN9mGH7RhIu/LXMJaENSwcOYnwGoEZ7iqXRhLcJymVthp3lP3I8QJ46Al+JL/PKMVx+sgSL6lMUg65t6iAMRDHheXC2CHm/GcjLcBgEpAK8SVPHCi1TPp0/HKVauBX0JOrKEC+Mf/m//O++ioPE//kf4x34sQvKrr7IBKebMBx/4UPPsCwQEYVZ88L4HMGnC5IAJCh0FmleaE8dOknNI6gXM39y7g2yme/HMmawfN1DVlVCsM2UcxuhmFwX/o78yV4syz/O8AokpC1cUlGeoLXvwzubuuwz+Ypuo1042p//zF5o/+epXmjlgd2gve0HOsrEpgo7r0kA6tV6D6iwwcP40xcox4dacZDVTAMVLoRHAUwtL4CceGZEaLPO3azp/vqfHu8PgHJg0IYTX6CNXu0CRYICAXK+D10btIWEoRyFcsT1xXF3RzIY5TkLOt4nNmsVGwfyNJTbtfPE77JT8FSSxeSbxjtTCMyptFZPLOszk7KljqXG3iE/Cha8WIfKaYDs5Q5J3FgfBJUEW0VwfD4xzQ8JhLTiczvo2uK/fbCZzcaEskhSpuXORmoeug3OEgz/x1z/Z/MjPfLKYmox2hBEMa06ESBnNaVFgbZYGCGDIRJu80mzfu4PrV5tT3/ta8zv/4f8h9Hi2+fCDLPhR9t0C6WZA/hmiOfWjDOE4jmmT92s6NTRAyV/CXaQsIcff6bMajVTCBS+bE76SXP5BADY4f00tSAoY4YE5YvHZFk8UggHcRmV+nHOMwkXJ1v24RqyUro+ptd4bYBD5hXaE9yoO7RCW9AViRLeGV8scy7TDTNRAQ8BdHuU7TINDQpWjNQFujq8wlknMt+XeKsWX+wss5E22I4kskqUMKu/hvSVIpTDmSiTzLlGBMciE1iHqtV++J/ARNvQrZkBHHrxuGZ3jbsce/6WaMIPONijAQxj4zX9py56lrxGYCjw0Nxv8oxBlAEoqsfCeOie1H7kfzcf2ohnmUwSJRPvlXUWDzXvSr8JQxRmjMvXBDDMPKF+p/rO8cBl/F9GU/JsmT20SRhZfHv0Ypu1Zgrx24JeTyTgXnhOW6/hs1TzMqvvOd19gP7oL3DfbPP6pj4Aw+CfBn1n8dRsyXjSShdX55uy5S4k6nCLkXXP7BjDS9+tBk1l7KwiNHjI3tT+ZqTij1UPGlfxT57Lv49yY8+i3JmCv6bvrMTjgYoBTCWoqc2Dh6lhlgI+Hgm5SQaBDKOUJdFEUXKMfZy+Q2oD/cg5JVWXyHAExmiId21f/+I/Zrum+5lc/+7nmN3/zN1m/E1Ta/wQFo7/XvEiFlk9+6hPNCTahPfrNb1E8+l6YOjQNLW4SAWNcZgt92r6TQC0EP2t6rhnJ7FiBTUnlkalcQyjGxGt0L75dI3PPAO/LuFmWsXxIK9W2R2f2NpP4mIfZN3GDKCgF+RVw8iwa+hrjNCBmltSRSYRoo13NXRMnslEtGqb49X36vEzgSesKDxwqXhUfr2tAWuAuEXtg2rulPBHDQo7e4+PdYXC9QYEsmC8MXHDhebjQMnKA56f6VvTtZKFHMm6PQuMC6JhfyNdQQpuKX2ypOXfsteYbX36S/ZBeTe6MWtbi+bkgxwrSlhqVGoKMSaXEiCwrphQGxzn+1kmaCYvph6kKQSr+tglWvduyWM3bkn8yjRJWHLLGfTA1nONGJa5ACIy+fO77J2mG5GMijoZZjA4hI+cPx2Vof5Vy1vVB8v5t20iw9Bb8F8co4vt1nPknf88taZDuqKUTuMCDYsIh7F/H+AyRUzMwu31sVKrjf8b8IpDaj5KwGzGKjJMEm4QgYGNI/hamLkOEo0WxEKIhyKFbE3IlvsJIm/+oQgoDiPYgoWBhbERLcSGVMHyFkZgmJfww00KApeAICBAZHmOxAjGYMVALRLwnfzNPYboS9MCpMCoxxUMt03s3GVxtvxCiDUzSeazFlfqcjNLDmQr82nfmJIdCS+BSGSjnwsj4iKrK8B7FTE3jtm8zLfpmB2nuuiaz9zxj1T9USn35dnPiZOzteKj5Ga7JqGPiSc8KLFIdhfsSai0DNu8zuAaM1Vb7jmhnvs4uZcwKBxLvCgAj/zTh8btPA1WwyLMxn9JvcF993jw8K3EYWGFJKs1mSUfQxIlguAHuG8RkEMguSnLtdMcEeqdv0+a0YGhOs+KFuWvPfO8FcG28+cijP94cpJqOeZxrJIyvoWEOWbWH95nbdezEmea7z7NRLWWkzl9ZJH+RlAFwUpiJp3VuBG9GKe5BoCdYU85ZKVXnBqGmFpVrnocE5Lrui8rQhI8Mz+cDe35r9tOtrZDofS5wUwssGeb17NDBe6UX5qGOUGxVDcqAlyX87uKlViS6HO1plhD+f//v/9/m8CsvNb/yK7+S9A63CfqX/+pfNU8++WS0qr//D/4X6kS+RDT397I9ksXGDx95tTnE/ogGEokDBrKdQDM0tWMPO68bSb6dEmlGLaoNz6MNXiT0/yJRnJehb0fOnAOjsGzBeM1vnZoml3AKnyom4THmQfphwW7LFjp+d1/fDl27h8R+hkWpNfZ2hDlZ8FraERrBfYGxcExhAar+gAvF9F125jB+QSuXNTZ1F2hXV/vbQek2Bce4G7iWpfceHu8eg8vAkIBJHG02DHMuBCQ5IaF4RaJVsvLoSe7R5DynbZf7cl0tDonKLFwX7spcc4oNJJ/8whea3/7N38quv0oyaxs4a7nFiR7C5Oj2HUMk9BoVZkSYE2ZC5QYRYCqI16wdh5SqdKo3KwuCxe9ESnxdDPK9JGIqHUNRShSgPQ5JD+NzE8gl2rDA/bPsJq3jwKKrjiQVClwMaki8ZU2nOH1aw/GwQYL53KnzSWhWm9pLqO/s7PXmf/4bT1D5gYbp6wwhugklZtgSQCt6uKBEKhHIMkL64i6yx9Mq7Rj0YP+FmWC2WodjLppMIez6c8ZkgCDlDoMDXBz8LXJPyyRhlpMsNKukT1MvUKI0gnAgg63mRedtBE10Bwm4AToADWODACS0WooKCdWEJOuKX0pzKIggnMN0eK+mpywC6THXWn2qEPoQbtoOikhWnf4ytmilHEayFYZa8CgqovfJNDjKNftT+ue5wvDK9ew91h6VwfU/N4WwUI5yf32+tmHVeHHBainRkpgocSSCAl11rNfRXmRm+k28p9S1pP8S0h4h1pFfWF71h0pELKFU+lOEgoBKPJQJ8b1EKHj6HWwrWJk/uG7em3VYPcrcAIMwSEiW6ygcEiINQVuDUVyev8A6YhNUmRJw1cfmOpiaHoMQ7kjwhxGiSwh9Y+wlZ9L2Kn28iobxwouYNak6v5v0gYcefIjAil0JpphnN3ADPzZYy/q/F3n+6Wefa46h9eylZNQiQuE5THxXWzOg42Opx8Tbf8TcyJHdAgpCMBaCSIgO1D9eiXLmIHhT5tk+e4jjIdrtdQm3+K7m4hz1cJIZ8m9AAvPHxwf41og0tSSZJrglYGZUqsFx7hwgeMWhK6xDBRzNridPnsw2QXfcfhclsl5qnkSr+8xnPtP8BHsHev6zn/0svruTzTe+8bXmMWrbnjrFxrXg+TzpNa5nN+JdWNhPQAr5iPTlPJrZEbTdJYJ2zgPPS/xewm+6TP3QISvgANcZksAn8dnNMN4ptpsax5c5w/mdRLPOwJxdWdtY2wYEqbVNDB/kXWjqCAwzuGmERV3bBiapWcqwFIzF5RpYN2KkMDhrcW1ptprnmikn0L+aiiO8XZ5Zou2yzCS8B8e7x+AyGBalUZLY28v60zToIjPeipFDsFd0OHun5gAAJjPxKBIu6jjnhiHII2PrSVZdOHuqeepLf9j8///hd5rP/8evSntxZsPMlD5Q7IoKLTEFOSHaJBOFSVEvJ052qY4LQuIqMV0BeTcZqaeRdLiupCbiythcLNW0JKGIpIhk7QSOIpnPsEiusxKu0daJo0doxHuIinRRIwH7D1tds3LuQnPy1FGc0CURlEvNbko63Xf/h2AgdBRz3u7RO5uvfP5Ss0py735y80ZgNEqfk+QQqakpHY+yqsKkiNacIOLNpNxInTKYEK2iedhPNVC1X0PTdVivIRLHpCUBhHhdvnAWBkvyLBU2UsoMDVIm6f2O2Y0ybbvu11WIh0+q9VIMeDdpFkqArYY4haSvJDhDAnYYZrvP1gS/I6FDOSQUqeTAfDgH0SCzEGC0YVDCXFJFVQu0g8JMZIDcR98LAy8ELD4BDhlqGXvLiFpG57XMXa6n5dxfNFUEHPBgE27c4Lz2YClxo04jR+1DX7PB6WV2hpRsCpEcakcy8ZbhFGwuDCaX2/npnydhYrv2M/mAVJRJniN9uYowI1yCoz7fM9XmZ2BcLrQMXLOvc4tAV8flNxDgWWBg4j6HJi8GlXeqdS8T/WcRYXfmUFu2IPQk8zVFIrpJ1ilKzRhNVzAAaRTrwRrvuspa/vJX/jS+n0cffYxdsfdg4lxuzp04EWZqgMIc/rh1CPhZqvC/evxoTOLb0dzOXiJFAWsCKyXBRhEwMWemcAA9Fn/dO9B+ClePddr0ZwX3MtGYGc9QDeopt5dzUBEKgLcgzzpuPRFpQzqgUKGSLFPt4WfwFN8XNGkGc6x9cg2OWS2GG69e10TL1k/AZP7q5WYP9WyFo3APs6P4cI2+/fznP5+/zZv75//sn6KtHWg+/lM/2fyf/8c/bz77q7/anCYf9zjM7rFHH2V3+hfiHnGLq+eefxmB0h3uR/Hb4d9PNRvSURTGEQrGp6ypC2PDdSH+uEedzFwBVZyYpPCkVY3UvKv2No32LS7JjCYndjS7KDGmoO3a9EipMj5h/LzbsVhZx8o1bjs0znz4LufJ+0IXWJMKvpag80iACs9nvThP7/HxLjM4ZXs1IYuzytIkL0X+Ks5wq/cXpNPOXTCxEAolRylIkpzRQIwm1GS4vny5OXOEbetZQCg8vACku04oMBRiO+Y7TYAmsbpfk6HVLgwnodAHJexiavC8lQokJCKmuUiZUJqUQI9hkttAqkzUnmNgZSQqjcPJ02dkuLROYavBj/oeJKrTx49FY3U1uVDn8Q2ePX2OavDnkiC6k5DhOx57mJ2o9xcfGMObp90ZFs4YNeuGKJG1Njfc7KEq/wSRJ6uUnbo6hbMYaXUDKU2jf2zsMN5JggNE+DAYpG0JQiVq2ukTuOEu12i+Y0hxOwj9ZsCFeUS8Gm4e+PDHwsSrr8odFpwhZyx5Z2iM5oitEUCwTCSozmcJ+CqEx2s6zQ1fNzzaUPJzZ04n4KZUVyHPDdOGfRK2pRRXqfFnpZpUo0ECNGLLOpIywzBHNmP0W1OqNv1I5yaSSqHsNd+ey2JjHGEWTPBWJpdFxnwPg1zt1JWFRxsGDPicbUmcNDfmd3gcc6cmxn2VEfHEDYs25j7uGGsFBZ+L4OB5zOjxTGCNSBSfGITUn+u8o3yX9xvQEAbHPYnWU5tGeNF8LP7pd7ZWYeaSuSnh677aoC1xGfyPdaEwOKMTHbe4EAKEEJF3hsGL/4X4qN156Isatao4fHyRgtoX0BBOE/G3QASUJbhmqIIxqfDG7QZVmfM5yTtX8A0dPnykefa515q7772refjueyJQGvQyyX0zPpM8GXziBHW9fOo4gSfsxYfW5zgWsZ6UwBSjhIuvk06H2aoJOW9+RmB8ETiCr54qAmahH8yTsSZoyMKx4IG4kKkp3/qXnRNh4VzbiL+ByboSppDnfhndMmqjgWsmN1ULhGJWBNQ8CSztFkLAdiTnaQpEqHnpg9uO2+Q2KpuYP2c/SiFmClnPYVViHb34/HP42ueau+481Pzbf/OvA1Pp2wvPPd98+tOfhm7gxyOd6YH77mm+/tTXmnvuuY+Sc3PUIb1EDiNwIIlczcz0QneRGBtl3dAXCwVNMJczCCLbKcCtSXKcCxMTWqcYHQxqhLU1KqEFpyYRVnaQ7uEGsvodp2HSI8y/OKjrI1ounxne53o1TyJxCIxTAUDclQ4aaV7Wz1BcIoK0Mj9B7KFMomvovTzeNoOruORklVEVIlT+1uZdAKGUG82JRX/9KoiOhiQhpcBQbLZ4uGMelNC6oEOzwLxR9tkagUAP47A2BGTXPsoczXARCTUm/Z2o1hS6ZTeJ+IwM49dprmlzDKKv/V+/WsJw20Wu497eSkSsw+ZO13GlMBvXMM8ssKeW5sBIZTblYtPMlIofnA/TNZuf6zC3BSZ87ho791Le/filZZImLzT7Dx6i+CllvIzUhFh/6MEfjfnCskcuNhehGskolGMKwhDoacZkER64a3/z7H/9/5r7m4Psu8Qu2+vY4BnT5AgIxyKc4Z1je3Zhk+cZ1NZrG9S82Cja0TBCgATBoBMJpYhoCTSZ4AiRlxuM13cgZgUpZdAiL9ApjI/71hiPlsBowEiu46P0myi5GeCRossSCodAAyZSJ3hBUxvzaZt0Nn2IJsy7rbGoJrnOuzSjWuZKiV+mt4TWoMZ4AQn33OlL9Od4BIG1deqDcu+UmgiEMlpRG+jiPKnJGv03sV0pFZNKGCILGMlaZjlDuPoUFVx01E8Ar0k03cC+XcwWrx3BXON8akKz/WjswMGF6hTJcNbUcGQWEkoO5ywLXILLPbFRiVeAVFyX8JosWBmaExvfHM8V4iCANGf6AG9D8xDXaQjCROk5/wS4hsOH/DrJ3JOC43aK/yqjlIiuWAGDb89l3rmvCgKFmWrOtKN5SRhpYYDMD8zZ/Mqj3z/ePPP0t5vvv3aMEk34w2BIezBJziB4TLIwJhAaV2Coa8DAoIUjBEk8A2GeR1P5Cz/3aLPNcF/wf3GBsHeZLoR4FdxZJkP4LFVPzl681MwR5KWvzCjFDQK49IurAS6ypZIDlQaUfsKIAEi2vZIWhHlLDEr/s/8c43FeFTqvE9Uo25oCH0x0l2HHP9TaOJc0//Mo/AsrgwUZZGDAwzUcZOXvCAmcx0KSdJe8i5QACHeENXB+DMaeoCFwzxq1l85caUgUyLvVns6dorD4BTbWxfx39DX215vYBS4jvCLrriNMWS32HDh+nUCbo8ePNAdIpP7SH38VIWasOUOqwdGzx5tPP/FzzVf/5E8JzHmcTWfPoXmJUaYWLVJPdoKapieae/bdTXtEL2uaok9DluPDxGhhdfF0VA2MjwJk1cZcFylSwbe4fRWc2UZBCzW1YdZQ0fjaGqv4f21HHFIjTHH3AqWsd83ZvsvrhcExecBLjdf2yxzyAKddK0WdSRPvyfG2GVwZfl/f2xOiiLBx2wWdyxKOIRauQ460LUFUovR3KEUhCsrNMrrgNPh3HXVcaZro+CJdSDC8X+LAU0Z5TUi0OC9/SEsuAIBrvoy/Y0q0Xe4p/qGCwGkAKc7kWVE9lQWyoNRSuASRMZJKB7BqevLBePsGhPA6E2zu0lk0FrUDlLccO6nXZymj2+64m3SBu7IgyqT3iTIMrjhglah90HZdUiDs9juaex/5BYrMXmRjxRPNNrTR+YUzIJa1C5Vwizli+doF+srmlTvvQcoGwTGthtGgcY5hmnD7nDACJPYRti6JpssYXBcOTsIu0bw+pY0dAgBTUUjFeEhMKaH9wFwTaKImua6EO4TgoSbl2K2raODAKPl7LnjjGizxpOgQUxvfmmcNLR8axj/AApuaKabOIhHzfxiBFTPoEH0wKtWcpKIl69tROLFY7wrw11SpROm+dxIdfUQjzNWlsxeJtN1IxQu3hJmfP899JwIHib5BScJfbLFfCgphECCGeHQQP5DEQOnUj0TNhT0B8/O5vfv2hCjEbMNnDGbofQYshRCI5P7XEgL3CdQ3E/zVxGgahH/nEyyLfBGizd8KcV6vjMlv26rtSey9177Xw2u6Jo0I3hDx4iN2zZR7zaeqf2eTXg/6VOFR3l2CYiZoaGUOeOLfuYZgdw1YjqzD/AUQUbWW2DKQahn8WEEofenFb1No+TiFkHeRT/XpZunKeWRTC/kWBnsNiX8JZjGPyfsSwSNzJCuv0h/NbWqn8WGjJZnILv64/Ks/sfZZYAU8HGHWWcT+T0wpPwPzXFewAjdtlnvcsdxo4+34oLahLcrQ3d3gDCH3aigLMFoFlDVecJLdFfQLzjF+3fsKNO7YYMO6NTYoqyaBVDtaIIit5H1SGot23KHELqVqDPm022EqpklY/Qg+xnKDmYKne/azoz2LSPO/+HKaHdsV8pZ5Bu9fdgm/cPpoM3f2ZPPtrz3FZrQU9GbtTYB390M/Xtt2NBuvLuAbvevu+0g1Ys8+inlvx8RoMBK525iRCTBrTYvRtniPSfjisfNi4n2EP+6pO7D7W3weZcAV94tFpGhw1VxLY4G7R9XuKo46XxVPFVCqYOW97XTVR9+z77fN4Lb2vLCK4oEQNAEwiLCmlKlwiy/MjTLHML24sPFaq2y57EHqgsyRmF3kILe7PI9SbWMIv4QOTm0ltj5E0iWCE7jIghTQRoJBdEMoeKfvNVlYopLoqBA7F3lhXFZnl8n4LrW1Da45YbomKkGRqIyzOK7yzpjweNgSR4uY6tyZubfYnPxILA1JlUaN0m/Cr0WmiPYcSj8VITK24A3n6HeSfBnVIpsKzkA4P/Izf6X5yCd/mdWLSYD9vPRBWl9ubu4sBOMMWg87Zl84w15uzzRf+e1/geAwnxBda/vt3kOkG3lLliIzQGX/wbtBfhLdYUxKWanpqBmIyRhiDjB4AgO0P8wt0RJM4wBuiiKae1P0GoIwrjQmsmeLbGAJgRqhDp5BDGtIuIZTRwN2VMI45xwjGogEyysOGqLvWNXG1YiXrfhPH0pQiIS9LFBlVPuCjIl5hcVq1B8VHoaGTO3QrCQ8ub+EtzLfankQTPCiVjCXuUQro6k1coRkkiYhRzNj/KLT/IVzCYaQaergVys5ffxE0Ti9DxOjR13IYYsyGOZMXNtzED8pcLG8XCRlmEGIA4zB6zvIdar3F0JSpOiK4wYvlOvlfk2Q/q41FMUMj7I+CpOSUSkQbMC8K2Ms5zYZXY/wlMcz58JNK0rBQ1oUD5En1O5nxtkrEWvAdgSWMbV0AogWl9abaSpwrDHWC+D8nz71TRjCcPOX/9InsqfbwtlzMYfRYVlM69NeQzufh7nNo70QAAMsQLxo/LoZZJSZP/sFc9KqoFBZYZwcx/bwPj8e9bv+XaL0WHeYYMW5dSbTe9YRbBS+3O2CrjYHdrEVFj6ujz7yIMzhUnPHfnLPiDA8i1nxpz/yUHMGn/MyGuvtt9/WvPbqq9myR9idOHk6a2aGkP2jx49RWHlHBJ3UoQRPdtKOXNA5R90NDH3/xYvnCyOBoUs/susFOHiROo/Ouds/uSmqeYFLCGUzEUab5rGHHqZA99nmdrYLMq3CQC+FxmGUg9ndB5sx6l1euoS5E05caN1is5dIyyG1Z9a1gqIMTH+pOCGuTbUFqu1jiazWd1jwM8Kaghovd1zVvFgT3e2rTEtBrsI+jE36Kp0IvRZXC75KQypO1/kzTuG9Pt5xBufAPQqLMyvGiuLsK4VkZeAHZAWgFA3AEH5wKItPQ3iqdkM4lbo1N1p4dDiM0GANRVYWhiYHpHthjFUqEhqBxzAgfRwCu+yuq2aYPZgkED4fQsEiCPXlr9Bpt2mRKGhVKwvkauvEV/C1vXkiNp1QGaZC9HW5MYdRWIkmwqxhxQAJrgxLQvfAAz8C8uicluh7vhy2o2AcgpDFK5wwj+noZnjTxPAmfhM7uuYj+3U958B5Iqq2Hby/2YnhMrSBMVuKZ3zfTzTPfutZ9tM63Lz4TSRxJMKVpVOUHnuGaK7jEHIKQ2unB1a7dg6zYeJUc4AFuYfPLA7qPXt2ZjuQXSwWa/8p/U6jESr9bcMsrMZoHl9K9lgXU22BD6UNyZ/hf+T/odswN3wchOPKJq3OBbM/vCOCzfVrBqtEf6cNQ8XRErmwnQg97xV+RSCBeagSw5XGMG+OIiyMuNJNQNcCwOBjjgM24ssK5q4IKTCGaKXcvwHexJSoeVoNGk1kDMJt9fzZEcKYnQckEgn82HXgyb2lv7LelgG0jEZfRTS/MDu1yLJdT8peMTOXL53nXQbxlO1+rOgxh990lSANNQXDuovm1DInBtD/2/3rJC4yxvgdW1OSOU+OaycEtmiMmyanSowch76cysxKu0V7C5gZn9qvhwJGwbnCMHLd2WDK3PniKkRyDbPiOgznKlL9OgTLqhhXgeezTz/XHD1yrHnoQ/dS5mk/+RKG2ooAACAASURBVKeY4xGI3HpHjTqpNnEDQODx4128QsAK61QmNqQFR+YqQWz7FA2KOUyRbtch8BXXPVzXdTyVsHo+68bvdl68h/8imLok9Zlrli8R02omBkpMxjx63wMfyjZK6+DZg/fek/B9t+IRR8zf+6mf/kkSrY+zbh8gN+z++MD27ptN3ccjJ47DAC81PwID0sXw6svfz44Sd99zJ6ZJgkFeerH5SbaOOX/2QpjWn33rm81H2UtR98UyZvjzly5SfAIrAWRsAR/k+DBFHGCQP/nTH2u+S/H3Vebn8MkLRFje3qzR16eJwp4jNeDAoduZnTGY3pXmCDU8P0ox7Se/+vXm0YcfxlR5rtlHkM6O1R3NPff8KDNbUp3EE7VUGV21OiRASOsDTM7rtRJR1dDsp+lSRlX7TBgbk2BKhN8932bmRua26Qt3fhSYMhfgT8zMrUDmXDk/7/XxDjC4FjNbTeWGQcFFlucwYQwTSSnDSE4NqjFFfq1eYLHT7EEmT/QGHsaKzDmJkvfzrSRsPUW3dQB417TfQ0wk5KwzwmF15MMWWDQpbiwTlLgxcYuYW8zPKIm3nJeBwtCKqQoJmK5rqi8GtULkXIgeBq3IgLwnG1S2hMTwfBEVgxp5LNSipHiuEFALu/2OO5vP/d2/QxFmqjDzcEwebYRSneg651m8Sq7QGBm/q19l5JpBETA3DEaM1iLG5PdlAduCviLGhsljlETTUQj2Z/7232p+5W9zSc2Wdrx3CcP/f/niHza/9Vu/1fzO7/5us6BTGj/AOZjRy8cWWTYutAt0UU23SMDCXriH0CDBg6upw7d33wjRWiPk220jmXWWnBzDxdESkXStYn77QYr4wtumYYxWj1dD1Ea/nYARGaWLxlmNthDkD7Ti1zGdwii4aPRcMpqS2eY6C4u+rZJntAYMXcAbmY8CvQRa0O9omMDKpH/sAsAbmK8peZZ91ibUDmhOfxgsim8T0hUcbB+CS1dW+gh/FirwlVHUI5V3JLqYwceQqsdt0IPnNXze/8Bd4Cr3t4IR2JXna75kLQ5dQqlLiTUZpTib6FYYZvmmwg1E2F2YrUJR975TOCiMq2hn/l0If8FUia4Jy9XkJDHrmZ+AvaXOCmEqofRqt9E0McGOI4RtALvtmF3333l7cwEt9+LQ+WbhvD4z0k2IEP2vX/0m8zjMLvAfafZSrstgI2f0FAnazu2evfuby+ZmQbSvaJaMdaMEb01g/UhBbaNyica171a+yA7dTKHMbDvmNf1lEtpqhnV8BQ+zjAq4+b+0Jbqiy8V55dw4xDkCEjhulZUV5mJlTK2dZGg2AJ5CWLwMI71ImP3jjz+O//ByM87Gnj/36V9ufu3Xfq35zN/4m4HHsy+92nzuc59jJ5M/ar798svN3/97fzfWi9//d/+u+bFHfjTRoZoZv/fdp5tf+qVfQhixnBbFi9mwVyK/gIVliR28n3vu5eaJJ55o/uw732YtTGeX8//xL/8PmGOvIyTALJcobvzyq81DDz/QPP/SYQTlGZji0808KHTw4MHmhWNHm9cOH2t2HL7EJrS3N3cc2NscOX6yOcNWQh//xMebP/nyH2cXgVOnjwD/4eYnPvmzmP+p9i9KAgc1NZmaDMx5d2wyrUQuM18Gdvnbgut+E6eZ81mnALYFdwvsYuEqM1AYnPTUdjfPlfMRJD1fJZHeHe/tH+8Ag2sHUGhP+SGU/M332ZMnsOlfgfhg6pFWyOBw+qf+IktlFB+LhVWtxB7pQZ8a6oabnEo0SoUOvLViNARYX9QkTG+U6MDEZKjhKUFGojYa0vqHRFKC1MucW8Ik4N5FITpIe0qZYRJqFfbWOeGZOi/clTFsSoxsfYIkdp2PQ6rDvI2SYFYC+JlPfaJ5GKlqmsUv4htWq5Yog5W59Ude2m6RPGUmdl6thdp0lpHI0vU5q7QbFWbZMHNN0JIkytF6uYvHtHza+cUryyygLyHFF+RUk5RyGH1oesajjzyEyfIfJMnU6Da1Cx3WMyR9uhWJhPEkC9SFK+EK48ekEkLrppUQq+dPWKwJqLw4z0tJb3ASc+Bjoy9sO9WyJBmNZosytmnesQ3h4/Y7qX6xYwjtcCcMcTY7cO8CVmqLVrrYf+BOnmPxweGMzjPnyrp4bh5qEvIoTE7EuWZKgUIMsK0SvmNdJwDFHQcSxE5otIQx+Xb6bYFxdisQWJoww9CVOOkr14ygXcWsWUwp7aKFqatlVm2nmggLtpS+SLSFlRrIFYQd+e2m1lEYnCbTQqgLPkkAtGLgnkf71eRdMEkZpzCswrhsqxxtf8KQYZsgtgKTkcF+1/drWjVa0TlzHjWznmMfsgT1KBwAozAAYOIzlg/zKAFfJP6SxzjGervEFimHj59uXiVYAl4AcbfIQNP8ws9+hOhAigcD+3UrArUaqRqGEZdn5q5Q2eNC/t5gnQ2DnAb5yLBk4jJwzXKrywVvdFc4RvdPm4YBbkNjLQLBpnm1wKPAxTGk/65fPqYJuI7ju+RYa+mMU+ySch7U6hbIE1sHuJcWmHPW0UW2H9pxhDJVp0/DrH+i+U+/9wfgxlDz0COP8fd/ppLQfpj83c3Xv/00kcUPNx/52MebP0JIvHhpo/nYT32yuRMT5q//+q/Hn3YH9xll+l++9GRzN1rfJQLJTKc5evRohNSDd9zenP6DP0Aw3NFcopL/NELG4hKJ2dzH/kRxRUwhABoEdp4UAHge+0oebW67+55mkqTu7XvYL++1E4x5pHnskYeb29A2X2HvvFn6aBm06+CSuH3i5LHECKi1qf0LqzAt/o5/DaalNBAGBkMLg4urYtMk6YauFXeDUy6g9vC8jFD411gC2680rOJtnq+CX+/pH44/3gEGVxdiGZBo53hzMOgHP/woQWCEumMbtySTGopSnAED2TZEwsS+TEq8lg1aX/RvEBjmpNlwhmgubcyaG2apPH7m8PPsun24Oc829+LLENU/5ieRgjFHOTcGRSyxtQY4pCsJBsg7ORctTWmYbtm+W0AoHfYsiC1hgcyk6+3P3C8tUqOcpZLDgx/6cPPRj360eeIv/EUKq36C/eT2Zh+lb1F9xIik1TWSQpGahIrSf5BsyxHCF6ILsXPTQa5bssyqc2HsMmYKti4Tu71BPp3akcxdBq7JcAzNZ44F9soLzxEYMI8pyIjRyWY7kiQeJnxKK81t7OZ7710f4xVtsEmLmOsw0BBICKZVG+aA99Ii5iQjH4GLhHGBzSkvQ7jcpHIRouZcmctkdfNs+sk97vfl97LVZfBLRBOxwKu7A2OymyNoYXRxpDl8Fg0N2I80UE0+3BkhQU1Nv8EqUasyFA+j1bHEsvv0DEwQvwEW0XvvPUg0H1GSJBbPQHE1oWoKmoZ4aA3YSVV0W7PQ7yyRktv4VqMTCd0lQGFAs/U1zJTih3mAWZj6mRAwNH+WOWo1COYkphmgvQFT6BFbCTOwL4sZXKKv4pW7MJfF32KM5lteNNyWPVNb85DxV21M/KvHRhvGX8P8nYNCQAohsc/2x0IH45ZpwzZcGJbIzF5uDDCBG31H8IsHy30tY7AGq+Zr8vpKugaMjucUflSmT6HRjdHHKTSK5TvY140czANE6h7EGnEOM504o/XDSiL6bc9Q7mmU4KWjXFvCUpJcNubDqLsVBK15TJUraFAiN9PMJpzFR2TAh4e0QC1jDXxJoI43+fEav+vHBeg4FBglwFUj1ocubFZMW2mHHw3fueP3MgxHf+surAwLpK9k81uEuyXw+uTRI0nGNnjk9/7Tbzdf/8bXm3vvvqv5v/+vf9O88vyzzc///M83X/qDLzZPPfVUc999VArCfLcEfXn+peOYLX+cNWE08ThRpxebn33iF5vX0LpWWD+vHj3dPPzI/SRjI9Aj/JxlGxtkSMjXBHu5XU6itoK5tMHiy5p39WHuxzpiQvx5AlCu0ufd4PfhjSOYKtlT7vSJ+NefeflotrhxdwGHucKadVdxDwW/IsxYr7MI88JKvNHnFvzhfBicH35Lf6S5G6zhei0KBgyw/C4MUtjXNZA5UYpoD39HeOyJ/Tf+2bvxPfzjZur7A3dGViADKQCQgLnw1/CdrS5dgyCiXcDcjPAbgwiNQKhmTZ5EpDOUnZvF5BZW/BZ7IUbLSKxGOkU1hhheYSuZs2dONXPUfLQK+QjE7xqSoybDwgRgXnrOtQ3T7iJMUxOlBEtmquFPgsj820PeV1IB6iR5X472aw+27v3sWixxVUPRlu2GjS89/1LzG7/xG+SUTMRBffDQHeTDnGE790dJeP0xuotZDUZeHa03Sj3lFXJNZFLeZR4UcNOZAJiusFniObb70fwirOZZSO74ux2NMNvToInI8O/FZHjP3h9HUga++DxSi5AZ1YdplKHBNvp4rNZgNRORfoRCzmq7RkUaCHFot9GGBsRgfiPIIH4wXuF7NL0Z4Gw5JPf1krlZC1RT8wqLagXGtihDZOFdhuEZTaa0rhaxsHgRZo+GgwS7jOlLCVbCWs1yc0SGLRMini1AoEjXYARzmHjm2R79PER3dIj4asDxxW9dhCgAL/CDV2YWNWOX2bOjoYANih+FY0eaQ3umKSclwxtGk9DRruOdKum7ZtndmuRYBKZoiEaeYTmYYT6tvSexdY6UaCe55kK3+obnwzCCEIX5KZgAPiRsBAo+kJUgjEwlkQEAMM8IvzbvLMKd/kuoce5TuEGVGSe/JSbUEGyZY2Vwhcjn1hCZQsgqwSk8nDQbBJDKzMQqxxCNT21NiZznJGjiYcas1JD7wDiu7WD8G8zbawoRMOvpiSvNBSpcZOcHtPr505SMgzktgfvupM3oIgyp3R999dVmkXetISipSa+zNUui7cFjLQSzRFrqu47Ax7vUeLMO+BbP/HuECxLNEMuMsyy8ul70z3lMJBdQWJd7XKfCcpX1bRK0/ZEJxqTcHsO0JUNTQzp0YFdz6dQJzLEIdQRouRnyBNG9R197uVklEnRjeWdz+gjjJr9v4eyZZh7B4VXW+X0P3N9893vPZhx0AYH2EPunHckbdAe4W/kZGJmVXpiK5s677mEXhm8k4nqOiiPiiTs4uC6cBwUeR3iCLYSyJrHgjFDgYX6OsbDZ87Blz4Avu97gAgHXgc8lcuGwdkIp9PWuZ0PSZejpIerXau2yTT8yJj/CsDK4mnRdcKDQZvFD2uR9RgXL+KxUJK57BHedV9qU3iU623mRRrdHnavXCyRpp7H/kd6z/z3/eNsMTnQSbLrnnbkSR+cJrxBefeBBynXc1QyRoD1/8Wxz4viR5sJJVHmKrRriv2vfLiYFQxwS5E7De8lrilMHwCt+jwL40TEi0caxM0Ngp2fvau5/+FGqBaw1Z4+zPc1lHPnsxeZ+nQtwvHkIDlaJ5J24HI0KCh/L3LQLqKyhLP7dmA92oDbspPK3qv40Umns2OZNxVlbsvYNOy6RSCZ4UsKKjwvXLS1EkHEw0MW2AHO6cOZss++2QyAnMOmTeHyti9TDpeqRIBMZlqY4OrQxxOaGE2vN7IGyTYyJrWSocP+maaA0gHTGH/qWpnjHTIjYpnRVCUXu5ahIGwe/i6E1c42OkusCMvtZcYsXGr2GZhOCK3EyitIoLSR7LIstsSwSoWWTQkRZLCHaHPbBMdbC1CZ/+24lzGiHMELNXJXZLRpGDuOTSUoEzBtUU5x35wf9rEkRWIlEbBvuLB1TJejlOAyjz3MQzJdPDzcvnCpRj+42vWG+ZfyKZ5z59A/y2psDN2m1jsY0Y962je2KyGHayUaVuwm+mSXwZho83I8QMYMpaRuRd1Z/LzhK0i2MQsl8HQI3Ds64uaRV9mWFVsRPtX5+l+2ECsHYpBGKfzAgBMCV5DTRlqgSa0MRRPRHalZS47bvEtiYf8UDJglSJlrTPto4gkaYI5qqQltMeJjyldM3LCmFsGJUa4SBlpHYL/eZu3YdwouBYH03FTPOgwNq88B60Uo2Umf6scLvFRj1ZSj8EfZOfO3UueQtet82mSZwmmX/sm3AwZ3uzZ8stSI38a7iY9aE8wDR99wEW0G5jsSZolkWq4eEujLpip+VqFZcNiBsHP/w9m1G+u2MqdY2gmcwZ4wK2Y9yBC3pFQI4XLO+ZwdgGKbPBp1oul1GeL0QYRQ472R/SNcjAuKqQgC22kVC9MVJhosJVj/+CtGXZzEnInSsXGr2IF1tkODtesRKTkrC6WYPuHIG3xlB4yAqWjMa7QG04j/7s+cJ6mLeE81rYA45dOfZsYE8t401o2+pT/nqS9BEUo5gYPPM2wsnjjbTO2eaY2iKC3NUSWH9bAP3Pv7zT8TPp0nW7cQ8NpAw1vC3a+UZZw2kNCEdv0bRetdPaBV0dZJ5kqFN6uLhELeuQ79UEoR9CmBkrgr9lIz2H5KxPn5340Wf2nL/TTf8dzrxthmci6gcAMNBIZn2fvuTaLkJS0qRGb994jb2JHqcCaeUzyuvNK+89N3mi7//h813n/kW0Ugv5Nl9+/cQ/roH08J0mN0Dd+9DUtnd3EtOyB4qK0xcONbsu47aPnK+OUei5QtYvi4wL1gQinRJH+Le4KN0YfVxzSKatfT97MApLyPbyXbs5o4YReWi3GbVhgRJlO0ipvAhiQgH9u7LApSg9SdOVhu3foYcMIEkhaJu2E5yzFqi3wLkzb/SZxhXzJoQOBhIJRQ9xlgxpxIKUyg41y+h+aJKDFICrB5S2PZTCCa/Qf56r7fZViUgVROo32EsLTPLBp78S24QRLDkLuorKZJhIaBESVIx2jZru5pGbT9LJ/3elNw9XxmZzMsFqZYowZJwJZQf7a4GYHjuDMVmZXD20eevYEqVgXpvZaRes+8STHcHqCYd+ziPuWmRnSfOXsbIhrDUHNeEejmCmv3bEF7tYZ8Fu6xFRiLu79pOLt0BUjTuvoM6jLshGoXBJ3KNT4JAICTTMEDxSEaoj2SKPQsnrDCjGZs2x/SNcL9+RwsTZMsgiFxojozLCFWOCldTIuxZontdemr/2jEg8pqIzREUJ3ZO78h4M3eBUVmvlswbNU1EkzpCDAbhZnwDXFpEOLnCHMqACL8dJq9zCa3iHJrQUdwCxwl2QMlhTe6P6SxV6HmPRHG89Q0Jm0rf7EPwqYVjPV8ZnJpY1Z7rHFVc8XfFxYqjldnVe9eAg/dHq0coVkB1a5/dMC5hcx73gZO2Ys6drhHw6gowugoDd9NcKxXNE7V4lD2r9jB/BqscI+FdX4dC0mVK5o3jNljG4qCMYPHjcmj+m0AQAD+B67LqG7L5PL+H8CsuInhcxG+//65dzWVy71ZhnssG7nDP1O6dzQV2bVhDkLyAwODezRPQnyswTkumzSF4XKfy0HXw5ttPPw0uX0MZuNo8851nAuO9h/Y1v/iXPk305k/h42PncfpRaVOFZYWXaydzg0pYNDWUBvBQ3PR8ilU4f9CaCKdaykRyPz8sXKqF+A/y9bYZ3E0vDZNrP3wlBN4QOfwha8sQQAjWOrlPVzaoZTd+sLn30ScwZTzWfPjxS7FLv3bsleY7mAbOn3uJZ5FMWUyaIlUItxHNtWMW6YRJWLiyjimLXdeZB5FGCWc/ZpFdlHbaKQND4t4OY5Ng+L0djcyKA05sGBamO5Fi3237c65qZTHjQICSFAmCKRkVm/RmCG3/mA2fz0KE3M2skljJRbe38XDhve5RBYF6iwSgZVQl4qlIUpp2bjy2ttln0hIp20Op3zvd+FJk96iMJgiNpBZCUnf8bq9zV2nBZ/woSta/vdL2s22QuSk1K4s5rEjlIUoQk63nQmRhcBKpesjEHLf5T755vA02cjF6/4EDFPiVaHgPH5+tphiva+rx2/ly7oy+lDlG+4PJKXl7vUr2Mj0Z4gLf5mSdw89YgiHQFGWkmLriW+Ra/D30SrPsEr8tiq2JSElXRoIZorl8ZbW5SGm2UwunISDnMcVeSfsb4L3TrxYhAzNdKXSDc4J0grSFSQjs3hkqQ8AUp1rf4o4dRKpiUZjRjIrmaGUWNSPNqjPis4Eq4O8EWoNRkIZ4qxUlaETNUROd/kV+S/hWsZwIbjU+10LJn9PszH10ZgN/rdVBJvlMA/NRzasG5jDODQZwEsnRWiEr19lChZ0r9rAbdHakYE3rghC2Mbe2eJpoWT4KAX4brl+JrXNe10Q/wypoVRhdxYsqVNVr9X6/xSvfG3xicHlPJdACnUPGaZfuJrLZQJ6ldrusKgwZ6p828ddvpwTeEkFV6/jypxAYL1KlZJLvSfxlc+wjqT9Vn55BVecowOChZQK0aC5ghrxkEJcpO8QInKaK0SLRpO47abyBfsrvvfA8eavlOeVht7p5HgF/Ghp05uwVmIqlajea47heLqkZW7wGynwR5qq5P0F19MeKJY899lhz/733NR/72E9jzYA5IZwIYw/xdp7cOuGxnXgB8/1md5RCBdKymIr59rra6Dq0bVtb0Nn0ARFWOqYwks1XOXL+fXxgXpVivRuHRMyIJ4i/ZhQA5kcnv6aNbO8wQpAq0nO2XQcJC2Fi52skRqOSJCZWz76ClHL6/MWETy8uXYQgYT7gHnPidrHwrV/n5EkAlJCnMe1YhX0SxrV71j3UuNaaFGsm/xj3ytj0CdajLj6/LUbsUbQp/mgZktphXXx+ez1EOsRDDwHRYbwr+78J2q26/S1AXRZpYVRqfanhB6GpZpr+R/qnq/x9I/Oq99b7av+LD2mTyYnMfkxy9nDMGb8fjxYtboUeFU65VzXDe7eikRqAxEe21V4Pw1Pzc4xSXQ4Xnn9XgmWxWe8ruVEyq5IoW/uhgJS+ak5C2r7MTspqNTI4tSXH6/XaZswt7dhqv72m5KppFZ0xybsGKRnkJM653ZI7IltNxQg5zaILmEyXYIormJpWIY4yz1V8i3P8LuacMg9GKYrHjifj8B2MX1OiTNZahTGttrmCqyTw6g/J+JkK6Yo8StAmdYKPQbZaiq22oSQeBodJ32TrvaRr6Evchn/WwsDWFhT3t+F7jNDWbrc0SSPBS7SGCAwmQvOc5kTNXAtE833/8Gts83KU7VrOMU5Se8hzJIuSgr77YMDkRLJOU4GI9Wauo4WgDbwByXswjvAEzP34d9aG6NSugx6eca7+Xefe+6JFVBzkt9eEX/14j/MnbKXS3httestzFd99b4Ql7hdu1Uy3IQx4NjsjgIOLCCVed+3JVMwD9XrmjM+pc2dJtL6UqFOFpjkCaVwphw7tDQ5KL3zeuq8yGpO5xcelFLFeDF3Sly/eaEFSkLr//gdgnPaj+M1s13sVsPUXT4PTwlELk4KuuW/mRaql7sIi5Zj3HmAzUr4dn/fu2FV25dYHWjaZbSv60FevuwNEFeDNW1tjbJkvrUZKYEAzR5ZtoUnlxPvz/+84gyvLXMImAXNxs3AhUuZbyVBSG1H7PwAcJwdOH1RErRagCYTyaQkgC1+zSxaRJhoAfu16yacxUdfdrK+vQ2C5NSWvnCBMFmEY/C55GS21aP0P9sxDKcW/YtkxDCt2zf6jNa3QVllc7YIMEpTJ97yLw0VYF6UEoBDV0t+3wuBuQCTg5OLVhCPiZm+v9n3lu/SzEvy63ZDX7EOBf+mf5yoj6fWvZUSVYPQzgLyIo7bt3/ah/9xWpI+k3LZZCVaeC88zL+3GDSnTj0rAfM4O57v6qaoJs4zTtJENFqGqvGOROXhYc1BiJW5IgPLOwGvTHOnfanJ1rLmJw9+BMcIX7DVVXcx7zI7JiSKjRinPioJKwWFW+qR4xsozIbAwRVNRljBlLev7wexuf1J4mndm93i3NDEwB4ZZcsHchoboPqMZiaBLOTKYhVL9OoRuBW1CwqvVgh7STxgf+Ozmu2sEcGhOv17xW5+c68gcUN5vv1xvmk21QgpiNUfD/eUFyiGTMLvU4JRoogFaUPfAgQOxZpi2YMDQIv5sq80bWWnF/B172EQYjU3fX2HM1iNUKFVYYTWpHnE1m76Kf/yszCa/1cz59tytPs5HBAGBzVFxqM6Zv73mZyvu1ejRyuDqe22nPm9/ZHA+38/gKh75jO833L7icX3W5yyr5W99Zn6vA1yDPDR9Ov5pXCAG+ljJQ6ZoSS/bnsHkKGydZ+dbF8fevXvJ37Ump3vorcAc72DX7TngWZKsM06Dv7huvpp4PWoxZOZLjV7GqDk5pm/cIGmPeTflRmYWqxNzHPxm4JU22d6k/lHTBwhKccxGqIvXFqwQxr4jSLPVspRZef8e7wCDK4gpkntUAluDKAzP9Sj7epXFkAkQmNwtSfafRr5I+y1jdEHpSs+2HjSRResrqsbsrXx8u2vMnx4SBv1AXsmC6r2h9CymE/7pP5KxheDK4HpHq8m0v03grmW2PGWbPQLd91Tvz54PkjMS7regwfUv3F6R3pZgpH99R/8i9LTJA290uGhCNFpGlXtpuy7i+u76np5vrm20vq8SnvodOHBUwlSabYkc7VfTapXgNaMVAseMc70SLWfO81lgOUrfqsmLAcYMWn9LjEo7SK0uUKXuVsq3bxKdKvXbWiVuPtf/qe9XQyzn2/e2vi41SM8L38BAtcr2yrBDQGxDP8zmWJzudnwyKR6zTzKMFCNoCbnf6wRBaMZyWxqZg4wqvkW1PzRTU2h8TtOoBFP/jbC0GLjf5i0a1HQVM+dKTKZoXLzLqLv0FwImsTJk350lFCqFm7uDe98E0RASfE1VmjIDU/MR0TyMKnWrHH2EuNjSb4MXfM6kfIUqC5TbV9dTZXDCJwX628P769xGS+Cz9bf3SIiroFVhGaFCxgNxzvv5XXHNZzwcp3hWxlXeVd9d8Vu8sQ1/O17b8V3C1HYmYTxahvTN5z6EDr+Fvd9qXDIOS7s5P9lHEQYTARngTboOeho4cM56FAcKU9ak7PjqWJw/+5Eyc2huhvELP/HWcQTn6J8mxtS+pY9GiO7evy/a3W0kg9sv3S3exCGFsQAAEVFJREFUu//QbWFcmuYT5dz61DynBiljFG4GouQAv8s8FEvHkMUQWnh6OcEm4g+H5/uv5eT77HgHGFwdcWV09fcmpmurLtu3uEBExH4oFWIX/4GamsB2fYb/INkRN++eX4VP8KCwZ+EO9zSy0pYoXxgkl6s0GITZ1DC8Mzk3OVqJkAmvk1i+b+hce29ZTHXi68n8ZoUFEfoYW9pp8anXwI18arNd/pLBy4j7263hziL9LY9qMmUXBo+tfavPiNz2J4Sojp1+9+5nEaW/t7h2K+Suph/bl3gksi/fZcCb/Sj40H/e9vQNea4SMs1egR8fz2d3aeevFTokDpVJeo+LuhLJqjn7nNdc+Paljtmcnx7za+ejf0z2cAU8MlpQPFFrSR/FpFZjXFom2TLwLfhSw/wjQ/HebJ6r5E2/7Vsdl/2opqeabF3GWWZGk2V2DGB+y0aRm2OoBDmMCdxw/RTtsITX+7c7b2tOXeNFmlMrozZ/VMnf2puOyQoqgtO/7ZvvDYOk3wozY+44kfk3wafsoRhhg3mSmQ9hMbE/Q8KSO9RkNmBu1qsc55xBGa7HBLqknaINSJz9rXnN9qxC38/gbNPfMgs1HwmyhzAMHrRMrTI6++y5fhhXhlcgeuP/64a4lWEpn8iobMd3K0DYP32Zmh5nWr/7qgUdOO+ceK9zKKNwHmSEFja2z8JumYjgvQRRpbADmvsV6m/u2r1fkQ1Nz/qTF6NdaRrOruZo765rf1sdKbmjgE84+LF/zp1jrsFJCuyaPK0g5HlLucXfjGXB8Vu1x2e9z7Wyc9eetK/mKhzn6FNwDCEm64NAHO93fjzsd3C+R2daenAroL4Pz1V96B3oeiXELWFrWwzd49K4+zp5TsbkijVhRtuzJgxNQ3paXSvlcSbOGnOYM9lc0NJV+kpcTCFuStkgrLs5M788ZHstBVOdM5CBJ2xzxHQDkDUfb/UlHrTjRqGpX9j622yhpdO5Jeu13B0kyALecuR5ByhC8a/2ozLb3u1t93oNthfyzJajvOtNpqbtylB8IKWfIfS1rbavhj7nuGFwwqYsgCLZi+DlScfvp4zVKLMi8dfx3wgB2okwsQmbHowqrFw4Nsh9hRHVtsu3Ccy9Q7Os1TBYgG7YqW/LZ2U8HrZ9jfaijbYLUqyqDM7Ra/qW92jCjGTPoq6TmjFUcMiUJPDY8IYJqR9FYh/m/SZkiG95BioxTRSi7bjJp4TcnCDRV4lb5q7lIYSmFZhkhGFAfCRI+tdyhLloXSjnhds1KlWY+Cv+wYbSzjrvMqLS9q4Nm8RMWjVmxUm0K0upWcUi9Vb52/GosflcNALMG5oM9SVKuGLitPgwfXIX+bwfBqh2Eh8j2uFCNBkjds1JpC3v8x4+Em6xSya5QqjfECZLF+l1k7NhkOPgTHYr552VwRn0EkJqVGgb+KH5rzK49Jl5rQzOPmlek8lVxlYZodc8/K4w7f/2vKXcfM6PRxV+jJA0MlDmILPS9CdjkrHZfjFRErBkAjr+zGwdhGa1JOyZg1l8jjI+/5ahSKcUImbZsdx3OeMylAm26nKerVEzBwOb3j2LpkdkNmbHHaDRiJWU0YgNPBtaQ/PTogV8hmCoMxQrsC6lWlyChSzrJ2kjanKDtCH9pfpJR2n/EkWcH3roIWprXoifT83f/ROF5278sOOMwTHJINXkNHHWwKvAOnRQGg1mBQ/KejQ1JeuiRzla91CgWeDZ/vm+/HoHNbj3ZvxvJMV9ECbovYHq5lvfDL5vp3+F2cg0aEXB5xZH8S31X7j5vkrc6ndlsmGIEOk3OvrNz7d6vrb1em1YDcJ7wkz59ggBDNMphLeeD0HWBAnB8vC8vrx6X32mvqu///WerW3L4PvH2/+37dR+ed7P1neZHJ37KoFr+7z5vjI+BcbKaPz2evrfMqH+Ptd3+a2G4XHDuVY4yXX+rhpMZWx1jMLDYgTCq8LG+z18rx81Lr+rpud9/R/bzPvBMRmS1/yW2blR6Q523ig+0ZXC4DAD+n6DNM6fP59+y4DVBA0m8chv7jEYZTsFBGQoMpH8bhm1z9UAFX1xznv6hb9UJq0/zTZ0jsqE+RHNy7xbn8vYadNzHjLmmsZk2wa7KFjYT0vz1VSaMZikjNroSrXN6mtU2K/wrnORhj/gx5uoCT/8o3eyuuPdg8C7CV9nzjX+RsfN768aX2FcldDW79pWfe7m5298W/VNVoLu1X4CECL0BsfrEYv+90uU+wm5xMvrOa+i2DIVX7P1fZUZ9nfBezRU5F5t+X3PbW3LiOV65JpEVubQvlP2ljHwnf60jK6uqmxG7IEAkve2jLu2eSv4pr3WlymRvtW91WoiAS6wKYzOZ+t7eu/CnHaNcn6erwyuwn16dk+PodWx+5xMz+8KP//2Wc9H8zJQY/taGI2MQ6bj+UX9bfRJE6HvkPnViMrAHEZXr9mmWlJMftzrb6O0w0h5j2P3fRUG6VesEwZ9lFQig1a8X3jLdGVwHvW5aI+MW5OijMu0JN8Vxs14TFdgCGX3BJibTM2j7KdYNsotc7QpCHk9bQ4A7ewYXNChO14PAu/qImBVR3ELNa0k9cae6GS/9bFp2nSxetTvEElb9Bui8npH/GQ9E+6mmStjbt/7Rs/brv4176+fre/a2jeJrPdWplcZ0KZv+EYm584M/f2p/arvqflK/t76rt49LXwksP3Ev5/I1YhETa/lvqKl2c8wjltMQ33f1jH3w0Pi7n11Z+itfbQIRGFwhUlkzsJIN/2ZQ2FWrSm+vW5wxLBMSw0W03HFBjW1/nHKCEp7hUFXH1x8fzAxGaD3+Fs/oH1Rg5pBE/Nzlo1SvSYTkunI8EwByDNERFZt0Gsetmc7tmHo/RSMszCuEslZtc1azX8oSb6FaY2T3mEQTw1s8x0GMXn4bXFqC7gLI3Pf/LZaSXyLbVSk5ukqBATHWg26zlFwqT3657938gP2x/uewX3A5mMAh/MmGlIlXa9jwhRglSj2L976d13srw9YFrwMQJ7WMoIeE5FxVZ/t6zQguei9t0c8io8z7coc8mxhukmilQjDSJIK0j5jGxlH7izMKszA655vfaT1XT3m0vNh6lPeZMy97vaPqf3bZ+vzerdzeE5hgH5V7cd7qnnQcK/eO7m9MJHi16rvqgSz9LGMp2qA+vfKa8p3rWxidK33V8bvPbbtoZanouKmqGVvxwLr2v/cF1/ojabg+BJlfvg4K4Pub7f6/xJFCmPyHsdpO16r/lMZ03RblUg/mQwv88P9ampe836ZXGWcJpJXrct27Yf+txKIUgKR6nij+cG41M5k1NEGKYhRmbLfMkv7pU/Nv43i9Pk8C3xsP35ZYGQhdn158WHL9NWe+wST/vkLgAfg6BjcAEzyD/UQ30IaRel/30q9xYBuuloZxy3uveEUhKCyoE1WVFqTvb2+Btm2YhxMbbB9Zz8hqbUXvSVEt4+5eE6NozI3GVlvR2sZgh+Zm/fVtnvvKn/Ud1XmmGf67jefr/wuBLH80LpVxlh9nKUPvg8iT1SPUXkh+FTNt9/9G196vjC44ieqXervS+3vpoBRTG/9ffPvXgFmx96O0UTyapLMPYHZjaSqnCtjTf9gVJ7bVMgL06vnZQjeJ1OozNQUk0mYS5ibsgF/j2M+9Nv7ZWK79uwO85LZTRLBKKPx+TAj7vVZGdwY3xEMgJz+Me+pjFTGVPvot894zY8xYv72ft8hgwvTBffsQ42WNEczpkze7zidjwRDCTODeLJrCDCUqQkzsWbLoqjwzQ0Dcrzvg0wGZJ66Yb4FCPQT2Ldwe7kFLao+t/WZMI2WYWy9Vn/3TJyvc8Otnu8nNBI3j8JgNol8bywQvt67Wgbg71uN9cZ3lefenKj1mXAdq9HIYSjlUxkUXrsbRlh9h5Yz6+/PZl/b4I6+Pte+9PcJtttjbPV8fXf/d6I3++ai97fEHoZQGVl9f71eGbHMw7/1ock4qsY2AjNLWgV+tzAqmQh9dtx+1JxjbuQZP5oobcf2PNzxvcJIRui9Mj/b9x6T8EveWxEK+nEqZs+2sLlRvzK8Uhmm+EMLEywMr5o0ZWiOrebpuZsAHYuGKAwqHtFQr183TNyA/egY3IBN+A/bcG8kyjf37s0J9M3P/LnO1PQSHqp9+XO9s8+Hd8N7W8JusIHt9hP3G9o3PeYNDompx636ZLt9/K9tZZMh9jd7S+bgDRDC8q+9u2X4Q6QY5Jk2X6q21etHCYEtWiYXsxfblqOfmJuJmaOP4fmz+jjTbr3me9ugllv1u5wrcJFBhnG1cKpd8J6cbxlg9aH5W0YlQ/OdEzCVyrT8bb5b1fB83uf6+1CjTr3X6+tUOpGxTZARbzs+6/meRtYyxurblGl5yIzshwyuzrG/LYhh25ZQi+mTtmSWMs0CowJHa+RaAaUw5lLtJODbMv1Fx71Jmatg+sB/dybKD/wUD/YA+4nTrSBRTYLS1Epg+/681SNbzrWE/Wb6nvvcNqe/Dz0GwTXP+1i9nt8tkX+975s7VEnYmzO2rW3algTb8710A/4u97XxlK/r+7xx3Hb7JlinrS0MvHb35oFsnklj5f0pwdfChBfknvKetl19mb4H5pBvPl6P6dNsNRgOWYkld1ZztAwOk56FIgozKuOvDMRKIDKWMJ9WM1QTk3/LTCawKdZr8bu1CeoTfMscp8h5SyAKz9hO1e6uur8izGoUxuXRz9Rqn2v/w+g0lfJJXqbaJMysjL8fBpRiMyXAHF9BBqj8BHwtNCvoNoE7WH91GtxgzXc32g4CAwUBi13f6qjiQDUR33zP62vO5d5yvZpG439rNUavV2ZVNbab229baS3EYWJ9HwNHPDbTNF6vhe78G0GgY3BvBJ3uWgeBDgLvawioyb2dw2CbNzoSogRjk7lVrcz7ixb8Rk+WazzWY4Z5Bo0/zNHiev5+y0FYb/6uQbyjY3CDOOvdmDsIdBB4SxC4yey6JW2kx8g0i7afqr35gn6md6sXWo3Eoz7Ta+9NGNug+9ZuBctbnesY3K2g0p3rINBB4AMJgZtcgG9y4s01sVZDbP2DNwAtzrCbXrAFrpgiZYzc+ubv2ny0Y3BvDT07BvfW4NTd1UGgg8D7EAJvxl6K/vSDD+xmDa+09edhVrd6e2337bZzq7YH6VwXRTlIs92NtYPAgEGgMrA3Y3Q/KFjeSQb0eszyB+1b91w2Z+iODgIdBDoIfLAh8HY1tXcbOsWS2d/LN2HJnY3yLU1Jx+DeEpi6mzoIdBD4IELA0lpvdBjP+EbHra72a2J/Xg1vM29tS8tv3M036uJAX+t8cAM9/d3gOwh0EOgg8MGFwK3LH3xwx9uNrINAB4EOAh0EBgQCHYMbkInuhtlBoINAB4FBg0DH4AZtxrvxdhDoINBBYEAg0DG4AZnobpgdBDoIdBAYNAh0DG7QZrwbbweBDgIdBAYEAh2DG5CJ7obZQaCDQAeBQYNAx+AGbca78XYQ6CDQQWBAINAxuAGZ6G6YHQQ6CHQQGDQIdAxu0Ga8G28HgQ4CHQQGBAIdgxuQie6G2UGgg0AHgUGDQMfgBm3Gu/F2EOgg0EFgQCDQMbgBmehumB0EOgh0EBg0CHQMbtBmvBtvB4EOAh0EBgQCHYMbkInuhtlBoINAB4FBg0DH4AZtxrvxdhDoINBBYEAg0DG4AZnobpgdBDoIdBAYNAh0DG7QZrwbbweBDgIdBAYEAh2DG5CJ7obZQaCDQAeBQYNAx+AGbca78XYQ6CDQQWBAINAxuAGZ6G6YHQQ6CHQQGDQIdAxu0Ga8G28HgQ4CHQQGBAIdgxuQie6G2UGgg0AHgUGDQMfgBm3Gu/F2EOgg0EFgQCDQMbgBmehumB0EOgh0EBg0CHQMbtBmvBtvB4EOAh0EBgQCHYMbkInuhtlBoINAB4FBg8B/A6nHyXZuqZ5YAAAAAElFTkSuQmCC" 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Anonymoushttp://www.blogger.com/profile/05648590017733067521noreply@blogger.com1tag:blogger.com,1999:blog-6454931578151438899.post-68476511944485220772015-10-05T00:41:00.000-07:002015-10-05T00:44:24.770-07:00La Fractura DigitalEn esta tabla podemos observar como África aún siendo uno de los
continentes más poblados (segundo continente más poblado) con respecto a
los datos de usuarios de internet se encuentra en los últimos escaños
de de la tabla (un claro ejemplo de brecha digital). Podemos definir brecha digital como el abismo que se abre entre los bienes provistos en tecnologías de la información y los desprovistos de ella que son mucho más numerosos.<br />
<br />
Sin embargo vemos a simple vista que Oceanía es el continente con menos
población del mundo, aunque sus cifras entre población y usuarios de
internet son casi iguales.<br />
<br />
Llegamos a la conclusión de que África no tiene recursos para igualar esas cifras.<br />
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<html>
<head>
<title></title>
<style type="text/css">
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@page { margin: 2cm }
p { margin-bottom: 0.25cm; line-height: 120% }
td p { margin-bottom: 0cm }
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</head>
<body dir="ltr" lang="es-ES">
<table cellpadding="4" cellspacing="0" style="width: 643px;">
<col width="119"></col>
<col width="121"></col>
<col width="120"></col>
<col width="121"></col>
<col width="120"></col>
<tr>
<td bgcolor="#ffff00" colspan="5" style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="633">
<div align="center" style="background: #ffff00; font-weight: normal;">
<span style="background: transparent;">ESTADISTICAS MUNDIALES DE
INTERNET Y DE LA POBLACIÓN</span></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="119">
<div align="center">
<b>Continente </b>
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
<div align="center">
<b>Población </b>
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="120">
<div align="center">
<b>Porcentaje</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
<div align="center">
<b>Usuario de internet</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="120">
<div align="center">
<b>Porcentaje</b></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="119">
Asia<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
4,032,466,882<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="120">
55,55%<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
1,563,208,143<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="120">
47,8%<br />
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="119">
Africa<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
1,158,355,663<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="120">
15,95%<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
313,257,074<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="120">
9,6%<br />
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="119">
Europa<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
811,555,904<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="120">
11,35%<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
604,122,380<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="120">
18,5%<br />
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="119">
Sudamerica<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
617,776,105<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="120">
8,5%<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
333,115,908<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="120">
10,2%<br />
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="119">
Norteamerica<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
357,172,209<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="120">
4,8%<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
313,862,863<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="120">
9,6%<br />
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="119">
Oriente medio<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
236,137,235<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="120">
3,25%<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
115,823,882<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="120">
3,5%<br />
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="119">
Oceanía<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
37,157,120<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="120">
0,55%<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
27,100,334<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="120">
0,8%<br />
</td>
</tr>
</table>
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