tag:blogger.com,1999:blog-3885875690951288052024-02-19T00:15:30.882-08:00Ayudas Técnicas en Baja TecnologíaEs un espacio destinado a difundir, compartir y organizar la información disponible acerca de las Ayudas Técnicas en Baja Tecnología que se utilizan en el ejercicio profesional del Terapeuta OcupacionalLic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.comBlogger30125tag:blogger.com,1999:blog-388587569095128805.post-82239095951979778152015-08-20T12:00:00.000-07:002015-08-20T14:08:57.015-07:00Curso de PreCongreso: Ayudas Técnicas en Baja Tecnología<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-AR;">El Curso
de Ayudas Técnicas en Baja Tecnología para el Ejercicio Profesional de la
Terapia Ocupacional en el marco del PreCongreso del<a href="http://www.congresoto2015.com.ar/" target="_blank"> </a><span style="background: white;"><a href="http://www.congresoto2015.com.ar/" target="_blank">“IX CONGRESO ARGENTINO DE TERAPIA OCUPACIONAL”</a> se
llevará a cabo el día 9 de septiembre en la ciudad de Paraná, Provincia de
Entre Ríos, Argentina</span>.<o:p></o:p></span></div>
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<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 107%;">El curso Ayudas Técnicas en
baja tecnología para el Ejercicio Profesional de la Terapia Ocupacional es de Carácter
teórico.<o:p></o:p></span></div>
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<u><span lang="ES" style="color: windowtext; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt;">Objetivos principal:<o:p></o:p></span></u></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "Arial",sans-serif; mso-bidi-font-size: 12.0pt;">Dar
a conocer la importancia y los alcances de las ayudas técnicas de baja
tecnología en el ejercicio de <st1:personname productid="la Terapia Ocupacional." w:st="on">la Terapia Ocupacional.</st1:personname></span></div>
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<span lang="ES" style="color: windowtext; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt;"><u>Principales temáticas a desarrollar:</u><o:p></o:p></span></div>
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<div class="MsoListParagraphCxSpFirst" style="line-height: 80%; margin-left: 180pt; text-align: justify; text-indent: -18pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #1f497d; font-family: "Courier New"; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><b><span lang="ES-TRAD" style="font-family: Arial, sans-serif;">Conceptos generales</span></b><span lang="EN-US" style="color: #1f497d; font-family: "Arial",sans-serif;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="EN-US" style="color: #1f497d; font-family: "Courier New"; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><b><span lang="ES-TRAD" style="font-family: Arial, sans-serif;">Incumbencias profesionales</span></b></div>
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</span></span><!--[endif]--><b><span lang="ES-TRAD" style="font-family: "Arial",sans-serif; mso-ansi-language: ES-TRAD;">Marco teórico de referencia</span></b></div>
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<b><span lang="ES-TRAD" style="font-family: "Arial",sans-serif; mso-ansi-language: ES-TRAD;"><br /></span></b></div>
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</span></span><!--[endif]--><b><span lang="ES-TRAD" style="font-family: "Arial",sans-serif; mso-ansi-language: ES-TRAD;">Clasificación de Ayudas Técnicas</span></b></div>
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<b><span lang="ES-TRAD" style="font-family: "Arial",sans-serif; mso-ansi-language: ES-TRAD;"><br /></span></b></div>
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<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Courier New"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><b><span lang="ES-TRAD" style="font-family: "Arial",sans-serif; mso-ansi-language: ES-TRAD;">Evaluación</span></b></div>
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<b><span lang="ES-TRAD" style="font-family: "Arial",sans-serif; mso-ansi-language: ES-TRAD;"><br /></span></b></div>
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y confección</span></b></div>
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<b><span lang="ES-TRAD" style="font-family: "Arial",sans-serif; mso-ansi-language: ES-TRAD;"><br /></span></b></div>
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– entrenamiento</span></b></div>
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<b><span lang="ES-TRAD" style="font-family: "Arial",sans-serif; mso-ansi-language: ES-TRAD;"><br /></span></b></div>
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<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Courier New"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><b><span lang="ES-TRAD" style="font-family: "Arial",sans-serif; mso-ansi-language: ES-TRAD;">Entrenamiento</span></b></div>
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<b><span lang="ES-TRAD" style="font-family: "Arial",sans-serif; mso-ansi-language: ES-TRAD;"><br /></span></b></div>
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<a href="http://www.congresoto2015.com.ar/precongreso.php" style="font-size: 12pt; line-height: 150%; text-indent: 0cm;" target="_blank">Información, aranceles e inscripciones</a></div>
Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-60368435086059116652015-08-04T00:00:00.000-07:002015-08-05T14:22:19.134-07:00Peine con mango extensible <div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify;">
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<span style="color: #222222; font-family: "Segoe UI",sans-serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-AR;">El peine con mango extensible es un
dispositivo que puede ser diseñado y confeccionado con materiales de bajo costo
para ampliar el rango de llegada, o sea la accesibilidad. <o:p></o:p></span></div>
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<span style="color: #222222; font-family: Segoe UI, sans-serif;"><span style="font-size: 12pt;">Según la Clasificación ISO 9999 este <a href="http://ayudastecnicasenbajatecnologia.blogspot.com.ar/2015/02/ayudas-tecnicas-productos-de-apoyo.html" target="_blank">producto de apoyo</a> se encuentra en la </span>categoría<span style="font-size: 12pt;"> de Productos de apoyo para el cuidado y </span>protección<span style="font-size: 12pt;"> personal, dentro de </span>productos<span style="font-size: 12pt;"> de apoyo para el cuidado del cabello y </span>específicamente<span style="font-size: 12pt;"> en peines y cepillos para el cabello.</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnYr30Q6xrvJ_nfh17yplYhbtpXiYwVP5vnabykxgypv2E_2QI5gUpcY0Dme4-JC1HSbXoQYjR6mdfXIaD2PzmfoaFfH8C3axLvkWgAf9U9Dx590I-3fjw0zuocOI1KsZJ9Ep55AwsbWKB/s1600/Peine+de+Mango+Extensible.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="246" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnYr30Q6xrvJ_nfh17yplYhbtpXiYwVP5vnabykxgypv2E_2QI5gUpcY0Dme4-JC1HSbXoQYjR6mdfXIaD2PzmfoaFfH8C3axLvkWgAf9U9Dx590I-3fjw0zuocOI1KsZJ9Ep55AwsbWKB/s320/Peine+de+Mango+Extensible.jpg" width="320" /></a></div>
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<span style="color: #222222; font-family: "Segoe UI",sans-serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-AR;">Algunos de los usuarios que se
benefician con la incorporación de esta ayuda técnica son aquellos que
presenten alteraciones motrices tanto limitaciones en el rango de movimiento,
disminución de la fuerza muscular como problemas de coordinación motora, disfunción
en la calidad de los movimientos, etc.<o:p></o:p></span></div>
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<span style="color: #222222; font-family: "Segoe UI",sans-serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-AR;">Los materiales utilizados para la
confección de la <a href="http://ayudastecnicasenbajatecnologia.blogspot.com.ar/2015/02/ayudas-tecnicas-productos-de-apoyo.html" target="_blank">ayuda técnica</a> son familiares, accesibles, resistentes, fáciles
de lavar y con criterio estético. Se puede utilizar madera o plástico resistente.
La elección del material puede bajar significativamente los costos de la construcción
y permiten la personalización de la misma.<o:p></o:p></span></div>
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<span style="color: #222222; font-family: "Segoe UI",sans-serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-AR;">Extraído del catalogo de <a href="http://ayudastecnicasenbajatecnologia.blogspot.com.ar/2015/02/ayudas-tecnicas-productos-de-apoyo.html" target="_blank">productos de apoyo</a> del <a href="http://www.ciapat.org/es/catalogo" target="_blank">CIAPAT</a></span></div>
Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-17384650594626759332015-07-21T09:42:00.001-07:002015-07-21T09:42:26.545-07:00Manual de Procesos de Elaboración para Ayudas Técnicas de Baja Tecnología<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Muchas <b><a href="http://ayudastecnicasenbajatecnologia.blogspot.com.ar/2015/02/ayudas-tecnicas-productos-de-apoyo.html" target="_blank">ayudas técnicas en baja tecnología</a> se
utilizan en el ámbito escolar</b>, el objetivo es que los alumnos puedan
desempeñarse en las actividades diarias de la forma más independiente y
funcional posible.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal">
<div style="text-align: justify;">
<span lang="ES">Este <a href="http://www.ciapat.org/biblioteca/pdf/1020-Manual_de_procesos_de_elaboracion_para_ayudas_tecnicas_de_baja_tecnologia.pdf" target="_blank">manual</a> tiene el <b>propósito de acercar a
los profesionales de la educación la posibilidad de construir de forma sencilla
elementos que facilitaran su práctica diaria.</b></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: center;">
<span lang="ES"> </span><a href="http://www.ciapat.org/biblioteca/pdf/1020-Manual_de_procesos_de_elaboracion_para_ayudas_tecnicas_de_baja_tecnologia.pdf" target="_blank"><img alt="http://www.ciapat.org/biblioteca/pdf/1020-Manual_de_procesos_de_elaboracion_para_ayudas_tecnicas_de_baja_tecnologia.pdf" 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" /></a></div>
</div>
<div class="MsoNormal">
<br />
<u><b><span lang="ES">Ayudas técnicas que Presentan:</span></b></u></div>
<ul style="margin-left: 120px;">
<li><span lang="ES" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span lang="ES" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">Apoya pies para silla convencional.<span style="mso-list: Ignore;"> </span></span></li>
<li><span lang="ES" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span lang="ES">Asiento esquinero infantil.</span></li>
<li><span lang="ES" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span lang="ES">Cuchara adaptada.</span></li>
<li><span lang="ES" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span lang="ES">Estantería / Calendario de
actividades colgantes.</span></li>
<li>M<span lang="ES" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">antel bajo relieve.<span style="mso-list: Ignore;"> </span></span></li>
<li><span lang="ES" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span lang="ES">Tabla de bipedestación.</span></li>
</ul>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Se describen los materiales necesarios y los pasos
de manera muy minuciosa para que se puedan reproducir.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br />
<span lang="ES"><b>El diseño y elaboración de las ayudas Técnicas
en baja tecnología debe realizarse por profesionales académicamente preparados</b>
que obtengan todos los beneficios de estas herramientas y se cumplan los
objetivos terapéuticos.</span><br />
</div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Manual publicado por el <a href="http://www.ciapat.org/es/ciapat" target="_blank">CIAPAT</a></span></div>
Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-42613833256169550232015-07-07T10:48:00.002-07:002015-07-07T10:50:20.928-07:00Lihuén en las Jornadas del Ciapat<div style="text-align: justify;">
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<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Las Jornadas de Actualización "Tecnología,
Productos de Apoyo y Servicios para la Inclusión", que se realizaron en el
CIAPAT fueron muy interesantes, se destacaron las charlas de la Dra.
Santuccione ¿Cómo adquiero los diferentes apoyos?. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Se Luego de las ponencias programadas durante
la mañana se presentaron multiples empresas de diseño y creación de productos
de apoyo.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<span id="goog_394266376"></span><span id="goog_394266377"></span><br /></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjormZixNuxhsIu5TsRNaAuSL4pGkOuWdMjrC2dKjb5V4MDgcnnwxy5yo_g-TwqCODOBGpisgyTz3xB6f0Hxsv5WpaVDC5tU93uW2zcBMgrfDIMk-TcETZMfuAxnkB6PAJlZfpgkdccoJYL/s1600/ATBT+-+jornadas.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjormZixNuxhsIu5TsRNaAuSL4pGkOuWdMjrC2dKjb5V4MDgcnnwxy5yo_g-TwqCODOBGpisgyTz3xB6f0Hxsv5WpaVDC5tU93uW2zcBMgrfDIMk-TcETZMfuAxnkB6PAJlZfpgkdccoJYL/s400/ATBT+-+jornadas.JPG" width="225" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
</div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">No podía faltar el stand de Lihuén, coordinado
por la Lic. Gabriela Romana, dueña y creadora de los diversos productos de
apoyo en baja tecnología que se pueden observar en las fotos.</span></div>
<div class="MsoNormal">
<span lang="ES"><span style="mso-spacerun: yes;"> </span> </span><br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_sVf2fpWLBrfxxMpdGy426orSCR60Re6YaKfQKuIz-KKE3KMhR87pUcgZ3ncFgNhWv2K0w7lD1qpqERK0F1iH24YpBkO87heHGPkSBf7l4DxuX7uWPc-GsBuo0uSpAalOMoRWr8xqUFuW/s1600/ATBT+-+Jornadas+1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_sVf2fpWLBrfxxMpdGy426orSCR60Re6YaKfQKuIz-KKE3KMhR87pUcgZ3ncFgNhWv2K0w7lD1qpqERK0F1iH24YpBkO87heHGPkSBf7l4DxuX7uWPc-GsBuo0uSpAalOMoRWr8xqUFuW/s400/ATBT+-+Jornadas+1.JPG" width="225" /></a></div>
</div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Para
más información sobre los dispositivos en baja tecnología que favorecen la
independencia cotidiana pueden contactarse por medio de estas vías:</span></div>
<div class="MsoNormal">
<span lang="ES"> </span></div>
<br />
<div class="direccion">
Mail: lihuen_atbt@yahoo.com.ar</div>
<div class="direccion textBrown">
Telefono: (+54) (11) 1556046123
</div>
<div class="direccion textBrown">
Pagina web:<a href="http://facebook.com/lihuen.atbt" target="_blank"> http://facebook.com/lihuen.atbt</a>
</div>
<br />Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-15227874745582409302015-07-03T18:11:00.003-07:002015-07-03T18:11:43.878-07:00Exposición de Tecnologías y Productos de Apoyo <!--[if gte mso 9]><xml>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-AR" style="mso-ansi-language: ES-AR;">El día
martes 7 de Julio a las 12 horas se llevará a cabo la Exposición de Tecnologías
y Productos de Apoyo en el centro de referencia <a href="http://www.ciapat.org/es/capacitacion">CIAPAT.</a></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-AR" style="mso-ansi-language: ES-AR;">El
recorrido contará con innumerables dispositivos que mejoran la calidad de vida
de las Personas con Discapacidad y los Adultos Mayores.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.ciapat.org/es/capacitacion"><img alt="CIAPAT" border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFbQYphercKetDv1kqkFU3e0A4XX80aqAsQe9OnfNsdGxbwpZ_hyimULOY3povKsaLdVSujb00Rjh5czGuXkmrZrZQ7dzWRk2nd_yi27o85pjj9OKe2VA44aThPejeECZ0WTNwpvOo3tov/s640/Jornada+PA+-+ATBT.jpg" width="355" /></a> </div>
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<br />
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-AR" style="mso-ansi-language: ES-AR;">Se podrá
conocer el funcionamiento de los diversos productos e interactuar con los
diseñadores y realizadores de los mismos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-AR" style="mso-ansi-language: ES-AR;">No se lo
pierdan!!!<span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-AR" style="mso-ansi-language: ES-AR;">Dirección del
CIAPAT: Sarmiento 1136, CABA</span></div>
Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-68322521700242577712015-06-05T02:37:00.002-07:002015-06-05T02:37:39.605-07:00Jornada Provincial Tecnologías y Productos de Apoyo<div style="text-align: justify;">
<strong>Jornada Provincial sobre Tecnologías y Productos de Apoyo</strong> es un evento organizado por el Equipo de Investigación de Lic. en Terapia Ocupacional – Universidad Nacional de Villa María.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: center;">
<img alt="" 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q4Xs3qnVXeFgbm3zvGrYOqhciCqsP3XC1QRqNsu3he5AYUFbQfvm2URVDEsOh5C4C3aFY7g+OnGoK+3nQU95wA0S/fIpc82hzpdKwADlwU7zpXJf6MJh98zdlfdG6l1JAb0nM6SBThmF3z/k2dcMSw7ud75Tpni+QcrvcHQ9UZ+K1U0QqoZTBYMZTZMgrrth2sDNjomgK5jUfszcs3gnEg1g6/MZubGlHN0Enl9WMF4cXrKvZzcgty8/Oycezm5JYXFF8+9ORwxTFlSZWdp+wyOp+dwXO378brAD1b5mlnGhjPEYOD69dbT3nElsNILDFy2oXDvrPYFHUcSrxvLklEF/ffaphyu5IOR+7tr/D5dHwTqdnTB4OcbgsHQ9dhZxmr7W7DC84MVKLqwHwzddodSDoVQYYllWHINkdeNmPQMjnrOlmGpYIZ618yLyFaQuV3zLXxA2z4osQyM3T/fGOJxveiDtf6g62gZmb7sSLTmwYsLdoer7o1c6ZQIes4Z0lGVw9E/bDl9MV0KGnYbPbF3yjsQHKmiIQyr+/1VPqDncj23+bstp3VPXgu6y4Sllo6X8uiSYQK3J71ubOmucDB0c7pWeDg0BYzdv90SusrpNhi6bnXHHAyhgrH7+xbeW9wSwcRd83B0Uce/YtOloG6zYMsZ9+vFoGW/I4BsfSkHNOyTKmTfbz0D+i438po+3hCodvCC6r7IZQcubnBI+GxzyKGzDDB0VTkcXdLxL3LNYG7rz6WK31X2RICu0wVGrX1sIWjY4dk9YOj6/mpfTv/0Byt9EHekikbINYOk6oHMpinj41fAwgdMPHb5ErObH5P4A6SaQVL1wCtckl+WMp1YwXhpJmOGxdy8ezm5ZcWl0edC/3k4/ugPpp6g56J9ICoiVQJGbmDuDdoOYO6taxmbWPYQjNxAx4nE68KyZDi2giEZso3JBmMP5C8IvjuaUtP/xYYg+NEftOzBDPXOSq8ouuhqTj0sO3mWxA+nCUDTflcAMUU08CqO4alghnrHzIvAlpM53QiOgTfLYIUnWPiAlj2Ye2kdjs5vmfpmZ9iCHeccLuWBvov+8Stg4EridH9o4W3ulJDXPAnG7iq7wxOKHyA40sTDeLbio1W+YOBylswHPefj5zPJvF7Qstc7GZvdNIXndM/guNoX9J1BzwlUTp66kL3FlwArvUDPGYzcwQwVgmUfD0sFQ1fNwzHFnc+vpdeDus0XawMSC+6Duo2e5dX17uh5Zqicxqlvt4SCvsuNvMb56wPVD8ccCUv/wMJb48D5L7ee3h+aAoauakcvF7c/I1UPpEhGs1ueLNsTAbpOMRkNa+ziYSVKODq9bG8kGLqmikfnr/IDQ9e4gvtU0TCpeoBUM5haNxGEYYO+Mxi6JpS0U4XDyYIh0mujQ9LsIHKGzuoBohKmeOFEWRajKP9eUf69orz8gty88pKymLDT/zwc1WxwTEV242ha3UggngP6Lir7LxwNY4Cuk3V4KrayA4zcQdOezO8m8nrOk/i+SZUnL2SCoeu6UzeK25+kSYeLHv786dpA0HXyuVMxb7UvmHjkNU3YRGeDpv02b9xGTwysQOnsv5AiGnils7aKygJzr3fMUASWHM+Sf2DuA7qOgXerwMjth51hVhezQNdpqxe2TPbL1zvOfbw2AMeUgbHbB+uCYAXqalYd6LuoH7380xn6h2sD3rXwjk6vAwPX7zYFM8QjSVWdYOYFpp6o+GLQtF/jeHtPYDKYe3+9PihFNETg9qQhOJp4rHe7e+gsPYIiLO/+Y4X9LdB1sonKWrr/Ahi4UGoGf4pMB30X9UMXS2TPL6aIQcP287UBqbVjYOrxzc4w9f3nF+yOqOz64+tNIaDvEp/fOH994Pc7w+nCYVCzmbc24JvtZ06dzwJD1yUHosrkv1EEQ36JFZeyG9UPXgQ9pyiG5ItNoe+vC7CPzl2yJxz0XC5lSD5dGwiGrnH37tPEo+SaoWTBEEU0zBAOw9ITsNIrv/VJsmAIEXm2MLerjOZcZ40AihdOlGanFebfQ1SUl19RWv7Pw9HABdRsbxc/oAr76eKB0GQ+6DurHriAqegAfZf5a/1zGsfB2A1UTpHZXWWyX5buiYBvjyBTmdWW17Iax0j87lLZr5+uCwR1W1yVTO/YJVC3jU4VG568BitRsPAYLDgKFj7vmHsTuF1YlhzPlhc9fPLd9nOg4+h7u+KjVX6g74xny3EsOaxAgYl7JEUABq4/7DhH5HSBsdsHFr45DePf7Aybv8Yvv+3J8sPRsNL7gzV+HrEFYOQGy0/B14fAxB0M3XwSysHEY8Gm0LzmR0nlHaDv/P22M3sCksEUBYuPw7eHwQwFxu4JxQ9I/L6Muomlu8JB1+liel12y2OKcCirccrMIQE07U5jOMfPZ4KG7ZEz9KuZjaBms2BXWFXPdBCWC1r2X28/W6H4fen2s7DKF0w9DoXSCtt/RXCMy2+cvz74661n2P3TCzaHgIXPl5tDz5IFoGn/9ZbTrP7p9PoJWGb5yfrANY63Qd/5NI4Huo6g6wRfHQB1G1jhaXM+65stp8HAFV0pz237OaPpEblmkCIapnD7YZklmKFymh69QuG/o3OmsmZwdmY9VpGbXlxQVHSvoOheQWH+vYqyiuiws/8QHJ1euKOR2/Fwhl1Mtl101tGINDB2X7o3nNX9HEw9YPmplJr+ZXsiwMTT1DYuIKkKTDw+3xDkdqMQjNyX7410ib1nHZURgmV+viEYNOwuZ9Z53CwBfeeVp258uiX047WB6aKh/MbJTzYEgapNfH4zubonnCI4HEoFCx9QtcGWP/xu5zkwcNkTQDp4hg7G7gu3nYm/1wr6zt9vPVNw//E3W0+Dpt3VrPof9l+Yv8aPIR4MTKoCPeevtp4xsboO2g438prKOv613gMN+i7rXO68u8b/0w1BqLjixXsjQddpbwDZ0Oo6mLgnc3uL7z/VOHoZNO2DsewU0XBG/cTSXRGg63yOIqCKhvHc3szGqZUOCaBlj7pRkljaDpp2X2wMYUhGwMAFVqB875ZrHosBXac9fuSq3unVzonI2Po0sTqr8dE3m0MRd/x4feBX286wB6YtI9LB0PXjtQEZ0nHQtIMVnqhbRbv8iaBhd/RcqoFlLKzw3ONDAE07+ysFlV1/RFDEoGWvsj9K83AMmKF2eOMPBVMPBibntj5NFg5RuAOw7ASsROU0P5rrqZFOOVkwRJotzNW8jileNFGZl1FcUFRcUIioqqLqSsQZvYVvFMeyjp9Byx4WnwjEcUo7foFlVmDkBpr2oG4Ly6wW7AgDHcevNwYVPHy8xj4BVE6tto0jc7tAxQr0XEDbAX44Hoxj2V/OAzVb0HcGdVtQtflgle88cx9YcDSSKrhT/hDUbUHHCbQdtfdEpEgGc1smlu2LhCWWh8/RsxrGjoYzYOlJMHKbZ+xOE/ZHp4hg2UnQcwY9J1h8IoImvJJVD0tPfrrKN6dlcrc/EZacNLeO+3ZPBBi6kvm9ydW9YOAKBi7IiBbH6aGJhzxvFMHSk2DqDoauoO+C/Fm+XR9IEwyAtsMn5t6pkpHspqmt3lhYdNzM5mZ2y6P0+olv1gfBYstQIp8qGibw+rKbH+tZxsKCo47RuTktT+aZuMHiE9fyWo6E0mCpJfLg4B0D1xTRSHrDhOPVQlhqCRq2dyoUafWTH5l5wVLL2GwpmLi/v8q3uPM5idcPi4+DgUtRxzOr8HRYcgK0nUDTDnQc8tt+/n5TKOg4gIkHLD15nlGbXj9FqxmCbw6BoQuYeICBy8yTCNVT7L5pimgkmdMHX+wFLfvc5scU4XCycBjZkoXDlLnya1MZZWRxoomq/MzSopLSouKSwqKSwiJmZdXliHN6Cz95Yziiqzqpwn7XawVOV3Lj7rVQhAOuV3M944tQ8UWo+CKPGwXBGKb7jULfxHISv+dGbqNLbJ77jUKKoI/AUhw8Td3pT4zNqmdIhqLTxK6x+chRnnGFAXcq/BJKnC7nxhe2Jdf0eccXe8YVul8vCCdXE7hdeE7XxRSR89W8UDybXN1zMa12uy/+0BkagaPAseVkQf+togd7g5P3BCcnFN2niftvF7W5Xs33vVVG5HXfKmp1iS3wuV3mf7fCK74Ez1FQRQNnsCzPuCLPuJKAxAoSv5fI60ksafe4Vuh1s9TnZpnPzTKv+JIohiSneTKpUuZ6Nf80jksVDJGrB24WtLleLQhCsyjCIYpwKDCJ6XG96HZpR7JgkFg9QBGPhCcL3K4VXstuSa2bOEvge9woimLU3nv4ayRNvDuAbBOTmyYdpwiHk4VDRHav+7WigMRKumSUKhoJuMtExZXg2D2+iVXBaBZdOk6vHQvFcn1uV9IkY7ltTy9n1u8JolhFZWc2TKY1TIZgOb63K3xvV3rfKiPxByiiYZp4xDehwi+xwu92hX9ipX9ipV9iVUBCRUbjo2TBUHLNkOvVAp9bZSm1o5RZBP+dEFjJs501IpxoglmQVV5cUlpUXFZcUlpUzKpiXokMe5M4IkSS+N0kfg+SMyDxe5RF5HUjW+QBt1JZTqnppQr7kYfReI7ilaOI/G5SdQ8SdEBOQuL34DkKdBWSkOgi8XvwnC50lQzPUVAF/dSaPjRbnsRSJDHlOG5XsmAgWdiP5ygwTDmOrSBX95F4PWiWHMvtThb0kav7yNW95OpeHFuBY8mI1X1k4RBZ0J9c0z+XOaUKB2miQapwRsk1/XhOD5HXSxMPU4RDSLaFLBikiUcQLyTw+qjiEXrtaLJgCJmQEvn9VNFwimSmJqV2jCEdp4lGkMfKafUTaXUTcz8zRTScWjfBkI4jPzldOp5aN0EVjaTWTaTWTSQLhijCYUbdRGrdBIIIvXYss+lRev0kRTicLBhiSMfT6icRUUUjiNLqp9IbEE2mN0ylN06lNUxRhMNU0QhVPJLe8CitfooqGkHO8Bf6U0AJ4klWYU5ZaVl5aVlZcUl5cQmbybp6/k3jiGHKEESUy0qSoas6MVUvHuSgXyq/CPi8dpRMqbFMuTGGKcMwX9pFV3UkMWXKbxGgZ2JBM9kwNLMTzZInsRXY2TwilqXAsRVYpgzN7sawu7HsLiRhOpeEVY4hIowi4b+ZuJfSzeG5XMxcCkG5TOT3z3Vzc5/OjMxeniLMKVkwRBEo/faCucKrlMyR96eaOwNVqFR++dO/PgOiP6WTIJ5kFeWWl5bNicPixF74B+D4ZpVU1aGcVkSiiq/kFJPYCjRb/kpaG8uSozndWM6LAKLyiynKIL4UtH45rKUM39zu3MPfF3fslChURhCZRvxbE/pP4PsrLv9f1fwF5chUhleaX1FWUVFWXlFWUVZaxmFzr14I/z+NI/p1FqtkL71CwOxEs7swrFffX8GwuzCcHuVsLOKIL4exuwhKiWjCnzkiUckFZx6gIYDWDCrHDpSNkIRsqwfINYN/Plb7TxCk/IVmT0gTDlNfvgRVOPxSsz871V9flyie4pcWsMoqqioqq8orKsvLeVxebFTE/10c/8wXlfLbSHgbCcwqsYhlypD3U/9HUyRyZnLXBKVQqrIjKgdXlfvluQZ/cpekZhCxw9cRnNsiDvQ3+aMKh2mzUi7ThMNU0QhNPIoIOVZ596Vms9Qqn+qvASWKJ3llBcxyJrO8kllWwSyvrOHyr0dFvuGZNYHTReR2EbldyE1pJOaN1BC5XXi2YiYeO9tgpp4zkwMnzLbEMOVzRxG5XURu99yZZ9srDxY7sSwZsaaPVNOHZnWhWQo8r5vE68ax5EReN4nXTeR1o1nyJJaCwOlCZi14TheJ10Pm9xCq+4n8vtmX6LrwnC6KYCBFPESu7pt5c4XdRakeYIhHKIIBIreXWD1AEQ4lCwZn5iui4dS6cZp4ZA47BESKcJgqHqEIZ+YxKZJReu0YvXYsRTJKUbppQq8dS2+coteOz8xIJGP02jGGdDxVOo5MZZAt8pMj85jUugnGXEE6niadSKubSBGPMmrH0+omUiRjNPEoQzqeWj9JEwt5qf0AACAASURBVI9SRaP02vHMpsfpjVMpkjFlBP8jzeArHKYp++sslBTRCEE0VV1RwKqqZFVVMSsqmRWV1VzBtYvn9RbOfzM4oqs6yfyeQDzHD1Plh2X6Y1h3yx4ypCMRdKFPUqU/lumHYUWn1WY2jt0pe4i6U+GLrkyqaPe6W+GLrjqdzMdzFFRhfwCmyg/DRN0pw1TJvO9W+GOZiHySKsOoNX6YKn8s0w/DjEwRpNeNvrhuTe/dSvmpC1m2MTnE6l6yoD8Ay/K8XYaukgXgWP4Ypj+GheN2EXndl7PrfdFMr7uVt0senCbz/XHcADw3GM/Fs7pmog/SUff4kpORGZcy6jMbxnHs7pzmx2fJ1ZaRGWFUYW7bzzdLOnzQrNMUIUU4lNv25GyywCoywx/Nzm15PGOKNYNU8ci1gvv+WE4kQ5pSO0quGQomVoeSBaFkwTmKkCYcSW+YpAiHCx8+O02qsTqfHUYRFDz8lSoaOUMRnk4WnqEIz1CEIeSamKzGIAI/jC5Ob5wiVw8G4XlnKcKzyUqiCM9ShcGkagyr53xaXSCBR+D2p9VPXsxqDCTwKMKhvPu/JFXI7aJz3W4UZzY+QqbnNPGcENpe2f27gCrTSRRN1lQUs6qYrKoqVlUVq7Kyprr6RvSFN+aO6KrOvObxT9cHgYELqNuCpgOoWEXg2Os90aDtANr2oGoDmvbrnBPR5Q9huTXoOsfmNiK3uz+y8KEJ++miAdB2BCM3WGqVWHwfNO3AyA207EHLHpZaqR2IAj1n0HEEVWvQdtA4EEUXD2KYMhxbcS2nCbTsQdsBtOxB1ylVNPDuKh/47sit/OZ5K73AwAWWWt4qbC24/3jZvvOg4wBLLc+S+F9sOQP6zqB2CjTtQdU6AMPObJh4z9wLdByRZPXxiPQK+W9rHRJAwxY07EDVer8fMZIugR+OfbM5pKLrj7W28TNBdy0Hjf0XcpofI3Gs3NYnOseugKbdR2aozIYpYvUAaDuAvjMstQQte9C0i8ttLep8rn80BjRsQcMG1GzWOSZUdP3+ERKw0LQHDVtYaml0OBrUrUHTjszvxzC7Yakl6DvPnMrQBfScQMcB9J1BxSqIwFPfEwnLrTa63uWPTBscvwpLLdNrx4KxHFh2EjTtQMcRdBzpktEUyRhVNEoTjSaLRmmiEZpomCIaRWqoSm5HFY3QXgX3L3gdIYqnRFUlHBaHw+RwmGw2kyWoEdy4dEFv4cdvDMfc5vHvd4WDoat1VNY+fyKs8HzfwudgKAWM3NZ5on3vVICJO6hYxaRKwMTjXXOfuHstYOT2/oYg0LSnCwcuZUnBxAN+9Ac956TSdjDxBHOv/adpe0Ooe0IomzwxYOSua3X9DJELK71A1foMkUvgdWc1Ty7YeQ70nfcFkLf54EHFao3V9QV7I0HNJrGo7dONwbDOH3QcQnCc7Ibxj9f4fbQhGHQdI2miRQeiQNcRdbNkEwoLxu4qe8KPn6ODvvOi3eGOl/LA1BNWeMRk1IOu04frg7xvl3+yPggWHrOLyQF9F9VDUXdL2kHL7l0LH6+bZR9uCAJNu1ACn147Rq4ZSKub+GZDEKz0BiPXu+WyZOEQmKHA3PssRbjGMQEMXNQPR1/JbAQ1m882BofiuR9vDAIdp6SKzu+3ngFTz20+hCPhaQfOMhyj80DfGYxcXWILUkSjoO2wcEfYPk/s11tPg7m35sGo3e7orzaGgIHLGYrQ4OhlsPB5byWK1Tdt4ZgA+s7ptRPzzLzAxN0yIs3IMhYMXVc53CqW/04Vj9Ek41TJOG1WSJkqVpJknCoep4hG50QVI/jOYfoSkUTxlIhVyudweWwOj83hstgigTg+5oLuG+ysZ3DUdQzHs7MaxsDQFfSd17veBQOXI+fo/MHpH3aGgaGrbWQ6rPSawVHfWf1gFKha3yxodY0rnr824OMNQaDnlFTaDiYeYOyRWjtEFw/mNE2cvJABek6rXe+yen9bZX8L9JwPh9Ao4kFydf88Cx8wcMlumkyvGzkenpZVP/rJphBQs7lT9ODjjcELtp6ZZ+GzL4RC4HaBkduS/RdAyyGSJlp0MArUbBLyW4i8XjD1mLfWf/76QNBxCkpiVXb99t32c2DgsguVBLpO230I1SPTF1Nrz9PFYVQhaDsYnIw9eTEbdJ3MbOPFk9O7/Emg57za8XZe21OqaORuhQy0HUxOxoK6bQiOmyqdgBUoMEOlSsYwrB7QdVq645y5QwJoO/gklHEGp93iS+H97c5R2Uv2RIKu092SzsKHvxZ2PLtT+BDUbcDCe+GOsznNj0H11A4/UuMv0+aOCaDj4BZXLJycNj16GXSdzySLDI5eAXNv0HOKL7y/1vUuGLndvvcAllu9t8q3qnf6VnEHqFu/sxJVLPt9hrb/STSlwgyy4nGaeJwqHk8WjVJFo8jYkSYaoYlHiZKpWnZ5NZfP53ARKCVCcfylKN0F/wAcL5D5OQ1jYOgGuk4b3ZNA3+XkhYyGx9MfrPYDfRfHy3lgNoujjuMqhwTQd/G5U7HJA6114ML8TSGgO4ujqQeJ243nKGjC/uMRaaDntB6FaXg0vXz/BdB3PhGRliwcSK8fe2+VD5h66h67jK7oKGr/mSEZ+mRDMKjZ3Clq+2h9oP6h6M83BRtbxYanCN9f5aP2UzRo2c/gqGqdVPyAzOsDI3dY7Qdr/EDL/kqa9F7bz8sOXARjd5NT12GlF6xAuVwrLOl8nv/w12AcF7QcTKxvbHBPAgOXjZ7Yiu4/rKNzQNdx2aGLOS1PGHXjITgOqFj5JzFBw3ajByb/wa+wwhNWoorbnyUUPgRth+93nNXcFwl6TmepwpzWn6k1g7E5LYUPfv1mcwjoO9/Ia8tomEqrn7yZ3wpqNqoHo0Df5UZeK2jabvLE8oamTWxvgo6D/ZW88t5pw0PRCI56P136dGPw/PVBGz0w+0OpYObplVAJ+k7z1/pXdE/TqwdhiSWYeqRKxuiScZp4DFGKeCxltvBSpZJ30l7DlKbsppJximiEKJ6Sciv4XF41l1fD41dzeVJx7c3LF980jjvDwdRznUui1k8xYO79noXPgVAKmHou2BX+w84wsPCB5aeSSh6AkfsMjtoOh06nwArPU+fTP9kYvMsX/9nGENB1nOms1/iBnjMsP7XDF29/NR+M3L7celpl3wUw94allvFFbVhOd7Jw0OFSDqjZwkoUaDuY2cQVPXjyyUbEHds+XBfwo038skMXF++OOHKGobE30sAmDjTtZjprI7cdPnjVg1Fg7v3xuoBPNgaDln10mrTgwa/qR6LB0PVwRJrarjAwcgMjNzB0vZhWd55eC1oOBqeur3RMBH2XzX6kcvlvTlcLQNfxh13hWU2P89p+XuuGftfEg8zrASO3hTvO5TQ/gZVesMrHwPL6PAtvMHBd73pn+YEo0HO6lNUUnd7ge5cZgOHcKny4cPsZWO2HpDS+2xJK4/XDD8dso7NA3XZ/MAVMPTegcNyRaRO7GRwreqcND0eDrvNZilDvyKWvdp5b43Drwx/9N3ph3jP3dr6cA4aun6wLYPZN00XDsOwkGLsn8wbpdVNz5kernaDVTtCQgmScOrtLFY8hUiaVipT/zDgJtY/reZUCfnUNjy/gV1dzeVKJ9J+B4xo/0HECVRv44fg5cvUOfwKYocDYDVZ4go7jzXtNCcVtYOA6g6OGnUdi+Qc/+q88dQNWeAQmVc5fF/gCRwtv81PXjX665Ha9wCYmB0w8YYUnGLmBrnMQlp0sHESzFHeZstTa4cCkyvfNvMDIDfRdDgdRkLHjnaL7H64LWHny2oFg6pcbg1QPXNjqjTd1ugUadudpokX7omCNH2jaw/JTsOxkBLn6643BoGkXnV5X8PAX1cMXwcBldyitqP3ZBudEULcBcx8wcPW6VQJ6zoZW1y2cE0HfZYsfqaL7D4cr9+ZwzGl+/P2WM+qHL8qmp1X2RICpJ5GnAHMfWO0LOg5g7q1yIKpc9vyL9UGg73yruEPv+FVYcgLUbY+dS1M7cAHMUCbHr1pYXd/jSyQwe+D7I4Folsq+819sDv14XcAGDyx/eBbHy3mVPdNGMziK9I5emr8h6HJ6PajbahyJ+dDCxzE2H8GR1T+dKh6EpSfBxJ3CG0itm6LXTiBKqZ1ImS3MbZEC7RXNIajso7M4EiWP6/lMYXWNsLpGwK8W8KvrpXW3rkS/aRx3hYOhq+PFrKg0CYXfm9M8tsE9CfScPG6WmlnHgYZtGLUmoUgJR007+2v31jrdnr8uEJafovF751n4zOI4M3ZMEfenSYePRaSBntPuUNqRUBpo2jtcvUcRDtxlyQkcRV7zJFU0kNs0sTeQDCYei3aHf7XjHKjP4Kh/KDqUwAdTTzD18L1baWgXDxq252niRfujQMfB93bZ5ezGVMlIbtOjz9cFgLrt5TRp/v2ni/dHgY4jKqGsouu37JbHZF7fZ+uDwNjNwu4mmHiY2sRv8cKBgctGD2xV3/TJC1mg66RyOPre/ackfj+YesBqv4/WBcAafzBwuZgqfWe173sWvpjKdjB0+XZLaIX8t0VbToOu04W0+uv5909EZIK6zamLOaoHLoCu090yWUHH87z2f8XntcJ3h4PQTLcbpaDvDKaem1A4/vBsZ305r7Jv2uhQDOg6naOK9H+69I6FT0nnczD1hFW+H672DcXyQMdx/tqAqp5pCm8QllqCqUda7RhDOkmvnaBLxl9s/4ZSZoXQiTgrVTKOWCZR/LihmiWqEYhrhMJqgbC6prGu4daVmH8AjrqO53AsqrAfw5QxxIMbPZJAz+nE+XTfxArQdV5tfQNT2aGEo/2JqCyXa/fA0BVWonIbxt5d6f1i7GjsntM8kdUwVtz+5FR0Fug6rUVhYtJrQddJdXc4TTKEZ8svZ9aDodtWt7ulsl/vVHSCgcvi3REzOBa2fbguQHvfeXSlDIzcQN2Wwu3RPhkLGnYzOKpZx+c00yWjRF5fbuuTJfvOg44j6lY5f3D6uy1nwNRj2d7zoGlH4vWJJqaRMa6F/S0w9dA5dsXndgVo2RuejG36ZXqHHwl0nda53i2R/xadWgfa9h+u8f9ifeD7q33B2O1YGOOTTcFghsqsm1y0Iwy07XFVXUanboCOo9PlvOZn0x63SkHN5lRUjuqBC6DjSGB3VfZOV/VP4yoU8N1hz7iijIZHoOsEph6bUXje6Iw7OlzJq5rB0TmMKtI/eglWerN6pze53oGVqHfNUGRmNyw/NW8litM3nVDSARo276xEVXRPz3SytRNUyXgK0lO/rBSl7Qte/wzcOToJtU+aatgigUBYUyOqqRHV1DTVNdyKfbM4No19vzsC9JxCkyqR9/oY4sGNHmjQdzkSxiCxFcjkBl/VCUbu71r4xhW0gJbDkYi0y5lS0HfROxSd1zL5jrn3zMzaFAWrfXVPXNE5dlnrSLS5YwIYu69yv5tRNwZmKNC0T6roIPK6MVUy0HYAY/cNnuivtp4GQ9cdHkkL918Adds7xQ8/XB+ktS8yp3HiAwsfMPEobH2sceIKaNqfp4kXHbgI6rbXshqQRywM6Zjz1Xug5fDJhqB1rkmwAvXZuoCjZxmgZf/l1tMbPdFghgJ9Z9drhWDgsvzgRWrNIOjYw0qvzSjc+z/6gZrNRUZtUcezI2GpoGJ1kSFh9k1HJAtAy179SMwX28+CmVd28+M9QVTQcdgdlByTXgdq1u+Y++wOTH7HDAU6DtYXc1UPXgBzb82fYvQtr2n/dPlgAAVUrd1uFFb2TesejgEjt81ehJrRaVP7W6Dr6IjgePgS6LuEUUX6Ry+DuU9Bx/Nbxe2gZg1mnrnNT77bEAymHmZ2NxfuCQc9pz0+pMLO3+i1E3TpJEM6yZBO0l9TCiLEC6WTKYgRSsZptRMpknFEr6NJkjxuEnLEQqFIIBALhSKBsLGh/va1y28Sx7zWyfdMPODTPb5xRUR+N7qqM7V2yMzyKny2d7MHmt33O2jaw5cHtnti4YfjsPjEpax6+GjnFm88XTQIn+3d4HYnp2kCFh2HT/feutcK3/8Ey07C4hOw+AR8dXDx1tPwzWG9ny5V9v7x/YYg+HzfJufEFNFAimjAJ74YllmByilYYvnlhqDM+gnQcYD3tt7KbQE1mwUrUFU9v79r6vmZsTu7f/qrjSHwwbZQHOeTVT4wb8ulFDESQCTw+tLrJ3QORsHiE7DMClSsThN4+Q9+Ud9zHhYdBxUrWGLpcq0wnCyAD3d8ZoYq754+GZkJi4+DihUsPLbNG5/b+nNu29NvLHzgsz0JpR1pDVPxRQ/g832w+DgsOQHfHyFXD8VmN8P8nbDoWF7b0zW28fDDMfjh2DcbAjY53truhv7SDAU/HIMFP8H3R+CLfXo7w+HdzXbhqSVd00EYNsBG05PXBePT6rvD4cMdJ86kVPVPL1/tB/N3BqDZS9YGwIKjuW2/Fjx8/qGeE3yxly4eTyzuAJVTsNQSFh1buDH43v1fGNIpxiyLf0d0JWpnMJVO0msn5hw0RTJOr50g1j5uEXElIrFEJJKIRCKBoLmx6fa1S28QRxmGKcMxZUS2AsNCdjuRhTeJbDmWKcOy5ESOgshWoJkyIluOZ8nxbDmBKcMiK4BVyQgcBZYlx7PkBJYcz5ETWHISR4GIwO3Gc7sJnG4sW4FmK8i8bhKnC13ViWXLMVUysnCAxO8No9TcuNecWjtM5CJhxF4Sv5fM7SHxuonVvWR+bzKvj8TvI3N7KPxecnU/hd9Pre4nz4bBCLw+Us1gZuPU7ZKOCwwJXTzKqB0jCYaymx/dLmmPpEvoopGMxkcU4TBdNJwiHKaIRrKaH1FqBiPptSRuX07LE+TBbopwmCEepUlGqcJhungsTTKWLp1Il46nSsZSJGOMuom02nG6ZIwmGc9/8AzD7I7JaMxpfZrZ+DhVMp4mnciof5SJqG4qo2EqQzqVJp2kSycyGx6n106m1k4w6qZS66Yy6h+l1U0x6qfS6yYz6x9lNDzKqJvKkE6l1k2l1j/KanycUTeVWjeZ2fxzXtsvl7Ob75TLizqeK09i/kJ/h9GUWdGkkzTJOFHyuFXMqxVLasWSWrFYIhK1NDUlXr/yxnBEiFSKcs1YJoYpe7EsJ0v2SvQQq7SY7Fxh7iNESSwFhtWFYSsw7C40e+YjHFuBZcuxTDkSpEUC5ARuN44lx7AVWE4PnvvSsrBEXi+B14Pn9BB43SR+P5HbS+L1EWsGXs8pJgsGqbMpBySGQxWN0GvHKMLh5JpBsmAIqZlJ34iGU+smUiRjL0I34lGqeHQuQZMiGZsTTTRCE43OTQWokvFU6VRa/dSM00gnU2bdSOmHn+0iaycYdVOMukm6dDK1biq1bsbk5srIVpknunSCIZ1Mq3uU2fQko/Hxn4I1dx7l3VfQ/B8xpUsnSdIn92trpJJaqUQilUhqxeKW5uY716/qfv/RG8NxVp1/WdOpJOWPOl9uIMMwZZiqztlct3wm1101l6WVYVnyJJYMzVIK0rLkaLYC83Ja7OWoWBeRN7PAMJHfj+f2IWsjvR5VnMuGKafCXkklJguG5iKoVNEIVTSM5AWpwuFXn+rOPL0Ym7tdlzJ7xwSZoqYo3WSZmSUgzZTGea9C8JqlzXH5ihjSV2v+I82R+hcmSpY+fiCtqZdK62oR1ba2tNy5cVX3uzeP439LnXerZMrLIaOrOjBK5opmypLYchxzhkUswiKnB8f6tywSZhe7Jigtnqm8TtwrIcW51wbmysp5ROVEdGrdRIpk/JVY4SyIw9Q/BbF2gvZnFM6Z5V9T+Bf8/TVbr3P2/w7Ql6YytY/b60X1Uumc7rfeT4qL/f8PjsqLIiexFGhWJ5b5UrQ7id2FZctxrJcS3TiO8msuL7PImV0lW3n9VqXlPhAW59ZJemGKNYOk6oHXTREBkV47Xt71Rwiem1jczpCOK+dcaKJhmnj0FRCp4jHa6yD+JYWvu+Bfg/IXUm7zNw/5O1ck1T7pbBQ31tc3NTQ01tfXS6UP2u4nxcXqvHEcX3kP6/WaV97Mer0SU4W8ZqBIYsqTmPIkpiKJKcMqjS8xzM67LDlm9sUrZLyI5vRg2Iq5xd/xnJnVjpEV7gicmfcKlFcgnlkleza/reyLymntuQ4aqaQqBf0ZdeNXspq+2xwCH+3cgsLltv1CnU1nUUQzIFKVHrJRaydos7NRhEKaUqf814O2v4PdXIO0+kdzhbT6R6n1L8rKH/0pYa/XvzIqff0QsvTnzkZJU2NjU0NDc2NDU0ND+8OHmJvX3jCO6KpOiqAvq3GMLhnEseTIfxaUXNOb2TCWJh1G3lsl8rqQGzQpogGasB/P6UJXdVJq+uYqydU9SSw5jttDEw/TxMMp4iG6aIAhGcSy5DRhP0M8SJMM0yWDqZIhhmQoVTJElwzTpWMMyXCadJTE78Oxu1KlI/mtjzPqx0j8PgK3J006llE3TqruJ/L70+onGNIxUvUAuWYgo2Gy4OEvmU1TyLgwrW4is3GKXjs2t+hCimS04OGvRR3P0hum5jro9PrJoo5/FbU/Y9RNZDRMeceXHgiiZNRPZjY9SpGM5rU9zWv7hVE3iWS0Mpoel8r/KOr8LbV+iioZp9dO5N9/VvDwX6l1UzTJeGbTk4L25xlNTxi1EwzpZMHD54Xtzwvbn+c/+FdGw2OGdPLew+dFHb8Xdfxe0P5bTuvTud62sOO3qt7p4s7fEXTyHzwv7vyjuPP3gvbfslt+RpAqePhbcecfmU0/p9ZN5bU9K+r4I6PxSWrdVE7rL5U901U90zmtv2a3/FLc+UdRx+9FHX8gymh8kv/gX8y+6fKu6azmnxHaspqfVvRMV/ZM57S8eqtoFscnipa6lqbmlqam5sbGpoaGzvaOpJvX3ySO6KrOzPqRExFpS/eeX21/C1Mlw7MVGXUjJy9kqB6IMrSMjcmQ0sWDwTj2Bo+kbb74bb74Xf6ki2mS7ObxQ2dStnhjt/nid/gS7S/lptaNxWRKN7gnbfcnbPcnbvcn/OiSyBAPHApnbPXBbfcj7vBXFmlHAGlHAGmD292YzLrMhvEDgZRl+6PWOieiq+TJNQM7ffAbPZKI3D6aeGRPIPnoGTq9djRVOrYvKHn5gaj1rncJnN68tqfWl/M2eqAD8dxU6TipZjCr6fGFVKnxyWsaR2JQN0vz2n6hCIfzH/wShOXoHL2sfyL2PF1S1PH8clbj3qBk+9iCrOYnFMHQDj/iZm/cnUoFQzpZ8PBZMI6vdfSSqXX8zYIH+Q+e0USju/0IW7yxaGZv3oNnIaTqtS6JMen1mU1P6LXjuwOIe4KT9wRTDp+lX8trKe+ePhHO2BNE3huSfCA0JQDDKZb9ntH4JLv5yW4/ouqBizt8CdlNjwvaf3O9lLMriLQ3hHI8IuNyTlNlz3R289NjYYwtXpjE8vZ7D5573y7fgkLj2H1l3dORVLHu8at6x66EU4V3Stq3++L3h1L2hVL2hVJ2+uILHjx1uVaocThmhXVcQtHDos7fCtp/u5bbqnf8qt7xq1F0cVnXtLKDznbWjxWt0tbm5pamxrbm5pamJllHJ/rWjTeGI7qqM7N+9Ee7m6DnDEtnVggvav95vWMC6DmDyinQcwYVq6TyduuLWaDtCHrOsPAYGLjCUstkbveCHWFg5Aaadsjq4ha2N6MYItCwBSN3WHYSllnBR7tyG8c+XhcIqjZg6gkrUKDtANoOsMITTD1BxQqWnYSPd4dThap7I0HPGRZbgq7Tu8buZF4vGLqBmo3LtcL8+0/BzPPbDYGlsucLt50BfWdYcgL0XeaZepTJf9c8cRWWWx04Q89uesyQjkXQxKBuC9oOyILeR8NSK3um7S/ng7otqFjB8lOgan01p9n7diUsPqF6OKZU/selzEZYfgpUT3ncKCnrmvaILwU1G1CxAtVToGWfUNxeKv9ddW8ELDvpeCWfMzi9dFcYqFmTuP3pDY9T68ZB1xGM3WHxCWT98MsZdYu3nwMjN1A5BUtPgobdHn8if2T6izX+oOcMi46DnvNHq3yrR6YN90eBoSuoWsNSS9Cw2+GFrR6d/uzHAFhmFZMhruietnBOhKUncOze0xgOLLcCNWtYdhIMXVX2nUfWkAFTTyRpb2Z9A3SdYNlJ0HYA1VNkXl9c4QNYfALUbWCpJahaR6UIs1t/mev3ESVLf1a01re1tLa2trU2Nbc2Nys6O9EJcW8MRyxLRub1gIYdmHhQ+L17/Enw9UFUXDHygkFS6cNtXjgwdFvvmOARXwR6LttdEgvvP1I7dBEM3Y6G0bWPXgFdxwAsO/5eC6zwBE27c0QuGLh8v/3clayG83TxWXINVTTgkVDufPXeOxY+YOzudDXP7lI+mHuBGeo8Q3IxTRqdVud7uwL0nT9bF5BeO7rK6TZo2dlEZ3+xIRgsfNT2nS/uePbRWv/leyOvZDaCjsPHa/wyaseW7r8AWnbBWKaF2x3QdfwpMiO7+XH+/V+W7Y4AXUfrqJwrWU1g6Pr+Su/shjFkMeOr2c3nU8Sg66h/IvYsqRo07XUsYzlD08fC08DAFcy9TG3jOYPTX68PBCO3azktoUQ+fL5vCwpbNTAdiGaDuo3mT5eKO56DtoPeidjK7um0+kdp9ZOwwgPMUPktj/adTgFDV7VDF40tr4GuE6by4ZXsFtB1mr/a9xyRDxq2X2wMKnv4bOH2M6DlEJ1Wt/bUDTBwcYsrj8moB2N30HLAs+U/7AoHHcer2bWVPdPrPbGg7UDiyz5c5QuGrmHk6ttF7aBlDxbel9Lql+6OABOP3QGk0wQeaNiCsRuO2XMoKBn0nTe63d3ochv0nEJwHDyzCz7bo74/qqJnmiGdfAXHrrbGtrb799vut7a0trW0ymQKzO03hyOOo7iWIQU958/WBzK7nuM5irtl7WfJXDBw+XxdYG7zRDitBgxcvt4c4n6jGPRddrgmULDhXgAAIABJREFUFrc/cY8rAT2nn4LI2seugI4D6k5ledfz99f4gaa9+/UCMHJbuisip3GcKuwnVfeg2V3JNX2p4sF5Zl6g7ZhcPUDg9oCpB5h40MVDDPFw4cOf17neAX3nLd64e21PotPqYdEJrZ9ivtwUAqt9QccpRTj08fpAnSMxp85ngq7TCrublT3TtlHZoO242Ru3xgMDuo5HIzPzWn9Orhn8wNwLdJ0Sy2W5LU8+XeMPhm6oxAowcF289Uxh+6/59395z8Bl0bYzPrcrQctBxzKWPzytfih64d7IBdvPfrMpOLf553dXesEKz4IHzwo7f0uq7Mppe5pW/4guHgMjt883BIZiWbDw2IVUSU7L0xc4mnqkSqfwZXJQtf5y6+nl+y+ArlNC8YNyxe/vr0R9uC7QyOoGGLju9CVJHk3vCaaCruPBkJTtrkmg7Xg6WSQcn15lcwP0ne2js9UOxYCO49Wc2sru6fWeGNBzvpHdBCpW75ihSjp+q+iZ/mSVNyw5wRmYXmF5DXQcwmiSO+UdoGn/jolb4y/T8YXtoGH7wRpfgxOXQNcxXTLKHpy+UyYvaP8NuZGJ9NezOD7put/Y2trW1trW1tp2v+2+QtGFux3/JseOdNEgLLcGc68F285G0ASlnU8dYnLB0PX7HWHpdSMX02vB0BVMPV2vF4CBq7Hl1fAU4ffbz8Jy64upYtVD0aDtcDq5hsDpghUoULM5h2ODoeu3286G04V+WFZc0X0cV4Fnd5G4XfPMUKDtiGZ23ynvBFMPMPMKIfGDSDwyv2/x7ggwdLUMT8uon0gs77C9lHeOInjP3Evn2GUwdHW4eu+bnWHGlrGr3ZLA0GWDJ7aw41+ouGLQdvzROm6NBxp0HY9GZuS3PU2skIOxGxi5YZhdeS0/f7chCAzdDnsngYGrysGLhe3PijqfF3f8q2Z8GpVQBZr2ulbXyuV/zDN13x1MWWmfAPrOadKxBZtDwcxr/lr/EEI1s3c6reERvXaypPN3/eNXwNxr8a7wD8y98tt+nfWYSVjh8c4KlHhs+jShGnQcv94Rpn04BnQdqfw+TJUC9Jw/Xx+o//9w99bhbVxbH+5uGApJ6bRJCikkDjNjOU25YbJj5jjkoB0yxuwYJbMl25LMbAeMsWMSy2JmliywHZz7x0iKA+3p6T3f7Xe/eVaVmfFoNH38+rfW2lp77d+vgcVeRy6Vdaihg5fKwWLPBQdifg3KBvPdgnPutcqg74NRYLHnGtekJQdiwHy36xV2HJd6u8XUgEUeE9Yda5VBFYPDp9PbgxCdjbzHS/dEAye384V9p9LbwGKPceuOkSxQTocCfHRg0qaTqw9cB2sCwXIf/xvNHQqoYnAYRzY/l1kXEKwSJpXNZDEZTCadQaczhIJ/FEd4aRnnS1jw0SGwOgAscF+8NzowqRks9X7/2xAcUR1dRgBLfcBiT+/4BrDcDyz3BXP2g2U+n/0W3qOFZn9/GawJBGsCwQpfsNL/05+vRWAGwBIvsPYY+OQImPmrZ3wDqkeW3fEUR0SrMOMmF6zwBRtPgM9cwHt7dpwu/OiXMLDE88CVcixBn9etKCHoCroVYKnXF4HZ73xzYd4v197ZeWnVwbilLklgidd2/+xG3kPf5FtggdvKgzFrPNPAAvfdl0urGcNpN7lgiRdY6p3VJq5mDL+zLRgs9125PxYs9/lsTzR2QAdB0Cav9O+Dcn0Tm8E818WHEwp71WDW3rCSAbioJxJHvl5BAx8eACv8wEKPGVuDy0imEsJQJX3kXM5d4OQKlnp9f7KgWQgV441YkqkUVsd1QVO2nwYr/cAiz++P5y7dHwPWHgOrA8AKX7DU60s/5JduKWCBh+u1ijYV5HytAiz2nP97xK/HbDi2SKFdIViwxOvj3RGrjsSC+WPUcbnvgUuFYJn3pHVBd5UQlmSqYtyvZtxv5D9ZujsKOLldRPV7J94Ciz0nbTpBMEEFXRrw4X6w0i+/SwI+PAhW+ILFnmCJV8mAvoxqxZHNsMEaWUCwSjk0DovNZrJYDCaLyRKJJNmpSf9wZo0lqMOw+NlfXwBLvcEK31k7QsGawPe+C8ERNeE4PFzl7x1XD5Z4rdx/PQw7sHBPNHBy2xeKmbc7GqwKeG9HKFh7DKz0q6AYQvI6wSKPGV+c9Yqt2X8ZG1VOgpdPc+CY1SrMgNVxdYBrZNWRa+VJtfRZO0LAEs+DV8qwJENBj6qZ96CSagJLvTb4ZB4JrwIr/adtO7PyYNxazzSw2OvLgKxG/iP/xCbg5Lb2QNw673SwwH3X5dIaxkjabQFY6gWWeme1S2rolne2ngLLfLa5JIGl3p/vjc7rlIHXfwRLvaZvPOmfeBPMd13llnqpoA98sD/ttvBa0QD4+NCO4/l3NVBBt3rVgVg4R1lzNLlZ8ARLMmEIRrDSDyzySLvFK6VYsMQhHNmMIxnASj+w/jhY6AEWeSzfE93Mezjn24tgTeAHOy+D1f4zvjhDtkIrdkeABe5u1yo6VNChy+Vgsee83RG/H3+qjj+eLQGLPZcfiV960KaOt8XQFj8kWOZz8BoGLPaevP5YpwrCkky3JdA9LdTEh5bujgZObhcK+46ntYJFnhM2niCYoJwOOfjoAFjiWcd+UMd++IVXBpjnAtYEvrXlVLcWwpBMOJLJAWUhySrn0jksNkwkm8mSiKU5qUnz/0F1LBlQXcP053ZJqunGb/yzwOoAsDoArD/+9hdny0iay0W9YLHXpA3HvePrwSLPb7xSK+lD17ADYJHn3J+vzdsVBea7xtbQ5uwMBXMPx1SQLxV2g4Xuc3aEllGN6D5FTqc4Cy6V6JA8j+Nyn+I+dQle08y7P/e3cLDIc/eFkjKqKaqCAha4bfNDTtlwfMnhhPwuObwe0ZK90bsvYsAC93Ve6c2CR97RtWC+20b31I1+CLDAbc+V8jrWaH63Ep6jnXFHUEWzzNx0Eiz13h+CAou95u68VMd9WD1off/Ls69vOxOQdBPMc93kh/zmeA5Y6QeWeIFl3mBt4Nyfr5WRhgruqVpk0ElEG1jgNvOLM7Ws+3DruvFrA8ESz6x2cRnViiWZcGRzKckApzIlA5oa5v0G3uN67uNZX18ECzxQXZz3vz4PFnmUkYbWe2eCBW67zpV066DfLmLAQo8NXhk/+CFhHDuU0Bd+CHjViM9/jwDz3eJrCLel0Hb/TLDE6wyyHXzuMn79sRYpVM999NGOkFfW+N8SQ8v2XAdOrufyesOweDDf7ZWVPpRRKP2WEHxyGCzzaZdBmW3iVhmUdZsHPj0C5h9tFkI4shkH/xWRzTiyuYBgVfAYXA6Xx+FyWWwOiy2TyHLSkua9/U/gmNnCK7gn3X0GBWbtO3wZd08F/XYWBZb5rNgbDdYGAie32/yRwBvNYLGX0y/XfJMawUKPn/wRXSrIK74BLPH++Ker83ZFASfX4Nwul4gqsNB9q3dGJA4PFrp/8P2lOoYJi1dj8OrsDlF2uzD3rvQpjrd5YIUvWOGHw2vLyIYGzujha+VggfuCPVF4I+QaWQvmHtoXipu68cTCA7Edcuidby+A1QHzfr4WUtALnFw/+C6ENgJt80UAJ7d917Ab/TLAAvc9V8tqmMM1zJF3vjwL5h2NxBLqWcNguS9Y7htXRQGLvcBKv+pBa/WgBSz3nfHF2cCkW8DJbY17yue/hI1fe+wLv8zNnmlg/TGw7hhY4L7GOZF+H4oqJYF5R9/99mIj7zGWOIQlDY1fdwws9kS2iRw44mAcV/iie7WwN6xhPZz19UXg5FbQKfnuZD74/Kh7TO3ZnHbwmcsnv15TQNDKI4nw7NhtrsnAyfUahtwihd7afhrMc02sZyz6NRws8vBPus14BM3/+QpY6FHSIwOfHgFLvasGze1SCMw7CpZ5U0ehJbuigZPrSeTdOtZ9MGsPWOrdr4cu5HeDhR5vbDsNnNze3RbMfAxVUk3gwwPgM5duNYQlPquOxGEFj8Fhc7kcLo/L43G4Mqk8N/3GvLcn/0OZdbswuZ4OPjoIlvtO2XIarPQHs/dntwre3X4WLPeZtOkkWB0A5h45kXbbLaYGLPYG64ImbjwBVviChR57zqA++z0KzHMJyGhNrKOBRZ5gVUB4SS9Y5AHWHgOrAsBKf/DR4cw73Ky70ry7UrDCF3x+NKtVkHmbB5b5gLWBtms+dQ5Ka4UTpilbToOVfuBTZ2SLECzzmb8vpon30CeuETi5fvBtSDXDAl82adNJsCoAfHQQ26dZ4pIEVvqBVf5gqRdY5vPDqQLg5ApWB4zfcBws8lz8e0SnCvpoRwhY4jVuXRBYGwiWes3cHuyfcAvMd53zw2WwLmjur+FdaqhVCr33xVnbQiTLfSZtPA4nZ0cjq+s4D3FkM440BNYEgIXuz+BINIBl3mCZD7pXDeNYx3743pfnwbyjGbc4CTUM8NHB17cF3xE+Bp8eAav8p2w+Af8vVzMta/ZGg1X+YHUAWOYDFrjP/uJs3xD0U3AhWOAGVvpN3HAcLPWeuMpvwAyt3h8DFnmAtYHj1h0DnzkfuIS9q4UW/R4F5rkEpbd3KKEPv70AlvtM2BAEVgeCT52vobvf++IsWOo9aUMQ3PX9K5/0m2IIQxzCwf6aZILVUSNgC3h8HpfHYXO4HK5MLs9NT/nHcIRTGf+kpgmrA8F8twmrA9xiaosGlFl3uB98fQEscANLvH8Iyqmg6Y+EV45bEzht6+kpm0++tjV4/ZH4Ou7Ip7+EgSVeAel3qgeH3th8Cizz3nexeML6oOlbg6duOT1162mw2DOjhZ91V5rbIX5tw3GwxBvRKky7xZ26Pmj6luCpW05N3XIaLPa8UoK/VjIwdX0QmOc6abX/xdzuon7tlDUBq5wTy6mmnE7ZlHXHPvvhcg1zOAxHfHXjcTDPdfxKv2MptzsU0MqjyZM2BE3fenra1lOvrPIvvKf+OiAL7sSy8JfwYrweSzEXdKs+3hEK5h0FS70jscTPf7zim9g8bqXf9C2nx689tvN0QQP3YR3n4XqPNLDSb0dQ3qzvQsDnLmCZ989nixp5j2DySgjGN7acemWVf2absIxqwRCHcGQzlqiftv7YtPVBhfdUZVQrjmSqZt7/5IcrYKl3cgOratA6fUPQuOU+iHZRdCll6poA8LnzlLWB14oGOjTQxgOxkzeemLbl9OtbT2/1TKtmjJYNjtSyH6zaFwMWeoD5R9/eGpzRIqlhP6hmjy7aFQHmuwIn961e6bckUB3v8ZoD8WCZz0lEZy3nUSlpaNbXF8DnR8Eiz59PFbSrIMyA/v0vz4F5R8Eij01uKbdFEI5iwZLNOIoFR7FgYBzxVq2QI+QJBDy+kMcX8PhymeKfVEeErXuTpKBbmtUuKOiWwKuowpP2s9uF+XfFqF4ZopWf0yEouCctvCct7FEU9ChQ/UpEuyi3W1rQI4cbehfck6J75DldsqI+eVGfvKhXXtQrR/XKkZ2SrHZhTqcY1aso6lfl3pXm3ZUW9alKBtQlA1oMXltC0OfdUxQNaLEEQ2GPCkvQFw1o87sVJQRdMV6X1y0v7FXjiMYSoj7/nhJDMJRRhor6tTiSsZQyhOrTYImGMqqpnGqqpJrLqOYSvL6SbsWRjBiCoZIxUkwwoPt1GIKxijGCIQ1VUK0Vg8NlNAuOYqlijlYzR6oZI+U0K1xtUDk4XMO8X828X8d+UEo2V9NH69gPHYPGOLK5mnm/hnUfHjGxxY4USw3rQS37QRnF4nCC8B3KaMOlVGst51Et5yGOaq1mPahjPyynDddyHtWwH2LJlkrm/TruozrOo3ruoyYBVD5owVFMZTRLk/BJNXO0kj7cwH9cxRzFUcxlNGuTAKpijFQzR5sEUCnVUko1V7Pv13MfVTBGSqnmCrq1UfCkkj5cwxxt4D/Gks3l9JEG3pMK2nAV436j4AmOYsWSLTCLDi7zCVatiCPiC0V8gYgvEPL4aoUqPzP1n8QRYZ+i8LT8+4WC8ExH/Vgrz1Y81iqAFzJHjqkVR7QIEO2irPaxdbVwKiN29Ot2NF+0NaK1F+Zkd0rt9bNP+yw+V6fjqFxE9cENFG0ltGi4MZetVFGL6tOi+zVovB4Fl2Tbq2VL7PNFniuPhctenquFwZJMOLIJSzQ5xo0xBKODQsdwydhQDEc240gmLNGEJZthc/z67WbGUaw4igVLNuEoZhzVVEo1w4ajmkspZizVgiVbsGRLGW24jDaCpVixFCuWasVRhkupw2W0kVLqMGw4iu0kjjJcarvAWkq1ltEs9ruZSqmmMpoZR4EfxoSjmMcSiaNYCgjDeilPJBCJBEIRXyDmC9RKdUHmP+es/yPLbOE66mphS2/jO6YuIFr5Ge1CpKNHbZsgs12M7BDC5bRZ7eIxRbViRxXjc0s3Oha/dSygN7bJ50sqFx113c+0jVPDRWK2mtkBPXpMhSL6BRZfLG597rtdx8XYZ+F7iiPJhCWaMCQTjmLCki24MSBiyWYs+ekrjmIqpZpwFHMp1YKlWrBkK4wRlmotpQ7jqMOlFJiwv2OON8J3K6VaYR21EU8xw8+DIcGAWgoIw3oJTywUS4RiiUgsEgg1KnUB4p9Wx79mvIwxZd6ZbcL0NgGi7emsg8xWIaJdYJdGAbJViOgQIzue1niPKaqV2Lojw6XdY1Ymc5TTwvsvZfGZiu4+DepZFtFjWHToIswiXCf75yyOrS98rsrQoX9jx0pwtsJEE/ap/tlBpFgwJBMsS6UUEyxaWKoFZ+cGhs9G0l8FzvqXLnvJSSvWxqUJR7HgKCYs2ZRPsBoVArFYJBaJxCKRWCjSqLWFWen/P8Axs4Wb0SrMfHZlA+RTaeRljHHTyDZBZockq2NsXa3dTXfaGyTbcXTMwHJMM4B10THfxVHU/SKL6OcmuPSp0WNYtFXIOuYPjGHxpQ56LIuwFj7nnW3jdrYzNhBLSKaxHnCMHMKCZMJRLViqpZRqxf0pdjBqsBe2h3pW2Lk/6+4tWLLjvPVZr/1vGMVRrKVUK45iE8tC4rBBzhdLJFKJWCoRSURirUZTgPyncfy3ld6ZLdy0VoEjasxoFaS38h2rUSNaeRltApvXbhdmtQsQbeJMm4+GW3bbNDK7U5LTLs7pkOZ0Ssd25B7bIP5FFsdOdvmLLKJfxuJfdNDPVWU7QMSMFUhYEW1O+RnXjCHBh6ZSqglLtmAp1j+QKwd/w2Oxw5Jh92px+NkymqWM9sxrKdUM7zuugb3/GECtf0KnHV9rPnHYKBeIxGKJVCqWiqVisU6nK8xK+ydxzLjDKyVqq2mGKpqxmmZA9cgQrfyMO9wysq6aZqiiGapohmqaoYigSW8VZLYJEO2iCtpQDX0ov0uCaOUX9StqBo1Vg6Y6uqmSasjtFCPahNnd8upBU1Gfqoo2hOpR1DDMDexhVK8iq0OEJeobOaPFBG3FoLmUbKygmSpophfbxI+dZvDykLFXXTh2vtULLKL/MovPiSKMZslYj+yIFO3eeeygCeyX7emCIzux/pFvtWubFeYYhq+M9qJZy2jWMtpwGQ3ObBw2Yt+xvvguO8djIwerQ3efe5JC4qhJKZFIpBL7ptHpUf+gs85s4ZWTtR/+dG3SltNTtp2Z8fX5X86iivqU1YOGt7++OHnL6anbz0zdfmbcppNfe6YV9qoQ7SJkq3Dy+uNghd+FvE4sXv3bxZJX1gVN2RY8ccvpT34JS6ijFxG0CTWDb2w/A1b4TVwXdL2c/NY3F8Ay71BUbyXVdOBqGZjvGprfvd0XAVb6gRW+XwVkl1NNjrXynpl+9TIWUfaGmagxucvTzrDPs6grIhhLCIYSguFZFo0Y4hDmKYtDsOd9QRRNdoPzlSEsyYQlO37TsF+2lFLMpVRzKcWEpVpwVOtLKbSnwC/CZx1DHkzb37DhMYxay2hWWFYdQmuXXlskAD8SijhqUknkMoVcJpfJ5BKJRKs3oLMy/kkcq2j6t7+5CFYHgFX+YL4rWOjx8feh3SpoyqYTYG0gWO4LlngBJ9cN+2JR/arsu5ILBffAInewzGfn8ZzqQeOPZwrBEu/Jm09N3nAcLPMBS7wrqSaw3Acs9Z64Lggs9wGr/De43gALPb70Q3YqoFe3nZ604fhXvpnwoqdgpR/4/OjeUGwpZei5hTP+PH15Zn2AAVv/wrEsFuENBQND+QRzIcFcgDc5rJBgLrSfRBEsKKLNCvFmFNFSSDCjiBY00YomWtEEs22HaIUvKCRZUUQrCn4lWlFEK5pkRZOsaLIFRbSiSKNo0siLhiINo0jDKJK1iOywYZuRRtHkUTR5tOgvGJo0iiaNFpFH0WTbzh9e9vRw5Olnka1FZAuaZEGRLIXEYTRpJAt/36yWymRyuUwul8kVMrnBYPzncXx3RyhY6H4R2YYdUIGlXmDuYeQd3htfnQMLPU5nthT0KLLaRZntwow2QUGv8vcLxWC1P1gX9NlPV2voxp/PFYGF7l8dz70juD9+bSBY7PGlLwKs8J31zYVW8aNlB2PBUu+VhxPAmsD3vrmA7paDRZ5b3G+8sS0YzDuafpN3tYQAFnu+sekUlqB3rNfy5yHj2FR6LItj82g03oAeMLThmW14Zhue3U7gdBA4nURuJ4l3l8zrJPO6yIIuiqCbKuiiCruowh6a6B5N1DMo6qWLexmSXoakly7uZ0j7GNIBpmyAKRtgyfBs+QBbjmcr8WwFnqsg2I3IUxF4KhJPTeSqiTw1macm8dVkvobE15AEWopASxFoyUINRaijCDUUoZYi1FGEOqpIRxHqKCIdVaijCnUU+PBlRhXpqSI9RaijwTsiHVWop4n0L3mLyHZn2OznbZ9IEWgpAg1FoKEINRShhiLQEXg6rVKhkNtMLpMbjSZ09v8GHBe4nc24U8eyLNt3HSzxdo+sfPf7UODkfiGvq4xmRPWr4CSmimF+5+sLq50Tpm09DRZ7VQ0afz5XDBa6bw1ADOih6VtOg/XHwdpAsDpgs0dKA3v40NVysNhzm0fKzC/PgkWe3nF1YM7+4+l3wEp/sMqvpF+b1SYGK3zBIndkm6SwV/XiiPeLLI6dnI/q176MRSOq3zCAJwwS+ymEARoRT6cQBylEBoXEolGYNAp7kMamD7IZdNi4LCaPyeCzWQI2S8DjCDhsPoct5vMkfK6Uz5MJeFKhQCYUyMRChVSikssVMolCrVMoZHKpWCGTqGRStVymkss0CjlsWqVCq1To1EqdWqlTK3RqpU6l0KkUOrVSazup1GmUeq1ap1XrNSqb6dQGrdqgg01l0KoNOhV8qNfafqTXqg06jUGnNug0Rp3aoFMb4UOt2qBV67UqveOGWjVsOg38cSqtSqFTKXUqueNhdGqFSqlUKpRKhUKpUCrkCqPRhM7JnPfW/w4cy8i6L/yQYInX76fy3t15Caz0W+t6Y2dw4a/BqNxuWWabsJSoBk5uv51BbfZKB7P3I1uFv4eUgIUe2wOzivtUYHUAWBs4fuMJsMp/iz+yhmE5Gl0LFnksPRD78xkUWOz59tcXZm45HVNBAos8Jq89hiHo8u/Kx6/yB586p93kofs1/2bE+xkWtYX9mqfpi41FPRpvRA0Y8Hg8lYgnEggUEpFKJlPIZBqFSqfRBmlU+qCtEJ9BZzAYTBaTxWayuCw2j8PlcXlcLo/D4Qr4AiGPLxYIRXyBSCAUC0USkVgikUr5bCm1QdKB4NVn8Bh0uc4MB15ymRwWGKVCqVQoVUqlWqVUqZQqpUKlVKiUSpV9Uz+7aTQajUat0WpsuxqN2vafVq3WqtUatVoD72g0Wo3GtjP2UK3R2m+h0Wo1Wq39HvYPcHyQWq22PYRSqVYqVbCpVGqVbV+pUA4NmdE5iP8tOOJImu+O54IlXj8E5fxr5yWw8QSYdxS8txt8erioX53dKbpeTgJzDwel3/ZLbAKfOXslNBy4WgpW+IG1x8BSL7DSb8bmk6uOxIOlPtsDkDUMi1tMLVjs+cGOS8l1TLDUGyzz3h2KjS6jgkWeU9YdwxJ0hXflE1b7g48PZjZzUf2aPwsZn0+lNagB3dNUGm8oxutReCNqQE/A46lEPIlAIBOJVDKZSibTKBQ6lUofpNEH6Q4WYRAdLHI5XA6Hy+Nw4XoCMV8g4gvEQpFYKBKLxBKxWCJTCHuxiu5cRsElXsFlVt55QVOBTK1VqrVjQYR/wWqlXD2WQhi1pwjChzYA1ZrnsbPTBp/ROUyr1anVOq3WcUar0Wg1aq1ardVodA5YtVot/BH2f5/5C3iOS7XtmVUqpdJsMhfl/q/BsZSs+9I3EyzxPngG9a+dl8FiT5+ExpRmTnztIKJDVHBP6na9Fnx8KDDttmtcPVjs+aVX2uGISrDc59XtwZ/+eGXJ3ujCLtk61xtgsefWAGQNw+ISWQ0We374/aUG5vCkDUHgo4N5bZJwHBEs9Jiy7hgWr8vtlI5b5Qc+OZJ+iz8Wx3/z7UufGm1nsahfh7Z1dDWiB/SE/n4q4SmLFBJ5kEodpFLotEH6IJ3JYL6URbjCisflCWEKx4qiWCwRi8QSiVShZtanDOac4OSEyuoypI1IHjaai44RM+gqo1WtUqpVSrVDe+xaOJYFWLc0ao1aq1OrbcBpNFo7anrbvlav0eg1Gp1Wa9BqDVqt3v761DQanU7nOOl4u97BKHxnrVan1mo1NsptzzKWUNtzKpVqpUqtUphN5qK8/x3O+jyipYk3vHh3FFjk6Zfc9M6OEODkHoxsRw+oc7qkiHZBKUm76nA8WO0PPj0CPjkC1gf969uQQ2EVYKHHl8fzapkWDEFTStL/fKoALPLY7HqjiTd66Eo5WOS5fHdUI+f+xPXHwYcH8jskyU0csNQLrPDFEHRZHVKwwhcs8sjukKL61H/kptHPsKhB9WtR9pARHu5G441FAzpifx+FgCcR8CQCgUom0SiUQSp1kAq76UEbiwwmi8mCK/LHssgfI4p2FmGOOBqVAAAgAElEQVQcRRKpRCqRStW6nvSggdgDlDRfFuqysDZN0lIsasgSl0QJm0uUOoNGbxwL4nNOWa3WaLQ6OwzaZzXPwZlBqzNotXqdzmA3PWx6nV6vN+h1ep1Or9XpdVr4Rwad3miD1f5G+J46nQGWTI1GC3+u+imUmueezQGl2WwuykXOe2vSP43jIk+/2NroCjJY7gtm762kGF7/4ixY7OV2vSa2djCijBhTTW1kW8Fyn3Hrjgem3j6JaAerAsAizz0Xi8Eiz60BWRi8JqtdVNAtP5vTCRa6v7E1uIJsmL8rEji57Q7B1jGHYRyzW4RVg5ZxqwLAPNcwDP5MdgdY7DVzy6lSsvFPvn0Z66YL+zSOZk723uvG4n4dob+Pgh8gEQgkPJ5CItMoZBhHOpVKH7RJI32Q7mCRx+bY40WhQCgXSlQSsRwGUSwUScRiiUgkkYgkYolUKpFIZVKFpvP8j4Srh3pC9rCR5xmFkfzKNGlrqeQOhl+WzM26JCZ1aS331VrtGC1UOxyxRqOxS9ez/Gn1Oq1BpzfodXoYQKNBb9TrjAa90aA3GnRGvc6g1xlhPPV6g15nhF8NsOkNBr3BTq1OZ4CZ1tnphKV0rHNXqzUaW5T5fGRpNluK8v9pHGd+ed42X8TJHcw9/LVvRrscmrjhOFjlD5Z4ggVu4FPnjfti8jrE4HOXT3+4Uk4ztogevLH9DFjs+fa3IWChxyafTAxek90hQraJyinG19YGgiWeYJkPWOYDPncpvKcsJenBSn/wr91ZdwQVg+a9IVjwmTNY6g2W+YCPDnrFNsDjjv92ZGdsyAg3c0Lhh4r7tcSBPhK+n0wkkAgEuCUXjUKh02iDNArD7qbpdMZTFllsHpfH4/J4PBGT0iXoxXIbcxiddQKBWKJQSyUSqVgkkYilUqlEIpFKZHKZXK5UE64690Z69J/96U7Q94RoP1rKeU5enLQBI75Ty2vCclDRLFyyQizWWUY1WhhGW/AHC5VWq4N50+oMWp1epzMY9HqDXg/jZdA7gNMb9Xq9Tm/Q6fV6vUFvMBgNRoNBb7BtRoPBYDQa9Hq9Xm/Q6Y16O8d6O7sGvV6nc9CpGaOaMJRqjVar1Wq02jFBrUaj0Vgs1uJ85Of/II4YvHKbb+ayIwnLnROXH030T25C9auwJN06t5RlzonLXZJWHE1adCju6GVsRCnxs98jnK+W5fcoUL1yl7DyJYfilh1JXHIo/lB4JbpXmd0hymoX5XfLs9tEq5wT53xzcfGeqBuNbHS/pqhfs9Y1ed7PV7NaRXndigqa6cC1io+/v/TJzkteCU3lVPMfsYh+dpQR/Wz6UogfKunXEPv7iAMDZCLRETLSKBQ7jjYWGXYW2UwWz5678PgiTl8HsyaKVh7OyjjHybnEQEUwW6pFUrlEpZZKJTCRcO6sNg/fdPnq7vGv8Rc9+4P3twb+dDd4HynCi5kZQs8JG0CcJd44QYoPGEzzF96u0A1ZdaZhjdZgj+dgRTTo9GaNSmkYsg5ZR40GG456vd5gNOr1Boe9dDMajS+ehHHV6fXwBXqdHW6dHXE9jObTGNTxPGq1VvNUuTVqtdpisRbn/XM4wkSiemTF/criPkVxvzK/SwI3xUP1KYsG1HDbsZIBVUGPLKdTVDKgzOtRwFU8hT1yDF5dTNBhCFpUrxKuloBLa/O6ZViCFoPX4kj6gh4VXB5RSjaWUU1592zN73BkI45sLKOacGSjY6DxxWwa7XDT9lFGeNEeFF5fgB/C9KsJfb2kgX4SgUAmEMhE4lhpZNBotvSFzmAyWWwmi8Nic20+msvl8gRCCZvUSy+8cC/ai50WKsLGy2oyRFU3OJhYXn+rXGuUyeQKmQIex9EMWUglJdXrp7Ue/647+ED/8b19Z3Z3nf6l8/QPvSG7BuN9udlX2KgIan4oPeMkBXFO0HtHLZcbTCOG4ceG4YfGkcfm0SdqEUtBbZD3oSUdlTq5bMj6wDAGMqPRaDQah2ybcWhoyGjfhoaMjiPHBc9tjps8xVqv1+ttrt9g0MGSqYUlE/470TrSc41Go7EOj5TkIz5/a9K6z/8hHBGt/Ex7/Q6ihZfxtHIHNsdlAmSbILOF/7SQzNYsVJzd/rRZqKOKLKdDktshyRlTQuZoE+romvzSErI/GfS2jTL261AD+gL8ELZfTeztIfT3EfEEEoFAJhCpZBKVbNNFOo1Gp9t0kclgslnssWM6AolCIBBJpXIWi90RH0hBnBzMuMjOuSzExklrs0S1SGbJdUIlWi5XqrR6hUKpkCuUCoXx0ePSvTsrFk1oC9rWeX5Xb/Ce3gsH+kL2Ea+4kMO8Kal+DMQxUuoJVt4levp5auYZQvJxdn4YvyaLX40QVqdzW3HU8kROZQwbc13dkCm7mS3sqzUYjabh0bFoDQ0ZjcYho3HITp5paMgEn4EPHRcan3mXjWAHp3b9hOXWFnQabQmRPcq0iyWc6FiGR0sKEJ+/PWnd/Fnr5s1a9/msv8Ll/1S9Y+YdbkbbM0WNz/Spb+Vntj2tsUW28REdEoR94kFWu9jRKTS7Q+wosB3bJvSPZh28OND4YsgIu2n4i+l8vAnbryT19+D7+oh4PJlIJBII1GdCRio8xPgMi0wWnLvwheKu4lRK5nlOYSS9IHYw6xw9J4RTEMEpSWLkhwnRURxsGrskkYeKIqaFs/u7ZRqd1miCx/F0w6OZG7diP5/c7b2x++R3/ed+I4U790e49kd60GLdiRH7yZEHKNEu1KQgRl4IozyGV5Msrk+XNGZKGpDCunRJI0JYn8arSmGXp/BuFip762TtRUomfmj00ZDJ7IDvpWYymf/kp88BOhZN2Kc72DTq9UaDHo5TdfZcHubSah3FFCDnvT1p7fxZa+fPegbKP+byfwjH5+u9n1Yx2nDkZcATD9qFWW0CZLsI0SHOeqHeOxtekuNlEw8cxd5/Puvg+fqxZ78MzMcbS/sVxL57+L5eIh5PJhKIeAKFRKKSSGNS6ae6yGIwx+oilyfg0QZocX7Sohh+RZyk6ganKkNYnEnNSyTlxrNyI+jIMEFeFDU1pP+aW/+FI5RzR4jxx9ntNSIWXW0wDT14rB9+cO7NtxGfTm3cu+K239Z7p34hXtiLv3aIEO1MiTqMv7ZvIHwPLdmdmhbIRoewi6/yahLYDSnSWzmSJiS3MllYlSKqS5fWZ4vKUvk1SGlrufJOiaKzVqfVWR88MZktJpP5P7WhIdPQkPmP6BzLpSNefZpCwUqpM2i1+uGRB5g8xLy3J62fP2vd/Flr7fbnXP7P4NjC+zNpbBNktggy7Z4a2SZAdEgQHSIYx7H95bPbJWPnZL0ojXn3lP/WTaNfqJNADeiLBnT5A0OlAwpS7z1Cfx9+oB/u+u/49sXmowcHHcPdjpCRx+bA44tihablxmVSnD+pIJxbniCsQ0ib84StpbIaJCMltC888F6Ic+8Vl3tndw9c3kO6drArbF/PtSP4sP39YXsIsZ6USqSEx+CVpHNRVxmY62x0FBUdScq+QE45TkgM6L/u1he2Hx91ZCDG+V6sGyXJl5Hsy84PZmIv8ytiBZVxrIIQPvqKEBMtqEjm16SJGhDsylROFZJfniEsTeV23TRarKMQNHz/scViNZstZpPZtmO2OHYc9tfoND8bBtiwhB04nIY73PfI6ENMPmL+O5PXz39/3bxZ6+a9/zyX817ixP8mjpktPESH6I8ss0OU2SnN7JTYTYx81hCdUuRdSdZdSdZdCbJThuxSZHXJsmG7K8vtlud0K3K6Zbldytx7ytwedW6PKrdHlderyevV5PWq83rV+b2a/D5tQZ+msF9XAFuftnBAXwi348YbYEPjDWh4KR6CEU0woghGNNFURDQVEqzlBDVpoJdIIJCIRDKJTKFQKGTKIG0QTqXhEW/H14DPscjlcPk8Po8nqHT+tivUmZoQwI4/S7x+nBjuR4j0GYhwJ1x1piQFERP8ibE+xBgPaqRr/+UjA2FHB64c6rt6uDVkX3eEC/G682CGH704lI6J4uLi+WVJvIpkVnkSqyKZiY6h5kcM5l1hF8WIcXEcTOTdG8e6ot37otxo6ce5Oec5hSGcwgu8wkus7HPM3IuswsuSujT5zVxBc5agIVtcmc5GR7DQ0fTSVG5Xs8GgH4Wg4QdPLNZhi8VqMVssFutzNhZTx+FYLs1my1hHb49HbXTqDUa9wZbxGA06g153//4DTD5i/jtTNjjNXj9/9vr5s9bNe3/dvPfXz39/3Rgun4Hy85fiuGltRGF9aFrxi3YxOT++ogfZJkTelaWU3kurxqdVvWgDqdUEh6VUE9KeN3xqDTG9hmCzWnJaLTmjlgRbZh3ZbhREPRVRT0M02AzZOIhoHEQ20hGNg8gmOrKJjmykZzUzYMu2W85NZs5NRs5NRu5NRt4tRu4tZu4tZi68c4eZd4eZe5tVfIfSc7Pp7u1b3Xdud7W09LS19rS29bW39ba1DlJpLDZ7kEaj0wYdISP8TaCDRS6XJxQIaSRKxk8b2i54EsK9eqL9uy+6UK64UyK9KJHegzH+pDj//igvWsoZUkogJdWfkBjQG+2Jj3MnRrsQww4Trh7qjXTpTfIhJwbQkk9wC6IFpXHs4ig6OpKJjmQVXeeWxPOxCXxsMq8knpUXQc+5wkOFDyaf6o72Id04QU8PpmWeZeVeoKYf645yx8e59yX70wuvCssTRdWpkopUcXkqF5vMQkWREgPuhR/CZ56Vk9oMWrXlwRPr/cfmP4DyjzAdK5Ymk3loyCGcJqPRMCYfN9pduO7+6FMcYbND6eDyJWL5Ehy/274psaY/Et0cib75nIUX1CU3MRCdiiIDdAAA90nA7WXm/pxNfMkZt4nAfaJtx7H/nLn9N8z1D8xlInCZCJwnAJeJwNl+eAQAr3ffYnN5TBaHYW+e+VwqzeFwBTy+RChisdnnly7H7ttRf2J/zznne6f2EsNdKZGeA5ddGfEBgxmneajL3IJQPvoKNfciDx3GxsRwsbHMwquE5IDeywcI1w6Qoo6Qwo9QYj0HbgTRMk4xEMEs1DVmcaSwPF5YFs8ojGQVXucWxTLzo9j5EfLKVHZJrBAXx0NHswvDBjMvsjLP9kcevRd2aCB0T8upnb1RLqyMYHruJXZRFK8kXtqYxb+ZK28tkjTnkhFnWWknRCWR4qZsFaXDbDYNP4YsluHnXLZDI/8ETZhOh1jCrhwOK21KqTfo9Yax6viCzfojsXwex7Wfvbdx0Ufff/3Fd19sftG2b1hxMfRKVmFZ0V3iYQC83xzv9eaE/2PmMhmcXPiZRKNlMVkMOoPFYLId3wRyeRw2RwDXRvD42qGhc9/9cP3bTZXuvzd4/0aMDuw4e4Qa7t9z1Z0a5slAnmEWXWFknOEgL7AKrwmqbvBrk0V16YKadG5VKgcXT0o/1x3hRow+Sol2JsU40yJduuKPtp77BR/txSkOF1bEsjBxXFySsCJFUJMqaUSIqlIEFUn86hR+ZYq0DiFuzBKUxjFzLhLjvDqPfdd67MveC7v6rx7iYcNlzQhJE5JTnSa9UyC+nS+6mcerz2YVXR9EnhOUhEuq04RVN0RdZUaDdvQJZB0etlitY+0pl2arxfzv9XJMxmNz3waD4f6Dh5h8pNM7k9c7zVrvNOtFKF8Uy/Uv4ggTuerjN19mby14Z/IpH/dcBLK4vvEwAN5vTfR+a9L/PTvyCgj79mu5wchgsmBpdLDI5/FFfAFcv6hWaxqrqw989ln+wd+wh3fejfAlZ4b0RQcxUi5QEk4P3jhNjPejpJxg5IXyMNf5VUn8ygROeYKwOoNbniSqShVXZ4irMhnZVwiRvr2Rbj0X9wzEHapyXVnv/wUrJZCWFcIsS5LUZwhr0vhVKYL6DEFDJr86Rd6cLazPkDZni5py+DdzpC350tt57LzQwcxjxGR/ce4pFvIELfu0sCJW0oSUteTL2lGKjhJxSx6/NpVTkcQoihCVxQhqM/h1qfzy66LOCuvo6PDDx9Zh63NQWq3DZovFbBmD5rNQWizWF5y4I6YcevDwESYPueCdqTb4/hjKsWL5Ehz/xJbMfv20v09uVnZJ061D/3dx9H5r4gEAMo8dUw6ZbG7aXjYG66JIIJSIxBKBaMhi8d+19+KGzZnfby/z+OHeVW9ieEDPeY/+MF9yXCAl3o+SHERHnmPlXWKhwpjFUZzSRHFtBrciSViWLKtMEZUlczFxjMKowbwwbv6Vnnifdp8tfaG7iPGu+ERPLvoSE3VFiIsQVseLa29I6tLEDQhpA0Jcj5A35chu5sra0YpOjOQOSnyrQNSUxcNGEhO8iZH7B294sHKDpfUp8pZcZWeJrKVI2V4iu5Mjb0JwcDG0omuyphzZ7QJeS4G4JpVfGq8VsR5A0PDo6PDwsNVqfVEvLVY7gi+D0iGWY5XywcNHJfnIBe9O3Th/zsb5c57y96di+TdxLGq6dQiAozPHH5kx8fCMCc4zJ7rOnOj+5kSPNyd6vjnR681/nKf/ApF7AahITFAajHweny8Q8nh8EVyhA5dzS6VSiVSjUTM57J1znU46rYzftg6976taz5/bTx3qu+yOj/AaCPcgxPqQko9REcHU7FA2KoyFihDgEnllCWz0dUZBJKMgklkYJa1MkdWks/PDOMhQxo1TfZf39V3e3Xt1172wveQb3vSsUxz0JVbJVUFlrLAuSdqULm/K4lelipuQis4iRXuRvL1I2YkV3yyQ3iwQ1qQP5pwjpnjQ0/3o2cGSsmjFnVxlB0bVXqJsR4mbkZKmNEFVPAMTIyhP5pRECsqSeOhYOuKC+DbaOmIdhSDryMjwyIh1eHh4ZMTyLJrwvtn0kvhybFgJE/ng4WNMPtLp3akbF8zZ6DQHhnLj/DkbneY4oHyRy7+DY15WdlrdzfJpAPPxtKKPpuZ+MCVt9pTo9yZfenfS6Xcm+r850WPmBOcZEw7PmOgyc6LbmxM935zk9eYkr3+esP/MvGZO2A9AKw7HZrMZFCqLNsgdpPNYHB6bw+fwBFyuiM8X8rhGswmHLv5m+ken5q2K37ix4sCOljNHOi+43Dt7qPeSCyHam5AQQEo5Qcm8wMgNZRdeZRdep+eEs4vjecVxlJyrLPR1Zn4EOTOUjDgvLLgqxCWwMeHsJK+OoK/6Qn/rDT/QH3mYkOBOTgug554TlkcKKq7zquIEdenKO3mylnxpS76so0jWUSxtRUtaCiW3CuW3CwcLQnqv7SVGH+JkHudgIyW38xQtKMmtLNntbElzhqguWViXyC4KExRHiDER7OKrHEwcLz+Sk3VB0VV+H4KG7z+0Dg/DXA6PjAwPD8OAPgPlSz246WlM+fDRE1gdNyyYs2HBnA1Oc8ZyucGul89B+XdxrL9ZMQ2UzZ1WNnd6+dzpFXOnV34yvfqT6VWfTK/4eFrph5OLP5ic88GUhFlTQt8aF/Q68JoxzmXGhEMzJh6daVfQ/69EzmUS2A+A15sT/sbbPWeOd54Ijk4Zd3TyKy6TXnGZ9MrRKRNcJk9wmTzh6OQJrlMm/ArAHQz2MQRd8jvx01tzjy1cHbt2Y4nLznrf3zqO7+k4cwAf4UW87oOP9yOmBg9mXWTkXmYURJBzrnKw8YO515g5YfikM1TkFVrWZX5xBLvgKrs0lt+AEFalyorD7xz/tuP4172Xf++6tAsffYSS7s/OO8PIPcvEhoub0kX1qbzaFOktpLwbLessUneVydqLxXcKJbcLpc3ZtPzTpJi9jKQjzDRvdt4FYdUNUUO6rCVH1YES3USKmjKkjRlsXAwXEyOvT5dUJ0lr0kQ1CC7y7GB+6JBW+QCChkdGYShhg7l8zo/DkeVTIs1PlfLRY6gkD7Hw3ambFszZtGDORhjKBXM2LIAF8iVi+f8Kx/JpoHTutNK503GwfTwdN3d66dxpJbMm1a6bX7lobvlnb5TNHl+35OPWHd9UfvZWyQeTc+ZMvf7e5LPvTPJ7a6LrjAmHZ0xwe2viXgAOjQP/QyzuBSDl0EEJjXp02t8k0uvNiV4zJ3jNtKfeM8c/tTfH7wGgtQSnGzJZR0YOfrHz9/c/C1ywNG7L2rw9X1S47mwK3H3vgnPXBeeBCE9q4gla0jlWZij+euBg0ila2jlOwRUWMpSXc5WJiqTnhTEKIsSYOEltCr8ihlsRw6+Kk5Zea/ZfMXBibfeFHX0RBwgxHrRU/0FkkLgyhlcZK6xLEtWnSGpvCBpSJW35yvYSZSdG2lYsv4uWtpfI2osZ2SdJCc7kRBd6kicfdUFYmyhsSJe05Mha86R3csR3kMKmNHZloqA6WdaYKWvK4JYniipTRbgEbuEVYTNqZNh6/wkEC6TVanVAabWLpQPN56G0WM1my+MnUElepgNHB5Qbx0C58QUo/ws4jrXC6WDwRjx6xkRhZXnxuxOyAHgCQRAE4UPPFr8FyudOq/hwcvUn0yvnTsd+OCVnzqSzAJDqauvjY3cB4DJzovuMce6vAs8Z423iNGOc18wJnm+Mc38VeL050X5yvPurwHPGOMc1njPHwye9Zo73fmuSxxuvuL8KvN+cuA+ADnQh5WZT8ILP3F97xf014P4q8Jo5YSxq8Nsd3tnx0X/R9gLQhi3VGoxajVar1e1cuH7Hu06nFq+M37Iyf+9XpS47Gv12dQYf6bnsSbl+bDDhDCkmkBDpR7zqjQ/3HEwLZqafJSaeYqCjhLhEASaOj46m5odJalNF9Wn82mRBww1pY9Jt7/U9wd/evbybcHV/f9RBfIIrNT2QWxLKKQsXViYKcq5yq5OkLXnKNrToZp6kpUDeXiRpK5R0FEtbC5lFl8hJR4lxLpwUz0GEP7f8mqAxWXIbKWxOEzdniJrSeOXh7JIIXlWSpC5NVJcirkkR16Twq5PZ2Eg66pKC3Dn68NGDJxDsr0dgCu1O3EGkw32P9d2PIQiTh1jw7uSNTrM3Os3+Iyif4/K/iSP2w8nlTu8/tJhv7fpV2dGSPxG0Hdk3rFJAEMQpzEW9DrBzJlYu/RD74RTch5NLP3mtct6bJa8BCIIGzp1GzZkWPR6ce+e1C9u3u06fcGACOPraK/6z33WbPs531juh27YcBMD7zQmHxgG31yeFbN/mMWPKkfHA4/Vxfu+96TlzmutrE8O++/bo1Ff2A3Ds04+ufLH90DjgNg34znrn6LSJh14BBwAI2bQhdNuWw+OB23Rgl73xQR+97zVzmueM8Z4zxrm/NuH43PcdoP9VHDGlOuOQQq7U6/Uavf7gl/u+f/fTK1tWh29elfn95pJ9Xzf6/N551vle6FF8hFdPmBcxwufeBRf8uf1d5/f3XndnIM+xUFGc0iQ+Jo5fHMsvjeeWJ/KqU/i16bLmLH5ztqwu+Y732u6zX/Zf2d0fdZAYe4SU7EHPCmIWnh9EBpOzz7IrYiTNGcrWQumtPHlboaQlX9ySL2krlLTmS1vyWOhrlEQ3UrwzM8WVnunNLTonqIoWNaaKmtPFzUjF7TwBLoKUcZKNiRTVJYlqk0Q1ieK6ZGFVorA6kVESRc8OllE6H0DQ8PDIyPCI1Wp1CKTDHDGl2fpUJmEcF703efPC2ZsWzN7oNHuj06yxUD4vlgvmbHT6r+KIeX9cu8uhEaUYf+WCuAaXBsDjx486fD21pAETn5c/AdzZtweCIPRb43IAMLIZoqbaUYMGgiAIgqjXw3t9nSEIgp48giCo4LstrgA8fvy4LjNVIRZDENRTUfoTAGnOhyAIevzoIQRBCb/++B0AQ3o9ob5GLRJCEERruZ3l6/Xk8UMIgsg3G78BQMHjUW42Bcz96An0xKJTPxi2jlqtgR++7/4a8H5r4j4AjBoVvq52PwC7AZCzuaWXLxyZ8B9EDnsAaMOW6YZMSoVCpVTqtNqH0BMUMvuHD+YErVp5fv3amC83lxz8tjlwT98lj7sXXTpDnO+FHu276NJx7GfyVVdqjDchwU9YEsWrSZc0ICXVqeKaG+K6dHF9pqQBIay9IayKFTWlaRtTG32Xd575uit8X1/Mke6w/eQYF+YNH1qKvwhzWV59XVQZK65NFNanSu9kyVvzRLfzFB1oWTtKdidPdjtXUHEdH+9KiztIv+HCSPfkFgaLGtIkzRnChlRBTaqoHsEuiRhMD2BnBYsrYuVNCGFZjLD8uqjyOqcmUVyZQE0P5pVlPoSgkZHRYcc2JqZ86riHrZZhm0zacZy6eeGczQvnbFo4e9PCWRudZm+cP+s5sRwbWf4XcCyzW/ncabg5E0veBNj3xxW/AW7+9B0EQUgAmJk3IAjKBoBw9QwEQajXQRYAEAQRr4U27NwBQVDxv16rXrcMgqD2Q7tzABBWYJ9YLZjpr0AQpOm6exGA6tCzEAS5fPwRBEFIH8+fAWhOSYYgaA8Aj5880cukztMmRfzyCwRBPWW4XwCoio2GIGj3K+Dxo4c1CfGXN62pjo78CoAvAHhw/35jWsZBALzfnrQPgJvpaSaNZh8AFzesgSDIZfr4/8hf7wagDVtqGBqyzc9XKlVq9SMICvHw/f692YeXLvNbvSZ2xzaMyw+tpw61Bx9pO3Wg+9yhjuC990IP9kW6D8R5kdOPMbLPc4qiuOWJkiakuBkhbkJKmhDiBgS/KVNUny6sSeU35ytvFTR5r+4/trL76p6uS791nP3h7tlve678jo9zpmWdYBRc4ODC2RVRgvo4UVOy+Fam9HaWtCVfeitH3I4W3ckVNaSQMk8Qkr1oaZ4C9GV+RTy/JpFfkySsSeVXpYjqM1lVcYMF5wZzTwlLwoQVKZKqVEVVAr88id+A5OEiWbhwWhXiEQSNjIyOjo5arbA+2kaCrMPD1uFnZdJiefzkGRw3L5yzeeHszQtmb3oqlrM3veDE//5AT910UDZ3KvajqUUfTi38YGrenKk5s6dmvT8Z8f6UrFlTogC4r9cMJCelAdDq5QZBEGoyEFWVGXo7K/E2aU8AACAASURBVN8A5bMnQxB0c8fWniCPJ4+hLABY2emPHj3KnwxK3gGth36DIKh2+xYIgqpWflI0BdCir5qFvLsXz0AQdPgVsHcCuPjVVxAEBa9ZBUFQ9M7v9gCQuOsnCII83nx1DwB1CTEWncb13bcgCIr5cceBV0BpyHmVQCgg4CEIwl6+dOgV4P3WJNdpIGLHVxAE7QVAQCSUXrl0APxnSRWsjgazGZ70Dk+i0+p0o48eHvni2x8+mLt/6TLv1avid2ypcv+p0e+324G/N3n90HJyV98V53vXXIjx3oR4b2rKMU5OqLA0QVybJm7K4tVmiBoRovoMcUOWpA4hacwSNyGFzdmyppQ7Zza2+K3su/RT14WfOs//1HX55/7r+6lp/uyCs4LyMH5FtLguTlwfL226IapPEjeniZozZLdzRY0ZkuYMaROCVxrFRocwC66JS+M4RZGSigRhWayoPpVXlSyoSRM3InkVsdQbHtyc42JsOLs0VliZKKpNETRk8kvjOTlX+HU5jyBoeGRkdHT0/v37o6P3H9y//+DBw9HRkZER6/Do/bGjlU8gCJOXufBfU8bg+NQ2LZi9aeGsjQtmbXSatdHpKZF/cxgc13zrWwB+BuN+AuN3gnHfg3Hfg3E77PYVAEdXrYKe3Zw3b7GYjHUZaXsAiNuyAYKg+HGAW1qs72lHAaDv61R1taJeBeg3AOFSMARBrS6HIAgqemtc7itAM9DDL0GzMhKGWIzi10D2G6Da2xWCoIg9uyEIcp8x5QAAldERQ0rl4VfAzwDIeXzanZtBSxZBEBS0yOnRw4eDrS3H574fsGA+BEGh61e4TgO2NOjt1yEIyvRyefhg1GX6hP8ocITVsR1XajCbbVP07fNQDUNDJrPppw2bvv1o/oHlq4LXr0v4ahPix42YfZtrXb6+Gfhre/A+fLg7PtKddN2bEudDTQoQFlwRlcaJ6jOkzbmieoS0KUt2O1dYkyaoSBQ2ZkqakaLGbFVzPi3B65bHwntnv+sK2X336p6Oa3sHkzwEWSfZmSd5RaF8XDi/PEpYFsUpjeRXxcnqUoVlSfzKJHFdOq8qhVeZwC8J55TGsIsi6Hmh9IJLXHQ4KzuEVRLBLo1hYWLEjUh2aSw9M4iaFcwtT5AWh0iKQ3hFlwVlkSxMJLM6XSWmjzy4bzLrVGqZXC6UyfgyCU8kYPI5VJmYPfrg4fCIjcgnEITNRyx+b6oNvgWzX4By9uaFszcunL3JBuXsv49j+c1bXwLwGxj/K5jwK5gA7/xmt1UASNmse81Nv7/22uFZs1yXLIYgKDX4BARBN4IClwLAY7EgCPoAAOuw5Q4G8yMAd9NSoCePcwDIAgB68oSTlUYKCxlWyNEzQDYAEASRI6/2nTkBQVDhNJAFwH2VSlxT0X3M+/HjR37Txn0HAJ9Morbc3g/AfgAePXxUlxifsOtXCIKu79sPQZD7O69/DcDdkiIIgvxmv+PxxivwSNAuAGQcFgRBJRcv/KfS6MDRaDbb+oE4pkVrtcYhk8lk3rft262zPjm8Yp3P4uWha1YlfrOqYN+WRv9fbwb81nHmwL2QA8QIV3y460CEKy3Rn51+UliWKL+VL7uZK6zPEDUhRbWZ4qp0SRNSfCtHdDNbeqdQcrtQgInsOrX97smt+Cs/d5/feffszu7Le0iJHrTMYzzUeTYmVIyNEOEiuCVhImwsryRWWpUiqc+UNmWLGzP41Qns0gh2eQwbF8lGX6XnX+bkXGZjotmY60xMNBMXK6pMFtWkierSeUVXGFknWJXp0t46rYCq1So0GoVIJRSKxRKxUCIRSiQCsUQolYrkcpFMKuRzB61WiyO/gSAIl49Y9P60LYs+2OJQxD/mctOC2Rv/3kBPLjK74vad9QB8C8C3AHwHwPcA/AjATwD8AsCPAARu3gxB0J5Z730PwE8ArAAAgqCO6kpGXy8EQWaDvquu2mweWgQA/lYTBEE8Lmfb5MkjI1ZYRzU6bSIAkF6t72ormg4wH0yDIKjDdX/hq2BEq4aveXR/NG8C0FPwQ0w69jWAmAwgCKpLSf0VAO/Z70AQFLvrtw40atRiPvzGq48fP4IgyKhSdZeVQBDk+vp0mwq+PekAALjLIRAEuUwb/59Kox3HsiGzCe6+YJ/VaWsOYRwyP3z85JSn9+I33v198VLnpcvOrFt5Y+dmxK6t1R7ftwfv77l0hHjFmXDVhRjlQY7xZqWcEGBjhFUpkls54kakqClLcbtQ1pAjbswWN+XK2zHydqykpVjVVaFsyR+IONji9lFP4JrWk1vbQ74ixh3qT3Bj5Zzkoc5zUZdEmGgu5roIG80vuS7ExYlqEIKaTGljjrQxW9qQwSuLYZWE8UvDuRUJrKokblkCE3OdhYsVlERx0dfpxeHcDpyK1q5RSRQatUytlcgVUqlErJCLlRKFQqJQyhQKmUojV6lkCtX/Q9p7RkV1du//N1YEY6xJVKqaaFSQqIld0Vhi711U7IqCDSsCIoIiioJKH5gZYBiqUlR678zAMO2cOTPD9N6HoknM+b84A6JJnuf3ff6ue7EG9IUuP+va99773teWKVQKhVwqlwjVSmnv+w/dvT0YjuTkGJfvbJbNsl/af36c/O9iabd05v+GYwIO9/LJvdSG0JS64KSywHDc9St3Lxw45bl41Z7vZ20CYAcAh74ZtxaAbQBsB0PWA3BsqtNRR8e1AFxeuGDHV1/tHDny0KSJmwFYB4DP/Hknpk1bB8AGK6srixdfWrRoDQCrADg6/YfbdhMSvh1SONW2ZIVLhoN1+qQhad9YFW9cXLptOenboanjQP7C6bkudmS7oZkO1oWLZ+b8MC5h4tDb39lcnfPjARtw6Qf7S9MmHx4Kzn7z9aONqy5OmXz8q8HXZk078fXgU2OHnhk3bC8A6wAQ0Duy7937H6RxoDpiLKpUKpVGrVFr1God5txgNBpRFE2NSfjRZuz6aT94/Tz/nvuimB2/5pzbVnRl77vLuyp8tlL8D7UEHabcO0J7eBqK90NSgjnkh6KC57LSZFFJMpIfLS1LFpfgZVVkaXWmtCZbXEXilSUqq9NYyTdzPafV3Frb/MijOWBjc8gBdsRpxksfKNmvMz0MIT8UZYUhaaGdGY/4eZGiEnznq1hZWSYnPYJLvMchBvHSQkS5UcL8F5LcZ+LXkfycB/zcp6KWUrVSINPqpAq5UC4WSURSqUiulKlUcrVKidlSqdRKjVal0ag0WpVWp9ZoVFqNSqtWyWWi7p6u3t7ebos6xrlMHLF8pt2ymXbLZtn3c7lslv2/Qfk/pTKJSXGhd+L4aBwDjWei8RCagKA4PorrRBM4aEyb8XEBfO1ayLElq7daW68BYDMAmwDYAsA2YLUBgC0AbAVgMwDbwZBtYNBGADYBsB0M2QqsNgCwAYBtwGo7GLIZgN8AWAcG7R40KOgrq0xH68JpI7OcrEkTB5G+s8pwtM50tiXbDSXbD8t0ts1wsiHbDc1wsM52tn3tbEOaNCT8u2FnvwYHvgLHxw498fWgoyPAiVHg5JjBx7+yVNT3ANBeVPz7+w/dBsNha6v/awF8oDoazGZLmNZgVl8ajRozJtHptVq9Xo+iKAfibJq7aOsPP15ctSD0t6Xxe9ZkeK7PPbWx7OK2qqs7a67vptw90hp0hPb4HJzkJ0gPEeZG8F8/FxXjJEWJ4uJkUTFeUEZS1OfKq7PE5anSMoLkbWxnYYwo52Hdrd8KT7s2huxlx3h3kkIFpFBeWkgnOQwi3ednh4nznvJznwgKXgjfxImzYzgpYTDhITv+GiclnJ90j4u7A+MDhKQ7nQ2v1BJIp9fIdUahTCWSiGRSiVwmkitkSqVCrVbpdBZzH71Or9dr9Xqd3qDX67TYdKHBqDPotVqtSquRv3//oU8dY2dPslk2y95C5Ey75f8CZT+X/yuOD/yjmWhM6x/RrX/EtP4R3fp7dOvvMa2/x1D+jKH+FdeBJiAoToDG0XvCMpvObN671dp6LQBbANgOBm8fcMv8r2cbGLIFDF4HBm8Cgy6NHJrmMOLNtJHZU2wzp9h+0RD6dKbYZjrb5k6xzXW2TbIfcWvCUM8xQ46MGXry83dGHkNB4pnTKRe9T44ZcXzk/9iltODY1WWxp9FgDnSYY4ne0GcEYTAY3n/4gKLoruXungvm+yyed3fVguid7mTP9YVeW8q9t9Rf20O540G7f6w97FTL07NM3A2YGMjLfip+Gy8rShK+wYlLU6XVWYq6XGlFqqgoQVAY3fn6SWdWWOerKAH5UVvEWST5dmfmfW5mGJxyn5f2kJv6AMYHdmY94mY+4hdEiV5HdmY9lryO7sTd4yX4SXBB/JQImPCASw6XMGvVRoNcZxDK1EKFVCKTKGRSmVyuVCrVGpVWh5GnNegNRqPJZMImZs1GvclkMhpNRpPRZDYZu8yGLpPeaNSrFdKenq6eHguOLpNsl812wOBbPst+WR+X/xbB/3/gyEJjqH/FtqOxHWgcHY1jovFMNI6JxtHRJ42/h9d/eFT/++Omj/EMFCdA4xi/B0XnHvzRdS0AmwHYBsAiAH4DYA0ASwHYBgb187cWgMUAbB3wk34uN4BB68AgL5uhSROskgeBDPvhGX9jMd1uaJIVSJ80BPs229n29RTbDCeb8O+Gnxs79IAN2AbAURsLfIeHgo0A7AFgBwADiTwxymo7AJ62XzJ6Zvyw/QDsA2A3AIeHgzPjLXVHY3d3fwajVmswzxCdFjNs0Ov1euzhPoqiZALR3XnqWbeFV375+eH6pXH7VpKPri06t7ncZ2vDjT1Ndw83BhxufXCCFXOZFu3LSXsoyH0hfpckLUkRlaaJK8nymkxZeYqo8KW44KUoP1LwKoybF8179ZiZcIeLC+ThAiDCXS7pIY/0ECYEizLDOrMe8XOfcNIf8EjBnbkPOgti5aR7CM6fjgvhF6XIlXy52SBXazolcqlYKJNI5XKJUqVSKZUarVqjUWu1OoPBYDKbTF0mk9lsMptMpi6zuQsbme0ym7u6TF1dpu5uo7nL1GU2mgx6nUalVcvfv/+ApTKuk2yXz3ZYNvBgGvm5WC7rE8v/EcfYUH+cHI2hdkWWMcKz6h7gK+/Hvr37Iv/ei7zrj7MpllYL2ir7M6L5D7wMTRKjyWIUL0OfvuMcXbJqJQBcFt13w2+x164KOdAaALaDQdvBkI0A3N60AWZ0rLcatO1vRGJnHQCH5rj1iiXpP3yb72yNveHA4MtwGJ4z29HUKXz18zSy3dB+pcTEMttuaPrSeRKh5NYCt4M24NTYoQcHgfaiouz7wWad7rrLtBOjLNWfc/YTpRzkzpL5X6jmfgAKn0W+Cn/QkJP9dNc2zxFgNwCVmdkGDEeNWqVSazEXG63FraF/rsloNJm7urt7etfOddvn9tMp159uL18Qun5x7O4VuSfWF3ptqri8tfbGLuq9I7SQY23hp9siL7OTgxiE+7ycF+K3OGkxQV6eJi0jCF4/F2RHcNIf8tJDxa+jBPmx3NRADv4uTAji4AMFmeH8jIdM/F1u6n3p6whh3jNuVjg/I0yQGdqZcV/4+pGQ/FDQVKjqMmmNJrFQIhKJJVKxVCqVyuVKi0EaZi6lNZqMRqPJbO4ymbFfXWaT2WzuMpm6zEaz2WwymY3Ya7Ius6Gry2g2GQwGrV6nlstF3V1d/TiumO2wfLbDQCiXYh/+BuXSWfb/dxzPn8HFJ2bk5a0dNXrD8BGrAVjZd34FYBYAza+zURQN9/aKun0DRdH051Hrx397eN220xdDb0RlvqR2pb1H4+rFKIru+WYMIeBOQczLtQCsAmAhAIsAyHkeaTbpVwGwDoBFACwBYIMlxA9eA8AiABYDEHb4EIqivw4bftlmcLazTf5U27TxADcYJA0FJVvXoyia9f2E9IkgeThIGgTSJoBMZ5sMZ1uy/bDXrlNQFG27fy9wGDhmA+6sWI6i6IPNG7lNjWcnjfMYCnYAsBOAgKULURS9PH3KkWFgN5aZDQanxg7ZDwCzsvxVWKhBpQpevfKYrQVHY3e3Wq1SY16daq2FRa0WM80xGo0GgxF7BYiiaHpS8orvHA7/NP/M/HnX3X95tmUJYf+qvNPr3/psrrm5p/72nga/vdTQI/Rn3khyAEQORbIeC/JeSIqSRUU4aSlBlPeSn/1UnBslynkqLUyQvYlnxV6F425BCbdYiXeYyXc7Em6ycDf45BAeOZSb8QjJeCTMjeBnhvAJt5DCKLWCKzUYhBKxUCASyQQSmVSmUChVSsy0UaVRabQak8nU95zWjGmh2Ww2mbGHjCajyWQym41Gk8FoMhgNRpPeaNQZjTqdXq3TqzVqpVIplUkFKIpmJsfOmWS9fJbd8lkOy2c5YFwu/Vwsv1DK/2ccv5+04IdJLnajrl44g4tLIBWX7AXgAgDXwGB/MDQIDA0Bw+8BQNi+DUXR1G2brwLgBUBTfAyKoocBiDlzktnaWJ2GP+XismnU6OdRiSiKng2ITrp65ebKFQsAID0MNRt051a6s5oa6l69+gmAx0eP8Jh0RkOd7+pVawBYAcDTMyf1Ws1zH++kwACVWLAKgPVg0EYw+CoAdcd3vVfImU9DGy6c/Ouvv5KHg1dznCXFb4xcbo3n3pSvQaazTYbTiJSx4M/ffxcX5pK/AvjBQNPRUZmcFPzr8sSzx7YDEL51vVosLop8+mzfbhRF9wLgv3BuR3GRmA2l+F46NAgcGgoqifizjvZlCfEHrMDpcUN3AVCZmW3q6dFYnD91Go1Oq9EZ9HqdVqfXW0aZ+ieUu7t7/kLRHcvcd7rM85w3z2flooBfFz3bsTzFY/Wr85tKru0q9d1Tc2tXXeAB6qNj9KizcPINKPVe56vngoJYSSlRXJQkeZcgLoyVFMZICuJk75I6c6J4+PtQ7G3my6tIUiCcFMRN9ufgbiGkEA4xmE96KMx4IMgO45P82PnPtFqVQKWRiMQiiUgilUjlcoVKpVZrVBqtRqdTazQqjdZiu2fE/r598JlNmFgaTSaDyai1eJ1pdXqDXqfRalUajUqrVqmUcqVCKpeJhHzow+8fsvBxcybbuLvYuc+avGK23fJZdstn2a/4XCm/gPL/DUfMJ2D6JBe7Ub4XzuDiEuKKSyIBiATDn1pZP7XCvlrfBUDaUIuiaAAAT8Gwp2Bo1IRvIr75RlZfg/75Z+a6VWwyCUXRewCU3LyBon8dGzUaRdF7R4+kPw5HUTTq6mWkjYKi6PNrvqkPQ1AUvbdja0bEYxRFPaZNCTm4H0VRQkgwra4W/fhnzatX7gBsB0N+A8Bn9WoURcteRmmK33z8vVdeU0aaNBpF0Y6wu6Xb3FEUrTy0LW0CyJxiixsETEKhtqMdbw1ezZmGomjqmKHdXETY2nJz9o8oihYnxDfmZP/+vptHab3uOh1F0dzQ4JcH96AoWvTy+dER4OacHy5NnXjBfsKJrwdZUpnMbFNPD2behd0asWx6oDRi/7eY5Hz8C22orlls57h3rtuxRfN8li8I2bLs6e4VKcfXZZ/b8PbStvLr28tv7aq7e7D1oSc9+iITd4dHDuVmPBS9SVTUZEorUmUVqdJSgqKCLHwdy015JEx9xIoLgJODEcJ9KDGAG38LxvkJssI7yWGCrDA4JRRJv9mBu6bUm4QSmVAkksrEEplEKpMpVCqVRqvRaDUanVqr0WjUGq1Wq9Va7Mq0Or3eYi9l8SrVaTVarVanU6vVWg1mf69Sq2QKhUQuE8mkAqlYIBbxRUJEwGML+Kzc1MQ5k23cXezdXeyws2L2ZAzK5X+L4BiU/w1HzB6gz13F1W6U73kLjtEAvATDX1pZR1lZP7Ma/sxq+DUAUBSVtDQFAfAEDH9iZR0OBoUBEDJoUMTEb1/Onp2wYhmKos+nOvKK30kb615OcURRNGqKA4qiaedOuwNw2HU2iqK+69YsBmDXhHGHZs488P00FEXvHDnc09VVlEqcC8DqQYNRFCWGhqwGYDsYsgAAnVrVUlrqBsA2AFAUZYc/Er8r0LFYpEkT0yZ/K6uuVFOaCSNB5hTb5OGgMyPlr49/JgLAz0pTU1riAfizp7sj5L6mvk7WTj0EwAYAenp7W/JebQbg5DdjvaY4n502lU2hCqitewE4McrqxNdW/QXzXQBU9+GIFRp1Gn2ffaclg+kftOt/C4ii6NWTJ3+b7nJgwfyjC+ZeWvHLnfULI3YuJx52f316fdHFHRU3dtXc2dsUcqT14SlW/G1eejA3M1z4JkFd/UpakS2pylbW5ooKcJ1pTzqTH7Aib7Cib/FSHiD4YCj5HocQwsYH8TMfSfKfS3Ke0jNC4BcXJFyGRKXmCzpFEpFMLpcr5QqlQqlSqdValUar1qg1WrVKq1VqVGqtRqPXavRa7J+h1WnVOq1aq1NqVGqNSqVWqtQqlUqhUEhkMpFEIpKIuWIxVyTiicQ8kQARdMJ8HgvhtPN4jHTcC7fJNitc7Fa42Lm72GNcrpht5z578gosgs92+EIs/yOOA1j8ZfqkhZg6ep3BxVtwjAHWMVYjYqxGxFhZx1qNuAcAiqIsAi4cgEgw4hEAj6wG+QPALyvu1WuF5eVIRRmKohcBQFG0OTIyZfMmFEUTf1uHouijwUOeARD7y88oim4BoCA6uqunm1ZVVZ33GkXRM26uKIpeWeX+GwAbrYehKHrjtzW/YYXMwYNRFH187vRqANwB+AtF8UcPmTWaXiFP296so1M11EYOLiZlLMh0tk0dDxovnUZRNGPKZBRFC5fPJduNQlG0Yu+GP7rMbf7XMr4GcV+BP3t7E73PhW5c976nR0ij1qUSUBQtS8Tt/VupHMPR3NOjVmswH069Xmfoc57rl0Zspqn/pfT7Dx/0BuOqH2btmDt3l5vr8flzLiyfH7R+ceS2pckH1mSd2FB+eUfFzb0NYSfanp6nPL3AI91DyGGdBfHy8kxlTa68JkdaksrPihTiQ6Coq8zIq+yYW53EUBgfjKQ8YMT58UlhXFIYP/OJ6HU0j3yXTghVvP+9U9gpFAkkMolUIVcolQqVSqnGXELVaq1WrVGrtBqNVqfRalQatQozptdqlCq1QqmSKxRKlUqhFMtlAoGILxFzxWKOWMwVi7liISwUcASdMI8PcREmgjBgqI3Nbu0UMOOf3Z9n95X7bHt3F/svoHR3mew+q08pB0Twf8fx+0kLfvgEIjYGO8f+64HqOADHETFWI+4D8N5s0PGQYACeAhBlPQxFUU7haxRFHwJwGYDqh6Eoit4GAEXR155HK/38/ugypx46iKLoXQACAagNDUFR9NXuXSiKBn/37VIA/PfvQ1H00KwZKIruGzdmCQC3du1EUXTn6NFbANgKrLbZjEBR9MqvK5cAcGrBLyiK7pz47Z8omu6xNxYAPACFK+aRvhuClc3TJw1695s7iqL8vBwTj5s8FBS6L0RRNH/hTBRFKw9uThoM8n9xRVH03aY1KIrm3ri0BoC9wwahKPp097Yjw/4Bx6rMbFNPL2YCq9XqMc+5fmm0XMEGSKPZ3NXd3YOiaE1p2c8Tv9vj6nbQzfX4krnnl8675f5zxLZl0btX5Jz8reDiloYgj8bQY7Toy22x1+DUYF5OpKgQJy1NkVaQBQUxsldRUOQlztNLcNRl5svLUKIfkhLCIQbDhPvMOH9mQgA/NZyf8YRDuMUqxskN2k6hkCcQSmQSuVIhVyiwlTVKtUqlVivVarVGo1RpVGqVUq1W67QKtVKhUsqVSrlCIZXLxRKRUNwpEHAFAo5IhIhFHKGALRJAQgGHz4d4XBYXYXE5DJjdAbHa2SwKm9nMRdoTIkPmOny1wsXefZbDyn+A0t599uQVWASfablW/guOAwJ0P4uLZkyeY//1Ne8zibEJcSX/gGMUAPkH9qEo2pEYV7BrJ4qiBg5Ud9cfRdHM5cvrLl9CUVTV3PjS0QFF0dDJ38lbmztra66PHY2iaPGd2+QDB3rf90iYjIjdO1EUTdyxI2Xf/m6jvrvLPAMAFEXL00kXV65US0Uoiq4eMmQLADvAoFUAoChKr631XrRIxKSjKLoMgPbqSpVGe8LNtT0qAkXR/DmTyfbDsOQ6e6Y9VoSqOLAFbw0aLpxAUZRgO/S9Vquhtb1bs1jLoKEomr9kMYqigtTk7GU/C5obURS9OGfmEVtw6p9wNPb0ajSYN6zOgNHYZxLSf2scyGJXdzfWt0h6EbVw4sTdbnM8Fs49tWTeuaVzfdznBm1YELljcfqpNW8ubqEEHWl6dKbtxWVarC8T58chhQgKXsoqUkT5L/iEQH6MLyP8PC3kFBx5CUr04yT5Q9E3oHg/JPkunBTEjQuASA87k/w4eVFSYxdPLOIL+EKJSCaXSeUyhVIpVyrlSjlWL8Xa7VgTUK5SyBQyuVIukUnFos7OTg6Pz+Z3cvgChC/g8flIp4DL53P4fDaXy+QiTB6XgXAYMNQBQzQWo5XNojLpzQjSHv/0/jzHr9xdHVa4OLjPsnOfbe8+26Efys/EcrbdilmTl8/6eyrztwC94IeJC6db5g77cYwvKcZwjAYjsBMDRsQA6wgA6q5eRDUa9ENv55uCcACCAGDU1hgNBtL9e+m+vlkB/r7Ll+vksoUAcCgt+Fu3FgGQGhhg1utyX75IDfTPCA1ZCkBdTpZJry8h4B8f86zNSHcH4MGe3WaVqvLtG+8Tx97l5jgCMAsAF2D1AwAe7suVUgm1od5v9862miqs69hSWGhUKQUI54Kry6ORoHCqbc4U2wynEWnfDpKWFUnLi9K+GZwyBlDuXJaVviOOAkW/Le6WibW0lqoje1SNtYSvQNOVs+91agOzvXTjr3o6Jfn7iTfHDTo+dojHmCEnxg49NXbYmb5gjeGo1Rosbu8GzAH+b9Jo7jZ3dXX1PV7FiIyLiFg26bvd8+bs/dnNY6Hb0cU/XVoxN2D9Ly/3LM89t7HodlwglwAAIABJREFUyrb6YE/Kk/PUp97tzy8zcHeQnAhhQQwn7aGAFMyKvNCJu90R6c2Ou8aOuUGPvIK8vM58cQ2Kvc2Mvk6PvsEhhfJxN+ipwSqDhiuWCTthgVgokgilMplULpPKZTK5TK5QKFVqhUotVyoVSqVMoZTKJFKpSCDk8QVIZyfC50M8bgePB/F4CJfHQbgwgsAID+byYIQDczgQxKbDUAeLSWGzqCxGK4tJYTFaeTx6fGTwfIevVrk6rHR16Ls4OrjPdlg52/4fI/iK2V/g+P2nGD1QFPvPHPuvfb3P4uIS4ktKnwLwDFhHguFRYHgUGP4MWD8AwwPAsHMAeACwG4CNAGwDYAsA6wDYCMBvAGAt6c0ArAJgGwCrAFgLwFYwGKtZugOwGoC1AGwDVqsB2ADAOgA2A7ABgL1gCNb4XgfACgC+B2AGAD8Cq9lgkAsYNBUARwDsAHAGwAEAVwDmAzAXgJUArAJgMwDrwWCPIUNiJg4vnGab7TwiZRQgjgIZjtYZzrakbwBxNMhwGkH6FqSMBimjQNoEy++mjgUpYwFxFEj7BhBHgSyH4a+n2GY62byYPPzqhGGeY4YcHjN0hyVYv9dodFqtbmCk1ustScynKTtzt7m7C5NG7HF/b28viqKkJNz8b8ftnDVz37w5e392ObrQ7fqq+SEbF0TtXkw+ubrMd2ddwKG6u4fbn3pTX1yBSPe5mY+RtPtQrC8n+grr2XnW03NtD062PTzDfnqp49EF+OV16MV15nNfKPIqM/IiN/l2W4yPSiXhypSdfB5f0CkSiyRSiVgqkcqkUqlEqpDJsNEKpUIml4ulYqGok9+J8PlchAtxuTAHgTgIBCMQB4H7vmXDMBPmQDAHhiCIzWKwWB0MRhuTQWHQW+jtjYyORg5Ej48Mne8wapWrwypX+5Wu9qtc7Va6Oqx0cXCf7bBitv3K2fYrB4glBiX4e4D+nMVJX+B4zftsUlzCk6JSBgAt422ax9k0jbNpGGdTN8ameqxNzbgRNWNt6kdbN3xt3TTWtmmcbdNYm8axNg1jRtSPs6kZZ1M91qZirE3pWJvisTZvR48oGG3zarRN5tfWhK+s40ZaR9gMD7YednPYsAuDhx61GrzPasg2MHgjGLweDN4EhmwDg3eBIfvA0ANg6C4wZAUY5ALADAuUVq7AyhVYuQArFzBoNhg0E1j9CMBsAOYBq5XACnsgfGL4kMRJ1oXTbLOn9E/5fBr3yXCy+WL6Z+BP+ns/uc62r6fYkh1tIidZHwegIsOCo06rN+j6WtQWo1jzF0kMNlOCsdjV3d3T3Y3102pLihdM+mb99Kk7XWYfWjjv9CK3i8vd7q+fi/dYlHNmbanvzsbAQ03BRymPztBjr0PEIHb8LdazC7y469QQT+TFRUb4Gfqjc4zHXkjcLVbsbVbMLfbza/RnV+hPvOBIb9oLbxGzUSBX8QV8gUgoEAnFUolIIhZJxCKxSCqXS2RSiUwiFHUKBDweH+HyYB6fw+GwOBw2BDMhmMHhQjCHA3GwrzALYkIwE2Kz2BCLDbEZTBqdTmUy2+h0Kp1OZTCoHR2NXJiGiwqb5zBqpYsjRiR2Vro6rHR1WOFivxyL3Z9fK8G/s/gZiNhgtpv96GsXTifFJ4QXlbIBaB1vQxlnQxk/kjLeljp+JHW8LXW8bVvfB+r4kX0/HEkdb9s23rZtnC11/EjqOFvKOJuWcTZN420bx9s2jrdtnmDb8s1IyoSR1Akj278Z2f7NyLZvbKkTbJsm2JZPsHk9zoYwdsTjr6yvWw87OWToHqshm8DgDWDILjBkDxiyAQyaD6x+BFazgJULGOT6+elHcxYYNAeAhcBqJbA6bT0EbzfizTSb7Ck2f+96/9fzicsptunWAMrINvR+0Gh0Br3e8IlG/d/rO1/g2NvT09PT8/79+/fv36MoyudxV7vMWDFhzI45P+79xfXYvNkXl7tEbHXLOLos5/Saiut7qm7vb7nn2Rp+jvbicsczHzjal/XChxFxlnLfE468yHh0Do68xHjqTQvzoj/2gePvdBKD4KTbEDEQSbzDzo8TKpV8Ab9TKBBJxCKRUCaXiaRiiVQiFAr4Aj6/k8fv5PL4HC4X5vMRhAtzuRCXhyBcCEbYMAeCEA6MwDAHcwOGsIWMbDaDxWKwWB1MBrWjg0KnU+h0Cp1BpbU3IQgl8fmDnx1HrXRxxM4qV4fPubR3d7Vf4eIwEErQb4X7j5fFfhYXzZi8eIadm/1o3wunkxMSHxeVMgFoHW9LGT/y/3pax4+kjLPFTss42xZMXMfb1o63rRtvWzdhZN2EkfXYGT+yccLIpvG2jeNHNn5jW//tiOqJI0u+tXk1wSZutPUN62Eeg4ZsAUO2gSFbweClwGoWsPrxn6DEuHQBg7A/MBOAX4DVCeshRLsRb6fZZE+x2Bb8X7nMdLbFWwOYnK3v/V2rw4w2/zWnNpu7sFm77r4xPAxIDEcsapvNpuDrV3cunLtv3qwj82d5LZ19b41r7K55mZ7L8i9sKr+2q+rmnhq/Ay0PT7Fjrrc99aKGn2y+60F/cLz5rkdDwEHaw5Pt4afbIi9ACTc7ws/Sn3nzScFQ+j0pIaDy4TmxDBGIxZ1CoVAkFIv4AhGfz+fx+Vwen8vnY+tlYYQDcbkwjLBhmInwYJiLIFwEgmEIgmEOB0I4bBizvGQy2Swmi8lg0ukMGovJYDJoDGYbnUlhMduZDCqN0cHnIfiXT+c7fvXrHIdfXR1XuTr2cfkFlA6WXGe2g/ssB4Dp4s/TJy2cPgmzcf4iQGO6iA1muzmMvnbhdHJCYnhRKQsAyhhrypgRfzvW/+cz2rp1zPDm0cPrRw+vHTO8bqx1/Rjrus9P/ehhdfZj60YNqR4zrGzc8PIJ1tXfWFdMGJ43dlj4iMHHray2ArAFgJUAuADwPQAzAZgFwMx/OdMBmALAjwAcGASSJgwudBiW6TCUbD+MbD/0/3AchiUPBlB6luH9HzpsF5Beb/inTgx2PpPG3l5sGO9936/e971/fvwTRVHik4c7p9qfWuTmvczFf43Lky0ucXvnkk+vKvTZWnl7X12gB+XRmYaIc82hx2hPTjcHHmq4s6/Bf39biCct/FRT4CFO6Mm2oMNQ5HnKA0/GS29e8l0kP7wyaCe9NlcskyAIG0EYXITBQ+hchMXlITwul8dDODwujMAQDHN5CIJAEMzi8GAYQTg8BIJhFgRBHA4EwWyIzYQgJovFYjMZLCYLYrJYTDbMYkFMJpPFgOkIi05DIETAEopYiVEhC5zG/DrHcdUch1Vz7Fe5OqxycVzl6ug+G4PSvp/LfijBgk9+9l8mLp90EXOu+NHOzWH0Ne8zyQm4iII3tLGjGu2+a7L/+5nYZP9do/3ERvuJTdhxmNhkP6nJflKTw6Qmh/4Pk5sdJjc5TG52nNzsMLnZwa7F0a7Fwa7F0a7B0a7W2a7Wyb7Wya7Wyb7W2b7Wyb7W0b5uqlPV8oV1UxzrnRzqnB0qpziUTHMonepYPc2x5nvHV84O/k6ORx0cjjo47HCwX+zgsMDBYaGDw0JHR+wscnRc5Oi40MlxoZPjIkenRU5OC5yc5jg6zXN0OjltStrMKbkuU7Jdpma7TM1xmZrtMjXbdVq2y7Rsl6k5LtOyXabl9B/XaTmu2OfvSXbj4fxCQ0+vAVu6hjUGDQaDwWQymc3dve8/on+i6EcU/fDHx+5+R5FejMcBLPb09n54/+H3D398/KhRq4/PdLrl7hL065z7a10iNs9K2P1T2pFFWSdXlfjuKru1tzbQo/nJaVrsxaZ7h5v8DzTePdQYeLDq5q7Kixvbg4823NjdEniIet+DErifHnmem3iJmXoTiTlfGXeHw6BxuDCbTYNgJgwxEA4b5kBcLoJwOTAXgREOxOFwODCHCyNchMtHOAgHgtgwB4E5CJPNhjkcNsRmQ2w2BDE5dCabCSMQBMNMiM3h8UWdnbAIZjDLKt4lxT/yDTu2/ugvU5fPtl/t6vSrq+OqOQ6/znFcOcd+1RyHVa79UDqucnVc5Wq/ytUOgxIMTFwGxuiBooixuPBHu58cRl/3PpuUmBQXHRuTjIvBJ8cSCLEEfCwBH0skxBIJsURiHDEljkBMSE1LSCMlktJxaeQkckYSOSM5I4OYlZWSlZWSnZ2W+4r06nX66zxyXn5mQUHW2zfZ7969fleUV1ScX1xSUFpaUFb2pqLibUVlUWVVcXV1cW1tcU1tWV19RW19eUNLZVNTVXNLXSulnkJpoLY1tLc30WitHXQWk9HBZDBYLBabxYEhGOYgCMLn8fg8vkDQKRQKhEKRSCwWicQSiUQqlcrlcrlCKZUrxEqVSKmSqrVSjU6q1ckNepneIDOalEazymhWm7q1Xd3a7h5tV7e2p1fX+17/vlf//oP+/e+G979rjWatVm/pxBgMRqPx/e9/9v7xV88ff2mkEnrpm6Ko+wWRER019b0f/0JRtPf33/tn5/tx7Ont+fDhw4ff3//x8SOKovUlxQ/XT4/a9HPkxp/id81J3vsTbvdPaYcWvvLaUHx1Z4nvzvI7e+seHm2459EadLjp7sGmoIMtwYebbu5p8tvXHn6q5f7BpoC97fc926MuMRIuMROuspKvkj3daDVvYQSCICYEMWCYyYZYMAzBHDbHEpQhGOFwEAhGYC6PA3MgDgJDMJsNwxAMs9gQi81isVkMJpPJZrC4MIPbyRUqeBIBIqA21ubjnl27vWPl4Rljjn8DLowBwU7DLs/7bukcp9WuDqvnOK12dVrt6tSnlA4YlCtd+qHEZNIO9F0WvwzQ2GURs/PBTAKWYDj6YDjGJMTGxsXEJsbFJfSf+PjE+PjE+ITE+ITkhMSkRFxSUlJyUjIRTyDgCQQCgZSSkkYkklJT0tNImenkDFJ6Rjo5JzMrJys7Nyf3de6rvNxXha/z3uTlF+Tlvyt887bwTfHbd8XvikqKS0qKSspLSytLyypKyysryqsqq+qqa2qra+pr6xrr6pvqG5rqm5obG1ubmyktLdTW1jbKp1XU2O5fNpPJZln2UMOfr0EQ9C2eFgtFIqFIIrGsVpXLFDKpTCFXKBVKy+Jwy3yWWq3RadQajWUXpRYr8RiMRp1OV5GXXREd1EIMIZ5dH7NzwYt1P8StnBn+/bjAOdNyHgabjSYURbH7Yt/A8vsPHz788ecfvR8+6LTqitdZt0/u8F4xNddrc+K+X9I9fnm5ywV/cD7h8MLsc2sLL2x667O57Pr26jt7a/z21t3Z0xx0sOnugYbA/U0hR9pCj1GCDlHv7mkMO017erYj9lJbtDclyqs98Rbj2Ynky5tYbCoCwxBEZ7JoEMSCYDaLxWSzmRwOBCMQzIHZENtCIcSCIBYbYjPZLBabxYbZLDbEQGA2BHE7JZCMJxDQm95lPQvwPrV8xrpvh+50HObtavt4s33W+SVvgnfXPz765NSahTMmrZ7juNrN6Vc3x9WuTqtd/guU4B9Z/KSLM/r8U/px9P6EY3xMTGJcXGJcXGJsbGJ8fEJ8HC4+ARefkBgXj+GYnJSUjEsiJBOIeAIBjyelpKQRU9JTUtJJpAxSeiYpPTOdnJ2ZlZOVk5OVnZeTm9+HY2Fe/ruCwrcFhcVv35W8fVdSVFxSVFxWWlpZUlZRVl5VXl5VXlVXXVNbVV1fU9tYV99Y39Bc19Dc1NjS1IThSO3bdIntz8IWc/Tv/uWwYQ4EW7ZbItz+PehigUgkFEnEYrHo00ZLhVyhxOZWFdizA7VardJotNjScY3GsoJKp9P9+fHP6Mi4Kx6HSLcOFwYeqYi6kuqx8t257YUXdxSc3ExeMTVsErjyNSDdvvznx48oin78+FGj1hmNBoNer5RJOrksentFS2VG6lPfTbPH3d8+/82F9ekeC3B73chHfyYdXYT3XJZ5eu2rcxsKfbZU3dhV47+35ubOlqBDrcGHW0KOUMI8qY+ONYYcoT092/byIiv+Mi3Ghxbj3fbiPC3uRgfxWvapVW+IjzporQiMsHgsNsSAICaHC7PYTAt8bCYEsdlsJovFhCCIDbE4PITDQ2AuAiM8WChBFGKBsJNa9+ZlqNfZ+Y57JoILMwcHLLHB7Z+V7bup6P6B0oeHmp+crH58lJV0Kd53+4LvJ/7q5vQrhqOb02o3p9Wujv9BKcF/viwu6tPFJX043viEY0x8TOy/4piIS8Il4ZOSk3FJ+CRCCoFAwOPTiEQSkZiWkkpOTSOnkbJI6RkZ5JzMrNzsnNzsnPyc3IJXrwtf5715nVdYUPiu8M27wjcYjsXFJaXFJeWlZRiOleXlVWVVtVXVddU1DbV1DbV1TQ0NzfUNTY2NLU1NmED2qaMFRzaTyWYyWH17YvqXxHC5PAuOnYJ+c1uJWCgWY3ViC44KeR+OSqzBq9ZoNJZdvlrLBl69wfDhw4fC/Lfe27Y+ObAx7ez2itBLeZf3ph/cVnXzdMPtEzUnVlQfW5Hhbn8GgO0Ll7FYUPm70gwcUS7kSMU8qZAj7mQKuTQOvaahiBh6cuOiiSMe71iWe2ZByqG5yQfmEQ/MTT+2LMtr/SvvTYU+20pv7Cq/vas6cF/DvYOU+0eoDz3rgvZ3PD3dEXG29clp6ovztBc+UPx1Ou56e+KVjpgL7ISrvMSrSbtnl5Xg6G2tnQgPRiAmsx2CGWyYzWDRGUw6G2Kx2Uw2xGSz2Rwuh8PnCaRCgUQqlstlWjkHbn0VE3p24y97vgMXp1rdXz+dfG5Z4e3t5RGelU+O1ESfaX5+qvn5qYZnx9tenqUnXki8un3B999h6rjazWmVm9OvGJF9sfvvUIL/zOLifhZnTF48w26uw9c3fc7hEpISYqPjY2ITYv8jjok4DEdCch+OBEJ6SgopNS0jLZ2cRsokkbPIGTmZOdmZWa9zcvNzX+Xnvip49fpNfkFhfsGb/IKiN2/7cSwrKa0oLassLq8sL68sL6uuqKqrrsFwbKzFgnVDS1NTc2MjtbW1tbm5nUpto1CwravYFi02nd6/tsiyihrhcrk8Hpcn4PExdRQJhBKBUCIRicVimUQql2E7VhUqpRKz4MEmBjUajUZj2Z2r1Rl02II+g8FgMPz+5x/BPlcCN2wgndjz+t7Fjkj/wkNLa6+dL73mmXJic/QRj+c3vV8XpokgRIgwlAqxyajRquVqpUStkCgknTIRIuDRGG3leQlBp1b8sHjiV6Rjq9OPL8zwXJx4YB7+8MJ0r7X5Plve+Gx9e2Vb8bVt1QH7G4IPNz86SUnwbXl0sinIoz3iTMdLb1rcxY7Yq7Toy/Tkmx34W1DaXXrSTVpGQEPowRcH5r0rIrOYFG4nj4nw2BALRiAWm8li02A2nQOxOAjMQWCkk8eXSCTmHpFSXFGeFXhh516nsR7OQyM3zSJfcK+6f6Aw/GT1wyPUmAuUeO/2WK/mmPPU+Kt1UScoL860PDlOi/OKu7h54Q8T17g5/urq0Bey/wuUYCCLAxOXRV94TE2ftOTHyXMdR9/wOYdLSIqPifkUqT/HMTEuHhefkJyQmJyUnJyUhMclE/GEFAKBiE9OJRDSU1NJaakZpPQMUnoWiZxFzsjNzsnJzH6dk5ufm5uf++oNFqzzC7BIbSGyqLi0D8eK8oqqioqaymosUluCdV19U0NDS1MTFqwpLS3tVMvdkdHRQafR2Aw6i8GEsLSQDVnW/3IQLpdnWYbA7xQLRUKBSCLGcLREarlMLpfJLRdHhUKtVqssE1patVqn1eqxJ9H9E4Nd3d0qlfbO1gO4E/tLbhwqjYqMunHN/7hn6uNnteUVDCZVJRebNWqdTq3X63Q6tc6g0ek1Wq1Kq1Fq1XK1UiwXIQKkjVKVE3vt0KaZk1c4TU7zXEr2/CnB45fEwz9nnfn1jc+WHK8NhZc3lV/bXu23t8p/b2PgQUr4qdoQz7bHZ1qfnqXFXqTFXmTgbnAId9jJt9gpAQz8rY7kW214X3bazTLfDc89l7wjR9MZVI5ACPUXtqEOiMPmQBAXQWCxTi5TIJ0d4TdOn5pnd3LyqOCNU7LvbCsLOVgX5VX19ERzrFdLrBc1wYcSc4GacLk1zpuWeImWfL0x+gw15mzj42Ntz0/irmxb9MOktT85r3FzWj3H8VdXx/8KJegXRYsuzvgbizPsFs+YhDlXzHUcfcP7XFJiUkJsTHxM9CcW+/KYTxfHhER8UnJyUhIBh+/DEZ9GJGI4ktNImaT0rHRyFpmcm52TnZWdn5OL3R3f9AfrgsKiN2+L37wtfldUWlxSWlJaWVJaUVxeWVFeWVb5dxybGxuaG5tamz8L1v07qdlMhgVHFhuCYATmIBBsyWN4fCGPL8IujgKhVCwSS0QSsVQmkWI4WiL1JxyxiyP2Jlqv1X35iucjipbiyd5r142f8A0YbHP55l2tVqTSiJUqiV6r1mlVOp1Gp9MZDEaTydRlNpnMZoPJaDTp9XqtTqPQyEUyARuhVRenP7m6Z/lC5wnrZtglHVmAO/xL0uFfiMeWp51am3FuTeGVzZU3d5Vf31Htt6fOf19LyBFK5Bnqcy9a9IW2WG96whVW3FVGvC8bd5NF8GPgb3Uk3aCl3G4n3uhIulp8fX3EvunkyOsNDVUQlwfzOmGEx+OLuXyEIxTzxMqa+szIizuDl3zzeMMP5f47KRnX2hN96qLPNUedqHl2ojXWqznmNJ14uTXeqz3Jm5Xmx069TYk+w8JfaU/0aXh6nBJ1ivbMM9Zr/aLpk9b+5IydPij/k1KCT4nLD/9wWVw8w27J9MlLZk7CprIxdUxKTPoveUx8ggVHXBI+KZmIJxAJ+FQCgZSS8gnHdHIWOQNTx+ys7PzcV/04Fublv8kvwO6OJW/eFhcVF78rLi0pqSwpqygpr6ooqyyrrK6orquubqitw3Bsrm/8Qh3bKNQ2CoVOo3W0t7MYDDaTieEIsSFswSC2noOLcAVYsBZgOIokIqFYLJKKLZEay2NUAy6OWLDGbE90WoO2ryHTh6Opp6dXKpSAwV+7LXAPDg3fs39/UVFOj8moUip0Wo3RYDR1mbu6u7u7u7u6e7q7LT3ELnOX2WQyGrQapUwh4QrYrS2VWfjgM4eWzXKbNO7Qoh+yTizJPLE89diKzNPrci6sLby8ucpvT6XfnrrAA433PZpDDlPCjrVFerU8O0tLvAwl+TLiLjNwvhyiPz3eF04LpBP9aInXOhKv0wl+HUS/usfHiCdn4S4tyov1rixNqm8uaagprM19lhl5+YXHItxvP9SEHRbmRfCLn3ALwhgZd2kJZxsiTzTFezU8P94ac4Eae6E1+jQt8UJHkg896RI14QIr+XIbzrsDd4kafbYp3JPx8tTL06sX/jh5zU/Oa/qI7IdyzRzHNf8EJfh0X5zxyYe0j8XJi2dMXvrjpH7PigHq+B9xTMQlJSRiaTUxGU9IJhAJ+LQBOGakpZPTyZnp5MyMjJys7OzM7Lzs3IJXr/JzX73Jyy98nfeu8M3bgsKiN29L3rwtKioueVdUVlJaWVpWXlJeVVFeWVZRU/kJx6b6hqa6hpbGhv48Bkur2yhU7OKIVXmw9auWtdTYQuq+jW4ifqfQEqyFEpFILBZJxJIBOCpVn6fVffPUeo1Gp9PpDHqdQafXG7B+jKmru1sqk61cubKhuvLjnz0Iwo6LDhHyWN29PSaz2dzdbe7q6u7p6e7pNnd3dXd19XR1mc1ms8lsMhgMeo1GLVNIeUKE1tH09h35cdCxjZvmOLtMHJ/h6Z7ptYF8bn3m2fVZ59eWXt9RcWt31Z09VXf21t7dXx90sCX0KOXRydbwk+0vLrRFn6fFeLPw1+DkWxyiP0S6y0r1Z6X4cdKDWEQ/VtpNKCOI/zqMlXi1KnR/YdDmkqBtBXd2vwvYS318hpcTpqghKGsIvOIEYfkLbs49KO0mJeZ0feSx9phTdRFHG6LPUWO8aNFnaLHnKDFn2xN9aDiftoQL7NQblOiz9Djv2lCP9mfHYs6tWzxjMkbh6r9BucbNcfWcL8M3WDzDbtE/JdGLZ0xePGPi0plYmP6E43Wfs8m4pP+aVicnJCYl4ZJxSUQ8gZBMIOLxaSkpJCxYp6ZmkNLJpPRMUnpWRmZOVnZ2ZlZeTm7Bq9f96jgQx5Ki4uKi4nKsylNaXllRXlle2V/laaita6rH0uqGfmmktlL6qzwYjiwGk8Xqq/L0L9JCuJaiY9/mIpFQKJGIxWKxZEAeo5ArBuKo0ag+G9TCtjnrsUEtg8Fg7O7uYbOZdDrVZNQpFBqjUafRqooL8H1WxZifdp8+dmETo0azyWgwaPUapVoulomRTi6dSS2rLyamPPQ5t/GX+ZNH+29ekOe7KevCpryLWwsvbiu5vr3mzp6Gu4dqA/bXBe6vv3ugIfQI5dkZasSZlkcnOuIuMxIuMxKvsJNvs/F+dMJtevJNBuE2nBbISvFHyPfgtEB+TgiS/1BY/FRR/oJfHiMuf6GseKmoTJSVxorKYiXlCXDeY37BIx7xOptwvTXuQm3I3vLQfS0vTjdEn219cYry4jQ93qst0YdFuEaNO09PvtSRfKk99jwl6nTDo6OMF2divdYvnj5pnZvzWjentT85r/kHKJ2/CN9g0YDi4gAWJy35cTJ2X1w6wA1tvtOY6z5nknFJ8TExCbH/nsdYcEz6Asc0IjE9NSU9NS0znUxOI2Wkk3MzM3OzsrGiowXHvPyC13lvCwotOL5914djWWVxWUVZReWAomPDpxp4Q3NTY2tzc2tzM7W1ldra0t5GHYgjk/EprR64143bX3QUCD/hKBJLpTIMR6Xiy6KjRoNppMby5Fbfj6PBaNQbDKaurq5OIU+j1SpUcpVWo1Freno/SIUQtf7tH39i69a6urr7dwOZzEaD0WgwGHVajVqjlCqlnWIhxEPaWNSK5vLMfGJYmPeO3b9M3TxzUp3//sIr28uv7ym9tqvGb2+N/77Dxy3fAAAgAElEQVSagP3NwYdbQj0bgz3qwo5RXpxvfe5Fj79Ej7vUEXeRibtKT77GSLvNIPkziX7s1EAm8Q4nPYiTHsRO8WeTAuGsEP67J4KSCF5OgODtE2FpFL8kUlz8QlgUKXjznJ0VAmcEsTIDaPgrrVEn60J21zw+3BR9tuihR2vU8ZbnJ9qiz7TEnYcSLjHxvu24S2y8Ly3Gqz3GqznyFCPWK/HilkUzJq77yXmNm+O6Oc7r3Jz/BUqn1XOcMCjBFwEa08UlMycvHiCKGIvLZtnPcxpzw+cshuN/Sqv/ro4EfCqeSEpJSU8hWloyaaRMrCWTnZ2bnZOXk4vVHbEaeD+OxW/fFRcVFxcV9atjVXlZVcVnNfCm+obm+saWpk8tGUpLazulrZ1KZXTQGB0dfbvSWf1FR0uwxnAcEKxFQqFELBaLxVLpp6KjSqlUKBWfgrVGrdZoVCrL6KAFR8NAHE1KtUqhVKg0Gq1Op9XpDQbDH39+7KCWK+Si3vcfLJsvzEaT0WAy6nU6jU6n0mrUKqVMqRBLhFwBt4PLbmG2VbVW55ZkvUwNu+R3YNXGmePK/T3Kbu9tuOtR7Luj1n9fXeCBxuBDjfcONQcfqQs62PTgKPXpqfbnXo0Rp1qfn2uP8WbhfJEUP2bK7Q78dSg1kJ0awCTeZqX4IRn3+FkhMCmQlxvKL3zMyw9jZ9/n5j0UvXsuehfDy3sAZwVzssMh0j2YFMhKudGe4N305Ej1g931TzxqHx+te3ai4Zln6/NT9Y+PNEUcpcWdp8V7MwhXW2O92hK8qbHnGyNPshK9cZe3LZo+ad1c53Vzndb95LjuJ+f/BqUj+FtxcfKSmZOWzJy0ZIAuLp1ph3lW/Ow05obPuf+MY3IiDis6DmzJEAn4VDyBlEJMT00hp1laMhkkck7WABwHtGTeFhS+K3yD4VhaXPJFsK6qqKqtGqCOdfWN9Y1YZt0XrFvb2zAcOyw49hUdWUwWp285NVYD7y86igUisUgoEYvFkk818L6io7w/lekznNBgRUdDX9ERK/SYTGa9XqNUq1UajVqLmaIY9QajydzV8763poT84f17k8lkMukMeo1Op9Oq1Rq1SqmQKRVSuVQoFnJFPIjLoXFZLSxKRVtdfs2b5OyEu+Heu3fPt0+7tL3p4Ym64MPVfvur/PZX3N5bE7C/NmB/w91DjcEe9SEelPDjzY88KZFelKhzbXE+bS+922O8mYQb1ATfjqTrTMJtmBTISQ9gEm8h5EA4PViQ+wjJCeVkBXNyQvivHrIyHiC5j+ipt7kZgRxyEJIehJACWUlXqAnnW6KPN0YcbHrqWRt2uPn58aqnHnVRng2PPVqiPFl474Zwjw7CRSjVF069Rok7T0u6yMJfir+4ZfH0SWvnOq+d67RurtO6uc7r5jqvc/tPUIIln8fovgD9Dywun2X/s+PoL3G0VHniPlV5MGn8vCVDJODT8ERSChErOpLTSFnp6ZnpGbmZmTnZOblZ2fk5OZaWDNYh7GOxv0NYXjIAx/KquupPLZnmhsam+oaWvg4hpaWlndrfIWz/B3XEUpl/aslIRJa744AauPJTDbzPS9RSeNRiA/46vU5vwdGo7zKbNRqVSq3F5kQNmHmIwaTVanp6P3DZrc21b3rfv9eqlRqVQqmQK+QyuVQsl3ZKJJ0iIU/EZ3dy6VyoHabV0VuKW2uyq97hC9PCE4O9fLb8HHHsV2qET62/R63fgWq/A013j9YFHCi7tbs+5HBd8KGG0MPND460PDreEeNDjfZui/Npi7vIwvsyk6/REq7Sk2/R8beYhFsckj8r5TabdAfJfCTOe8FO82cSbvKzgiFSYEf6XVbGfSg9CCHf5Wbeg1ID2GR/euq11iQfGu489fnR+oijDeGeTVFH6yIO1z87Uvf4ECXKs/3lifbYU61xpyixp2k47/ZEb3rSJTjlKsF35+Lp3/0212ntXOe1c53XzHVeixGJQen2GZSf4zhj8uIfPxV0+llcNst+SR+Ly2ba/ew89ubFv+H4j3nMFzji8WkEIolIxKo85DRSFjkjg5Sem5WVm52TnZ2Tl92H46vXWA28v0NowbG0tLK4rKK0rLK8rKq8qqayCstj+lKZxua+YE1paW2jtLZTLeqItWRYjM86hJaGdX+w7hQIOwXiTpG4D0dpXwG8Tx2Vn7dkNCpVn2ueXq/XGfrVsbvLrFSr1RqtSq1Wa/UanV5vMOp0eq1Go1Iqe99/SME91KgUMrlMJhZLxQKpSCgR8SQinqiTK+TDfIQOMyksWiObVkdvLaXW59dXkCtfx2ZF+907s/nKby5Q5NXmeycaAzwa7h6uCzxc6b+vLuhQzX2P+geetSFHmx8dbww71vj4JCXGuy3uYlv8xY7EK21xFxm4K+3xl5mpfoyU21Caf0fyNSg9gJ8TxcsKZ5P8eOmBLOINONWflR7AJt2FUoOg9LuMFD86wY9JvMZM8e0g+tISfagvT7Q+P9b87Ghz5NHWKM/6Jx7Nz440PDnc9uI45eUJBu4cG+/dkegFE6+0J1yACZcSL29eMn3yb3OdfpvriKnjZ1D+5LzOzWnNHMd1bs5YMWiNBccZdounf4rOA1m06CJm6jPbYZ7z2JuXzv4POPa9nyCmp6WlYw3rdHImKSM3MzMnKxtrWFuC9es8LFhb1PFdUWlxSUlRcVlpWUVxaWVZRUV5WXXFZzg2NzS2NDQ2D6jyYDhiz3n61HFAKjOwYY3tBO4UYB1CsUiMtWSkEmkfjvLPO4RqjcZyf9Rq9VqNzmAphFvSapPRoNDKlWqlUqlSa7UanU6j1Wk0WqVKKZdKlDIZo4OaQnyp0agEfK6AjwgEXAEf5nNYPA6DC9M5bBqb0cqmNbHa6+iUcmpzUWNlblU+7lVi8JNrh3w3uLaFeTU8PFV7/3i1/+HKwEO1oUeq/PbWBR2sCTxQF+zRGHacFnGOEn6yPeo8JfoCLf5yW/zF9lhvaqwPJf5SO/46i+jPTL3DTg/kZN1HMsPZ6fcQciCcdodJuM5O9WeTAlmp/uy0O2ziDTr+OivldlusFzP5Cg13senl6aaoU20xZ1uiPJsjPSnPj9WGHWh+epQSdaz52dGOlyeYCWdpMaeZSefpiecYiWdZeO8k362Lpk9e99OU335yxqD8rQ/KPpl0XPuTExa+sewbLJnRL412AwP0spl2/aKImaosm+0w33nsjUuYOv63Ks8AHIkEQkpysgXHlBRyGomclp414HVZTr86Dkhl+oN1aXFJybviCkwdyyoqy8v/jmNzfWNzYwOWWVNaWqitVFobtR9HJoPBZtChf8FRwOVZgrVQKBGLLIUe8T80rAfWwLXa/jl/nV7XP8lq1KhVSrVUrpIrFEq5WqVUq5QqpUyuEEskgk4eArHVKmXEE39BJwdi02A2jc1qZzMoMIMKsdogJhVmUtn0FpjeyO6op1OrqU0ljdW51W/x+UkPY4LPXN7xCzXyakPYqbr7J5tCT9UGedQHe1QH7K/121cbeKA24GDd3UON94803j/S8vB463Ov5mdnGyJONb/wao+/1Jp4mZboy0i4QcddZxP9man+7LQAKD3o/yPtrN+izNu/Pxv3KmGi7looYSMiKKFrra7d2C22IkgoDQrYAtIw3c0MPd3MAEMMk7RSBiKgKKnuPD9cMwOou/fe32eO6+DgD3gd7/Nz1vuswUfV4qPqibfVmLA6cnQN8Y4WE6pG3NShg3XY4EqYjw59qwYdVIUMKAN7l4GvK1LPKzMvVqScVaReLHlyoiLxjOzx8YpkL3XaRUXKeRX8agPeX4u4WocPhN3a9/vCmVudbbcst93iNArKzaOgtDFk3042oNULZ65aPPOrxGXNiAC9ZvEswJNvrYP1SpvJIf8LjigYEm0o9JhwxAA4UghEColMo1DpVBqdSgPmJwqA+YnROBqDNU/I5Qu4fAGfJ+IPj/MAZfAyWam8tHhES6aiqrJyZLCu1miq/yFYP3ve3NTc8ry5taUFUMc2Y6HH+HYc2SEEXo+mYA2sD3a/e/fufU/P2zdvXr1qefHmdeuLttbXr1pevWh90drS2vLs2bO62lqNUqFRVfL5eXhMpk5dWVVZolHKtVVlOlWFVl1RrZJXq0s1VcVaRZGqXFglF1SWsuVF2WIOhkGOR8X5hR5bK0/wq0i4Jr7jJYvxksaeEEUeEYQfFkcdEYUfFkUcKbpzvCj6RPnDc8UPzsrizssTL1ekeivANyozfBQQPyXYTwu/pYMFqyGBOmSYGhakw0RU46LqibG1+Dt1hNtKRLAWG6GC+2vRwVpUkBYVUoMNVSMDq+D+anSQBhMiz7xWmXpekX6hNPG0POF0adxJyf2jxXEnShJOVcWf1mRcrARfVEGvaJHXG0lByOADqxfM2OZis83Fdss3UG75BsrNTnNBX7FoitEmFk2GfOscrF1tJofcuIqAIWDg7+A4XOUxZtZAwxqNRGOM6kjA40k4PIlApBKIZBKJTsmiUbOyaXSg7mgq9IxKZdgcLosDpDJCHl8oAN6O4uG3Y3GxXFZS+vXs7XCwrtZqqzVqYPYWSGVM4zzPgGANnE5/3tzWCgTr1hffS2WGzyK8ffuVCwrgyNPXP1Ct1TQ0qFrevHze1vq8pamxtbmx6XltXa1Wp61SVMpLJBIBU1lZEh7iW1ejKpbyykuFlfKiCrmkqlyqkEsUZRJVhbRKzleVC5Vlgio5r0ycI+MSOVkp5OSQmDNbZE/95Y+vlMR4iSKPCyMPi+8cZQbvF4QdFIYfKoo6Jrl9VHLneNl9L+mDM7In52Xx50sTLsrjL5anXFNm3qhIu6YA+ynBN3WIUB0ypA4doUGH1ZNiNegwFTK4FhelQ4dXwW8poDd06GAV3F+HDq8n3KmC39TCAlQw/4pMnwqojzLTuzTxdFXGeemDY9JHJ2SPjlekni+NO1UVd1KReq4q/XwtwluRdqERG4AM8lyzcPo2Z5utzjZbR0K53HarswlKGxOUfzrPAf1LFtc6WK9dYr3SZlKIH4Dj96s8CCgMCYMj4QgjjoZRcIzx7YjH4Ug4AolAoBKIFDKFRqVmZVFzaPRcGj2XRi/MzSvMyS3Iywe6MqZgzWVxgGAt4vMFPCBYi796OwJ1R6BPqKioUCoU/xCsG4CWDIAjkMoAwbp5VLAG5idGpjLG2VtgwKyrs9PAYl9f/6dPn993d4f4XqJTkM0vXzS2Njc8b6ytr1Vp1BUVlaWl8qIiSZFEyGcXlpcUPXpwR6uuEHDzRXymVMSR8FklRVx5saCiVFQpFyrlQlW5UFHKV5SwyiR5Mi5JkJ1BA9++d2WfKM5bHndVHHFcEn5UFH6UF3yQF3qo6PYxXvB+Xoin5M4xWcwJye3jknunJfdOyR56Se6dLou/WJZwqSTuvDrDpyrthhoSqIHd1CJCajERalxELTFGjQ5XI4PrCdE6TGQVPLAK5q9G3tSigtSIm2rkLS0qRAcLKE++XA0PLMu4Lk++KE86W55wWp5wuvjh8ZK4EyUJJ0oeHq98ckoNuVyZeq4s6UxV2vlGdAA6+NDvi2Zsd7HZ5myzdfkIKA1EmqA0ZTlzQSNZNLk0r/1GF9cusV67ZJab7cT/jiMU9jWOaDTWOHtrGnYECj00KpVOoZnqjiNxNGXWQCrD5/IEbGAU/DupjLy4WF5aOmL21pBZDw87ajTV2uGujAnHUcG6qbm1ubmtraWlpa3thQFHw/xE+6sRqYzh+fj2bVdX9/vPn7/09w+UlRQ/vBsGT4tPiAjZv2Prm9dtz55Va3UapaKytFRaXFIkkYiEEhGfz+OyWSI+EwZJ4XIK2IV0LiOHx8wVsPMkgkKZiF0q5ZfLeBUyfmUJr1LOL5MxSqX5RQKiqABCh8fEBxwVPrkivOvFDz8iCD5U6L+X6b+fG3xIEHGUdctTGHlEHHVUEH5IEHlIcOe4+O4p2SOvogen5E8vlMR5lT70Kn7kVfHUuzLZuyL5Sg0isBoZpEGHqbERWlxkFTKyGhetw0bV4MKU8IBqbNgzUrQS7tdAjFLBA7SIQEX6dS08oCzjelXm9ar0KxVJXlXJ58V3D8seH5E9PlKRfFqR6qXKvFSZck6ZfqEq/cIzXBDi1v41i2ZsX2G7fYXN11A62xrelIbYbYAS9F1dXLtk9rcsrl86y9V2Uug/4gg8HAEcUQgkylgGx6JQOAyGOApHEoVIohs3E4CWTP63mfWIVAbAEWgSjhoFN7wdS0b0rL/G8atCz/DsrakM3tTc2tTS0trc1gpsdrUZ1bF9ZGbd0dEBeNB1d/d8+Uvf/vo1EQu/ePrYgV3bfC5fiI0KQiQ/dV+6WCos0CqL1GplRXl5SUmxpEjME7D5PC6Hy2WyGGxGDp1GBGcmsRl0Rh6VmZ/FyqfymDQeky7i5MpEhTJRYbGYWV7MkksL5dKcEhFVzETkYR5khHtxH1wQ3D7OjzwuCD3C8N/L8N/LuuXJDj7ICjrADTnIDT3ACtrPDTvIizzMiTwsijkuiD5a9PB08ZOzZQ+8Sh6fU2beqEq9Jnt0VpPpq4YEqCC3atDhOlSYDh2hw93RYCJUMF8dLqSWHKlFhWiQgbX4cCXqphpzS4kI1CBvyjOulIO9i5MvVCadKXt6uizhTEn8MXniidKEY2WJZxXp57XQKxroFQ3sSjMxCBN6+PeFAI62o6B0ttnqYrPVxWarEUpT7AaZWFzz9yyuWzJz/dJZ65fONuAIRfxzDdyEo2EUHIXGolB4NJqAwRLwOBKOAMzeUogkGoVCy6LRsmjA27EgOwdQR2AUnFlQyGGyOCw29ztl8FEjFGWyEnlpMSCN5XL5t3VHrakrM6Jn/S2OrYYmYZtpUcZUdzR1ZT5+7P38Ra/V6h7fDjl+aLvX8X03Lp2MCfV7cCf8blQYg065ePTg5g3r6p9VqXWa8opKqaxYJBIJBHwWk1lYUFBYUJCdTeMwC0Nv+RUJuPl0Uh6dlJ9NKMgmMPJI7AIKJ58iZNOLBPkyUUGxKE8myioX0kQMdAH5KfL+dVasFyf0MDvoCCPAk3p5W77f3jz/PXn+e/ID9jJu7mUHeeYH7GKHeHJD9gujjghuHxVEHxXEHJHdOyWLOV2WeEWRfr3s6UVF6lVl6rWq9OtqsJ8GFqSGBqqhAUqIvwZxUwUPKMn0VuCCNKhQDSpEiwxWYUKqsEFaYrgK6a9E+MlSL1VkXJbHnyhPPF2ZfLo04ajk4UF54snip6cV6RcUaRe08Gs65PUWUgAmZP/vi2ZsdbHZ5mIzCkpnE5S2gFIashxnG9B/1cV1DgYW1y+d7Wo7cZQ6/k1aPRJHFMKgjsY1QhwRj6cQSVQiiUImZ1Gy6FQAxxGFnrx8Rl4+q5ABjFCwmSzucBmcLxTwxQKDOhpwLC4pG5HKGCd6RmXW2m/L4CNHKIwTPa3NLW1tLa1tbW3D0+CGh2P769d9AwO9ff3cghyf055ee3+/c+lQYswt8MOItISHBEgKOiMFDYHmEIjY1DRne9unCdEaZVlZZZWsRCwW8FgsFqOwMC8vNzebTqNSuIy8iJAAZh4th0rIJhHpFHQ2FU0jo3KzsIV0PCOHyC3MEnJyxLxciSBXJqCLWSQWHQx/6J0VeTIn8BD1+l7i5Z1ZV/cQLm6m++6k+ezIvrEzL2AXK2gfK2gfO8SzMGA3N/Qg//ZR/u0jopgTsgenSx6elcWdK46/IH96sTzpUnnSZWWmT1XqNS3UTwULUGT6KqF+ykx/JTxIiQlXokOU0JsqRJAGGaZFhRSne9UQw1WowEqorwJ+ozzlojz5vCLtUnnyaVnc4fLE4/Knx8uSTlekeumgV3VIHxXkciPWFxW0d83iWTtW2m1zsfkaSheb7c5ztjnbbHWx2eJis9XZBshyQMOHPb7/Xhxmcd3SWR62k0P9riLh/yOOaFMqgyVgMUQCwYAjkQzUHbOzaHn0UXtbjLz8b7oyPCGbx+fxhXy+2NiVGTlCMXLATFFRDhR6RgyYqXXGzLq2uqautq7ROH7bPGrArKWttaWtra3VOO/46uWrN286hj5/GRocIKAQu9a67PNYSM58lHgnKOVBeHpMMI+KKKAQ8rEIQXYuN5csKqApS4qT7sUsnT+PgMXLiyUl5UUCkYTDYecX5OXk5eRk06kkAp2EhmQk34sJzaUhqUQ4mQAjE+AUApyKh9FI8GwKmplLZOaSOIVZQg5dyKFw8jCEzAfXju9EXt2FvLwHcWk34uJOxPntSK/NaK+NVO8ddN+dOb676Fe35vpuzw/YVeC/ixW8nx1xiBN+UBR7QnT3uOjeiaIHJyV3T5Q8OlOWcL488bIi7VpVmrcafEMFC9Agb2ngN1XQADUsQAG/qUYEaVChSvitWlxULS5Ki7mlhAcoEH4V6VcUGd6lqZcq072rwNeV6eerUs9VppwuiT9WnnRKkXZWnnxKCb1Sg/J5jvfDhXquWTxr+0q77Svtdqyw3eZis20UlDbbXeZud7HZttx2i/FBCfqqvvjdGA2wuGGptZvN/4zjV1utAI5kApFKJFFIZBqVQqPSaFlZ33ZlDJk1k8VisjgsNo/LEbJ5Aq5AJBiuO5qCdanMMH777VarYfxWozGN3wI4NgDPxxHzji1Act3W2tbW0tza9qLtZWfnu4GhT03PGh7dCTn4p8su1/mXdqx4pipuelYTf/++vFjid2wPB5suy8U815S3aEvqVOWs3Dxfb58jB49v23rgjNcVHB7NF+WLpUUcLruQUUCn0ahkEpmIwaLSc2jkIwf2cRn5RCwYj80k4qB4dCYBlUHCQcl4OJ1MyM5C55KgeOSTlLi7Ab6X9+zc7mA3P3LP74+ObXl6fEvaiS1pJzfBz26Fnf4T67WNePlP8qWNlAt/EM67Uq+syb+xmRW8jxV6gBGyj3/nqCDmiPjeCWHsMdndEyX3TlU8OVeWdKUi5Zoy/boa4qeE+GkRNzXIm2pEoALsq4b6qxCBCqi/FhOqRoeo4FFq5C0F/IYKFagEe1dlepeBr1TCrsszrsgTT5Y/PS1POKVIPVORdKr4yWE17LISdlUNu9ZMCkQF7V23aNbOlXbbjR8A5VbnuV9BaXpQgtYumb128ay13+ji1yw6zN6w1NrNztCz/rc4wobnHY1L1hiioWdNIhNIdDIli0Kl0Ub0rE3jtwUFrEIGh8liD/esuXwuX8jjCfnDq1vAknWprFg+Yqu1srwcWN0CCj1A6RFYTtAZgzWwnFBf39DU0GgYMGtqaWlqbmlpbnvx8t37D51vOyukgqSQS7j4yJTooIdRARnRgfjU+++7uu8FB2Ez7vt4ebJJqWVsehErNyIs1HPf/h3bdl+8eJVIJKvVmsHBAb1eX1dXH307NCebwhfwChgF1CwakUjE4VFIRHoOjbR/15YsIgKPTscgM9HITCwyAwNPQ0JSYOCE9KQ796JDg3wuHT50cPWarYsWulj/OuPXCRM93ZZd37Yu1nNTzJ41jw+sfXp0fdLBVZlH12C9NmDOrMaediddXE+6tK7Ab3uO79YC/935fjuYofv5MUd50YdFd4+Low6L7xyrfHK+IvFqRYp3VbqPAuxTnu6thgeoYAFqeEBFurcS6q9E3FTCAtTIW5XwoCqovxrqWwH1UcL8qhEBCoi3AuqtRPhWQK4poZfKk8+oUs+Vxp2sSjunAV9UQq9Uo3yqUdfrML64UM+1S2btXGG308Vux4phKLcDULrYbFsxAkrnuduc54LWLJ619r/r4uz1S6zXL7X2sJsU+i9wRMARSGOTEDO6K0PAYckEIglHoJLIFAIxi0IxNAlNZfCc3IK84V0ZNoPJYXP4XJ5EKCiWFJWVlpaVFleUlSvKK+QlJbIiqVQskReXlEplpSUGIkdm1qqqKtOMmXaEOtYD6tjQWF9XD6xuNTc+b3rW9Pp1+8DQ58YahaCQSkJnem1zy0Wl1FSVVkn5mEcPfY7vy3wYTsq4k/Yo6trZ4yf27Tl29OSxo0fv3X3I4fBa29oAm+dPn7709fUDrmWfP39pbm4N8PV9+DCmIJecRaNhSVQYBg2GZeKxyJNHPdNTniJg6QhIChaFSM+IvxsRcPPG5UvnTnp6Htr4x1YHp7VL7BausJnhNmPKOpvZ9lOnOc6d7enmfG3TquBta4K3rLi7d9XjPe7JB1dDTqxJPeSYeXQ56eIfhHPr8OfWZt/Ynu27Oc9vO8N3Cy9kn+D2Yen9U8LIQ0Uxx8seeZU98FLEXy6Pu1iVcb0y9WpF+rXKTB8F2KcK7KuEBypgflXwAC3ipgrir0YGVqZdVSECVYibFWAfBfi6Fh2ggHuXZl6rgvlUpFwoSzyrg1ytRflokNdr0Dd0SJ9q1PVmciAu7MCaJTN2uNruXGn3FZQ7Vtptd7HZ6jJ39INyLgh4L679ZxYdrNctnb3BcdYqu38VrA0dwhE4jkxlDANmJDKFQKRRKDQKjU411B0N2UxefmFefmFeAZvBLCuWFQk4ubk0JAQLhaIf3Y3LSIakJ6emJybnZFGlYnGJVKqoqFAqqoD1akAgjbsyhtUtrVqtU2t0Gh3gBmfYJDTi+KyhsbW5taent+f9e0WxKD3Gn4lLb21qqK+vZ1GwXDqhkpunLCu5e9c/6MqJO7euXr141tfnBhKJr6isfNvZpdfr//rrS+/H3p6eHtPFN8BKDxj3Hhr69OFDz937cfsOnA0JuZ4JjkSiMqHgVAQ8/eih/dHh1xOeRN+NDvK9cnrThg3r1m9yc1u/zNF52QLH1QvnbXey37ti8Xanxb/bzXGfZ7do5szJluPcFi7YvWLZxTUr/f9wCd3ocudPl4d73BI8XVOPOEOOrcCcWYU5uxp3YR3Fe0u273b69U25NzbmX98ovLVfcueYMOqw8PZhcfTRiicXSu6eKnl4VvbkbEXSZXniRUW6d1WmT2XGdTXMXw31q4LeUGR4V6Zf0+Ii1ETCc7UAACAASURBVOiQ8kwfLTpIi7pViwlVIgKrMLeUCP9KmE9lurcG4a1FeOtwfkrY1XqcXx3Wvwbt+4wQgA3ev27J7J2utjtcbXestN250m6ni93OFXY7RsvkyAcl6L/rooP1uqWz1zvO+sNx9iq7yaH+1/6/cMRihnE0OKJk0bKyck21npzcHHo2j8VUKUoZDNqlKwFWtltAM7aDZh2wddh85NC51LhHcXcfxYTeiQ6JCvULTLh/PzUuDgOH5WRR1UplfW1dZXk5MEXxVSpTrdFWVxtwBOJ1XV39q1ftb9o7lHJp2v2wqGuHkm4ezwU/kHAKizhZhVQ0PfOhII+IgWdc9b4ZHX2vMJ+rq67r7ev766+/+vv7371739X1/u3brq6uTsBNb+TJN5PvLWClp9frW1pfJaVQ9nmeX7lytafnsZMnjy9e4rDOfeWGtWsWLXay+s1mts0Sx4WLVyya77Fk3pbli7YsW/Sn06KtLkv+XGr/u/2c1QsXuM6fv2zO7DlTrNYttN/ltPjiaie/1Y63fl8Ss335o93OTz2d4z2d4afWEi5uwV76g3BtM+7qZtLlTTmBuwpC9zFD9nJC9gojD3HDPYVRhyUxx4pijkpjj5fcP1WVdFkef0GRdrU04YIyw6ci/ZoS4luZfq0KFqBCBFYhbinAvkqovxYdXAW5oUEEanAhOlJ4JeR6DT5UAfOtRnmrUdc1OP9nxMBa9I1azI1GYmA9yocUdnjdklm7XO13utrtWGm73dVmx0rbnSvsgG/HVw9KF5thHP8Ni384zvawswr1u4aEw/89jmgUCjP8djTsypANOBKpFCqNSqWZFltp9PzsnObnDdm0HOfVF0E/HgX9sBFk6TbZ7o+tG7dsWrPh5tUrOUgkBYVOefQk+VEcJhNCQqHpOHxmYsqPP/w4fvy425GROo26+XmTWqkCWoVAvNZpNDq1FjDhqq2pa37e/P79h86ODnYOBfIwPAsSJ8pCFbFo+QRwHuRRITGjkkni5mTTqDlsNl+r0fX39Q4NDrzv7n7b+bajo+NNh/F2tWE/odOwav139zs+9H7o/TgwOABE81Onz4EMv5/HTZs7c7bN7Jlzls2z81g0b/WS+a4L7F0X2q9euvAPp8W7VjrsWOGwZfniNQtt3BfNd10032OhnZv93D+WLt7ltMhr9XLvNU5+HotD1y+K/nNx/L7lyUc9Uo/9jvD6E3n+d5iXB+rCWtyF9TSfnTlBB3Jv7WWG7ONGeEqij/IjDoiiDgtuHy69f0Yae6LswZmKxIuKlCtVaVcr0q5WpHtr4P5KiG8l1K8800eefk2NCNAg/GrQN2vQQRrETRU2WIcPUSL8anEhWkyAGnX9GTn0OTFMhw2sJ9yqJwZWY3zayLeQfrvWO8zeudJul6u9AUpX2+2uNqbYvXPkg9LFZruLDejfs/iH4xx3O6v/NVijEUg0aniEgojFAhO4VBKZQiBRgbcjNSuXRqeRKEUi0bOGZ5u2nAGB3EFj/hg7yWbCJKvJU2fNnDn7zKHTl06fv+F1IRtNLCSTONm0fBIZkwnGQWHFXH6grz8IBBo7diwIBPrll18uXbxQIi16/fJlY0ODTqMBcKzWVjc3t3S86aiuri4SiR7H3k69G4pPT5AXCZ431Jfy8kWEJ2+eK5p1ykp5iUqtfdb4/N27d2873r5pf2NY4DKuyxguqXe8BdrWXabNf4MTs+EI4SiT+o8Gu1HgsLVGrUXAkSgEcu+2HZPMLWZMnrBo7pyl9rYOtjYO9rZO8+08Fs1ft2TeVmeH7S5Ltzkv3ei40GPx/BUL5nksmuc+387V3vbPpQsOuiw+t8rx+mqnWxscb29zjN3p8GC3w5NDLk+Prsw85ZpxciXMywN3fh3JexvZbyfFd0du4J7CsN3s0H2S2yeEkYdFd44U3ztVFH208sn50vjzJXHnKpIvlyZfVmR4q+B+SsiNCrCvAuqnRNzSYMMqoH46bEgtNkSHvKmB+uvIkdWEMB3mlpYQVE0MqSFGPM+6XU8M1mACdPhbdXj/evBVUsTh9Q6zd7na7Vxp9xWUww/K0TIJGtkD/GcWNyyds9reKsz/ChKO/Lc4IhBoOAqNRKNRKBwaQ8BiiRgMAY8nE4gUIolCIlPJZBoli06jU4hkTZWCRiX9PGYc6Mepk6ysfp06bcav05fNX7J+2dLjnvsTHjwJD7gVceMGJ79QlF3AIJMKaXRBISOPTI6/e8/S0nKMmZmlpaWlpaWZuRmgPO5uKxPiHlWUyV+2tbY2N9fV1BJw2DMnj7k4uzgvd75+Yld81HURl11II8lYdD4dLxexs+l0ZZXq1atXL1++bGt78croi9L+6lX76M1/AEfTIIURR9Mc7veuG41wv/38+bPe+NOpNUcOHJhoPnbWtGkLbeY62NkunWfnZG+3cr7tWocFm52WblvhuHn5kjVL5nssnu+xcN7qRfOc5li7zbfbumzxkZUO590dfdY4BG92iNri8Gify9NjqxMOuyYfdU055gY/uwZ+1h19aT3u2haqz+6cwL15wXt4EXvz/Dfxww8IY44V3T9VdO+E9P6pkjiv0rhzipRrFclXqtK8K9O8lenXVWBfJeyGjhhegQiqRAVXE6M0uFA1KqiBcltHvVNPja7BhtaTImpI4Q20uxpMYFNWRB05VIfw1SCuvcmOIN45tn7J7N1u83a52u9cabdjhS0ApYnIHa5fx27Q2iWzv2bR4fssblw2Z5W9Vaj/1f8Djhg0CotCm3A07CcQyVQSiUbJIhPJOo02MeEBCPSDpcW4SZMmzZ05a6OT4w6npVc2esReOlmYk82g51CQyEISnleQn43HpyY8Cbl45dgBz1+nTQWBQGPNzCwsR/3MzS1++ukngMtZs2bMmjFj/PiJVlbTFi5Y6OzkdOzEsUZVWR4mjYJM4eXAsZBUComsrFJ2tHe0tbS9MDrqvWh7CfRmDLut7e3t7e1v3rzpMG5am/YJ33V1dXd3dgNXJf/mwNHH3t6Bvo9fhvo+D/V9Hur9a7Dvr0/9+k+GCF4hE69buXyK2c/WVuNtp02ymTpx/rSJS6dbuc2d/rvdjDX2M1bb/uZqPc151rQVc35bNn3ywqnjl8+Y/Kf99INLrM8421x1nRu6xjZktfWdTXbxe5Y82jkvab9D6oHFGQcXok4uQxx1JJxZTTrnTrviwfT+I++yq+DmRs7NzaKwncKwHbLovbI7e0ui91c+OqaKO6GMP17+4LA68bQ65awq45wOclEHu1KDuKaFX1XDLjcQAxsxNxox/vW4gCbSrWac3zOMTzMhoJHoX4+81oC82gy72EL2fYm/Sg33XO8we7fbPOD7LpQjY/eOFXagtYtHsbh+6ewNS6zXf8ui45w/llmvtp8S5n/tf8URg0Jj0IZsxqSOZCKJSiJTSOQsMlkiEiMREBAINHnylN+spi60tnG1X3D5T9fwfWsKku9qSqW5NDoWArl3O/pxdLT3pXMzZ02fOmniWptZ86dN+c+YXywsLCwsLMwtLCwtLS0sLcwtLCyMbFpYWJibW4wZM2bM2LG/Tpu6cMGCVW4ea91XrVq1Zv/e3aw8Wg49Cw5FVFZWdbxub21qbjFMPba0tbQA661GLwpD2/pNe/sIL4pO0/MR2LjuHnXH4+vn46f+j40dfeJnA7KmftNX3Az8HVB26stffva7Dz106eYp38iTPhFnfCO8/KLO+9++fDPGO/je9ZD714LuXrkZe+Vm7OXA6At+URcD7lwLuB0Yejc08n5M7JN79+Pu33uSEJ/8NCHxafzTxPinaSkpGWmpmWlpmWkp0PQ0BDgDBcvEIZFUPI6IRhOwSCIOQ8RjKEQ8lUKgkvBUEiEnm5adRcnNpuVm03JyaHmF+QUFuXkFOQWMggJGXgEzj8VhFrIZDAaTJRQweRwmi8nhsdk8TgGLUcgqLCjI4/DZBax8oYif/Dh64+Ipu93m7TISORLK78Zu0PqlM79i8Tu66GjwO/v9/4ojGo3GjcYR8OihkClUErm4SPrDDz9M/23m1MlTFlvP9XRzij68KfbQ1tM7t/6+epW5hTlo9O+XX36ZMG7cuiXzNixeNHmy1bjxEyzMzczNzMzNzMzNzSwtLczNzM3NzU2MWlpampuZTbGycli8ZOWKFWtWr3X3cJ4xa94Zr6vFUtnr1+3Pnz0fXuBqbmlraWlraW1pG+VF8ab99Rtg29oQr9s7DEO4nZ2d3Z3GQ60jN1xHCuSnvg81L3uRyiG8eoigHvz2w6sHybpP+c16iLQ9Asm5gxHewYlj8OJYvCQWL35AlD2glDykFD+kyO6TpfeJRQ/I0rt40X2i+DFF+iRLFk8vScotT8wpS8qVpxRUJOeVpTEq0hhVaSxVBluTyVGms5UZHHUmWw3mayF8LZivhQpqYIIamKgOJqqDCGugojpkUSNMVI+QPIOJ65HiBrikASlrQsqakNImpKwJVdyCKWlDyZpRJa3o0leoklZ0cSumuBVV3IwqbkXImlHFLZjiVnRJK7qkBa94G5sM37xw0h43u11udjvd7HePgBJ4TX4bu0GjWPw6RluPZHGT49zf7aeE+f3PwXokjgQMhoAbtozCY3FtzU1zZltPmjRxxq/Tf51s5Ww36/bBLcfWOJtbWIJ++PHn//zHzMx8WO6MPzNzc3MLSyuryePHjftt+oxxEyaMnzhl4tQZlpbjrO0XTZk6bdLkyebmwzyam5mNnzBh2TKXBQvm2drbOy5fwyhgv+vqbHr2vKG+wTT12AIscLW2tgFf27Bx1OtXr74eCzdkM51v33a9NWy4AuUew/6/6Vbr5/6P6he9SMUgWTtE1g5RdYNU3dDffIP0On2GqDUoIzccXBAOZYRDGREwRiSMFY1gx2K4sRhuLJobi+LEoDnRSHY0insXw3mA5T4hiuJIoniyOJEqSaQKk+mS1BxpSrY0Lbc4vaA0Pb8kI78kI78EXCiHMMsgzAoosxzCKoexKuCcKhi7AsGrQvBUSL4aKdAgBVoUX40SapF8DVpcjRbXYCW1GEktVlqPkdRhpQ344meYokasrAEna8TLGrFF9XhZI6aoDidtwMnq8bIGrKyBrHh1Pxm8ZdHkXSvt97ja7Xaz3eVm912ZHAklaLQuWv8ti8vmbnKc+/u8/xlHlHECF8ARj0YTcDgSjkAmkigEYl5uHgaF+PHnMQ5LFsyeOXPBjBnn1rlNGD8e9OPPZubmXyFoMeJnbjbWaupvk3+b6eDksnbdxkuXr/6+eq3T8hVLnZc7LHdydHKePWeuldUUc3NzCwtzc3NzSwuL8ePGL1i4aNr0WX9s2tr0vKmttdXkRVFvsgd/9rylqRkYpGhta2lpbXv54iWwqGCcw309cizcuKrQ1Qm8G785HdzT8+FTX09lax+yapCiHaJoBsm6T2TtP+BoIDJT3BacmRcOLgiDFoZDCgAi7yDYMWhuDJITjeLEYnixWH4MhncPw72P4TzE8x8T+PEkUQJFkkgVJ9MlyfSi1BxZMk2SmlucUVACEAlmlGUWysHMciirAsKQQ1mVcLYCxq5E8lRIbhWCq0BwlUieGslTIfhqlFCLElVjJLVocQ1GUouR1mOLGrHSRqzsGUbaiCmqx0sbsUX1WGkDpqiOUPwMJ23AyxrRRfV4WSOp8uWDFMiWxZP2utvvdrXftdJut6vtLjfbXW7230JpyrtBwPGtDQ7W65darx++i/QdFjc5zV09b0rY/1R3RCBQcCQaiUaj0VjkiNIjFk/CE8h4olapmG9vN36SlYuTw/QZM8+5O211WvDDf36x/OZnYWFhCUTfcZaW48ZNHD/BaspUy/ET5tjO9/b2+TI0qB8c4Ofn+127dvjAwUOHj65evXbhYocJEyebjTUzNzefbDVl5szZM6bP2Ln1z/ZXr+rr6keOmQE+Zk2Nz1qeN7U8bzbY6gH7/8YdrtevgHpP+yg7io6vd65Hlnt6ej4M9b6Xt/QhFYMU7RCAI0kzSNZ+ovyjQFJ1Q/Q6PbjoZUhGXhg4PwJSEA4tCIcyI2HMKDgrBsWNRnFi0JwYNCcGw43FcO/jefcw3PtY7iO8MI4kjieLE6miRIogmSZJyQY0UpaZV5KeX5qRX5KWLwMzyiGMckihHMoqh7Er4ZwqOFeF4CrgHAWCq0DwlEieCinQIAUalFCHElVjJTVIgRZbVIcpqsNK6zBFdRhpA0ZShy6qxRU1YCR1hOJngEaa/pIqXt5LAm9aPHGPu90ed7s9bva7Xe13r7Tb42YLxO5do2M3IJMggMUNDtbrjYeQABb/+IrFZXM3Oc1dZcDxX9cdEQg0HIVCoEaVHnE4IF7jMbjqqvIff/xx/EQrh0Xz7KytU45tGz/e8ltdHCmPEyZMnDB+/NSpv020mjp/seORo6ebGxs+fejsfdetH+gb6nmnKpVh4ZDoiEjva5eXLXcaN36CmZmZhYX5OMtxE8ZPUKtUjQ2N1brqWpNTT119Q31DI7A0A6hjU3ObYaWw9UXby2FnvdEO4cBW4cg1ru7uLsCY4l33u/fv3w1+eCd91otSDhlY1A5RtENkQCD/Ccchqm6AqvtEr9WDJS8AIsMhhaEQZgSUEQljRsBYt5GcOyh2NIoTi+HGoLmxGO5dDPceTvAQx39EEMSRhE+zip5SRUlZkiSaJJkuScmWpueVpueXpheUZhaWQRhlkMJSKLMMyqqAsSqhLAWMVYngKhBcBZxTieBWofgaQB2RAi1GXI0W6jCSarS4BltUh5HUYIrqsEV1aHE1rqgOI6nFSRvx0gastB4jqcXLGrHSepy0gVzx6kEydMviSbvd7Xe62+5xt9vrbrfb1X63q/1uV7vdbja73Ox3jXhQAjIJ2uBgvd7Ber3hpqaBxQ1Lv8PiRicgWP8fcAT8mFF4DAaPxRgtHgkkPEEsFIJAoAkTJ6xw9di0bEHi6Z0/jxn77UvR0tLS3MJi/Lhx48aNnzBx0vTpM2ZZz3V0WrF5x4HggED9X0Mfenrev3///l1Pd3fnYO9H/WB/T/urRmUxDpqyc8smSwsLC8txv/znZzgM1tbaNty5/u6WwvPnLU3Nrc2tba2jjB6/XlQw4vjG8HzsfNvZ3dXZ9a67q7u7q7u7e+DDO1FjL1rZT9EOkjVDVN0nqu4zQCRV95la85le8/kfBXLQSOTL0Mzc0Mz8EEhhKJQRAWWEwxjhcOZtBPsOkn0HxY1Bc+/j+bFo9j0M9z6W94ggjCOLn5BECRTxU6okmS4FonZKtjQzvzQ9rzS9QJ6ZXwIpLAUXlkJZFXC2AsmuhLMq4RwFnK1AcKvgXCWCq0QINEiBDiXSoYQ6rKQGLdKhJdVIUTW2qBYl0qFFOoy4Bi3WoUXVOGk9rqgeI6nBFtVhpQ3YojqctIFY/uJ+MmTLokl73e13u9vtcrfb426z191ur5sdELv3uNnucrP9SiZBGxys133DImAd/hWLRhy9/02wNkz0IBBoBAqI10abHqzJHjyLSCIRCSAQyGrSxFn2jufWu6Wc2weUZgxSOKqOaD5xwqQJEyaOsxy33MVj0VJn19XrnZxXCThs/edPHz/09vZ8+Njzoff9h953PT2d3Z2v27tbmt611nc+V7osdwaBfvC9fqX95UudVmtYuK6uqR85Fl5X32zMrw1jZkA6M8qvx5DNvHltKEC+ffsG2CscKZDvujr7erp4Db0Y5QBFO0DW9FN1n7EV7zCV77OqP9NqvuCq3sNLOzOL2rOqP1G0QxTtoPGv6RuiaAco2iGq7hOtVg8WvwjJyAsBF4RBCkMgheFQRiSUEQ5jRcLZ93C8eKrkRlJOJJx1F8uLJ4tvpuVFQBnJ2bLHJFEcWfyUIkqkF6Vky1LoRU9IwsyC0vS84vQ8eUaBHFwoBzPkcHblA6IgI18OZyvgbAWMXQU3EclTI/katEj3mCJFCbRIgRYp1CCFGpRQixLpUAINWqTDSusxRtXEFtVhioCMp5ZQ3novCbJ1idUeN7s9bnYmKHe72+41xe5hmTTiuN7ReoPpXuE/svjnsjlr5v8rHIfnHY04jjAxwwJ9QjKBiEOhxQI+CASyMBtrNXt+8LFTmCsnpk2abGZuBpQQzYEaooWFUR3HW1pYTJ48zWr6DOv5izZv3o5HY/V6fV9vb2/Ph76Pfb29H/t6evreve/p6up60/72RUtHW321QrLc0Wmq1eT2l6+qNRqtWjPS6LG2usY0Fv58RLxubW5pa21ta2trHZVft79p/9qYuaOj420HUA/v7Ox8193V1fu+k1nbh1YOUrQGHNlt+vVX08av9me36Wk1AxYuV+323J68LlDwWs95oWe16rOqP+U26Jkt+oImPaNFX/Bcz3mhz2vUU7SfCpv0gnY9prwzJCMvFs25h+NFIThhEEY4jBmF5F59THH3igfZnvFJoMdRxLO3hIEWngctPP/HxcSU7OJHRFEcSQTOlxNEqo3XUn52uZ5dosPwFVi+MrOwDFxYBi4oQbLKQZMO3MXyqMU6KFtBkmoxQhWluAYv0WbLGwhS3R0kDzTlAFqgoZU1ZMvrsZJqpECD5KtRfA1GXI0SajGSGmwRkO7UYItqMJI6bFEtsaz1XlLG1iVWez3mGYh0s9vjbr/LGLtNRAIyCUAJ2jD8ZBxmceOyOV+z6DR307I5a+dP/QccoZngf8ARjUbjTaVHHI6EJ2CR6Od1NUBP5cexFpHXL5ECLs60sjK0WCwsLSwsJkwYb254So4zNzMzt7Cc9ut0q19/Xb9xi+/la0P9fYMf+/p7PgKGsv29ff09PX3v3ve96/nY9a6r41VP1wtOAXm+7eKgYP+XbS80KtWosfCaWsNWYUOj4flotB41lntagL3CVy9fvWh78eqlqdzTPtKy5y1g2/O2q7vr3YfuzvyaPoxqiKQdImv7KdoBsqYv/5neJ130w8Izglf6K0lcux1R558UXE3hUXV9K7ySN/jAGc/1t8mKUw9zryayz97PvomQrrqYFkVSCNv1l56y5x96eJuiylL3eJx5NHtXxMloXBSCEwZlRiM50zfcnLE9HOR05TFBeDICDVp8ISlLujMQCpp35jFR8JAgSM2WbbuRufbi06X7o1efjQMXlC49et/DKx5SWJqRVwxjlN3H8pYcuvsQx1t3MSFLVr3VN+0uhr/NL8P/KX3J0fsZeWUBaQWOxx8Jql9uuJS86GBsSnYpTqJD8VRIvgYt1KCEOrRYhxbXYItq0OJqjKQa0EhCWeu95MztS6z2eszb6zFvn7v9Hje73W52e93sdrvbAUq5191ur5v9HjcASpudbvagf8/in05z/xnHf1bH4Uo4FkvAYkh4Ah6DbX72bMK48b+M+eXnX8asnL+IEnD6tylWY8zMLIBUekRxZ/y48ZbjxjksXT5t+kxn91VnT5/BIxF6vX7gQ2//h97+3v7+3r6B/oH+vr7+jx/63r/72POh+23Hp8Ge1IT7c63tlKqyao3WsKVgPKFQXV1jGHw0xutRxsyGhKattbX15YsXxqMeXy8WAlbhb4HaY2dnjq4PoxoC6oskDYDjQHbd57jCepD1sdyGnvGu158U6ixdrl14nPfL8isBSOk2f5jbmbjtQQjQ3BMuxx6N9/Bbeuyx+/kUy9U3riQwLN1vQEvaflp6bpsf3GyV//Wk/Gl/3AqDMkKhzHAoM44i2RsIBq3wjqNKYtHcBwRBEk06c2vYL26+STRZPEV8OBgOmnf28n0iaMG507dxoGWXz9/Fr7uQYL0tnCRSobmVh0IQIIeLF+6TQIvOS2pbQdMOxyJYoGmHt3mnzvgjyP3Eox1XU+builp7Jm7BntveCdmgmUdzKxpRfA1KoEFxVSihFiXUoEQ6tLgaLa5Gi7QooRYtribIm+8+Td/uYLXfY94+j3kAlHvd7fe42hpjt/0uQ4ozLJMgE4t/OI5g0XEucClpJIubl9sYcIT9n3AE9gmBZUIsFhDIwvz8uxFhgEBOtJwUsWuz146NoB9+/CqZMbewGD9+/NQp08aNH++0fJXjco+zJ49/+fSp/8PH/g+9vb19/f0DfX39/b29fb19fR8/9PV8+Nj9rvtt+2D/uyvnz+7Zt6Ozsx24MQPsXAPZTLWuuhaI13X1jfUN9Q2Nz40nj1qaDOWettZR+fWrl6MOKRgt9jo6375929FB0/bjVIMk9QBZM0jWDpHUA4BAZtUMoUrfgOadupHKnODhx2waAC322h+KAy30+v1kosuhx8uOPl60P2b56aeybj3I+hhO8frkg+zpW0Ltd9+ZtTVi/clk6y3hW/zgoIXnxrpe3+kPjsXyQyGMcBjzAUG4wDPmt21hyXTZY5LY92n2Ly7XJ2+4GY3i3iMInmZJfttwy/10HEGkBDle+fNKMmjJRdeDsUv23J60yo8mVaO5lW7HHiw4GLvtcqLbqcd4vgI089gdGANkfYKjanbYd2d3ANRuV9SRYDho5vGHBBFWoAJN9swoKEcJNCi+BinQIIVatEiHFmnRAg1KoEXy1SiBBiXQ4Iuf3U1I375k6n4P+/0edvs87PcaoRwpk7tGyORuV3vQyLLOP7M4jCN0BI5g8L/HEYNAEDCYkWNmeDRWUVEBzIaZW1qusZlHCbk6Zqy5mXE8x9LS0qSU036dPmnSpKXLXecvWCAtEuo/fe7r6env+dD/8WPfx17g6/3wsben52NXd3fHm+6uF82NtZ67tj16ENnyvAm4MQPY1ms1WlN+XVdT22C8T2ioPgIXuJoNZrhtbW0tI64emWxS3rS3v379GrBn7nzbQdX0YVUDZM0gWTNIUg8YBFLbT9EOUHWDtOq+Me4+oPlnwrFyiOQVyO6EdwobtMhL0KG/lsK5R1P/6HQlBC2HSV+DZhxiNH9aePDBRl/YzE3Bl1N4uY19u0OIt/GV6eJnF56yQNbHYvGiUHBBYFqeT1LOpLWBK04+DgYzVp55AlpyBZE+wQAAIABJREFUcbtfZgSMGQphxGJ4TyjiCav8Nl5LiYSyQPO9TkWgQIvOE4Sqo+FIn/isjDwZgl326/pb+wPB0zYFHw5HHg5Dghwv+ybQQAvOFze+BDleDkzKAS25FJZeAPr18FOa7PJDMsj6ZF5lI4KnQvCUcJ4KJdSi+BoEV4HiVSH5ShRfjRZqkHw1Ttp492natsVT9nnM3+8xb7+H3X4P+7+RSbtd7rZ73e33utmDvlNiNLK4aTSLf36LIxgMy8wcdeDoH1IZFDBmhiYYjx0B9xPEfIHX2TMgEGiMudlvk3+7vXNj2AlPEOiH4XazpYWFhcUkq6ljfvllwcJFk6ZOefTovl6v/9DZ3dv9rq/nfd/7nr73PX09H/p7evrev3/f1d3T2dn19vVQX9fj2Jgdf24Q8dgalRpwwjWcPBpx1MNw8shY7jHsuRraMwZvZqAePmLzemT/+k3Hmzdv3nTgVAMEVT+AI9GII9H4gixs0i/cGj5tbSD/ld4/QzzB8SKj6a+5u6Inr7w+yd03Pl8Dsj8JLmoLAEsmLr8seK2f4e4bBBbdJil+WnJ+osu13UG47Tcg0zxuzP0j6FA0jV47FIPhrzj+ALTo/M/uvj+7Xgc5Xf1h5XWzVX6/uPqAFp7feCnpIUH4iCjc7ZcJcrhotzPKfOV1aIF81uaQiW4+Y12uxyJYqTlSgkAJWnThRgLV7dgD0LIrtjsj5+6IOB6YuWD37cLKOpD1yfs4PmjG0QSa9EAwYqKrj8Xya+HgQrxYDeco4NxKBE+J4CmNvZwqJK8Kwa1E89VogQZbVBubkLJj6ZR9HvP3us3f5z5vv4c98I2UyT3DMmm/x90W9HUq/fcs/rncZt33cPwHUxQkAoFCINEwlGmfEGt6PhpdmUl4Qnlp6ThLyzFjxv48dqzjDGvkpcNrnRx++Pln81HPR/PJVlaW48bxOGy9Xt/78WPPu573nV09nV3A3w+dXR+6Ot91dLx/+7ar41VvTxeNjDqy/4Df1Su11dWKCuACFzAZrq5Wa6p1hvNno9ozxk2ulufPje2Zlra2FuCA64gC5OvhAZ/2diDDxqsGiOoBomaQrBkkG+P1SIHMqh6i136h1X4haQaoNUP02r8YzXpkeWdBkz67Xp+lG6TXfiFrB2k1n2g1n8m6AVrt58ImPVXbj1d+YLXq2W16gqqXqOplteppNX/hFB8iELzQzPwIBCsCzo6EMyIQ7Eg4OwoJFMm5UQj2bST7EUEQBWc/Jonv4fjAyzIawU6mFyVliVPoslVecaBZxx9guTBGaQJVjGSVQxjyjLxSGKMMUlgKLpTD2eVQVhmcVU6UqNNyZAhuJU6kgjDK4OxKBKcSxqqAcSoQ3EoYuxLBrkRwqwwfpxwrro6NS96x1Mpzlf1+j3n73Ofvc/+OTO5zt9/tarvHkHTbgb5b1gFY3LRszrCx/XKbLf8CR4OhnsmjZ+SMGcpgR4E3DFJgDUszBCKdSkfBYCAQyNzc/OexY1dYz0BfvTRh3LgxY8aaCj1jxoyZPcdu6rRf9+zaFxYSKi8RDw30fPk8qNcP6Yf69Xr9X4OfPnS/63rT8eL5s+c1Gioe5XXi8OWz50l4nFatVlQY3EeNa9danVZjyq9Nm1zDfrjG89YmXwrgSuFoD9LhhKa9vR2vGiCqBw04agbJqn4jjgaBpGgHKNp+ina4Hk7RDlG1nyjaT2TdJ6puiKr7lF33hV77BSiGZ1V/otd+odV8MZYnB+i1X7Lr9BTtJ6ruU3adnqwdjMYXhWTkhUJZIVBmGJQRCmGGQVnhUEYYlBEJZ0Ug2JEI1h0kOxrFjkaxYzDcu1jeAzz/IZ7/mCB4SpUs8Yw9EYmCFJQm0sSp2bKUbFlKjiwtpzgjT5YO9BXzZOCCEnChPD1HCmGUQphycGEpuFAOZZZDCuVwTgWUVQFjlsHZlXB2JYJbBWNXwJhyOKcSLaq+G5+8w2HKfg97z1X2nqvsACL3uc//Sib3mWTS3R70D6n0SBY3L7fZ4mSzbuHUUD9vJBQO/Rf+jt/iOPLADJDKEHF4YKWQx2IdO3wIBAKZmZn9+MuYxb9OS7hwdKKhv2cojFtNmTZt2vTJU6dPt7adPGuu00r3HTu2Hzh48Iavd0xUSGxkeNyDByEBfkHXLlw7dTQqwCc3iwROTSyTywFHCsC5fvgIl9GAtGaEH64hv258ZojXwGmPlubWEQ7NwxeuX78GBBJIaAAcSZpBk0AOvyDV/WRtP1kzQNUNkNR9mMr3VN0ngFqKdgjoYtNqv+Q/+ytN/BKveF/YpKfXfslt+JIiaCVr+nIb9Fk1nxnNerK6N1XYll33F63mM17xjqzpJah6buOKgtJzQyCsEEhhGKQgFFIYAmGGQgpDocxwOCscwYqAsyJhLKCLE43mxKK59zCc+1jeQxwfXFCallOcQBYnUCWJWZJkmiSZJknJLkqmS9NyZKk50tRcWUp2UUZecXquND1HmplXkllQAi4szcgtghSWQApKoAw5hFkGZZZDmeUwdjmMVQb8RQk1sfHJOx2nmhTRc5X9fo/5fyeTe93t97jZgf4uffmKxc1Oc7c426xbMCXUzxsJg/9Lb/AROKK+Mno0JtdEMoFIIZCyqBSRQHjs8BEQCDRm7NiffhljNWHCJg+3sWPNxo2z/Pmnn379dSYIBAKBfvjFYvzMX6dPnzpl8cIFix2cnZe7bNm08UlMdMLt2+D4+HwyWc4Vtmh1+i+9UhGLz+UoFYrK8rKqygogXgN7rkDFx1QPrx19pfD5aMPwtpaW1jZDAdJ0w/X1q9fDJfE37V/hSBr9giRphsjagcLnetk7/bor6TM3h4k69KxWPaNJT9V9ArovZE3vlLUBINvjILuTN2FSVot+yhp/kOPFHxzOw4tfE5V9/mDJj06X3M8kFvfor6fzQdZHQYsugGYdufyUncqpv5maEwwuDIUwQiGFodDCUDAzFFIYCmGEQZmhMFYEjBkJZ0bCWbdRAJTcGDTnHob7AMd/RBQ+IYnjyaIEkvApWfiUKkmkiZNpkhR6SXK2JIVelJotS8uRpuVIU3OkqdkS4P+0XCnQZgTnl0AYpRCGHMKQQ5llMFYZlFUGZcqRAnVMfNIux6kHVs/3XGV4OHqumue5at4+93kjZXJk4AZ99WT885snI6CLW5bP3ew8d+2CqeF+3kg4HJLxnWD9t31COAqNQALqOOxZD9zKxBJIgGUPmZxNoXLZ7Bs+/r/8Z8xPP/001szs5//8YmZmNn36jPW/rzq8f3d0RCgSCkdAICwatkQkqlepVVWKF62tf318P/Sh+1Pfh8HOzq6W1sH37/vfd+bRMSwGs6qyEli7VlSUKyoqVVWGxUKTQJpuuJrya8PdTOO8mfH2UYux4jNyAtKUYr9+bQzWJM0ogSQaX5D5z/SH7tCOxtJtd9/ZE0bI0vW6nkvdFULIqfsCtF72BmMt3Xyk3fq1V9PHrwvcG4SevC5A95fefl/sqksp/hnMSR6+oGUXfdIF0i6907HHnhEEjKIVU/mGqhvIrtencBpvpeaGgAtDoIxgCCsUWhgKZoRAGKEQRiiUEQplhcOY4TBmFIIZCedEIdl3UMZpIBz/IUHwmCB8TOA9IfITKEUJFHECVfSUKn5KESXTxElZkiRaURJNkpQlSc4GBjIkaXnF6YBk5koz82QZuVJwoTyzoBhcUAwuLIYwShF8dUx88k7HqQdWzwc+oOJjlMl5e91MMjkcuEH/nL4YWHSy2eI8Z7Pz3HUGHP/75YRRybVxigII1jgUesQlYYPXo+kgHI/DzUjLWLzI8Ycff/zhhx9+/vmnubZ2PFb+u9cvul61dbe/fP/m9Ye3Lz6+7/jY09P77n3fu/fv33Z2vuloa6rvetva091Vra3Mz8kuLS6pKC+Tl5RUlJVVlMm/cnzUqFTVmhE4VteMjNf1I64KtzxvbmkCPMOB/ZnvC+Tr9tdf4UjSDAAVH5JmsLBZf+wuHbTwrHcKCzT3+C2o6IclF4KxcleveLezidyXerJmiF73pbBJX9D0edyqG0uOPZy2/qbXw7zSHv3K86lTNgRU9OtZLXrQ3GNxDB2zRf/z0gtWG4N/Wnpp3eUMZqueqvtMr9PDi98EZxYGZ+SFQpjBYEYIhBkGYYRCC0OghUYomWFQRgSMGQlnRSHZt5GcaDQ3BsO9i+Hdx/EeEASPCMLHRNETkjCBLIyniOLJoniSMIEiTsiSPKVKEqmSxCxRIlWYlCVOyS5KpkuSs4tSssVpOUXpebL0HGlGrjQ9V5qRJ80sKIFyq2Liknc6TvU04jhaJu09V83b5z5/r9uowA36u/TlT2P6ssXJxnQUZP0CoCvztzj+lz4hEo1Bo9FIpDFYY023MskEUhaFTKNm0ShZ7EIGj825E3X7gOeBmTNm/Tb919fNzd1vXr54Xv9Mp6rXqOo12tZa3Yv62pfPWxp11R2vXna9efn2zUuZhJebTRdyeeWl8rLiUbcUKsrKgOcjEK81KpVWo9ap1TpjPbyuprYWiNf1DY3ARYUR17hamptbW4CEpvXlqJL4K1MBciSOJM0gUdNvqkEym/WTPXz3RVIkHXqQw/k9QWjQknMbzqY6Hbhvuzua3aan6j5xX+rvZqlAC7wWHXxQ0PARNO9kELpU2q232RK6/HRCSY8eImwD/eZJVL1ntejvZmmSuY2J3EaQ1d779Kqcej0w/kNQ9keiBLdSc0LBjFAIIxjKCoUwgMGLMKhBKcOgzDAoMwLBioCzooAHJYoTi+bexfLvY7kPcfyHeMEjgvAJUfSEKHxCFMSTRPEUUTxZEE8WJZD48SReAkWQSBE9pQqTqKLELGEyXZJEE6fQhKl0cSpNnJotTs+VwrjK6EcJux2neq6eD3zfk8l5I5Ju+/0e9qB/SF+2LLfZ7DR3s/Pczc5zNjvbbHW2Wb9gaqgBx/SvcPw3pceROOKxWCIWC9yYAU6tZ5HJNCo1i0LNyaLn0bN5LLaYx6dTs6Kibic9eqTTKF6/bOl8+/pdZ0fn67bO1y+7Ol43P6uvLC0VCzg5NEo2LYvH5pTKSgyHj4pL5MUlJtce4JyCyTDceG9GbTrFVVNdU1ddU19XP3zJFRBIYKKiqaW1pbm1raWtrbXNWIMcIZCvX796hVePwpEEvB01g2TNYN4z/VjHS9dSBI8La0EOF7we5f3sck3apb+UyHqUV5tTr8+t+7TibBJo8bkAeBFZ15td/2m86/VTD3NotR9AMw/dy1Jhq96fflIAcjiPV3YHIopstkYQVe8e5mpBVnuTufXZdXqq7hNFN0Sr/kKr/eshXRGYkh2SWRACYQSDmaEQRiiEEQxhhoILQyGFoRBmKIQRCmOEwZgRMFYkgn0bwY5GsmOQnLtY3l0M7z6Wdx/Lf0AwTE8+IgofE4RxJOFjAv8Jkf+EJIgjC+KJ/HgSP54oSKAIE6jixCzRUzI/kcpLogqSqIL03GIop+r2o4TdjlMPrpp/YPX8/avn7x8tk/vc7U35jSlwg/4hfdniZLNluc1m57nAqYWtznPXL5j2HXUEg/+X0iMajULh0RhTNkPGD28V0qjkLAqVTqXl0rPz6Nn5ObnM/AIeh8tmMIl4HAmHp5KINCo1Lyfn/1H33sFtn+e+J+/e2Tk7e+652eTEkkhJLAAJEJW9gyhEB3tHb0Qhwd4JsPfeO8Bewd57l2Q1l9iSKMmWZMkqlpOT5JQ9iS25YP/4ASBYpDhn78zOzjyDAUXaBMkPvk9932d1eXllYWFlcWljbeNgb/fq/tUPr1wz3ocLXPr40fWbwGY4w7Vmp7YK3717/97hwwfHN7l+8SWw5/pYxeeZPoJ8ASzQPCWQ377+duzz707gOH7nu8m730/cfbPyTBeqGjOzF8GCSy9iM9af/XSBkP1b9+R/ckvo+fD1wiOd+uprMxD3Hz2T/7uD3Mw8okD7u8qlh2ZQ0X+DxdBTemcO/8PsQriZg+wfPJLNLjMze67BmLVmYJ6ZLT+icHLzlQ5IhgAip+//sPBI17X/IrNjMatjSaleVXavKTXrOZp1Zc96DvBEs6bsWQMSnby+jfy+jYL+jaKBzeIBYMh8p3Rou2Jkp3x4u3Jkp3Jku2p0p2p0p2Z0p2p4o3Z0u067WzO+U6fdrdPuNUzsN0zuN0zs1k/sNoxvN07uNk0ftC182Llyu6imIcjxg0gfSKQXBIDyLJkE8hvbUE+7EA+I2btCRoqjNdXJBtBFQBppztY46LmTseN7b6s/s9YzYpg0A6qP2tEx4LrHSe3k/NTUzPTM3PTMwszs8vzComG99eryyvrK6jqwT9h4ef3WzsH2zu7W7v7u7sHe3pU9/Y2PJpc+3rx988ZHt26ZCOTvgPwaaM8c3r17/969BwaB1A/4GBqGwImFEwIJLC18fmwm99vf//7162+/HfvsL9o735viOHHvjRbo09x9s/xUN/bZ/730lW7y8O3sFz+ufa3rvfn7lae6uS9/mjp8O3n4FiiVT99/M3X4/cyDH1e+0s08eDPyyZ+3Xur0B2i++HHu4Q+zD98uPPp5+xvd6Gf/Pn3/u61XuqnDN9P3vzfM7f4A2PyXurHP/lowuJfRNpfTvaLUbCh71lWaDVXPhkqzodRs5Kg3cjV6x53bu5HXt14A1IMGNosHtoBSZenQVunwTtnwTtnwdsXQNnD+oWpku2pkp2pku3p0u2Zsu2Z8p2Z8t3Zsu3Zsu3Z8p258p2XmatP0lfbl2wVV9UGOH0RgIJE+kEhvPZFh3mc47nBvfX5jdjaLTtYUR2uqM+CpbQw3iYPw9kc49nT/vaXHQQOOhnLP0JB2bAy40ww4eT07PTU3NT0zNT0/O6dffGSyNBNYNgNcz7y1sbW9ubm/tb23tbu/u7OvX6dwRKTBX9/46Patj27dAu43M9wZbuqv9QM+AJGPjAL5+MnjR48fnyyJGwXy+fEa5Ovff/vt6J2/aj//6wkc9Vn23TeLj3VdV15PHH4/+8VPk4dvtXf+c+7hj8apb6O86UXu8M3EvTfTD36cfgB8zduZBz8YzVgkn3nww9TRKTAASn05ffrw7cyDn+a/1DWtPUhvn8/uWspWr6g068puwFmvKzVrSvV6jkEjVT1rub1rub3rBX36mLJoYKuof7NoYKt4YKt4cKN0cKN0eLtsaLt8aKtieLtieKtiZLtqdLtqdLtyZLtmZKt6ZLNmbLtuYq9eu1c/sdu6eLugsiHI8Vw4xjYCYxeBMRDpBQn3gYR7n53fmJEdrYloyxMhI9nRimJIXwws2lCdQATYubyU+IG+vp7u7l+6eOtUrWd4yGQJ1+io/oo94JqUyUngTrO5mVlTHI0L1/U3Pq6ubW1sbgG7jza393Z293d3Dnb3rx1cAbYKf3jlqnHtOuCsTa4h/RS4aE+/cga4p/nw/gNDxcc4cqY/8PrVUyCIfPH1c6Bn+OLF8xfPX7x4dSzF/vb1t6Offzd+968Tp4gcv/v90lc6cd0qLX3Qk1s7df/71ec6DK9+4KM/LH2lG/rkX4Ep8cl7J4/UTNz9fvL+D5P33773nNfpIw1vjqC8/8P8I93Ip/+eP7ibBsikelWlXlOp15TqVaVmPacbeL5uYHRdpVnP7Vkv6N8sGNgq6Nso7Nso6t8s7N8oGtgqGdwsHdwsGdwqHdwoHdwqG9woH94uH96sGN4sHdwoH1yvHt2pHtutGd9pnL7asnA7t6wuxPF8JAZqINLOKJPhXscct5FIM5LDSRaBkJHsbGUMGQEW6S4gPOxcXmp8f+8vxfHEEQUTHAfHgNGe0dGxMeAC0jHDlsKp2emZudkZYPHR0vzC6sLi6uLS6pLJKq7Vta2Nzc31jd3t7f3t7f3tvf3dnSsGf216SfPtGzdv3dCvPwIu2jPsh/vdsXua7927f3jGiPgjA5FfGyLIr59+/erF8xcvXjx/8fzly5evX73+5tU3r1998+3rb0fvfDd253vtnb9OHHfZ2rvfr36tg4dXTt/7E5pbU796f/GJzpae758xHJUz6CZqCc3TTt77zpTFIyLvvZm6/8OEnshfCCVw8ksP5dThD7MPf5r7Ute69SizfSmzY1HZvapSr6mAR/WqUr2mUq/lqNdyutdyNGsAkaqe9bzejbzezfy+zYK+jYK+jYK+zaKBzaL+jcKBjZL+jeL+9ZLBjbKhzdKBjZL+9eK+teKB9arRnWrtQfX4bt3kQePcTVVZXbDT+UgfSJQPNAJjF2EikxFeZztus3eEjNYnWKQ5g+guIIL9udzUhL6e/p7u7r+v9GiC44hh8dGoMZsBcAQuIJ2cnpuenZmeWTD6a2BR4cLS2rKJv97Y3NrY3Nnc2gMWfOzu7u/uHOwdLfgwCuTtG/oI0mTlzKe/++QTYN5Mf7nZvUMgxb5/eB+IIL803ByuxxGIIL82RJAvvn7x/MXRYtdX37z+5pvRO9+N3/n+tEBq734/8/CnnmuvuOVzNv4FQx//qffmt35JGs3Bs5jKBd/YdqZqbPu1bure96eJnDp8O3X3+7+fyDemUBp73BP33lTNfJLeNp/VsZjTvarsXs1Rr2VrVlSadVX3qlK9rlSvKNVrKs1arkavlyoNwOVGfv9mfs96Yf9mQf9mQe9aYd96Qd96Sf96cf96Ud9aUf9a8cB6xehOxchO9fhezfhu/cwtZWltmPOFSAw00ltPZDjGNhwDiTREkxFeJ5MbszOk0dnmWMjoBKI4guguIJoLiGh/XpWW0N/b39PddazWo1a/f8wMWJdpzGaAyfDRoaHxkZHxkZGJsfHJMf399dMTE3PTM7NTM7Mzs0umNzQDF4YvrxgXfGxvbm2ub+j3zQAR5M7+1YMDQB0BHG9+eP3Wh/qKj0kB8pPPPv3UePUjkNAYR8SNJfHHQAsbaNIANcivnj5/9vy5/taU5/oc+9U3r1998+qVHsexu99p7/xV+/l3pkTOP/rZP7EnumScrdJufaMr1n6W2ropblgLTOsT1y0hI8pZ2SOLT36ePPzO6LIn772dvPcGeDzSyMM3U4dvpg/fThufn4WjAeU3U4dvjVnO1OEPMw9+nH+kG/7kP8q0N9LbFtLblrK7V3LUKznq1ZzuFcBrK9WrKs2qEug3qtdU6jUAytze9bze9bye9fy+jVz1al7Pen7van7felHfWkH/elHfWtnQVtnQVvnwdvnIdsXwdvXEtayiqjDnC1G+9lG+0Cgfu0gfaBQGkMnjjtsklDQ7zeLxkBFE1bNow3AG+8HPqVIT+nsAHP/ryTVwg9TY0PDYyLB2ZEQLXCKlX6cwMTs1PTczOzs9s2iIIFeBK+wNa9dNr7DfAVZnbu/s7ewe7O/u7+4blyoACc2t6zc/unnj9s2bt2/eNFyMq1/zcXzh9b2jGiTQMwRqkIaps2emu+L0V1S8ePH8OXCt1KuX34zd+ev4ne+1d78fv/vd+J2/aO9+f1R9PHw78/DH/tt/Xn6mm7z3ZuLud1P33858odv8Rqe58ceFxz+Nf/6X6QdvZh68mXsIjFa8nb7/w/JXuun7b1ee6gxjFm9nvvh58Ylu5uGP04dvZx/+CKQyU4dvpu6/ORoRuv925alu5sGPK091sw+BXOfN1OGbmQdvFx7ppg7fzn+pW36qG/7k3yumPs7sXE5rnVdqNrI6l7PUK9ndazndaznqNaV6TamXT33vW6VZU2nWc4GapXpVpVnN7VlV9ayqNCt5PWuFfetFA+slg5vFAxslAxvFA5tlowfpBRVhzheife2jfe2jfO0B/qIw0HCMbTjgtQ1EhnnpNdLshJumGha6Hrlpw2okhouNHkdNv6ar628n12fcrGeSXA8Njg4OjelPco0Bw2ZT+vBxYnZ6dmZqesE0v55fWFleXjMQubW+sQlUfDY397Z29rd397Z2DvZ293f3PjzQL1UwTbFv3bhxoiRuxNEw43Pv/r3Do6GKBw/1Q5CPHj9+9PiJYd+H/tjrM2A513OgVfPNq1evXn4zduc7AEftXUAj/2Jahpx+8IOoZnXpK93Mw5+BQ4OFE58Vj38yePtf117olp7oVp7p+m/9sWXn69Wnurkvfh777C+8quWlJz8zS+c2DF/Qd/NPGb1XRz/7j/XnupFP/n3i878uPdEtfaVbeqK3xce6hcc6Yc3a7MM3gto17Z2/LDzSLX+lW/5KN3X4fdXCg40Xuv6bf+7Y+3rta936C93CI13X/vPovFGlej21ZS6tbS6jcymrayVbvZqjXs1R6x26Ur2Wo48y15XqVaVmTalZU2pWlN3LSn3LZz2vd62gby2/dz2/bz2/b71waC8tvzzM2TwKYw8QGe1rH4WBmoSSdkehpKEqaWaseFOcrM9g0RlEdwHRnG0YzjYMV5ARx57uzl8SPp6ZzQwPDA0NDQ0PDQ0PGIbNRvSzj5Nj41PjE1OTk7NT07NT08D6I+AKe+NyOEAdN9bWt1bXjnZ8bO/ubu7s7+7s7+5e3b/y4ZVj265vXb9x+8ZRig2sdP3s09+ZRpDAdfbG7QqmKTbgsr86URV/9vzl86+fP3/+4uXzVy9fvXr5yhRH7d3vx+98p73zl4m732vvvpl/pKuYu4sOLykc/7Ri7nZc43qwctSVXxeRp0Wzq7jls8KaZV75QmTetKxxhZDY03/7j91XvoEE5Gb0XEFHlid07AgqlyX16/jYjsg8rbRxNaxAi5W0cqvmgpXj+SMfYeM6SyY+pyT3FWh/t/z0J1dOtXJgD0TPE1XOduy/YJdMB2QP5fTf4JdOUVL7FY3LzOLZIKW2fPZzcnJf2czHsVWzc1/q1Fe/qZ2/UzBwkNm1nNY2n9G2kKNeydGs5mjWgCfK7lWlei2na0XZvaLSrKrUa8qu5dweYIZI34HM06wVANNDQ3up+eXhruZRGHsjkVF6Iu0ifaCRGAggk5GYo6qk2XvcNMXJ4KadQAxXExx7+tWd3e8Ud0w4AAAgAElEQVTB8W92rkf0Nz4e3dAM+OuJ0bFp7cTkuHZ2ampueha4pPloXeHiknF75sbaOpDQbG9ubW9u7m3v7G3u7O8CCzT3rh5cuXagX+l689p1YOE1ED4aKj5HK9hNa5APDu/rcxpDk8bYxX705aOvvnr6zHjv3rPnL75+DmTZL1+8ePnildFZHxF5968Td/46ce/t7Jc/uDKrMPJ2D2F9zuANZERl/fItQmxnuHJQ3rCa1X/gn94XmtWX3LHqwqlt3flSOXirWPtpWPZIUJqGlNAdkjseljcub1jklU16xzTwKmazB3b8ZO3sksmMgesoZtXw7RfcskVJ44qganH00/+IrZ8BBRSEZw8w80bjmmbwkuaBW6/dWeV2gUV7f9ARYjto8uaxj1/bkLIz+q+5sisrF+4uPNLNfvHj/CPd/CPd5L03fdf/UDX7WY56PaN9PrNjIbtrNVu9qg80u1eU+hLmSk73qkq9ouxZy9WsqoBRy561/N613J7V/IG91PyKcBdzJhbQxSMoI4877kgMxBhKmhmbgSek0ZC+2NANLDJcQQTYuby0hP7ePgOOvzSb0RPZeyx8HD7RLRzXavWbXLUzk1Oz0zOAvz5aOTO/AISPwALNzdU1YIHm1ubW3vbO/tbu3s7u3s4eUPG5ZrJh+Nb1G7c/vHH7xo2Pb98CoPz0448/+ejjz3/3qeHQwtGUOLCFHVh+bVymqa+KA41s4N69r58Dkz4vXnwNBJKjZ+D4nfbOX6YO37TvvmrdeT76+X/yq1dljZu1K18IqtYKxz6qmLuf2rUf27KlHL7dtPmsZOpe5cIDTun86te6ipm76muvmzYe1S5/mdC2V7XwILF9P7njoGL2UDV8K019tWDkdsXCXXH1Ss+Nb6MKp9N7rye27XTvPx/66N8a1x62bj3LG/00ve96Utt++fin3deeZ/XdbNl+yiyey+u9GpDWJ2vaLB65ka65ltnzofbOX4z3YQB5z+zDH+cf6Wa++LHv+h/Kp25nda6kt81ldyxld68ou5ZzNGtK9ToQXCo160AVXdmzptSs5PasqnpXc3tW8wd20/LLw1zNo33tTxMZ7Wuvz68xEEAmASLNDCyeUdkxhozG1Uh+8PO5aYn9PX3qzi5jct3T3a03jbpHre5Ta3rVmv6enoGe3n59b6Z/APDafQNDg4NDA4NDA4MjQ4PDg4NHlz6OjEyMjmvHxoFp3OkJw46P6ZlFQwSpbxga9rmadGg2t7e29re2dzd39neAJo2hJG7oGeqr4jeOWthAF/uEQOqz7MP7wI6Fh8aLU7748snjJ18acpqvjVn2M/0o5PMXz0c+B3D8bvzOd1q96RPtycO38491sw9/HPv8P1e/1i0+0S0/080/0i090S0/1a0+06290K1+rVt4rJt5+MPGS93U4XeTh9/NffHjyjPd5L3vNl/pRj799/UXupWnuvkvdYuPdUtPdAuPdPNf6lae6ma/0K080y081q081c198dPMgx/mv/x5/sufgS9b/kq38Fg398VPS090C49+Xn2mW3zyc9f+i42XusUnupWnuqUnuqOU6OhKFn3aPvvwx4XHusnDHzp3vy4c2s9sn89om8vpWlF1LyvVq0r1aq5mTdWzogQm2TSrSr3jXi8Y3E3JL49yM2f6QqJ8oUysPRN7mkhopA8ESLfDMbYRGADH09m0kyFkNJFGuqsNEXG+MDt1ZFg70Dc4OKC/mmxIP1erDwiHB0eGB0eGh0ZHR8ZGR8ZHR8fHxibGxrRjY9rxscnx8Qmtdmp8fGpiYnJyYnJqYmp6amZ6anpmenZ2dm5+dmF+bnFxfmlhYWllaWV5eW15eW1tbXNzFegK7uxsbO9s7+3u7O3tHhzsXTnYu3JwcO3K1Q+vXr1+/dqNG9duXr9+6+atW7dufnT71icff/TJJx//7tNPPvvs088/++zO55/dvXPn8O7de3fv3Ts8fHD//sP79x9+8cWjL7549OjRk8ePv3r85OnTr5491QeHL589f/n181cvXr5++fL1q5evv3n9h1ff/P6bb37/h9//8V9+/6d/+cOf/uVf/vzHP/7rn/78b//6r//2xz//29i9H7T33k4c/jh5+OOEiWkPf1h8oisc+9hb2sYsn61dftS4/bLv5rfBOaOjn/+1be+b0d/9J7t4NrZ1N6Pnw9Kpey2732g+/EPe6Cc73+oyNAf01D5JzTKnfD6z50rz5pP5R7rpBz+b2tT9n6Yf/Dz9hW764c/TD3+eefjTrMFmjn84+/An4MP5R7oZw4cnvuBs++Lnhce6pWe6qXs/dO59XTCwl9W5nN21kt29AmTi2er1LPVqjnpFqV5RatZyNWt5A3vJueVRbuZsHJTpC402EAnI5PFQ0liVtDM7M5umG7NpI4suNgxXMMXhsiySnhMvyYoVZSrEWXHibIU4K16crbeY7PgYJWAJMapEiTJRokyU5iZJVEnS3CRZXrI0L0menyzPT5Hnp8jzU+UFKfLCtNiCtNii9LiidEVRhqI4U1GSkVCalVCWlVCWnVSWnViRk1SRk1ypTKlUpVblplblptXkpdXkptXmZ9TmZ9YWZtYVZNYXZTUUZTWVZDeW5DSV5DSXKptLlS2lytYyVWt5bmtFXltlfkdFfkdVQWdVfkd1QXdNUVdNYXdtkbq2uLu2RFNfqm4o7Wko62ko620s72ss72uu6G+u7GuqGGipHGipGmqtHGqrGmqrHmqrHmmrHm6vGemoGWmvGemoHe2oHeusHeuqU+8/7d57ot57rN5/rN47Ms3+k66dR7yisdTOVWJcV+HYDVxcKzWpk1M05iOoldTOOLOraImdlKR2ftmEM6sqXNVHkDXn9O6XTX5Mje+Iyh3mF0+0rd9l5Q4nN68P3Xjec/Ck5+Cr4/ZEY3x+5dST/xWmOfhKc/Ck98rTgQ+/7r/+om39XvnYftHARvGg8Xa/zeKhzeIh4IzYVtnYlYzCykhXCzbOno2DsrHQaF/omY7blEizM7PpE25av6PLDezvBqY6XCIhz5OQ50nIC2SkOWAUlIXRaKjzFNQFOvoCDX2Bgj5PQ1+gos7THcwBY+jNguFg4e9o4e94geFwIcDRIsDJIsDJwt/J3N/RPNDJPMDBPMDJPMDJ3N/pQoCTeaCTRaCTRaDzxSDni0FOBnOxCHLWW4iLeYiLRYiLRYjLxWCXi6EuFqEuFqFOFqEuFiEuFqEuFmEuFmEuFqHO5iGuF8OOzCLM5WKoy6VQl0vhbpfCTT4V6nIxzPViuJtFuJtFhJt5hNvFCFcLo4W7WIS7WES4WkS6WUS6WYS7no90t6id2K2b3Kmd2DphdZPbBb1L4sKB4LTOkGzNOUI6LbEVJ2mgKJo9OFV+kgZvUS09qZ2saKErWvAxDdkdC6jwktKh9cy2WXJcc0BCGz2x1U/eGF87rqgZb5g+41sAVjOxVXPmp7RbteMmpv0vWrV2s1q7Ua3drBrbqNFu103t1U/vn21T+40LN3MraiNczVk4GEAkCwth+toDMnmSSF9opI9dlA/U7J1u2vlodyHdxQZY+6HfueAO9nc3bq0xuTHSwy7YAxzkbhviaQtcwhKiN/0tLYaDEZBQTwgw5RbmZRthOpXpYyiNGiLcSAxE/+7xNS1f2QPKz8TaR/tC9O8/HIyNg7FwMA4OxsHB2FgYBw9j42FsPIyLh3Fx9lwcjEOA8/QG4xEQPAKCi0fwCAi+35EB/873g/OJMAERLiQiTpjADyEkIkQkhJAEF5LgIhJCRISLSYiGuWsNs1caZg5OW9Pc1ZiS4eb5KyVD662L1ypGt5rnrpSPbnasXC8Z2GiZv1qt3amb3Ksa36mf3m+YOaib3GucudIyf7Vx9krr4rWq8e1q7S47r79j5cMz//+/1KYPGqZMbPrvtvrp/brpvdrp3fqpvZqJvdrJvbqpfcBqDE8Aa5i/oSqriXI1Z+FgRiLZOHumLyT6rFASqJObnZ1NH3fTx1h0A/u7gwLcwcB1pYEGHAM97II8QEHutsEetiH624Bsgz3BwR7g0yyGedmFe+vH089g0QcSiYGEYcARGLsoH4BFqBFEI4vRvgCLUODnZBlYZPvCOFg9iBw8jIuz52ChHDzAIgwwLh4B2AkQ+X5ngCjwOzIhESEiwYUkuIAEE5EQIiJCTEKKCHAxEdEw+04cG2YOWhauNswcNM4eHD3OHD0/0+qnj33YungNgPV/gf2/4xKAsm56r3Zyt25SD2Xt1L7xUY9jeU2UqzkHC2PhYEw9kRA2DvoeIs1OF73pziCGC+i0m/5bLNoapTHIII1BHqDjLNqFekLCvCDh3vrTEkcsekEivP8OFqN87Zm++jccG2fPNOoiFsbGHWcRZ8/Fw7h6Fu15BDgXj+DgjomiiSIi3g0iHJBDQBHFRKSYiBT7IcUkpIgIF5ORDXMfNs5dbZi98v8nmzbYzN9t9TMH9TMHdTP7tVP7ddMHgNUanjQs3FRV1Ea5mXOw+j8KCwdj42B6+cBCgDjyBJFmJ920C4jhBHqvmzYsqHEDm7jpIxaDPcEAi8Ee4FBP/TUDx1kEn3DT4T6QCC8ji0DO/34WISysvUEX9T8nB2tw04CDxtnrdfHIO58higCIPAIcEMXTIJ4hhwCIRKSYhBSTESIyQkSEiSio+pmrDbNX6mf262f2gT/V/6e2b/Jkv35mv356/+i58bPThsep/fop08cz7eAMmz6om96vndqrndyvnTLY5F793I3c8ppIdwsOHsbBwthnEGl/WiPNTmYwTsfdtCv4lDQatiZ52AHqCLAY6AYO9rAN0d/9YwvccWHCojFktD2DRRMfrWcR824WMVAWFnKaRRZOHywCosjFQjlHogh7lyhy8Qi+H1xwlnc+AaKpHIrJCD2IZISQjBSRUSIiQoiHCHG2QqytAGsrwoNFeODRYDjwsQ+Pf1aI+0V2/P/wN0yIBwtxYAHWVojTmwBny8fZ8nG2AhwYMD4WLMCCBb5ggS9YgAXzsWAe1oaHBfGxIJ6v3rgmxvEFcXxs2BgQB2PDwYA4GBAbA2L76I3lY6M3bxuWlw0bA+bg7IG/COuXEQngaNKbPiubNnXTRMQFKvoSBX3R38Wa7mzNcAUxXCwpSHN/F8sgd5C/q1WgOyjQzSbEw/Yd6cuxkPGIRW8ji5D3segLsGh/Uhexx1jknMXiWaKI4BPtz/TOZ4BIRIpJSJEeRLiIjBSSkWIySkxCxRBRYhJKRESISYgYElxCRsSQ4TFkhNFERHsuxlroZy8kQIV4iJAAFeAhIj+oyM9e5AcREuyEBDuRH1TsB40hwSQUhIQCP24IvZEREjIihoSQkBFiEkJMRMSQEDEkhJiEMP12BoPrzRBdiABFJyGFJKSQhBCR4CIgFSMhRESEyA8hIiJERODNCRMS4UI/OJ8AF/gdM74fEPAYk0K9cXBwLh7Oxdtz8fZcPIyDh3EAB4WHsYA/jTGU0v/hoMYCkJFIM9NCI+M9GYw72N8dREKa1xekX9le72+uwNn9ZrC9LsAVxPJzHNe0lmfKyYhzfIYHBXWBS3ENcge9I30Bm7IYbsLi0RicDyQK8zdYZB1n8USwyCHAuQQ418RBnymKfOCXfoZ3RpwJooiMEJIRIjJSREaJyagYEkpMQgGfjSEbiKEgAYsh601EhMuoDrf3Vvk42ww2IZ2JTwrzTGfiksI8E0M9E0M9q1K4JYqopDCv5HBvGcMhhmzCn96OoSmlIqVUBGDAFwDfSExCxpCREgpSTEIaX4aEgjR8DUJMQoiISDFJ/8pFZJSQjBSQEcB7TGzy8wK/ASEJLiTCTX8zQiJCSIQLiHCeH4JHgPNOvcO5eARP/5uHcwhwvacylDg4hpjqWLoNlCSx9kysvdnxDOZ90hjobutl9Y8P73wsY7P+9O2r/m71aGfDwfrite21vZX5l88ez40MXt9df/j5p7MjfRTk+VMho+3pVDrC54hFfVnHGxL5d7GIO1bNAVgEgkWuQRTPyFqOi6KQiOATjrzzCRCNflkPIslo76PQCAcfC2rOi/v9y+eLQ+3Lo+r7n964//HNjw82Pr/1YV9t0YuvHm1ODz59eHj39rXH9z4daS7m+FhLKCgpFSWhGE3PnAlhpqoJk1AQxwE99kpM/sMjLsVEpP6nIKOEZODNBn83lIgTUAqICD4RxvODG7JAvemjc4Nfej+R7KOSpF4jzY4yGOejDIbhAjKVRmM2TYB9MNxZf+vGjeH2msWZ6emBriubqx2VRfd/9/FAS/XMcO+N/e35Yc2zR19QEOdCPU+kL+ATVUaTEqNdOMb2hI82rS+eZhGIjk+yeFTNgb/DQcPPFEUjiMdYJCENcogQkZFGORQRgb/xSQoBTTL87Y/44OPA1Wn8tChce3FSWUJUW2Fik0pWoojsKEmpTuU25sgKJEFVqfyadGFVCqc8kSkk2MloSMAkZJiEAgeeSKkICRkmoyKlR4aSUIBXgjKVUikVIaXCTV/YaS5jKPAYsolYGqAUk+EiMkJMQhqhNPxa4MCb9rhMAkTCTxN5lD6+m0j2MY2ERPtCzY56MO9108ZsmmD/AcPZysvqH7Hg/7m7MoO1+xUB+utAdxAFdYEI/22wOwgP+VWgi1WIB/g9Fe9QT5BRF8O8QEDuEu5lG4mBRPlAASJN6otQFhbCxNixsJBoDMRYXAR+NhYWqmeRAGdjoVw8jEOAAV6Di4dxcPYsjC3w++IREHwiDAiATFnkE+x5BIiQBBeTkEI8TExCCvxgAj97o2s+8sun5PCEAhndqIQCjyEjpFR4DBkVQ4ZLKMgMJo7tfYnjY8nytuT4WHJ8rNjeFyUUBMvrItvHiuV5ie1tycFYs32shH5QIQEiJtrHkGFJYd4Jwe4iIjQp3FtMhKZFYcVEqIwKwIowUiujGelExJBRJq/QKJnHuDwhliLSMSgN70CEmIQU++llUg8lES7w03sSg0zCBUTYCSKN/QUOAcY1EomHcXH2bDyMdbbXtmdjIWb6qNFYaHR9X6ExyMOO7mRFRluUZ8aSkeddL/xvFNR5moMFCXmeBP+A7mBBRp4P8bSlO1jQ0BcYDhdDPSF0Bwu6wwWGgwXD0SLYzYruYE5FnhNQXBgO5hHednSH8yKGKx19LtQDJKK7MRzMI70hwa6WgU4XA50vhrhZBrlcCnWzDHa2EJDQ4R7WMQzXEOeLTB9IpDcozO1yiOslDtY+1MUi1P1ytDdYEeIT6WkT7mYZ5Q3m4Ox5eJjM3z1b6B/tZR3udjnS8zLTyzray5qHh0Z7WkV7WfPx9mwMSO7vogjyZHlaRXtYKgLdojwvxQW6x4d4RXtacjC2LG8bnq+dkAjn+NrwsCAeFszBWIsI0BgTRTT5qwNxHvCPKCkVKaOh+Dhwa0FCdSq/Jl1QlyUaaChMi8LlxwR1laa1FiQ0ZMfUZoraCxM1FVnNeXHtxckVSaz67JhCSTAfZ3t7f6s6la8IdLm+MTfeXjXcXN2SF8fH20lpaCkNLaWhpDSUgUiATpQJmgB5ep9uyuVxKJEGD34SSrERSqIRSpjIxHcfhToGx32CSC4ewTMSSYBzsFDAib0rjjQzFHf+dqEx0N2WiDSPZ9JbyvLimYFlGbKW0uzZIXVePLe7pmiks76xIHVuuJtg93/V56V0V+f1NpR6W/0f0/3tXdV57RWq3obiHElkX2NZbU7C3GBnf1MFDXWuOEmwMjU2M9Dh72jRmJc43lW/uzTVXJje31Q2O9hZp1KMd9U05MZP9TSvTA5qagu7awome5u5BHhBbORIW/VQU+n61ODsYMfiqEZEcWgvSRtsLBloKm3MU0T7gJbHNQMNpXc/+rC9JH1S0zw70NZSmLI0plmbHFBX5kz1NEjpTiph4Pb8yOJIZ1tRckdJ2tJIV29N7mhbxeJwx0BjUUdJqrazqqssnYuxHmsvb81PqckQzfQ2KQV0AQEqoRxpoYkaIaXUY4gI8HaNSnlZArM6lTdQV1gWH9WUGzvWVlskC+mtVnWVZiyPdOaJ/dUVmc2q2K6S1IbMmKGGwoRgNyHeTttZtzUzGstw2J6ZWJvQdJWk9lZny2kOMirKQKSpAXQCBrwAlJSqV3EpFW76tjkzsjRVShEZJSIjBfqA0kCkwXefRSSC54cwhdJIJMcQyrMJcGO6fRaRULO/WdwxLXpTHS5zKG41yqTSVNnnt282FWc0FOZsLU6NdDUMtTf1NFVp6kq9Lv3v24szqxMDXdX5ePD/WNL2a2qLru+s1OcltZbmvHz2VEBx+/2rZ93V5VTUbzsrCzbnJse6G4NdLfsaioZaK3vqSmcHuw5WpzsritpKM1cnhlqL07oqcm7trdWrUq/vrPXVFcmDvNpLM2Z6Wwabipvy0+aGNbODHfFhvi1FyXMDndvz4wONxcnRxN7a3MGm8u35sfbitOXxfm1X7UBj8VBr7Ux/92Bj0cJwd54krDZLMtBQsDM3ujM/VpUq/Ohgo704db6/7frWfGdJ6vKo+srq9GhrWVKY92hb+aS6dWW8Z2VMUxQbJiTYGRNbg5s2pRAlpemJkVCQcho6h0dJi8QkBLklhXqmhmPkNFQ2hySnOaREYJJDveQ0VCzDITnMM4tNjGM4ZjBxGdFYIc42X8xICHLlY0HZXKLYD5rNJYsJUBkNLSJARQSI2M9eTkPLqGgZDS0Dvpfh0QRKhCmXBh8NN4rlaQ8OxJSATIqOYsqTvltEgp8gUkBE8IiwM5MbUyK57ybS7P3FndP9wAA3MBH2QRKLHoaBC+geYRhYqJcdn+4RgYFJgnyifGE0tHlsOCEKi4jGIQKcL8aF4dl+6JJkYTKLKqC5hnnaJkaTQz2t48LxQW6XhVQXJg6ewqKGeoA4figWHiGkOscG+4hortG+kLgQTGIEno2D84goLg6eGIGP9AansMmR3mAuAZYQgeP5IeRBXjE0x6RIAsfXnouHJ0fhYwM940MxYW6XMnkMERUtIMCSowk8HDQlCh9DcRSREEkRvqlR+LRogpiIiKGgU6PxcUHuimCvNCYxm0erz5YJCfC4QDcJGZkWjU0K90lnEpiel8qSmBVJ7MQQj3QmTk53jCEjjPGiKYUyI4U0tJSGltHQIj9oqSKiqzRNQoJLSDARHlKfKZJSEEK8rZQMz2ThpRREDBEaS0eLidAYIjRPzBAT7MR+kFiGg5QMjyFCcwW07rI0jtel+ixxdRqvIpFZKAuuyxTliQPEJHsZFa03ClpORcuo+u9rVE0TsdTnQDHkvwmlXhRP+G4x2TTphp923AIiQvAOIg3JDZwDaCQedoJIJg5m9k5pfEc/kOpwyd/ZkoQ8R3MwJ6HO+8F/G+hqTUFeoKLNyYgPgt1BYV5QEvxcsDuIjj4f4HyRgvxtmCcYb/tPYd52VOS5QKeLdPQ5uuMFFh4R5HI5wtsuwNmCjr4QhYH6O1owfe0DHC9EettGeINCXC04eFiYu1Wom2WwkwUbCwtztwx1vcTyhTC9wXwSKtjZgo2FhLtdjnC3inC3jvS04fshQpzNBURUlKeNhOES7nYx2tOSi4VKaI4sH3Ck+yWmtxUXa8f2sWF523AwYLa3DcvHmuVjzfIBsX1ATE+raA/LCBdzDsaa42Mp8rPn+YI4PtZMz0txAS5sH8sod3MBwZaPBQsJUCnVVH6OtBBAQUZFy6loGQUto6H5viBNeUZbQfxkd3VHUVJbfoK2o6K/WtlemKAuT2/KkTQppf21+V0lqXXpgu6ytLG28v4aZVdJsrosXcklxdJQQ40F+4tjAqxNJhO3OzfakC1eGm6vzxKvajXhjr+OYzjIaGi9TFLRUooeTUA1TV25jIYyJkCGQtIZUJrIJFwfUJ6WSZOk+5TjhvOJiPcTyTYQyT5eITczSuOx4s47RiXozpbJ3MDW8nytukkRRVXFsuvykq7vbsZH0UpSxE1FmTS0eX9TeWVmbJinXWtJZrYksrk4U6tuLE4Sd1bktBRn5kii2koz0/iBfY0lm/PaOmVccSKvp64oxNU6Vxa1NNZbq1RIg3w6yrKrMqQZPEZZiqQ8RVCcwLuxsywL8GgpTK1MF3dXqqozZR3lWRwcrF4VV5ctV8WEdFcqm3IVtdmy3rr8aG/Qx1c2qzMkVemijtK0rdnhzZnhRlVcsSJ6StPYWpBUHBeVziY1quJaC5PKk7ml8cz5gdam3LiqVH5rYWJLfnxDjkxTmd1Vml6RzFZXZI22VrYWJLQVJaUzCYXyUCWfJiZC9U7wyD8aKDQwIaehY+loEd6uOVfOx1iXxUfVpvM7ChPrMoRjrSXF8lBtW4W6LKOjKFFdkZUehR2oyx1vK++tzh6oy6tO5Yy2lNRnChUBztWp3Gtr00Kc7cGydrA2d6ixsL9ONdJUNFiXmyukScnwWDpaTkPF0tGA6dE8zqWEhpZSUUaxlFIRJh7cWCEyBpQIQwkJEUNGiMmnZPKk4z4dSsJPJDdGIoHMhn2q+sPGwsxOtKffPypBhH9QkRX/6fW9ysyEpYmB8e6mB3fuVhQWFyeJ//SH12PqFhL8n/dX5yd6WiWBmLaynOWJ4ebyqj/+/nVpavLGzPBoR11HhbImJ/XT6wfqqoKhtpqPr+5miUK25ifkwd4dFfkPP/+kt6FEFuy9Njk4P9xTnMhuLy26+/GH8WG4J/c/ay/NmO5rmx/sGGgs+ezGfnelMi7Ye7yzbqyr9u7tq0UK1rX1+YWRHm1XbYTHpZXx3rGO6sWRrpGW8o+vbqgrCvrr8u9/eqM6XTg/2Dalqa/JFM/2tyyNdP7uw10BAbY4rO6vL7m6Nq2uzJrorlse7V6f6Jvta1rT9g43Fe/MjYy1Ve4ujjfkSMfbK0oVEWKivakcnqZQboAjlo4W4MAyKorva8Pzteb6XOb7WnO9LwtwIK73ZQHeho+5zPe1ivGz5ftac7wv8n0suT6XBFgbrs9lEQEsow2+SIEAACAASURBVMAFWGsu5rKUbM90P890P8/xvsTFXGZ7WXB9LIV4WykFISXD5TSkhAyTURBSMkzsB5FSEDIqQkKGy6goKQUVQ4TJqKgYIkxMgkkoSAkVKSBAJRR4DNleQoZLyHChn72EghAToTEke5EfNIaMEBCgYjJcSIDGkOAxlBMyCTRyTDPuI8dtopEn0+0TcaRpPRKYtDAzlUb/s6TRdLqW4Xgpkc2IDfPLkUWzyc6KSAqTgM6NjU5kUpI4DEkgxt/pcho/MJlNiwnEdFaqWAR0Mpsi9vfMkYRyiI758Sw+2VlIc03lMDIEQRl8/7hQXIGCXahgR2OhGYKAxEi//Ngopq9dliAwg88Qkp1kgV4Sf4+SJF4yk1Qgj1LFhCRFEpQxIUlRxLgQbyHZIU8anisJlQd6lqcIsvmMLKF/VZpQEeydyaOrRIG5khCVOCiLR03nUKtS+BlsUqE8PF8alhqNbytMKk1gFsrC0ph+fDwkPyawND4qm0spT2QlBHuWKCIy2X5KAa06lb+m7W3OiyuShZQnMBNDPDuKk+MCXCQUpNTgH2VUtJSKltOOIRhLR8toKDkNLcCB2wsT+qpzCqWBWUxcehRmuLk4g4lLDHLJYuNVfEomC58S6pEnoiUEOWcy8Y05kpRwr+QwDyWfIqMiEoPd8kT0xGC3tAifDDa+uzwtMcQtJdwzT0RT+DuqBNSkYFeVgJrJwmdzyUnBbtkcUkdxYnygS3KYZw6XLKch4xiOeSI6z9e6tSA+Jdw7zt9JiLddHOrgYmzSorApET6KQJccPrlQGhLLcIoP9sjmkXLFgUkR3sWxEdlcspzhaJBJuDHpPnLcJqGkkIQ4TuQZBSAuHsElvJNIs18ojYEedkEe4GAPW5qDBRVtTkSdo6LNKShzhtNFKtqC4WBBgv+W4Xgp0NWGjjYPcrPyd7pId7gQ6HI5yM0qwOkiw8E82NWK4XghyN0y0OVysItliIdNuCco3BMc5mET6mEThYFEeIPDvUCR3iAWFhLlbRvpY8vyhbJ87Ji+dlHeYKaPbbQ3iOkDZvnasTC2TF87Ntaeg4Oxfe3YvnYcLJSFsWX5Qjg4OzYGzMNDuTgIBwvhYu14ODseDsLHQ3m+dnwClIeH8PB2fAKMj4PycFA+DgqIgZAAFRDshH5QAQEiJtmL/OzERKjID8rHgWMZjjwsSEyEioj2MWS4hIKSkBGAQ5RS0HLaSRBlNFQsHSWnoeQ0ZCwdJcDZ9NUqa9P4w40F3aWp3eVp463lC4OtncVJM+q60ZbiFpVsWtNUnyEabMif6q6b729cHGzrr1EuDLRks/HNufL6TNG1tZnx1rIWpbSvKmuur2msrbwqmbM61jXVXbsy1qXiUxcGW6fUdVNdNc0qeX9d7kxv80CtalpTny9ilCoi1rU9chqqv0Y53FjYUZwSH+S2OTWgqcxaGulqUsmHm4tr0gQjzaUNOdLh5tq6TNFgQ2F1mnigPr81P7EsgSUkQI3RpMgkvxGZFiZJx0LJ40Qe79OeqEeaEGl2TBrPqnsbcAQHe4AZTpbycII0FKeIIqfxgyIw0NWpIRYeLQnyHe6oVUSQpMG+GYJgEuw36tqCFDZDHoqL9IEms2gqaQSLgMyVR/LIjlnCEDHDPcLL9kQnMNoXwtZPMdrrG5qGNiDneD+aQ4AbxiBOdKJPHiEwNLiOus9CMkJIRsaQDV2W4/0Vk1IiUKtDymgoKQVujBFlNLSMitL7ZdoxLZTTUAZDxtKRsXRkHAMdx0DLyLBcAZWHsczh+KkE1LK4sEwmrkwRnsXClcZF5AvpFYlRRZKAlBD30rjQisSoQklgiTwki4UrjQuND3RuyBI3KiUFYnphTEBKqHuJPKRMEaHikVLDPFR8apkiQsUl1WbwM5j4yiSmkktKCvUojQsvVYRlsfBFspC0SEwW268ikSmnoQrEARWJ0VksQq6QFuV6rjKZVRwXUSgNzmD51WWJC2WhBZIQlYhRmykskARlcSl54oCUCJ/USIyYCD+WdJMQ4qMy0DuTm/cQCfRsTnQROXiY2Xuk0XTYO9gDFOxhS4D+ZrCtZnli8OWzZ5V5qu6mhhfPHqtri9W15QtjI61luTOD3duL0ykcWmdV7odby70N5Upp+Lims6uu9tsXz0vTkm4frPc1Vs8OdAU6XTSecQSmu1lYqCmLpqM6+kqVyTEX08GI97MoJh2bhBCSUUYWJWewiDTUEU0qycdTZgBE+XEQZTSUnIqUm1AYR0fHMtBxQGJBhiUFuwmx1kKctQgPFuFsBL5WAqyNCGcTS0fxfa1EeLDYzy6GCBERbCUkqNjPTkQAS8mwPBE9IciFh7EU4myEeFCMnx0fYyUl2YsJtjEEW4mfXUqYR2KgMx9zWUwAi/EgAdZGSAALcCABzkaAA0nJMBEBLMKDuRhLkR+U52stpcDFfhCxH0RGRfBxIK6PFVC8ZHldFuDtRER7MREmJNiKiVAxyV7kBxWT7GNI9sYUx5h0iwHHTUaJyCjB8eTmPUTyzybSUPrB2ZsBtUb/U9MSptIY5AEO9gAHe9j6QX8zPdCVJY6Ii/ArSRFlicPy43jNJZnpguA6VUJhAj83NroqM9bf0aK7Oj+Vy0hiUZOYlPgoytXNxfhoYlECt7koPZ0XUJ0t55OdIn30E+rRWHumL9R0ipGDg7EMI4xcPIx7bKgbfhaL8PezaBjJ0bNoOgAB/KKBdjPwL6dZ1GfNtGMgyo8UERlLRwEUxhoojKUBUKJiKfCMKMziYGt1ErOjKLG3MqutQFGXJlBXpI23VzQrJT0V6dWp7PYCRRYLnx7tO9Jc1FOZ0Zofx/O+NNVV1V4Q35Ir7yhKbMuPq05m9VRmNuXENCulzSqZnIpozpMP1Knq0vk1qdy0SO/ukpTW3NiaVE5lErNZKW3Nj6tKZlclszTlGQWSwI7ipJ7KTLanRX6MfxaTUBIX3lWawsVYdxQndhYnp0ZgJBSE/oc1znBQTnqME31FY//GtCr5SzTSqClGIrk4ezOg1vg3pRE4eBDobhPiZUd1MPd3tqQ7XmQ4XfZ3vEhDm/s7WTIcL/k7XQxwvuTvdDHc247haBHoahXsZh3iZuPvZBHhYxvoejnIxVJAdQ12tQxxs4r0gZgOSZhOd5uO0xpHdQzzi/AzBsaIcOOEjr67f4pFIcAiycji0SSOya8bIaGcAaLckK/EnlZEUxABFg0UxtFRCjpKQUfF+Nk15sSoy1I1FemaiozGLLGmIktTllEWF9ZXlaUuS61N4/XX5GjKM2tSOfUZgvL4iL2F0ZZcGd/7Umte7Iy6trMosSaF3V2SMtFZWZXMneqq1pSnLQy0CHytm1XSwfq8xmxxTRqnMUcy2VVVm8YfbiqY7KiqiI8cbSmtz+APNxZkc6jT6pr2wuTJ7uoQ5D/N9TVLKYiWXPnqmDrM8df9taq+6pzaNH4MESY7KuCj9CVVKsrY9Tb1JBIKMoYMFxOPiBT9DSKBeuTJLiKPAOcAROJhZu+qNZ6WxhBPcKAnGPgw1BM4dfC+g6rhwHkD4MiBj63+ThYfO2PIaHDTULZ+eOwdIeOxue5TIaPJYat36aLQqIvEIxZNg0UARJP+yjFRBOp2pxQRFUtHxjFQgCLK6eg4OjqOZqCQhlQw0AoGOs7fIZaOUgQ48n0t4xnogVrVaEtRRhQm3t8xloZMCHTKiMIoGKhYGiKHS4hlIGUUWJ6IGktHpkZ4SsnQ+ACHxGCXTKavhATJ5hAyojF16TwZ2T4z2jctwlvqB8lm4+MDHLNZBAUDncXCV6dyEoPdFP6OcQyUkkeWU+Cp4V4JAU5xDJScilTyiHEBDjIKrL0wnut9KSXcKy3SV0KCxdLQuUK6lAwHwmI51SQ4MfRyjJMixzUSGUM5Sm5+AZEI/vGejZFIIIg0Oy2NJ44IGqUxyBOkPzp97ODB2dO1piemjUexIjCQE7OM0Vgoy+CmWael8ayQ8RiLfnDB8XMFQA3sXSxK3snikYM+IYpy2glFRBsUEQUoohxQRDpKwUAr6EgFEDj6OwCm8HdQMNCJgc71WUIxHsz3uSzEWUmIdnEMVIGYIaPaS0iQeH90npCSxcRls3AJAQ5SEiSbiRtrLkrwd0wMdJKR7WMp8KoUloQATg5xzYj2FfuB4uhIGRka549WMNAyCkxChGRE+SaHusXgwXIqfEpdVygNEvvZymnIOAY6hgiJo6PSI33i/R2lZHs5DSnEgxT+6FgaQkaB6xubFARQSJfT0FKg2WjoNBqaTyiT2aVTHUUSUnyayLNzbTiPeGZ5HMYjwMwY706o9cUdd6M0goJNzgcel0b9XpCzTmPZRRyN1p6cqz3ppnHH3bQhZOSeSl/4ehZhQiJC6Kf/gf8uFk2CRWO7DyWlns2inA4UdE6BSEcbnbLCQGGsnkKHeIZDPMNBToHn8slzvQ3dJamtufKOfMVgfW59Br+jUNGqkg3WFjRmCXrK0xsyBf212f3VuenhngN1ykiHX3WXJjVmCed665tyxAv9LTXJ7IHafHVp0kRHZV911kR7RWV8ZF91dmViVFUKsz5TuDbWNVSfx3I716yUacpShhryesrT2vJiB2pzukoy+6qzGrLEk53VPJ9LcQwHfYzLAGpSSIPeG2pVhh9fetJxI4yxzX+ZSMFZRAJBpJn/KWk0xdEojcGeoEBPkFEa/Z0uh3rahnrahnjYhXnZhXvb+jtdAvw1sCQ2xN063Ms2wkd/5CDI+VKQq2WEt10UBhrhDYnwAod7gqIwEBYWwsJCWVi9m470tGFjoSygpoOz10OJh0V720Z7g3kEOPDqWRg7Lh4GzNKyfEA8HFTgBweGk8VEhMgPAbDIwdoBfkRIgIn87I8dayLZCwl2MSS4mASMhCFFfvZiEiyGggQcloyq98hiIlROR8uoSL3SkKCxNKScjjoTREAOAQoVdLSCgVb4oyUk29ZcWZk8tLc6a7q7uqs4qbMoQV2Wqi5NG28t0ZRl9lSmdxYldhbG91SmF0n8VRxCqTxovK2kNVfeU5HWnC1uzBJOdFS058e15ccN1uR0l6b2VKTXpnKWhlonOyorE6JKZEF9VZljLcUdBQqez8VmlVRTntZVnFQkCxppKhisU010VHYWJ463lY63lfK8LyoY6DhDThanhxIpoyKPuwJDz/Ok40ZJKKj3Eyk0zWxIyNNdRMFZ5XEeAWF22lMfqzW6609PB3qCQzxtgz1tA1ysKKjzJUlCfyeLEA9wiIctw+Eizu5XlZmxgS6XI3wgDEeLMA9QjjQiwts21MMmAmNHgf9ze3l2nVIhoLgEOF3kkR3kwT6lSfwwD6tIbxALB43wBLF87cNcL5elCKJ9wOHuliyMHRsHZWLson1A0d62edLwskQuEwPm4OyjvGyKFNF8Pxjb15ZHsG8uSE5nkaI8LvMJUAEBxsaAxWSEiASP9rKsShPyfG35WGgmh5gc5sPH2XJ9bUREKA8HSgz1LE9kSalIRaCLyA/Cx4GL48LzYwITgtwkRLiUipSQYTFE+xiSfV2miO19WUqGyahwIR7UkC2W0xByMuwMEPVyiI5joBX+aEUAKj7AISHAITHASYy1iaMi+F7mfJ+LYqyVhGAj8LkoxlnzvCxEOCuBzyWpH1iIuSTGWcuItrEUexkRIvC+KPMD873NY/A2MXhrrtcFgc9FIdZShLUUYC7xvS9K/cAirJXQ11JOhsZS4EJfKxHWWowDJQU6SYl2IryNAGclIUL4PpYSP0g8w0GIteZhLHkYy/gAR+DFx9FRcUAzk2GA8rhMymloqQmR0mNEAhqJPB5KHtNI8fEKOUCkyTTaGUGk2ZlzjUZPbZBG20BPcKiXHQHy66rseDfz//biqy+6G+vKs1IH21p+d+NqTID3sy8PlTKmVt2yPa9l45E1qrhsMXOsqx5j9Q8d5QVX1pZH2qrVVaqdBW1DXsqKtr88NWZvebo4iSthuE32tIS7WzXkxk/3tswPde8uTjXkJgy1lE/3td7Y2xzvrJ/ta72yNjvYVM4jwMsSOcMtFeuTgw2quCjPy4sjA9rO6q3ZEW1XTW9Nweb0oLoiK9T5fFthyvr00PrkYGo0LodP1XZUfX5zb6C+aGt2ZGNycK6vqb8uf22ib7C+YGWsW9tRMT/QNtxUMt5etT7RG+Xy28muGm1HlbajYntmcHG4fWOyb2m4g+V2XttRPtvTUJ3MkpLtT4JIRyv80XH+KEUAOiHAIdHfMcHfMYHhGEuBVSVF9VVllsqDyuPD0sLcM6N8yuJC0sM9yxXhaeGeFfHheUJyWWxoFhNTKg/OYWELY/ybsoWJ/ui6VM71rWUZCdKUI+6pSJvsrOosTuytzBhvK5EQQElBTkmBjqaWGOCY4K+3xADHhAAHRQBa4Y9W0NHxDId4fweFv0Os/jWj9VDSULE0dCxDD+VpmTQmcyYZt5FI5KnkBm5S/Tnq2ZhOWpxIa0wF0gyoNb4jiTm65EQfNXpDGE6XsKD/8eThnWShII4ZuL+xvrU41ViQvqztXxrvvbK+vKztJUF/XZjIGe9qHu+u97X6h/6mqv2VuYrUmOn+jglN0/b82PJYf3tJZk99YVWmFHPpvx+sztBgv2nKT5rUNK1ODLYVpTy889HSaG9tTlxnedbsQNtIa9XqZN9UTxsHZ1+WzB3rqF6bHCiMjWR5W88N9HSWZywOdYy1Ve7Mjy2OdGzNjIS7XlRXZC2NaFa1PYpA1/yYwIH6gtHWimlN/UxP/UB9/t78+ER33SdXNlbGuremB2d7GxcG2mb7mvprc0dbS9lelzoKE25uL0331K2Mdi0MtnSXps5o6piu56a6q27vLlcacFQY/bI/Kk4vh44J/o7xDD0QSYGOUj/wYJ0qOdhlXaspivHvq8qY6qpuyOCNt5ZoW4tXRjuLYugT7ZVVCeFrY93tebHatrK1sY6qxMh4BrJASP14fyOHjcuI9OqpSG1RStfG+7TtpYO1OcmBjgn+qMQAh8QAh9NQJgYYXoO/EUqkHkqGg+LojYRW0JBxdFQc45hMAtGkkUgpDS0/GUoCyQ3qrHRbn2uf6NnoD9wcT7R5xGNlO7P3S2OwB3DJCVh/yYmXXbAHOMzLDgv+n/6Ol7A2/5TEpHpb/QMZ/s8EyK8oiA+I9r+mwP85xN06yPUSHf0BDXUuzMuWgT5Pgf8m0OkSFfFbCvw3DPR5GvKfQ1wvBjpdCHWzjKG7prAo0T624R6WgY7n/RG/Dna2oMN/HeDwQbi7ZZDDBRrsV6Eu5kGO58JdL3Fx9kwfmxCnc+GuFkxvG6a3TbjLuWgPy3AX82gPy3CXC2EuF6I8LouICKbn5UjXC0zPi0I/ewHeLsrdgu11mel5ke11me1tGe1+ge11qTZDmM0lRzh/wPayZHte5GGs+L7WPF8bOQ0txIE4XuZ8X0u2twXX+5IQBxL4WikYaIGvNdfnUgwREg/EiHQHhT9KEYBKCHAANCmeoafQaAn+6OQQl44CRVq4e3OOuDw2tCVHPFirLBBSapJZJdLA5hyxkoOvT+cVCClZTEx1YlRtMjNfQM6I8Mrjk6a6KmIp9rUprKE6ZatK2pQtKosNbsjgFYnpChoCwNHUzhRLEyj1SqlgOBypuz7wQMXSjkWTchpKbpLJnUpu3kekmIgEejbvL48LgCMNBCOO7xiYOCp9e4KNl5wEu4PYfmg6+gIVecHf6TLD0SKFTQt1B8WFExiOFiHu1sGulv6O5ilsKsPhfICzhb+DRWIUKcTNKtTdJsTNiktExfi7B7tZhrlbhntYAqO1YW6XQ5wvRnhasbCQQMfz6RxamPslMdVJEeId6nIxRxSkqVJFe9tEeFhF+4CjvazZGHByJC7ayzrS43JnaXpcoDvb24aLsWVjQFycHRdrx/KxEfnBk0O9uRhrni+IhwVzsWClgC4iQiUUpGFqHy2joQV4uxgSTEZFy04OQCCNLZY4BlpBRyvoKIVpsuJv0BhAEU3843Ea9Igk+KPjqLBEf7SCBo+nIxR0uIIGT2AgFTR4PAOpoCES/FEKGjyejkpgoBU0uIIGj2egEvzRCQyUlGibGOAYT0fEkqFxVOBTyHgaIsEfnRzkZDTg2yX4o38hlPEAlKa+G5BJOtok6UbKaHpGTZOb00SezmyAmTSASNFZaY3pWUQeQd8/NDuzvhPoAQ72sA1ytw0xlUZviK/N//nh7k5LmWp6QN3bUFadkzjY2rAxP9lRoRztbChJlpYkCwsU3MXR3smeroGWiubi9IWRvu6qorJUcYGCszY1IqK5DrVWthalaeqKZ/rbF0bU/w9n7x3cdnpeCyP33klyY8dlvd4iiWJDr0QjCfaC3nthAwEQvVcShb0BJAH23ptISpQoUV1ale1Fq13tOmuvve5JnEzi3OS7M3e+O7YTfX8ABEGQ1K6/md9wxBmJhAYH5zznPM/7vKMdvvnB0NX12dpy8ESH++17V1dHIyZByUqsc3WkX1aUfWNzfqzDd31zfnsmujAQXBnumukPbk5GvHWUoEbwzp295aH28Xbb2mjXTI93OdaxOdG3Od67PR1ZibXf2JgZ9usvTAwsDvoVhecOsJhIuZOf+NRkMY7FxFtCR6dZFjMLY07k2ykF4lEgpnFVKmgOoIO1sQ+xYuPE0RP/irVz8+xcTPKxcbA2Tp714O+k/CKsnYO1cY7/8PQXcCIojWyUiYk2M9HmYzRppCcRiTYwUKmlZDKV1J5QR8LT8sj4QNoLjHZKtybhsgEvpsZE9F2QG893aKhXBwL2WxdXHlzf9WvFi9Gu+/u7q+ORO7sb/T7jhZnY4nDPcKt9Z37k+vbyeIf75198PhT03L640m6umekPXl2fqatEb81GLy2N39ndWB7uXhnpWh+PXFocu7QwqmMRl4Z7n73/5vJwm55T+GB/697lDRkp++3bN4eDxv2N+b2ViUf7W+uj3Y+u7965uGzgENdinR88uBl21t/anr93eW15KHTzwsKz9x4Oepveu3d1Y7x7dbjz1vbC3d2VveUpHQMTH4HWnYTF+JxYAotMtIGOThT7B0CMJzgmZlyd0dYDUjwORAsLHf/2KFAOtPsAf3Yuxs7Nc/CwDl786zd58hy8BF7jGE38dnaenZuO+3id8AJQmtloEwtlOqgmj1gcJsrATAo3Uk9Hpkawx1U7brGTCXnapEWa0T5eRCoP2tmAk0wM8CDfSYm+SSA+CcQvBMrKEPIKNAefyS/IYWLP1lPyxMVgQUG2kkaQl8MFhTmiIqCwKFdJxcnL4GzsGTWDICuFiUkgSTGwtgolLc5VktHyMoiiHCYvBgkJ5yOeJhEpW8siSgqyGshISWGWnlMoLwHXVyKUZFRtOVRamGXgFsqKslUUVNit1jFwNaUgPRMnL86y8EgSwutGboGGim7TC808ko6RV1eWa+UX1pVkG9kEZSVYQ4HrGBgtHaNjoLQ05Im8qKen8CLzoMtyAhbRxhTXfBoQ0zBh42DjCmtl5xkoIBsH7eDG0ZNn5+bZuBgbF5NAGO/Ux87LSz5pGI0DPY45Kxt7/AWcCEozM8/KyrOyMaYETWLMR/1NopQ8Ym4O6pmTEYk6GZFkhOZwFO2wiEw7iKisRtRXwgEndmKS+U6qieGTQEISkF8A5OUDhSSQkJQrLExsDY2vDxWRgOIikLgYJCzOFReBxEXAgyuWwLJSiKwUIi0B1ZRB5KUgRSlUXgqpKYMoyqDiwkxFGaSmDJJoUlfEF4TC6ypg9RWwhqrE6QplFayhEqYoyqkvhzZWwRuqoCoysrESrqYgG6thjdWI+jKwshKmJsM0FISaHF8gFj/+HF8IgdDSkPG0IhGnHcVistcSH4A4QaBZaBMbnWSXNDN7EhATKYyRCpsM6nyyoqbKrK2JDpco30ABWRgIEwNhYSH0ZJCFATeQwVYW2sHFOrm4Ex8HF+vgYh08bByRqRhNEucBASf0/URQHn3NSZrEmFgJ4TYle5vxYJJ5MiKPcWQ8j0Qc9F2PRT/foIisr4YDTu/E5CZNzIldwZP34iUXeheDJSkb8eJTZAe7k4+MSiTXZbygN5223im+TyelE5jYW6I5pQ14UHSfyoupWEwUi2ktFhbKfDopngLEhBbrqoFb450fPrj13t0rn3/w5v2LCw8uLz95dOPDe3tPHu6/tb/z6Tt3nzy6cXNzUleRfRocnVyck4NzctIxmsqaB9DMs3OxKZXoi0AZ/3Sl0aQprZQ8DZEpXvugZ5M++3PwdiBSd1OdLtkIwDcyMSmbGgWFYGHhwfBOESgFi6DkvlBpMURSkt6hlpVCaspSdoSWQZITjbUnjJDB0+bHlIeN6cTAjqoKoU7Mx8enGA/GaSmIJBY1lJQhHRoqMbFCRxsOGw8HWDwYCTOmYxFtYKPNLIyVhbEw0xxrOhbTgBh/9FTQfI/9+urEejR4eS5yfXX06lJ0rsu2Pd6xGvHuLcYe7q2tDHg/uH9VVw108HEHDzbxB17iD87EtzgnL4HFJDqTqh1/kt9auVhrooo9fJEHLifvwCEdFsEmNvoAkWgDE/3/F5HIY2MWCDUFfjD1c3jCJinZSaJJh2NK9H1oYlKW2II5eWcFBTlc3FlBQZaIBBQW5opIueLCHD7unJCULSrOFeZniguyxUWJswfiwlx5GUReBpUW5SpKgYoSkLwEJCfl1JRBFcXAmjJITQkwvsCqrhxaWwauLYPWlYFrS4H15ZD6Cmh9JUxZjVBWQutKc+vLwMoKiLIcpKpGNFZAVFS0sgqirIJryIjGSlh8OY66CtJYCdRUQ7U0uIaC0FSBm8iQ+IFOTQVQUw3RkmE6KkxbDdHTEDoqQkcGG+gIAwOlJ4MNdLiBCtOTwQYG0sRAmegIEx1pZCIsTJSFgTQzEFY2xspCWlko60Gt9gIgJhnLycNpy7O15Vnq0vOqkrONxWfUpec05edVpedUZWdVpefqvbvwfwAAIABJREFUC17WlGUoSa/ZOGgHB+PkYS0MmI2NsrKQTh7WxkZZmUgrG2Xn5llYSBsHY2YhzQy4lY22spAWJsLKQNrYaAsDaefmWRhIGwdtYsDs3Lhqo60slIOPtzBRRjrCRIcfhEoIc6JaiGdPSBMdbmHlmWgIPQ2mo0ANNERcqU9CJPI4ItP62icXkdWI9CTymGQDjip1csV3Ljep1CnUyMNnGvSyoRtPlCJyo5SqU4lFxRBJOVyAP9c+MSKrRHExPzTq6pzNbkUVWlKUKy7MUXJLJUU5ksKcegaupgJSW41qYJHqyOj+rVu1FbDacoiSjnM3Oxuo2NpycCMjX8nAN9LxoaFoXRW8gYxqpOOUldD6ktzOyYUmLklNy+scn64rOKsTlDlMdSoKQsctaCwHG0Sl6mqIqhKkoSL7Vla1dJS6GtpAfDm8ua3n5WupiMaCV/tXdvqXdowcvJFX0DMz01SRo6OAO4dH7PV0bWV2oMU5uHPXzCP0L+9YeDgjHWaXV5p5eCsPb+UTPU3cZrvS7zFaOXl2McnCRKZZZis7LxWINh7GwcPGaczKQEZdtcsRb7O8OGITt6tpnVpmv1nYbxJMBjT9JsGQQxaqq5huMw7a5S3yEhsLtdjrjFhFQ3aZgQLciAV79OxeA9fGRg3apH5FScQqnuu2xjx13Tr2sLdhwC71iPOHvfXBuoqVsCdQWzHWojHT4c3SIrc4P+auW+hzhRqqe42CcX9T2CJpqSkfdNQE66tCSopPVrI90e0SFQ445NpKYJeeN9Np6Whi91slzYpyIwN1imoj9XSkPqWLmDJpccTWHJFsKlxdjXyxywakK/VhJyYnzcQISWAG5HuxOx/yCOCNf/zP3gt3Ru79qGN2qX/nxuzTX/gH53s39he++Nf2yc3ojY+G9t8X4F5XVCJmn/2btk7AzvnLyOVrc5/9duSNH/df2I/dfRq7+f7wnY8Gdu+1T8xOffgP3UuXBnYfD+w+7lnYGH3jx7E7nw7u3pt4++dOu04M+cvw9uWBi49H7nwy9uaXLrtRjvx2x8jo5Pu/Grn9ZPzNr3oXVybe+YlBUqZlEQZ3b43cfTb5zs8dWqmqNLN/bT924z1/qEVJ/EGoq6+tv7VnZmns4Y9j197pGpsYffD50JW39GSwtuRMz9RSW3fnwNZ+bP+tvrnFyXd+2Tk41DMyMvXBbyKrl/rmNkbvfjp08fbIrQ+iu3eNZeeSpGhlY+xcTDoQk9UeD2fjoEMNVfPdtkdX11ci3u2JzkGbdG3IvzvbPxnUznYYN2Kt+8uxmTbDUr9rKqTvUtOG7PJ3bl5a7nfbmIjrq6OTQe3udN+NtYnd2fBcp+XiRNdS2DXfZb2+MjrWotocCb2xu9EsK7o4HR6wSR/srYQtomBd1fZ4Z1sjdbRFNdqinu4wz3baZjqtO5P9d7YW+m3itaHAcsS3Hgv666o+/+BRzNugKsscbW5cDAcvLwyux1p9inIjHWk+XkcyDvLIowNp+nSCTBSRqUmkmoJItrNPJEjASdQI5MYLx4N180kTw0a/1hweG9h7HBqZ8/V2tESGXcFWX3dn78bO0PX3+7bvDFx+0L91o7m7p3djjwv/vj/cEbtzX5R/vp6OH77zo9EHz9Ti6ujNT3pXNzyBYEt3T3BgaObpPwcig50zm63Dg4N7DyIX7wzffi8YiQV7+7rmNgNd7WLoX4W3d3tXL/SvX+tdXNcJShsrQLGbH4w//sLcwAtv7vfMrQ3uvtFEzzMIy2K3nnZPr/TMbzRR4EZR8ei9T6JXH1rr6JryrMjmjdiNp9Erbw3tvtG/uh3ZvBbZ2B26dK+9t70x72+i197pHBmKXn5jYHM/tv9B7+RceHVv+NZH4eWLAxtXI6sXI6s7Q5fu9IyMDF286TNIbExkXJ0TWeCBk4gzopOLc/ISVaCNgw7VV02GdIGa0gG7tN8iHLRL3QL8iLeuta5ixFs3aJN0NtFb6yuG7NI2JdnFx04GmtpV1EG71EyH9Zv5/prStkZyh4oyYJO0NVYP2iStyqqYq3ZrtH09Fug1cNsayTMdxhZ58Yi3vrW+yispdPCws10WJw8frKucatV36zmB+qoePStslYQaqp3C/D6TsFvPdQqJ44GmUAPFKy3WkUERu6KjiRW2Svx11TYOXk+HGxlIIyMxE2lioAw0hPEwIU+ftDhWRKKS2XhK7nOseRifiaxGKKtOhmOKpz6kRqCgECwqArMR3yOfBbDh32Mjvh9/OMiX6Nn/nZb935jgv2HD/pYN/hsO7Ntc+PekJVAB9nUO5FsSUk6TnKlkFbMyANL8DD7sW0LkdwSo74pQ3xMhv8uH/Y0U+0NJ3ksixHfEyO9KMN+XoL4jw78qJ74qgf/PmvwzjWSULO8lOeY7CtxLNdiXlWVAZVmOAvuSAv2delJGHf6l+vwf1mK/r6mGqavA9fjvNRS80pD/ipYCa6oC1eV9u5HwUlMVWFsNUWL/Vkn4bmP+D1T5P1AX/KCR8F114Q+1pecsXKKRiVbnv6QmfLep8IdNRT/Ukl7Wl76uK3pFX/SKvuQVffErhpJXDSWvGUpeNZWdtTLgdh7BxsbYudjUMjFBipxDIMb9h5OX5xUXGilAMw1ipoDMVIiTi3HxcCYq2MKAm+kwIxVkpsPsHIyFAXcLCBY63EqHuXjYfhOvRUYykUEWBtxCg1roUCMV0iwpNFJAFgZcX53bLC8KKEosDJidhTBRISYa1EAGmukwMwNmpEFtbIyJBjFSofoqoJkGd/LxHkmBgQoecMj1ZKCWDNSTwQYKREcG6cggPQVsZiKbKrN1ZLCRBnPwCQ5Bvk9WauHi7HyinU/wKSrUVcDmmkoDDWE45Ehk6jSa7qhkJ4vIE132MU+DUFYhACcqNedY3Jg8EEMHfjt66wYD/G0BMUNYmCMknmfk/GVLX9Rs1QnwZ3noV0QFWQ63S4A/KyKckxRmS8og0sJMaUGGrpbn7eiR4M7IC7PqqRhPwKev4TZJaPKCjNoSoIxwxt3sUpAya0uBiqLsunKoHP9Kx+hMfUlOTeE5NQNrqqHVF2Uqy4ANZbn+9tb64iwlKcMopVoaeA1F5zRkmLoapqrI1VDgqgpgExmqrsjRc4geu05dmqUuOe+x1HZPjpuEJE1Ftp4MtohL3DqZvgqoq8zRM5D6aqBdTg4FfbqKLBMDbqYjzHSElY0ykXPNdLiZArYwEGYqyMZGx5FhY6PjleIRIHLTgeji45x8nJUBjzrkG1H/REAz22FZ7ncvRzw318anW/XdGsaD3aVRn3IyoLEzkSsRz3q0eSXscfLyLk71NEsLp1sNE4Gmcb9qbdA34q5bjXgHLMK5TkvUpVgdaNZWZt2+ML0cdi32OdqV5JlWw3LYHXPXznZaZjqMy2HvsLt+pt0412VpU1J80uK2RurOZLeDjxvzN8122Yd9yvle15CjZqnfPdlm9MlLVgZbBl21OjJ4PKid7rBcmo0s9nvneuxhu+Lh3kZIxZhsM2vJEBMTfZCQx0ckT7Q1qIODiMdcNjkh2ccJEnCSp44rNTBNqQWFYB7+rLPV0zF3rWNuc/ThTztmLgaiU+0zG8P3Pu5e3hu48ii8c93b0Rm99axtbL5v/fro/aeh2FIoFmVnAtonZtomJgeu3Bu4/DB640nf+q3+rVvd85e6Ztciu/dH7/8ofOF29OYHpkZxS2d79PpHYvhfDu0/Grj4KHLxdt/GzcG9x91zm4OX3xi8+m5k52bfypXotfdj++8FOvwjd58MXX6nkXR2cPduc8DlD/rCm7di1z/onb8Q23+7fTASu/YovHa1f3m3c3gsevWtoYv3R+9/PnDh5sDmjdj1dwIBm1sniu49Htq9F7vy0EyDD27f6I5GwytXRm4/Hb7x/ui9zwbWr43e+7x3YjZ25dHY/WceNcfORCSNcxoWk0B08bBubp6diRiyS9aGWiaD2vku80q/ayKgWQ57lvoca4PNm8OBMV/DfLcloCiZ8Ktvb05tDPm90sKNqL9Xz94e61gfalkb8HY3Ma8txvoMnIVux4XR0HLYfWE46OLmbU90dGnol2fD61F/1CmfCGgmgsaNmP/2hekuDWN7ovvOztyoTznTZnSL8tuUlOWwt62RcnGqZ395ZMhVO+SqiXnqxwO66ysjM52W9WhodzZSX/jqcqR5psvW0cS6f3m128AfC+p7TaI7Fxe6DQIdDRHva+sPbc0LisgTWzVwNRl52MsmHxLkcTi+QKkhtJy/HLx2c+DKo9DIXPv0auv4Snj3+vD9h+GdB53zl3s3r3cvXbVYjeGd3fDO1cn3f+T0OYfvft6/va+RUFtHp6c+/FXb+Gzb6PTY42edsxe659eiN97pmttsHRocvPK4d/XW0NV3aktzuxcvdU4v1pXmjD38Sai/f/DKmz2L24NXHvXMbrTHYiP3PopcuNUxOtMzN9u7sDN859OBnTsjd581lp6L7n+oqcjunlntmV3qW94effhl5MKdge03hnYf9i9fHr33SfTau2MPv2iPdA9s3xjY3Otf3u6dXemdXgj47ANbt6PX3umfXzPR4ENXHgxsXY3uvTd06Vbn0HBHX/fA2m5k9VJ4cWX09idDO3da/SYrA3qcFJNAdPKwbm6em49zCfAuPs7Bwzg5aAsN2q4kuziYtoZKOxvZLCX55SVecYFfXuIREW0cZKeKamXAOtQUOxtpZcC7NFQzFdwiK/SICC4e1sZGtSnJJiq4tb7SQoO0K8lmCtjGRFgZMDcPF1SU2llIGwtlZcADNWU2FtLJRvskhXYOpkVebGUhffLibj1HU5bZ1cQyUeE+WZGNg7ZxMA4+btyvaarMCdRW2Lm4ZnmpiQ73SoodfIKFhTFQoLpqiImJMjJRmgqgmY0xMhPdfOPhxG76ORt9ejs7PRg/jSCTcMzl5QO5+XGlBp6m1MIiIJ+QxcOd5WHPkl8DdM1v8DCvCwuy+bjXhQU58goUP+9VCQkoLYVJiiESUo6IcEZRDtMqODUVCDH2VUUJRFYElBcDpYQzdRUIeXFuTSlQUZRTWwquIWXVlYKVZExtCbC2JEdZCVdWQBrKIbUFZ70tnsjOLVU1XFkGbKwAN1bB60lnNdQ8VTlQVQFsoiAbS7O1NJSejW8N96jLszRVQG01XMfIU5ec1zOxegpcWwXUUeHayhwjE62rBuupMAMFaqDATPECiAw2UKAmNsZYlWNh5VloECs7z0wBW9kYMw1qY2PMFKCNRzBTQXY2xsqAOgTEI1hMLRP5OCcP6+Jh3XycW4B3xR8eNqgo7dLQpkM6IznXycc6OOhuLWvQLnFwUDY2Ysgh9QiwDhbMyUHY2QgHG2FjQLs1VCcX1SItiJh5VjrIyUE6OIiAvGjM1xB1ymc7TSPehsmQdsKvmuswW2iQgKKkU0Ubskn7jNyZNr2BArIxkQF5yZBTPupT+uUlZjrUSIUMe+qsDIRPQmqWl9g46Hg8aWbADrreiWDfwkRZ2fH+DcbCyrOyMEYWyhTv2p8U/RgYqMOO9pEhtNMIMulpjhAkIK1PzY3fKHiQfqcfFySBBIRzLPj37B59aHSc/CqAi3mVh3udm/eKiHheXASM398uLQbLSsCyUrCsFKIoBclIWYnDWaXxDiE0kXhXwOI3NB1c4QSrr4DGr6pUVsWvOIApqxB1pLMKzHdVlTBV4qIohIaMUlUjmhI3W8E1FEQTFa6phqhKMnR0lI6GaqIhdTSkjhpvISD1dJSOhjQykAY6Us9AmhgoIz0+LYEyM1FmBtrERplZaAsTY2WjbZy8+DthZaHsB4M5VjbazkUnRr846IRAHyVFR1ydedg4KToFeLcA7xHgrXTYdKuuT8+5vTm50GvrN3CN5Jy5TtPOWLu+6ryVDp5p018YDjy4vDhoEVya7Loy139ve2Z/OXZhODAVUO+Mte+Mdb11bb2nie6XFg7ZxDGXLOqSr4RdUYdsrsM47tc4eVgnL28zFhjx1K9H/VfmI6sD3tUBr4ObF69Nl/vdD/fWFnvsAzbJ3sJgzNMQNottLHSy9o2PCKVNqR3pbrPzTOzDSYt4U9t0pFvz9ZJ9hCBPCn0AJ0U8JzUGSWBREZCHP2exmf2R8dFH/2i26HrWdjoXZnvWbrZNzLtCXXzsay9oUqfeMR2/YqPueIe6Mt6hPjw6fXBWFaWuRqoTJyZRajIqddWTlhbfw360N52yN+LI5BjjcGwsMafDQif70akNwNT3Jp4sHikWD7DoOuBFV1Kd40Dk4+KPnY2KOeWznaY+PXt7tH3YpfDwscPumplW3YRf5RVgt0Zbl/ucK/2O1bBnuc/Rp+fMdRgGLPz1oea1AU+vgT0d0C72WL1CfE8T/fJ0T8wtX+53jrc0LHRbRjy1iz222XajtjxjPRYI1JTOdpjXB5sXeuwTfrWLj51u00fMgqvzg0u9zq4m5qBdcWEkFLGKB2xSGwvl5OKSc25piLSyMdbU0w7xKUlWOiKNzEQRmbry9JiniU+Mnxb6HBIk4HjEc0ypQfGIR1QEZEC+3bGw27Gw6w93R2+/4+sOzz77t7bxRW9n38Dlh/WcEgkJmNKkhqY2qRMXEyV3SyTvxkq5jCh181PybsDEvUPJ9vSxbU/xo/sHOyQO5yRShmqRySGJxDzfwaiOiYlJzumcgkXs12IxlRSPYFGAdwsJLgHOKyK4eGgTNddIzjZTcp0chJUOMVOAFjrQzoIayTmG6iwTBWimgsyUXAcLaajKcnJQusosMwXkYCPtLLi+MsvFwzjYSF3FOSsNbKYCbUyIhQ42VmdZqLk2FszJQVpoIAcXo6/KNtNhxmqgjQ6zMRBGMtBABhnIudryTBsTaaJCNGUZNjbawcfauXkWBsLOzrMwETYOxkSHWdkoIxV2MJqOMNJgFiYqSZApsz8Hgz/JIpKBNjLRycMMqZL9TQhSeUCQgNSI5+Ae6sSd6IK0EZ4ikICY2Shl1jKLZZUYpaBcQcGJCrN12vpaZolKTKml4aXFoOS2E1nivumDO9tOpkb4seGd49SIVFcnduHF4fgCakyULEdmdlCnYdHMxJjYaMsxLCZJIonFOBxTsXjEPh9UimlAdAvxHiHWyUaMeusvT/eOeetjLvl4i3Kpz35zbXyiuaGtvmKu09RWVz7pV/XqWE4OYqZdv9rvWO53TrQoVyPu3enunib6cp9jJezu17OtdNBmLBR1yvZmIx2N1RvRlp2xjrkO02ybbrnf1d5IXgl7Fnusc50mJx9rZ6Mn/erFHtukX21lwscCqoUeW7CmtEvDiDoUZjp0MqTfHA5NhrSznRYzHba/FLNz8hZ6HR4JadjbGLaIBxyyZnlZcpo4OWZxgmQz0l12fAItLfQ5sYI8bBvG4Xh8bCJ1okxQeDhRJi4GCwuyhYU5wsJcUUGOuChXVJQrKDgvIeWKSDnSYvAxpYYmlTp11UltBSx1t0TKkpMjS/FSB8nUxyd3DuD4ddR4dHjsJJm2sk/Goo3zNVh0H2DReQIWcR5hnkeAdfHQQUXxtcWhlbB7NeK9d3FhKtQ07FIMmPnXl0eGXfI7FyaG7JIuDSWgIM11GPr1nAuxQHtDxaWJjn4j58JwsN/ImWs3xFyyATP/0d7KQpdprLlhOqSdbdNNBjUXRoIRM3/M1+DioZd67I+vro1463uaGC3yoqhTcW1xcCMW6mpiTLca9hZjobryyZD2ztZMHfHlfjN/rEU9ZJevDbaYadDRZtV7d6/rKaCPHux3qhnX18YGHYqZTqueAkktIq3sPOMxRBqPBON/TgV51GIDUgvH0yMeUOqNgqnTjZISUHz/zrFxsnSlji9rTFXqukpY/dHVeMqDC86Ty58OqDG+IT19qDFtojF1810KFpEph7D+LJl+IRaPCrQnjsUUUvQKsB4B1ivEeYW4ZjExqCiKOWStdWUREzds5PhlBRMtyk5VdWtdab+eNeKu7dMxXRzEVEA1YOG31ZVNBTVdKvJ4c31XY/VMm7Zfz47aRFY6yEzJbasrm2lt6tbQpls1nSryWHODX06a8KsGLcIxX51PhJ/wq6ZCWkNVZsyl6NLSx3wNHiGxtb4y6pA5uHldTcxhd62JAprrtnZq6P1mQbCuwsHJC9RU+GtKp9oMXklhsKF6wC7vbGKFGsjx47OpRWS6ZMcJkn44gXZa6PNCgkSoKYhDOPLinvq0iIcETIWjJOWm1fj+nbS9ZAcm5mSlrk0ZbTxqYmDpSh1fPZ2ysjZOjckB229IjakO5gUynWpfks3oRKaTxovcvEOBFuA9PGwaKXoEWJ8I7xNiPUKsm5c3FdTYmFAnB2FnQu1MqIMNdzChLjbCzUG5eSgbHRxUkNw8lJ0FcbBhTg7CwYLaGeDuJoqNDnKwYKGaIjsD7OagPFy0l4dxc5AuDsLGgDg5SBsDEpCTgooiCw1sZUDtTIiNATFUZY56630igpUONdNhVibcQoNY6TAbE2GmQa1MuIONNlJARgrIJysyUCFWNsrOwphoMF11joWJsHHQZgbSwkJZWei4rUkjyOOSbWQkCfLQ05zSyD5GkAddbMCJheOJs98Ha/JAoiJQctg2To2pV/4eblY+0VO/QKmP3qKaamJSlPpUatSdXDUiD6rGwxnvbyLTSfuSzBdTvUuSF48JNNYrTJCiT4T3iHBeAcHKgO6Mt4dqS6ZDmvkO00q/czPWstznXOy2z3UYRjyKoIK0FnGv9DtW+hyz7cbZNt21+fD6oGdtwL0Wca1FXIu91nFf3UqffbnfMdOm7WmitdWVRe3itYhnyC6e7zBeGPZfGA1Nt2rHfPUbUf98l3lnrH26TXt9ZbhXzxrz1W+Ntm7EgmETf77Tsjrg6VRRu9T0pT5n1FHzxu5is7Q4YhWbmYjFXtfqYEu7im5jox08rI1z+Pm0HM990jwNE2U8hSCPVpCoZNsw2cVOJj4A7p9TOMb3iLLyzrBx5/gFWUJSTnw1FL8wm5V3RkTKFRbkigpzBAVZAkKGpChHXgoWFebUlkOPe+oXK3WaiUnmO03pJia5IBT19VXj1zmYF5WMaVhMMy5CgltIcAtwXiHWzc/zCnE+Ec4jwnkF+GYxwclBzHebJ/yNF8fbp/yNV2b6ojbxznjbhWjLQrd5udfWq6VfW4hsDjXfXBu9ONY65q0d89auhl0rvfZRX+2liY65Nt3GoG/Eo7g43r4SdrXVlzk58Htb00s91sUe69585ObKcDywnAo0zbXrJwLq/eXYUo9tMqBa7LZdXRgYtEt2xjsvTfeMtSiH3TX9Jv7uTN9K2LUSdl+c6JwINq0NtQzapTuTXY/21hT47zn5OAcPa+PmpXxED5PIw4OITEz8XOzXEGS6xU4Mnh073oUEnJ44phaOiWV5ZNhL7z24ef/a9oXZidoqVE0V0lFDV5TDdRzSR2/era1CG/ml7gaWq56xuzRmEpWLC7JbDRJxfnZ8fWjKmZgTlfqYpz7FxKSuZkw11Pqjh2Di1KhnnECN8dOA37RkTMt00nhRSHAJ8R5Bghd9IrxHhPUK8V4hoVlM8IkJPjHBToeEaoptNFBbfamLA/eKcB4+xi8mBqT5Xj7Gw0N2NFS4WPBmIc7DQ7c3VHh4mLa6Uhcb0dFQ4WLDm0V4FxsRUpCcLFhAVhCqKXZzkS4O0smBOznwUG2xk4VwshFBRZGTjXByUR2NVYbKzG4NzcFGeIU4GwPq4mGcbISNhbCxUS4+1iMk2FjIYG25jYV0CwgtsiIrE2HnYvw1ZRYmwsE9PBGWSpCpSWScIOOeJpUgk0ss0tfzvbBJk9RrwAsTx/S1tlWQ7z774K2aivz/9S//fGNr5aO33vjy889/8tnHsdbAu/dvrk8O/O43v7i5c+Hzjz+7uj771Rd/98n7j/7j9/+qoePlJaCag9sPjqff8SW2X6PUZJT6BBPzNdRoTFaNpzuYr5Fp3mED8FQsCrHJYtEjwnkOsOgVE5rFBJ8gr1tNvTzTHZAXevhoFw/p5aE9PLRPiI3ahM1ivE+Ii9eCLWJCv4Hp4SE9XLhPgPHykG4OzCfM8wmxHcqK7dFQxMh1suFuDnLMW9ulqvLw0YMWftjIdvPQTg68ra60V0t3MmEONsLNQztYcK8QvzbgGfXUWhkQBxthZYAHrWIjFeTiYGxMhIODdvFxLh7WxcE4eFgXD2vjHv6vE90a3pFDicc8zQkEaWSc1DZMqSDj252PGRqUmoICpAyVHfqY9MTx4NAgA/P6bKT14uKYs5YZaJL2ONUz4dZYyFpXnbc9P7Yw1DHb7w/qpF3WxoVo+0zY3+dSzYVDGgZBXgquSVHq2kpY/dH0O3Wh8lGlji8wOM3EnNqGSVaNxlQ4HlDjN3fThyVj3Eqn+uiEiU4xLiKsR4j3iQ6x2CIi2OjgqwthTfHLaxH32oDn6nz48kz3tYXISti1OeS7sRy9EG2+NNHx7q2duVbt7lT/Sp/19vrYatj5zo3N+zuzi52mTmV5n55+YyW6NeK/sRJd6DS9e2PLwYI5WbArs31rA55LU12Xp7uXem2P9lZurY0+3lteH/Td35m1MsAbQy2XJrsGrKL1Qd+jq2uXZ3rnuyxrA747F6ajDqmdjXIJ8G4+zsXDOg9OhyX+4wefyYNPKfZET3MCQSbahmhdSpPmxC52iqFJ6DWAd7CjLF448gqBx5Z+H9n4zUC/xkS/xiWc5xAyOLizLMzrbPxZMQnIynudjT3DxZ3l52cK8zN4+DM8/DlRQRYP+3pNKaS2AlZbDlWUgOoSzZj044INVbCGSpiyCl5fAVNWQZVVMHU1srEKpiIjGquRGsrxfAcZV2ptHJQ0VByLcY3Q0RDJPTvJHd3JqtHKzrMwj5yET57PtzARDi7WxsU4uTg7J+/g7cE6eVgXF+MS4J08bBoWvQLcgXFJYDEu0C1iQouI0CImeIV5vVrapYmOmZBmocu81G1Z7DZHjJxQ/hiiAAAgAElEQVT1iHuh0zDfaehWUzaj/pU+20KHYaHDsBp2TPkbZoKquXb9qFtxcbytW1XRra5uryvtbqyM2oVrEdd0UDVg5vrFhKhdvNLv7NZQpwLqtYhrbcDV00SLOqTzXcb5LqOdCd2KBZd6bSth16indr7TvNBjne80z7Yb+wzc2U6znYmIk707/n9MzoKkEKTjzyXIlCaN4QSCTBiatJ5hvEMDSJucOLFVnWqrxUUgFuYMB3+OiXlVXAQSFGTXlCP4xEw+MYuDOyfIz+TizooLs0QFmXx8Bg93Vl4CFhDO1VTAxIVZFlEZH39GVpQjLsgWEc/XlIGlpGxxwfm6ClhdKUhFRsgKszQ0tJaZp65G1pWCzLwCedF5NQVdW5xTU5zVUA6sK82pKc5SlufWl2Y3lAMbynN0DExDObCxAqQsBynLso1MdBMZZuPnq6tATWRIUxVIUwlUVwE11SBNJVBTDdKRIUYawsJCWdl5Biq0qSrXSIXqyWArG2OgQKLuGgsLYeNgbGyMW5Svp4AcPKyDi3FyMB5RvpEMbJGSzFSwi5uXxGKcF70irDcNi0JCi5jQLME3S/AuDtJKybXRwVYq0EYHWqnZPgHKwQTZaDlOBtjLQdioOU46yEbJdjLAdlqOl4tyMkAuFsxBBzoZIA8H7mEjfHyUh4PwcpE2araLBXGywS2iPJ8A5WLDPXyMh4tyMCFONszNRzvZMAcL5mTBW8QEMx3kYMEtNIidjbTSgHYmzEwH2ZgQKxNuYyLjmcAhIg9mQdIQmdrOTv0Yp45WpGSQyQoSeXzMJ0WvkccMzVE4nngaIRWOLNzZpeHeQb+tx6m6trHgrGULC7K3Zoe9jdxWg3xrJtpmrNmaiwW1gg5L3ebUwFR386Mbu2sjPZU5f/X45qVowLQzF2s3KqJ+097q1KWFkR5r/d7yuJDw+oXpgU/fe3tjLHxxLnr/ysWH+ztOafnaSOTd+/s7s4P9zobLi8NDXtVIQL812TfoaVyOtkab1VuTfWvDbQ+vbazG2ofcyv31qfleTxMF+saVtc/ef+yRlo4FtNOd9rVYaDSgvTDeNd1lm+m0aquAXzx5dzTQtDc/eGm6f77HsdjvWh/y1xe+entrRl167vJsuENDv7oU3ZnsaSo/vzvb36Pn7M703b+08GhvZXe2r72R4uRhkliM14uHWBQleLFZgm+REJws+IWYP26Qh53SmF303u1tLxfVpay8vT465VfOd+pnWzVhPX1/MTLqls+2auwM0P2dmRGHZCrY2KelTgWU08HGieb6uXZdp7Jirl233Gud8NZ2NJS1iLEBKd4vwbeICX4J0S8htkgSvzdJz81iQrOY4BUSvCKcT4T3ifBeIc4jxHmEhDjTJ4KCNMnm4pzcb0SQidPZKRlkUq/TDM3X6jXgyK7lkwNwUBKONNQryyP9/b7m3/7iq3ZzvbgY1GVXatkl9/d2H+zvNFLz//e//z5g0Ez1dHz4+N7dK1tWadVPPv1grKunOvevb11cMQsrNibCsYDtn//+l+1G9aP97flIYLa/xdfAGGrRXVkaXRvtXhgMzof9s33Nk50ODQ39u9/8aq63+Vc//YmRQ1wa6vj03Uc9FsVn7z9ejbY92NuYaLO+c+fqhYneuV7PP/32F2NBa6CBFrbXLEZavvj4vble5xdP3t4a61wZ8v/46bu95pq3rm/P97qWIr7H+5tPHt68d3FpbShwc31sa7zrwmhHQ9Fr19fGaokvP9pbbVdRfvrsg1Bdpa4q+9GVlTZl9U+ffTjdrvvq8492xnumWnVONuKAF3EeISFdow8w4ZcQnUzY9ljrRHPdZrRlrkO/2GFc6DS4GJD2upLdyY692f71iHO5x3pnc6JHXT3fod+b6QlI8Hc2xrZH/Cs91ivT3Qsd+jGv/PHlxa7Gir253r4myv3t6cUuy1rY4eOh/FK8X4oPSHEtYnyLmBgHZZyV4y8mbvDjiPSJcD5RIgdwC3FuISHuyb4BQea9iCBZh5vQUgfPTukZnqLXB3D8Gh+TLBx5xEyLqFJQmLkU6/zJsychvUxeDp+NhBwKqpqZP9Jqk5dBG8jILludQ0HnE8+OhGyNZHSXrVaUf95TR+9xNNSUgiMejYFb3OtosAjLOk3yRjJSQ8fE/AYtM7+xGmHiFZq4+QYmwcIvXBgI1peDhnxNFn7hoFfVaRCtjfTM9HhcsrIOvbBdx2/XC4KNzKCSMeRVeRWV3SbxfK9HR4UvD/rd0pJBZ51bWhL1qawcnEtMGvU3DTgULYryYH21uiwr6qk30mFjAW2PnjfTYY666+oKX7mzPaevyo26alYGfcHa8vlue7OkMOqUrw22dKgoo9769obqyZDWI8iL54teEc574F0ONToFi34J0SfI622iurmILmVlr4YyaOF3q6oHzbyAFN+prGivLx0wcSab6yIGZquicMJXO+GrCYiwYT3Dx0POBFU9qqouZUWXsqxPS5lqaejXUqeD6i5lxahHNmjh92ooATE+ICX4pfg0mjwNkd4jiMR74og8KtmpniY5E3kiQcYzyCNNmiOJz6kB5IG/TtVrJCClH5OA4wt8jJAE5uIzREXAStDfVgK/zcaelRSD+MQsUWGumAQUFmaLi4DSohwB8Zy0GKgog8pIuUJihpiUVVcBk5cA5SWg2nKovBikKIEoSkF15VAh4awoP6OhAiojZSmKsxsqEz6msRLeUAmRFWbUFOXUFGXXlWTXl+XICs5K81+XFbyuIJ2rK81WlufWFJ1XVUGbyHB1FVRLgTdRYI0VQAMDoakGaylwTRWwqRqiqgLG5211NJieAjUxkEYazMxAGChQIw2mqwaaaHAdGWiggG0cdLOs2MHOszARmvLzNibCxkLamAg7G21lIax0uJODtjIRDg4qbqXjWEzmi80p9WIciy1iQouYEJDim+OSKsb7RTi/GOuX4FokuICUEJTgA2JcQIT1i/ICYlxAiveL8/zivKCM4JfggjKCX5IXkOKCUnz8b/pFef74VwmuWYxtEWMDEnxQQgxKiEEp8QCRhBcg0icieIR4nwjnFeI8AqxHiHWnSfbXVJAnW+yTE59jen3MX6OOHsRGAFJtdepZrRN8TDFYkJ8d0IkZmNc8jVwy7HveRh4T/RqPkCEqBEpLINIScH012qGgNKt5XNwZRSmEm/f6kN/YxCDysa+JCjLF+ecFxHPi/EwpKVtKyuZjX1sYCO2tTkjyM2SkzLBDLS3MkBaeV5CylBVQPYs44NXM9HiDKvaQV23iEPZWxuzC4rGQeWd2cDxk9CiqLi8ON1aAlWU5yvLchtKsxnKgsjxbWZrVWJmro0KDDZRWNbNTz6svOquuylWXZ7vEJCsL02cRtzXS3OLCEV9jzNPgkRQ1S4vblBRtVY6+MtfCRNo4mAdXVv2KUm15Zr+Rb6KCjWTgsKdWVfz6iK/eQgM72EifKP6mpmBRlIZFYosYH5ASWqRx5BGDEmJQRgzIiAEZMSQjhqTEkJQYkhGDckJQHv9KCEgJQTkhICcED56A9PDbkJxw+A+lhPhPC8qIQemLENkiSby2+Ov0CQmeEyX7GxHkCePiqV3spF6ndGhO1GvkgV4fCSABL7DVaT5GXAzm4s9FvNaLC5OPb14ZDrl3lydWx/q3ZmN6QamIlCvIz+pyqnTswp2FkctL4zXlsJIzf/Gbn3+5ONC2f2F+bax3ZaTr6trU3upEv6Px8uIoFfytLz55Mtbm35kdujQfe/fe/qXFkUtzQ9c3Z0X417amIxvjvRoq6sry2Hv3r68Od053e3704Zu789GlgQAP+Z3d+aGrW9vLAy3TXfYrC7Eb65M705Gdmf77u8t7S8N1pLNXl0Yvzw/tr42/dWP74lTfm9e3x1o0rY3UIaeiU8MM1FV9+OD6na3Z3dmBL568/ea1zYtT3Y+urffoOXsLg51q1lRIuzXW8db17XvbM4+vrt3fmbs40flwb3l3umfEXePiIr0HJWPzgX2Js1HCUhxqaCoWCcEkFmXEUByFUkJITgzIiS2KfE9tvluK8/FgPjaomQ1u4UIDInRQRgzJ84Py/ICUEEoD5QG+E4iUEP1SvF+K80sIqXVkGiK9QoJXkIrIb0qQaU2ar9Hrw3MLJ+fhx/vXR9jxxXAUFYMZqFcmun0bU8NvXNuZ7A3+P//++w6L6SeffsREvzYUMDWruPND7T0Ozf/613+OeAx+tWB1rPfWzuraWP9om32mr+W9N24+ffftVq34g0e3Pnx018Qv7nUop7rdHzy888GDO6uj4fcf3rq6MvHlsyd6Ji7q19/cmn9wdfP9+zfmwq2//eoLeWHG7vzw3vLEp+890lRD37q5sxLt/+Sd+5+9//je5bW7l9aGm5se7m0+vLbx46cfjAa0i33+f/rtr6+tjO3MRN64vPbOnUs3NqdbasoHnYq2RuqIt/H2hentie4vPn53b2Ho4d76nZ35N69d8NeUXRhpffvmzleff/TkwY23b25//PjWTLv+8w8e3d2Z++rzjz579/6QXezkoZPUmGpfEggQ4QMJh0GI81YCNDJCAkYHdBiSEQOKfGdNvqsmf5GFeIuU/b6McXN6eu3hnfnbV8fm5zptUmf1ax56bosoLwFlGTEkJ4Tkh7AOSPAJmjxAZGodmahlT5Fsr+DrCPKIxT5qaJKthIReH/XXB9tK9cfy8NP61wB+IZBzwjoe0IlzZeIiMBd/joF5lQL9Pgd3jgz5Lht7hoV+VVwEFhXmiIty+YRzElIWGfS3ksIccUGmvATExvxQSDgrKjgvzM8QEM6xkN+XFuYIiWe5mFdqKyCyomw5KUucn8HD/EBakCHJP8fHvFxTnCMmnuk0SSX5GWLCGVnBmdqSTCnxdTUZXlt8XkHKaKIijGxsbXFmbdF5KeFVGfHVxoqcWtI5VSWooTRTTnxVVZmjrsxVVwFrSWdU5dmq8qzG0vPKkoywTaYjg4a9yl6jQE+BaMqzDFToRLBpIqRvLD5jpEK0ldlWNspABhoouU2l5/RVudqKTF1Flo0B11dmWWhgbfk5MyUnTo3HsZgsGf0S/DFePEKKASkhJCMGpPn22oKIGPtlCeQ/4cDxMkWJauqv62YBJD8A7/xeVTtRt2Tf/dnlf3s+fvmqg4uxkTNbJPiglBiS5cdlPSQ/JtyHqk1Ieu1EESkitIgOJfuop0kQ5Gmp+Nfq9XF/nVyfoqcfIcgXlI9xOJ425nj0BtZisKQYzCNksrCvCwqzJcVgUTFIVgqVFIP5hEx5OZRHyJCScgXEc6KCbAHhnLwYxMOdkZCy+bjXEzOOFTB5EaimDCrOz6gpBYsLMqWkzLpSkIqMlBaelxVmKqtgajKysRKuIiPqy4EqMrKmKEdDgauqYQ3loCYqUktDNpTlaChwLQ2hqoJq6WgdFaWuAqfcK400MtEGOrKpChQ/K2hionU0mJWN1VWB1WXnzSyUthpooEKtHIyZgTDTEdqqbCMN4uThTDSYhYU00aBmGsRMhZipYBsbZaaCbUyElYmw0KF2JtQrxNlZCLcAd0SmxYcynSwZ/VL8iVgMyuJqm++T5zfLCb+kQP6diOSTlIDiVgDJCyiwAwpsAJIDUOQEFNoBRCsAqgZAVKqxt6//4fnk1Jyx6AcOPtovwQelxGDipyV/8nFE4lvE+NMkO40g0yy26wCOjhMSn5P0Om0I8gV5+OnlI+CbpzyiYjA/P6tZzb+/d1HNLGTnnamvRpOh3xMWZE92+8pz/npxqNNdz5gNt4c9uouLo6KC7A8e3vLWcz9+5w0pKUeUnyEvAQ42GxTFuW/d2tMycetjfTe2F4NqLhX0Nze3ly9MDdSV5coKMhqrYGoKsqECwsf88M6lpYYKkK+WMt5uVZbnygrObE70KCtya4rOD3pUWipST0cv9ntrSef0DExjebaRgdZRYUY6cr7P01ieY6DCG4ozYj5lA+nsWjR0e2veKSTqyGALC2mkwQYd8n6LuFvPNdFg2sqc7YmusFW8MdK6M9G1EfPfv7TU3cR4eGV5IqhZG/Dd2pxcCXt05Wevr8R8IqJPhD9MvCUEnwR3gEVCAovSBBb9MsIhFuWEoIzQKst3yojjUtxzGjBYJgIUtQJILkChHUByAIpdJzwFdgBE9XKpa+GXz2++//feskw9A+oT4wJSQkiWH5KnIDKu2lJiUEJMpj9xgkyV7FNCn2MEmawg0/X6z83DUacN5KbDkXeUHV+U8hSBqbAfPNi/CPlrwNrEwHsPbg91tD5//vyt29dXR/u9jZy1icHq3G/9+mdfjHc1X11ffHBtu91c/9XffXZlZaYy56/ee+NWSCtaGem2iivWx/reubv/1RefkHP/ent2iIP6/v29jbduXvr4rTeevf/m+2/sX11bvLw48vlHb2+O93YaRDZRcdTX1FCeo6Wjvvz0yc0Lq+/du3pza05RcNYjq3j23sPlAf8bV1Z/9eXn9y+vdep4ZnbeVz96urcY+91vfv3BG/tP37xr4+KurYwMN6suzw/9/Vc/ubM188lbt7/6/MnubOTdO7v3Ly52qOiXZvq6tKy7W3PXV0dubUxfXxnZHu9858bW1mjrkwf7+8tDawM+Cw20M9ER7200nyDTeL+EkFYyJurFhIMmtMrznZL8DQX2uRxSUKoHoB0AiPIv8KaXyUEA3ggAKwFoPaDICSh2AfJtALgaAFe/VB0A4E2AnFrA6+Ket/7j8bP/HSzOVTOgXiHOLyGEZPmBuL+REkNSQqJITSkiTyNIn4jgER7AUXCYQR4amqN6nRyqOG0I0sLOMx3cDHKsfDy5W5jmZgDfMHSMn4/h4DIizaat2dh4f9e1jZmtmWg0aLbJ+bGgrcvWoOdX3Nxe6LI1aphEVw3t4uKIU07pNNcMB01UyN/e3F5mIX8Q8Wi2Z4dCWnGXRdGqE3705t2JDqeGnndpfmR1pHO81Tzk0/fa60Ia7uZ4+Nra5Fx/i46Occsrh/26+tIsb03VhYkej7z8rZtXtyf7bYKCveXRlcHAtdXJ5YGWSzMD3UahQ1R4bXVspsu2M9U302nfmeqPeuobSGcvTvdfmg5fWRi6PBuJ2KRDzpqNWGhztG0jFlrosbc2kEe8DXe255b6nH5F6b2L81tjbXc2p8Mm4f5ybCKgWui27kx0aMvOXJ7pbRYTvCL8cQdzKNNxforLtJQYkhKDsgQWPdL8+XrccxPqfxS6AWCttPvKxk+f3/m353v/+Pz2759vffVcM3oPAFcDULpz9ODAvd/e+v3za797fuffni//6I807wrgW7T2B//65NYvzNizTUy4R4DzSwhBWX7cnie99lHJxh3xNEctdrJPk8ggT9LrY/46ZUHAKXHPsfQRmZY+pp3nOgrHbxA6xs/HcPDnqKiXafAfNHEKqbCXuPgMLu4cj5AhzM/SsgsZyB+I8s/LikFSUg4Pe0ZSlCMhZQvwZ6zSCrusSl4KlpJyBPiz8uJcWVGOpDBLw8jT0rF1ZSAh/nU56bwk/1xNcXZtSW5dGVBakCHEvmoXFSsrQDZhUWsTV10NbqgA1ZVk1ZVk9ttrAkp6YzmwrjijoTSrviSztvh8Q2mmhgzWU+ENxRmqSqCyLEtZmqmqyG6qAlo5WG1lTlNljro8s6kyx0iDGahQbXWurjpXV51rpECcPJxHXNBUkWmiQe1slJEC0lflmCggOwtppIJtDKhXhG8WE+ws2FSoyScm+ET4ZNV4gMWEg0nK9GHJKCcGZYSQLD8oy2+V4p8HEOdL7QCILrT77OKvn888/dPcJ/+19KPn00//NPP0Txd+/rzn+pdgQcf1f3k+9+z57Cf/ufLF8/nPns9+8p+XfvPcu/MM8B3WwBd/+DvHAif/FTML5RPiglJCQE5MBkDBlOgnICWkeZo4QSYb2YcEeYpeO08oH08YOUuFo+mEbuERN3N8Gjcdjl+b8kiKwZJiMCvvjKgYyMGdZWPPyspgwoJsLj5DUgTkETKEBVmi/PM15VAB8byIeF5KypWQsvmEs1omUVKYzcG8Ii8GSgqzFSVAGSlbUQISETOkpExFcU59BVRakFFfAZYQzykKM4WE1+rLgHVlYFl+hrzwXG1xpoT4uoJ0romC8NZUqavB8sIzUuJrdcWZTRR4bdG5xorc+uJMdRWoiQxtrMhWVeTqqDBNNVhLia+5hjdV5mrKs/VksImBMFAgJjrcSINaWWgLE6GtzNZTwHY2pqky20ABGSlAKxNhY8BNNIiJArIx4XYW0s5G2ZkwBxtho4PtLLiVDnbzMS+ixrhQyojBZBAjx4dkxDZ5vk1E/PcAUsWvB6CdyIbolX94Pv3xH5f+7vngw3+qG7w99/T/znzyn9Mf/2H+2fONr55Pf/zH+WfPZ5/+X1rLpm/7s/WfPp/++A87v3pebV8EINX7v/zTZSiLWXHWxsU0i/EhGTEYR6SUGErmSkc8zYsI8lS9TpaPvMPy0c47AY7J8vGIm2EkhqBPdzNHDnP9eXDk4M7urszgXgZcWZ2e7G1hYV4L6qSL0XYVg7A03GmT01ZHuliYV+cjoYkur7eBFfFpR9vswSaBlol/6/Z1u6R8ZbgzpBXOhf3uGur9Kxszvd6wW11TmvvRm3eVVdDPP3x3YaDttz//ydZ0v11c8s7dG5cXRibabJ+8+2gpEqgpytiZidQWA3/zsy8/efv+vd1lZVnOP/zyy9Gg6cmbt8bbzF16/v7q+MZIe0BJXR0KDjgUI35Nc23F3e3lt29dvjDaHmqkLYY9k0HdYp+7WV7WZxJ9/v6btzdnjBTwk0c3NkaCb+1fH/XWRx2y+7tLDy4tLvY4ptsM437VRizQb2Df2hjfmegc9dUN2SVePiaeex+GO2LcYdWYKtNyQlBObJXnN0vyp1X4v28tAeQFAAiNdfnj2c+fT3/yX8OP/gVwRgyAqr5b6tz+5fPpj/848/SP0x//cebpn1Z//Pxb+RYASgfIkLVe/dnCZ8/nPv3PmSf/B3BGgvNu/H3LDQkqs5EMdfLy/BJCSB4vIlMkW5qsIHFH+jRHDY0vQZC4dL2Ob8B6Ydxz5FqQr5nu+XpzDfjmLRlxEZiO/OG1zUVhIex3v/0lhwBmoF+ZDXeN93c+ffdhl035yx9/PtzZSQF96607Vyw1il9++cXm5NClxckeh3J/Y+7tu/t7qzN9jsanbz/qttf9wy9/FjKq5iP+m9tLPdaa1ZFem7j8xtb8+nj32nDX5dXVJ49vv3f/2kqs/c7Ftc2JnoVwc23R+Y3RTnnh2f31qYl222LE32kQro92vHtn79ryyGK45cHe+vv39ibbLD/99MPxgGF7sufepeUBh+LCWOfvfvPzQF3VV3/39M72wnLY9/jaVqeGMd/j+OjhjTYVdX95+IP71z544/qzd+9qy86vRLyfvH3n/sX5mKvhvdsX7+3Mrg34Pnpw/dO3b4/66h7trcYcUjcXdZQaCanUGEhSo5wYt9Jtiny7IP/3YQydowEUeACIpisf/PbX/+/zT//Pc/fqxwCICoDSv0YNbP38+fTHf5z5+A8zT/8w/+y/Ivf/CQBSAopdAIye7l7f+Nnzmad/Wv3F85eoIQBcM7Pz5fb3qyllZ+OSHZCmEOSxCtIvSdfrlnQ4Huj10RmfF7dnbJw8y3E3c7K5PrU3kwrHNHY8edIxnoGzcWe7Her1yQE1M3+6L2CVkluNirC7KagVD/qNdjnFJCyxySieOuZ4pzOgEXgbmLGgSU3Ns4jKlGSMu57R71JF/QY1DdvcyOp31Efc6oCK06aXmPgFqyMdVmF5ExXTY5VPdzs9implJTKkYZs4hFiLscMoqi/L2Z4Kq6uhdmHRoKex31Zj5hI9igqXuLjHJBkN6FvqKN1G4VSHNaSkt9RVT7aaug0Cf0O1kY5obaTO9TrbVLRmeelcj2Om3WyiI5Yj3j6T6MpcpEfPtTKRw546n6RwZ7K7o5HiERPDJsFij326VTfhV811mPqN3C4VZbHLshJ2dTRU+AS4o3DEHcJRelg1xnuArfL8oCy/uwb/H+OF/y3fAyhyAUjOv8CZ/nue4X/iDf+jwAbAe0Ut6/d+9zzy3p/Gnvxp5pM/zTz9w/znz/uu/xyQXQcocQPwZlT9yMVfP5/5zfOVy/dB6Nr/r7nzjGoyC9v1hiQIWFHQGRWVFiAhlJCE3iHUEHrvHULvXQHpTUAFlCIIUhUUsdCEAamKir337thnrLjPj1BCCKjfN2edk/X+kHfpMst1+eyn7Oe+ASFQ0DnvGSlHSZbXWVss1EQ61ooQZz0bIONYlNhzW+LT9XWEmWykGQOOZoT5OAazrmakg4xl/Ezw/qya4X7MzfBfwJEyY53O3ANnnTsay27Ul/6DSthMwW+0UBQ2kxcyJQlQ8H9SiZusFISslYVtVNDmclusFAStFIXMSJvMifx2qmhbuiKFiqiVgpCNsrCDuridCtpWVcReRcRRDW2jKOCkIWqrtNlZXcxFE2OvImSvIuSigXHVwrhooF21xFw0RF00RDzImFAbdRcNYWc1YVctMXctcU+yhKcOxpOM9dAW99AR9SJj3LTQ7hpCnjpiHtqiHlointpi3mRxX12MD1nMWxtN08f6G+Boehg/fWwgRdpXV8zfEEvTwwQa4oKMpQOMcEEUSRoZHWIsHUKVCaFIBhvhgiiSIUbYYAo2jCoZRpUOpeLCqJIRJlJMN3dYFDHTJzU9NEZZkmqDCOPZOkAiBiiFAKVQoBgCFEOAcsxSpeBi4T+u+9lNvnkKIRx/NpnR9zZ3+HvJeZh+5DYQcgDKYYBAk3Dd3TwJd4Qk7gZATNoFKIcDtdBh1SJ7IRFzFSF/I8koc/zMHHwmg6QHSMb0kfV5PdvumcWROX2c2wwPMpYJosj42sklCq+Lx230N8EvVFz/tNczB8eFRjL0IeEsjopocwVhV0NSkJ2uj4mqv5WWngSfKWmLMVDsXNUAACAASURBVH5jfkKgmwGJIrXOXG6zPnZNsLUORWqdhfyWrTSbaFeqCX69KZHfjMhvRtjkaUCgLySYkzY5amJctLCO6qLBVupuZFyAubKN/CYXTYy/maK3IcFajt9GfpO3vrSTmrCdwiZHVQEHlS2OqkKR9lo7Yr3tlQSclAUcVQW9dLHOaoKOyptdNYQ8dMRCLRVjHXUCTUixTtqxjjohFvJb3fQTXMjxTtpbPQz9dDGBxjJBFGm6cCP9n3Vmq5+eJ83uZ9EXYkxlpzdW8RFmslH0mtpi6sLEQv2d2ZN6CkdiMJV4MRefFGwFZCKncFQKBarxFCGddk5QuhTsWgnqADjm789GCBo+c/XlF9h6E8afeAo22ABZf0AMMqQVVOHEsgDwBmAZyQcohwPl4BzxxKQ/FXUUNnjpYsPNZGKtCPE2pJlRDVNBM7++Zmr3RJhKM9+AXLgZHmAs42tLSl25LB+wRxO3sMbRAOc7r/XI1OthXCwErAbWrF0HLRXRZgpCPmaqNEvDhrKicGdKbXHutgAHBy2pupL8idGBPVkJGWGeWVGBw6eO1+/JJ/KBsb+6a3ZlZEZ41ezKaNybW5QY0n24YXdybFl2QkvlTltlYVslAQvihtaq3b7GpKY9ufvytpFFOE8276/IiT9UUVRTtL3r0P6TTZUHdqYWxvtV5iT6UWSPVO9qLM3bkxq+v3Db7qSA0Z722oKko7Ul5Zkx7lqirZU7s0Ic2mtLu1sONOzK2L8j8WhNcU9L7eDJg9W58cEm+ACK1HSfQpppY3Bmq392ddWMEGaGj6CrSpjOXm1krKmjLYgxlsxTwVAzmTAzfIw1Id6aEG9NSrQlBFOJz6tlnVxcADF8ikXl6EgJta71S6slBKuUJONIeCBsA2TjgESQrVfa86dvnj55e//B69jsZpvgYiDk5QSW2wGgJSAavm8UEAOBYghQDiHhow6uMFAkrXPVFg81kY6znINjPIv6mnW7ZyZ9DGOqZubd7gmiSgcbywRYyAZSpHLYkNmAMwcsmY/j/F7PQjgyXqRYLDoyD6wV0WYKQh4Uhd2p0W11Fccba+r35sd62uQlBMZ4mJdmJIz0dTfs3TnYfexMf2d9aYmDBqa1uvjGpfPdRxquXTiT4OV88mBt1+G63raG8dM9tbt3+JsrFcT7a25Bjg+eOlixq6O5OjfGO8nXsjQt4tvXrzHO+qdPHqndmdZUmtvb1jA+0H15bMBJTWSws625LLf/eMvYqWMnGirHBzors7ed6esc7mrLDHHIj3I7UJTS19aw3c/81OH9V84OFMZ7DbQ3Nu7OqCtMTvIw8jfA0XGcv8DKiCPjumDElNoOfiEcY60YcLQmBpnKDMXo9UWQE20IASYyMdaERFtisDHxwyGCiYP7FI6KYXgVj33qGhmahpnqBjkq5Cg9ixQX7yw7h2gdstSa9Yn+gXsaevtOnRnov9jeO1Fe13v6zPUHp8fauy94JjcAKR+gFAqUQvjkIw+vMpfFr3FQFwuiSsVYEROsSLPnNYv0kfCr1czCxTXNhhilKJQPQBYbVxaCmyWOtN/DEfc/w1HQ11w9O4Zmp4mzUBR21SdaKorYqmOpBH5rVVEbFbS9urilghBF+k8XXWlrZWEfqqIeZpWHAdFKUcBeDe2ijTPBr6eZKhtgeHwocrbKwg5qaCd1MU99GR8KyUlDzNuA4KknaSW30VUb66qFddXCuJOxjqqCvhSCrSK/n5Gsqwba35jgpo3x0ME6qQqGWam4qQuHmCs4KG0Ks1L20Bbb5kkJtVBy0xTx0BJ11xT21EH76mHd1AX8jaQKolzpKeM0jtPRcXq3/yc4Tl+2jf4pjiYyfVG6L7PMPuZZ3EwxqvRWCTCV8dbHv28nmju7AUI4UAoF8mEmOk7Weo7muk4mZGeqrrMp2dFCy9bYJFTXMsHZxKuisq2hofvO03eKSo7f//kQmla7PTKt9uhIZ8+QjOk2IBdEx5FHMbKGx1xGerWNKjrAWDrGghBvTUywIcXNq68ZB4bRloQIC/wcHM1lZ3Ckr3SFTT+MOAZR8TR7+aRNa/IAeyaCOwvBzYgj69bj/z0cLZXRZvKCxrIbLRRELJRFLJVErJRFrZRF6YastipoGxW0raqYraqYjQraXl3MRgVNr1ocprTLxB3UMQ5qYk6aWAd1cWctrIsmxkULS99JcNESd9XEuGph3XQkXLTo6rwYuvS3mzbGg4x118FMB3acp66Ely7Oi4yl63576+G89bA++jhPbVEfPSzd25FmIOlniPM3lAowlPY3wPmSxRmFeOg4BtJxNPmPceyN1H2aYXo/lfoojfoq2/RdntkhH+0Xx4nONGeAp0fHYKAYDuQiADEE4AOAjA+Q8QYy3gDvBXAuAO0bk9nklrjfLbF6qVKwqktucEY9LaWe7JEfV3iERyUEKNCzz5A1itFFfHoEqTU2KugACr37SGDEMY5+08eSEGtFmMXRghBnozCVL5oRIswIEWYy9HWFAD20v65ooKFEmBkh1GQWxxCqTKAFIchcJgvJkQ2WzLDIiONM63EhHGcla/4rHGctglXQzIKOanS5W3E7NXHbuQp6842qFxTlWVivbEaRZ0Z2gkECRZJR33ZWUNRIikn/hAFHmdnouACOU2KNv4AjYwOcAUfjB+nU+2nU++mUe1tNPp1QK8q2ANhIoBTCJh+s6ZTvEV0RnnIgOLk2OPlAeGpdRFqDZfDerJJjV2887B+7kVzQSnbfEZ5a5xu3zzO6wiO63Iy2W5Kaskk3ASgEA4UQoBSyTiEm8Q95Bam11iroAIpUjAUh3oYYb0OKtyZGmkhEmknFWRFiLWS3OamEUMSiLQnJLpqhxhJRlrLBhhgfdX5/spCPlqCPlkCYqYynGr+XOn9zcWptfkKyp6Gz0gZ/A5y/AYZ+dPjbyUUpCuUBNvoBnfX7ODIGyP8SRwtlEWtlMatp93S6oKONKh1HMTqOdmri9uri5nKb6XHRcUp8YlayzElzFkcXLayrNtZVmy7UQicS566DY9wxoytP0HXPvfSkvPTmBP+ZvTW65oQfXXPCUIpmJOlDFqfp42YmBzOz/xm/6cVxjPhlHGe6PEw40p/bScYP92qf7dIB6GigFMJODEzKO97Ze+2fj19evPzw4uWHy9efXLjxJDW72SO4ZBnOeyMxICSqLDG78crd52evPXr06u2Dl297+m+Fp7ZqOhQAUXcOQgAgBohKR/ptFFbA8pkTN3hpC4dSsNHm0pFUnLfK2qr04LxgSx9N/mgLQoiReFVmhDWOw0NlfXaAuYs8X1G08/NHdyGEh8qyTjZVGKNRNydGB441QgghhNcvjO5NCw82V9qV6Ouli6bZyiWv58kB7Jns3Ews/j/GUVNslZbYStUtXNriqwyl/tQUWaGHXaMjzmNC5DclbCSLrzQjbbZXx+hhVlsqCBQlhatvQVrIbSajlxpJrDGSXKsjsswQt8YAw2OKX++kIWaIXWWMW2OtsMVYcrWt4mYqbrUpfq29iiBVktddB2evLGgiyWMhu84Ex2Mus8aK9Ie5zBprufXmsnx2ipvMZXitiX9YyvI5qwrayq23kOGxV1hvLcvroYV2VOK3Ia51UtpkJ7cuO8Qh0FjWnsTnpSXiqSFE05ewJ/G5qW5yVdnopPiHL1k0hLoYjuH/6+hIf+6lGF9J1n9/S5mbEAYUQtnkgjxjavceOD107vbA2VsDZ24d6jgXmlyTWXay4ejI24+f33z4VN0ylFfREZZ8oLnz3Olzd0Yn7p44ddklvAarn7K9uP3N6/cWAcXlOinLAJBch4AQDncdSfWmxNgqZgdZPr57DUL48umjhl0p6nygrnArnbOr40NXzw3vz02g//jjB4QQnjraNNTTTn8zOTk5OTkJIew43Fy5Izne29xTWSgKgDTAkYHgykBwZ/7/gqMSWlt81cTIQGP5zg/vXh9r2FecFn313Ohwz8nLZwdDHShZUb4vnj5KCXJW5kc8fXAXzwNGersghH5myhDCv04e72qp/T75faz35M1L4w2lOeaE9Y/v3pwY60+m2Tx9cGd7oPP46e4r40PRTsZvX78wleLNi/a+fuHMcNfRJ/dvnR3o+qu96fLZ0ycaKs4N9FXkxD25f7untfbhzSv5ke6njze/f/P34X2F/358H2WnMXC8+d71iZ6W/QcKkm5MjDXvyXr28G5+hEtjSXqMvfr7v18NHGsa6mi5NNK7M9aTpiv+fyF3JNNzxwdpU0TeSzOeCDeEN5SMvN0BPpxdLtAhuKqosv/2g7/f/vPp7T+fye47xLVjdpR3vP34CasTq2KW8uHT16LKToJOvK5DFoTw29evEML23itfvn2HDJ+P/7yf/P5t5se/2huHOlo+vntHR23mMzk5yfjmO8Nn9s3kJP0NnUj65/Wd+ydzcwIBSEJwpiI45xP5yzji/mscxVaN9Jw42VLfVl9esyunriTXg6IgwwNePnlyeXwoO9qvs7W560iDHB+4e/2yIADnhk43lhW8fPasp+3QcE+Pv7n6eH9XsDX56vhIqK2Omez6x/duDpxsbT9QOTH6V1Y47fLZ0yea9jfsyb52fsxOcUtmuNvd65eON5bfunTu0pnB2qLUs/0dwRZqF0b66osz7t+4vGtbYE3Btsd379TtTGnamxPjqDPWe7z/2MHO5irNjaAyM+rhrasuyvzD3cdPtTa+ev64ZkdCgotOw66U8rSwpw9udzSW+xtKBk9LQ/1XOAaayAzE6T/LML2fajKD44N06vUEw6s7tK5f0wYCkUAuyMJ7b0TKIVWrjJ6BSxBCp4gyZfPte+r70vMPqlimWXrkx2cfLNrXFRC3LzC+CkI4Ofn9x48pSl5VV96ws7vh4PB3+Z4ZmCbnYvS7nx9z+WXk8trwoBMAkWwcSQiudATn/wzH+QvX/3scee7duLwOgKHu9uNN1WU5SbeuXhnt7bp15by/hfbbVy+yo3w+fnhHWA3ev3nV195849JEd2vd+OmuzLCwaxMXYz2o929c3uZn/eD2tfqSLBslge7DdTJLwc3L51sqS149exJqrXlxbOD6+TNHavY27snJi/Et3h6u9icYPXWsKn/bwMnDl86e7jvaePJgU1/7oVfPH3cdqh7pOpzsbXr65KFjdXsGThyqyIq7d+3ScHfb7Uvj/ccaq/MS7l2faKva2dFcuTPOs6upItZB48Pb14MnD410HT53unN3oq+frvgv9R2ncYz6CY6EcGviPnOZ97tsnuaY3081vp9u/CDd+H469c5245FAvcmHSnreEUAyQNEqxy6wco18cHF1N4RQ1W3HGpWw/KruiMymDVrROKPEyNyWN+//vfXwFZw+Q39A+P6v7vt+Xm9bmn98//r11fOHkeGjAHx5/gRC+H3yO4Tw8cOHdbW142fPFhcXf3z/obmxseXQob6+vpHh4f3V1S0HD504fryqsvLZs2ftbW3tbW3dnV152dkXLlyAEN69c2dsdLQgf8fjx4+nEJ+chBAeKtnlJoF1BSAWwZmC4MpEcGWwwvE/6TsupM7DIne0VhPDLAVkidWSKwB6CVAT5JJcART5kfg1QE2AU2olMJLiw/MAe3WM7CogtQLIrAKqm9hIfEAfy6PKz2YowauykU1PfIUEF1D4A5jg/1BcB6wVNivwAV00l9xqQMGsIotwGmKXm0nxGgmwW8nwmYpxuKoKGmKWm4ohdTcBzQ1AfxPQ3QTMpVdr8QF9ATajLcBZeYuJMJuFBLcZltuRxGu0GZhhOY3FOW1J6xyV+U0x3I4K6x3k1rlrCDoq/Omrh6GKIp0U1tuReM2wS9zVN4eayC6KI34KR1N8hPlCbXACQzVDiHNRDF2/igbAKTeFD3vtHmea3k8zfphuci/N+OpWg8Fwlb8/eQLxxFWaMdr2BWtVw6PSDr568Q/Zp3CjSljBvq6YzEYRnWiifnz/2I2Zc5bO4qfHD1hEv3/fjwDw5f49enC7f+9e8rakxw8f1tfXmVKpB/bXNNbX6+qQ3/z9N4VCefv27bbERCsLi57uLiqFcuxoe35uXm5mli6ZfOf2bQN9/f6+3vK9ezVV1WZwpBP56csnBQD8AdiK4GQKkP8FjhI/j47MM2sltCZ6xXDPiZtXL/Qeaz7deTgr2icryqdga8ierIT+44d2poSlhbhV5CdbKAjuTInuaD0wPtCVRHMY/asjwcs8xI5clp2Q6G3RuLdwtPdE9+G6joM15wa7SzNjrowPtdWUtteVjZw6biLF66gsGBXjU9A1EhrokX/izNbcFEfCmryjw3mH/wrztck9PLotJ99DW7R46J6vIX5X/10vXeyOY/2JqfEhrtTU3cU7jp9N2ZHmoyVMM5SmUaT8KfgAo+nFDop0oLFMsIlskDE+iCoTYiobbCIzfyozZ2Zthp+aWS8wlZk3sybEOSvGCvHFIBE0AGJ4uC/FkN+V2DzKMLmfTr293Wg0VG+iQKr5Ti/Y7L1RL1GSmhqY2NTYcq6qYXBw9MaNO8/OX7rf1nuxvefClZtPZ1ichPDri+ePE6MhhB2DVxMLj+RXdu6u78ssOzl45Qmc/Hx2zSo6nB8/fggPDR0eGjo9MHC6f6CirPxUT/fBgwchhKEhIceOticlJFaUlSXGxw329+fm5uwt3RMSFFS1b9/RtiPJSUmVFRUJsXHnL1xgwrGtqvJIzf5oaekIgEhBcGUwBMjFh4Tzr1DMw1GCcWY9H0eRaRxZ3OghY3n2ZKU2VxbtSs+u3JG1f2fO+FBfXWnO0QN7SjOSqguzblw+py2y9NrEREl6fE60b9+x5rG/Oh01pKJcjet2ZcZ7WnQfbh7tO9F9uG70r+PNlVVNe/NvXhqPctK/PD5UkbN9X942D12ck7JAZHRQbHKiI2F13tHT9lIrsg4e8qKo7Bx4lNPSTrPS9DaULTw1kVF1MK+1PzY+JrvppC8Vv2fiW2ZtvZfaxvyjF/yMpPz0cX6Gkv5G0gGMustzrDrmDAlDWONImBH9ZtqtnnvZUZYZRxQilntJ9BKUNwBZwnyPMk1e77a+l0a9nmTY46UxUqpUdOUVEHFdqhS2ViNagJwgZ5mubp+t45ir4ZCtYJkek9U8y+LkJITwWW7Gy8oKCGHGrqPL5YL4tWNXyAeBP22jspoghM/ysx5vT/4fJ47zP5PTLM58gWBHewsAgtlQW9k5UxkCJEsc59toLoSjBxlH7+JN3Xecd8FMZKELZuYKwvaauKayolPtTfaGqodryq+cH711dWK45/jW2K0vnz69cn701tULrfsrW2v2Xzozdv3i+J7M2NqyioMVBUHW2vdvXRvs6jzdcezk4ZaLZ0ZuXjyTGeZ1rKF8YuxsWVZaXWnRg1u3cqK8nRQ2bq8oL734LiYhrPYdjE6IciTwFp+9V3BqKGV3SWr5kYhQD19T5eSiHfknjm7fW1/YcyarsTGpYEdu63iop3leW29B90UvDUGagaSfATOOjGaD06txc/TomRSX5+I4tV49bzOBEG0x0+shxDkrRgjypqIQydwcW7mWJHAviUIiPADYQ9ry906rZ/kWl7cZdLjL1UZTq57D9ZQ0IOgAiAFAPgiQAgEpEGA85Sy2v3j9YTY+ff8OIbxtYvSmtRVCSKHtVnHMljDfLmiYCNBuWwtbIYTf3r69sJITQvjo0SO0iEhvT8/9B/eLCguam5vzc3PramrMqNTgoKDcrKzCggJFBYXR4eGe7u62tjY7a5ubN25ACElEYlR4eGxklK+X14NHDxn/M9C/wJs3r03+XO8BEHHIJensXBls3PQAmQmWhMtuouPoPw9Hn5/fd5SYUdZb5Da4CMvVLTMFQVN5QXN5IYrMekdtST0JPn3cWktFYSdtnK74KorUOgPJtZ6GJAPsaip+vansBn3Mam8KyVCS104Zba+CtlMVtVTY4qyJNZbitVEUtJLf5KKJcVQVcdHCOKoJ28jzu2hiXLTEnDXEXdXRrlpYVzUBDzLOTUPUXVvcicTnqrLZUw/nZSDtoY3x0ES7qwp4aYt6aqLdFNf76GG9dEQ91Tb56kt5KP7hayg5q768gGEH68EMCxzx4YtWM3MUeSyJKU6KWgK8ggDIIRAGKKQzBzKWkyOdmyOOnc0XgFpt9Ktd1jfSqB0+cqUmwofGBxN6X67WTAMbHAHGE2A9BcnRtoG75tNwS1/7VVUZhHB74WGklK+CTTqPShivSnhi0WEI4bcPH84CACH8599/B/r7/Wm0zhMdFAODiLCwmzduvHj+3MvDw8PVrbura391dU119daE+Pa2NqqRUUJs7JPHj188f25vZ5eenp6anJyanPz08ZM5X4BeX9+4KgOACztHFJIrHcGdg+LOBhwpAOwHIE9Tys9YKsBQisX123nR8bdugy+6ukV32lISsVRCT5ltKYtaKYtaq6CtlNHWqmJ2aqK2quI2Kmh7NXE7VTE7NbGpmbUGxpHut6VGt/AQd9LEOmpgXLSwzhri9MdFC+OqhaXPrF21sW7adINZjLsO1p0s4aGD8dSd+epYTz1Jb12cly5uSn9CX9JXH+dDXxTSl2B215prZzRrkvALc0LGO2YRTOnjnDVC4pQQiiUxxUnRYMtqWcBGQqEISJQMEiWGQEgikPoopAcKGQfYggFo1sc8LLQYiCLvNdi005G/YzCl9+PZ2PaHduXjFrsHbfeeG35LL2Jms7cHQX4PPN0hhIHbaoCUH5D2XaYasVTat6L2FITwWWbKOAAQwr9fvnr/7h2E8MWzZ69evPj65UtnR8eH9+8vTkx8//79zOjoi+fPIYSfP39+++bNzevXr1+71nHiJIRw4vz579++PXn8eKC//9Wr6XJ+uriO9PFYDYABO9IFgYpGcqYjuLMAyFrGXb49s/IfGJsZ6U8WCzCUohlJ/bfLCT/H0VxZmMn4bdppS4zJacuOlV3wXH9WRsOEOW4JdPOO+W6YTPaDi4yt52jTsx5bL3jlcW76KLtI+jgjKzoVIC1lU5wUDQR4ZQCQQ6FmHhIKRUChpJFIMQS7GhJhBUAwAK1G2KtZpq3+qpk6YqFSvMVeXAczhU+W6/RWG3cW6T69PT5zXv+A8NOtm2cAgBDWHRq0D9jtGVnmHrE3MPlAffdF+P71MAAPo0IhhHdu3z7a1jbQP1BbW3vsaNvY2Ni7d+/2lpZCCD9/+fLo4UMIYWZGOoQwJSkJQvj06dOnjx/vKS29cO5cUWEhhJB+djPmCYery+2JsooAmLIhvQF7PADbAcjTN9zzGRZfgXuuwfh4mj9ZjIWO2U9wZLaZYcBR/tdxnPIhtGKBoxjdh5DZolUD46iBsdMQd5yLo9PitygWxnGRWxRzPLamDbbmVzP0XTiWdkZzcDSVnZs+yi58XhPoumEpToq6W3ilASAhEIxETj8IEgqJRyFE2dnlALAGoNUAeyGVcshfvdCSsE1PIkRJ2F1mg5eS6GhHG4Tw+/epEAkhvEKQer5zB3PR8fXfMQAubl4PIaT3erQ1NV+/fu3v43u4taWhvv7Tv/+Gh4ZCCPdXVQUHBkEId+Tn+9NoLg6OL1++VJCXhxBKSUmV79ljQqFACNf/sQ5COPnjx+TkJH1mc/RAjQSCTRMAewBCRQRTjLR2dpwvfQZLxr6VnPm69yqMj6fRyGL+vzaSmYcjdt6e9S+oUDDaYjK6tM41sF4Mx/k+hCzsZH52qYfJS2auzRZrHGm/Wc2Ezksfw2fSRzN85NzzOtqSwBggYyxltzopOgjwKgM2HIKdgEQy4UhCoUgohDwKKY9CklBIHBIhAoA2AHV64tfSjDtCteo9FEssMT27Ez+++XuqyIU/Jr9PzVvGuVBvh07PoPgkaWs/AHcdrSGEkxDSqW04cODDhw+R4eF1B2oz0tP3V1VFRkVWlJV1dnQ4OTp+/Pixq6PzWHu7v5/f4ZbWzIyM+roDxcXFSUlJgYEBLQcP1dXWVu7bN/VXT6cKEEJJJYUAB5sCZ6fCiW/F52HJ2JeSs7M4+umILdrl+flIZkqj5xeVmM1ncURbKotYKc7e6KEHSCuGO2a2jDj+1h2zWR/CRTwxWfizek/5M0r6zDMKpv1uNcNiRWH2vA4zl12gvp4KkHGO8t4iazUBMAMITTaENApJYE3kFJRyKCQeidgCgAIAtWTxp3lm5xP1u0O1enJonz5/ay5I+/TPPz9+/Jjh4kFszHVl0m2qzkWs6P2ggMmv/86wyDiD/t9/rlyf6sPTKEZWQptjAcgwdU06B4sGPxaPfSk585URR5qOGO0X9rYWaTqyENRbXMGM8Y4Zaw9rBhyZTINZer+xOKxZ4IhlwBHD6F69GI5M1kYLVDPzVxRYdB+Zzmtz5oKGkcgYC9lgG9IxsuCI/Nq0Tcv0ARsFsGsChAwLKJFy00TSoSQgEQIAEACo0xZ7VWAxGCJfSuFv3O5PPzq/f5/8XdReP3/C9Ka5rOTZg3uXx8Zm3ox0nPj67StkuFQxOc10Wdr2giC/e5cmkjSULACw2bonsGYso/1O0dDHkjE6i1M4Jkzh+D+oYySYBPV+R99xLo7zb+DaqrKOjg6zHtbYOc6YDDgy+am7Tvupz7PFxC2E45QYNYtLuHP8WVk2w1mc1yb4+cPrCDN8pNn0SuECWqMhdnJNivynZdb0K/1xSWvjARyv1/Il2gCoAXZpJIo4L0wyQqmAQhKRSCEAlADYryI0HKU2Wp387s3Lr9+m7ux8/vwlLyYYQhigp0zdvPxE3YGznUfsRNfqrQYnqkoP5OaEGqo649f/gN/zt8btCPE/133i+sT51t07/qqvVAUgydrSj4jP8qeFk3USDfXunBtXBcBPS4slzTfPj5MA0AHAQJ1qkn7AJ7c5vv5sTvezncP/lJz5XDL2dfcFWHQFFr6FkTnhNG3xhesYll0e3HQdI8GE42Jja6Zlwlkb63nFtbWqmK2K6CyOauL2qvONWrFMrviblwAABTdJREFUxbXLnAD5G8U1q2pGgmX6SDOckz4GzvHElP75eW0qyxQgmQeGjAHSghBoJ99K3HBOYMUZwRUjIitGsDyXCWtHZfky/+DWB2yygB2LQEqjUHgUCo9C4lEoGRQKj0LgUQhZFAKPQsig2GWRCGkkQhQACgC7pf683rzzyaXhEn/f5sK8/anR9qK8Llg++y1Ib8xy5z+B5xa2QNzKINzKNGPZGNX1QYRVzsuBE9fSAgc7Ow6kLgB6AOgBoA2APQC+PGucAQjjXOIFQJKr085dhQFWlt4koi//hggiPtPRNsHCvLel6cs/H9qrK8r9vfXW8hvF7XJIrgooOBJbO5p5/H7B4MfCCbjjDkz/Bss7rx6NS7wkhi4RXOFDlflFvaiFyuqfRsfFqplFez1TONJXFBwW7fU4LV7NzDNqZa5mWJ7X81xafyl9ZDiv549n5gZI2RnLt2gmIi2IgbZyrcQN40IrR0R5RtE8o2ieEZGVYyKrLorxPMStbuFfTuNAKQE2LYAwZEcasiOmH6QRO9KYHUkFKBM2JJUdRWFHabGjdABwAiAYgETpZVF4riCpleHSPPEk3kzlP3dqbNirw19O5i/X31RlKbRXdV3eWu7tgD0doNIBezIAWwEygZ1jK/uSbQCVDBApAGRxcVfHRx6Ii66JDM/n4UkGIA2ATMCWBUDm8hWhAARxcDgAYA9ABF5SycjNOGa3e1JlaNmpre1308YmU17DXRf+bcnIG9TSvgvATQCuLAG3uJCFJAEfY2n6WbRIA3xxNb3fc06Yi+MircffLa5/amPNVM3MpI/MvsHeepK+Brhf7D4uNLxetKBZIINkdPGYjo5TODI8I6I8I6I846I8t3Crz4quSuXhlAdABSD02VGGiKnHgOExRKD0ESg9BEqZHaEFEC4ABKGQqdjVTeaCR62Fj5kLd9uIDHqID7uLniStO8jB2QSQzWxcjUiuJiRXE5KrAclVg+Tah+CsBsj6tbwHZSWO6Kgf01BrBOAQAC0AtLChDiK5G5BcTUjOZiRXHTtnJUCVAFDIwREQmWtTcNQlq8GrtMv/1KvEs5/35VZ1WjpdYwO3AbiKBJeXIyd4l03wLr/Iu/zGCu5CkoAXVcpv5qT+tcTRUxfrQZ5jvDXXOeF3Wo/T6eOcXo8VQyfcjgnHqY2Z+dXMQtbBWFcdCSZXdYbieqH0Efcr3ce55/VUgAycXnINmV/QmMqGU2XmtcTnEWlJiLLAB9opHJFYdU5wKROOs1yiecZEeS6K8zyQXFP951IKO4IA2HXZkQaIWS4ZAdVHoLQRCCV2dm02dh+ASACggI/7JHnjVS3+8TUrewCqD3D3opb2cSw9xbG0h2PpKY6pX3dyLO1ELT21lreHi7sTIHoARw/g6ONYRn96OZad4uCe+iNsS/4C4BQHYmfpiZg7MPrMZOiFb+mZ9RU2tB6+lZcBuMQOLi5lu7B66QTf8ou8cx46jp4UaZohi5N6ARxxXgv7yvySezBdAHem10PH0ZpFcS3Ksrj+aTUzP310netkvUj6+JPu48/O6xlL9cUC5PwMkiFAMhIZQhEtSU0dkpMcFVrKEkfGYHlOdNV93OpeoZW+nBz6gDWR+giUAQKlh0CR2ZBqAKkEEDYAGQwQ0QCZAzgOIDg7EFzDqGXDHMuGOJYNciwbmn4GOZadRi0bRC4dRM2+HJr7GwY5lg0Djj4xzP6Gzuz3sLqys903eFBE8DIAZwE4sxSM83Ce41t2gXf5BC8ziPNxXLzFM09oFOupK8HgkinxfwAW4eK3PEjamwAAAABJRU5ErkJggg==" /></div>
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LA Jornada tiene por bjetivo:</div>
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<strong>"Generar espacios de
intercambios entre las diversas disciplinas que intervienen en la
inclusión social a través de productos de apoyo y tecnología". </strong></div>
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<strong>Programa de la jornadas:</strong></div>
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<br /></div>
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<strong> </strong></div>
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" 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/></div>
Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-74571061599473049482015-02-24T06:15:00.002-08:002015-02-24T06:15:46.412-08:00Kit escolar<div class="separator" style="clear: both; text-align: center;">
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<div class="MsoNormal" style="text-align: center;">
El Kit escolar cuenta con diversos útiles escolares
diseñados en baja tecnología para facilitar el desempeño de las actividades
escolares.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0tbhQz-X6addbvVaDAFom2E3qniyGP-b3tdaJ79cZmk22J6zXupJoXCjKInsjsJIYpbS0MKo4MOTOqM0zEaK0FaPZN62SSiQnJEaOGKESrgoVtd0uxKIhbX3hCSh5zbFm7PCehqedj9Md/s1600/ayudastecnicasenbajatecnologa.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0tbhQz-X6addbvVaDAFom2E3qniyGP-b3tdaJ79cZmk22J6zXupJoXCjKInsjsJIYpbS0MKo4MOTOqM0zEaK0FaPZN62SSiQnJEaOGKESrgoVtd0uxKIhbX3hCSh5zbFm7PCehqedj9Md/s1600/ayudastecnicasenbajatecnologa.jpg" height="320" width="269" /> </a></div>
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Consultar por el diseño y confección de los productos de apoyo personalizados.</div>
Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-76309072662449267892015-02-15T15:00:00.000-08:002015-02-15T15:30:14.114-08:00Ayudas Técnicas / Productos de apoyo<div style="text-align: justify;">
Las Ayudas Técnicas o Producto de Apoyo son dispositivos de apoyo para personas con discapacidad, incluye cualquier producto (incluyendo dispositivos, equipo, instrumentos
y software) fabricado especialmente o disponible en el mercado,
utilizado por o para personas con discapacidad.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNUt-YNNyJsoR_XBFYtvSpBiAXu2dvNoAiRNOlWNtKlkLL4PRBWPQZyViVoEXSbE6eIs_4iW-v8zppIUL3XrPWZqhb97KYyR9AQ9wp2lUCheBRna1-FcY_eL_kSeHN_6gl1eZpcNiFFlFH/s1600/Ayudas+T%C3%A9cnicas+-+ayudastecnicsenbajatecnologia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNUt-YNNyJsoR_XBFYtvSpBiAXu2dvNoAiRNOlWNtKlkLL4PRBWPQZyViVoEXSbE6eIs_4iW-v8zppIUL3XrPWZqhb97KYyR9AQ9wp2lUCheBRna1-FcY_eL_kSeHN_6gl1eZpcNiFFlFH/s1600/Ayudas+T%C3%A9cnicas+-+ayudastecnicsenbajatecnologia.jpg" height="240" width="320" /></a></div>
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<div style="text-align: justify;">
<u><span style="color: red;"><span style="background-color: white;"><b>Objetivo de las Ayudas Técnicas o Productos de apoyo:</b></span></span></u></div>
<ul class="catalogo">
<li class="catalogo">Facilitar la participación;</li>
<li class="catalogo">Proteger, apoyar, entrenar, medir o sustituir funciones/estructuras corporales y actividades; o</li>
<li class="catalogo">Prevenir deficiencias, limitaciones en la actividad o restricciones en la participación.</li>
</ul>
<div style="text-align: justify;">
<b>La Terapia Ocupacional es la disciplina que se encarga de brindar asesoramiento, de diseñar, confeccionar y entrenar a usuarios en el uso y mantenimiento de las Ayudas Técnicas. </b><br />
<br />
<b>Fuente: <a href="http://www.ciapat.org/">Ciapat </a></b></div>
<b>
</b>Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-23179407168863821842014-10-11T13:14:00.000-07:002014-10-11T13:14:21.454-07:00La Terapia Ocupacional Apoyando la Autonomía Personal<!--[if gte mso 9]><xml>
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<br />
<span lang="ES" style="mso-ansi-language: ES;">El seminario: "La Terapia
Ocupacional Apoyando la Autonomía Personal" en imágenes.</span><br />
<br />
<span lang="ES" style="mso-ansi-language: ES;"></span><br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<b><u><span lang="ES" style="mso-ansi-language: ES;">Presentación de la Lic. Patricia
Acquisti de Ayudas Técnicas en Alta tecnología </span></u></b></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
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<span lang="ES" style="mso-ansi-language: ES;"> </span><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzb5SPKgybd-BIDj-aXb44_MVaH1Eqj_6ByCPEYZaCURxWaUB62BnRxYVyhmI5_4W_lY23lclwt7nfP0xiMAHBQhFqSHp69kJStUSVtmi5Ze_RW0w-Sn88h0kxYYiYNVgBmEqqNjTrwQby/s1600/Lic.+Patricia+Acquisti.jpg" height="240" width="320" /></div>
<br />
<br />
<span lang="ES" style="mso-ansi-language: ES;"><br /></span>
<div style="text-align: center;">
<span lang="ES" style="mso-ansi-language: ES;"><u><b>Presentación de la Lic. Graciela
Petrolini </b></u></span></div>
<div style="text-align: center;">
<span lang="ES" style="mso-ansi-language: ES;"><br /></span></div>
<div style="text-align: center;">
<span lang="ES" style="mso-ansi-language: ES;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSZ9P8HeHRSSOGoXWshxfyJ0aaSLfkRTxVdaziSPgW9HBf0jBHXIaIHK-IjBhgoMsJLUBdCsVh85ODa1v-3uokCjGgw8tFN-8tl8KNJJp9u3V7HXdDfhURUCKdIvSCiGuVme3YZqPvV2OD/s1600/TO+Graciela+Petrolini.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSZ9P8HeHRSSOGoXWshxfyJ0aaSLfkRTxVdaziSPgW9HBf0jBHXIaIHK-IjBhgoMsJLUBdCsVh85ODa1v-3uokCjGgw8tFN-8tl8KNJJp9u3V7HXdDfhURUCKdIvSCiGuVme3YZqPvV2OD/s1600/TO+Graciela+Petrolini.jpg" height="240" width="320" /></a></div>
<br />
<u><b>
</b></u><div style="text-align: center;">
<u><b><span lang="ES" style="mso-ansi-language: ES;">Descanso con café</span></b></u></div>
<div style="text-align: center;">
<u><b><span lang="ES" style="mso-ansi-language: ES;"><br /></span></b></u></div>
<div style="text-align: center;">
<u><b><span lang="ES" style="mso-ansi-language: ES;"><br /></span></b></u></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9Nh3Czdn1qM6wT8ThkIZr7RZUOhGkAS9kx4M9VCWjmX0QnPCZ2aQA_5IEOdrh__XJvfVa7hzOQ6HHkvBZ6QTkIOLb7TfplIm6AcKwArusJQWMUqH8x6sexIIYVqbLCEyCVGFXBJbkpe9d/s1600/Descanso+con+cafe.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9Nh3Czdn1qM6wT8ThkIZr7RZUOhGkAS9kx4M9VCWjmX0QnPCZ2aQA_5IEOdrh__XJvfVa7hzOQ6HHkvBZ6QTkIOLb7TfplIm6AcKwArusJQWMUqH8x6sexIIYVqbLCEyCVGFXBJbkpe9d/s1600/Descanso+con+cafe.jpg" height="240" width="320" /></a></div>
<br />
<br />
<div style="text-align: center;">
<span lang="ES" style="mso-ansi-language: ES;"><b><u>Galería de Productos de Apoyo</u></b></span></div>
<div style="text-align: center;">
<span lang="ES" style="mso-ansi-language: ES;"><br /></span></div>
<div style="text-align: center;">
<span lang="ES" style="mso-ansi-language: ES;"> </span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvr9zKk23Orcx60RPT5yKUy5jRAKb7WX9PVvRtxNesu5GuL3rp0rMbof0rtWGu9Y3ymT6oo5wHOWg_e3ucGINKyr-XR07xpgeq8rxCe5UD7Dkmh2vKYBWJlSrP9I_9aLW2Ev1OEftf1hyy/s1600/ATAT.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvr9zKk23Orcx60RPT5yKUy5jRAKb7WX9PVvRtxNesu5GuL3rp0rMbof0rtWGu9Y3ymT6oo5wHOWg_e3ucGINKyr-XR07xpgeq8rxCe5UD7Dkmh2vKYBWJlSrP9I_9aLW2Ev1OEftf1hyy/s1600/ATAT.jpg" height="240" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ayudas Técnicas en Alta Tecnología</td></tr>
</tbody></table>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkQemlEhpglyKrO19R65hRQcyYqddgpfwm0RqTzFV8Z0tcSVG9qDpIdPrNn5CvpFFTuWn0NFaMwo5_tjPywF_qOKnT3jWBCbplFFTpEpqOJ2JUSYpuqWIZ-vTb8aApV9UNEVthgMYVJIHm/s1600/Adaptaciones+blandas.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkQemlEhpglyKrO19R65hRQcyYqddgpfwm0RqTzFV8Z0tcSVG9qDpIdPrNn5CvpFFTuWn0NFaMwo5_tjPywF_qOKnT3jWBCbplFFTpEpqOJ2JUSYpuqWIZ-vTb8aApV9UNEVthgMYVJIHm/s1600/Adaptaciones+blandas.jpg" height="240" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Adaptaciones Blandas</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCwbtwBzKeCrPiizon3nG-5lAiTt5qawfjNBFNPG5qG9yjCquUlPEcyhupgOI1nhPb_G2oNW3YsT3O2j_uOtbq9wS85DEfz6SVxu9I60WTBKvJiBrKZeC8XsxB5e9hiAtWCbrWrzSp4qt1/s1600/ATBT!.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCwbtwBzKeCrPiizon3nG-5lAiTt5qawfjNBFNPG5qG9yjCquUlPEcyhupgOI1nhPb_G2oNW3YsT3O2j_uOtbq9wS85DEfz6SVxu9I60WTBKvJiBrKZeC8XsxB5e9hiAtWCbrWrzSp4qt1/s1600/ATBT!.jpg" height="240" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ayudas Técnicas en Baja Tecnología</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<tr><td class="tr-caption" style="text-align: center;">Ayudas Técnicas en Baja Tecnología</td></tr>
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Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com1tag:blogger.com,1999:blog-388587569095128805.post-37431298519710432842014-08-14T16:03:00.001-07:002014-08-14T16:03:20.411-07:00Seminario: "La Terapia Ocupacional apoyando la Autonomía Personal"<div class="separator" style="clear: both; text-align: center;">
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<br />Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-22058120965216516722014-04-23T16:02:00.001-07:002014-04-23T16:02:23.108-07:00SEMINARIO: “La Terapia Ocupacional apoyando la autonomía” <div style="text-align: center;">
SEMINARIO</div>
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“La Terapia Ocupacional apoyando la autonomía” </div>
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Productos de apoyo como facilitadores del desempeño ocupacional</div>
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Disertantes:<br />
Ayudas técnicas en alta tecnología: Lic. T.O. Acquisti, Patricia<br />
Ayudas técnicas en baja tecnología: Lic. T.O. Garriga, Jimena - Lic. T.O. Romano, Gabriela<br />
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<b>Día y horario: sábado 17 de Mayo de 2014 de 8:30 a 15 hs.</b></div>
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<b>Lugar: Aula de la Asociación médica del Hospital Bernardino Rivadavia CABA</b></div>
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<b>Dirigido a: estudiantes, Lic.en Terapia ocupacional y docentes en Terapia ocupacional.</b></div>
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<b>Arancel: $450</b></div>
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Informes e inscripción el:<br />
ayudastecnicasenbajatecnologia@<a href="http://gmail.com/" target="_blank">gmail.com</a><br />
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<b>Objetivos</b>: </div>
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Dar a conocer la importancia y los alcances de las ayudas
técnicas de baja tecnología en el ejercicio de la Terapia Ocupacional.</div>
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<b>Contenidos:</b> </div>
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Generalidades. Clasificación. Marco teórico de trabajo.
Materiales y herramientas de utilización. Proceso de diseño y confección
de las ayudas técnicas de baja tecnología. Prescripción, alcances,
indicaciones y contraindicaciones. Uso y entrenamiento</div>
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<b>Incluye: Almuerzo y material de estudio.</b></div>
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Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-42501701360026519852014-04-10T11:48:00.000-07:002014-04-11T03:55:40.346-07:00Adaptador de pava<div class="separator" style="clear: both; text-align: center;">
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Dispositivo diseñado y confeccionado para realizar de manera autónoma la actividad-verter liquido-</div>
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Este dispositivo permite la inclinación exacta de la pava logrando verter el liquido en el recipiente (mate,taza, etc.), sin presentar riesgo de quemaduras o derrame.</div>
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Algunos de los usuarios que se benefician con la incorporación de esta ayuda técnica son aquellos que presenten alteraciones motrices tanto limitaciones en el rango de movimiento, disminución de la fuerza muscular como problemas de coordinación motora, disfunción en las prensiones, etc.</div>
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" 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" 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Los materiales utilizados para la confección de la ayuda técnica son familiares, accesibles, resistentes, fáciles de lavar y con criterio estético. Se utilizó madera y cartón resistente . El armado requirió de distintas herramientas como tijeras, pinceles y martillo, eventualmente se puede utilizar una caladora.</div>
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Se impermeabilizó la ayuda técnica con pinturas pertinentes.</div>
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<span style="background-color: white; color: #222222; font-family: 'Helvetica Neue', 'Segoe UI', Helvetica, Arial, 'Lucida Grande', sans-serif; font-size: 16px;">Los materiales de descarte fueron reutilizados para esta nueva construcción.</span></div>
Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-73008577323645819442013-03-29T03:47:00.002-07:002013-03-29T03:47:52.715-07:00Adaptador para pasta dental<div style="text-align: justify;">
El <b>adaptador para pasta dental </b>en una ayuda técnica en baja tecnología, diseñada para <b>facilitar la ejecución de uno de los pasos de la actividad de cepillado de dientes.</b></div>
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El material que se utilizó para la confección es madera, que se ha impermeabilizado para incrementar la resistencia y duración de la ayuda técnica en baja tecnología.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiUrPeSAuwwOGEQ2PTSMnPRMWdMIp5irQ5HkpNRmYFSqbMCRzhceYuw_hKh8RsR2_GXLmp_y6j8lr-JxcKpSIPMtI69au36o640ZPRaYmybN8q4tHgbZR_dNQRXQ_n9t9yDMWe4YxFL8wU/s1600/dispositivo+para+pasta+dental+1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiUrPeSAuwwOGEQ2PTSMnPRMWdMIp5irQ5HkpNRmYFSqbMCRzhceYuw_hKh8RsR2_GXLmp_y6j8lr-JxcKpSIPMtI69au36o640ZPRaYmybN8q4tHgbZR_dNQRXQ_n9t9yDMWe4YxFL8wU/s320/dispositivo+para+pasta+dental+1.png" width="320" /></a></div>
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El diseño del dispositivo <b>permite manipular la pasta dental sin la necesidad de realizar prensiones finas con cierta exigencia de fuerza</b> .Solo se accionará apoyando la palma o puño de la mano permitiendo la salida de la pasta. Cuenta con un antideslizante en su base para evitar su movimiento durante la utilización.</div>
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Ideal para pacientes con <b>secuela de ACV, artritis, cicatrices retractiles, post-quirúrgicos miembro superior, amputados, etc.</b></div>
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<br />Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-86412400366059668342013-03-18T11:06:00.000-07:002013-03-18T11:06:27.019-07:00<div class="separator" style="clear: both; text-align: center;">
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<br />Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-16026912126631206452013-03-13T04:02:00.000-07:002013-03-13T04:02:57.434-07:00Diseño y Confección de Ayudas Técnicas en Baja Tecnologia<br />
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<u><span style="font-family: Verdana, sans-serif;">Lihuén</span></u></h3>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYE3Cm3lZ8QsQuMpX0sqHEsRddRcIV0hgjbjV1P6IWi3AyOffZLag1sCGcOgr_X27kXC3NtDWt_y84PYW3mseLWdvBFlrjxPCVZNVX5sNaN-1TFqakuPi_s5w-4c5ujPAjl82Sm93_AqI4/s1600/k.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYE3Cm3lZ8QsQuMpX0sqHEsRddRcIV0hgjbjV1P6IWi3AyOffZLag1sCGcOgr_X27kXC3NtDWt_y84PYW3mseLWdvBFlrjxPCVZNVX5sNaN-1TFqakuPi_s5w-4c5ujPAjl82Sm93_AqI4/s320/k.jpg" width="320" /></a></div>
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<span style="font-family: Verdana, sans-serif;">Ayudas técnicas en baja tecnología</span></div>
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<span style="font-family: Verdana, sans-serif;">Diseños inclusivos</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixKzGcRhkbutA86v8G4BiuNY1tXBY9Clonq3uFtH3jp6JnDr0XhxNIF4U3x910kzWvS1pRCNN2Bu0TPcoTrGuVyw12mUUyMrqPIaYDVjQfB5Bjyp-yuKnN6AUQZcY51hetV8PdEldqengX/s1600/Grifo.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmoONe99oU6ik08JjwBjURycAkYgi52Donhygtfu3nCjojDq2ioktFjJHYyONFbtdgOOeNU5bCBWrk2oGNnFS7wGHddWVjc-eQlEu3rW4po-QqLlLbO5MJalH1ixUDFqk2h-U8oLJehCXk/s1600/Toma+para+escritura.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="143" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmoONe99oU6ik08JjwBjURycAkYgi52Donhygtfu3nCjojDq2ioktFjJHYyONFbtdgOOeNU5bCBWrk2oGNnFS7wGHddWVjc-eQlEu3rW4po-QqLlLbO5MJalH1ixUDFqk2h-U8oLJehCXk/s200/Toma+para+escritura.png" width="200" /></a><img border="0" height="147" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixKzGcRhkbutA86v8G4BiuNY1tXBY9Clonq3uFtH3jp6JnDr0XhxNIF4U3x910kzWvS1pRCNN2Bu0TPcoTrGuVyw12mUUyMrqPIaYDVjQfB5Bjyp-yuKnN6AUQZcY51hetV8PdEldqengX/s200/Grifo.png" width="200" /></div>
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<span style="font-family: Verdana, sans-serif;">-El objetivo y la finalidad de </span><span style="font-family: Verdana, sans-serif;">las ayudas técnicas es conseguir </span><span style="font-family: Verdana, sans-serif;">la integración y participación </span><span style="font-family: Verdana, sans-serif;">del individuo dentro del entorno </span><span style="font-family: Verdana, sans-serif;">en el que se desempeña- </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3XZZB50188-OentYeEF5QwH_uQsrnlHqxwOymEFI86ycsRTj4Ndd4Gz5b2BebcKll4NSxM3Vv0daFwA2NqI5GW-8GxriNqHVEh3o5xZOC3xtQGwVvy6MKQvauOcxdNotCgJLWBJ12JqY7/s1600/Calzador+de+medias.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3XZZB50188-OentYeEF5QwH_uQsrnlHqxwOymEFI86ycsRTj4Ndd4Gz5b2BebcKll4NSxM3Vv0daFwA2NqI5GW-8GxriNqHVEh3o5xZOC3xtQGwVvy6MKQvauOcxdNotCgJLWBJ12JqY7/s200/Calzador+de+medias.png" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjai97szvkD-JzjWicSDfO97Y-G2WJvb1pxQEym_Vk3HTx3_Em4Ho_DeLpu5jIogd74f5arpulj8JVgrl-NOjtVkKhKAd6ihehYcP0yS-El6ybxpKWWUZbFcBoClD4rBv7HZjSsZWgbsDS7/s1600/kit+Escolar.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjai97szvkD-JzjWicSDfO97Y-G2WJvb1pxQEym_Vk3HTx3_Em4Ho_DeLpu5jIogd74f5arpulj8JVgrl-NOjtVkKhKAd6ihehYcP0yS-El6ybxpKWWUZbFcBoClD4rBv7HZjSsZWgbsDS7/s200/kit+Escolar.png" width="200" /></a></div>
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<b style="font-family: Verdana, sans-serif;">Ayudas técnicas pensadas y</b></div>
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<span style="font-family: Verdana, sans-serif;"><b>confeccionadas por</b></span></div>
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<span style="font-family: Verdana, sans-serif;"><b>Terapeutas Ocupacionales</b></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ7KsGssaIFMPrfQnhJVDQ6NW7Qx6VKGcALSkNGa3nWnEpWDFF_5QL3RnlA5rLp8-Rz5mLFSsws9TfJ6VVgYMIot2TW1K1R2GkUw42MWoQ4PnIQPXeG0SVN8A7twyWr9b9ePtGkHhuPC4G/s1600/Diversas+Tomas.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="157" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ7KsGssaIFMPrfQnhJVDQ6NW7Qx6VKGcALSkNGa3nWnEpWDFF_5QL3RnlA5rLp8-Rz5mLFSsws9TfJ6VVgYMIot2TW1K1R2GkUw42MWoQ4PnIQPXeG0SVN8A7twyWr9b9ePtGkHhuPC4G/s200/Diversas+Tomas.png" style="cursor: move;" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBY6bt2EwU3dKU2cD_bS8pzhA7bF5kZ7gE4pQ_rM3snISJsmLIojPxE1v5tBiv8M4v7yASXtO6jkXFCXKMWnjE4HiLGmI4uqOsuNe6Oj1A0qZj7bCSury5luFhCxmE0uKsNNw-CxvOckSG/s1600/Sosten+para+Naipes.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBY6bt2EwU3dKU2cD_bS8pzhA7bF5kZ7gE4pQ_rM3snISJsmLIojPxE1v5tBiv8M4v7yASXtO6jkXFCXKMWnjE4HiLGmI4uqOsuNe6Oj1A0qZj7bCSury5luFhCxmE0uKsNNw-CxvOckSG/s200/Sosten+para+Naipes.png" width="200" /></a></div>
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<span style="font-family: Verdana, sans-serif;">Las ayudas técnicas como puente </span><span style="font-family: Verdana, sans-serif;">en</span><span style="font-family: Verdana, sans-serif;">tre la dependencia </span><span style="font-family: Verdana, sans-serif;">y la independencia</span></div>
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<span style="font-family: Verdana, sans-serif;"><i>Contacto</i></span><br />
<span style="font-family: Verdana, sans-serif;"><i>Teléfono 011-1556046123</i></span><br />
<span style="font-family: Verdana, sans-serif;"><i>Correo: Lihuen_atbt@yahoo.com.ar</i></span><br />
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Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-84347296344669278492012-09-26T10:00:00.003-07:002012-09-26T10:01:56.918-07:00<div align="center" style="background: rgb(219,229,241); line-height: normal; text-align: center; vertical-align: baseline;">
<b><span style="font-size: 18pt;">SEMINARIO</span></b><span style="font-size: 24pt;"></span></div>
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<b><span style="font-size: 18pt;">“Ayudas técnicas de baja tecnología en el ejercicio profesional de la Terapia Ocupacional”</span></b><span style="font-size: 24pt;"></span></div>
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<span style="font-family: Symbol; font-size: 16pt;"> <span style="font-size-adjust: none; font-stretch: normal;"> </span></span><br />
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<b><span lang="ES" style="font-size: 16pt;">Día y horario: </span></b><span lang="ES" style="font-size: 16pt;">sábado 13 de octubre de 2012 de 8.30 a 14.30 hs.</span></div>
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<b><span lang="ES" style="font-size: 16pt;">Lugar:</span></b><span lang="ES" style="font-size: 16pt;"> Aula de la Asociación médica del Hospital Bernardino Rivadavia C.A.B.A</span><span style="font-size: 16pt;"> </span></div>
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<b><span lang="ES" style="font-size: 16pt;">Dirigido a: </span></b><span lang="ES" style="font-size: 16pt;">estudiantes avanzadas, Lic. en Terapia ocupacional y docentes en Terapia ocupacional.</span></div>
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<span lang="ES" style="font-family: Symbol; font-size: 16pt;"><span style="font-size-adjust: none; font-stretch: normal;"> </span></span><b><span lang="ES" style="font-size: 16pt;">Arancel:</span></b><span lang="ES" style="font-size: 16pt;"> $150.</span></div>
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<a href="mailto:jimegarriga@gmail.com" rel="nofollow" target="_blank"><b><span lang="EN-GB" style="color: #0066cc; font-size: 16pt; text-decoration: none;"></span></b></a><br />
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<span lang="EN-US" style="font-size: 16pt;"> </span></div>
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<b><i><u><span style="font-size: 16pt;">Objetivos:</span></u></i></b><br />
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<i><span lang="ES-TRAD" style="font-size: 16pt;">Dar a conocer la importancia y los alcances de las ayudas técnicas de baja tecnología en el ejercicio de la Terapia Ocupacional.</span></i><br />
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<b><i><u><span lang="ES" style="font-size: 16pt;">Contenidos:</span></u></i></b><br />
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<i><span lang="ES" style="font-size: 16pt;">Generalidades.
Clasificación. Marco teórico de trabajo. Materiales y herramientas de
utilización. Proceso de diseño y confección de las ayudas técnicas de
baja tecnología. Prescripción, alcances, indicaciones y
contraindicaciones. Uso y entrenamiento</span></i><br />
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<b><i><u><span lang="ES" style="font-size: 16pt;">Modalidad:</span></u></i></b><b><i><span lang="ES" style="font-size: 16pt;"> </span></i></b><i><span lang="ES" style="font-size: 16pt;"> </span></i><br />
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<i><span lang="ES" style="font-size: 16pt;">Exposiciones teóricas, presentación, análisis y discusión de casos.</span></i><span style="font-size: 16pt;"></span></div>
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<i><span lang="ES" style="font-size: 16pt;">Se entregará material bibliográfico</span></i><b><i><span style="font-size: 16pt;"> </span></i></b><br />
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<b><span lang="ES" style="font-size: 16pt;">Informes e inscripción al: </span></b><br />
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<b><span lang="ES" style="font-size: 16pt;"> (011)1554109213 / (011)1556046123</span></b><br />
<b><span lang="ES" style="font-size: 16pt;"> </span></b><span lang="ES" style="font-size: 16pt;"> </span></div>
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<b><span lang="EN-GB" style="font-size: 16pt;">EMail: </span></b><br />
<b><span lang="EN-GB" style="font-size: 16pt;"> </span></b><a href="mailto:gabitoromano@yahoo.com.ar" rel="nofollow" target="_blank"><b><span lang="EN-GB" style="color: #0066cc; font-size: 16pt; text-decoration: none;">gabitoromano@yahoo.com.ar</span></b></a><b><span lang="EN-US" style="font-size: 16pt;"> </span></b><b><span lang="EN-GB" style="font-size: 16pt;"> <wbr></wbr> </span></b></div>
<b><span lang="EN-GB" style="font-size: 16pt;"> </span></b><a href="mailto:jimegarriga@gmail.com" rel="nofollow" target="_blank"><b><span lang="EN-GB" style="color: #0066cc; font-size: 16pt; text-decoration: none;">jimegarriga@gmail.com</span></b></a>Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-72420177098369943512012-04-29T13:41:00.001-07:002012-04-29T13:44:21.062-07:00Kit escolar<br />
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Este<b> kit escolar</b> está compuesto por un compas, regla, tijera y engrosador para lápices, todos dispuestos en un ordenador de doble faz.</div>
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Dicho set tiene la finalidad de <b>favorecer la toma y manipulación funcional de diferentes herramientas de uso común en el ámbito escolar</b>. A la vez, la disposición en su ordenador facilita la rápida ubicación de los elementos.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6cQwWl7s0kEMYpIve63_-L7Xj_7-xLmofsmXAAQnr4vJ4vezM_o76w2C2cULhlB62h4kd4Z2weNVItlK6AoMUEnjGfCFqQUHZMTOvjJkJI8jlpzykrCAg5qJniJNVxhi2yEB3EBDmKCV4/s1600/DSCF1850+%25281%2529.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6cQwWl7s0kEMYpIve63_-L7Xj_7-xLmofsmXAAQnr4vJ4vezM_o76w2C2cULhlB62h4kd4Z2weNVItlK6AoMUEnjGfCFqQUHZMTOvjJkJI8jlpzykrCAg5qJniJNVxhi2yEB3EBDmKCV4/s320/DSCF1850+%25281%2529.JPG" width="320" /></a></div>
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Los <b>materiales utilizados son de uso corriente y bajo costo</b>, por ejemplo: goma eva, madera (recortes), adhesivo.</div>
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Las dimensiones de las adaptaciones realizadas se ajustarán a las necesidades específicas del paciente, se tendrá en cuenta la elección de materiales (en cuanto a color y texturas) que sean acordes a la etapa de desarrollo del mismo y a las preferencias individuales de cada niño.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh8r9q0Wye1wDBUKwhxQDCm39fFzTuTiH71DceDhQ2KYlDgFihI7sqY1UUnCa6KefOQ6Ye1JX8YPEIHEfQDZ1WIi3Uecx6rlSDfA4IUh8j2ix5TQGAjy050tyu3m3qrosnxfZXHuRk_qk5/s1600/DSCF1826.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh8r9q0Wye1wDBUKwhxQDCm39fFzTuTiH71DceDhQ2KYlDgFihI7sqY1UUnCa6KefOQ6Ye1JX8YPEIHEfQDZ1WIi3Uecx6rlSDfA4IUh8j2ix5TQGAjy050tyu3m3qrosnxfZXHuRk_qk5/s320/DSCF1826.JPG" width="320" /></a></div>
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Recomendado para pacientes con desajustes coordinativos, dificultades en la manipulación, déficit atencional.</div>
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El rol de la terapeuta ocupacional es el <b>de identificar, diseñar y entrenar en el uso de útiles escolares para facilitar su utilización tanto en el ámbito escolar como en el hogar.</b></div>
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<br /></div>Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-29592634901338472022011-09-03T15:03:00.000-07:002011-09-03T15:09:33.964-07:00<table class="MsoNormalTable" border="0" cellspacing="1" cellpadding="0" width="100%" style="width:100.0%;mso-cellspacing:.7pt;background:#CCCCCC;mso-yfti-tbllook: 1184;mso-padding-alt:0cm 0cm 0cm 0cm"> <tbody><tr> <td style="background:whitesmoke;padding:0cm 0cm 0cm 0cm"> <p class="MsoNormal" align="center" style="margin-bottom:0cm;margin-bottom:.0001pt; text-align:center;line-height:normal"><b><span style="font-size:16.0pt; font-family:"Arial","sans-serif";mso-fareast-font-family:"Times New Roman"; color:#454545;mso-fareast-language:ES-AR">Ayudas técnicas de baja tecnología en el ejercicio profesional de la Terapia Ocupacional.</span></b><span style="font-size:12.0pt;font-family:"Arial","sans-serif";mso-fareast-font-family: "Times New Roman";mso-fareast-language:ES-AR"><o:p></o:p></span></p><p class="MsoNormal" align="center" style="margin-bottom:0cm;margin-bottom:.0001pt; text-align:center;line-height:normal"><b><span style="font-size:16.0pt; font-family:"Arial","sans-serif";mso-fareast-font-family:"Times New Roman"; color:#454545;mso-fareast-language:ES-AR">
<br /></span></b></p> </td> </tr> <tr> <td style="background:whitesmoke;padding:0cm 0cm 0cm 0cm"> <p class="MsoNormal" align="center" style="margin-bottom:0cm;margin-bottom:.0001pt; text-align:center;line-height:normal"><b><span style="font-size:16.0pt; font-family:"Arial","sans-serif";mso-fareast-font-family:"Times New Roman"; color:#454545;mso-fareast-language:ES-AR">Coord. General/es:</span></b><b><span style="font-size:16.0pt;mso-bidi-font-size:11.0pt;font-family:"Arial","sans-serif"; mso-fareast-font-family:"Times New Roman";color:#454545;mso-fareast-language: ES-AR"> </span></b><span style="font-size:16.0pt;font-family:"Arial","sans-serif"; mso-fareast-font-family:"Times New Roman";color:#454545;mso-fareast-language: ES-AR"> </span><span style="font-size:16.0pt;mso-bidi-font-size:11.0pt; font-family:"Arial","sans-serif";mso-fareast-font-family:"Times New Roman"; color:#454545;mso-fareast-language:ES-AR"> </span><span style="font-size:16.0pt;font-family:"Arial","sans-serif";mso-fareast-font-family: "Times New Roman";color:#454545;mso-fareast-language:ES-AR"><a href="http://www.psi.uba.ar/actividades.php?var=extension/actividades2_2011/seminarios/terapiaocupacional/curso.php&id_activ=61&id_coord=83#%23" target="_blank"><span style="mso-bidi-font-size:11.0pt;color:#D40000">María Jimena Garriga Zucal</span></a>;</span><span style="font-size:12.0pt; font-family:"Arial","sans-serif";mso-fareast-font-family:"Times New Roman"; mso-fareast-language:ES-AR"><o:p></o:p></span></p> <p class="MsoNormal" align="center" style="margin-bottom:0cm;margin-bottom:.0001pt; text-align:center;line-height:normal"><span style="font-size:16.0pt; font-family:"Arial","sans-serif";mso-fareast-font-family:"Times New Roman"; color:#454545;mso-fareast-language:ES-AR"><a href="http://www.psi.uba.ar/actividades.php?var=extension/actividades2_2011/seminarios/terapiaocupacional/curso.php&id_activ=61&id_coord=83#%23" target="_blank"><span style="mso-bidi-font-size:11.0pt;color:#D40000">Gabriela Alejandra Romano</span></a></span><span style="font-size:12.0pt;font-family: "Arial","sans-serif";mso-fareast-font-family:"Times New Roman";mso-fareast-language: ES-AR"><o:p></o:p></span></p> </td> </tr> </tbody></table> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><span style="font-size:10.0pt;font-family:"Arial","sans-serif"; mso-fareast-font-family:"Times New Roman";color:#454545;background:white; mso-fareast-language:ES-AR"> </span><span style="font-size:12.0pt; font-family:"Times New Roman","serif";mso-fareast-font-family:"Times New Roman"; color:black;background:white;mso-fareast-language:ES-AR"><o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><b><span style="font-size:10.0pt;font-family:"Verdana","sans-serif"; mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman"; color:#454545;background:white;mso-fareast-language:ES-AR">Objetivos:</span></b><span style="font-size:12.0pt;font-family:"Times New Roman","serif";mso-fareast-font-family: "Times New Roman";color:black;background:white;mso-fareast-language:ES-AR"><o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal;vertical-align:baseline"><span lang="ES-TRAD" style="font-size:10.0pt;font-family:"Verdana","sans-serif";mso-fareast-font-family: "Times New Roman";mso-bidi-font-family:"Times New Roman";color:#454545; background:white;mso-ansi-language:ES-TRAD;mso-fareast-language:ES-AR">Dar a conocer la importancia y los alcances de las ayudas técnicas de baja tecnología en el ejercicio de la Terapia Ocupacional.</span><span style="font-size:12.0pt; font-family:"Times New Roman","serif";mso-fareast-font-family:"Times New Roman"; color:black;background:white;mso-fareast-language:ES-AR"><o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><b><span style="font-size:10.0pt;font-family:"Verdana","sans-serif"; mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman"; color:#454545;background:white;mso-fareast-language:ES-AR">Contenidos:</span></b><span style="font-size:12.0pt;font-family:"Times New Roman","serif";mso-fareast-font-family: "Times New Roman";color:black;background:white;mso-fareast-language:ES-AR"><o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><span style="font-size:10.0pt;font-family:"Verdana","sans-serif"; mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman"; color:#454545;background:white;mso-fareast-language:ES-AR">Generalidades. Clasificación. Marco teórico de trabajo. Materiales y herramientas de utilización. Proceso de diseño y confección de las ayudas técnicas de baja tecnología. Prescripción,</span><span style="font-size:10.0pt;mso-bidi-font-size: 11.0pt;font-family:"Verdana","sans-serif";mso-fareast-font-family:"Times New Roman"; mso-bidi-font-family:"Times New Roman";color:#454545;mso-fareast-language:ES-AR"> </span><span style="font-size:10.0pt;font-family:"Verdana","sans-serif";mso-fareast-font-family: "Times New Roman";mso-bidi-font-family:"Times New Roman";color:#454545; background:white;mso-fareast-language:ES-AR">alcances, indicaciones y contraindicaciones. Uso y entrenamiento.<b>
<br />Marco conceptual:</b></span><b><span style="font-size:10.0pt;mso-bidi-font-size: 11.0pt;font-family:"Verdana","sans-serif";mso-fareast-font-family:"Times New Roman"; mso-bidi-font-family:"Times New Roman";color:#454545;mso-fareast-language:ES-AR"> </span></b><span style="font-size:10.0pt;font-family:"Verdana","sans-serif";mso-fareast-font-family: "Times New Roman";mso-bidi-font-family:"Times New Roman";color:#454545; background:white;mso-fareast-language:ES-AR">teniendo en cuenta las incumbencias del ejercicio profesional de la Terapia ocupacional y considerando las múltiples accesibilidades económicas </span><span style="font-size: 10.0pt;mso-bidi-font-size:11.0pt;font-family:"Verdana","sans-serif";mso-fareast-font-family: "Times New Roman";mso-bidi-font-family:"Times New Roman";color:#454545; mso-fareast-language:ES-AR"> </span><span style="font-size:10.0pt; font-family:"Verdana","sans-serif";mso-fareast-font-family:"Times New Roman"; mso-bidi-font-family:"Times New Roman";color:#454545;background:white; mso-fareast-language:ES-AR">de la población que se aborda en la práctica cotidiana” tanto </span><span style="font-size:10.0pt;mso-bidi-font-size: 11.0pt;font-family:"Verdana","sans-serif";mso-fareast-font-family:"Times New Roman"; mso-bidi-font-family:"Times New Roman";color:#454545;mso-fareast-language:ES-AR"> </span><span style="font-size:10.0pt;font-family:"Verdana","sans-serif";mso-fareast-font-family: "Times New Roman";mso-bidi-font-family:"Times New Roman";color:#454545; background:white;mso-fareast-language:ES-AR">pública como privada “creemos esencial el conocimiento y concientización del diseño, confección y entrenamiento de ayudas técnicas en baja tecnología.</span><span style="font-size:12.0pt;font-family:"Times New Roman","serif";mso-fareast-font-family: "Times New Roman";color:black;background:white;mso-fareast-language:ES-AR"><o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><span style="font-size:10.0pt;font-family:"Verdana","sans-serif"; mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman"; color:#454545;background:white;mso-fareast-language:ES-AR">El objeto de dicho conocimiento </span><span style="font-size:10.0pt;mso-bidi-font-size:11.0pt; font-family:"Verdana","sans-serif";mso-fareast-font-family:"Times New Roman"; mso-bidi-font-family:"Times New Roman";color:#454545;mso-fareast-language:ES-AR"> </span><span style="font-size:10.0pt;font-family:"Verdana","sans-serif";mso-fareast-font-family: "Times New Roman";mso-bidi-font-family:"Times New Roman";color:#454545; background:white;mso-fareast-language:ES-AR">es insertarlas en el quehacer cotidiano, logrando así mayor eficacia en la prestación y mejorando la independencia funcional del paciente.</span><span style="font-size:12.0pt; font-family:"Times New Roman","serif";mso-fareast-font-family:"Times New Roman"; color:black;background:white;mso-fareast-language:ES-AR"><o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><span style="font-size:10.0pt;font-family:"Verdana","sans-serif"; mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman"; color:#454545;background:white;mso-fareast-language:ES-AR">La propuesta en los sucesivos encuentros es unificar conceptos relacionados a la temática y la futura transferencia a la práctica profesional, considerando que dichas ayudas técnicas en baja tecnología son una de las herramientas propias del ejercicio de la</span><span style="font-size:10.0pt;mso-bidi-font-size:11.0pt;font-family: "Verdana","sans-serif";mso-fareast-font-family:"Times New Roman";mso-bidi-font-family: "Times New Roman";color:#454545;mso-fareast-language:ES-AR"> </span><span style="font-size:10.0pt;font-family:"Verdana","sans-serif";mso-fareast-font-family: "Times New Roman";mso-bidi-font-family:"Times New Roman";color:#454545; background:white;mso-fareast-language:ES-AR">profesión<i>.</i></span><span style="font-size:12.0pt;font-family:"Times New Roman","serif";mso-fareast-font-family: "Times New Roman";color:black;background:white;mso-fareast-language:ES-AR"><o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><b><span style="font-size:10.0pt;font-family:"Verdana","sans-serif"; mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman"; color:#454545;background:white;mso-fareast-language:ES-AR">
<br />Modalidad de cursada:</span></b><b><span style="font-size:10.0pt;mso-bidi-font-size: 11.0pt;font-family:"Verdana","sans-serif";mso-fareast-font-family:"Times New Roman"; mso-bidi-font-family:"Times New Roman";color:#454545;mso-fareast-language:ES-AR"> </span></b><span style="font-size:10.0pt;font-family:"Verdana","sans-serif";mso-fareast-font-family: "Times New Roman";mso-bidi-font-family:"Times New Roman";color:#454545; background:white;mso-fareast-language:ES-AR">exposiciones teóricas, presentación, análisis y discusión de casos.</span><span style="font-size:12.0pt; font-family:"Times New Roman","serif";mso-fareast-font-family:"Times New Roman"; color:black;background:white;mso-fareast-language:ES-AR"><o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><b><span style="font-size:10.0pt;font-family:"Verdana","sans-serif"; mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman"; color:#454545;background:white;mso-fareast-language:ES-AR">
<br />Día y horario de cursada</span></b><span style="font-size:10.0pt;font-family: "Verdana","sans-serif";mso-fareast-font-family:"Times New Roman";mso-bidi-font-family: "Times New Roman";color:#454545;background:white;mso-fareast-language:ES-AR">: sábado de 10 a 16</span><span style="font-size:12.0pt;font-family:"Times New Roman","serif"; mso-fareast-font-family:"Times New Roman";color:black;background:white; mso-fareast-language:ES-AR"><o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><span style="font-size:10.0pt;font-family:"Verdana","sans-serif"; mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman"; color:#454545;background:white;mso-fareast-language:ES-AR"> </span><span style="font-size:12.0pt;font-family:"Times New Roman","serif";mso-fareast-font-family: "Times New Roman";color:black;background:white;mso-fareast-language:ES-AR"><o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><b><span style="font-size:10.0pt;font-family:"Verdana","sans-serif"; mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman"; color:#454545;background:white;mso-fareast-language:ES-AR">Inicio:</span></b><b><span style="font-size:10.0pt;mso-bidi-font-size:11.0pt;font-family:"Verdana","sans-serif"; mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman"; color:#454545;mso-fareast-language:ES-AR"> </span></b><span style="font-size:10.0pt;font-family:"Verdana","sans-serif";mso-fareast-font-family: "Times New Roman";mso-bidi-font-family:"Times New Roman";color:#454545; background:white;mso-fareast-language:ES-AR">sábado 1º de octubre de 2011</span><span style="font-size:12.0pt;font-family:"Times New Roman","serif";mso-fareast-font-family: "Times New Roman";color:black;background:white;mso-fareast-language:ES-AR"><o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><b><span style="font-size:10.0pt;font-family:"Verdana","sans-serif"; mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman"; color:#454545;background:white;mso-fareast-language:ES-AR">
<br />Duración</span></b><span style="font-size:10.0pt;font-family:"Verdana","sans-serif"; mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman"; color:#454545;background:white;mso-fareast-language:ES-AR">: 1 reunión</span><span style="font-size:12.0pt;font-family:"Times New Roman","serif";mso-fareast-font-family: "Times New Roman";color:black;background:white;mso-fareast-language:ES-AR"><o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><b><span style="font-size:10.0pt;font-family:"Verdana","sans-serif"; mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman"; color:#454545;background:white;mso-fareast-language:ES-AR">
<br />Cupo</span></b><span style="font-size:10.0pt;font-family:"Verdana","sans-serif"; mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman"; color:#454545;background:white;mso-fareast-language:ES-AR">: mínimo 12, máximo 20</span><span style="font-size:12.0pt;font-family:"Times New Roman","serif"; mso-fareast-font-family:"Times New Roman";color:black;background:white; mso-fareast-language:ES-AR"><o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><b><span style="font-size:10.0pt;font-family:"Verdana","sans-serif"; mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman"; color:#454545;background:white;mso-fareast-language:ES-AR">
<br />Dirigido a:</span></b><b><span style="font-size:10.0pt;mso-bidi-font-size:11.0pt; font-family:"Verdana","sans-serif";mso-fareast-font-family:"Times New Roman"; mso-bidi-font-family:"Times New Roman";color:#454545;mso-fareast-language:ES-AR"> </span></b><span style="font-size:10.0pt;font-family:"Verdana","sans-serif";mso-fareast-font-family: "Times New Roman";mso-bidi-font-family:"Times New Roman";color:#454545; background:white;mso-fareast-language:ES-AR">estudiantes avanzados, Lic. en terapia ocupacional y docentes en Terapia ocupacional.</span><span style="font-size:12.0pt;font-family:"Times New Roman","serif";mso-fareast-font-family: "Times New Roman";color:black;background:white;mso-fareast-language:ES-AR"><o:p></o:p></span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><b><span style="font-size:10.0pt;font-family:"Verdana","sans-serif"; mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman"; color:#454545;background:white;mso-fareast-language:ES-AR">
<br />Lugar:</span></b><b><span style="font-size:10.0pt;mso-bidi-font-size:11.0pt; font-family:"Verdana","sans-serif";mso-fareast-font-family:"Times New Roman"; mso-bidi-font-family:"Times New Roman";color:#454545;mso-fareast-language:ES-AR"> </span></b><span style="font-size:10.0pt;font-family:"Verdana","sans-serif";mso-fareast-font-family: "Times New Roman";mso-bidi-font-family:"Times New Roman";color:#454545; background:white;mso-fareast-language:ES-AR">San Isidro</span><span style="font-size:12.0pt;font-family:"Times New Roman","serif";mso-fareast-font-family: "Times New Roman";color:black;background:white;mso-fareast-language:ES-AR"><o:p></o:p></span></p> <p class="MsoNormal" style="text-align: center;margin-bottom: 0.0001pt; line-height: normal; "><b><span class="Apple-style-span"><span style="font-family: Arial, sans-serif; color: rgb(69, 69, 69); background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: white; background-position: initial initial; background-repeat: initial initial; "> Consultas por mail a </span><span class="Apple-style-span" style="color: rgb(102, 102, 102); font-family: Arial, sans-serif; line-height: 17px; white-space: nowrap; background-color: rgb(255, 255, 255); ">ayudastecnicasenbajatecnologia@gmail.com</span></span></b></p><p class="MsoNormal" style="text-align: justify;margin-bottom: 0.0001pt; "><span class="Apple-style-span"><span class="Apple-style-span" style="line-height: 17px; white-space: nowrap;"><b>
<br /></b></span></span></p>Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-38336855087416236232011-08-29T17:30:00.000-07:002011-08-30T12:22:20.770-07:00Calzador de medias
<br />
<br /><div style="text-align: justify;"><b>El calzador de medias en una ayuda técn</b><b>ica</b> que se utiliza para ejecutar de forma independiente la actividad de vestido, que pertenece a las actividades de la vida diaria básicas.</div><div style="text-align: justify;">
<br /></div><div style="text-align: justify;">El calzador de medias <b>puede diseñarse y construirse con materiales de baja tecnología.</b></div><div style="text-align: justify;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNBSHefjtHkGoT14n6Fpqx4rfalLOW0oQ-wQGFevMotnJgwX8-wGTlf9Ld9h-c988J340mhLywnIS7zyt8d90IeMvhYqRw9r3UVv__CREps0xUZISlyV7cz6r1NpFJnOC5_VTeyevkTNhX/s1600/Calzador+de+medias.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 200px; height: 150px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNBSHefjtHkGoT14n6Fpqx4rfalLOW0oQ-wQGFevMotnJgwX8-wGTlf9Ld9h-c988J340mhLywnIS7zyt8d90IeMvhYqRw9r3UVv__CREps0xUZISlyV7cz6r1NpFJnOC5_VTeyevkTNhX/s200/Calzador+de+medias.jpg" alt="" id="BLOGGER_PHOTO_ID_5646731215014216706" border="0" /></a></div><div style="text-align: justify;">Materiales utilizados:</div><div><ul><li style="text-align: justify;">Tapa de plástico de un envase de helado tamaño familiar.</li><li style="text-align: justify;">Cordones de calzado o cuerdas finas de un metro. </li></ul><div style="text-align: justify;">Herramientas utilizados: </div></div><div><ul><li style="text-align: justify;">Tijera.</li></ul><div style="text-align: justify;">Esta ayuda técnica<b> facilita la colocación de medias de caña corta</b>, podrá ser utilizada por aquellas <b>personas que presentan limitación en la flexión de cadera</b>, como ser en personas que se encuentran en el periodo pos - operatorio de reemplazo de cadera, personas con fractura de cadera. <b>Personas con compromiso en la flexo - extensión de rodilla</b> (artrosis, prótesis), parestesias en miembros inferiores.</div></div><div style="text-align: justify;">
<br /></div><div style="text-align: justify;">Al ser una ayuda técnica construida con materiales de baja tecnología se vuelve accesible a todos los pacientes sin importar el nivel económico de los mismos.<div style="text-align: justify;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK5iPUxhZYUpah7nXmBQUP63Pa8eAQI9zL5Ggo1BpG1qWOOYxZYutCW8uMUb82sDkFPkJG5-XB1RcG8ptz_aaSIw8qMvE13FABevX1Ul24w8ATH5uzQDglU0ulkwqX9Wi52C2XiPtdRlgF/s1600/Calzador+de+Medias.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 200px; height: 150px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK5iPUxhZYUpah7nXmBQUP63Pa8eAQI9zL5Ggo1BpG1qWOOYxZYutCW8uMUb82sDkFPkJG5-XB1RcG8ptz_aaSIw8qMvE13FABevX1Ul24w8ATH5uzQDglU0ulkwqX9Wi52C2XiPtdRlgF/s200/Calzador+de+Medias.jpg" alt="" id="BLOGGER_PHOTO_ID_5646731009729510482" border="0" /></a></div> </div><div style="text-align: justify;">
<br /></div><div style="text-align: justify;"><b>El rol del Terapeuta ocupacional es realizar el diseño, la construcción y en entrenamiento</b> de manera personal.</div>Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-50031010264101459702009-12-14T05:02:00.000-08:002009-12-14T05:21:22.767-08:00Video de Ayudas Técnicas en Baja Tecnología<div style="text-align: justify;">Este es el video que se presento en el <a href="http://www.terapia-ocupacional.org.ar/nov_gan_vid.asp"><span style="font-weight: bold;">"CONCURSO </span><strong style="font-weight: bold;">DE VIDEO </strong><span style="font-weight: bold;">ARGENTINO Y SUDAMERICANO “50° ANIVERSARIO DE TERAPIA OCUPACIONAL EN LA ARGENTINA"</span></a>.<br /><br /><object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/FAbUAzRy5L4&hl=es_ES&fs=1&"><param name="allowFullScreen" value="true"><param name="allowscriptaccess" value="always"><embed src="http://www.youtube.com/v/FAbUAzRy5L4&hl=es_ES&fs=1&" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"></embed></object><br /><br /><span style="font-weight: bold;">Se presento en la categoría de graduados, en la misma se debía mostrar un tipo de intervención terapéutica</span>.<br />La intervención es a través de Ayudas Técnicas en Baja Tecnología, las cuales son diseñas y confeccionadas por los terapeutas ocupacionales. Asimismo desde la terapia ocupacional también se realizan el proceso de entrenamiento y segumiento del dispositivo.<br /><br /><br />Otro video que se presento en el concurso que esta relacionado con el tema:<br /><br />http://www.youtube.com/watch?v=nv1GPC4hTvM<br /></div>Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com1tag:blogger.com,1999:blog-388587569095128805.post-30776442322258663362009-10-17T11:05:00.000-07:002009-10-17T11:17:22.652-07:00Exposición Innovar 2009 - Ayudas técnicas<div style="text-align: justify;"><span style=";font-family:arial;font-size:85%;" >En el <a href="www.ccborges.org.ar">Centro Cultural Borges</a></span> se ha presentado <span style=";font-family:arial;font-size:85%;" ><a href="www.innovar.gov.ar"><span style="font-weight: bold;">La exposición Innovar 2009</span></a></span><span style=";font-family:arial;font-size:85%;" > que consta<span style="font-weight: bold;"> de 400 propuestas de diferentes regiones del país</span> estando entre ellas las 60 que recibirán el reconocimiento de los premios, que se darán a conocer el viernes 16.</span><span style="font-size:85%;"><br /><br /><br /></span><span style=";font-family:arial;font-size:85%;" ><object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/SU1T0-0l5_c&hl=es&fs=1&"><param name="allowFullScreen" value="true"><param name="allowscriptaccess" value="always"><embed src="http://www.youtube.com/v/SU1T0-0l5_c&hl=es&fs=1&" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"></embed></object></span><span style="font-size:85%;"><br /><br /></span><span style=";font-family:arial;font-size:85%;" >Muchos pueden ser <span style="font-weight: bold;">considerados <a href="http://ayudastecnicasenbajatecnologia.blogspot.com/">ayudas técnicas </a>en la intervención de la <a href="http://plenaidentidad.blogspot.com/2008/03/qu-es-la-terapia-ocupacional.html">Terapia Ocupacional</a></span><a href="http://plenaidentidad.blogspot.com/2008/03/qu-es-la-terapia-ocupacional.html">,</a> ya que podrían ser utilizadas para la ejecución de las actividades <span style="font-weight: bold;">disminuyendo las demandas y requisitos de las mismas y así posibilitar el desempeño ocupacional óptimo e independiente.<br /><br /></span>Este era el caso de las cortinas imantadas que podrían colocarse desde una cama con la utilización de una pinza de mango largo, pensando en personas que se encuentran postradas. Mates de siliconas muy livianos y con la bombilla fija o dispositivos para desechar el saquito de té de la taza. Esto puede ser pensado para<span style="font-weight: bold;"> personas con dificultades en la movilidad o limitaciones articulares.</span> Otro es el caso de las lupas portátiles y dispositivos de trascripción de Brailler portátiles para <span style="font-weight: bold;">personas con deterioro visual.</span><br /></span><span style=";font-family:arial;font-size:85%;" ><br />La visita a la exposición Innovar fue muy interesante y enriquecedora. Lo recomiendo para el 2010.</span><br /></div>Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-8172058256190806462009-08-27T06:18:00.001-07:002009-08-27T06:18:56.407-07:00Entrevista en Ocupate<span style=";font-family:arial;font-size:85%;" ><a href="http://noticias.uai.edu.ar/profiles/blogs/ocupate-se-hace-escuchar">Ocúpate</a> es el primer programa de radio dedicado a <a href="http://www.facebook.com/jimenagarriga#/profile.php?id=1471554661&ref=sgm">Terapia Ocupacional</a> de Latinoamérica, que está al aire desde marzo de 2009.</span><br /><div style="text-align: justify;"><span style=";font-family:arial;font-size:85%;" >En el programa se pueden acceder a notas, reportajes, columnas, mesas redondas y obtener información sobre congresos, cursos y ofertas laborales.</span><br /><span style=";font-family:arial;font-size:85%;" >El programa sale al aire los días martes de 19 a 20 horas, y lo podes escuchar a través de <a href="http://www.conexionabierta.com.ar/">conexión abierta.</a></span><br /><br /><span style=";font-family:arial;font-size:85%;" >El 28 de Julio de 2009 el programa de ocúpate fue dedicado a la intervención de terapia ocupacional a través de <a href="http://ayudastecnicasenbajatecnologia.blogspot.com/">ayudas técnicas en baja tecnología</a>. <a href="http://www.facebook.com/search/?init=srp&sfxp=&o=&q=gabitoromano%40yahoo.com.ar">Gabriela Romano</a> y <a href="http://es-la.facebook.com/jimenagarriga">yo</a><a href="http://es-la.facebook.com/jimenagarriga"> (Jimena Garriga)</a> fuimos invitadas a participar del mismo para debatir y compartir experiencias sobre el tema en cuestión.</span><br /></div><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6jvUG9jid2R1X0neSEAoeaW6f-vzZmzbtiXPA9mUQBkeN7wqy2gYXCjm1UtpAEqgktW3c726PUTND6XmCedBTcOOUSKrnIn6jbE33HGzNkbzpHoLreJ48cLzcypPLy7eXeyPJz98jsFI/s1600-h/P9110013%5B1%5D.JPG"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6jvUG9jid2R1X0neSEAoeaW6f-vzZmzbtiXPA9mUQBkeN7wqy2gYXCjm1UtpAEqgktW3c726PUTND6XmCedBTcOOUSKrnIn6jbE33HGzNkbzpHoLreJ48cLzcypPLy7eXeyPJz98jsFI/s320/P9110013%5B1%5D.JPG" alt="" id="BLOGGER_PHOTO_ID_5373698034081709714" border="0" /></a><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3FA7BfJZwVsg8BAk9o1X7Y_gCDTJIKI-Gw9cFBvpYOPOn_SbQqL0uCo8HgMrSIklQiZSIHqKMkcKPixhsBqGhTW33IWcSBZGMeajW83_wTQqPPMIz6-F4JrxJb84JGwgD10DIlDnDKxg/s1600-h/P9090017%5B1%5D.JPG"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3FA7BfJZwVsg8BAk9o1X7Y_gCDTJIKI-Gw9cFBvpYOPOn_SbQqL0uCo8HgMrSIklQiZSIHqKMkcKPixhsBqGhTW33IWcSBZGMeajW83_wTQqPPMIz6-F4JrxJb84JGwgD10DIlDnDKxg/s320/P9090017%5B1%5D.JPG" alt="" id="BLOGGER_PHOTO_ID_5373698671348676258" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><span style=";font-family:arial;font-size:85%;" ><br /><br />Si te interesa podes e</span><span style=";font-family:arial;font-size:85%;" >scu</span><span style=";font-family:arial;font-size:85%;" >char el programa a través de: Ayudas Técnicas en Baja Tecnología.<br /><br /><object width="400" height="300"><param name="allowfullscreen" value="true"><param name="allowscriptaccess" value="always"><param name="movie" value="http://vimeo.com/moogaloop.swf?clip_id=6297269&server=vimeo.com&show_title=1&show_byline=1&show_portrait=0&color=&fullscreen=1"><embed src="http://vimeo.com/moogaloop.swf?clip_id=6297269&server=vimeo.com&show_title=1&show_byline=1&show_portrait=0&color=&fullscreen=1" type="application/x-shockwave-flash" allowfullscreen="true" allowscriptaccess="always" width="400" height="300"></embed></object><p><a href="http://vimeo.com/6297269">Entrevista sobre ayudas técnicas en Ocupate</a> from <a href="http://vimeo.com/user2221807">Jimena Garriga</a> on <a href="http://vimeo.com/">Vimeo</a>.</p><br /><br /><br />Espero recibir tus comentarios sobre el mismo!</span>Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-26258412602035657922009-05-17T16:59:00.000-07:002009-05-17T19:12:09.513-07:00Seminario " Ayudas técnicas en baja tecnología en el ejercicio profesional de la Terapia Ocupacional"<div style="text-align: justify;"><span style=";font-family:arial;font-size:85%;" >Teniendo en cuenta las<span style="font-weight: bold;"> incumbebcias en el ejercicio profesional</span> de la <a href="http://plenaidentidad.blogspot.com/2008/03/qu-es-la-terapia-ocupacional.html">Terapia Ocupacional</a> y considerando las múltiples accesibilidades económicas de la población que se aborda en la práctica cotidiana tanto pública como privada, creemos escencial el <span style="font-weight: bold;">conocimiento y la concientización del diseño, confección y entrenamiento de ayudas técnicas en baja tecnología.</span></span><br /></div><div style="text-align: justify;"><span style=";font-family:arial;font-size:85%;" ><br />El objetivo de dicho conocimiento es insertarlas en el quehacer cotidiano, logrando así mayor eficacia en la prestación y mejorando la independencia funcional del paciente.</span><br /><span style=";font-family:arial;font-size:85%;" ><br /></span><div style="text-align: center; font-weight: bold;"><span style="font-size:85%;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn1MievTpXEzZ89If0e9H22tXypI3Dt1F-Aq6gFSoZzTBJq2akv1p4a2QtQtE5jmkoogijYiNLY8oai3tQcaqs4UMfgNYr0xk4S2iO1oC-gQGA6NOtT7ZRdUiTUXTy7fUmXDhwS5nl3-TH/s1600-h/P9110013%5B1%5D.JPG"><img style="cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn1MievTpXEzZ89If0e9H22tXypI3Dt1F-Aq6gFSoZzTBJq2akv1p4a2QtQtE5jmkoogijYiNLY8oai3tQcaqs4UMfgNYr0xk4S2iO1oC-gQGA6NOtT7ZRdUiTUXTy7fUmXDhwS5nl3-TH/s320/P9110013%5B1%5D.JPG" alt="" id="BLOGGER_PHOTO_ID_5336978245080141554" border="0" /></a></span></div><span style=";font-family:arial;font-size:85%;" ><span style="font-weight: bold;"><br />Contenido del seminario:</span><br /></span><ul style="font-family:arial;"><li><span style="font-size:85%;">Generaidades. Clasificación. Marco teórico de trabajo. Materiales y herramientas de utilización.</span></li><li><span style="font-size:85%;">Proceso de diseño y confección de las ATBT. Prescripción, alcances, indicaciones y contraindicaciones. uso y entrenamiento.</span></li><li><span style="font-size:85%;">Galeria de ATBT.</span></li><li><span style="font-size:85%;">Bibliografía actualizada.</span></li></ul><br /><div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE3sE4TdNESalGSdudVluRsVj-1Mp1z_02TShRHlOoBPN6SphdQCZewLSnY7pLSo2x9rC0MpefDctsmOREXbaQT2oXuoRLIja4LcqGeaDl35Mi_674UqaSnKLSX6bL95ss7OPPX2QDJIVL/s1600-h/P9090021%5B1%5D.JPG"><img style="cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE3sE4TdNESalGSdudVluRsVj-1Mp1z_02TShRHlOoBPN6SphdQCZewLSnY7pLSo2x9rC0MpefDctsmOREXbaQT2oXuoRLIja4LcqGeaDl35Mi_674UqaSnKLSX6bL95ss7OPPX2QDJIVL/s320/P9090021%5B1%5D.JPG" alt="" id="BLOGGER_PHOTO_ID_5336978241606651826" border="0" /></a><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg80idpO1dyOWm1CBhzhUUbntcNlJWSUjaX9Hf2SQwYKuEOMDV-HHKrPsmK3ZSDB1iymk-OGo6jmA0bz9hv4OzBzyhOAC3WxhA-okhUT60YVF5IPYQes2zXwi89wfwL3HxscGpatk27vpCA/s1600-h/P9090017%5B1%5D.JPG"><img style="cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg80idpO1dyOWm1CBhzhUUbntcNlJWSUjaX9Hf2SQwYKuEOMDV-HHKrPsmK3ZSDB1iymk-OGo6jmA0bz9hv4OzBzyhOAC3WxhA-okhUT60YVF5IPYQes2zXwi89wfwL3HxscGpatk27vpCA/s320/P9090017%5B1%5D.JPG" alt="" id="BLOGGER_PHOTO_ID_5336978239701166818" border="0" /></a><br /></div><span style=";font-family:arial;font-size:85%;" ><br /></span><div style="text-align: justify;"><span style=";font-family:arial;font-size:85%;" >La propuesta en los sucesivos enc</span><span style=";font-family:arial;font-size:85%;" >uentros es <span style="font-weight: bold;">unificar conceptos relacionados a la temática y la futura transferencia a la práctica profesional</span>, considerando que dichas ayudas técnicas en baja tecnología son una de las herramientas ropias del ejercicio de la profesión.</span><br /><br /><span style="font-weight: bold;font-family:arial;font-size:85%;" >El seminario se dictará los días viernes de Junio de 2009, de 19 a 21 horas. La inscripción al mismo se realiza en la <a href="http://www.psi.uba.ar/">Facultad de Psicología</a>. Para más información <a href="http://www.psi.uba.ar/extension/actividades1_2009/seminarios/terapiaocupacional/curso.php?id_activ=63&id_coord=38">CLICKEA AQUI</a></span><br /></div><span style=";font-family:arial;font-size:85%;" ><br /></span><div style="text-align: center;"><span style=";font-family:arial;font-size:85%;" >.</span><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBZE_bmOwwp0VLLOZiobXEcfeCsq4rNTyQYFXAc_jFZV38Sr9HMIeYkDFREgblYZc38BkDtfeBw5eR-V2TM8oBp_l2_Xp0Pa03kbMH_Fvu-yhqBsAVpAVNrnEbg94S8o1Dd_s46lVz98Yq/s1600-h/P8050033%5B1%5D.JPG"><img style="cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBZE_bmOwwp0VLLOZiobXEcfeCsq4rNTyQYFXAc_jFZV38Sr9HMIeYkDFREgblYZc38BkDtfeBw5eR-V2TM8oBp_l2_Xp0Pa03kbMH_Fvu-yhqBsAVpAVNrnEbg94S8o1Dd_s46lVz98Yq/s320/P8050033%5B1%5D.JPG" alt="" id="BLOGGER_PHOTO_ID_5336978234051291906" border="0" /></a><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI5ukqym4En88dJthov45MmqzkpE4WLXhO7k0FFxJFm66i5wEia2qYn4r6lf0kc5zeIHg2HPggRhHMXk1WEswlRcDw1eVA2ioX-K_KoX6oJoI5CGF6bo_X1IniEea1S-6aS9EMTzvyd055/s1600-h/P8050034%5B1%5D.JPG"><img style="cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI5ukqym4En88dJthov45MmqzkpE4WLXhO7k0FFxJFm66i5wEia2qYn4r6lf0kc5zeIHg2HPggRhHMXk1WEswlRcDw1eVA2ioX-K_KoX6oJoI5CGF6bo_X1IniEea1S-6aS9EMTzvyd055/s320/P8050034%5B1%5D.JPG" alt="" id="BLOGGER_PHOTO_ID_5336978240001662450" border="0" /></a><br /></div><br /><br /></div>Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-47962756368347414732009-05-10T17:08:00.001-07:002009-05-10T18:45:13.505-07:00Manual sobre accesibilidad útil para Terapia Ocupacional<div style="text-align: justify;"><br /></div><div style="text-align: justify;"><div style="text-align: justify; font-family: arial;"><span style="font-size:100%;">Sí bien este blog tiene que ver con las <a style="font-weight: bold;" href="http://ayudastecnicasenbajatecnologia.blogspot.com/2008/09/clasificacin-de-las-ayudas-tcnicas-en.html">Ayudas Técnicas en Baja Tecnología</a> quería brindar este material que hallé en un<a style="font-weight: bold;" href="http://terapiaocupacional-mds.blogspot.com/"> blog de terapia ocupacional</a><span style="font-weight: bold;"> </span>muy interesante.<br /><br />Se trata de manual llamado <a href="http://www.ceapat.org/docs/ficheros/200901280001_4_4_0.pdf"><span style="font-weight: bold;">"¡Pregúntame sobre accesibilidad y Ayudas Técnicas!" </span></a>en el cual se brindan descripciones que tienen que ver con la <span style="font-weight: bold;">accesibilidad al entorno y con el diseño para todos</span>, dos conceptos importantisimos para lograr la integración de las personas que presentan discapacidad.<br /><br />En este manual esncontrarán:<br /><br /></span></div><ul style="text-align: justify; font-family: arial;"><li><span style="font-size:100%;">accesibilidad para viviendas y edificios públicos.</span></li><li><span style="font-size:100%;">Normas para construcción de escaleras y rampas.</span></li><li><span style="font-size:100%;">Especificaciones en la señalización.</span></li><li><span style="font-size:100%;">Accesibilidad a espacios públicos (plazas) y comercios.</span></li><li><span style="font-size:100%;">Accesibilidad en transporte: terrestre, aéreo y marítimo.</span></li><li><span style="font-size:100%;">Accesibilidad en lugares de esparcimiento: Teatros, Cines y Boliches.</span></li></ul><div style="text-align: justify; font-family: arial;"><span style="font-size:100%;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.ceapat.org/docs/ficheros/200901280001_4_4_0.pdf"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 85px; height: 116px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcVsd5FcJVtVoq5tuX_vfB31NIEuWSqRPcZWfiJJq2fyqld1993SMvI22LwXQGEqcILy9SkuRzSlJEGHo55t43CJ4ZIVhGQdtyQ6JjjYV-EI2crgYR0K6CXkZ-9VOGnp2fmEkZWy8KcPrg/s320/images.jpg" alt="" id="BLOGGER_PHOTO_ID_5334356516865232626" border="0" /></a><br />Es un manual muy <span style="font-weight: bold;">completo y descriptivo</span>, que puede ser <span style="font-weight: bold;">útil para la Terapia Ocupacional</span> como <span style="font-weight: bold;">rol de asesor</span> en el tema o bien para conocer las normativas vigentes.<br /><br /></span></div><br /></div>Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com0tag:blogger.com,1999:blog-388587569095128805.post-67393017116088302552009-01-06T03:52:00.000-08:002009-01-06T18:01:39.728-08:00Ayudas técnicas en adultos mayores<div align="justify"><br />El objetivo principal de equipar a un <a href="http://www.plenaidentidad.blogspot.com/">adulto mayor </a>con una <a href="http://ayudastecnicasenbajatecnologia.blogspot.com/2008/09/diferenciacin-de-conceptos-bsicos.html">ayuda técnica</a>, es conservar el nivel de funcionalidad y de independencia presentes en la persona. Las <a href="http://www.google.com.ar/search?hl=es&defl=es&q=define:Terapia+ocupacional&sa=X&oi=glossary_definition&ct=title">terapeutas ocupacionales </a>debe específicamente diseñar y confeccionar las ayudas técnicas que realmente beneficie a la ejecución de las actividades que se incluyen en el desempeño ocupacional del adulto mayor, ya que el equipar sin objetivos específicos puede ser perjudicial para el paciente.<br /><br />Premisa fundamental a la hora de equipar a un adulto mayor: debe tener la capacidad cognitiva para incorpora la ATBT a su rutina diaria. Ya que las ayudas técnicas requieren comprensión para su adaptación, entrenamiento y uso independiente / asistido de la misma.<br /><br /><strong>Ejemplos de ayudas técnicas que suelen utilizarse en adultos mayores:<br /><br />AYUDA TÉCNICA GENERAL</strong>: <em>Facilita la tarea</em>: muñequera o engrosador con peso en pacientes con temblor esencial.<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSPi4b_cyf0bKCv8CKfpT2A4hMb_FLS6J3eg45_6wonk5miZ2aeXpXnnq0gwKhDo0AaRCluD0z82N0-wexGpWh1MEV0QM0tfTeS0xWD1Sf48LGLgRnRW8DNkNsD9Yj60T-Wfu6eGTfQxDW/s1600-h/Img0108.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 260px; height: 196px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSPi4b_cyf0bKCv8CKfpT2A4hMb_FLS6J3eg45_6wonk5miZ2aeXpXnnq0gwKhDo0AaRCluD0z82N0-wexGpWh1MEV0QM0tfTeS0xWD1Sf48LGLgRnRW8DNkNsD9Yj60T-Wfu6eGTfQxDW/s320/Img0108.jpg" alt="" id="BLOGGER_PHOTO_ID_5288365968495086610" border="0" /></a><br /><strong>AYUDA TÉCNICA ESPECÍFICA DE COMUNICACIÓN</strong>: <em>Compensa capacidad</em> lupas para compensar el déficit visual.<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ5ocM0N04NJuY2kwvrBhzYDvuCfA3seeR74HmYGfnOiecCHUXS-W7nJyRvI6hIvvSlrsntdrhKxA4iloGJPF5mdqxyMMVrR9Bs5yKCRhJyUJxukQfij6QmcTKCbAuRyjdu-gZFlvznRYV/s1600-h/Aa7257%5B1%5D.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 249px; height: 212px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ5ocM0N04NJuY2kwvrBhzYDvuCfA3seeR74HmYGfnOiecCHUXS-W7nJyRvI6hIvvSlrsntdrhKxA4iloGJPF5mdqxyMMVrR9Bs5yKCRhJyUJxukQfij6QmcTKCbAuRyjdu-gZFlvznRYV/s320/Aa7257%5B1%5D.jpg" alt="" id="BLOGGER_PHOTO_ID_5288364261428816034" border="0" /></a><br /><br /><br /><br /><br /></div>Lic. Romano / Lic. Garrigahttp://www.blogger.com/profile/13395817070301684585noreply@blogger.com2