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<rss version="2.0"><channel><title>Arag&#xF3;n - Educaci&#xF3;n</title><description>Arag&#xF3;n - Educaci&#xF3;n</description><language>ca</language><link>https://www.csif.es/ca/portada/aragoneducacion/categoria/boletinesypublicacionescsif</link><lastBuildDate>Fri, 30 Oct 26 12:44:50 CET</lastBuildDate><item><guid isPermalink="true">https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/86416</guid><title>CSIF demanda en toda Espa&#xF1;a el Sexto Sexenio para dignificar la carrera profesional docente</title><pubDate>Fri, 27 Feb 26 19:38:00 CET</pubDate><link>https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/86416</link><dc:creator xmlns:dc="dc">jose-luis.narbona.moreno</dc:creator><dcterms:alternative xmlns:dcterms="dcterms">Tal y como aprobamos en nuestra Pol&#xED;tica Educativa de 2024, solicitamos la creaci&#xF3;n del Sexto Sexenio para todo el personal docente</dcterms:alternative><description>Tal y como aprobamos en nuestra Pol&#xED;tica Educativa de 2024, solicitamos la creaci&#xF3;n del Sexto Sexenio para todo el personal docente</description><category>Empleo</category><category>Retribuciones</category><category>Negociaciones y acuerdos</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/sexenio-csif-web-1700x500-1773222471-1773293646.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Arag&#xF3;n - Educaci&#xF3;n Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;style type="text/css"&gt;:root{&#xD;
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&lt;p style="text-align:start"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="color:#222222"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-variant-ligatures:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="background-color:#ffffff"&gt;&lt;span style="text-decoration-thickness:initial"&gt;&lt;span style="text-decoration-style:initial"&gt;&lt;span style="text-decoration-color:initial"&gt;CSIF ha registrado de forma simult&amp;aacute;nea en todas las comunidades aut&amp;oacute;nomas y en el Ministerio de Educaci&amp;oacute;n la solicitud para la&amp;nbsp;&lt;b&gt;creaci&amp;oacute;n del sexto sexenio docente&lt;/b&gt;, con el objetivo de reconocer plenamente la formaci&amp;oacute;n permanente y la trayectoria profesional del profesorado durante toda su vida laboral.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:start"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="color:#222222"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-variant-ligatures:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="background-color:#ffffff"&gt;&lt;span style="text-decoration-thickness:initial"&gt;&lt;span style="text-decoration-style:initial"&gt;&lt;span style="text-decoration-color:initial"&gt;Esta propuesta responde a un planteamiento&amp;nbsp;&lt;b&gt;coherente y aprobado por la organizaci&amp;oacute;n&lt;/b&gt;, incluido en la&amp;nbsp;&lt;a href="https://www.csif.es/es/articulo/nacional/educacion/51437" target="_blank"&gt;&lt;b&gt;Ponencia de Pol&amp;iacute;tica Educativa del Sector Nacional de Educaci&amp;oacute;n de CSIF&lt;/b&gt;, ratificada en el Congreso celebrado en mayo de 2024&lt;/a&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:start"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="color:#222222"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-variant-ligatures:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="background-color:#ffffff"&gt;&lt;span style="text-decoration-thickness:initial"&gt;&lt;span style="text-decoration-style:initial"&gt;&lt;span style="text-decoration-color:initial"&gt;En la actualidad, el complemento de formaci&amp;oacute;n permanente se limita a un m&amp;aacute;ximo de cinco sexenios, lo que supone el reconocimiento de treinta a&amp;ntilde;os de servicio. Sin embargo, esta limitaci&amp;oacute;n&amp;nbsp;&lt;b&gt;ya no responde a la realidad de la carrera profesional docente&lt;/b&gt;, marcada por trayectorias laborales cada vez m&amp;aacute;s largas y por una exigencia constante de formaci&amp;oacute;n.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:start"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="color:#222222"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-variant-ligatures:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="background-color:#ffffff"&gt;&lt;span style="text-decoration-thickness:initial"&gt;&lt;span style="text-decoration-style:initial"&gt;&lt;span style="text-decoration-color:initial"&gt;Por ello, CSIF ha trasladado esta iniciativa al Ministerio y a todas las administraciones educativas auton&amp;oacute;micas para que pueda abordarse en las correspondientes mesas sectoriales.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:start"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="color:#222222"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-variant-ligatures:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="background-color:#ffffff"&gt;&lt;span style="text-decoration-thickness:initial"&gt;&lt;span style="text-decoration-style:initial"&gt;&lt;span style="text-decoration-color:initial"&gt;Con esta actuaci&amp;oacute;n coordinada en todo el territorio, CSIF reafirma su compromiso con&amp;nbsp;&lt;b&gt;la mejora de la carrera profesional del profesorado y el reconocimiento de su formaci&amp;oacute;n permanente y experiencia&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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			&lt;th style="text-align: center;"&gt;CCAA&lt;/th&gt;&#xD;
			&lt;th style="text-align: center;"&gt;ESCRITO PRESENTADO&lt;/th&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;strong&gt;NACIONAL&lt;/strong&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/escrito-presentado-1772217770.pdf" target="_blank"&gt;Presentado el 27 de febrero de 2026, en el Ministerio de Educaci&amp;oacute;n, FP y Deportes&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;b&gt;ANDALUC&amp;Iacute;A&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/03-andalucia-1773242338.pdf" target="_blank"&gt;Presentado el 3 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;strong&gt;ARAG&amp;Oacute;N&lt;/strong&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/04-aragon-1773242338.pdf" target="_blank"&gt;Presentado el 2 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;strong&gt;ASTURIAS&lt;/strong&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/10-asturias-def-1773389248.pdf"&gt;Presentado el 12 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;b&gt;BALEARES&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/05-baleares-1773244591.pdf" target="_blank"&gt;Presentado el 4 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;strong&gt;CANARIAS&lt;/strong&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/13-canarias-1773406486.pdf" target="_blank"&gt;Presentado el 4 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;strong&gt;CANTABRIA&lt;/strong&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/06-cantabria-1773242338.pdf" target="_blank"&gt;Presentado el 3 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;strong&gt;CASTILLA-LA MANCHA&lt;/strong&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/07-clm-1773379196.pdf" target="_blank"&gt;Presentado el 2 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;b&gt;CASTILLA Y LE&amp;Oacute;N&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/01-cyl-1773242338.pdf" target="_blank"&gt;Presentado el 2 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;b&gt;CATALU&amp;Ntilde;A&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/17-catalunya-def-1773470394.pdf" target="_blank"&gt;Presentado el 13 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;b&gt;COMUNIDAD DE MADRID&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/02-madrid-1773242338.pdf" target="_blank"&gt;Presentado el 2 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;b&gt;COMUNIDAD VALENCIANA&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/09-comunidadvalenciana-def-1773379413.pdf" target="_blank"&gt;Presentado el 9 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;strong&gt;EXTREMADURA&lt;/strong&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/11-extremadura-def-1773403884.pdf" target="_blank"&gt;Presentado el 2 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;b&gt;GALICIA&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/15-galicia-def-1773415692.pdf" target="_blank"&gt;Presentado el 10 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;b&gt;LA RIOJA&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/16-larioja-1773417212.pdf" target="_blank"&gt;Presentado el 13 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;strong&gt;REGI&amp;Oacute;N DE MURCIA&lt;/strong&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/08-murciadef-1773379413.pdf" target="_blank"&gt;Presentado el 2 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;strong&gt;CEUTA&lt;/strong&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/14-ceuta-def-1773809361.pdf" target="_blank"&gt;Presentado el 13 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&lt;strong&gt;MELILLA&lt;/strong&gt;&lt;/td&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/melilla-def-1773669380.pdf" target="_blank"&gt;Presentado el 12 de marzo de 2026&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
	&lt;/tbody&gt;&#xD;
&lt;/table&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p align="center"&gt;&lt;a href="https://www.csif.es/es/articulo/nacional/educacion/51437" target="_blank"&gt;&lt;img alt="" src="https://www.csif.es/uploads/articulo/imagenesTexto/69b1906c04ad9.jpg" style="width: 950px; height: 1342px;" /&gt;&lt;/a&gt;&lt;/p&gt;&#xD;
&lt;/div&gt;&#xD;
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&lt;div style="text-align: right;"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
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&lt;div style="text-align: right;"&gt;&#xD;
&lt;hr /&gt;&#xD;
&lt;p&gt;&lt;span style="font-size:14px;"&gt;A/A&lt;/span&gt;&lt;/p&gt;&#xD;
&lt;/div&gt;&#xD;
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&lt;div style="text-align: right;"&gt;&lt;span style="font-size:14px;"&gt;D&amp;ordf;. Milagros Tol&amp;oacute;n Jaime&lt;/span&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div style="text-align: right;"&gt;&lt;span style="font-size:14px;"&gt;Ministra de Educaci&amp;oacute;n, Formaci&amp;oacute;n Profesional y Deportes&lt;/span&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div style="text-align: right;"&gt;&lt;span style="font-size:14px;"&gt;Ministerio de Educaci&amp;oacute;n y Formaci&amp;oacute;n Profesional&lt;/span&gt;&lt;/div&gt;&#xD;
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&lt;div style="text-align: right;"&gt;&lt;span style="font-size:14px;"&gt;Calle Alcal&amp;aacute;, 34, 28014 Madrid&lt;/span&gt;&lt;/div&gt;&#xD;
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&lt;div&gt;&amp;nbsp;&lt;/div&gt;&#xD;
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&lt;div&gt;&lt;span style="font-size:14px;"&gt;&lt;strong&gt;Asunto: Propuesta de ampliaci&amp;oacute;n del complemento de formaci&amp;oacute;n permanente del profesorado (sexenios)&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&#xD;
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&lt;div&gt;&amp;nbsp;&lt;/div&gt;&#xD;
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&lt;div&gt;&lt;span style="font-size:14px;"&gt;Excma. Sra. Ministra:&lt;/span&gt;&lt;/div&gt;&#xD;
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&lt;div&gt;&amp;nbsp;&lt;/div&gt;&#xD;
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&lt;div&gt;&lt;span style="font-size:14px;"&gt;Me dirijo a usted en representaci&amp;oacute;n de CSIF Educaci&amp;oacute;n, con el fin de trasladarle una propuesta que consideramos prioritaria para el reconocimiento de la carrera profesional docente y la adecuaci&amp;oacute;n del sistema retributivo a la realidad actual del profesorado.&lt;/span&gt;&lt;/div&gt;&#xD;
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&lt;div&gt;&amp;nbsp;&lt;/div&gt;&#xD;
&#xD;
&lt;div&gt;&lt;span style="font-size:14px;"&gt;El complemento de formaci&amp;oacute;n permanente del profesorado &amp;mdash;conocido como sexenios&amp;mdash; constituye desde hace d&amp;eacute;cadas un instrumento fundamental para incentivar la actualizaci&amp;oacute;n profesional y reconocer la experiencia acumulada.&lt;/span&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div&gt;&lt;span style="font-size:14px;"&gt;Sin embargo, su dise&amp;ntilde;o actual presenta un l&amp;iacute;mite m&amp;aacute;ximo de cinco sexenios, equivalente a treinta a&amp;ntilde;os de servicio, que ya no se ajusta a la situaci&amp;oacute;n real de la funci&amp;oacute;n docente.&lt;/span&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div&gt;&lt;span style="font-size:14px;"&gt;Por ello, consideramos necesario la creaci&amp;oacute;n del 6&amp;ordm; sexenio, de manera que el reconocimiento de la formaci&amp;oacute;n permanente y la experiencia profesional se extienda a toda la vida laboral real del profesorado.&lt;/span&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;&#xD;
&#xD;
&lt;div&gt;&lt;span style="font-size:14px;"&gt;El reconocimiento de los sexenios como un complemento de formaci&amp;oacute;n en ning&amp;uacute;n caso puede ser sustituido o transformado por el derecho a la carrera profesional, que tenemos reconocido todos los funcionarios en el Estatuto B&amp;aacute;sico del Empleado P&amp;uacute;blico y que deber&amp;iacute;a establecerse de manera b&amp;aacute;sica en un Estatuto Docente.&lt;/span&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;&#xD;
&#xD;
&lt;div&gt;&lt;span style="font-size:14px;"&gt;Esta propuesta fue aprobada en la Ponencia de Pol&amp;iacute;tica Educativa del Sector Nacional, ratificada en el Congreso celebrado en mayo de 2024, y forma parte de la estrategia de mejora de la carrera profesional docente que defendemos desde nuestra organizaci&amp;oacute;n.&lt;/span&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;&#xD;
&#xD;
&lt;div&gt;&lt;span style="font-size:14px;"&gt;Quedamos a su disposici&amp;oacute;n para ampliar esta informaci&amp;oacute;n y para participar en cuantas reuniones o grupos de trabajo sean necesarios con el fin de avanzar en una regulaci&amp;oacute;n que reconozca adecuadamente la trayectoria profesional del profesorado y contribuya a reforzar la calidad del sistema educativo.&lt;/span&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;&#xD;
&#xD;
&lt;div&gt;&lt;span style="font-size:14px;"&gt;Agradeciendo su atenci&amp;oacute;n, reciba un cordial saludo.&lt;/span&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;&#xD;
&#xD;
&lt;div style="text-align: right;"&gt;&lt;span style="font-size:14px;"&gt;En Madrid, a 27 de febrero de 2026&lt;/span&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;&#xD;
&#xD;
&lt;div&gt;&lt;span style="font-size:14px;"&gt;Mario Guti&amp;eacute;rrez Guti&amp;eacute;rrez&lt;/span&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div&gt;&lt;span style="font-size:14px;"&gt;Presidente CSIF Educaci&amp;oacute;n&lt;/span&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div&gt;&#xD;
&lt;p align="center"&gt;&lt;img alt="" src="https://www.csif.es/uploads/articulo/imagenesTexto/69b250753a57c.jpg" style="width: 950px; height: 1342px;" /&gt;&lt;/p&gt;&#xD;
&lt;/div&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/88997</guid><title>CSIF exige una regulaci&#xF3;n clara de las salidas escolares con pernocta en Arag&#xF3;n para garantizar seguridad jur&#xED;dica y condiciones laborales justas.</title><pubDate>Fri, 31 Jul 26 08:24:00 CEST</pubDate><link>https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/88997</link><dc:creator xmlns:dc="dc">alberto.miranda.sanroman</dc:creator><dcterms:alternative xmlns:dcterms="dcterms">Los sindicatos (CSIF, CGT, CCOO, STEA-i y UGT) solicitan negociar de manera urgente una normativa que proteja al profesorado en las salidas escolares (30/04/26)&#xD;
Carta a la Consejera de Educaci&#xF3;n, Cultura y Deporte del Gobierno de Arag&#xF3;n, Do&#xF1;a Tomasa Hern&#xE1;ndez Mart&#xED;n (16/04/26)...</dcterms:alternative><description>Los sindicatos (CSIF, CGT, CCOO, STEA-i y UGT) solicitan negociar de manera urgente una normativa que proteja al profesorado en las salidas escolares (30/04/26)&#xD;
Carta a la Consejera de Educaci&#xF3;n, Cultura y Deporte del Gobierno de Arag&#xF3;n, Do&#xF1;a Tomasa Hern&#xE1;ndez Mart&#xED;n (16/04/26)...</description><category>CSIF Informa</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/csif-denuncia-pernocta-1776332160.png" type="image/png" medium="image"><media:credit/><media:title>Arag&#xF3;n - Educaci&#xF3;n Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p&gt;&lt;span style="color:#339933;"&gt;&lt;strong&gt;&lt;span style="font-size:24px;"&gt;CSIF exige una regulaci&amp;oacute;n clara de las salidas escolares con pernocta en Arag&amp;oacute;n para garantizar seguridad jur&amp;iacute;dica y condiciones laborales justas.&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="color:#ff3399;"&gt;&lt;strong&gt;&lt;span style="font-size:20px;"&gt;Los sindicatos solicitan negociar de manera urgente una normativa que proteja al profesorado en las salidas escolares.&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p data-end="415" data-start="62"&gt;&lt;span style="font-size:16px;"&gt;Los sindicatos de la Mesa Sectorial de Educaci&amp;oacute;n en Arag&amp;oacute;n (CSIF, CGT, CCOO, STEA-i y UGT) han solicitado de forma conjunta la convocatoria urgente de una mesa de negociaci&amp;oacute;n para regular las salidas escolares. Reclaman una normativa espec&amp;iacute;fica que garantice la seguridad jur&amp;iacute;dica del profesorado y mejore sus condiciones laborales en estas actividades.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p data-end="645" data-start="417"&gt;&lt;span style="font-size:16px;"&gt;La petici&amp;oacute;n surge tras incidentes recientes que han provocado la paralizaci&amp;oacute;n de actividades extraescolares en numerosos centros, generando inseguridad en docentes y equipos directivos y afectando al normal desarrollo educativo.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p data-end="1005" data-start="647"&gt;&lt;span style="font-size:16px;"&gt;Los sindicatos exigen que la futura normativa incluya un protocolo claro con procedimientos de autorizaci&amp;oacute;n, definici&amp;oacute;n de responsabilidades, cobertura jur&amp;iacute;dica y condiciones organizativas adecuadas (como ratios, acompa&amp;ntilde;amiento y seguros), con el objetivo de garantizar tanto la protecci&amp;oacute;n del profesorado como la continuidad de estas actividades educativas.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p data-end="1005" data-start="647"&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/nota-de-prensa-1777547602.pdf"&gt;&lt;strong&gt;&lt;span style="font-size: 16px;"&gt;Enlace a la nota de prensa completa&lt;/span&gt;&lt;/strong&gt;&lt;/a&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;p&gt;&lt;span style="color:#ff3399;"&gt;&lt;strong&gt;&lt;span style="font-size:20px;"&gt;Carta a la Consejera de Educaci&amp;oacute;n, Cultura y Deporte del Gobierno de Arag&amp;oacute;n, Do&amp;ntilde;a Tomasa Hern&amp;aacute;ndez Mart&amp;iacute;n (16/04/26)&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size:16px;"&gt;Do&amp;ntilde;a Tomasa Hern&amp;aacute;ndez Mart&amp;iacute;n &lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size:16px;"&gt;Consejera de Educaci&amp;oacute;n, Cultura y Deporte del Gobierno de Arag&amp;oacute;n&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size:16px;"&gt;Estimada Consejera:&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size:16px;"&gt;Desde CSIF Educaci&amp;oacute;n Arag&amp;oacute;n nos dirigimos a usted para trasladarle la necesidad urgente de regular de manera espec&amp;iacute;fica y homog&amp;eacute;nea las salidas escolares con alumnado, especialmente aquellas que implican pernocta, dado que su desarrollo conlleva una dedicaci&amp;oacute;n profesional que excede claramente la jornada laboral ordinaria del profesorado.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size:16px;"&gt;Las actividades complementarias y extraescolares constituyen un elemento esencial del proyecto educativo de los centros y contribuyen de forma significativa al desarrollo integral del alumnado.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size:16px;"&gt;Esta situaci&amp;oacute;n no es novedosa, puesto que es una petici&amp;oacute;n reiterada de CSIF en cada Mesa Sectorial a cada Consejer&amp;iacute;a que ha gobernado, pero cada vez es m&amp;aacute;s urgente marcar unas bases que rijan esta actividad o tienen el riesgo real de desaparecer debido a las problem&amp;aacute;ticas que conllevan para el profesorado (como son la disponibilidad continuada, la asunci&amp;oacute;n de responsabilidades ampliadas, incluida la custodia permanente de menores, y la sobrecarga de trabajo) que contra presten esta labor extra en favor de su alumnado.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size:16px;"&gt;Esta situaci&amp;oacute;n genera inseguridad jur&amp;iacute;dica, desigualdad entre centros y una creciente dificultad para garantizar la participaci&amp;oacute;n del profesorado en este tipo de actividades.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size:16px;"&gt;Por todo ello, y con el objetivo de dotar de seguridad jur&amp;iacute;dica y condiciones laborales adecuadas al personal docente de Arag&amp;oacute;n, solicitamos que esa Consejer&amp;iacute;a impulse una negociaci&amp;oacute;n tan pronto se conforme gobierno para regular, al menos, los siguientes aspectos:&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li&gt;&#xD;
	&lt;p&gt;&lt;span style="font-size:16px;"&gt;Responsabilidad jur&amp;iacute;dica y cobertura&lt;/span&gt;&lt;/p&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li&gt;&#xD;
	&lt;p&gt;&lt;span style="font-size:16px;"&gt;Jornada y c&amp;oacute;mputo horario&lt;/span&gt;&lt;/p&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li&gt;&#xD;
	&lt;p&gt;&lt;span style="font-size:16px;"&gt;Compensaci&amp;oacute;n econ&amp;oacute;mica&lt;/span&gt;&lt;/p&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li&gt;&#xD;
	&lt;p&gt;&lt;span style="font-size:16px;"&gt;Cobertura de gasto&lt;/span&gt;&lt;/p&gt;&#xD;
	&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;&lt;span style="font-size:16px;"&gt;Desde CSIF Educaci&amp;oacute;n Arag&amp;oacute;n consideramos que la regulaci&amp;oacute;n de estos aspectos no solo es necesaria para proteger los derechos laborales del profesorado, sino tambi&amp;eacute;n para garantizar la seguridad del alumnado y la viabilidad de estas actividades educativas.&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size:16px;"&gt;Confiamos en que esta petici&amp;oacute;n sea atendida y en que se abra un proceso de negociaci&amp;oacute;n que permita avanzar hacia un marco normativo claro, equitativo y adaptado a la realidad del sistema educativo aragon&amp;eacute;s.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size:16px;"&gt;Atentamente, reciba un cordial saludo.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size:16px;"&gt;Zaragoza a 16 de abril de 2026&lt;br /&gt;&#xD;
Fdo. Gema Tom&amp;aacute;s Garc&amp;iacute;a.&lt;br /&gt;&#xD;
Responsable del Sector Auton&amp;oacute;mico de Educaci&amp;oacute;n&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;p&gt;&lt;span style="font-size:24px;"&gt;&lt;span style="color:#ff3399;"&gt;&lt;strong&gt;REPERCUSI&amp;Oacute;N EN PRENSA&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&#xD;
&lt;span style="color:#339933;"&gt;&lt;span style="font-size:20px;"&gt;&lt;strong&gt;EBRO FM (14/09/26)&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="315" referrerpolicy="strict-origin-when-cross-origin" scrolling="no" src="https://www.youtube.com/embed/oPLRd46Yljc" title="2026.09.14-CSIF EDUCACI&#xD3;N ARAG&#xD3;N: Exige mejoras en la normativa de las salidas extraescolares" width="560"&gt;&lt;/iframe&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="color:#339933;"&gt;&lt;span style="font-size:20px;"&gt;&lt;strong&gt;RTVE (30/07/26)&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="315" referrerpolicy="strict-origin-when-cross-origin" scrolling="no" src="https://www.youtube.com/embed/dz13xdSFkGI?si=vE4tI6JH7lSehQ0s" title="2026.07.30-CSIF EDUCACI&#xD3;N ARAG&#xD3;N: Rechaza el borrador que regula las salidas extraescolares" width="560"&gt;&lt;/iframe&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="color:#339933;"&gt;&lt;span style="font-size:20px;"&gt;&lt;strong&gt;COPE ZARAGOZA (12/05/26)&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="315" referrerpolicy="strict-origin-when-cross-origin" scrolling="no" src="https://www.youtube.com/embed/shJ_86wmZxk" title="2026.05.12-CSIF EDUCACI&#xD3;N ARAG&#xD3;N: Exige una regulaci&#xF3;n para los profesores en los viajes escolares" width="560"&gt;&lt;/iframe&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="color:#339933;"&gt;&lt;span style="font-size:20px;"&gt;&lt;strong&gt;ARAG&amp;Oacute;N TV (27/04/26)&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="315" referrerpolicy="strict-origin-when-cross-origin" scrolling="yes" src="https://www.youtube.com/embed/0uDhRbauC5w" title="2026.04.27-CSIF EDUCACI&#xD3;N ARAG&#xD3;N: Exige una regulaci&#xF3;n para los profesores en los viajes escolares" width="560"&gt;&lt;/iframe&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;&#xD;
	&lt;h1&gt;&lt;span data-aida-title=""&gt;&lt;span style="font-size:18px;"&gt;Exige una regulaci&amp;oacute;n para los profesores en los viajes escolares&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&#xD;
	&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="color:#339933;"&gt;&lt;span style="font-size:20px;"&gt;&lt;strong&gt;HERALDO DE ARAG&amp;Oacute;N (27/04/26)&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left: 40px;"&gt;&lt;img alt="Alumnos del ies F&#xE9;lix de Azara de Zaragoza dan clase en el laboratorio de F&#xED;sica y Qu&#xED;mica" src="https://imagenes.heraldo.es/files/image_640_360/uploads/imagenes/2020/12/09/alumnos-del-ies-felix-de-azara-de-zaragoza-dan-clase-en-el-laboratorio-de-fisica-y-quimica.jpeg" style="height: 113px; width: 200px; border-width: 1px; border-style: solid;" /&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;&lt;span style="font-size:16px;"&gt;Una decena de centros renuncian a las extraescolares en Zaragoza tras la tr&amp;aacute;gica muerte del menor del IES &amp;Iacute;taca&lt;/span&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p style="margin-left: 40px;"&gt;&lt;a href="https://www.heraldo.es/noticias/aragon/2026/04/27/centros-educativos-renuncian-actividades-extraescolares-zaragoza-muerte-menor-instituto-itaca-2015062.html"&gt;&lt;strong&gt;&lt;span style="font-size:16px;"&gt;(Ver m&amp;aacute;s)&lt;/span&gt;&lt;/strong&gt;&lt;/a&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="color:#339933;"&gt;&lt;span style="font-size:20px;"&gt;&lt;strong&gt;EL PERI&amp;Oacute;DICO DE ARAG&amp;Oacute;N&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left: 40px;"&gt;&lt;img alt="Imagen de archivo del IES &#xCD;taca" src="https://estaticos-cdn.prensaiberica.es/clip/d3832b29-39de-4336-bbcd-e61da77ea5ad_alta-libre-aspect-ratio_default_0_x822y365.jpg" style="height: 133px; width: 200px; border-width: 1px; border-style: solid;" /&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li data-aida-title=""&gt;&#xD;
	&lt;p&gt;&lt;span style="font-size:18px;"&gt;Los viajes extraescolares, bajo la lupa tras el caso IES &amp;Iacute;taca de Zaragoza: &amp;ldquo;Se asume una responsabilidad enorme sin nada a cambio m&amp;aacute;s que ver a tus alumnos disfrutar&amp;rdquo;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
	&lt;ul&gt;&#xD;
		&lt;li data-aida-subtitle=""&gt;&lt;span style="font-size:16px;"&gt;El fallecimiento de un alumno en B&amp;eacute;lgica y la apertura de juicio a dos profesores reaviva el debate sobre la responsabilidad del profesorado&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p style="margin-left: 80px;"&gt;&lt;span style="font-size:16px;"&gt;&lt;a href="https://www.elperiodicodearagon.com/sucesos/sucesos-aragon/2026/04/21/viajes-extraescolares-lupa-caso-ies-129313693.html"&gt;&lt;strong&gt;(Ver m&amp;aacute;s)&lt;/strong&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/91787</guid><title>CSIF anuncia movilizaciones, con posible huelga, desde septiembre en toda Espa&#xF1;a en defensa de la escuela p&#xFA;blica: Gobierno y CC.AA. castigan sin recursos al profesorado</title><pubDate>Tue, 02 Jun 26 10:29:00 CEST</pubDate><link>https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/91787</link><dc:creator xmlns:dc="dc">maria-dolores.gomez.martinez</dc:creator><dcterms:alternative xmlns:dcterms="dcterms">Iniciaremos el pr&#xF3;ximo mes de septiembre coincidiendo con el comienzo del curso educativo 2026-2027 una campa&#xF1;a de movilizaciones -sin descartar la convocatoria de huelga- en toda Espa&#xF1;a en defensa de la escuela p&#xFA;blica y la mejora de las condiciones del profesorado. En este sentido, hacemos un llamamiento a las dem&#xE1;s organizaciones sindicales para que se unan a estas protestas....</dcterms:alternative><description>Iniciaremos el pr&#xF3;ximo mes de septiembre coincidiendo con el comienzo del curso educativo 2026-2027 una campa&#xF1;a de movilizaciones -sin descartar la convocatoria de huelga- en toda Espa&#xF1;a en defensa de la escuela p&#xFA;blica y la mejora de las condiciones del profesorado. En este sentido, hacemos un llamamiento a las dem&#xE1;s organizaciones sindicales para que se unan a estas protestas....</description><content:encoded xmlns:content="content">&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;La &lt;b&gt;Central Sindical Independiente y de Funcionarios (CSIF), &lt;/b&gt;sindicato m&amp;aacute;s representativo en las administraciones p&amp;uacute;blicas&lt;b&gt;, iniciar&amp;aacute; el pr&amp;oacute;ximo mes de septiembre coincidiendo con el comienzo del curso educativo 2026-2027 una campa&amp;ntilde;a de movilizaciones -sin descartar la convocatoria de huelga- en toda Espa&amp;ntilde;a en defensa de la escuela p&amp;uacute;blica &lt;/b&gt;y la mejora de las condiciones del profesorado. En este sentido, hacemos un llamamiento a las dem&amp;aacute;s organizaciones sindicales para que se unan a estas protestas.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;CSIF adopta esta decisi&amp;oacute;n tras constatar el abandono que sufre la educaci&amp;oacute;n p&amp;uacute;blica por parte de Gobierno y CCAA,&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt; que se niegan a aportar los recursos materiales y humanos para seguir ofreciendo una educaci&amp;oacute;n de calidad. En este sentido, abrimos un periodo de reflexi&amp;oacute;n y de consulta con nuestros responsables en las comunidades aut&amp;oacute;nomas para determinar el alcance de las movilizaciones, que se extender&amp;aacute;n durante el pr&amp;oacute;ximo curso escolar.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;La falta de coordinaci&amp;oacute;n y el abandono han provocado movilizaciones en diferentes comunidades aut&amp;oacute;nomas. CSIF quiere dar una visi&amp;oacute;n de conjunto de este malestar con la convocatoria de nuevas acciones. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;El conjunto de problemas que la escuela p&amp;uacute;blica arrastra desde hace a&amp;ntilde;os son variados&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;, como revelaron recientemente un informe de CSIF sobre el sistema educativo espa&amp;ntilde;ol desde 2009; y una encuesta realizada a m&amp;aacute;s de 7.500 docentes de toda Espa&amp;ntilde;a sobre condiciones del profesorado: &lt;b&gt;Falta de inversi&amp;oacute;n real en el sistema educativo p&amp;uacute;blico&lt;/b&gt; (la inflaci&amp;oacute;n se ha comido el gasto de los &amp;uacute;ltimos 15 a&amp;ntilde;os), &lt;b&gt;ratios profesor/alumno excesivas en las aulas&lt;/b&gt;, &lt;b&gt;gasto desigual por alumno entre comunidades aut&amp;oacute;nomas&lt;/b&gt;, &lt;b&gt;alta interinidad del profesorado&lt;/b&gt;, &lt;b&gt;exceso de burocracia, escaso reconocimiento de la figura del docente y retribuci&amp;oacute;n insuficiente&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;br /&gt;&#xD;
&lt;br /&gt;&#xD;
&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Recursos para atender la diversidad del alumnado: paralizados en el Congreso&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;A esta situaci&amp;oacute;n hay que sumar que la inestabilidad pol&amp;iacute;tica y la falta de apoyo de Gobierno est&amp;aacute; adem&amp;aacute;s congelando la tramitaci&amp;oacute;n del proyecto de ley de mejora de las condiciones del profesorado no universitario&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt; (como la reducci&amp;oacute;n de ratios y del horario lectivo). Esta par&amp;aacute;lisis, a su vez, est&amp;aacute; frenando la negociaci&amp;oacute;n de nuevas medidas, como por ejemplo m&amp;aacute;s&lt;b&gt; recursos para la atenci&amp;oacute;n de la diversidad del alumnado, como aquellos que necesitan apoyo espec&amp;iacute;fico&lt;/b&gt;. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Seg&amp;uacute;n datos recabados por CSIF, el n&amp;uacute;mero de alumnos con Necesidad Especial de Apoyo Educativo (ACNEAE) se ha triplicado desde el curso 2011-2012, y&lt;u&gt; &lt;b&gt;suponen el 17 por ciento de estudiantes en centros p&amp;uacute;blicos y el 15 por ciento del total en el sistema educativo no universitario.&lt;/b&gt;&lt;/u&gt; &lt;b&gt;Los alumnos con Trastornos del Espectro Autista (TEA) son la categor&amp;iacute;a que ha registrado mayor crecimiento en los &amp;uacute;ltimos 14 a&amp;ntilde;os, ya que se han multiplicado casi por seis&lt;/b&gt;: han pasado de 19.023 alumnos en el curso 2011-2012 a 107.977 en el 2024-2025. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;CSIF defiende que esta situaci&amp;oacute;n exige una dotaci&amp;oacute;n estructural de especialistas -de Pedagog&amp;iacute;a Terap&amp;eacute;utica, Audici&amp;oacute;n y Lenguaje&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;, &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;y Orientaci&amp;oacute;n Educativa,&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt; por ejemplo- muy superior a la actual. La brecha entre el alumnado identificado y los recursos asignados es el d&amp;eacute;ficit m&amp;aacute;s grave y menos visible del sistema. En este sentido, CSIF exige que el Estatuto Docente fije ratios m&amp;aacute;ximas de atenci&amp;oacute;n especializada.&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Descontrol de fondos europeos&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;CSIF ha analizado el destino de los Fondos NextGeneration procedentes de la UE, y denuncia que dichos fondos se han olvidado de impulsar medidas de transformaci&amp;oacute;n del sistema educativo y mejora del profesorado&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;, ya que se han destinado sobre todo a la digitalizaci&amp;oacute;n de centros, formaci&amp;oacute;n de profesorado, competencias digitales y programas de inclusi&amp;oacute;n educativa, entre otros.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;En este sentido, proponemos la &lt;b&gt;creaci&amp;oacute;n de un Plan Nacional de Equiparaci&amp;oacute;n Retributivo Docente que incluya un fondo nacional de equiparaci&amp;oacute;n&lt;/b&gt; que reduzca las diferencias salariales entre docentes en las comunidades aut&amp;oacute;nomas.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Estos Fondos ten&amp;iacute;an tambi&amp;eacute;n como destino la modernizaci&amp;oacute;n de la Formaci&amp;oacute;n Profesional, circunstancia que no se ha producido porque dichos fondos no han servido para mejorar esta etapa educativa&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;. Una consecuencia es que la implantaci&amp;oacute;n de la FP Dual est&amp;aacute; ocasionando serias dificultades para que el alumno que inicia esta ense&amp;ntilde;anza realice las pr&amp;aacute;cticas en empresas, lo que les facilitar&amp;iacute;a su inserci&amp;oacute;n en el mundo laboral. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Ante este escenario, CSIF reclama al Gobierno y CCAA la aplicaci&amp;oacute;n de medidas urgentes para proteger la educaci&amp;oacute;n p&amp;uacute;blica, entre ellas:&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;ul&gt;&#xD;
	&lt;li style="text-align:justify; margin-left:8px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Incremento progresivo hasta el 7 por ciento del PIB en educaci&amp;oacute;n p&amp;uacute;blica &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;y gasto m&amp;iacute;nimo por alumno de 7.421 euros garantizado por el Estado.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="text-align:justify; margin-left:8px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Reducci&amp;oacute;n efectiva de ratios de aula con plazas estructurales permanentes.&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="text-align:justify; margin-left:8px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Reducci&amp;oacute;n de la interinidad de los docentes al 8 por ciento mediante convocatorias anuales de oposiciones &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;con recuperaci&amp;oacute;n de poder adquisitivo y horario lectivo m&amp;aacute;ximo fijado por ley nacional (23 horas semanales en Primaria y 18 horas semanales en Secundaria).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="text-align:justify; margin-left:8px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Plan Nacional de Equiparaci&amp;oacute;n Retributiva Docente&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt; para terminar con las desigualdades territoriales que incluya un presupuesto espec&amp;iacute;fico.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="text-align:justify; margin-left:8px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Homogeneizaci&amp;oacute;n de competencias b&amp;aacute;sicas en todas las comunidades aut&amp;oacute;nomas, refuerzo de la Formaci&amp;oacute;n Profesional P&amp;uacute;blica, y prueba &amp;uacute;nica de acceso a la universidad&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt; homologada por el Estado que garantice la igualdad de condiciones para todos los estudiantes. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;El sindicato CSIF ha iniciado una ronda de contactos con el Ministerio de Educaci&amp;oacute;n, Formaci&amp;oacute;n Profesional y Deportes, as&amp;iacute; como con el conjunto de fuerzas pol&amp;iacute;ticas con representaci&amp;oacute;n parlamentaria&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;, para reclamar la puesta en marcha de un Pacto de Estado que permita reformar el sistema educativo p&amp;uacute;blico y adaptarlo de manera estable a las necesidades actuales de la sociedad espa&amp;ntilde;ola.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&amp;nbsp;&lt;/p&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/96035</guid><title>&#xA1;DEFENDAMOS LA EDUCACI&#xD3;N P&#xDA;BLICA! Argumentario para el rechazo&#xA0;a la concertaci&#xF3;n de Bachillerato, FP y la etapa 0-3 en la fase de consultas abierta por DGA</title><pubDate>Tue, 01 Sep 26 12:30:00 CEST</pubDate><link>https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/96035</link><dc:creator xmlns:dc="dc">alberto.miranda.sanroman</dc:creator><dcterms:alternative xmlns:dcterms="dcterms">En respuesta a la Consulta P&#xFA;blica previa para elaborar el proyecto de Decreto por el que se regula el r&#xE9;gimen jur&#xED;dico de conciertos educativos en la Comunidad Aut&#xF3;noma de Arag&#xF3;n abierta por DGA, desde CSIF Educaci&#xF3;n Arag&#xF3;n hemos preparado un argumentario para mostrar el rechazo a estas concertaciones....</dcterms:alternative><description>En respuesta a la Consulta P&#xFA;blica previa para elaborar el proyecto de Decreto por el que se regula el r&#xE9;gimen jur&#xED;dico de conciertos educativos en la Comunidad Aut&#xF3;noma de Arag&#xF3;n abierta por DGA, desde CSIF Educaci&#xF3;n Arag&#xF3;n hemos preparado un argumentario para mostrar el rechazo a estas concertaciones....</description><category>CSIF Informa</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/argumentario-concertacion-1788263729.png" type="image/png" medium="image"><media:credit/><media:title>Arag&#xF3;n - Educaci&#xF3;n Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p style="margin-bottom:11px"&gt;&lt;span style="color:#339933;"&gt;&lt;span style="font-size:24px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Argumentario para el rechazo&amp;nbsp;a la concertaci&amp;oacute;n de Bachillerato, FP y la etapa 0-3 en la fase de consultas abierta por DGA&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:16px;"&gt;En respuesta a la &lt;em&gt;&lt;strong&gt;&amp;quot;Consulta P&amp;uacute;blica previa para elaborar el proyecto de Decreto por el que se regula el r&amp;eacute;gimen jur&amp;iacute;dico de conciertos educativos en la Comunidad Aut&amp;oacute;noma de Arag&amp;oacute;n&amp;quot;&lt;/strong&gt;&lt;/em&gt; abierta por DGA, desde CSIF Educaci&amp;oacute;n Arag&amp;oacute;n hemos preparado un argumentario para mostrar el rechazo a estas concertaciones&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="color:#ff3399;"&gt;&lt;span style="font-size:18px;"&gt;&lt;strong&gt;Argumentos para todas las etapas&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li style="margin-bottom: 11px;"&gt;&lt;strong&gt;&lt;span style="font-size:16px;"&gt;No hay d&amp;eacute;ficit de plazas p&amp;uacute;blicas que lo justifique&lt;/span&gt;&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p style="margin-bottom: 11px; margin-left: 40px;"&gt;&lt;span style="font-size:16px;"&gt;Los datos oficiales cifran en unas 2.500 las plazas disponibles en el Bachillerato p&amp;uacute;blico en Arag&amp;oacute;n, con m&amp;aacute;s de 700 vacantes solo en Zaragoza. Por tanto, destinar fondos a crear plazas concertadas no responde a una necesidad de escolarizaci&amp;oacute;n sino a una decisi&amp;oacute;n pol&amp;iacute;tica.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li style="margin-bottom: 11px;"&gt;&lt;span style="margin-bottom:11px;"&gt;&lt;strong&gt;&lt;span style="font-size:16px;"&gt;Desv&amp;iacute;o de recursos p&amp;uacute;blicos limitados hacia la red privada.&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p style="margin-bottom: 11px; margin-left: 40px;"&gt;&lt;span style="font-size:16px;"&gt;La medida costar&amp;aacute; unos 19 millones de euros anuales. Este dinero se detrae de los fondos destinados a la Educaci&amp;oacute;n P&amp;uacute;blica que trabaja infrafinanciada, con instalaciones desfasadas (en algunos casos con denuncias a PRL por el mal estado y riesgo evidente de las mismas) que precisan modernizaci&amp;oacute;n y adaptaci&amp;oacute;n a las nuevas demandas y retos educativos.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li style="margin-bottom: 11px;"&gt;&lt;span style="margin-bottom:11px;"&gt;&lt;strong&gt;&lt;span style="font-size:16px;"&gt;Es una decisi&amp;oacute;n de origen electoral, no t&amp;eacute;cnico&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p style="margin-bottom: 11px; margin-left: 40px;"&gt;&lt;span style="font-size:16px;"&gt;La propia consejera lo admite: &amp;quot;Es una promesa electoral y va en el programa electoral del partido&amp;quot;. Argumentar que destinar dinero para financiar etapas no obligatorias responde a elementos electorales careciendo de criterios t&amp;eacute;cnicos supone despilfarro de dinero p&amp;uacute;blico.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom: 11px;"&gt;&lt;span style="margin-bottom:11px;"&gt;&lt;span style="color:#ff3399;"&gt;&lt;span style="font-size:18px;"&gt;&lt;strong&gt;Rechazo al Bachillerato concertado&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li style="margin-bottom: 11px;"&gt;&lt;strong&gt;&lt;span style="font-size:16px;"&gt;Rompe la igualdad de oportunidades en la etapa m&amp;aacute;s &amp;quot;selectiva&amp;quot;.&lt;/span&gt;&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p style="margin-bottom: 11px; margin-left: 40px;"&gt;&lt;span style="font-size:16px;"&gt;Bachillerato es la etapa bisagra hacia estudios superiores; concertarla mantiene la segregaci&amp;oacute;n socioecon&amp;oacute;mica en el tramo con m&amp;aacute;s impacto en el futuro acad&amp;eacute;mico y laboral del alumnado.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom: 11px;"&gt;&lt;span style="margin-bottom:11px;"&gt;&lt;span style="color:#ff3399;"&gt;&lt;span style="font-size:18px;"&gt;&lt;strong&gt;Rechazo a la concertaci&amp;oacute;n del primer ciclo de Infantil 0-3 a&amp;ntilde;os&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li style="margin-bottom:11px;"&gt;&lt;strong&gt;&lt;span style="font-size:16px;"&gt;Precarizaci&amp;oacute;n del cuidado infantil temprano&lt;/span&gt;&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p style="margin-bottom: 11px; margin-left: 40px;"&gt;&lt;span style="font-size:16px;"&gt;En esta franja de edad (0-3 a&amp;ntilde;os) se trata de cuidado y desarrollo infantil temprano, no de rendimiento acad&amp;eacute;mico. Concertar esta etapa con centros privados puede introducir criterios de rentabilidad econ&amp;oacute;mica en un servicio que requiere ratios estrictas de personal por menor, formaci&amp;oacute;n espec&amp;iacute;fica de maestras y t&amp;eacute;cnicos y alta calidad asistencial, sin garant&amp;iacute;as de que el concierto imponga las mismas condiciones que en la red p&amp;uacute;blica precarizando la conciliaci&amp;oacute;n familiar.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom: 11px; margin-left: 40px;"&gt;&lt;span style="margin-bottom:11px;"&gt;&lt;span style="color:#ff3399;"&gt;&lt;span style="font-size:18px;"&gt;&lt;strong&gt;Rechazo a la FP concertada&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li style="margin-bottom: 11px;"&gt;&lt;strong&gt;&lt;span style="font-size:16px;"&gt;Fragmentaci&amp;oacute;n territorial y desigualdad de acceso&lt;/span&gt;&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p style="margin-bottom: 11px; margin-left: 40px;"&gt;&lt;span style="font-size:16px;"&gt;La FP p&amp;uacute;blica cumple una funci&amp;oacute;n de vertebraci&amp;oacute;n del territorio, manteniendo poblaci&amp;oacute;n y presentando una oferta formativa accesible a comarcas menos pobladas, a diferencia de la oferta concertada/privada, orientada al negocio y a sectores rentables. La oferta privada de FP se concentra en Zaragoza y grandes n&amp;uacute;cleos urbanos, agravando la brecha rural-urbana en el acceso a formaci&amp;oacute;n con salida laboral directa.&lt;/span&gt;&lt;br /&gt;&#xD;
&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;table align="center" border="1" cellpadding="1" cellspacing="1" style="width:1000px;"&gt;&#xD;
	&lt;tbody&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&#xD;
			&lt;p&gt;&lt;span style="font-size:16px;"&gt;Consulta P&amp;uacute;blica previa para elaborar el proyecto de Decreto por el que se regula el r&amp;eacute;gimen jur&amp;iacute;dico de conciertos educativos en la Comunidad Aut&amp;oacute;noma de Arag&amp;oacute;n&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
			&lt;ul&gt;&#xD;
				&lt;li&gt;&#xD;
				&lt;p&gt;&lt;span style="font-size:16px;"&gt;&amp;Oacute;rgano solicitante:&amp;nbsp;Direcci&amp;oacute;n General de Planificaci&amp;oacute;n, Centros y Formaci&amp;oacute;n Profesional. Gobierno de Arag&amp;oacute;n&lt;/span&gt;&lt;/p&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li&gt;&#xD;
				&lt;p&gt;&lt;span style="font-size:16px;"&gt;Fecha de inicio:&amp;nbsp;&lt;strong property="startDate"&gt;21-08-2026&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li&gt;&#xD;
				&lt;p&gt;&lt;span style="font-size:16px;"&gt;Fecha l&amp;iacute;mite para la presentaci&amp;oacute;n de aportaciones:&amp;nbsp;&lt;strong property="endDate"&gt;09-09-2026&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
&#xD;
			&lt;p style="margin-left: 40px;"&gt;&lt;a href="https://docs.google.com/forms/d/e/1FAIpQLSeobPsrQ4Ff1XJ6f4bO9KZtL6_mDcGMee4MP_wAJDvHQ9FkpA/viewform"&gt;&lt;span style="font-size:16px;"&gt;&lt;strong&gt;(Enlace a la consulta)&lt;/strong&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
	&lt;/tbody&gt;&#xD;
&lt;/table&gt;&#xD;
&#xD;
&lt;p style="margin-bottom: 11px;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom: 11px;"&gt;&lt;img alt="" src="https://www.csif.es/uploads/articulo/imagenesTexto/6a96c08c937b8.png" style="width: 700px; height: 525px;" /&gt;&lt;/p&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/96414</guid><title>CSIF Arag&#xF3;n advierte de que los resultados de PISA no pueden servir para se&#xF1;alar al profesorado y exige a los gobiernos central y auton&#xF3;mico m&#xE1;s inversi&#xF3;n, plantillas y apoyos para la educaci&#xF3;n p&#xFA;blica</title><pubDate>Wed, 09 Sep 26 10:43:00 CEST</pubDate><link>https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/96414</link><dc:creator xmlns:dc="dc">alberto.miranda.sanroman</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Prensa y Comunicaci&#xF3;n</category><category>&#xDA;ltimas noticias</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/copia-de-copia-de-copia-de-copia-de-2o-llamamiento-inicio-de-curso-1788946504.png" type="image/png" medium="image"><media:credit/><media:title>Arag&#xF3;n - Educaci&#xF3;n Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Aunque Arag&amp;oacute;n mantiene resultados por encima de la media espa&amp;ntilde;ola en las tres competencias evaluadas: &lt;b&gt;462 puntos en Matem&amp;aacute;ticas, 461 en Lectura y 482 en Ciencias&lt;/b&gt;, frente a los 457, 451 y 477 puntos, respectivamente, del conjunto de Espa&amp;ntilde;a. Sin embargo, detr&amp;aacute;s de estos datos existe una tendencia que debe preocupar: Arag&amp;oacute;n ha sufrido un retroceso muy significativo en la &amp;uacute;ltima d&amp;eacute;cada y alcanza en esta edici&amp;oacute;n sus peores resultados de la serie hist&amp;oacute;rica en estas competencias.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Desde CSIF consideramos que el profesorado aragon&amp;eacute;s sigue demostrando que es un personal formado e implicado, pero como venimos denunciando se est&amp;aacute; trabajando por encima de capacidad lo que lastra no los resultados en PISA si no el aprendizaje real de los estudiantes. &amp;ldquo;&lt;b&gt;El profesorado aragon&amp;eacute;s est&amp;aacute; haciendo un enorme esfuerzo para mantener la calidad educativa en unas aulas cada vez m&amp;aacute;s complejas. Si queremos mejores resultados, hay que respaldar ese esfuerzo con recursos. PISA no debe utilizarse para se&amp;ntilde;alar a los docentes, sino para preguntarnos qu&amp;eacute; estamos haciendo como sociedad y qu&amp;eacute; estamos dispuestos a invertir en nuestra educaci&amp;oacute;n p&amp;uacute;blica&lt;/b&gt;&amp;rdquo;, concluye CSIF.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;El rendimiento acad&amp;eacute;mico es consecuencia de m&amp;uacute;ltiples factores y est&amp;aacute; directamente relacionado con las condiciones en las que trabajamos en los centros: ratios, plantillas, recursos para atenci&amp;oacute;n a la diversidad, orientaci&amp;oacute;n, estabilidad del profesorado (recordemos el elevado porcentaje de interinidad que arrastra Arag&amp;oacute;n), burocracia e inversi&amp;oacute;n educativa.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Desde CSIF reclamamos al &lt;b&gt;Gobierno de Espa&amp;ntilde;a y al Gobierno de Arag&amp;oacute;n&lt;/b&gt; que utilicen los resultados de PISA 2025 como una oportunidad para apostar e invertir en la Educaci&amp;oacute;n P&amp;uacute;blica, &lt;b&gt;aumentando recursos, menores ratios, m&amp;aacute;s profesorado, adecuaci&amp;oacute;n de las instalaciones y una atenci&amp;oacute;n a la diversidad acorde con las necesidades reales de los centros&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;&amp;ldquo;Si un alumno llega a los 15 a&amp;ntilde;os con dificultades importantes, debemos preguntarnos qu&amp;eacute; ha ocurrido antes: si se detectaron a tiempo sus necesidades, si recibi&amp;oacute; los apoyos necesarios, si las ratios permitieron una atenci&amp;oacute;n adecuada y si el profesorado dispuso de los recursos suficientes para intervenir&amp;rdquo;,&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt; explica Gema Tom&amp;aacute;s responsable de CSIF Educaci&amp;oacute;n Arag&amp;oacute;n.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="color:#2ecc71;"&gt;&lt;span style="font-size:26px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;La responsabilidad no es s&amp;oacute;lo del gobierno de Espa&amp;ntilde;a&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;CSIF considera especialmente importante evitar que el debate se convierta en un enfrentamiento entre administraciones. &lt;b&gt;Gobierno de Espa&amp;ntilde;a y Gobierno de Arag&amp;oacute;n tienen responsabilidades y deberes con la educaci&amp;oacute;n p&amp;uacute;blica.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;El Gobierno de Espa&amp;ntilde;a debe garantizar una legislaci&amp;oacute;n educativa estable, financiaci&amp;oacute;n suficiente, pol&amp;iacute;ticas de cooperaci&amp;oacute;n territorial y recursos estatales que permitan reducir las desigualdades y reforzar las competencias b&amp;aacute;sicas.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Del mismo modo, el Gobierno de Arag&amp;oacute;n debe asumir su responsabilidad dando: &lt;b&gt;plantillas suficientes, reducci&amp;oacute;n de ratios, atenci&amp;oacute;n a la diversidad, refuerzos en personal de atenci&amp;oacute;n a la diversidad, reducci&amp;oacute;n de la burocracia, estabilidad del profesorado y una financiaci&amp;oacute;n adecuada de la red p&amp;uacute;blica&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="color:#2ecc71;"&gt;&lt;span style="font-size:26px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Arag&amp;oacute;n no puede conformarse con estar por encima de una media espa&amp;ntilde;ola que retrocede&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Los resultados de Arag&amp;oacute;n deben valorarse con rigor. Es cierto que nuestra comunidad contin&amp;uacute;a por encima de la media espa&amp;ntilde;ola y que en Lectura y Ciencias se sit&amp;uacute;a incluso ligeramente por encima de los promedios europeos. Pero tambi&amp;eacute;n es cierto que &lt;b&gt;Arag&amp;oacute;n ha perdido 38,3 puntos en Matem&amp;aacute;ticas, 45,7 en Lectura y 25,7 en Ciencias desde 2015&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;No podemos conformarnos con estar por encima de Espa&amp;ntilde;a si Espa&amp;ntilde;a tambi&amp;eacute;n est&amp;aacute; empeorando. La pregunta que debemos hacernos es por qu&amp;eacute; Arag&amp;oacute;n est&amp;aacute; perdiendo buena parte de la ventaja que hist&amp;oacute;ricamente hab&amp;iacute;a mantenido y qu&amp;eacute; podemos hacer para revertir esta tendencia&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;El retroceso resulta especialmente preocupante en Matem&amp;aacute;ticas, donde Arag&amp;oacute;n ha pasado de 500,3 puntos en 2015 a 462 en 2025. En Lectura, el descenso alcanza los 45,7 puntos en diez a&amp;ntilde;os.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="color:#2ecc71;"&gt;&lt;span style="font-size:26px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Es momento de apostar por la Educaci&amp;oacute;n P&amp;uacute;blica y no obviar sus necesidades&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;CSIF recuerda que &lt;b&gt;Arag&amp;oacute;n no se encuentra entre las comunidades que mayor porcentaje de su presupuesto destinan a Educaci&amp;oacute;n&lt;/b&gt;. En 2024, el gasto presupuestado en Educaci&amp;oacute;n represent&amp;oacute; el 18,8 % del presupuesto auton&amp;oacute;mico, frente al 20,3 % de media del conjunto de comunidades aut&amp;oacute;nomas.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Para CSIF, aumentar los recursos resulta especialmente necesario ante el incremento de las necesidades educativas y la creciente complejidad de los centros.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;&amp;ldquo;&lt;b&gt;Si queremos mejores resultados, necesitamos mejores condiciones para ense&amp;ntilde;ar y aprender. No se puede exigir al profesorado que haga m&amp;aacute;s con menos recursos mientras aumentan las necesidades de atenci&amp;oacute;n a la diversidad, la carga burocr&amp;aacute;tica y la complejidad de las aulas&lt;/b&gt;&amp;rdquo;, se&amp;ntilde;ala Gema Tom&amp;aacute;s.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;CSIF reclama, por tanto:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;ul&gt;&#xD;
	&lt;li style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;M&amp;aacute;s inversi&amp;oacute;n en la educaci&amp;oacute;n p&amp;uacute;blica.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Reducci&amp;oacute;n de ratios&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt; para permitir una atenci&amp;oacute;n m&amp;aacute;s individualizada.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Incremento de las plantillas docentes&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt; y de los cupos necesarios para cubrir las necesidades reales de los centros.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;M&amp;aacute;s profesionales de Pedagog&amp;iacute;a Terap&amp;eacute;utica, Audici&amp;oacute;n y Lenguaje, Orientaci&amp;oacute;n y Servicios a la Comunidad.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Refuerzo de los programas de apoyo &lt;/span&gt;&lt;/b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;desde las primeras etapas educativas.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Reducci&amp;oacute;n de la carga burocr&amp;aacute;tica&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt; que soporta el profesorado.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Medidas espec&amp;iacute;ficas para mejorar la comprensi&amp;oacute;n lectora y las Matem&amp;aacute;ticas.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Mayor estabilidad y reconocimiento para el profesorado.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;b&gt;&lt;span style="line-height:107%;"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Inversi&amp;oacute;n en modernizaci&amp;oacute;n y climatizaci&amp;oacute;n de los centros educativos&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/96541</guid><title>CSIF exige un Pacto de Estado para reformular  el sistema educativo: Estatuto Docente, m&#xE1;s  inversi&#xF3;n eficaz, reducci&#xF3;n de la temporalidad y  eliminar diferencias entre CCAA</title><pubDate>Fri, 11 Sep 26 10:45:00 CEST</pubDate><link>https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/96541</link><dc:creator xmlns:dc="dc">maria-dolores.gomez.martinez</dc:creator><dcterms:alternative xmlns:dcterms="dcterms">La escuela p&#xFA;blica ha reabierto sus aulas esta semana con los mismos problemas estructurales de los &#xFA;ltimos a&#xF1;os, agravados por una financiaci&#xF3;n educativa por debajo de la media europea, diferencias de rendimiento injustificables entre comunidades, plantillas inestables y centros sin recursos suficientes para atender el aumento de alumnado con necesidades espec&#xED;ficas de apoyo educativo....</dcterms:alternative><description>La escuela p&#xFA;blica ha reabierto sus aulas esta semana con los mismos problemas estructurales de los &#xFA;ltimos a&#xF1;os, agravados por una financiaci&#xF3;n educativa por debajo de la media europea, diferencias de rendimiento injustificables entre comunidades, plantillas inestables y centros sin recursos suficientes para atender el aumento de alumnado con necesidades espec&#xED;ficas de apoyo educativo....</description><content:encoded xmlns:content="content">&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;La escuela p&amp;uacute;blica ha reabierto sus aulas esta semana con los mismos problemas estructurales de los &amp;uacute;ltimos a&amp;ntilde;os, agravados por una financiaci&amp;oacute;n educativa por debajo de la media europea&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;, diferencias de rendimiento injustificables entre comunidades, plantillas inestables y centros sin recursos suficientes para atender el aumento de alumnado con necesidades espec&amp;iacute;ficas de apoyo educativo.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Adem&amp;aacute;s, el curso ha comenzado con la publicaci&amp;oacute;n del Informe PISA 2025 y en el que Espa&amp;ntilde;a ha obtenido los peores resultados de toda su serie hist&amp;oacute;rica. &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;El alumnado espa&amp;ntilde;ol obtiene 451 puntos en lectura, 457 en matem&amp;aacute;ticas y 477 en ciencias, por debajo de la media de la OCDE y de la Uni&amp;oacute;n Europea en las tres competencias. El resultado de lectura es diez puntos peor que el anterior m&amp;iacute;nimo hist&amp;oacute;rico, que databa de 2006. Uno de cada tres alumnos de 15 a&amp;ntilde;os no alcanza el nivel m&amp;iacute;nimo en lectura (32 por ciento) ni en matem&amp;aacute;ticas (33 por ciento).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;La Central Sindical Independiente y de Funcionarios (CSIF), sindicato m&amp;aacute;s representativo en las administraciones p&amp;uacute;blicas&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;, &lt;b&gt;ha realizado su propio an&amp;aacute;lisis de indicadores oficiales -el Instituto Nacional de Estad&amp;iacute;stica (INE), Estad&amp;iacute;stica del Ministerio de Educaci&amp;oacute;n, Formaci&amp;oacute;n Profesional y Deportes; y Bolet&amp;iacute;n Estad&amp;iacute;stico del Personal al Servicio de las Administraciones P&amp;uacute;blicas- del sistema educativo espa&amp;ntilde;ol (*). En este sentido, consideramos que nuestro propio diagn&amp;oacute;stico y los datos de PISA refuerzan la necesidad de una reformulaci&amp;oacute;n urgente de nuestro sistema educativo mediante un Pacto de Estado por la Educaci&amp;oacute;n&lt;/b&gt;. Pese a las diferencias auton&amp;oacute;micas, los problemas de fondo son comunes y exigen liderazgo del Ministerio de Educaci&amp;oacute;n, Formaci&amp;oacute;n Profesional y Deportes.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;En paralelo, el sindicato ha convocado una concentraci&amp;oacute;n en defensa de la educaci&amp;oacute;n p&amp;uacute;blica y de condiciones dignas para el profesorado para el pr&amp;oacute;ximo martes 15 de septiembre, con una concentraci&amp;oacute;n ante el Ministerio de Educaci&amp;oacute;n en Madrid&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="text-align:justify"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="text-align:justify"&gt;&lt;u&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;RETROCESO DURANTE LA &amp;Uacute;LTIMA D&amp;Eacute;CADA&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Los resultados de PISA confirman el diagn&amp;oacute;stico de CSIF del pasado abril en su &lt;i&gt;Informe del Sistema Educativo Espa&amp;ntilde;ol 2009-2025 en clave CSIF&lt;/i&gt;. Con la exposici&amp;oacute;n de todos los datos oficiales compilados en la misma publicaci&amp;oacute;n, el resultado es el deterioro de nuestro sistema educativo. &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Dicho informe fue trasladado a todos los grupos parlamentarios &lt;b&gt;para seguir reivindicando una reforma estructural del sistema educativo a partir de un Pacto de Estado a partir de cuestiones profesionales&lt;/b&gt;.&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;La ca&amp;iacute;da en PISA no es un accidente de un a&amp;ntilde;o porque en la &amp;uacute;ltima d&amp;eacute;cada Espa&amp;ntilde;a ha perdido 45 puntos en lectura, 29 en matem&amp;aacute;ticas y 16 en ciencias, y la propia OCDE calcula que veinte puntos equivalen aproximadamente a un curso escolar: en lectura se han perdido m&amp;aacute;s de dos cursos en diez a&amp;ntilde;os&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;. Desde 2015, el porcentaje de alumnado que no alcanza el nivel m&amp;iacute;nimo ha subido quince puntos en lectura y once en matem&amp;aacute;ticas. En el otro extremo, solo el 2 por ciento del alumnado espa&amp;ntilde;ol alcanza el nivel de excelencia en lectura, frente al 6 por ciento de la media de la OCDE.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Para CSIF, lo relevante de esta edici&amp;oacute;n de PISA no es solo el resultado, sino que &lt;b&gt;&lt;u&gt;el informe identifica con nombre propio el problema que este sindicato viene denunciando desde hace a&amp;ntilde;os y ya advirti&amp;oacute; en abril&lt;/u&gt;&lt;/b&gt;: &lt;b&gt;el 49 por ciento del alumnado espa&amp;ntilde;ol estudia en centros donde la falta de profesorado dificulta la ense&amp;ntilde;anza&lt;/b&gt;, frente al 39 por ciento de la OCDE, y el 72 por ciento lo hace en centros con falta de personal de apoyo, frente al 39 por ciento de la media internacional&lt;b&gt;. El &amp;iacute;ndice de escasez de recursos que perciben los directores de los centros espa&amp;ntilde;oles es de 0,65, m&amp;aacute;s del doble que el 0,30 de la OCDE.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;u&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;CSIF propone los siguientes ejes de reformas estructurales para mejorar la educaci&amp;oacute;n p&amp;uacute;blica y revertir los malos resultados obtenidos en el Informe PISA:&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="text-align:justify"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li style="text-align:justify; margin-left:8px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;u&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Sistema educativo:&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt; Estabilidad normativa; refuerzo de la orientaci&amp;oacute;n para reducir la repetici&amp;oacute;n; educaci&amp;oacute;n p&amp;uacute;blica como garant&amp;iacute;a de calidad en todo el territorio; reconocimiento legal de la autoridad docente; Pacto de Estado con vigencia de al menos dos legislaturas.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="text-align:justify; margin-left:8px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;u&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Modelo curricular:&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt; Homogeneizaci&amp;oacute;n de las competencias b&amp;aacute;sicas; refuerzo de la FP p&amp;uacute;blica; itinerarios reversibles y pasarelas reales entre FP y universidad; prueba &amp;uacute;nica de acceso a la universidad homologada por el Estado.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="text-align:justify; margin-left:8px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;u&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Recursos e inversi&amp;oacute;n:&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt; Incremento progresivo del gasto en educaci&amp;oacute;n p&amp;uacute;blica hasta el 7 por ciento del PIB; m&amp;iacute;nimo de 7.421 euros por alumno garantizado por el Estado; reducci&amp;oacute;n real de ratios con plazas estructurales, apoyos y desdobles; separaci&amp;oacute;n clara entre gasto estructural y fondos europeos.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="text-align:justify; margin-left:8px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;u&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Plan Nacional de Equiparaci&amp;oacute;n Retributiva Docente:&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt; Debe incluir fondos finalistas a las comunidades aut&amp;oacute;nomas derivados de los Next Generation. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="text-align:justify; margin-left:8px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;u&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Estatuto Docente:&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt; Bajar la interinidad al 8 por ciento con oposiciones anuales suficientes; recuperar el poder adquisitivo y vincular las subidas al IPC real; carrera profesional remunerada con tramos objetivos; condiciones b&amp;aacute;sicas comunes en todo el Estado; horario lectivo m&amp;aacute;ximo por ley (23 horas en Primaria y 18 en Secundaria).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p style="text-align:justify"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;EL CURSO COMIENZA CON LOS MISMOS PROBLEMAS ESTRUCTURALES (*)&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Por otra parte, CSIF ha analizado diversos indicadores oficiales sobre el sistema educativo espa&amp;ntilde;ol a comienzo del curso escolar&lt;b&gt;, como la situaci&amp;oacute;n de las plantillas, oposiciones, interinidad, gasto p&amp;uacute;blico, evoluci&amp;oacute;n del alumnado e incidencias en la reapertura de las aulas. &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;La interinidad sigue siendo un curso escolar m&amp;aacute;s uno de los lastres de la educaci&amp;oacute;n p&amp;uacute;blica, ya que se sit&amp;uacute;a por encima del 30 por ciento; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;muy lejos del 8 por ciento que marca Bruselas&lt;b&gt;. &lt;/b&gt;Para llegar a ese porcentaje se necesitan 146.219 plazas adicionales&lt;b&gt;, aunque la cifra final asciende a 153.089 plazas si se tiene en cuenta el d&amp;eacute;ficit estructural de plantilla (6.870 plazas).&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;En cuanto a los procesos selectivos, este verano se han celebrado los procesos de 16.406&amp;nbsp; de las 17.780 plazas convocadas, de las cuales han quedado desiertas 2.694 (16 por ciento), lo que demuestra la necesidad de reformar el acceso a la funci&amp;oacute;n p&amp;uacute;blica docente. &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;La ratio de alumnos por docente en las ense&amp;ntilde;anzas de r&amp;eacute;gimen general se sit&amp;uacute;a en 14,01, pr&amp;aacute;cticamente la misma que en el curso anterior a los recortes (2009-2010). No obstante, &lt;b&gt;parte de esta mejora&lt;span style="color:black"&gt; no responde a ninguna decisi&amp;oacute;n de pol&amp;iacute;tica educativa, sino por dos motivos: el primero es que hay 88.363 alumnos menos que hace dos cursos. Dicho de otra manera: La ratio mejora por demograf&amp;iacute;a, no por inversi&amp;oacute;n.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;El segundo motivo se debe a un aumento real de plantilla, pero es un incremento temporal ligado a programas europeos. &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Todos los programas de cooperaci&amp;oacute;n territorial que financian profesorado de apoyo y refuerzo &amp;mdash;PROA+, refuerzo de la competencia matem&amp;aacute;tica y lectora, educaci&amp;oacute;n inclusiva y bienestar&amp;mdash; &lt;b&gt;tienen el mismo periodo de ejecuci&amp;oacute;n: del 1 de septiembre de 2026 al 31 de agosto de 2027&lt;/b&gt;. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Adem&amp;aacute;s, el presupuesto de dichos programas permanece estancado: tres de ellos repiten en 2026 exactamente el mismo importe que en 2025 lo que supone un recorte real teniendo en cuenta la inflaci&amp;oacute;n acumulada. A ello se a&amp;ntilde;ade que el Mecanismo de Recuperaci&amp;oacute;n y Resiliencia cierra en 2026 y que el Fondo Social Europeo Plus agota su periodo de programaci&amp;oacute;n en 2027.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;D&amp;Eacute;FICIT DE INVERSI&amp;Oacute;N&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;&lt;span style="color:black"&gt;Por otra parte, el gasto de personal por docente se ha reducido casi un 11 por ciento entre 2009 y 2023 teniendo en cuenta la inflaci&amp;oacute;n (6.698,09 euros menos por docente y a&amp;ntilde;o). La inversi&amp;oacute;n por alumno ha aumentado tan solo un 0,3% en el mismo per&amp;iacute;odo. El sistema se sostiene, en buena medida, a costa de las retribuciones del profesorado.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;&lt;span style="color:black"&gt;Eso ocurre pese a los fondos europeos: solo en el &amp;uacute;ltimo a&amp;ntilde;o, m&amp;aacute;s de 505 millones destinados a Educaci&amp;oacute;n no se han notado de forma clara en los centros. &lt;b&gt;CSIF exige a todas las administraciones explicaci&amp;oacute;n sobre su aplicaci&amp;oacute;n y su impacto real.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;&lt;span style="color:black"&gt;Desde 2009-2010 ha bajado de forma significativa el porcentaje de alumnado de ense&amp;ntilde;anzas superiores y FP en la red p&amp;uacute;blica (del 76,8 por ciento al 65,43 por ciento). El crecimiento de la FP lo ha absorbido sobre todo la privada. Espa&amp;ntilde;a mantiene una tasa de abandono escolar casi cuatro puntos por encima de la media de la UE y un paro juvenil que en 2024 superaba en diez puntos la media europea, con empleo de peor calidad.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:justify"&gt;&amp;nbsp;&lt;/p&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/96577</guid><title>NOTA DE PRENSA. LOS SINDICATOS DE EDUCACI&#xD3;N DE ARAG&#xD3;N RECHAZAN LA NORMATIVA DE EXTRAESCOLARES Y EXIGEN UNA NEGOCIACI&#xD3;N REAL QUE GARANTICE LA SEGURIDAD JUR&#xCD;DICA DE TODO EL PROFESORADO.</title><pubDate>Fri, 11 Sep 26 13:05:00 CEST</pubDate><link>https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/96577</link><dc:creator xmlns:dc="dc">alberto.miranda.sanroman</dc:creator><dcterms:alternative xmlns:dcterms="dcterms">CSIF, CGT, CCOO, STEA-i y UGT denuncian que la Orden ECU/1254/2026 no protege al profesorado, incrementa la burocracia y perpet&#xFA;a la desprotecci&#xF3;n laboral en las actividades fuera del recinto escolar....</dcterms:alternative><description>CSIF, CGT, CCOO, STEA-i y UGT denuncian que la Orden ECU/1254/2026 no protege al profesorado, incrementa la burocracia y perpet&#xFA;a la desprotecci&#xF3;n laboral en las actividades fuera del recinto escolar....</description><category>Prensa y Comunicaci&#xF3;n</category><category>Notas de prensa y comunicaciones</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/chatgpt-image-11-sept-2026-14-02-20-1789128398.png" type="image/png" medium="image"><media:credit/><media:title>Arag&#xF3;n - Educaci&#xF3;n Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="color:#339933;"&gt;&lt;span style="font-size:24px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;b&gt;LOS SINDICATOS DE EDUCACI&amp;Oacute;N DE ARAG&amp;Oacute;N RECHAZAN LA NORMATIVA DE EXTRAESCOLARES Y EXIGEN UNA NEGOCIACI&amp;Oacute;N REAL QUE GARANTICE LA SEGURIDAD JUR&amp;Iacute;DICA DE TODO EL PROFESORADO.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="color:#ff3399;"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;b&gt;&lt;i&gt;CSIF, CGT, CCOO, STEA-i y UGT denuncian que la Orden ECU/1254/2026 no protege al profesorado, incrementa la burocracia y perpet&amp;uacute;a la desprotecci&amp;oacute;n laboral en las actividades fuera del recinto escolar.&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;b&gt;Zaragoza, 11 de septiembre de 2026 &amp;ndash;&lt;/b&gt; Las cinco organizaciones sindicales con representaci&amp;oacute;n en la Mesa Sectorial de Educaci&amp;oacute;n de Arag&amp;oacute;n (CSIF, CGT, CCOO, STEA-i y UGT) han emitido un frente com&amp;uacute;n para trasladar una postura firme e inquebrantable tras la publicaci&amp;oacute;n de la Orden ECU/1254/2026, de 18 de agosto.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&amp;nbsp;Frente a los mensajes que el Departamento de Educaci&amp;oacute;n est&amp;aacute; difundiendo a la opini&amp;oacute;n p&amp;uacute;blica, los sindicatos son rotundos: nuestra seguridad jur&amp;iacute;dica es lo primero y no se puede dar por resuelta con parches normativos que solo generan propaganda y m&amp;aacute;s carga administrativa.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;A pesar de que la Administraci&amp;oacute;n afirma que la nueva Orden proporciona seguridad jur&amp;iacute;dica, las organizaciones sindicales denuncian que la regulaci&amp;oacute;n aprobada no supone ning&amp;uacute;n avance pr&amp;aacute;ctico ni aporta soluciones de fondo a los problemas y responsabilidades a los que se enfrenta el profesorado en salidas, viajes de estudio o intercambios. La normativa mantiene las mismas condiciones precarias de cursos anteriores e introduce, adem&amp;aacute;s, un volumen inasumible de burocracia y papeleo que asfixia la labor docente sin ofrecer garant&amp;iacute;as reales.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Las organizaciones recuerdan que la propia Orden reconoce su car&amp;aacute;cter transitorio y la posibilidad de acordar condiciones de trabajo en la negociaci&amp;oacute;n colectiva. Cuestiones cruciales que afectan de lleno a las funciones, responsabilidades, jornada, descansos y compensaciones del personal docente han sido obviadas sin un proceso negociador real.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Por ello, las cinco entidades han vuelto a solicitar por escrito a la Secretar&amp;iacute;a General T&amp;eacute;cnica del Departamento de Educaci&amp;oacute;n la apertura inmediata de una mesa de negociaci&amp;oacute;n.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:16px; margin-right:40px; margin-bottom:16px; margin-left:40px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;i&gt;&amp;quot;Nuestra seguridad jur&amp;iacute;dica es lo primero. La Administraci&amp;oacute;n no puede pretender que el profesorado asuma responsabilidades en salidas y viajes escolares sin un marco laboral garantista, negociado y con verdaderas coberturas.&amp;quot;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="border:none; margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span lang="es" style="color:black"&gt;Exigencias del colectivo sindical:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="border:none; margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Seguridad jur&amp;iacute;dica real: Exigencia de una regulaci&amp;oacute;n definitiva y verdaderamente garantista que ampare legalmente al profesorado en el desarrollo de cualquier actividad fuera del recinto escolar.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="border:none; margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Garant&amp;iacute;a de voluntariedad: Recordatorio expreso a centros y equipos directivos de que la participaci&amp;oacute;n docente en estas actividades es estrictamente voluntaria, tal como fija la normativa de organizaci&amp;oacute;n y funcionamiento.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="border:none; margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Negociaci&amp;oacute;n formal de condiciones laborales: Regulaci&amp;oacute;n clara e inmediata de los tiempos de descanso, la jornada, las compensaciones y la cobertura de riesgos asociados a estas salidas.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="border:none; margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Eliminaci&amp;oacute;n del exceso burocr&amp;aacute;tico: Supresi&amp;oacute;n del papeleo innecesario que entorpece la labor pedag&amp;oacute;gica sin aportar seguridad pr&amp;aacute;ctica alguna.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="border:none; margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Los sindicatos aclaran que esta denuncia no cuestiona la importancia pedag&amp;oacute;gica de las actividades extraescolares ni la autonom&amp;iacute;a de los centros, sino &lt;b&gt;la falta de amparo a los profesionales &lt;/b&gt;que las ejecutan. CSIF, CGT, CCOO, STEA-i y UGT mantendr&amp;aacute;n su presi&amp;oacute;n sindical hasta conseguir una normativa definitiva, pactada y que ponga en el centro los derechos y la protecci&amp;oacute;n del personal docente.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;b&gt;Contactos con la Organizaciones Sindicales:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;b&gt;CSIF &amp;ndash; Central Sindical Independiente y de Funcionarios &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;b&gt;CGT &amp;ndash; Confederaci&amp;oacute;n General del Trabajo&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;b&gt;CCOO &amp;ndash; Comisiones Obreras&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;b&gt;STEA-i &amp;ndash; Sindicato de Trabajadoras y Trabajadores de la Ense&amp;ntilde;anza de Arag&amp;oacute;n&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;b&gt;UGT &amp;ndash; Uni&amp;oacute;n General de Trabajadoras y Trabajadores&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/96668</guid><title>CSIF exige una actuaci&#xF3;n inmediata ante la situaci&#xF3;n de la Inspecci&#xF3;n Educativa en Huesca y advierte de movilizaciones si no hay una soluci&#xF3;n</title><pubDate>Tue, 15 Sep 26 09:30:00 CEST</pubDate><link>https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/96668</link><dc:creator xmlns:dc="dc">alberto.miranda.sanroman</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>&#xDA;ltimas noticias</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/copia-de-copia-de-apertura-cyl-5-1789459598.png" type="image/png" medium="image"><media:credit/><media:title>Arag&#xF3;n - Educaci&#xF3;n Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Desde CSIF, &lt;b&gt;volvemos a denunciar p&amp;uacute;blicamente la situaci&amp;oacute;n que se est&amp;aacute; produciendo en la provincia de Huesca en relaci&amp;oacute;n con la actuaci&amp;oacute;n de la Inspecci&amp;oacute;n Educativa. &lt;/b&gt;&amp;nbsp;Exigimos a Educaci&amp;oacute;n que tome partido urgentemente para poner fin a esta forma de proceder, puesto que la existencia de criterios diferenciados entre provincias genera inseguridad jur&amp;iacute;dica, incrementa la carga burocr&amp;aacute;tica de los centros y dificulta el normal desarrollo de la actividad docente.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;A ello se suma la existencia de &lt;b&gt;cambios sucesivos de criterio e instrucciones durante el propio curso&lt;/b&gt; que obligan a los centros a rehacer documentaci&amp;oacute;n y modificar procedimientos ya iniciados, lo que aumenta, a su vez, a&amp;uacute;n m&amp;aacute;s la ya excesiva carga burocr&amp;aacute;tica que sufre el profesorado del resto de Arag&amp;oacute;n, incrementando as&amp;iacute; la diferencia entre Huesca y el resto de provincias.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Del mismo modo, pedimos que se respete la capacidad para trabajar en la mejora de las condiciones laborales de nuestros compa&amp;ntilde;eros, y eso pasa entre otros, porque podamos describir sin tapujos las situaciones que nos trasladan los compa&amp;ntilde;eros de los centros educativos sin temor a represalias o expedientes disciplinarios.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Ante la gravedad de la situaci&amp;oacute;n, &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;exigimos una &lt;b&gt;reuni&amp;oacute;n urgente e improrrogable&lt;/b&gt; con el director provincial de Educaci&amp;oacute;n de Huesca. La paciencia del profesorado y de los equipos directivos &lt;b&gt;ha llegado a su l&amp;iacute;mite&lt;/b&gt;. Si la Administraci&amp;oacute;n no se sienta, escucha la realidad del profesorado de Huesca y sale de ese despacho con &lt;b&gt;compromisos firmes y resoluciones inmediatas&lt;/b&gt;, &lt;b&gt;no nos temblar&amp;aacute; la mano para escalar el conflicto&lt;/b&gt;&lt;b&gt; y&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt; buscar soluciones a esta situaci&amp;oacute;n que se da en Huesca. &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Consideramos que ya no es suficiente con trasladar quejas puntuales. Es necesario que la Administraci&amp;oacute;n escuche los numerosos problemas existentes y adopte &lt;b&gt;medidas concretas para corregir las actuaciones arbitrarias que se vienen produciendo&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Desde CSIF reclamamos:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;ul&gt;&#xD;
	&lt;li style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="tab-stops:list 36.0pt"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Criterios homog&amp;eacute;neos de actuaci&amp;oacute;n de la Inspecci&amp;oacute;n Educativa en las tres provincias aragonesas.&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="tab-stops:list 36.0pt"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Fin de las interpretaciones subjetivas y personales de la normativa&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt; que generan desigualdad entre centros.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="tab-stops:list 36.0pt"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Reducci&amp;oacute;n de la &lt;b&gt;carga burocr&amp;aacute;tica y documental&lt;/b&gt; que soportan los equipos directivos y docentes.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="tab-stops:list 36.0pt"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Garant&amp;iacute;as de &lt;b&gt;seguridad jur&amp;iacute;dica para docentes y equipos directivos&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="tab-stops:list 36.0pt"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Respeto a la &lt;b&gt;actividad de los representantes de los trabajadores&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
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&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Times New Roman&amp;quot;,serif"&gt;Exigimos a la Administraci&amp;oacute;n educativa que act&amp;uacute;e, abra un di&amp;aacute;logo real y ponga soluciones. &lt;b&gt;De lo contrario, ser&amp;aacute; la movilizaci&amp;oacute;n la que ponga sobre la mesa un problema en el que la Administraci&amp;oacute;n lleva demasiado tiempo sin resolver.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/96698</guid><title>CSIF inicia movilizaciones por el deterioro del sistema educativo, de la profesi&#xF3;n docente y por la ausencia de reformas estructurales: exigimos un Pacto de Estado para reformular la educaci&#xF3;n</title><pubDate>Tue, 15 Sep 26 13:06:00 CEST</pubDate><link>https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/96698</link><dc:creator xmlns:dc="dc">maria-dolores.gomez.martinez</dc:creator><dcterms:alternative xmlns:dcterms="dcterms">Nos hemos movilizado&#xA0;frente del Ministerio de Educaci&#xF3;n, FP y Deportes&#xA0; para exigir el liderazgo del Gobierno en la mejora de la educaci&#xF3;n, acabar con las desigualdades entre comunidades aut&#xF3;nomas y mejorar la profesi&#xF3;n docente a trav&#xE9;s del Estatuto prometido en la ley Org&#xE1;nica de Educaci&#xF3;n....</dcterms:alternative><description>Nos hemos movilizado&#xA0;frente del Ministerio de Educaci&#xF3;n, FP y Deportes&#xA0; para exigir el liderazgo del Gobierno en la mejora de la educaci&#xF3;n, acabar con las desigualdades entre comunidades aut&#xF3;nomas y mejorar la profesi&#xF3;n docente a trav&#xE9;s del Estatuto prometido en la ley Org&#xE1;nica de Educaci&#xF3;n....</description><content:encoded xmlns:content="content">&lt;p style="text-align: justify;"&gt;&lt;span style="font-family: Arial, sans-serif; font-size: 12pt;"&gt;La Central Sindical Independiente y de Funcionarios (CSIF), sindicato m&amp;aacute;s representativo en las administraciones p&amp;uacute;blicas,se ha movilizado hoy&amp;nbsp;&lt;/span&gt;&lt;b style="font-family: Arial, sans-serif; font-size: 12pt;"&gt;frente del Ministerio de Educaci&amp;oacute;n&lt;/b&gt;&lt;span style="font-family: Arial, sans-serif; font-size: 12pt;"&gt;, FP y Deportes&amp;nbsp; para exigir el liderazgo del Gobierno en la mejora de la educaci&amp;oacute;n, acabar con las desigualdades entre comunidades aut&amp;oacute;nomas y mejorar la profesi&amp;oacute;n docente a trav&amp;eacute;s del Estatuto prometido en la ley Org&amp;aacute;nica de Educaci&amp;oacute;n.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;CSIF considera que los resultados obtenidos por Espa&amp;ntilde;a en el &amp;uacute;ltimo informe PISA -los peores de toda su serie hist&amp;oacute;rica, con ca&amp;iacute;das en Matem&amp;aacute;ticas y Ciencias con p&amp;eacute;rdida de dos cursos en Lectura- y nuestro propio diagn&amp;oacute;stico refuerzan la necesidad de una reformulaci&amp;oacute;n urgente de nuestro sistema educativo mediante un Pacto de Estado por la Educaci&amp;oacute;n. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,sans-serif"&gt;Dicho Pacto de Estado debe tener como principales ejes: estabilidad normativa, incremento de la inversi&amp;oacute;n en educaci&amp;oacute;n hasta el 7 por ciento del PIB, eliminar diferencias en financiaci&amp;oacute;n entre CCAA, reducci&amp;oacute;n de ratios y un Estatuto Docente para reforzar de las plantillas, bajar la interinidad y mejorar las condiciones laborales del profesorado. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/96707</guid><title>Manifiesto de la concentraci&#xF3;n de hoy frente al Ministerio de Educaci&#xF3;n, FP y Deportes</title><pubDate>Tue, 15 Sep 26 15:37:00 CEST</pubDate><link>https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/96707</link><dc:creator xmlns:dc="dc">jose-luis.narbona.moreno</dc:creator><dcterms:alternative xmlns:dcterms="dcterms">Concentraci&#xF3;n en defensa de la Educaci&#xF3;n P&#xFA;blica  ante el Ministerio de Educaci&#xF3;n &#xB7; 15 de septiembre de 2026</dcterms:alternative><description>Concentraci&#xF3;n en defensa de la Educaci&#xF3;n P&#xFA;blica  ante el Ministerio de Educaci&#xF3;n &#xB7; 15 de septiembre de 2026</description><category>Negociaciones y acuerdos</category><category>Normativa</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/img-20260915-122039-1789479807.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Arag&#xF3;n - Educaci&#xF3;n Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p style="margin-bottom:13px; text-align:justify"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="line-height:150%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;Compa&amp;ntilde;eras y compa&amp;ntilde;eros, buenos d&amp;iacute;as.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:13px; text-align:justify"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="line-height:150%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;Estamos aqu&amp;iacute;, ante el Ministerio de Educaci&amp;oacute;n, porque el curso ha vuelto a empezar con los mismos problemas de siempre, y esta vez con una prueba en la mano que no admite discusi&amp;oacute;n.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:13px; text-align:justify"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="line-height:150%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;Hace apenas una semana se public&amp;oacute; el informe PISA 2025. Y Espa&amp;ntilde;a ha firmado &lt;b&gt;los peores resultados de toda su historia&lt;/b&gt;: por debajo de la media de la OCDE y de la Uni&amp;oacute;n Europea en lectura, en matem&amp;aacute;ticas y en ciencias. En lectura hemos ca&amp;iacute;do al peor dato desde que existe el informe. Uno de cada tres alumnos de quince a&amp;ntilde;os no alcanza el nivel m&amp;iacute;nimo. Y en la cima, solo dos de cada cien llegan a la excelencia, frente a seis en los pa&amp;iacute;ses de nuestro entorno.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:13px; text-align:justify"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="line-height:150%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;Pero escuchen bien esto, porque es lo m&amp;aacute;s importante: &lt;b&gt;la causa no la ponemos nosotros. La escribe el propio informe.&lt;/b&gt; PISA dice que el 49% de nuestro alumnado estudia en centros donde falta profesorado, y que &lt;b&gt;siete de cada diez&lt;/b&gt; lo hacen en centros a los que les falta personal de apoyo, m&amp;aacute;s del doble que en la OCDE. Llevamos a&amp;ntilde;os denunci&amp;aacute;ndolo, y ahora PISA le pone cifra. No es una opini&amp;oacute;n sindical: es un diagn&amp;oacute;stico internacional.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:13px; text-align:justify"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="line-height:150%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;Y hay un dato que resume la injusticia de nuestro sistema mejor que ning&amp;uacute;n otro: entre la comunidad que mejor punt&amp;uacute;a y la que peor, hay &lt;b&gt;casi cien puntos de diferencia&lt;/b&gt; en lectura. La propia OCDE calcula que veinte puntos son un curso escolar. Es decir: &lt;b&gt;m&amp;aacute;s de dos cursos de diferencia entre nacer en un sitio o en otro dentro del mismo pa&amp;iacute;s.&lt;/b&gt; Eso no es un sistema educativo: son diecisiete, y algunos abandonando a su suerte a toda una generaci&amp;oacute;n.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:13px; text-align:justify"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="line-height:150%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;Nos dir&amp;aacute;n que la ratio ha mejorado, que casi hemos vuelto a los niveles de antes de los recortes. Es un espejismo, y lo sabemos con los n&amp;uacute;meros delante. La ratio no ha mejorado por inversi&amp;oacute;n: ha mejorado porque hay 88.000 alumnos menos y porque se ha contratado a docentes con &lt;b&gt;fondos europeos que caducan el 31 de agosto de 2027.&lt;/b&gt; Es una plantilla con fecha de caducidad. Cuando esos fondos se acaben, el problema volver&amp;aacute;, m&amp;aacute;s grande.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:13px; text-align:justify"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="line-height:150%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;Mientras tanto, la interinidad supera el 30%, cuando Espa&amp;ntilde;a se comprometi&amp;oacute; con Europa a bajarla al 8%. Y el sistema se sostiene, un a&amp;ntilde;o m&amp;aacute;s, a costa del bolsillo del profesorado: el gasto real por docente ha ca&amp;iacute;do un 11% en la &amp;uacute;ltima d&amp;eacute;cada. Se pide m&amp;aacute;s con menos, a menos manos y peor pagadas.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-bottom:13px; text-align:justify"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="line-height:150%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;Y una &amp;uacute;ltima verdad, la que nadie puede rebatirle a este Ministerio. Los dos &amp;uacute;nicos territorios que gestiona &lt;b&gt;directamente&lt;/b&gt; el Ministerio de Educaci&amp;oacute;n, Ceuta y Melilla, son precisamente los que peores indicadores presentan de toda Espa&amp;ntilde;a. As&amp;iacute; que, antes de mirar hacia las comunidades, que el Ministerio empiece por cumplir all&amp;iacute; donde manda solo.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-bottom:13px; text-align:justify"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="line-height:150%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;Porque esa es nuestra posici&amp;oacute;n, y que quede clara: &lt;b&gt;cada uno responde de lo suyo.&lt;/b&gt; No venimos a hacer la guerra a un gobierno ni a favor de otro. CSIF exige al Ministerio lo que es del Ministerio, y a cada comunidad lo que es de cada comunidad. No tapamos a nadie. No exculpamos a nadie. Somos el sindicato profesional e independiente, y por eso somos los &amp;uacute;nicos que podemos pedir cuentas a todos a la vez.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:8px; margin-bottom:11px"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;&lt;b&gt;Por eso, hoy, aqu&amp;iacute;, exigimos:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-bottom:8px; margin-left:20px; text-indent:-15.0pt"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="line-height:141%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;&lt;b&gt;&lt;span style="color:#e84898"&gt;&#x25B8;&amp;nbsp; &lt;/span&gt;Reforma del acceso docente y estabilidad para el sistema educativo.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-bottom:8px; margin-left:20px; text-indent:-15.0pt"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="line-height:141%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;&lt;b&gt;&lt;span style="color:#e84898"&gt;&#x25B8;&amp;nbsp; &lt;/span&gt;Reducci&amp;oacute;n de ratios y de horario lectivo, sin m&amp;aacute;s dilaci&amp;oacute;n.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-bottom:8px; margin-left:20px; text-indent:-15.0pt"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="line-height:141%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;&lt;b&gt;&lt;span style="color:#e84898"&gt;&#x25B8;&amp;nbsp; &lt;/span&gt;Un Plan Nacional de Equiparaci&amp;oacute;n Retributiva Docente&lt;/b&gt;, para que un maestro no cobre distinto seg&amp;uacute;n d&amp;oacute;nde trabaje.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-bottom:8px; margin-left:20px; text-indent:-15.0pt"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="line-height:141%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;&lt;b&gt;&lt;span style="color:#e84898"&gt;&#x25B8;&amp;nbsp; &lt;/span&gt;Financiaci&amp;oacute;n por ley del 7% del PIB&lt;/b&gt; para la educaci&amp;oacute;n p&amp;uacute;blica.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-bottom:8px; margin-left:20px; text-indent:-15.0pt"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="line-height:141%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;&lt;b&gt;&lt;span style="color:#e84898"&gt;&#x25B8;&amp;nbsp; &lt;/span&gt;&lt;/b&gt;Y, por encima de todo, un &lt;b&gt;Estatuto Docente&lt;/b&gt; que llevan a&amp;ntilde;os debi&amp;eacute;ndonos, y un &lt;b&gt;Pacto de Estado por la Educaci&amp;oacute;n&lt;/b&gt; que la ponga por fin a salvo de los vaivenes pol&amp;iacute;ticos.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:11px; margin-bottom:13px; text-align:justify"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="line-height:150%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;La educaci&amp;oacute;n no es de un partido ni de un gobierno. Es de todos. Es una cuesti&amp;oacute;n de Estado. Y una generaci&amp;oacute;n entera no puede esperar a 2028, ni a la siguiente ley, ni a las siguientes elecciones.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-bottom:13px; text-align:justify"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="line-height:150%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;Ministerio: los datos son tuyos, la competencia es tuya, y la responsabilidad, tambi&amp;eacute;n. &lt;b&gt;&lt;span style="color:#e84898"&gt;Ministerio, cumple.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:11px"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;&lt;b&gt;&lt;span style="font-size:17.0pt"&gt;&lt;span style="color:#2e8b3a"&gt;Muchas gracias. &amp;iexcl;Viva la educaci&amp;oacute;n p&amp;uacute;blica!&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:11px align="center"&gt;&lt;span style="font-size:15pt"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#1a1a1a"&gt;&lt;b&gt;&lt;span style="font-size:17.0pt"&gt;&lt;span style="color:#2e8b3a"&gt;&lt;img alt="" src="https://www.csif.es/uploads/articulo/imagenesTexto/6aaa15d78a8a1.jpg" style="width: 950px; height: 1187px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/97325</guid><title>La semana en clave CSIF. &#xBF;Qu&#xE9; ha hecho CSIF por ti esta semana?</title><pubDate>Tue, 13 Oct 26 13:26:00 CEST</pubDate><link>https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/97325</link><dc:creator xmlns:dc="dc">alberto.miranda.sanroman</dc:creator><dcterms:alternative xmlns:dcterms="dcterms">Acci&#xF3;n sindical de CSIF Educaci&#xF3;n Arag&#xF3;n durante el curso 2026/2027, organizada por semanas. &#xDA;ltima revisi&#xF3;n: 23 de octubre de 2026.</dcterms:alternative><description>Acci&#xF3;n sindical de CSIF Educaci&#xF3;n Arag&#xF3;n durante el curso 2026/2027, organizada por semanas. &#xDA;ltima revisi&#xF3;n: 23 de octubre de 2026.</description><category>CSIF Informa</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/la-semana-en-clave-csif-aragon-1792151109.png" type="image/png" medium="image"><media:credit/><media:title>Arag&#xF3;n - Educaci&#xF3;n Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;style type="text/css"&gt;#sc-weekly{font-family:Arial,Helvetica,sans-serif;color:#24332a;line-height:1.5;container-type:inline-size}#sc-weekly *{box-sizing:border-box}#sc-weekly .sc-intro{padding:20px;background:#f2f8f4;border-left:5px solid #007a2f;border-radius:8px}#sc-weekly .sc-intro strong{color:#007a2f;font-size:22px}#sc-weekly .sc-intro p{margin:8px 0;font-size:15px}#sc-weekly .sc-nav{display:flex;gap:10px;margin:16px 0}#sc-weekly .sc-nav a{color:#007a2f;padding:6px 14px;border:1px solid #cddfd2;border-radius:20px;text-decoration:none}#sc-weekly .sc-month{display:flex;align-items:center;gap:12px;margin:28px 0 12px;font-size:15px;letter-spacing:2px;text-transform:uppercase;color:#007a2f}#sc-weekly .sc-month:after{content:"";height:1px;background:#cddfd2;flex:1}#sc-weekly .sc-month span{background:#e8f3ec;border-radius:5px;padding:5px 12px}#sc-weekly .sc-week{margin:0 0 12px;border:1px solid #d9e4dc;border-radius:10px;overflow:hidden;background:#fff}#sc-weekly summary{cursor:pointer;padding:15px 18px;background:#f6faf7;font-weight:bold;font-size:17px}#sc-weekly summary:focus-visible,#sc-weekly a:focus-visible{outline:3px solid #e6458f;outline-offset:3px}#sc-weekly summary small{font-weight:normal;font-size:12px;color:#65746a;margin-left:8px}#sc-weekly .sc-week[open]&gt;summary{border-bottom:1px solid #d9e4dc;border-left:5px solid #e6458f}#sc-weekly .sc-row{display:grid;grid-template-columns:112px minmax(0,1fr);gap:16px;padding:18px;border-bottom:1px solid #e9eeeb}#sc-weekly .sc-row:last-child{border-bottom:0}#sc-weekly .sc-row img,#sc-weekly .sc-thumb{width:112px;height:78px;object-fit:contain;background:#f0f5f1;border-radius:6px;display:block}#sc-weekly .sc-thumb{display:flex;justify-content:center;align-items:center;text-align:center;color:#007a2f;font-weight:bold;font-size:15px}#sc-weekly .sc-meta{font-size:12px;color:#637369}#sc-weekly h3{margin:5px 0 7px;font-size:17px;line-height:1.35;color:#24332a;font-weight:bold}#sc-weekly .sc-row p{margin:0 0 8px;font-size:14px;color:#56645c}#sc-weekly .sc-row a{color:#007a2f;font-size:14px;font-weight:bold;text-decoration:underline;text-underline-offset:3px}#sc-weekly .sc-note{margin:0;padding:12px 18px;font-size:13px;color:#65746a;background:#fafcfb}#sc-weekly .sc-help{border-top:3px solid #e6458f;margin-top:25px;padding-top:12px}#sc-weekly .sc-help h2{font-size:19px;color:#007a2f}#sc-weekly .sc-footer{font-size:12px;color:#637369;margin-top:18px}@container(max-width:480px){#sc-weekly .sc-row{grid-template-columns:76px minmax(0,1fr);gap:10px;padding:13px}#sc-weekly .sc-row img,#sc-weekly .sc-thumb{width:76px;height:62px}#sc-weekly h3{font-size:15px}#sc-weekly summary{font-size:15px;padding:13px}#sc-weekly summary small{display:block;margin-left:0}}&#xD;
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&lt;section id="sc-weekly"&gt;&#xD;
&lt;div class="sc-intro"&gt;&lt;strong&gt;La semana en clave CSIF &amp;middot; Curso 26/27&lt;/strong&gt;&#xD;
&lt;p&gt;Qu&amp;eacute; ha hecho CSIF por ti: reivindicaciones, denuncias, movilizaciones y seguimiento de acuerdos, semana a semana.&lt;/p&gt;&#xD;
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&lt;p&gt;Archivo de actuaciones sindicales de CSIF Educaci&amp;oacute;n Arag&amp;oacute;n, organizado por semanas. &amp;Uacute;ltima revisi&amp;oacute;n: 23 de octubre de 2026.&lt;/p&gt;&#xD;
&lt;/div&gt;&#xD;
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&lt;nav aria-label="Meses" class="sc-nav"&gt;&lt;a href="#sc-octubre"&gt;Octubre&lt;/a&gt;&lt;a href="#sc-septiembre"&gt;Septiembre&lt;/a&gt;&lt;a href="#sc-agosto"&gt;Agosto&lt;/a&gt;&lt;/nav&gt;&#xD;
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&lt;h2 class="sc-month" id="sc-octubre"&gt;&lt;span&gt;Octubre 2026&lt;/span&gt;&lt;/h2&gt;&#xD;
&lt;!-- SEMANA 2026-10-19: selecci&#xF3;n editorial manual --&gt;&#xD;
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&lt;details class="sc-week sc-current" data-inicio="2026-10-19" open=""&gt;&lt;summary&gt;Del 19 al 23 de octubre&lt;small&gt;&lt;span class="sc-now"&gt;Actualizada hasta el 23 de octubre&lt;/span&gt;5 noticias&lt;/small&gt;&lt;/summary&gt;&#xD;
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&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/csif-exige-mejoras-en-muface-1792742753.png" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-10-23"&gt;23/10/2026&lt;/time&gt;&lt;/div&gt;&#xD;
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&lt;h3&gt;CSIF exige mejoras en la asistencia sanitaria y las prestaciones de MUFACE&lt;/h3&gt;&#xD;
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&lt;p&gt;En el Consejo General de MUFACE, CSIF reclam&amp;oacute; financiaci&amp;oacute;n estable, mejor acceso a la asistencia sanitaria y mejoras en prestaciones, servicios y atenci&amp;oacute;n al mutualista.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/98823"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/csif-impulsa-la-carrera-docente-1792665110.png" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-10-22"&gt;22/10/2026&lt;/time&gt;&lt;/div&gt;&#xD;
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&lt;h3&gt;CSIF reclama la creaci&amp;oacute;n del Cuerpo de Maestros S&amp;eacute;nior para impulsar la carrera profesional docente&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;CSIF pide una v&amp;iacute;a de progresi&amp;oacute;n profesional y retributiva desde los seis a&amp;ntilde;os de antig&amp;uuml;edad, sin cambiar de puesto ni abandonar las ense&amp;ntilde;anzas de Infantil y Primaria.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/98776"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/1792660797-logotipo-del-ministerio-de-ciencia-innovacion-y-universidades-1737369472.png" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-10-22"&gt;22/10/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;Funci&amp;oacute;n P&amp;uacute;blica garantiza subida salarial para 2027: exigimos su aprobaci&amp;oacute;n por RDL antes de las elecciones para blindar tus derechos&lt;/h3&gt;&#xD;
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&lt;p&gt;CSIF obtuvo el compromiso de una subida fija del 4,5 % en 2027 y un 0,5 % adicional vinculado al IPC, y exige aprobarla por real decreto-ley antes de las elecciones.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/98768"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/1792526779-universidad-1708619888.jpg" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-10-20"&gt;20/10/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;La convocatoria electoral deja sin aplicar la reducci&amp;oacute;n de ratios y de horario lectivo que se anunci&amp;oacute; como eje de &amp;laquo;la legislatura del profesorado&amp;raquo;&lt;/h3&gt;&#xD;
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&lt;p&gt;CSIF denuncia que la disoluci&amp;oacute;n de las Cortes deja en suspenso la rebaja de ratios en Primaria y ESO y la reducci&amp;oacute;n del horario lectivo, y reclama que estas medidas no queden aplazadas.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/98685"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/copia-de-mesaa-tecnica-post-para-instagram-1792482641.png" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-10-20"&gt;20/10/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;Mesa sectorial de educaci&amp;oacute;n 20/10/26&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;CSIF respald&amp;oacute; la propuesta de especialidades para las oposiciones de 2027, pero reclam&amp;oacute; m&amp;aacute;s plazas para reducir la interinidad docente, cercana al 40 % en Arag&amp;oacute;n.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/98638"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&lt;/details&gt;&#xD;
&lt;!-- SEMANA 2026-10-12: selecci&#xF3;n editorial manual --&gt;&#xD;
&#xD;
&lt;details class="sc-week" data-inicio="2026-10-12"&gt;&lt;summary&gt;Del 12 al 16 de octubre&lt;small&gt;3 noticias&lt;/small&gt;&lt;/summary&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/1792138472-logo-muface2024-1733162058.jpg" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-10-16"&gt;16/10/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;Acci&amp;oacute;n internacional en Bruselas en defensa de MUFACE y del mutualismo administrativo&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;CSIF ha llevado a Bruselas la problem&amp;aacute;tica del mutualismo administrativo, denunciando el deterioro de la asistencia sanitaria y reclamando soluciones ante las instituciones europeas.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/nacional/educacion/98487"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/huelga-educativa-en-huesca-1792063569.png" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-10-15"&gt;15/10/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;Huelga educativa en Huesca: el profesorado se moviliza para exigir cambios en la Inspecci&amp;oacute;n Educativa&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;La huelga del 14 de octubre super&amp;oacute; el 50 % de seguimiento, seg&amp;uacute;n los sindicatos, y reuni&amp;oacute; a cerca de 2.000 personas. CSIF y las dem&amp;aacute;s organizaciones reclaman cambios en la Inspecci&amp;oacute;n Educativa.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/98432"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/universidad-1-1791975884.png" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-10-14"&gt;14/10/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;CSIF analiza el RD 723/2026: nuevos derechos y garant&amp;iacute;as de transparencia y previsibilidad laboral para el personal de las universidades p&amp;uacute;blicas.&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;CSIF detalla las garant&amp;iacute;as de informaci&amp;oacute;n y previsibilidad laboral del RD 723/2026 para el personal universitario y exige su cumplimiento a rectorados y gerencias.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/castillayleon/educacion/98362"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&lt;/details&gt;&#xD;
&lt;!-- SEMANA 2026-10-05: selecci&#xF3;n editorial manual --&gt;&#xD;
&#xD;
&lt;details class="sc-week" data-inicio="2026-10-05"&gt;&lt;summary&gt;Del 5 al 9 de octubre&lt;small&gt;3 noticias&lt;/small&gt;&lt;/summary&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/posicion-de-csif-foto-1791308661.jpg" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-10-06"&gt;06/10/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;Posici&amp;oacute;n de CSIF ante la Crisis de la vivienda y la Huelga General&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;CSIF explica su posici&amp;oacute;n ante la crisis de la vivienda y la convocatoria de huelga general, y defiende que la movilizaci&amp;oacute;n se centre en los derechos laborales y la mejora de los servicios p&amp;uacute;blicos.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/98001"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/bright-modern-classroom-interior-1791281826.png" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-10-05"&gt;05/10/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;CSIF exige que la ley que reduce ratios y horario lectivo se apruebe por Real Decreto-Ley, tras el adelanto de elecciones&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;CSIF pide aprobar por real decreto-ley la reducci&amp;oacute;n de ratios y del horario lectivo para evitar que el adelanto electoral paralice estas medidas.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/nacional/general/97865"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/csif-pide-a-pedro-sanchez-1791197117.jpg" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-10-05"&gt;05/10/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;CSIF pide a Pedro S&amp;aacute;nchez que cumpla los acuerdos salariales y de mejora de condiciones laborales ante el adelanto electoral&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;CSIF reclama que se cumplan los compromisos salariales y de mejora laboral acordados y que se convoque su seguimiento para evitar que queden paralizados por el adelanto electoral.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/nacional/educacion/97843"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&lt;/details&gt;&#xD;
&#xD;
&lt;h2 class="sc-month" id="sc-septiembre"&gt;&lt;span&gt;Septiembre 2026&lt;/span&gt;&lt;/h2&gt;&#xD;
&lt;!-- SEMANA 2026-09-28: selecci&#xF3;n editorial manual --&gt;&#xD;
&#xD;
&lt;details class="sc-week" data-inicio="2026-09-28"&gt;&lt;summary&gt;Del 28 de septiembre al 2 de octubre&lt;small&gt;1 noticia&lt;/small&gt;&lt;/summary&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/1790856528-csifuniversidad-1708703754.jpg.webp" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-10-01"&gt;01/10/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;CSIF recurre ante el tribunal supremo la exclusi&amp;oacute;n del profesorado laboral permanente en el acceso a la carrera judicial&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;Recurso para defender el acceso del profesorado laboral permanente de las universidades p&amp;uacute;blicas.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/97676"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&lt;/details&gt;&#xD;
&lt;!-- SEMANA 2026-09-21: selecci&#xF3;n editorial manual --&gt;&#xD;
&#xD;
&lt;details class="sc-week" data-inicio="2026-09-21"&gt;&lt;summary&gt;Del 21 al 25 de septiembre&lt;small&gt;4 noticias&lt;/small&gt;&lt;/summary&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/temperaturas-1790328177.png.webp" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-09-25"&gt;25/09/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;CSIF da un ultim&amp;aacute;tum de tres meses al Gobierno de Arag&amp;oacute;n para garantizar temperaturas adecuadas en los centros educativos antes de la v&amp;iacute;a judicial&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;Exigimos actuaciones para garantizar unas condiciones t&amp;eacute;rmicas adecuadas en los centros.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/97255"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/imagen-2026-09-23-111920703-1790156678.png.webp" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-09-23"&gt;23/09/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;CSIF exige una vivienda digna para el profesorado: ense&amp;ntilde;ar no puede costar dinero&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;Campa&amp;ntilde;a por ayudas, vivienda p&amp;uacute;blica, soluciones en el medio rural y actualizaci&amp;oacute;n del kilometraje.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/97144"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/1790077128-o6ht55i7njmmjqqn3ripclq3uq-1708499740.jpg.webp" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-09-22"&gt;22/09/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;CSIF exige financiaci&amp;oacute;n real, recuperaci&amp;oacute;n salarial para PDI y PTGAS y el fin de la privatizaci&amp;oacute;n en la Universidad P&amp;uacute;blica&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;Reivindicamos financiaci&amp;oacute;n y recuperaci&amp;oacute;n de derechos laborales en las universidades p&amp;uacute;blicas.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/97080"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/religion-1790079177.jpg.webp" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-09-22"&gt;22/09/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;CSIF solicita instrucciones claras para regular la situaci&amp;oacute;n de los docentes de Religi&amp;oacute;n en Infantil y Primaria&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;Petici&amp;oacute;n registrada para clarificar las condiciones y la organizaci&amp;oacute;n del trabajo de este profesorado.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/97086"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&lt;/details&gt;&#xD;
&lt;!-- SEMANA 2026-09-14: selecci&#xF3;n editorial manual --&gt;&#xD;
&#xD;
&lt;details class="sc-week" data-inicio="2026-09-14"&gt;&lt;summary&gt;Del 14 al 18 de septiembre&lt;small&gt;3 noticias&lt;/small&gt;&lt;/summary&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;span class="sc-thumb"&gt;CSIF&lt;br /&gt;&#xD;
Educaci&amp;oacute;n&lt;/span&gt;&#xD;
&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-09-15"&gt;15/09/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;CSIF inicia movilizaciones por el deterioro del sistema educativo, de la profesi&amp;oacute;n docente y por la ausencia de reformas estructurales: exigimos un Pacto de Estado para reformular la educaci&amp;oacute;n&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;Concentraci&amp;oacute;n ante el Ministerio para exigir mejoras del sistema educativo y de la profesi&amp;oacute;n docente.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/96698"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/copia-de-copia-de-apertura-cyl-5-1789459598.png.webp" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-09-15"&gt;15/09/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;CSIF exige una actuaci&amp;oacute;n inmediata ante la situaci&amp;oacute;n de la Inspecci&amp;oacute;n Educativa en Huesca y advierte de movilizaciones si no hay una soluci&amp;oacute;n&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;Reclamamos una soluci&amp;oacute;n inmediata y advertimos de nuevas medidas de presi&amp;oacute;n.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/96668"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/copia-de-copia-de-apertura-cyl-3-1789372999.png" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-09-14"&gt;14/09/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;CSIF exige explicaciones por la falta de ejecuci&amp;oacute;n de los fondos Aralecto y Arcomat&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;Solicitamos explicaciones y transparencia sobre la ejecuci&amp;oacute;n de estos fondos educativos.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/96601"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;p class="sc-note"&gt;Documento de apoyo a la movilizaci&amp;oacute;n: &lt;a href="https://www.csif.es/es/articulo/aragon/educacion/96707"&gt;Manifiesto de la concentraci&amp;oacute;n de hoy frente al Ministerio de Educaci&amp;oacute;n, FP y Deportes&lt;/a&gt; &amp;middot; 15/09/2026.&lt;/p&gt;&#xD;
&lt;/details&gt;&#xD;
&lt;!-- SEMANA 2026-09-07: selecci&#xF3;n editorial manual --&gt;&#xD;
&#xD;
&lt;details class="sc-week" data-inicio="2026-09-07"&gt;&lt;summary&gt;Del 7 al 11 de septiembre&lt;small&gt;3 noticias&lt;/small&gt;&lt;/summary&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/chatgpt-image-11-sept-2026-14-02-20-1789128398.png.webp" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-09-11"&gt;11/09/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;NOTA DE PRENSA. LOS SINDICATOS DE EDUCACI&amp;Oacute;N DE ARAG&amp;Oacute;N RECHAZAN LA NORMATIVA DE EXTRAESCOLARES Y EXIGEN UNA NEGOCIACI&amp;Oacute;N REAL QUE GARANTICE LA SEGURIDAD JUR&amp;Iacute;DICA DE TODO EL PROFESORADO.&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;Petici&amp;oacute;n conjunta de negociaci&amp;oacute;n para asegurar protecci&amp;oacute;n jur&amp;iacute;dica y condiciones laborales claras.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/96577"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;span class="sc-thumb"&gt;CSIF&lt;br /&gt;&#xD;
Educaci&amp;oacute;n&lt;/span&gt;&#xD;
&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-09-11"&gt;11/09/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;CSIF exige un Pacto de Estado para reformular el sistema educativo: Estatuto Docente, m&amp;aacute;s inversi&amp;oacute;n eficaz, reducci&amp;oacute;n de la temporalidad y eliminar diferencias entre CCAA&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;Proponemos reformas estructurales y medidas para mejorar la profesi&amp;oacute;n docente.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/96541"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/copia-de-copia-de-copia-de-copia-de-2o-llamamiento-inicio-de-curso-1788946504.png.webp" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-09-09"&gt;09/09/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;CSIF Arag&amp;oacute;n advierte de que los resultados de PISA no pueden servir para se&amp;ntilde;alar al profesorado y exige a los gobiernos central y auton&amp;oacute;mico m&amp;aacute;s inversi&amp;oacute;n, plantillas y apoyos para la educaci&amp;oacute;n p&amp;uacute;blica&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;Defendemos al profesorado y exigimos recursos para atender las necesidades reales de los centros.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/96414"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&lt;/details&gt;&#xD;
&#xD;
&lt;h2 class="sc-month" id="sc-agosto"&gt;&lt;span&gt;Agosto 2026&lt;/span&gt;&lt;/h2&gt;&#xD;
&lt;!-- SEMANA 2026-08-24: selecci&#xF3;n editorial manual --&gt;&#xD;
&#xD;
&lt;details class="sc-week" data-inicio="2026-08-24"&gt;&lt;summary&gt;Del 24 al 28 de agosto&lt;small&gt;2 noticias&lt;/small&gt;&lt;/summary&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/extraescolares-1787571693.png.webp" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-08-25"&gt;25/08/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;NOTA DE PRENSA. CSIF rechaza la norma que regula las extraescolares en Arag&amp;oacute;n por el exceso de burocracia y la falta de una negociaci&amp;oacute;n real&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;Denunciamos la carga burocr&amp;aacute;tica y reclamamos una regulaci&amp;oacute;n negociada que proteja al profesorado.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/95707"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&#xD;
&lt;article class="sc-row"&gt;&lt;img alt="" height="105" loading="lazy" src="https://www.csif.es/uploads/articulo/imagenPrincipal/chatgpt-image-24-ago-2026-13-30-03-1787571326.png.webp" width="160" /&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div class="sc-meta"&gt;&lt;time datetime="2026-08-24"&gt;24/08/2026&lt;/time&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h3&gt;CSIF denuncia que, un curso m&amp;aacute;s, una parte del profesorado interino no podr&amp;aacute; incorporarse a los centros el 1 de septiembre, dificultando la adecuada organizaci&amp;oacute;n del inicio de curso.&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;Reclamamos que las plantillas necesarias est&amp;eacute;n incorporadas desde el primer d&amp;iacute;a de septiembre.&lt;/p&gt;&#xD;
&lt;a href="https://www.csif.es/es/articulo/aragon/educacion/95709"&gt;Leer noticia &amp;rarr;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/article&gt;&#xD;
&lt;/details&gt;&#xD;
&#xD;
&lt;p class="sc-footer"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&lt;/section&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/98735</guid><title>Carta presentada ante el Ministerio de Educaci&#xF3;n, FP y Deportes solicitando la creaci&#xF3;n del Cuerpo de Maestros Senior y el desarrollo de cada carrera profesional docente</title><pubDate>Wed, 21 Oct 26 14:28:00 CEST</pubDate><link>https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/98735</link><dc:creator xmlns:dc="dc">jose-luis.narbona.moreno</dc:creator><dcterms:alternative xmlns:dcterms="dcterms">Reconocer la experiencia docente es fortalecer la educaci&#xF3;n p&#xFA;blica</dcterms:alternative><description>Reconocer la experiencia docente es fortalecer la educaci&#xF3;n p&#xFA;blica</description><category>Concursos y movilidad</category><category>Ascenso y promoci&#xF3;n interna</category><category>Otros Concursos y Movilidad</category><category>Negociaciones y acuerdos</category><category>Normativa</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/maestrosenior-twitter-2003x669-1792661309.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Arag&#xF3;n - Educaci&#xF3;n Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;div class="WordSection1"&gt;&#xD;
&lt;p style="margin-bottom: 1px; text-align: right;"&gt;&lt;span style="font-size:14px;"&gt;&lt;strong&gt;A/A:&lt;/strong&gt;&amp;nbsp;&lt;span style="page:WordSection1"&gt;&lt;span style="line-height:99%"&gt;&lt;b&gt;&lt;span style="color:black"&gt;&lt;span style="letter-spacing:-.05pt"&gt;D&lt;/span&gt;&amp;ordf;. Milagros Tol&amp;oacute;n Jaime Ministra de E&lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;u&lt;span style="letter-spacing:-.1pt"&gt;c&lt;/span&gt;aci&amp;oacute;n, Fo&lt;span style="letter-spacing:-.2pt"&gt;r&lt;/span&gt;maci&amp;oacute;n &lt;span style="letter-spacing:-.05pt"&gt;Pr&lt;/span&gt;ofesional y Depo&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;&lt;span style="letter-spacing:-.15pt"&gt;t&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;es&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-right: -1px; margin-left: 434px; text-align: right;"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="page:WordSection1"&gt;&lt;span style="line-height:99%"&gt;&lt;b&gt;&lt;span style="color:black"&gt;&lt;span style="letter-spacing:-.05pt"&gt;C&lt;/span&gt;alle Alcal&amp;aacute;, &lt;span style="letter-spacing:-.05pt"&gt;3&lt;/span&gt;4, 28014 Madr&lt;span style="letter-spacing:-.15pt"&gt;i&lt;/span&gt;d&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-bottom: 1px; text-align: right;"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="page:WordSection1"&gt;&lt;span style="line-height:normal"&gt;&lt;b&gt;&lt;span style="color:black"&gt;Madrid, a 21 de octubre de 2&lt;span style="letter-spacing:.05pt"&gt;0&lt;/span&gt;26&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="page:WordSection1"&gt;&lt;span style="line-height:100%"&gt;&lt;b&gt;&lt;span style="color:black"&gt;&lt;span style="letter-spacing:-.05pt"&gt;A&lt;/span&gt;sunt&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;: &lt;/span&gt;&lt;/b&gt;&lt;span style="color:black"&gt;Solicitud &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;e &lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;reaci&amp;oacute;n del Cuerpo de Maestr&lt;span style="letter-spacing:-.1pt"&gt;o&lt;/span&gt;s S&amp;eacute;n&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;&lt;span style="letter-spacing:-.1pt"&gt;o&lt;/span&gt;r y d&lt;span style="letter-spacing:.05pt"&gt;e&lt;/span&gt;sarrollo de &lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;a carre&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;a pr&lt;span style="letter-spacing:-.1pt"&gt;o&lt;/span&gt;fe&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;i&lt;span style="letter-spacing:.05pt"&gt;o&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;n&lt;/span&gt;al docente sin cambio de &lt;span style="letter-spacing:-.05pt"&gt;p&lt;/span&gt;uesto de trabajo.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-bottom:1px"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="page:WordSection1"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="color:black"&gt;Excma. Sr&lt;span style="letter-spacing:-.1pt"&gt;a&lt;/span&gt;. Ministr&lt;span style="letter-spacing:-.1pt"&gt;a&lt;/span&gt;:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-right:36px; text-align:justify; text-indent:14.0pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="page:WordSection1"&gt;&lt;span style="line-height:109%"&gt;&lt;span style="color:black"&gt;En representaci&amp;oacute;n &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;el sector &lt;span style="letter-spacing:-.1pt"&gt;d&lt;/span&gt;e Educaci&amp;oacute;n de la &lt;span style="letter-spacing:-.05pt"&gt;C&lt;/span&gt;entr&lt;span style="letter-spacing:-.1pt"&gt;a&lt;/span&gt;l Si&lt;span style="letter-spacing:-.1pt"&gt;n&lt;/span&gt;d&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;cal Inde&lt;span style="letter-spacing:-.05pt"&gt;p&lt;/span&gt;endiente y de Func&lt;span style="letter-spacing:-.1pt"&gt;i&lt;/span&gt;onarios (&lt;span style="letter-spacing:-.05pt"&gt;CS&lt;/span&gt;IF), &lt;span style="letter-spacing:-.1pt"&gt;m&lt;/span&gt;e diri&lt;span style="letter-spacing:.05pt"&gt;j&lt;/span&gt;o &lt;span style="letter-spacing:.05pt"&gt;a&lt;/span&gt; u&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;ed pa&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;a solicitar q&lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;e el Min&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;sterio i&lt;span style="letter-spacing:.05pt"&gt;m&lt;/span&gt;pulse la cre&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;ci&amp;oacute;&lt;span style="letter-spacing:.05pt"&gt;n&lt;/span&gt; &lt;span style="letter-spacing:-.1pt"&gt;d&lt;/span&gt;e una &lt;span style="letter-spacing:.05pt"&gt;v&lt;/span&gt;&amp;iacute;a propia de pr&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;moc&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;&amp;oacute;n profesi&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;nal &lt;span style="letter-spacing:-.05pt"&gt;p&lt;/span&gt;a&lt;span style="letter-spacing:-.1pt"&gt;r&lt;/span&gt;a el Cuerpo de Maestros: &lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;l &lt;b&gt;Cue&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;po de Mae&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;tros S&amp;eacute;n&lt;span style="letter-spacing:-.1pt"&gt;i&lt;/span&gt;or&lt;/b&gt;. Su finalidad &lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;s que &lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;n maestro o una maestra p&lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;e&lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;a progresar de n&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;vel prof&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;sion&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;l y retr&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;butivo sin abandonar su pue&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;to ni l&lt;span style="letter-spacing:-.1pt"&gt;o&lt;/span&gt;s d&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;st&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;n&lt;/span&gt;os prop&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;os de su&lt;span style="letter-spacing:-.05pt"&gt; c&lt;/span&gt;uerpo, sea&lt;span style="letter-spacing:-.05pt"&gt; c&lt;/span&gt;ual sea &lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;l &lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;ipo de centro o servicio en &lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;l &lt;span style="letter-spacing:-.05pt"&gt;q&lt;/span&gt;ue tr&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;ba&lt;span style="letter-spacing:.05pt"&gt;j&lt;/span&gt;e, tal c&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;mo ya ocurre en la educaci&amp;oacute;n&lt;span style="letter-spacing:.05pt"&gt; s&lt;/span&gt;ec&lt;span style="letter-spacing:-.05pt"&gt;un&lt;/span&gt;daria con el C&lt;span style="letter-spacing:-.1pt"&gt;u&lt;/span&gt;erpo &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;e &lt;span style="letter-spacing:-.05pt"&gt;C&lt;/span&gt;atedr&amp;aacute;t&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;o&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;b style="font-size: 14px;"&gt;&lt;span style="color:#2d8a39"&gt;&lt;span style="letter-spacing:-.05pt"&gt;U&lt;/span&gt;na asimetr&amp;iacute;a que du&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;a vei&lt;span style="letter-spacing:-.05pt"&gt;n&lt;/span&gt;te a&amp;ntilde;os&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:5px; margin-right:36px; text-align:justify; text-indent:14.0pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="page:WordSection1"&gt;&lt;span style="line-height:109%"&gt;&lt;span style="color:black"&gt;La &lt;i&gt;Ley &lt;span style="letter-spacing:.05pt"&gt;O&lt;/span&gt;rg&amp;aacute;&lt;span style="letter-spacing:-.05pt"&gt;n&lt;/span&gt;ica 2/2006, de 3 de mayo, de E&lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;uc&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;ci&amp;oacute;n &lt;/i&gt;&lt;span style="letter-spacing:-.1pt"&gt;(&lt;/span&gt;L&lt;span style="letter-spacing:-.05pt"&gt;OE&lt;/span&gt;), ordena &lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;a fu&lt;span style="letter-spacing:-.05pt"&gt;n&lt;/span&gt;ci&lt;span style="letter-spacing:.05pt"&gt;&amp;oacute;&lt;/span&gt;n p&amp;uacute;blica do&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;ente en &lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;uerp&lt;span style="letter-spacing:-.2pt"&gt;o&lt;/span&gt;s (di&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;posici&amp;oacute;n &lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;dicional s&amp;eacute;ptim&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;). En la educaci&amp;oacute;n se&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;undaria, las e&lt;span style="letter-spacing:-.05pt"&gt;n&lt;/span&gt;se&amp;ntilde;&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;n&lt;span style="letter-spacing:.05pt"&gt;z&lt;/span&gt;as art&amp;iacute;sticas &lt;span style="letter-spacing:.05pt"&gt;y&lt;/span&gt; &lt;span style="letter-spacing:.05pt"&gt;l&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;s escuel&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;s oficiales de idiomas&lt;span style="letter-spacing:.05pt"&gt;,&lt;/span&gt; &lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;a ley prev&amp;eacute; &lt;span style="letter-spacing:-.1pt"&gt;u&lt;/span&gt;n cue&lt;span style="letter-spacing:-.05pt"&gt;rp&lt;/span&gt;o de catedr&amp;aacute;t&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;cos &lt;span style="letter-spacing:-.1pt"&gt;a&lt;/span&gt;l que &lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;l pro&lt;span style="letter-spacing:-.05pt"&gt;f&lt;/span&gt;esorado &lt;span style="letter-spacing:-.1pt"&gt;a&lt;/span&gt;cc&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;de, tr&lt;span style="letter-spacing:-.15pt"&gt;a&lt;/span&gt;s oc&lt;span style="letter-spacing:-.05pt"&gt;h&lt;/span&gt;o a&lt;span style="letter-spacing:-.05pt"&gt;&amp;ntilde;&lt;/span&gt;os c&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;mo fu&lt;span style="letter-spacing:-.05pt"&gt;n&lt;/span&gt;ciona&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;io de carrera, mediante un concurso de &lt;span style="letter-spacing:-.1pt"&gt;m&lt;/span&gt;&amp;eacute;ritos &lt;span style="letter-spacing:-.1pt"&gt;s&lt;/span&gt;in &lt;span style="letter-spacing:-.05pt"&gt;f&lt;/span&gt;ase de p&lt;span style="letter-spacing:-.1pt"&gt;r&lt;/span&gt;&amp;aacute;ct&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;&lt;span style="letter-spacing:-.1pt"&gt;c&lt;/span&gt;as (d&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;sp&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;sicion&lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;s a&lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;icional&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;s d&amp;eacute;cima y du&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;d&amp;eacute;cima.2&lt;span style="letter-spacing:-.05pt"&gt;)&lt;/span&gt;. Quien pr&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;mociona se integra en el m&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;smo puesto que ten&amp;iacute;a (di&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;posi&lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;i&amp;oacute;n adicional o&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;tava&lt;span style="letter-spacing:-.05pt"&gt;.&lt;/span&gt;&lt;span style="letter-spacing:-.1pt"&gt;3&lt;/span&gt;), sigue &lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;oncu&lt;span style="letter-spacing:-.1pt"&gt;r&lt;/span&gt;sando a las m&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;smas &lt;span style="letter-spacing:.05pt"&gt;v&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;can&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;es &lt;span style="letter-spacing:-.1pt"&gt;(&lt;/span&gt;di&lt;span style="letter-spacing:-.05pt"&gt;s&lt;/span&gt;po&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;ci&lt;span style="letter-spacing:.05pt"&gt;&amp;oacute;&lt;/span&gt;n adicional octava.5) y a&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;me funciones prefe&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;entes de coordinac&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;&amp;oacute;n, form&lt;span style="letter-spacing:-.1pt"&gt;a&lt;/span&gt;ci&lt;span style="letter-spacing:-.05pt"&gt;&amp;oacute;&lt;/span&gt;n del profesora&lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;o novel e innovaci&amp;oacute;n (dispos&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;ci&amp;oacute;n adicion&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;l octav&lt;span style="letter-spacing:.05pt"&gt;a.2).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:7px; margin-right:37px; text-align:justify; text-indent:14.0pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="page:WordSection1"&gt;&lt;span style="line-height:109%"&gt;&lt;span style="color:black"&gt;El Cuerpo de Maestr&lt;span style="letter-spacing:-.1pt"&gt;o&lt;/span&gt;s no t&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;ene &lt;span style="letter-spacing:-.05pt"&gt;n&lt;/span&gt;ada equivalente. Su &lt;span style="letter-spacing:-.05pt"&gt;&amp;uacute;&lt;/span&gt;n&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;ca &lt;span style="letter-spacing:.05pt"&gt;v&lt;/span&gt;&amp;iacute;a de promoci&amp;oacute;n es &lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;l &lt;span style="letter-spacing:-.05pt"&gt;ac&lt;/span&gt;ceso al Cuerpo &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;e Profesores de En&lt;span style="letter-spacing:-.05pt"&gt;s&lt;/span&gt;e&amp;ntilde;anza S&lt;span style="letter-spacing:-.05pt"&gt;ec&lt;/span&gt;undaria (dispo&lt;span style="letter-spacing:-.05pt"&gt;s&lt;/span&gt;ici&amp;oacute;n &lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;dicion&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;l duod&amp;eacute;ci&lt;span style="letter-spacing:.05pt"&gt;m&lt;/span&gt;a&lt;span style="letter-spacing:-.05pt"&gt;.&lt;/span&gt;3). E&lt;span style="letter-spacing:-.05pt"&gt;s&lt;/span&gt;a v&amp;iacute;a obli&lt;span style="letter-spacing:-.05pt"&gt;g&lt;/span&gt;a &lt;span style="letter-spacing:.05pt"&gt;a&lt;/span&gt; cambiar de &lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;ue&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;po &lt;span style="letter-spacing:.05pt"&gt;y&lt;/span&gt; tambi&amp;eacute;n de e&lt;span style="letter-spacing:-.05pt"&gt;n&lt;/span&gt;se&amp;ntilde;anzas: para progres&lt;span style="letter-spacing:.05pt"&gt;a&lt;/span&gt;r, &lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;l mae&lt;span style="letter-spacing:.15pt"&gt;s&lt;/span&gt;tro tiene &lt;span style="letter-spacing:-.05pt"&gt;q&lt;/span&gt;ue de&lt;span style="letter-spacing:.05pt"&gt;j&lt;/span&gt;ar &lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;a educaci&amp;oacute;n in&lt;span style="letter-spacing:-.05pt"&gt;f&lt;/span&gt;antil &lt;span style="letter-spacing:.05pt"&gt;y&lt;/span&gt; pri&lt;span style="letter-spacing:.05pt"&gt;m&lt;/span&gt;a&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;ia. El &lt;span style="letter-spacing:-.05pt"&gt;s&lt;/span&gt;i&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;t&lt;span style="letter-spacing:-.05pt"&gt;em&lt;/span&gt;a premia &lt;span style="letter-spacing:-.1pt"&gt;a&lt;/span&gt;s&amp;iacute;, precis&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;mente, que los docentes m&amp;aacute;s &lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;xper&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;men&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;ados abandon&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;n las e&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;apas &lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;n las que se constr&lt;span style="letter-spacing:-.1pt"&gt;u&lt;/span&gt;y&lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;n los aprend&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;zajes b&amp;aacute;sicos.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;b style="font-size: 14px;"&gt;&lt;span style="color:#2d8a39"&gt;Fu&lt;span style="letter-spacing:-.05pt"&gt;n&lt;/span&gt;damentos jur&amp;iacute;d&lt;span style="letter-spacing:-.1pt"&gt;i&lt;/span&gt;cos&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:5px; margin-right:34px; margin-left:37px; text-indent:-13.9pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="page:WordSection1"&gt;&lt;span style="line-height:109%"&gt;&lt;b&gt;&lt;span style="color:black"&gt;1. De&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;echo a la carrera profes&lt;span style="letter-spacing:-.1pt"&gt;i&lt;/span&gt;onal. &lt;/span&gt;&lt;/b&gt;&lt;span style="color:black"&gt;El art&amp;iacute;culo 14&lt;span style="letter-spacing:-.05pt"&gt;.&lt;/span&gt;c) del t&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;x&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;o refund&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;do del &lt;i&gt;Es&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;atuto B&lt;span style="letter-spacing:-.1pt"&gt;&amp;aacute;&lt;/span&gt;sico del Empleado P&amp;uacute;bli&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;o &lt;/i&gt;(T&lt;span style="letter-spacing:-.05pt"&gt;REBEP),&lt;/span&gt; aprobado por el Real Decr&lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;to Le&lt;span style="letter-spacing:-.05pt"&gt;g&lt;/span&gt;i&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;lati&lt;span style="letter-spacing:-.05pt"&gt;v&lt;/span&gt;o 5/2015, de 30 de octubre, &lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;econ&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;ce a todos los emplea&lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;os p&amp;uacute;blicos el de&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;echo &amp;laquo;a la progresi&amp;oacute;n en &lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;a &lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;arrera profesional y pro&lt;span style="letter-spacing:-.05pt"&gt;m&lt;/span&gt;o&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;i&amp;oacute;n interna seg&lt;span style="letter-spacing:-.05pt"&gt;&amp;uacute;&lt;/span&gt;n prin&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;ipios &lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;ons&lt;span style="letter-spacing:-.1pt"&gt;t&lt;/span&gt;ituciona&lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;es de &lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;gua&lt;span style="letter-spacing:.05pt"&gt;l&lt;/span&gt;da&lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;, &lt;span style="letter-spacing:-.05pt"&gt;m&lt;/span&gt;&amp;eacute;rito y ca&lt;span style="letter-spacing:-.05pt"&gt;p&lt;/span&gt;acid&lt;span style="letter-spacing:.05pt"&gt;a&lt;/span&gt;d&amp;raquo;&lt;span style="letter-spacing:1.95pt"&gt;.&lt;/span&gt;El art&amp;iacute;&lt;span style="letter-spacing:-.1pt"&gt;c&lt;/span&gt;u&lt;span style="letter-spacing:.05pt"&gt;l&lt;/span&gt;o 16 def&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;ne la carrer&lt;span style="letter-spacing:1.85pt"&gt;a&lt;/span&gt;hori&lt;span style="letter-spacing:.1pt"&gt;z&lt;/span&gt;ontal c&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;mo la progr&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;si&amp;oacute;n de gr&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;do, categ&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;r&amp;iacute;a o escal&lt;span style="letter-spacing:-.05pt"&gt;&amp;oacute;&lt;/span&gt;n &amp;laquo;sin necesidad &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;e cambiar de pue&lt;span style="letter-spacing:-.05pt"&gt;s&lt;/span&gt;to de t&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;abajo&amp;raquo;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:5px; margin-right:36px; margin-left:37px; text-align:justify; text-indent:-13.9pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="page:WordSection1"&gt;&lt;span style="line-height:109%"&gt;&lt;b&gt;&lt;span style="color:black"&gt;2. Mandato expreso de &lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;a &lt;span style="letter-spacing:-.1pt"&gt;L&lt;/span&gt;OE. &lt;/span&gt;&lt;/b&gt;&lt;span style="color:black"&gt;El ar&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;&amp;iacute;cu&lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;o 2.3 d&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;l T&lt;span style="letter-spacing:-.1pt"&gt;RE&lt;/span&gt;B&lt;span style="letter-spacing:-.1pt"&gt;E&lt;/span&gt;P rem&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;te &lt;span style="letter-spacing:.05pt"&gt;a&lt;/span&gt; la legisla&lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;i&amp;oacute;n educativa espe&lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;&amp;iacute;fica el de&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;arro&lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;lo de &lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;a &lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;arrera &lt;span style="letter-spacing:-.1pt"&gt;d&lt;/span&gt;el personal docente. Esa l&lt;span style="letter-spacing:.05pt"&gt;e&lt;/span&gt;gisla&lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;i&amp;oacute;n &lt;span style="letter-spacing:-.05pt"&gt;y&lt;/span&gt;a estab&lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;ece la ob&lt;span style="letter-spacing:.05pt"&gt;l&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;gaci&amp;oacute;&lt;span style="letter-spacing:-.05pt"&gt;n&lt;/span&gt;: la d&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;s&lt;span style="letter-spacing:-.05pt"&gt;p&lt;/span&gt;o&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;ici&amp;oacute;n ad&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;cional duod&amp;eacute;c&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;ma.7 de &lt;span style="letter-spacing:-.1pt"&gt;l&lt;/span&gt;a &lt;span style="letter-spacing:-.05pt"&gt;L&lt;/span&gt;OE orde&lt;span style="letter-spacing:-.1pt"&gt;n&lt;/span&gt;a q&lt;span style="letter-spacing:-.1pt"&gt;u&lt;/span&gt;e &amp;laquo;&lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;a &lt;span style="letter-spacing:-.05pt"&gt;A&lt;/span&gt;d&lt;span style="letter-spacing:-.05pt"&gt;m&lt;/span&gt;in&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;str&lt;span style="letter-spacing:-.1pt"&gt;a&lt;/span&gt;ci&lt;span style="letter-spacing:.05pt"&gt;&amp;oacute;&lt;/span&gt;n del&lt;span style="letter-spacing:-.15pt"&gt; E&lt;/span&gt;stado y las &lt;span style="letter-spacing:-.05pt"&gt;C&lt;/span&gt;omuni&lt;span style="letter-spacing:-.1pt"&gt;d&lt;/span&gt;ades &lt;span style="letter-spacing:-.05pt"&gt;A&lt;/span&gt;u&lt;span style="letter-spacing:-.1pt"&gt;t&lt;/span&gt;&amp;oacute;no&lt;span style="letter-spacing:-.05pt"&gt;m&lt;/span&gt;as i&lt;span style="letter-spacing:.05pt"&gt;m&lt;/span&gt;pulsar&amp;aacute;n el estudio y la implantaci&amp;oacute;n, en su caso, de medidas de&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;tinad&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;s al de&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;ar&lt;span style="letter-spacing:-.1pt"&gt;r&lt;/span&gt;o&lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;lo de la carrera profesional &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;e los funciona&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;i&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;s do&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;entes sin &lt;span style="letter-spacing:-.05pt"&gt;q&lt;/span&gt;ue nece&lt;span style="letter-spacing:-.05pt"&gt;s&lt;/span&gt;ariamente &lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;uponga el cambio de cuerpo&amp;raquo;. Han pa&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;ado ve&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;nte a&amp;ntilde;os &lt;span style="letter-spacing:.05pt"&gt;y&lt;/span&gt; el Cuerpo de &lt;span style="letter-spacing:.05pt"&gt;M&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;estros &lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;gue &lt;span style="letter-spacing:-.05pt"&gt;s&lt;/span&gt;in &lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;se desarro&lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;lo.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:5px; margin-right:35px; margin-left:37px; text-indent:-13.9pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="page:WordSection1"&gt;&lt;span style="line-height:110%"&gt;&lt;b&gt;&lt;span style="color:black"&gt;3. Reconocimien&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;o &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;el profe&lt;span style="letter-spacing:-.1pt"&gt;s&lt;/span&gt;o&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;ado. &lt;/span&gt;&lt;/b&gt;&lt;span style="color:black"&gt;El art&amp;iacute;culo 105.2 de la L&lt;span style="letter-spacing:.05pt"&gt;O&lt;/span&gt;E encomien&lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;a a l&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;s &lt;span style="letter-spacing:-.05pt"&gt;A&lt;/span&gt;dministra&lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;ion&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;s educativas el recon&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;ci&lt;span style="letter-spacing:-.05pt"&gt;m&lt;/span&gt;i&lt;span style="letter-spacing:.05pt"&gt;e&lt;/span&gt;nto de &lt;span style="letter-spacing:.05pt"&gt;l&lt;/span&gt;a &lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;abor docente mediante&lt;span style="letter-spacing:-.05pt"&gt; i&lt;/span&gt;ncent&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;vos profesion&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;les y econ&amp;oacute;micos.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:5px; margin-right:37px; margin-left:37px; text-align:justify; text-indent:-13.9pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="page:WordSection1"&gt;&lt;span style="line-height:109%"&gt;&lt;b&gt;&lt;span style="color:black"&gt;4. Igualdad entre cuerpos do&lt;span style="letter-spacing:-.15pt"&gt;c&lt;/span&gt;entes. &lt;/span&gt;&lt;/b&gt;&lt;span style="color:black"&gt;Si el l&lt;span style="letter-spacing:.05pt"&gt;e&lt;/span&gt;gisla&lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;or consid&lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;r&amp;oacute; j&lt;span style="letter-spacing:.05pt"&gt;us&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;ificado un &lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;uerpo de p&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;omo&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;i&amp;oacute;n &lt;span style="letter-spacing:-.05pt"&gt;p&lt;/span&gt;ara &lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;l profesor&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;do &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;e &lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;ecun&lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;aria, no existe r&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;z&amp;oacute;n objetiva que just&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;fique neg&amp;aacute;rselo al profesorado del C&lt;span style="letter-spacing:-.1pt"&gt;u&lt;/span&gt;erpo &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;e Mae&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;tros, &lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;l &lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;ue&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;po docente m&amp;aacute;s n&lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;mer&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;so del sistema.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&lt;/div&gt;&#xD;
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&lt;p style="margin-right:37px; margin-left:37px; text-align:justify; text-indent:-13.9pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="line-height:109%"&gt;&lt;b&gt;&lt;span style="color:black"&gt;5. Competencia estatal. &lt;/span&gt;&lt;/b&gt;&lt;span style="color:black"&gt;La or&lt;span style="letter-spacing:-.15pt"&gt;d&lt;/span&gt;enaci&amp;oacute;n de &lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;os &lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;erpos do&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;entes, el ingr&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;so y la movilidad entre ellos &lt;span style="letter-spacing:-.05pt"&gt;s&lt;/span&gt;on ba&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;es &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;el r&amp;eacute;gimen estatuta&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;&lt;span style="letter-spacing:-.1pt"&gt;i&lt;/span&gt;o de la funci&amp;oacute;n p&amp;uacute;bl&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;ca doc&lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;nte (di&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;posici&amp;oacute;n adi&lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;ional sexta de la &lt;span style="letter-spacing:-.05pt"&gt;L&lt;/span&gt;OE). &lt;span style="letter-spacing:-.05pt"&gt;C&lt;/span&gt;orrespo&lt;span style="letter-spacing:.05pt"&gt;n&lt;/span&gt;d&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;, por t&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;nto, &lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;l Es&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;ado dar &lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;l pr&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;mer paso.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p style="margin-right:-1px"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="line-height:normal"&gt;&lt;b&gt;&lt;span style="color:#2d8a39"&gt;Por to&lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;o ello, SOLI&lt;span style="letter-spacing:-.05pt"&gt;C&lt;/span&gt;IT&lt;span style="letter-spacing:-.05pt"&gt;A&lt;/span&gt;&lt;span style="letter-spacing:-.1pt"&gt;M&lt;/span&gt;O&lt;span style="letter-spacing:-.15pt"&gt;S&lt;/span&gt;:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:5px; margin-right:34px; margin-left:37px; text-indent:-13.9pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="line-height:110%"&gt;&lt;b&gt;&lt;span style="color:black"&gt;1. &lt;span style="letter-spacing:.05pt"&gt;Q&lt;/span&gt;ue el Minis&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;erio impulse la modificaci&amp;oacute;n de la LOE pa&lt;span style="letter-spacing:-.1pt"&gt;r&lt;/span&gt;a crear el Cue&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;po de Maestros S&amp;eacute;nio&lt;span style="letter-spacing:.1pt"&gt;r&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="color:black"&gt;, con los siguientes element&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;s:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:5px; margin-right:36px; margin-left:60px; text-align:justify; text-indent:-12.0pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="line-height:109%"&gt;&lt;span style="color:black"&gt;&amp;ndash; Incorporaci&amp;oacute;n a la &lt;span style="letter-spacing:-.1pt"&gt;d&lt;/span&gt;is&lt;span style="letter-spacing:.05pt"&gt;p&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;s&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;ci&amp;oacute;n adi&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;ional s&amp;eacute;ptima.1 &lt;span style="letter-spacing:-.1pt"&gt;d&lt;/span&gt;e un n&lt;span style="letter-spacing:-.05pt"&gt;ue&lt;/span&gt;vo apart&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;do: &lt;i&gt;&amp;laquo;a &lt;span style="letter-spacing:-.1pt"&gt;b&lt;/span&gt;is) &lt;span style="letter-spacing:-.05pt"&gt;E&lt;/span&gt;l cuerpo de maestr&lt;span style="letter-spacing:-.1pt"&gt;o&lt;/span&gt;s s&amp;eacute;n&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;or, &lt;span style="letter-spacing:-.05pt"&gt;q&lt;/span&gt;ue desempe&amp;ntilde;ar&amp;aacute; &lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;s fun&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;i&lt;span style="letter-spacing:.05pt"&gt;o&lt;/span&gt;nes en &lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;a educaci&amp;oacute;n infantil &lt;span style="letter-spacing:.05pt"&gt;y&lt;/span&gt; p&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;ima&lt;span style="letter-spacing:-.1pt"&gt;r&lt;/span&gt;ia y en &lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;os d&lt;span style="letter-spacing:-.05pt"&gt;em&lt;/span&gt;&amp;aacute;s puestos atrib&lt;span style="letter-spacing:.05pt"&gt;u&lt;/span&gt;idos &lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;l &lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;erpo de maest&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;os&amp;raquo;.&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:4px; margin-right:36px; margin-left:60px; text-align:justify; text-indent:-12.0pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="line-height:109%"&gt;&lt;span style="color:black"&gt;&amp;ndash; Acce&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;o desde el C&lt;span style="letter-spacing:-.1pt"&gt;u&lt;/span&gt;erpo de Maestros, con una &lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;ntig&amp;uuml;edad &lt;span style="letter-spacing:.05pt"&gt;m&lt;/span&gt;&amp;iacute;n&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;ma de &lt;b&gt;&lt;span style="letter-spacing:-.05pt"&gt;s&lt;/span&gt;eis a&amp;ntilde;os &lt;/b&gt;como f&lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;nci&lt;span style="letter-spacing:.05pt"&gt;o&lt;/span&gt;na&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;io de carrera, mediante &lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;oncurso &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;e m&amp;eacute;r&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;tos &lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;in fa&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;e de p&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;&amp;aacute;ctic&lt;span style="letter-spacing:-.1pt"&gt;a&lt;/span&gt;s &lt;span style="letter-spacing:.05pt"&gt;y&lt;/span&gt; &lt;b&gt;sin l&amp;iacute;mi&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;e m&amp;aacute;ximo de ef&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;ctivo&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;&lt;/b&gt;. Se&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;s a&amp;ntilde;os es el &lt;span style="letter-spacing:-.05pt"&gt;p&lt;/span&gt;lazo q&lt;span style="letter-spacing:-.1pt"&gt;u&lt;/span&gt;e la prop&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;a LOE ya co&lt;span style="letter-spacing:-.05pt"&gt;n&lt;/span&gt;side&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;a suficiente para que un maestro promocio&lt;span style="letter-spacing:-.05pt"&gt;n&lt;/span&gt;e al &lt;span style="letter-spacing:-.05pt"&gt;C&lt;/span&gt;uer&lt;span style="letter-spacing:-.1pt"&gt;p&lt;/span&gt;o de Profe&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;o&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;es de Ense&lt;span style="letter-spacing:-.05pt"&gt;&amp;ntilde;&lt;/span&gt;anza Secunda&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;ia (d&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;sposi&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;&amp;oacute;n adici&lt;span style="letter-spacing:-.1pt"&gt;o&lt;/span&gt;nal duod&amp;eacute;c&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;ma.3).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:4px; margin-right:37px; margin-left:60px; text-align:justify; text-indent:-12.0pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="line-height:109%"&gt;&lt;span style="color:black"&gt;&amp;ndash; Integraci&amp;oacute;n en &lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;l &lt;span style="letter-spacing:-.05pt"&gt;m&lt;/span&gt;i&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;m&lt;/span&gt;o pues&lt;span style="letter-spacing:-.1pt"&gt;t&lt;/span&gt;o que&lt;span style="letter-spacing:.05pt"&gt; s&lt;/span&gt;e &lt;span style="letter-spacing:.05pt"&gt;v&lt;/span&gt;iniera &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;e&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;mpe&lt;span style="letter-spacing:.05pt"&gt;&amp;ntilde;&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;&lt;span style="letter-spacing:-.1pt"&gt;n&lt;/span&gt;do y posibilidad de &lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;eguir oc&lt;span style="letter-spacing:-.1pt"&gt;u&lt;/span&gt;pando todos los pue&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;tos propios &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;el C&lt;span style="letter-spacing:-.1pt"&gt;ue&lt;/span&gt;rpo de Maestro&lt;span style="letter-spacing:-.05pt"&gt;s&lt;/span&gt;, en &lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;ualq&lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;&lt;span style="letter-spacing:-.1pt"&gt;i&lt;/span&gt;er t&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;po de &lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;entro o se&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;vicio educativo, parti&lt;span style="letter-spacing:.1pt"&gt;c&lt;/span&gt;ipando en &lt;span style="letter-spacing:.05pt"&gt;l&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;s concu&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;sos de tra&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;lados junto a dicho cu&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;rpo, a &lt;span style="letter-spacing:.05pt"&gt;l&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;s mismas vacantes.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:4px; margin-right:37px; margin-left:60px; text-align:justify; text-indent:-12.0pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="line-height:109%"&gt;&lt;span style="color:black"&gt;&amp;ndash; Atribu&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;&amp;oacute;n preferente de funciones &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;e c&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;ordi&lt;span style="letter-spacing:-.05pt"&gt;n&lt;/span&gt;aci&amp;oacute;n de ciclo y de equipos, tutor&amp;iacute;a del profesorado &lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;n pr&amp;aacute;c&lt;span style="letter-spacing:.05pt"&gt;t&lt;/span&gt;icas &lt;span style="letter-spacing:.05pt"&gt;y&lt;/span&gt; d&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;l a&lt;span style="letter-spacing:.05pt"&gt;l&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;mna&lt;span style="letter-spacing:.05pt"&gt;d&lt;/span&gt;o del Pr&amp;aacute;ct&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;c&lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;m, coordin&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;ci&amp;oacute;n de la forma&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;i&amp;oacute;n del prof&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;sora&lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;o &lt;span style="letter-spacing:.05pt"&gt;e&lt;/span&gt; i&lt;span style="letter-spacing:.05pt"&gt;m&lt;/span&gt;pulso &lt;span style="letter-spacing:-.1pt"&gt;d&lt;/span&gt;e proy&lt;span style="letter-spacing:.05pt"&gt;ec&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;os &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;e &lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;nnova&lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;i&amp;oacute;n.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:4px; margin-right:34px; margin-left:37px; text-indent:-13.9pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="line-height:109%"&gt;&lt;b&gt;&lt;span style="color:black"&gt;2. &lt;/span&gt;&lt;/b&gt;&lt;span style="color:black"&gt;&lt;span style="letter-spacing:.05pt"&gt;Q&lt;/span&gt;ue, en la misma refo&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;ma, se modifiq&lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;e &lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;a dispos&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;ci&amp;oacute;n adicional duod&amp;eacute;cima.2 de la L&lt;span style="letter-spacing:.05pt"&gt;O&lt;/span&gt;E para &lt;b&gt;redu&lt;span style="letter-spacing:-.15pt"&gt;c&lt;/span&gt;ir de ocho a s&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;is a&amp;ntilde;os la an&lt;span style="letter-spacing:-.15pt"&gt;t&lt;/span&gt;ig&amp;uuml;&lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;dad m&amp;iacute;nima exigida para &lt;span style="letter-spacing:-.1pt"&gt;a&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;ceder a los cuerpos de cated&lt;span style="letter-spacing:-.1pt"&gt;r&lt;/span&gt;&amp;aacute;ticos &lt;/b&gt;y para que el a&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;ual &lt;span style="letter-spacing:.05pt"&gt;l&lt;/span&gt;&amp;iacute;mite m&amp;aacute;x&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;mo &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;&lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;l 30 % del c&lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;erpo &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;e or&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;gen&lt;span style="letter-spacing:.05pt"&gt; s&lt;/span&gt;e &lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;onvierta en &lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;n &lt;b&gt;m&amp;iacute;n&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;mo gar&lt;span style="letter-spacing:-.15pt"&gt;a&lt;/span&gt;ntizado d&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;l 30 %&lt;/b&gt;. La carre&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;a docente debe r&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;girse por un &lt;span style="letter-spacing:-.05pt"&gt;m&lt;/span&gt;i&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;m&lt;/span&gt;o criterio en todos &lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;os cuerp&lt;span style="letter-spacing:-.1pt"&gt;o&lt;/span&gt;s: &lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;is a&lt;span style="letter-spacing:-.05pt"&gt;&amp;ntilde;&lt;/span&gt;os &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;e &lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;er&lt;span style="letter-spacing:-.05pt"&gt;v&lt;/span&gt;i&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;io para progresar sin cambiar de ens&lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;&amp;ntilde;an&lt;span style="letter-spacing:.05pt"&gt;z&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;s.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:5px; margin-right:36px; margin-left:37px; text-align:justify; text-indent:-13.9pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="line-height:109%"&gt;&lt;b&gt;&lt;span style="color:black"&gt;3. &lt;/span&gt;&lt;/b&gt;&lt;span style="color:black"&gt;&lt;span style="letter-spacing:.05pt"&gt;Q&lt;/span&gt;ue se abra la n&lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;go&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;a&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;&amp;oacute;n de ambas pr&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;pues&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;as en la &lt;b&gt;Me&lt;span style="letter-spacing:-.05pt"&gt;s&lt;/span&gt;a &lt;span style="letter-spacing:-.05pt"&gt;S&lt;/span&gt;ecto&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;ial de Educaci&amp;oacute;n&lt;/b&gt;, con&lt;span style="letter-spacing:-.05pt"&gt;f&lt;/span&gt;orme al art&amp;iacute;c&lt;span style="letter-spacing:-.05pt"&gt;ul&lt;/span&gt;o 37.1.&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;) &lt;span style="letter-spacing:.05pt"&gt;y&lt;/span&gt; a la disposici&amp;oacute;n ad&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;ci&lt;/span&gt;onal duod&amp;eacute;&lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;i&lt;span style="letter-spacing:.05pt"&gt;m&lt;/span&gt;a del T&lt;span style="letter-spacing:-.05pt"&gt;REBEP&lt;/span&gt;, que incl&lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;yen la &lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;arrera p&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;of&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;sion&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;l entre l&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;s materias objeto de negoci&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;ci&lt;span style="letter-spacing:-.05pt"&gt;&amp;oacute;&lt;/span&gt;n.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:5px; margin-right:36px; margin-left:37px; text-align:justify; text-indent:-13.9pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="line-height:110%"&gt;&lt;b&gt;&lt;span style="color:black"&gt;4. &lt;/span&gt;&lt;/b&gt;&lt;span style="color:black"&gt;&lt;span style="letter-spacing:.05pt"&gt;Q&lt;/span&gt;ue &lt;span style="letter-spacing:-.1pt"&gt;s&lt;/span&gt;e in&lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;luya en &lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;l orden del d&amp;iacute;a de &lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;a &lt;b&gt;&lt;span style="letter-spacing:-.05pt"&gt;C&lt;/span&gt;on&lt;span style="letter-spacing:-.05pt"&gt;f&lt;/span&gt;erencia&lt;span style="letter-spacing:-.05pt"&gt; S&lt;/span&gt;&lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;cto&lt;span style="letter-spacing:-.05pt"&gt;rial &lt;/span&gt;de &lt;span style="letter-spacing:-.05pt"&gt;E&lt;/span&gt;ducac&lt;span style="letter-spacing:-.1pt"&gt;i&lt;/span&gt;&amp;oacute;n&lt;/b&gt;, para que &lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;l Ministerio y l&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;s comunidades au&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;&amp;oacute;nomas &lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;u&lt;span style="letter-spacing:-.05pt"&gt;m&lt;/span&gt;p&lt;span style="letter-spacing:.05pt"&gt;l&lt;/span&gt;an conjuntam&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;nte el manda&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;o de la d&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;s&lt;/span&gt;po&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;ci&amp;oacute;n adicional duod&amp;eacute;c&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;ma.7 de la L&lt;span style="letter-spacing:.05pt"&gt;O&lt;/span&gt;E.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:5px; margin-right:37px; margin-left:37px; text-align:justify; text-indent:-13.9pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="line-height:109%"&gt;&lt;b&gt;&lt;span style="color:black"&gt;5. &lt;/span&gt;&lt;/b&gt;&lt;span style="color:black"&gt;&lt;span style="letter-spacing:.05pt"&gt;Q&lt;/span&gt;ue, mi&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;ntras &lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;e tra&lt;span style="letter-spacing:-.05pt"&gt;m&lt;/span&gt;ita la r&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;forma, el M&lt;span style="letter-spacing:.05pt"&gt;i&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;n&lt;/span&gt;i&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;te&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;io apli&lt;span style="letter-spacing:-.05pt"&gt;q&lt;/span&gt;ue en &lt;b&gt;&lt;span style="letter-spacing:-.05pt"&gt;C&lt;/span&gt;euta y Melilla&lt;/b&gt;, donde &lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;s &lt;span style="letter-spacing:-.05pt"&gt;l&lt;/span&gt;a administrac&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;&amp;oacute;n educativa competente, medid&lt;span style="letter-spacing:-.1pt"&gt;a&lt;/span&gt;s de rec&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;no&lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;i&lt;span style="letter-spacing:.05pt"&gt;m&lt;/span&gt;iento pro&lt;span style="letter-spacing:-.05pt"&gt;f&lt;/span&gt;esi&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;&lt;span style="letter-spacing:-.1pt"&gt;n&lt;/span&gt;al y retr&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;but&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;vo para &lt;span style="letter-spacing:-.15pt"&gt;e&lt;/span&gt;l prof&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;so&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;ado del&lt;span style="letter-spacing:-.05pt"&gt; C&lt;/span&gt;uer&lt;span style="letter-spacing:-.05pt"&gt;p&lt;/span&gt;o de &lt;span style="letter-spacing:.05pt"&gt;M&lt;/span&gt;aestros con larga trayec&lt;span style="letter-spacing:-.15pt"&gt;t&lt;/span&gt;oria.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-right:35px; text-indent:14.0pt"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="line-height:110%"&gt;&lt;span style="color:black"&gt;El&lt;span style="letter-spacing:-.05pt"&gt; C&lt;/span&gt;uerpo de Mae&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;t&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;os merece una v&amp;iacute;a propia de pro&lt;span style="letter-spacing:-.05pt"&gt;m&lt;/span&gt;o&lt;span style="letter-spacing:.05pt"&gt;c&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;i&lt;/span&gt;&amp;oacute;n profesion&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;l. Re&lt;span style="letter-spacing:-.1pt"&gt;c&lt;/span&gt;onocer la e&lt;span style="letter-spacing:-.05pt"&gt;x&lt;/span&gt;&lt;span style="letter-spacing:-.1pt"&gt;p&lt;/span&gt;erie&lt;span style="letter-spacing:.05pt"&gt;n&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;c&lt;/span&gt;ia de q&lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;ien&lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;s sostienen la educaci&amp;oacute;n infan&lt;span style="letter-spacing:-.05pt"&gt;t&lt;/span&gt;il y primaria &lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;s refo&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;zar la ed&lt;span style="letter-spacing:-.05pt"&gt;uc&lt;/span&gt;aci&amp;oacute;n p&amp;uacute;blica desde su &lt;span style="letter-spacing:-.05pt"&gt;b&lt;/span&gt;a&lt;span style="letter-spacing:.05pt"&gt;s&lt;/span&gt;e.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top:7px; margin-right:-1px; margin-left:19px"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="color:black"&gt;A la espera de su pr&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;nta res&lt;span style="letter-spacing:-.05pt"&gt;p&lt;/span&gt;uesta, r&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;ci&lt;span style="letter-spacing:-.05pt"&gt;b&lt;/span&gt;a un cordi&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;l salud&lt;span style="letter-spacing:-.05pt"&gt;o&lt;/span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-top: 7px; margin-right: -1px; margin-left: 19px;"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="line-height:normal"&gt;&lt;span style="color:black"&gt;En M&lt;span style="letter-spacing:.05pt"&gt;a&lt;/span&gt;drid, a 21 de octubre &lt;span style="letter-spacing:-.05pt"&gt;d&lt;/span&gt;e 2026&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align: center;"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="line-height:99%"&gt;&lt;span style="color:black"&gt;Fdo.: Ma&lt;span style="letter-spacing:-.05pt"&gt;r&lt;/span&gt;io Guti&amp;eacute;rr&lt;span style="letter-spacing:-.05pt"&gt;e&lt;/span&gt;z &lt;span style="letter-spacing:.05pt"&gt;G&lt;/span&gt;&lt;span style="letter-spacing:-.05pt"&gt;u&lt;/span&gt;ti&amp;eacute;rr&lt;span style="letter-spacing:-.1pt"&gt;e&lt;/span&gt;z&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p align="center" style="margin-right:254px; margin-left:219px; text-align:center"&gt;&lt;span style="font-size:14px;"&gt;&lt;span style="line-height:99%"&gt;&lt;span style="color:black"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Presidente C&lt;span style="letter-spacing:-.1pt"&gt;S&lt;/span&gt;IF Educ&lt;span style="letter-spacing:-.05pt"&gt;a&lt;/span&gt;ci&lt;span style="letter-spacing:-.05pt"&gt;&amp;oacute;&lt;/span&gt;n&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;hr /&gt;&lt;!-- TABLA DE ESCRITOS PRESENTADOS --&gt;&#xD;
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&lt;h2 style="margin:0 0 20px;color:#5b2c83;font-size:24px;text-align:center;"&gt;&#x1F4C4; Escritos presentados&lt;/h2&gt;&#xD;
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&lt;p style="font-size:16px;margin:0 0 20px;text-align:center;"&gt;Consulta los escritos registrados por CSIF ante el Ministerio de Educaci&amp;oacute;n, FP y Deportes y las distintas comunidades aut&amp;oacute;nomas.&lt;/p&gt;&#xD;
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&lt;table style="width:100%;border-collapse:collapse;font-size:15px;background:#ffffff;"&gt;&#xD;
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		&lt;tr&gt;&#xD;
			&lt;th style="background:#5b2c83;color:#ffffff;padding:13px 15px;border:1px solid #ddd;width:30%;"&gt;CCAA&lt;/th&gt;&#xD;
			&lt;th style="background:#5b2c83;color:#ffffff;padding:13px 15px;border:1px solid #ddd;"&gt;ESCRITO PRESENTADO&lt;/th&gt;&#xD;
		&lt;/tr&gt;&#xD;
	&lt;/thead&gt;&#xD;
	&lt;tbody&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;NACIONAL&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/nacional-senior-1793008217.pdf" target="_blank"&gt;21&amp;nbsp;de octubre&amp;nbsp;de 2026 en el Ministerio de Educaci&amp;oacute;n, FP y Deportes&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr style="background:#f8f9f9;"&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;ANDALUC&amp;Iacute;A&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
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			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;ARAG&amp;Oacute;N&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr style="background:#f8f9f9;"&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;ASTURIAS&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/asturiasseniors-1793010689.pdf" target="_blank"&gt;22 de octubre de 2026 en la Consejer&amp;iacute;a de Educaci&amp;oacute;n&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
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			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;BALEARES&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/baleares-seniors-1793011457.pdf" target="_blank"&gt;22 de octubre de 2026 en la Consejer&amp;iacute;a de Educaci&amp;oacute;n&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr style="background:#f8f9f9;"&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;CANARIAS&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
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			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;CANTABRIA&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/maestroseniorcantabria-1-1793011630.pdf" target="_blank"&gt;22 de octubre en la Consejer&amp;iacute;a de Educaci&amp;oacute;n&lt;/a&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr style="background:#f8f9f9;"&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;CASTILLA-LA MANCHA&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/SEniorCLM-6792f2b56f89f1117bf8d5ceb2fd0aa129344dfc.pdf" target="_blank"&gt;26 de octubre en la Consejer&amp;iacute;a de Educaci&amp;oacute;n&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;CASTILLA Y LE&amp;Oacute;N&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/cyl-maestrossenior-1793008107.pdf" target="_blank"&gt;21&amp;nbsp;de octubre&amp;nbsp;de 2026 en la Consejer&amp;iacute;a de Educaci&amp;oacute;n&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr style="background:#f8f9f9;"&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;CATALU&amp;Ntilde;A&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/sexenioscatalunya-1793008509.pdf" target="_blank"&gt;22 de octubre de 2026 en la Consejer&amp;iacute;a de Educaci&amp;oacute;n&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;COMUNIDAD DE MADRID&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/madridseniors-1793008760.pdf" target="_blank"&gt;22 de octubre de 2026 en la Consejer&amp;iacute;a de Educaci&amp;oacute;n&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr style="background:#f8f9f9;"&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;COMUNIDAD VALENCIANA&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/valenciaSeniors-b5ccbad2c50cd61fb99682eca41c80388c832cfb.pdf" target="_blank"&gt;26 de octubre de 2026 en la Consejer&amp;iacute;a de Educaci&amp;oacute;n&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;EXTREMADURA&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/aragonseniors-1793010092.pdf" target="_blank"&gt;22 de octubre de 2026 en la Consejer&amp;iacute;a de Educaci&amp;oacute;n&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr style="background:#f8f9f9;"&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;GALICIA&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/galiciaseniors-78c53b2113ddfe62faee1faf7199c274f409765c.pdf" target="_blank"&gt;27 de octubre de 2026 en la Consejer&amp;iacute;a de Educaci&amp;oacute;n&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;NAVARRA&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/navarraseniors-1793010484.pdf" target="_blank"&gt;22 de octubre de 2026 en la Consejer&amp;iacute;a de Educaci&amp;oacute;n&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr style="background:#f8f9f9;"&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;LA RIOJA&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;REGI&amp;Oacute;N DE MURCIA&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr style="background:#f8f9f9;"&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;CEUTA&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/ceuta2-merge-aa37386faf2d0192b103081e501f770927f552ae.pdf" target="_blank"&gt;26 de octubre en la Direcci&amp;oacute;n Provincial de Educaci&amp;oacute;n&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;font-weight:bold;"&gt;MELILLA&lt;/td&gt;&#xD;
			&lt;td style="padding:12px 15px;border:1px solid #ddd;"&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/melillaseniorFINAL-0fe1f2fde9a21f663818175a085e046ffda5edbd.pdf" target="_blank"&gt;26 de octubre de 2026 en la Direcci&amp;oacute;n Provincial de Educaci&amp;oacute;n&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
	&lt;/tbody&gt;&#xD;
&lt;/table&gt;&#xD;
&lt;/div&gt;&#xD;
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&lt;hr /&gt;&#xD;
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&lt;hr /&gt;&#xD;
&lt;p&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/cartel-maestro-senior-1792585956.pdf" target="_blank"&gt;&lt;img alt="" src="https://www.csif.es/uploads/articulo/imagenesTexto/6ad98d5ad2b49.png" style="width: 800px; height: 1084px;" /&gt;&lt;/a&gt;&lt;/p&gt;&#xD;
&lt;/div&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/98861</guid><title>Resumen semanal de noticias destacadas</title><pubDate>Fri, 23 Oct 26 13:33:00 CEST</pubDate><link>https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/98861</link><dc:creator xmlns:dc="dc">alberto.miranda.sanroman</dc:creator><dcterms:alternative xmlns:dcterms="dcterms">Semana del 19 al 23 de octubre de 2026</dcterms:alternative><description>Semana del 19 al 23 de octubre de 2026</description><category>CSIF Informa</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/resumen-semanal-csif-educacion-aragon-1-1792756253.png" type="image/png" medium="image"><media:credit/><media:title>Arag&#xF3;n - Educaci&#xF3;n Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;div id="csif-semana"&gt;&#xD;
&lt;style type="text/css"&gt;#csif-semana{font-family:Arial,Helvetica,sans-serif;color:#24312b;max-width:1080px;margin:auto;padding:20px}#csif-semana *{box-sizing:border-box}#csif-semana .hero{background:#007a2f;border-radius:10px;padding:24px}#csif-semana .hero p,#csif-semana .hero h2{color:#fff!important;-webkit-text-fill-color:#fff}#csif-semana .hero p{font-size:12px;letter-spacing:1px;margin:0 0 10px}#csif-semana .hero h2{font-size:28px;line-height:1.25;margin:0}#csif-semana .nav{display:flex;flex-wrap:wrap;align-items:center;gap:8px;background:#f2f7f4;border-radius:8px;padding:14px;margin:18px 0}#csif-semana .nav a{background:#fff;border:1px solid #cbded2;border-radius:6px;padding:9px 12px;font-size:13px;color:#00692a;text-decoration:none}#csif-semana .day{background:#007a2f;border-radius:7px;color:#fff!important;padding:14px 18px;font-size:21px;margin:24px 0 16px}#csif-semana .day span{font-size:13px;font-weight:400;color:#fff}#csif-semana .grid{display:grid;grid-template-columns:repeat(2,minmax(0,1fr));gap:18px}#csif-semana .card{background:#f5faf7;border:1px solid #e1e8e3;border-left:5px solid #007a2f;border-radius:9px;padding:17px;display:flex;flex-direction:column;min-width:0}#csif-semana .card.pink{background:#fff7fb;border-left-color:#e83e96}#csif-semana .meta{font-size:11px;color:#00692a;font-weight:700;line-height:1.5;margin:0 0 12px}#csif-semana .image{background:#fff;border:1px solid #d9e4dc;border-radius:6px;margin-bottom:15px;padding:6px;display:block}#csif-semana .image img{display:block;width:100%;height:145px;object-fit:contain;margin:0}#csif-semana h3{font-size:18px;line-height:1.35;color:#20372a;margin:0 0 12px}#csif-semana .summary{font-size:14px;line-height:1.55;margin:0 0 18px}#csif-semana .read{align-self:flex-start;margin-top:auto;background:#007a2f;color:#fff!important;padding:10px 16px;border-radius:6px;text-decoration:none;font-size:14px;font-weight:700}#csif-semana a:focus-visible{outline:3px solid #e83e96;outline-offset:3px}@media(max-width:600px){#csif-semana{padding:12px}#csif-semana .grid{grid-template-columns:1fr}#csif-semana .hero h2{font-size:24px}}&#xD;
#csif-semana .meta{background:#c92275;color:#fff!important;-webkit-text-fill-color:#fff;border:1px solid #c92275;border-radius:6px;padding:3px 9px;align-self:flex-start;font-size:11px;line-height:1.3;font-weight:700}#csif-semana h3{font-weight:700!important}&#xD;
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&lt;div class="hero"&gt;&#xD;
&lt;p&gt;CSIF EDUCACI&amp;Oacute;N ARAG&amp;Oacute;N &amp;middot; ACTUALIDAD SEMANAL&lt;/p&gt;&#xD;
&#xD;
&lt;h2&gt;Del 19 al 23 de octubre de 2026&lt;/h2&gt;&#xD;
&lt;/div&gt;&#xD;
&#xD;
&lt;div aria-label="Ir a un d&#xED;a" class="nav"&gt;&lt;strong&gt;Ir a un d&amp;iacute;a:&lt;/strong&gt;&lt;a href="#csif-dia-23"&gt;Viernes 23 de octubre&lt;/a&gt;&lt;a href="#csif-dia-22"&gt;Jueves 22 de octubre&lt;/a&gt;&lt;a href="#csif-dia-21"&gt;Mi&amp;eacute;rcoles 21 de octubre&lt;/a&gt;&lt;a href="#csif-dia-20"&gt;Martes 20 de octubre&lt;/a&gt;&lt;a href="#csif-dia-19"&gt;Lunes 19 de octubre&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;h2 class="day" id="csif-dia-23"&gt;Viernes 23 de octubre &lt;span&gt;&amp;middot; 4 noticias&lt;/span&gt;&lt;/h2&gt;&#xD;
&#xD;
&lt;div class="grid"&gt;&#xD;
&lt;div class="card "&gt;&#xD;
&lt;p class="meta"&gt;Muface&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/98823" rel="noopener" target="_blank"&gt;&lt;img alt="CSIF exige mejoras en la asistencia sanitaria y las prestaciones de MUFACE" src="https://www.csif.es/uploads/articulo/imagenPrincipal/csif-exige-mejoras-en-muface-1792742753.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;CSIF exige mejoras en la asistencia sanitaria y las prestaciones de MUFACE&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;En el &amp;uacute;ltimo Consejo General de MUFACE, CSIF reclam&amp;oacute; financiaci&amp;oacute;n suficiente, mejor acceso a la asistencia, menos burocracia y avances en prestaciones y servicios para el mutualismo administrativo&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/98823" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card pink"&gt;&#xD;
&lt;p class="meta"&gt;Empleo&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/96977" rel="noopener" target="_blank"&gt;&lt;img alt="AMPLIACI&#xD3;N DE LISTAS ARAG&#xD3;N: 590 125 SISTEMAS ELECTROT&#xC9;CNICOS Y AUTOM&#xC1;TICOS" src="https://www.csif.es/uploads/articulo/imagenPrincipal/sistemas-electrotecnicos-y-automaticos-1789979119.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;AMPLIACI&amp;Oacute;N DE LISTAS ARAG&amp;Oacute;N: 590 125 SISTEMAS ELECTROT&amp;Eacute;CNICOS Y AUTOM&amp;Aacute;TICOS&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Resoluci&amp;oacute;n Lista Definitiva de Admitidos y Excluidos y Baremo Provisional (22/10/2026)&lt;br /&gt;&#xD;
Baremo Provisional&lt;br /&gt;&#xD;
Plazo de alegaciones: de las 00:00 del viernes 23 de octubre a las 23:59 del martes 27 de octubre de 2026&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/96977" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card "&gt;&#xD;
&lt;p class="meta"&gt;Empleo&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/96974" rel="noopener" target="_blank"&gt;&lt;img alt="AMPLIACI&#xD3;N DE LISTAS ARAG&#xD3;N: 590 107 INFORM&#xC1;TICA" src="https://www.csif.es/uploads/articulo/imagenPrincipal/informatica-1789978262.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;AMPLIACI&amp;Oacute;N DE LISTAS ARAG&amp;Oacute;N: 590 107 INFORM&amp;Aacute;TICA&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Resoluci&amp;oacute;n Lista Definitiva de Admitidos y Excluidos y Baremo Provisional (22/10/2026)&lt;br /&gt;&#xD;
Baremo Provisional&lt;br /&gt;&#xD;
Plazo de alegaciones: de las 00:00 del viernes 23 de octubre a las 23:59 del martes 27 de octubre de 2026&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/96974" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card pink"&gt;&#xD;
&lt;p class="meta"&gt;Empleo&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/96968" rel="noopener" target="_blank"&gt;&lt;img alt="AMPLIACI&#xD3;N DE LISTAS ARAG&#xD3;N: 590 019 TECNOLOG&#xCD;A" src="https://www.csif.es/uploads/articulo/imagenPrincipal/tecnologia-1789976257.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;AMPLIACI&amp;Oacute;N DE LISTAS ARAG&amp;Oacute;N: 590 019 TECNOLOG&amp;Iacute;A&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Resoluci&amp;oacute;n Lista Definitiva de Admitidos y Excluidos y Baremo Provisional. (22/10/2026)&lt;br /&gt;&#xD;
Baremo Provisional&lt;br /&gt;&#xD;
Plazo de alegaciones: de las 00:00 del viernes 23 de octubre a las 23:59 del martes 27 de octubre de 2026&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/96968" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/div&gt;&#xD;
&#xD;
&lt;h2 class="day" id="csif-dia-22"&gt;Jueves 22 de octubre &lt;span&gt;&amp;middot; 6 noticias&lt;/span&gt;&lt;/h2&gt;&#xD;
&#xD;
&lt;div class="grid"&gt;&#xD;
&lt;div class="card "&gt;&#xD;
&lt;p class="meta"&gt;Formaci&amp;oacute;n&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/98805" rel="noopener" target="_blank"&gt;&lt;img alt="PRIMERA CONVOCATORIA - AULARAG&#xD3;N - CURSOS FORMACI&#xD3;N" src="https://www.csif.es/uploads/articulo/imagenPrincipal/tutorizacion-aulaaragon-1792688274.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;PRIMERA CONVOCATORIA - AULARAG&amp;Oacute;N - CURSOS FORMACI&amp;Oacute;N&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;1&amp;ordf; CONVOCATORIA.&lt;br /&gt;&#xD;
INSCRIPCI&amp;Oacute;N EN doceo.catedu.es en el bot&amp;oacute;n de arriba &amp;laquo;Aularag&amp;oacute;n&amp;raquo; del 21 de octubre al 2 de noviembre de 2026.&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/98805" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card pink"&gt;&#xD;
&lt;p class="meta"&gt;Empleo&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/97008" rel="noopener" target="_blank"&gt;&lt;img alt="2&#xAA; Convocatoria profesores especialistas CSMA. Curso 2026-27" src="https://www.csif.es/uploads/articulo/imagenPrincipal/conser-banner-1789989144.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;2&amp;ordf; Convocatoria profesores especialistas CSMA. Curso 2026-27&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Relaci&amp;oacute;n provisional (22/10/2026)&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/97008" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card "&gt;&#xD;
&lt;p class="meta"&gt;Puesto de Trabajo y Categor&amp;iacute;a Profesional&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/98776" rel="noopener" target="_blank"&gt;&lt;img alt="CSIF reclama la creaci&#xF3;n del Cuerpo de Maestros S&#xE9;nior para impulsar la carrera profesional docente" src="https://www.csif.es/uploads/articulo/imagenPrincipal/csif-impulsa-la-carrera-docente-1792665110.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;CSIF reclama la creaci&amp;oacute;n del Cuerpo de Maestros S&amp;eacute;nior para impulsar la carrera profesional docente&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;CSIF Educaci&amp;oacute;n Arag&amp;oacute;n solicita a la Consejer&amp;iacute;a que apoye una v&amp;iacute;a de promoci&amp;oacute;n profesional y retributiva a partir de seis a&amp;ntilde;os de antig&amp;uuml;edad, sin necesidad de cambiar de puesto de trabajo ni abandonar las ense&amp;ntilde;anzas de Infantil y Primaria.&lt;br /&gt;&#xD;
Carta a Do&amp;ntilde;a Carmen Sus&amp;iacute;n Gabarre, Consejera de Educaci&amp;oacute;n, Ciencias y Universidades de Arag&amp;oacute;n&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/98776" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card pink"&gt;&#xD;
&lt;p class="meta"&gt;Empleo&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/97451" rel="noopener" target="_blank"&gt;&lt;img alt="II Convocatoria Personas Expertas - IA y Big data - Campus Digital" src="https://www.csif.es/uploads/articulo/imagenPrincipal/campus-digital-1790667008.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;II Convocatoria Personas Expertas - IA y Big data - Campus Digital&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Resoluci&amp;oacute;n (22/10/2026)&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/97451" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card "&gt;&#xD;
&lt;p class="meta"&gt;Empleo&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/98768" rel="noopener" target="_blank"&gt;&lt;img alt="Funci&#xF3;n P&#xFA;blica garantiza subida salarial para 2027: exigimos su aprobaci&#xF3;n por RDL antes de las elecciones para blindar tus derechos" src="https://www.csif.es/uploads/articulo/imagenPrincipal/1792660797-logotipo-del-ministerio-de-ciencia-innovacion-y-universidades-1737369472.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;Funci&amp;oacute;n P&amp;uacute;blica garantiza subida salarial para 2027: exigimos su aprobaci&amp;oacute;n por RDL antes de las elecciones para blindar tus derechos&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;CSIF exige aprobar por real decreto-ley la subida salarial de 2027 antes de las elecciones para garantizar su aplicaci&amp;oacute;n.&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/98768" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card pink"&gt;&#xD;
&lt;p class="meta"&gt;Convocatorias&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/98031" rel="noopener" target="_blank"&gt;&lt;img alt="I Convocatoria Personas Expertas_Aeronaves pilotadas de forma remota-Drones" src="https://www.csif.es/uploads/articulo/imagenPrincipal/convocatoria-de-plazas-para-expertos-en-drones-1-1791365771.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;I Convocatoria Personas Expertas_Aeronaves pilotadas de forma remota-Drones&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Acta de la comisi&amp;oacute;n de selecci&amp;oacute;n (22/10/2026)&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/98031" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/div&gt;&#xD;
&#xD;
&lt;h2 class="day" id="csif-dia-21"&gt;Mi&amp;eacute;rcoles 21 de octubre &lt;span&gt;&amp;middot; 7 noticias&lt;/span&gt;&lt;/h2&gt;&#xD;
&#xD;
&lt;div class="grid"&gt;&#xD;
&lt;div class="card "&gt;&#xD;
&lt;p class="meta"&gt;Convocatorias&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/97174" rel="noopener" target="_blank"&gt;&lt;img alt="AMPLIACI&#xD3;N DE LISTAS ARAG&#xD3;N: 590 216 OPERACIONES Y EQUIPOS DE PRODUCCI&#xD3;N AGRARIA" src="https://www.csif.es/uploads/articulo/imagenPrincipal/agrarias-1790166082.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;AMPLIACI&amp;Oacute;N DE LISTAS ARAG&amp;Oacute;N: 590 216 OPERACIONES Y EQUIPOS DE PRODUCCI&amp;Oacute;N AGRARIA&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Lista de personados en el Acto de Presentaci&amp;oacute;n (20/10/26)&lt;br /&gt;&#xD;
Modificaci&amp;oacute;n lista de personados al Acto de Presentaci&amp;oacute;n (21/10/26)&lt;br /&gt;&#xD;
Plazo de presentaci&amp;oacute;n de solicitudes: de las 00:00 del mi&amp;eacute;rcoles 21 de octubre a las 23:59 del viernes 23 de octubre de 2026&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/97174" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card pink"&gt;&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/98720" rel="noopener" target="_blank"&gt;&lt;img alt="Educaci&#xF3;n confirma que solo habr&#xE1; bajada de ratios en Infantil, Bachillerato y FP: CSIF exige un real decreto ley antes de las elecciones para incluir a Primaria y ESO" src="https://www.csif.es/uploads/articulo/imagenPrincipal/foto-aula-1792581234.jpg.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;Educaci&amp;oacute;n confirma que solo habr&amp;aacute; bajada de ratios en Infantil, Bachillerato y FP: CSIF exige un real decreto ley antes de las elecciones para incluir a Primaria y ESO&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Educaci&amp;oacute;n limita la reducci&amp;oacute;n de ratios anunciada a Infantil, Bachillerato y FP. CSIF exige incluir a Primaria y ESO mediante un real decreto-ley.&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/98720" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card "&gt;&#xD;
&lt;p class="meta"&gt;Empleo&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/96379" rel="noopener" target="_blank"&gt;&lt;img alt="AMPLIACI&#xD3;N DE LISTAS ARAG&#xD3;N. PERCUSI&#xD3;N del Cuerpo de CATEDR&#xC1;TICOS DE M&#xDA;SICA Y ARTES ESC&#xC9;NICAS" src="https://www.csif.es/uploads/articulo/imagenPrincipal/chatgpt-image-8-sept-2026-14-21-56-1788870168.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;AMPLIACI&amp;Oacute;N DE LISTAS ARAG&amp;Oacute;N. PERCUSI&amp;Oacute;N del Cuerpo de CATEDR&amp;Aacute;TICOS DE M&amp;Uacute;SICA Y ARTES ESC&amp;Eacute;NICAS&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Baremo Definitivo&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/96379" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card pink"&gt;&#xD;
&lt;p class="meta"&gt;Convocatorias&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/97156" rel="noopener" target="_blank"&gt;&lt;img alt="AMPLIACI&#xD3;N DE LISTAS ARAG&#xD3;N: 590 006 MATEM&#xC1;TICAS" src="https://www.csif.es/uploads/articulo/imagenPrincipal/matematicas-2-1790165219.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;AMPLIACI&amp;Oacute;N DE LISTAS ARAG&amp;Oacute;N: 590 006 MATEM&amp;Aacute;TICAS&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Lista de personados en el Acto de Presentaci&amp;oacute;n (20/10/26)&lt;br /&gt;&#xD;
Modificaci&amp;oacute;n lista de personados en el Acto de Presentaci&amp;oacute;n (21/10/26)&lt;br /&gt;&#xD;
Plazo de presentaci&amp;oacute;n de m&amp;eacute;ritos: de las 00:00 del mi&amp;eacute;rcoles 21 de octubre a las 23:59 del viernes 23 de octubre de 2026&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/97156" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card "&gt;&#xD;
&lt;p class="meta"&gt;Formaci&amp;oacute;n&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/80826" rel="noopener" target="_blank"&gt;&lt;img alt="CURSO ON LINE 101 HORAS: ESPECIALIZACI&#xD3;N METODOL&#xD3;GICA AICLE PARA DOCENTES" src="https://www.csif.es/uploads/articulo/imagenPrincipal/aicle-diciembre-26-1792575450.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;CURSO ON LINE 101 HORAS: ESPECIALIZACI&amp;Oacute;N METODOL&amp;Oacute;GICA AICLE PARA DOCENTES&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Curso en l&amp;iacute;nea de 101 horas de especializaci&amp;oacute;n metodol&amp;oacute;gica AICLE para docentes.&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/80826" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card pink"&gt;&#xD;
&lt;p class="meta"&gt;Empleo&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/98708" rel="noopener" target="_blank"&gt;&lt;img alt="OPOSICIONES EE.MM. ARAG&#xD3;N 2027" src="https://www.csif.es/uploads/articulo/imagenPrincipal/oposiciones-educacion-publica-aragon-2027-1792576814.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;OPOSICIONES EE.MM. ARAG&amp;Oacute;N 2027&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Distribuci&amp;oacute;n de plazas por especialidad (21/10/2026)&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/98708" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card "&gt;&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/98735" rel="noopener" target="_blank"&gt;&lt;img alt="Carta presentada ante el Ministerio de Educaci&#xF3;n, FP y Deportes solicitando la creaci&#xF3;n del Cuerpo de Maestros Senior y el desarrollo de cada carrera profesional docente" src="https://www.csif.es/uploads/articulo/imagenPrincipal/maestrosenior-twitter-2003x669-1792661309.jpg" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;Carta presentada ante el Ministerio de Educaci&amp;oacute;n, FP y Deportes solicitando la creaci&amp;oacute;n del Cuerpo de Maestros Senior y el desarrollo de cada carrera profesional docente&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;CSIF solicita la creaci&amp;oacute;n del Cuerpo de Maestros S&amp;eacute;nior y el desarrollo de la carrera profesional docente sin cambio de puesto de trabajo.&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/98735" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/div&gt;&#xD;
&#xD;
&lt;h2 class="day" id="csif-dia-20"&gt;Martes 20 de octubre &lt;span&gt;&amp;middot; 5 noticias&lt;/span&gt;&lt;/h2&gt;&#xD;
&#xD;
&lt;div class="grid"&gt;&#xD;
&lt;div class="card pink"&gt;&#xD;
&lt;p class="meta"&gt;Negociaciones y acuerdos&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/98685" rel="noopener" target="_blank"&gt;&lt;img alt="La convocatoria electoral deja sin aplicar la reducci&#xF3;n de ratios y de horario lectivo que se anunci&#xF3; como eje de &#xAB;la legislatura del profesorado&#xBB;" src="https://www.csif.es/uploads/articulo/imagenPrincipal/1792526779-universidad-1708619888.jpg.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;La convocatoria electoral deja sin aplicar la reducci&amp;oacute;n de ratios y de horario lectivo que se anunci&amp;oacute; como eje de &amp;laquo;la legislatura del profesorado&amp;raquo;&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;CSIF reclama aprobar por real decreto-ley la reducci&amp;oacute;n de ratios y horario lectivo en Primaria y ESO ante la disoluci&amp;oacute;n de las Cortes.&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/98685" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card "&gt;&#xD;
&lt;p class="meta"&gt;Negociaciones y acuerdos&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/98638" rel="noopener" target="_blank"&gt;&lt;img alt="Mesa sectorial de educaci&#xF3;n 20/10/26" src="https://www.csif.es/uploads/articulo/imagenPrincipal/copia-de-mesaa-tecnica-post-para-instagram-1792482641.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;Mesa sectorial de educaci&amp;oacute;n 20/10/26&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Plazas convocadas a oposici&amp;oacute;n de EEMM de 2027 en Arag&amp;oacute;n&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/98638" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card pink"&gt;&#xD;
&lt;p class="meta"&gt;Empleo&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/96381" rel="noopener" target="_blank"&gt;&lt;img alt="AMPLIACI&#xD3;N DE LISTAS ARAG&#xD3;N. REPERTORIO CON PIANO PARA INSTRUMENTOS del Cuerpo de CATEDR&#xC1;TICOS DE M&#xDA;SICA Y ARTES ESC&#xC9;NICAS" src="https://www.csif.es/uploads/articulo/imagenPrincipal/chatgpt-image-8-sept-2026-14-27-11-1788870474.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;AMPLIACI&amp;Oacute;N DE LISTAS ARAG&amp;Oacute;N. REPERTORIO CON PIANO PARA INSTRUMENTOS del Cuerpo de CATEDR&amp;Aacute;TICOS DE M&amp;Uacute;SICA Y ARTES ESC&amp;Eacute;NICAS&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Publicada la resoluci&amp;oacute;n del baremo definitivo (20/10/2026).&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/96381" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card "&gt;&#xD;
&lt;p class="meta"&gt;Empleo&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/97239" rel="noopener" target="_blank"&gt;&lt;img alt="AMPLIACI&#xD3;N DE LISTAS ARAG&#xD3;N: 594 403 PROFESORES DE M&#xDA;SICA Y ARTES ESC&#xC9;NICAS - CANTO" src="https://www.csif.es/uploads/articulo/imagenPrincipal/diseno-sin-titulo-6-1790247492.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;AMPLIACI&amp;Oacute;N DE LISTAS ARAG&amp;Oacute;N: 594 403 PROFESORES DE M&amp;Uacute;SICA Y ARTES ESC&amp;Eacute;NICAS - CANTO&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Publicada la resoluci&amp;oacute;n de modificaci&amp;oacute;n de la Comisi&amp;oacute;n Calificadora (20/10/2026).&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/97239" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card pink"&gt;&#xD;
&lt;p class="meta"&gt;Convocatorias&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/97163" rel="noopener" target="_blank"&gt;&lt;img alt="AMPLIACI&#xD3;N DE LISTAS ARAG&#xD3;N: 590 111 ORGANIZACI&#xD3;N Y PROCESOS DE MANTENIMIENTO DE VEHICULOS" src="https://www.csif.es/uploads/articulo/imagenPrincipal/vehiculos-1790165651.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;AMPLIACI&amp;Oacute;N DE LISTAS ARAG&amp;Oacute;N: 590 111 ORGANIZACI&amp;Oacute;N Y PROCESOS DE MANTENIMIENTO DE VEHICULOS&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Lista de personados (20/10/2026)&lt;br /&gt;&#xD;
Lista de personados en el Acto de Presentaci&amp;oacute;n&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/97163" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/div&gt;&#xD;
&#xD;
&lt;h2 class="day" id="csif-dia-19"&gt;Lunes 19 de octubre &lt;span&gt;&amp;middot; 3 noticias&lt;/span&gt;&lt;/h2&gt;&#xD;
&#xD;
&lt;div class="grid"&gt;&#xD;
&lt;div class="card "&gt;&#xD;
&lt;p class="meta"&gt;Formaci&amp;oacute;n&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/98621" rel="noopener" target="_blank"&gt;&lt;img alt="Webinars sobre Programaciones Did&#xE1;cticas - Acceso a las grabaciones" src="https://www.csif.es/uploads/articulo/imagenPrincipal/webinar-grabaciones-1792431625.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;Webinars sobre Programaciones Did&amp;aacute;cticas - Acceso a las grabaciones&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Acceso a las grabaciones de los webinars sobre programaciones did&amp;aacute;cticas.&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/98621" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card pink"&gt;&#xD;
&lt;p class="meta"&gt;Convocatorias&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/98568" rel="noopener" target="_blank"&gt;&lt;img alt="AMPLIACI&#xD3;N LISTA DE INSPECTORES 2026" src="https://www.csif.es/uploads/articulo/imagenPrincipal/convocatoria-para-inspectores-de-educacion-1792396097.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;AMPLIACI&amp;Oacute;N LISTA DE INSPECTORES 2026&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Convocatoria (BOA 19/10/2026)&lt;br /&gt;&#xD;
El plazo de presentaci&amp;oacute;n de solicitudes ser&amp;aacute; de diez d&amp;iacute;as h&amp;aacute;biles, contados desde el d&amp;iacute;a siguiente a la publicaci&amp;oacute;n de la presente convocatoria en el &amp;ldquo;Bolet&amp;iacute;n Oficial de Arag&amp;oacute;n&amp;rdquo;&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/98568" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div class="card "&gt;&#xD;
&lt;p class="meta"&gt;Empleo&lt;/p&gt;&#xD;
&lt;a class="image" href="https://www.csif.es/es/articulo/aragon/educacion/96378" rel="noopener" target="_blank"&gt;&lt;img alt="AMPLIACI&#xD3;N DE LISTAS ARAG&#xD3;N: COMPOSICI&#xD3;N del Cuerpo de CATEDR&#xC1;TICOS DE M&#xDA;SICA Y ARTES ESC&#xC9;NICAS (0593-010)" src="https://www.csif.es/uploads/articulo/imagenPrincipal/chatgpt-image-8-sept-2026-14-13-05-1788869718.png.webp" /&gt;&lt;/a&gt;&#xD;
&#xD;
&lt;h3&gt;AMPLIACI&amp;Oacute;N DE LISTAS ARAG&amp;Oacute;N: COMPOSICI&amp;Oacute;N del Cuerpo de CATEDR&amp;Aacute;TICOS DE M&amp;Uacute;SICA Y ARTES ESC&amp;Eacute;NICAS (0593-010)&lt;/h3&gt;&#xD;
&#xD;
&lt;p class="summary"&gt;Lista Provisional Admitidos Excluidos (19/10/2026)&lt;br /&gt;&#xD;
Plazo de alegaciones: de las 00:00 del martes 20 de octubre a las 23:59 del jueves 22 de octubre de 2026&lt;/p&gt;&#xD;
&lt;a class="read" href="https://www.csif.es/es/articulo/aragon/educacion/96378" rel="noopener" target="_blank"&gt;Leer noticia&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;/div&gt;&#xD;
&lt;/div&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/98155</guid><title>Newsletter CSIF ARAG&#xD3;N. 3er Trimestre 2026</title><pubDate>Thu, 08 Oct 26 21:27:00 CEST</pubDate><link>https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/98155</link><dc:creator xmlns:dc="dc">manuel.abad.perez</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Boletines y publicaciones CSIF</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/20263t-1791487859.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Arag&#xF3;n - Educaci&#xF3;n Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;h2 style="text-align: center;"&gt;&lt;strong&gt;Newsletter&lt;span style="color:#27ae60;"&gt; CSIF&amp;nbsp;&amp;nbsp;ARAG&amp;Oacute;N&lt;/span&gt;. Tercer Trimestre 2026&lt;/strong&gt;&lt;/h2&gt;&#xD;
&#xD;
&lt;p style="text-align: center;"&gt;Os presentamos un nuevo n&amp;uacute;mero de la Newsletter&amp;nbsp;&lt;span style="color:#27ae60;"&gt;CSIF Arag&amp;oacute;n&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="text-align: center;"&gt;Aqu&amp;iacute; informamos de lo m&amp;aacute;s destacado de la actualidad sindical de los sectores&lt;/p&gt;&#xD;
&#xD;
&lt;h2 style="text-align: center;"&gt;&lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/newsletter-csif-aragon-3o-trimestre-2026-1791487859.pdf"&gt;DESCARGAR&lt;/a&gt;&lt;/h2&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/98482</guid><title>Manual del nuevo funcionario 26/27</title><pubDate>Thu, 01 Oct 26 09:43:00 CEST</pubDate><link>https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/98482</link><dc:creator xmlns:dc="dc">alberto.miranda.sanroman</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Boletines y publicaciones CSIF</category><content:encoded xmlns:content="content">&lt;style&gt;&#xD;
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#csif-manual26 .c26-searchres{display:grid;gap:10px}&#xD;
#csif-manual26 .c26-result{width:100%;display:block;text-align:left;padding:18px 20px;border:1px solid #e4eee6;background:#fff;border-radius:12px}&#xD;
#csif-manual26 .c26-result:hover{border-color:#a8d7b6;background:#fcfefc}&#xD;
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#csif-manual26 .c26-result span{font-size:12px;line-height:1.6;color:#6d7c70;display:block}&#xD;
#csif-manual26 .c26-empty{text-align:center;padding:36px 15px;color:#738678;background:white;border:1px dashed #c9ddcf;border-radius:13px}&#xD;
#csif-manual26 .c26-mobileveil{display:none}&#xD;
#csif-manual26 .c26-toast{position:fixed;bottom:25px;left:50%;transform:translateX(-50%);z-index:10101;background:#183f2a;color:white;border-radius:10px;padding:10px 16px;font-weight:650;font-size:12px;box-shadow:0 7px 30px #0c35172b}&#xD;
#csif-manual26 [hidden]{display:none!important}&#xD;
/* En noticias de anchura intermedia el &#xED;ndice se mantiene visible */&#xD;
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 #csif-manual26 .c26-side-note{padding:11px;font-size:11px}&#xD;
 #csif-manual26 .c26-main{padding:23px 18px 34px}&#xD;
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 #csif-manual26 .c26-hero-inner{padding:33px 25px}&#xD;
}&#xD;
#csif-manual26 .c26-index-shortcut{display:none}&#xD;
@container csifManual (max-width:740px){&#xD;
 #csif-manual26 .c26-layout{grid-template-columns:minmax(0,1fr)}&#xD;
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 #csif-manual26 .c26-index-shortcut span:last-child{margin-left:auto;color:#688776;font-size:11px;font-weight:700}&#xD;
 #csif-manual26 .c26-main{padding:23px}&#xD;
}&#xD;
@container csifManual (max-width:700px){&#xD;
 #csif-manual26{border-radius:12px}&#xD;
 #csif-manual26 .c26-top{padding:11px 13px;min-height:77px;gap:8px}&#xD;
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 #csif-manual26 .c26-brand{gap:10px}&#xD;
 #csif-manual26 .c26-brand-sep{height:29px}&#xD;
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 #csif-manual26 .c26-hero p{font-size:13px!important}&#xD;
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 #csif-manual26 .c26-searchform button{padding:0 10px;font-size:11px}&#xD;
 #csif-manual26 .c26-hints{font-size:10px}&#xD;
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 #csif-manual26 .c26-card-title{font-size:13px}&#xD;
 #csif-manual26 .c26-card-bottom{font-size:9px}&#xD;
 #csif-manual26 .c26-filters{gap:6px}&#xD;
 #csif-manual26 .c26-filter{padding:8px 11px;font-size:10px}&#xD;
 #csif-manual26 .c26-panel-head h2{font-size:27px!important}&#xD;
 #csif-manual26 .c26-big-num{font-size:36px}&#xD;
 #csif-manual26 .c26-stats{grid-template-columns:1fr;gap:7px}&#xD;
 #csif-manual26 .c26-stat{min-height:0;padding:11px 13px}&#xD;
 #csif-manual26 .c26-stat-value{font-size:16px}&#xD;
 #csif-manual26 .c26-panel{padding:20px 18px}&#xD;
 #csif-manual26 .c26-chapter-section h3{font-size:18px!important}&#xD;
 #csif-manual26 .c26-section-head{display:block}&#xD;
 #csif-manual26 .c26-sharepart{padding:8px 0}&#xD;
 #csif-manual26 .c26-footer{display:block;text-align:center}&#xD;
 #csif-manual26 .c26-pager button{font-size:10px;padding:10px}&#xD;
}&#xD;
@container csifManual (max-width:390px){&#xD;
 #csif-manual26 .c26-cards{grid-template-columns:1fr}&#xD;
 #csif-manual26 .c26-card{min-height:125px}&#xD;
 #csif-manual26 .c26-brand-sep{display:none}&#xD;
 #csif-manual26 .c26-head-label{font-size:11px}&#xD;
 #csif-manual26 .c26-logo{width:122px}&#xD;
}&#xD;
@media(prefers-reduced-motion:reduce){#csif-manual26 .c26-card{transition:none}}&#xD;
&#xD;
/* Contenido principal siempre visible, incluso si el editor bloquea scripts */&#xD;
#csif-manual26 [hidden]{display:none!important}&#xD;
#csif-manual26 .c26-side-link,#csif-manual26 .c26-card,#csif-manual26 .c26-filter{text-decoration:none!important}&#xD;
#csif-manual26 .c26-fallback{margin-top:34px;border-top:1px solid #e2ebe5;padding-top:26px}&#xD;
#csif-manual26 .c26-fallbackchapter{margin:0 0 10px;border:1px solid #dfeae1;border-radius:12px;background:#fff;overflow:hidden}&#xD;
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#csif-manual26 .c26-fallbackchapter &gt; summary strong{flex:1;line-height:1.4}&#xD;
#csif-manual26 .c26-fallbackarrow{color:#e6458f;font-size:19px}&#xD;
#csif-manual26 .c26-fallbackchapter[open] .c26-fallbackarrow{transform:rotate(180deg)}&#xD;
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#csif-manual26 .c26-fallbackcontent .c26-chapter-section{scroll-margin-top:60px}&#xD;
#csif-manual26.c26-enhanced .c26-fallback{display:none!important}&#xD;
&#xD;
/* ===== v4: Legibilidad, accesibilidad, amplitud y cabecera ===== */&#xD;
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#csif-manual26 .c26-sidebar{padding:24px 17px 26px 19px}&#xD;
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#csif-manual26 .c26-hero p{font-size:17px!important;line-height:1.58!important;color:#D5F1AE!important}&#xD;
#csif-manual26 .c26-kicker{font-size:12px;line-height:1.5;letter-spacing:1.1px;color:#eefcf2}&#xD;
#csif-manual26 .c26-hints{font-size:14px;color:#f0fff5;gap:9px}&#xD;
#csif-manual26 .c26-hints button{font-size:13px;padding:8px 12px;min-height:38px}&#xD;
#csif-manual26 .c26-searchform input{font-size:16px;min-height:48px}&#xD;
#csif-manual26 .c26-searchform button{font-size:15px;min-height:48px;background:#c3226c;padding:0 20px}&#xD;
#csif-manual26 .c26-searchform button:hover{background:#a41b5a}&#xD;
#csif-manual26 .c26-side-title{font-size:12px;color:#607466;letter-spacing:1.2px}&#xD;
#csif-manual26 .c26-side-stamp strong{font-size:16px}&#xD;
#csif-manual26 .c26-side-stamp small{font-size:13px;color:#536b5c}&#xD;
#csif-manual26 .c26-navnum{font-size:12px;color:#566b5e;width:26px}&#xD;
#csif-manual26 .c26-side-link{font-size:14px;line-height:1.45;padding:12px 10px;min-height:44px;color:#304c3c}&#xD;
#csif-manual26 .c26-side-note,#csif-manual26 .c26-side-note b{font-size:14px}&#xD;
#csif-manual26 .c26-section-top h2{font-size:clamp(26px,3vw,34px)!important}&#xD;
#csif-manual26 .c26-section-top p{font-size:16px!important;color:#425e4e!important}&#xD;
#csif-manual26 .c26-label{font-size:12px;color:#076a33;letter-spacing:1.3px}&#xD;
#csif-manual26 .c26-year{font-size:13px;color:#386b46}&#xD;
#csif-manual26 .c26-filter{display:inline-flex;align-items:center;min-height:42px;padding:10px 16px;font-size:14px;color:#3e604a;border-color:#cadbce}&#xD;
#csif-manual26 .c26-cards{gap:16px}&#xD;
#csif-manual26 .c26-card{min-height:186px;padding:23px 20px 19px;gap:14px}&#xD;
#csif-manual26 .c26-card-title{font-size:17px;line-height:1.4}&#xD;
#csif-manual26 .c26-card-bottom{font-size:13px;color:#466552}&#xD;
#csif-manual26 .c26-card-num{font-size:13px;color:#546a5b}&#xD;
#csif-manual26 .c26-note{font-size:14px;color:#385343}&#xD;
#csif-manual26 .c26-bread{font-size:14px;color:#4e6956}&#xD;
#csif-manual26 .c26-panel-head p{font-size:16px!important;color:#46614f!important}&#xD;
#csif-manual26 .c26-panel-head h2{font-size:clamp(28px,3vw,38px)!important}&#xD;
#csif-manual26 .c26-tagline{font-size:14px;color:#42644c}&#xD;
#csif-manual26 .c26-action{font-size:14px;padding:11px 15px;min-height:44px}&#xD;
#csif-manual26 .c26-stat-label{font-size:12px;color:#496350;letter-spacing:.6px}&#xD;
#csif-manual26 .c26-stat-value{font-size:21px}&#xD;
#csif-manual26 .c26-stat-desc{font-size:14px;color:#45624e}&#xD;
#csif-manual26 .c26-article{font-size:17px;line-height:1.72}&#xD;
#csif-manual26 .c26-article p{font-size:17px!important;line-height:1.72!important;color:#2d4335!important;max-width:76ch}&#xD;
#csif-manual26 .c26-article li{font-size:17px;line-height:1.6;color:#2d4335}&#xD;
#csif-manual26 .c26-article .c26-highlight{font-size:16px;line-height:1.6}&#xD;
#csif-manual26 .c26-chapter-section h3{font-size:24px!important}&#xD;
#csif-manual26 .c26-chapter-section h4{font-size:18px!important}&#xD;
#csif-manual26 .c26-sharepart{font-size:14px;color:#9f1f58;min-height:44px;text-align:left}&#xD;
#csif-manual26 .c26-feature small{font-size:12px;color:#a51c55}&#xD;
#csif-manual26 .c26-feature strong{font-size:22px}&#xD;
#csif-manual26 .c26-feature p{font-size:16px!important}&#xD;
#csif-manual26 .c26-author strong,#csif-manual26 .c26-author span{font-size:14px}&#xD;
#csif-manual26 .c26-pager button{font-size:14px;padding:12px 15px;min-height:44px}&#xD;
#csif-manual26 .c26-footer{font-size:13px;color:#526d59}&#xD;
#csif-manual26 .c26-result small{font-size:12px;color:#526b59}&#xD;
#csif-manual26 .c26-result strong{font-size:17px}&#xD;
#csif-manual26 .c26-result span{font-size:15px;color:#405a49}&#xD;
#csif-manual26 .c26-fallbackchapter &gt; summary{font-size:16px;min-height:48px}&#xD;
#csif-manual26 .c26-fallbackcontent{padding:0 22px 22px}&#xD;
#csif-manual26 .c26-index-shortcut{font-size:15px;min-height:48px}&#xD;
#csif-manual26 .c26-searchform:focus-within{box-shadow:0 0 0 3px #c3226c,0 13px 22px #022b1c27}&#xD;
#csif-manual26 .c26-type-controls{display:flex;align-items:center;gap:4px;border:1px solid #cbded0;background:#f5faf6;border-radius:12px;padding:4px}&#xD;
#csif-manual26 .c26-typebtn{min-width:39px;min-height:39px;border:0;border-radius:9px;background:transparent;color:#245b38;font-size:17px;font-weight:850;line-height:1}&#xD;
#csif-manual26 .c26-typebtn[aria-pressed="true"]{background:#d9efdf;color:#065c2d}&#xD;
#csif-manual26 .c26-typebtn:hover{background:#e1f2e6}&#xD;
#csif-manual26 .c26-iconbtn{min-width:44px;min-height:44px}&#xD;
/* Magnificaci&#xF3;n propia sin empeorar el tama&#xF1;o normal */&#xD;
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#csif-manual26.c26-large-text .c26-article li{font-size:21px;line-height:1.68}&#xD;
#csif-manual26.c26-large-text .c26-card-title{font-size:20px}&#xD;
#csif-manual26.c26-large-text .c26-side-link{font-size:17px}&#xD;
#csif-manual26.c26-large-text .c26-article .c26-highlight,#csif-manual26.c26-large-text .c26-feature p{font-size:20px!important}&#xD;
#csif-manual26.c26-large-text .c26-chapter-section h3{font-size:27px!important}&#xD;
/* Intermedio: &#xED;ndice conservado si caben las dos columnas */&#xD;
@container csifManual (max-width:1160px){&#xD;
 #csif-manual26 .c26-layout{grid-template-columns:242px minmax(0,1fr)}&#xD;
 #csif-manual26 .c26-sidebar{padding:19px 10px 22px 12px}&#xD;
 #csif-manual26 .c26-side-link{font-size:13px;line-height:1.45;min-height:44px;padding:11px 8px;gap:7px}&#xD;
 #csif-manual26 .c26-side-stamp strong{font-size:14px}&#xD;
 #csif-manual26 .c26-side-stamp small{font-size:12px}&#xD;
 #csif-manual26 .c26-side-note{font-size:13px}&#xD;
 #csif-manual26 .c26-main{padding:23px 18px 38px}&#xD;
 #csif-manual26 .c26-hero-inner{padding:34px 26px}&#xD;
 #csif-manual26 .c26-hero h2{font-size:clamp(32px,4vw,47px)!important}&#xD;
 #csif-manual26 .c26-card-title{font-size:16px}&#xD;
 #csif-manual26 .c26-card{min-height:179px}&#xD;
}&#xD;
@container csifManual (max-width:740px){&#xD;
 #csif-manual26 .c26-layout{grid-template-columns:minmax(0,1fr)}&#xD;
 #csif-manual26 .c26-main{padding:17px}&#xD;
 #csif-manual26 .c26-hero h2{font-size:clamp(31px,7vw,42px)!important}&#xD;
 /* In the editor scripts may be blocked; keep the real HTML index accessible. */&#xD;
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 #csif-manual26:not(.c26-enhanced) .c26-index-shortcut,&#xD;
 #csif-manual26:not(.c26-enhanced) .c26-menu-trigger{display:none!important}&#xD;
}&#xD;
@container csifManual (max-width:700px){&#xD;
 #csif-manual26 .c26-main{padding:12px}&#xD;
 #csif-manual26 .c26-top{padding:12px 11px;gap:7px}&#xD;
 #csif-manual26 .c26-logo{width:114px;height:auto;max-height:56px}&#xD;
 #csif-manual26 .c26-brand{gap:8px}&#xD;
 #csif-manual26 .c26-head-label{font-size:13px}&#xD;
 #csif-manual26 .c26-head-sub{font-size:10px;letter-spacing:0}&#xD;
 #csif-manual26 .c26-hero{border-radius:17px;min-height:0;margin-bottom:28px}&#xD;
 #csif-manual26 .c26-hero-inner{padding:28px 22px 32px}&#xD;
 #csif-manual26 .c26-hero h2{font-size:clamp(30px,7vw,39px)!important;line-height:1.15!important}&#xD;
 #csif-manual26 .c26-hero p{font-size:16px!important;line-height:1.6!important}&#xD;
 #csif-manual26 .c26-searchform{padding:5px 5px 5px 10px}&#xD;
 #csif-manual26 .c26-searchform button{min-height:46px;font-size:14px;padding:0 12px}&#xD;
 #csif-manual26 .c26-searchform input{font-size:16px;min-height:46px;padding:0 7px}&#xD;
 #csif-manual26 .c26-hints{font-size:13px}&#xD;
 #csif-manual26 .c26-hints button{font-size:13px;padding:7px 10px;min-height:37px}&#xD;
 #csif-manual26 .c26-cards{grid-template-columns:repeat(2,minmax(0,1fr));gap:12px}&#xD;
 #csif-manual26 .c26-card{padding:17px 16px;min-height:160px}&#xD;
 #csif-manual26 .c26-card-title{font-size:16px}&#xD;
 #csif-manual26 .c26-card-bottom{font-size:12px}&#xD;
 #csif-manual26 .c26-filter{font-size:13px;min-height:41px;padding:10px 12px}&#xD;
 #csif-manual26 .c26-section-top p{font-size:15px!important}&#xD;
 #csif-manual26 .c26-panel{padding:23px 19px}&#xD;
 #csif-manual26 .c26-chapter-section h3{font-size:22px!important}&#xD;
 #csif-manual26 .c26-article p,#csif-manual26 .c26-article li{font-size:16px!important}&#xD;
 #csif-manual26 .c26-feature p{font-size:16px!important}&#xD;
 #csif-manual26 .c26-bread{font-size:14px}&#xD;
 #csif-manual26 .c26-stat-desc{font-size:14px}&#xD;
 #csif-manual26 .c26-pager button{font-size:13px}&#xD;
 #csif-manual26 .c26-type-controls{padding:2px;gap:2px}&#xD;
 #csif-manual26 .c26-typebtn{min-width:36px;min-height:38px;font-size:16px}&#xD;
 #csif-manual26.c26-large-text .c26-article p,#csif-manual26.c26-large-text .c26-article li{font-size:20px!important}&#xD;
}&#xD;
@container csifManual (max-width:470px){&#xD;
 #csif-manual26 .c26-head-sub{display:none}&#xD;
 #csif-manual26 .c26-edition{display:none}&#xD;
 #csif-manual26 .c26-hero-inner{padding:25px 19px 29px}&#xD;
 #csif-manual26 .c26-cards{grid-template-columns:1fr}&#xD;
 #csif-manual26 .c26-card{min-height:116px;padding:16px 18px}&#xD;
 #csif-manual26 .c26-typebtn{min-width:34px;min-height:36px}&#xD;
 #csif-manual26 .c26-hero h2{font-size:33px!important}&#xD;
 #csif-manual26 .c26-searchform{flex-wrap:wrap}&#xD;
 #csif-manual26 .c26-searchform input{flex:1 1 calc(100% - 43px)}&#xD;
 #csif-manual26 .c26-searchform button{width:100%;justify-content:center;min-height:45px}&#xD;
 #csif-manual26 .c26-hero::before{font-size:340px;top:-120px;right:-45px}&#xD;
 #csif-manual26 .c26-panel-head{gap:8px}&#xD;
 #csif-manual26 .c26-big-num{display:none}&#xD;
}&#xD;
@media (prefers-reduced-motion:reduce){&#xD;
 #csif-manual26 *,#csif-manual26 *::before,#csif-manual26 *::after{transition-duration:.01ms!important;animation-duration:.01ms!important;scroll-behavior:auto!important}&#xD;
}&#xD;
 &#xD;
/* ===== V5 &#xB7; Sistema editorial de tarjetas CSIF ===== */&#xD;
#csif-manual26{&#xD;
 --c26-card-ink:#173c2a;&#xD;
 --c26-card-stroke:#dde9df;&#xD;
 --c26-card-shadow:0 6px 22px rgba(18,65,37,.04);&#xD;
}&#xD;
#csif-manual26 .c26-card{&#xD;
 background:#fff!important;&#xD;
 background-image:none!important;&#xD;
 border:1px solid var(--c26-card-stroke)!important;&#xD;
 box-shadow:var(--c26-card-shadow)!important;&#xD;
 border-radius:16px!important;&#xD;
 min-height:186px;&#xD;
 gap:13px;&#xD;
 transition:transform .2s ease,border-color .2s ease,box-shadow .2s ease,background-color .2s ease!important;&#xD;
}&#xD;
#csif-manual26 .c26-card:hover,&#xD;
#csif-manual26 .c26-card:focus-visible{&#xD;
 background-color:#f6fbf7!important;&#xD;
 background-image:linear-gradient(125deg,#fff 30%,#f0f8f2 100%)!important;&#xD;
 border-color:#91c6a1!important;&#xD;
 box-shadow:0 14px 30px rgba(14,73,39,.10)!important;&#xD;
 transform:translateY(-3px);&#xD;
}&#xD;
#csif-manual26 .c26-card-top{min-height:26px;align-items:center}&#xD;
#csif-manual26 .c26-card-num{&#xD;
 color:#136b3a!important;&#xD;
 font-size:13px!important;&#xD;
 font-weight:850;&#xD;
 letter-spacing:.75px;&#xD;
}&#xD;
#csif-manual26 .c26-card-title{&#xD;
 color:var(--c26-card-ink)!important;&#xD;
 font-size:17px;&#xD;
 line-height:1.4;&#xD;
 letter-spacing:-.2px;&#xD;
 font-weight:800;&#xD;
}&#xD;
#csif-manual26 .c26-card-priority{&#xD;
 display:inline-flex;align-items:center;justify-content:center;&#xD;
 min-height:25px;border-radius:7px;padding:4px 8px;&#xD;
 background:#e9f5ec;color:#155d36;&#xD;
 font-size:11px;font-weight:800;white-space:nowrap;&#xD;
}&#xD;
#csif-manual26 .c26-card-bottom{&#xD;
 border-top:1px solid #edf2ee;&#xD;
 padding-top:14px;&#xD;
 align-items:center;&#xD;
 gap:10px;&#xD;
 min-height:35px;&#xD;
}&#xD;
#csif-manual26 .c26-category-pill{&#xD;
 display:inline-flex;align-items:center;justify-content:center;&#xD;
 max-width:calc(100% - 32px);&#xD;
 padding:6px 10px;&#xD;
 min-height:28px;&#xD;
 border-radius:7px;&#xD;
 background:#edf5ef;&#xD;
 color:#315e42;&#xD;
 font-size:12px;&#xD;
 line-height:1.25;&#xD;
 font-weight:750;&#xD;
 text-align:left;&#xD;
}&#xD;
/* La familia crom&#xE1;tica se limita a verde y rosa, seg&#xFA;n categor&#xED;a. */&#xD;
#csif-manual26 .c26-card[data-c26-category="Incorporaci&#xF3;n"] .c26-category-pill{&#xD;
 background:#e8f4eb;color:#235c3a;&#xD;
}&#xD;
#csif-manual26 .c26-card[data-c26-category="Econom&#xED;a"] .c26-category-pill{&#xD;
 background:#edf4e4;color:#4d6d24;&#xD;
}&#xD;
#csif-manual26 .c26-card[data-c26-category="Derechos y permisos"] .c26-category-pill{&#xD;
 background:#f9eaf0;color:#912752;&#xD;
}&#xD;
#csif-manual26 .c26-card[data-c26-category="Movilidad"] .c26-category-pill{&#xD;
 background:#edf4f0;color:#355f49;&#xD;
}&#xD;
#csif-manual26 .c26-card[data-c26-category="Recursos"] .c26-category-pill{&#xD;
 background:#f0f3f1;color:#456354;&#xD;
}&#xD;
#csif-manual26 .c26-arrow{&#xD;
 font-size:20px;&#xD;
 font-weight:700;&#xD;
 color:#087a3a!important;&#xD;
 display:inline-block;&#xD;
 transition:transform .18s ease;&#xD;
 margin-left:auto;&#xD;
}&#xD;
#csif-manual26 .c26-card:hover .c26-arrow,&#xD;
#csif-manual26 .c26-card:focus-visible .c26-arrow{transform:translateX(4px)}&#xD;
#csif-manual26 .c26-card:focus-visible{outline:3px solid #077b35!important;outline-offset:3px}&#xD;
/* En espacios reducidos conservamos la legibilidad de etiquetas y t&#xED;tulos. */&#xD;
@container csifManual (max-width:1160px){&#xD;
 #csif-manual26 .c26-card-title{font-size:16px}&#xD;
 #csif-manual26 .c26-category-pill{font-size:12px;max-width:calc(100% - 26px)}&#xD;
}&#xD;
@container csifManual (max-width:700px){&#xD;
 #csif-manual26 .c26-card{min-height:174px}&#xD;
 #csif-manual26 .c26-card-title{font-size:16px}&#xD;
 #csif-manual26 .c26-category-pill{font-size:12px;padding:6px 9px}&#xD;
}&#xD;
@container csifManual (max-width:470px){&#xD;
 #csif-manual26 .c26-card{min-height:136px;gap:10px;padding:17px 18px}&#xD;
 #csif-manual26 .c26-card-title{font-size:17px}&#xD;
}&#xD;
@media(prefers-reduced-motion:reduce){&#xD;
 #csif-manual26 .c26-card,#csif-manual26 .c26-arrow{transition:none!important}&#xD;
 #csif-manual26 .c26-card:hover,#csif-manual26 .c26-card:focus-visible{transform:none!important}&#xD;
}&#xD;
&#xD;
#csif-manual26 .c26-hero p { color:#D5F1AE!important; }&#xD;
&#xD;
#csif-manual26 .c26-fulltext p{font-size:var(--c26-body-size,17px);line-height:1.8;max-width:82ch;margin:0 0 14px;overflow-wrap:anywhere}&#xD;
#csif-manual26 .c26-fulltext .c26-pdf-heading{font-size:20px;color:#076b3a;margin:26px 0 11px;border-bottom:1px solid #d9e9dd;padding-bottom:9px}&#xD;
#csif-manual26 .c26-fulltext .c26-pdf-bullet{padding-left:20px;text-indent:-14px}&#xD;
#csif-manual26 .c26-source-figure{max-width:850px;margin:22px auto;padding:12px;background:#fff;border:1px solid #e0e8df;border-radius:12px}&#xD;
#csif-manual26 .c26-source-figure img{width:100%;height:auto;display:block;object-fit:contain}&#xD;
#csif-manual26 .c26-source-figure figcaption{font-size:12px;color:#58715d;text-align:center;margin-top:6px}&#xD;
#csif-manual26 .c26-intro{padding:20px 0}&#xD;
#csif-manual26 .c26-intro .c26-source-figure{max-width:520px}&#xD;
#csif-manual26 .c26-intro-disclosure{margin:30px 0;background:#fff;border:1px solid #dce9dd;border-radius:14px;padding:18px}&#xD;
#csif-manual26 .c26-intro-disclosure summary{cursor:pointer;font-weight:750;color:#075e33;font-size:16px} &#xD;
#csif-manual26.c26-large-text .c26-fulltext p{font-size:21px}&#xD;
&#xD;
#csif-manual26 [data-c26-static-chapter][hidden]{display:none!important}&#xD;
&#xD;
&#xD;
/* V6 &#x2014; lectura robusta y anchura optimizada */&#xD;
#csif-manual26 {width:100%!important;max-width:none!important}&#xD;
#csif-manual26 .c26-shell{width:100%!important;max-width:none!important}&#xD;
#csif-manual26 .c26-main{min-width:0;max-width:none;flex:1}&#xD;
#csif-manual26 .c26-panel{width:100%;max-width:none}&#xD;
#csif-manual26 .c26-article{font-size:17px;line-height:1.76}&#xD;
#csif-manual26 .c26-static-readable{display:block!important;visibility:visible!important;opacity:1!important;height:auto!important;overflow:visible!important;padding:0!important}&#xD;
#csif-manual26.c26-enhanced .c26-static-readable:not(.c26-selected){display:none!important}&#xD;
#csif-manual26 #c26-chapterbody{display:block!important;min-height:60px;clear:both}&#xD;
@media (min-width:1050px){#csif-manual26 .c26-sidebar{width:270px;flex-basis:270px}}&#xD;
@media (max-width:600px){#csif-manual26 .c26-article{font-size:16px;line-height:1.68}}&#xD;
&lt;/style&gt;&lt;section aria-label="Manual digital del nuevo funcionario de CSIF Educaci&#xF3;n Arag&#xF3;n" id="csif-manual26" 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"/&gt;&lt;span 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&lt;div class="c26-side-title" style="margin-top:22px"&gt;CAP&#xCD;TULOS&lt;/div&gt;&lt;div id="c26-navlist"&gt;&lt;a class="c26-side-link" data-c26-nav="0" href="#c26-fallback-cap01"&gt;&lt;span class="c26-navnum"&gt;01&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Nombramiento de funcionario en pr&#xE1;cticas&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="1" href="#c26-fallback-cap02"&gt;&lt;span class="c26-navnum"&gt;02&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Cuestiones que debes saber sobre MUFACE&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="2" href="#c26-fallback-cap03"&gt;&lt;span class="c26-navnum"&gt;03&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Retribuciones 2026&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="3" href="#c26-fallback-cap04"&gt;&lt;span class="c26-navnum"&gt;04&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Permisos y licencias&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="4" href="#c26-fallback-cap05"&gt;&lt;span class="c26-navnum"&gt;05&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Situaciones administrativas&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="5" href="#c26-fallback-cap06"&gt;&lt;span class="c26-navnum"&gt;06&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Concurso de traslados&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="6" href="#c26-fallback-cap07"&gt;&lt;span class="c26-navnum"&gt;07&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Permutas&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="7" href="#c26-fallback-cap08"&gt;&lt;span class="c26-navnum"&gt;08&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Puestos de especial dificultad&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="8" href="#c26-fallback-cap09"&gt;&lt;span class="c26-navnum"&gt;09&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Comisiones de servicios&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="9" href="#c26-fallback-cap10"&gt;&lt;span class="c26-navnum"&gt;10&lt;/span&gt;&lt;span class="c26-nav-title"&gt;A&#xF1;o sab&#xE1;tico&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="10" href="#c26-fallback-cap11"&gt;&lt;span class="c26-navnum"&gt;11&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Licencias por estudios&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="11" href="#c26-fallback-cap12"&gt;&lt;span class="c26-navnum"&gt;12&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Acci&#xF3;n social para docentes&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="12" href="#c26-fallback-cap13"&gt;&lt;span class="c26-navnum"&gt;13&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Itinerancias&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="13" href="#c26-fallback-cap14"&gt;&lt;span class="c26-navnum"&gt;14&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Compensaci&#xF3;n por accidentes de tr&#xE1;fico&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="14" href="#c26-fallback-cap15"&gt;&lt;span class="c26-navnum"&gt;15&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Plan de pensiones de la DGA&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="15" href="#c26-fallback-cap16"&gt;&lt;span class="c26-navnum"&gt;16&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Adaptaci&#xF3;n del puesto de trabajo&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="16" href="#c26-fallback-cap17"&gt;&lt;span class="c26-navnum"&gt;17&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Incompatibilidades de los funcionarios p&#xFA;blicos&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="17" href="#c26-fallback-cap18"&gt;&lt;span class="c26-navnum"&gt;18&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Jubilaci&#xF3;n en el R&#xE9;gimen de la Seguridad Social&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="18" href="#c26-fallback-cap19"&gt;&lt;span class="c26-navnum"&gt;19&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Educaci&#xF3;n en el exterior&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="19" href="#c26-fallback-cap20"&gt;&lt;span class="c26-navnum"&gt;20&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Formaci&#xF3;n en idiomas&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="20" href="#c26-fallback-cap21"&gt;&lt;span class="c26-navnum"&gt;21&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Anexo I. Normativa&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="21" href="#c26-fallback-cap22"&gt;&lt;span class="c26-navnum"&gt;22&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Anexo II. Directorios de la Administraci&#xF3;n&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="22" href="#c26-fallback-cap23"&gt;&lt;span class="c26-navnum"&gt;23&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Anexo III. Tr&#xE1;mites y gesti&#xF3;n administrativa&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="23" href="#c26-fallback-cap24"&gt;&lt;span class="c26-navnum"&gt;24&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Anexo IV. Protocolo de actuaci&#xF3;n en caso de accidente laboral&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="24" href="#c26-fallback-cap25"&gt;&lt;span class="c26-navnum"&gt;25&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Anexo V. Calendario escolar Arag&#xF3;n 2026/27&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;a class="c26-side-link" data-c26-nav="25" href="#c26-fallback-cap26"&gt;&lt;span class="c26-navnum"&gt;26&lt;/span&gt;&lt;span class="c26-nav-title"&gt;Anexo VI. Calendario administrativo orientativo&lt;/span&gt;&lt;span aria-hidden="true" class="c26-chevron"&gt;&#x203A;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&#xD;
&lt;div class="c26-side-note"&gt;&lt;b&gt;Una gu&#xED;a de CSIF&lt;/b&gt;Informaci&#xF3;n para acompa&#xF1;arte durante tu incorporaci&#xF3;n a la funci&#xF3;n p&#xFA;blica docente.&lt;div style="font-size:10px;margin-top:11px"&gt;&#xA9; CSIF Educaci&#xF3;n Arag&#xF3;n&lt;/div&gt;&lt;/div&gt;&#xD;
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&lt;div class="c26-section-top"&gt;&lt;div&gt;&lt;span class="c26-label"&gt;EXPLORA EL MANUAL&lt;/span&gt;&lt;h2&gt;&#xBF;Por d&#xF3;nde quieres empezar?&lt;/h2&gt;&lt;p&gt;Accede al cap&#xED;tulo que necesitas o encuentra informaci&#xF3;n mediante el buscador.&lt;/p&gt;&lt;/div&gt;&lt;span class="c26-year"&gt;26/27&lt;/span&gt;&lt;/div&gt;&#xD;
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class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;01&lt;/span&gt;&lt;span class="c26-card-priority"&gt;Empieza aqu&#xED;&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Nombramiento de funcionario en pr&#xE1;cticas&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Incorporaci&#xF3;n&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Cuestiones que debes saber sobre MUFACE" class="c26-card" data-c26-category="Derechos y permisos" data-c26-chapter="1" href="#c26-fallback-cap02" id="c26-card-02"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;02&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Cuestiones que debes saber sobre MUFACE&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Derechos y permisos&lt;/span&gt;&lt;span aria-hidden="true" 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class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Movilidad&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Permutas" class="c26-card" data-c26-category="Movilidad" data-c26-chapter="6" href="#c26-fallback-cap07" id="c26-card-07"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;07&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Permutas&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Movilidad&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Puestos de especial dificultad" class="c26-card" data-c26-category="Movilidad" data-c26-chapter="7" href="#c26-fallback-cap08" id="c26-card-08"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;08&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Puestos de especial dificultad&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Movilidad&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Comisiones de servicios" class="c26-card" data-c26-category="Movilidad" data-c26-chapter="8" href="#c26-fallback-cap09" id="c26-card-09"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;09&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Comisiones de servicios&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Movilidad&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir A&#xF1;o sab&#xE1;tico" class="c26-card" data-c26-category="Derechos y permisos" data-c26-chapter="9" href="#c26-fallback-cap10" id="c26-card-10"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;10&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;A&#xF1;o sab&#xE1;tico&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Derechos y permisos&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Licencias por estudios" class="c26-card" data-c26-category="Derechos y permisos" data-c26-chapter="10" href="#c26-fallback-cap11" id="c26-card-11"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;11&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Licencias por estudios&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Derechos y permisos&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Acci&#xF3;n social para docentes" class="c26-card" data-c26-category="Derechos y permisos" data-c26-chapter="11" href="#c26-fallback-cap12" id="c26-card-12"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;12&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Acci&#xF3;n social para docentes&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Derechos y permisos&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Itinerancias" class="c26-card" data-c26-category="Movilidad" data-c26-chapter="12" href="#c26-fallback-cap13" id="c26-card-13"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;13&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Itinerancias&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Movilidad&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Compensaci&#xF3;n por accidentes de tr&#xE1;fico" class="c26-card" data-c26-category="Econom&#xED;a" data-c26-chapter="13" href="#c26-fallback-cap14" id="c26-card-14"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;14&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Compensaci&#xF3;n por accidentes de tr&#xE1;fico&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Econom&#xED;a&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Plan de pensiones de la DGA" class="c26-card" data-c26-category="Econom&#xED;a" data-c26-chapter="14" href="#c26-fallback-cap15" id="c26-card-15"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;15&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Plan de pensiones de la DGA&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Econom&#xED;a&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Adaptaci&#xF3;n del puesto de trabajo" class="c26-card" data-c26-category="Derechos y permisos" data-c26-chapter="15" href="#c26-fallback-cap16" id="c26-card-16"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;16&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Adaptaci&#xF3;n del puesto de trabajo&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Derechos y permisos&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Incompatibilidades de los funcionarios p&#xFA;blicos" class="c26-card" data-c26-category="Derechos y permisos" data-c26-chapter="16" href="#c26-fallback-cap17" id="c26-card-17"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;17&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Incompatibilidades de los funcionarios p&#xFA;blicos&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Derechos y permisos&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Jubilaci&#xF3;n en el R&#xE9;gimen de la Seguridad Social" class="c26-card" data-c26-category="Econom&#xED;a" data-c26-chapter="17" href="#c26-fallback-cap18" id="c26-card-18"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;18&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Jubilaci&#xF3;n en el R&#xE9;gimen de la Seguridad Social&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Econom&#xED;a&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Educaci&#xF3;n en el exterior" class="c26-card" data-c26-category="Movilidad" data-c26-chapter="18" href="#c26-fallback-cap19" id="c26-card-19"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;19&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Educaci&#xF3;n en el exterior&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Movilidad&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Formaci&#xF3;n en idiomas" class="c26-card" data-c26-category="Recursos" data-c26-chapter="19" href="#c26-fallback-cap20" id="c26-card-20"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;20&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Formaci&#xF3;n en idiomas&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Recursos&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Anexo I. Normativa" class="c26-card" data-c26-category="Recursos" data-c26-chapter="20" href="#c26-fallback-cap21" id="c26-card-21"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;21&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Anexo I. Normativa&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Recursos&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Anexo II. Directorios de la Administraci&#xF3;n" class="c26-card" data-c26-category="Recursos" data-c26-chapter="21" href="#c26-fallback-cap22" id="c26-card-22"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;22&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Anexo II. Directorios de la Administraci&#xF3;n&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Recursos&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Anexo III. Tr&#xE1;mites y gesti&#xF3;n administrativa" class="c26-card" data-c26-category="Incorporaci&#xF3;n" data-c26-chapter="22" href="#c26-fallback-cap23" id="c26-card-23"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;23&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Anexo III. Tr&#xE1;mites y gesti&#xF3;n administrativa&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Incorporaci&#xF3;n&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Anexo IV. Protocolo de actuaci&#xF3;n en caso de accidente laboral" class="c26-card" data-c26-category="Derechos y permisos" data-c26-chapter="23" href="#c26-fallback-cap24" id="c26-card-24"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;24&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Anexo IV. Protocolo de actuaci&#xF3;n en caso de accidente laboral&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Derechos y permisos&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Anexo V. Calendario escolar Arag&#xF3;n 2026/27" class="c26-card" data-c26-category="Recursos" data-c26-chapter="24" href="#c26-fallback-cap25" id="c26-card-25"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;25&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Anexo V. Calendario escolar Arag&#xF3;n 2026/27&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Recursos&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a aria-label="Abrir Anexo VI. Calendario administrativo orientativo" class="c26-card" data-c26-category="Recursos" data-c26-chapter="25" href="#c26-fallback-cap26" id="c26-card-26"&gt;&lt;span class="c26-card-top"&gt;&lt;span class="c26-card-num"&gt;26&lt;/span&gt;&lt;/span&gt;&lt;span class="c26-card-title"&gt;Anexo VI. Calendario administrativo orientativo&lt;/span&gt;&lt;span class="c26-card-bottom"&gt;&lt;span class="c26-category-pill"&gt;Recursos&lt;/span&gt;&lt;span aria-hidden="true" class="c26-arrow"&gt;&#x2192;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;details class="c26-intro-disclosure"&gt;&lt;summary&gt;Consultar presentaci&#xF3;n, servicios de CSIF y p&#xE1;ginas introductorias (1&#x2013;9)&lt;/summary&gt;&lt;div class="c26-intro"&gt;&lt;h2&gt;Presentaci&#xF3;n e informaci&#xF3;n de CSIF&lt;/h2&gt;&lt;p&gt;Se conservan las p&#xE1;ginas iniciales de la edici&#xF3;n original, incluidas su presentaci&#xF3;n y piezas gr&#xE1;ficas.&lt;/p&gt;&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina inicial 1 del manual original" loading="lazy" src="data:image/webp;base64,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"/&gt;&lt;figcaption&gt;Edici&#xF3;n original &#xB7; P&#xE1;gina 1&lt;/figcaption&gt;&lt;/figure&gt;&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina inicial 2 del manual original" loading="lazy" 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"/&gt;&lt;figcaption&gt;Edici&#xF3;n original &#xB7; P&#xE1;gina 2&lt;/figcaption&gt;&lt;/figure&gt;&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina inicial 3 del manual original" loading="lazy" 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"/&gt;&lt;figcaption&gt;Edici&#xF3;n original &#xB7; P&#xE1;gina 3&lt;/figcaption&gt;&lt;/figure&gt;&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina inicial 4 del manual original" loading="lazy" 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"/&gt;&lt;figcaption&gt;Edici&#xF3;n original &#xB7; P&#xE1;gina 4&lt;/figcaption&gt;&lt;/figure&gt;&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina inicial 5 del manual original" loading="lazy" 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"/&gt;&lt;figcaption&gt;Edici&#xF3;n original &#xB7; P&#xE1;gina 5&lt;/figcaption&gt;&lt;/figure&gt;&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina inicial 6 del manual original" loading="lazy" 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"/&gt;&lt;figcaption&gt;Edici&#xF3;n original &#xB7; P&#xE1;gina 6&lt;/figcaption&gt;&lt;/figure&gt;&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina inicial 7 del manual original" loading="lazy" 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"/&gt;&lt;figcaption&gt;Edici&#xF3;n original &#xB7; P&#xE1;gina 7&lt;/figcaption&gt;&lt;/figure&gt;&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina inicial 8 del manual original" loading="lazy" 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D+Hgfw8DpHLgjkiTAoQXnSVjoY5HE6fMs6cnjcUJI9JBw4UoHjGMAqNcE5O7lY/ClGQx+7mFKMhj93MKUZDH7uYUoyGP3cwkzvRzScyJsF6yxdpKaX51ZCKRPyzqyEUaTp83BwCYa0hFIn142ZCI42O32fbibSFEP2RTPCcO786shFHJvXTnmgDJMuhyprODXqwYebS7E9ssh+HCf3J2S2AtXLsy9Dxx0Qxm7MXAv9/d6UNaw+msZcjBfOX1n5v/I8vKWAoscQ1VB++xYTFnTk9MfceeynuZMlTUCoG3DbEbV/J5RKYCjxI3GrbAQJyx871A+dnpPl0BToiJesJWdfPEjsKrZsSUaos0+VAd6e84gPJUcG9eBv3DO7riNbb5Dr+zqg5a1C2vrmsr8012ipI0A+aeXpG6pxzul9kxJY3kB82BNyqzZDfk2o9Wr4U6wW5AdOGCuc8K7zLL3oWsOcibBzLC0H+qgBzkwn8TkF1GWOSEXnzt65x93bim25M9PgJAH+xXeyGc5PMzeH+vabWAdMCtVFGEIcHsir6i00qn8E8wrGVkzbyWHnk7Vdv9m03C6EdPPdXi3UkL+82kFiol+af3HTy4+aNAeQzFNhshfc6H1EfEq4TfyMq48Xhe6tYJOnW4iYPG3+hqwdreivWJPzB3OJ/jB+lTSXyvXVeyPQmN+l/uC769Wf66NJq185E2DmWFoPEalXUOSHPCKazPq4LnGw99+jKNKMM4gG+ljbuDMFRvidIf4YAQRC+vwC/S4KkI1Z2TEoBDlpDff3tIojJpkCTHcZ5Rwodu/AtjN7nrThD7VufM2Dd5Uk74ZJVKBRWpdDNmc+nM6qsxjt3Zlm5M55HKfQV0VQUafTmyZjs9F+5Pn5evj/0GsFXphjkC0vG9MY1l9rCNduXBtuKVqcScvboBYnBuU5DPx8MQyUyzVTuaZVIH5zGSZdj2ra9CBto5WEejQzLtCrMO4nSCiGHI8mI5Mgd/CNp6dnbX9WVkabOB/1Lsa4E+I8gxMDIbf4u6h+xmJ9aj/zomSEyYEkpVrVL4M3sZfWn6QRhqOQBklluNRfXuPeJyhkMfu5hxPQfCJ4RthvBxILK5Y++DPhVkdjW60qnN6bcnopPesUnBh18Ml2+1zO4aBpGPP9flDj9NfSsVgsbJtYhPyzqyEUiflnKkZJdZ+cxkmXY9nrAyDMlhS0Z9DirSdeE4RUZyPrViERAk63IX7oxsPEUidLSx6AGTisimeE4d02mDoFUchM3ayTLss3/XF16VUFkxYT50sjC0ejRhUR9fJb9+usLObgkLMMG3K/ltps8JwiBpV0wsllJcElxTLSQ/7w/4ye/ormrFko/8012g6ap/cLwES4ecxkmXY9q03WWg4sh8Zo+UfD56Qt9ENpPP+RtkFlz1C2q4nPTJ8RKE8aqVwiZ47Pv7XBl97JyoR/08Vans/0MxHdsn6dS9nirZ+uL0AjloZCCZAs+l/pzZneJd/EGBOcYgB8SQLpTh0Bq7FvWYpmnu/IXEZPqiPSbpnswQT8HNlO57Ckrmf48uqf4wx7z+k++fagYjBh5vde9BXhwwqUcf5iIKxv9+aHguyzpyZFE/TE4ecg432gtI2sVym9msi+H5Ccs8ceBM0ok6s31OYc+fs8Wc8zMGARQnE7y2FK3l5jMvclznpnTJi9798x4eSGpu8jIrMJNFhHuRPxn/fjC0jivOfWxYl7qlZHYzSJB6er6Z/CLf65qPSQFG/CRUC8EY+Vgm8BvUvfQygQqdPgBEWmomG+WwYClO6rHYXa1BLkDoxpp+6oft8Cl/4nNZBFao77hNIOTDIrQvsbvmL6+7f9PiTRaUC9H0P5cZloC76TSImhUXSVjNVr/es3Eg8DKccM0HNxaGWY6dyDNjMEMZTa7lJj1ENYedyURtjfXfRBHL29NoFJJIdXz5d5sN/UhiB8fgPxIO7/e1SdjYxVmCEnSoCIwjgH/qZG3yttEeqDuJWJ7HPLhGb77jXigPypxWPnITvrHGh0bqYnlzz8Hhyj2VutqfACdwErw8Wh44pDXcP2r/z04E+xu8fcJcveDut0hsaCchPRFindJY2NY2+s4CgcEQbkEhXyuBSKTd6JSZxsfUdflDcxfmrDKdQyudlL/pKt2CTCS4QMzBiJIR/w82v54TwwY5ZdgZfvFxJ2GjCR/EWfW3tFVzgIxD6dUwS56qdrvw7+eZDr5RiFa9nlcdKBkCuVx86M/SZDldrwFNy39U0xIPy8f+LjnKU/Ojy10uC/4CziioPOseDJMuyvFb92WzHV+XzI3zHx2dPILsc8Jw7ofpAP3TCcO74scYkwWoq9A60bJgBvZcDZ6TNSY/Ld+/gKH9ZK99U5PTmL6ei+6CzwyJ+WdWQijudgJ7vzmE2ScuuARv5RVilGQx+7mFFU+8Ablmae8HSoktc3JH9LPEDcjw5odKPVOBPsbvHz0+uBIkAYrIp6TWcKK5Y82SNfF05GBkOY5WAzlAMKig5coxWBOtycIYUMRs2CSYA27zqPEUifln1+GxbsaPBkmXZYWhT1Ot6wpnqLzVyhVXobHBScnFtZv9hn5J09p7UpPH1/yPOVm9vJw3CgcdwGXWvCtC+xu+Yvr82uxVc4Sz9u8i0I+NcwY4hZLypjPYqp9GvhOdJXVWL8Nba6L+tctJH12G299Ez0V6ywfmz59iiChKwvEVNu90unVMZyoLwEMAUmOEVIyBt9Oo9p0ADNGa5U/YmPp2w80cnfApm4fa2Ykxr5yJsHMsLQgr75SwfMHMvFRAB0Xqrm98HWAHrb95+VYQ30sqImvgSWPdo6zjBALDjT5GkcBA6/l6ZO/Hv9H7Z5aF/uBLAy6od8N+q44dUzppPyDe0mjWnirYpATtWg36auf819XNOcK49IERhojjnoOHDereSk35K3CJNmZ4VsYHlvMk3wMVTsoxGvXv9Ol2MIo7rvnJNIV6/tnhVeMT+WXikFcKneQg76T/quwoEtzlEmm28OnxsbrT2HyAMkymwvXUnGcJUe845zayRge/SqzLhZm05uaJ5bPX6BUaaJ+a8N1PkI/LAVXvMY0SI4L3a1hdvRi/zqqIiSm0dldU/M7OLcv4NBHRCOt0xxLYxVXBvokNlTRNmE/mod7BOhoc5KBVyh2WMMUOGqT4+bZzVVe4gaQBajMzQ0luwKZJjdRr9cvcWoz3D1gROvP3DJkCSEvbGGCH/1mYuIVbzS5vrB+Q8ky7LN/5zl2GdlhbImXG0ob6LiV6cJm6PmfdxRWvfj4QDBLCvV3BBh8lwfs/a+VZgn/Ns8n8SfGssGXbVPLP0ibtKKp/e6+UjV0chKmkHLn5/yKnn3hM3Ak3QKXjsPYZlfA5PS/jNiSsCj6DyUkaXI3fMiZMDnImwcy0i4ZyrTkfU6/dyLq9G68X3LM6OlFhjgO0cgDIvA0IHzGGqRvunDiSzMnpj7jwZJl2WFlPawI5hSjIY/dzClGQxibLV4ouPBGjpaLB9GMhj93JexSLNqzVIj3Gw7pyJ+WdWQijZ6Zt/qnJ6cxfsSnjKHdyM36oRIhcdN9iWC635PznBHY7+eL32722menMh4JxRZWPOCzTl+SGgjkAZJpub218DuFT+T05LOZuyzpv4JJ9lpisimeE4d351HiKRPyxsyERyflnVkIpE/LGw7pnJ+WdWQikNwoR8WFLss6cnpzImwcyzpyenMibBzLOnJ6cyJsHMs6cnpzImwcyzqAULL1AsBh63gbgyhi+Wfu4eB/DwP4eB/DwPbOnJ6cyJsHMs6cn5wmNTLpZrr0reiuG+HzjNlfkGLQ45XM8P00r8yzpyelujY6v0w46Qu6LV8arE9OZE2DmWdOT05kTYXU4h4/DYnDXp9/hoEt9eiLMdajBJMdantwy5kijW+QpKNWi+V0MMiyIsHnNiwf5jCGgBd6QjrXCu1x7XPGIgZ5f9XHJsJgTDMtid6X5bEiYmu3OIjqKPi9FMelGq9psWDx5Lkm/EV1Pq9qxuxAP/3plrQYObn0zKsdHSATKcnpzImwcyzpyenXnx0kd0bV58j49O0ngu0+IdBtLis9s0KLpcYhqYlnPlkQZKSq5LhG5xql/kyRAuFBEJueeZTPJ8crOaXzyxn6WJcd0awd2jGXl2iQ8m8IOobwR5d0IPtTGjINQTPdv4pU0NnAuT+30hIFCVY8+wrSQMRjQtOT05kTYOZZ05PTmRNrk9gB9Pa7XINd/wy19SC5K3HAOwFNNEREXf3NqpaxC6sz5oO2yddarBogSmuTgWv1KI7TzX5VAqfMPV9GzFb+28YAnIaqZo3qQ6AMky7LOnJ6cyJsHMvfpcwXCPfDxMxdBT4FBekv9w74fuGUGtNZpYbZKAmVJjALp6YeyY/Hb8ZjcrC7DYYGV0XCyxLvmPSBENT87mvn47AXtpk4UsBhj//2FKxJ05KINhTPTmRNg5lnTk9OZIqwSRuUVH31ncYBnuiqOGCYaFVV9diKKIr/mbFLaqcEV30wRbpZcANfSA5x1XQyb1xD7ICALlZ5y+EfTZqY/friXMEGhzpRcF7J8jwekPLlDPugt20CA9i+1yEGtRz9XH/gEfRpV2QYnpzImwcyzpyenMibC6nJTHlVY6f3yU27Po1b6XeChhrEoVDGCDydtycX4T59czrDV7ribncXw1FUkWnqPePjjvb1IBW6JhXcjhwU5QomVqR+hvfQGTM2OVGZvto72+CRwBuKKvyw2JRLQi/qBi99wV5vttNVfGsK5o2rTFJl2WdOT05kTYOZZ05PzhMd5bKW+QGUSh7VKW71Ffw9LfR0VwaOeqacdEvARbxjej1Wv1wI4DBR6bS5+H8psgo1CbDfPYCqJCfOHqtqjNvA5V+3Capt3nq81U5PTmRNg5lnTk9OZE2DmWdOT05kTYTW4FTlJES7LOnJbYwapnpzImwcyzpyenMibBzLOnJ6cyJsHMs6cnl/PPHwt4T05kTYOZZ05PTmRNg5lnTk9OZE2DmWdOT05kTYOZZ05PTmRNg5lnTk9OZE2DmWdOT05kTYOZZ05PTmRNg5lnTk9OZE2DmWdOT05kTYOZZ05PTmRNg5lnTk9OZE2DmWdOT05kTYOZZ05PTmRNg5lnTk9OZE2DmWdOT05kTYOZZ05PTmRNg5lnTk8IAD+/x+YAAAAAAAAAAAAAAAAAAAAdKZiXA7lNd5P6CzeMZglKBwU0jr6aXkNrVub6rTMOWCrwABMupsy4xR+8aXG8eJiDp0qiTAoXfFWmDf9Ihaydl/AG6UW+URcyTePQBtgS9qZA3iLMPwQLMwLW89vaMbToTBuSxDjroP2XfRrI/1j7A+qzL9K0hZTLclnyoa/ZvtTnfFBsaMRoMdyFxLSL+xRQ+5J/p+PkMcPxZdoEKjcaxrLCXWSspCfNdANcJf4atbD2RYEra+0kf6K57eU48llonpUC4wFyXqHdz6EPoiggxs78xIO1S7zSHFBgECwwxr2ARZC7dLHOyPjNqB/wANrb9RuCEIyaRaVdmfOuAtMHyc4rgTYnbcl3rTBDx3tLcl3rSk0S459urzhCyNEd8TnASE9OR8oSJs1P2RXsyRHXirx1a6wVXiwEzCJkshoNo+u18EZZb/dFAD6MB1Hle1ZrBWjg9SPxD859NRpVFVEvrNqYm2FLF9Y1mMo16MCtGRHAJGC5WXsV1Oh6B5w/GEvzGAJGJHmWmRXVq3b7xRTfNwcSR/ao91uFS0h3lBiitRP9RgSd2nCOKdwF0S1QZpu0OOv+2JIrRoEBjE/K+HQwpbpi/TKgeptoYuV7rbgPItq7DDp8WwiQyvg3T6q5hQJO25SOyhYMPlGLYmavBb9LSt0vnCQN0wjg9iNWSJGCh7uI25gbCCWXKk3M70gRdFJ8+oKI3B6jjCECZsGvOHudQIKnrY8RP/Ejkr7bA2W2pTWzOZccBAlw2daMvkAp1psxxC30XCRA+6zvZgW5XydgsPElw8EE1gjK0s7SOkuq/JfGbO6UnkUzxCmVHKD2iekMZekjaB7/ulfmzGd+gtvSRoSPIk+nhedOml3APRTCWbCLOd4i9sw2ai/0+eXmRd+//qbogkXGHNVAo+81OxgJjb2NEvQ/lGDLVGdVoWDF8f3d0V+Mi965O6vwHE4CbaFDX4nuAnQZCZ9Wi6xMwNZlHcdK2oNvnMMvL9la+ZKNoBjpXBwpGVk4l5qaU7BdSlbWQsEIpM20t+PELj6Euc/srkfCAAaw0E4jXTdY/ZrJ9k63kDRgIGSDyIJyA5XAsTjSgUIvVX1zh4I2aJBCpyYNhQ+l0g4ElfERipGLEEMe5XBGFPRFrwcOPAmTLnjEg/I8QFaFrWYX6hMmi+IZX/wx8xWQP1tC9/u+gdtFnB76sF0vPJ4mH0CdpHBeBR+90OJqgQZUIwA/FszFajhXdEDMsuTPAfiGpAIm3+GgQdN/JoFICbEsRm4rOa/gZfreM4VEggKeeUA6o/mOA9kkbl79jkH8Fun+oJkBcDjKEJvyTqDg0FKqjGAG+LNXfMiy+vBTR4v+3b5TSzWddlLBS9kA9jyCtbLDwBlObVbbM9fTlF+/LzYGAarZ/1OAKFZmtr+tX+Ft/Pkg+u6FvEFdtYlUhv1zTp9LcO1+hFd1VvLyAHHNQ5+Vi3MFMfUxRUngPnjd9fDmRPZLrkbRUwAvdWzPx/dKtlWrRCARCPcpFiyAy2nA04ToSTpelnXg2bHQmqCacJOMR7C8Y7RcucYU1l7jKuwn4Ge7DgcorpYQBknm6OmntajJG58yqABMDUA1lg+IXdHSRMSS5OCJEzmmDPzl2y71poVQPWQRY64j8vCs6Z4Rjg3WjMbc2aAeX1QB0Yy8idzDA5vV5/4D2RpwkHX52He5ycoydjynXQa1hIbuFSwxxFEcFRSwLlS2tXqAu2/LT4xTaXuIDy2bjOXkIZTLEe4Mem1snOlVpBwx2mMsKv+RZ8Yb70nVN7FsSol7oy3Z39BuNCXENeGM0llAxuchpv+CLdvZh8clNxWzBJoTnrf8qzPxnl2xv35uIre64JQhOKyZbWOCijVM8RAuIoOs59OfUVQEe8GRUBiL68+5dkliPjgjtPQ0ctsWYtZ9awEmBZN3TAX2ItgdGFeVpV5cSkuBIFWrCZovzOKECO2F5rGjE6k6z62PXckTsMAAADz4NyQuZuq3E73KWgeLSE5UQEb5dg4Aid707BFahyCl02FDHEeMnqLyDxbhi4GfmKw1UONSnHg/EQXWgtonnKG9hO12QjotYuaxaFz2CYoxg2RDUVhkkqOyGAzWmCbKIOjPFp+yLMafbcn275RiNlVy81I+3wZdYCR949hfGgipPTKCmUJq2NIOeH6LtdgoMOS7aonrXWzHb4sPo8unaefRi87+j/urcAOoCsnUQsMIA2tj1J6n+saWqLIUJVRr661bzOy5h+pdsTEVHMB66urgrfEVhKVi+Gh0CZ/zchs+P/qyenOk1iXmrF4eTDJNR6tgDnmNQwDlGxlvwdabv0o9jOzJi7c92x3LBy4GminuFALcQocBv05/l1H2pcM5QM3Hz3pRLnaRcXQU3NQAFlirbHgXp1jVZuibf9Opa2QcMG0+iPxCB8hihia4l/QJGGrbPLP+UQ8/0nDAzkReODRZFElGrTfn1wVTBlboYS/ds/VOMkYiMqFqUbTIygraEROCLvRaMBM5TvwiNz8RFUQDnZ3T2ngXWYIcyO1p1KUmHX0z5exQZ4cansGCh2NzQdpz8YKxabXnDKN27uXcxEXFfcKdsgdZKJRPodND709U0MgUMLa0379ZLvVzrrIL8JaPTYOqqBtmGRTjD8XFMdYGpUgAczmtQnSXa2Wa8IDTFTGMw8fBIwrFmlP78yD8ozqLo8mdmEj3BkHfAQq8QIt/O7kEvSLwdIV+ePfG2D0M5Mwf+JEDn7xavj9j7O6tMHskd2LSGn0jWRZgRX6yUFB9PT7sINdL2m0m9FotBOVotVQEaZvzugsLXaEsZWwDtMz1385RJIfV0rbNZDvBJzAuOor8tuleiDXnrBPztkj0BACQaHC7rvuXY+UGZ4oMRxjcVySm0e6mctl8HDzJFWcq9IEqTA3+Bsm8lS6XFmBy50ig9yYssTBdUOdLVCh5keC7rOeCslkxH1ENVkCfJ9DMIhQ2l9Zc8kNJO1lX+WEvOmXVqapV1eojIOzn31rIVzpGQrcAEkMt5q5krrdPLJ2zdaZpgP5aNZ2HxiQ2S/TisM4YLyQ9NdxfRL+jnjxfKXixqMcKoBRHDvH49dFFjr8DrBRFDB/k4nCx5dwNs2MN1Mhg34lMoNPn1+g7znf1o4WcI0i1T61KG+neczTFVnUiVD0L1dKhN6yykz95GPhqVaiU9GltDh/gJlIBfSF7OMTBKIxTfRkG7Ljdf48RiFslZ20phQ9YwiIyQ7zQbDMUaxeFOjz2pS+4kJsBh0319KeneWEYmT5aU40AORCxAYI0bhLbJWfu3FSbPIYq/s6g8k5SQJIBdU9vUktwwACqV0E/CLvwQfU9IaQnEt+SiVgkyaQJrIvENGhnsDqc9WMqJGzxzehtzhYbKm1S3RdL3S77sDWezhdmlhqZn5ucjTIEdaFEbj71SK0GQ5YuzYLPUtTYVrfTR3HV4fkgboWeImVPFR+ELlryuBUrGOIKb87v3FAthIFUhLhNdWMMhAM+HKMuc3Gc3+ADBqSyAqAQZXcfkehk7CGqkbxqU5tvLow9uYg/X+lKda5r+JGTHDejp9YmxeJoaQsQIBCgJIt5DMA1F0+IQfTzgBtYfiFOJWj4kN0pWgoPGaXP9Zciw7HYwIqWhFE+m/16mhp7/qx2C8NNBRkNaszvLlBWC+9jItAyJ/RVkCyfZ8VoMLvuOobJ4lje7Ygt/SqwY2PXPBuenh37UBmNSL4zhbpKJIkabBPDyXy7cw3hs+kp+63gUOgFX6XT49xkbEbzuyxZcTrAyi34EvYBsxT4s7LkEadtNcGQjygzKSkX09k/B0DU/kXfd1yEfXlQwaID0IhYmjgh01Hg6oSme/LAQRh7HUBJLreIaFyEQKJFEdBHdVcWOAF//aiM8gRsa7LNRhki4bWnG2ZDZXRffKAVeigNqix4wfg/8BAmJc3LH3VREKfRnKoW9BlAebPc3uZC4ILChf3Lo3JNRgBPZXzA5AbRIib/4336YzT4tDwxhNF2TToZM3ZCvVt9gQQPGIJFVki/W42kGcekBIr2nucsCxQ7cpvc2wn/LsLsUkn8FEOuDekB7p6DMT4gJzRn1DLu+Y/6R5gsPEntoYPKVEpOtj1CwRT6SJ6uGcI2xroUoeu1vi/CrWggkX7giHp+MlUttzw+xKMGpc5rq1lu8WQIqL6PzU3QKY0gZOYNXwg9mBZQLcsxJniddCkot815AIf/lSnGC5bAZUPZP+D+E5Rujs9zaRBQBSPqcLG1nzYnrjuRqAZcav06Zrd7nEbh9CSiWm+5hN4ZJeTKTtCy4n3c8yzGP30oICST0zWNwCoz2OYNYD9uYqYx5ViltP4Bmuj5t4VU/yfi2YYM7dADHDZXjFNuP0zQujttoXZQVkpFa3dPuBhzIlEac4UoYmCxZvTFdbKkqi/JmiULIKLaMp2irO3pcF12LePkJGtapqjlKWTy8Mv+cXOQQTEYsCkX6EEAFPQ60BzTkU7UCyeULdqoKvyd4zvSuZ0lXwleklqXxp5hK4A+m5ID9BPy+GqIW0FRmbOTyb1XqfHchKiQIDGam579DSwMdYBHTH1RebBVaItnACpbskoBdEu15UfDJ2N+EPiZYLCpEsjnEn46y+OhKYvvyW1EFxkfsxRqsPs8q2UwAo2fEFET5X1yVcLgsfgMuNAELleqCNDxDxuElQJIFDbTUAs3aFvufLQNg/I5yZ0ge3LgbUoAhuQy3w5IiT8M29qUFB08PoEkClg3MJ/bUCiV/tmeIOiezSPBKDWRkA8wIkMkxrFrpzIsloCTcK9QrNHIGA7l//jcmwe7Ygvz6CU2IdQdvv/yiU7A94XzeoQARVOz8pSAv6mhk3wlJPnjF/CtmWPN4lxSHVEYxY8qUjNYSj1+LYUnpXzBHbix4CyfZbib0Jxpdf9Kmzmzwb0+FFhqP817RRkt0Ne+xWBc+7tvzPY41bh+aPuqtRgECSzh6zMtcctYQPhWoV4eiyRPpHmDRX+4ZLu7hDBTiIoQZMzpOGuviurs2YA2DNvA6XdgKFKE7xvisE8k1YAvr0VamhJtuP1W7vqQ0SJfedGuXnLvsLhJA2DCl7F3dwnaxZHllpzZeElf1+ut209Iqbys3lRoe/z+Px8A7BAFIQ+O3INwN7Wr7LJsqqF1TS74jg01yGG8qbUW6vudsf+fU9b9ss1w+/9inv2XSHGcPCWgyG04B7YlnINsMYcq4pLKj/5hsaU1gQ5sfW3E0R7+oLw/+C+R5HTndM5TR8DUVUQNB91X73Gf2qbVuvWFygMkKoNzcLw/VdHVJJAiMa1Yf1+FRo8wRdBSwmttwWDB7JSHhxyNygslLI4vciD54Ft7SrShOyCZAEDjyAaBkl4UfmDPSiDhPNM81CBBOxFxsmNqJNH2yYRW9fYH5XMVXz3+LZekvtXAzYnhlgCYQypAmKE513AUCbZ0aNASI9/BqxDd4aeVg6hc1pyOor9yNTaOFY50C3qfX3Yw1Y5WtWQjP0Nokw/N4brd33kDSUoPKXliyUR44UAb18oE7gku/JPUMYraVH1G8DmCZ2NMlrr62KcfH/h4pKxBwDllWdQGG9pgo81kaS5e30TAIYkT2hzkWyv4cG+QagXWTbZpeieZzsvixWRC25xe/sJOE9PtNA2iWFTzAq+KGHIjEJbptF9RG/L2QpXnKKt/ENxsNV//wi7i89lajzEyxGWxotAXiB712kqzbyyHyppoNwOKEtvEgdTdxF0N8QQFk5D206ZXt3yAPZTR50T8LY+vzvcbOsdxwS1zXsyAdreSoItz82qipLd5ny41Yt+HitmeQkYA+sj1nqqMBAadFRznUBy0gwhXBACL+lKo4vPdwdy1/Xs/6trLgOnQidR7VhcSHtI20gQNXTqpOoVSRn22eDNB56VAdWz1+AqIf0X022jIR7fQQHQseLuk7Qov00TAEYxH/wSNNhuwXrDNVmBv9bOLDOkUFI4HDF7EWCgGJMJrIj2zQ1mzcyU2lGIpr/Zv5/86QT4EsKG9ufAOX9fzH4ekrZmF0BE/Lb1heEuCgCctZSgTtbuK9+/FeI2FFSaDpwmQidXN1SS9suR5NJ/piIBHB+rpBmw+1WevPZFnaxLhjCpRYkoV0JaCSrdzDy/HuPRUyGOoaz8WCbC3XiOybRNVUpM4JAFdq+oBW70fAanNBLp4Syfqhd1LSDIi3lQQpL23GQtAqTgw7GUvY5sHfl50KhCQ6HcEYRjc0Yq0JF57It6YRYo89wozGP9lgc61M/zLLJxvBQUB4bMat8lLIC0QrXxvBMRgZCQXSZtxyBP2CpComcPVd79iVKLGmQ+B2drZjdLWaTUWtZyUWY9VfgBHE1VUyyv7LKmUuaJF8q6cbQf4EZoSaA5p1/XdXcEth53LC6UxtLTecG5Kcvbkxf2rS9hSGZkWybv6JlDMAK6NdhFeodG8WoDTN0xUBOlvslyJqFIfIIX3OYCKVHFbGE/dbvK/SSXQGEHQtu1kkzPsConMiZdbQUz5U0THyYPdUE/w4MD0Ycw/HmlAU12i1Xjg7WnmuayJb26YaY5u3xkGA14AaqJG7q+FV8nVYpwNESgnSLGFTqRt1yRw6lxNL+/O0zMcVkUaxvRhJ9K94chsRn5xG2nDFZnFWLNYf7JDu/MXO/tgfGGf6eYTLDIeBDAF/PedrA8XIbz67sw4b1yDXrcBD6C8UbT8PR9zEO8UzCHZrfnS+myY/pwvClo92mXGmzEVvuGh88md43QMhcD/bQZqyrD/ncCGMdi1n6hcTVYuhFGwGqI4a91Sp49NXROVW5AMTHJ7hGZihuK8Zt/bAxqpkiRNnqO6LTf+zHWD8l+frC8Ah373ghgstQLVWv4RpL5b/2xZiGchxd19h/4M+4AxYJHJ46WqCEWYR4wVJvtUq9SRmdlFerJp5RYC+GW42OompyUw5VmZ/ALILPA5hqlJ5sqyFC0w/lmoJLtOAGS1jj9ppW64vyS93xIbzUut26i80bR2bQDzIx5MM3rcF2M6O9MASCPfrGWKSMhuMAdW0KEdVUJGUfKw7FyMryqjsrTKut40E9ewVPAgnCyUxR22oApHZalhfI4dQYFkg4mTcaPRh3o8PM64e0qbR40OS4Y3iVQViUfflanz9dcgHVvcM44OmoxoXFApRjIQFMYE8CBmZSfOiWM2tHOjBjbs+r6iR9RemkzCoddBbFAwE6wkIOdxZjRiH8xJvLJMC4Vl46oPbvvUftBQfE2cPoNawuyw6IU3xUgzjzHHp2dBxzBm3G/vDpdJKOurWW8jBpf+51O67rIqQ7CFIEUEuF7kqEJHKtLgAu72Oepd24WINihmychrJNiuN8XfzBd1z9I+AXnmBdD65oAAAAAAAAAAAAAAAAAAAAAAAAAz+7YI+gwIA11n+1iQlTFgDY8YxVjZaJdZVD+GH/avZgBMTcONOhaDmHVBv352c4s5MVpY8H3FfnU0ONq1weeb0GtFVbKswI8YURA+BVdRNYCJGTE98OsnKOHKDfG8r81Jo5yA9xRMEiFSch/AS/Vev5ExPN13VXAdRhiCRcKC2FzHmkxaMb9FhdiUrhC+90HVzwIBke1miCeKPI0DvVimJ29G9oBRXCksz/s8sncohmhKRYqDYebtCmi//iKPTxZleV8TsJ2293VjUYPtAb+AKLe3y8/jAZGWAkHYHnr64IilfG2ZYGLxjvEiLZNjCUDy/am/fY+wRsk9XlfsnHzY5QnzS/Qryz6rfLFH8MuU4Iv81Tnxi+VS+pkFciqJ34uux9DMtbJ6/5COF4jaPQNGATJu6eGmxH2gmXZXNDssZhbrJfMVZSxKnOLpZ5YlBr+2q21726LiAraTz6MBtx+TZMV+jaMiHbCH7Af4CKdRMfwcapa5vygpIJMBxrz3h0Wct/vZnViGHnSGrOMrhiSUpuAEJSiTE2tRi1pnOVwwrkTBQ8MlPx0MDFoLJO1gxYsi/zEVnMr7LhxkoBANPER8iHajkTlmVRPOWEiLn4QiyrszmA4LFN2mA8TCwg2ScBxiQe4HaHzetL/YszQUukEyYTqSQDvhXJdwENQltnnyrXV4+jup9YUNHWCCx2pnYO5bXf0z+ldqD0Jd81aykxFigyeVrs79vEWRcug92gj/LIgnPFLNxVZqxgQperpsxFiwWdGWJMXYL9I1u2CWhJKG0O3Q2gBRRcIs3b3E5yxc8VU93sdVEgzCBJUjboT1B1f8v2olEQqbrJilCHlsvOdJqZAGjaeEg1BCdJ+JqRKwKt2kHp6js4bWJI8qU7Goip69OH36uYoBmZO1gUo9uDWUTypZvbCQsfZFsWPKocBpn7o9/EgDQh7a/aDRcfboD6dnCVc/WHCCeemc/Ufkg+7M93f/G3Ve6qzSI7SNZs4XHRkpHUZ7bgwKu+FXiDQ0z+L3hfCDhAxEDbs4hRit0+9k4LXbJ6yCMqd0MgQMC7Rnc5ya7aY8vDBkKfpK41xGid+DNtjjYaq/d/k18oNquF/M9nYWx5XXCy34P3mIMmehGWFjjyF9ZZrBBhNx3Hqg10/JgePuccafqIfpUpNe2QStuacxNAX+cHJ578zlIQk16ZxJalsESfH0CBut5I12THuow+zZia/6VJ5AxA7qhsY67MPGld3Sxbe3xYkMJnipjg0UPR1VtYuLA+qkEqvDKBbYzpF9yZASlfLjMmMMLftNXWNBLSYk99VF3LF2AaK1ojVsDtbL1HNkudxJlLF8xxhBKpOi819Vavouosf3q/kONAVsXAp0OP8AQE0DBgHpsvSPdBahrZVHujCvDBElOn/q1coPGBxg9m28JQ3XkvXjNvA+AIKNE52DBJu4ba/sro2lefQ1Sl5pTfk42bbgpS+WhIwP4xEuGL6wcEUpIMIraVKylJrL5yWxdaVd4sx3B+2xdUN+0jpDKzXW5MCMZEMFC7RCd3WX2J/Msi6bit82gM6LfHGyiXQ7CLmDn6D1w6yA1dXTCWUSrZg761gkQACXDf0yaDPwQtF3eWqwdzVJkMCCB9VrJTmjYtD1KnVHN8Z8yR5ZlexBiQr9WQPHehxtlti1DmWIfWWwm1QxTYoBESHDRGYoMox6DWveHKWW7W3pe4YXkZC3qMonWTH5+ZIWgiTG63mRABpESzbJfH+xgn+A0TdvZAGTMbeMpp2+pCtrBN7ujntnaPXUWb779AFclJNpWhMAgI5PfcWIYVH2aTlf/fGGJAk6UiCnI461GorEmd7roKsxchhMwH4r/O5TwofpcT4bCKQM371zk10pE2R7qUXlHhMrlp7wRi0iKp+YzUwGB/dbepyzsV4EAGiAimp6q8v1rCvXb0CYW8P69HLzsxyYgl0HWPiMasoGJbRFLczOWjheUVsG6WYXxWm9vHdj0Y5HJ0vn81qtmGBi3lT+70SHSK5z0XR4ukL+Jrx7H79rIY9/gabk4+rcRPAcoPWb69+QuRNiLYAQ4UG9fntNVs2tdv5UvAGSxVhhM1SGLbmy4tDYuq5IDUAg/RjwaS4l5Getqzw+GI2J4m0KqKuISUEnklPPDzg7BarEdx70xY5XhunO0x77ntKhxSmKzio8U+Kf8eAgRDgG7gtAbqIPVlpbR0qIBEh/WssoGEJYUGXwJqYeBLj8Nu3NsfbKGw5iFAna+JP6W5bh6diDPxK0s1juQE81o/CvQfLXLVR79fwq81SwXc9tZzEGrvX8zN5AgznI7UuVafQ9vX3bwKkkA0iOYh93aX0N0QonA2AeXEks9XN5q50ZeWu9nEKK86MySXxvkOII0YS9QJEL58+/XUwKGjG8ImOdMQjoTRcr1VgM6/9cpuEtxarI9kgG4oh1NRjaMHQ9zA9BvecAAYSEIV0Yh5Fihe9egQ4qnfqHZ4YplfdX83YCEC+XMJ0MHAu4T6Y5+Dj2Z7DFTPCTjgrAKTF2++S0yEm0QldJDrV/10i2tY3ssPc0NafMwLFxKYIi18KMSieQr9xznc4papSs5riA/kvsVQ290aAM8o9Vhz0qxyMpaB3TaFr6sddzphdTuyBs9p9ssLhkbp2D1d1RlfGoQ9+ETTD7CbaBHViSUCqdv+gGoLz/HiNPeHp9QWBauP/XVR1F14qO2fq+bqa8gZOdJnRdBOGGTuoYh03eUouRdtZq0gd90KLY2UJ5OpPIYiEKVJiUmjbc40n6ptYQgX1BIXJBluzr/9DVVZkvW6dpFlE37jVETN/dakmn1lNPuHSHYscAq6IBkvKAOz8N/bbhlnY2aQ7awEoed3P9QScaTP6F/hoNGejAZMQSxTz6jMuZdR74VWtHzi+VU2Bfn/uzRseg172sej718b86tGMPSuisBWqmW0xhbmpacHeYliXI8mAbrAVusVjLcBxCjmQaqjS4yBlcYKv/3FUiPtiNXnbNs8xDtwtwC1cm1V7ASEEJxdyWPDyHzfyKMqpSoae6JdYZHYoYk2JVbKtcUd9y2nv2SplpUzZD5GAdRgUjaHrga0J1GNkY49zRYLWXh1VkyppBIRC6dtUA+iljk2OjHjPd8XZwzFYOtjMoFyrQ41AKLgr2KGiSuHE9u1sbKiU3MFfji+FI4EFGZgVmnTVDvJIEmob7rYy2a0Nl3MyH3GXPDnXhPr9oUvt9vA7m+T5qVsbAFcgMieJUgg7mj2RFpMrnD+xHdhyvmngrTD+tocE6tRaa3Sv6jCaWzkCW2vfyBxMnoRh3bz+EQbyCIguWABr7X22GEj/2ydvcUTJi6wThJVFtBu2g/K+pZAcFRfNbRQYlo8RiA/+5GbcHw5nL4wJgYcNb7qoOprBUlfjI3Qkp+aqo++SpiIpCEEm7YNiMeSlNOwqqDLSnaxWB+lZpZt0ff2dlf9HAF6JFVYu3PvrWv4c2vv6zMfQoXL4XniFD86nQbhW6FIEpTLgv8QVSnxqc53QEDqaN93FtGJ6R0TX7T3EMpGSYcgyIaS0KU8BkWK6Mu7b0kZHZUElh5clPhWU0pBRHLAn/9sL4PQagc8V/MXrSrpIDqaBVceg5R+vexdRimAcK6KGUTaKl8PuBPsK2/wNkqZTtVryi66WLFmPFBEloZ7NRVSOJe1kAd40D0ygwxRiNLho6i59CCTDBEQ/iFRDAc0HXmvnnTdBIkp6Wqh4slBkdY4NwD+ddZiHhPHvpMIRsdr0/V4vjLz9UEjBHg8CWrepa7heW8t0S/zrH63wTyll3qT8GXEnS7jWsNUPqBhTzcrqXs202HqcluPD3NX0ZleQ6YjydNTFvMOvq/3RKbwd84EGyOG740lcozg2fbNoAMVEvp9nzDnulStzKY7dASSmmcIe275GU3vqrm+3bodb81jipRSlw0tFCSeY1FbiZ7kM21DeKI0r7fJzlltQRhPV/PfRU8JJIZedvgeJESYkvJlvuBT9yok8CwCW0yAmdAK8dTBHQKEOGF/wkAeAuZfp/Vz7Tg4OBSZV7Ov5VcQYiRBUqdqDIvxb+Fh8Gxrs4bpoLi+2513K7N6VpErIE7NPW9QrgftVBygBHno279oK1QTAD4aGAi6iuoRHzMIf0nNEGtGaMRU1KakUWhPeEMQW5bkFQWQLErVL5pxAwVYd6cPi6nmWqHON/TGRtJRlr6/CR5hGEWYrH7uZ7oA/fDxKIID8UjCUov8/pYHiugJYJEYtM4Oa67XuHFzjXN5qob1AgmeUixdZaazpnoap3hXDPNDVCncX8BAherp04WUOs9/n1/mNyzCtUAYV+SSnMuxoXA2w7bl603lbP5KGtl/IQMyedNg3r7QTW4u4Vc86zOw4Cw/Iz7oQgbtcqDPWSZ1rbx/nzdwrZKr7H4Gltiqc2a6/Swi/tV9ZSaFtsbu7fEdnjI2SePaajFlAtmtuDrS+RAifRqu8CDtentIMW42+81yCQXyeCrs0tYwmkThFSeGWnfD9H98QukNP3srV2tBgxWjATMqiAL++/QF+0ZsYQfUSihSslXdfL7HOsKXeUJnFxtPiWUlAfRKawRbC537lNPk/XaeshO+TY3lKl27XZt6M7JMKe133uYnt43JcghJEUcfxj9SuY/lZiOv+sPzba6zZjg+XyX68CTPzl/Bb8tkvvRU6DFIyXyziLlYFdH46j4eQ+da9z8MME+lw0aV1vcYyn3O7vODADCM4g4kkGzvi1coTTv8TFDE68G4fsLmoBjb7qxfOEedjcZvuesxxXm14GfwfgJGFRtsDvO54ry1tOVUfXaMAXuPOkMqXNFux0P1ZdPTMQIPP8Pn4azZaWqGYZajGrtPRFRSe8kn30PTZtH+alt+eboDmPjlKsC263XngKzKvAgd0o9XK2dreNcDJMphRECx+Y6ps98dU57f/7rW3BH32ZOMMKIAChwKEZLXccDSZZLfpiNi8jSgQuk55Y/t2K8qwN8ELuymJPf2Kdv6gQJ6u+b8j6G+vIiXBDDq0CSo8OXeiV3BuOFPpRjg698xmWnAWXL4WhoHkb1UPBceSKS/83gDMk1+/qpJi1QesYqCOxN8KwPv1rjarN92XTGgdsP3Qq946A3gfHCwReqPpy46G/H7ST31vFne00yI3Alg/n9V+IOt7R9t+xI/6E/6enqG2lM0IUapO4JsoOvIurhnRaBj7uR1PNWEVcKQVm1eDeK/IlGFAWOCcz4hs/UgnLqY4ZbfCZBpD5maa1CVvrsx2wJsSz54/nNoBm0JuhhiwoCrFD3JamyO+VSSRxNbpM1bSosvdW3PM2O4C8SKszNNf4wcSCaq3q8syKoQoSKBl7r0AAnvABOQ1uwpc8JIyuVAYQm2syNOP6I0x3kTAGxz36iVwCU6D+Nuue/EZvD47r2aRWzYbK2q4NOgwff6dUyVITRUuj4s9K348tjoqD/bQXupNZmEu6FkC1StXsP4QN0HEj0zK2iD0UFOKgJJS9LA/ffEQ1zfJx0BKFqB1F0/dGatscNzlMFHYxtw7mrcijRJJvphLYdeo0qj5oDF9OgcRLbEbsrOhPtNvzgMm+cbwcVC5EvTA0FLRFsE35Sj6AVQKKNcPNqYwfFQz5wGryNIRUr4P/lJsXY0o9e6KSFe3RLHK2Cr6R5UVXqv8i/0zYPLhowcgSgONZ5kb44ZkgKkK4Hul54HWR+LHgrc3gC6ADgns+FJm7PG9su8YXpK3Q89uFtYfPDHRBg8lSXiAieiJxEhIyLUrxLFBP70AqPcOPPhRw83ABGVadGPW8trLohI49uP2tennKr+DVi8u563L+XuNtQAThSqvIY2vIn8SPU6B7Odsy912SzbyQRyrEBlj2IlOXqcxZmrJJYabWmaSs5am/L3+0II3JuSHD4u1fcQQGXw69IY8P0qf8/z73rOtKSueZstXXZBI+pysDx+UA+DvbIu9GGwUSTkg6GH24dg/FJNmeikBV9/6/ep0jpgIdQxcCmeHn9/mjCdmUg/QPd4lBZuYNXObT9TL/YGvnCrSLQxWuEMlbBy1uFTuuIzBIwnS+kvG2GKlE4rRp7VvoLsYj+PAgycTILigRlRbtNg8loAhiJa6+SgYRHZI9iRKw4dITq79ufkt1kokZsgj3Kk/xIkXClRWVdBiFXn6lI6ZVcP8xq3gAUHxU3ing0OHOxresVtdAVtwZ8sU3t0cNKkUwPv8oKVmcqcvsOoEAj09x+uXZePySCNqyrYY3m+5TcuhCjxMN57SDNH73Ko+mcPD3jKlhqqrx9WNSJgPMn9mvBaZ734OATjrXeZARfTbSc1KlfmYv55BuRCoPaWCcO3B5Qbd3iB3syGXuWFQTYnSFR1ehLTmV2SqWz5oZeH5Df4xiRmC5dGuVUZ4Mw6iT5YiCWLCnzCyRacRgBh6DeH4Ruy1AizKEJ/4NZarkHvdg6gfP9wNbF558BZDMC0fDRvQuSnB8BwCVTkg3zHcWAzCnaTseI0vQa/Sfj9h/hvvJxKDP8I131Jj2W9xrBTYGzvfLuspDkjM22ePM07rPDQ1m6YB1JnpBX4HOBXjt4oVSqg5JpABcWxzSpdEV+ga2Nx+2cfi4a7mz8RdRi0W+TgTcMy/MrlRjhOnDAYBspL/uu9vwktN7RYFvEN48ttWZ8UefbvmZnMuceBcQ19/owT6cs8ntd8v+p+oqk4LDIQUWaTjxR+kstZDbXOxbg88vtacmGSmG3ciHL344KiNfqZQmD1fklgXHQHoHB5Nu8kzOmf8WAvkgfrgHoHvQ7X0YzVGI7MpWScwg4GDYmO8OInfKHaFbVyRWnfwMkdP9P4XyjIPLYc2vpXlDAPpDL7xijY1HSCvDf2mfXKSIJ3ciWdNcYziz8Tjs3e4ugnZRSHoII77eMGN9ivETiK+sepWdVKin7ZjZtsl9+U6JnS0lHNsOoIN53tX6KOVxcJ3AbmzcO6pdoREGU8fZyVxDruuBoSZ+cPP81gPw39SCXImBG5XE3OAHJX6pfdONGlb7OVVvQMG07N14eiEGexnLheqVks8Lr4nR/GunyiduYuJMfnlaVwa/zuESsc+RDNigL9jLm5J4qKMdo++Bv7QRv0612BXRDv6c5AZ1OcOuOllnaclQ56FgSaOt1ilRywDHpOs2r1oCsTCd5clJrEbY8GUPLEMFSRZ7DMvAH0GMOuOiSwG6gQ3t4rv1gj51W2fnBhcb/AQlX2ubd6QweibkLYsAHyONvudunDqMwLzshW3/v6+HzD+2CABG9+n1045ECRCw77cCNxqwiVUDS5D4/lW/0E70PkMwRsfwcwvWs5pt9hIeHbfQCtt6TyMlSfbrn6Je4+8CNUyZHCVUPqeKIVs3onKnME1Goielo6F7f3uOajChRF/Bc/f0ZBkQno/kOk1kB4YLhyhpK8j8Zh7+1E4/PIzemg+ShJJsLAYr+biT2XyQ3y5ow2kWYMNWfpWlwHS6qbciwzutXgeCp+B3WNL66Z86trPbWWnot8g031e3o+H8UpOvX+ThshNctbWjJYDPVbsGPYjzYZVZHdPoJcRXJWAMRQo168vvbth5xw/dm5DIPOSrOrlFIAR5vrLWmeYwqlDhuMXSNklu+LB+jJjedUsDbEJ8cp3oYIX+17r3PEPvGS2IJIFAgGPDipPpXgF/6RVmdE/vk71T5COFBsMHVvJ0NBcwawMN1PPTTk52z36j38rIg/KWhUlMiwg1jhCC6gVPZSdBtDh8onxQAb8i1In5MAoKpFYNLzUl/4kgX3tuz+FnmIhpoKFmRntZJtxWQLp6jaSLt2gKXjnd+0qEU72vr7omFA+vKPmADqDTojHSFmuW13ElfHz6giyI7IvgDH/jfDt6krhZuPpwE3tOhL07gTnquDfL2OUWgr7ULN4ptnH43/rJ1PHqweeYFrEFvotDrPC6HUslg/TWC9eUbDzHPAamnIlN5aIP/YESk/r0WMDXy6bcfYRXv8aloYko//JAu5NjDk81WF3wE0RTrCyAup9m7CmJehh2ClKaBEBfxIyFwOFrbA0TW+M3TcvpFnvSnlkI4yk1q98q20ExGfKP9XsLkKDi+R9PczF7W5yB3qG4KHHldMla+RF50XHnDdrs35uTxGnb95p3mbaRGsLC1DYT98FV+cjul9bOF5QDdQxYGxmBexA/TZDekRnLO3hAjtt4k7oAezUIzCdwJuxquvF/ktVclrYL92c/w5EF8jadHMZLtUJgDUoatx19JfPdiygR5g9qQwkj4O6j9MGe3Q86aot2ZFqdyWWAjan6YEAkoW1Df50DvjmJ7iHBLkr+7mc3SzyMo6qo1oC0pt6NXUj/7CYfJQwqZpzgPvOhMdaVs+Q3FJ+m1Vk3EB35B+Yk6XLV+ezijHdaRk2epCy8I1CVnfxjRo2YqhFjoIuyoqOCVUHgr76dfcBfp7qHTQGaIAAAAAmV90LOiHEP4lb1SoWsM0XedMsrzcEMiJKvvDAgDY43l434PF2K0Dsb1A8Ht4y/e+mvk+F/uMeuotZcDteIHqUTd1/4QTz5V3VHFvTioBWpac1NnaMiVqXgf5Pmn7yek3d1/jOE/wddUTSwbU2W/knKh2rncR6wnyyh20lCZCB8Z6P0wWgtFmM2FjH7JYhm1p2mJPqcOfM6boI/678hq1T1yXUSYdmV79myifsGR4UmsBmSfChxDlS8mmEXS+UTf3BUYu9QTjP8knL6v80QqdEdJbQH7VbWk1Nw4VE6wyg2G1dGCNOpeebtaBliRk2cZFsO8SjLWTro0PP8nRnjeCwKFWPvO4YIV2QBhN7uD9qkNvaZgiIz7CXvUcjamWnmJ5DV/YhfnSAlKfHNDH4SMSFh2TilceSCklRoaQh7CSGc5mBBwbi73/wT7lsO8QwC9Dgc4YdCLtBrWlkiZsf3Dl8zKXBRTJOfjZiLJ3UDiZ4b4yw5iKpdCL+W1AAkF8yfk6DZ+kodpFEkYUALx7uyBDT+MVYVcU5NMOjqzGEnVWQZBoYF8QptIvESPFbur4MDMMZJTmRPKjSBi3+jENOv7bLBiZ1cH0ZRkohQylpLU6RtY3Aijkh+vyYmXTQVbiMPRv5T4pa1TBhULkRs01028u8gY8yB1qUeB5+S6bXz3i98znqd21IGZOn9kgK4YNPE5Hm6RYiLkdmVhIr7RXJAzGyU14+qjG1P+9EKC30CL8abQNXbEdERHeA7oHfra90eWeZGFlXxXb13BPAEOMt7pp6J6XI7h6TaSnGQvHNnBtF6+8BUKh9MBEvZE5roi9cJNx7KdeHtjaCgDa5Xw+ZDVHCZcUGrMw+l6JPZ1iu2gpwU1WRURTNrgkGHxjDu0B9iRiOWMyKv4nnK6HGKOlQ60gvq/Zik2bIth9JyryNqU7qS5HKoYLQIX2bQsz1Ar4qXt8Vy6SUOI1CeTlCXKpSEsiGUL/qdxg6+q7nTw96zDSDuBuaXDGn7xgga/SHCXAiYFZO2+riUjCFLrDcO0VRszajN/Gx/PL7hKjsDr+43/KM6pTB6G8Y3JaYQ01oBjrtrLFTBLy5IOSpFHs8AcM4lT7ReVD2fa76qHlc4+5u38rMFTUAkYg5Fsgzy191YgTFfWhqFgd7J/apabTgywGNWswVTApMbLPMQA8puZNdczzafA+8Rafl8ma8CFTKbOIUv+WYaVcP85G2+MVigvg8Sf8W79tkKfj2JjXXMuHnRGh+BjHlo8ECOLb1TGi88HYs6et6uhYdThrHU+S0WysMIltrpXYn1Un7lvVHkkFmSMsSNscN8xnBrWC4xlHsDLumG+IdX2bMgnr+x7b9goCtKnHnhLwMUMo9JvQm6AflSXiHho7B0Ir/xeuVuyGJcQ/a0oz7jQp9UaiSyc/kkGBoI/K+h36xpke3BnWbw2BDDltK6yUZkIZwQWoUKqzrFZlGK+vEkIK5V8XAZwtkTXC6at1jZGh1Zf82gnAwOcM+Q0rUqST0AnYb+qIvW9KbLFL7J0Hhk2PIdY5SBhLN5krbsFCkedpns91+W18A/1f4UvFmcKt5RU2CN4R6bAtFmPxakItL8h3ROIOowWEzVcYjdZn+ozQxWiEbuvxmaK18s/14VdFF+VQj8gPZkN8QaPxujMQiPMiUlRzO8DLAlTM5hoO/qVN7/czRguiqlF/19NpfFdJtut6at4WNEkd+1UzEWgur0pyU/yN+8rJoov6yhEgz2eL7X+oxLG3Bp9PTkF9g+7aXTh3VwC1DHwbhu1XpwMUPuFHfd79yATJkWhwIvvonMjBLFZo8nXivW+gOxIhTHuCmE9HcXPPqc9JscXC09cbZqI9EU2IdmdNcA/qNbEXa2XXiwSljHarFded3vwXj0Zis31XAjPIAiOVy3bilnCGpIvlOMI6QiYUCimnxoUZpAZ2zV/yiZiiPnymvFcjsiWwU9HEEyRbpiWfCixvAoV/p1EiF3hIMc+RDGrPBxThgBacfBf60D3Bd77z12o4bbkRrjr7QIfkTn53aQXlaAOjBqlwOhgtGB3Xbfk9pssYKBHQFE7LIgOIGOgr+EP6n0hTHGfw6Kf2pl9h/g24/vYchkj2c2pTk64vifJr2fjTYmaYBNJ6KOze7/GzrLQj2ymvdbrMKY3/+6HA3oIamCD39nrX7iapf+Clbn6jD2XWQ1saM08MqlDKacwKh86ed+o0oZQ9jCYnagOde0mg21i3g16eIsgT5V3sl+L/a+GfEAtNFcxuW76AOjd3gFp0C/vVxS4vKZvt/lF9UDa0HwAc//ysiRXNQX4E//J4t6ubij/uYp0tjud/crW6liwZ0fhoIlyqt0BDLO3VAX1hGenqgyoMakXFKBc/ud/UQx3XEkOKlcTA196a914E586wzc1nKT6QCnWCJVPb1NwY7wJs9mliPnOBosKw5fYzW2wrcg4MrgDlX3ee3k/ftTsP1+oOahkVXxyqqpm0a9A1C5SQpnI7vvvv35dm379xEQBIM+IVblj0vb1MHzLI3Bd2n9F8qE5+25zGTGDdBDWKnnhw4XO6gn41fVmCeTlzGBzMsoaZlEfoMhezYvy6ev8lj03rdn3lJCMTC4kjW+XVOCPQd4QMFsiGmcmI1e7MNkSHmHquxJBp7FTtNnGPAEaIasAtp3xlJC2o8PSmFD9xu8x+m5fZjzB5af3jPQnaNMTrwe7KNJn4OY9lkuIak8gTqnuTxEs3FO3C3mb7wcU8ycTYkvBlN8QOGbtpGozIWHv+F0o/28LDlsR/l8NSmdUpmyT9ayNucktV86peurK2JP7ENT73/U94ZH1QIGyMLNLdSZG4rScXx6o8vPSK9Xztx9LgO6DnRpDpfRQ1O6eZzczeW3v1fgV8UrzhanfPAEEkJ2BrNPP6GX0YImhZFayXe379OV0r5+bCyJH/i/IbfIt/Kn02JF7HYniGspLudFCkYIHbcAEAbqa8CeIGzpKWxW/B26G6nXJ9CVdFp8jlw83CDkTdG3KiN5KWH3jLgqKzB00EatAxhSQeZrjBBy8YV32QWLl/hJrIgVnTdnrsWn0Pmn8odXTLDUBLtGYelGi2LIfxF2YZCf9+ak0L1AcympFVVwB4ODa4Knwn4qnLSMMX8t/f24UmQrbayy2Iyb7O32QYPjo17nKSUp8Sn1SmgVHV+lYPno0bbqQb63fg4/BqDTlfI4CSvJIvakcFb/IMfFKIpXLiAoHicez6f9fu0DeAL+ePWetSn2RSuEsiz4CozYbdsC10Xt2+F7iqrDnA8zl50GU4bS1nNS3/O3y1WNAiJ5gpf6dqQ6NRaV+aXEEVPh/RuNnw+EIgCboJyauZWDonsnLCtGKItnWt25/WlduCREKKvU8QUQxDQgYIMHzkodqkgbt5WTkXmUjWrpQtmVmNCnvYlhoJJNejZ+Bw3iUBaqDkOXNiN/RVRZWai8WybfZMi2A8Azs12mmc4JN8ca5QPG6JuEbsVN7XdI2OqCP4mbi4nNqlO9fJv1XckR9RUyADqdqJ9UBTHcIAhd7fY5BEe7XGnC+df4YJ8ic5f0Cfhi4QWye881VHnBeDIWXpUBRunhnwQY8eZMzU6thJ3XkrrU/RgsQr+QsjBUqgRKa3EaZpqRHgc7LCvO1+JCk4vECOrIPzkV+qdHIOjti3r/rbV+QDq5ebqmh5+crEhp+rdpmb6suYskoLblaytrEBDzgrcEDVUrHfK7ZpYPuja1Eccw5T2X4zwA3Sn5uOv68wzanIn1ZcDpx4pK4dMp5e6jz1NmLf+LyWVTgC0KczlhY7Oc2EsRn14XXIjIwKKdlxCQGzkwz42dy3kyTgsTt736FZB72GrQawsWxslVG/BwB6//AhPWyhYyGAK+bgCDIb04yTm/ZPbOJiJkyEdwzMIgWEORe9dnZQNIrnjn5Ni8SlQV6WYaxbF5oqSFBz6wNzmuGxPO7CWOTgt3gmjXbd5rE6+N/URl4+WstvI6FcPp10cNvMdPpSF5XOI5vnYr+e8yEu0/6gzRKUdbjK6xBhbAaekYQBCm5ikGXVkAaLzUKJmHYA08D0o+eXcIDqQoF0CvPSm3wdZAs3nTzSBUbsoPOT6f6Z8QiL9GfK3xRRJsEAOlsVpydrc/PgiunxD/2vuI73Lmn15V4ePiApi8IrPMLwylPmo/2WSqxtMB2qOL/4+5qmQ++ImXSA0ZeZ7SqYI9SiWuFTE37GQM3Tctm9gmhpt3/2WqmvQvNxtWQALOl5+YInPrXPuk2sKNOknf1iErj/4LB8m9qOnM7DXSXQQTzENql/CYxNypty7BilrmEx35sD+mEbGdDSfO4KOiEeeiX5th5m+cEosB/He8N/lLnqEsq3k/drQ+Kz1bkhyZwxKG9vesVGNycf30ShcKkPaLitn1QTvT158fdJpx5/AjFv1gxz+52EYWr5UbxmUioEf9FTbhS/6f8ogD1VvtjJyKUtQ0km/+hjdr6a/Unvt0O8o5Zjjp3qNIZh+dw/efqiqg0tuGzLk6OBMOgzb7stw3iloKk5rlaYULKvR/TNLx6obuqjkCxbl4bqivqtU7WTmseHSgS9DkQvRnA6USWvPbRY1t8mobgLIafIDP0gmVrTHlJ0O+e43DT8589recyajvNXy2okTwJJ9swE0S4dF7fECVCpo7uJcXrWIv9PuZxo+PLHEs7p1tfa+ygc1jt/yWw0e6uT6nVjSLhiCZ6ffyZ7KHoHoZHfjgfJ5duS3+1GqC3e6cIyTm1LW1BoyZ6LBLtrAfngJdzljvbqaZNvKk7y6zMVbQNZDHDYMLVi+XdbjwzMqtLKZXLirG7q+IjcUKnJ+isyDnyzouR0+DrKrs/ssjRBSEstt+Abl/rUwdJsNTBsh4GHvcijZ6dfnexxRkOml7qMcvu2SiEDG7ASbkzAVN8pjth2c5u3e9D87pK3HyN6weraE1jy/+Ga4+Uq0puv0gLz5axKOiGvRcYQUe1J8LUWI9BOjDbJZDQx1U8I3cfvzwkiE7E6DgYduwIG/mPux1/s/dSZvxT5/FawtBkmW/DLZw449dgvD7VvjWiH/UCkRPpoVEVTj8E2wu50IfpmKYSBHxN5Q1u+XWGxyaKB0t20OEA6SRzomJgzyWMy2RmNXS29oF9CW8pdHdmJ+umSPJVup9SWk9b7iNbqM1RZ2qdS50SKub37S6KOqM+eVrxwK5hvBB7ikmFbW+0PH6tLampZstk2lXnvchAK7I4MV5qgSTAcMKJYub44m/t/58PsiS425/dbAoHAMl7RdC04jLkq18LYqaQVjjzK3turBi54ircw6dLBBeGIP6ImtK5tFkT0crSZZr2Psn5XG2ecrZYAvQVdD73/NwqrGiB3XCH7W3Y9GnninwJME/a5Z/VDVJSSachAvm0UgVUKnv4K/CxQwRyRBORls3NG1PtqlB0B6l4aONDiNsSl5vYUlrIgD2/LJSEWcz+bemzmKQP/FjeZERR7NK1D8g/rBJb452NflkAsN/NPka/BWW3Bz0NezxWM0gxBVDkwolAN1nLTmDc7dsPN9MhLgQ9H5WUs+UmjuoqF3TEq/6WCXBvZXyndyC89Vk45y+O+moEt+EWEkqSwU1dsU/JFDBWVAOxtPsmNzp99jcNOuuEm3lMwXE0WCxdByKVk1fEE9fzQnvlVOqjv0D05kwXTHX1IPiyERjl5QdFC4UhozD8HWtW7avUvVVriYuxUVfri7z/JYIouVCtC3lFeeIslg9Qr/0FLr+7wxaaJG7jDiMi2TF0oa39AQhzc1QttMU+l1iToDfCwi43ObUIJs7Suj9yqth1ryUepbK+NnxL7nzAwQ0v+hnEvJB/oPcvPsQDaufgU6MTlzWSE6ny3xqjHLh80SgZMvuRrFgqJt8ijG3g7iO0Uf7Jn1Gb5SGU+a3aD28Ii6hzjf9VZyzlXCfpUQxwXEG8BZraTS2BHnfwcLcr0I9Zj6Anakn8ZLJSN81X1oPr/V1r3Xl5pZpvxveITfWrwHBu/cC/bYMX/tLNEUP4pWm5PPLlj1iiK3c0GL0dPvnzpR/u2WoP5ltKdLfYrzlWjHlx5jsoQZqH0QUGcutiz/PjvA+Y6/Ch+s1r6q8y1HmY+S7EB349tI/BJKfyYvkCJ/Z7L5/2oT6IcWaq+h/sUdRuK7XGwGk+NUj8cWj2m3QyknQ9O31kCW2fKh0r/YvDVUMkMUoY2zmjhFqr576DNLJ7yA9X+UO9X3ugb+o9l8hqnsZncKrDOa1bLsEqmKH7rWRib4i/Xx4Qz+VIVUbWpoZaJWdB+hFWQQ6t88bMqvb2WnByY63tSVETFlpE1Zx/ev2U6NpyiTYzEAHAPdoHgTsOaEkL7QWg8Ne9cvNrfLaML9pmCwjh5jUsV9w/jr//or6ihyPXvwTClAdmhJQIoQURC0HNldisUQdL0vFS7AdVrEMgjVLBG8Rk9rK19eVzQuUn0zT/lDWw5wx3SLNOtN2QEVW7/g5GZiRQ+5rzqdDD+QQq3qKi1Tm2MhCa7LpncJvvseXvxC+NtvZTkXKnn5wGVagUy54XixilSWwvxrXza5RekaTPWXmu24ZniSQPTvaGlFGLNq3w02dluakPxiP4b773qozPwEnIVRMqHyoVy9DohKNwf512VNVfUVVaf/AEJPI3Qpwz4EYy1XVK1zicg6t/vdCKpsJ6ZJmq6NiaCjwSSo1zCACmEZDMa8pKE0EtDkh0y/MlaWTcU+efqjTCz23h6u6K8V120Iu8+6EcGPryS8qPX78eUNwFbBE6Hl1OSyqTmDS4r7YThdIRRLL6iwwlJHFCtNlGVFP14mJb+nTvIsrPY7P6R4QOeyRQLPkEotK4EpsOEK26Q0Lpqfq/k5t36YYUtwUPy6alUKghES3sMomfZEBjbpVAR1ONJe/wgNrcXDWo5blht8GTdTVH0g8RnMpA841ESk2HbKpkLEJeyDTOhuNPdFXIB3q3JfHaYKpU5BHaUO8hKZvkwS4XI6tEmABGcwAdHbiAW4Qx7bxBBkCbtLHj93GZIiTti101T3fy1V3VJLGUBtq2bRFD8A5dpPN5hFYIfDLSNAFN2091/IMDgtcOKedBSVZ1NTIkmQ7jGYNC0dgOfTOhcB001/d4U8AOeVjLmGDfYUvALFgO8ugbl/x4rBs2A4zRLQgxzYnWlXAnG+WC+LY9l/Js0nnIiXPzvBcbntY+s7UcoFoBoROQM5a+yvb5T+Q3BAcLPATEcbHDnE7B/pY8pfFM/4tP59gZAkrSmql29MfKSSPrdldxLPwGkCdy/kEy7N0kP+X8KobangWCZ4tNr/lh5ofPfgHt1mWvKDDwvzzRr+kuNKb1Z+/YSETrk8HdmiNOASMCSIEU/zaReF9nT+7cuL+FCsR3Ki7cdgLmzexLuXEuS/CnIaPEO/iJp1uKaOgXQEobIIf19Mq46ZdKE3Q/e51+pV54/PwaJ715Ad/6B5WJTBsN1DJP0KDPLzkpRSike5E7F+9+htUQB6GhUhgyUCvU9S/GYVh5QZf3Rd9sPtjSCghLhrtOo5lAIitsF1tw0iijBrbDKX3WCELgOSoxgsgOiFUnwCBuu5NoKU3ddRhG9TXeiZEITsVPf3AC8Gd5s9D3Enx924iRpr9TaAJrozYEkvepGzM7tsniTf72z+hEf3s5za1UKn7w/6GSKt6Jnlfs2cy9dlgcuu7rbhIo0UJnv9Tzx5PAV9+y/jI6j0p7RL8y+isub+jE6CA0UHKmV6BYeRbpwOhHUG5GySvDdxZ7qMRY+NoLbUfXVlAimw/HZWCpfDswXdnryJLUIyBK/UhRPVfbLsNv1RcBKb6ucBRFsxR6Xwl1LEPBiaYE1jsroDVt5zqYzC9hL6IlkTg1uXmOpaik4WcCW4LWF3ckDdzncy7krp5ll9q3JiEpsswluTWJBQ6H+r/shfhTB3b6IA72mUGCCQQeB0cqAH+ODgoHDe8UFPj+OGRBhuOqlc9BIg838aeYbOESxKjkWl2UvvKjwhd/sDTXJir6TUC043KKFg8myNTWhNO3njfy85QsaAwZvQfZ+7y79N2vaJwkssLgs3MJxbThg33RH/uyhVncrkt8jsM8wOHPdgz3WcvnWavk1J8JZy7rdktSDhoNmLcDsCFB5B7bsR79Is40rc3JEBQAOIUOCU6SipfWXSaSJzzM1q/SjQpTEAMMB83sHQcUNpgawPGfJUn6A4o7gUjJe/d0Pjn65wZtfDtbc5wvy625xE0VPYhM+n7SbQG1Z+dDVT9+T68/UJEN4vaAjUGN0D+X0CLjosxO4nH53WR9CzIE958HoHS2gubm/KzlMgkhCE7xkBfUDhos3NmBcE8Hw4oKEadsVfRCJGt6ej5+1M24vTNp19lzcooAn1RkK2NyKCk1NnezHWJzBZxf39sYVLct6QpOotT05Notr73PRcY70uTTvyhkM52Dqs6iSr4UTKBrAxS6QV7UxyLNeL26e/v59ryzCXUpJyPDY6p9fIoQrP87B8eE6Qji4Q0ksThget7W0BnYU5H26dbQE7sEybIFMdqJ3XDSj65LlUIjYkZPpkUfNThBLFqDA6/YnxzmDrY58sJcL1t/r0B23jQYexvfpHUqQ7OREj0r9ZCnb556f5hkx5RwgnDC9EEQPFEkPjMktBh0tJzCTjHU5CT8KbBqYt4Ba9l4xYb0p9L0F1rE8yZidnuHXDpdLfjdyYIrJJnlV2zGhk6TWiTB3pvtsAId1aUZdd1J/k5EdNgiihBFZzoOdolNuhP5KjAYdyhMVe9lJqAuu9HsvWOPPllGv1flkiV9Ejd1gMOfHYUuYZm82H5smhdcIVEu5DfdnqIeMGtRkaMtgqEktQv+N96FTQMnbqHoqg0MXdENBbnhVjPERISy/6JOrCaw5Ou5wHuvUbhAjSRm2c8bODE7OsbI0kHs/hzHju3Nwwe9t5YZT5/cPI/k4Ane1c+fDcZUwnCKOE6uPlrO39ffqmHrmEnA5qed754UD1rwFLie8urknqopmKWODSS+rslM3XPE7VXq+thtQWnFVMpMlj/zb9aWNOrOEE+Wxv/tiXwnWiFCZnI8THXbv/WEWnxHx/71W5ykuLLkFrgDksaH7jd7HjoHZXrVUFfnMB8fB2kL0BMHJOeSas3jzuxY307TGngmGT/2YL2/0OL2x1s1ESfBJCqsSJ+p1QU/HvMcXRQ8/6SKZkfC9sVhAG9CdgEm0DZPb8zkbIvtL/3yi6eo80Y7lO9v5C3Lfz3GjK/6AQr0x+QXa3mggmhjI+Gf1B1a+D1kXcILtQpkvdg0YnThcanMwocPLyMLtdLiHO3Muf+Z2zD49qvQ44f/gXoQUThDiUk5ePsg/M8pipLBO3ZSf/xHLKuCdm9w/tSzREWMPMjozxyof3Qpg9Bf4UrFfky/Jw6x0dWJFJ5ZNtvCaj3Sy94/iaCEc4NfaP9bvaZMLKyOmDq2y9e26mlNjHChNr28FF0C+ef6S7PMktyS5lpCGlThRskz3vwSKSAMz9d1eoxWYQPyw+maJG5ViI1pRhNcc+jYBK/Yep0E5Lp2UfPu6ibdq5/+McWneuyn0QYsh7Y/YPQYAdpJpb4fFTl9fAw1p1bnYIeVHhmZ4nfPV5aXjulULTzDvkgEov7XUQB0z6H8SjkLfwlqODM4lz4k2FV0t/eR1PF3b92fkl4Myj/Ao0LgJhfKTIWlPKxITFbKV7J6twHicTuhj4WTgG2tzTvxbhGMb0GQW9q1zmTc1IkzkkNFS5ssBybzZFLDLtIxVjt0UGkDqToiSvxezW4QlfA/bE9iX/8DD0sDukP3UZ1ZkcITbFl3Vt6Qur+jXtxxICbT53cXzJKdUb6mw7gVMfOnOMMaToFPlO0oCrJx7KO53tky7KRToMVWVaeqx/MWRnPLNpa5Z+ly35iRex4NC2Poibb4A2pQTZJT48ZHv+ZbNJDtitpuyZnNgd8vEa/BKVhvcu2oFcilRen84lqF72qsU9yMrvTvUsHYn/gZedepL4VMwUA6CsM2svjC2A2MsK1io5SLOpJeLdT0kvb7MkQDZRyvEoca6n+VAirCMURGuVc0sFw7r7cV/EyZusVwI+vMKGVHtsAKsGS4gk1v+Y+bME2y85GBwfDyFx4og+Fi0WcW78Ipn85R7sQRkWeDtDmM6Vag1fetSwIP8+hlvwtu3C5ZN0GTwcRANMo7iosfC5d6BaA03zE1KuyPyY+Iwu+ooCrP1y4g0G+4gpMK8GnOFi0QQn67MEgaKa7z5um3Cd0iBioEgVamOCMadbiY1/L5FmeJSjP3+ocsWmVGxUcyFevtnpWHsefg/dw8fCLDYwNVjuOpOQO1orVOiyJHsrM0bYmzPpXLpr7AJUxUxEJtb704zT7H8st0Dv7vC5BcWF6SAbBXspXkBiFb8HCL5KnBZ7E7dbD+g72Q3AQtEvTo8zVQLkyjNUbKZ20ifbmTwnSio7wa9QmOft6r3SKLKRvYAwIbbpWsTcT8jce5z8wWW4GaK0FOSyH/3nPwRZ2r8tMfgiNhDfKmTL3afYbwjM3E+ihHZFSOUCscC7em7h8oXBGpvYmYMDq7RtXqQRWGi/BIrtaTBsED13SxRCTxToScghPzJOCHXRgb3vlWtW0z+YsRxDPx3Y0KlCGOK/P3UyFdseLqECL6ZYdmCR/LETjSBfyjbP1EGLXKusWh0DryYA1u1BV+esyPNtRtMHUj210QIHggMvXE1pPH0zKUbkFoyafrUeHWR0wFVi7gY1LNwUoOnvIJz3hp5aySrG5x9uBLgUiu344ELqgajUb1jRPZz8lQUF3ti9UXTnZN56IR3fdMei66AIUA0NaeKrgR9G/YpZbXMbLmP5HZkahikZVYDztHGJGbCitR0pkfAG9FpsYn0KgliPrOg0QMUtk6SDL7A2Zn9vTIsy/HG4LE0oirRIZET6QNO290TchqBMtZ7DkndKvjBzV2tkgzvAVQR6WTv/kqORdCO0rEm1seeMiB67gbD7rb18kELspAlU3qsPT/48V4NGXDq6XhAQ+3It3mJg1zKslV8fDsRkzjfuHbd6rXDHxXXK2KAm2/h1CZjnPFDdU5V4AEfJKxfEFqyl6NQm/ItLs7WMYBIOJtHbsVM3pesT2jUVMLaBWWPq6pwWMcPhJmkumbbVxuShSDt6EbE0M9omSneF407gGR46XbGdFa0lm+ZnkGSk0sQGRMRVAlByn63WTvlokshDQTR9xBhtdav9oiqXvl/xO+vMGlYGDT2TTj1xzRfZHoZ0a51ATHNhNEVsI6FQtAoBP32EBsNScuu2lwGPN05+0JTIvlL8oOtYxtjtvjxh5VY1bigS5Uv2rZr2uRbxsyVkPHCZEeBxLXBhTEbIabF3Xazkj4F5aEReXk2Lk/XB2sqZHSGAASXQGZ8TxCWjpsQtodAIApsmkog0ECNR6GOnOf9y7ZOpr6BYFETlzKbkm7KEBI8lClwQcgp93BymldtyAUhQe/srW09tOSwInliekHSYd3wVmyKsOcFyT+CqgoNiiXwfwXTA2T2XLoE/rGyn2e5Q9yQ9B4ImlXYffKGgkybHothhbUXzh/n9pqhYIv7hBJa5mVmy/iJUADg+CMjS961ZC2nkyFOdEde+FuzxxiMaNxzffqdS21nWiYQYdPnd9Ajz+ilQJN68qaTIRqSJeJs0SUUWTo+AXNeP7TV6Z4KXSBPQziS59rwZqyO1EdCohuXLoIh71OAleQNubi/JDwfShgtdsukZXqBVqHzqrbUUvfBVORFoo/ekls1MiCdx8E3jZ/y82MIMj6yKOwQ+lhXcKs3hvi7dd/Ygf3Aap/TOUWKFqsADKJYNvTeAVO2lnF7afCpP904diLlD5KJtwRHAHrEp9xP5KEMPuLp4FcR7BUk/GjmH9GvOPI2H2KJffSQ80u3HYKkVUfr0hXt+qorfb0eXSPuN4B3fGxH/kdFrj8TpfaYYXV3qLYphc8xuTjoI9wy2c1Cuf0UTlLG6lu9T1bM7xfpXOg+diBgMHgf4Hpojj1WFhlkupMvWJdCw1yq2EGGns7lVytrNM75apo/PAvs4KoHP5OTk/934Qiwr+HGr2K6nqEX3DKmwaCIeSHDk2yy+xdodrmwCro5QSsrU813+8tYbwW0DjPCzfzVl2gVeN9mYk5Rl9+dLCFij0ceRMiTOCpJUREaSu5NW96uQD1NRLT4mHUsrEdkeJTPYprM6zTpjLzcQfdtIEpLV5/v24WmKbMANkE4d9AibBfskRCzaERXIpEZNV0pidRjHLR0tUW8mPXnBH+VgVMVVhPfl1M4bKbl79N2dYBOVRxmiZjs2M9xyPKQ+pODWUKNUhRS4HXsEfw8PG+drjkJlLGCK9q4H7A33/ZdS7ifC6c75rY8CIwyyoE0Ij7mNh9PUyZItKU0SzNu3Kc3U9zoKwnJQwpD5vEhoKYVukWDBIdr/u5FCHDwRhufPBvFoDcgCHdO/pnpk7Z3lp00zF986T7JMPNbm9Zol3ixyHEjqJAgZ9oMkspRigsaDRX6Zhh6IiQbj0cMNY1AdZSE6LXuYCD6F3kQNvVAoMGS7h4QT7JI18FqdgnLvLqzFkZHuxH5C2TdZ85VSQKlH4dH4M4Vy278AyHVWkOwEGIBjQxDApYuo4gEqqVyN4rst4PW/Q4iddgJmDjNy39Zn+mXHHVt59e9K27UwQfXxI/io6/jHvd3kGBCplHokiXyWcjGcAzEe2gfv+nBt8JlJyXWjyYBAHEQEDfgW4VNZmTcAFuzKo1SFi3hdk7VQDO5WolaPkQ/HuGelXetV2Un+fmytrFNnkJPVo5kq3Si9lUDGxEV4u3vrnQiiwxBtTWO8XAcHltIzivUZTvWUzbVCvPyyCeXnkidY30Gc/uDeCZk0OKYJVOX8kgpfulZ4s7wDH6P46+I44oUpZ18+54a0NiyHlKAb9UdIbNWHNp5ryvw0GBhM2hUkb355V9DhIFx+evz1DXYrqYbkwBS8DW8OftnrP90rIFEilVz4oEdMRh0KD/0K2MQCiWHSbEr2voWaKHbq0FD9rPoVl+QxS96UocamSced/s8InmP7NwfDemxsyw+a4pI+900fuYLnQzyxW9eCrHzQ9Q/cK9Ne2ilfPX/U3+UcbV2uw4JCgK32t9rW5pcXFA9EmY+0QtQMBfCN9Q8U6hj9wZImp9X8J3wqPSUVBacP/6JU34htRhWKxntueGhFedyDZampgRXU3a0iRQRgxdptoY1mhj/skzcXQC3x1RHleXwCtsYukaHlBtdsnnqDLUPxKNWvTM5sTX8gjtxIQeIt/lbKKXuvffh0fh4/ewzw8F1jUDAHqGP4FdFy4ZbDQX35qTqTKHCkoBytPY47FNEGspl0/C2YtPxQkOfSvjyWDiJkpJMZ/lfO1QwI0S39GogiAs4ELv+W8f4Ae5mLCB5cOq7w7H3lTewmlb5WG+bEMNy7bpVBjPT3J9zldxli8evSPEoIBQ2YkdAtIvEgOH6O3oi9UJI4IDEMcyl8R7mzWJFskU0XVMiFgSBaOiRwi91JDAyD3zwGb/MrsFOhCjW+s9jCmOnkfni4x+QQAzTspxxQOTURg8Alh9ORVHCa9ajPro/nOcu5reMOiHVc3OJ4v/4Dl8gqQdRr2dv9VnHDZpDzUXEntld8wDXkWsHKkMLuwYW3BYLQI8tspAhF+YUXJlRcEw5PeyBIEXpBrAHbviQLBrNJDYWfzp7/kugeSLfFUeFwCDZqd3bwqyYBBHhACp2JhSXT//Gi31FOiMilUbGWU7z3r3btR+TW8a+dBAtw9L3a10KXDNgOkM3Qernu9GWtLZ1OKaTB6fffYZYCTWZ++Euxt+nORWhaQAqNrPWUPfcNcv7IFfRpW4G7okJSbWhsR7TRYSlnx8W/GesMQ/b4wGLGG7I+OnZ4061MVfkdEQmIjq9cAZXsgXltIBxk1MXAvoHp055IWbZUqB8yba3UBMQRTRH4ZZ8O7yNYhX6Kb5CZAAM56fuNGwEaboGwgP+hyXgWSuQyFqCtTr2DB/JePtxoV60NR8SZokKD1po+0gBCCzkuVyp5Sh7wX2TwfIe7vQwoyUT9Bvk/g/uBon7pVExfeiKvWImHGUrJJyuoq4QYsjoSL+HyYWM6MwBDDf+anb93QZJ0hxmvPMtutVUfxIYKZ+icBpNL1lOvXPEOEu98q9MUe/36H4xXwU7ujrBnRYJ0ytEsfE/l3KCTo3/huqgAZxxjVKVXxiPgpV5iZhYS85BOau+axVPXTYH8OpQ7P6YnPQaB2voqSwEzHPSeodjIYOYnJfKKDUJD+BwvI9ilkWNwjdBd2Sh/ZxmXp1oYuPpBWf2USbjtjoIfwnamUiIRQLPOVX40pG9DuCqcu6uMq9l8J9JxZukyCi11Hs7KvRxrsnEuX0C0O3qK8DC28Hu/f6jMJe9kb+AGU/QCgA+XKr9cC8Xt0eQZAaxpX1o6Ewc4kT4RIqV5gJGB+rnhEG8fpqVwTL86jw1SOi19WuoOUtI1pTYodvFlDhceWvx0kpPcfq7Fn2Bqr9GAiftKnTDpdRijZPEZ79T8M7DPd0G4LPnOCc0FtSDBF2g97LGilemDbRwRohtWsh3YsvZUMHThv3fTNobDg+VZoE+tzkxYB2ecS3/fV7ETjnHmV3ryJOmLzgdgvZyTpFNbVgcU+SI+0qh+oGEHOITREfvmmHJv691schnOv5KB0ZpvhVppFFG2bQkrs4YKX3z7Nq0EIfOSwACzVzVo/z5pqGctdRuM/1lOO02QosDFYROq/HuNW86GRg9sBjXF1vTZJdjfDZYPUuE7Ket1Fn89ouhuY2ZZC/Bcs4rh5yhXjV/7Qf/g5EFUjmG1YWTogNyNxzDQjQggSp3d+NNVjnkQ8dkY4/AzZ1dWtnqLWzUpbR7PtPHjnyBV5FQw5q+wYn53zziY/c6IeKIbAv6kI40zl4EKW8c0oc/1pLwx0N2PoNe6Xl19TEpwtC1ewRaQiyaPAx5ofrvbS3R6pUGiDclms5uZAiUtS2Egf5HdV91sXKvTVPNEsW8O/F/Q0oHfVauCwYRalU3odJLrTP+ueRck7p9xQVHVFzDs/L0iE8TszNFRLgg2S1i8kHtDIShhEGGKGNFpv7XFbeZvlGLOEW8KBZA+vQRc2nuCwnSzKN0XoJnPmOQOksHdLu8FgOJXEwoF4lE6iumPKY6CUtZOgmMYUkeALmGCL0zJyegVzupfBrrSk16KakohsWLuQi8AvECmz0/F3W0Q5E1NqC5qPxoS61cXf6GO8aKs53n3X8S66kbvqTu2MzHRWgZRztaiKyIZFqsUcbYElWqEA0wA6u6MCE9DVzbYaQF0/b+pooiLk/2LjtzoR8NwOuzshHeP5d6yXX2HomlAqpyq5LJ3JvGL1kqlscRAEAeHkGRBWkqlw5tmcy2wstuLbw5W7uCnOEKkRT7uscNh6CPP/FxiEDr7OSqih829G3XShTU3EfnyT/6qJih/GVcm5PUAWCD0vZykNXp5QU37JmKYk7/EJ/g8VmWxnzeSzftQ18VQz5mXdFs60w3uSzdt6UYHgrA7uZKH+PpqJfnXAA2np8t4zqMVUExMwYx1vnUEVbNs+yM/itJQpcPtrJfp8wkQp+dFlZmhLqVX7i74fk/3jQtcra/M6ncB0RTs7nFW9nOpYCmSwyRc64+/LkZluGI8aQpr0NjgvmaFLe6Ov2+eN8U79E6E73pTNtiLjujHZ6fCxjCXM+3qf07yymdfZeMWuaFxVO8XLhRHNyCYXLkOUd8gvT18hlm+t0tlOJhOLm596UdrA4LQ89lYh0Om+BpOU8iVnU+kYYU7ibjvVijK7UdxhKNYNJnB1Bua2Vkxeq2eTgJegNiBrruacprE76nVSlDGgIBNyXIX0EWkn4aC79qGvtVZdumsCSPqie2qWZGNG6BCtGi8MAxBBXWGfvYER7KJk+7ZM9s2SxrKuvlGauXvwzBPMyb6ewN4eCrJ7RYVsC6VwfQiakGsrSRi8wierSj8b/s3jvcqIBNYxw/+tlNbsNAsL7oUwbZ2URAqwM+34qHB1lQ9gg+bcJ5Rnu9kLBSH1YOLw4n+wyanaiaAOH1YXRPZPrJOcvffdv5e2F5aLmlna1aKWxu8EL1wqWeyy1QJlnkuJcE1yOQ2pEJi1hVIFWRo7H/JOZAhqP/3wnhvtnJF9dSY+j7BQaUQR5Ju3YyBVBlr5gxMqAsFfq23X/ujL47peYsagylDeeA91IbJRT04ABn1wey1/IK00JfG1ztMGFnMdggDM+HuxXsJI29zqK05gG3415Fe8O1Wlx0XQH4Y0GV/R2iN779MCsOHzj6ge+ds6LK0DM4hIPKBurd1c5A7YfdnekrGDwRgfsOhCix7k508h7KyTHPF6K+upp47/T8CPF/m+UiHTmufor0/LftDk7Pl6H1PujYj/87M8cfgNExpyhdpRF5yPW+EFDxHna42EzWCn+Y1Fy7hxZiU3cKrw+pH5q8PcfZind8Wj9rh/DcOjfZO7HjEFPQtfQX0mPbU5z7sJ5BjvSbd/ILbKIGbA+nWMFoCCWEhyeWNSc4ZJ+W3xI5ECD+pTormhajr/qVxnFnp5KotPqsfDKhaQNc84qGqqlVlOqbD0IpeJdRyk462cMoW8+s8bALW3CMCQZFdJ2ZlDTE5BBFFv3NIKys00oZWDO27f6blH3BuHEgK9w+tAMIkZM7QsFaxadCMl+u5fZn7BnhFB9O9JQf2kkcyYF2m/z/4B3uiAMaU9mJNxyq+NercloL79g4BbLfUvNZN8yMgEvFL00Ei9/9F8ytjmj5Y9YV1ui2biyAkIMscOId4dZqZfgpT3mzIx76vKe1NzM8PG4zDnxWZamZk/RzLiz8B4eBrCK2n/g1YoSX0Ov4+yZVFWWZnyV+KUC9TPMog10nrH6LMpkEfFZEhWaI0R7iTQCiMoDMcThP2axU1lG1YLH2ErBrLtkFMBNXj3UPOb3CyN3osuRy63I8X6B90J/0qY6GDLmuCJRn1+gDrdBBQt7ynISwtYS/UT8PzkJFYnqUj2YlDfDVxLRn38P8duze3gtl0mbmjeUzhau1P2f0F1s2dJw25F2znhACO9+U5TC4HteLhRmLLItQOjr8ucR7ziIod/J8sS0H1Es0EpzV8UHjuSHsifWXS6zOu+ZZrWLVhWeVf2q5sVj+2IzdxKHkEG7Ab3o6lcRTbLBvOWTxW6qwu7LaITfmjaxG3+PlBZ5FdZTKyPBQMRA3Gb/YsBz9j/3naf8WoWgBqV0Rdy/dSoLMmdbH+JKeumNRWFACd9V/U5fyWNnHY3ynH+zTX72kcPozTCpiGIVl5Vlqgehc5ABnHAFdA5Lin36Y6wkcY8KGV+4+Uu9PcfG3tGs3PCR8ihfI6Or9S+w7LKi9XoQfuM5ej7hSqtFvu876ucvNaXTRl2z7ZtkwqHaAIqMhIaYY8us8/VZL/4YzzqJqCpdoRDbkAHp/c5zcxxR+a66BOEOGLWfu1bKQRdJ0q2AqaOJqMQlivIyZA4PSdI5Wlczv3HYj4nDf6anlZ/6g6PxrCx52ncnTUus6kn6cGdo/ADW5MDmUY0BxHYlomKH+W0+NNsmH0dMEzyuDGTq5Xsw6h/N+JuIwcvzUK4izWJHqglxaO7gJ/vjL/L/zqH3SYdH4idI2MePO6fUBEI+QjgGrVex58d4HMAesxCcd7x7Wu+etLM8uw6P9I3XiKCqOLHEKMQ3BwyGtF2U6l4X26VuW8x9V/VEe+WxbnXHqCZYvSJJt5M/TaOfObLYOJ6juRvOGTVak0h5dz7+ifO2RABRWEtt4HjlNFHsvSzy93AnvB9/0UOlSPk9XTtTDm90qaLI2tNPHzrpkn6ygzOtBmFQ5WDxGJMbRv4wZ6EujiVQXuJbDtOFkjPFHOF8qxrsmmd5c/mEuoEKTom73W4m9f17t0NqOkqbXx3hdREOKMWr9sJo1F/CBhXG3pqtBpcT87fUxZQA6NXGLJGC+kD3rN81+geGRKUCceReyaT+VIDIhDem+3iPWCgK3GGG4B2F/YaGrFyQaTRsfh89HW2PgrvU5oZg+gB9pGNdK4iU7kkpqBHII55muFjhQBwa4jm2WbzqXag7va9yZL0DwMJ1btgJp0+rzEDe8Av9CdODV5IHdlWmwydOjBovu0bJGSAgkLV4xyT1l1UrR82N1nHdB/jukbto+JVmGOVJJkFGpQKs6mdt6uuUq5mMJprtcUJmoSYnRyd1uMzR/YCl6KpvkP+Ve9eYcbGYf910Mm9IMAYvo+AroV1Ms4NCFviPQC7O9WqcmKTXJC7CYpaODV+z/urjoLiiqF676bHT/TkqtYLDJGtL0tvBtmA3n3wqNvv6Pq271D0POq9j56gvBMV4iHw46gpICCSB4BY8dXssjv7pRdLiXlFNPan8FHqVvj7Rwj8JpgxajoVIN1OOqFQFUhS4D3+l2cDb+krQvwrFtomfWF3g1cJkfWHHRCwTpLhtG0YBBcDiibUs3zmQhxk5rkGQT/ZtrB0YWzsv+dDjKyu3LUEllvYki7Xh1+TovajLr4PTKmJjwNYa0k3VkYLxBNcRP7/P+PLNG1G36EzT9OVK3xztZ4ZY8zU1mSN4KSXv1pXEcoVw3EF3kaEjMZcBL0wbfoXjyD7pc/UGe7ulD7UPsLrC5XjVJ9AEZqwC0YDB6xdGKrPRvWhZY1gztlM1lh0cK89+WHUz2AklEuO7+lrUZu6yBcBlAJEnKdJX1LAzhnVxjBJmwT/nfCbvxXa/rbfL4l9oVax6ovEBUpseb85ATrKcLtcMQ9/3P3rxtkNWjOZfTvUMZNTtuaf0uYmtcd72L7d+/Kmp8QEs4rGcqkotx6YOsF3apVNODZMQ+2AoEcz+pWpfWKom4qZ/mKzQgxdlo/9jrAUX2iZzvaIaRUCdNBv4aYHAedwu4o1K4ksP0/O3ETYtGPqV89Ek25KuFqqyxaazzioaiRcJwwCnWFbvJPWaMuBr+6eNjaeGKTgiLJfXbdvdrk0uEeK+QDt4qJB1+n0EqV0wh6DFrZ6NZrGmTApOS/GDW6gImvhCups9y7m1uJhv3oFLa70e/gu81SyjL3EXCnz/bOD9sNTo6XBUVv01A3qtQsHfdokmcOzC2EE01J3l+tlaMhQzynXeRv+Di/c4Kf6V8+ptofc8CHPG6+1ak7rI9EDCkEb/Dl6mIpkE6ezNrvEDKnqQL3H29NHm4ANV2kRMuARpphMOrItuhOEozdAFr3Ub8QL4yIp27Zp/Gmdygd4Iq+/glf6NH+N26kbdBAf7rp0AC2OMZT7SbRzj9ydZRIyp+sQDmst6GUf9khLX5sKFNJib2V/CkG0jyDVMlnH0Mr+4Qn//6rRrChS1QpW6Q6ssogJjVMJvDr7mjydhqP7F2x548gkILkbOiTs8swFm7TgOkbdq3nbAOyRhX0j3rjjkyWGslHm61F/CAoO2Md+CG7HB1aauRl2spV/lNDqinUurZfZv8iEF655SKhwCd8Vm+pb1XPeHqpRCdHHcEpGAX5pI2mPqmO1Dxnk9DdmUza521nW5qExPxvSmR3lLX77i9VI4nsoMQOOiAdA0oIksmZHvxmuOeLwo7zjto7vXwR/Dnf/gVXHpfFN1F31ixTDRcGCvOvP//9qnrqc9pTJ2wUbPVnfsilSV5AdpljQErLFmMUpqwVcAo/QHUirBKwlaXPzphsAfrZ47N3uSyflRSqt4w4geu8OgrjeIUscsp/t829WM0eoBQo+wXgEV2vQPHdGYNxXtb2b0hMUKtPA1YH4mnHJeDr0ML9bKTz59TxYV9mYgq7V4gZOQBF5ThEqaY3uGvWNvkBqx+a007gLyF7ANbBG4uLESaHgpm0tlZFpFpUoyc2lBTifQnfIDEWCey7nvGy0I3+pQgsE5ASvH7RzpQvnpc6iWPTCK7WpCFAXIl6h1ZEUAZepPzWMgDjfbkHx5yr/5cXFZjFRKKH8vWWLUX54Q+KXJil/9DWr0JPCkmaSwbD3SiWCGaQg1ioB/YuN6CROuWvfMQzaWG8GCjcKd1FqByKOpkzZQVZfOASZEIUWNEzTWmCJ7DfUYIdlVRimXN0vuyHhhRMl42N24Q2eygVUkW1P2rqTdChwDk8RyBt0BjYgcr2bI65lslBlmv85RVRBNNU/ydqUgdHLLVox59kiTQSmhNpHWLfFSdkaZtiBfSq8p4xI9D16c2zCCMnE2RGy/tj+qnkzEFb5LGqmYne8/YTciWpcP0K+gTH7Mtx3iiRTACsbgN8HSrYuyqIZVfIauXg9DWc0QGmRMiw+MLXXpzC5Tv92aDIRpBBV+2FlAY/gM7Sb3dCH7yrIiwpIWMgXM6j/hI7prl8dlPFQARldxXHi4DS4l+8eSb+b7szePgfMFL9alejWhKvo5HwMhrzwagmJ5fYSYLTkYpH+xFy1JuKpFoTMjiUvrY7BYNn+nt4rPlrDbLpiRyfrr4Gt/x1PZtoJdDZOCF6QrKHT93KGfZH3zy/pSrqztunnG4lhi30UnNp1gqZTlXfz3E01BDOrFHyu08QnBoB3xlt2rpNHR2oz/IyMblhDnOdGDiMvU6iPxNSvzQB1z8q1gxNPiBJyLGqhDQjNn1TAOyHnrcH8PDoK78rQRLP5gIIuwV9K1f+Fs36g9Vg3+oJHnULHA8MKSwyH6ooi8zv4i8VUaxGYuqKtDXgkqu5Q/0roJiJvd+0SItUc1anazWWLPmLxiMW96ealLxr3JcXMhkKBhJWrydMjGbvbIzCAfQiXX5v916aFDJGRCz6lofvPv83SrCQh5c3/XWyWQuB4DYB+tC08UYFMXqk9pX1tRlR4hME4htagUXXHVw/o/CzK1n+RYLTS2h/S9nwykh6HG7u5nhT2m/+ACpb2aJiH+OqnpNi0LUMBqwq9uOyTxIuG2MSA0jvWTnGA7I1ENF4jeXkzjnzqBlpxZT9EdovK9NGMqmdxSRXsmFPHWweoSLjG+JiGf1qt0g1U7jaEkC4nFaWC7CDLnBReji+efe+y6dHox7h84GtLq1qOyHRhZI1yKEmjqnycDdGODoGq5gEqA1y5k+QeavkrHDxlyhEOB1Ud5t3aBEK3pDU2BglYnrX5YK0RkEiKKMRNMZ6OQXSpW+2cKVbzZpQ2odVQx8/Scn1u7ueZZC5fTusK/0DeLwtpxV/3pybyY3Y/W5yvztsDiTj2Jn3LpbWyaOiBoE8nakXYzGb9LWyu/xzEJaaD4SIMMk6fIi1qeTextV7BaDECWjxPYFfcAbQ/DJnRxl+2C3gJ+O92t1R8RJkpgiq9hplGfEslysXme1MdXGs2pL9Wdx9m2ZX2eZDS2a6edh6lDTxwHVR6uCA9bWjq/zqXwuLfbHrYM6u2IYgy2LVHlmT0BYJ6W8k71sYMRh5eBUbqEANvNEbNQ5rlX7wzn7DrRwXgefUc42NrIdoLGE9gC//HcMYPcLkwhsZs6AGs4b0GzVb11q8RhpMvuMdKIE05CUl/MqC53fKSrvvtbdYP9K8FtFnAg0qBprdRpcM7dWydmMHcObGSuh6ktRp3xNAHqERxyP9aP5qS73bZQ/rv0fSR3yz7zADnTRLJ0/eXi0xIn4a9hqGtw3+lPIPbbUTJocItWIfE5GTPLc4XzTR/ksSaNcdlmtYHjbX0etg6LrOrckvjif7drly1qgsknYeJhaJAWWf7t3J0WZUDGXIwijpPYDVTLN3KVuGH//LJ4BI4pJaNzNox4i/amINTF6wH3qdibnWpnYTIDMaZmU7kbJQX9Sc4e9595D0keCmLObdSXjDmGFpSj7LUwW4DBnHa2cQ+x3bZIEMgSl2nL/rGz9/jqXjbjKYwvViun+UV1e1qjWJkQTrgMiJyiiJcILyoygiFOAziWQ58f9a0rBi4JkSnOS1IfjB6UBUtvtN54z96cj0Q8S5AVTWZEcD4W4d6FLuSYXZZKuopoePIAP24SQjEw/zsfxuDcixKxit7FdiIhHadrUS8hUUvqtdBVWmL3+ssei8TqQxJVP9543xwloXnx2rKF4t9uHY7KdHFyc9ivB3r2oXpRlyEntHByJwBQfLIIz/AAnkBuRXtcJOXeiJRH2c+/uEgLa8bEbAbR4k0Fy/oALTCGZ/HcdBtV+HQ44IB0PNmgHbb9FQ2lEw1HrvrD/M4cBOSH3HrZKzMXJ76FRozJmaRsuXiWd272JfwKyjrpKcfvmiCvzNjpup09Qel0XQB+1Q/ABfkCbdDuf0k15qM4bhxfi4aU6veGZWFDv+DadPCdCBW2Vi0/UbxO/g3cPuDLw5WTJB5PmmIRewGspEfgnNasRrIIHJJrUF+RvhQftzRfGwR+ebvSDWxjutdBfU97m+c4XiQlTwo2ATai0rvP82K1rUfWi0qsJr8PwD6ykssEN73Es6aT3mVvd+qPq0YXDu9kEZua9SRxVF9vtofB19Oml+/fvjRrfcsChZm67YW4CLcjyupSumPMDNfyCaNzF28rkSZfa4MNjbqv/tnbXfrQJtyPK/bnaV9JFkQ79DLBZzo6AOPb23OaR+KjMva4huBxx2hsFDs0ts8EE6cCf+nbluwxtktIsvhy0zq/A2EO+OcdmcIsUuWrxSl14u0Walg+xwjTUJS37s7PWoaZxqRQshLbP21y8VW3xYDBCPMFpb/KSqUarehk7BaqnzrehhoznpGNnYMABGj4eu3bm9t0M7A6xjF7GDrPJlWpvaewLAlI3LJt3MlTlXSYob71sgjGt22rjXu1+3Xe6C/tnxpCa+OcIOuO8eoIJjV+eE36Cd446CLeF9YNUSL/cBK09W9JjIhWpxDUPa424npiAwvn61sq0Nd8vbq6nowUx6+1MR3eBN9/gZzmdFrqlOHxalT0EAk5g/aYJDsWu/cFfVQXqijuKjnrQkF/27+MreIdzB3cWGoY7hRvY1GbuDh43JaCar1r0/emGnavQ1SiH/xpXP5eAQ8MlGbkgkLh9OLGo4EWuBarHnCL/zBqnv8riDZ7JIWeWHBHiQtqRWMmt8YPZ9haPXMzAQziK6imp8eR32Vy8uf4qLpVMo1ea9sZHy06/YMg5UQboJXxWTZFUPStDEh6OvAkemvexV13SjzICH5n/Ex9ZJe4HIyYaajAFwGT508CkUyAbpMljnlAR+RKPBIgAVaksyzB9+VXs1qL3/jt2zHQkT+hpBrEgQbP7PTqd7HK+bGxbSr4CdJTCkrNXK3ivImsam8U6QdcXCZkZTvpcBkfpuVQ4i0GgayZ8EW1lQP2wx45RiVTaFrOALKhyAVaM9bXUoWcpw4DQkElqknAQHamJ9+kh70GHp2/MtjKqrQQdKbMuseEoY4VAV5B6VfQfn8ZUc76YFGuD5CvsmHTF3DLtyvuF919gFTY893QS0K5At1ZI+n4jzpnWMJRZY06Dn8k416V0X697BMY822YVg7b62F2okdUECG7afeZ21gmwd0avk1apSOnfdLxglqclzHNuy7hJd8SRqo9wWD1Jm8zeETqMJ2MFZNfO8BNwlvA23+1dL2CRXdap6B/Du4fAAAAAAAAH1mbrg7yxUFuoEAuqWLgAAAAHX5dkz7/ow9x1J6V2GguWbZld06/n3RZ0aQCQj6zllWjdmLhnA/XznOhxUUPPRzKvL3UsPszbIhq2+EwQ2ntfq9RKL21DGSgCQ8N1hkfel0vUehoVprfafxCgQTML9FL6oRzABhY90zpqJDAjsxeGpinwXBoAtSnNVR5ixsyJy3PrQY1I+nDTS7vhFJ+iLDfLaqPnYClsJy3VEya8cXr6mYmJjtjZhHeVYyNLzQyDEVNTXmUQ8Gc0oAMZdu2Z22JK5+VuU7fSJKWPNLffwE9tVt393XFZbxVHLm3leryJBZILVgkBBhmopHPoGPNSIDqEn0YSDOTnEkL2B5iwkFUZ1MloZW3fVl45qasdX3K13JY2Ty29MvJPAJ1atM8nFcXyJNbnr/yPpvxucfTbwTOa/3DGgc+RKLuBw1BJ0pUsn3kPkV1/0C5vN8Sy+RQ2m3cHaJh6OVYh6ocakfdkL3BKXm1NuuAVPwlXdHd2iwm6LhGH52bZZpXCh4lD+Ma4gNROd8IhQ3ve2UHylQDyBxddbXI3iM+VJNfb8kKHHpo/fICvHO04Ybya6qU53m5/k3NNZ7flR177CM5Bo215QiDKckAwEoCK9dgm3i/tu/HKiabBZ9BMLIVog0I6ewtp1oyaBFyoqD+bLwYqzzWb/fyXMkq8MCkIYkzLiX1SRtETzdZQ+zUILT1bQf6MY8rGWXpYvCs0gDWA+0VnOENDpEMlV/I+uHQdHg0YgFRKaCPU6NyTcoY+1KEgXq2nAjds6Rpce2dqFlq/SKMGhG3Ccg82syGRNm2g+x4D09dwgegCGxDoCXqMfKIpdg8VRkjBTxQb6UFyzbUsqfr4GMVAnn2czj4FavbRwEEY61ncfvIKxjCIwmMbIEWuegyuVGjRh9gO5E3+Ze9qpSkQEiWpbmoJJsmyI9DS2eqAm3WVoY4qOpJwkRigmWHkOqj4/4zSjHwflagM/DTibT6PcnARow1SAa4ipQZs9QMwPoa1rJCu/I/+7YpnE1ulchrLq68f99i4mO+mpzf9KTZZXULbVPJlLk9XVvS99TpgBaCVd0c7e+2pjSLeSeCPNmNKiBurIMcJnXOQVTbP5Cv6KO7/Cex1MxjcNADmFjIndeB2Md4dULjCcEK6pdv/4Wtogfpgmf3zXg7KYJdIpj8WdKrh3NBM50BTuKeCPqe1xrLcT949rvF2DIiGHKJYAwPoRwNNy5AicStJVcnypQIrH1P/x3zjqXSybmhVGDu5tHxRw2DaCZG1gj4bWif7nf/TW148mXmA57F0zKtGrNk0uXblU9S+VPfkTeOELtEpZmUmiFFMRiHXNPQTdE9xxbFSJ2DXdd4+MDlVaiFsEbQ/7NjQVbefS3bXhczKPyBp83d++KHidu1ebPnDgX+uqFPP5bB0t9gig/oSy8iSeGexFP4NPiZMLeFrtFoDeRRpl5AvXpB4ok8rkNX6FPLpsFopsaH4B6rxW8Lr2g6GY+6k1hkoEyhTkNgY/Z9BfZCvFToPWJvIMqSWarO9QMPm+tXhnx9nk2/RjlxvlQ6pzwyolIPIJTv0VW6Qo0brzNZC3d215B6WxrF7g5VjUBZwK5zJaY7U39wkCfY46V6FuqynXBIF+RHoqW+862H0OZxrqvhZsxV2RL/bDBhmHEUz9Xu8C/yApRfcuFApIPi9MyHswo2+VIP2/HmQ85yddhmnhQu1XOiZ9N6hzwNlzQ4FnaQi4vZ6saDB8ze6q3uADAvtefz6B/4jei5DdcnyqPQYGCzq5ntFOQgC7DjmCxc5fi0PQ5oQbp9ak+gf5ROGWWZD0orcDDB490ODeuWex4zZc7MslktlunmrgIyTtFcDoSxVg51Dnw+xl3Pto9hOxawOFbYAGbGxpjGts94xg182SnlMBlXRgjNpAF5lzLmoYyy8gUmu4akE1OtkiwkgAMyEnEID5FYfwTQe9oQCsOe1RaAg0/Zeq+uG9/5lGpzHF1tixrzvfT6RQsnSlSO28RwakjNoHWd/cNSjOf1FAuyM4Zuu9x5CU85jwLPz1C+FiD/W8b2qWp4youbtynJBG28U5ePbunESP1IIlpdxnOduFKpcWzChXiM0K7PDEDTx4mPRAWj0TDyRhIwDWN9E1tmXJbfaGNqmSjuM9P1+P9ftjJwWwL8uJHnSsp6qbeFdyKOwiGKnbEeH8H2v2YNkzEvu90adYYRs6XVgQJeoDLp5ieKqAhGLpBAQvT2+pv0gUoMVbvS3GEaemqrRhL2GSLPTzjlAMPX1M2hZHYJi09vIOCOuHt9aN+ZyI9xAfMmuSgOnMeP2hmxGLXWRctrVtK9eQM8+pigYFAoDHSRN7NFt0ce4XQlfObHrYwn/JlHHmi1TRpkOmgh5sx8H0kSsO2nizD+818b9nVjNPnmgq8Ao6UTb0vTyZeiF3glemm8uR5jtM3koZaPCeCIjR7ghHMCFDdbsXL5v9Lorxl0l3VOhWaZGOjR4ytzFmZLk3eJt1cW8dyHE7AWVDhyRNUZaeRrvc7KNxW8O7jJdor5IUr5cMWqfvy/lj4JWV1U+Iwsvz8766P8/x1w9VN0IWlycE/2T/t4GGMA700RCbMojCqMjR+XCOdoYezL389IbivddtGoQK59qbhE5lI9GaiL7BVoF3efIvCapsEODivXC+LDUbKw6u1bjoJ0x1CnGEFmuSWJvM3Isp0OJNHCVk0MEqcp54SN5O5m8isPsUO/JzP588qGJl3NN4EyIbCh1JAe7DX3+SUkh/X1L5iJCZuLfBpQlWQJ3fgBiVDeMp8IXQEwz6I6O/nieka4ixzd/7HkSofh+98ibszEfl6UfJL+hMHJwfURudX6Mr7PdqF9bBBcyfyokL7TpQvnbAgShuv4QM1/RkjIrygIjqIT91TUALuxwZUuReMeJPknLtuPJaneyWhyc03EqoBS1hjBWyb6avYtbSIL0r3z/olP4qjKXWV/ko3HGAMplKINc+n+eDJ98Huav/GWPRAQXtSALrfEzPd/cKQXu2sLHeiUQ/Rrl9/xtcJxX2hgp59P5P8Wapd96Xp7aDts2tTcLX9o2Qgm7fZK5tqaImyn9xE5Wxh3+rbIYDIEIDDXDAEEQbHXRelQLHJ4yr+Hu4VOR8lp1UPJMBVOxKd1S2XQc3YuISItXX5OLJCrdYbRiXZ/4K0XPAFWRzzZ9EDjs+wp92jn2k1iu7zAhX6FuwtQk3N1EVy4T9px5X9+lFSRGMoxPIqqisG5IpPO5zbH/ajlKJkH+Q2gfa+lYY4zNA1Xhm56qxXvjGeRPxPygQ60SWDL+1g2UJkstm2OneFSTZkngISIqJd6Bdvv5CqN4iMHrH6EU2OZQU8JkIymsbh7wO2Dhie2VU6yI1F9H3GFADuAFXRdNy4ZOHlB3/QTgdUSw2jtfi4BMqarpxQXEjoFexvzh1KVBQaPGo0uPWv6JuUDe91C6dHFsyLEb537WidtE2KtJ/SPxdgw1bXDTFKzsHLxtN7UCDhfFxWcPWHIns5q6wFc1MVGsTXXJcRNRQnNWR8WxeENIQ7aqCZmEV8oHnMvt6jzkGaiOrS9zgC8ZRHI6uXd5TWYtZWHIJvwrwhdPFHEUWTlNa6Z42inUGYu5K3Akc3XWEJQ8h8lg1h8E07KlfRID2m/hBw8yhpSn67RoW712Xhdu8rwLDXQZlvMAh78AIwfVCqzGEm5EtQ5yvvuUfLfkEXZOVqmSs8uR08ZevxlEzy5vtBRjrUF+aWymWdvwrvigxERBGeQH+Ut4pN4QgSZzBz5e/0T5NxWpXSbvF5d3b2mQsMC24l9kozMVWjVv+TrroTOn8yxvAkyFeBswFLwW1Gzh6fsCoJexDcHmvBn+zJRmlz2RZn+0e2Tz5YWkGYqZfd1w9W9dNf8LU5DqtKDyzesrYJNqduNXF/4+0Wa6pYuptGWle1bO1J1E7et41KaUNhuWaI2uaKmsa2A6duTo4tfUUE3dJZWDMZ18ffjzW5MUcFuhdJavb8J6hwETnE18MGsFjHfBvUEAlFv3+6MNomSYMkRdSDypXA4L2mFC8sEA1YqJTGi4Hc9Sd7Q5lCx9H7wvdO9t6A8lYa7Mi4HHhJzXYN4UXZErKLgsfxikfUSSrsAgxPF2ei63FG49QcpmdXCu/pr1IA/wGBJkUh0uEPdgKZaeIFGRfP7qVYXcBOuqE5WjuL0LEFpt8HJdWkGLURZZBOci9aRCc/EA/JPanRLboGLc3kNzqkmyRTJT1DGLK8ie5NF1HCZJw8bXtrLSEgX9isnA7iOuOqugJXU6R3nE+XhVZpg/vRIjVWFUgXisN4g87zU864ymN2RCVNmywsloA6ui9Ol9WFAyzVRRNxdUf9qDRqnx0oye+/HvW7ez0doEb/uKgbNKL2pM3ikTSagLFOnU24McIh5Hl6iqnlqNQLcj0ReBqPPabQgq4vJHD61g9JMglp0g7Tq38JOt0MX01nQCET6ZMLl6R++e4bGI+pxzL+B+wmXzDSuCyIvopB/8kWSXf3AlhrA4vk7yaoDLr+GMbDLBwSBfq4AvFFGC68yXrmJNeo4XR6Giz6qUQKW0nbTEOpIu8/6Nn8cDTRiFeWH8f4V41Sfc5Nc6COQjWWCDM5j/OGUMiF4Re4S5OJtnZegE1fu8AaHzI3MTgRYiHpA6I682x41h3c0uAM+whK4GNVgrda6ELxIQkkIDyHbfqzoRofkT3V/PrCA6ePfFx2aK3r/XbK8MoKanTnciMy68jM4ueNpsXQGzhnPCwIVMcq3ZGFYk8FsOqULPOrYyMMZIXD3EGiM5ZM5IsVf8WeODYWFX8BPQUJlMvT8yWGewCN1q5tu7Z1CH1q4/dybpqF+OlQffJxP7cYM7tctVJK5cDznJz5AOm3RA1k0q4yoyKkZ6esMCN+gLbPNjGBIIzBaPqM5mHqpWy581NP5HZXSOLV3x+YJTNCG9BQFHiZ9NYaDOZBbMKmjcFCeeDjntM1vTeJNEDa15bQwUaaYq6Au5bc7bJBbaiP/9pIdVFoSm/6s51ZRacBhdyU0zQp8GZj1LN6kmIIX2QLWIldYjMocQ3sgtCh9BW1SGSTFDISuCnxQCOFEV77FXMcSuTH89t81rjV8Y/UB15x7o6k5iaIFGaEZBSoBQmY7OKPWcbgUhhJ1kIMRtrRmiTs552/VHgQchzjuKjmisiU8Ja9k8ubMphoBIdMI3Z2k4yowiv++YAqXNm76yR4TLLvP10DAt4Y611/00f7LzMl5ps8nWyNnfHck2aypEOJWRia775Rzmwv+wso8CDVnfqzLTaLeWlIlr483xVXHTk/VLo9RmgkEbYG5Iyn0nZ/l6gxMAPqN9JyRZ3NEADw3joQ2YS8V4xglKY9uxXdg77PRO6nHjwef0MqVSDZ74j+VdYwM580I3JZ4Y2GUqiVfxo1+ebds6Oq/mxIReLo4tJjKCx5nUEQPCBhvgCeEtC/9EK6Te2vkkd/+C9DWnTMS1yENWrL9NwKaN41B0/QacPnosz8uZ5rlIXsq4suAwpLBBLscAYyurbq4Pf13OyDw1JwCtaJmSKEbUhFfEw3bDNsYZDB8tWkM46KMMpy3+8Y+etE/EyT1lVA14sI2EYaTwUCY64mi9hoshDmXNzELabOeQzYV4E90MP3P6RwKt03y9KIHV0irDf+UULWI5zNCb1IhfxbVTUcPUYb3DRWSach7yvPHGWka52jw61/aNEWi4No66h6nmP9kowzA6f2mQ1mB0tQHGRUFSkn7Y8/q2LO/yMtfnEUV1PinfvBy+Zn/vGOi/zrjIDd0F4IFmIpx7dryeXoQqhjpEYEXErhDeXMtlfcXKhh5CBWyI+HhR3fbwq8Z4QIO/b/HVNOPoIeelhVuiGqQFjas0FNbbbUujB9vJck44Z04HgMAekSQBfkoCdPhpGtee+ACbyOE61yArNKAp479vLAhGpRr1sPcD0jjN43If0MqLY3CcPw59Vt+tAOgf00sgcUPETA4CVf8Frg2kNmITfW6OLY6E5vH1ZGxT47s3MnIJXpsMeCaoEwZx3soYYt3/Zt/cwKzldZ8l2J1MvfWVk+akswxnydMk1NO5b4/63r+DOKKMYgDKbmVwNZdDsGGz0jeN2o2NBWZPsoaZNathsIzbYwJRRROFdzojFiZc5Zanxv98AcexXS1oFx0FmthFhGmg1853+ZEgGNyW8UGoKSlX2LsD3A8G8tLa+ZN1CuEXE82T7EWSP3jyRWjVS/yUaCcfT2UQLL/KltMQCKYeaGa5CxIfwVd2iaXq1DBOYovCAb40v6FVKdt43WdPmHnKHg6XoA1uAd51+uK6iwvqzWMPB1V+bUzft11UksqZXO+4g8nLjuW9uAqFVjxPx2Bl/uAHjyGnBGWni19WiyBpNg3z3D4BVtrShVDB44ZmaFEM8MINy2uK1Xmn0TTa+VybxsG2Yll+CEX5iWQMgAF59SsbQtnUTEL9jTZNXbiVPxV6NFdJU9dYcK0o6Mb2E+LitpZoCzIcey/g1PqznI8ZocZCgrw7Iu8kC4zvjWGa5bPyc/QuaH9/8ynmZ1eQupLhhTjYpvh9aBmAb1zoPsB8sGwLfhY+vjw/P1Wc8HVxss9OSjlzSHbaoB+vYrI59jK4mGWf1H58TNHJ/x5jLgiFaXf6HSl9+S/upJUN1Aog0UscgRIGJ9mFMMHQILXhTLDci7owJKoGtG5a+K0avSSM0+OASUHkDEbqn1NwDXsvXU9jX3yJDYkuB2XXgZUQnvkwpWsWCh2XRkiLBfq0SgM5cK73NANh6KgVMhA4REyAqbexl3J8iS8BOMnH3uvSB04Lt9EyP19JQME0cBJd67MPJi5qEtJwRL2op/XFkrK2bBzEGmp6FW9N1tK1bNNjfphZ0xXxuI+S5hsEmQNKVOqYvIlu/zIOSJslsMnW6tAAAfoCREm4AGlMHbjL4DBOwkBnUUoQWDiMXXbwrq0kJz16Am+/97agYLx0BpSMnQMlR5Yl+ytZWiHlSWkxzi+SSQ0EgPqQlRlMQXWrdorZGCum8vPVKxDjKkeanU0XYjD0D2drP4McfDPb1bRalEU9Z5dM3ziipPfXrS9PcBj5KUCPAj+OPx99OvaKZ1lhjcJsDY35S3hQUyZEcd5WzUI3F70Gmh0rIiIR2KjyEgIpPDDg6Qe4+ox0yoOTH1MAks1Z3W6se2EhcrQ8JT1Ia/kAZ+uDHVCeB/d0QvMZQ0zAghoTVRkE0goexSr4+QYN5NRYlHGSx1swTjXJDfxczZN9Q07yEoGMQ7LZoIy3hzONhhTQ37kunCp8/Hd2GBbtLlBmgwYdqpqKNGc/GQWExHwwOFAoUats5uYKy7AtkSoNS+JBbAWtb/tjP5T1ynDedxiPJm4u+6egyDVN2MijDfWzRfrJo0pf7OV8ArMrE9+FKIvYFWVImhZ8KzTQzvA5+s9qU/5FYrH2hFSK5HmtWAIQO5IOAX1YQQuv6O3vliod5QTDgap89w4J3dWGqWKK9Jcj9rVKboP17oq7MRveuprac0KeP2y/c0K8l5L8SK/7rJHUAyxY/Y5Sdx1TiVA9ryrmCcCwoyb5rKhb+FUk5Ro4qR7hQ1E1IgahiJJDxvbc28k7Jzk9lL4yaXfVu6VYxecWSOKgaNSKu0eLfcpJuDvmOMVLHNqcjMDGgIzRZfuKpHURB5vkGscQFVLPBjjUTWgWlmTuAMOXrGLgWfktuzZJ6nuFej7ZJI4vmgdTDSpB5lb9eHQfFTJ1R+JjZgSrK7kXKc9AYwm01txcTvc/1MhEQWG5O3cQBIMwrGNYsN1MCZj96AeVyEZ0JnI30BfFnAU7H9Nc3IPwL5EIVi/cukH00rb+/hAHFNO+OxGy5YW9iGzpmMDwC9AeC36vvwEvSMAShwGyQ63ee15VF906IKG1DmLzmXuATcQgMf1aIFs0UCf0WhYsZ53cLZDaSt7KC97GgoGAXHtDS0vvvf3CdIhg7JKgLIuvc/sNLURDIkUHo3TcTsPK5Ob3vedC4GuRA0rLVbPITD8en9Lbx6xSXQBGsNaXx40sDaTo8WZZjBGnhW7g5HC7VxOWxR2IBK6AdRTOAS5aArYJxR6SmHA4+J10dpUGzy9NLtqSldkpluc4DHpPp8+QTWgXh5dbJiXD2QvSjmtMXwvyNDpSjC3m7DSr3xfRqZIFfU1PvZJu+i++LTb9znrBV1mBMVIhd9MbRxUDWpFwwoHppX/Zl7g0HviO0pIhOSmxlTQiQM7wyIgJ92GaWSONsDEYp19H0Hs+yFa+etDSUe80olo2Vfymex/x8bgAYrp2myl6Mfd97p+SMByggBGZJd2Trwrykne5St/jS3eS/zNDg4UvhyoYrxYbr8dynMGz0mb7ZM7D/XWW4UFx6g8aYC1BVnBlNzHamKwgG7+yKajhD0V2J/mVGzSmbJ4rxHVG4kfY3fgodcWUIaIP9roQ0Qf7YfmDE7OBIMaZJtQAAsdrNHyMlR/Jt/k29QTXx+9v2X3wXwdH7nUMWbWOHbiscbQqg2ALzaRYIcBp0ZoneLb8s3XToaHmevGUGMPnBrzavQFDT8gkyJfSOZWF4MB++h1qKeZ13FIZkUQfNQqKPeljDrZC/dgQetZPcncyTrgDjZ4JLZp/ICT5rjw3NeL7CMwrKWfvRZq97f+RtT89nytOS7lWqYMBaY2bdNNkl38znpGkDZeMNrLGGszfIdDmr+zc6f85Y5Irb2cIGv19JKFs7iJ8cjbINnMiIKRt0ej2zSIplMAUyl6FZ8LKBnwkivsqifUzWAM4EGzM/j/lEdCyPPW0SFgGKYGlkbyVOAB77KhPCNK7YWPgXJc98OvMfZAfuUhWvGD2AFiIh+L2W9JBYJsS3VdWylyo8T/ASpgrF5mb0tW3F0ts9QTgE+ArFjz8+tai06RvXuWYCgEaZrCHC/Pcwh+ZN9Zt9m7/zUHG2DR60YNsQ7t9n3WkT34jV9CCLKEdSVqUpiq5usRPwqc3DFejhb+ntrlSav+Z8fxALQC58yKz7ZS0vAlC0qAtNHuCl1AJ0Ib+fPbt/RBxk5I1nC3ViqHyEnRpFaHcQFfIlRtMiEEyTohyTSIdFKgur/tF7M8DjCO9oQ67MJQy+MADZUiVkCdUSS8CdosxDjOrFZrfXO2V1Cl4nKcmlumgP+8v8MGa684X909/VMxEv4srYyQSlUtlASiBIyMx8jlaURTqRgkbdfLW474CB967G90jb18sdVac07UvHionhC7aIoOiu5vxS8jae0p9oKlsgOy3iExSNMucUONgb/Q7RSTqZDLNlDIVmvLikWYjeyf9c2jPRoPkdl2dtpjelneg0T7hy+C6Rr2A7oQfPaBYJsLfjmwGyVn8l1eGNKAwBkSuis8ngU5IzHWv6zeYrNplYiTOz5U4LPyGS2o3ksm8Zb3swCUfAYBDRv9aW5U3mXTX5vFmXAomTz5ucc4uQQfBXpfD7oyzFy3aNwrhIlNe2yEeZV+KnS14FU+fRiJhVNhL3lQJqgDmleYzxUZKg71TLdzTiWXqh2n1CRWqrRt5SpNoAr5tLCjIoaGxpWpbsLq6DKfSZr1iKpbgPCTEBX4qXYPeO+bXsS2+/o21jv6XZ9vwOeG9usZaHQ5RVK8K1ZCJlDKl13lOVrhlv6YYDmnwoYe4TUznGgKXHEANCL7bTeGpBiBmvKu2ASmuS/VbHYlCMOBSTf2SODC2MWjIjKg+JPgd7aVgA1Ce64VR+3oQLKnpB8wh36kvIpCeaQ5JJK4mueRJK3v+011/XSOzr0LekI4q4u0sDxVWZdI9OiJk7kTfjp2moVQcYz5W17XnJxHkh48neT0fx0WRtUCmstkEI5Fify0Xw5SWB20uIzpbayfmkdwkt8brrg/v/pn80SxhtS5XvPdmu4glYMvDf2e3E72hENceOmb7cHow6UL+9Or2M7R32D8nrCe08Uyi8wTqIPXMT0B1iP9kktcCyBGFlbNcAsa5qViv4Tb+BGscK8CeOVLCjqedvZAncAPlZvn1y4vMD42us7LMKy0uncifCULPjbjsm0PfV5Pex1iC+wuUV6b10sX3qD3sj/Pw6JjAgUBbDdyYTl21vF4rm7SYEENvwvzB8vSd9ALZoDYmaxynPdfl7AiOtvFGebsZLZmP2949BGhtHgmHHykY6nSMca+PrOsy0qb/MqkjsPMGmBfcm1hcgdpYmcu4rEalXNZR2dhouCDN5lmKnt+fQq+y5r3gpSEstHdHNn96v/zrDAdS+TBhA5y6T2FkcNwSwOBotoMKax8YRlYgJFmfAQ3DP2kT2Cptsm9NzB87SiU4BZJtAIETbU8/WlkR20Tb2KlrAGusbEx2oB+zFtnufgTFfTaIEv5OAb1uX9CStJfjvTBd4X7DdDI63qs7P23MXdpvUHIiiOKyadN19LpgpqfkLyHUhY9Q5ztC0Ei1p4OxbmxNK7HflDi7B6XU9TpyUYKdV3bcGuvtExFyH0AN9CosjnWGTCgl0EvGIErZtks8uvxblE8mrH64QRS+EjiqWSiqpKOoF7NBqBCj1ucj09AgxD8LohkQWfQI6jzOtwV/99z2p3pn8yw3eq6sx99qISXwemD0cJx9Lq/wBqZOnhBlSCWPI313GzP8g7VtK1xuo6fF1t3d3n815tBfg4p6OwviU/zt4RyZHRHkKXjziWp4nZrDASSwba6Rxc71Pi4ZvDHGZgTWA03ev9iTyADvAInofihh7FQqDxMmZx+JTjyuOWZtDzGyux+27plgqyIJRDwWGiWPHWwYNpBW/VQzGvbDeL7DF1RzgFG43xs0izxJzmMtLooPewXqfDIsNxHW1Yw8cgwtrOCBZvwAQt3BId8i9vYBHV2Qm/JqowiSX/DxpwFJxOEpj8gRu2cYYrQUybq5bClhPjAbZA0agDhV9vawfWWNxiXWfQdC+36G7wwW8imAcVKDM/VONcgkpM27cK4ggeT1MqiqRs2F19i+0drXEqZixdzzabPrhKk/c7wYopM96a/Vydq6t91xCuXAv2PE41010Bi76avwMLhS5+XeRZ/+IOFvhLH5Nal6DxLliqqAB8onrzmCR4hI2ZHK1AJxv+wMjIRr6/NMVacoRswRZswPJTHzQdzBhiybvH9sWA9y1SyFSQNerHCff+39GeOD2TO8TUw7koUTpywdErzmUw6VfsUqhcWS3xJhiwKRex6iV0ko3ow7se2CNJaRWENMamC9sllsCPRQ1gZT9TYcun6hyz/lSAEhGgnxSkTC1CCWkAw44GVWL6hAdyRs1v8F8x8ZNuVCT+E4o4Ys7PSCv9GlTDLIVB5wpdoRVvbA4Sp22Sg6KWMolwsne4napLTQ5tEwmRhaDoAWfWeOqKsnLoMAWZ75jmIb0zWMM/X2sSGihJd6etBFjPy6vybzd9XrwwEZQ8XWIyUcP5xoNLStXC6KNoiDA1yeg84B1U2THEDXmPEej0Yc+BRFlsNQQpvW0xSw7k+aM8Pz46EdcV7FVGj2JjIpgpUk+rSyHDIuPBN1SMVfM0O06r9RNp8Kw4SweiygvRK5wOUwGoZ5pLbBjd2LEBpA4AE0uAx+VeZ8bKqhq7YvJmw8oS686GZXDwikhGlnctWxaALYfsVEzGL5LqRPbtWUIrmIy8eIlf7uOO281vJVB2z9DR99adC/MUJdjEDkcxZh81x2QRlbC0JdXjKK/zSM4OWkMEG0zu3ANi8SGPhnbLjKWgrDQsiGKTY9s5+xmAc2axx9BGxWtjwjDRtSLspvpfsALiT6B3kIZOuPhBu6DSw3akx44KQYi0rQ0lKboK5KIIHhL+DUVYbLuLvWZZKXbSVrWXg1zEMKnPbI2nyMPVqQOEGwIwrpNQkjSRblLY4BL74ThSgdQF058ons1rAuTJFZFwb4cwKmFa+kGOvgtWknSI4jQFbj55X0Fg1j3MaRdZKR7+TakHO4L+UPtWBOSv9Uau31QslXazb3vKknSsN1UopiC5demV+vyZzVgBBAswvG7R/BdOpScnZ9DrQ9XN5XYZO/8sk4DibHd04wwxhWXyn9PUz0LyhHnHdA6vBrtmObYOipmuwJH7ThQWp8Y1Bu82l1DK+qg5IBxryYcbNAiQMt9cl4m2rNJLmI2+yaHyeP2fhacyNkhU6kwFSgtD32Q+fDF9oqWdJe8+4KUF3BaEm2qaz2qYtXxbBx/Pc6/7a6cKLiXRKt7FWZG1Q26dP6WTA3VTYVHmnU+8yXBsfDhx+Hp3a5+7W6b7/SGjHaVap1u8m6++btJWdO64xcRg6yUHCYZf4kMr6YZbpjRrjDy2mOgmGufo0gSmCgMkyyFdIJo4NyLY/y7ICAccQpaqsog3zUAY4VSQzSuMhjtLic7QqlbA44B0MHqKNEIKefltZ1GyVpoyz6e4PSqx/TOydISpiJlMmwJlPt1Rs07wJ9n7f73kEetXmlNMeByDtRXgzldIko0G600cKBD5zv1QFjj7ep/4vJp2ZjYM62LHmrdeol/T3EVvtSCVlvfvVyWSVlRNR2u3aIvjNWb3U8miuE3s2Y61W/xxIvSZi7oxTJM+hYUcb5yS9+K+juVmNTpe8Enepa0nGBT/o1W3CUjphBG664R+ktGdC3OR5cbiIDoNsV/N2bsU58Qh9QM9CgY38WBGSO7/ZFdgA19JzorPLPZ11GcT/7WJQUxFTcQKZp1RMJazzOLAyVtvXhqBwzv7pOtwjBxnSQ3rbEZ1ig1oqW0BveHlJ0qpnlaUn4qYRWc5KGp7z9mA7fiU9+7wZC2Kb/TwGl0Hjw4feXpWP0UUpfm0nPG7a7my9+X+LNSXxsiMwV37r5GVWEb5H/gUdVZ89xEzKtqnsO7c40MCWlo0VgKaedvJ7ikchD+prPgkqL7oQoEed6fg8s99Pp4MUA486jxWQk+4R0i3iiu/9yzdpXEpgT3Icygmdsm2LYvVjDkX+fDszr343HdAawevkgMiFEVTWYmL+fqlrNrECIS/g79H+n3vuUN9i+wfFFkbmYeqpGNFS4lTj0uCDbPzG8AQpWZFjoga4eaybg4+I4hhXRrFXPHt0qrWFWqjMR+ZIuL1ZrsOoPBOl+MqxkmR0RBCK99paDXAh/Je6+J4BD4YfJOnrN6vwWEJfQ2SK1Rmf5yHW4GzEBCVfooivPOr2PRx8Me7uMAUFQNSQHgWuHGoEBW3EeAoWMZdUxzQaztkx4orQcZM8YHRwEw+MKw5frTkHFHoIrA+imhbGxP84yBNnn0E1cGL3n7+wCOU/v/65CE7APYIJD/Mw5VJ5IUu25UidPV2GL2gjoLS2db8k57E17wN7ZAcWM0v7HklMZeRFGZKfyOXwh5xVFm7GWqFKSV386n5HQIGyaCiUEpFx9hzm8iocpmTrsyAHWOFrkBcBgVHeGzlLe91MMtzik6/nQUIJNFrVhuWDHvqyCH4oOdAlo2+cvmiNNTVZDz+KSu88yGUCq5GmL63jDMYHpWXmowPzLY1WM+8X9r3TnwKEvglRA326/tBZDMdI2vdwqCSmB4xcM80AM9Ze4wmNguuSpY1IRR2F/pBVl/NBElupnNg4EDAVqhoTKyPbTf9yjPhGwks0hBgbPs49wFogCUOsLCZVL4rID6TfMZrbHrReRHVDae2xmlfBMCvAjGACcQRivsDpFTMbDEz6QUCV7h+xzJ/JG7yrYovhb38i8l5ztOg1RPuxuIYDkcJXioqTT+QEC2xs/AjSXandqKmP6m8nAZnHfzsZSXN8z31UHyqsKY8bK57mJd7ScOeVSA0CA5JFQfHoyZVCNoGd4JpVk7NUnca68oCRoIIVve9xzNaqAkV1hE9wLVnB2HRsmPhF73GnFBHjb+xjYtQS0vf5/ZMRw4AogBz6utL31AGs1YBlOORIYQBROM42dpypQ+k8AEyzPl/tpc94AUa4W65r70Jr0robha65SQpfZPScyKDKK8eA+u0olBSPgnm8Sq38Rc1JkbEaJUiZdXwxiTmDaHaR3oPv/0Sw82bRx5AGTM5EC5cOIk8KerW8qC/r70X8XDy1a5H9zM2UCe/DDu3i1W7WmrGW+cTJHs1dTM7ZLAA0PZkzEgKJ0Q6BxZj3XMr8ZfAxOrvTmAd0J98lvaY/AK97V/HEdSrYtf5wCUbBgFf6RVaTUK/X1iAgjgmJeFYEk2jqno4gML1loVQPVH5K42PsOzfzg+cSzbrTS4haTsrN93XxavWVw9WEaJ5+HvmDDMyULm/h0Z05SpFHCj0zonRq/wOSucOl75fqBqOENT3+zpuLfcL5d98bChF4VCD1sT4s4L/nKc5R9VXSMAFLBAmYiGPb+fkznB5mD9485DFfT4ybrMH8xGF/KndVcJKQJzlNW6iUkdrz5+ORDzCliZ0OKq7spZfelR2Fbdzp9ewBZhZF4WPGFhCR/AfLldQi1ztwa6E6zm0/8BY6++CMdclY9qRCwfKRON3X9sezk11u1lXkxeNBzKlsXhahGy/kl8e4ObVEMppJCROzmgY2RWyZfjl3RXD3tLx8licY5RlwpnLcToytmGKxzHpzfQvhjWt+PMGZYfbGKvDEVn6Ij4iaxwBO/pRjQ3H67ZymLO7woxLD4eyxk9MC0ICwVMaq+lXMmoX0ADSnXkKA7txzlTSuZXoO7nahAKuODgLJMetpkJ1K4zF4As4jL5y5K9udGFjLD/L371PcMpyk46LIBPA/zAuzDgADCUqalS0MQFLa6fF4/8vI89blLUi/jsZcdhsAH7zbuN17TCnV9fpPk2wjp/Az9MWeM1wMSviljCHyet1kBAhrfcYKsKhoXPLY/y++Lrp+CTlsoLg7LpZT/KYubPB+KIkTpYDvHD+GSks4+eq3C6dsv/DcJtRi1Zy6xBG1xfm5yQlma5+hlxWxMt5k43WqMebCLvTzRghJV40n9Nzqf7KQu+klcbcP7RT+X6KLOl+9xDN+Ed5XtQGKwyNVPVB9ZGEI4KvkERoIPHqqqIGkGllut1zgmT3ZZSQMcO5g4twxNhz9CzLTEDPvPEXsUlTmsclUhhHiMOB20yneEfIATWiX1bo2H71hG9tTB9YxE/J036XsTlxznFmOtgLz9cVtx8GAnsQnUphwtb3wAQGnFek+ujtzkra/7oSeYWQ4yh2FCpg2itHgbujoZeCM/6ojgj+f77fyF3sx4/2oHFTXH7vYBrlOz7caiSNGvKyLlZSv9j7DQWVQ/FFOQ9qN/GvWGZrCMUICdANtEthN61HrsYmOdZid/1//88roD9ltZ55lo1BTKupG91Z0zSTPUzWlndTkoeyjDq4rllO+HiIcqFORc1P0F6SKauflWZ7rhMwhYMGmJaudQ9XvwQXbRScDHvi1FmaKJ/9ew+aOH5D+RRNwzOf48ebJwB6TqsJliANVyIKlqI86dbzikRLGlLGmcBmN1V4tL41fkX4z5V1CvN8aWx1iuVixeR40TqbxFQ1F/ozmN63qPSH5F2dvekFdsr22XQ9A1yZvNjCqYTQMq3Whg6osmhLWJ2atR2gl3gheS9EuT24comIJWC15oWbsXDuLkbzLs6mZvnDAQD1N5vJWUkxF7LHa7IghTu53u3R8W216cybZXblN56l9at8j95MUwTX8RPaTvLsOk8C20vZ6e3JDmu46vrFmO9w00Pbe6StkkWj0XYtL9BV9kaW1J9ize29p7IdvnrJXkub9JvLYCx/dwwbXg48ByRgrhBTKt/iZ0ycwpOa7CmXXjgPJQOQJjrMUEFEEBRO2jrquxqWKwyizTKdONeiuWxQCXmHGU3IXP26IHgjgSlWs5MoqUEXpUEkF48k++TFzFT04R2M0Jz1Zscrx+JVJ/lP8Z3Mlz4O2P7Y69/hdO0LFY8/i2lZLkZO7E+ZSOoEgUVQEhPO4jl1I4J+ump9HISCpRQNqfSFF28KJOLiGAP/BClY1+BPzsfN1c1LhEEnW+BOgczkCvxsgcZty2G1zoRE06g+GjcWEkEG4LqXFPqoFbX3XQoAsDnz7cqwI5vxahgBPVuYr1xbumuFiF679o1TPR898uskvhArTCmTzOOLLcOxjuHlu4f7fF/he5Yv5bdrHJuApmAMsXQnCULsbZM7oOERoHklUpS0lbffxe1kRjtQvVu1Cwxw+dtSe5U1ZR8uWEb5nsCglnKtXU8BnXcRkub/i0+jo3xI2RyJIG9DgBDkraxgL7H/nOMPqkwyld/KVnjsvidi804wU5xEuhE781qg2RLp4vbbkULaa8fpmfscjTA/ascamzVCf5rKeOQfFwD0Dmh7q+zdnuvN1uA4jxvMCiBRUgeeouv+jifXFS818Qs38tbnBQb5UZEl7/4wkJHqTc36ByGROjvMeLE0xZKiS4t+MKP0PeiMTMRCbJhuUZmjbI+4f7WoslrJ/5SRExRF+9qV397FpCu3rMREQ+UgNDm+ZFWBl6Ae/2xjib8Q4CsYGfIzoiYV1rGSO+LjcjM2uXIUuhLWKkKkI5740f1TFzRM8Aps0EdmkiF63wbwSL/Y1k7hGCDd5QEmY4MnppSzQEhhpmQEKyQI5LrMWu/cfVox3TFVnm+jcaO/rLK2Y+IJz2o+inVJkV5dsCPPpKsSnzcf54fJAUMpebkZGw0H61P2iMgHY0ZRVP+j/10GxMpW0NM5Ul87AzyhRm7IFTIXcWAtDTH/qMEWmssUbvaoPqCvSD6dDLikzhv7Q8inYljFz0ZtFFUZio7C4YT0RHT14BqT5Z3QWwfJ4STIycmo5D9LU79V809VEzSwmJViYF3RKs9JWVIe/sR9SlAUu38fauK7HKoAL2p9IvWmaehKB/sCFhkkVOs/mJDBY+k6+oT1Db+1eoNotR+X4tuxnl8CR1Qpw/CvTdo4fMTleYYOAYy0Ao0WR5nR4v6a2ZCt+eTIOTl+LzBEiz/aS32ormZHmm/03jTq8s3Uij6VK+FcNKjAjpnhOcFVhj1ySXfQkYyV+N3w94OQJIAEEKQILzxWWHvTzHiL+GeMGok+WLjhYdrpnXtcP0H+RKNTRt9G5baq/BFSG8UOtmanpT5lV+XCqN4qFIhDN4klFjbtxPMzB09JUMU4N07u5WCkoLdfweTxbgKtd9vC2TfD+NUaeyLynEJV/MIau88YDW5cj6DJ9Kbsx0hvaGGPXbcFMsIgC8Hdry15txJ8TJuqhqOAssFRWkR2OdWiCrAJgX8GNUawGwOWahzTYyC6kJSqaxWl8Hdx1NTFmVIIgAAAph3vPBAS4Gw4TAGyEq815/9GSWyalpnrPh8pY+pfN14tvtizpj4WdVEARFFOAxUgBqnPR6cDMlOIO885LZUL5AUGe/x0GKwWmI8E2ZGUpNjmXVHuUe3uNsGXTxb+UOqnpmzpz6pr9sYicuMKbthYbslOlteSxHOhWLPtWLJ6MEwfXA4WKD+5d/97EJ5AS6TdggY0tkmQzPfkmj+kFAPOlRwSpRYb5d52bimdEjVtpCX1U/8DYqRO7ThjNZAFSNiLe3n2QVwUQsNy6AERc5xl1dWmZxJOMV3KEXCGQZ5dRHR9KQjVyVh3JmaZk78A7emXZas5A3qOFhHFUkEcKV9l/00PQ1fZTOOK7ydSMUmy4+OL8Ti2LAUNH5Gt+ldh3B7qH97cbp6ehdoANEtXrY1MCRVd/QCCNDVQnqt2MAJFKfuqDpiCCvphfxC5JxByNhUkcQQsIutJWwVYy1TRVKktbltY5hC4Bnp5S4pe/a+nj2ouvB35zGXWW5zgg3ZgQ+v76y8vjz0vn9WKMKcrknvI1CBGtod8Q50QC2HFRygVObpWZ0hW22MgfUDLNX47kn6fFXuXMBDefWEgHTwt6wlIJUkaM62RYCS36YLVes2n6bGZYPh8nGfQNEgKQqck3vcVReA5uCEBGtg6HBr+uXFlf1kMi2R8hKyCmwMMWbk9erKRE1dvPY2vx1VJBFDd/c3eMho/i7SPJoK9qEhzJdDWuQ5F1PfQ+1ZImhU5wOSw/gW7RR+dRrKT6DenDPdzOLHLTMcKWDlXIS/Gx2lEbkSsg1xavUryz4D5XxpMd4FReT5cOooPDS8Zq3VEqZZFbV+iyo/bN6aUR2yv475A1ak7WPmhD6LFU7bk3G4eZtZJsEkQ4qJ9RL/aD4H+jtMcMEkDBPWRwzN5i1BVhNJ/s0GUXxke8IJSKsvZG81O1JeoKW+qE2bs4GcplHBurawgt2e9mnD8/uStZJwr0II4ZI81tyen6MoGGrdOgEnf/+oyjD/Oyi9fSMXMK/tWoV44QA6nXvHxxAw7pFcRkD3YKFaiTAXFCHXJdd+at7o8tB8ftYj6PKlqaZsVAiNoxpxHgefx/AYyFcl9aIkBrxy6Xo8i2+Ai4/YDoqnFiKsHMsYe17/jYhzUNlfEQr+QxG3jl4gU7wMVVfS12CK4mSxWElQS0VRh6WXGZ3U2ml5gbAdjefiYClGprIsrDqhXqMr8eZDDdWAa8nxXBUgAqf8NNuYZarGoEwSedinGAvFZJjcDD71shNA+/aPQzVtuv+/hWxITzX7UN8aFaTYwH/JW4oBR5qLvSyIX1pxisBLqKwoA2xedb95gB920KuiZOYyWuawapFic2aru9Xu/TdH6Z+TzDdJzRT8gbdjX521GTSuqHZEpzPakYnFT2Vb7mPYbJK35a9ChJU0GL5XWZ/qzp0c8FNO98hulQUd3eAMN3hnBWZsRH187rplG6K5jJyYegW+seByPKP1UhjmiJqCHXz9pfXoEzV7bNqY1aEr0wg8qaYzqR0GzWmfuRyGk2K0UOpHe5bp8yv6hz5xhItU3lwKiml8jYLia6otA0hb5wEKXJ++RW+56y2QtkGGb5LVf1JjBx34AbSbgbkHXoWP63x9EFpEeERqgfxZs8exPuuhd/SV0bK1fWEceuMkjNDOaqw/Wy5DzCXe8TeUpBhfeTeswTlnTH03wt+UTVaUofeY+X6XxmXMgz2QcqWHxRo0A1HYuv0iYsQ2WqhBLZZvI9sozf0OxIqjhpaGxxCYhMxfCFv8Ml7VMAnLG4enqDtt3Febqbk3FD47EtphfqlGoSH8iFaReJGxNwAoa7swLf9BLH98jf4bxkiu0NJEPqqMuVBG0p5tX4akl++G36GVi8PP3XZy9Ih9GFy6PTcTFJdzgIZAQspmTp36b7HfH/CkoY4wthNTCn8WijI8fGFuT/H3zZS0uJ1Td2z1t2QXnoD1Sl7vWX1IxrZ1ThosUYUusz45suHGMUAtJgelUp+HFc5KqYLayIjSgg9NAMerHVhv/pZrcx2qCKRBR4Mw+RIxxC6Gsws+5H3RCe+MVaIOdtAArBX7GFUzItnnjQALSGReG1N8m1yv9989Z7EN3xhmn0eLXHN31Al0A6PoMcs7111jjrYJOQkC/m8MR7hvBFlrgENFtfrGNOOc7k6WBzicHZFcBcySEtszZwiYwTAQSyk5XTPGhm3G8ejct/gfnpkYdigBpr+WtvW0M2HHJu6VhMpJTc5i7ldForCrLYiySHm4Z5osHvMFdqfdhUfKa9lNLtybRRn8Oya8ZoDAdsjck/UprV442ZWNp/Wm/SDt8QHykK7NXH8GJ8I79UFW+eSFPsl+CbL9j0fYGUyWt18sYPjRuspIJm9Cv/Cmd5zV6jczsrmjNv9p/fCgz77au46EblqJrhaRm14qdIaCsbLyqA1ewKWh4795vX3uo9NaAJrDsNQl4kYORzhI3F5kUhelrVh3yK1FP0CE+4okDehg6CdM+7f6HcwehzoDvkkBTOGj25e/6HbK/R38EHiQZaOj2d1fksYR/fCg2akOkH4JjOIrjBPaGE8anJW8m+nxWC/b6VxlFHJYtWN/F8QQGIFdNDqUkgraRBsJWur0dMrI7azE5zEMK5cBPUPECdzlDhmHd189weWqSzjhC4/B8UGsbFDDcFN1qHuz0UqNN3MizGCrkMK7Q7mnxwyugTT/XXZmeeuNLPRUWQ1Yrq7jcsHPpZ2U/Pu6kpgfokXLeIVUi1K12dPoek7bMUCHz+/ZsVYmt6uhaaGGyi5GNoZW4d6UlgrIL+lDHshcsD0qX9Zb1whgWBfYwnrNN5DBN0q3usssk0wSK7ic7oQvY1sTp+6U+cTNpWdqEU9xlDdlGrA+PN2M5GBDlqWRaZe5j6thVSQ5wweZQVCEcxaty578llMfwm1bcCxq/p6fYQnSwhgLzMAGVIhhHlDmJ6B40xASJMWO29q7yMZtp/kP9crFkY1OAJFxejKRTIeC3wl0fDAQPNpxUxF7wPcNl4b4zKhgKZ8uCaOJHEPvraZ1M7Asf4uPtkE5NqC/Vzav+SR1Gy15TKbLHY9qGV8AWrSyinaSAWqtnJQOjvbwyjlYfHhvoco8eHjWdfiPnD+gucx69P6Yn5ddpUJSCfHfa3OGGHwtd6R0WJ4Ry0gcAFHLdRgTQb6BVuwfw/AOBXba+1BMu+24vQTabiQ+1+LCzGTgHiwnqkTE2aYiPatzd0SM9G3iq08d3IZtSR5FkhkGmoj110Hs1/B7FBChAgnafp7BApqmGoqDdgePGXuokUabFE38doKXlksb0T+T3C/BJGjmTGp//ZjL06Rxeof55kJupTjZvNDm+kXIYqsIOtcuRxDNx7v1xJx5nRhA9p2IRoRCsaLTutXLV3hOTWLKPaWcA690Sd6/vt7pN9+HsRYzSwjfnl5v5pPlycLCU1uA6RSu5jjBdcHz9Tam/LiA9TDKwmvQfWsf8zVKWAa4EmFUpbuflaknLpwzYvCFlxBVsOVK/3UWnh9jh/V0Rs9Ig0drJFhGXKyjYZP72wImS1TSkpcF6qwjynsjz6pDIjjwYv+duAGFPMB6cifWv7ah/rDBa4eeexxWu6mMnQ/uEJafkQePq3Wj3FFeKMWmwy2uworFe8K9xEh/fCWVSrkjCNEVY597vnifgLZFrL65janHHL92YYJLNNpHh7Rl4Fih+dJeAPRQ8nImdsE8muYwx8beVWu3eB89PB/tPCXMCErwQl0q6uytq4bYlwwjYOZA1ZF4vad7yo0uCFbkn5S2VownoCTAgFVZibvyrMbYVdAdxRIDcW0efKnjU0B9cuDTGKN1oauPdDHpLosuuo928LtvHczyj6mbUUg3zHQ64zSetfjFksCYVn3nuU3IgM+dG0f4vTc1JIHFD2mcgCu7QMp2qlIEQUdSr97H8bK21f0+6LHx5pBHq71EeqnLhxAMVqjvSADPb6JerUaLzaQGp57DgxfZUU+OXOoZvvoy2bIWvenPXlWmerQB1yOR7pLwtaYos/DytKxQrDHmqTps9qpsJ4prOnLOr9OCaKLhk49Sh1NVsONX2qmUuCDvfSkJq871k7MBd+tCBwGL0+XVDiHtYeqZGttzsBBx9NY8IkYwxMXNI0sb54eAu1ShhTF9R8YmCM4QDC4gf+8AwhJBTuqyhBr9iCL/r4y/pBeSuBjagW0tV7CMD/3LnwIZ0VJTK4bvxwyUgH8scQvup/uo7eHZzv/5Ok2IlXBmBgynnaxmfm4LFwO6K4tmUiwtCLKo1t3dW6lW8PyfofmotfSKTpAKAvqQosLH22PB4+P5AagX9+5nEbT5EdquI4RF55WrQHCRgik3ROHaOXentV4ccPqBN1qtmpE6aOz0xbN7lb9GRC0DTTEWYcadSKGfQcL/Jfq6E2uqgva7Ri3Ba497nlkc8+O2SkIy5sZ4kSgdHuG0R9041ytxMRnUQIbA717WHf+Ydb8ft+2e0WI5v+aYSIyaUGpkJKksH7f/EzEUf3w/lElWQpeKPd2PtkxvnksWuYBXBkewBy8p5ynC7MeB1FGBLrCh3S5C2nZNToFdpy6zp2lY/9yV+vLF+KwzUg8A8lSCexwAvZ0YxT9qB/b511kBmDADDIQBsqNW05UoV/8pRO4xk7yiJ46GJ0Pcvhd43uvNISO4561bfLyd4kkjZOJNmtq6xZX6JBMbz8gu8flQ+pigWGIXqiN9h98mwhvO/JL6ZBVm3gB2UoJ3zez2UzFfMo3zFuM02aie8TiXOszW60IKxP100RPvRo+tUmgPwJSnPRyYAiUwyPHyGmGQSeNQls04A4ASQviPsHKjcEdQ4TQYr2M2yeFDtIKY17e5fnmzRayqm9mYpo2jp5YpaoMP+1LD9knwVhIc+wxn813wju6X69z6a9MT4xfn3CDOCBiSD93ElId2Zcc5V0M/cEKxMWDzOu5lia2hhzvm5CoBE6K/c36DthTOT4U/XZwMy88D8gKRZaAXaUHhDglVby7vw3BCuXz22j98I3OsgVwz7qxi+gyj8LkLKbVCfWa7JOfxasRSrDZ1Xzt3kFp4ilX36B1H+48mD0pGHWtZkrJxdm1wwb4jGBklzEWT5P8cN9Fsbj/XX8fMrYihu6ee5+0484u0WOg50UAEh/3erqb/GM47v4RK5LF/Ms9EL0qceGEgyS9jnC/g01oVtsBdnyJjRYCjbjDzYHV8dfiid2pQDbZ91XiAwOYKaxUrYL84qez2qJ12K+rOXhRS0t6vosynNs9WAE3GbtF/85y85y3koTxOGBJs4iBCe14rTLbSg4cE7+KelhHpTLUngDKt0nnjrTLYZbOEEoxzFkm43iAx20znqNMzhkWw/Wg8pn9t77Fq2z/+4T52Py7wL/1qHERPPvN1acuy9qe8lYKfjiqiwGEiPoBMOK6pEFezgjKGTP2RgzzHcylNXBWrKzlnhQLaXnNwUrHAh/7d4VsSsAcBEvRX26if8kZJhIL20VNLMG/CNZm4Z7bB4W2m7Sy7bpiVXVctxXrnJmkwleOMbjbR2KifNyF0YtyCetOgI1Gic89VkBMAHfJX+3KLADdGFv/RlRv1z32K+mjNT3lABDh0I67HpoV8Lo0QsNWv6tMG7uRq8sgxDbOLpz4yqM8CAKnUCi1yZACU1ygBi8JtWZaKY09vXENUyVBRtsGrGacGUwbkMO2AZCKOQO280bcXigI2k05M5tpZ8IM8mpVAtdyg07bvQ2Ee2mBGDWv0Vl7JKoE/c+dySj4go5fsip2MzgHH0JWb/CJ6GFLAe66/5nplW05PRaPw8C17kM7K/F0/+DS+vcZ4nM6PODCnd6xGGdGSKCv/nBIl3I7llHz/VWiPlXOBudwzazynFtZ816DLunLSmM5PZWmj2BDZqcTH1CkmcJnaJWZJwlKuz1qGF8rKHqv7IL2yyGpuRJi8OYwk/vp8PFFFlQRG3tEvkob9CqKcX2VuQ3LicnILvoIIV2LBLnw4qqM1wDpO7tv1CCN+00Y0NEpM/eLeO9a6VVa0aQzDbult0xfJcPfGp6lzGYeVC88xRrPTUf9mL1sRcxYiY4zcQT/g3xATgPoEATX445ZK/XnqvYqKINXH7+nXzKLu1TXn3wlUPWIv+4UiUqMXxtHSRl3hNkvxdsjJM298Q0FcElDLipRIJ+SdBF0SwppJf/r4w4kbk/J5NYvYkbQcENkKac6IsETukwlsC7VmUHMt2EgWISGtX2HejwDnh4MGSvDerCKDOtJvWJkIAtkjCBpuAhuTTAKavVo1u+pZwD+LXIVD7RKRODf5qs4hJbditOTnUCI4UIzMkHo7U1iQsIRncNAEauo5G+XtqBk1axHETxCF04M9Rq24OH2pJ+DkUXL1hX3NraqGnpBOXwfJLMwrHuxR5IG0rWAjt/KzZgHcHgRLKKovQXmX1mz7aZ2/emt2aUVp6uctSNGznZaJ7t3Uq+jMna0xiVZ9FMiKOhtj6N1GVzUHUPnFlSC4Pprg1YUfvOJ37Z//M1+opOrmxjYrwPfYAtoAf6ZsvGnEg8eF7xobXstZnVsK1C7KLaqbKRawFfsfCuv7dSfEr7ZZU7tt4uaM2Vg3Dp0YvsZpZHGVsxmKwDAYA07MNkJ5jmyBBnkamiJHSV/G5LAzGXlPPwQStaAP8oJ18NwdK5btL9ZfjVWiQW5Xc2phKLtCMP44uZaWY0F4gemJ1kpL0+MeQMpSbo1MFVgX0B1M1SARtmTRv92eqnH+JYJ/AeM020bGSJocYRKIzqfCpkMLNzJA3ixM+0AoRsh+do42o2E2tUUfOkTGfmFjabMXqe5iJzuyTNYQhwn1hfRjmlciAuoikIV4t++PvO8NPxG5kjRyvVBNBR8NfNCStr/STbVdSUr/4YT+05JSmBmAqqYb7YGKB9qMiQKfXAsO5BoWe7eoAOIigg+tqdJLEmfZNAzlpGnfUPoDvxv775wsZ3ij06u1ZJXS6wlsQFu8CRqvm8VyJRkkm1eFrnaRE6Yjgb0Ac/nkd1k2k2n3xXxWXJfaCaAUak5yRhATAAfz1dT9W+/fFaKfJjz3S3eAyi25b7N/VhTKIJrDfUTpMkN6NiGKHYhsOJcILedHYqRZ/nFeFe4/4xbZlZ/tgTD6kdbaj0AgB9cb4GgfshX1Jl4jzgolpOX0DGG3hEha6jp/6VUs4SP6WhDXYzJcoORgKf5tWKJxjwPEqgwQ4d/tZhAEAHIK9rsA5WekyL4b1UJmLy9JMo5ng4jfV75dLxjHsVDo4FUujkPZGBCFSNKGtvzcccVFIfNbPKxEqKScGmJXK3tqIS/9NKBBYa9C6RUbhU8zC0O0j+UAlXbAcboAju/Wk0k6k/6i56tGlfAIQcb6bz3NdeC5ZL9pMm01VONHbMe7itywkTMItF/nhO0WhAAly/dU2+1FcfckI23An5J/ti/ighfzCFFgHAtRelCwqC3cGSgvV2LCUFnGeeq4qocGtLEVC0vtFsNKN+zPoyCghAq0sVVJ9PV/HJXT3AWLNJj8QR8zgveLz3xelV7p+yeNL9A2BIOZaoIp2VUw9qEZ04eacgF+5oKygEwpyhirpz2Ema5HM3Ogo9/F4xIUzH5DGHWl+gVvTdogS0Ko71f5Rkzc5y4WXBZQitfTCWb8897M0rIreFVKmMqQmJ5F1SSgkhKqx99/iAvDECCLAgskAJQVKofYPPJkNYY5B7E/0OLU6lv6FBWVitkv3GINpP9pwBfFGZ3iwLMmviGzKxdATvgA8gXtir/fUMYUc/90V26+EiUROR2BH0rDti7iVkrvYIhnEYm7E6mcDDhh5JpIEQaBazqnqot0SZe7b05ABlMFQ+YDYjFk34p/rFeTCZNzcA5W5ySKC7o1WRIn2eaJHZeyLrGtTEOuyjKVsoM4QZDnK0fRowvQiIBvzQ0XmzMzJBZnNhVP77aVoH6G4q1EFxtejED8YnBRF0v76ZJzAuOc5yV5Aa/ALbvFQ7t7d1d0S/DKPH4nyggB23jH/yaufYg27jcfAfnvXzGpFgv7nuPxPqtxlgW11e+ztcXSBmjoEcNh+364MyWKtnmG0c/5DbtlBDENdn4gmoNGeLEgqT51JIEEvl4p2aY7aYWk2YnIDFaLgWTchv4ZaAHpYm4ijexo0U4EmmIdHl3uhjpG1+bGHlwQJHlKdKLg+tDJ00Az7daDxaU4nwlqhtqc5fIwMhL/1mCsh3ygNAiRjPohPWdWnJCzXx4nsmguzgAffAVYSNlbkNB9YUDjTaWZYfrK14jO1mb8vHMETI1grOQ3UmJVGwYG+hzKfpGyYeCScWxMU/bDZYSfM1EusUOlGnriVs0AldUEehfSnVqdiOI+Pt0NPxwBdhWO6XMd+lCI2IBZJ0Pvqei7iUnrE7FcSUBzKFG4z+xzGBUJhbo5Z8re1m/L27fxY9B+0ICEroo64EVPnazRYb5bX6FdxyIl0OJbgw0d97KDQL8cFbD+93JcTUDP5dvMX8AXQr4e3YVchTk4SfvOb8IqFiXUem2llOiLdul+wy2Ro92srrAL0igVWKcNom0V/xv8Ww9ASjneldFAgA2WgZmFE4ATXpyCHermBFiJkXAAAqjIAgtzE0KEg4rEpahSqnSiNDXssK91hm6j+681WVqblEPe2x/0HvEAGlEL+8TJNqnyPs1bdswAAAAACIr4yL+99l1VzLZMoI/G/9h9khKefADzT5kWmuLOoncnrG0iTbhsthoyG1JfndK0r/9EuTfBm3vVURgyh9mzRBxrHNc2XUZ0VjDxSYQVKiXAzTqtbo1QZQAAAf+KZu4kEdsWv2SvHr4z9e7V5TcfrWNH5vzwZMcniIC8v3+LEtw6AU6DmHxA0W0mYFlad2eTPzmaiKwXkSPATDa6awIw4jnBvranStYaIR4fWHcw2MkEHVSXHysXB5e3xHDHXv5zmhfABQe2ePlfh6JFE1+IEow7pgwwUu9cf32ZbcJC7wWB5bFay8GzoOwRw9tiS25uNPmWWafO7CaCCcUvVKMipV4p0Tj/PPxtlevJRbJU8dvo5RUfRVyl5+zXDuL4AVn1Kq0mZTAkRuO5zBYNpFwlSuvOUFFq2RwyUmVY6a7mOq8QB1Y2LiVbY5SESEeRicXMXjDNOSnr64pkVXyJuNL396DGQiJZJIZo0JQ9+k4B1l9JaN9ap8U1VtQhxMFEVVqxufNyvYS5hsCE9WbNHZaF+qgAAMkERSXkRvsiqRm56BHkRG2E8zn/mOaVNjaW5W6d7ix/NvTwhD1qjNptEeYDMjorv8Wh+W00h0BrQK0SodlP0kUPXiH4TNKVqbxQVzbukJy6VCXznW3maj7mTM1cNI9+OMXfc5Id0L4WKkbQjzDBmYgd42DBkAo3SIVB5Ig3yQEMVOsNESsGURXFaIJySYn1wfRMhkWPKTqppOUISDpd/0XalfUaMRGqowt8uqzm28ldnPiVFIbeTCDyYxqv83B9UiDrCbkvvSxO9B9H36n+38Njl5N+X8//75ws6lznuCo5JcNsXM9yq5wb3OpnB+xpAYXEYIz9olS+YdgyqT28Lx6uslzuhmWiDQF+59nS3R2S5lLS3bHH0gc7QQgquhqn2sYqnsGnFGO78Mi7/ymA9uvCGy3LfqWtBvtAlT2aBWDyghpgz+vGRF4L3yGg66mgvsPGD0sW9KmYLmodW9ARgxGGE5Z7vEMEyCyfs91O0ZwhTcbjg645poiiW03IUtkxDm3Mf5xErOIEVeTHSIML422uRolsHv2RKUqAR2WKFt2xn5w5yEkD90tnuxbp93VEQjUi6GUJJIRm9+sHaHfpjjrsuh4hBI/lyAD+lLS3MHrxKMvhkgCkgO9+BwlDY7tddrLQtp1HYK6dcMEy61t2111t0VQ7nRXJr1fMN25gk1J5t5N2l9HNxI/YMO5eHQ+euY9pZ5rj7tUShgpKSVmUMIaIa7qaPEjM8I74r1ewZoGla4StYechRF2vMq51hJR2yndaq72mjq25hvGu1pdsZuY5nyCGbfKBV/yeQFbfeueqLPJYzx2Az1lEsMyMZRa/mIijTSxf9DpcMr6cfrWA7uqqnNHAPwf6ji8yNMWPmU3QPFqhRuK0D1UcFJj1LHGmoC5/OBlfyWqTfOsvu8zXKCc7rTXRK/r76dz5EKAC+353QfNukaOe4GbyveD5Ex1SMHzsqOrPFqNnjD78dTX6RmvYVAzlqDeSL0M2KQBKWLEV3Fyy7fuXqmJT1wncSooIzAuz59S6X7FnwucPq8uGbVFg+euhsdWF87kDGGHRcyA4q9pxqa1xmhgvXJelIdmXSshCni5Nr4ofOV1HcmV5dkfhBB4c7A+6vrkYVVy0O6hFYFzKhyRpMPBw6utB5M4wTNzoQFzgWwUPfe5hRzqps334p8tdiBr/RH09txy3QsuoNhg9W5QrG1Vzzfa/8Hoj5dB9/btqIYOlzXh9vP83KF3jHQmedBSX7iTGdkCY8/ff/saWMj8ge/vHeJQVzyE+otXrkSKot5BndOuRGMBDvwvVhWgD4AILM/VpGYCaKp2osFIXAM3b/VOGAJbawQ2UTw49u1D/lzY6KLL/Iulbm3/zl5d2ybFwbOGrwAAMXBu2v+FvEfzl5cYGI0tFwIT2u7jD8QH3sjb26uq9IKWMR5Fu1NNiMEqErHb9tmUEMPDml0hZLQhzCBybs5tMz3DiEo3wzkHzHPzm2IeuwzGoiE4oTsZ7cP340uguHv22Ltb5/E5Qb3OCfi3fHb7DgsKHqRJaXQkaGx3/JN1zvTK3gCuNyNj0wDqw87ri5KvErk9BlKPVxCnR8CxGtTMoX2KgA5h1BOuT8pLuvHFw8W7zG2KAtGeNdLd7x1MXhOGY1sq4vKU40gMExOd449qkF7BE+rnJwh19ljqoN6/MCRT6Wc07IGyKU8BOe3yH6q1TKjqWhavw09WW6F8ZS5B3lryeq9kMYHh3X9bw3L6+7jB15CdrP7/v+ct+UEZ+15D5hEqZCWrHs2ooIK5xpN49WAd25FuOYWh3/FKquza5pUbLOHRaru5dlzMIpAK0wnnNZ3VCbAnWcCegF24Uspwp5WC4/yyrGL1inNN9Z+c26HfhmLn19zHWjlCYG1r95ir0BFqmHLEpKy56wphmpqtX1yOFtOG2nGA8bNtNnavPWFahCSstmWvq5kAtQrXyKQKiuqYUHlELTDZV2/TDsc8W+DXPmZPikRULI+pYLTqO3gNsS0x4rzdUiLdyG5Mw+53NiA7jd2Iev0l8d6B7SLf1L6xqSTVBG1N4dYSbEKOtEHQsOFxcdKh8X+Ns0P+H2ZV6ZIkZWXAdypWOeBw6e6M2523hFBmeQ8ABH2jcFXPuSgOtoOfCLCwupVQFlvqiHIhiyDRR5qcLofqtYoHrBd8PhbzmipUcze5SeVWlDT6v0Igz/gsuOSTJVyXzBu/oYM46byREsODH7L0yzShhOXte7jCBbCFJImxwyp6L7ijLSujoq19+pEh1RGoEWoI+DKOb+9L4j1K7cKTexp9HvO3Gy0Rkp4J+EU2cdksFdv+I53VOu210x+NyCJHso6NcsuZc+ybEdbrKEkmi74d1ft/B0EZwed3kcZM2yHZk64KYY2vgaQyb7G8kj2p+tPblmqQmcnzGq1ViBImGw1p0s132/FoZSjDEAM5OK2PQJnrASGDfNZ5wHzp5iQvA5ihbxvIzs/8+TG15YKZx3l+ZgJEds6MLGqSIsOkHVd22Kkv9JXEjkzNPJWhcF6G0O1NKmTGlcjhh+VZBxw209AlY1TpFUCdzAR3jZW7awDy0/7jKlW1/rqi/x/5mICvJwNp6qmTRstngi1sB0zx686pB/w3NGl8pajGtXYG+Iw0c5jcsfVvv4vfP8/9HJogew5nhY0so4mjHQptX3BBDZXgtMZlIlJJioqXhsTXQAAA/CU5qoaNaHHY9+T1xP3R1UdES154qSaSzxCOuYp1+u1Fg4JDnIxY+G6A2XNlsgSi5iDkUFlf9Q0hOZpHLYVo21sEMfU9Ov0k3ETAS6cYna2lMlA9sBebBns0VavcG0WNIcrE7oExxONMYTYW4O0GuYK8Ccom0WrTca5g8eFHdH89RoU3TPRoU5byD/02dYLJ0LIF4BYfqUy/4hxHlkWe6QifFdMbJ2LP+BhaUN08lIMgRjoiot2f/9mP6C29pGQSSoQvWZCLk7/Xeo+p+2FsoM7xiHZPSpfQ9vC2lFefwd/+twpJDO2gpVhGejpda0sfnAKNJ9fK+DTccSSKu8E9gJIrn5Mv8vycBD9SO0emc84qv9U/D+omoI9TCgpZOPkU2J9zezhKd1B/1qJVoAOUJX8nIWq+E9e38+Qxevm4H9YvSjTOaZKH9JacqcSQflFiA5c61Pspgs588kt30f1KcJn5eqLvKv77nOMCVS7zhhMNFwyddI1FOl1gMMnj78xFO6sp3FWwunk5rWgvLxtjhAe3gGctFFYjs7FodizqePLqymHGzk6orBKpdDvvfxnZYfeoUILzrRz2rq/wDBT/pkx8vI2V/KEnjEjG6soz+MiOc4EAMclroYcagh1ziSyXvJ91ruv2DnS0XWvtKu7iOVMJQlkX27E9Bw/DgawmavgH9tQnv10jM00bPnmDpxBuPyRjxcCR3pM8/DuONvWu7uxQo0ZVMNuQeh+0sl3r3SDljI3kAABLv8L07Rbklv/wpm5fOaBAx+eetLfbvKS0SlTUam8/8y03pWOrr5ywCQU9wvPcpqdAAEb8oXbiaivupl9dCvn3S97joMAgHko7QXd6VbEso23mkvGBFwOpju4YG/q8ciHL1F1wXtHhV5lyk62a4B2AntYhHI2ZQ4KFBtZB1WllGZ+3SPX25oLMLHB3TJVSAs5PyM/I8Zr5d1iNt9IiQYlTctfChwWWpdtkdg6ZCL4FvZKqytawA704tr9JzClaQYxUTc7Gcm8MIej9m113BkRqqf51kfOV4/TIv2ARGGwBVoGfLTiScCLfFVegtsFe6/rxaZ00QqhSS6EfZOV8LOY10TgytbuBTIkPWuCpl5z79bvaLV0ubfFmLGi91WV7YCljKZGwfXkskeA9MKSLgwEKzUslkZ1jG4Amc/0QiZN7BG4XfUYihk8y8QiVIKTEJxIgERcaTp2re5qns3HwX7I0OL4pVvopgsJIvS5WjkgrkATW88P7yIHlJcMgP72CcjMsSyMt1mWXjE75n1isYTducWUM6evF+CGCEVAqVtxujtT5WmvA0X+wHnIzpYyQbFBHgulZrfl+J4NAlDoPAkAJuN7aj/3p3nSXagras+VKK73rkZnARW2CU8eSdHCpb60FaxmQND/ECIV+iePOUc2oi/1Vm+xhAFTRMzgbi3OatbR2WMks1DjeOfz+l6NpYrfiAJ523Li4ZWrsebLuTg5sQ8NhwoweVA6GOIOMdnJqbJuALWYiyJY83hoOQJMepr/cDz8pjA+/6DOx78ffxp/HqKQADlFbJPo4qUYy7Yldru1SH+tZgRxZ01mT2dCfAz15f4Zq1ihknHCfKVZSg0gvce5RUHxO9yXltm3lTlsqvVAzCq0tlfGadQBJUxN8DdE7tJ8HQqn+pzxAHN8EuUTSvDC87gBGU4yzRMc6zLVCHuJ72z1rnZWwv5nkBjIJgsS2iN+g5ozGnlkEM4E1Gi022QfYsiMzZMC7WbhDiBIF8kHkAACXbAzYoaLeSymaHo20h6G+KjIBe9vx353X2Q4SLYbq4W/+P4pd+gWNHX4lXux/gR6bYlDinwZQftlRKdoZ42/h1MIgm6SmOG7K5xU7Hm9W/YUhNw9aWw6Uysq8QpepOPufQQxo2gc+Ce8dXxGMt4xF5svVyOLTtCv9oZgO2bmleJEULsUzoRKIwak6tOInpAD46MWiV5qRFjLf7BR8s9OMuUAj8gLnzyo2hKNDfO2EhpJ1v6VeDbodqa7mW0AzYgpoKv/PGE2xsYOxzp6o27riJjFQ1Lc18BMAd7PW11LCWdQJ0jU8k9AGdUFOz9IEmPrRJN6R6R+ErCoR0lRo/weCMnBMrkthfefy3ggk2juaY35TwtRDDItCorpLnmzonMDHfGnqcIQySIZn8PxGvNdjJtoLqWsKslr45uRUX7UWt9QVpO0yWzvAAahPf8iRzR9pEJC52YL9wbB6IrAqWkG5/2v6HjzL3LfSTwM3Pz2gybA69LNWj3HdJfckJImc4+SwLtaZ1T6fmYSAt9beJqG4QIZGBIzJeuV30cvMiSfN/des2v24sxcMXHAJxGW6UGYHOwgv+pzyNOpXqCnHOznPknW6WdjAaqBSxUeZxF5R0xwKkSGL4OdZkafF8rbisW/xwf2YJJw6wP2dtnIfBLh4X9BLO512wPZf7uOvSTIiI7hVYhtxQ+EAZS3UKaOhvChSW2kJytrNB80B9Pzr73PB+rmH0FrmiUlSBQRdy82qH7AUJaZadj5KlJvIG0WNEU3Quup98iX7SyNGnlkMpdlgY3iW+kzgyc+myy/Ij/2G5UKosWr0RanIw3/oa8dZmAUsxFMlk25RS2Pu0jTGL+SZyqsvcIDzy2cZo+CoKlUTx2OhCdFJUFrwYNOK0vll0gEXEWvCOeNjIlAYe9CfuWzBzEZhTUlto8LgBqE9/yMhwzC/EbX9KqoZm5Ycnb4DiUao28DmzTcX17g2GOlbL1DVirhlaYh8h6viG1eXojGyV3Vp33qwWB7Nktgq/E5XdwGSA73LWFGrYpxSiI4uOSDDhmNBab0RU5TNtNPFhpc8hd8x0Fa5uXHuARHCWCI9FK7SgOMUY+UPaH0yZhw++g4hT2xj12xIxoqay1387RHs+4BOcp8jRgDs6ntsGGjyn+fnxeR9pjWYQYc5QAGMTDb6ZTdKE3B5pBRCk5fznj0fdOdXSfJ+NMgaYqzhlnWR4ubALA1R0lDI/7vCleRvvOi578BGJLeiqzkDW5oH8O8IqEun1lDGENTSHOJ1BTn3WJhi+1feaMicOrpK+X8ilYeOMatSXfVrXUGHQEzxz+ISnJX1Au920tixz1BtqIZ91JEmPrxpuxLUmwZd2SkTdGQAQLdubsfHNxPap6K+zB3O4gkJ9jLkWrc5eRxPY79LI74aPQWAVzxujtZ8JstxwCwHv1wTw3oW4+LEQW9HayoSnlNMIhDkFTxBChIcTU0dmRiE5GCLwWekcsIr1O4jJirxRcb+++hZ0fnWNkA6QesEdAKhNEDpsfaIElapCuntjcDDbB2F1oygoFeYumtDhKjYw9jCZafBzbX6vhanx15rMlxbpm7mgSyieF03EhBbAqEfJw6FGjii84QNpJbC1cH7egR6GemHxNUDmoc/t1bT8TjBCOiZmJYIy4Wtn4J6BVxsnq73ma8Vlq5sIkYWMkadaOZkVyjfY5k3oQjstFluiGX8nlEnJ2+rMVVdySvw3hXi1fza28UolotH4A9gRoOB/jXpMHFB+Ms6ry1MVNu/9OCi9KHTaCt4OWSKr7243ySmzovpUs4sN+8XtYuR3siAKZx6TrRK9/S+JlcQ1wnzMNHwG3aAlm2fhfA/g1Ix9uTGL2Muox+TXa5VdjpYbujbaJQtpjDR8WdJ1aV/sJk+WVzOUMtagt3MNIxd/nTetEvUu5KUuhryE5/Kt5t0d/L1Jf376rwt+J7FFKhhw8Uox69Z1xuYQnUL+PoPH65wKryH/7cZpXsMAxF+sQYHKdhtV8U7TlYlMsdo2dW98R6hMG5+xCYjLNPKhiV5n8/pTTeyt6SEGDY/61b0dqtBO7S7MXNWL4XwSkJlZlaknqPknb32gXOuVqnzOMAXdi77oqUrcpG7C7tFttxXOGNb4uhQS8ADn3zsOLhgIN4MxbUkz+/PoYzf1aEqNAiKUMTR8vJdlm2wPETP1J/1JtRBhNHaZPB2kgFV7zU4Ucwx+OsEWHRVFf7uDU+2bOd2dqXpFvmMUudrrjYiDHNxp53PW3iQceqsoQtOa54Cnh89KsqvH9t3EPfQovZGWxwfD9PqLVZlRbv6e0M14KGb/5LBnRu3TGEv8JT4ralJLiSoVfKkCppRBKtQEUz+NAyzFaaDR4pdfTFq5QxYxhR5OTSgFjOWBAmvCQzZXbKREYnw7xEBwoRDbz61mP7bDyOmNU6roxIEsEEvozM1y1EIXSJIprysHiMOP0Bnj7Rk7Th2Obdh5uTw5OUQcEii6GuKORmhroOfi6yA1Xa2nHP+hLzOnPjbb/pDcjgSqLrrAB8yXPXVBCxxnPXBdA6ssphCLRX1YVFcAAKteEz3zBYxCZDd7O2IufeYblPb6kCoKr0J17PkfIcyisJBrlOZSSh8sKQhEZit2SdAxIhCJ2EqhlOPH2XmDV67/PmBlRAh5Y09qcaL/rB3sZtAcM8EGiXrgGOMYX4Sc/E09M4rsUvWQrNLRXlZ2/Sy2IJ9rxw9es+r4pyv5ec78VsV8aZwwHyoyagQGiLmd9iCD2WvqasXf90gLNSPtVxPRjXA6qIf1Z0q8eUFbTMnWrX8+6ITDFRyk3Q5Hh2hPCTsizXTXwyNJAKWvRNhTgCgHOT8YzYt75F4otVkRBi3Ldj5KCYd19WG5VcX00nuFPTMHc30SEwo+mU7Dw4gheyj8tbe+iDAx81el0CdLgkD/sBxGZ3lroimqk+XDcaa+mocAGmJOiyXE1U/5RQGM7pcM09Wk0As9D/s5tkajUsFstBfK4b/BQEaYby0By/Fwyu5bYVsH/O8GVE5HMX4U5ItEnMAHY8VeHKI/nfy24d48JCn04Ks8JPodpFHn85TkNxukXyJTKwiK+PshuQ3RXNOdfjYjd3ZXW5Ozyg2z6hurahqRTegieFJK9AAAAAAAo2ZEMe3sOE/R4JRocq5jkVmU2vygz2liajY6eHZ+TJJ0qhbld8AAAQEo6v2Jjianaxkm6hOK1iqIHBndLrqpor2LbP+7cgDmIaBFVqwWcU4AAAAAAAAAAAAAAAAAAAAAAAAAAAA="/&gt;&lt;figcaption&gt;Edici&#xF3;n original &#xB7; P&#xE1;gina 8&lt;/figcaption&gt;&lt;/figure&gt;&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina inicial 9 del manual original" loading="lazy" 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"/&gt;&lt;figcaption&gt;Edici&#xF3;n original &#xB7; P&#xE1;gina 9&lt;/figcaption&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/details&gt;&lt;/div&gt;&#xD;
&lt;div hidden="" id="c26-results"&gt;&lt;div class="c26-bread"&gt;&lt;button data-c26-home="" type="button"&gt;Inicio&lt;/button&gt;&lt;span&gt;&#x203A;&lt;/span&gt;Resultados de b&#xFA;squeda&lt;/div&gt;&lt;div class="c26-section-top"&gt;&lt;div&gt;&lt;span class="c26-label"&gt;BUSCADOR DEL MANUAL&lt;/span&gt;&lt;h2 id="c26-searchtitle"&gt;Resultados de b&#xFA;squeda&lt;/h2&gt;&lt;p&gt;Busca cap&#xED;tulos, apartados y texto disponible en esta demostraci&#xF3;n.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;form class="c26-searchform" data-c26-searchform="" style="box-shadow:none;border:1px solid #e2e9e4;margin-bottom:18px;max-width:none"&gt;&lt;svg aria-hidden="true" fill="none" height="21" stroke="#60796b" stroke-width="2" viewbox="0 0 24 24" width="21"&gt;&lt;circle cx="10.5" cy="10.5" r="6.5"&gt;&lt;/circle&gt;&lt;path d="m16 16 5 5"&gt;&lt;/path&gt;&lt;/svg&gt;&lt;input aria-label="Buscar en el manual" data-c26-searchbox="" placeholder="Buscar otra palabra..." required="" type="search"/&gt;&lt;button type="submit"&gt;Buscar &#x2192;&lt;/button&gt;&lt;/form&gt;&lt;div aria-live="polite" class="c26-searchres" id="c26-searchres"&gt;&lt;/div&gt;&lt;div class="c26-note"&gt;&lt;span&gt;i&lt;/span&gt;&lt;span&gt;La b&#xFA;squeda incluye los 26 t&#xED;tulos del &#xED;ndice y el texto transcrito del cap&#xED;tulo de pr&#xE1;cticas. Tras incorporar los dem&#xE1;s cap&#xED;tulos buscar&#xE1; tambi&#xE9;n en su contenido.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&#xD;
&lt;div hidden="" id="c26-chapter"&gt;&lt;div class="c26-bread"&gt;&lt;button data-c26-home="" type="button"&gt;Inicio&lt;/button&gt;&lt;span&gt;&#x203A;&lt;/span&gt;&lt;span id="c26-crumb"&gt;&lt;/span&gt;&lt;/div&gt;&lt;article class="c26-panel"&gt;&lt;div class="c26-panel-head"&gt;&lt;div&gt;&lt;span class="c26-label"&gt;MANUAL DEL NUEVO FUNCIONARIO &#xB7; 2026&#x2013;2027&lt;/span&gt;&lt;h2 id="c26-title"&gt;&lt;/h2&gt;&lt;p id="c26-desc"&gt;&lt;/p&gt;&lt;/div&gt;&lt;span class="c26-big-num" id="c26-bignum"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="c26-tagline"&gt;&lt;span&gt;CSIF&lt;/span&gt; Contenido elaborado por CSIF Educaci&#xF3;n Arag&#xF3;n&lt;/div&gt;&lt;div class="c26-actions"&gt;&lt;button class="c26-action" data-c26-share="email" type="button"&gt;&#x2709; Correo&lt;/button&gt;&lt;button class="c26-action is-primary" data-c26-share="whatsapp" type="button"&gt;&#x25C9; WhatsApp&lt;/button&gt;&lt;button class="c26-action" data-c26-share="copy" type="button"&gt;&#x2197; Copiar enlace&lt;/button&gt;&lt;/div&gt;&lt;div id="c26-chapterbody"&gt;&lt;section aria-label="Cap&#xED;tulo 1" class="c26-static-readable" data-c26-static-chapter="0" id="c26-text-cap01"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;Tu nombramiento como funcionario/a en pr&#xE1;cticas es oficial desde el 18 de agosto de 2026, fecha de publicaci&#xF3;n en el BOA de la ORDEN ECU/1208/2026, de 30 de julio. Con esta publicaci&#xF3;n pasas a formar parte del cuerpo docente para el que superaste la oposici&#xF3;n, iniciando as&#xED; una nueva etapa profesional.&lt;/p&gt;&#xD;
&lt;p&gt;Este nombramiento tiene efectos econ&#xF3;micos y administrativos desde el 1 de septiembre de 2026.&lt;/p&gt;&#xD;
&lt;p&gt;Para realizar la fase de pr&#xE1;cticas se te ha asignado un destino provisional en un centro educativo. Es imprescindible incorporarte en la fecha indicada, ya que la no incorporaci&#xF3;n se interpreta como renuncia a la plaza obtenida.&lt;/p&gt;&#xD;
&lt;p&gt;Este destino es &#xFA;nicamente provisional. Hasta obtener tu primer destino definitivo, continuar&#xE1;s ocupando destinos con car&#xE1;cter provisional y tendr&#xE1;s la obligaci&#xF3;n de participar en los sucesivos concursos de traslados que se convoquen.&lt;/p&gt;&#xD;
&lt;p&gt;Los concursos de traslados de &#xE1;mbito estatal se convocan con car&#xE1;cter bienal. En los cursos en los que no se celebra concurso estatal, Arag&#xF3;n puede convocar un procedimiento de &#xE1;mbito auton&#xF3;mico.&lt;/p&gt;&#xD;
&lt;p&gt;Tu primer destino definitivo debe obtenerse en Arag&#xF3;n, por lo que deber&#xE1;s participar obligatoriamente en la primera convocatoria del concurso de traslados que se efect&#xFA;e. Como funcionario/a en pr&#xE1;cticas participar&#xE1;s con cero puntos, y los destinos se adjudicar&#xE1;n siguiendo rigurosamente el orden de la lista resultante del procedimiento selectivo.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Fase de pr&#xE1;cticas&lt;/h3&gt;&#xD;
&lt;p&gt;La fase de pr&#xE1;cticas tiene como finalidad comprobar la aptitud para la docencia de los candidatos seleccionados. Est&#xE1; regulada por la RESOLUCI&#xD3;N de 4 de agosto de 2026 (BOA de 19 de agosto de 2026).&lt;/p&gt;&#xD;
&lt;p&gt;Para el profesorado que se incorpor&#xF3; el 1 de septiembre de 2026, las pr&#xE1;cticas se considerar&#xE1;n concluidas el 1 de febrero de 2027, con una duraci&#xF3;n total de cinco meses. Estas pr&#xE1;cticas podr&#xE1;n realizarse en puestos o sustituciones de profesorado correspondientes a su especialidad.&lt;/p&gt;&#xD;
&lt;p&gt;Durante este periodo, quienes se encuentren en situaciones de baja por embarazo, maternidad, paternidad o adopci&#xF3;n deber&#xE1;n completar m&#xE1;s de tres meses del curso escolar para que su proceso pueda ser valorado por la Comisi&#xF3;n de calificaci&#xF3;n.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Comisiones calificadoras&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;En cada Servicio Provincial se constituir&#xE1; una Comisi&#xF3;n calificadora, formada por:&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; La Jefatura de la Inspecci&#xF3;n, que ejercer&#xE1; la presidencia.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Una persona funcionaria de la Unidad de Programas Educativos.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Una persona del cuerpo de Inspectores de Educaci&#xF3;n.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Dos personas que ocupen cargos de Direcci&#xF3;n de centros, designados por la Direcci&#xF3;n del&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Servicio Provincial.&lt;/h3&gt;&#xD;
&lt;p&gt;La constituci&#xF3;n de estas comisiones deber&#xE1; realizarse antes del 15 de septiembre de 2026, siempre con la presencia de todos sus miembros (salvo circunstancias especiales). Se levantar&#xE1; un acta de constituci&#xF3;n, que deber&#xE1; remitirse a la Direcci&#xF3;n General en materia de personal en un plazo de diez d&#xED;as. Si alg&#xFA;n miembro causa baja justificada, ser&#xE1; sustituido.&lt;/p&gt;&#xD;
&lt;p&gt;Estas comisiones se encargan de organizar las actividades de formaci&#xF3;n e inserci&#xF3;n, de nombrar al profesorado tutor y de evaluar al personal en pr&#xE1;cticas al t&#xE9;rmino del proceso.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;El profesorado tutor&lt;/h3&gt;&#xD;
&lt;p&gt;Cada aspirante ser&#xE1; tutelado por un profesor/a del centro designado por la Comisi&#xF3;n calificadora a propuesta de la direcci&#xF3;n. Se elegir&#xE1;, siempre que sea posible, a un docente con al menos cinco a&#xF1;os de experiencia como funcionario/a de carrera, que destaque por su dedicaci&#xF3;n y eficiencia.&lt;/p&gt;&#xD;
&lt;p&gt;Las funciones del tutor/a consisten en asesorar, informar y evaluar al funcionario/a en pr&#xE1;cticas seg&#xFA;n lo indicado en la Resoluci&#xF3;n. El tutor/a asistir&#xE1;, al menos, a dos clases del aspirante para comprobar su desempe&#xF1;o y ofrecer orientaci&#xF3;n. Al final del periodo de pr&#xE1;cticas, elaborar&#xE1; un cuestionario y un informe de valoraci&#xF3;n que remitir&#xE1; al inspector/a responsable de la evaluaci&#xF3;n.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Actividades de inserci&#xF3;n y de formaci&#xF3;n&lt;/h3&gt;&#xD;
&lt;p&gt;Las actividades de inserci&#xF3;n en el puesto de trabajo abarcan aspectos como la programaci&#xF3;n de aula, la evaluaci&#xF3;n del alumnado, el conocimiento de los &#xF3;rganos de gobierno y participaci&#xF3;n, la coordinaci&#xF3;n did&#xE1;ctica y, especialmente, la tutor&#xED;a del alumnado.&lt;/p&gt;&#xD;
&lt;p&gt;Las actividades de formaci&#xF3;n, organizadas por la Direcci&#xF3;n General de Formaci&#xF3;n del Profesorado a trav&#xE9;s de CATEDU, tendr&#xE1;n una duraci&#xF3;n m&#xED;nima de 20 horas y se desarrollar&#xE1;n a lo largo de la fase de pr&#xE1;cticas. Podr&#xE1;n aceptarse otras actividades espec&#xED;ficas de manera excepcional. Los contenidos abarcan tanto la did&#xE1;ctica de la especialidad como temas generales: proyectos educativos y curriculares, evaluaci&#xF3;n, tutor&#xED;a y atenci&#xF3;n a la diversidad.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Evaluaci&#xF3;n del profesorado en pr&#xE1;cticas&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;La evaluaci&#xF3;n distingue dos modalidades:&lt;/h3&gt;&#xD;
&lt;p&gt;1. Modalidad 1: Personal sin experiencia docente previa o con menos de dos cursos continuados&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;(o 20 meses discontinuos) como interino en Arag&#xF3;n.&lt;/h3&gt;&#xD;
&lt;p&gt;o Informes del tutor/a, la direcci&#xF3;n del centro y la Inspecci&#xF3;n.&lt;/p&gt;&#xD;
&lt;p&gt;o Elaboraci&#xF3;n de una memoria de pr&#xE1;cticas.&lt;/p&gt;&#xD;
&lt;p&gt;o Superaci&#xF3;n de un curso de formaci&#xF3;n espec&#xED;fico (m&#xED;nimo 20 horas).&lt;/p&gt;&#xD;
&lt;p&gt;o Evaluaci&#xF3;n en el aula por parte de la Inspecci&#xF3;n.&lt;/p&gt;&#xD;
&lt;p&gt;2. Modalidad 2: Personal con experiencia docente previa igual o superior a dos cursos&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;continuados (o 20 meses discontinuos) como interino en Arag&#xF3;n.&lt;/h3&gt;&#xD;
&lt;p&gt;o Informes del tutor/a y de la direcci&#xF3;n del centro.&lt;/p&gt;&#xD;
&lt;p&gt;o Elaboraci&#xF3;n de una memoria de pr&#xE1;cticas.&lt;/p&gt;&#xD;
&lt;p&gt;o Superaci&#xF3;n de un curso de formaci&#xF3;n espec&#xED;fico (m&#xED;nimo 20 horas).&lt;/p&gt;&#xD;
&lt;p&gt;o Informe de la Inspecci&#xF3;n sobre la memoria de pr&#xE1;cticas.&lt;/p&gt;&#xD;
&lt;p&gt;o Si los informes del tutor/a o la direcci&#xF3;n fueran negativos, o si la Inspecci&#xF3;n lo considera&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;necesario, se aplicar&#xE1; la Modalidad 1.&lt;/h3&gt;&#xD;
&lt;p&gt;La memoria de pr&#xE1;cticas, seg&#xFA;n el modelo del Anexo I de la Resoluci&#xF3;n, debe entregarse en el centro al finalizar la fase y remitirse a la Inspecci&#xF3;n hasta el 5 de febrero de 2027. Es un requisito imprescindible para la evaluaci&#xF3;n, y podr&#xE1; ser devuelta para correcciones si no cumple los requisitos formales.&lt;/p&gt;&#xD;
&lt;p&gt;El tutor/a y la direcci&#xF3;n elaborar&#xE1;n sus informes seg&#xFA;n los Anexos II y III, que se remitir&#xE1;n tambi&#xE9;n a la Inspecci&#xF3;n hasta el 5 de febrero de 2027. La Direcci&#xF3;n del Servicio Provincial designar&#xE1; a un inspector/a responsable de cada aspirante.&lt;/p&gt;&#xD;
&lt;p&gt;En la Modalidad 1, el inspector/a visitar&#xE1; el aula y, tras recibir la memoria y los informes del tutor y la direcci&#xF3;n, emitir&#xE1; su propio informe (Anexo IV), que ser&#xE1; el referente principal para la Comisi&#xF3;n calificadora. En la Modalidad 2, no es necesaria la visita al aula; el inspector/a emitir&#xE1; un informe (Anexo V) basado en los informes del tutor, de la direcci&#xF3;n y en la memoria de pr&#xE1;cticas.&lt;/p&gt;&#xD;
&lt;p&gt;Los informes del tutor, la direcci&#xF3;n y la Inspecci&#xF3;n se expresar&#xE1;n en los t&#xE9;rminos &#x201C;Satisfactorio&#x201D; o &#x201C;No Satisfactorio&#x201D;. Con toda esta informaci&#xF3;n, la Comisi&#xF3;n calificadora emitir&#xE1; su juicio final en t&#xE9;rminos de &#x201C;Apto&#x201D; o &#x201C;No Apto&#x201D;.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Acta final y cierre de la fase&lt;/h3&gt;&#xD;
&lt;p&gt;Las comisiones no podr&#xE1;n redactar acta definitiva sin la presencia de la presidencia y de al menos la mitad de los miembros. El acta final, con la relaci&#xF3;n de aspirantes y su calificaci&#xF3;n, se enviar&#xE1; a la Direcci&#xF3;n General competente antes del 26 de marzo de 2027.&lt;/p&gt;&#xD;
&lt;p&gt;Quienes resulten &#x201C;No Apto&#x201D; podr&#xE1;n incorporarse a la fase de pr&#xE1;cticas en la siguiente convocatoria. Si no hubiera convocatoria en su cuerpo y especialidad ese a&#xF1;o, se incorporar&#xE1;n al curso siguiente. Una segunda calificaci&#xF3;n de &#x201C;No Apto&#x201D; supondr&#xE1; la p&#xE9;rdida de todos los derechos al nombramiento como funcionario/a de carrera.&lt;/p&gt;&#xD;
&lt;p&gt;Las pr&#xE1;cticas se dar&#xE1;n por finalizadas cuando el aspirante haya prestado servicios durante el periodo requerido, haya sido evaluado por la Comisi&#xF3;n y figure en el acta final, aunque seguir&#xE1; desempe&#xF1;ando su labor docente hasta su nombramiento como funcionario/a de carrera.&lt;/p&gt;&#xD;
&lt;p&gt;En el caso de aspirantes pendientes de valoraci&#xF3;n o con servicios inferiores al periodo establecido, las Comisiones permanecer&#xE1;n constituidas hasta el 30 de junio de 2027, remitiendo actas mensuales. Por &#xFA;ltimo, estar&#xE1;n exentos de la fase de pr&#xE1;cticas quienes ya hayan prestado servicios como personal funcionario docente de carrera durante, al menos, un curso escolar.&lt;/p&gt;&#xD;
&lt;p&gt;Puedes acceder a la grabaci&#xF3;n de nuestra webinar escaneando o haciendo clic en el c&#xF3;digo QR.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Nombramiento de funcionario de carrera&lt;/h3&gt;&#xD;
&lt;p&gt;Una vez superada la fase de pr&#xE1;cticas, si has sido declarado/a apto/a y cumples los requisitos establecidos en la convocatoria, el Departamento de Educaci&#xF3;n, Ciencia y Universidades del Gobierno de Arag&#xF3;n aprobar&#xE1; el expediente del procedimiento selectivo y lo publicar&#xE1; en el Bolet&#xED;n Oficial de Arag&#xF3;n.&lt;/p&gt;&#xD;
&lt;p&gt;Posteriormente, la Direcci&#xF3;n General de Personal remitir&#xE1; al Ministerio de Educaci&#xF3;n, Formaci&#xF3;n Profesional y Deportes la relaci&#xF3;n del personal ingresado, a efectos de su nombramiento como funcionario/a de carrera y de la expedici&#xF3;n de los correspondientes t&#xED;tulos.&lt;/p&gt;&#xD;
&lt;p&gt;Para quienes superen la fase de pr&#xE1;cticas durante el curso 2026-2027, el nombramiento como funcionario/a de carrera tendr&#xE1; efectos desde el 1 de septiembre de 2027.&lt;/p&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 2" class="c26-static-readable" data-c26-static-chapter="1" id="c26-text-cap02"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;Desde el 1 de enero de 2011, el personal de nuevo ingreso en los cuerpos docentes que anteriormente estaban incluidos en el R&#xE9;gimen de Clases Pasivas queda integrado en el R&#xE9;gimen General de la Seguridad Social a efectos de pensiones, conforme al Real Decreto-ley 13/2010, de 3 de diciembre (BOE 03/12/2010)&lt;/p&gt;&#xD;
&lt;p&gt;Esto significa que tus pensiones de jubilaci&#xF3;n, incapacidad permanente y muerte y supervivencia se regir&#xE1;n por la normativa del R&#xE9;gimen General y ser&#xE1;n gestionadas por el Instituto Nacional de la Seguridad Social (INSS). La Administraci&#xF3;n te dar&#xE1; de alta en este r&#xE9;gimen y en tu n&#xF3;mina se aplicar&#xE1; la cotizaci&#xF3;n correspondiente a la Seguridad Social.&lt;/p&gt;&#xD;
&lt;p&gt;Al mismo tiempo, estar&#xE1;s integrado obligatoriamente en MUFACE para la asistencia sanitaria, la prestaci&#xF3;n farmac&#xE9;utica, los subsidios por incapacidad y las dem&#xE1;s prestaciones propias del mutualismo administrativo, por lo que tambi&#xE9;n aportar&#xE1;s la cuota correspondiente a MUFACE. La denominaci&#xF3;n y organizaci&#xF3;n actuales de la Mutualidad General de Funcionarias y Funcionarios Civiles del Estado, O.A. (MUFACE), fueron actualizadas por el Real Decreto 466/2026, de 10 de junio (BOE 12/06/2026), que modific&#xF3; el Real Decreto 577/1997, de 18 de abril, norma que contiene actualmente su Estatuto.&lt;/p&gt;&#xD;
&lt;p&gt;La cotizaci&#xF3;n a MUFACE se regula en la normativa presupuestaria vigente. Mientras contin&#xFA;e la pr&#xF3;rroga de los Presupuestos Generales del Estado para 2023, resultan de aplicaci&#xF3;n las cuant&#xED;as previstas en la Ley 31/2022, de 23 de diciembre (BOE 24/12/2022), sin perjuicio de las actualizaciones que puedan aprobarse.&lt;/p&gt;&#xD;
&lt;p&gt;La cuota mensual se calcula sobre la base de cotizaci&#xF3;n anual y se paga en 14 mensualidades (paga extraordinaria en junio y diciembre). Actualmente, las cuotas vigentes de MUFACE son:&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Grupo A1: 51,68 &#x20AC;&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Grupo A2: 40,68 &#x20AC;&lt;/p&gt;&#xD;
&lt;p&gt;La organizaci&#xF3;n de MUFACE se articula a trav&#xE9;s de la Presidencia, el Consejo General y la Direcci&#xF3;n, conforme al Real Decreto 466/2026, de 10 de junio (BOE de 12/06/2026).&lt;/p&gt;&#xD;
&lt;p&gt;CSIF est&#xE1; representado en el Consejo General de MUFACE, donde participa en el seguimiento y valoraci&#xF3;n de las prestaciones y servicios del mutualismo administrativo.&lt;/p&gt;&#xD;
&lt;p&gt;Para ampliar informaci&#xF3;n y consultar las prestaciones vigentes puedes visitar la web oficial www.muface.es&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Prestaciones sanitarias&lt;/h3&gt;&#xD;
&lt;p&gt;Seg&#xFA;n la Resoluci&#xF3;n de 30 de abril de 2025, de la Mutualidad General de Funcionarios Civiles del Estado, (BOE 01/05/2025), MUFACE garantiza la asistencia sanitaria en todo el territorio nacional mediante conciertos con entidades de seguro para el periodo 2025&#x2013;2027. El concierto est&#xE1; vigente hasta el 31 de diciembre de 2027.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Asistencia M&#xE9;dico-Quir&#xFA;rgica&lt;/h3&gt;&#xD;
&lt;p&gt;La asistencia sanitaria se presta a trav&#xE9;s de los conciertos que suscribe MUFACE con el Sistema Sanitario P&#xFA;blico (INSS) y con entidades aseguradoras privadas. Para el periodo 2025-2027, estas entidades son:&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; ASISA, Asistencia Sanitaria Interprovincial de Seguros, S.A.U.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; SEGURCAIXA ADESLAS, Sociedad An&#xF3;nima de Seguros y Reaseguros&lt;/p&gt;&#xD;
&lt;p&gt;En el momento de la afiliaci&#xF3;n inicial, el mutualista debe elegir la opci&#xF3;n que prefiera (INSS o una de las aseguradoras).&lt;/p&gt;&#xD;
&lt;p&gt;El cambio de entidad puede realizarse en las dos ventanas ordinarias de enero y junio de cada a&#xF1;o, pudiendo cambiar entre entidades concertadas o entre estas y el Sistema Sanitario P&#xFA;blico.&lt;/p&gt;&#xD;
&lt;p&gt;Fuera de estos periodos tambi&#xE9;n podr&#xE1; autorizarse el cambio en los supuestos tasados previstos por MUFACE.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Asistencia Sanitaria en el Extranjero&lt;/h3&gt;&#xD;
&lt;p&gt;MUFACE ofrece cobertura sanitaria en el extranjero tanto para determinados destinos en el exterior &#x2014;incluido el profesorado visitante&#x2014; como para los desplazamientos temporales. En estos &#xFA;ltimos existen diferentes sistemas de cobertura en funci&#xF3;n del pa&#xED;s y de las circunstancias del desplazamiento.&lt;/p&gt;&#xD;
&lt;p&gt;Adem&#xE1;s, puedes solicitar la Tarjeta Sanitaria Europea (TSE) y el Certificado Provisional Sustitutorio (CPS), que permiten acceder a la asistencia sanitaria p&#xFA;blica necesaria durante estancias temporales en los pa&#xED;ses incluidos en su &#xE1;mbito de aplicaci&#xF3;n. La TSE tiene actualmente una vigencia de dos a&#xF1;os y el CPS puede obtenerse de forma inmediata a trav&#xE9;s de la sede electr&#xF3;nica o la App de MUFACE.&lt;/p&gt;&#xD;
&lt;p&gt;Antes de viajar, es recomendable acudir a tu sede de MUFACE o a CSIF para recibir orientaci&#xF3;n personalizada.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Prestaci&#xF3;n farmac&#xE9;utica&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; En centros sanitarios y de urgencia: medicamentos gratuitos. &#x2022; En farmacias: la aportaci&#xF3;n general de las personas mutualistas de MUFACE es del 30 % del&lt;/p&gt;&#xD;
&lt;p&gt;precio de venta al p&#xFA;blico, r&#xE9;gimen que se mantiene expresamente tras la entrada en vigor del Real Decreto-ley 11/2026, de 12 de mayo (BOE 13/05/2026), por el que se modifica la aportaci&#xF3;n de los usuarios y sus beneficiarios en la prestaci&#xF3;n farmac&#xE9;utica ambulatoria. &#x2022; En los productos de aportaci&#xF3;n reducida, la participaci&#xF3;n es del 10 %, con un m&#xE1;ximo de 4,98&lt;/p&gt;&#xD;
&lt;p&gt;&#x20AC; por envase. Los productos diet&#xE9;ticos y las tiras reactivas de glucemia est&#xE1;n exentos de aportaci&#xF3;n. &#x2022; Desde el 16 de junio de 2026, la receta electr&#xF3;nica concertada de MUFACE (SIREM) est&#xE1;&lt;/p&gt;&#xD;
&lt;p&gt;disponible en todo el territorio nacional. Su incorporaci&#xF3;n por parte de m&#xE9;dicos y centros de ASISA y ADESLAS contin&#xFA;a realiz&#xE1;ndose progresivamente. &#x25AA; Esta receta electr&#xF3;nica es interoperable: la medicaci&#xF3;n prescrita electr&#xF3;nicamente puede&lt;/p&gt;&#xD;
&lt;p&gt;retirarse en cualquier farmacia del territorio nacional, con independencia de la comunidad aut&#xF3;noma en la que se haya realizado la prescripci&#xF3;n. &#x25AA; Durante esta implantaci&#xF3;n progresiva, la receta electr&#xF3;nica convivir&#xE1; temporalmente con&lt;/p&gt;&#xD;
&lt;p&gt;el talonario de recetas en papel. &#x2022; Otras prestaciones: dispensaci&#xF3;n en hospitales y centros con cargo a la entidad, as&#xED; como&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;reintegro de gastos de farmacia y productos diet&#xE9;ticos.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Prestaciones Sanitarias complementarias&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Prestaciones dentarias: dentaduras, piezas, empastes, implantes, ortodoncia, endodoncia,&lt;/p&gt;&#xD;
&lt;p&gt;etc. &#x2022; Prestaciones oculares: gafas, cristales, lentillas, lentes terap&#xE9;uticas, ayudas &#xF3;pticas. &#x2022; Otras prestaciones: aud&#xED;fonos, colchones o colchonetas antiescaras, laring&#xF3;fono. &#x2022; Material ortoprot&#xE9;sico: pr&#xF3;tesis externas, sillas de ruedas, ortesis, pr&#xF3;tesis especiales.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;* Ayudas econ&#xF3;micas sujetas a los baremos establecidos.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Prestaciones sociales&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Incapacidad&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Subsidio por incapacidad temporal. &#x2022; Reconocimiento m&#xE9;dico en caso de denegaci&#xF3;n de licencia por incapacidad temporal. &#x2022; Prestaci&#xF3;n por gran invalidez. &#x2022; Indemnizaci&#xF3;n por lesiones permanentes no invalidantes. &#x2022; Procedimiento para el reconocimiento de los derechos derivados de enfermedad profesional&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;y de accidente en acto de servicio.&lt;/h3&gt;&#xD;
&lt;p&gt;A partir del d&#xED;a 91 de la situaci&#xF3;n de incapacidad temporal se genera el derecho a solicitar el subsidio que abona MUFACE. Desde el 1 de septiembre de 2026, las citaciones para reconocimientos m&#xE9;dicos relacionados con la incapacidad temporal se comunican mediante SMS al tel&#xE9;fono m&#xF3;vil del mutualista, inform&#xE1;ndole de la disponibilidad de la correspondiente notificaci&#xF3;n electr&#xF3;nica. Este sistema se aplica tanto a mutualistas de opci&#xF3;n sanitaria p&#xFA;blica como concertada&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Subsidio por riesgo durante el embarazo y riesgo durante la lactancia natural&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Subsidio por riesgo durante el embarazo. &#x2022; Subsidio por riesgo durante la lactancia natural.&lt;/p&gt;&#xD;
&lt;p&gt;Estas prestaciones se reconocen cuando, por las caracter&#xED;sticas del puesto de trabajo, existe un riesgo para la mutualista, el feto o el lactante y no resulta posible un cambio a otro puesto compatible. A partir del d&#xED;a 91 en situaci&#xF3;n de riesgo durante el embarazo o durante la lactancia natural se genera el derecho a solicitar el correspondiente subsidio a MUFACE.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Familiares&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Prestaci&#xF3;n por hijo, hija o menor en acogimiento a cargo con discapacidad. En 2026, las&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;cuant&#xED;as mensuales son:&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; 83,33 &#x20AC; para menores de 18 a&#xF1;os con un grado de discapacidad igual o superior al 33 %.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; 496,90 &#x20AC; para mayores de 18 a&#xF1;os con un grado de discapacidad igual o superior al 65 %.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; 745,20 &#x20AC; para mayores de 18 a&#xF1;os con un grado de discapacidad igual o superior al 75 % y&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;necesidad de ayuda de otra persona.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Prestaci&#xF3;n econ&#xF3;mica de pago &#xFA;nico por parto o adopci&#xF3;n m&#xFA;ltiples. En 2026, su cuant&#xED;a es&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;de:&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; 4.884 &#x20AC; en caso de dos menores.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; 9.768 &#x20AC; en caso de tres.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; 14.652 &#x20AC; cuando sean cuatro o m&#xE1;s. Los menores con discapacidad igual o superior al 33 % computan el doble a estos efectos. &#x2022; Subsidio especial en caso de parto, adopci&#xF3;n o acogimiento m&#xFA;ltiples. Es compatible con la&lt;/p&gt;&#xD;
&lt;p&gt;prestaci&#xF3;n econ&#xF3;mica de pago &#xFA;nico anterior y su cuant&#xED;a se calcula en funci&#xF3;n de la base de&lt;/p&gt;&#xD;
&lt;p&gt;cotizaci&#xF3;n y del n&#xFA;mero de menores nacidos, adoptados o acogidos simult&#xE1;neamente a partir del segundo.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Ayudas de Protecci&#xF3;n Sociosanitaria&lt;/h3&gt;&#xD;
&lt;p&gt;La Resoluci&#xF3;n de 21 de abril de 2026 (BOE 28/04/2026) regula las ayudas de protecci&#xF3;n sociosanitaria para 2026. Las solicitudes pueden presentarse hasta el 31 de diciembre de 2026.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Ayudas para facilitar la autonom&#xED;a personal.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Ayudas para la atenci&#xF3;n de personas con enfermedad psiqui&#xE1;trica cr&#xF3;nica: hasta 87 &#x20AC; por d&#xED;a&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;de internamiento, con el l&#xED;mite del coste abonado.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Ayudas para la atenci&#xF3;n a la drogodependencia y otras adicciones: hasta 250 &#x20AC; al mes.&lt;/p&gt;&#xD;
&lt;p&gt;Incluyen tratamientos de drogodependencias y determinadas adicciones comportamentales, como juegos de apuesta, videojuegos y otras vinculadas a nuevas tecnolog&#xED;as.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Ayudas para estancias temporales en residencias asistidas o en centros de d&#xED;a y de noche:&lt;/p&gt;&#xD;
&lt;p&gt;entre 650 y 908 &#x20AC; mensuales, en funci&#xF3;n de la capacidad econ&#xF3;mica, con un l&#xED;mite de tres meses durante 2026.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Ayudas para personas con enfermedad cel&#xED;aca: 400 &#x20AC; anuales.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Ayudas para personas con enfermedad oncol&#xF3;gica.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Ayudas de prolongaci&#xF3;n de efectos de ayudas anteriores por situaci&#xF3;n de dependencia.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Otras Ayudas Sociales&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Subsidio de jubilaci&#xF3;n. &#x2022; Subsidio por defunci&#xF3;n: prestaci&#xF3;n de pago &#xFA;nico por fallecimiento del mutualista. &#x2022; Ayuda de sepelio: pago &#xFA;nico por fallecimiento de un beneficiario. &#x2022; Becas de estudio para mutualistas. &#x2022; Becas de estudio con cargo al Legado Casado de la Fuente. &#x2022; Ayudas asistenciales: destinadas, entre otros supuestos, a compensar determinados gastos&lt;/p&gt;&#xD;
&lt;p&gt;de copago farmac&#xE9;utico y a atender situaciones excepcionales de necesidad no cubiertas por otras prestaciones. Est&#xE1;n sujetas a convocatoria anual y a los requisitos econ&#xF3;micos establecidos en cada convocatoria.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Ayuda a mujeres v&#xED;ctimas de violencia de g&#xE9;nero&lt;/h3&gt;&#xD;
&lt;p&gt;MUFACE contempla asimismo una ayuda econ&#xF3;mica espec&#xED;fica para mujeres v&#xED;ctimas de violencia de g&#xE9;nero pertenecientes al colectivo mutualista. Se trata de una prestaci&#xF3;n de pago &#xFA;nico cuya cuant&#xED;a, requisitos y periodo de gastos protegidos se determinan en la correspondiente convocatoria.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Otros servicios&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Pr&#xE9;stamo hipotecario para adquisici&#xF3;n de vivienda.&lt;/p&gt;&#xD;
&lt;p&gt;MUFACE mantiene un convenio con BBVA que permite a las personas mutualistas acceder a pr&#xE9;stamos hipotecarios en condiciones preferentes. Desde el 6 de abril de 2026, las principales condiciones son: &#x25AA; Tipo de inter&#xE9;s del 2,40 % con n&#xF3;mina domiciliada y del 2,65 % sin n&#xF3;mina domiciliada. &#x25AA; Plazo m&#xE1;ximo de 30 a&#xF1;os.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; Bonificaci&#xF3;n de 860 &#x20AC; al titular del pr&#xE9;stamo. &#x25AA; Financiaci&#xF3;n de hasta el 80 % del valor de la primera vivienda y hasta el 70 % en el caso de&lt;/p&gt;&#xD;
&lt;p&gt;una segunda vivienda. BBVA ofrece adem&#xE1;s a los mutualistas otras condiciones especiales, entre ellas una oferta vinculada a inversiones en sostenibilidad, como instalaciones de paneles solares o actuaciones destinadas a mejorar la eficiencia energ&#xE9;tica. &#x2022; Servicios de podolog&#xED;a&lt;/p&gt;&#xD;
&lt;p&gt;MUFACE mantiene un convenio con el Consejo General de Colegios Oficiales de Pod&#xF3;logos que permite a las personas mutualistas y beneficiarias acceder a determinados servicios de podolog&#xED;a con precios m&#xE1;ximos concertados.&lt;/p&gt;&#xD;
&lt;p&gt;En febrero de 2026 se actualiz&#xF3; el baremo de precios m&#xE1;ximos aplicable a estos servicios y, posteriormente, el convenio fue prorrogado por otros cuatro a&#xF1;os, desde el 12 de junio de 2026 hasta el 12 de junio de 2030.&lt;/p&gt;&#xD;
&lt;p&gt;Los tratamientos deben realizarse con profesionales adheridos al convenio, cuya relaci&#xF3;n puede consultarse por colegios auton&#xF3;micos en MUFACE.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;CSIF en defensa de MUFACE&lt;/h3&gt;&#xD;
&lt;p&gt;La Mutualidad General de Funcionarios Civiles del Estado (MUFACE) forma parte de los derechos inherentes a la condici&#xF3;n funcionarial, al garantizar la asistencia sanitaria y diversas prestaciones sociales.&lt;/p&gt;&#xD;
&lt;p&gt;Desde 2010, CSIF ha sido el &#xFA;nico sindicato que ha defendido de forma constante el modelo de&lt;/p&gt;&#xD;
&lt;p&gt;mutualismo administrativo, denunciando los intentos de distintos gobiernos de debilitarlo o dejarlo sin recursos.&lt;/p&gt;&#xD;
&lt;p&gt;Su papel fue determinante en la crisis de 2024- 2025, cuando la renovaci&#xF3;n del concierto sanitario estuvo en riesgo y miles de mutualistas sufrieron incertidumbre: citas m&#xE9;dicas suspendidas, operaciones aplazadas y aseguradoras que renunciaban a participar en el nuevo concierto. En Arag&#xF3;n, esta situaci&#xF3;n afectaba a m&#xE1;s de 45.000 mutualistas y beneficiarios.&lt;/p&gt;&#xD;
&lt;p&gt;La concentraci&#xF3;n convocada por CSIF el 14 de diciembre de 2024 en Madrid reuni&#xF3; a unas 50.000 personas procedentes de toda Espa&#xF1;a en defensa del mantenimiento de MUFACE y de una financiaci&#xF3;n suficiente para el sistema.&lt;/p&gt;&#xD;
&lt;p&gt;Tras meses de movilizaciones, denuncias e interlocuci&#xF3;n con el Gobierno, el nuevo concierto sanitario 2025-2027 se firm&#xF3; con ASISA y SegurCaixa Adeslas y entr&#xF3; en vigor el 1 de mayo de 2025. Su presupuesto supera los 4.800 millones de euros y la prima media ponderada aumenta acumuladamente un 41,2 % durante los tres a&#xF1;os respecto al concierto anterior.&lt;/p&gt;&#xD;
&lt;p&gt;CSIF ha continuado durante 2025 y 2026 reclamando mejoras y vigilando el funcionamiento del nuevo concierto. En diciembre de 2025, el Consejo General de MUFACE (donde CSIF est&#xE1; representado) aprob&#xF3; el Plan Estrat&#xE9;gico Avanza2 2026-2028 y el Plan Operativo Anual 2026, que incorporan medidas dirigidas a mejorar la atenci&#xF3;n al mutualista, garantizar sus derechos, mejorar la informaci&#xF3;n y comunicaci&#xF3;n, optimizar la cartera de servicios y reforzar la sostenibilidad de la Mutualidad. CSIF considera que estas medidas recogen parte de las reivindicaciones planteadas por el sindicato durante la crisis del concierto.&lt;/p&gt;&#xD;
&lt;p&gt;No obstante, CSIF mantiene su preocupaci&#xF3;n por la financiaci&#xF3;n futura del modelo. En julio de 2026 volvi&#xF3; a exigir al Gobierno garant&#xED;as para la sostenibilidad de MUFACE tras conocerse que la Mutualidad hab&#xED;a tenido que utilizar 349 millones de euros de remanente para atender sus obligaciones presupuestarias y financiar el concierto. Asimismo, alrededor de 14.000 personas hab&#xED;an abandonado desde 2025 el sistema sanitario concertado para pasar a la sanidad p&#xFA;blica.&lt;/p&gt;&#xD;
&lt;p&gt;CSIF tambi&#xE9;n ha reclamado explicaciones por el descenso registrado en determinadas consultas de Atenci&#xF3;n Primaria, Especializada y pruebas diagn&#xF3;sticas.&lt;/p&gt;&#xD;
&lt;p&gt;CSIF continuar&#xE1; participando en el Consejo General de MUFACE, trasladando las incidencias de los mutualistas y reclamando una financiaci&#xF3;n suficiente que garantice la continuidad, calidad y mejora del mutualismo administrativo.&lt;/p&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 3" class="c26-static-readable" data-c26-static-chapter="2" id="c26-text-cap03"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;B&#xE1;sicas y complementarias El salario del personal funcionario docente se compone de retribuciones b&#xE1;sicas y complementarias, conforme a lo establecido en el texto refundido del Estatuto B&#xE1;sico del Empleado P&#xFA;blico (BOE 31/10/2015).&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Retribuciones b&#xE1;sicas:&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; Sueldo.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; Trienios, que retribuyen la antig&#xFC;edad.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Retribuciones complementarias:&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; Complemento de destino, vinculado al nivel del puesto desempe&#xF1;ado. &#x25AA; Complemento espec&#xED;fico, que incluye:&lt;/p&gt;&#xD;
&lt;p&gt;o El espec&#xED;fico general.&lt;/p&gt;&#xD;
&lt;p&gt;o El componente por formaci&#xF3;n permanente (sexenios).&lt;/p&gt;&#xD;
&lt;p&gt;o Otros componentes singulares, como los vinculados a cargos directivos, jefaturas de&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;estudios o jefaturas de departamento.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Trienios y sexenios&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Trienios: se generan cada tres a&#xF1;os de servicio como funcionario/a. Se reconocen tambi&#xE9;n los&lt;/p&gt;&#xD;
&lt;p&gt;servicios prestados en cualquier Administraci&#xF3;n, no solo en el &#xE1;mbito educativo. El cobro comienza al mes siguiente de cumplirse.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Sexenios: forman parte del complemento espec&#xED;fico y retribuyen la antig&#xFC;edad ligada a la&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;formaci&#xF3;n permanente.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Para percibirlos se requiere:&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; Haber completado seis a&#xF1;os de servicios docentes computables a efectos de sexenios.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; Acreditar 10 cr&#xE9;ditos de formaci&#xF3;n o 100 horas de cursos antes de la fecha de&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;cumplimiento.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; Presentar los certificados oficiales de cr&#xE9;ditos u horas.&lt;/p&gt;&#xD;
&lt;p&gt;Actualmente pueden reconocerse hasta cinco sexenios, equivalentes a 30 a&#xF1;os de servicio. Una vez concedido el primero, los siguientes &#x2014;del segundo al quinto&#x2014; los tramita de oficio la Administraci&#xF3;n, siempre que se disponga de los cr&#xE9;ditos de formaci&#xF3;n suficientes.&lt;/p&gt;&#xD;
&lt;p&gt;Los cursos homologados ofertados por CSIF en su campus online son v&#xE1;lidos tambi&#xE9;n para el reconocimiento de sexenios.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;CSIF reclama el sexto sexenio&lt;/h3&gt;&#xD;
&lt;p&gt;En 2026, CSIF ha reclamado ante el Ministerio de Educaci&#xF3;n y el Gobierno de Arag&#xF3;n la creaci&#xF3;n de un sexto sexenio, para que la formaci&#xF3;n y experiencia sigan siendo reconocidas m&#xE1;s all&#xE1; de los 30 a&#xF1;os de servicio.&lt;/p&gt;&#xD;
&lt;p&gt;(Ver noticia) Complementos auton&#xF3;micos&lt;/p&gt;&#xD;
&lt;p&gt;Adem&#xE1;s de las retribuciones fijadas a nivel estatal, cada Comunidad Aut&#xF3;noma puede establecer complementos auton&#xF3;micos espec&#xED;ficos para su profesorado.&lt;/p&gt;&#xD;
&lt;p&gt;En Arag&#xF3;n existen adem&#xE1;s mejoras retributivas propias derivadas del Acuerdo de mejora de las condiciones laborales docentes firmado en solitario por CSIF en 2024.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Pagas extraordinarias&lt;/h3&gt;&#xD;
&lt;p&gt;El profesorado funcionario percibe dos pagas extraordinarias al a&#xF1;o (junio y diciembre). Cada paga incluye:&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Sueldo.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Trienios.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Complemento de destino.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Una parte adicional del complemento espec&#xED;fico (componente general, singulares y sexenios).&lt;/p&gt;&#xD;
&lt;p&gt;Estas cuant&#xED;as est&#xE1;n reguladas en la Ley de Presupuestos Generales del Estado (BOE del 24/12/2022), en la normativa auton&#xF3;mica y en el Acuerdo del Gobierno de Arag&#xF3;n de 18 de enero de 2019, que desarrolla el art&#xED;culo 6.1 del Real Decreto-ley 24/2018, de 21 de diciembre (BOE del 27/12/2018).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;CSIF reclama recuperar &#xED;ntegramente las pagas extraordinarias&lt;/h3&gt;&#xD;
&lt;p&gt;Desde los recortes introducidos por el Real Decreto-ley 8/2010, de 20 de mayo (BOE 24/05/2010), las cuant&#xED;as de sueldo y trienios incluidas en las pagas extraordinarias son inferiores a las correspondientes a una mensualidad ordinaria. CSIF contin&#xFA;a reclamando la recuperaci&#xF3;n &#xED;ntegra de estos conceptos y de la estructura salarial previa a 2010.&lt;/p&gt;&#xD;
&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina 21 del manual CSIF, con elementos gr&#xE1;ficos y tablas originales" loading="lazy" 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"/&gt;&lt;figcaption&gt;Manual CSIF 2026&#x2013;2027 &#xB7; P&#xE1;gina 21 &#xB7; Reproducci&#xF3;n visual de tablas y gr&#xE1;ficos&lt;/figcaption&gt;&lt;/figure&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Retribuciones mensuales 2026&lt;/h3&gt;&#xD;
&lt;p&gt;* La cuota de Clases Pasivas &#xFA;nicamente se aplica al personal que permanece incluido en dicho r&#xE9;gimen. El personal de nuevo ingreso desde el 1 de enero de 2011 est&#xE1; integrado en el R&#xE9;gimen General de la Seguridad Social a efectos de pensiones.&lt;/p&gt;&#xD;
&lt;p&gt;* Las cuant&#xED;as de 2026 podr&#xED;an incrementarse en un 0,5 % adicional, con efectos desde el 1 de enero, si el IPC anual alcanza o supera el 1,5 %. En ese caso, el incremento se abonar&#xE1; durante el primer trimestre de 2027. Esta previsi&#xF3;n est&#xE1; recogida en el Real Decreto-ley 14/2025.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Acuerdo nacional para la mejora del empleo p&#xFA;blico 2025-2028&lt;/h3&gt;&#xD;
&lt;p&gt;El 27 de noviembre de 2025, CSIF firm&#xF3; con el Gobierno de Espa&#xF1;a el Acuerdo Marco por la mejora del empleo p&#xFA;blico y el servicio a la ciudadan&#xED;a 2025-2028, que establece una nueva hoja de ruta de mejoras salariales y laborales para los empleados p&#xFA;blicos. El acuerdo fue publicado mediante Resoluci&#xF3;n de 22 de enero de 2026 (BOE 07/02/26).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Mejora de las retribuciones&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;El acuerdo establece el siguiente calendario de incrementos:&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; 2025: +2,5 %, con efectos desde el 1 de enero.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; 2026: +1,5 %, m&#xE1;s un 0,5 % adicional si el IPC anual alcanza o supera el 1,5 %.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; 2027: +4,5 %.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; 2028: +2 %.&lt;/p&gt;&#xD;
&lt;p&gt;Si en 2026 se aplica el incremento adicional del 0,5 %, el efecto acumulado de las subidas alcanzar&#xE1; aproximadamente el 11,4 % hasta 2028. Las medidas retributivas correspondientes a 2025 y 2026 quedaron recogidas en el Real Decreto-ley 14/2025, de 2 de diciembre (BOE 03/12/2025).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;M&#xE1;s all&#xE1; de las retribuciones&lt;/h3&gt;&#xD;
&lt;p&gt;El acuerdo incorpora tambi&#xE9;n compromisos para mejorar aspectos como los procesos selectivos, la promoci&#xF3;n interna y la movilidad, la conciliaci&#xF3;n, la jubilaci&#xF3;n, la salud laboral y el mutualismo administrativo, entre otras materias.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;CSIF, protagonista de la negociaci&#xF3;n&lt;/h3&gt;&#xD;
&lt;p&gt;Tras meses de movilizaci&#xF3;n y negociaci&#xF3;n, CSIF consigui&#xF3; un acuerdo que pone fin a la congelaci&#xF3;n salarial y establece nuevas mejoras laborales y retributivas hasta 2028. Acuerdo de mejora de las condiciones laborales docentes en Arag&#xF3;n&lt;/p&gt;&#xD;
&lt;p&gt;Desde los recortes de 2012, CSIF ha reivindicado la recuperaci&#xF3;n de derechos laborales que hab&#xED;an sido eliminados, como:&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Recuperaci&#xF3;n de las 18 horas lectivas en ense&#xF1;anzas medias.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; La reducci&#xF3;n de la atenci&#xF3;n directa al alumnado para los docentes mayores de 55 a&#xF1;os.&lt;/p&gt;&#xD;
&lt;p&gt;Ambas medidas eran derechos ya consolidados antes de 2012 y cuya recuperaci&#xF3;n ha sido una prioridad sindical.&lt;/p&gt;&#xD;
&lt;p&gt;La ratificaci&#xF3;n del acuerdo supuso un logro hist&#xF3;rico, ya que, aunque la anterior Administraci&#xF3;n hab&#xED;a firmado un compromiso similar, no lo dot&#xF3; de financiaci&#xF3;n. En cambio, el acuerdo finalmente aprobado cuenta con respaldo presupuestario y supone una inversi&#xF3;n global de 126 millones de euros hasta 2027&lt;/p&gt;&#xD;
&lt;p&gt;Este acuerdo qued&#xF3; recogido en la ORDEN ECD/1508/2024, de 25 de noviembre (BOA 12/12/2024), que da publicidad al Acuerdo de 31 de julio de 2024 del Gobierno de Arag&#xF3;n, por el que se aprueba de manera expresa y formal la mejora de las condiciones de trabajo, retribuciones y la sustituci&#xF3;n parcial de la jornada lectiva por actividades de otra naturaleza para el personal docente no universitario al servicio de la Comunidad Aut&#xF3;noma de Arag&#xF3;n.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Principales mejoras&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Incremento salarial del 4,5 %, adicional a las subidas estatales e integrado en el complemento&lt;/p&gt;&#xD;
&lt;p&gt;espec&#xED;fico auton&#xF3;mico: 2,25 % desde enero de 2026 y otro 2,25 % desde enero de 2027. La Orden establece el incremento global del 4,5 % para 2026-2027 y su desarrollo se concret&#xF3; a trav&#xE9;s de la Comisi&#xF3;n de Seguimiento.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Tutor&#xED;as: complemento espec&#xED;fico de hasta 600 &#x20AC; anuales. En Infantil y Primaria ya est&#xE1;&lt;/p&gt;&#xD;
&lt;p&gt;consolidado en 600 &#x20AC;; en Secundaria, FP, Ense&#xF1;anzas de R&#xE9;gimen Especial y Educaci&#xF3;n de Personas Adultas alcanza los 600 &#x20AC; en el curso 2026/27.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Horario lectivo: 18 horas en Ense&#xF1;anzas Medias y, desde este curso 2026/27, 23 horas&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;lectivas en Infantil y Primaria.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Mayores de 55 a&#xF1;os: posibilidad, previa solicitud y cumplimiento de los requisitos&lt;/p&gt;&#xD;
&lt;p&gt;establecidos, de sustituir 2 horas lectivas por actividades de otra naturaleza sin reducci&#xF3;n retributiva; a partir de los 60 a&#xF1;os, la sustituci&#xF3;n puede alcanzar 4 horas.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Equipos directivos: incremento del 7 % de los complementos asociados al desempe&#xF1;o de&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;cargos directivos, desde enero de 2025.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Sustituciones de cargos docentes: quien sustituya a miembros de equipos directivos o&lt;/p&gt;&#xD;
&lt;p&gt;jefaturas de departamento tiene derecho al correspondiente reconocimiento econ&#xF3;mico y administrativo, incluido su c&#xF3;mputo en el baremo de interinidad y en el concurso de traslados.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;CSIF, &#xFA;nico sindicato firmante del acuerdo&lt;/h3&gt;&#xD;
&lt;p&gt;CSIF contin&#xFA;a en 2026 exigiendo el cumplimiento &#xED;ntegro del acuerdo y la convocatoria de su Comisi&#xF3;n de Seguimiento para garantizar la aplicaci&#xF3;n de todas las mejoras pactadas&lt;/p&gt;&#xD;
&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina 25 del manual CSIF, con elementos gr&#xE1;ficos y tablas originales" loading="lazy" 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"/&gt;&lt;figcaption&gt;Manual CSIF 2026&#x2013;2027 &#xB7; P&#xE1;gina 25 &#xB7; Reproducci&#xF3;n visual de tablas y gr&#xE1;ficos&lt;/figcaption&gt;&lt;/figure&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Tabla resumen de las mejoras salariales conseguidas por CSIF&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Retribuciones en caso de incapacidad temporal&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Incapacidad temporal&lt;/h3&gt;&#xD;
&lt;p&gt;Se considera en incapacidad temporal (IT) al personal funcionario que obtiene licencia por enfermedad o accidente que le impide desempe&#xF1;ar sus funciones con normalidad.&lt;/p&gt;&#xD;
&lt;p&gt;En Arag&#xF3;n, el Decreto-ley 2/2019, de 15 de enero (BOA 18/01/2019), garantiza desde el primer d&#xED;a de incapacidad temporal el 100 % de las retribuciones ordinarias que correspondan, tanto por contingencias comunes como profesionales. Esta garant&#xED;a se aplica tambi&#xE9;n al personal funcionario acogido a MUFACE.&lt;/p&gt;&#xD;
&lt;p&gt;Quedan excluidas de este complemento las pagas extraordinarias, la productividad variable, las indemnizaciones o gratificaciones y, con car&#xE1;cter general, el complemento de atenci&#xF3;n continuada, salvo que la incapacidad derive de contingencias profesionales.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; A partir del d&#xED;a 91 (cuarto mes de IT):&lt;/p&gt;&#xD;
&lt;p&gt;o Se perciben las retribuciones b&#xE1;sicas &#x2014;sueldo y trienios&#x2014; y, en su caso, la prestaci&#xF3;n por&lt;/p&gt;&#xD;
&lt;p&gt;hijo a cargo, abonadas por la unidad pagadora correspondiente (en Arag&#xF3;n, el Gobierno de Arag&#xF3;n).&lt;/p&gt;&#xD;
&lt;p&gt;o Se percibe adem&#xE1;s un subsidio por incapacidad temporal a cargo de MUFACE, que debe&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;solicitarse directamente a la mutualidad.&lt;/h3&gt;&#xD;
&lt;p&gt;o El Gobierno de Arag&#xF3;n complementa las cantidades correspondientes para que el personal&lt;/p&gt;&#xD;
&lt;p&gt;acogido a MUFACE no perciba una cantidad inferior a la que corresponda al personal incluido en el R&#xE9;gimen General de la Seguridad Social.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Cuant&#xED;a del subsidio&lt;/h3&gt;&#xD;
&lt;p&gt;La cuant&#xED;a del subsidio de MUFACE es fija mientras dure la situaci&#xF3;n de IT y se calcula tomando la mayor de estas dos cantidades:&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; El 80 % de las retribuciones b&#xE1;sicas devengadas, m&#xE1;s la sexta parte de una paga&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;extraordinaria, correspondientes al tercer mes de licencia.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; El 75 % de las retribuciones complementarias devengadas en el tercer mes de licencia.&lt;/p&gt;&#xD;
&lt;p&gt;El importe del subsidio no podr&#xE1; superar las retribuciones complementarias &#xED;ntegras correspondientes al tercer mes de licencia.&lt;/p&gt;&#xD;
&lt;p&gt;Para poder cobrarlo es necesario haber cotizado a MUFACE durante, al menos, seis meses. Si no se alcanza este periodo, pueden computarse determinadas cotizaciones realizadas en otros reg&#xED;menes de la Seguridad Social. En caso de enfermedad profesional o accidente en acto de servicio no se exige este periodo de carencia.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Duraci&#xF3;n de la Incapacidad Temporal&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; La situaci&#xF3;n de incapacidad temporal puede prolongarse hasta un m&#xE1;ximo de 545 d&#xED;as.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; A partir de ese momento, sus efectos pueden prorrogarse hasta 180 d&#xED;as m&#xE1;s mientras se&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;valora una posible incapacidad permanente.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; La duraci&#xF3;n m&#xE1;xima de todo el proceso es de 730 d&#xED;as, momento en el que se extinguen la&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;situaci&#xF3;n de IT y el correspondiente subsidio.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Se considera un nuevo proceso patol&#xF3;gico cuando la enfermedad sea distinta o no tenga&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;relaci&#xF3;n con la anterior y se cumplan los requisitos establecidos para ello.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Reconocimiento de servicios prestados&lt;/h3&gt;&#xD;
&lt;p&gt;El reconocimiento de los servicios previos est&#xE1; regulado por la Ley 70/1978, de 26 de diciembre, de reconocimiento de servicios previos en la Administraci&#xF3;n P&#xFA;blica (BOE 10/01/1979), desarrollada por el Real Decreto 1461/1982, de 25 de junio (BOE 05/07/1982). La normativa permite reconocer, entre otros, los servicios prestados como personal interino, los realizados en otras Administraciones P&#xFA;blicas y el periodo de pr&#xE1;cticas una vez superado.&lt;/p&gt;&#xD;
&lt;p&gt;Cuando seas nombrado/a funcionario/a de carrera con efectos de 1 de septiembre de 2027, deber&#xE1;s solicitar a partir de esa fecha el reconocimiento de los servicios previos, dirigiendo la solicitud al Servicio Provincial en el que vayas a prestar servicio. El reconocimiento permite computar:&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Los servicios prestados como funcionario/a interino/a.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; El periodo como funcionario/a en pr&#xE1;cticas.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Los servicios prestados en otras Administraciones P&#xFA;blicas, sean docentes o no.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;La documentaci&#xF3;n depender&#xE1; de d&#xF3;nde hayas prestado los servicios:&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Si han sido prestados en la misma provincia donde tienes tu destino actual, el Servicio&lt;/p&gt;&#xD;
&lt;p&gt;Provincial expedir&#xE1; el Anexo I, certificado de servicios previos, sin que tengas que aportarlo.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Si han sido prestados en otra provincia, deber&#xE1;s solicitar al Servicio Provincial&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;correspondiente el Anexo I del tiempo trabajado.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Si has prestado servicios en otras Administraciones P&#xFA;blicas, deber&#xE1;s aportar igualmente el&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;correspondiente Anexo I.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; En todos los casos deber&#xE1; presentarse el Anexo II, relacionando cronol&#xF3;gicamente todos los&lt;/p&gt;&#xD;
&lt;p&gt;servicios, junto con la declaraci&#xF3;n jurada y la documentaci&#xF3;n que exija el procedimiento vigente en Educaragon en el momento de presentar la solicitud&lt;/p&gt;&#xD;
&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina 24 del manual original" loading="lazy" 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"/&gt;&lt;figcaption&gt;Manual CSIF 2026&#x2013;2027 &#xB7; P&#xE1;gina 24&lt;/figcaption&gt;&lt;/figure&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 4" class="c26-static-readable" data-c26-static-chapter="3" id="c26-text-cap04"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;En Arag&#xF3;n, los permisos, licencias y medidas de conciliaci&#xF3;n del personal funcionario docente no universitario se regulan actualmente por la ORDEN ECD/199/2026, de 30 de enero (BOA 13/02/2026), que da publicidad al Acuerdo de 28 de enero de 2026 del Gobierno de Arag&#xF3;n, por el que se ratifica el Acuerdo de 14 de enero de 2026 de la Mesa Sectorial de Educaci&#xF3;n. La nueva regulaci&#xF3;n unifica las condiciones aplicables al personal funcionario de carrera e interino y sustituye la regulaci&#xF3;n anterior.&lt;/p&gt;&#xD;
&lt;p&gt;CSIF, protagonista de la negociaci&#xF3;n de la nueva regulaci&#xF3;n CSIF particip&#xF3; activamente en la negociaci&#xF3;n y firm&#xF3; el acuerdo el 14 de enero de 2026, contribuyendo a mejorar la seguridad jur&#xED;dica, actualizar la regulaci&#xF3;n y ampliar las medidas de conciliaci&#xF3;n personal y familiar del profesorado aragon&#xE9;s&lt;/p&gt;&#xD;
&lt;p&gt;Tras la publicaci&#xF3;n de la Orden, la Direcci&#xF3;n General de Personal ha ido concretando su aplicaci&#xF3;n mediante distintas instrucciones, que desarrollan aspectos pr&#xE1;cticos como los requisitos, documentaci&#xF3;n, plazos, forma de disfrute y particularidades aplicables al personal interino.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; D&#xED;as de asuntos particulares y libre disposici&#xF3;n. Establece reglas espec&#xED;ficas de disfrute y&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;proporcionalidad para el personal interino que no tenga vacante de curso completo.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Nacimiento y lactancia acumulada. Concreta la solicitud, distribuci&#xF3;n y disfrute de estos&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;permisos, incluidas las particularidades del personal interino.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Nacimiento y lactancia acumulada en familias monoparentales. Desarrolla el r&#xE9;gimen&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;espec&#xED;fico aplicable a estas unidades familiares.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Reducci&#xF3;n de jornada por asuntos particulares. Regula la solicitud, los porcentajes, los&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;trimestres de disfrute y el preaviso general de 15 d&#xED;as h&#xE1;biles.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Permiso sin retribuci&#xF3;n. Concreta, entre otros aspectos, c&#xF3;mo se computa su finalizaci&#xF3;n y&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;los efectos sobre fines de semana o festivos.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Permisos y licencias retribuidos del art&#xED;culo 3. Precisa el c&#xF3;mputo de los d&#xED;as, el inicio del&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;permiso, documentaci&#xF3;n y condiciones particulares de cada supuesto.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Cuidado de hijo o hija con c&#xE1;ncer u otra enfermedad grave. Instrucciones espec&#xED;ficas&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;publicadas el 1 de julio de 2026.&lt;/h3&gt;&#xD;
&lt;p&gt;En nuestra web mantenemos actualizada toda la informaci&#xF3;n sobre esta Orden de permisos y licencias, incluyendo un cuadro resumen, las instrucciones de aplicaci&#xF3;n y las principales novedades.&lt;/p&gt;&#xD;
&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina 28 del manual original" loading="lazy" 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"/&gt;&lt;figcaption&gt;Manual CSIF 2026&#x2013;2027 &#xB7; P&#xE1;gina 28&lt;/figcaption&gt;&lt;/figure&gt;&#xD;
&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina 29 del manual original" loading="lazy" 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O6ZPQ+D1XpbKtYhmsJON8B2Zw2a8PRLi8bi5lo7JDchQav3nXJ8VMuMf2yEOvR6vwGLb87/Dnusl1VfSpQ1L19uz6LfQXVaWZblSIV19+8jROYsoYfE9J8LkE91WCYrD9fvzbzSPgUItxzsSzz8K7DQtpMAG7BhYJW3X3j1Y29gSRTg2M1ImA2cn+oQmFw06COtTz47LfxGvvXuiNeIx2nhOKVt48vh2eCiG3UDn4qF6vf3rEz7X0wzjyfKcapXk/flsR01zP/bse2u4u59Vi6AfzUanEFOqlMTs94ywImm/P+NNwGAefclQEkPO1uRu0SFAD99BqjaerIpXAICibpy5PCFfAue7cssvpRtMigov/LO12CJ+nXtyv4l4IGuOzQkwQXSnKopoNHJ5fsf5GFgHEHbPGXUpY3hAk187q1oP451CchrHiGfrqJEf+zJPjF9/yud7coxSDpIABNt5JT4pQ0ts4kAPl0XUojkLspmUttvvrkE4Jj8JunUoV96iTsmHyyvnDTivPpiOjbzYiFA0TPD4uhUiXI9VO5ofW32LVG6gEAQPR0AK7m8/tm9GvRENgqWAAjKpPaaXuZHK+vi72UKGRBocee/Hh6agKWQXmPVmBQe4J8ay0eee6vcCa7lvjeegIGqdM+qz76HU/OwoSFFi4pShFKSPVTuYFv+1+ZU+QfMJZ9y3Bd5xB15L3h8kS2hYw1FRIq23rN/kbbEBzXp9sBvSVcox6F+GRiAn7uDfbouYQtUOHiU+crRD0sxvYE2kMmApBqBIzblqNHvnYcggIEjhdT82gfeaKy34EUVNO0chVFZSqOvd52vAtumePXHONPCxrS2AO83kJxctm5vJxW7qEWUfB46CR3PcPV5NmRWXmONmxfSaVm/lUrLopXwSR6qpiCMZENKo6ANra9iXqXvKIJshO8JF9nmX2GQ5CxXp+f1oU1v1Abj4SXymlp3hrdB2RkAhxR/a2js41hdP0Cvw3uR07U648rIsEXyvDUW2Pd+FBNIuaW+WG8G5JeahkikooHWGQnxYaBhUBHbHYOt+PHCX5gvj/7jY/qLFl3yH+zb+lJBwjnELWHplzi6Hbk48ftaRhO06X8O4jlmnyPjGlFfuB1lY17xkEUX6KEmLCTeU2mHaE6LAWCrAuX2gWJzpsXC7sYPLymO3rbMeALpzCEoX6A5zj0RFyfxs42B89BpgeXACFDb717TcPmbTPSJS5OT5UEfNC08PMnVXfpumDR9Q+I/TnPmSKB7SEz7Bel8zDKebtaDex4bQQvINcS/zFB1IzJK6Tyx0gM3Wgo5KXFTiWzp6I2SBV9/hbotLWzwz3uMvXAbcxZMMq4vDfZuWpOpJsnLC/8Puxq8UqCxW0G58noaklWohYwpQPAi6X1dLZraq+U5WqvsmqYqwWY4ciV3kSDHcQ+XdCw2z1acmeuQDwvvX7DrP1yAIC7c0xL9B+AovjCOguMF7JK4qZ9fDjh1ESxMfWjo4/cUNYgmLbd5bvVBmz+5DFfb0fSoMDDj61srpUgbyAZ+ql3Pgkj1VTNjZD9mC2YWrSf/54caI6afdDB1ZvtSyerpgPs2qR9xKeQ2JBT6YbyfvKl/YnYBTLyHkvazmlUqUImSDDTuLmPZrrZwTv3/l8zwnoG0J+pdsn8AgJqBe4gMXQCy3ZVmuCfX8rhP0bBmx7PfvIwm0e2uGXzakaxtoFUuMzC5Wctd3mU8UeIqytqclmknR3981f8TgVfbLDDjXhy3Dmg/6g7zZNXbC7cIZx5Pe8lRdqHSpiWFFqe8JvLJ/IhyM6V2OQD1axgt26SAll15eEX6QjZNwfMWq3Tun186vv5g/k6Sf1v8U5QEFqXzLAffRjOX62dn7irmiAr+47nrAD1Iiw4TA3EVDT0/R4zmiBECCSrSbu8bnmXU4o0bq1B+QOrtwVP7WjhoGT8cVCDG4WirwrqBzWH1T5L2bF3SVO4JPX+6Y0ApfAIkMV+LfD17QRKXGBKSAhmNRLZu/5ELw5bflxjas51EiqW/rdPNVCdXMQOdVFqWIX1dwJxAQaj7mHjHMG8YIFr1XDDpEpcnJ6xOd7KXPO9aMMu0doi2QbDqj7fB7KNfwEhtHZ6OsHs61DhXoRC2/bVbdjHUDeUaTTOdNW1BtBk36/1y/qGbm/aRNugJ3dhZ7tWJ6kBleuIr0EefVVsBqQhuqlv4S6NeT0RWZQcsTBNj/U5kniNTzC0FFLwjvoivtRcCOnT5Df9f9jzzR1Qab18St3DFaYbLxoD1bSwmNHf4/5K0iYvwSyV+ECzNhffGGz7TCmhcDmUN3NmdFDPR4lW52hyL8o7RwKfN1jv3NvVSsToTT17QRKXKSLSZf5z05/9wQLh69iL0Z3Ks+oPTiCamlQmDJbnzoJYh/l9DrEZKdtwOdZZ6qlbOvL64ZI+lIHQ8a4En/tF1d8xYLAVCyezlDTHIpSF3lrA/gjoKsexIX7SiuCOLLlgYA1FwvGuszVx1EkZ2pRiJdckEBUwJBVIa0pFXyEUpI9VO5gW/8wg/iE/j5aSwEs0yYXpzV0IFPtYTvKQr6+GR+IR63o/yvUnyIJh5BUJ8Vfk35OEHuDtImiOPRw/uIS0LpHgTbHaZs94rZJcuR18VVRmyoaU0oduZETUw0akPbkzSofDJHlSqA4fnUO2hHF81knpJEhst9xzlNNDPR2QymsoZnqCaR2y3NnwhHUaGRHZoS8rG7UhTukBHhuNwHZ8ZXrDCKspm3FcJJQ7Y6SHHZvySv0Xw0gY1LKHaPNE9AKiBQjDmCTS+IWusuoWabqHOB8PdB0dmIYlBoAXyCIK5pfmwI7KNVFBogxVVyRmVMxwopo9J3BhNNXPcerIyjVjGmujzdpAuzl53sajof3bT3GIJrNUgu1wKH1Dzcxlv6pv0oXFpWKVO6xcEafI3D95Wb4xdE6DST+9DAGt0XVmcnMYJsghiB2yxuH1df+hDdw/OJGqOog49QcBpGGOv/4gz6UkpTNuK4SPU05zm9Tx+w5XNryfrbuGqWomt6AYLdLHcjjbL5UhfWKM26kB911Ff5uDuMqPxIBVWvscWBIic7x3BtAbpAneTpwbHbaF9kr8RN1YOhBy+pmal4mwlHZRV9edeA7z8u97fJ8bhkEcmg8clO4CaTNnZhQ3gvk1T865DfJ8bhpZU7JcnJ8EoPVpIvOvmQTMNA7kX520r6+Eutr11APtoC4z/0awRw9kfoAOV5HKDONzXsngPlmiXW5u2+wrkoWB2cf3qxCJBFZbw3MkGfwnJM1pJJ+jSskrgZyOP/GtySQiAxEe3oUIJUgeU8dRBjIHpMuzcuAeiiPoA3N98swXdW0r/2sXMCv8jgOkKNVWIS3CnxWjEIA+O+X5Xz4t+e0tUhIxTn5wacE6SaIZIZaOMhGzWtfiXETnPArbhDOPJ7+euveCLHo8Ke8fUA5uTUrxSw1dvX89x8M6QHSoF7hHn4lK7zB4R0da3n1Qx5I2Rf83idcaY2Kf7TQLeNAjYQoYqv/QcyXR+J9S1u526qlTlXoMm+JOfHNWtGS82u3hygOl/FAdL+Oo6TtgaqdzNufVh3FtpBrf62Tytu3MYikQL0Zp0Oqi8T3YSvF+wuS9bAsbi1Jgyx6FJdGCPdvl0yxDVXSBZPLnwlt0GiIt7gIa1NLSOcuUQeIhBOn1rNJKY/818LS+vgPUXopwqGzG3jmwxhWq17+grvMu43CUlKGKm7M788beRW3kSV+ODDLef+N0OEQNRqQeTHJNZpuKAK20ojtg2Lzwm5UsHi3vev+XrROk+t3GS2GeQiav2CSL6Sb0nDi4xGQP5UqdJkAnUMRjt2FRJ+ijtRkbz1gzjyfBFIQwXWQV0YbOhfpz8DYwHKB3OuFKiNYciuXyaSnaft6KWv6ovAGAXwH1HjT5HKwIRpEAl2kioecUpp2Vz2F9JPG/EXPfTg1yv0J7Ih0buzjq39kAB8BHW/B63su8eb4dOm6WMPQpPldFE+6nOhbT6ZugVYKj1PCJA2+mB3vlktdZJhHPgsDa6g/piulS+06uB8kZehQKMTtWc2E1HXgKHfEOAxDVzypvhoKS1oAsK0J0Tq2ySPpShwZszO8R9XpcVOdk5sOZKV2/VXwSRt8uVmaPV08rW2XQ+mQqCBv9das2hl4/Xwb7VcyyAdCDMZAYAEDs0aws2QMgg3yOS72F/G/lRXaIUqLltfrdkey27xrdI6HIDCyfsH1H/tCuBvkcl2WtY32mFwfhlLK/u5rO58EkeqSToQBHSKWmnfoVPEIRR4dIicjwgjo0jzwxZ/uX8vN7bXtl1s6gV/+lIJPS6finTXL3/2lk3/kcl3sOnG7E1y9/9pZNbdPGDjyfBJA8iR3mpWEJbs8UWIgJ6t/Lb2mB8XEr0tuF7UiOPG/awLv4Wc8vLPmBlMM056v1Sm8qTywxZInqddAbm6fo0/vOoeaFr//bXq8ZyRJZmwJKuW8fot2+DdLAbUpi85IZq7wjf8BFrkR1zMxCuo4R0/H8mHltDcuXa7yrOHlusO0heJSySQM064OECtDdQu/ZEJvfufjnkzrFo5aaB+qoUVGvpA3I/qDIiMevyLd3647Ulx6nqXEX4+lXidQvlD4fyzsA7TkGlM24rhJKMDTSCytSb/TidyvJ7fHKx4Pl7qEgiNTmTUW9m1G5r+rlWUXc+b99YAXTa2iC5CNqcNSqPFzWeShRjWoqHQeqAvGSCxLvztg6vILJYIMi98lQVKS16LnkM89F6X9FmlQVx67TnW5lO0eCrT26pokB1TRIDqmiQHU/sHJ8EkemI1YLLQmo40H39uP9Q8PydzvgpXYkV8+NGYr2uaVhIt6JM6H7qVLd0IfXakSO5usCeikZL4kPiWerVIkR4JuVcZVtYfgyY8MhXqw4jGa3LkFp/LxRwuIl+w8zfQnzg4zaJgVH60Hi1qfzOgCgt+hG1LZ+FaU0jyFPWziKQTvPv8JXp4Cq4P3KGDBLETeWoDrgh+5J6Uz8IWEunBWNX5f4I2xqMv7KKGDeR2OLJ3hv48M0AZiJVAkjC7s30wPazhDOPJ8GHaJPjKgiN55HG1beD4YR5h2FJMRoL3fsY+Xy4U2vyKtyMA0KevWU1pUKv9Kipc9HaosMDjn5fuwNuhsrBrz1Nh5+EdJ1RaXMcelnVyBkcqM4BR9C/k4rioguMRloTz401RsQoR8NE9amwKUfdnA8HywjkfDU0jJGg+v5/xN7ErgiVZict1XDda/JFYc/+1QHr1J96MdFUR80yY8pwJg6KUzbiuEj1MGLs3DvbA+QM5H9IztJsJKttXxcFtYFEetJ0qqyCLT4B50OBloXdQZrLaZnE5sy3Qv8VTU+6Zy4ntPpGHZ6NKb41WQ4kj3+fq9OuF4AJCbyNgsd1ME/ClmAvkPIbI9ehYlVu+vgCSMuA/0urg+1dPSwzI9vdzJnBv09tMmnYxGlU18pqlDDK/yPZ/0xtSYIi036xjDjspDpqwgxzd0ab2brVjkROAlDKvC/Ar24jjHYRkEvKzZhnhFPrBXuiIW4N+nGD8Hv4mFX8PJRAQOfBJHxNgVdrqQojzCebvUXBa3bKtAwHEvE/zSBeqft7EzwRqu8cB+rU6TYLuIhnNIr7AQwfGV8YP+VXN5W1vUITuYZ5RGejE/EfqbIbRBdybG2qL5ckLqmL1Pq1+7dywagjuUsEhbicYjUH2MWfiU2QYrePzgj2Vol5MCo0J9aReP8LjuuUlbgTfnm6r9QxuhcfucMHCRgCEWw2RlgzjyfBFIQufrSwtEZw7ubCV/jXvFbOG5WoAaGGsAA0O5TrRKxZ6a1G+g+BQVxDZ2gNUVn3YAc9xiQLrjgUtL7dvCMRUoMuS+uzhQ4jTdI6/fa0cXdJtdIqhHLpasxVMWLse7UdhI0AvHD3UgkkudbXRRLkDvHefkZZwAWrzgVgNaWkIY9rlb5g7l7/GfJa4E8SbJ1658QSK0Vaaxe+b8gwAZZQl2Ud4MMlyPVTujICuGgGwt4LkLIzettiPVHNa6Cs8Uruh5C9wvC7Nk7e7Tu2KPbsSU9NQeR8KAcDNksfnKOAnFg2Frp1+3kTCWErdTeuMhdeEbG6qzg600LVzeaNcT9wl24nE5iNvuBTRo4g6SRa6v9TGJ2z2UY8oJbzSn+wfIEkSqDcww9o0FfeKb/fUw8s/dafy6fLqpWFO9plnsEo8aornbKYNP0ri5DLM3/tlPbZFzTL8pmpowQR1FkMpxacnak30Ef7nVQ0Hxco6RKXJyecIC4+YQj1VvYNgAhj9Tk41l2HsN8jkBbdgjD9U99rgfiTbpbDFHjFlLGHuTdary0/SUxShsEhcZXXe9cUT+Rlx3IXCZ17sL/gOKCTSdRyU57R5X5vkcXEyb7gR8/coH4aRbqkZ8Audj/Qc5yIMlycnwShJNSfhSfYOoYu3KQK7W+pBpOs+ppMvt1KZJwvWgoMTkkEGEaAYS0DkPkq3qtOiLB4NB0COuQjXxlRuIg2Kg81e5sqZN8RMqMPi+9K8YkDuIZQVapGwVL6tT/h5XeRlYM6kmRhzGN52barNe0UilHsSQH/n01mQ9e+dFVXEoqwr77GxAmoLwxf7j5InPQ98cfapX7CTgus/y891MYeuwyt9pBPCJz5gbJmN14lJ/vL3BQMWW13dsEX6xP+k6Mk4JdGDsDyHrTIDESaig9ovWpBpDMy+4uwwlMVsK+vaCJS5SdmyhVTvDisJ0yeg9PMd6WcFw88ZzhFw2feDs2/9vt0TDSuO6ZSLDWaZxGRf58kVqp2CNFJG82/c7ckXt/4Cp4zvo91lRsFENfLJWzfSVVEXz/uSK0yFUOQ8xE7954QLjIkZr02mz82itHEh5da1l3UKMVb9kEPTM89V9NYJvxipq4M9npwk/ILgSwSh9zP7dA05ZhumtUYRLsDti2IXwtHuFN98ELzQrpOpVA+0KqqGNY/ut0qULExE5rxkuTk+CURGOtOplSzbouKLuSlpfGVZHoYnz8dwi9tKeKNSyQqu603GFnCvNyYKFm1kVMujjgrP2wYTv+fuLCx3xzEjDrzOrVEAfVmbIqGW096yXGU/DJBOQNxFd9NRb0AneVr1nYfbfkWJnfJDoPlVtk2AVhXLs7S+FTfYSAvfwbYojfZoL2Tul1B2vC91B8lsnlU/u54FTIVDliPxg3BRApc26fQngHd2e4d/EmIWK1T5q2gMkPcR3n6blztwOIrelZ1KjXcVCtDcvP+sjDaR0bY+B67oqm3AFZmA0lB2U/zFS6aN8K2HtjvPQR2QdIlLk5PlQYHpUd+atsMccUBjvVPq5cvLGIZRUrPWExd6bFfENsNyIvzlg0ZEDw8pEKp/X4jHC1fwlH6FtAwwBByVS/BPf20A/4Kui7oi4BLXLFKkavZR3hXGDJij0/OljzT17FN/O6aWMn9uju4ffgw9AxT0hxP0CXf0MdLiSqGy3iua8Ce4+nGA3rRfXtBEpcpO0+MkaEjkEixPcVE/E7Dud+SVHzPRwqbvw7VxvDreMGm8kLoNjkOUbMJ0Eh4EO2ZDPviQ6sKpThHFlZaHBy/kA13XWAzbth+KkYBvMwt4FH8MSUTQw4bUYxKgMDrrOMv7k71+m12YprCJHqDfwhDQ1hil2zx4wt9Ku8hLkZbRYy41c1mKAKwpC7C4vjOL4JXQwKxrTi0aT0kqNvyRE2P0e+atTYK9kDoDz2YO5TndRsGgontGhyVhwXDw4xvuYZx5PgxAf0ZXoHpJHXZ3XzRMPNajyECfOzee/zq80HX3paiVxNMqUrIaHZnWKnIoapauh/ChUErNhQ5FdbDla9oja5qHlm45/HqLQV3yVscWIDmB74TkoFD5ZDsAW4qxxPQ/mm4tqpnceskS4SSiJv1cu7Z1TEDChw9gq2LZdkr0AQ7QjMBWtuQ+M11S7zWHrE3QIi2F3/hz+TSvwmeyxK6lDVF1ufcwzjyfBiA1i3ymFdz2C1/vzu/mgMcLzvVWru1c3tJhd/+kXa/WZWr3pLWXwyxZCJe0+MsAF3qcgFtcvBrhvvUsMN9H/clptecm9bPNLIJAQx9UEstDMmDyUmqQSteGsVRcLx8zGCdsSneAFiCgd5b/phI7UYhU9NQ9xqQD/jtc6hL1NONZ82w4I/9o7uSJgORurb2iGzcItcAaCE2E8A/UYJ3XPrTqNY+wLeZwg6eCSPVTfAolG46rfjzlYiyDRiE46tFvSfYj6A/9V4D4uKI/39dAnwZzinYQcZXtJ1RFyWxRqbRfy73fgDw/VyyoMz/R1esA6H8dl9L6VTBfsPHhn9o08WvQkrasJPwCs2uLNw5uIHrlkAFMxCmn0CC1wFvBKLk5kae1702St4AM9XpmtZgfzaEtXyRz33uR1yFfCS5zayY+w0MkpW9DmpgGflWNLY221wHz5piT5itSHRMtqDqVBwgrPjBvP/lnfsOnVDoGJ1hEpeDkltndActEKoJ0moC/WGamF0Gmxk8jI0mV6q7Lqct1sKq2v4JhPV9MM48npArPEIBv1cD/1QQpNnlGjZBu0HxKqzeJ5WIxJJ+9BD+33DQoXko84hpFooj/kdYS6wUefSWNrYds6jHGvp10yBPbnyvdvn0zl0anYn/klsLD32/t4E1UzrE8exxzQFkiUhyjNiRmSd7crFvqcaVrz3I8c4+UmDzSbvnm+DV4smRWunyjuyctsmjxl69D3gpGzKM65ANSXUmhTydBfOTUPq+q2H2XipjBKkXTRe11rWSQMSsgsC6Uo7DZJwucQhX2xFK783XCgEQhEQD7aX2oNecHHk+CSDpeQEPs2VCsK+HE8CqRuhgvGflGy98Oe6ck7ncsb2wFdGDkGGbDTsdBsR8QvpXpRFKuCV9FCkqgUn3jMPtxujdntdcQw4ys87yZ/TiJ7eQvmnjaoS/OjjpnoV3FmiEcM5Sjv4a75lHlS9n3xDX8doNo6rlYVPX53mlclXomIX4wrTBKC9Pr+VhFFJSv2UKxjYWUXhVtthAuwkeJCR37hpWCBK0Ky5UpG5ndgN0DSmSgYZxzAf1no9GUwjBEpcnJb8I4vw++f2hGbMbmF3DX4U3BvmIFVPFxxZcG/ZnAKriSYDTfRdGzuumqbF2AN+0SePlZ0nb+k/KFqkYWs6ZNXcntTjFE0J/k1SUKE84KGHPpqgh1ngtQjgxPFo5UBL2h8XsxkbJZnnEflYVO6U2tI/X1gaQktgVcAN6Mi01i+uuk4SQJDP4E8FJSQRRd0U2kFDTEnmaHWVyrm2782nk0GzI0h30YTC37mU+F4DErRb1YuxnuXkHh0McCiFYHwqUhRPR0hDjyMYW7XH7mmYkKLkJCOcQu8JH3UCCoLoAEfuWdLBhH+8EgpPJUiUuTk9YpDLOtp6PAguMnOJkOQNie6ESqdFQFVBNHhjjxdZmQXAjWT/RRCbhpFq8ewXIx3aVKwoZYnpwZEscqezEzYRk2LsfSrkFJyuL17CsM464SpAVkZXBuvEtkcYm9A74jeUPKYFQSeXsl194X1NZ29N5E8w6/tcDBy42eYoP68MVRVIlLk5PWJ1XDKfzuuN7irNlv/yHdsxIiPDikNIU14RQ9ixmGyhqM8B3WxnSDrdUUT6LQonIxbWXw7G0UNCkBXuQ0zWTUdetgah4x7rww88yNPs7F9aaWdJCsqLubSXc+BL4r7injFO1ughEkZaagRP4gGHvHFPit5EHATsjGkCVXgKKmI8mYcF2t0Ekw8BKTn0wcnwSR6gQxiJwaenZk3qTm3djjJKfX8EKXTn2X8ytiy85it9LC5vA9PWRqUupuj4BYphhplPjjz+BCZR9GJXP+VVQT/SajyO7822IfTb3h79h9vk3mqY73CPdfRn5edYWdc3lJ2Xbu9uc8cNKJpzwfRUtp9Qw1qCp+j2Je+r6/+yXV/3Jdzp8r8t3KMuwAYIWfSJKSDcEf1/7mUNEphFn4sVxU4jo8UqCyj652/1te/TUBLz4hpReUSx7nH3RyhXXBt/ofUZx/RGSvVHBEOpZm/8AoY58EkeqrovAuqSbrDwXfq7gvJr8Fjif9lrkoo8qPNwCkGvetr8I6K5txXCSPVTuZtxXCSPVTuZtxXCSPVTuZtxXCSPVTuZtxXCSPVTuZtxXCSPVTuZtxXCSPVTuZlro9c1ypg58EkeqnczbiuEkeqnczbiuEkeqnczbiuEkeqVIvRIrzIw48nwSR6qdzNuK4SR6qdzNuK4SR6qdzNuK4SR6zN5m3FcJI9VO5m3FcJI9VO5m3FcJI9VO5m3FcJI9VO5m3FcJI9VO5m3FcJI9VO5m3FcJI9VO5m3FcJI9VO5m3FcJI9VO5m3FcJI9VO5m3FcJI9VO5m3FcJI9VO5m3FcJI9VO5m3FcJI9VO5m3FcJI9VO5m3FcJI9VOyAA/v0aAAAAAAAAAAAAAAAAAAAAAAAAAAIHvluRRl76HqGlx2HbQ+Zn1mukIFU/XCX77zBaRZaQicUwJNNqrCQMPHSdk8dRcrEDqMh30rGuSQgMctr+D0EuZe0cX9bFrBtMjYPt6Hoq2dSOtmmoHD57+mgfOjoZ73cQRgZyL58qfnmQDu8wu0mwPCAIL0+g5rr3zFSKe59N7hgO9BTyYxn5io0etqtwB6mhyKRPX+mPf6ZoXusV04XhVemjruaBK5UhC+jt0hvQHQorja6bxehL5X3HINJSdkikM4TCJb4JDj2fsqAhbKDsEIvLKd/ymiVTwTNdeHwtTdt0ctA6FLxPXPkcifDhphDOgsWjk5Km49DGMkhjN2O2kEeC/1vQkvMhxVBIkofuOlQNlsDtPGT3mqKcIhTFAUr9K8CWWL945ZEBOuB5GCvc8cSajwl4ii+idvzKMRDCtBAgYkbRqrEYJlPOEEhqp5su4u865wenoiBhglX3MqNdoLLwO9JtX2Kndul60/o/TbW2Bcsi7hJXNyynW0DgZkWKdK+80wy3lDIBcrKc0usS3Xa9n9T9elLd3YRo+N36s2aCQPQBjH1pwpgFWGOJa+5IKajFP9bBbYSzaAKNvlQivWm9b8QUZ6KEqTu+gHCBNexA46478zs3K6jgfbysWBA3fhS8Vk3uvs77yAsszqxpXqBefy446CYnLmxYXm0V99T/5Pe333fTMSQnY5YAAEKv9oq/VLMkgA9Ov1RCg7HAXk11KlApMuueurmqMrXBCLWKog2ao+Zzb0Wj73Onn1Yvy/R0hBAuwaHTFYcBSL4p74M1cvoyma/T/yWH7DhLjXAhENBHFjcm1gvCUe86LMewKx6fyLTb9Rl1D/ta2UYiuuhmY+7vpXUtEZf93DglpzMI83m6FRThEKYnwMjvaKEkxhPnM6uXMyswUFacARHP1pDEGzRWjF9RFtWUs9qbPcS5fj79M8gpRMIY4b/3olCLoEW2Iw+eHjM1qKkVaLYBW01aMW943/o3sJanqeNFBTs0Ey1l8BKZ+xBkxj2tRMxX0CsFE6/0pR9TX8gSFpINrEF4+4QL6PVtQSliuXgG515cf/FlRMiDOZg89u1ytGp5di73y1QpAzwU2M+/oHP3fu4USX8b8nfK+/5gzhBdVkUPa0ULjwYk7fRC474jzuTUN+S9MWFSep4PdIW+XxCKHwWTcoHkdP+dd/A4lfBBQtuaeAMbKgbDpSLxWgJfxh7lB2ktqB4pxYM6u+1nwUhlPvvlrP5O363PV3cAwn3WJV/X3y9yJVHqTrl5ZbzuN7DDTiyh+1LWMn0U49/Irh2fWgW/afCk1EkOLfp2ss7ixAc8fpP2+i6qtnHk0kKMfwaiVqTjVBh6rYVSSpiu8v6SxVXhzBnUiHWV2OOql1BNFUntRIPQdEWJnDMOnrO3Hwnc42v/njcEC/iBM5woxUOZqsOTU5uDCng6Le+Lz9kHZ2oTrJJkjAMD4YIN7jR2e+kl/kAil5dNNNznSrAl3rilPvJRKLOP8l7xvnyQS8HnrP26onOZhZeyqBNO5MftFuHVvzOW5Uv9v75uhm3y1uDecSh1aZ7bKcEuPQXz7Rh7BPcAg6wEsyUYMYRxjf0YVHkbJy6Ynm1MvAkNj/1Mse1wxTyM6h7etK2wnN+RchzT6oh/DyBhMMghAjzQkUasvKqFXaTlTEdmdeFuL07eDfJWAynt18SDpSvOGWKL8cGNxRnK69ddqKeAhKJSVFdEnJHSkOf8jRWxrRHYV/WB8wCh6fQhHW4JaotdIDr4yXGkS5iR3OXjw+6Z85UWT8GB+/RARdqVmSizpWGtHlYjbYjUx4i/EnPdIdqIw0uHjr7CYIq5cwLJRSnfs4TtKKexdmIaWREj9GPLn/SgLf9e4cwwFiYV9MGqDs51gAq8L/B+ENvIZYHJFFsE9P0R739BnMXMDCsK3/2lLAQtBknYzxCxQCyryp5ZAcxluAMjTvhV6/S1U26g4bXR72nzleqI20VpKV45rC72HFDZ74XCMbC4qENfKdF2dMvzXEPcSaOBFIJUz3yJ074fS/1OBHQl7fC0ubxJNuSTTc6Zh4YXLl8K8nciwNQPtMWw4JS1gbzj2PsAaRxcJ0O4jefTuGAsXQQZyJV/WAXtERRPTXP3EnS9w7Or46Ad0X3Tf84nBNBnLBpA0zupeGWwpPGf0KNa+6xDm19B1OnYVyjqCPFfb2zWZHxoHQYgKg1vZ0SdnEL19M7oTsobzZz2rNUssJPbR9udWJNVcTlOdQMYM3vDtwKM/itovkuER5ryhST8QLqxIbWeTeCwU6XDN99wse0ZKgzwDgW7iQKKVVpT6Kxtl+1H9tbW5luONuYNaHUT1U3T5LESpezSneKKMYTjlWVFd+OTtZIXvpWqhU2+aSvlNFWqcKvvuhiwh5vJ9N/PmCJQN93IZTkEnwcbpWTLUkUZLyFax3iUYR7Gh7A3rWbfNzuQMApCLLnz/ZeSL7OkWukTUDtQPB7OEdHjbzzCkcBNsqhHy0guIVODZazxHq407ZS7Xx9aKZsOuHqo3Ru7NuRWbKawWbM1Wm3Z+sR6ap5E9u4GBRIsRBadLQ1pNAEk+2yBmV0z05WYLMr9fQM7pj0ineq30/UF4iVFnpocRQPVx41voUEHKYFD/Id/OK0gkl+3atm86aiScYqetnl0yFMx9N8IHu+X+ZevCuZnbsvKOXLCGbK4PxBB/KPie/C3+CGEuugTTJrBirctKtadzQbpjttJB56T9sjDkE6ctgZ8tTaqNN0aqZEQyBhFZM8VcHWIn1utWq/e7ZcK+BUl0kTtVq57zszhKCP7Sti0BYioq1BMdLTJbtayDvMz0iqx1Q0UyQ3cHVmBGqrQDFGKRFc1eN8fRHXTkJfiQK8C+cJayrRYBKG1kj0QOH4Vy6CJjD0XWjkliiSageWlqZR4DQB9w9FQzRvtCbQMcXAwlWnaLzPjwuUGVwlyPzZu6+HMAqdiITX4BDg8PJIfrhyhPVRebESlByEC/jPMZ6G7cgQhoyFxWWHgMPPKQ5zUvO0EAfyqwKUumCtjwrCqQ6SWXmE1Ha9KkkiEl7dRj6CFI47Gp6xn65i7vMKFQKtn4SMS0Tza8lpPLaWVFVPmRKgmjRLi9yT2EFHK9NtgFIL5BqZ3+lxUfsgPi9I+heytQPePfpEaWY2sbABIQP93gqqwqwd+LUEsgNbQpPvkmUJpUt1KBUsAIgiaGfyh6bBAphsCZ5SaLKeMCRwwTI1HsRROLoFG4XOQ+QXHu0EDONuH90GxHDhM/2T3YWHC+Ey0UMiMrPC+w8/ZaP1QYll/o1vOryney2a9JWp0/BNVduCeEEIiQC0jqd+G4ZXCAy1ZwmFVbB3rUeJZwkMJXvqfz5hM3az04N3oz52G/1rCAi2TljKXAmVSGd4uxTQhNE4c1lMywAeYJW6A5Ow0I1o/MdFx30N2eh2DBhyB7N9ZxndGcZwjApPPj5CA7ggRnMeLBbOWZZ3um3/ouNtj5rOSUGdFKRncVLIUW5KBK0SkMrFYfnFVgL+0t3VGG52BhXrFeiHEDUfvE5RLhuAREx/DLUKG68JaQqX9XrRebZh3KTu2HMuxYZ61jHzCKqpcYL4ZT0TtwLfN4hJlif+2Lfu3YtqWo4eQGwtCuohoXXAlI/ijLVq7kdnP//0UkDIHUgz8Lu9pQ0PGm8gTaLK+w5xo24EzFRJ8dttPzrKD8g2R1G/v7Ju+sKyofjRCBqKWwHekhYKLdJkBSkjvKQnJXYuzTJPEYNOySQWAmlrwDjn+Jw+I5Tf6vAneADb30HVHZg3AbyQnsfpni/s35x6l+IEv6lwXEoDEqI0AFR7mqv7uzHDFenbOtULHUxRHMbx8XfxY2cm0lEFDUsWUyWgmCJfUsdMAyC0PXfxrT9BcBtBfoVag40P/V5UfAwZGUrU/osMm2Inj/NNeO5pAXWJYuw/TcDdBES8Ba38lljZNaE7AQkDtNIw/SHc6yQUmcs+fbMtT0WFO/3oTkvmc0q0cDg7UUyU/+UF9y4YmyFOz2AkqXRaBR9a/RklnJKINp6igBUtuTWZx4VKEJcJ75facm8TJjHyIcPJsJz9e91ztPi7Qz3ce8g2048pJi+l8pCQ3336Jtc2A2MPnZMcZ1vsgDW1TSgAN3iZ5gLWRqIXS08b89c/x1MkSjsK8CoYsr2vj8TJKLt0JuWgU4yVefltXsbbEUw0dbb4w5I2R/2qJWxJwehbKoYnLKexy3BXH+tMWlu9oRFY763qNBhildiMrwjQov0tl/9nrIu5SC5xspt6dpX/Bur5/0cxhq5UGV3HfUzq498O14Cc8uV+4mOe9dbudDzez08l5peadCdjmxeNQ4u5vQCZLgteMhoj/x7hFu6zWd7V5fA7G+T+Cq80O1190KIiJAHAB8tIQ/kV9nG/YBAVRsqvrEdL7fyTMrHGs8Wd7BdV9ts/9drlFcDjY4p/ruDBDaSFpU4IINz4A5HetpghaZgCKFXwg3ehd9qRNflmchScJfImakq5FNsl3wIMxjoldmM/23HNur3njDS4w7nMzydNUGxtc/j9PTo719BdBE0TZGI3U05xSPTBIa7g0jS+idLQJ0VyqS/fgo6a5+mA2m99tbPWDUgXruicqjv07Z3rRw0EXtU7rkoYvA3cJiXLXC4gNjSa1GhoCMrMHCKIDnAcUmhzlqmzMi5XPS77srKEIXv/1PnnOGUOfyeeFTZvzxVo4UP3dUvc6H6I0YL0wpampqmKgxXV5JnbhjhuP4nXXC5/Z3SpUp1dRXszb98C6dvXYMh1KWFaIu2vE8i8xZRSSbLGztOgHyDtdRrUb65jd2qDnGAeHer3z08n8nslCeXKPq8eskXkYq3fSyFBdeu6ycy/gPjkuVL2HURTu0xsMaxjSbE2bR18jQ+sKJECOqW9KXIbKKEiUily3gXxNm37dFc+o5T7lpVMHi7b2jrRoHfNYsusp7HGJuY2cjsRvxmN5K+9QpeHqAOHLz+jiU3P184876frVlMEYNmL1MxcbNsonjuGB2NwqKo642EzC9vd0PL4M3JgwxVuGpYkyLfiI+0PakqK9il6bNd546NwQIIVLb88Jt9DPD1ytJs6FjYFimBAU0XKTwLAL+TanyTOBFbM89nIWkHyq1LJKa9J5NBZDRiY1QdZbHxq4CL6sv5xwXgDnWSh2c4NGC5F0n8wnYt91bPxQI3Ann/Pw3xI6kt3KpUp9aNcEmJBJcznPYdU58ygt6jR83oN6UqDsqUGQR/1AjQmw2Xdi7Swwgq9MUzWq0gifCiUVGlIk8lOdThA7ICcLkP/+TRSCk3qrhbYTF5v5Fw5oqBQcRWHDlAFzKc3InfiO+pNQurTpGpJemjeAS+eWGhewxbw/KBOyAFBuSX8fRwFaAcc5VbNkmK50rs3rJsM8NUXN7J/yQV+uEvYJooAani67hxx6lelws5cQ16H3O0ScMaEREySk/szMJFSGEYVJCmCRm9xZHvBKGNxUPYBFiE927mHz8oIo4wvzqYXQ1kzH6q2jFm2fnmptXtcuiK30BziOlrUFEU36nR5BZYWzROVbcouZKYUsyjAdr4Lk0gv9UAoDQF/HOG8M1BsgpZjehgiKOgk3n6vsSFsnmuj/5mNJJZ/u7cFPSpBTVPe4F1bQkRxtd6YKB4OrrXcZdYHfYeQa9xlCwSxERVn7hDnk6+aetxDZ1kge/IWYLxtFNFSRayG1YbFl17R4Y55k69aXGIkQwGRnWl672yEIPLXmAiqLc8K6LOtiXMMFOgfriKiANpC1/pLd6L9W7abHQCvtgoZZUxdbqIP7IHSiqe0g+eNQRACxYOIgfkoXog5jR86TWfTxe+vydq+w+KNykhMVlPVCYhvZz0Wf1u+JBEVWMdEMKAdQgILxtI/0Y3mIHWwwEe6zy57fAzAA6TqcGMbtf2xw7YO5ILkmYuj0I5HRPv7mKAjijetTuSPlNUuLG7M9eneR3Y/94yuvhnh/FDuXW48rnacE7hu7q/Olzb5P/T9wHwIOydrQB70QjTuZkT1QY0mVXTyP1HGfQPPTt7ElN8SY98x8C2zXC/ttFeBX4Cw56H04kum+pVFm74jFPbSsb1UWvN0soD0CQrodz9wPLnK4Z1pwnBdBOo3ktIKhx3Eh2hm/UqUe7wZ32yxR5N+qYlQGRkN70fythWU/b4191k4Wz+4/AQG9Tuaa7W3MVxOwsglElhywBng50ND5/3Y1bya14rlIh+Tbgh9wGmJpVksENFhAvxfQba9SUEAPXZHRSkv4KTPGAJCfARsgR2FhLMbKZswRoIfjQbfA8JPgH/DeWKp1BXHVuQdJLXQSYnxAYPlwXR72hvgqsgwFFEnbC5Uc+mCg6dk3Z9jeciJcCToMnQElOKvd7KDNuVDaVejOWCGB8DXLjLb+QFrZ9LkrB1QKOceJJK+lC7gTLIyspoYCeOD856rX6eoi1aPharmMdZlz4ipBROwRauO7Xv7dlpJ8ZGhd8qdmm6j9QfIcHykh1kN5ab1yBp8+CrP7OrEGB/c7l6X2eZMhf9eLTB2rplMDMW02iRwQKVrvULAPU4YcG8IeGHXBB2fEo7PJ6VB6z2+sg3jPXVMux44qoCRUTAQxRd6l2CEpTQO3F4qtOihPQI5wZxw+KwNSdh1w4oEFCJu7WtO/29Rh0mBK0YtwMLaF5zvaSYp4iOjZZldUANhyxEhErywwcBFe3dILUi4IJtvmeJN8nek/oD0V72fUiTOfW1f7auJzBm+slAcQTvTO/VIElewP6VSG9PALFiAiSPmrMKB28+dbfDiL9sYqCMeashEyjlQ1W7jVbRMtpT2pFraoxrzXcIsss/tSMtBLAddl3s4exwzCezm2K1MuUr5mqnegzlJaUWM7Ixw7zR4P11MalAawZmGIko+eceVN92cFh87YkS+UD8un8warZnN+w8bpT46NE4PNVj8zQfcV4iCKU0FI0RFhcxRHACzRBu6O8/33bZ3CYxzq6oO250Up30LutTWF7YG1gNCH5nxzh6ChRL7Xrg6dDLooTymDxe9qMprFhCWgIzSY+nV1SKWyZGuFuzXmyinSgrl/mFqvaI99B6TJlcRJGM+UzPN71Uc3s3DWE63j8cMt9mo8NX3gWdfH3P2rIZ14wVWLqHIlJBrMLna7521JMunGC7OdZFx+Z9Y1ye+MuLksAs1neEQ8TopGrmaisK9lh2r/69fnsCnvjkXxWvAjh6f96slX7479tousVIpJPaVEBn3S6pukNH7sBUkVJXEW8cB+++PA673pkpvIr3dyMI7ovvF9ZUSSTk71Fx9VDaJVb9R10ww4x9HWRTbu0SUePjiWqUMbsA//MsxLdgZc+1VvFfWEnzJWPWD8w+S4fJO63N+NRqtccjOE0kuAYozol/0+5LjNolcUDzIZxjsPOvo7H3mO209vPwDBic0FGdtVLWlHpxhb9zZji5kNbbkcmVmBNk3pUEf26myDOuLVisdR6GHb3F4N/TIQKPbuw54CmbuPk9R2Zm6B+VfKGmv6Fzn70U+w0tyolahnl5PJAEzcHghhza8oPBnhVLflgGyFOKcAaJz5c5IPeD4jn8e5dK8KGSg+hTKoqL3AQihjcbvM+zJpikPsEPtSgvFN77HgL87nMhoR4q0Aow52GrJkEEyckjoAW0P4Ryh6ooFRxt1IJMWTCKlU91ug51B87SxYSthoeoxpzx9C4I7kaywoYTGVkRfdSluC89WtGfu56ixd8n8HIt/tY5q19fcj+M0MoCQBtVrOWTZkIkg6Zlpy3C73bgyRvzTw6MTevDke9lTnt/ynwdbL8u3fGJ9VDLD5utI23wYwU7fJOange8YfsLkCsaj0JRQwx3fKMpQPnMNagcPHfXSPDl4wTW0gwtPJfg5m4AKsKaF0G/5dgGXHoXNOPcu2R1ehBsN/SuwaGszk19PeFDQ6AujFvSnH1Zl2mEweqdSRN/ZRllGnrXdIse0t+cNTAro2bZMPfAevnTYa5nwbUmIEuez8lHcg6O11RA96UeebxF3xNUc9zFQHXQ1WgBnMTfCC9kjjG9IQJ7ATeou3ZyHNPayIpj6NhoW4eBH0bJFFkkPTmNcNSd6Xk/m0Zu0n4pPz+2aEhBZccFeYljmaRgYOL8UsyPf+dmdwEuE1wPOr2w/Yf7IeVqTIEYjHrtdCgAYxCKWpgu2IkLIxGgi0qhRLCyTuvoe7VIqzME+CKqsJ5Mj/WtCpU88relVkEorRS9pPTE+cyAM4yM/fZ9Rrq/RqhqubcHtY/HUUjcMPiPr/8cyP9XXFibre8PKZsNhEXpBUHABT+54fDXMvQpaS1yiAVF4nc6NTi8uGDotDCyYYhK6dBFq2RrU/6UXnjPJU5hj3qgvXes0Vsa4sA9g+GfphIs+q+2aEapLbSTQXMe/5Ccpyvaw4m/pOyhJtua0LNyLSCixs+gYPyyrflncWic/1rmtok5fN1UuWihsEebq17lbOGy4UaslA1Q7jlOzG7NhbICr9wihbZ/6MRuS5cyESws3fNyTPAtBDqlz7W/HKQEghk29YJdQRT3SHQVLXW+Lk9hmQy5lzQ0FnR6ysWgCIzGMUTaeNQR6pmgOVRuXLoA745ir+QUzTAsOg4hHmlIoZzS9BpV3bDldT90HdvI5rqxxG6Jk1gYu105UG5TyFSucpUACLSdnw7a3zEHlSW2SZRjnL+fPW2guMBqMZOZ6ABaJ6kpQid7n3yZmYUOfH6NFeCuzOjYjebpC9T7PRBTiP76ZY4LIiYDEcM8oS4tvy1LovIdRuUeEuA2Gn/GCeFQaNxUc+ngAiHM8RWVdmcStpeAYyqRnOuYISi2uQN2TwKAuYYuQ3xLUlphRGmzJEvngJuf7T65m55/21igHfwRxitCzgGBtF6gIZFcD50aAFCCFEvqFncubaZqtiS8VaWIqGHdDTfnEnf06BlQVzHi5J/99I5vcal+XO3eoexKwn8a5xZ4zttfeyjU9neRAxPOYf5yepaeWlo0nf5KGon8rUY5p2L2iB9m6bbrw1TCNhO8FiA/aiLxDTxRnu8kZl+g8bpBCVOOnni/hCS05xgtuaYqYRDUw3x/fn8mEMtvFNiMg3Kq5dYJW03ikneY6DCNpO5qKuulJ+d5KD5dnBSf4sIVrDK/GZDLgl76z3EWWT1ELA0Ii73dTHbyFHZneDPhUZ+ZciHU4LdZefv0o7WIiahTjxSf0VnmgvNQEtuw7KK9REdHUc/kMhmd1o6q32OVefc3YXAdgYAI6mHSleZ6/xp7wXYiOBwnAuOjRb1sfpoWWBTMVJmCKsdMh/r6nByTh/g+m6HoydMGsxLmtTborqqm3fS8X3F95fOMwHlW8sMO8Vpuekra7tavN27dwH4CjKqOfQZ9kKWCoxSuLtnMeh/P/QagjnJ5pcVLuznoYhm65/U7CY8QBedg3uPYBy1ceVUp07QQL9FpEl/0tbmGp0A/PkS+0Xn/88Eklf9PlICvA3skh2Uui0hEyUzTAXmT33GFnelTMb/ySAICuQD5sfWA2cxG2YOnTcAvSL+fY6RF1UVjIxM34NwoAK1/GC+GEwneAklZU7QP+QB3ua11fnrtVLLBdsEs8L4uDnMoYmyC9c3oW///MABKtsa0dOTQ9lqMnv3kSt0fvTpmamV9+XIZ5f6v3DulJ2joq5+5jIr4cAjNigvcsB7+frMp1LHUIlvWnMnCq13bOlOQR9OGUiGe4g/cUPcFY6ewoAYlr4xM/7ku5m+E9eNvLlrjZxVTFN9Cp5RU/xUIeu7USzhc6OY+Ls480trmTAwOSqBksskbYfxefaENEuOF9ixGu0NuyDroG1AFkq7w1b7DDZhsvYPm9E2x1hhr2l9qbKwE7nk46SOABQijoQurEK+lUWxr6EDluZ7mwvDbW1DEuLwTybnbCE0gMpNXbH8nPBLEwM1xDJciOqrLQ9h5RyoJVw1X/GL6Wj13cFJPpu8AIfc/uiaBnEuxEoLHE1mMTatex0hIiFPsgZBXS3OIY7NiW2rid5wmqMf7gd+D8IIYs1J/TuWXcrrg+NlMQRdT7p3xZr+X55F6VMPLOnqA6OnqLqHjTvisOt8elmzFipQ0wCxrtwEUxlkuldgdelecU4/Q7Q2LAXlvtUaHODRumnnQRcOhQLiitR9MQ1FprVn7kxZhwXVvQvVRcIHw3Li0WxKfW1uoqsHovyw/qsdZeAuhoK8mp6tYOcqrrXlsadYtkYjQaIF0GI6K7PFG7rj7nMtTS3SHVh30PQDjgI6c1IsXTGcmAVuH7ALLXMp0rMcOgryE5/lUTdJtSPQlnZXz1aE+tiMQR3vqiktzCFMhAt3ATg0Cnlm81I4KfjLOLzAPr5f4/VUReonVHRUrNz7A+n3tfGDXFVLEyyi3ZBYIA1oGDIT/+C0O+cyyeaWmFEaiKTunvkJ1yAswfvp6ptjsWBr3OmajNd8P/NAItVr2OBj0Xtsgc5nr2aNErcCTWUzjk5YT+/Et9yjnSHwuLIgzOhbS2e+L9g2HTLb3J7w2C5Y8vaxski1iTETDgTSJIPdGmXkRuHgrlZy8m+G/ffQD04hxfFGgX3464Uw46EaCcTyRCRjb0hyRGJluLOtemgLm5iEk1J4vTbKcKGdpWQCcKhSr4utdOW7/hPTHNfCmz1pmcdhMeEw2n29vYR9ZDmGMB+UNfxx8+helHOHwO7dhKKY6tnEZiqXNkx3o/F7WRV7pHjl/h643PGM3FBZKyHYubsSKYQSNViqPQRHnklgRwPfbeVUfxtDezJM+tGm3aPPBHIaXrBPFJALs+hUxZMZIe0pRt4Z4teFmWBsNUpIeaZfm4U+Rx9Qh5Fv87PRugfZ5t4ZTyF6MXvJ/jxYHDfAISopQlwq/6lMHl1FLEUzICCxP6M2A+LKVkmT8GlLjahSbB0k+x6SI94uvbm19ORCsRi8ZSXIQGQghEyTeEx1Wl804ghp4XKDJA9IPUL8Za97IeugDE1A4YB14JJ+5eS2V1yKBRr5LEnlD8C5yiFYUPx4B2KwHPI0E6dNRvBL/OgA7JA1k2R3vP4kZFlaLyEcSYhzYPVbpQRHDHwIF++BduqJvt8J1Nn1xUxusQZZPOtraYC3BOusEy9Py7C/5p0sePZ6l/zsUDnxbsp/kZifhpcyN3qtfh7l4RJvsy16V5S2RjT0BQMPjEv7wDW3+cQgBF4Jt+gd3zZxe/VKQNnifXCxDoqdBKmaYR5NzuYFcTVuRp73icHLDVip/ZSJ9lhpsZ0Pa8IQ2v+FsTJA6OpO+V4mVQHgA7xq5Nl2spFXxNLlsE1fVdnyv2w/NUQpFagirXoo4Y8N0QOXUGZqEbuLXVKMxM4bmKpyFKrbN3+AWNwMaWpPl01BHLt2+Qin0W42bE508KXBJuRKXKdP0ITZceFiuUU5TeTcGMPKUYaSp7zcERIBuocqbDydmBJE1Uc1lB+N4gGNdDQ9t7mshPxnTA1IHKzeunpy5Y09Vhl08oWwObfp2e68pm3XrF15NaYG0cS/EgaYpOimyE17ikIkbnjsNyufBndZdA5oCIjwDq23ceM9/K7kkz37cYOU76RhYrA2LNbi0o32ZeGez822iwUz+vzP+xmx9QJ2KHpSctKL3PcRcCNbCEMYo9oKmUDk7Eb5MN40x45XGRVk9xHQGz/TxwcNskPjn11GLPEEA6NxhvhyLi82y7AOpAG3J2M4N6g0QES35VQKmuI1XmTDLABjTQePh8+W8y1SBvjmOjqqmKm0o/P457NvYhIEgWXHaIQt4Utkcjee5iHWKvFBaGax94CYz7TWVh+jkPLLPjUp/ciesV3+L/LzwjWKU0Ga90URVzdUk9SqcVAdkAy49BUcf5ZnkeWa0ZJ1fjEwDZWrVMKlnIAnOadaovb+Al4wLLIqaAOCrpFa2Zv9BZOxsOP8g31ZQmMo60Y1c2R1I6UdZf3261/Wy96BwhRJmnofWTcQ8MzY73WseLReLxguCRtcZJi2CRIbfEW3mFWIomyJxMGCxzgRJp1odaQEtZvdz7fx513LsXdeLi1jC2QjFOKRT8YxDYQK5GOn3MGhef7/zID3I7oCD5xOXt7hrsWhaO1NZ85zJmRghtsH+eCllWsp73FS9vQICgwzfY5KqpXE1LiBwwExVXspzAyav/vD9G1iasCtfKUYMISCiTbj9ATLFXEJzfCNvG43DYT2cxafTvFlPVVWO5Z7DY3XRdark3LJyIAESd5V2LXVKiuU3faKN7qyunPu3D6VJnRVlATBe9w8AJ2quc317Yrot0/aKe+3XZ3q6hWqeZTUbi8OnGdO6IkRaumOECg3KueYID/GeQrSyf7IMeDgzOyTtYs200JtKpQRwF/QZ7JiO+E0jRLt4GbizkoEgZByCpbnLyWOr4DKmnG7W9p6+WwHsls1WRy30Wy1tXwlogoWlJAo/S4hfEqR2sZc5y9EIDCM2SDpngBqNOmev3QAaaIqhNKUjRTInX8yfIrfRHMwXQ0GlXO4ZrAYwFWmlyEo6jmK/LnGBfV1zlG6r67RcaqrD9ATHEl9v1fVGOpYC8jBgkTvAj2LkWyu/L/pjGR6hN4R3ymrvdTCNKvTLJWaY5+vpfvoR5N5wos95bTH1lm24eXvvCHxrii62mokxHRSjo/BOO9oq5kDN3heb4PCTt2VPaAd27YTa+Sn+DNodXJJ/88JsjGTV8/HJ0u3+GxARmdw9PvxO3xZopDw4vd+my5XA0vINTB1IaNLGjG8JV//bvQRkTLLnNxxaAAIj/Dmo1HRAb5IilB6bmkAckBSxSc1ac4V52mzWasqT89zzBmxwrCJyqrt7FD9N3291tffRWWXVYkoh2Dq6jXPWDBVvmK5Zsq62pRvYY6D2lvt4wzeQtvXn/vVrX/unrZ0HcXj92CdGiGWNzo1rU6dcjhuHZeJSrhCOAWs8oFrod5vzFf2+GVadUlZJ1GRheGUcHSEq6iQNQWNQBAEVUsWI0pO9bbolPMYGKUukmGei5VE5jvRFKbrzutdX5rIR5uF8n4OSrOlSxltNuH4Z8CPYIfgrTxm2p1w/wAXeLZQcv7EfCLFiCKPU0ORk89mj7xDDPC7DiBtz80g3pJFmhMyUiZOjsGagLf+FiDdlbjgn9lITonOScGcmh9Bk9IcPMR364gtV/lyGWskwkPVcr3QAQz3EVCsj21Dkd6F/JVK1SKk5xMeB5Dy6MyYHoM/R2tYbayqKNYaEDg9qmEXW+nPl0JuiU0tH6Zm3SqzM2iI3DcrOH0JhNHXo+aghwvQodXt+nDLNEPg915he597wa2l6PtGGJw1i2V/YIqarSCD+FvC3JS1Ah6GQeK0h0ZcugQ8ROAInZ/cimtU2eakKzlYkElPGKEC3kImXcf84q/xwfpck8aDYQ4D/Cpcnqj4EiN4bOqfMLsb9raM5eIEB7ay85v/YkUcxmMefA6VtJWGp8aVljB0QMeqN+AFsPYtOkE7KVqp+S6eD3O1Jd0aSUr7erHDVXEjICyDkxXlwOmRCL5q0aHie6L2xIpjVQBXQbhGZPqgBi/4HymyWUvl6sTUNEKYAWxj4D2l2PGb7GZ8fk0qw/kHp93VxLnCJKWLVeA/5wtMMiOZczyExmdIKLjg0MsilZVD2DrtFWXyMrEIfcTkpxQUGETG8qSzQlIX3996WmuJRZTIls3D0FZW9ZbFwIUxO1k6e/6hdx6UrKzxKEk4Wv88qUcr61uDVuG7bf/74ttWk8kAK5xhe3EZMqZ0JLswuUOyGweixQgCWz7+uG9RokYO3bQkA1kVy5tXXyoQbtkLPINHm1hKY25KFEDGfYfrxD0yM4mmShcNMtZoP0zcxS6AYkbk6ojEB3jGiLfB4YOpjML7Vl3F0pB97pbV00nv5RexkXVqMRsQYj/7M0RhPNcYacBkidkechn7wV1gL0mjqaCU33mZ3v1iJ6m+gE3JxI51Zh5a6zri6m+/gCsij2nxxpHw/HUNeFshp00KI0SBTd+X1OrJgtgpPoM/rlGvkpxffumRaVpofv32KaZdEf959wDFmF3GbBHehGDP2E77S0KeHcPE2i9hwTFsu9C/s6A0rtQMH4N/YcawtT4Vn2HqoKIHYm1e0jTpAFHG9BRutUrRtv2Ox2MhfAYRcVJkZNSx+PkDvPORwzuMyV+oQwi3gy5EbOZF+O+RZeAP5wURq3dMDqP/ApoN/nWBh7NfNdoyCpu/pNteeGonBm3UC6H3WfUwIdk3OUwzeWQcqD9Y8nLOTNyJzCh4umC4zhM5SY2hOctP+HCSO9MDj46U6ltzYQJLXeREnNywV7yJCzdJGtJZAJJgIIZhfieHuL+JWlAvWGzz5ZUVg4zNa0H1mbJUv8Uj4UolVqZCWUzOM7CxlxoVpGJpnFiuU5Us88gt+yV56P2DTbkfoiHiF2B3GoLjLUCkN7DKzxqIZ9qhuOQs8XIa/vKQs8EDualrVKdvKok6rHJVtKxjeQw3fXRpL69j2G+o7j3YRHAGPNkwHfGsOFgpjIuxlsrPWHFx59IXtT5ITMVbETqiQjtjb8UOF36CPE1xi5pMdC+8XK8jOJvuHYgKKzd+jteLNeizkUPkj1Y7MtPnSchnF1yQeFvRwb3sjV8YXRYGgWgiUdc0erDr7iKxkMyEA3G7Oq6seBE1puTfX11VtZ7uG2orzJZ3THqtcrWl3yi2bcxe0QyRkEt3NgXtfdb9dqj6rwfknU+jl59rKtYIRGCNs60g5KvK6Rnl7zA73JbpACHKsarT4YMLndoCvvSVW3UO9WDnbtTjMCiz1nOlGgGIXIillH0tWzUFS0cHPiwEGuWgQyiR04PFiWol0d3Kylbn1wSb3Ddn1bblc5D3euZyyWmbHCvYs9nL+VxVyJhI9f0Q1MpT3oL3AmJuoFwrsisX+wl6FmsaHBh/RwHjMTssy4OMlwYyezYOmjGADvyqb57raXew6sIuJ929N6turLkhyUzwjemzgCMLQLg8hENEBQFhF4S3vPWkIRLJNre9nE0tk3dpQ9BrkJCqbnTAxBGU0EgdFlhbsR1gsCo53TpUW8tKCAcYeYQyeX3FlkIgvbd4Wrl6CXdUvGvUdBK8mxQve8fGlNBlEYlcdS88aI7YrOfeJyYU8sRfn3W63SdGL5KpBAC66vd+59/OzblfL/mYN/88iQxLsMRph70vCYg3yn657QRjc/4mgF64oCofKWbZgnIksYimiLrWK072EkLXVxF4RzxqDbZNrL18Y/xxceYE82nGHGNNy9uBL6F5oqsLVfBImnXfEX/o5Crt5dSDlmQE7s8OPqcFwJfq4j+3MO7NFddO61eke4trBxfM5ZCg0dpQ7fxmkh4uRBXi4sn4JGZ+oknVJ1d8ylgzz4DWt1l9PZSwhFyMcnyRLnBlGkZ1ne74A8vJy/8dZ2dRaJv4jmFgG7fgYIoKqQk//Enjo08MZbehFSqa7KZ5V9dLxvzF2cdY/w8Pfdp33Jf5XXv5ElbGIX85I0ESPTr8AE4UhD50SoIHUYpg9Hv/UPyAxwRJmeTsomx1mb5evXumhbT2pUZbyIO9E+Ca4NN35JE/3jDNV+zOdclTdw7yMcI49Ln5fal4rb9jvz2NJqXiAwuIAb9eE5w3hlWyuDqoNyeq8mIX1fSDvgE7oNdE9pZDb0nnu7UwIiTMnRdFJ8eqmzC47WkYqLo/Nr0yHNo5tZ9/iUezbNweS+rzJeBEGe5sSYxtAxrrH3fDkDFZg2EfHhdku0VWq8MYIz75ZzBrj0SF3QPwdGSJOrPGXy7ES0RK7Vb7hle0XEqkvAVobTGo9XdrM0E5NTmKIGIyU+JUsmUFwue8Mn2nCjHqKrV6vTeIjz4ehnmmkUdgYnMLcTCDWY7wvfikm16bHOU1+i6gYtZm4neyCQ+4JSuVLkh+3Yt7xwldkwkSusY5Uns+Xx9LyD6Bi9ibgLYNzTyKJfKnT/AMftEZLiJZXbn7BFTE20ZMQXwx7lOExOuy7t8ZuEFKQF/f/bhQaekIQFJnNcSLeVi7VRhVmgPmqsyz/6nGZDjQI2nGftVj2EB3Wcp1gW9/tMI6jFzDMU+p+XY2dFfZYJsIkaqRMT/4LxYrfHPHH1k56Iymmrg9QXG9fy6Kib8gJfsX6RV5mZCQJio8b1WRQbQebnfX+gb04CkeegXjv0n+9/T0TiUG28lvGPg6uJdIZeG+tn88iEBE4LuQKK8dkwSR73nKCnPylS8vV/867ZKRnbC1qph8IqJENwEnFXF+qBpDP8WuTYUgSrIEGCweN9QplUaRQujglnwtfDfoCfpyDx8l0xP/Jm6/J+u1mgwSRWXE1+uKmjomogBHZsp/F5hIcA+l2rrQriLcPyODfIs+6FGLwSI05YdqV6UCSMLx++Z+37+hVoPvBUWlrh0ehsrFi9Bbfj6Ca6omxSlUDoOYpRaIAjjVNWAZDLf6H+AYipiMwvahS9oxqqdUP5RJVEWlIYzoWDdEtxAWT/0MpyXpOHSAYcs6B54X8bxdu55ovZY0CFpRwIVCAxlluVzBQNmj7TPAGbf4G3J6R2OX0g5t4xeZOnfvSZT2h7/VDWx4wp5QMmLUZniLqKoqA51Dypm3gDDJHFEZHB3P3ABhGxU2RnFfe1Frx7NsHxMspZ600BGA2BbkTxXVIJC20nUR4x19FLeKTi2wgFjgrY2GrfAMeCravk/4FWTS6gODFBB/BnLS/vVj93UWSeRqf3IdquEK4LOXapx9010c0ERnB+C3HzN1f2S8lJLb0QFBGT53ytvPu8QvjrVXfbUlC1jlCRMKLfE8mUHw9t7txsaE0ol2KjwO5bVDAS8BNNGPdvBl/ZCvAGWTAvex+loxthyEiwA+iafQNTj5tq48GHjCcyohqaEfe/elv3VS+WSTa6dm5YZ3vGwMn2W9bn07NHK0JYH7j0j7eWpvW9/jQbr1jWrB1w+gZNz47F6I9tqbFl5KDJxKlksXy5Wd4IBwL0Ljw65cgypAi/IVFMvHZWVFFWPHOr42pPZbcPlmRWmahH26uVCZYLC+PlZPTxX8UyN0jq9KglIrEFrfSUCNfPIYtAs91Ca5jXFD39YeGE1f2xV5V8JJsOMFtmcxhKY529ZfxGzgIq9AQz2iaZ2JyMv65ydAktMVXIOmOi+7oKZKj8qv+AfDe27bN2yTFH4elrPXmN0ppB6a3gU1PiicCH9mCvxPm4QzD29y7csXVhas3DBuMeMFanqSG9QJT1x+vwJYBGGolUCr/hak6MDPovnKHdQpa0d8z3+1bZ1RXRMjiAEna45crVs8bF54RQSJaS4hlEHwNIdZsCIjeapojgXNJ8HmqGAoyPehUjTs1XuNPTOlBWjZr2+q33/XuuHjPYpWleD1i4KlwGqQdyF5LT0ih6gAiiLYM/87RM9StC77VVrFxNJY2t45wRf5SJaKjUjHZZi1f4iaMvKg2YT4pcT/cblz9mjpsgmv/fWxcuuG1QbI4FyDygxOfBIB7sZ550JNmWA+vanWDJbbjfzBZd3yg6uNKee9clJsKbKTsE79mW4k8DMoOT8xiPmHtcD4ceCIeJUA33a17kxJeJ3Ttz2Cem3KauTpLv99/8NmwoQKs5/BnWyEBfzIjd5LxCquSkWB6zSCVzZ/MQka4L2kx47IDRK135E3gWutX0lrezfl10XdgwanIG3cipm2MNqSFDz0X7Mfx9XDX3VsJJN+Wd0pURGmpKhIQZSd/UpkKqg3RqsHoVqu/H7xismTK55za2ZyiIa0DB2cEJgpuZQU1nWJhjAFVNd3qlBbdjpId9XJ96GB0hayX4hWzt04RNhtIdGPqvKnu5bDCsDDxpqIwJmgGi3xBT08nCZQZCtZS3Pb8eOP+DevJx7iwtJ1zGNv5OwRHbVFLRtAOHDuWqB9srZAEeBPDWxL7K4H9GJPNkqqzTmgcblE8r4cWhG517CAqXmrnKnF/kqS30IJgZ1yxLVgiMTniJCqs5+MQLXbjCyFGbIs8u/DBdbD+fWO0FDyzcK2/MdvG1QITgerh5y955Evg/DrjcUHNYNCapNjtkTVdheQvtXs8A0kbaW7vIJRpCC1rMGnFqVRZ3HegZGIMhu8oQT/uR/C03zUVIHeApGkMZeq7Ldhb0GZBNOuYxS6dk9fJTx1+YhV7+p2NA6QjRfynomS5SqB8B6EnU81oan2oAFlJWdZq52kGMABJV+l4RoojE2eWZMFxXNFBrttNBLkjjM82Ymu0y1NIDm+vQZ8yh7i6dQQ/puitUW6iaYvKH97TET1Zs3X4HiwIhCY1bIeHjotUfcr9/cgxPFh6jPq32bEMud0FGagYZsUDsrxT7DtIxz8x+c0L3lMB//Qklxc1YcUNRH8PjNhhXLi4dpbI0UXC/E0h+Firz9DC55KD5KGcTUDd5MYeeEYY1WZ5mrW/+uvMkm+0g4SqI0gUlDm8WiFkPsrbP7eOUsdIVJFoDPuqpSXowpAPV9+kSSCTba8yeyFqWqZfODglqyOTKZKF/YbDRH06uy5u/o2zB+1ac66XOzpKHLB/446O7MdnF3IGlvFBCcGr71sitJo+oBXjmZlD67Bzf2Z3aXqr6/Ww2sEC1/lz8lZRPwAiBMUIoaZuEGm8o0tD8N1ojm60rj21cf88GLm7CLv7DJ7W3U9SXvfpfQWYDbT2l/B3VMo9SLta04P8MnyXsRqwF9R3kkLwztKNCkUWm42fuUMavkW6xdLIcRe3tyDZSnp2NqG7dzFIOahcLfkKHqJj5fEA6l/L5e7Z0jqYLFj2PMo3Denmtz3pBE5DK4VetotGRC4qtwwoPFtK16MLwgsceKS+19VGF55WsFsSp1lKxPEpzBfhYEQ3jLpgbtX/Rf/ok9flbegwQfu+86q/Dy+wKEGiiAJ1wREhrNAob141eMkzyY18Jh7z3witwHTCOXLs2KM7fpQ85Dh9l41iRE6w5R7kfgQuxrQAr3V4TXfjHbiZaAoqzVwrmCtR3tCIzBMio4Fz2HIUVMhIJ+lXrQRxVRyXGDiXuosaO8iimgiSmSwT+c1uit3IfN2ci7NDOtFXC8chhOcDvUlGfjIJSuGMGvquI3goKOpFpmY/G38vG6mGYh4asympzJtY+RH5D2R8krr02gubgwq64agkaICSXrZrSM3GGp9R657tXXyM3av3nqpTfPkabTEhubru9I46FygNDfqEYoggok/D67fFELg3FrmAqBuLzVHXsh120ogPe+rLJkNYMzAhcLBHgSMrRosfhMho+1Ebpq7n3AKwzNLqpb24PwCH5ScyiXXtZbMZlL0DzkVyBsBUf6uyZOVVovqsctK7QW3XYrGtnkpnAOX7qNG8HJRord6WvHAq0GTd9OSQtIRqeELr49YAOcjwlybJkOMNsAMtxnUSWJBLVG3UIVf00y81X478kDRKue7yIWR/eR14KPdLYX9nk4RCfEbypuUGs4ymJow2e5q4/sq+coS+I40i2ejylHVKOgncBuizKKz9DbCpPfu0XZ+/7nKHIEVpGpw9hA4jUKCm+z4gA463ScKDDd6i2eyl4cfmnLJiL3P+rhhbsGRL8GExpI/RIUWwBLHezksSKvLNhFxZEbbUdEseTK2tbS21HIlMI6u8fNaPmoIOcSQVLRr1eDvJjbi/BXnuoOXg5XibRIL2V6VcDj3vHktMR/QUfuK6ThStZVTus3OLvNKF1qqvPrcmMbiPasDFH+AJLlTnuyxyfh4hpfUBJtylefhwpcthajJ8dEQP8KqzCuB+gNL5vdXb6ST2Th81f6K9QWpX7IZCHIgl55u/fM28ieFF6FI2K2ydihnau5sTbRyqyq9E1mMQ8BjRhiaz1/3HG4PPgBGTGKSJHfRt3a+CeuIXNLsKuXast3+mv6/e+XoOz4Zak/kZ7f4C/u0EMYmLCt/Nx90otNelmb01zuwWc/sJpacETafZ8xSPj/C+qaOl+i2kLwo0crDTRiRMw3NkJcFSXY5WPTLw8kyB6ZU2IgUZQvyR44vfhpu22nRIvfNOZecOAzepg4rDuKl25jOheEx60xEODT2sUGlLC2TGu6wtw9S5hMB0baScpEBelpMxgA0ICO4rpSXI8r6P7xplZ5TTWmy/vLYIJD0dyk25pDcgjOnY4OTBDW6WAMIcyebveAO/YZmeFCdnN/7lyZjAsN8e8KnnoMMJjgiA03ZYG8TKvg4bvQCSbPb/w7K2B+F/y6rm6+buDe0vuWX1hEfIh/dhpArcsHzVCUw/+f/Pi+UmgQKwjvbOPq4pjXRZJq4YzE7AzW7O1mXJ4Yzm/Tha/h35W1yF2XHDqv9pGaVsAyVqwkzVZePjlIVY8Yjzagab1zWMnRpSNlI3iTigemY7o7G3iiE5FqUpW95Dty6TjdIzqT80w6oD9gzguB7NNk3DaLVUOVMRC09mAFTM+Zt+U9jPT7k0SHS75boE8ogd912EvOodlCuLLJY21kBpltpg6LnDejf4vt1dXH2tIqhLBfvdpGFZqWAEicRNjrm/Nvacdf3nmBh75fGrlqo9uN3uH9qGAGT9odxgJ6qZmed5HITMd/kn5o49xh/Z/ZvwYXhFilzZ5P+WLvHwr/VMqC/Em2uxQUWBTErvYtCQ8ZFtMRkQJ1x6TGrdSOfFkS0G1U8Rfn9OdIIJkBt/1HaazZyKmN1/K+PW3PUTcM9sBFkpbjJFv5iU9ZX2P1TwZvSRkDsP6zaGTr/P+VamlkHCgBIT54J9DYBs07D4EVaAZDoHgireXKBJlEuqtJ41zQKs7e1IftgMpyKJZDveuNaqqBb1+WLU9zMWWKc8dTpasPwmnEk31Xq1rPye3A9qloT+5x4B2sx78WXcxGC/91/E7TsDjxPVzXOmRKFqig00BhhKYpGX+QvBcGTtv+xnZDQl7xn+TnaQNa++ToC4BpPkNlcgBmIdyX5gNGpZG7fB/VnLinv6C2+XgBcBbzGDX8w6fjOchVEcNBRmOXR3pb92bD3GiQNkypeyJS1cP4/dxgm3kWfiFjMnuhUkilPTbL/Ngv4hnr16OFDDLlkXHg8RR0XYRWsBY1InmEUI1J8B2+5NoociYOrDc7RsrxulrRV6D3nKTUYEyS5nif9qmetaaVVCDk2x8rWCgdQ/bPVtlq8bL9lbc7/GrRAIy4K8BuYE/KC0DLv1d/7D0kmYGiZk7AFDImQrkiF/saQhetTWLOIp6a+QqmDH5m2+DRUebRIJnbiB2Qz1BwxInxVcRPrU3Wm4d4Q/bwJl1kDweKgcXgNoeWbPkrYiJitm3m3GPxbhPQgvdYXFOxpVijLxXXutiCoruZBNJc9Jbg5LYV+Au2p8HM5Q8rkCwDX75ZHa6xD/gIj9ou6RQ+vCWU29XXZ0V77OVFYExcOonAtrTB/HEGLQKKvJKTlAjzpiqtO9aaIGOtAr0V68Da9QxNeJnYNcTtgXtAGkTAr/WOEliEI+SRZqpzi3srAsNrIuLv5KgYTEBBLhkKNDb7se29/C73EM8f4FffznoaAq5Waia4TQvDeWIVDfI2BoS51WeGAEgTgmPOlsEMrF6C9UEI7LzKgz8I0yX1C2slsyPOuhS9avRqWwjYEwNrCUOfSdsBvGRrGLs9jYX6sexrbRG18p6e1736Wl7O/cubuUU7QpRHQNHbJ2mjDGbfnSRBpZvIltBIz+zeL+w5oJgTwkxlhNGXxO3CXwMODCexd2R0zcJIWacfi/87hlciJkNFaV0pDFCuyizhxLyaIWR2DUoGXQR3yF7udmmgO9zxCOEJ8Wgxoj7u/OYU6zrt9/1WN4eaqZOp1AkvCKGNsQ8l3OWkxKBSL1xbV+UcDzhyDAlDgYPZ4JBGDI/82Gh2mETXByXW9wi8cKdASbcMNlVK5NfOr73IdnquXLZowNLXuqrc77KwDuKPFdjNFXrHDUF22Bho1ymJF7yDkOJf4AwLYFlIYVEFULSXme8iFLHWo8S/yyvpTMJjC/eZGCQujkMKnWirn1qgdFYetYSLJYMB6+jWk2x+xj5CLa+nO9CDU3Z+nLgYIAYXJPptpnrgC5yzXn/1M53m36zaYTp7RSeLb24+xTpPm6lRf7AgHWBUHmbrByS0QJwTXjqqtFPP1Zv7gIhWRC8KMoIe815oCtjfaBvFt1NZ2EvIn2NTQwfaMlpA7tfwjJprjbHeu/mrWLc3ujbTy9M9qTjQqyXZ3oU2rsZ4PN2F/pjGso1SnEJCilkbr/4H7CJwseNkk9IEOip7AZ2Z5XdW6c1LvmD+WzzuTxvikcDbtmLSDq9SvFQVRmQ80vtBZf/bVDg5CfSlk1qKO/8+Vh71Irw75AlWJtJpyvYbdL1DW/PAzDJ7aOcfJ3Rik3+lC+/SzSJ3X77E1VMgYPOdnwvDR+r0qxzmpCAvjoCmanqs0bdEfF0OOzmHcLj0ruoqyQWnm08Iezk0SMC55LD5pKnYTGZc/M+QMTkIHPRR4v47zWIY42RisUkOW4VGS5Cqkrqxkxi5hFrg9OjoXsFyYhxjjswbaIjCXufHvh+EGgQlF+sRqHTznY0Do/5un6E+Lft2Urb9c/mM1ghP6Cbt6weT/LvhbBMt0d9UQIzaRGJ6tkX2ebglaN/StJQBpooANea7UE8Y8+u+lq8l0izOT+Eqv/lEqtUgS8K703pxw960XP2Pt4wuagldT0PgNHmdXbxc9PC8WzxGcNMHmZggcHa7L+vIfVEIzy3WXMXuwGUTj8SxOIRcDu2qclb6/9zOA9zjhVLxCSeVQaHnEov4bRnPxc+i7hQNBDeFIUaHo5VPsA8LrJgukGhIbJCNcwLgDFDKO8I5gdZVXpnh+Dm1CSj6g7GsyDGX3h/+FodouopUICF+jykKfzr+6mu5JgX2Qlg4/EBBdYs/Y8sLvbKXV3AdXSGjIuoMIBSvcGx8R6ZCagJRYRGE94uggVD/PfE8lWj/K3qQpNUJkZdH7CuIyluNe5G601IYkfgsWUaVFVXjVoO6bywLZqLEloPjCbmxCBAudikwYpZhDZkkgHBKPmuu+kEF85lO9k40PsBbw1Ni6DU4+1AZXifvZxd7xO+C8x8hSJXoU3OI8Du2XAaLxVUPyW4YyCwS7arveCVfehciiyzFdFgWIu5NsO2yFxhIxWpjhJaGxJqDl2altL+VpZI5Ro9b3T7L9yl30qHyOXcAHdOstzuWCnGuaI5y8GUJWzGKDgrStIrQLA95ve7Tz0213Ompl242qX8weSvdbYe2d498DCwPRKVadIE6HD32fHdWIwdFs92wwEqnCeQTWtaDpzKmMGYbQ/wo28gGQtMSom9R4GWvyU7dCzWDCGnaaHIWR04D4p4Jz/wE1YxmKkpQatUaw+eJuJ8L8x2whq1EseqvJ2yvxgAyCfzXZLDmHSznhdQRXtTeZnFjqVhyIyYZzAU1UXnsdkQGlP7SqjdVE6+VpIbVOEMWGZCc5D6TfG5JvBk7ekMUnBMDQsV4KuBU1FEsHToyCbKxk7h9iZDcn1bhzSmWpOBCebiUdsqVR+muUn1o50W3/lsMFehtNSzYDLK4m3t+0NYAkha0oX1hZwNnjPB+3FY8Aha2rrD37Vfa68YoDMOPTz0W18Qaj7WBD8AE3/b3vnWkQiIfQiZLfqb3xaHrkHUOrEf80xia65qpJKm4QBYSIR+BwvUtIm5qi/q3fSIYybhVaP7vmhEGejcZTX/6qwVpAaFQzcGNKoP6qAg46snRV7hN4Y7LQT9EEA2zCVWTlM1l683Jc0ILzKCFmed0KPjtqiN6aW6pi0t0nF/3evYNCHFFNGbYNqJWVz4BxANvpYNc0mkCbGm1VPENFXJXqt2I2RIbPn85JO+Qz4xffcpVxNGxv6uj1NbrsnrZMpXUDCuAOECRmTBZ6vAsgRxFaxrJsPyhoCZzcpZYpZ58wsnoZX8RRxa9Lttl5A6pVszxR4cdqivOIs7Wy51Pgc1vkGrxhWGfW1OgYlu6rzZY+rxLl0qctw658KK2k6Fvwv4Jb2kY2KoG0MFpeKClbi25yD7Eg6lGw1XrCI5OdgcIyOo6bg0yeDfQWeIuPM8hQqjpErZ1NQDluohThrmg3sY+shvzp4dmU3GxqdbpDSwgst4A2FM8AUXTYUT3nhbXN4SAWH+W4ExdzcuNr9hPo9KFD8I8CriZVzNBfTGtIeHZj1Meo8u+qvMV0CtHVPsPxbLPFq8zPBMZKSRvYb3SpauA8mEZBhRNmmNmXcXouF35WuTtaZYYmYZvcxCTDMsj0s+t4wvwt5Duxb7vDD5e5NOAg1Vz3K3TF2ulaOhEOisFZBCCHncwYGN9P41pS5jPjp/ZmJ+rR3bQl2iRNbozAabWeiHevqErALsjQJ4uy1gxzR8M9jTNYcwkE6La0stYZxAgHlhBx/JeiAM0mqC8yFTgqGR95UcOvQMNfZzVFx4lupcDYQ7reLRglM0XwvFMbbTmTo9pIyihFjiYB//x/z0lwym/7xrsIj0U8zM2mh3mD8KKrskm9LpFY9T5EIsLpFJdhDrahvkHQ2jdt5eD5n6DMJhUWA7RLDElGZKkkaA5QQAYWSzqNwNa5NOUOXdn7/O+wY49CjEyDylbcCvL3f4VYvvMIbjeqwfp6f+drNP7bVz9PE50S+lpH0ySKGowjJSutWTFbgCTcwmcERcxjs7YQzdtR/Xf5mwlWWKAYaSR5b3PAPxIeG1136mt8nO372WCWU5vD8t4y3A5PbO3NOf/Iyuiubw11w62PpQarhqdasdBWSvpTAQ1VddeoQp3uJzTSZiSFMlwgsLBE+WJEp7vmGH7au0OF1vmyeH7qHV+Z+8vaiPR8jtXdHturyIBZLTcf4KB4h+CaiE959D1W7TGcWhJl4BxSSef55MOSrAqe6D74SLHec+2ObHheVLMT6KG6cSH3omEFGIbqROenWVV1EW/5W7rx8rbjsUw+hDUg+QXs8/dzF3mGoPhYUrtK7K8co3teVcUf9dxqqZT0Raa7xl1+dNHuD8WacHhMGdt/B+4oFl0M/HqmFd4+cBg913rkD8VOdBTSn97EDR7HmgT6OjfhItDbu5jtUn4nR3mB24QPO0JpEc1gPnIg1Drys1TKr98Zjjz5wT4n4Ert971tg1Y4OsEeuwYumvx4ZA2T40TP8z14fY4ciidMyo1vpvV7k69UNW1GCpTvGwy/6sIB9r6KTBRGY/qeMNyuKehrMbEYWuPrRlfXaabbXzlhrLjGECow/ErV3bvWL/tbRMKfTNu93qEcJjky9/gZUQwfpGCoA77QDREVLGq3Q38Y1/8M32gdDA3DYZGi5wwDKr9H314d+uVlMIyHUoyHSBX2Mhm3JvCbwH+DaWXVcy4Q70zKFovojDy8Ov9FywjmynEMkSXsV+8eKjjfnouD2LzRSyFO8S0GFwFGz+avFgKq4uAQJ2NUZ5GCxZRLj+HF2MH8DpIAoqUdF6WOjXeYUQcY2EmGgNkGA/EKm/TVHJIqoFTQoQ4gnoWkJ65J/TG5hGcahFwuuW3oaCd2gOgGYogxCKWdlXQIqsYYyHFOrmXmhV349A8rYNYEKvEWRvmCJu2HgCsT7GlUh9xVoDQTBTmncfdMLFQa1l1s7WHOfB1VJotW6SZ9HblEN5m5nBPkCulzRc7nbYF5Ql0ReBid6EbmLkQoicVk5RI07eqb90TR2ys4qd5zzWxwB1TwIFfd9JI+MJw55Om3rNUDmV8NC3YxH5IBi0KPpEaNbIRBnAtJ02MqIV3I8hAQorDkFCCbfdVhIy0pmb5kI8VMaLRF+VY7WXARmgIs9mNWk+kgZg2ujsvjL6c4xN7CfEALoBuBPFks5qlEh05sz/wLnvk8MgurWzhYnzPQkJevfSklbdtG9MOJ3tiQfWCd1nIgCiSbVlNJcwN4Or37uErstGXKYi6hxWS60T+AU3FYUc4/XcGFEAuJRMJdHK9G9XYsajpZPzRC+pcvT6oqrK9SfbKU0NXwERe83pjHOvhQF4auQSDFJVh60HXu+RLPEkG45toAVTrZ9nLAC9KGW/N86kkeO4W7cwLvbh5NIxUqt6tbrTjeAE/ns/W94f+WGhs8GG0NTjjakKDJ2IR4fcNltuTfhYhfNWEPwcLFKcbqxJeBxf8ZFtKgg9VY4eEV9s/AC2uOxKkTN50KDp7LGLeBJnBh3PNZFmhitKn5LDNXwZ+q0Q/5PeOwrJtaf1HbmXBB6aov8Be/94LLqytgLvv+TT+5Bc8pfUraonRAldJVrou8k/BFP3y/rnWJJD4DlCVbqsI+8K7/HaMAhi2xVXUibMmRodD9ev80+3hapvbnWsAXzEVcH8TR+M2VrtzKDIFhKfBYv46kLtcENBooCp5KaZLDLrGNXC+Kfg/KHYVGhgjxX+rZI3wnU+R4e1iWJRjGGaI98MO21bB0gpeRV/zjgKBGAlC2WS6U22RWH5s1lLcyt+iJ0HxnliTLcLYvFqL6eaMP2XQUyBlmrhvx8ISjSMEw8suJ9HSVrHBKF3+B9HHzy/dbkim7kP/VQu5kKgkE5jTy5UIt7sunfcP0Tkgedw9ukoCAmtYD6XQsY0q/DzNlTe5Q2mOePYHJGNk/pblTfRQpXWc8Eqiude7Pq1IJ/xr9UkKLY5iQwEm5TBvUq/QdC7C05gEhNcNxu2HDEaG25sgRh20wPKCLy6dB/wgQWukLGpgQCVEMvJJuJsDK94U0+dZb+UIq7SdtGGkuEZRma2I+xTlfuR2mdn1rb6nu33F7EfSm91h9pHdS014qTfjmvlAuBMb3eg4R+m40rgGSHQswAIMSuelwj88f5jkrYSX8dBNlpq8J00SKM1r9NNzL774xxjyaQ+Li4jN44WslDtzhHiIe9G9Eo7s2Q6zrpeDGNiqhc75LN8HTaeD6LiZQG9yKUtca8l53aDceMUevjLIAgslMX62t9gpCAskLvT7Qgd7NVkdmFzJiIqFI/CKOKSVD1rTD0kdyFkZMU51MKRez3zpFXMn1j+kFbz549UkOj88F49fh6Dxuw4xu36yUS+mtY01PQ9uA+1DHOw2dU5084O+U3Y/66qVugwEK22BmVL+2+UzwWxED3VZzQuK/rcnBX/KAli6Qht1jhf23JDYb8KvMPE+f7jaoien49w8FXmYusARdeLG7PnzcNiAMC2jZjMklqhBnWbTrY5XmaNtVYj6KG6eZ0UASYFzJEeP6OuGrmin17FA3jn//64LIpnbxroqLPNHavFA2V8fIe2YqnWnt76D271hmfbMGpR7bFlG6qQjAJnkLUeMWzSbTcoAAPXeQfa2934i7vLmIqIFzgAgOa+UM+e5Q+DSCduajV452zcelRFZW+HvV55PiQHhkxf9gNhrU88p8UPb9X1LPg7tCu5v06pH6txThzKCSW4MKWhVWh/U0Gy40jHhWtowlJBWGvhfn16G8iAdQ2MBY7zTUx3qkvF+ulytLpYKmp4yOAE2hynxk74eAUaZB1bdtfelJa6+K5o3AGTsUgImzIhiWfctfZgJn7i6XuIiyK8AuVtdBbCrFi5yC9oW/WNsjCVSFkbJb7jmOi6IPcc6DRLD1aJw6oU0wqQNvyNtyVxSvDKpstrWXXTOhjt1r9NWix9JR/+cV/Vytz7XBCcknjSmjk9Bzx9n2Ho0XxgPrgiCznIHckT6cT+5VbX/WPLV7erhjuY0p12g+V5P49lkg2RTutuPjXMuZOT9l+QjbYu3aKNwG64vledxbDDcfKQHTjkLE3Q403kYii3+FekslWLkzemRmBwgtPe+T6H4kaSzW2442GsQajsKB4BSuOzv2Yz35Ev8T8nYjP+BMJerYL07A+MhZZFHXCatjHZdPl3BwLk4sv5BRcmWmWYWBsTQEJjT3rfzUSrAWVqu4R6luIr6WEJcqRZwmX6gwLjAY1DNBJoyEJfkeRrRDF/RiRDvkpjpcsgtL0noVRveRvX56ol1f8DipqhdQLFJY9HCU4a/eRLNebqTkHzRAEpnu34FJKuBJyAz1q3xmOd8QwoNMi2hnfDJKcbBktgbuocij17N1RbL3/YvCcthoAJv3DnaLHqBBYmgovdBhMzVv8HgVxjzyZnfLsSK/P2m+mhTbGDSJn566bhRqTKowpUVx865a+k21Pn1b0bJCVsk03cvaVYST8bCX+BqzR5flo8Qqc1iwDNn4VtjQCZLFBgonuFXEowZVmswTMngNYAtBrC+KI13XXdveAiBb7VTbD4m83QpjSYOxRedrE7aHZQFraNQPHXDqJ4rcwVrd0mjeAFyblPG7K2WNXGFtE93CMy4EWbl9+awt0/ivQKaFI0PN0IHkgUVcyBM/3Fak1wARbhHO7nTaH3xhT0yN2gMn5XYIEYYAPKzueREeib6CdO3NxKdlZpX95xjq+pQ/p4KDtIAh3bB5w0XoEBDMsP3cU1qUkHkFGt1fV/YRza1qKTWDTa8FpkSRIpG5XcRvroaDyTIs2OZWro0SW5f1dJQZiCNtMSDQql9QSXBhdxfJOlnDoGhEAgjP0zJY7M0xj2ry5ZlfoyXNrdk8MtCc0x8rKH67xyXn/JA4CoUWYXh+XeMgOJTf4AKFrDbvgEuihvXTgoU2PQKL61RW+jzRF0DObZg49XP4zfRB6+cxMLOedADByEQVQS1/96CZJg2jISUzqAXSv/fCHb7ZmWF4UrMMxhjrRAIamvVSkPclbt1ca3ArJPUdIsTvf0JUANG5KkUShFMcV0544O/N8DGcHqviYcZq1y5rlBRlylQGSo3rfCjzQv8kqpYkfqK0qLloaaYzZxrRcYRwehp7JIg1LtlTXLX6bUckJ9K6fjoIv2LvFqndkSDGg7emYIsWN9yOckjArE560CyGQ9EoZDt6BQ0nnT+5/ZGjS30UrHqAbIqpF/AM/VVVOSBDZyD5S1nXfuOhZcPbAlSMS6w4VCAqchUo+C1mjrGgUurFsDFZNr4XPMhQww5BHITPgCmHP2VMGsNxbdbYJq1WDJqxGgqYpB8KfDYCeF1uOi6nBL1JsCJ+ElD3ygGEYnmBbC9tEicsAZrqfHJ0l0z/OFOsU12bT8FRgq4KAftHkXQhnF+4vXC3kaCjIw4S0fB2dw2sWKJzcH1V/9vXJc+9dr0H4csP7ZpxSnayC3B3qQ7R3knA7qUwyIqVQJMXCRZAYIf/FVPN/hbR8gEIzx8Leu56ykVfyjbM/ftuDXG3yvkGdRA1xAveIe+2WULH6PXbdXysi165xO43VCj8l6Uv4ih//UDfRklM5ULm/pcD2fde2Khialp2rC1zPV57lT2OVjzvOB9vPIYCTG5x9HqcgqnWP5x8GujERX9AjebKl8Qemm2yUF7nzi7wviBJamADc+jqv+xmjUmHUf6ibah33Ogke20sEQ0utsemX37MZxDwA5YKbmvRg9DYSBnfoMAAUoTRAHVukxz8XG8hi0mlgH05AGcOgRM3EpaoLlTrcMZX1fR75Vzb3lBT98+CdCU/oy5tt7Qlx+8ETCIgd2Ak309J4EqZAKM+IcwNN6V1NtaW6/3mKC98dSf5UW07B4k1svibmC5oCZ4Jj8IqqUmGW2zcDnVAogEwAAJ8n1BBrVSWKqmMRMPjwVDBVScTBDm6+9ZdVW8JN17B56JpCeqzABIQ8RB5Sk1qY0pojVfuUxaCB5upPnyHOaSPMoe1W04BC4GcR99HrtO7ceRiOQonRfN96kfgh6nmyExd/9AUFfuqW5f5m/tTbcSIFEEYdTuBKDXc+elchqG+TECaAuZR3WkettOdTXroF8aHPJqEjXeEPwPkGtf5vXhHpW7LQlgo/MskAGMEUcUqqmd6lYWfcYYuyCUbmZXPrC1gAIPUEivrBxuq3bL2s9hpye4GC0/cIDlyuJ5bdpOG8F6NRlV0tQ5/zorROlxlIF9swmgYuHPVlXSTEgHUZ5w4O8m2s9GyCoLX9m3X5iMq19aAINx5XLO1OyCmf5ePHnAgAc/KCmmdn6Tq9s29jN311zj18y7qGV5EbTacgl2dW6Hr4N5icBZgBmhoVeL5bx+C/jv8XYC673s1q+1NXmnHEK5KQjca+VkIMWQdxM95WLfHrSS4q2DWkrGH4InOqkH6omqBNZOY2zK+4+/8LyI3UhgYPwDuUekBi6yG1gmddftREpWMkoeYbUEl3OhZeSXlrrC2XTm3CoCNaWceIxLpANUziGN5wcFlwTFNva95AI/Z0TV66EALbtd52hSN6F96f9VdxY9NyYZyaMQbvWvoRl8pwujks7Z+z52vFcO9HWjIPilw/xLpVoj2qZgHi4HUqAxcocb3fM6k1FNbGWVN0Izhtk88A7zn2kN+sXq1GpqsOr+13gdRpw+jJr2BLBM5A7wNp8SoE6UcTGDNtft4d6u776Lhrv1ZNh23Kj41qs0uhhWANtggvgQMiSlzBHBnDmQr998cDFffWnTUxcOrP880EdNAb+hIozE8pDoevvbi63PkPkrpwRaoWONtqls3RO8iQtKz3mfgknSj+Kp1GrmKv2UMwcOGiEdTlc0w3oFSnaZ8YlC7wHYYvZ5S23ocHLCsHwWf0BB6IsaFii9L+xIA0RevefPpK5VsrwQP4wD+7zkE0jxZf+IUERmVxM5+1eY8m8AHTgyA0FbnhJMBMeepkDkW0V2ePFfGFrmcAhCKZd+1nYSJlvTln2wJAOr012EvZYWghyy4fBqMUmqBjzYU7gwRucI7OUazVue3guaC0QNLd5zCEIDMuHa1AfP1PCe8v1wsp9rpFG+demfjX0G/2w2p82Xc/ezdB4EW8GCPTbgrYU/WtE+jkSsl2YQu0AAAAAB0HRX5N+SBJQYHzZT18mnsYL/w2VnzH05Tkhff/Eud9pzLN+x23t1RzFNJ6HcUjmEkh0R1f6BXL6+pFV/+6+N6ox3Eh6yJwGokXq4Vc7Lk+8imQnvusj6Hnv09zeR4R6tpXpqT+BAHxX9yXq1XRlqY/B4eYpQKT3B/Tn4TL3YO+sBw59ab/Z11dvYGkMkaHh/7YomWwPjREz6eVDcIKhbuQiOdhApXfOd4qEiphmAGKmZuLqEPUaFqpxBo+aPbNiyV0Qmd8XGDq0SyWcXlQLgtztCTKI75cD1sVlM8an2xNP+WvdB3uvlGbJp14w07EtAThA+qRIV4UX6R30cXb5Bq1WMAHsHb6AFWz5T+065X2HlTZ4oya0dAMYJHE1hJE1EvBMT39gWsblk+KR7kq+Rbj5t94J0ho7kMguFt2XEmjcPZF0w6F5kjsfLvFglwwvSgjP9U977JMxiKgarVLkYxDd6PJG4bXoOvSdeUFzwhUM5Z51+zZ1/uHQb0kAR1+wIP/5OP/MnpGdnl5qx9IDiINN9CzOlqeEPAqps4XAM5STPFMm3rdUCf5Q/+6Cqp8iZ50ys9bBWMQaZBnG7N62R4HR5V+SHptDo0ajgfBEc0ES1BHcu+PFKqnOndR/jZGa0qhUXmaygFWFyMNG9Pna3Cm2zstKQmJSeT7EWFHDVEoLorgjjXI/9B7S4USRWBEpsgfi4QJABZ/mBB4iZt+Vj5r65Fioi7hEtQ3h4DqSJiVkwxE1nFgfpaSwSBg5LDmm4IX/jgBiry0/wikNlcnBhDFDE8p/UdkSSwVMgFLbUaNo1Dxq4ESbaaBjV8nsohJSRubzFsBsO5rq4EVKtAC7EjsB4YpG0x9XXbzzu9gbr9kn0klSG7Vfhm1uqsn1125MbbQX2yjPpNQ9Xf4DxoaGlzuISIXjb+l5BHBwaWXwuLA1dbgL8sy0a/oHT5R+u6TCtV3YSmRVD5F6t/2bJWLBBLbC73j/Pn8Df0JwWtv8oANuztGbwvFLNnxQhRRg95Ccdamb0blFkcyY/2reVp3HHhadVCVcUKWFTjTWpqecrrlJoPW9I9spcBZZ9Z8w369E1C0wS/tcPakOMXt8UtY9YNYb2S0pl/s3YpaB65cKYMXR7y4es6aMzq+MCXZ0AbjCqSaOJr3nhe/JNLMRxFKvBMajMpEIoPI0cGNSxL1HFTvsfucRPOn099lc3JRYH7n7RCXaPxtJSzD0HFVSMMEHFB79uDKVCBieHiii6EfJDaQBHDzBev+s7SRJNDBjaTaNJvK4IHUD4sXJ+tKhY0Y/3IH+0wfg1T3nV3XYDCgjPPm8K1MCi9KwuVViQDBxCITZhsCV4H4J2XlmwhCGNDHieGm9/s9NF3LWUrPfEH/MPJK0BMaRIdGO7oETE4ZBh3rddc20kHMAeFTNC+4m0Ie7h2fPghLTOK0ex+zOrC7vr48HLz7lKMStgE+sJJR9ia6oVCMc38bEIp9RC8E7weG9jz+7VtnHD+PJK1zP2etB18hANxDWZTreXCM3AgRGCEjQlEKFVmN7iQN5WEzbBwDa05Wk19kjwQFcbSS7lXx4ZmEQKb3H+WkXNbfin0MCjhHedF1as2SljyXgY/MH6tJveslYt98mkce7JwxuX/EqqGQJ01Xod8wVME+CJ/tQ/5t9LIjFKTkmua3jLXkMAY9R0sHjV4kJcYc53tlQkoWS3QsTMqLBSUoh5i8WAz1xCgRVQPBCVqXv7HqhkcGXYGWS1EVOtkfhhT/3D4lbnfgRh8x26zu8TyYmKRk5h1MNYe9VrS6a8IxYrH0cytWkNfX3KvuYetp31pW0dwgGbrlKed4tTyrec3QWPUkq/3nHbpDa/Z/+DnFUrXBdnU3c6HYrbfLwZNBEUPyels0R0qxm6mz5jhCc4bJx2eUkWMXnAUxs31gDzp0ILVIgNBmiF+jFK6kiAWYzKR/8HsHI6/9DnW/TYFxqXVV5bgaBsWKe3xddnxIQfT0sRdG5iqQVqJpEwJ5s2SLGCivxwn+vzKDns5VheXV4SbUzD8lT1AWot3h0ytIFzkzK0wtU4pAy6lH8FBKsp0FVVvydC4qkhaREQXE6A6C9lBbNFniGRTrG31OzeKwZBw04AE3t90MLIXpG6RdcM5mlBjpv0UivBnKxmkN4S9v6flXJv0QPC0YfkMxXVm3Tr9qlTIwZkr+fovEEVNAPtedLvvoHEMtAua9ESPIB0H5GOR01E2ecRM2pMPqArebEsZUZ5oOmVAGKHbTNsJpkL2tUDtQvGDyw9gPGpVUM2FrI2nzB9nk6oh7crmmJgpwHuFlb5ldJmup2l+KcuV4CFsc1MNbftnTgTwpoW1yB1ddALCYM5hSYLww4Oyd8H46MtcFr00CA95unlj4fDH0mHZZHFEnM2Y1BvVJQcA/yVWoAlPcvYfGfhRX8mX793YKWQt/B8HXSVVOstR4TZz1ZO7XleKj+C3yhnIZX18gvuDNXfRmAw7/Im+KwpDIinZajqOKcfInMfmxNVLzBJ8phFK5cHoISW8k/OWndA71YUqr9s0Es8cKRs6GyVrJ8e14W9XUDwTvG+U7pZrW1mckBHZ6QT8Q17WfZA75g0ZUxJOEx91+AQLYzlTlrLUEa7ShO99b6y92WKxwohCokmMIlh+7r7KbXQEwD3XABO9mGzVZCrk1cq/scwjW9vd59kc9TbUG+HEoDqZIGDSe1GO3ErwcmZjVIFJX6yvEBHcSflnico+W7nMDeuN4dB+au2VKltrg2qlLATeRtZ8aWknuuB1/IF1Oy1IjN9TCVbiILj9hny3tCbhdToEq+C+xeDxTDyYh8C8BdZIwyxzTVQ3497CEcdZhEbHMIv1aYyqrddQMwdsyXMaVZzCOJ9rHM9HDnG1CPaBpnc4GdpLlVzzJRe7E5QEnaEQJ5xVh+gSMU3O5P/D/Yo9rTIZiVyGJHGJ531tFUVJ+D4wkEpT0Jt3f75rg6bvH7l7gDzJAmTfEF5KbTuAFNXs+jw6/rDsxxG8VHJm4vLvZCAswQp28AoaN5E3WrJTToimYfYmgZ7fk91w4Pdu6gjKLyHodLgDuunfpIu8TnMSFkWBQq/hSZtUkQ/Pp0EZNbYixKXaUQpwqI6mA14HfLXEA5pVC9p7gSeDDCxjQyngBI90LaIfeUScTlHEyDhYWX0z0roIOim5kdGFEs3G/Qu17W7xPQF5peiFRig8HF4oV83kuKu/UzdYLWa3/ozGEcFLi0hs94jvu9g92u0qN4iqyZVjqCx/ETFDSpKnw3x+eoWddbhPnD0qoXQFPYRHJxmt37J6d4C6QnsTjdBJVRaCqQMxp8DF4uUIa2E/iZg8TJWNX2qu2zzsh0ho49rzt+MX74tHttg2SkDTOhgCp/0ZYwi/0UysCg8RthCbpRMDGOIxVPs/VZFHB6spcZtsGl2g38Fi5fEkd3rTfVeze3AGjtL52k98thF+5uMxaQgPXLHboLwuNweyrVkyIzBsJA056VyUYywMC8F34wXKQj3OseRElIIasVo/5GP/tVGWVuI6uSN8Sg86UfSDDL7YKcAACDBzheHqJWGfBIhSZmbUL0hYr6NK3ayo1uIEDtJTOYX25vPugiHm6H1A+TMp6ZKiz3uL4MjnX1jLlr3ji7I+YFNINwpHUP1a6YwGNZD5g6YHly4wNOIgL2/aGowrn+jPvJM3m2rGEBQuBIRWNoC0khMo2vWaKPVCzh0DC/vPWq8xqyLhaLEiDwAnuuII47xokUQe8tyF9QJnGEp8CZolEHKleJCyuEO1GtqoHy63P+vEKd20v2YqLFoUFDfw8Fx0mZM5DYHcqHdyCBNiLrwqH9VBtNE1RxdDQgfw90sLOzXc+vFdBVqrockA5tGbXIrkrcfA4dYXZZ2q6PD2AdP36gr9XK1lC72LQ8AhKrmMSrn0Ss4iR9SlJ0HL5z4h8lH6XD3rHj5E9QoHODIdvpgDdEVfLHOOOAnycZ/iU3snI+klat7Acn7J1x/Nxo4CdhOB621A47TV31GzuTJ1DLYQ0aakxp6aoUI2lxTEQIobLw54UX7vnNnptph20bODbD2XYJQAA2kxVb9vExhRTUBzqNDPPZUEuZ8t6scuHHWyhG0zfN1lK9LJZV6Yih9RKn9cT0tXkpn1CrSUnAQk+hQ8DLIcn7fneLdVVigGWoETPbbcB8i1EcummdPQhEoouazaTkx22EGxeUfO11B3QS5Tf6Lg9nu/psZmn3tWqngCVq2Bds1cfdEMwJVG4YDlJDSKh72toZwkwlfIJ6hCrckq3lw++FfjW3AX8zedmFT/8RRkA2RqbAMU65d3F4bjzisM4G8FzkgWOQ8Np1gIgoFAYbsJXdFP0zOkdcB9VNWsGWMRKjWkquKJvoFNS3xfhB+s0pWITvdlJjZdVsE1c2qmEziuHwFz2xIFvJ5f9qBZeDvzhAPD1lBOi7Mb7VyABIySLv92SZrm+pdHHOVCcwaRDwax7gdpjx61s27dW5UUQqalC1kxoVwEd3CkGXWApqdkM3j1gaqtj/+Dx7JokFTHk5OB21hvv8mjoZahAjHAisE/BLMoVdwxcuULV6yTGtw6IzAe4IwMy4RLcKA1pC5vG4ZkDHVi24eCDt8TfomRFM/0UBwqbmv8LZenT+t2bSM2YULAEBzIudikBGNacH6Ih3QIPQKUFom0wnNIFUQ/Op6o6HGAOpHSQ6SfBKYmh1BnnW9WpSZtntb95JkrycJ8PWLNtO7WW1MblmF0toRLgYCClWR/UvI3DxeSahIuRWZKjeXoAk3o7ER6XwcWU7P63Gru3llCtG3ePIhE9WFlMr9pSEm6Y+eTUvPcIOAtKxfI9qVWmC1ye2UWzGVoro59yFJM102rhlOPBJAzkML2qBNXYyHpll0Kq4vbYUf5QW5BhcsdwJWe6CQwoc7Jqlol6xe2ikWjD5kvD01H1tcmUwqVbHIWT4etE6KadkY3zwuPf17Te/fsOBJIUReTsLWmRarqQQC+cG9CTZu7bttqjVjsfu8L7bTNlPjFIKEBBmf8lXTBhSbLVHUaSTjUuut7FEErw5YG/NA/q1KYxkwhelORKvSbC/YgbCpAwwjbfG6krYNNTJj8IFHKW1UlAaGpFbSOUf8fbs23EXGuugp/3JGRX8xU7/xGfukhQvt/3dw/gPFrq3bKp3zkAH8PrUaW2kVvTgDHwaAAGKnExl2bRmqAn8iHOQEH7JbTWzYmaWl7yLDxbajAL7HBunpb4Vxt1EJ/DeqsJdgSez3Ox8e95O7SjRcD8oHtDWjXRQUQTofAJIBexzYnDNV1r9ZbtYPmjw2be67AHDZ15IPcpCE9rjCdWCJXix0BIYvHwhTyHHov6ZuWZQCDljHE75Mm9unkVaOmqd4aqb5H+ub0tLuOyJ57llwB1UKuYka/gQ+dU/Fzx30EjtlMeGRYdoKbJVNw9Y0e/QuPzWGGGcv9QBHVOgXx7BFIBRlkXFD3/nIUlMvqq5Pav/VFwZIsz9mMyl8N9j/ud9l8kQxDrHiFFrlU/DvJ+qdH5MvbzDKaJI/8rkoE54o1OGMToX3d5NyIKvIGv+3oA6Mx1NX647tL/ZotechKFslrOoTcBsSN38ZZn424dzjuK6BCy54S9XElo9Oraf1ZQi3LHQYLKsFT883dIM6XiJ5YM166qiSfb6m8qs8kUf29FMxFkSOZZbuKyRZx9XPhGA/w9H/QNt6PLNnni04KqLrxLt9psOUDZPHNQnOuEFzLxrfSKzAyzmSbkZ2lzRx7MxontK74KeJCdAe+zrWhjC+e4hwU2na1QOpQjJYBJYL7Vatr0a5ooWqLk2lemDlqgKGvHffn9e67VhgxsDYiW0VIoB2RG/TvuB0u2TBoG347OZix99kWJCcoL5McLh2oOUd0MaU8qcsS7po6o3BJbNUx0nC4QvHpAaSS4uQ701ZuaMZyLKChwIVFuPDRRhnisYckQ6fAvgxV2W7BKTrJuP8AsUb/NKgLJJJl+dLTdsrE5mebyWzXVz7znZoJWpdyKne4sh3LrtV6Xt2VrjSOEajQIWdvwQbA35Jon18y0ZeTqbD0oSMY1eR1JADY862B6T8fN8JY2sToE9d7xRfcyrihm5+kcSNd2IinAoSRFiWNDOSAqttbjc21x/gt1hbLHHfxQ3L/lSqHLq7F2h4aKbspuF+WnpRMieNbWATVgVIwIu+0xdboMSsRAV2/GJ9J29tDZ8yd26+SG0nw7Cj1Lu/8LhhK8d/g9M7mSn2HimKpZkx+tGwzz5HQ2Oap7MRiWuijG+FTb1rsN7n3Q45zoWEGPzFTsu+Meovy1ekgp7X1cykaFwCyrTTvrzGbeoe0tMbwTJqYeXHfVVaFY+2AnctcYjLlCPBoCphRPCIyMgYtwj5f7dpNc9J9/LwlHNpweIA+fHnJNBjwGfMugNSpyCZzKhvLzcHFv9ji5k4Q4/5bscI6Bqxv2F897sbT4NfUgj1WQjQzadN0RX0wwO6LfFOj+v+Y3QUf1ld4B35WYOOFdTvx3BO1SaQkGIfJS6Xn1g6ECvW01eB/JUdG8FvJDOsAuTu9zu9gbHNMdlG6BlCG2Zt1Ce3/nkQl9zdPPrpZYMmGP8ZE1lfwZmlOxjE7ODrjbQTglpHx5yt+V62ar/MEnThIwhGQJee/yycOLgExjeY1TLBnT/DGQ/YKSX7eZrQMivwcU0wHqIelj8EU9Jpe8Hb2gSLRIQLKSevt8iTnYYcindyq30+3pLZGcjw9Iu8pA6avN/x/3lBQMUSHvjg7/IJpPt4wnEp1oGUmg6JII/HM7s2pXBpjXGg18YuDRTPUZn5wuPfW+L00V47h6NLnPkfEdIC3Vaa32b7GGpIAq9Ob9ATmskEEOU80SINTLwFOcZuL64J9CKmE3AnWA4FHsW6A0TWMOvJ8NK8UFZ721WbbLZReV36YNBuL7HF/LyZP62eIckBt1UnjrEjH9GO/PhbkG6idU2MQmLqtDuUElt7+ySBgnU90bBOur2F/gxtV7ZM+GC+DVcHwmEgtt2aIIjkmOaHN32yMI7L+lw+pqPZASxH0+jJCd4fpfIxG6Y5ukcWCzNQDH/c/F6qEXhIrywbz6ed+8lPLfjfVT0Qnn7nQmzLjipTb9fROH194csRRiecayE9SyMx/p+MOWz6NizKna7UZXvf53Zc+b1GYh3n/Rs8EkSkjKlpf8nhX6EpewMF6Nktqb6EX67vUbH7lF0vgyeNuGB0BXipnmrjz0bSZKLDYoTy2Ut3+y5XsocPtbjU76siQzSzj+ZWLgo1MMrMM3uJFaZHPJgawtz5rDjf4btbgzG4dypsbs0TxurG3S8SkxukBG3m7TMpo5rrvwpGVaKJ3Z2s44dFqlzEUOOWIipM7JSjHIJm3hvda6ewgWsLy6KMj4NwAXTbGQe//P2OCHan5V4eF/F5KanIW5EX0Z+bMUARaoGWIeXiaE0gPR3bHkuCdbS38FdzILKfuyPPmeR9u5FaRf8Bym2haF/PpUITGcA9Rpx3+y9QVB2okRz2kECo4bq3UwFjl+L5ZeyNrw/OmTXafSKiHzjE3+HGu6pKkfzJDBnlytPFZjpQOVRD9/S9N+d17wB+OwC+t1770fYiIrL3azOUlAcuPyz0tvJPEnBrbVexOgkh5cJMwUO5gjteI/zGq6OubARrfXt6zI28jIdIpRjd/ytgdSqlwWEX6ES2LuXfCIUrn4vamnji04FRPOA6u0IhGOsfWYfXpEESTbdF+3EyBQwqf4lILhodKY5kkAvKa/sF9gkOpC1+Ldh/GFKwY9zeJnFa2QHkQgm0BaxAz5dAbB5x7ZUOG/yiHzUMMEKIS/Ch+/e9yShfFyVCClsnK8xbQ+2CdIh1WwKjADwYo9Q+KjaOJMJIpwf3hIpRVVIjTYoruLCLBOYKAuC2NS7X+RW40bN0AoLoDQz0bW6Rs2TLAfxyFxjBra4xqzQC/vFVzRKk4PmhFgxRD1FCMyc/nEDv6i+Gq3UJHrtvpe4DLvX1JwTBGuLslKbiRJ3EEnY09kMhkRBpUXj7cmmI0HrtvUyBDzlfCzeygzQ5qsaui9OnR8mBCa6vt7O0aLmwIV45gbdem2+8a2LAdOpWTsX88tcOxwrop2Yf5C48SB79Vup8NEvWsJ5m4aehT5MgCq7nHrEHgXR1FU0jg6qr9a8HYhQw9eBOlzCY3G1getcUkRwii0pq1JF2dQvDTgLPXjo/kyklFhyRdmCKdcka9ASj3ouC/C6ju3ocpTpathmbnexHWl0wS+amxi62qhubqehp9xoDiqF2RSKU/dlxkYir3F19xdxPsSEJMHpt/FexaDPyN6iLggccw9zhKiMAPAD/1OWpYMr8QEc9Gr8Lwv8qmkToHwttY7oqqsJZgBpoOeD+ZSmJfVGzrNlD9dXG0i8BauEmGNcsodiCHV1qkLA8yAmdM1nWMepnlIzD+4a87Gh1y/E3ZZZa9Lg6IgGFACnqBwkwCf8TXCTa+KI/wmpBOo96SpWSAy3yIsB26J/k1oV1qGyL6s/Rw1bI6FDx8wVfZ8B5c+xw/jTpzfz5gvc+T+cNf7BH1rPL9FtE4KyAy5GTE8ahl/UiI+uUXDupX2guSctquDq580BhJAWbQ2v/O6Liqo/0a4yvw56W/FKphg+GuL2bCtmIGw8nIKeJA4909Hx2kHY89voVuaTBLAINzabkScphUTjaGQVBF5lhWeAQNME657Drw4OO7VpAERgnzHBHrjoZjgu4jnQJqKCp8rB00A2+zTrrJ4wAuufdS7MPbhofjbsNupd43qPwirwL6rDbWnwEgXAoOR6efpgReFkkteTVIOIhFtildriOrFTKiXGKY8wpPWAgrvOOvER6gu2oE/1xC55Vpnsnqs0BhQmqrxxgYNoMe93URonD7wJTn8jmjV8qk+zKZjtFPzOQ9+5JfscYk8Srl7nSwiqirzF1OY08R+LytI+NXWpXuyudX01GSZozsUp9hGgHOJpL7QkhXAeIDKGdlMfhzwZ3Sq0Zy+jxf6sFvSKroBeuBu4Zofq4l1l/Nm0jr1CgsNLL2bpab/qxZCeGXqY+OzuLm+ZqztCMVAjHOAaVnIwmDCpETrYlncUn/UvwjGcHvG6zEBir2VbxUkjBgKoVrZz6Lyt/yEPYijNQoVJIiRwqzBe9ioJAqkkZEpPAxDmATncbMcCJw1FQt/VgANJeO+kEaRTbBBfE8e92M1Y7Gm/niqOfaB8sTKyNh6+CWWUde3BYvfbdzRHa3UUphSjo/DWUUG0QdpR9EZKdKzfY7xOwlmehUeRDSVH3mxS9cNZ8i6oNF0pn4TqAPPUCjXNaeIr86xQuodouuOlLYpmB2cfW6YnPNOUpKSFXQHCw796UvUuKLwz7FtYcrqI07HAhG8lECc8xMuc7OWCWDcleaLbzmIApfuUTKERTf9vKWaiassm3xs0vf4HSpIBZiZaMUWt1Glfbz4dqzVdK6JgueMjVjoo3sGrw1+ndYp6ISiRvhIYrihsKOH4RVWWaiwofRfWUKkgq3bjpl8zAKgsFMOjUJtALKcFnvwYYxM6Q2T4jfprS/H8RGbS0G84LusKm7onHQxYBIU0FTzuBAjz9Zvz76nqhH0oWuTYlssCWegWF+2BvKd/z5S1/J5+z4QJ40TOIXS5rDsHo/gYlEuxi5qpsvohcp/l1tGqnKJFV1pcoMYhbyp493GEtW0mWCuVeLwfIHlFvbGJWnn/FN+jq/meFlOFdGHSxjQFWda2GA0uBBaxYbo+2EXpF0Is09D/45uf0fJbzQWJzSh10O1ofJ1fEc0oiPnoxBE/EmXvr0q2Qu6lP5Hr7X709x/7cX7825C5A9LqNFNI9m5vzaS9IdDIj7svDRUOhBtApHdAKg1xatYJsF5hATP5lD65S2u5+575BGBoBtZMv/Iy9bRGUjgu1LAGENLoKsKmYvDmOUi6yfhUwxH8crZkIGxBTFY3rmMHcIPo+hmEPLpfuErMyZc8iuD+PNDIHSRR/2vV+akjzkkiia2EB5Z0xTV8yHOJd9dpqQAM5GoZFJky8YdjyZJ2BWxYtWCbcxkp5xLwZRVifYQ2Z48A12Yp7Bhz/6Dn0blS8816zBLOPwxY3ZnIT0oyjv0saRJbSKrpxesPXn0XDy/pQXigldDjt86ocrPiiFiut7unzc4I+P4Y1V/I3VXZX5KidILgOocpGTjydYwvhvFevStwm8uapA9CSmMtv78GSvY5K2xhO+Kxynu+lQSXi8Kfu1B59ufOQ7zHOC9D/XkSjHXHlBhBTLmlbZu2kYTo603SexDeL5HWgEKsnqN3C8QN+jJJ3htFRsr5Ma3AUEeLYclEUFl6b+065lkWVaQCKX1imGXttbv9pkDGGyq0CGLO2QHFzLqTRKBcqlmClxbuM2EhDdh9DdBpdruTZokkbKpXAeLz7j1BCOgHZAaqqZvoJTHO8CLt3JkfVCX8iQXjlja9O+1omKJJUTzA+OM4NlhQfgGmQdBtmH+nhsxrWki4lJ+Se7Qk5l19vqeE0qa6OCm11hy9ANtZ6fy/qqXoJ7wkBCU1Lt3qvwmL7wiHpOrTe14u4qHPK1yRzRFIjwOscMONOFo5cUriUX7RFnmJvUYBxOmc/jtm+n0REqag0BB0E5VLwrUbuHuaLH6eclJSyJgli3CRlD/vBhXZFfC/pQ86kMfaTnz7YBw4hTrth8v6zfA8f+Q3Wsq+myxhbCxn3noQ68+xmizSS1Lg7SmwbW/7qJt2u33VGnt/eAbDS6VdWs/nk/5hvv1AovY76FUpQIwBDtKr5oTJ29x+ulgGkJIMTwjuTgW6rLUVvbM0lQxtp9YvsJagYc+cMgL4oeWZCybthifLbV9iuhfIaYSRmgCgG503Ta/YmY97aNEgM+6CqCien8MH8OCn7xJ9150j/1Dnf515AKeHwpa178cfOUdB2EDO/9WzOjVOd4lkKypne6YaoPMtFdbIY48k5WSnTLU9DwJYWJROnQgsGCNPw/LaWvh/MeI7I7DSD5ESMJ7rEJiLtt87mnuyB3AbzQo4uj4xkD2Ndpf/t40e8XHewYc82Zb91AR9cFYfFyccLeVCvaxHp4KuAdbdfLqP1Lg/6HJvKzdEPqertjT0ScGh2SF3+svB34lagrRsS+vuZrrjIZ/vN/p7oh1Wzjqokwb80fFrImT3eblZUeXFIDhy3FraE5AUiIyzUWE+EhtjY04gzdn7ryS+ROKpvwKtk+KKuC6oEvK2JdXGrO9npMFIPJNGyZts0hOUPOEQH1egc4d4hHpcc6PIqwdOzgUcN8uWK2C5sA+Kxkdx/zHAdsO8JEKPlFADdxO2CnEXIxkGjaBWobVr/vRTZM5eJPCrxJvi4KHVxW7zs510doqRw6oI9rDjw9af1px+xos27fT8PIMZfSNNSlCBZ0t3L13PEe0EOZfOLqS/qRd1yI2Ga6FkVj+sW7QJl21rFaefUfSTxJFx6kyUxY7o75qEF121rKxG5/JONF+/F3R28Z7LJGaaBc64rvv9T6KIuT5mB884PjV0ENZFy4C4EC509usuyz45F6bOallkuTMroR1/uAx2EtYwr/aE+b3W9S+EsUtvhstddFjuI70vjzliymkn+v5i9CKpt7VNhTc0eN/jlToBfoA24cyNlR/ahhBL0lOhfnFDatt9vtf2wp3Xfb3oyY87SiYqO5pTntYU4KhSBYrumBNzLZGc3TwEJr82Y2N3OTULK3nTiI4zb9xG2CJ0Pqqqsy+sEEHPjFs2vG58TGh2DdG4ZPMdd3hcF2Hsr2ELfcB6g6DFL9u5nvBi+tCHuMsskyjZGl8m+W9XElmy1iW8vGKBi12qyWvHrMjw6oSAiZQvZWZItoL/qch+A1yDvZy4d5n5g7MkD79x5q7dIdqMUJWjPh6AgTMxZbj+wnXtMCqY94YjFJbipAmx/OnHIr+UDXjd1WsNcyyLrHoZedXNYnjdIl3VeIP2bZusZrUVvPdR9mapx2YMTEwaUtcHlXob0+V5/0pN61nwTWYnvELrSLqARa2rFZ79xoXfDZKleNNf02sYR4cPnZivdpbBd0RWUQoOuys4XhxrozOty5XOptT0AlQvQJKA4fwZpLy1kzDqqzNOi4VJnknXTjtVi4Yv1MgGvxbT13EKR87VZ0tKyrEPsEj95Py6EEscOLW430zf2zN23PvcbJP/5fE40TBFm91rpiNjB+v2s2Lmbd9usmsqvXFsqxRRDwlslJYBawS12MXRV4ZVkhNueWxLzxGSp/I8izCvBGkyN3CJaJwpVLM3yvVsySdpET4pgeFZfq6Qd/U+eFGv9Md9k2uj5Gk6VyDSyLnxfZ7hOmg9X6XsMHpXo6kS7mEKyDelsPdZYU+X86RoJfVbzwbaRQEGvT1o8py1tgPuBIXalgahZLX5m2/QWrm3rsxYUMrsCWUk1Z+69Pckg0L+FTGQQurORjtktbYY4W6P5ZJTPbttREZrrH6kGJ8CkTWYl04lqonNnrfCom3aMuqcYudViKk09l8h5LW2hPqYrH7obingeD9VCZ0tDQR1EmmvYaOtsGIQtZwt6sOXySA/JGQgeypKObFFMwJ351ugmJnP+vG7s+GCRfGq+udeomM03PX0NZzYcvAVq8FVdJNZ66K154pfq47co7nt1OCtoCO+7GxL9t8cFIk5SfXTnvW2PWDYeJOTR/q1UMdxIuLz5Gy520ynCCi6vF/SJNi9I12mgEpltobofoYZzmevWaw+DyrAoN2kPZeiyTKAi/5YY2eEv10mOP1BEpvmzpB84xYnpaRQlnK8puqYfpzzwZTzjwcRJmrnwu5VDZwdtPtRnkNe3RMAgXvW3azp9TahmDVE6MM/uypIDKmQuIPVhVx8wmtCUZjRwVMUhEJ4qe1zFHRTatNsPdnsnBg0Vd2jAjuAQsjEZGzXPmQ6rz5p3aVlowOofNLOfXzxe9cUrFLq7YQwoWDT7PNNzn60WGTR5egMDedIGej3hadxvUzbo/+jj0t+5cfeBbdptUG/FYM1DYdGrFE1XuMcEh2/zABRqe7ZiOVJAhhWu2+3CaBgCo6lqgpderUfXqWYjeyOLVBL+gBXl2cDeg2G7G56L67pQ2n99dzPpitUVrbNUqY/EOcmrx0XiNCF6ltdEsTaEzJ4nPaEgntTKvMzGBjBv7/parC/yZ4DauQa24agYkX6SliIhudupbvCoe4UZn01CljZQd8Hp0P99cO3GsphDlQG3x5ntpibNneHAlB5vDTNGUg3axzGZiuJbbyufvMAikSrfg0HrRCcgpNo8tHwqBzz/j+QxyeSo0BusVxZ5X5TqiMMjA1NPG393uJYDAWMijftZ7MSV3AMdVdU9vsG/AaC+75NIA4CktJ+SXDfuy6S6kKxJlEVtH4N/dVssXXtdUOaFFuDrR+r9TyxbH3ktrTUmv5YBc4KtZpdsOF8SoI9D9qbtSr8V/J1vqluf7JIyIIibIhOdePXV0R2b8YnRI51G9lzOAr1QRGN2qPxKo1dDFl9+FiM4rIFw/iDXVFvPWhBy8PH0+BYPGSkperwoYedQ34v3FG0u8b7bFQgjrPX9Ns8w7KYboAK2ThlL9Em+mNbqyqGa7o/gJkZIuf++2UJNriQ968LwJIpVvp61nHJm/0/4xaA1PZMWz0/qW9DUu7ue+bH0q0ViiEre2ZweVfQWjtNmRtsGafrkkC7KDgsVwf6mzMDrraTFk25ZAB8ZfY0et37a98aLym4ifXIlSDnu1wmQW3x87HAQ6AzLvcbZs/XuIwUQFAENtO7LJ/c7DtXZsS8uoBqanJmqN8h0RTYa1H78JhK0ElckDVVrZU3rSKg+YsU6zEUkHAG05pjUIlB1QpVZHkBtutAgYFm0W3BnVlyN1jgnFvwF26cqhMfzzqVBHvCP1lRWMAoEFSHPb708IRlzZihE6w/b0tugT6+B+NHjZExdoK6zCH+a+pkqiRfZ+a57FQ+vzqp8gb5Lf4PRYCb2TI3S7UksXkXd44UqHJveTwWWx0Vlk7/+l2J6knkt9Kep7ipQHDHFP/Haf4gSbonmllB7pn3Bc4zkwMBU6lH+PL4MsB9MTmN0Kefv2Edb8skaLitYua2+rlCimwpv2xMIccCPfKEzQuoqQtYr0Yg81hRh64ye0l57dc1uyd0QAUT7ZfeWtgbjJqJtIpkqFnaChh6EAWVTbklFn3go7rj93qSxFAX4M+reAuGMgVCa2I+IpVvjIgpGYGaWcYKYlCzHUQ8ANPE8MKK3as06spI5yHbVQfMCiDZmFyB7ZzKFmjoBNH+S5WB+wzQ5jD6QGsMJPmFfCwjp9fxQS5B/xH2oG5MQfEqQr0Es9A7sA37hPjmB4Z2v+5KfihqZ8ND4/0iyXv+iatYnmxcaNGdnGqaUAlPtMokRpQVxZQY3Ql3njvg7rCGwo6iKnZR92b5TWIVbzujkb+o/U8aRc5nkQc+A7QiFSVCV3enEt9oW2gjz7m6mGB1YGIIh1aayBvJGeF7Y9GsDRwqCXB/p26vvuDJiCjPyYqcOe8t6NZJCVR1GZq40junBkkqRlByg/fexJG4JmqO16OXwDMCDxla6HJQKKsb7l9Gk4MK5CN7eXVVTrffd1iNlEMjNsosmR9Xqw0uGANgQyafHLNWGzOAz0fO1VXFElDK2Zx4kMcrutVW35uYAHqVItdnxUaHzgriE8QNOcNaVBhVRAb+jtoV5M+PyGdGd7NNta3VzAxATrOxSpB1ooQuc5eETB7zG+2qm6dkizn1ah74ugblPdLsg5F5Q1qvJ7gYOZwOwMGOXAhVk3Zet3ePw/xaLtgoJXtp3HXNU3uxlMx6JeOtjFLGeq3OAN9WF1bz1HiOfChCvvH8vkmEPq5eJcYZ2hHFQoPkIVS02lZgDKJhFQVJwAezfTn61JpLK2rqu4n/F//TbSCjkBCeJOSx3Zw3NQUdDmwuHLj3NNLctXqW6DV9oarbJQIml4DUxxv7MPFgzpImyv5r25+eIYJj24Sn/YnXtpZchGMTxDU62wis5b3igNlaD75Lb0CsKoXt0dJLBhzYrLkuYObkw1RB25lya1rqllWsMjmK+2aw30koR9fedfQIlkqjoHef7jYaVyGtEygxDTaLm+/MQALjJ65fYPibC0n98P5U9nOsy4EJCcRMVTyjyPtJEketh6SOLcsdh6Bc54GeRhf1Pfh9BlV9g9EugjCq3vHLWFASbN5ZGhghZMxMcvY0QdZgBMvIapXs96EbCvqf6//F7EzK++oibKvM2yp7uW6P/QF9DgTJx4N9ITtbRpy9kexhSU56paRfq9H1gDCVboU7504yuw/wp11RUWP53tdQrkU5d5AL99T0RAtH1MQmtavj1Z4B5jM+bAQa/9DmiIJ1N9hm9hov5/8fLAu5DvEod+e7U3u5A+JqAXiGYvb//rLYI4pvPgzFL0P2ipdeGwlXSF0Ih7DR2DVgLfm1bboVmqBSZDlCcJl8Wmykn7OFw7m4zUnUagfUePsn+KETXdACfSUtCkCiS8rM4xsH0W0Mf8kTSG96uG6xycdg62f8dd4Y0vtEaRS8gHhlIqdXYRQ8xjxb0Zdjd7HBvjnQpy6ncXIxnhRbjLEJvYBNfik6OXnvX23ptbBRLFvSoU54+9MsfjYzoOLPUF0LBkBErvXqYxnmgAV2tbxhs+K/MLoZrH8RuLHHokV/lgxmydnvTL8Mi8UYGjGAS8ooVYtOSi2ZLCdD015BS1BjlGMsPYk7bgp/hq93MoBkfFCLlRmWNrMlN6jRaNhb2kGNcPSt/bDvIQkOJh8+RdU/WeCk19vNCQJR7IuUtJv3hxNfvqqnS8B5q6aP3Ex31zc/U+SMvDZYFf9NKeXFj1+YM2c4mm5E4oXCYVXT1XtWQqRqB6irZSw1CL2Dz0Qz5ucCbdGmA5RDhLOPsMMQJVpPTlp2lWx/uzgFW+0trsQ1aWxxLa/zkF1zFASL42GFXfsMRazEl0A258Op5y6bZMp0/IjHenLcH0RNdRWnXBSu5suPGtDjlaEt1Zvww4zIUEgrGjbLj0G97F+EgYafnuJJ6O3r+MbGpopgTDln88yYzp+LcJObVyan96wDkTfVxrfFjFoIssrJ3b/dgMxLmGv1JIl99OwpKH+68qXbdaYV0iUn7+YC69NRV37FMGprDI0jngIUOdC1iiTJ9dPxR9IEclRiDheZMsXv+/2x7/u6ryj5R/U/Oy5H8u0SgmtPg/bNz8Nlx7CaJrqQZTdvdRlWPer1OZTmRzfK9I3M5WOPHCHFododeRIrKXOJZPdArxVCjuD+7RZDYoAEX9xeYc++HvrjgUh4E5dVBWjQJjUqf6M07y2vQ0BGE0fw0j/+NZjrJpIyOxzK6rKCXPRYiMN2bCQ9V++fHZf+79i8Y5678hB/l4MynY0iiYGoo+SA4xVMahMVDC1ridweBCI8gipsxqwMsUuzopkKFOO2tc7LG9+YYKfDbrZSTSlaNZiryJSEe7b6AFTibKdBRLyF/LvnRcgR0oAxq4GLM3GGwSERnK5FDkpYPG2qOmgqFroYMs9UvrMTi2ZWStYPoML6woxLps2awoH3S9zJ7iZ6WvHhhJPAAznWBqJ0oO40H/vTIsGEa4l0a2jBLZBr5xXA7favp+kTmUKdDDrgMxK8EKgkI9ES45g6mGdIdpC9czUzE3LqagbhW7Ef+dpgpv5lZq9KqJqyKofayUucnBByG3XRo7Dr0zATSqtz8/OH3lPyeBT+pZFE64Ata7IjEXHwA3DqjoNdKs6cLzWFGg2yg8ofLyCdSh+b3sNoXsGTY6J54Ls3Qja/IMqa5tc4E0mmBrUYA1jKW3eqXR2XU3erjoFVzpVNCElgpv7lLr85ehlY4Qw3xn4Cc997uLyGfRpMbG3lubf8TRNYtmJgqzfUqomwfDuWY7/Pd5ZemOMzhKuT/u4QMKiArP40NKTVQEabXyHaLFv+f3fNerTFrEo3Mg3EQnCqlUigW7b5hhYWtJ8u1nObw8jz/xyzbETgEzRqT6ktJgW3YT9O8YCuA3zIW0cJkbrjY0Cr0eBvzCfdDYGF/yKbmU2fBOmv5No0raODtaKoFnC3nwGP41XAaIpL0p3rXX904keNW9PGy7ksZ0wxcELZmQ5u7x3etAnLPTwEIUv+TB3cjPitV+6yQ2M/BS+3o5qTc8c5L63f6eK2TfBCA0oiVgDtmpFu7bwvQeymcfCmD06omKPpPx6KJS3arFF+hFfpdxSCVg6cYOdSr9VfVWVO63iinN2mSMpTx2vvAlgGDOEE0RdG/8K4OvVYJnKokY1mK1gGkoAuNiPLFL9PqfYtEI+1dJ+qpdlA6F6Ny92DHt1Xpkcbgekk4FQ33j90sYS65VFZ+4JW8OFn1MpXN7bg4TZ8lenCBVla81rWLP0UBx6z4htpPxCyl9wwxBZQfTvr5t5hn0AqnAJ+9xZbB6tvGPM0LXIAVart2MK8paZcmA/guplVqRgCs41PlxJvMeFNI5l/9W8Q3sOK2vaFrh/C7TKCPuy1QbuTyTHi3MST5y6fKGpQHH8s93rFCr4Pedhuz+UTPiR8XEAezGRPQMmbHVJL1LoEB1XJtP7hH7r5cRsczw9S7Bli7T7JkHuxTmH6+xRe9uUz+kq925Z3YOBPTZ03qiWxDPKGfKNYCyHxNLe2irh870g/VwRd6ZbCHHpIaq/rqIlTactV3UgSXZinPEqKM/+SO+JTrgVoSnmJfRIlO+nzNI2D2UxxGjDi+Dw7zCz8z1bphC3Y8/00yvVmUbGPal6/V/3e/FkQXw/kcbEvPfH6S72MEu5Y5bflPtSmuwdbn03Wqjeo8hzLZKDfX4fPVRFmnz8y2MK5idnLgNWMpbyDlb4omxu6/iZj3MJCECxudV6uKOWsQyH/iF2gfVp2DPKxONEZJLE9MjRfrGTBxggy6y6xfWS7ef2SxEIhmZXoKYWtESE3nPGoqYOX7IcYf6Azdi3W2iRF3YHhYdBtDIOuI4XahxVnKPDKueqyDua6g6h4DpVfZsdVXj+8HWUOUT39Bn6E+cZNVmS4zf4+fyNBwmq96TJdQAGHjuBfviH5jTtLH7UPX4N+F2IqPRQA7S5UoHheEeRoA+TPbhnP2yQMTR+F9sytrJAUMSw3H+0eh/xd4yJTB7Kta+ZKER2DORWRfr7n1DsAe0E327d2m2jhdBJrwBz3lj1LxVYsR5/DhhVl/CB5BYDJPx/9GvN8qywvnQrShu41LuKzcXdgvcZ3oBzHIqHKb8+gBJTy/NlE4P40cwY2messBhQkTHKo5KSHjP6kHTYkMiRXMM/HFrNRVF+gsw0x56nEzihQg7APIqiIGGA2KOq51n3OR0fQVXbTL12T8ZN5Ut6bSpz7kpfkM+TfLKao9JVq2r6yFFPGmnIEFZzbVN1EPTAKhnrKzsRDo6Q0G4w9tQCESbP0dvrBC7k1Qdjh/N5/dVwsyx43c86QbKl9N8il4wsYvLLnoXUHvOaISYhNhGrXhWOvuKZBe5XlwxIZqdVaJiE8i4mfPVLUGrHe6vOLtmWUy548Me9+2r8YT/EoUx4Z32iULp+mJ2PCDB/RjVBbDDl3wwwUtK9wA/VjrQJF4FurefYC13WX8mXnWZalhkiBfyAeDM8Kv1hEaaX3dht+MoMGhgL9ixK0e0DwexcmbrjTeAQytCXMqTQMO5ZUaCj+wiUH2yODSDvDk+3oLuhov4qEQ0NnNqgJRNqvdkpNqSHWpY5cN8UxVkx9byKqBzu8qKmpwzu2oQg4hvEJr72QUxVT13fsyqTL8y4b3VixNyamlO3Fddr1pdS50SOQ+YTZKrNZlAAhunQOWxW2xh0DowwJoIqDEq7e+BRmuiYcgG5QbOVDgArsB4CrnuuyouAWcFFOiFmprsydtV50LIrQFcQ+StqrYLmKMJM+qw/IWHu7ZMzvjWgi2oKCHjCMCbEbzVdYyEhd7VG6rMq1ME3K3keezFhOzzV6nnmNL382jtbRF9u0fNkzi/SNpcxqYRnqLJMFNPlGuDDVZ/p9e984XyvZd+2JXy5hlCXri5XQUjSgbRmoaOvkXYdYvVV/AeWZYa6j2Tz/tniDYK1pVQg7LNgWx1EiIEr/nsMJ5TJT27UPJzivp4PyU8HC74KoKWnR76HOCKraPB4HIWsYj/MhMGdaVWtiOe/VlMJSQmJ8Q64iX+EGors3wZC3oiNQn0lml2MkbfN3n4zoHvEpQvhx3qQZXfneZ5G/QYUJifFpWdagEj+ODM4c6FggIDJ7Vvsr3DqPvsmAtAWrRurHi6L7EtraRSReO8Rd5yFTCOclpzO92H7mvRKAZutKem1uM2Kwjryn5zqFKqSzlrJkgDpxR6+eQece+0fDD2F0Jq2Hk2YGtns3T3NQwfjJh0DykwKWBqN1Goumvkt0SGkGx9uCnsHRkZ1AeBKazz5P4g9APlZ8wDSm2wPcIwJ5Y71ShssFb1pI9KyID2N9GPj9cq/ppOF9+InjEum1s5DfEZoO8dpSvvp7MnVGCZRF9nxCAA0RyxOLD3k0KMWgxsWUF2Q0YLPSgdHXnPb7OetcFTmqrKOi9mxjkZtVl3lgkprCP4cJFg+8MQF4ZHX6Ul3BXssQsqHm51LwdN1JxjB71DErv64wbdFJ0HfpMQCHGl9NpvXNRdZrYgPWGXBtuYrFKSFvqExtEXRlCQKbiX4pzZcD9opuUQGdryaUkx0JFfLCVRHwZFFR4SQs8kp80JQwapANlGRrbiVyf5BNPchszEhls/bCtrijCLkt/UaAqOq7SjYtFYU/1HUD61Nt5F6wcmOp8K4ATpMyI9D/Lg4XviZUS5rlSTLKLv8ZSQ0zZ/d8BcZQWUm+Y2tQ8B5oNRDtPJUfpJL99tAkJFOIFxM5de1K7XTV6tOyEbF6ruek2wsU3Hcv1GP2yksUmd9FS98bCs/7E9/cr7YIK6myhs06GF6X5BuI3Ye4vXFs73rmyuccQugoDipaobiucIKTBHS8T2jlcEqycXWtkPtomcARbLdkPLyDQfJUtgASap7T3eqcrLNq/ytXxrMqm4EbbAbOPH5Pukxb9R/zNbEmSXLD7O3w9a+MWyt42Pj4vdr4QdtNdrMZ+ttLFSzUd4gqROf2GZ17jcYKyXhJGDAd+DAUsB+oBDu1JAxzmhNPfGB/dMC8loZ65h0yhUhOwUOXl9lpWD25rQvMgBqaIBBD0nkiLlNLwT3FIX9bMwp4jNsuObX3VDaH6WivMp3GXINX+Ldd5ZrB6jrT1z8zwCMSml+NgRL33nkxLKCmjcTmNBMrTGNDwu7fE+/dQ+88S3Sygw1emQinNw7gbbcwR38/UlKqhNt9KSSssbNELaUNkCsxymWVMpYUaLJzrKh0m5Ld8bYXZI78DOPpg3zS8IQt75dq4BwzrM9aKYnVWbGMGK0sOUYjq5KNGiOAkV1dKDpELFF/s/9ExXFml8Tk+xIqYqTHCo/q2ZlYzcOfW1dzFbeRA8VcP0UR2t0XqZ8vLiYZ4Vhs8BinLzUhcWcGh28UogWz64GWYoDATRKxi2nLh1QFUwL8Z649BKli1gKaoY6KaHECEe6VvK9YLv7pAnFypiwmE6+4qXXQ8AZ2LbRdjp3OLCiXko8DeuSwVuJyDRo8HwSGcWO0IdLMzE8+Pvqn2P54UAd0OJQJjOLx/dj/ZWQyAzASzrMijvwTqRsDiF2TBxPRl9E4I63lRWXa920LsDBPEGeGYe210vvAjoLsCh98BuRgc1NZsTungZExPRh2ubqtCoQuSR3GCcrt4e+kSJ0VHyOdBCkdkOukanP8+82zQIJYGTLCOhc+txKo5TrlgWeIAPorm5SdYcaBwhFGyNevJ6T1+77aMdZ5XHhsfW00pdHou5VPOjEmcA+gD7Wk04X+NfzifBUXPSVP/ENKkfHYl5uvhauYqYUin5vxRCoXx5sTwzpRry+zQxKQ9pNC22yw+iLaIcZ+xTlmHsCwhyS5Cjop7F8P3kZXAp+S8ZLZWcrQJc0BKzTNF2Qae+NSPevRsNZBDgJxyGxcDEB1sv6SOewLRx3mKi/cMTTZn+E3KYZ/pH1DBiDAwe11xhmAnSxvL4UB/DOsIIK8hCC0Xio+T2QBMVZ3ceO7whqmk06JLQfFxP5cRCeGmrXcbn/gWiM5D3q/dj8L4BavLcJubRGY1R67z0/JqTrFRhzeSWfExZt94wPylQg1zDSboBowDQ8n8mG/wsLckNXLxJLNtuNllTo7QVTzOxutYE/rysJW9cggKfvrHdItlleHeZkzZznW6KouWTY13gRWeAoYYaY9MRhHuvDEbghXJ3LH5MHZNK9nYwki0kaVh53O9cEZzxkYaDb/6p7OnUF+/f6rmIqvJmIPkYtimLcKuaWUpf4ygdWNCfOOdhHQ85j13RsqJpupxCxtgxbOGDYS2JVlJbz6ui2NjXaYVrbIfJDlCai1rgzCtDbbEBxIPXKwJZOVioVidEJ5ml07bnoADsRGakKkFCHgYuQoldy6El3da0RVIaB0OSx5KaSZjMkh6HsBTN2K2CRpj2scGiI1I82wQj3GE3PJqIP0hnJMgrxuS+MUYYYIxO34J6BnC1zF0nipxOT1dDOmacK+4+1fHFFbuoJ+8aoCPD/9jBjDrWFUNWgOLfJgAfensP+f0iw5VF9hbf7rqKKTmEAaFnwsbzubeLZm3X8+ai7XvgPL7btBbvPMkvqbK+wGkdwysGzyQbI6+qF6ZK1BF203M6YX+P3v+t4W1ArewLtrSvFInkZxIeBS6myv5Z78YswjYPPYNUM6vEmSeH7SqE5o8MgqmzhQ+Ltx9S/lhiclWE40ZZUIZPps5YXvib+Ryg+xE3INB57VGdsX/l7qxCDEwpx4KmafKMrGPObkGjNnNjho38N3xM8hZWgNZ7rkFnldTADilQrGnyz9C7U6mG+fI+/WBjPMNCGse5CwZaIi6wutDDXR04Jg/E7t0S9nJEjbvB2WRd0gxCr4ACLjqVVKY3IM77OAXN2tZgjiDhNiJsvHWPnOtdIZKB2WiUdSPmYgAbUto3fpR17MdKZTnRDWetrQ/9YfQaq4wFLQlxPBdaASD9qX/2aQyJ0LJcWgSOgHpW7ZesNUwHMYolVgLHVfvxI32hjzeCVSW4Jhd9o7uSS3USYnkwdFgUnDnkK6G65ZsEmDDuHN5/RcTIy0y4Q5pW+rQ5gtAFA78VMF3AdqMlAkX4Pt/9b0m1aKGlNH04jhZYu1Ibi6F9cxtCQ39Ghn+uJ6XhVuQoQjDVbLMknrV1NwygwFUAsjG0d5i/fmxc4SISzkhugr3jDWH73qMJpsWPZe0o3CniI7pui/EaMt2JoA2CwHMFQ+tatLJmVZbRLTC+KvSs5Cg6n0kPl7EvqJbAevI9NfnnlXN+cIdrmxeoLJfzb5umGjXdGsfWqObwLY9dVYpl9pJs7VwfWrMtQIK8Rd5+mubysJxUS15BXL0zIvWoH8BqmZTtXMth3uAWDtdmBClNYGKj4CBDLrpAR/G0HYcAr1fAzwUTZW7Td827Ie6UTPgIjMqCM1xMvTE0bPasv11xkqSDe2MjntZJD6A0GTMUsDBY8IK5u/tIcwu1Ox8LJNJnTdFJZBNOQ65ZYU0piL6gpzK/lxrnhw2FRnjCY7CokWuzRQa7obcQprn0a+PXiPp8UmZpuS9VRxSuv+bHTB15Z4CEAtoLQDf5blifYuXRS3o4aveM/gElCZ6ylocAc3RFtFFuBJN+ba7oWhqDc/sb4ryobCAcWwnQ5MWloADdcnhyWOxi4H23T+TMgxTBHtIgkyKsq11yQzWvYnp1Z9XvgFr7tPisZkwch0A4sX1hbi0lNk50mPsgWOyvyw+IexvLZrlyKyBOE3ldoBg2/Esl+HtYuclfhV9EHZ1M9Bm5Nsu5+JZpNoewzIxE2000iUGRJqU0J8zfH0Xv4Pq/St7eubIN76yqBVpuRu8mh0lHV8qUodCb4zF1ZXhcVRVLD7Qo+GU/qewon3i+uMggW7q2+4pdqPMWf+uhOCd00V6FDEXnKIyD2TxiAiQhlXSJ2QBh1Xpk8mle3j84yw0vEf3RsET6z8nwIxWY8u4+1AM+CuKHCzr0pg44K0GvGjt8LMrvNY2ApGMLpzvX+qVRJ+1ZhHkbx9g5gBm4z0JONds3/m0UgMrH35xvTWa15t+57Rt1ton79yDv5bHPTuoksBHYd5sWMHU5cYWhZm5N/bkB8CrTNYoYHw+ExRWG0zNlTmdW/KWKkWH4XY4tGTBQVmOj7ECCzEAORU6yjKe0Wdf1OZQ7vMiA7nWNyzrfwp9Z67mzAV+VHOuKuE2pXh/X1Wfu6F3adBBYUaiKjRju3YanInHz0ue/V2Rse5lgC1sb2qkZ/AZxkWYkBzSNYqhPOJsjasdyxgJJQ59bc1/OOXzEs+Xb4WmZ0ZpTwcy2psksE9x6rSKw4CWiU8a/Nbk/S21V5cp0fiRB4fPd21s4FbpahWN8u2D93LH1IoK6d4/56/2CZ+5rQb51B1+yd8N5ZUjYTwWqa3xIpBdD0zS7tgqwruLkIZeYkC/wvbYdAUHO1X34s2KnIt6IldAXPzbIsxU/Ofsb0ldjcDczEv/W6hagJkB7+vwKKE062Mb+eSPdCnDnB0ajok0o1Pibj44JJd9ItHs5d+TOGJbU4WMhnbAW8FEk5kpCniAAFkhNlRhX0kFt4Pqt6p/1p800I64211mrMKgDm9NVkdvfGNzTOmwtQQDmQSXuFkogSZGM3emY82BMF2cIBUO+a1odpey8Z77uCjQ879OfIJf3P6a9HljUe0HVukmiCl+9GIcaPsa46G1rUVtqPikgaY3kUEuiv/ytSm1yl1h9d91xIShjuHe8Xv5hvLUDjdIHsBgLnLF+wVOF1slGZG2jDaECSANqhPbgoKOtrsGcsdgC/Onj3u2oIQyTdwbFz0KzWQY+l6hsPFQmb0AZyAewg3k94lq7XRNLG6mQpsYW92R5CMYUFOD0gYnMw6TEoMYXTPR96iX656gBOi2+lfZE88pxnmUN81Pt/FAguMhrUKbZUD7tTZ0al+YgHXhsAmQ/7/036YPS5HB8IR+L6nddQz8tB1nc3DiBVZrwbmt9Ki3YpxkjTVIPcZgpcDpcOh1RX8oOVHgwxJ+c5HX4j6XzrWPUnfIko+n8HAzLLLM9rqVS1yCjaL5LIdris220Ahc2kKTNBYoQHRXIiorCqSgvBEKG4RxbaxnZJ99jAZPuMK9Sw9qqAJIs6k2F3abs2G/lEbx5zb9kl9mU6KIotW8cepN6HQIUdu3V8jijYpXTZsHgDOWCobV1GT3rFR6Dhdfe/td8P/OQyhdMAu5B2spJY69qSpY4+la9iSfnVwwzRwRoPOF66JrLFfkIHnvZxFjvZfIw/A9NnliX3xTCGQWvPv3m3bEJncTrI1QVPBJcJ4xwF+6/GfWWxkrPxgLum72lM83flDhn1DFq9ZWndiOz/nTHaYovNDhCglFAow1VXzELc9canMnUDlVlJvTf53WOxaU2IVZJ6R3QY6HaLurBH5jfxB3rATEqCJul2JTrtWajrl+AdzKCrd0zMiMcW1nWcAF0J/0Xsi2X8usrMCtcv450yS4KlMQLPbrEoWquhBKYRAxmAmFpt8jI62CXP6TVBOkctbVrTmK2dLZ+bQr3Hpf8O730vemZyFi7KB2nt8R+7w9QeCiH6+J9gAGIyYTulABoAATvfMFM5ACua2eVB4V8YUqaiyBsHmqslHux4yxr9bQXCSsr7emM2WkUtAIFS+28tZIRhWHf4wFuYtr+n5Zg7bO7HlwUENDzVkG6wtD9RpD76v+DVpzIM1K0+mYirUJlG6p4vF56AKkSDtrW4cVaGfF8kwj1WkWqqEmZLwFUMc4V3/MZMJNwyXZW2Ev5aCLCL1meER8J2Hx3gXq6B/OvfbvSJ5O5rus0dSoYc/cTK0N9lRepokFt382NVTwapiyjBB8GbtfloqaEV1lAOcIWgxA9VnuIhW6FfKgw1+kZ5pyAWArYQtWLk6d8FVKoQWdP66Oy9Agqz+g3QXSpRyZw8TGpCKlpUAGcCS/q0dmvmx2wzF7OxYxpaP0W1VA6pe3VMlSsVnwYKaPV9iwgwHwCOyZkxDfVa/zXrdntqPw8fGsTOc1oEXKzftw1TiQB0331M4Isl5B8Bj5qzO+dr2HZedWJ4w6GqbSlikr0gPJ27sXKOZod6wVlW+W/58/yWadXIWoW6lPkZZAXVTxzht21i5RDV4Wtl0wVsjQliX1KxEmag6FM2JAxIkrpMJKjeX9WkyQn2ialxm1yU+9uDmnFI3kBTHUrUSe2FfUHyXPtS68xB36yquKXC/kgvIXxm5SVQkjT6+UtjvMOPZe8vC9Sxdqgi3I2y4WWZB7Sjp9yf2zxa5c7WQtNRgFYd9nWT0BtJO31kK/AFKYq30XHGO8tiYBozaTKGfJX0cg5UCaMtkStgnlx3LxHieLSoI8PEZ6PlAIFRbUW6cT04iVNo3GAx3yrAS30hX8Gtsm3HjLnrcGDq/D6vR5S7r0rLqRpaU90ZKCouaWSYM3f4y0vHXbMX9m/tHsvs9h1HXL2drjDmesGUbDgk/PBh6y/OjbAMvOgclIloQWy1SJgpKhBY4nij2/z6a0B+KIOxh+lCPv6cUxohUO+wFduaYkzZcXkf6Q+o7Kq3ISds8QhZ7chhEDNPRIBFvU8Wpe9TrJ+CYCWQ/vWywQIlPtieJSJDunKxI552ghiiLrrS5OQrB/SWqWcWkAB4TDI0e5fwUUrwOM7/xAxBx82zoFcGr4a6/ZiMQTncdP2/5g4Wn3ozjx69B99Fo3RtV0cuxKRWLhNp80uT9wa8j6cP5YYn1B5WgLxA9uHvH8SyITFaS8WbYH+mvfQX7Mbr8ICdEKfF/af9dGyRZq5nvNY9x4chZ97C/Z9lA7HKvdm4cgu6qb0RzMHpkPcE8f5XTVJl5pZs99/kyzEQBDmIE3wEgunpjN/loiqK6ziNf17U3MCylJH0kX0Vrd6zQQ92w03O3CLbtrydX7mqVP/vBCRvKdzQn/x7c2uiHCu6a16ChEir4FF+YABt1O4iinvdtVjdlzbZjmXrj9L1tSPC0q7VGKY8ux4eb7GyrrHTcxV3zZ6P7vAB+e+4kh3aIa9l8zlCPoYjWYFe+cg2R3eB/4DSkSyETJBHoDD5G9YAT/yP4FlFpLhmABf9oXZktP9PIlqLgaJxChfTvw5gTuX9xys1FcmJcIqWE3h4rLT/ACM7zfgWukbhYVH5L5dQFrWBAktiD/eHR8bbFooNZl1U69afXqLwjy15cIxedLb26ic8g9QR2n3cgnRTq/QvQtSk9C5EkYpP4Omh+pcCv37payN8rwibqVsl20uFbEl3Zpol9OmVrWk26dxb8vLTSZCKh8hUKVdHtf8HvHDTgkDaLLgjaqlRR18NxqAkVBc8aHM37XKxP1d99aPpb5kMExE8US5pgRYFFmdxcT7bUuUqW6u0dbiGRy+YJYCEfJmn62G8jeeM83Bs4gTxdvfGcJf+qi0J2f7ueNzGQi/N/HQyxy0KCzk3IRnZBOlnVRZHOZ+6giooBwbZgYdIfEXka0wiS0A+RaMJrA7ihXK1kErz6dcr/rzsqd7F7w6DdyUdfEdPc0xfxt49w9wuytQJR/Svm0Z94D6KNBCPO4XdQ8Zokr4Wo3DBDJbq9r+oChBlvES7RGdah0a2O/3r0z2iT6Hh3NSD9e57ZKUhXSovPzqMDa7GikLehPCWVx5EfHw6WsEuP5HLbVH5GUOSRMvR48TdUxJYL0yOOvudZtwvKx6Gos9X2VIijTwj+TKBJagRCWwi57EOPOBHD7jeS2ohaxukSNQxaghJFV1eR3jqF61OIb/WkJEZLgqysHSi70JHfgq4kgnuMoGT3Kk6+Y1oKhLdysfgJHjyl4CBWo+oXC/fQ/MDdEqyuPwiG8nyywObtF6fgYhhqx/5UdGitUyPgOw4hFwXMv2sx3r+Qe3B/9laIeYPDZ4b0Z19od0iXYjSHM20oHcOWyMW2Z2SS+eSCxv/uoC8+hLbcHJlp05vtE2x2JvQBzGGe86Pyu2HHn6nFJWAjTmHaoP/PCxk3iAnd+43jSSYg02vhy1euYSNgxM7paHjBqUwnDvfk4NiCy59s60vaGP/6c8/F965xgYnDJBe9eWS+tVvWtck63+7sCfgfb+hMrfkjqGYPwXHFdT87lT+skf0j1STvzD1PcUyxvOcR/ZerVzkILcaGVlgz+zzXFkMOfnzgum6vsPMkuouL74a0KNpsji6ooTKZeJ3Ylk4XvcU9FpXHTULswcuQ4+hlA6ii+9brwNIVBG85seN/g0UJv2oWSN+xS8hsvs0z7BwYfNPCSd7nVti/mYriUlVizaOv30tE3VmMYisY17Wyx16vNigEeSd79yqmc5KBHHjEzUz30x6SBMur+Vocg9c0pRIPvZ+oURXgMeMHs/jmy3EcK3tfpdrDpAXA9fKlJ1joLmXfKh/AyEc+8D5xPZcLUUeVAavww1loJ3yM1S5uWrno2CqZboxefbsZgL5NihTO1U+2XyM2x36UKx0rwpIHFmsVmhnWCAGK8dhaz9NovL1U3XJ67XrcDqnVzwh2xwhQXn8Rjy7VwpIcmupalbAESC4jDset9bnl/B32omIVATrGX/EcZR5GpqZQ8vAwLTZLAVKDbEVjLco1TlPdFWkQ/XUeawSamfFO69oXxJwDmcYuIj5Y+TQsjQxtBb9MMbYu81LwScfoAWHdwOb+AHfoC/vimqBJcywy6cboizHPPeeKWQYbBOHiRIm3LY1tGmL/LFFU4Qiei5877OrYFEQbVtfWmjmJRmLKszooMztj6eK/4/ZIesCHZgNHv7Hi5JJi2zyFiCB+sbb6etidf9wixcFHcvsLZxYJK6j24biaBQSNds1EMorgE7XKQWadyr4cG+GB6+YSMlaF88t1A0L0o5jwapiKXEHtjqSTpEVlxxTN2vqS7TxZ86TmWekwXP+T0VPDHhEFV5zAVM6aVje8hh8PHu7lQjr7MGik7Ekku/8RdJqLeoCMhGy54ffVPdENUVQvufsUzr1MuKKczrxinwzUZ70SRt0BAzCah6DZRgOCKkOXxkmVOabKSHsiCaKHLztF25wthpFifEROJoh8bLfh1zuy2LVfK3eND3fikcxy0UHkh6b4pUpsDBDIl7N2jBrpYef7BXRQpimMb8Qab58AtVnaQ/opiIv6NhaAY7dwJeXL1DHgE8HqCBbtxMJCn6aQaQP79lte2daJCnAHmR3rPAC7z20sLrQxA7JINoCp6XgN9Px2xL98qtHG01ik1hb9h95tNfhqrGzYbunl92H5OYVqt0HsVasw8Y+QVU06QRmQ57HfA/JdHSu4+hEVQ6SFT9NJAEFBJNq0mB66GLXW23pmyevr2udIexRPO0wCFdJ3RzaIu6PIcgC7ar6FQiPqRqJRe3arLyX1foNMquXQ/Xi90LrNSts6+UPrXzFdbkL0dJvRrJ8BsTeAzY+kkE4jHSZbFwOa4djkgdYD959PZkOWqzItEbUM3TsZEAmdzw2KOKRqR4da15pufYYIxMsS3wyf/9fHHJsIO4Sk9L54Zf4y8P+OLgIvNmgzQvcU4sn5M7hBSg7nK8BJ0AEZB5lAhI7KKgP6vZLd+s6IdjIDvCjwTIx19cxackXeWfUwBB7Ba+4BbvPjiz8184YrB/yF6UM4NT9oTjoO9htFoHlddTBtzoK3BF35k0YeMkQgi1aggbZ97GhazlIWmZtrUtnK3iOu8rHqt63+gyV4jzoOEHjrm1q/A69CTeJDTuDwdwQfIhKWg5miTybX8qlaWvZtMdBsEqOx4Lr9SKA8IpDmSUxJGP3G4m5DYM5eNje1DLBCSdgpmH6kefGw9XL+N9iuhb4uqo9Wjf5eSXx//tgWrg8eInmEWNsNBEr6jGacpfTtjW6S1WN5lHpdT7z7ww1TNicwFC+vwxytsrgAVKNo8+R8tW02ZNboROQH4FVcisp1+xlI/qQ69FysIHR2K/Jklo9bC1IhQkCC60bkbihXPgFEXYVYNmadGSUlSBmK9AjZEDTGxAKgT55n+2fl06iqZeYVpdBPL7sPycwtzq2R3zeA4hvVKRmPB8pa9dilXI4+yDOlSt8wUncrcVo0iBldNQvJiB9q2uVwoeo4EkAY7p/iBZro2/chfnWagRuwygaO90h8696Pi/fjIcZd8oimIjdcYE9v3yIEgVA53u7xf9jOx/j0rv2vAAug4gmMAK1DuOIAxhckIVrf2vCsJy9td363RFUw0M3EMKjbbWmOZDdUhsL7AAEIiuczbeI857V17acySfPAkJ+BLFhx9QftU8eVSopcdwcIeQ/vNhMCHOazPH0473TvQAchTZx2z2T7RjlnMK7Zr4VXZkL5PalBxOiuDORCQoV0buvnQBJsTUtsO84TccsIft7qPBM64O6h5PJHSe2imvlskVpv16zLCkJ3lvmVdaDsBAF65i0foaFrI8WeEnx/ikez1TPJdIFshf23M7wC0a5/TJqc6x3WPCyXuyD6YI4BWZtE5SXWYQLQoUox01eJd4I4vIxjhgKqlVjM907zPgRP7zJdLILsDKnG83oOZgAPGY4r+aX5S9QwEd2Qc7DzPxRqV7YjSC+ulyUTWVhJg0Ijgd+iTdhn2yCDNO4h2zqGEgnvjnNikj85JDkqCOmJUvTccT/whtbBnve8T7fUnl6TpNPMa4c6Ef41v6gw5sGDbxLEFcADN7hP3CsFi23CywXQgmFL5Ai/SyjXU23cih9A1ktP9JNNGgnLUhm0+T4jJk0ebFPUPa7c4hLa55ahJi1OXj1SHWaGo9sBhHKCGpridFTmvvNqsP+yvQl7xquwAgoDXK8s5Cn5XEw6LxFGQey5LjZI0c4ZPWaziGquLG1AHgzRjsF8H5y83DdPJFS3nUUZ55Bcw/3gMhUzMf1Tqmzz6rb5JjnTuU3cQCAa914nze8eZyn3pjn8oGzcbUPpsEgGuMle2CMweBoPDSXX25ci7WuLlhowp753eOn5yLz/dMwjmtED2otKjPUwW5CVEKQmUDy0LCIEvHHCcNkwKmKNVBtFdK1MzxSc2yaCoL/DIQ3bRKiHORNyXIlGBM21glTrDI9wdzDJKGV+ZRvpZSPBK+rFtgXJE5SIN++KZ+9b8cDhZ8A6hwdlIO/yAnwpBZMW8y/8Hvo5ZRNXvEDpVfMAAA0NVHwoTrCLvVkCmeGTEiblSNILfm/0YbZ9d0EtXXRXgM9u2SXVCwyiykdLIihBxG4YwDdH/sRqo+x3XVrR4hus1wF1T/qiAsUig7Jx/hVUQgRBjq09LdICdrpjGdTv2Un4YgkjRKxngBh5CsogSc3dPqzLiYmYMDk1j3z1EzNS+qWSHLyxZUsOErADFVwr1p8NIL0PVZRtSfEppRKE9j7qOX8i1cveVJn46yz1JY6sq4YTFanuxcSBsZ3ys7phMK8+JGA+FVkcRYGQtkoXqe4ccn6Dj5Xlu+kxSvxCyBFMNSMvCmWCfe0EhViNOa1hz2RTJAUO68thSpYKVpkc1ysraQi5ioTXPx744kfjXnob4pe+bdcHrLQAk4tigksrOVgVf+6VgO7KimWk3ih6gz8vqQx4b1FTr7andx6Fmm0JUxQwsrlKv0/gIGLKPeuQHMfUWoalorci4RchigA7YefwKL1dtB0oay9gIpuzg1fmNowmkNnobph0C1pRM1uCvi4TU278SwfKvEXYQteV8mGd90B1Q/KKK6k+0f3IStV0v7CpD1n3jaGT8g+oYkzt8Q2v0rHhzdVGN9CUOYWT2gsU2ahWnHEk2UASL3EpS+hX6rukjSSIYPiVvAHtt7b+YIDFXDFfLROsa/KDAk57NXvMcvhuQ47dwKF9mzQEf0p25E1u8dKQ6QnyBt8/tdBDVqhwCtD7k5LRfYX0wT/naLQU4vRCrT1VgTeIbIFg+bisA0uTkIpq9Q/op4eX3fCTJhMmMLf4F2OV/EBRz4KbkwNpFjURSCiPS7jZA2HnQWqAB5YjSZtZnj7880B7P1PisE1NKR5EfpSPz6th49SrTfQG9DIGdqlLqRGW03OUSi6/MfAttcwLmEYq9e8uSaRCvfb+F5CNMJU8tzCQrJJFK38LLUC5i5TPjfS6qKtFVShRYFfkrIcjoUoF/QndEjm+YdHzmG6C4VK/13IfmOkkNLJe4+w9ty09Y06PoJ9EQ/nskHcbZ8PFkN9+5R/I0A3gJPt3eVKXmt72HiXgkdxgpe8r5rrLjN5MUuRtnwFAhSmSqQygX5lPNNv6w2m0XIr3no7zP/Jq6DsKDMOtQqzJ+FlRxnMapXi/9/nprr1laQa+UTN5PewGqiCinA3dhTK+DVX+XkDc10qHqwuR7lssXeh5/0BIq1eosTNQh6Md4fIx4zKlP2qaqCBl+HkJwpVRL0GiHlxAvfyhUYM+r1YuY/a7qu3T3WIxVRK0LrbEYEI8UrbyIHiuAwCPL31vdDXOEeUGEUEB9p9yW3EZHk8ANrtG9D4c3OaMLuAqmA+va1mGLkqlHzHgsd3VrWZ+kY/6YuCEqkt/RzaxHetabU51Qn9oBIMwareVnz75UpMToPEI3BPMdUYz3oKWxHK0yPJq7knokUl4pEmxLcfSLdcBKRqLoq9SlE0grfUbUi1Q3snSCUS1qUXlYHGx3Euo4L7NcFoVD59UZYifGzzW7Eee302USRO6Fnfab6J05Mq9mVnPo6X8FbEgMxGVUButua5LIGy2Xh0tc7BwQ2BTpLOJwTUAAcivO4B64I80VeLLIuG5X4h3P8aRntpBb8+cpPBCkNkI1083j9xZTJ9Q52KX7E2Z01M1ksvJRj5i+oBnTgZw5vZEDIs/+QdRr/I0fAWiNejRAEt8EkxgZJSSZlDU8snaBJ+6lYuGlR0cCNLeduPy/Q6/5LWESO9m4sej+aZvE/5UNbPVjQ9bvjmbEozLFwCr1v3DjRzkETVaxJYVh3EPO+mTIZpCm3qvbP1h3l9c44EJPfH9v39/5fZexavKtGIaczLY7r2Xl9WCTj7dBZRRzLladey7pdtnw9ifxiG2qscJ9Z90MDxMyKM4rw+0WmDT80XTohSn6WiJxop9c3/udiCn55f+frgOZ+yaQn0DxTregMLzsnNi4GiYJEmlZcBTPvjHiRsdG7IidBnHI9cHXavZV2g2j2gOmmrYgQTLsVVyeMAQtVXzscjmSYBi6l4bwIUUjlAxBKeAWZCi2CipM3BycR7Zl4MPj7/+oqemYVXXQmt8a1AIXvZBDFftdTzp9VOD02lalDFXjpVko/ka/Jp49UjqJrgqzOhD2WlCM0sJaP/TQLwzuOZ6bLPOIAxBaZQg5dO0B98dCmemvlS/R03zrT4b1m5PVncrxBlsdjkTPbTK/qBgysLyh86RB8lk5tuk+4lpkkDeNnycZjjGzDsIdhZQoH4FbwDvJdsvu3t8nD4vZUcBDzzqILtnzhbm52NA1Y3A/nf32P0HPiWJEBhRrYMePmanrRJ0mfjPHI7KgIfcJh2HnfesiV4/v4mrJtcP524cyioVz1ZiTVIBY4HL6EuYqcrKv04dnUQfcnOg3yfFkC9xCJ/JbtlP5u1c3MoWM/jOYDDPpVSbqTJyhoeNwNchdg0ESqQVpOvXfcPTj4I2DpuEZTfCW358ViTbc/BUq15CngSnAl/yysDr4JIsvPgKL1TCri1Y2cqgJ+AO2EZ8bgd2DYsDSOzjaf/SwyOfD7Kx8vSHLZRv1M/Djf8sKZztB2kIeSbV8n74v+un9MmOMxD2BT83nluL6GUs9nRTYCrYxLTHAdfu1Pa7JXaRbkJQKb+FGunPnXHu6bRe8AQKk1uSEfSph+4xNJ8XkI++BQ6GTjynhlGExdcNGeOq7bNrUAt1JVH1DvTRSDeQpZo/6rvkOZuk/9JqTI0N7hDDOO/VnRFxeKIm/TU2Xa7CSdCc7nGBYS44mUjzUFatMtZ95hRBCuXGmthfjcgK6ZCP2yuOKn2zMGbTMIyj35TLpUfpflvlF4rx7Gmvbx10VPprNs5No8MqVObj6mT1wVsFHn1fhi39Qamkl3AiM9bwwngEyBDqsnCLnO0lQODcndGT3QLrYw1CG2R8vc7juKXmJ2o/yebzrY7YjPPBbfSR4FblX6HBngVtGqhYCHAHpk7LaXHPUCXjihmvzciatjdylNWyhGh67S/ZshKRF6eZ3yryvaeUy6XRJPw0J+aqUZe7VoncRQ8Oyf+szaQi56VTdhtHgd/2L7JzusOzMY5Jr5s5QJ0AIyxXoZepk7b1WE3GI/7WdXfNmu70QaG6k+CrwkTUcK0SobxRZn6f7eptjFIeyFY8v18ubvfnZ+Dj6AUMs5e4y+5K/hzJm+DFrq+O8YglmSJChhKSDJXP/XQ2l8byRav9yGXlr0SsJooXgLrUEUnoBEN64m5n9bFKZAZQzLpWfYQGTwug8fbZJ50CxOi+c0Fn27jDXXbYF5ndjqrptQzRZhRcQNfQDiU0i0thCtqSO7ceWht+tF1SKATlSE3X4pvjLTchKUFfyWqh4ZXDcrCZONRi1+Xv0QhLTUJFkNJD5/aE+RlxqqXYiDcRdOrDoeHe77DCZmBqJSk98u/QHooAn8ue7Cwpn0XShBf/MlFsQrgtoYzbH9UjZ3PtjSOax4c4B+wRZRFFB9ab8fcRMgdSjxLX+BYfO3trZphBqOwwI3K0+EqfSFAIMr69FWd3xyHj2mIYMEd3W5l4rj5KDCp62k3HYyfQq60OWIRe5nG9wRNaT3ZfWNmKyCdVExwOweEbP2uIQCy92D3Y8LcI35XBt/unhfLGYBhq3KYLYogW6x+nFweJ86CBaxm2M+AFoQ6ZqO2sFU0KcLwTiwYIgkpF1a3NvfQoe4Q/GEH1fgzlB5Ulu7NFpG9YuZRM4wRHcn4hfaWrLVVz8ZifxJ8GVnlr9WBGzUnnzjlUtIeijdsen6Qpv7DptZENBCxLjQyLVRuMCBVdAFnzk1XBuoxhp9Gaa8rUyeTeXurUhALfhgjAvlYteJhfA4HDnc80oCm/AuKjEDYBep8h9Ynly0NzE0p8jTGhwc72JN7Ct0JV6mf2C6aXon2sJiGJIr54ku7eYKRazw4YPuYxWxWtnYByAFUnzPAkDwssrKww15RRAQFiL9kXu8efK1NQ5UiB1uPd8yg+ORY0F38MIoNizqP98S4nYZJEnn8hND1/sdqMyyUNv9EjgQ4geTFEKfRREsfXJY4nD3jBC0VoHBu4RJoCt6Rcj7C7kNrxdSfvT/jzU8BN3oOHiuA6rPh6uoC31UL6zsZdnaCoVFwuTzRXeKbq7Jn0KvSU1PPosq2y4Z1MKZmSIgma8SmeYHy7Wu3hXRMjHVD4EFE8dtt8OFJuaTtjO5kcy4V98G/7ju8FItafyDcnQc1u1zVCnUf9zglNVLYvjnxaMW5TUS3Pbmc3MSWOs7F7B3zxrPbX+LD2S99YjD5BUv1t90PGDW7EvrxftLmBA5qAlyju0LH+UU6oM8BpfsMNuUswvyZXwt6cMlgEfgvohjLrjR64rkngWySdmFjdzqalku/+2KziWatHLtwnK8wY+vCLzFWSpxfl1Ax6J9grZo3fE/e3RNwR3YvmvkqWtacrvr83rXaYuuS4CSc+xEbsmnkTGQySVMpbfmYLAWp1cv8fPdLLU2dGJ6pQlb1JGnBioKAIGuQRkP8D8zFOLpeXbnjERwKt5z1cHSbJhqkXpS4DiwVWIvBg1hlGaj4S5lx6WbmhCMAwkN3lLgbo/UQdqbkhk28UXeo/3tNfMDt0AoZXb8sQ5Xg+S+ygodTzNEPm6Y3QFG5m1JmNOSmHCkXS+Tsw3swqJnCemrkBd2HzqbZL1VoP9oNZKfL3RUQN45V99mKKMCDR/I1aiJt3+uzM3hEh0JRqnh0WppTMjti//W9QoeCRL0Vj2g8f6C5lfAO8kZFM/usQtEjzIj0oa0e1xtDRY0V/63Y+Mg1b2crh7hvGtq3U/gMmfiPhdHzYHamMPREMPR5aUBg695wRNfK1AfWqFiM30JMZu2y/RPDpjIfHhKM5jP3uhRcNp9NOJUJQzAmqbeooMFxJFYxYtC2IcKo2Fiy/bspoKOjRN/rk+UN+qV+vh2ie7vsJV1YBIO9IDXZIjaLcLydwcxWrpv2RCz30vdNIOjhwZesYqE4nBPTDen2h/KlUc0pQ2SzI07cWcKT+N9eepGrz7Itnc8q2ETisadspxQj7jPjNwAmiuzD4eZECNKiJojlLBOqcDx5cYQtn1WIecTbEHRkjLWYEEyaxBq+drVY7yeH3yTbAAT/XtOR3jCRv8YJCyRI7MV2kkWCjBlB6grNsqZ54I+3lMOzh0pG13T4PxNxQ7tuUH1yGewIwTGMAdNDD1U2C9GF9okncvqreowAsn4/OCH9YQULkCwjjisdglRUsMSYHxsFw+MsSDiEo0hHv3mPG/O5es8b/8lZgrASNg3NsIxWAZkm2G5/ATGYUuBue4D3jPgvQmkQ4KZJCNbUmG1TCfFuBHJNoWboz2kelr/G10kQxS9Rc73rFuNXeHHF3J/vXEGTetH9/D6PIykKlMyLUJ5OtEl9TmNL6/QmwI3ejgguHq++7YtlJLW6e5/ooKjnxnwJr6NVXMke8qdHwMROdvNsiChTgS0N/aP7oZwHngltcBzgsSlduubUXvYEti8CvFN398BhEDLDSDR5oQ0r2YlV1gw6RSFuGrWurI77Msnb7v/nEXPikxa+JA91Uc7fLBc+vM13SCQJ/f1EhZ1gCjioZwy6RjVShYRWJ6YKqKpQSun7GAhEwvRc0cGX4awWohCmTHrNmNDxWR2IvpfzT46kQ2kPfto9hYcI/4FSgXeniWd7Ozn8nmUfOyj2ihpKKElAfU466/Buu7kcMTwgD1ljkxNtHQeEMH2/U9lKiSAxqTU6bSo1ateBui43VNDa1RdNxPwlMJF8UR7Ij9lcgAHsv9h4cJUuQZRi+zB98zrK++dKJTg+1Ekvgn2f1SnQlaMRGnZIkia7ryErG2q7J6EIK46o4MxnPLYn1DjP2T8rPlAG0OeRs2i5HiWO2Y4UjGLawIt1baprQq6yLgwCqSe1u7kOEn25iBR6dp5ghf8Nr8nfRUYEAO+llrPs8oEZ9c/q8I3yu19eVJtip9cbMner2EupZT/UiTxkay7Hp3KAp+QpAoPhdOFaPZlBBztaInoHiqWLiMvtLmSmbTA5lCrbseSEFUwBDsWa6WwJWK5I/SEWsl3FkkOHSxl2bIZPZ0d2Fjv6n5V2XZRK8fip4wElXGlnsVyvl96CElodt/uSMtVqBVl6+vSMq5DKx86N+saoa8xICd4ga7pq/Fpm8EmW4Cof/cFCIfOuKCjmAWX4j9HsEaYmu+xsme97fEplgylYRnYkVAKuDfiIgkLzKAZsRM6itD3WF2Dnd55eKcWVbuRgmwL7WNoWhHNS4e7K9XBA2FUgHiocVXBTs3iNqch4IkyXtNgQpfH7CeCoRWDuCgOE+kZ2nZ5R5lfISMmo3nAFIKmF8e7YACXs6uPYOaezcZ+N2qekDGQZAUpDEAXLCzHAAE4XIJjt7FgUMZsTlGpLTG/iq9RBhmjfW5mMU21jrephyZ54qh3XkzZgeI8GUG0WRPpdYeLlshqanOlD3sO66Zbm1VjbX/PlO4Z2EwQ0dLiYwIsECoTKOIY6jZjneK6vRv1aP52XQ7Oq/IAfppsrHpz9SOtUcMzYWEHZDXSi0TUjeiRYUY+ebi1KHpVzP8UXb8qEavkerG7s/dJO3xxVP32DlZnZjcQGnxG2vlvimDc07W9q0X89lPJFsobDK9Wd6rvTyRPj3nJKIaXszvy85EutAlORflmwxUWvE4JPgp2WbBeke8xtzK8zt6ELWlP7a5pBCN824KtKJNFbB7xTcfbcB73BPpc0HUfAZvswtzagochK6eI6bKUehwjxq1OgeTkL5Hz/bRd4BofBkec1icxby5Ws3mzH+BZJkFQ2gq24yd0O9WdVxgr0eXtlVfKYYB4kAyX3zF5dIm1XB/zDwFBvpJOIe2YH4+0Y8IYA+32pKSCtZ0rVYlkUsG3XBsCEU0NsB9Q9YSVwxxMCUOQYSKL+INZ7xhg+nW2rPu/EbNX9SlBpdsh1ozLzRHddA69qVhVjV8bx3tIMdmFifIe0/o6GQgsDYJt26AhAzm4/4jOm4fXRPCPT/wERJYk352C7w3zzy4P46GrIs7fibuK7+gndsqjbRSfSTk3h6cAZuk/FHull2ojO/HoWVui/M/0twWsddvIJ27uTWyZa8wHyWj+yHS0Vab35ME7Bc7aZduv5XcUPBJ3gmluU4KMJWfwRjH8BwVSG9A+u7sEIbEGaXaB0HUrppbahVKZM4hwJ8GAONG/z2dO3iO6hEwrYTL3CXLjxSDGve3DkDcghw/jPCM/2syGDMsAvv1Zpgltdj2TqFAYcWcvPdCmk6KLMqhMLj1Q+vnSwRl8kDFbnF5wNfqldL3YQ+1HZYaLeT9qud7+XRUURZLyCnZZyo+f6Txw+WO3GUiY2HCYgJurkAfz6J6AOYk5nbCRGihItmGmTggI4j7tjxyAzT7QzHRzGdfY2CRN8XaTfi7k+RYzjURAyJ8nFhu4gnGHTaa2aZGaZMmB7sxg4EqOS8Gjp7/DRwv63zcxMjoESz1CVBBLt+Trx5+5B+fjHG2moPS8wTJejlq95o0seNt5C8SOc2RTaD6jx0cVzGe+o79+uXaFQ/oR2F9j6PdRD4H1B7jD3bzMRAONwbCLaFzYoYtn2wpRNtVTHNDFij+GOy0JYXbmX7ZBdlmPwC0geToN1ynbC3x3sjEcuMWw9Qhn1x2Kc1vuOb3QFw9Qw92f7DdBvAnLCQGGIbOnQStCHrWGgp/Gn07z8dfB3+NwOPD+Kj4+uLq6aydkzSIDDSaTjjoN0gVNUDkx0DFj6GSVAWuFeYtxj7jFy9dewISMSbeKDOV3+bSjfSSedvODfdMgHVirHcMaomLhU+LCyLEgoj8URd9X4wGOwBEpifzSQqigkVznLK4R4JvvdWJrmn9r35sSSMa33VZwb4S+bvZya43GpeDI/9FPAWzzhcSoz0jdSc70gciES8wG9QTG/3RMjtzyeXyOGLl6NQS3+fwnNVy/ih0+3k/ejIhlKvXW9WeM8MeNnmTdgsos5QdNItDne9th5VftBpTzs+p8x9QGh2ii/qNdtDU7H27WTX0qYDD05Ri06ADO47k5HIfMk1a0/NG66/rhvziUZ62DfklQcy9et0dONtMAJLvdE8TPLzdd5SZ7CmZGaPL1f0MY0jPbptYFEpv0BW32i8dW1BnCYi7vj09kamhd1x+2T23fXn5puxuznLqOteSFGbqG6jHr0SxlrHuwHyLIiaIf6XB4szB79UPLXwbekTQN1ZVKyEUIrIHiszzs2TPO3fnF9eydv+x5JJDjxnmSxxG3mcv4V4Hy0viAipO2F3ZUoldmD2/VBSf0ZcmxqRodug9rzLiWS1jYHYmbM9FBy5r2RnIlJhoZD6pvbNSAHj6J+qCiFxxrPVQ3BPSiHDMrpINdBtXIpgQGmEN1bco5JF0gc9RyVj4KGc4/u67q5ae67k3K5b5PEto+P2681BkYfDfb8yDe6DZcXdyemjd2Zt0vy0UucdnR46+Ll6gtpBRC7r3WP5nU8Q/xwt81krtORjgeE+ioLulnvJWkT1iKYCNVYVJMvCLcc1ErDb+9hwQ9V+SMKKtp4csehsDYvkrw1vH14brSJuoHEkPY3HlYPJ6Ohz2fRUvF3tBZdwIEnDY9VnVlWzlKuc07BDbJ+ph/uCpEzChVC95VVJRWRxq5UClnsEL8QsVoJWft1LlGUg4+Zs0vwKt5XPn9YujX4b/EYKHeLgpopHCznklTY2STRycHKGHGYL51DdZEuJCZ/L3kF1zHrtiTGRLLT5Aj6CT1/fsikYQGS2JSY/hdUrSpitx9dnPpwJiW3LLt7HKG7gx6yoMG9W51uk6SWWw5U3e1vGzFOFB3uEQXGnRH1YEGp9GQ5oFjP8UJW548dQgagsbUr4pN/JbtgjkT05OqXodVpaoFs6bro39/OvI2115CTJFbz/OMDvnip2aHwuFB0ocbbt/AOUpXi8QOh2G8IRddBHKcD5sfL1hNOo37gNahR1dN1GfrSWaStAfyPn0wA2182Xe2HijXQnkpEdg9VCenBhCedNmA8HhLK8vlGWG35aM8/ZR7JthvDvJXMdWQ6JqCwhbsn0lwgpREOAc46kMpnDLqkXN/OV+rCfhlHBoU/pE5ua4FyRGbJjJhJiDjpMrznpP9jWIuRyAlXyNSpKX+FcF9pusYFaJscGiXNz7P6lL6OPkhMknQNrYnBPviM3NOcLlwOqX8WG/Ck2jVgeJyx87SHqwmW1XtbVK7MmDRs2mPnz0l+ojzgRgPnExWfmN/9YYfUnZ3Me9or8hzctwSM2lAy7xT634wVkeEhP/JSGqwQBwkZFOf+CxP2EYrWGjV27TJTmgD0nUcg258DOkdb14E16m4yTFqo70DKMAnX4htzcn1+pFLs3cJvtRgCcD23uj5UWi8pV+bmc9XAKF52nzyV8FYifwaUBeMqI+rLQAr2qRO/Wak74WmUemAJtz16qQeIDdg5DYM29Nh+mE70w46fh1JsLcQaErlth0zfMO9KJM6x6vDSmlbyHJMB8YN7h+znDt8RJ6TjPU2snQyQEXvOIWRoxBx4CDn6jU/AX5Nzpm2JTTR2fwseSwxsL2U7YU120DnjP3qnrUqasIVQ2CgKwMx89tMGrKab2qlQcm+l/7+00om7ANcaGsEEETByFWn0gCQtJQEaBnBUfWIzaJg2IQNpa3y5ePm0byCkYQ5sJ/7oWcnxsGEBkQzAF0uVmzqDS3Bwv9JGvaQb2Fl9R2swJtk5jWz/WeqEox+0IkPm9nvv2Ufy3T2vElqQxNPkth/hs+zCAyfhnNapQbT9N/C7kNlGepoF8ZoTcQFt2N135QR9GmUm3Rq/ZWCzs4VhoGUmlPr3sNBWB+RXLuxiDJfyBQsG28tiLuLY84Gj76jwc9uOzGxesHgEpFFFzu8RCBi3KyuZXaYPpwZsNd+1XOKoTq+jkS+ZsJ1PXDZyX5FCMNjJnvPzH213YZde3mWna9ZKn4Em1oCGawnL7qFbvXq1M3S00N4VBiqqNxJvllrY9SQpoGGN/7RBBlJXm7lZqpIIxq1YC9G1lAz1cYqr4dbZCt3d5v5COtfsWMLHbKyQnd69fj/Cuz47Ad0loxcLtU8Cg+ghn2nc1q8prg9CF9eZk7QOhe0h4svtwGjwcRka31QxQ4Tr2RtmWyWZZyK/mpCzswDSotm1K+yByDm85QJXM6cB/2YaVK7vvK0qy4FzVlsVNsXh2bAHsq3tEAdFSnIVzB/ZB/ZTHOGAw6fYteIRY++347O0wumJwh39kion3SXFyppC0FyFNFNE8TSEiwpsGUwn+fT+bmZeEMi4MrKYdc7Ihdnk3dixVT9oITgfwV2Z86kyfDE/D41WddLCEdiKyF7Gf/O7PvfwYSRTnDp36mFSeQoxhfhLlz9GvMBiu9q1wC5ALyUxwDZKOcDj5cuvr/SyuAOWFuuhCpG3c7qleYzoiY5dtwaTABIPwlooyiAwEmFSOpoFoktpkUdHWeoSQZOT6o4KyrepAWhAoYl6Z1z+OlzpRkrGq0YHBVSArGDkrx5kUCRtnWEevxybBIvFdIOQzI/Es3MXj49SD4CaBDpC3GPZVcowi23VTvzCrmDet5fHl0Md8PYgCwIW+cbAkgTRPbqH05AHPBZ1O0Ual3mDrUE0qZqKHgnxhqWTW4kOcqV/YIAIWqLSRUV0bFvWIVe19q+R9zSbbPTCug6WHaE4uFik8alM6cWl+7V6SKLwQqqVpcs3KhJdnQbFCt73qpBYYEwTjK9iZ8ygJKN5KnkZ9ZXYMpwuplzBC7OZOhDLUmv1o4+xHnYB/aI0bRP3SBnkENjPpJLnU9bHwEPBsEzaURWEQjXeOIqdl2xkVazxgVF6r04mZFQzoFLmNR7h/jYXwx19SIQkk5BXjA+8aWzfRyELh1Ye1riOjg97YgarYnmfieeJHJPidAbwpn2yTF4V0WJhcNe7lmTxJ1d1yJBSSeSW2XXSPmKByZx5IOesXw+QL1mduOHwkrTfZ4e1y7Hcg9QEgAcMaJqLIP6m5gJJDTI3cODd49m7YCn5W4nE5E6HE9Zxh6kxwasxubU8iqUB712Uuwxl1T4NwCFRCC8zTIvO4V4ISOtUJwBPeGVnIx99ywW8CKwXEfUuPwmB1rwF44vTPZ3orzy9xPOA/iUCzlvWFgS1nOGie3UUKRdAk7gujFVhSl2L4psubHIgg/Y96iT+D2r8JVmtM32MjJ+BM8xvCT8U2oPIisF2CdQxZRx0xoGiUbUD+c6lr59PrgCFUNPHCoii0mp8RpyWYqT5k65U0U62y5Ik2duw+fvjbvaClkj31OR/pQy9K1mzxmtt127yqpU84V8jgv2vl4mVZwlJR3Ys+XJG5UeMdQqSdBNXq1Efa2b81uJ//P0iq5cPr5NKQq8xwidFYx4/7x+mVblZahNQbLzWCbXAHgkhXNO64Vw17X8M5IXraR3EOxRyPyVGA6VR55EauHAK/1uRxmLfh0as9lGI7xT9yDH+AR8V8AJEGHRJ8Glg84hpdNgeG2ZcmVef4Zr59M5QppNRtgACBBx+dGADqsbVBMa8SgClOJM4k5UaAQOuPKy6M6zlIdfL0YO9jorSsi8cKhTyMUiFZ6y8al2BkTsGlTGd0BjszMBcM4TQXgiaffOhvPRLj4oekoyi+MyDii/AbkppoMdM4t6R5VJidRlz4zTjA+FVV4dP6Kvv42roOYsHoVAl7RPoIxsrNO1lQn+vG30NaDix+DSeXcqmzRuP12C5jG5EdkncJe8LxTyZhm5aKBdhXTdmUQO3UnRffdM0IhRRU6/sEvO5QNGp2+8Uta1DTf5PXeM0NHk+FeZUO0wuu9+YVdnQdARvTNT2+6NUlz2BRTQadnpu26EfwAWZ1yTyycHbYnEM16lnY3UNDGj196SB2IEOdrxFHyx4ZNbtiZhA9jdKPJFaB/oPeL6vvTBIzhxLm2CgW58aiSqB+wCx6DCjheW4I2kFEHDqHn73aaYRAc7vMcqeIzgo9yhL/vNkOEFprfWhSzX0Zn6lHLOFrLKSkg2dkYaduqpIFxwq1dY50+DdRBEinJ7G2/WU12Kh/8KxZbYbP44XPKJwaUWm4xVyENfayXYt87KjKllxibgOyzhW5rHWKXtBYwIumWU9WFUZGnQioc707K/evo3OQnS4CchW1dnaoP7mOzFALmu3dA2e+vt7ut2rghvim4uznco56lyFVqipzbSHA1jjm8SlCifxBNVNHoIihAeM2W4MCHGG7Zr6kgnkQm/26paFqo6DULY+fghM+N7dhcuBzSz8CH9jkjSJ6NVEZSFwNh27WCv/8TKGZvAsaxhATQY3nCw/j5gv2qLDcpszIi0yF4/bLkCDGEDTWmF5S2ZdDAJVcN3AvzIQ1+NVzOvWJkrKoO+NY/gSoj6S/Hw1mzE+qgm43gbapPMq0+JbQWuCxi3ddN8zOsq7nUWixKWaOHdu+FUv8Z1zp2JSk3n8uO/Y15mgIP0ael7Jk5MiKkLg3dRjwYGO/ur4LPmRVR7/gTwBw91jyhjcG0h0Dq+osLw0+or2Q+Y0fqfppAVBkL22EnTLLhtRbBkZ3k2btXXTtBX6Qq3wh3BqR0pLnX7Xu4Php+EMi3lmvx+tpTgnVyJWwpXdGQ80c4EHub+WpUuDc2MnNMZ+GyUIh8Xdt/lZIBdpi/XCsSFdwHO0EihvEBv1JVnhj759nPFmrGBmkSVw7kLLElJLemxLaDBOHTa+efZbXmBl79ch61qT2iZx6H9TFR4/wSUbAPjCJohY4Ki4VtVeOf8xepxJxJOR052Ov2crvXnRR+XNlPr3u9rlqUF3S/akI4vvRf0AzBgzOiJ796q+eXaMcL9QrcOA80RW8f+Y9ll3EvIGEts1qp7enkV0yRS5qfZquXbp7uTxiB1WiicecqTrHhB+B1wTeXI7DDVbuaOU0TwsM3TZ7QghDNX2/Ms3jglYRGiCxoo8roEfdQClWjsDLKU8JFPgwaB6lZ+wJuoccPxahkP7EHLdo/e7l+9DRqEmwCNCxKRQGXruKUMW4yGH6V0ifQOabi1Ip2/mOsuSfXxHct23rhJmx+NoW1ynstuQK/U6OS6KPZLTaOlfbHvdaQgQdRwyRNRIsf6oF4/s+bckYdqm/OhW/FC0rOnGwwZ9Z/uTlbTAadeY4mbfVfieCa6zSWUaFX8fZUX8+CnmMBub2Uth4hRtVamMhMgugWtyiNdWPPRkh9vdHEbnCjEjbNCu1KCp32mblQyBOd/LNLfR3011nnXznaTo70afLuiNleWj93jymtYRDUnZ+BeYPfnJWSKN/antstQVU2MlLxbT6kYucsZ/M6f70ry/BvtrQbY2QTLXe4Z0lOdfm3PGkAEDfHcBWsQFYR7mcfNM9YHUWIO/oV9CzxscR1esSjdBHjU/aih5cqiWB6sj19XowKB1vxXvtELlu4ihMVSD5VZveQiyZ07wIot7Gqk93xXwczKo87yip7KszFfaEtzahtRimO6++TVCisSxRn2a5E2+E2LxWnOryrQIiX9GjE3IrBMetH6apJQaXR053RyI1CQKiMv9xXqxnWzu/XVy7s6TiQ7l6hmQyup5cRK4vBomgBsAXG3/V7i2OZJcIIoQ/RxSt/6XdO/HS2Tjxr4Qcm5SZT6CZ8M9Wr2FVtZWRDhbgFBm4/wbz4tOE/A72D2gWBq6OqD8tAgxasOJXABU6htkqalhB6XqzT48cFHkbl0fY/LKtsbnmPHtrpXVjo2MaslbIrsc2o8VCukjabR3RiN6cSCaYue2GfPzInO1boYsUXPn7xWHu2dRfI10UjfJHrHbOc4hyA711anbOB2IeWfBUXCU2OV31OWO/ra41VCC/IXu9fQWyE3wyFWcxAJ0YwrTblNXkWwlSNRWHXonX0RuJkmFSMExG4Y6/DIbs3BVkevE1BZq8QoGKyelXh2aCF2O1QA1g3aVv521SsvOG1WF0FB3SnyzwICzOMR8PDAoH6uvtBpINJ6fHZiea+cPofjK1c8dANcXz/eKHoKOffmrWQMvc5bQlvHKsTqktjrkHPbYXhQQOcBnrtSk1PHbh4A7qT1coEtTS+wzPz0R91byzcba9IqBDWPxBoevDGksgonZzCyZj4Hk5onIrwxhlzQdVhFvjrH0Y402hMYqrsqKWkiOgA6jVCnb8LSV4YhQ9xA2DP1e9sg4mR4cwMupTRlCcMM+ll/g1axvTiQ4xT25KBOtdqg24Y7CxioKyAVejk/J7wwbDDXlxxu9cdrwqqAGQxL+HxuRQBvEdwWf4UeY+MpKNxFYsWJmvGN5kI0RxzPfMXFM0mZymDBEbGPayihyr+xuQlM52LqusCjPlThyiyyaY4G00cQiO8wqQlkL7UZfHZSBm+dNN7ylKSoABTOzCn0ifYtsv92cVjzEPAMOvXwkJ5CkDuomNLKiPr8EX+a35oDk/sSiqALKm56Zu8p89Hust+4J5juofkz7NKppcRhrM7jDqNlgHWu3lZrArLs1QqGMFY0A71mborhIbuZAPGf0ZzARvTObFNchg5XloP6LXHqmWK7Q+9yZygGQimyxy1jxrvffthbx8IakwGL5czVoOUSOx6h59yYjLsO55BG7D3bvSxr/U9cSCF3oo0l7e+cb2KvBuq1IagHW/h0Acv8gJtRakscYKHqs6LAMbMctjv+JoB3QoTCFNInlZuNwJYKgmQoMC7a2zoVYXgUAa2OmQ30fNv0Gx641GEb2NqNo14wXDlnGeuFAlyKV/2FdbwLI1xQ9iDkgngFxxCYO+C6qTzfq3G4n2uiMxfZ42rN3JUbqbPkMn4nViJ0Lu2xzYSuszOv9E8vLPnludlPWRNglWF8Lpz1PIjIBCddmRxHb9H2Z5q3uV8w5CDHUetjWRpe898dTYpx3UXHNAcLy9/pSyI5tGbv9gLfrtbpQxFcYWnjSCProEcvofAw1ZLlIqCB12vgYeRrMJbduVtVhj4vxlVsh+eZhwYbiAUo1mItqj/SXkT6WLeJGj32QnAYCXPR4RW9aimqabY1ffVdbYc932xlHBWe7wYdqaCzJcqYx0KduYKqzuSChNEFWZztoYFvJv4x2yb81y53Im7iNVjelSD/wgJ0VVTxKZPUoxFftDasdSJZImFIPVYT0/sZWmToIwUJ/T44ZtMBdMUdoVA+qGVlurp+Oik+rGBrzzMrHwIGDAWSbh5eWhth52LbIfIaTjghs5UK7sVBzjm8lO5IgypUuUWsFtL4MYgsxXX9YuP2HcW6JkCXors4rO2MLoqNd9Vs1RbzvcSia4fEd2+ojSkn2S3FUFLegMuXRrByxjAW7IKuyNEXlOaACWUtSwc0EIC/7eYCNwVG1DE+qwMluyWCkGE49dGnE92yvm2YshUA+7uTtOGJyrQmlGzm3p/HqMyq1aakUG4tSoV/YS1sW0z1yOGiPpw6uA8SEPyxRHcQRoXUjkpFdaZ+ad4zeGIKX4EFOWonDockX4EEFzG7drxfC7SmePvEOCmVUAjKAK+hdYbvBaZgHshnJungBX1AjopL7QdMytHqGvof39DRokbGT9jnb8WvFFAqvzbae7sS0NK+su9EpasoCwB6c9zNjaMwEuiaAFbHKTIL/J0ZssDeYMReoUCPw7mKLsSDdemIPDJWwQg2fAZyYalK65hb4YXLs35jonDbsuhTwg+YEIKJpzUesddGAp6rDAzQ4ghwRrq1IfBOKHhe+PfNk1kJOttBHYuq4CdIx36p/soZnOEDL+VIvIA54/i+h3bi0Xk6iyvG+ds8bluAjL8c1Q6ltoFesiW4XyNKmTvITYyBt4qgzjOEyy502Q0KGl8tvEDT0BnGuLWn5ZZMwUihf6OoClEVeY79KVwWX2gCWWk68cOHnNGZmmwSq3g+e1LLDuptmAgJqOkFrRgAN2LENYkNh2FeGwfH0nqP9tMRBpaCUIVuwGuwr6XLhtbZD8ZwrtMJH17hdS8bQ3bHOw8srHg4KKes0/MqahgHjaUcnpCv3fT5vK0HqAMuAEFdcxfA2MdeCttymYGvVWAjWJRPbkWhqdGJA0FxwuZS0wXdyvr+iVSE/la6EoY+PwZENvi5ZlnL83EFFpnq9vIMq+7y+18eJvU4eU1InWUc+WVPMt9tSS9PD/YI6YAdvwrF7qNsEQPkozg4YyJtNmfur34NuLIqTsfgf376dX6UjFdDEnAKh3TkWMpojHY8EXiAxrfRmX9oVzi087wweh9ruzs8iREBMsIn2R9+waC8bbDUWyIRwhSLIR4+h09d+ec/6pmL9vBRYQZOSU6+V/33gietoRVZGQHMvXZGFJTKfpWtm6x+TqcfJHoJiKwxcFmXcQc58B9r8g0ojXDgmdqAkrvNf2Gx02zfvvR+WVldJQALPv8c6TXZ1IiUxXyW8eAtBXXecpLyCnwq9VYoWGJGIH5PWCLUc7zmrY0qu7NYwx+9HS3LyuB9AsgYPDysB6FD3WLxVJ1vTYi8qpnfMX56vGPhZhsnsv+7+8yQpFOr3W4lABIBcy1HTuTEbQYpOtOZt3GINvTH24pW8E0/uazA4HzxEo1i8jlBNuK+10gkedhip7ubn77bZUxASbE8pPAUHG3oHIh2BHSU8YndsyN8IKuhjrxJMHrdIhhIfPtUsXj82WAm8XObXHfqI7cJm8l0O1QPXW4NFZFSRdIKx+8ZCeWMCmk7jORyuBA4Cr4b+kFUpFOH3D7lzOGVleEMhHj6TnoYgCYJHESbSRE7yu3zatuwXDTRUc2ollUw92rhh4KpMJGEIoeo5+2DSy0vIP07xQxrmfugAj3Beh5FxLOOUC+u3wC0/DazEd9OYciqw/cU7dhng1m/RrhIzB29gOH3EEgH9a5qg3AOwqnkcY9/v7xg1sVVH5VazqeLsgu0Cxw49E++8LAkbiqp/J7eVIDFrrdn0iDt+NWRaEW1HHbnBTzigGf+GvXXQkqcW3oZFf42LSNuQ1ETvvU3lyneKQv44mFrv9SUZbncAAlpiuyd7rRSS7RlRfu4u21Q1BTv1QaMU9o9eTGT4G9v6SZklnnwwY/RjoY2FEVBf8xeXzqqw1DFVF3JGBGs3+WtNSqkKokINpFDe+fDISD6mikIKbjNmVBrqagPWifiJ3cKxzAWnlu7+Xe0eYeoTDhh9Ye92/nDUVni72xD3nNwL0im/3w50KpXxMLIbHKgwIxXNb1cvUVJdZaI8iPKJuna4bNcC4mVguVy1qhDyagdP8O7OtKjkK2yWKd3C31VLVoW2p6ySZnXyRj5N0sYigi7Um4ByD4fsFgeOjNidZfW/FQ86Y7Mg8AV+Odm2UnPUUoyUk3/9piqAnbFuRFHUBhJkgUh9xFTZOL3AUPkCn4Gf551uXWcaPZbvz5iqPap4dzGPRjkU7u7tAv55e06sqaC8gRdslD37wX5OleyWeRcAoc6iiXxMrmyMKI96ThaYW4t1vmLC1ehJ4vjHohHY52Fq0mFDvYQsEH3MdXPGIzyT5xzINfkiGG8jSMP8+eBPZWSGK71vKJwKLRsHPnt0KMXVmddIGZY0/J3esmrG11c5bYPKojWxSK/kEHr0GwY0a4VktNNWxG3Ll1DLU8EYwMbbtLdFMWW4mHR6empgN5EpiBdDT0YvUxcVzKOZxi0Pt4luUFCkO4i+ikNnI69MC+vlbJmoFEWWukoz0JbYJkJWOrDyEU4igsQ/3iPU1LZew6yv4I0fqbq+26cnpfJv40osbmm44qPdjG+ceE8hfeCpbpeD1LrF6NX2BTFA1Wb2XRa1ZO605Ufg8ayEpMnUChkr5JatGBi6sMIktuq1luwCn3et6K3mYQOWckq34m6y4ZwZr1Z8O9KS1UTOFnNwo4uGdV64/GcTJS4rJ+rTFYxuF4ImBj2NREbVX+F7GF67Lst4XNSmJvT3G+U5rS5gTF2i3LwPLhEp0mGBqplOCHCS4yZMYJu2C9BZF1pW/SNyC2mTs1rVU9Pe1kzOi5tFwvljOakZFANsRCxa7nLuy1qh+gYtzDjOD6nlTkXfyTbVHNPCuyPQYRb4s80UC6mCNPX/vMivKNTsHFU+OLa1Noz/5JVQ5j5ebbnpZ7Hu0Aw3qjFcrWauhUzDlxTXnSI7kyHPnJDVDGoyrDzzORI8GfpnAmU2ZmnNku297ZGtQW2Mo8uvnBYfm5W0aYvnMGX2kvK5dStiRwUj32AWHctfArf3CJfEx9HbFtkndBzJq74MwQPejD9mQqlRul3Fi9jiy+xry1SGXziE7z89hesWrXqR14m69zNz8ZSzI8PYB2W9syf3v/cF5YzFk/ZMTYBp5cvIigs9KuDti1XM+KCgQfKGTgqTaJzf8j1dwZG9UFn3euvh/fiLckefwkfnpd0gxX+vCKa3Hg87+O+SF3D+UeMVUocdlFhv4FQ2RLlIfJvSeuiGxh+jYZvqBCXubj73p/8e4+k9iwBuG8dAUC5fNdojlNglVes3Fm8yRAJqUhMqiJXgtHtFsygeqAHaAKt7QrND+iQJWbEA0xQ/qU310xCx6PqnbUqqzI3apgXQzsxP3YOpQlk8NTu4xb4ZfkjudZi3b3T66jgjLCUhYHqSCorMzF8gVG3dRkfeEAkbozwbghlnaHq6tn9X06hsQFu7rbDwWAsZv9F4SQKNin0J/anoiE2Bvk/6d2QkaAExHsEoPW7Fm7VGi045lDU8C1jnCgwU5hk2AStYE71I/v1DSlk4rViXeGbdVrTYVYoyBSN2Ic9GhZRBd67VQnLre8B2QsEoJqLNy7Pahdc0prrHjlg1V+mThc503qq1oqE4SlDvUC9VU3yxnVDS2vwkb25JTf0IFG1PUu1F/hP3rwh5VA/DxrbxFRtRM/GCxigRpio4D0pkM+ohJRZy6nTSXEKuNeQP3NRHtr8+EBVON1jU8uVfxBhHUhADOvlqVEglw7cW7FXX2yx1LHcRmOWMbxGirrj7tsflp8jJ1y9c/NliKjlJ+fjv37A51ItsuV6e9lxGw5PcpPQ4kfxqN38N+uxeC30/6IvMu5XqHxr4Z18yGrwVhzMroY4Wn5BSoegf/ddYDlT4/4zD77NSsEksG3O64fzcxC0Vrd1KX77irY2Yyxc4fAsSQvroN0JevVS5kLaAKOc4BxuRcd3pdcRL2sRESBjsJFclaU+w5aNwQzbh3HESbb9fT+1MBk4YHirjrhaWG5VGJpfjs18q8x5ASdonYSb0ThhDvUqVKz1d969LJvAStmLUXkhkZrOMwbf56mqvxUjDyp5/xRQENT0MMhSkyzhwkW0qw3Q2k1VrmicpFVLPfXq1scF8lZOQdMu/o87bGmSnTUvD9nf3m6vn0lKMo8jd9dqv4mfp+FCOnioT9oqL5O453uWD9JwqcLYvPvwOpOE/9PaTaWURQ7S6FIqxdfEEpHhp5VPWcFBNqyO68qXVqlidxCbULuuyv/5PfQ3GCDahcVJZKJrG2YZTvhgh+pRUDIR6rYbhY7RBx6ATYpCeKaNoH9FyOtEy216CHn7wIGwxpd37C86ZeIZBrbBTLT3g7KtIsBzFNpV0w0+Wlnk/O1gi5eyVHPGe9kR+MvIz8qjWTevK2rjierWG9OaWcMZW+ScYc8dE3mDaQRO4fX4ZvHD9ZwLZaygoe2sjn48wmNKQ2RZ0d9SSVnS8HbdpJwOi0wAxalYXEcaXjm7kwcL4aHXDMwDbXB+PXHK3/4skDuWcdAxL39QpeJtaeapBkGLOk7n320vq3eRIGezEzbb81ONGdXjiV7h6yIFkhRMwTsWs3NLVY3aIud0vDO4MPkXr/kHK7Ya2+Cv1YVvTSLk5to5sBGsFMRwtDXmP4vKuHjwi2gRrJq9Al6euW0RaFLf8lzzJORZ7jlKKnOwT+m8xk/iQM1P3Kpl3QOp6ouwo6lJQNrSLPOgu/JfoAJQA3ueZfxJDR/b8YaVm/ARPCBN+Rx7KnvsDik/AP7KhXfhmd26UbEkLK6nkiGy0QGTQt8EVIq/LsFKWC3yEVV91FRmf8sa6OgvZZx+GCskUz7Fockt7oICpv7Ng0PHYC7I45hp2+wp/MCIYw8QMgUK7ogn8aqCWwJ1Tf5icsF1BOQmQX8yIJeVESlwE6ZloVvpUTs1QBNfSu8JtfVZYhOuBG5uHbFJDQ6WRqOZQQiQK90wS5BqhomBiGeK3H+3qYIYSQzpMojc7PRggTWwS3fXJIsFE2ScWX5sXGcf/XPIUGy4ohkxBvpqVAQ3JBWBDEo2cbH8j97QeHlJd3GQiZZn1fGBIPD1igAre9Bik8bYwbKKpQc9BrFKW79+N124NVMUDna4m80icJVGFhoo9SZBIse6R6AS1bAbvs1mJWHAVt/8x+TUDdk2kZhF/8XakwHJhTo2GMerHefTrCs2e+BxvAxat0MCXkilW67w+p32q1bAoh1sHpeSSJIxvyc/Dzi9ojV6OP5M30U/alUNBQR4xegFI5mykLYkgMZCqvO1ArE/1qh+QX8c42qG/PlFMI8r5ItaKZB+ILL2h0CEfXJuvvO1KGvgNUBffC5ZBnOvDWSpqqjVpWtwaMckhvnpGAwxRcUlGBh7gZCkOdnvR/w4ChkA15d51hiIKBrJJwchcVbN/+tdBtGqy9BmKwL+6yGDYrAeGEZqXTjKOCKhcY3vHAFxZYWDDkGmjcquN5R6zsQ2VX6o/siWI/QBjrAMZ9hrJ1yV/orarMHZHGhWPfSP9zJ5u9/fzCFR+BiMlsmp2VFd5VntGWGK23lpwwiSgdIHcYnp+v4h44VPegPPN42dwIjweayJHwZaBSyB1HwG0g4WzrIE5SM4pS1GFTIJs25aYLWLZD9oHeevV6Ghc3xiEwPCYI8UJGR/uJ00NqNsS/4eWmFMmJwtCv+HyFzXqllx0/9/C4z6dAQostKbCvHR5wK3bfoWMTZgwyRF6P9Y1fKrOAfImQBXxrluIp1HWb39TyZY31RSGeGWhjp+kRJRNBQ6jTmoKdDSTQa0idb/t02/KEl2YgID36b5O/uirvK4i7BkkNLGz+C7znaMeQg02NK6IBAJBctN3b4wi6RZ5KLDu/+bLKgmYiujHJyd0QhialaK8Bx8SUuqRA1foJILuP+TAG1tVWjp9kAEvb/W7eh2JhhIeaUD/BKBd1cM6GwHXaYIBy9A8TT5PrSdOIqWh5pQifF0nkmH3d8gAFCCAwU61d1l6lP+fSCmfcN28xckzQqfbLZy1orq31tXm7Zx58Xv/6T7clTF185X1EFKAIJ5ZnMuypsboJYnYUkNM8Vy2L08frWG59IJqIdUc8VAfh13U5ROegP/SWP8LiQ7nevUQAleq9kMXpogVegqT8yrM/EEkPgwHUyJAUHCKNbd2Qxy5qbs98EjPJZOWPloAlsKgpe2Z6u7I0vvZbVSgjIwq6ap1e2kAL1n4ujQgOnGqSaHJdLWx3gYjRhpXX/F5Y0JNt9xO1sp7WTdPs7k83RxQi+7IftUPkseI2fNG2IP18LHuSFd7RHGvgeE/d/c+JBnaUyZinjbhAlumNoQooeeD7nx7ALoyX1mUydBwsRisjf3Kzk6pabdYYB7V3At4e/OzBlmzXsuC4MYf8wTlSCcgkUn1hktE5FPvEsn+8CkqIsRlIOKl+fy+bNin0AiX3zSGplQGmMgITtyeNJOvQ3bEt5FbYjWp8jqq1kx5RYnlfBoCyKxGp1wipULTO7PrD8nBkqmqyohJuo4rPuty98+R4NDwjfJrVuoq71mVo4FYMrCKfRFO1hJq0jdU9u8GCQow2jJf/75h/cAQ1t7zHgqVN5FTD7gm4aIy7CMDJdA0izt8KWAjlQg1SP78I/noI51C6T7EYiwg9BOs4x3S6dxeiWk2g0Dpep2DTCi1xIrzxjhuJfdqom4rXPzkINehSKIeJnadFyCU2vPYyvTibGTG1n52U7wpn2fhfcnFnsWmYguZa37ci87kkzpwRYIjdxxMISJ0G/iRwd3QrT5a9UIZATPNzMjts+GKIBPOOnr351WfNRxA3B84tDx/IzTpkML6loGG83zHwEfZkelUUChBHXOGt3rFciW8CMMFEngNJDRkOYwI/9R6aSpnqtJZR4PmIzPOrT4AKbJMVRm8QVth1awOHib6btFiTMhDWJui8sQ86zomRvai7gjnhhBQsv44buK5v8rHUErl/mhOG1hufH+cKycOHhqDFvUUh9K5FzKghlOFHcU9uj88/e08HbM9K07iX0cRk4W5zPwjqWNBdxjxeIzR5bPhuAfjsa8e5tDSVpEanl+Ycx35li4fiOBGtb1lzOD3Ypnoo5+/iSmFy4vnRZKBGmwpdPT9Dt7I69suusOP3Ns+o/wbW7ajc1fcvtr3Ki7IVvi0pfB+j+aKN3lWTXvdVKtw/IIV/APA+u/nmEJ/ZX4vk828h4+Cvic0ZHtSd0KeGN8G/ljFO/MhsWR2WL49Knoe5FvK+qxu/I+Nd8tyQ/iKNIHNM8hCZoL2or+k7sRCxZc9b67xRcBErCwEBlOgKnSWfb8wL+wJ3drxxupjivPuSiroOsftB3QJOk1TyT1A1n+q/wvzYVnz+9oaVGeDjnlz+iKKcurNd7AulGJEtboGp8HEYLSW3CL1N7tkgbfbfJmF5NYbn0LIBTPB48oSquhXFG8rB2bnGoa3xCqM02JLCVBiADH0jpu8NArLc9umyz+vkiTcoudkUedOL5Tv9IrynGMZebfNMigiadh/1wdxoDPZ+q+4lhld0lh4IZVf4LN1PktjolM+Nj/FYEGDSmJ7vsJeRqCfsOlHrdXzbcnRk5XptN7wBlO5TOMpdHjzKhUxzu5j7hX1tF5xVOivf5Z6wAcs8aPhdJYyYqLxBrEVPMrHBFsvoUxRzl+sHcTnYDrvzcDDWgglMle0LXYLtMK+2JeiHhPzKwNyGQgZIoa9T5+DeVQlmWN7Yn9iy/katRyH8s932cw0YfDqimJw8YQrFMd0X+1uFwkYW8P3q40tCKzGGJUmXbUGzVcrmOQD2UUhDOygbFIWmwTtteS7Ay2sqU8DMonDsgYYq0lQEhNP+vTfvJvc6ojRuko19ukbh3ABpr9nSqfUodmrG0MZRyh9Z87Mw0mDuKSEjDW75MuTujAEYJxQDkzU6vsFFC2xDglakdJVcdyGjrgQs1uTzYkK8bgmVobZ1S3cK8U4rP2ISWzhrsuwDyGwgdmLwfMGQaJyLsjCs2CSKhx149C1ZqaztIU5D6X1CvJg9lvXAI1j9ee+OtAUREEc79rkH/pqPboq0ZuwC++ws40uy5VQ5XsUn5kPfqYuOgBCIc+59JrS7Hs7xNhOHJqVTqr3j9g8/MAO5mkgR7DMdSCFRuoHoesVKN/V/r/hCcRlU1pNFjETVdTr3Olf02O3dBLXxv+XRV2fx+Lv4X3RCaVTAs/rmzReaKnnGnzlScFEODoQXApjsuDX06imDoRHrgwXXWC3pSD4TVmSno1Zatmo8wRLG9SCyZTOoHUkC1AOfw3/2WZQyIFigDA2eU1gLe+B6r8bIoklT6podXTlmF4VODCI+98yFzB8oSDdJogzGWYNcP8DrCSLo+/D+cq7tIH9QIKWzKpxahQrtfkm73YxQ+42m4iVKe13tN6o09aJDiuGArOsoJOWezEH/KNSzuCkAiDGPLHYcsmbDyZd7Ie9rf3txWQ1Ad8q9sOZiXrjzJuAqNODoMrthLBfUk9GwevYWrpE0+mJgUPKabwIPgqobNBqxljMz73nNUycpAiONVMfy5XzzClIYSs6r/hdCyOnJHlhJm9jSXVdzDIpLPsd8HngTr56oE50ut+pSTye+ECfMPetYOCtEouKJEigP9UGu2BuN742skokLZSTKvkZ+FafmBzu1aFLRNaauo+Spk6nbPDj7TxeKRaAnpuLH2oES4Ysyivw9awJIoVXyG9xpTKnZ9cLzEpF638YZX7i5ldlPrO1X2HV0WOu6L9fGOMA32ZPSHIyWH3t1lbOPXudkIVvuo/YSrR+m2EiDxYCn8tQTAhB8lIvR7ZplJoIQOVpKqo7JfWoN1dSflCPzCofQX1RUaY1ykZWsLOOtsZ1ghEhv2vAQdYHFNxScbbNmo/58sYxY10TI7kyjgEynIYNZgCBQirj9qjBcSZgyBCKOgaVKDykW7Q9WVYC/H3ioV0xiTst9RFYFdRQ/kuIvrCbG5KMh9W1+NXJS5rK2HuZvld6WHxfUE4qAiXbi50qRyLEjk6NWr83RZMYoZEBN013hMrF4/xF8fs/2xRpeebtsQO7Se7nSGY2gSfyIomlVYI9nBcbwVRtvBBH/TCmdKh6Oj4b51VX5lIF1KI++BEZH9tmjUD5kCCOtFBg3fpkmBlNGNE3KMemAn3JVXGEceLaEJfp0oLA+YPmltTBYsX5ZAO++QHYWnxbaIjZPil8nzu4NRYwpdpSGI5I5hk8XyFq3d/THrqxR+TAeaBrz39NfiZi1SFWliQhMryj49y5xmhsidmCEe3y9roQ9w2jP/g4tRpkBNBU66beuPr1F+AJosydQildwli1Egb4qJCaCQu4htWUhwVIsS/HhVHBR0ECaqd2jgwOfMduHdBfCvpQ00oftBZavjE7j2wOCfOyULn9tT+EQi7JOh8JY6my3OsK8hZxLzd6AASvPN04r0QvmaOVMWamaUlBmltZ3Fv4HK6L4qHFBT/3GKzOTeVn3j2Gqp9lQxPHBi4GV6GMER/paE+oxOYiY8urD1nzqTsbOpsQveLStDTrhAa0PVDfE0tKSdMTWnKtBQnkFLhoCPeEf2zLobCJRpSBbQQhMKRTHuYuX2/Q3HH/oRhh7EvAe1SOOiAfKZRpSImLXx8XfJ2y2AGp+NKYANzSRhh4gwa58/PfFGNdrAsVANCZNlIGooOhkzZQALvrLVLZPKcQFxo40w5hYaaWJSym9DDr5DZdfnHhmNyQQs464fgatTwYlcu/xmRONHRCryyZKkOvAdBRPafd1TCMaTxmlVTDk73d98N8sk1e4zAIbMLqTi7JJQ1Tc/hhvyA/+Ej6HkYTwRxEUTjVtgg+84Oq+LHEZUayiGZnJeFSk7NKP3ZZdDYdBXbiJ/n101qb6+pCbsRaMOIU+jpFIJMbp+VEXA+McCRO5LS75GjqLlQ8X5Kcsxu5xUqFtfC6vhkrmzM/nPYKJN1IPm4P9wxdyy3TvR6TOZhbeVkfLXMe2pv2qKBuzaxQqdE9AsTPkKjCJOnoRKyQhOb4fcC8XAleUPRJw989PY4/SpACWv1DnE3UFWg98tjvffWShlX1Vm/PsFEU6spjD5dAfIgkG/hK9bpBpohn5IApAcmfJzABTuuRYPdYck/IH60mjndBNJ1dkYBNbhe2877yMEDPElcn3gPYTO3gYwYT2VNn3rUUrIMklFv11hmukt7L/yxeZir3U9vlUNqTkAaqNMedR1W5PS5pPaMatw84Ckgc8+5CmPrzawdt9xRsjz0pOCHqC6qDHYPbsrCN5v7qJFjigLDxh/gotz7EyGDQYkvuE1LKMCsWW4cUaV/bJBKcwePqaCSGQzFviIr+3XFGuFGb1ors5s53ga0iic+yuRN5Jd7uZ+m0+t+vWOX3X1xGIjcKm7MjQCT261DQvGVzANAP9vNkWn3J3Yoi/xHT9zqnk+NvC+gtP8DzYFpXT6oUK2SMjTjlVnlq1j0q8OODUFT93XuMj3ErtzFqdYGjAcR9ZVQoSmG5JUa7QfwunMBK2HW9BiGrUTKa4y3HsKJEG3NYoc7TBJ8mdRXHxRLLup3EeIvXhiKZVSmbtJ8DMQfejSVGd0gMKJkIi1jtqb0SXjP5/2xyo+o5xY7edgzGeFrtij+xnR46T8Tzydi61LhLE8MvFvASEvz3ntn+NOooigPYmu3lT6+tDpNFGmEYSpPFSI++OxQqFx23wZvA0t9aHVnZ13KTkGfGv9dyVX8Tp/Ei90cRH2VX0IGLN0ZRvKZEsvIcScP+l1b/p4AbNdHRKm41Dr58Z5aqMjBpSjezrQG0E7R95fIBQ+01fevFhZFPAu91iPHJF4O/AZAAObisrDXsG8mj2jtXQVskDMiA6Rm5RNFyCbLr9CUzPAK0W/5cEEYZYlloTlamoQO/jiFKoohjg2swPkiXK8TD3xbKg4lsoljCeSqZ8z/38N+sXTBza4/xZnGt1X/otFm/2ELVdec0Cc2csxokrxNDwE4IIseQTktASZYjDSEef5GtnDjCu0MFi3E7fIQDzwPup2/b6LcMG9obCor5ey6cVUOiXNu+v6CO+CU+ruBqxR/T1so76oRZBPGl9djXDyxH9OUmiciJ709DEY9aCM3kR0Qr0CAoXLQPu6Uhbfn4D/WGTLlLg8GHzcDBtnlV80OPeFpVmjylVQBUHaZZQD9H22WVD5cH/se5Bv2+Rq1XcU6wjAjZfb70hWa8MJoc57GxY37st5kq7yIaB+AXmOKqT81t7SNzvmy32Maw3ez2V/qI0QwpHsZkARQKNY3sHHcCTgY5Y3lmVbmySiFeRPrK3dauPnHoOue1xtkGShniPg6G0/6JZG9+9XYo1MH0itnMUNHcRsLfAlGXLN8K5qhSwt4jl8+zcZZ7HBmrB6zOCHO8E/UwM2mg7exUSuLmJnMAAJfFNQcoWJkofslC6nlcDnMAdzH8SMwwSTbwwLTQogH2mO3rZivDKJLfxCvjKN7lpLBH/h2+/HvS20HKa+u/33NNXRc9yhHRBDfFzUANn4fhp1j/1jC72QDzzvWS8AUjNh3gpzbwg+t+XmeGdNzn5q6MT7EJzbVLKOksTThbWSprwo1YJMiwdP7U4To76tYvFY+oOHqELiW4bR7IZjfF36O02GwzztckZQayrpx6AByHFWsPGRO16sMQERAzaBrH3a2vcEGpKEzKkwPdvsppMfWFis9gRTw9RCcbexwNRsXRfVBH+le+Eos3v4VKJqhTGUN2zqDlSF5VLIFLhWm0HX3lqnOMskvLBy770pcXbQHuNEGRIdbBnntEMwRA8VQ+LUHqtl25gixB99VU++cWq17tkCCRFM08X/E1WgJLntNHd93HEhDtWwiXHSRmlwEmrOXRChpn5eeg+cUUszIzQ57dF+Pd5yPsI57c/63pquqllbzc0msdn8VjMovSZ3eRzz3BMV5YJ6nuRuCiIdh4LBpCaUTvFMcBYxGCxGbL0iwceJk25omPquc8jmchuPfsYC8dbmySdwHZXqjUoE4G9kdUdsPtCRU6uoFVwh31XNsPcG4KaJevu/TpltdKcXepaNMmd3xpAk+qcYWZ9MdilinJm0fvO/q+8i0QRdxFtTyiulBYmJAaefbM/lwEU3DzvoL7WNLbMsUxust75FOv+k3wNZjMoU83B5vobSFtODimCGaEffxOSfqJWnl5/2Ems8dEjGXNdmHMQVFsjBEWCyLolyGALpWBcgj2IPViQzE4q9CRk4g8sTGdSaRXNGcZ+k0DSgLAswMEgaWdzb5+qpQT9ZqFLT2DjUgDO80/lixsnXCrw0frA1W45HHs7dsckuB+xfw7HGVkekMBC6/9i8N7K4ZQPePp6m4dWVmW/7gWkI6INBTLYlH1jDMvt8qzNcUNJmTg9r+jKqVglaWE+7T9hfwUQS+35TB7Qtnp2KhtC0Gkm9WLmX/LJlQUldhe7N6NFyqRcD7qZm0ZhCK4arCG8x0F+8RLIQxTIdPgBgGoZWB1zwNKeM+IGD+rQwxZ3RLipuVghE980fsmYcCqHDj5qe7mxJ8tP0+A4Nrk37NIo63vNq0sRos7ThQaaQYkLiyt3+Xmpw+VHc3p5xACUW/6XQYRxbwBoq2UfSJ2g9AUa6ZLxoctTxyUvHpKYfxjAZ8wRmwnr27ZnBzMHVYk65HZZgkP8n1xZnNHI4eiK5/g8igkYg16iS8RWysWw2lbQpe5i/PBC6ShaDhOxKCqPMxCqgqbB69GvV1AZMcrySdExeG9Zl2XHV8C90vrN8dm3DD1YspTEw4o1XvycP86b1q5MR1nZ5sYUGCr0a9yReqV/Tm3d/060YM5MUJlR4ZT6AV1qY61fStPqt4KMnhs+2Q5VpXUD8snXn52a7HsfnYTBGlpoH/Xu+JQhuDU4NrwLRImjzvzzeqAbNvocbY0MqzwVYfMPleggDdL9Zp3lteo0uHcEtupR4PdkrRuEMh6MWNmmRoLzWc3C8vGgJQLqrIBMB2gTGh8uqZY/a/LjqYBosopEKqxAZ3L0q8h0KsswCX/dssUfQrg6TEGSfcqmER4ikxcQJrZjnIbMS6kZ4qkwj7OSMPrFs4Kh1jt9rX9Oi0aVhwSeX1ceJpLZtFGCvAwb+2HW5jeyND+pKyk89sZbMclIqFHOgv3AN/BdUejTrxMvcgnuL3cgvsCaJtSVbgGh5b8Dez1QssCNUGa5AxmjyYoK4OY2EszL1d1S4R3k7gNLMFhn0yGfWHNAKkYh2NOyS6THGqLO+cnihyeoQX5YQXTx3f0MnshWM9TQJz8pM1f0rapBppsrZGTfe93cmuS/mlXb5OVzlNE5NxWVkcQojZUfHWUEpONmGbXIknPtftzwml1mB7J7hIr2JhTzuVOQdnQ0uXk67eUrd7k50K/ew87yO32J3wb/hBZrbILzRLKJ4Z0UkIbIQry3aSQqcI7ZC3DX0wkXcWd+n0SHz9TGE1rp3UKo2VFvVLs6tZ1VNwMaifmFFUGLoxUr/XzTvIk5zm6C5ltLqST/n1X9Ss8APv09bnC/eNTm0SzvbY/79rQEq0GtbOCLwXT2Y91lrNuqdbAEPzB59kx7O8B1zSG8EMkpgKRk4CGk3wWU1YUYKf+M3PRJdOD8lEZIbYHf94cxNvgI0PqEkBO5XAaHCUb/AFa49x+8kGAYcJ1rEzktf65Lq1uyLnlfmlXkEe8NPsMD7Aaw+k7abiG5QExVFqTZ5j8zgo+w0xOeOz9BiEN9gUKhZapinNWqtwYpTnxe2U9wty4O2DI3UcCKPAOHxoT2RdwFymXKgJn4MRTZXcQ8oneMM4MBrrop0jXBxDFTX7Gs3VoHx8GlV9fmJ9G1fZr3HP0WVuFGUbD9sdvJCMhcpd6DAdotwZQ2/z7BCC3WsiSYmCws3G82vc55xIcHyTJm0su045JJqr72Kxc8cpTTNgtV7va8klKddlZtwL/u6WN6FI3PB9zooCaTxqWEJUpY8JgOxvkVJ4T0gNcw61N+i+JVpGOYaC/YKljuIr8nxlEZr9sbXqL6xSLT2hg7QI8TpZfKpZKa6472HKpOaYC51QEDJw1wpDRjuSptAHm0RwkmutcqwY0dH0WHVIoSoPllMUk1tIo8hWssxRSYwYgv5+E9CzaVMtwF9U3Egjh8kWWAfTpa+dKHEF1ss4GllMz03rhg10VXj/k3QFIJjMnuEKaSfnIflX5CY8S/x8llSiPCM7BtFn0++0A4AW65p9KH0h2DRnu/dDCxOPbhtjnkl1a8TU1tJJPSNLOG7cEVO+WqGwUR+su4g/WnZzhDc3XNGMi0sMQUjMUXBOw+w7KfryPbgxZxu5E34WqA1nnTYL1wShw+oguPX2M/nXfxAoGlyDhyykMk/rmGezipCSCnvupZA8ipTDtDzhCoyOTgvPqQaf2cwWSxYlNNxxc/WnKrvqiOta3DUqEmT/wwYERJjhjGfZkwFGRnqC1Ebl5hZZvj7TjRG8L7czM52l/BZLu/FpfiAUYBOTaic0JXL6iu3oQsV2YGusadP+xG7amf12It8zCgZ9EJFtBkm5chSPx0JFtdgC6yq5zuHe/i02r4mnEnDcdMlWyPalaZS0rZpfkzMtldRJ8B5Va+HQy1Mo/cjewjpga/1orUDQUbSVHOAmk4a4BmW8uirbH6a339wM6hVBsjdINYoNV07sZcu5ZH5fK6IYIa6EgIzMiyme3TqSeYSHs7W/e7b68vzuAMkqm2bLeY8k483YmWhUs1KkDeBSkmwZGj8eMatm2LhKVjzDojBe1Ll5UYWvX2qyRo5msbV9HI7HB19+AjTV++ZWwzO/GTqxmDLneEznkE+kXZnM8at7oYG6+QX2qmi1XGvBl/Oa++GSelWsriZspEKkBSzG0CFln3vyITxbSA1FUv5gFjWQxlGdg86whJ/bA2SEOVYFdfzstzP2Jn5IvQy8BByNSoqEyL3ffWus0ZEj4S5hqZYF15HlcWutz01ZKlgX4g0m07YZfBZjWqQQiJTRfvs6cT5cT5wELBKU0KhasGho8WgkfX7eZlnz2SvPUw0csEuclOdmzFjB5oCGreS+uY2JdYYAP29aGVR19LvyAbt+LHxpQJSmPzOh+kCs1316ukYPil1aP9GTdmhJV5cAIWEl1TUE8dc6pQmbFlokIOgpPS+uLWqwcC2Guq/HbqwFF6cC9Br5GUstiUBpH3n9X5k5zSW1BiLZSgA7tBx/43dOxeI0vKdxOCBSGZSY1Rz4wmNNWNf9c1eGPiDDAJqvgnF5MNcfRSyATvazD+ECbM7nclio+DduWfAwm57lWzrcQ3AXWliLGTyN6ImA11U8Qt8kajrCMmIvQ9bHJ0WAFsjk1zYSlo4GdB1zzh4zmWzK0mjb0jB6nZn+Ha3700Niqx/3hIhGIygpGsdtJUl+JdizIUazp5JnzMdx7Xqf21NPQQOgH+4ATbWERIDhHh+fuyklYazrpt+yTQFggadOjqud4OHRc4xJVJxA+ymqyHtZMXZqslsfjVeGaZDzKM9U0IcZJUvCnU7rxj2l6hXPq0/BkMpj6dAK1nEPOo40lp9/BwiErLChY4/wV4l6ZlXO8aprv3bFn2SHmThtNnOqWtoGRqQtzRBfAQeusr5dRNCVGPPI2G+C77mwFocCs774GAj273E5oxX9M9q9Rq0L1I9Ff9DLEaphGP130nrFq9U0H7jgVHQrSypgATfStnXrK9/6XGQcGVep28IQ1vU9rk51rWgRX2rHqbJ8HgeW+9m3Lp1TKhDXwATGtDSsbjeeHkoGTKKVDgjRK3YS/CkRugPybLcFsK4VqexXy7/X91vQyDUw18Q1zxQ50iy2OTy2JbCob5Fu+1/rmj7/6c3FsmgugwsWsy9Bs/ztKlgxNXPW/c99L7cHchdClFGEvYI4jhmxraJqqEy9Q+NOvPo+kGI3TyqnWImVP4JHdXmi6CgTueymneedHkDVxQKtjFAX2gfOdv4tniLM6pa2TIXeSZNZcIunRF/cFfZKYnZVhDoj8l6X/Lsd8xCAwfQoyZpX+jdzW75eBQYiLYU/SbttANtReq1zs/VxN+p218H3KrDnNEXuvARGpQBSWUC6n5EB1zgSRu1myycj0Zt30SrWTVndX5wuB3iFLn/ok/JHJB/m2R+EX0UebkjVrW/4qyXiXUeJylGFGqsQquVCAemn7hivcSJeaWMlkYlnqA/KnA1KyqtMKiYRplwtLJ4LCefQIBOLWu40Guarg/cVxCMENbsymxI73aved6DCdSlbJ7/snsBXSusXKeJyAUSf0prhCUfPA8GkX2/3769zZ2e8wYeCd6rCD6PBqHWuS2GSQzq+SdT+YF9Uew4B2u5oeN3SZiVvyiU6c7QnVpMRg2B4LuJTQIXqWvwZ/XAVnNXtZEYDPS3GigqvVVfz+9jUG482XZVPqj6aDl5EneVvWS0DQleZ90o9jM8zad0Rvr7v6DuuO9nKD0wo3C+2nR7rwaugOcBGbgswLQ8f4gSKrcSI83gCyaplYMCftq82REzneibfY1uSF7fflXZ7X20erFjFym38TiC5W0bn6gxCvEt/GGTgtgwZpRipB0HQdyKbo4wP7K1QVcdryOVKXYJO2G1LafDGlXAR/rktqljGaWqXfLpIXUjkeAXbHRu9UDeuVykixw2s2wPk90z5wpr/ivmoL2InLXahpZ5a/1gs8fbceHZrYcfX3gXqZA9aIBReWCXWNuBn+p+cU7kLYAmSC2PAuKxTGR+dg0JBw8wD8BuD3EKaLqIxO7aL88U/rltaLdsT/ZLVreUs7B+KebeXDFu9CfiZKChHzox0dFmXMMFzQ7v+EfbYepyj0HAKO4EASSGq7IGv5lrdxYM8Nb3eZtYIbS1ekANsOfn108eOLvf3aY1h+uQOQO4Nd3x8u3Q46fMsHlpjcSPaa1hDdkk+/OaUi8tl+JlJIqsqV52njrY5XD4WT1IXzpkYKL4Y0eIfq6coUUT/BJLH5mNuydWVT3y0HFcpll5LRhfUEQPet/Qzr5kVpkn2JvVQUuuNN6da6hMvAvcF2JTH/y+hCYBmIrgTNemaQi17kSz7fXTgmDWEo2KK4j/AoUdcgbYzH1dExfyonDO5+YOSVlQpPHp+2IheYIBIoyZWQQks5wrjiUWpbw6otx3UAkaxWXssYUWES1LrewRenZuaqK+x16kq0G9aSMYF9N8RGHTnRnkQC6d2AMBP4lsNuU1WGAushCNib0gLvVWfntyNCcf58P/7Ch15kAdoDmw0h24Uwqx3QGF6FJ+cMAx+91aBcp015Eh40UAOfkNDSWwlKF2ht1o61jAI31a8En/loWHnEHmU2pkmzPC4LiSz2y73JcHhGewbPJaicdWJbx2dlM03mPRUw/dEPPMo1kZ+YSnHMjRYC7/Wp6zEK8Zixa22qNuPbY6zbqJWjk79A52tEFRAvMuhf/vFF5w0oy629jpM17K/ZHFHVfZlfJ2pRJJ79ge60AJ5pj2tZFVUP0plneTCzZ5HZ/BlcTFsZSJ6KnoBO089NjbZOKOSVkJGR5aW+zh+3bIraSFlZgurakjKmz3SjH/B6F1F5yqt/hMF06B0j5+lfbMhJNUphuXOpk/MPUc9xx6BVBUMVUf1lhDXTiIowTIBGXiHiu6tyhoTS3VrQ5BVR+8RNChM8wTx/FAESmKG1n6liSm1rjDuRt7sWfcy+YVOE9yRZWv85f40oShv5D5lm0HBgLei24zHX7ov3Ptl5ztsZmUWeKzJypxb+CmbzJCWVeycWJJlznjvl88DrUdCx04s2HVvcxI8ayJ9U3E4Q/QSu+V4BxJjtS5YGeCkOwSqk97snrZnn6jO3xz/DGYzjmi4OVFtajX1SuUhvOjRqHkNQzOcjGGINgunJCmKT2JLv5KKGcZVGhZrqdgMb4PM+3sXaWSphiXnprFrla+F/laRZLUGcobR3Z4nw+3qjbjC7fOAxrnl7VOwMVz8Q9C4GyOQ8WWxerpFc5TZRad13cdfQgw9vHzTMvovG4+koHsLnfKheExutoUB/POeqIFHIeI1aAdeG6KHDazUPJQMrQxOXdIxWAz/r3U91fzCZ9GhLgwmOndgdmNYbitAk225nkpakXJkBofCerO2XC4K0BmCQStwEjzVHySRzSu/FZ1Y8C/EMoURguKWi4PknlzYVTowymggqtQExDPFshskhbBS6GeIPAceHBinxboELB+nGQLiCnG8qG01tzGi8D1tL2kNlS8fa4macxAe9DOq94lLiUc6IGG2CCQdxdf7EE7TxhGEebCxL78fWmscDoiTJUJ33+NY0cfnPEVhOF8O+kJzXkqJm53mvBTZYdn27LUmOG38B92sHEmhYUuqxugwj2vuhPM20dPfMBSMy2nDp9qv/HWeo8PToc4WLXy4oeFi6njPvUcB20XXHi8vc+jx6jJi3K/G/8SBrzCktm7vQnoqy9kszntBEb70CT/N7tGJhmiHJ9OsagKrCHtx3OFpEOJIRyO9mMHXxGBNJmEr8O1o+qjoBliB54rgeWt0NuesBDrMih6O+s+JetauGqIh1Mxow2gBnIEV1vym7dxU+hecq99OcnqFKAUC12lBBZWbMtGngBJM8Ueo/iT0T0H2aojm3R7VCU4SkBO4Lg4yGYKNGiUUAXGtiAxJIy2/aYIPl/Be91w07xJkBA/xNNcw5G+rMUFqxBGhxQ2pmcmhzIWeL9UN1gRo9QJX+3gTPwiqiO3wyxJW/zONz3oCwGZGxU+Jh0U4EyC2ZSZXQYH6qACix1PQLZVJ0QU+HWGlSb0P6YRdjgPE9GEkTVpohmNuhAnyRxRO3+fdT0r9Mhn+gC7IUBvrc+eLp6G6oUKt4irCueRwCuKCE6lJG7KzfBpVlf9FIHM8GW/gyeGxnG2fCWtLlpkNB1qQKZ3sxKU2DGSmGys398IODOHXx82w/rRud7EjS0C/fd5xUEwXamWQ4SBcaR/dc8ygl6ukpP4JIR2Hg0mIGo1y0esgxjSGYWYv5CX/Q92qHsMAAdsHqQcxfKJa6elv92i66sxWWzlUwI+mfS2bpaBOq/xUr3d87UGG9UkN288MewAPgzG6iOkoglZYhCuLNJC4AaA3pWZD1J7R0iiBAnHzEHQ14XwKh9Du6DKA44MS1dhYJC7ZwioWkgZ/dFlE7eWk0NxCACGDoZFgzItL75JgxjeGgjMNmJ0H9aLBti46pACFCUIbVwe/jqve8r/BKuhlJanNqQZHCnQzvAqAVaPeuR4fJIqP+QUVEj/UIK+SLN29hudmSjvwyKhxn49L9FvhU1PnTK7RPP7o72V5WEwLgnzGTh+0U9X80lpPHOjTeH0tXGxUCmgh2zx04V7OhdxWJy0aj3fubK91VNHLVUtMn/iY6bForJqSDRY+UmXazVP5yjgyK6f87Ra039B9iuIZF+HilxOUC+tOkO0lpx7dbT7AyArQ96GpGYvB2LMhocf8lGc6K7wx2Wa27dEN6JTRuLpb5uSnuD0LzOd+qzoqgghkPzcX/Ogg3USVdV3mXAyn4Hln6t5d5LQcUPfbK+J5ptLKWUiHXac35IQJju/Q0//+HuKvhjgSBseLymo2h5zTnwGMdUt5hokHkUctK/CIMApOaJqKxBQLCv0aEwzkb+WgXI1LgMTLGJVw1e3qJUQYNCsUUw87TUp/lJHh0b+WqpfGHMCkXL+VJE7QwJKAgFrpFGMSwWhu8S6h6dpg9pnxuejjIci8DKJK1GsY2Z8IWn6umkEg3YtWqPW+DvApiRdDfRgJ/MazAO4r4RoRBMS1z7IAn475ccELhLMYiBKRa1y0Jv+7HQWUbDr9smTM/6wU85a5p02281/yzUFdlk5TutibjS0Tyc9PqFyg5SBiSQRCX+wa46E+DznONCj6BRvmpJHeiHGK2QLUSluQaB4jxTc4CLOOVbxX9k+Fbukxc8X2QzXLrL2TrRKfUWEdKCuopnJF3/hDtGZRLTu2Jw9eR9xCl6en2WD1YjKxr++dW1ZSZ3ewWxITgwKANZJ+fZ2xW71I31i5rZCeVYDkYq7iMk4QPaOtHfJHb9bwh6zwdcpRbxbNdQcTC5tctf+AqE8u5GYbzg4SZ/GImFWQgU8xpwGvxm07PY7pryrka3usiasP206AK78sUPM/q37vqC4ZHeNKuPgm7EScdgaisv5fY9dt616x8qYLKVOa6fpPbhGXVSY9v1fANpFYj6DNKOUkHwbsE01vyupj+pMSujuRoBpp1AqVKLJxCrbslJ8Sn3KnFk+MOOZoWc8i+bN2gtNfld/3tzdM2qb3uqJI0qOHdrxcpn7XtZ5ANTq4mnl13MXHm6QHK+ALqCWls8BE7cP3IRmPzTiDmEJp06Wgt5Dt/7Hd9VpL6GF/Aj5d+eLJ1xMYyzebCZndMC69UNYAOpTyiW3QPIGet6cYkaC/7f/AqsTj/SEcZ3F97T3Admo7jhTUmRswEvID4uUtN8yMkhyDJxF0jJVGj4otgdW74b62tFX0HP7GZ5Q1H4/GAh/O2NgA4elqXcYmzNJCTV9mAFDwMYcoimlbSkAqhu9UDwS6zvb08jnE28AOgLb6Gv/S/Qw0WLgfnuVvTM57UKsg3LOu6HkHxXPjyw+JZIHyFnDoovLjkNyCXunlllhgRnlGQtsHhr1XN3gPUSPIvDLp63besU8osRnEoktqMMQfV2sDJN4hO5WC4sIEHDVlXLJXALhETQXt/e8klqY54RRRgEvBbNYAKCLEb1jQ8tU6qPVJCZA8GY5ZQio8Tt++30utCCgmUAn1ZXyKCOBmI9akC2lDC+BE5KSTrVzS1+xDACxIbDO6HUijFbLSPzMDo17J2U4xr8hJVFh1PuWVsmHmTsCGzfWDlhy01MjWx5tce9lsV7CLwOhPIrfoqEBRBBa2ZLp5Fv1eqRm7I5w6E1f/iPnXa4taN83K0v3i/7crsziFsAdhbBUXrDFBLt7ml+OMhmRO+2mFwvvEjRq8NkRC9wwCoBnpZNjl0YvI2BNBt0hWbrZQK7EN14MvmhgCuW4ZlJGGT5SDsAYQyw/ix4bJyiU+hrKxLlYjwMPYyDoSylHBSBxWyRixfJSbmvMgs6y/yWj8lj50V2x4wA686dHhzh0uNr3i+3y2JVNvGVyqvzKesyqeIDAtBtAqB79W2ptpezYDxLjZDlKFK43SStS/RuSDRyBnQadJeTkoUVmjDHQOi7piUvntgsQgfHWjdhm+7F8k3bDNXUq4Ydo5q3leR6+KI0DhsAlXBKjAW8mNtdklTMnJsNSsnRR1METuQ22Hn2Lmth/M8htoqG/hWAQZOraTyecHCGtQUompTk+136zasVQjRQA7xvrunb482mPtz5efE95GBkagsEcavKLYKK56XyDjpQ59lxS4QYfiVJHSWyYrbZqqWpdEoBoGuEsW7TZ3IU1aDq1P2M4YAwkiCxi9VXqLgBvRkiU9eyoAyVbg1I76Z2ZQBBAj9XRboGOO/xCZ2YVyo1Wd6IjRk3MKQE+lTm9+cd/FOvJW1vDvPy7TAnK7srnrevWaFOcNocjnhmLtcW0ilQ+KIeti/mK1c1Vrd1mzc/pgSSrAqCF22JPW7kqwLdwT9FP8jbz7F7vQKxpP4VDuBBtbi4F5qgRCun50mXVuHXktK7uF0V4e3wz9t2A9qyt23KVtnc5Zfba4fKetFAguwEagZkUvVvEE9JHq2Qjz+YPjDwH/VhU7EIRVkEsAmo1H46JIfWFIZ7rMGzczMMNXmlaaJ+vglv9tZn9JMLTZQKUfO88Tv+qZDzzlNqVLyZSCTayhdVzCueP7A69VCifyK4oqPCNIRe2arAwGxKfmJLd04SRhyPafeEVmlQgKSyHbidWAGaGhLduw3d43SZpfTsNaG7gki2xiRYmvY5CfJ5wxtXz5u/zOwdgDcyoy2ikIRdCWR7ff4chsgeQLj4Nwo6a/BSQCf4Q5uVxRGggWHLEprZd3DMOKTLdoG8vOf+EIH7I2+H0niZiPdQMkixY6joYMLClsYwBKVvLGHYzkvfGWZFLvBllMuGP/+EsNTFeku23BMk/5iaT63nuzOMNMCiaasT57itsTupciHUVn7qb4pcb+S84BchB+xuBHq1k2QT8Q0WcHgSIy10aaLMD3anUFbUoZpiTCHmOkDLfkUJE+WUyhC4HZYFi4SxIb2A+sYNlob2knOqytfyIqq3XpuyKLv+3p4+4p4I0wr8d2EdwXeJIzKFF0gpkAZKDxpStb3Xnd6ZRDrGYunWvoBhaxxcI9w+seWrmKJaRORaWlsQNdddbr2Dyz9MKlOKS67s2Dl3YxtZazI/ArFH7PROgzcPpCDZmsa2YZUFAm/86vOxGA2ndws+O1x9+wvrhDPhjp/RERf6N4VeE5zvsMMjL2Delm83rEWXk124qJr228MN7cL0MQDpbWpinDgle6Bo/qWTJOaAzH+vqxUNXXVzJwlHyZZorHTFd0qlmLXq/IjAoW7/BcvbrBOhnAkXdbDOFxYW+F25TNVTLP5wn/SVCvoVk55LJIznGjGz8iEbSlB47KQuY4AU1879jULxWB0yzdwE8SlT/47PIYADgOttk1eMCA7XaSfsYmh8rHjYfXyguuww0Dfq3k9msl6Ot5QB6V7MIojyNwDzvIVUidD5DhOVwskYuNaXhX4LigRFcL4HngLXlEfujOOL8Ji2upyob1VpNhxNJCjHWZh7G+uJ1XEKD8z2vNSX0DUTOKeuDXaR2+sEjnU5TCQLOaLjOx5GQhzqDgGUKfao5acr/o9WuQEzRkDtCIgKWTfmkn+y0QnibisJykwGsPep66RmWH+/potTnGbVvqIkeiEiSPRHd1lHq5ZjBWR6XihsxY9ftWdzTHwDG/Xty1e26w41LIxklq4nzYcxiillYP6P72auOuRECOECP2uuppDNqJFnihhgd8N5YrmUXheBa2Sr1F5P6a/2GTYStMGAwlMZvZfzAWFuWtpXKRzUUvnjnqhSGmqESGtquORC1xZT0lV0QrP/epI/7zqXPNeJQsO04Vs8a+IjwaK8v9m7GrR1a1sDO4fp9xHYZZpaH/NosNihlesgtOTEfErLTu82shzvxSxcouTziEa7c7UXLgy2j9X34+4YhAFCo8DGCu+9f+AUTZWdmGrAZZ1aiCfVTIYeyeIQI88PluEJxsty91vz5jOtCSl45uNJ/MRK7rlv1WwSbQ9qQqCI4VpVi4Lq2v6jOpr6z49mYzg1Pk6obLswOMSdVYPeWnYypKDq6LcraQJ8GvL2JZRFn4ES+hiC0NucW+rJV8cie0iYsSCCCt/C0qBchjxo5o0KOtaKCt/iiPC5GDwv4AxfxQZsoSWUKDZvR5a84rTNE4jtmPH0gKnMrsz8rXsWAU8oe5KgILJSZH2D6T+G5UjU1zGhZ9n7uCXTDiS+GLXwkGEtg3V04RUzGCcKbH01HKe5EmOknRaPiSizN+fzyt/QAaUlpb17wQ81E96G5C//G3/qjPHtPibwwhpAQy2Ggc5rAv5+f6ceTHND8BmnhBte/kWhJJCLPEdnhcrVX1XyxtO8lm2TtZN/9sK85hWQEhaDP5N9SQ34v6kMOSAT1+0y86l14eVHHK087+OrfgZccHSM/6gT324tku2vOvJkvILx3uZ5CHzwKiVWnd7M1h7YksHWRMEh6HGEY3ceHGzXB9UbX6puy+ycvmIiRY3AKmbJY7HggMgnWIN8fJ2bqe8wi82DNxUEhSQmh/uXgpQCrQRF9LHoxe7J4nxJVa4QCZsWr50w4xj7BLRtz/N90Fwy+Kr4aC3Sitpf7sJI+H5o1DFs8rUVWajlhSi/qdHMDGRQ7hFSlQYrd+9Tf3ld17KK+VZoBR0nE7WT05jFrLmJcqUnYOaGNai/DW9+zs2OCl8i9V2fxUsyjC9axcFWnEIysQaPXnKNtT/IzNliiyTZ0+s0DH+rcKL6y79rO86ByR+VGFlsHpP42w2HcBkWk2ZoZVeUxBWfgo4AnB0bvHnXg3HheAqe2JFmjvXOgy3IVWQqCcNmr+7Ncou5BcGvWPxaa8jbPMaDQtfs66qVm0vjXSfROT2sHC6EZKlmuL4AL9kz7LWAVK6VoTCi44+usJu/1JYX1roJPkDeHwWmdZa7bAwZ7OW44MEKwWxHM1q4CE+EDI5G6ngZ7ehsqMsyezTPZgHisgMquR2IrulUsSsEdWxJhztMBArqaRS1ytnOEfGUbFmTlcV8FXpNF6uy0qxsufz1FtRJNhzig1QLQxqSLvUr664+j1NG9NA6nbdRhFXSp75VqHA1i+cHKN0G8aNtNHkqbykDNdSKBd9ErD2FLvQh6CoSi1e6R6UyROgK/7QpJkM0zOFNphaZ/q3CEKOd4OXULmowCtPj1wfBr1xHrOIdrx48h9pz4ckS/fIblRYmwmMJiQwbMnKC8/iMeXbP72iTKTuU52QAcnmzbizpNc4idWKYRjzxH8Rs2qFj3KNb1tpZOH8USaE78eUj/rlsWkMkozF6Nuak1RZx7EUzInZGUtUlhE/3KTglhQAABj4foOgGncF2HCBmT8RcQdX5Ug3JyATpRkfHFb5E1+qL4UezDF0iGWc9T4UL5Ukz4DsoqeI0zKT6O2WVFBM81JnuqFWYvf3j7P1YGWoUp7xIy+C3g5zj7Qvzvta59KmHYeF6t5IQMiqOY5ckOTFFLkK1BKrgiMZlK9U6ZASPBiG5aDxi4uHA3zzTjaKjR9cNT7U5NeR6Z704IqBzSxV43yvf0npAcM43I0n2S92Tn38vVyPmAyJKhRZLKzqYxyPbFxq1fgHXO//mENfQsL7iLhn+uzakuZefE97RkEqioSxlECmvo4/jdqJ61PEjmifW27wVih4vIMu4o9hVBoFFSWCiq+XgSAw1rZtUEEWMcAGvBcbPg61jlrd9Et3srrZBmODbR1vUg/XB/VWxlie2vU8fYH3xjayyT3Hvjd2Q9Z5HiKZRkrVcfZJvcXkW6kmRKKnqB9rT/Xt9DslUeRgkbJW/2r0b+BzpdPSYXC4VZIraeGImwZIQO/FzTpaWRyZSz+urRFs6sVc7Z1mMk9iwb46FU/JkXhqHHD8Ny0UA055BprWeY/oD7ASMcguPp7/N20S/A5zqKjgB84QAQ06leYlu9wpOUomxtRDMO5PesbhKVMjeouhtJlMlYmhNh8CThMihSOojmSBBh6rdtIVwWtWfMtgxpyL5rj3qHCj3aKkHoXZjaAp2pcixDRSVGfchCJmDfz/pjrP+XbRQh0YYGqdS9v2Or1T9NH0LTArJUGJIzDoCxS96BvTpB/cR2U2DbQV0cfGqhcO0PL5SXDo4/UQSE0YPudcp1e5/tZPjJJlW1QQSBV4VsVXC5oDu7vfzM8vT8EXbNamFp55SP0+939o1mAWskz3plDBImEV9SM3KrV0WjOcFr6F1jgBhPvrLkNjM+lroBo8lzE4aoZwaVJZzKBpllk4V9Dpw+I5mJBTZTNzQe95tL0Vo6DLadXsco0h4WFyW7YSgsFvaCGKdSaOzT5W/ucqLKVPaSQWINrP/6dgdIWONARx89DBX1T6Q04c6tWhLOOocA/tKlDLbEJudoD42Qrom2FP7N1kjTW6FuUc01goDe/m+Czfx1kINDvQ4z3B4k6TlCSkTtB1XWpaVpueND6lrIpS8NiI3FzfQtMZBOc3sWVI44bOlCskrUESz94XKLmK3AlDcPGyySfcEHxI7RHIorRh2YUmABC7OYkpESkX30nDYXdUu5o23pMsqBuP8QrVF6JGy5W0AsOVPekvzpY4qQDlwFHfZuI0PP+dqvUxvSTInDQyQvVgvsKEdI0rcsYw5MtT9LJu4SNg4YOeSLOzTzdfWbCxq6AvmkvmTAtkcG+sRbr7pav/QOHiZ9ockzXGe3cVBMGa4kYljQ3kBb3x8g6YQkFu9HTwntJxmvj21cZocvZKvjVJ7PXw1gY8VIZySja2Hn2dvw2LY9YPkNk1foUwk0iTwDytZ3c36kfrkjPD4Lo+d225z+HT5Dr8auzHwmQvXnbZIzylRG6Lw885L5NQKG/MwYNvrfZv5/HqzB99wI+25MiuZXUixsSlRyM4lDFXcF7x6JRm+6kPIF1Bdipy7XCfe1EeBMf0et26cVWq7LfwQOfMvWqUrOkgslUkJDrYDSOytyo1IfqMMDFBw1EkEcc44EeIoRA5TYdV0zBrb9EhQTxP8h3XavruXYVwcOfKm3D7Vq7BFOFNHiSOo8Reo8EY2X2tMM/jZcJcIFjvT5QT8YZ1RKNgcXqU7pfxesN4tVM4fzXgRsYnHj4XE3uviV656Pf1bZu/c28IcCJwAM7ViaZSl/2QWOig9azgkUZmHbSfcEpyYNr6/xdIg0tkv0+RmNgZLdzywDLmPdoWihuoy3oEI2P0KM92K0Uw9uD/1ZlFbgNw//fcwwvEPw29Eki6klzC96n9i+6xM8Gen+7Fwn4i7PcUu7ZSilgiENOusT+NvfP4+bDE6mVK1h3dyuCQCzg0ojksbYkvotVIafSRBOMr9aX75nQdWTPYYMnYoAU+FR2lBa8FuWPMKXKi+CJCg/kIvxUdyYIkAwdLzKv6i0qKctSqCJlN12hDw/NeZcB4bWPg92A9OT0uochEdWQhzBeq7asTFCm5vBC8xG/Jnt/WyXP+4IzFFv0X+958neyNiS9+3e2xVKvvrdSu4OKdfTu44708vmQsGZGVutpFJxKCfpltxBDB5JQ7vvKKajQlWBmWkWe9sxSmAmkI+au0Z9LaHGVXJfLvcSEkRx96hVNu4KayR2auh9qNMSbk6krehX5jKAaLjh+xXj0RenkrXtcK22TtxQEsHh5cG2/5Lp6wGP8MDQuR7gRbg30Ci3dYhjvhvmymiKptENQfrHYCOEuvC89ZZO8LrTLKYdI0Ww7zxVaXSGFGsPxXwLFNs09UKR4iGHb45YG4hMp0vkKGsNVGzxOhohbirKZ6yxYugOGla7Si55uKA/UHr8TyP2LRtHvlGiRkOL94lwM53NHj1OqNNK4Tg0LwkXEJbtFA7snjCuTZtcCSW7NVV9jY6tzcsnyn0mllTBoqkON75MMDKvrK9jByJ08HEE6sgvPVvZSiAA/gWxDWwCEImr9/EPSy0F2Fa732IprmvGVDlJ3wf9UNnX2rPiphm5yKDf/PNF2/znkLr9IXoqnXV112wFtDlaLG0F8kmB/RuLOqBRYxDfyznBGVhnDpbLOVJyJQvCz0US5b8an9PU0EIt1SQMLPGwv95wzE7uuXKUvSI87XGMS0CXFJrTIrnX/XIfGShJ1r+0TgUt8iWh6oI79L2ghkLLO7bGqS/fx20lr9gvuNVwZUF3ECleKH2wpfgPZlvtDQs727BqPPkWW39Lo9tQnImTFldPXORE8oG0+V5YSZ2KkThkU00WE7rRDVVhHlja1cLx4yqcidoHZfra/9TAsUo+UoDn6ZORp4z7uv+2xVQOSlD42w1EiRS4XHfCXLDGxUtqCLq0bvECksyaNj0fgH3QqSD130rBEYmjzHQfvVoOuXnGWMl6uyH0MIspIZ5vg6cxSY/abtc1jzWBV+7QZqM/bbPMu5zXP0gLLAqHTUgTfK+GWyvABPogK4B/kGgwbCKXpZBm/+GFsbPaw+UHuI5acmea70o2JqrfcNGDMM+7Nml4B7o5dS5qQ4kwcCqlGDwV7YHXNRolAkuudCqr2qKw8R397kzW3qdwW5kMn2THBPfoLf7G0/o6pnIM6B0LXHE7+1vy7nV2LUWClT60lcoMjTPq0XZtSeflPK6YeKchOZXLtsp1/WyalkV2nJJt5vOnRD00b1EHtzEWKGv7BonAXe5h682S8JmWx9/dvelJ6p8mFIiNGv9Qkksh10ng1TIukphPwkNAi+GaWyPf+F7kAHeQV80ajhoxcscENv8dXGDmBQn4kbZAHiX/XI1fuwmV0LD1SQgI8d7vD7SJnngEqhDPAv4LtO/RB5W+y8GIQYLGqovNntcR/vl/4G5gsk6/EhF56mMuu/qaKz07b0WSI5QjWxeI6O0ye4lCI9Rx+BCVefmre2d7GAR2oGD4QPbObkDLO7wI5Xlcak3wc3v1WvZyPMrfI2tLlff6E2T0nyW4k6xJRuvvcEVQCdFFwdOch8QJzULc7rZJG21NakAz0VqWxjIfDsSpzbqr5R3y77gG9oZpsnIjPMLyzrWLt69Tu1XrOGegSUcXG9oOvwz+pt1jwks079aCsvP/4DDmZrkn9DQVexjhj1XL1xQ/NJMh4l08mliJfgzUvn6lD8bXg13Rb+MxK8Phkdt0dNW7femFUs7Rkm2SHs46uDVEeUO3qIO1q1UXZFersoHQ4Ks18TVYEVF0dLJ9IjFgUzzIXkZdhyVa+vUEU8Q6Cncm5cUm4YB1bAuAGs8HtdHrgZ+QE1sllVunhsMcLliAFJ+YCajk3tU6qKAbx8dfbdf5HNkRJ/QOY6CCrS3bxnfDZDI27BR/TWAs+g1KMG7g9VnrF1ErJZHQ9EGFlzmC1Y+pf+HPCe/k3q4NWDAD5IOuhPBHmucdZKoNGyp6UGBGJRFR315jPNokUy67qEaIuQdhKd8LGCTSJ9YFpxFEQFnZlTcQBxsbd7pzmyKhyryj5lglGMf+ucm2x7x7zJSe76181kPduROGipSPOUyQ+aJUd5mbqIqsUbuSlYmrOzL4MtTzXM8UPtccnZWhYpQXVxS9xEdprOaALqnu9M1r8slzX6ckv6xMbKpTfYBoaYXi+6DHnJn6c5H9Vxs5bVY7AjIU3dLUp+CjS/za8H9+Qo/y8GpKoybgKzbEiZ9VDvwC5AInjs8YQNXP19DA9n5yuX2uzDx/n2KUX9Gy5N+Dw4fCveMXvPcF9OO/GOz2YldckxLbzrMwU34AAYjKggK08uXXK/mnPau5eNC2WLvo61Mz7BJL8N0kutIUJ06byGOxVWe4JUXrWWg4FAmTWskpmJtrxkI12Ssa867EGYbA+imtAD8yvW2errXR0SSOkWbHOr+BQB9HCMTdkdDuET4RKFtMNO/av+VlF1zmQVkYmU5LZj1Re31ouJcdUkMq39EuneKL8Rm2TgP/T/AlYM6UMiNnvxW1yBWgiqROQCxMmlT1f4+PUuEMthWn1POx13e5PW7jwAtt43GIYDetqTp80hG4J/ctMgbKQWNzOD7mkCjauExBEGBcafbgYAPWoiVq4FAclJP8dePDRUJFF3FYEaC9dSLoj5Ol+gylzXwbhkp+pBSIAfNMV/XO+gZImzaE+u2TEyynI1n+Za3hFclinPwZr4XQaRJWQtH93QlUkLcWpfsH1gJMlzPaK7AbAhRLsFUCrxpCs6ga3osCd0Xh1guEPBKNKX1OpcjobSvgDJ/nU+Qks6cdQlZL1ofJYNCzdYU+gRQbnt45FlTxpPQ07SnLkqrh1DByfTRH/8Jyr+JtxLhQkLEX8j6dHJk/3rnLBephBupnkyFaOD2CQAj2ASHN3JxwlDRPEqostj3EuZ8hFd5VF0qt6nNqFBCl/LDNJEc4IRfehMspPrj7PVzpG8dvM7efnw7PRwECp89k1ayNrnBkBM/HgjSOiyFIZpirFeAZE013ALLy+JpXCPKm2KH6VlfHsaeLhtSYFrGW69PvxAtHe0yDMy4b10AXR+Zz55YHQRJE/T0+GLwBnxPeKqSDcc/SkTHJm+gznzwQVYxzmYHW2zeUU/2jCddiOVf8MQpGRK4BZhSrNUcAg6F7JN8mfKWcvKZE0avsMhMxLK0eodhrfVjHlmuFBjqoKRprzTO8L1tdvU0EuczdiO9jse7PWCH25bH4JPeI1yU/iL02EH5ZG63klFKHXT73hXwxFQH3lBFHbkcEAAPAMPl/KEMtVCVoXH+Xp4/0j/1Omn/fYvgNO4Zjo7lFDe1alkc06jB2vFYXcoEn5RyW7/pX4JJMwOa8jk6UB3yXMxQh0YY6S+ZpFJYCBNOehL/z+zsPRQrynIHS0Y+bcvVtkdC0nt8f931jum5kL+ZnuVKdcLVQczF0rEi2S2IANb9dO4+7uRofkQkyLzL9/90X7LhHuiwIWND9HUtZt7/EPChA+XlFFd5azmXgvSsH94wC7eIBa1li5SmfqUVBoEgg60VMRaqdA8+vVNQ5Kh/WhdwqXkB//mp3LRjbsrRjbQFgcGksnroPK08jMti3dCn3jad6ZjTRXvxNnSnDcMqx9bRTWpVNAT3UGpSuLJCC2Uzy30ZlHakmVYKKR7gpJdNoT1S33vXnrKivtc8n7y56EKEIVo4MIrdMPLBmAu02nN8PQBL4X9hMcDCd4gIM+l22KpPZaw4jS4GbFmYu1PpNXQy1ih2ULKWvuqu/NAc3bBtf8H9Vkh+ZlF7iKsLeVd/ot0HsRe9IWxlyLNItKk7sZarVuB/qAnvzXrrhZvpQw6IX/HPsojYhonfHFIPlGwGNwZ+bnMif37bHY8TGNMN4sdBlbdBC14YOLAywN5w/mvc/VbexZUx8SfWFRFkj59iQDwG42ZlIjfoFZ5ldlDuui1xzQG/YwIXY/aMSR2M3yLhOhSLC2ceX47j4AzIEjZHwg7pAe0RgEz/6AxvJCarkTZ4R75EQIIAuFB8DF0V6P0f1DAj40ZSM4C2eYTOBkts72G5zl2/sfw+VlWMau1vIOBbMHy/4fnp1r1u7WhAdvI1iWWDTa4SIIx8go5WyatbNnb6IB8dMhL2iEEpge97fGT1wXP52AZ7OOIXBO3N7fY6HmJ71EtNRS1bRpLoO7PTRSgFkU3ZMvPrSceK4nKpnvz7ZLrWCzatabZrRrXzb5JpE52Z/AMoN30JWojDp0yC7K8tLOnpxrr0cZ4iH1cihPJEnRgbB8P29LI+32+uzWWKtDpOJloXNiV1kK/HKUljsdKHUki+kzy1nDftIv85ivEQw5FUCsL9yDxvEGZr1Ue9OQ0NcYyR1/T2LuSzzh6zWLS12e04ivLNoF3PjjSm0w1Yzyk1btbfxkgrp0wi5/ay13hUNonqGmQEnkirottj9jO4nhxMLW+0N+fsclE9MPMm47l0VSZj5DGpXcjisJs+4QkquPwU3P/PmJjyPh/mhcxNbis1z+MKAjcKfGDxp1ajQ7CwOXMcmHKRdmsNv4mU5+GPD/f6Qhza+226eb0wkfft+9jwB3mMqOSuezb8hiDAdbnpPneO9WQue8e+1TZ3DqOTkLVejrjlzkHv33rv0hyjSpIdPrve/nkYp1WKGwLr3sawU3cIQfyCFep4sKSbgpWB9h+Q6r72jxVInzuTPZozyaF64Cw6Q/OCa9Cg8bmF/uciB4UoKLTEmYk+rcoEKWug5DSBhxhwjnnFcTV6jMNIBVoJCpWvMn97Ue9VDwxW5cKlXJT+Sn5x0Am5kTaBqg5Zp68yHHjpKjcmb6EayYDw3aKYGC/BLLCtdsShX4Pd2LJhtubCJ3THxsbp3mYDGQprP7qNhFZiyMQv27apJ5oYI/FaWCYW/IqU0/h/qdp1GKT12aC0shNs+dvM84xkUaIYrMSl2p9Lvf2Zj99MqF4X9tJ7m3NI4gv34D/H+1dxS2zV2zKUSPq5HCtvL5y1KXle6tgnJHKQ6kD1BzPH+0/nnmGAsAoS5EVuJM+gqVHhLBXH+NdPhtCCzjLhe0FfExy712/PU2wyMAa2+gwY3B2huntc+Xa3jT0cv1Tj+EyYt0roRmgvTGja9ySgNL2C7l+sSwfBviXNtlx5DUF48JWl72gtcHuntBLNEAS9+3paMb4BJH34df1utnRERdEtqUoeI45kO7gpzUmfgd1EpBhhpag3mqluawTpu021Io1QKERMV9Cxbv++5dZkn0L7DfqsIpcl4cFULHz1W0UaubRJzGbqhQjm232QDg+3lbeCRZiokrjpRYIWEIihvYB8uOGs6nT42getgEzFq5F0hkaB7e+hVOtwp3pj5Q0eR4XwlWrYfiewNjrZ5dtfsxxjC3oCIOY0Hmnp6StiuJe+QXmtkTYD3wXuHRr+69Ut/FUhY5tJW+cJGqwf2ZXFtvuDCGCXJaufvpM1THgaDD5RGD8v0uXojAAMuQea9DbF7PM9atQ5EcrMJ1aTde2r7bUoOW/D0RvbwlGVtyeJEND/d+mOxcDg66gdE+9Iu6i3H6XVtWkyHncyd3hhmjmOsAR+v/PgKtpNHYGCWkytIMUP68QVqblnWexWTFumSWBdZ2PcRm/TfdBcu+KOYc+tdbCZn9LXuHOFQIPBYrY2QpLTwe0GY3m33sLB/opgLBEY5ffkDcr/5LjH6P6XqQzZpGh3v9WgSFLDaYyxCefQUzpP+J2F1SQxzLNDCXGg9aFWYIJr8IdpQewNwE3QC9iuPCf3aIpnQKhJ/dNXh1cswoRyQw9N/SdpqG8ux6OEupSvnwIiwR89a0PSALipVGSSIgMD1hOs7VIOb7dUq+OgR9T1ucwp31pwVXZhfVOtGevUXBgzGgVLq4JruV/CfkIrnaQ+/qtogmoBruXkVLonXaKTi+agFO9G8Eec05NixECMwVqeOXJBBLMGZrJEimPopy0bTNCIpxLCZKbf14+/WfA6RkIb41oPAY9wPKCzuAjqQxOPgPf88Y/Lkw6nSymCXYYd1Nn+2VCHRR9MdSFmLjBFMQv19virswRXEZBMk8fW76q/V9eneYKcaxx4N51Sy4OIccIU8c/a7/ffVkyE/x2X5QMRkwHddEI6GBeamTD73cqpUyUpWn9R3Tmv/ZKzJX3pwLal9gDc6r1spU9zmFpezyO4YsFayQlkPBXQ7g7fD9b8YIUWiUp0aHxb3OU/A3VYSt8i2PcQ1Mt3t3/+92rblcflBsE5nfXVKvE6XUJgOjvsNEw/WqhcfD8mlyfCNTZKhQn9rFxPJjwV7kGnyUeIYcNoaGhCj+i5mZlGVy0HkHdq9yZ4G+SGGaUa+vG5QZgjxEliSTYdPP8hPD3P4e0eI62Fv8ycL82zAhijVfIq92OzDzdEyCBieKtqeb7te3DwBtfgyMKNJVuoaXoOUlGRhU8iTN7mmalUnRdzvZ6KiQYm2GqlmteY1Qp46EZLg3rvBvTqmVjR+1S4Ec9/l9M5HXKKwF0/9wGORiFaaLaFxO2DnSWtuB98up5emm4TVOQnED0SL4YVO9MZ9o/RhPkzxm2/JyXtvyQ3jgesFLZ9YbPm4cOFCcbXP9Hd9+mb19kn3ceC7uJdPzEG5PDCbOf8OK70Wt/AvQpBxDLQ5ugs4sRJjpEH6VDeMQg59+o6ycKbfBZ/k60wvmbpdY9PPKXsKZziiJSIK5Ab3PLG+aphiW0vvJx4zbRc5XuYX/bIqqN+abaxsFzt+T1rMIxJhdDxIdpSy6M72KERS/+ccD3arb8OihB6xPzDTR3ybIEJI8fWFlGlmBwTToTDjJNKYg/nKVQbpQC3nlRQVybJSvLSHD+aMxiorDEWszNa2WbicH1MypgYsQYLsL6gyaFjdkBptAHoh2PKpgZ3YG7snisbbqg8hBOFNGs07UNfRTnbeARrWeNWUrZJ6fagR65Oc+OhtMxpBBnj9do72S/GphLLm16PXosyjbyiHFR7RvZR3hlHWTV6qzcz/glQghj6eBotSIDKFs5tyoc01SfmHt7aAjE9V05k76zTixhHYVaqzSGKpsAuTjzivVtb8Y7i7t2KDWV+bZF1sYuhdLmrV+2bgVX+i+DXi56Dc53AzmcZx9MNHnxfFFUsNae8Qe6C/hER4zP4XfZSTlGh51HBfANRE7dX8JV4+sEbWIPTpwNP5Nujgn4xXh0YR/8kiJDlGYGFuQV/UVCpr6HGLjfU1B4jKfvaHt0tta22ULFwyV1fGff9eEI2IECsM6bHNYCvhElx6WT2tR2qIRQdk2M1wYx7ShCmNRxZvKYvxJ9J3NoUnbDlKD6F2+qlu6DcBJBl1ZzmkmvOhVpYoKV4govSydnAXtwHNt15kMeuEflgwOdJyBtmbOsWMmyTVMVsB2owSTOJ+YtEMnWSBi9EHL+Lr+dMkZdEs9BGjdBaZ77HAPaaAbOq4cWbAHDnXV5vhkj8iGSWYt43ADKDT9mgmTIzx280MoziNpiZQ30Imas6MQel+BUBvN2z07GAsRHfRIoVAz134ZZr/fOxq9pRyRbz1csJkKLRdHtGP5z9gAddET+ia6Y1olVScqY5EB2d0dMYmbGpKhyt+tnabrWfLe74h5aLs2ZdQ9DsaG3x8kLV4GBzUNiNyVm9upcg1Mxhk6+GZXPmQ/Sbj0i1sxwRQZSwxzQs2TT0EDiU5jIsn3Yg8TIxNbian5YGYTilZIbwBp58fotf4D6kH0KzbveF7ixljBxXkwYBXeEu7+liMTX7zuVPZZK/dTmlABBashqlNt52INxDgCwxjr1R8PKlS6F/t6mEwwCEaPIlQJsbteiQx5or3mBOZK1yod9mJSCBw1jQmlS88bKCTfzx/3K1lSyDSC8j/ZjJMAZUzvY5M+9U9O9JIKOQvv5DgydEWPR5YAblAOGYc15mlYBOv/YZS2VvIG0KKs7kQzJ1vo/BtAgf0mByoC3aTyM2OYIj+y//h+mS+B8KIby3fIFqZzFJplR/KsLzxyWqQuSG/7CuOn+7Mf7HEm4oj399+Qona9RjAf+d+uY6ptLlmh/fTFXdKS2A/FXFN6AQ+SESx3DuxtGkfjscrxe3809JJLOeiQE2fyxD+AbJ3Waw10aWt/LqkFEjRsJ67IvFjx0QAq4T5OmrH2Jdqg5vxqMHCbetrWfyTHs+Pd9x8jWpNM5qAolikgUC2g4oJIkw9Hqg6cDTSmi6QSgXqxH3j1jS9iuYuSqD26Ybi2J6MEdTvcjlWqdTxVsPn3mfTIzyMZb6xpbXUVZKXnvHmEiKtxIUoBAxovgpVyVD6D4Cs9sr6R3iiIUKngIo0Dy8p3u1C+33pC33GfPFO1Ml1kj5i5sgFGnRuMq98xBPxikvu0w3qxWrHXecBMxheYnH6K6AVv3zc0dfh5NGL37YCqYh5zT7c8q+xdmwe2l0O925ldnILjaXfut3CDFPGeZ8qZ5fYui31iFTP/XZF4YPw+byFL+/0Eceo4+zo6forgzGceNPPNINHOugs0SfdlDOYArV07hl0htNWS5Cm91/7Q+8Vhv/UUyTye83AlpWnRTtde4i/H1GA+7Vkb5XNk2mNat87TmuG8KIsYFIsgvRrY/ndi4z8ooa7cjdZQjl0Cx1k3mPTHqAJ+2RtOgBppBIVQWAR++Df9x9fKhztgeJrYXM5YtdtpB437fOL1vBdYh3Y+k0z7yzV1lu0e6HjhfUIkRkDIdGBrmQxApnE4ifW2a4FFWIwZ0IwcVece2LhjOLGQ31DDNQuwZlrHBX1HNpH5tyCPTwWfelU3l3ermiTjqg70A0PUSp2sLgSculOZcO1ednQ9Wy+uI0ZK1sjhj3ino5atsmHJKQpDJVATzVOS/0sQuTj9EQjh27BGwiSRY/8qeCpICvKulvJN3GQ7ZeP5jByd/LknhzqvoLrl3n+EdbN/yWi4AjZWnxvdR/QDS6f1qj9Y56xIHLgIdjGsaliSTFModYDT9puRFuY9Xzsb9W4ETMi255jja53RETUO1uJC4LxVIu2BAW5NBLwg309vS4Gq36MlkHBtq8EzUKgQZqTFz+5J1KGu9pZdFxq6qCPzIh7jYOwjNtmH6jsk6B4lIq4mWohl2ZUNU8cHR0KIINhjb7ZLA7XWTCI68lN6kZtLuGTazmamd9HHMsLgbeMC1GmSFloBtYZ5Kq73UCpmmCcIjdkSONZs3smYQbXrA/P2X5QurtKn7kdTjqy4NdIo/+OCqEOE2IMAoh+UhGMJqj3x0LbdiyWb8JNTD5gvy5REk4IEQPtjYmaiheqzP3LGovoy3paOwEB7vY7wTO8DHkW4PxtffqdZBkLANUu72S8EEOuAVQhxUFVTaFgvRFzAGEoZQMRzQCFDzlHUYQba6ayRo0PrnXIlNzLpA+XKblI6uk0orrN30iPDsLKaYwTIwuopMQRDQaFPiG6n9/Xegdo6yIuIff0yBaZ1u4Rrewd5bHSrOBJk5lh97fqaf3FZ5hrqEVHaaPtx9BHpCEFAuTy797o4l6AhJpq06uEBM4A6dZPr5GU85klqFFjhwIpUpJscUC8GSbocx7JZUcrBL/Rlre38G0k6RWmKmyeZIND4TDY2go8PPXxNAtxU2bCXB6RyOiQI/ukOjbPVsVEdxcRGewMiTZvDh+ud3jTrDnENZM9KHpxy0Gj4lplK3ckIKCe9hxSVIm58q7AOq2kvc+5a7DqaAFWSjWgW/7TEJyLSz1LT/1ul+QNSdTlz9qwNi8khI0hCPchcNlFkx1UBLbx4OoER4BxuS/J0BhqcDSck5e0n5l4KMwIcjWYYk+SJA98yHpvI0AC8IYdUgmnbAjxJT62TLbvB4K3blejLLTBjz5Y7gyaSZKX/jvlxwQsct4KjfkYwuX8A0e+aa3iC2NQ2j7+6rzEjFmy3+1uxuq0QSQSuHtyn3p7uBRS0cYdLhPl7JoJJWNm7qgmkRuNLQ6k67hWtv0YEL1/uiBJlLBO3nVeLUCrIMItxeCVqLSf/FDG9caL2p1122vdjXt4FVDIDvL6ZPvFzJlJAMVyXnHX63g4w47JdLavxHJOhTIIBzXX5sl+uwIYI737O/qPuEJ5C7o9kwnlVwQjwVnMLBAgfaAyKtmpzWMGx4ETETYKPYNu975oVlGY/n6z8TtFCk7DE5fOJCL2aj1p6XT4bQiOC3gq67igeUwBbLHJUg0db9fhFcRfjMDzFZ+7kpvEff6ZYooMHiAsTzXZ8nX14h1uYhPbCheAgs1MrPckuZJcMH2bkJUKXBV9n3Y75pk6iFWU9k9Z3ahwW/uKirIutzJUz5vGeucgmXxS8SzCizsAHT/WCsy9TqjYyOff7tQF335rQ9wWEYt00IVf9g6x1hjQuEPZMcEzAhQLPMFNMa2D4XiloehR3jIeGLuW2OqKXngy/Ub11h9Fw0VMT+j79n0pO4YvuovU/IiP+PKJPk05oF9gzxM8eyAkZ2dw9oJY3ANInJ1soz/lHlDwEbjBccIN89ch37LuPrRn8GcNuG+AWrRfF54WSuUETfmyjPeTG4JGfD2jy+QGcnT5uADxkoT67CpnVlcFRTYFIwa7iRKlzGieSdm0/13BhHgj9+HJsYX+NunY+pfANnyQlRB58MYzJ11T3wknZvZLjmgAvCjfcUajcEIG5IFWCe06tf8DZepRhp/ugZTRs2Oquvpy6EsMXh6aX3L8MiawxMQIp+ZChJQB2vKqGx4+ZU3sNSYDMAX95CdlkMahGmq8mJTQcxfLUMvg7XM2vzbgeMgUfXbrYixMcQhcldvba0T65+maxgbQ24ynxZX4/1PpsHca1Bqe7lYg9R8iTVnUA/u+KKkMSCyxLpDypugokFOmzejbBvCQhK6gFuww30/kPm6M69H1Gt85bad82LdbE/RHorc/Ig+lh3ZaQCyVRPZhqhuQKgxtlo0yghIy/qgtLivs5uxIyyvu/u+8iX+I6o6Khs7Q+y/xfVZl5ORahGTIBh1gdBd+MF8oectlUpJ30N+EJ4D1oOJAkCNhQJ/R/2+QDTP8rukLOu0mXTrSOk67bIId0EFLi3urcxsWKgdTVbdGEpI1OaCpmPuP40JXjDIPbsugEAQNP/MCY9hIBA7O2uDKVNCe+VCyYl7tl3nWpnRmHiosdVwcJLuLJuNupb6h5jzNvz2jzlA2A8En4Tb0rY5hdDKsx00jeO4ZT+L3yLmYTkMaB8qqrTwY0V7QZGpre83Q9ix1EULvqd4U624V6cjvwnFbyg+SlYmiaj607STKzeLKSP8WBnZe7abfLBOPpreq15Ttmuq5WOq3cOaD4Bf1sJr5NkisSPXunThbr/gv+Cdj0Q/n0rITHCkbJHhXJzHowrGJxrRaGquFW56KlUKTmwTRmU0St2EBNIteFm4WM/MdrhqhdXie/DXOpG11ZA+ScPh5f6Xo6Sg2snPdy2Q9Xmw4VBX6bV8l3k7+8UaZPzyC7ko3tnn2/DXF1Umj++2q/3mDKr8Qp7EIo0ycb2mMofzoERxoEG7V7WJA9ipMXgUjqY2AmKbkMLakGmA+UL0EzOTv4nag9HorgoK/aKU8igkISB4y1qIBpuil/wUb70Kz1s6ATvoppCqp/0egRePa5oO42ACqSaUL+jQ56qj3f+YH+yIVaxgvnlGHmH0rHQ03qAl8zcu9wxyUmATQFBEEGxzDgeOZ4KGUB8kjF+TTN6fvTiwMUP6y9DjSs1VPlxY5zyq/k7EnZjQZg9S7VyQcp4MvvsqsGQq2Swvx5ldLnmOkAsn+d/thxafYFs43jGtON9etceIzPndioAtNmiuwXj+Kx+v9Nv5q+qxRoYEZPTW3w8+jGdv0yVPbIGMYAlWfz8V88CENTMdam5EjgIxZDCe/yszbPe7uYyeRtOx0TgfAAHzUp6z5d5Wd3yYyZTDcOH2qyFmPG1rYHyDOSm609Mz6m2Bwoud1y5j57HRn9oorUvWhPJJShSG4Sv8BgG8ZGnteeV/WFv/0MUpxFXqcR19f9mmi/PdtYryVnNLf53i8gHq7eQykpmYjB0p8naZdN9mqceAUxA6+tAcJ8vhAxBRrARCfqd7oE/KlKjYaZDAkfiT6bZ+TwSf0CN+c5SM0nA9l4Zs9qxEg8S9CwDUB8S5FDeNu34J17ao4k511LNrpwUl549lw66DKls6FKfijQPamzmMUq3A14bbog4zZPJ708orjZe1ai/zPwl9qlWkssYQdOt/X8OkAYr/8/QnpzCHGQcaPxBCBmPxJdzKytc8ICiF7Zc1cI/fVcyWpQdnBSCi3P5osNkbzJN1CG6QET6fDgf0Z+E1Cj30dZEGinjchFmk5GhRoy0/ac+m0AY6GqcOnrPPr1ft3IhKhXZ83V9W19Qo18DtbREiabkvSl2mApupCV0ks2d6x8Gcl7yEJd6UfvZk/6gdwWbSIibjxNTM0R8wf8+12dxY2C5KPXSc5MLavyqIr/+l4TfhwrSe5IRmX8MRtb8ghI/PkTmQQgePU7O3taf0rBSyUZa8FLYbWCzMc9oiIPVdXVyFC2xMsJDajkt50Xy3mqbjdwAAS/eVkSLrhy030Sz1l5a3IjnPi25StlvGQN1ar19fJhITbPzrUx4+a6+T0NmF5g8kY3CXRZ/3YynMdQw/SMi35xPIF4EyPn9MsZWCU8gz9Q2b3rExQYZWrJUDBjv5+8gxKVKwD735vBw+ZuesUTjqrj9oC6ueG4rZ44dOE3uP1UtrughOZQGZL2/Ochg3J4TL55cIg7bjQ3bcP5JyB+Ev0OkvCJVQSOG8ggHH0xvAflx00CiR92Q6mX4qqpAZ+V7esokNWtAsA11xwqmPGsK+zeGOkt5I3XLu+u8t0OEWewdu2dfO+R8TuvcvMWyrdTOasZ0m7K/X4GQXPqRwU4t29pO6gMQIyffdhdbptSXoxQNyFizveynAjMICsC6hcxnSnLF3HF4hOO08BLNLHNT3ncBICPAUksHJD+kFiH1jjnpM/T1P3UPsO46rj6crNWNP4g4xDNRNTbgGbD1F/HolyXjLgd4tXG/sHZAsmUXwwgL3aQ7H4jEDT47eBmmKrpRUkA6mGX4cY8WtwSFYH11rsTZLS4usGqA2zgqJ+BDqfhwvLmhfClvv7tfUDKgKXZoitzOcDDcu0c8Nk5lfbMvYc1lv+2xYUfNo0lj/Vlt19df+jtulQCe/SC6zLcrqR1i4YgRCU/jpK9gVRI4V0diAx+YjZibj/6X4Kg7DspELpUZBTIXBcYmBOGHY0LcjV5hGA+T0bCtogEVYdUt6xdeHPXZhcH1ZX0SnJJ3OcgEORLSQg/I3h2ea5gc5xTgaRs6jOFQ0AKr+xlXoH94VRX2uck1rrECk/+F0nR9wR6pO5YSoIXmHiN+4osPPjjgVULqZDHeyV82PXLGRbJc3EbKl5xcrbzOlu8FOKlNHgUE6JE2pYllxzTOCZG6b/Ijq7+D6AGBoXU8r5tG1Sn33z5pYAuhnrcZWf8Gap4NkHqJInNw04l2VfeFhlhTWXeDZHnj3YeaUGMLx0Tja/X1zSrNPY33/KdD6IsJkj1WN8USSwLJAHWJGPMSOvfwaL+E+u23UGmLPisnolbUAZH4nfhvYofjoQqgVcYWKy8gcpJ9J+c0UlBgKIq4JUpm0ui6U1JjgcAun9cq2wm/fP8Z5PI+QJwDWZPRb+qZmGUMQd2oQbKm78SuS1/HzShWsWSzB6SsDN4Lcf0LYBSPSxxFAyrqLxHbgjKfrA9BNPz0a8OBzJVVkutyadj0DyhFcbuQu2R9hbX5IBe1AnDQ8RK6nHQG2vKqR+CJUdNsQ0rsKXmCXWaF+iZ96pNo3Lz9ew4gzzN7nLI6Zpz9a+op2Orp2kglo/PSa/1qRDQC4L3KsxnIcnpvmTJHsccTJ8NhY8orTlm8XdKspaZ8b+xyLHevWFeHyTGkQXw/bUo7jK9rWjb8g8h61cdji3xzZtZXEV2+V2vjmGKh/cb/1ftcY9EHEkE5jXvN1NMDaqoQoX/F/OYm0kQgVPyu0DDEd6IwQiyzJ/XPuClTRYTRTn3qXiBO14/v7gyLbGBtfiI4gPfwh00elvmOLNPO+2fX+DFc+/ZEym/NPFMcjJvVYKI0baqmeBRtCg1cG3vqB/PcsR2DWtnwtlWY4T0Z/QK2SkfrVRRwD5AfBzrGoVZxZBdVxxrTQP8bsrM0+cR8wa7EkzJPGbk6gPMFkfzn3xT/7es6nnURUkiFGyXs8V45ABbu7nhJh6tnQeKeE+agQhH7wH6cVAHF8dnBCWy+GtrkPHnGp6ls6lA3+EsDyKDmBdYLmmWSCkdRYjWT8j8bpMVTXhN6UdH93kD63g+ScUgfATA71XrnSPjIKk1IGxB3y1LpgZ7mt5aXLfHavUBy9hbQAlYRxlzYij2eE4z7Tg4xDBPLFZ8Q3OBh8Rt6biYcsEYU4qrsWd2KIDr2t9l0FtOWo5PPnM9ti8BugDxkWTiHpaXwuxKtoN6ywsHNiFWLbXadyA3zfOe1TfwYkCv3i9nLzZdPK9QNkgj4Ml6ii0b9FAAwWoNM3RUXbc1JdGH23G68+9RfVEhV+Y77BzNP/BnB/SHKQinCJIPP/rUbgDOyPPYfK/VRggArL5SGsVUgYyevvQYhyXF6rn+hxZiT8agD9kYHdrD0r8EDf86C1jiLk9GtuwIaAlln/cyme5V7/U/3xkcy1Yb7jRuzbacGlSKSRwcUZeDe31T3uUgAE2fQwAkbz+Wj50PPz3D3r3eE/bPSdg7UyfkWfo5xxRX9RE2bV+oXiYOTLZrFHuOAAXyHze555QNsWNEfC3gADRQDDMmXDMQznb1JSPug61wOrBIBnzbjW9FfiLkKJGl0FV6yUR1V7KeGtyIfs/iFtiCbUea00GmRNPpcvu5DCH9wQvlPZWnK63NsZQjJlZK8qua5XEPo8Ig7MWCpK2e7sn3xfCZuGnR9mXaq7Pm/L6wjP/7et/+GV81BFazXfCaDYqP2diuCnxxn0XGN9Cp9AybXSRMxMQDjz6trtXEfQEB7cTF0YKwon9PV3OE0jSJRt/Wan8xKJhpwLSXV7Rhqnxq8DNREP74fuhrZaM+1UCasoH2o0KDLu4lq2U79Nk9eJrMzcEfWHZtBZLgORi5ksqK7oa+qNxl5q3EYr2AqLgVfCSySBdzAh6SySvEOu/NH1hbTGVh8zf0VSM7IH2t8FG8SFHvMsUxZwiNkszaUzCUGhghWHGOpEMrYOJ3com/W+71omO9jgKbDDcU1rICleSTbLBsg/IXS7xzQPM1WoWRyBUSzRDkgNsm09VImKm55JHFtFrTpEMzO/VZQGmWNlGKYrP8DBCb5z0AQ9W4oY+Q5s/ctprdf723jTm5jeseZf9SYNs3u1/TmF3JZrlk3L+NOPIR8FI5RA+zv+OJ/lWhmU19Sz/lyLl9OC+V1QgZsw0WGSZ5BeabHZIXmiDv/HcswuDdi4+oG1JIKBGrGNwxqiuCN3sjNcGMviICL8tHpQN8yufqf01DCy91fjOTwXBxC9anQj94HAeHpAvAWJDpp9IBAyb0LW91XDwbi32JLxhfKRNJyi31+vCLgGy+LKssBuN4kkpBL4gHZbHVu5bksamZmgBMxVoQotFmte2lJ+645Zip+OJETobPqXbk2ADUNL+4FyYsyiv9xyYS+VeN5DCTorsMTQLTRbnd69WbP6DwbJn1T32/h0ncN262hJdmWvah8G8de8CgGbMejUXNKQTu8r84VcQ+eZdLH/36O3cUIF/6dfLO50eR8g5il/NrtmYly0VDZ8D2KOKpEghn+vJ5u5f8dBqZEbNlPA3uD1SJMaP1Mk2eCgZwEntmEHfh0dobo77m78wJ3L5SGhiFSAEl/d0UoCv6cR2QyRBG9yx0eOlbOEQHPpZtidTnZcqr66BK96/8pu9F8PqWqNda1bDVVOeyG9M4QAgolXgPanLAXrUBblIosyC82IssB/8wgXgrw0YuOPF0sWbLj6ynarhP6A8CoxuNqK0F4K0Y1c6AxRPk3Zpa+puwU3r7fA1Wv62Av9TKQmM0yuhgY5R21VFl8outAdiYa9ThGEMfNmnsswGl9CAs8sa+r+9YD4MIYbgM3ASU10e34BMkhvJVxYxmYqjF3GviU+RE8Xu/o4i7Mbal8X2vHSv1hzBsbKddjKhXvdrKbHJ0+5nhjStC0E6kRKtt7RFaA3500dflQ7PrynrqGFxKPIYgF3JSESJAGKdtksZ33r1xCkU9LHUSrt38fqUgy2tWkv59+J8xIZYTsPZhjKlPUSnluW8c85QFnoZCEbfpKf718kNaFjL/Pwb7phrsq2fQSOiFLHQ1lcUsmsajlyqu6vjjqs42QifmS2Tal7pjUJldZ8cSZ4h9DYEeo/JycWXRSPuxYFW/5nHNm121oTs9LLKEO9ftsBpGXxJns6650fE+Ug1vW01NN0zEPpUjRrgQW0n8iDA79u2aJ4l3lV724uTZwF+eLwPpMk9HL7IKmksMKfVhMhNvTXBj3aIRdASYbYgIHA2u40mKCsbsqhPabUg+b23Ae/DYHTsIUFEj1rsGWnpZV30HlzG8Yvl6iI63/7s4x2M/b2MU9YHxfDsDnhT+rOwysmqv5k75ODFuU1DOMLS3ZR58hwhnsF6+zpcfuOvPNIf/+uENSWrdPxHDwanY4KPDJK70gK6JdME0w7BDMU6RYk2A6oYIf/FfRwxsUNQy9G1z5YZ9xiKKzUjE5Y0KwfESSYiCPiADoXh538UsuH6r2qS1PQTgrPkVw5jx7pjI3VehyRCqoAzyHPqbvBDs9GvqihQ+cbIYpyqNWHuIAPLAVmj/zq4MQZ9T0D9rG29oPkmx56WVNEUpYDzgEo6RLu759+eLClQl/EMM/HcENClYoeXNLB02N9Ek6tBfbL54AntOkincZiN6FMKM0cGEyb8JbuLd73wf2G/W+JpbspA+A4fu5v65gUTsC5/kwIt586zE9OmIU4zIT1mJKL9qgG4nkgdNWfJWhtw9Po4+xMrhVefD7tVd46MycjmM5PI8DDoxIfnp2jmTvyz4ulhuWlbZKX5bL/2Umu020frxSa2Uag43or6uEZKddpWOPCue4lJTqa9aP3wupwOQ5s0XyhcFvD7vmX2XP20C6Y06GC26mPmrOYSSQQrbuHK2Tjz16ALEdd/VCHVhOaFPab6PgBscM6XLAP/rRT+MpkJP6XM+cbKIhBYh+hW7bAUdw1d9ZoYvECkeJrBID9JHGrN3utaWTbGZwxFsL0x6FXh8JV8Lhfp+PQUbGB4B9ZyyWfwUCgBc3p9npt8AUzX11kaYB0XIL8qiewJEQnJUapQuJVonl+IrcObWUCKP6+vDYetrj61eCYjzqxYyqrUBJ8fiDvwLJnih7PdPq7Fi3bOCVZCw51NAY/Ig0ldxZ3HKKmCvUuKMUZqz21fJsHNvE9FJTlYpWkOS561OTwqRenhrZfYEE9LN40RKOdyL4+EefoXB3oNtqEoHuMyUdYlbOsU88Ac/bmZ/LZIN3Mwg5lov0gwMBK2N6gLEGruTkTRhf6ug1Vw09p3sfRuOHeqMm+U0adlAqxGXLOt+l/AEn/sOZpA5By+AQj4uFyX3m1LaGvjAFJuHVYa8fO7ng5U7waCz3sfi1usl9eA71FeHBmeTOCeJzuOuD8gwjB2Y8i7fFYV4/q/7QkT5XQuk1CRPYHnEYIyroqFIJ/2EzCS1YC7/CChXdcvdrUriW12XIlLIdpkAzDd74BvS6jHTpyWHlh24P8cafBKY10RWHHar/MJ+jahPSqe4TaYlB6hdG64GrO/83RtIhBegrWpjOqsGn3Qy5EXAhH0malHrjo+IlDyqYt6uXU0T43yF/y8vhYdwtrQjdQDXcDatSOAV88gJku7EucqigYEAp3FKZAAtTmvVV/HALMxisJf03aqG9IL9p6VWsoGCZCcIjClWp/gNWQbP8sBLXVOObfq+uP03ewaIWrbeRsQRxemztUNp7KwFJPqO6wl2QOWeJMsfKr4lXfUszaIr4GUrmljNoIPPkeikqugU6egmdpAcvyCSsf+ukjUb/EtxjP82AwlyjYn40KKZhaVeEEQW5hl6q2368qX7cloZoPpUqVmRnt9Sx/vOoGSl3nrcVJZUEblsxcwHVDzTMRzG6JYqRUnQJ9pHZ+CEZJ5dQa3BsL2ldgdFOSoVCxlSBuAfBgJ/M9vViIGEa6Ncd6colt/bGKecfLtmFo39IaLkAju+QyAvnBhZyY7NTIMmelfl/SQw/Omcd+q7QsTF/Tmwk5CM0QKE6EsBD7LMfHfoO+FLValZIn5RkFsP7m493p/yfApL0J8NQLBhU/eS21hnNM1hCD/s7El91VRhLzNlJhUwMt7GYVfP0lPBdMXPFcqE6OJ68J8UUtEz5jJxJ8g0VPh6sjO4gyQas/ASNACJ0KEqnTcwtL9WQGLsh4CiiBnUva1xds/9MBTceeF4+Q6yGZs8q32k/d/AHbDE3sHkAwC/HYPK8/F7h2TVQNYi0Rz20pS5J4AUTsKxe9sBRWZQAiOWqw9rp4r7YqGdftU1vKw9NVaZkbwHORTtjCkG26qi31kRAA4jxd97hmK/GCYzIPaxDahaoJBJDJrDh/E7wf0dpgJS0uQLJVDxDN63IqPDUFPHav4WWp3QJf7NmNPEJkBKu8jhE8n/SP4rEfoK0Q/o7EgoVVFX9MeiCjJ87vQFrAJw0ZN51sik1qoJXIDbC0C+p4EhZ6p2IonpXP9tIHZIjWEn0RgXasXaMeraYg8P1bS+cmXUTGIrOhXqNGpItZAtTD3RPRibPnSHOjSHmLvo3O3huOhIYrP1V5Xauwfp3nKqgXsCzfjLlyreVrgdau5VhNVXgkwQ/e6Vd6BZrK9P5eAgN6cbAyyY/ria1U6lPutpCgT+AzZx7gE4Q4BXgQ9d+8g6uAioL+/+tM38lrjVipOnnRa723cTloCBu40wgJp/sEf5NNvQ8Hgd1I2xFO8DKgnsrZj1I/IwVKSgOKcBjQCks2W6AXFzppBFpPHW48lT8XI/thnYNhHprRhkBQHmPi1obKdLCZWzGtuWTtMFwadE0d2g6xcDctF1yG8crxBoLduDALtKlaEt1CpTeWVMJJt/wZ8L/CglPG4KuZGJswBfMaa4JfIxzWnGbjXn0fk6IMzEJ9vTb8XkoFGlglXupr2CqshKAz5ywCSdu2OOQE8koThURPkNTl6iT+U74Hk4rhrRc8OZeSKsWGfILqNrDMDrn1ir8WoHoQk1RFnyBAvNgwHktz2Hf/ZqboJ2vPP+sgiuOT9mAmjvf90RlZj2jw/Lwx35vt6cZKXm21qKaFqZsUCaEdd2eS/JpmJgR8l0LZiEtHPUq76OIb3cfiRfX/2nGdfuUPDTua7Awi23x7fDv/i9DfPaqcFyxw5g7g28TkcKZnN1IGOKEf+CYCAmZxOGV4GUrC1AoAhGUEV0sdUyJkHImruRBndloDkC2K7V00xaSrNuhJ+T++eoDI1tkU9CJCL07iGbcOd4I3mQemQLPM+dBEenMur8CbS8oOYgIV3zm3DMNE0sUze9ZpVHVDRFyYb7AjILGIX4kgJKnIwp9ZX5uF3YcR/7LSCcMpR8tZzVLmpBg/7lf01AlHF323p+jJ2gOfviXa494gXmA8VJTCjFt2o39npkIGy3F07mbCc1Ik8uQhEzkpV471tQuj+7vrt/Y9xAn1U+COFmrHQNYmZE6VlgGPWfvQydzndiQ8w68heztP739iAMGesX//+P/N/OaXRDySyZIBUF0JjjwVpPM+OSUrNwCIgIUI6UJgz1O69MOxzDZOEQs8IoGfd5eUBoUCSwCXDYPYVYUGauvegU8vUMYZl98WRZMcdlpVZdZPweBKGY29VQjq0hIkn4R+60gzqPXYqJ3A+5odOw90qfWR9UsX9IHWfwT8mc81qQ6HUTf9wwljC1/grF7XDPEY8u3IvD58PoKl2SXLcZhCRoZ3jgQv3x4VhB2FIau2AVVVfvpuaB7yr4xM/gnL5EtmV7W7u9VUOIBFj9EWvPUauyCbuL23U0ydxrxU80mF9qyeETm2euDp4oxhJdA95Lrx12WUDq+acjJTuLQhUTRWNwMYpbkazDkM+PhleWKMMFsza93GvhMJ7DyoOKZDEMLhxDBrKLud3VJ+2IwTmW1XSKaN6ld6gkXJO+56eaj8Vk+mvzsCIx/Z6zvVjC2uftbYyO/UJItDyHSMH5i/szXpXUpuomX0Cu9EZ+3xsyh3NHuCkGDoLr8LFdsSfkp4rW2hLZ1z5p0UUqCfKH2fKNGdosRiPw0pgV9gL/7K/lQZ0pacn0Q9JZjUBv3ep4gRujlg21KE0cmAvrecBFgDF3Mitmk4f78zKwHCEH0x2PDEU4Uo11MEKi/hAwp3RGAugOmj8jqy3VVmUP2ijcerkOHdtXwgpg++KXOZf1z7rJWRsYzcfGgwTT1wY98yqx6uxQy92zj/3Nt3jNmBHUk52GDjxZDiKLrz1jkhWvFEsF/uFwdF7UTljpP3GOzpBs5f2v6yijH9/TlRxIFInnTek1e+3qTZPTW/tVSeU96HB3mBPy8NxfQpPOlIHj9xJ9XOPfaKmz9VvjIeoUwUQZ0/ZnuO4ZVq/RoT51l+YbSLfPMbaB6FDB68MP2WrA/VzejxVGsOuzmFOYgHwjnhWM48naQt3vk8p/mte4njG4B0viGxC98X7/S7Tv1I/HqZpN3Q98P00Kjt9vo4+nF0i0EtyLiffQQQeVd0rkw9Bi3eEhlOMr27TwuZkSmmvy9b9IFyHEQUx5qxdjXNsgHZw9g1GFBuA8wkeEIqMmtIllsmqcxWX5xDBj91bZiN18lfAuwZLjwHjI3MwlhC/72kTropNBmSTDuLuy/8yTCwB2uWuDMXul6a95kFKpWRgsy9LoCXA0r6Ck9btZ7v0ulbv+CqDuKry3UZSr7ulND8vboD10gyD4nNZmj+4PAqVuzZNw6+pDlnlG2wO4FOuvnn8sfFQP+0QfJXhqORw+VmLGBnPBRgI6/Au+RVxB+y2/E2JhOWav+G7hMs/Dnbz+i0bUXfZ0W83pWP/NUDabZtMSY4e/EbaC5pUnYqlgiJW98NpbPjm1Nwam44IX7qELJDxDYl+k4E9LXVuinmBmtjAGeMpnBUJG2uMHW73mWUFG6PlT9eQn/101oEJeRXJqKDaSIAKdMWzBM3/K/r2IzGe6KPhufpyopKa8JVQjteY3BoR1bIhqkVlSjKwlZLZc1BJWJFfIeCKt7VDr0oUUPRK98TTpJnj+YAk3ZxRU+l57l/DcoAnj4Ft0BVdCAbHFv9+Pl5KQdBYtEdPkwj8dBNGE9ZF0MRE3HtnJqYikIP2M7LeIyJxb1nZJnr7Fc9OePpQzeEyLoXytGE3NXLbbeyHqW+/EtQ5ephjga7gcP13Oes4bdmsS3+hmJ0hgHaon6tTV4w4jePAmKRYtFyuHCbsqT1I3JwSg8yEZmPeIJSOHjmtWY7s3BzF7Qi7LBIQYDlbSwl37bvqYSzVjigXAQE3xJzvMFZhO7fwnevqvlVmJkn7z3lwwWMRuugJG6ktaygWTZ6zEGlvE2iWoZduMi7gvrgaMCzN63RB8H9PkwagDSx2zE4p0duwwnNvNx7RBLhBFvRC6gMSBgWT+NOGoG7ydMDCO+PSjfHg563PL0YaR+JbgHLww+3whxqbSYmQLPNCQ+HVl8SB0XSjqQQ4J0oVaEwYFC7glGEopteWHLY4K/f4EPSmUhl2BSUPuIBGOyug+x4MpSHm/Wb+D2EzFNYRS86C9zBnGXvuBa3fechxCHZSWX8zQZJ30iNbe1mIpjhkZtsqxBvdhICwet68zqvYQTKeZDzJPaXZkgFU33iIRu5A8TglhItHmfQS5VCuuYVKlnyzFJaJeQEdg2XxrX3ZGqmbub7phG4lRlMtpE9LFT/QFb7Laz31OPFYDyqrHOtKWyCK0ZDvFCWKENrs5gNxXmovyxEf5cABcjS69TsZNW23m7H6VhX83qSAcNN7P5yaJJ5DRERz0TjwpWACGhI6+zGkmUYfwIz4pmhGSMBjc9Lb20nSaHkQThELCFAX8CZz8zrYUf2k9V0b1t+8q1/gifjFVjYIn9xd8cGujl1XzP9oEMAYNNOcGfKvE7D/6NIAyE0m90m7KSfqK8NNxJnahBwMeHpAJ0yxtuLI2Zp1ko/+oA6u+D4r6BrXECTUAh+/Pe6TShuWFvwhGMBVXiZRpfF9uSmILMMHorIIrNHXawbUfz6/lhT8OB8JuAPLXHneHdbNcuWH8UfgqKpaTh/7WE2uqAOGvmEI9CAzjdPcfCeHGlXB3UJEAjlQwH6MSDP4pYY+BwO0YICI7tZtJ59nz1FysGLQ2WOiMOyh/exJFgXjspwgyX/rJ9iHYJR7g+8FD8A6d6RPwWhZ7jgJMuNj9ryaXl1AHz7GkCcsVQ7eMg9bUw95MnBc1nLzflN8jftrtapv4dXtic1sxWqDptcQSYYUiZCyWghCDU3jxptEjv8hoHgC3rdrQLDUosiYM9M+iME/pR2AQqRmD6yGspg6lntVkj7Q3mBytNeEGyc/DJEz+gtBbOa6xEkKWfVLqUKglccDDYmxWPmzps3RXnGKfOYpcPSdenBz0Jp0z/ETo6gAvRxLW6gixPNLPhUuzfcdisDPmgpNQ9OCCEtYkeA3Re23p9ISVl4bkf6Iw7yfvhlooVIywE+RYw4MRjC8OB7HoniTPg6vQb8ErQ4vbirlBNzy1PVQBW74ipAH1xudpPwW8N6klTj29r8Q+AfYwm5sGQrvZ1iWUSo91yUEOxB5TZKJb1YcvS/LO7Hr8mrdqIlDzllX5KhDzIJyrWDqiG/r0pvP5SurFxf2SCo1bh0qe88LD6MIcn0xCOeyWorFmkR1HZMITe301tya/DYb6ImEFRWM8Lec4YSDoSB3CRV89JxjWH3q4JnqVWD+12bCz4uzWtEbiWYmAN4iZoam4LfTvEFXufaPO8wiJbFp1G3WQiFukhUd2BKQdhaB8XWZt5CGTlXEx9WE9aHgAyol/Kv7Ys+17h5j/qkjSbUgka50FCj8OlgbGC2aS5JOj3p3OltRFb6GU3PlNQ0faqrYUWNdOemvDViQHgAKCDSMCle+i3EH2y9NiDq8/iH/85gH4Osk2e34wQnokQ5IIkVMuPASoiE6/Jp/glH6QqdrcCutQAs+2i+Qcdfe2R1cdrRSZm4hbk3TRJtHmsz5kQ3NM6SYAHtfyRBRwik8KMkqrtNTxG3IiVkLYQaUBghyabNUBgXAd6XiYU0qfhu1iQlVIrBhCMgabyG5Susnsb4S4YOei2oNMyPR5ooZIWCzB8Ws7OUbiDPVGjczmRjuowqXoJ34wLLuuy8t/cAUIUzTho02uBnd8FdBgKLIpZd1Vkh70Ox0bCgJ8eb3aW8DLhY/jBOpgtD58hDtYIvViFCSa450p5FpoIhh+GWiikFI9eByBziKzPT+ERFknE2cyWOGLOGrUjpp9iQXHx+hwxsDhtj/SiV0biPKpbDhoNfF7M2PpeNwYrpDbFvCtefZDKYJcRB3ndm20LFbMkpc2zZBHC7JAHj26I+wmiPfDjFCcoKhuosBkk/ymGDU50oWyEb9brJ3jn6wWvnnIlAQbk9Gaogs333JY5/fVK+OsVOGxzK6Tw6SfRGox8iFoCvp+L1Z4/K+BPGmlbzM+lpIzBcbvgUls7XGg0Bhfz6TImbjfmZRPbBj1/gHtgZIA7Y/Dc7bVEM85ye6zKiACvMyhC3idKlOA08ERU3ZaifdLXHpyM7qiZfuVuFbQem1c0lCK8F5E6bZ2CCMchTT3zYTVcD2vTu66V1uvd3Rbk/dbIPxZP8Vircw2kfYY/CfxqhH/k2XkgvAFREvOiF2pu23794FBaA2lL74zhZM8IStkB+5hivd9yJjSm9MBrGcViJtppy3M3PZK5EOvxwWhh0cGWzluch2vwnK6P4MYNoRnHKGGq+KBFJm+z9/rLTXpsqT49deK9V85xSpj141Pv4Xq8qVG/2VlsfTeU6TbYBZsJ7lVjYbR+misLKGecnxh4F63ZguYLZzmOMM/kC1hU8q+EZOXzHTx8tYvtq+FnL6J8FCiKrTOUHtVHkRcmZWpSmENDyA2W5WnrkckPUYAQ7SPAeaVC+EjoliyN8+vdtg1uRiPr6LobyqwtrjIs1eJ3wHDwbMjVF4kJrEiR5MWEFrIFAhT3bdoqSDEX+wt3z4iZNcl7He1JXj/VYCnsr2IuhG5qpZf249Eg7Ut/mVwoFz0NedX351sWS0Pxed2rZ4OCMD69859siWdZRi2jgSckWfr503zOs/GsN9R08+temNTFfe5EVj0OEsHwwd2lJEHz46sNilXeaqGEp+NdqujaMt8eURJvyTVbUPj4frRzKDKdmgoci8GM/8td9hk8gWavMKCIXdEqJOLeJtQdM9ZeMFxNxjKXxW6Y4b6xPplKqW2TVHAyw0PYGD5RveTqWwlkTY+yRUb7xnxQxezowLGOr+fSQFYLzwnHKka1hfUi/dETIYRyV7NAHM9Gw2sD9JR/ijiLqkTKP3cuAXKFNTSXgmDiu2t9aLr14A0MJLIBEtnriNQT6sCsQEWabD7k8XvPVOMO141szy5P4SIRTc5QDHkMzmX7+MHe+DU0JM6b8UJ0+H0krkjp0D/Sx6CpZ6NiGqTEk7sqDV8aAV/AW8IwcNaSHhZafDhLW2mWq90cze+jNMP5PiF9Mnmg1IHJ84Fx6uQlUKvR/BZ4jSX9kyvEAVf9qFu9+nhL+fW6DfB/M2iCYTBBs+j3iOvP96vW5yZqyjFd1+sPT9Iu+7oBGFlPVnlvw4+fmrk1j9O0dqN/dUsodAIofTQ/g/hJylOo5j1xOmn1mn3IdX/V0KDQTx/GgGPFnQH0uADp5G3CV2m452DtDwjChQ1IlZV05DWrTilKwS6WwJ6jzAehMPwSqHVTSqR61GEu6+5s8+kMH8xboE7HcbVrrCWDZS3/LTR9e7V0G0qlYAPFL55kOMlC8M0yT6G0ooVqEu0Fn8iXT1ErujYsY0zZ+M6N5+OFclNPojpw3lC3UTEdgT526r+aqQ27h9+Mqaws5v6vNyBSDCPlzivc9aoXlxKpJ+7UmmSYAJubrKBLnjOAENGGr7rdWzdPfomedFHXFQ0OfhebtYXFsC5+4OXe9/qrcZsSuhhd03UclHx28NTR4H8LgH/qzxzqAVmMTqdO+9biVKz9Pln7FzUxtyTu5FwOadTHRq4dyYpElvyH10iUJs0FFkEpdnotrF8EvBc9reFktBRUFY7GTLOv59JKYABR9ZRQK8sRDySQiNijqqYx4EhBYo3vco0UWilIJQrOwZe8IyFZbTY8k7hDz/DfeITPkRsDhXZGTQ3n0TK8BcXdv4HiNOPYAT1sCj3fhoGBEwO7Om8hMIidoQYql2qaRV9tOEIZWW8LTSp0A5+LobDdCQpsn0D8PE4PVWuc+GuJIsQW6cWwTdqji02QFQWJOceDyCQNJcE9QIgt2yGb8gRQOCnp/2ziOh4gRgbF1uUpI6pHRq0Zz2hk4BSYqJ5jUpcrP2ilpLKB6IMM772R9hv1hqY/Be6IUueoMInN2Yk41g5GuJ91X4IjwBKxD0gtenenPXZpGUgzwrkfskYkQEllDjReOB5SUxo7EHfNBqmwi51OjkFKILUKkzWY/V3Kg2YbzuxRRlmaB3SnyrS7OlrwsQAgk2g71HF714lX46cay14EhXzAR7EZypYqJOuDidnhXbr3X8AXNXr0k0DBsH5EKqU+XGsTgURrD+ZCwHG00IPbWzigsxpKyYSRyszpblIrYT43ZTvL9anyfRF2Z3f1Ov2HyudMYl48tImOyeKMVJzFvECNw++R1CsTqRolGrstW2RWXs9BGBd2eBthsCZSWXlrm/eLo9eptfNO/hlxP32eGKWaXC66QvDzhbAyvPHUXFmXy4EoexlPUIrK/YjBkPxC4puXaZIN/bJ7rNQkHjeB7BKDg6tIphJvy5O9Rl2/9RsmiDPBzobFeUUcTSm82oDsOMUleR4U5gh8t/gluz0nZGA+Qgh+/M1TgLBx8f9gAK7Fb3sxP/J/o5+DFSLIRGsC/TtqJH9P762ghTi/maRpDlsQrnM9pvmXtGZDppoNXPPfzyOHTJWJoOrPP73/F+ZZExd+arvl7X/VWqVdHne3IfDq/V+4sNO5xZTCyIuvVSSDSmC3bg19VkhsZqqFTQADYDGt9WCyeWJCXaNZweFQ+uiQtYkBesr1Xhfy00e00bPBKYnj5TC3bqER5yY2KRHeomp8gpXl9aoehgAtwievhPviHgM/4PWWD+X2uKHs8DAbvUbbkeEGWwtSZPi/x5YZS6jEnPDaPqNTtRRrxC7O1MNkLKygx8EXj1x7HdhAFFPB9OHahIhuwbf0dhbr5rtQPzh9zUFA6eq0DdqQy7j/QswDubUpoa0bHcGMzYHg86I2W5Os9xACbzJ4NelTsuGErZD1eHC4FFEGSZclbhj130NbTKmtktUnxjwJs2md7df+hsu+FCYio9pOPN4/FmlXXGYFT9RKLwdtwKh2N+2eFCGSUUDexj1xdjD0NttYsXZtcPZ2ZKKX6tQ9NYU4pi/0biz0UxF8Etid/2HoXpSSfiFVbLbn7Qtw5V/ylmmeb4kYkGCnMY3sDF30SKWkN2HGwfd2PWLYNcQ8rokJD91g3Bf+KzsJENSuuTtIy8e+vMfNrfCyfQiXh7TRrm3oKKbNPRWm79ulcu3sQqKuKT07epyXtTA18bBR0kFZr9DuSzYULamul4nLRCRbIBr0UYouNZ2uJ0/VdtzoouLf8VDBrTia3O6uLCi4DeT5bi8kDl5FWuXs48tGES+xQDWHglfxbHQO0AAENPFM3kk7ySUYA6To3dcWlXXsqo4gcz77+hlCo5ciWmaQstHRnt7JZCpvOc7/EyDg0X+wonEn5T7HX0EjEpXBm11PsmymWtwzcm8L1uSSEhhLr9IDqXvGqpcbIO5EWkvKuaamsN5Q6rt1Yy8ede/wCZisuZdmgxVEXwfMOqPVP0ZXMvPd/CxFK9X0ZRzfdTYgGcSiNcgt7kalhmy50N1/eP0KdKxxmsRQGlMA9k8jejOI8WZh5b0LUnlw+WvyE5Iz/oOhAraj9RZZUXPv0rlEUbOjo2b1jwRgW6IuNBR1bYg6t7nEmhQjRV0p38YUaCoi/XFfWfINdgtDUCRCrVsIJVtf2UqqyHOV+rcdsoqsDFRiqPrcCNcyWR/vuIh9IO9Wz2KUoIvMsa+3EuehHWleJQpGsDFpvAReJyqjJnn0YxHZEFVQUdmfgkZS+JHUlZxaO1/Mt2/ESUaqVAAxR0ZF3y25uFOjplnGyyA4gLxd7X4eH8phkYwIU6Bp3NodyQWa6JkgBz+7qw+6QE/lf/9T2RMwGECy/l38fKdzaoqaB8ffVPn4C5MY4AAwPpJBD5+zPGp/1WiaW8KZyXCpzu9QATW1qWMrMfYWsw3nPxoXxTBe3RKQ8EK1r6jVUpT1TlMN49WQRvQRseli6QpAh7VS8elP5d5+BZkyj0xIkJatjOKeWhlF72gZaK7/XieT0qZxDWOOc28ZORMYsNa5DL02POkVgVarAEAlpfEPznm+2xXxZ5yBEVdSWlXvAne7xYEosc+x65rMyKSNsLgUffC1j63ZzvUUcNxNd6/DFdiPrryZm74dBs+76QbZPodnLg+cJ0CM2/RT3v1cxpVujUClOB2U9oYpj2JsMvC59gDOMUEYTE/runGx8zL2SNsR8Yn7CqxsdEcdEQEllmdImvPpIkqTQVkCUd0GxnLaa/MYJ49LvtNTXF6BshZfQUSAiH6rrrrP9BgaCOnbCS5iqA/+KTESOIH69bd3ZgEDmiflfcw6WoRb6TrDtfNOQgmJAhXhPv+xKBRsn/Pa7M+9PS9/gKAmtXrpZ6BfR3V/DcvQJRU8Kal6khsrI24TOms6t/gz9tmgycbIvX0yJ8llXpdAZl/5Rx1NeHCYhL9KZky+3TIyKCxjA7YiuDu+aME6ZgULNL5hPmXDeaFCUZmpbdFKrt16BxNukEk3lHoMK4pF5GMp4EO+93fSqBP50I+7vIpItEU4HWFR91cWIeRClJLccePO1GZVXDzRbhLO0VvyyH3pTyJNJqu528ckLE9cq+MNFspM3Ugvt3H+2Xc+lonMOYsi+ibcxVnnPaNsVYLqp/LTx1R4C4CriIOEe97XhSZNxz+c6gr1StpvwFuf4xXnbid9wwxElNE283i4QZhpHSrxkR1Seu/xEZMmFPsbamsTIBNwcUPQiZLKv5QqEGd9EvfrvCuiZhtJyV2XPp5hdnw41UTL5gsFMNzFPNby4lCpWFPOCf6i7gR5OrwSjhXjdDXCnYgFpFmzv0ju5yN2ZBK9zQ6cpXb8i8zj0efbjfgXyKbw/9GG7XifW/P7Gy/WWQIR/ccq2QXuP2q3t/hxRxJ+o0QgL+0uz9xVWrLOa1PIR0ewkUn+/9qQ9wY4b73IHxvLRLoppBLCU0ABTF9QT1kZEi6TPSF9KSEv+0uz9xVWrWsT43ZMNEz+a36eXilu9NEA8uTJJuHzmYEKNAKoF++MwEO0zbZKp1d7e/St5Jvrz83HR5sTKlzLRJdb/J3TMiaz0+aZtLWJsmsiz/H/Y2MEkSW52GX787m3Sxjj/vOdrw+qa6exAumnNWZcqxXWEmmThUbpJ2lvgI7xrTziPAGGKSsdU88/u8wvGwq4r16RSDScAxHOt1IEWXhgHyUcDjrLbDZ1f2aeBjoZpT4hdr1DhuyQO7GgfaeW6fvrEwQImdidX22eiK7SC5G27vYK2uubhgQ0WPNayRZ53UXsBZsrymVdxoTVxYPPBHeDvJ6+Kq+z+K0YrCz0RYPBano4PuHKEPlOThK2qXzFP1XuAQ6YUCL11to74rQi+dtupCVRyehxKfBfDj0+1MNecvQNCDsNXWYGmb7cRIJ80McbQCgqbD0F8JXHdSxozHUiFJMmRZMmIfNsLDo/xZistmdWc+li/45X4Ae9jzWWqhSHVtmVob9Pl/PA6jC7SNY93/DmM6rQIK3EqzVvj0p6l98B+rBPGYa3hsK87/Ds/FSVUxAgyT16wD2MZWQgeS5KYF5zF0kMzPqNoJ6MwxzLVW/FUnUIAeatDgCjwMb6m1OBYoRF0ix2MzJrknBkkz4SrZ9YSriSZ2aQds3/1mvKgydmrBGJfvl/MGYexLonTQ51jq8w5ZLLeeT59a7LkEhKdrF0Oz7Wjs8QQwflrT+X4qiDRJhFQFPXSRNP3UWrA9s/13sTWaG7FWT+BwyZF7YumHLjHCf+nMhABlQ9Hvj5ZIqWvUqfRf7Ba5n+EmiSOSkMUxLz5TjIJZP+Ka8GeAxCf2CdgNxRpCsB69V9tJgSFr8Yzi586NlVrtS8tW9diPu7iJo6DYzw0dVJMPiUZKlkNY7L1kMd0B84WTIgbCMlWo0DSAy6V6aRErRpTmJNy0mqYGoBwbXpaXkc9dC48hNGJQXgz6WvpzdFC2RqBD55lUctiFVNSsU3tix8LIo+HlQL31P4rpIED63IVCNgVZNKwD+dp/ITXg7bIq9u/1yPrxYLFgg4SqwiroOYZO8OOnd3R8xtyZhjLTpU1Q4g1gOsAA75BaJGO9cXKMn0T4ah5t0NQNTIA4CqDih3rOchWra5+ObuXYCAeJ1Q1te0FyMV/NE5fnfF4YfeCXbqed2PSinIX4VP48rqp4uukeiC9j2/Hkl/epk7omkvn0LnRwesg6rpZskLmxcbRxkHHM86eMVw+be/arD9LLGHNP2E6M9MWZU4lBWXHvpBxeICumoDhXTbupfkzosUtW/BYBRYHFEtdTdt4143ZODHSytY0/RbKEG5iH4fkUSG7uDFoZdtpwu2KgxcVYVHnB3NuNZpfsjQnmmDtlWRFpemdliQCjNEJPSgsf5HH70nhONaZlJOtq3FqRLMJO7NG5ceJjKcblSYkT3+PLwwCy9buwxRFL21DCmduY7PBDMSQwjdfo4GW6DP3gzMSixMBbZJDnKKBrBC+9R2a2NPGqJ+knGo2txpEYbu40gAbKSD96GJ1Jnx5jsxDsWLK28DC9gmJq0ZSmrMAe5OqEwEyG+HbKL3NU6U2UsO0UEo6nN+vDz8ifhDBL+o4k9p5Wo60Wveay2eBl0Zv9nMvk0hOF1dtP+hS++JbJjb/yq8FQ0vHBaG1aePoSxkIjiib6Vdq/HiSa6nlcS1RFxpyQKO56eJMKcDi+T0BCzasW9Nwmb/CXB6u3/gTBtVpM8TWZYN+gCVUhY5CtojKVLYYPUBSs8hEwxR7lAZ9NTD/5x9PUGr9F4yjA0P7KgyLrT2ylH8u7PnQftF8KDKNeVOkoB/j6tAiy7kFbaBnjEBt44theOIBjmiHz5kJWUta7/+fJ+1B542v4jwQfLlJ5KJzmAdpdU3DO1cOuh3y9ufR9zoTNev+p/zJK4Hln2o2hHUIN8BGC5Mp0ezYKyok+ncY+GCDdSvNXE7qo+Ecl7CTId/XvEU1LRJXUm7irYbfMk2N3nge0tZ92OBeWfdJEu+LDdcxfejb0yjzxcpzzJuWVP1yEhmcgkJSmrHm4G+1gIcF/mINwR6VV5atYXO2KxYh9fsFur6HiuLPU5SplgxOp5Gl1Omd7WcPGM7VUWQgHyGxBKai1ckQ+0FyUh61r+vT5Jvf0892s0pKUeHnCRijglsSmkkj1V37lU/dOrgCG4i+DMKIa2bPVhamQOXhebWzJ38O0Zt8v1Kr5GiP5oXSAxhO05cNWQI3S3X+XpV3zvUCJORpOiHl4wfsfcrglT/wwm/DZ1S7qtpEEKTxlY6R7UFKwVMRsR3cyK11bXTuciSbRcFjpiWdWt0zcxgvSd3VLqSu9zO6CsZ8s/uPrFHP90RqzQM0kXjjNiWVHX9RKC2Cel9aC+0rYadOp1fyJQ4FDvTRqig6ZvkqpSXGfXy4rTqB5rtZMb6x4/rxAixgaicM6UKH4C4n/ywgEOcLUO03qKk7vlw2vwi1/sl1CHDwF4+eCDNyz3do2NDB+Kw3xdfLeXsoEYXIKDczOqaBtj8ZiigfTGa58xAOOWYCQuN99b30VjJZV8C1ONPM3KD2LH7mg7q3/h4S125waZ1Uu9EooOu2GKibMjIaaXEmBGR0FmkETCILI7CXIVm61lnujQSRBUGm4iQcJcOFN6mc9NWUQdYHnJOeBlYsNIBMTv6ogCuBKcMV3eMnDd6J5FuwEbXzu41v1GXRheIwrUI4jxvA0kgtbBPrZKbvy67olWF17+lvcZGMuvx8/OaMF21QaOnxIE7/9cSOw+d/j6hHuOB8t0m5FsiH+5q09UwBQbYGpxaoLidhmVldZqriSOXT1lnoIprkwM9LwgrGUnBuRlCz0w2oF72afjSU/JFR5DGws1jtO1f4XipNJM0EE+yzTmFIeYEm40jKVwkLFLC7cnvR+/LmWF7mAqXRHzWyXPLOq4TH3FNnWJzolF78MbLaKSol10FoZQR1ETMvysDk2QJFmGrmnWUdBXESMMjp5mV+JhU+l0xL5QnDdDsSaL7boUYmQAnagrTgCZLs8OXgtJ+xnNH/jzCk0p7w2inHfxhiOVGCND5lhBIcJ7pdmEb6/qBx01A9TfEVvNGw7lePTLt5SDWjBfAZAOyGylXC/85dOxhXXG/syT+dvoq/uRocvsaGIMOV2fOGXD+jSt0mlCqf42WMwtiIZDyvB1127AUhMSoWUd/ZJA3E2Fx4R/28Fh1XRRYHbfbA+2t2woFvjfNPYvWOr6bIbrDf8jQW9VeGL/cEF/rtjlfUTYBShFG+8DcZAdN4VT+2ZuNr2y+UAwYuifhqSQ0rttfp2MrLe/H+qsOSW2IzpwlreGl72uA1SLiMP8/qqpk3eKBz2wXHc31ozTVA45At75ZHiM/Qp23Ws5//qnQm9XMzX/8Jb1hXpf3+UuOmORDP9Ow+rt/iyAPjAR1fg6V8GSZl/ZkcbasLE9XVLpdbmiel6E9K5qxon7aZ/q3xMABGw477uDuAkSymG+W9DoPwQaNff8iCyv+q5N2h92OdFcgegT4AKbK/od+zhuE9n8xP5wugpvTuqn9YH/c5C/M+cc1avGJA3Pwe0XsnR5kMGcf/jSIfj3HAwjUwi6giSzKi6HiM6slckncUbDOJzZ3h1Q++EDSWl3oL47xy0UM3SYAw479DE0ToWc9lAKE86crSCSK3HSubej2lCO1Sr2PaHJ0nKxkR0ypA/IwKqUmv9HY7XBX79B+7e0+GVeYXe+6qfXeubYddON6JldKg5JNtRAKTZ/p7WKz3EMRscL6vF89AfyrrPN4KmQGbbnUE3S7uuYsQejVPKbzXezVgAR1gQH6arvgh7DJ/buhK3wYEixqOgbMObC1GoODyAgr6kWX3yJoXFJGWFouDNaqFHruDMbrkGg6CmgGw/auAh/Ku1h1mfGPTEqCRAh3XH25ZTUqnwsbJTdAxclQkqg+7wJVjVFqVqwqVUNJpFqhL1AIiWSeT43JSsx49a1EvsURraeLk+kWeYwG9nnKgv6lxOrlmVZVZGVOrQCTjtNuWe1AePlSsAJPdnMsuDsfrDFxtNLWrh+6uYHTEYE3j2LMUXaYIok3cXkonixK5SvK6Wr3FKClqRk9jXCC3ikCTTeqVGJQOkeHy2+GD667WBXEJ6/Qk8eh4AODOw7aNK7xhY2bpCgqcy6gQPiD0WQkW1B0xBhXtduZnm1DDO1nz/3pL5J+c+8ruQzVHEIXmGIZkEvxtlNjSr2JtnJoy+qieU8oFsf2sWd8pJ2kNsSXyLCX8agDq6KA2fLvRfu0+dkdwQNCvd8j+5vfpCD+cZtKGrbHPn2cOK/Tk5uuQRny27JJaOaqgXWB9kWk3WiS6d9CejiO6IHy8YQQU3N2KrYrNQwtFNVMCw59XaRYcRrijwlJ1g/+ymRw8Rzf0wj5KkGK6YhHX2cJUSkix6ahuO4phTToKqWOf4Se4ZG3ACycoNv7NcUc+j+g4iS8ZTfc23vAleMmvXzU+9/iCOgSB/2KRxajJfNwEGwy76HLgJgEBTK8cz17+Fm0z9DPmS8JKT+mwDmuziDh74tVBbG9WYvU+ek71FvdUbfotqae7OA8GhwXp8dN4i0wLGAikh6iIDlWoZ73vVZPhW4MZZm2jQDtyVK18oZqztDRrHL6QGj6M9cnbSNIReZsxavcVQLjbJSGP2CQW5vFSFc0xJhuRH02nQQ64R+cCqBJkrsdduHR0gKUUt7tn22y+9SLZtfnI+7mgNGl6pCorcD3dQgmDVzL7uloVlVWHITqoupPdCGwmnDNNFQ8tkFk0QiXT1aDz61KQsPKMOjrRGwSZKjurwTygHWmz8N5kVyKoxf17tvG7DEKFdOCn2n/SU0wS5revocEOGC0Pv+zUYRfCb8J+CdWWiORfgIzfuhm7QKp3A/lBDxboRCc9+d4/rBttGCh0yxVGOyJfIh1s2or5O3jIg18Lh/xahmOaeiALLqfdEl8OftBlVKPvSrl/u5ezTs6QaoPhA53gPdMQSqLRKz0ig97uLjythrY7/RFPHUzKBKd0xbxjUPaSdsYIIuSUzaK2sxZaJhJ6cNwwf7sgNFAlaOnRIinz76nQ8PHlw+Ls9Weaui4itfWmM4EYI0jF6zgQN3CIQp7ErZ+kaQvyJyyHvi+ddBARPgzRYtMz7eW+PPKLqxgF1+kJAapw35pEa1MbZPVgj7P3FJwuFuN0AP/Gg1cGrhOURcsea4ZHsMkyOfV8Es8KyS//m2VGIMf3zjpNZao9K9cfkYX5+w3HlTDxYfDqAjlHOvgIGfM+zF34AvekCzhjUYYghnCzC8WMpGxikC4L8GQ/nnMyPGw64UwtgBUcvyTpO8T90kiZb6wPjBYvVkZv+Tnm7NPY1/Sgn9JWKhyVQoOkHAIEGBC7ISyZOSpIhJttqARWdGpbTfTxtQjeK6TTNCbFDPEdD3DQGKllLcEnfdZkUlnsOxi91w43N3ZiHG9h7myDUBbhXpHeQF52E9YIoAo+3BFcl17O+/S5/hNutxlXXUvCxCdJRmSJHYn/rYpUU6RTnaQv8hWHMN1GKf2NNiil6R+Ef7Xk0tawzQLxtx9DbIMV1ocfmW8/E+J8YrEtVgNLtgjJuzA+NCJw0DleekVqpdVUzYV8dDNgUi9pmkcT6w+QS64kg/xjGGQBVtFm4hhoLSz67u1JKKw87UNFm6O9C1d8c0exnYqj8jtb779KM00ZxYQ3hRWraU9cA/6MH7ejkKVjbQSWkG81Ia5RrfzXWkXaXqiCccbMxsWK2c270r04uOSW6v9FjW0JddD6RHnCbF1cWAkCpdCUu+GM2KCRHQpf8x+GoxyEapVOtNMvokCpwlW2fgFlRu1Hf8bqL8mriRMkS2FthdkCX8IPw7/HtUU5FQZBYUifFpE/V0S8NFe1T3Cb+/wQeLT0ny6u/8/Tm1jnLdL5auueewGCOgo6niaeen+MOrjfIZH5kZgCgdkAwSQKcB9gG1HOIVnuT/kbYvr4X7/5t6esOqgXnfA5uD08+l7+3h1/b9gliJcnSSVz0WKq+9vY2GkSdXczCr0nlOZ241KweNNGXy3CMr+RfqKsNJ3kFU2cyAtu2Z0lVDCH3SQVVUea/rdCy0lp1+PKXQKgYc3jKSyiTrLWVdERB/C8HmhiliXNs+J5yIeD/0ECwOos6Yp+5UAGtJtNEBtf4sEBgaAQrB+6eCNzhPOAnbi5WGad5LCOeO9dZKJjyfyv+ddf12QEse8yrVuRFYT665FezmGldPDOX+aN4OhQQytTrIhlkIrsduRX/TX+vOX0nwPAA7RDeIK39NFF2uRAYwUWrJH0H/mw2hbXTJoooovcWYT8EJTvR+Ae/XFAj6r3d3h8Akk57oYlb9hGozn/fc4RcaX0gYM3pd+uoJyDYaWI73tV9jUdlpOjlPLVtKDnIaQitd88XJ9IOIqyF49WGNZjPIDES86BZ0CRzPj22Y6gDQRg60ebDY1+8NkJAR46k89iwchh4UuaGD3ecRTfPR21Y9ouiOgytLf5yF+GAYSdJPi0toJEFMMc1Gw78271OCILT8WxoYjgGLb0lnQl1fIcZbAN4TwH8ZciMDqe9L/tsY71Y3N9nHZvnZiWQwxFVhzke+SG4mh5nHhrdpoeP/P8NY/RfK+Q78oDMG7zRdCQ+LV7XjU7uNh9LTvB1h9g1yuH38fUpbjQlD60JSr0Mplcut1Wjv5wCX9QINzdt3up3d79eClyF66H/vHlhUliZmiq/8J3KImzSZZmedv5s/MRP5iNv8DiUWffa/oH4JGekrAjOAhVf5MtZbBSVG08YMf/ndluguQA8oVqMAWFmR8hyVkEhwEXd8fPTJSiIKDEIeOQ606ICdlN2tsd1DCIW+avtrRTKZdHSytg8YhuNyjc/oBoZQfBh7MXwFoStkR7maxUKckprUpX183HL2WXSZX0gR0BXYPmPsEiHCzOn1/Ljo9xnbMVV7a3RGIT+UeDJN4oGEnTUTidKFvXqkTmYJO7NsGVH7bQdElWa9G10N8k+okQgr9aO2Jgp6JbMJTf4wTC56Sc27lOqRvi8PfSgzEWuR/LqceZvC1cxAs2S2KCcEqkAqoUqpIA14NPKGFOoCP2fH1gmqbHx2+uti1tmrUJGazcp8k5DKbIdpikneOWiQEG0OEoVK1wUDSolVEQKJBVwuVv2hDOneyXDCZ5yOaPHNzr1VRi13opwR0AJB21ErgjqQVuG+BdqZRQo4H9KjZbLMwOYrkiZla6U2tkDFXk4VrBxSwj8sPSLOvPj+WlKaupgRkX2WovMFHqWjnC6PkVV474Ap2NcWaxsb3TKiGvk3LpK4O6zygzspf3bufiJP6s6XJFzWmliNA1fpjiRvJV4XNYktLg8ROoZyPk3oNiIfx1s2TSOIRXmkMeZoPcQa3w9bTxWQFCZMEK1QhEWync68Ujke6oe+Dcy2Ng2qM7lLAZ36Zt6veBWOKh699KMgNa+B4sbxNPMzky2qCI40HFDNZkzpjMBR4MP5QWN6kqUxVwIDVXkXROZcrb2KMV5A6e403ayQQYvnG4j9gFbjCIJYB0LjopnL+/ViSKpTxJYAyElFIj1RvYp69sAs+HLmCzc9FanAoRSaiM/acVEhI4MjLG0vh094bikTTp540vkKyeUTW0iXMN3i9pJ8N8DwMcBbVFNkhkbm1YIzyA113o+hDIoyl7mE1oVOPjh5nz0dQQn+w/pWLnOHXcF+P3TzwxBhGTPwpSVfwyHn8OASSwOL4YZsGmC0RrUciE0nYNfP1zsxpdZ/7srO5MvqnDfqRJeTEKDEXmjeELJDT5ULS2Yfg8y5Af4ErVpt1EhHgw9qbwX2qJre/tJnm4HopmwGQoj082gf9rSdp+EyKKDKy188/C54m4gNE/QpUmx3D4ilsQjHLkk1NdR74JkKNaeheRULPpjiJBoNaRGijexxlaCTdaab3mEo9RYlX/Jlf9qDcBQaJkVIi1hl4g9+24AGsPUl/ea8g8JGeohx8TO23P1C3ZvNwYuuSDQgaUHzOYEjAjcFgtnZRxVOWcFk/ulIancH92ePZM1OG1nHS8A5cCUXC6UqxV76HV5hY4MwU7nO3sXWSrKaPCo9WK6D93f9G+m7I5Gd+JSqEEgjWALvuI+MjKY9OLlyXNAIYswEaQ+3mexS+EVUK+U2z7Q25Zdae1SGGGjrgynUQyKraBhHWGJGIkt37GwXbjduuPen9GWlU+JKtMIcy6tEhxMQ3ovFWu8Hp+RqtQbao4G+ckewT43nOa4WvfIRlEOSVxxCnLnVmL5fuK6ujypW0rA/X3o2Hwpva5i0kCINgX6oeUohUn5INeDEyz8VKAz5S0bC6Y3zaI0OcmHloF8ulOHyF+ISz+bYMi86G4yKDj1/7TibeOmfYroRWIf+x05g6o1qQw/e8Bfq7bav31yBStw2SrgQYsk7GxEsm9hQ35+P7Zbq/vIQnJD5eW4und2p/IvQw/eq8Hzp3iflh2feeon+tsAJk8qOIprIfQ51kup6pT0W0MX+v+JgVchUWnXDfsE2K9/kVQOs2/KwrSqQbf/NfwtyKLdYohwzx4+q/fqIlhlmOddKFfPoFRNV/t6rqw+TD7YSy41gpyF7VS5cz6Oj9L/SMRd6PjVj8516gpuVjTDoRBrvSAZLZ66Q1CNNe6WFC2Pv4dPtOOOAP4sa6TaQ7RFVVIx4KZL56OEucwyTr/y730JTMPO25zgCXcC93ZE3YIkH+PK2GrRl7Oa0FLxKIfoCKAjnp+eAN0ZgIoOXe+HAz4awrIm0vv/jI3CQOWyaE7Xr20pS1sw12vBwwhNuMhqFRBKC44TnRnZYfzNAcOIq6yuLKiZZpQDlRrLIgziXMppgeDrZ9O5kh65wU68jS1wnyGHHuRjt6gVa1I1bTqXA+r2pQ3RZdHdtrJp2I22aImKmyQ7WBO6mLh6H7hp25sgFDv640BtBe0HTIa6b1RTZ+lLMDt/XRfigaSARPZ0HGefR2f+53CLlogT36FUreVHtNHz6Mxu2yWbmTubkBnmPTIUkeznR/QPNAPM9OO0/Y1WvoE6gYRnhQYDdvc1QpX77F6IDvv5Hre+NvXeqP+50VHmRonDIXpf4WJxAnHIK1BksO4ZR9otBFSax8mN/Z/9/Av1YLHDsFw8BpH3KqgjUc9skIMAXKYD1OjDSThxmj+IW2HqM0MmiFTu5SODMdQxU/TMz/IgZ1obaKB9l37Yf7Q11ctT1XM5B/tYBvmzNDAuz03N9eICZkw1fqiV0a+/ywQxpDGTIhi57e0BwdM8FAX4udrGrqVh7uaL/SA8c5CY/mQQSy5u0iztmHBEuo3PWFXNFgHnA5XvgcrW83jUg8OY6aOxlYl+3SOjr055U+4hm1Th44hCC9N2mmUxZLw9EU8CGUQB1WsUbOGZedvuZ0gSth4CSqVqzEeBB9beCcS1J9CCuj5y/Ddk1A4A4QyfwOrjs/sCr9CIiddM5tjol99fDmzrTSadLg0jj6PKw5dzi/JJVxcORElhHMINNFzXqjwo3uBeqXbPcS7Jr0D2XjcdKJDXOoZP2SFQsnCD4KpxLKz96obHMetzRcSO6kLW5Oe+dCBYsL6ZDQYKm2HeyH1hC7R+Jdrio2+ehA7Uknb3TPyYNEFXPM98Q4pyYDBzVESpojcIPvcc0p1fDlnwl2GDEqqRbcCzhPmZ/kVWTi1CNXLacUbM1I4LiR3MpW7CGwWOaFVBXbuSJLpqXnFlpLrGN6N2BsqG2RToxC10OuqRHWjbBw6e8VBVVnt1vP5HREQpWX08aIbT4wZqeuzs+1S5YTlKE9CHHgOVDxcr62CXWxXVp5MR6j/tlNc3rJA1cX9jMhVfx9S0gzr4yMYJUnjnHC9urIRKLYUPTCWVRFkfxWG3h3KYIFi99ycFjfd5MJdriXe2/w6qQ5wS4vAm/qLCAaR83Ox+iK475WFoM4TSv5KWZ9pOrT9JtKAlNDB/lr07OM636LifSTx8M7GI28bwqOEbhGSmqFkVmeh2tGNy3Jad/8YF8XwQ7awyGvf5jigm76ATwoUR7lQH1XIJqZ7WEDTgqWzmW0jc088Z18cAW9TxXvYOM4sUPrspRcmvnNAqNBoyg3FPw29HHs2+DipkEdn8XieizBMjllWlfJDaZ7bOIfvi53KslqnBiZxJprHSPu32nZC/JwvPqrzhxh7QqzE19QMgE6SAp2mpGCP/fxX0if2xSbUQjWcty1iUptD41cRh8GHv8sYnHoDLoPmpsmjfx1LkTkfKYc9msFhZrk2SLNW7oCsvZzTAJ0rMurggc44X/nFNZU+l3lNXlvkMikrfDDesocJbWZltn2nk/N5Pvq4yXslSB/XEGhmHdpQmDuxDPgHO0LUS4WRnCIhFTxpJaHhWiZr8jhyAwJSOpu/XeV/1zxXKBk5IpuZpFo4AxQYuhaH8H+eY4BI7zdLht0/0mmT8wkxaRYckh6Lf38wkGi+6ILxrzDWEcUa+QqCUo4YJE13VJcJKrd+tE87KwJpNT6Lb3F29Y2kA5Urnyw4TEVQAna2FvisCBH+D9x2zKF/JWeRTj4G53lbK5RKgKlQbmK3fsKll5zir32O9ogB/0kUO8zRPeqX2EIIHphW3fHZ4gu2Pj7ctcX1eF9VIfdkzwWYMSkB0zp3jfbR7jGK1NzjqQJllOpwYcMfZWeY5zzKy19y0AjCD4wHMud1A6or8n/XaO8ag6CHOzwA2iKck0nGtDNZXq5sawMWrEydwjFs3irdYcjRE6BuV6xpmlF3FTNBp48xzZ/LqEpbYWeYC1Nf4fFcjEXkmZ0WRXvwUQsLX7inJHIfzCv2miAd8xonioG06rtfOEstOlWcDyzlnLCgu1qX3TPyLp8r2iYhcwOQqBR78dnGtxVlE6pxgwt5chMKv52KVq1SrlBj1uGtifgWcMjML8F5ZJvEk13Nq9ad/MQaEj30zNV4ugKC/9c7cUdWefJPmbp+b3n40TtmuwPFYshC1kokFRO/x2qxfk13ty7Pol5WWLqwa2x14J+PKBPCGT2m130znHhn1ia56NRXzFdXBuHQJGeISOAvsjvi1ANEYqpQDWMgIqqqPBOjSRKBWZF6IfDx0F+FsS/esxD4CEQ1seQD8x2hK2PtvDVrTRNJHg3Mi/S+rK4sYJ+CcesQGIPb8MrJ2hT/H0H4WKkml9Ea8phNIDQ6M8jlU0xFBBTJU04bQ8t9bOMkMhYYbVlt85hHLGUgNavjUM6/IREx6BI6MaoZOVtbssPBKACRWLi+Yy5mCipA8qC1g0bRd3AJPenrehK+h/RrxIMJHq5HRiD1mgEUoB3hxtlaJ98f5nJouSXpug3UHTF3sPvFZA4eyurFAlzS2T4sDCFqsHgBiXGVzjo3a7fOEhhytfsQaXzAYhGVIx7u4Xcb4iJEpa4mfPHAKrEUjcVTll8IcHP3mB9T2IQFvCcKXvkmCRV9dm1ATDgirGuKAw91AaWSwKLTUPOs5ayZQJqYrnvKhJABoYweXVz7ucjQrHCT4rJAWNd7hXW6MzPkO7gs58DUh2S7p6PS1WlYWpcpJI/mbpy+5fus9LOwlgkthwa8KeqIGPPYtBqxQ8BW8+FFuIo9tNMoNYvDrdtXLOZFwkbjA3D4hLnTiSkev0YK42vg8ZsejaCFZM4WxOGGnLWJSYonRX/U6yG4yT7vW/SkeqCT9fZSXvbIwfgsc8ywXg9HYk4ezfqL0YIVcTmkfxoMFneteGKR+BhOz4mPHX6RsQ9K0ay7i1LFSpSnzOy6BOcKWtYh57rVz2cYxCD+xwA7lmGscZt3hdnnpCIiaFi7kwtgL4ROBzNzi4GtjukG5NGGUfqjUVHFaYXr+3n91OSDbJITgaR146iTZKoO81r2izd1QhmEBASIJgByfPA2LIplrbJ70FkGS7fotyy1C2WNXQ5qyPIk+ggbXkEG4EbRfFA8jRd7n2ENlJkSMCQs8RnjWrvwF7WM14181wAqaZfvROxt8nBx/0id/BxpUUk7CVR/9KX/fKZL+TvJHRCrjOofml7FReKXCH5/EdWU7IVQrVnPx/HEaJxNIuduVxvWa+5OtFpcojE2U7ttxIsSoYpO9yEEbTlPg+Mvcj2lP//B76JWatS17YwARHKkebJrwqZrB3Ga6t/bk57UTDWpr0NPejYagufEeeZ3DK8JfwKFORpBuV+0ayDpAFi+C++FFb+/ieAJdH8q3CeRDaQ3XrvpZeP2d/4vM4oDLJTxUJC1gXuR5E6pTf+TRQ572WbNs6UbCI4kD2gfu/zNWoQLHBOVoSuaf5Y55W3efGwMHSqxjDESA2TTu2GFmIZPaIy7KSuZSIyEafBy82uFkXpoyTpobRSXg+CTCgfa+FuuSS3tgrwetv2S6F2AGDLEpxgK/4FHlVEg1u8WktAhNaZMxevLZVzEutsbKP66vmj4dHuNRnMaNIO5ffcFH32bEi3tzF0iQBKdRELM7t0/OMsN6JywQZUdEHmBw/I3OPQMV+i6pTv5KIGSGB81xOR6YbCkqjSOnoW0JgZvFrYYihXhKsSary9HU2WRAjE2bpOdrJ+XQeFbOFFFHMjOWXFxIDId4IdX6X/neEvsDW2JCx/dedbT/6kDJtSIpQQiZ2xqPKMLxmQKRkTMhqiXZuBNwX0cG7KFpw1DS4CGFETuKl7+r50WP/bxbSBAzD/8rJT+d6teI0sJAhcQH1sPYCOH8LDql6aePBcZDKlVeguvStBVV45D3XQbpp81vUr8YSFjtjxCziKlipAAiuRXhrWW2joeCb9fKJdMJqCSgUxkROUB4KS9H+TIFWWZrsG2yPlooj+Rxd/+lHFjD4yDdHKXlEPuTrZQ99S5vPdU1Tjz9y5514/kCzdLjrVTGeaM9/Tk4CIQeaFvrWT8hquDIPTxYvqXSK8oGxOko0HkYy+jcKerW38pXlhoWRGySmddi8fONcRduBXL4yF68WH+SaHaTxznJ3Owr7G8N8EUDhDxtuQUgZ8QQw9oXR787drRF61r7cjpdaNjFqDw2Rxjvnqg4P2yTaroSee8u6NMbWyfpQXs86ldW5E0G78cHMxsjuwvIOWSXfMNOCboZ58cRhxxtX6OKHaP0F46O5sAl2O2049LzFGBOeWOmlWpHTAoXnQloY/1kCltnJeZ9/WkBwjOJKW4hPr6coctvXCI5oTh9txxAJO8Uq21mb8MD3GFIscFP78+H4N6rr+mZZ8xsMxLZAHUaIKWY7G9N58reNjtWKSUexJ1LUcp4xVlDonqIacpvnc7B/t2SsYPtNIwIu4Xd36Bm7TpTMs9Sh8j7SaaNSdKhpgLZtDx/Lxd+pE5b8D2eFYYNSO/SB9sjMJ1uXfFeIGiD8+QZT8p08/b8jTDo2gJBEX660FCICJrLRdyz+XYhjmPW6cVY+bNhQuYlqUJ17ykFrsgJ5l8DAWLE/VNQPHnDqFWAY4LzxdqFZ3HkZEuY9SVyq7OgyKROwO20PS0g1N5uClrNG+m9a67KYkcv16LLdf79H39PqVcl4gC4ASlTsiRolpxbxymD3JXAXhtJRcpppqVWUskDEsOefCzN849AiAIOzA73N5uQjl7VTL+dwU6M51diOwJdqpuhsKJhsL/O/yRkj5Z+E0+i+2PV5pL20u6Kauh7EeqjqTWoQCoYgTIE6tZHp7fy7rE13itdFuXz2/TLuVTEAl50Q7+Cai33+jQ1rJ/Vqhc138Ay8CHa18iyKM6GKXGtQfIf6ncjnechLHHXlPaJjDxUhD263GwLJkHkYmkNWAbr1wxbAcC9i86FIUQFkUUBxfHroI4ymsY1ip9+rAQKBxUskWFHo1jMWKdgYXeh+rWGI6ZpRV973JSe6yuXnFsTUtr9Me0EbECKrOMvR9fkF4eh3ehlcUxguO0iBf80jDLa29G9/+uDszVwY9w3I1lzUdaHL5/xFWqobpI8iJv9KT9t6V1vp/dkJ7BACG3TJsTh49w83GuCEJIDFH05WoM3SCBiaHqEsb23F/p4RIiKh5ghDzeAQ3Mw2EGl3LKcCQK1PsplBXMpYczop39Z3EpWRhdSEWiUTHIj0IM2zRT8QXPw6cvst3Y8Pj4JnwZ8DYffNs4HY2y2ICesRP1Kt3JO6QWx/vh43Dk6vIkwHPD2oNl6CDYdE6xGTNDM8R7cgJcNBm9pKuezfyDPaNsb4qmLZOUFXL4gEmS+k2ubAMdFf9NHe6Eh6C2emSnvyPiuXN+Wxf2tJl+WKl3tk1UeJQBO/2im7Ls9v/vkHkmQm7yAj3bT/xy9x3G5NmzJ9wAFOlKOgBSeroqTeV2ahh+9Wbnm5tYOOhB6AEc87z0YRzG7lnU1c4q+1DzG9QahSgyJ9m121nwYKgV8pMriKzzHEI2DGvn4xY6QJ3tzz+JAuKFwvBMgTWC2n7iKaZbi+jTD22TYWcCgeKxwoH7wfNUzMM9S1pkmSH9dLvfepTJojQux0FyGGXdpXKG7UnsCvm+oQodRfkpXePWTPi4U79ncNhJ8wdoPLwBtNP80WIpGQjYc4Fdv+uyXz3kKKN+ak5K7qBvfEDUB5dt2R0CEDqKRj7EyTkbjRcq7X3cGFEe6ty7LUNqhX3m0YLNh/9FmDyJC4bbfOEp57xAiWRbuxyQYjw/ZF8tcAQlmbYtK77UUVtmDS9ddpBcK3GvO9NNNjfu7r9VTrkQHNdQoN/LXXmII4TlJDXCqbV6HD1rzx9oCgdtR3GnBRhxdLGuySOQJh8ShfvkXv5Vpho3KzJ4gA/GputwEM3DdACcy+YP2SlH9fobvXk6uk20Jy6O0kdgUfGxkCgXManTkycbBvGafQmlb1FmcMA2UWIgwWZuClNbNSngUZ5Kf6zuJb8KjvR9E9D4rzFK3FekVOr4M/uaGDLs+HqDMcsar7bnXhBXm8LW8KZHMhudRzvPAsWgYVmGY7nsQaEXRWMUgBk3etfP63GtdenpL812nEygu+/LY5iS0zeju7IVW00iZFHFFzkDx/VpzX9XZvlX9jVDMPKx+t3npPky6rbgpqolWSd1ihVtb3Wh0T8+JKq+sztPPiOXbC8ysUleUB+rrZYRlxU497e0b+Wf3pN6DXIhfSuTfOQLRZV2c9pCORV4W+uexE4x77xrdz2/WfQQ3b67xM4iEeUBEHJAtSISmyBC1851EYmRz6Sp2CTVqOKZ52s+GzJchJj2gdmTrsDICKq36V1yxzlOXlZK0TZs/luf+ZeVvAIxoB2wm8ZXk0uFHbgWHaXCmUln8vivpTx+15p50VqaLvgD7Vx8EmVJhtqd5/94v1M9DGGJrTg8I3lo93zgemRIDfRWVJfAIyz7IRGG401KAP/FOJr9CcsAld7kAZyhW9OP6dhprRMUSJT+UeXNDSc9D/8vivstc4O0NmebNECyVi/F1f7Vgo2/KJlqRwQ4UevLk4iwVOk8EDMVKCM4yPETps5w+7So/C4lgqdu2RGu9mCT9l5uVv8p6L+yULOmjuU34FiE+NkxEMij+xvE04Wvkwyt/Ih93Oo7nInj+QgrAccNgzcAiE6M5c2Bk5KDl+OvRhTdlFcPTBqnJhaocBz2AuuLynKFtodZKs4RdGiqls2xDYW9w0spGlDrARDcodjBb3JST8j/J4SldXfNFBuezTqbQ+YalZruf16vObVARmEPwOafYT57OkHP1AKDSRtykgBhZrfNhjwpUEict0ozqkisgHMU3Ft3kviyHpUeACrNzvuc6f8JcKKcrdPSu88LwmncpZmXxTJpZCC1cAKL2+8+bn5Bn67reBS9wc+aeucbxnt3OL/uYZiedhCmFkmxd1omtbV6WqlXdN0b3KVCpBbqGViTU6apckoKe58+X2cGbTI00AhUEtwLufrIwuN/r6GRQ3DzmZ4kpkMpLq2ovWNQCtbdVlPFbWxaPVKQFEfphR+LiEKOGaRZ59dOacaNQHCR/KrO8kMlnrFKHgnyLbjmsHaS/IYgIpK6mjKsRPe40AN8xDuEThAUsVCGYYoqbjMsSM8BOQGCukpuPEI9c8U3G8wYVfAlFCxNUDzeq8O5qOarrIGkemYYvnhFz+VHDCdFQcw4bumL3xrqcBbRzw7L4HUSIJWq+cB4lX3bLnZPrbeG0PKjOMVEJ5A6HA/tfNrR+UH75NMryfj6TXR1XoyCYPGCEDTCiTDsewudZU5oatEZVTXYDeyJ+zQjnQnOH2u47rxgSJhF17wt2rCnYgfFvgqrrLX8tX7Qf0DSr6Ty6k/rQKWfoUu+FwT4CYpjKlDWHpPZYDtqoA9y+FD7ViQkVzpMV2tS0jA0cPubeWLMXRbICc7LKduJgcSyQYb4X/9HAOtQNM6RlaaDNx8v9c7G/JvF+4S7ISAmqbRsxMTk98AKCj4PoAMFo3LTCKV7wP21TGDqLqPs8XNvwhF0Ndp4z+5Sv24v23I0Oe/teE5Z8S2oszrw8Lmq5LNIZC4xnCIzs6a6YKDh3fbxnd8GdQdrXOeCo/1jc1N8xaz7qXWdOkbIeHIcrE56QvE3jQO7uPrBhkDR166j+C3V+IwLa8Nh/I+v4eJEd88m3AqWYJ2mjCSyksQ1D//dN+dAgm+CtFbVxLBowhwuC5ZV9tpjwlYFwKXNgaDWQGLHj4IviwxUFDcKIB/YoOSB73Ow/69x6QRL1IqoyYewG36uEc8wjiksjuQnO7rpkOnGyARjpO/y/Z9ACKD8AsAAzMmsTIv3Dcxi25WBtATaL1imtFd2TRLsCFNO+hv1XF07tba0QTSAmIpOTmc1KomRT/+27qVm74KJAhlh7vRBq1owjevYHZ2bLipdiQ2qvhZooIBY3565rAv4kKVzlVpzux2/fcQdOTfr2ee5/Jkdmkew20mQ3A9COulgG2yDycmQP5WuunEMrvIARAQDAu5W6lJApKYWVPU5qY+oi8Fh38iJbKe/A1O0U51KBu1J2jOpi0WREUF3FQG8swaMRAiHDPuryXYsMdlaNHrCsz3FZnqqHmPSXtcoV+KDIPGB3ukPvqNmqM9CIkJ4VXpg0DOv0+2Q2ReX98EGFtWRgWr++9CNEAXgzYpry+aKHCpT6SSkzwz1lVxVsnGgi5jJdV7EiqthwtxNY2KL8Q0xbQ7ZcAgkLrD3wtKCyKUrokm15G2Q/9npzQl8k0oRqId9iqvzsaIHHSLwBIGBvCSg+9B46XjtFHYXa0QI0SjgA0MphkyHp4+rLVIqSDPr7p3uVwRhk0Nlewm26OUYG8egh6UzSinutUOXLJ8i/JBCumpcAzeBiotGfVC1EIOJLX/l7lqWTfWgdq82Du3E0TO5YHhMvWvhiwdvX1hpcOpaVyyapYnhXqI3qj3/S3uf+6BF149UOQzE1yt+8p9QMhC6FtVnRVEOf5AfmCKmcOu5uJ3c0lGVYf15SSN+Sv4Tn8CJrehd6TkzUQRSVj6xiukrfo+vlN1tDNAuSdFNDadVDx8WGovOZd2Pu4/BcESgnXRji/8KAoJnnCp4HcLudlbAmTHMykoAytB40nS/vaDv1tFwp8EMpA0u5+fPvh+JRWn+dfKUjPBt9oW1iqC+SHzSILK1ZVNnQejKIaee9/opXAfA33hpEu+GZJ57gEzOezDK9R3pAUUmie/xlUlQPwLf3RCpYEjfa3FvBbYOCdu7p7vaGKqaNvKJ37gv7fmVG7LunWMyo3SM2AApbxRVVtCfeh7FDEhieotRDLOl0GTmNE/bJ1xufVR+avqoZxlcSIPDM4zuoJ5gYezDTOdNgK61YvSI9yNyGGTaJpPdOJCO/4K0Hs3KV7aFWnNxYAJykH1r0oZTvP3WYzAUnbqwZkscX0iEAQN5rw8qkuihdIQnM8cT0bZsKVLCIlbBFOlfb8WUgn/Hw+UVrzYGOIo7g2R6fuAQeJUgcwTNBUbYiNjZAsJ4tsRLL2Dsey8pcScsrO8xZE6TtdkCUWbKQ/DjFChLiAU3u+18gnfS+Odkd6toJ8feUuuvRWe+CkarYvPj5oMnt/SPxOJsCHM+BzddEXC7JiaCFLnL7TuAOwW2o4ajFplfNTT09TAy0+zqMFfhK8KbQ737kfgElbfJ8cx/ybq599hQ6o73ys0xNeRijh23GEW1pZwz7XG4WsON5WxOfrNW4vMCsoN/DCxV7zrzACXYR/Ejepi2gcMEHZ1I2n3uJKjv9I+FcSPmJ8XB/M+8rlVmoXVOcnivl9g4QXq5GvR51V7GikjhDdvw0jTGtpSzaZHIxjxXynyfFpVhNIoVPGYf7HLd26RFJP1OxrT3y06bbZtNpltX143S3JBLXwPeEbupJOygt7B4vM9ZYeE4zb+GtX921PNZOZC7WupuS8whQSYFuLZXHMReUEMewwTo6V1ipS0U/fD1MPbSBFjGDlZuYXjunFpAZO0J+UFsJOxAN9/9Cm1fwoJaP5fJ9mwiKUjiDJ34bSFJY9DB8oGls72AWhfwHb8eFTeTA3pevOTYTc8ZKRt2/tjYkyyo6+zPIkyPGbtqc5WD5kURa+KcFtFgGb/rgvx4DeBz3n4/v9Q3j6OX7fRSG14hjSTOSR3bzxTpjt6sqj5RNHy8WzUE12Doso+aBK7xTGSN4HTP9oXJrXeLCp5XGu2VKJRuS3S0cGHiTla7JIw2onr6lE0d/Xl59P4b0xK/c7EVVfAuFpFmSd2PVZw5RewtQ/jc/mYJX/S94Vwa1yZ9jOQZY3ZydGr45c6p2j52NqwlwEFuCO4FzFSExBWmQEeevnO8R7OK5P4sE6hyL59yj2bmqef5EiDPKByg/31zEex2NszXOf1sECKmBwDDvxzj5+wkhlcNpxRbPk+fJbk4Mw42JaEygMdtz4BhnQZ33F7soi/kIPr3z7xQo1jIxDz6inCKprg9UMDjgkuRy9AdKp7/FeiEScXUvNnpuk6aXGxWgZ5TRgRhIuG1zSuG4Jga81OyDgxzti9iWQvccCMu4MFKKufz8PQasQJv6T2iFlbhFnbSWNHjx+SoPuc+4RVX847QXFntgnIyHDj2XNDhOI3+0e//WFuuKXNeDMjm+wngC7CQuteOLzif9+JHP3PF5OY9KhNZvTIQabHEalvW0w+eWgve/3E99sjKC4tfssa4dcSWp8ygach5kI3ifz2xLNnWNsFnzYqzSp5r1OyAu4PK//iygGQiwMECvaz0cvhpuWknw09CZds42RClUFCC+xFlQWcF+oFnajy5+a3KEPH4RHJig+lmfHRHGOz8z2MeoJ4vbF9fib2/Kc7AnwaqrNvokEmITXgHH2Ob5WHfYiwB42hXzg88MXSKZJVnPx7SP3y5ePL+KHQFFSGiegnLaVnX9U9WwdYOpOATe2XbYS+Y1+3u2hwvUzkautm5l1SFAGFYkOmXSQBRVCsu5S0G4taesNlGGRuZty5L9KhbE2W7KkSWiRncnA0jpvgooOFH30A/qYVb3M2DF02OgrMi2z6WtmYci6N49jpAAZxSpkEet/Xm64HQJd4blnelqNHko3UVldzyrtm+IMp3m1oYOmQ8mby7qkLDnSv+AekMwJxBx9m5Xqfdglga6vx7njEy71gmn7/08b+l3kr2PXj0haPQpUJqXwZ7SVkH8h9p0SW8Txo3/4cje4g2q6n7xTLwT30xydHJ7LjZhE/IKiCPW8OL99UQ/szZGFPkUynsWkaHSa5S/P/bnMPsmzRLlQEKBKiXzXv6P0NjB0Gu6EPJjGA23+mKG5zrSBG62gK7C3ns3NVCFihN9ZG3fmTZ+NYncTyecK8iZ8PV3XL4UVOxFbSszKemTBmwNv21FgQg6we1JJ1WVvnr6mM+veCvLRUvDWX79WADRhXqXF9AAMB6IMsswS72KehMHiDwTgF3zv/8KJmyuh1qimHvLQkxGMLDP9hz9FgYCtkD0aF7TLHLlx3BDY+CXzqsdJ+e4mZFjG8a7soa5gSMah/uV5LQw5tP1RhQYj0PTYg9e/8+j6NtrTsTSs8E8iccEFDS9eS1Bvd22x9THKTEHh6v+IdbOOnE5CUpcIfySEfGBgjR8gfNyQW2OSewhhgFR+WjlPO+KiTz/9dpn8/whUdAlB5KzavM4HJClXG/bpgOsKVgn1PNmfVdTg7k8s5O3fNhbUipVt4r5chAqcnU7Dp7mKK1sR7SkQCiuj/ipPhPmPlGXjqNlWz/cQH2rf4of1AV81861sCdDSe7WwMR4+2CTEcwk1GggbhGyqc4HzvSB9ZubSsf0pqn2dFf/rcVRTC0g60llH13C70qnJSjilkgCASjPl9Dnd+GA5iSiTRkj3WQ2mFSMx6xHQBiQopixS2RZOlH4akpGl+BruIJ+S9cIEOvjI4GLysC6zrMU6skM3WNMfJYMwFBkbde8+ANnn397yWEcKZTRqXqY9b++GaxbLGP3r7JdzsA3ssuREBiLFpPqPKwZG21uXhHU8p9g39jxj7qREfvJszA+WrHMsMsxJ5MMB06uk9gBgE5bAMv+UV2dwclcKPaOjoknrgH9scBG4FzJ0v8wnt+n0Z8n9zFfDPQ6PlBZGqqM0EZn5AZRY7GKtoCTPdqq26+Rih9jHFP3eNxrOLIS9gz49NLJ8EarI8pLIb2j46e+z4pSDHGN1Z83nacQ6ade0wCLOwvlSCXKwi47/auZFFkGaFpy0qZbf9LA2J6JeFhfU6Su98KxXZupFhQjfMEqcyc/URHL7g+Sdx2BlTYV88V3wCE7EQKB5WdgtZLxFdxgoz0+UFBetTdKcnPyZgIkMDjaJgBs7VoBjaQLFvD1CrVLztZqEEDTzOonel5kcpPHVldD8fELyrcuTtzpyh8c8qmn8a5+bsFTBEeD4qPVCP6mP054Wm/2fhFxHoyS9jwyjniPi/Qsvp5jFXYMnxKiyknoplDHGEEBiH3dWtOLtNIyImNk1VlmaTHQDhxgU6IOnF37aemzT+THB8frYozJkvrj1KtcOv+DIprJI34TjjCaZ+6BGoASGxggUkXekc0O8APYZkHJb2i/chbnYNwrzBiXW3hJV9mbjTzDe0A8y84gR0Y4iq9D10w51rE39w4wI/KP2IUpkKwbVgEcVOisxLgEqVd7eBfc98uLARJxuULqn5J84JHJIb2qzbcYRB1UeymylV9c4vRcCNdO7cO8BXiO5vdcWAz7sqjcZjJ/HbfOGcR5R5fz9Qra2PMaDRL4iVU2hNB/ZFGb/uJbPW/h52ZP12MVTztigo2yyf+5xcBiANUIP0NLuxL0i3TP79nZBJcNTjLKCSxRbWRKTzldn0WrA8g+bn+RZbY8sTIY35iFfsg0mi9jYo6rejZgXbmvENZlAC6/5zWyapc1qCx5RiHrtx0D4HEDY8LcjlFIHQVB4DgTs3T31SfSgbmlftELuVz4TGprZ5UL1mGicr6wNNtJPchQrv1D6VfVYRdklq/Aq6fTNw5CRM5Osfa/wANWQxGjCeMadNF/f+el3neuwf8/OcMWnSwb8fo5ZijcGfUKnug59NlGcX4D2TL12jgTWwH+N56Ak2vzV/tlVwcSzbrhnW8KAPKzg4n+TmFr8tb57Jyzsu40Jf403qkpiRYSH8v4NehG0BvFAxlgIm3rSwyvldRSMILVotFzdiQnqxtzfk464bo8QYdGVSsfS+dmT+/T8R7DzgHsRPhXEL8PBfDX+H2GlrJpPOtppYiCsUIUjST3vREcSbtgUV6ZySaGZPLFDomSkN3YRvw/X+MsLTt5BXNKYu5AR/AWvyO3I90Qn6aS4iD11HjApd/h3U+1LaduOAOgz+qTCd/S6FZasEvPxu41n70mOqIpVfNWhMUaOZ2OGcJwE3O/9HzSwYzv8NW0SJqQsuguTAN6/T8cCak2FLERuhA+Cm4KHhUPUBxCqqH1bBO4DVHIKcintxdzfCDpXGG6b/qFTIZPOjBfNAmfbCxYNPHX/kaC8TvfneSYxt4wa3ypcUs0+v3oQ8V2lV9CE6Fl5JyB74n5fynynvvKc6YnK0RJhfZeBwgAitfv/GWmOTpKyYMITS8TnJwj5cG4szgvu5TNLxyBJQcsLdW7H29lUclaxah1S1aLEngc0xp6nyhfkjSRgA2NrIqFxXUiZ/AM63mamppf3BQ4Rm4lfehTuHxUCeXymkDPFwNndhKLg3ur2oEQastZQZJIkCp/z2Dse31gx6aRVfWnsS7Ixf/3hvNtDAqRbEckoNsogJSm4bAxzUbP5N45iD4HlbzIwwTY8qx6IeZiPHJ2Q8GAVECHh9Q5afLXqY6mQQ9JnvMbiXZMi9fFaK2nkNv0S/GZn47wGd2ql+dsTpFtVySJZoj1FGvL99xiXk/OqJWy3NR11S7jEFF0zF3BPl0LlZBERrjfyfw+C1VFsKEulTwO+tNsrQKtClytevFvzRkjQvaVzj75QAgx9iZDk+QRFvzvd3yRXjh5Lhem+RjREbrLWBa6JRH25sxNF7pkk8aObDtTs6n4asR6oYS65aBOtfGL+nAfVd58iwmATPFBofblJuxgnPb/33/CbmkO0KeADoBNVzar8d2sTnEYLPFAYXLOrLxtiMC9yQoR7OICvrK4XliKvH8GjbsPIzKlMv5QMoHLzMC+LB+iFeWjVT+znEiFGhgVQ1v/DEfyZkdTJdEzrpfEX9kxjoEzLsYcX9Po4LmYJAcl95U+zZpUKhjBg2J9/9K3m28JQo+1eAJl0gUli/PJL16Vs5VJF+UFAKFGxgZXYBb5UuLzyusMqp7SpJuhyCArC2oogIoPkBW4W4zETMFAdX/ZgoJDQRYr4C6UT5+OMEYKon1dl/clKz3wjl51LpNyhSAfEB2sHQlhn/79G7k/S8KL497OavsA34ymLIow/hwgACYhdBI6unlsIBf+11t4jgegOeQlfUbGYulAhOFqbvPkhY98TcJVLWxABaARpUPcdEafaaJ26T2S8fXgvaxuPxkVlozuwDVNmTYg+sdpvMd1rs/c1wamLcvdfY0JDwvgO+ARACOGRDL2aQ5F11P6wXaTaMOTs8fkoNumPo9LJKuJFkYxKO6dIxrZM0GKMXebowywYYs0YTlIYxsMBdajyGxlFvIdPwdXgbHbbNKpVgK7+M/R2eIEhNyH4QyxlBi8ABAxgiIZmC/yiYoQto21Nrx/mZeSY8TdY2k/Gd0hUYFTcPjpi6O3Ywt505iVW2YfZlk587cdvZVZnUcYMtFPyhTRB7qhg3vSw0DD9Tg28l4Wap4nQt85j+r0xhRNn8qPGA/xTYfialOp0FMr0rF1ndAKwDLX/fO0pbQ74NNTBtE3TO21fcYpHD3u66C+VLc3txISdfJ60YsNZWXiBO2gfs6fG1SOg4pOQoI3/fPJNr3f2TJctLjrgHbnMqpgMCh5iCL/H0+zzYcRztBJo2QViSXoSmG1B7WmSaG7XM5XTAtTY2Tz9koj3rMTjarNwELQXtuiYpDmofZFPNKUf2dKjwMgyXZGc6xYaMP8eckfEW9TYLIHC+B15og/AjrG3CXtDut3ttfruEtksQshCGPjXJgApZ62zSIe6g4LxDc+5td+JVyepECCRRH/rWqaa8FpN75oWr+KJhlCHsP+B0skZ/z5uaGiOZiiKB7hdQsElW5moq28PAc1GpDkSK/wvuSVX3Y/u9HngKEOaC4HpN9dDFuJj/pPW7KEQEIVWiMqLv/IIbGGl9YWTYV5+E+lmXtgmNfgkEDZMAwDLwOKQwGQnq4RPF7es7146DzqX0rC1M0AR1N+OrE7XIR//eJvV0jPT/TMbeOmWPWPa/uqBpNL4LQNlOuBAteD0K7AJnr4YdB9WigX7geFItki0n3KSN0icrW95XFQPTFVBX3HuIezz5svEYmRJ2hYUu7neFoiCY2AjtzhNPvfPLrwOYbT+47zOKHVqU3fn2jAFIxJTjtpI/krPzm+mhihu2sy93Zh5xV916fOyo0942aXAaFjxdKpW8pFHqXYML5m9rvBhaAhzCQPNMSTbnwGAVJcLkJa+DONSNZeAlWfD95RoQtBEYKc4JZlSVpn3/JphcLbNCif14tSJskkqR9yF0CyHGvQ30uL73xEW3tz2oUe96seyoz9O8E++grNLfMlIMy+RLH0sLohiBiOINhQPR+5OUt/YwSwUUrOiYu8IdYBhjfTbk2daVpN4ae71dUxv25dX0SwneXC0PxcmcUZZANoQrDErCq3B5A8I9ojDaU6vTEp1wdVE5OxHRMbcgBHnE5SV6GX7PFrT6mwDMav1b1ozNp4lpisd0fmWA/OPjoRvuZ8YZLu7xUle6fngVhKZh23mCE2/CVSfxsQzP8fvd8DprjKUVLwnFXRAoFL+/o2YEbKiXXY8zFJojbjaTzhzTYvz4ReAmOLQlUmh1r3vk3UNaIxmpyf7V6nDiudDT3a3cY9Dh70U0iGJISUAScd3eLkGsuWiNWRZhQX46rDMLN+0CxR3U12xO3hpe5/2npPSddN3z0x1hAOARWjzqTDcHSPXioeyuYjiy6sfju6ygeHxNL0kmjhOEXBbMMhmM/mnMuJKn/aAWsIw/YITa/7z7QJUVfe9OqdCPwgUaXpiKwnjq2YmFPS62kvX/Kzt9pUhztzWQVID6EwKaeXTrbkMNvY2vDSI2gmRZ5y6a9IiWXDQWbmx2iUrV4bWP6VffBW85nNUHkUs9IL9ymjDNsWyFDlytfvryk9OyqFR8/0ZOrFZfEHrAx+3sSRs0ZNk8PspnEeHpcnIrZxWB0ERKRb30665lwCW1HUvSGKGP+plRh1IXy3O1P33sbcYH5PrLbW1KgEg0MuSv3ndKSdVLesGrVO/VJAbyCDYv24IuFNfQReEjqowmAR1i0Dkl8JU2vk0ZcPkSkw8CdJGUsa98umPhGATMDFyk+wr8dSx8YzDI6+JV5/Pe33oADHZ9vqxhgBSAg2nTSTCfkGH4u7dq6YlfxfXUt912SXTEonLbOHdL7QKBWwxGTfFGPK3ZJFv95+5SZvvzAYHu52oFEYFeE+HLEpSq/+dkHqpOwoBsFJ6/Zr+DyOTtwQOtDrcnBL4/bI2JYqQQ1FcKYKzYFlhcL38+O4486iyJ5maFF+YxganRbUNouU9LnU6TM9uPTWrmWG1YehpvSWW7pNR9DOVWeF2rvFG5kV8PafKYkXRKXYjmsniC7SjTYmopgBVL+koJ1eMi4+ZgC3/s23u+DqsLGftKA9Hd0nfjtnmQuYCKQJNT0XCzu5y8E9z3Xm6BQjxS2IHyNwr/hH8G/v2PRfiCLqAOlq3aDjMCbfjFI43BdtMwYkQOERrmyPXz99we0BQBNieOaNYQEG5FgyFcYCalbxP3cfJ9utA6V3sYNh+ErKP9GpoJWvIGStDarRGmEjI3U3EbqG7N/d47bLMTLJW5OnkfxD8IhgFvnewES3NRd17pOugj+Tuc7yRlzmkJvhWSkzqLqXyW1m/v+vQOewSp+MEVT2g37jtQ0+yJwBWlFGVAEtolMf+X9NK16md9z1OnUX58I/ykUbXdBCs2c9+xkc5qf1L8vNI/ThXrUa3C51h01LCNJonpc5YL0XyzNKDu41TQARhq+SOGQMNO8Dv2ksNcAb5snf7Wxz+qXBRS8qLDIFMdn+SrNhFADzbyT+rJWfPGId/QzFSoMJnGW0S7MXKlyDPf/iqdzq9FNcVmr3Yt9xK/PaCKvyzFzdHAVdISgHWdajKK3WX+ciZPgeIq+DzGCQnwG5A5/GYGkyNnAIQkW80MucYRXBsqjDJn0+1L9LhikEhdfnje0zXzd1rhhbOMCUhD8+ZkMQQ8uGXyI1IufAkC5b52trw4ZcEiYR14zQ/7+1/zKxr7ezXdSUQK42kQ2q0ca6qmQQPamfIOVUxruXIc0XyZCj0iVy16awD84QOWdiUTmtA3p8/49Ob5239XSV21xId8NcL85mGBH76b8yuBrn/iymV+wfWlcY8IPn8l93FvHER6TDLlpesSAgjrDhlespVl7VPpLN40Fq2b4xPNq2aM1ts7/F06vlx1g6x+QAz7Om0hdKius+BTaEVx9Clp4Clxw9A82aVh7ZljISVOnxuDT9+XNgS93yZ8madJxJfBeyohLVdTtqSdfd0Y44jpcgNY5pY+w6ZKZ4IizSJpTKJ9tsMKTuA4wnM1COSoAdVnk9WuaOFBk6X+ZXZaMJtUeUgF/Q8D+BZPaJ6BB33M4qpeeuxzG3slWietnOqpQKOFjXU5yVfLHob3sJGpXkajoryPUiPXwqOeeJkz9KJLdhNeuFaO/ZA7gywcrRdyO0OUIY8CjazFgOlT1LiH19bLpigqA5HQwUA1hVBDt37qoDMs+jIl8vYFg9GIxJjcuWT7VqoYNb7enrwy8nV+UKaraZcT9kh1x8wPscZimJAi2lQy5PMMxBfGc9HWQm3YtMBTuJyG7TZIQcmvc4QB2VPPDIF3SfRewLUaTjTwPsHSxJTStI+021WuI6C+ReKlZfNMivkkX0N7jHV3VvZ9EKGwkHduIdPKpo2BM3pQ24b4OziLEvkbQIORgtsSVMBFNPX/NnTVKt4NYyuOEy00Zrntgxc1HCQNLnwSQyF18BAeSd9xHsno83Hv4FyHRxo09VcwBJMrvC+sSp4WkoSuP6Zc0sd4UDtqak5qCDTqUAZPgN9j/n9QBmVRmtXwH2vlWyYq/U3TAXP2xZQlEVg+EDitjo60UENfCsDgMTP9U7dpLzdkfYri6GRh/H/AUleL4D+F43YHicnpfZlH/WFBnfjderJwLyGuIg48yqOrtxjd3ktz6Qo+puePnOOEIpp6mZ6mL35wGeq7AgyPTdj1R9ar4ceL9q86MO8AJT/xT3HbfVXoIa90IPvM9qFpHzSPBfCsqHuU/7NK8T0FyNZeyXv+n4ZG09RCrLCATJIiZ6okljySPahr+fEjaiO9blJ1of4d5RUkuyb5N2x7AuCHf38WGZUQ7K0aKGzP0A4gRNAGnBZCnLtGrh4Jg+EAAAAAAAAAAAAAAAAAAOKDkycpq+OCyX2hnkCIvFbFeR2GbrfedgeLaS8oe2rsS2VSKfj+lJlek8CVpc1MOIk8/4c0gNs1tfIBw1qtaorOzgAAAABvf7uFvRk5EWTJmIAs3B7NoHcR0nDLA3gfuM/YmV/6a2DLyodJVkkRjGymSawBKGa0QjwvougN8wg9IKP48Cukq4oungAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA=="/&gt;&lt;figcaption&gt;Manual CSIF 2026&#x2013;2027 &#xB7; P&#xE1;gina 29&lt;/figcaption&gt;&lt;/figure&gt;&#xD;
&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina 30 del manual original" loading="lazy" 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"/&gt;&lt;figcaption&gt;Manual CSIF 2026&#x2013;2027 &#xB7; P&#xE1;gina 30&lt;/figcaption&gt;&lt;/figure&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 5" class="c26-static-readable" data-c26-static-chapter="4" id="c26-text-cap05"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;Las situaciones en las que puede encontrarse un funcionario de carrera est&#xE1;n reguladas en el T&#xED;tulo VI &#x201C;Situaciones Administrativas&#x201D; del Real Decreto Legislativo 5/2015, de 30 de octubre (BOE 31/10/2015), por el que se aprueba el texto refundido de la Ley del Estatuto B&#xE1;sico del Empleado P&#xFA;blico.&lt;/p&gt;&#xD;
&lt;p&gt;Algunas de estas situaciones &#x2014;como las excedencias por cuidado de hijos o familiares y la excedencia por agrupaci&#xF3;n familiar&#x2014; han sido mejoradas en Arag&#xF3;n mediante el Plan Concilia (Orden de 12 de mayo de 2006, BOA de 26/05/2006), fruto del Acuerdo sobre conciliaci&#xF3;n de la vida personal, familiar y laboral de los empleados p&#xFA;blicos.&lt;/p&gt;&#xD;
&lt;p&gt;De acuerdo con la normativa, los funcionarios de carrera pueden hallarse en alguna de las siguientes situaciones:&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Servicio activo&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Servicios especiales&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Servicio en otras Administraciones P&#xFA;blicas&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Excedencia&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Suspensi&#xF3;n de funciones&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Servicio activo&lt;/h3&gt;&#xD;
&lt;p&gt;Se hallan en servicio activo aquellos funcionarios que, conforme a la normativa de funci&#xF3;n p&#xFA;blica dictada en desarrollo del Estatuto B&#xE1;sico del Empleado P&#xFA;blico, prestan servicios en su condici&#xF3;n de funcionarios p&#xFA;blicos en cualquier Administraci&#xF3;n, Organismo P&#xFA;blico o entidad, siempre que no les corresponda quedar en otra situaci&#xF3;n administrativa.&lt;/p&gt;&#xD;
&lt;p&gt;En esta situaci&#xF3;n, los funcionarios de carrera disfrutan de todos los derechos inherentes a su condici&#xF3;n y, al mismo tiempo, quedan sujetos a los deberes y responsabilidades que de ella se derivan. Se rigen tanto por las normas del Estatuto como por la normativa de funci&#xF3;n p&#xFA;blica de la Administraci&#xF3;n en la que presten servicios.&lt;/p&gt;&#xD;
&lt;p&gt;El Real Decreto 365/1995, de 10 de marzo (BOE 10/04/1995), por el que se aprueba el Reglamento de Situaciones Administrativas de los Funcionarios Civiles de la Administraci&#xF3;n General del Estado, regula la situaci&#xF3;n de servicio activo. En el &#xE1;mbito docente, a efectos pr&#xE1;cticos, el funcionario en servicio activo puede encontrarse en alguna de estas situaciones:&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Destino definitivo: cuando ocupa un puesto docente en un centro dependiente del&lt;/p&gt;&#xD;
&lt;p&gt;Departamento de Educaci&#xF3;n, Ciencia y Universidades del Gobierno de Arag&#xF3;n (o de otra comunidad aut&#xF3;noma o del Ministerio competente en materia de educaci&#xF3;n), con car&#xE1;cter definitivo. &#x2022; Destino provisional: cuando ocupa un puesto docente con car&#xE1;cter provisional en centros&lt;/p&gt;&#xD;
&lt;p&gt;dependientes del Departamento de Educaci&#xF3;n, Ciencia y Universidades del Gobierno de Arag&#xF3;n (o de otra comunidad aut&#xF3;noma o del Ministerio competente en materia de educaci&#xF3;n).&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; Es la situaci&#xF3;n en la que se permanece tras el nombramiento como funcionario de carrera,&lt;/p&gt;&#xD;
&lt;p&gt;hasta obtener un destino definitivo mediante los concursos de traslados, en los que se debe participar obligatoriamente mientras dure esta situaci&#xF3;n.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; Tambi&#xE9;n puede derivarse de la supresi&#xF3;n del puesto de trabajo, de la finalizaci&#xF3;n de un&lt;/p&gt;&#xD;
&lt;p&gt;nombramiento en la Inspecci&#xF3;n Educativa, en el Exterior, o del cumplimiento de una sentencia o resoluci&#xF3;n.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Comisi&#xF3;n de servicios: permite desempe&#xF1;ar temporalmente un puesto distinto al de&lt;/p&gt;&#xD;
&lt;p&gt;destino, en los supuestos previstos por la normativa y las correspondientes convocatorias. Sus efectos sobre el puesto de origen, las retribuciones y las dem&#xE1;s condiciones administrativas dependen de la modalidad concreta y de su normativa reguladora.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Adem&#xE1;s, se permanece en situaci&#xF3;n de servicio activo en los siguientes supuestos:&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Cuando se accede a la condici&#xF3;n de miembro de las Asambleas Legislativas de las&lt;/p&gt;&#xD;
&lt;p&gt;Comunidades Aut&#xF3;nomas y, al no percibir retribuciones peri&#xF3;dicas por ese desempe&#xF1;o, se opta por permanecer en esta situaci&#xF3;n. &#x2022; Cuando se accede a la condici&#xF3;n de miembro de las Corporaciones Locales, salvo que se ocupe&lt;/p&gt;&#xD;
&lt;p&gt;un cargo retribuido con dedicaci&#xF3;n exclusiva. &#x2022; Cuando, por raz&#xF3;n de la condici&#xF3;n de funcionario exigida por disposici&#xF3;n legal, se prestan&lt;/p&gt;&#xD;
&lt;p&gt;servicios en organismos o entes p&#xFA;blicos. &#x2022; En el caso de cesaci&#xF3;n progresiva de actividades.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Servicios especiales&lt;/h3&gt;&#xD;
&lt;p&gt;Los funcionarios de carrera ser&#xE1;n declarados en servicios especiales en los siguientes casos:&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;a) Cuando sean designados miembros del Gobierno, de los &#xF3;rganos de gobierno de las&lt;/h3&gt;&#xD;
&lt;p&gt;Comunidades Aut&#xF3;nomas o de las ciudades de Ceuta y Melilla, miembros de las Instituciones de la Uni&#xF3;n Europea o de Organizaciones Internacionales, o nombrados altos cargos de dichas Administraciones o Instituciones.&lt;/p&gt;&#xD;
&lt;p&gt;b) Cuando sean autorizados para realizar una misi&#xF3;n superior a seis meses en Organismos&lt;/p&gt;&#xD;
&lt;p&gt;Internacionales, Gobiernos o Entidades P&#xFA;blicas extranjeras, o en programas de cooperaci&#xF3;n internacional.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;c) Cuando sean nombrados para desempe&#xF1;ar puestos o cargos en Organismos P&#xFA;blicos o&lt;/h3&gt;&#xD;
&lt;p&gt;entidades vinculadas a las Administraciones, que est&#xE9;n asimilados en rango administrativo a altos cargos.&lt;/p&gt;&#xD;
&lt;p&gt;d) Cuando sean adscritos al Tribunal Constitucional, al Defensor del Pueblo o destinados al&lt;/p&gt;&#xD;
&lt;p&gt;Tribunal de Cuentas, seg&#xFA;n lo previsto en el art&#xED;culo 93.3 de la Ley 7/1988, de 5 de abril.&lt;/p&gt;&#xD;
&lt;p&gt;e) Cuando accedan a la condici&#xF3;n de Diputados o Senadores de las Cortes Generales, o de&lt;/p&gt;&#xD;
&lt;p&gt;miembros de las Asambleas Legislativas auton&#xF3;micas, si perciben retribuciones peri&#xF3;dicas por el desempe&#xF1;o de esa funci&#xF3;n.&lt;/p&gt;&#xD;
&lt;p&gt;f) Cuando desempe&#xF1;en cargos electivos retribuidos y de dedicaci&#xF3;n exclusiva en las Asambleas&lt;/p&gt;&#xD;
&lt;p&gt;de Ceuta y Melilla o en las Entidades Locales, as&#xED; como responsabilidades en &#xF3;rganos superiores y directivos municipales o en &#xF3;rganos locales encargados de resolver reclamaciones econ&#xF3;mico-administrativas.&lt;/p&gt;&#xD;
&lt;p&gt;g) Cuando sean designados para formar parte del Consejo General del Poder Judicial o de los&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Consejos de Justicia de las Comunidades Aut&#xF3;nomas.&lt;/h3&gt;&#xD;
&lt;p&gt;h) Cuando sean elegidos o designados para &#xF3;rganos constitucionales o estatutarios de las&lt;/p&gt;&#xD;
&lt;p&gt;Comunidades Aut&#xF3;nomas u otros cuya elecci&#xF3;n corresponda al Congreso de los Diputados, al Senado o a las Asambleas Legislativas auton&#xF3;micas.&lt;/p&gt;&#xD;
&lt;p&gt;i) Cuando sean nombrados como personal eventual en puestos de confianza o asesoramiento&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;pol&#xED;tico y no opten por permanecer en servicio activo.&lt;/h3&gt;&#xD;
&lt;p&gt;j) Cuando adquieran la condici&#xF3;n de funcionarios al servicio de organizaciones internacionales.&lt;/p&gt;&#xD;
&lt;p&gt;k) Cuando sean designados como asesores de grupos parlamentarios de las Cortes Generales o&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;de las Asambleas Legislativas auton&#xF3;micas.&lt;/h3&gt;&#xD;
&lt;p&gt;l) Cuando sean activados como reservistas voluntarios para prestar servicios en las Fuerzas&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Armadas.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Derechos y efectos de esta situaci&#xF3;n&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Percibir&#xE1;n las retribuciones del puesto o cargo que desempe&#xF1;en, en lugar de las que les&lt;/p&gt;&#xD;
&lt;p&gt;corresponder&#xED;an como funcionarios de carrera, con derecho a seguir cobrando los trienios reconocidos.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; El tiempo en esta situaci&#xF3;n computa para ascensos, nuevos trienios, promoci&#xF3;n interna y&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;para los derechos del r&#xE9;gimen de Seguridad Social aplicable.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Al finalizar, tendr&#xE1;n derecho, al menos, a reingresar al servicio activo en la misma localidad,&lt;/p&gt;&#xD;
&lt;p&gt;con las condiciones y retribuciones correspondientes a la categor&#xED;a, nivel o escal&#xF3;n consolidados.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Adem&#xE1;s, cada Administraci&#xF3;n P&#xFA;blica puede establecer otros derechos adicionales en funci&#xF3;n&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;del cargo que motiv&#xF3; el pase a esta situaci&#xF3;n.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Servicio en otras administraciones p&#xFA;blicas&lt;/h3&gt;&#xD;
&lt;p&gt;Los funcionarios de carrera que, como resultado de procesos de transferencias o mediante los procedimientos de provisi&#xF3;n de puestos de trabajo, obtengan destino en una Administraci&#xF3;n distinta ser&#xE1;n declarados en la situaci&#xF3;n de servicio en otras Administraciones P&#xFA;blicas. Se mantendr&#xE1;n en esta situaci&#xF3;n si, por disposici&#xF3;n legal, se integran como personal propio de la nueva Administraci&#xF3;n.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Funcionarios transferidos a las Comunidades Aut&#xF3;nomas&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Se integran plenamente en la Funci&#xF3;n P&#xFA;blica de la Comunidad Aut&#xF3;noma receptora, en&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;situaci&#xF3;n de servicio activo como funcionarios propios.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Se respeta el Grupo o Subgrupo del cuerpo o escala de procedencia y los derechos&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;econ&#xF3;micos reconocidos en su carrera.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Conservan todos sus derechos en la Administraci&#xF3;n de origen, como si permanecieran en&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;servicio activo, de acuerdo con lo previsto en los Estatutos de Autonom&#xED;a.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Se garantiza la igualdad de trato entre todos los funcionarios de las Comunidades Aut&#xF3;nomas,&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;independientemente de su Administraci&#xF3;n de origen.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Funcionarios en puestos obtenidos por provisi&#xF3;n&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Se rigen por la legislaci&#xF3;n de la Administraci&#xF3;n en la que est&#xE9;n destinados.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Mantienen su condici&#xF3;n de funcionarios de la Administraci&#xF3;n de origen y el derecho a&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;participar en convocatorias de provisi&#xF3;n de puestos de esa Administraci&#xF3;n.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; El tiempo trabajado en la nueva Administraci&#xF3;n se computa como servicio activo en su cuerpo&lt;/p&gt;&#xD;
&lt;p&gt;o escala de origen.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Reingreso al servicio activo en la Administraci&#xF3;n de origen&lt;/h3&gt;&#xD;
&lt;p&gt;Cuando reingresen al servicio activo desde esta situaci&#xF3;n, los funcionarios obtendr&#xE1;n el reconocimiento profesional de los progresos alcanzados en el sistema de carrera de la otra Administraci&#xF3;n, con efectos sobre su posici&#xF3;n retributiva.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Excedencia&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Normativa reguladora&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; REAL DECRETO 365/1995, de 10 de marzo, por el que se aprueba el Reglamento de&lt;/p&gt;&#xD;
&lt;p&gt;Situaciones Administrativas de los Funcionarios Civiles de la Administraci&#xF3;n General del Estado (BOE 10/04/1995). &#x2022; Real Decreto Legislativo 5/2015, de 30 de octubre, por el que se aprueba el texto refundido&lt;/p&gt;&#xD;
&lt;p&gt;de la Ley del Estatuto B&#xE1;sico del Empleado P&#xFA;blico (BOE 31/10/2015). &#x2022; Orden de 12 de mayo de 2006, del Departamento de Econom&#xED;a, Hacienda y Empleo, por la&lt;/p&gt;&#xD;
&lt;p&gt;que se publica el Acuerdo de 9 de mayo de 2006, del Gobierno de Arag&#xF3;n, por el que se otorga la aprobaci&#xF3;n expresa y formal, ratific&#xE1;ndolo, al Acuerdo de la Mesa de la Funci&#xF3;n P&#xFA;blica sobre CONCILIACI&#xD3;N DE LA VIDA PERSONAL, FAMILIAR Y LABORAL DE LOS EMPLEADOS P&#xDA;BLICOS (BOA 26/05/2006).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Modalidades&lt;/h3&gt;&#xD;
&lt;p&gt;Los funcionarios de carrera pueden encontrarse en situaci&#xF3;n de excedencia en las siguientes modalidades:&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;a) Excedencia voluntaria por inter&#xE9;s particular&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Se puede solicitar tras haber prestado cinco a&#xF1;os de servicios efectivos en cualquiera de&lt;/p&gt;&#xD;
&lt;p&gt;las Administraciones P&#xFA;blicas durante los cinco a&#xF1;os inmediatamente anteriores a la solicitud.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; La normativa de desarrollo del Estatuto B&#xE1;sico puede reducir ese requisito y fijar per&#xED;odos&lt;/p&gt;&#xD;
&lt;p&gt;m&#xED;nimos de permanencia. Actualmente, la excedencia debe tener una duraci&#xF3;n no inferior a dos a&#xF1;os continuados.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Su concesi&#xF3;n est&#xE1; subordinada a las necesidades del servicio y no puede declararse si el&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;funcionario tiene un expediente disciplinario en curso.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Procede declararla de oficio cuando, tras finalizar la causa que determin&#xF3; otra situaci&#xF3;n&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;administrativa, no se solicita el reingreso en el plazo reglamentario.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Durante esta situaci&#xF3;n no se perciben retribuciones, ni se computa el tiempo a efectos de&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;ascensos, trienios o Seguridad Social. Tampoco existe reserva de puesto de trabajo.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;b) Excedencia voluntaria por agrupaci&#xF3;n familiar&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Puede concederse sin requisito de servicios previos cuando el c&#xF3;nyuge resida en otra&lt;/p&gt;&#xD;
&lt;p&gt;localidad por ocupar un puesto definitivo como funcionario de carrera o personal laboral fijo en Administraciones P&#xFA;blicas, Organismos p&#xFA;blicos, Entidades de Derecho p&#xFA;blico, &#xF3;rganos constitucionales o judiciales, en la Uni&#xF3;n Europea o en Organizaciones Internacionales.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Durante esta situaci&#xF3;n no se perciben retribuciones ni se computa el tiempo a efectos de&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;ascensos, trienios o Seguridad Social. Tampoco hay reserva de puesto de trabajo.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; La duraci&#xF3;n m&#xED;nima es de un a&#xF1;o.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;c) Excedencia por cuidado de familiares&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Derecho a un per&#xED;odo de hasta tres a&#xF1;os para atender al cuidado de cada hijo (por&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;nacimiento, adopci&#xF3;n, guarda con fines de adopci&#xF3;n o acogimiento permanente).&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Tambi&#xE9;n hasta tres a&#xF1;os para el cuidado de un familiar hasta segundo grado de&lt;/p&gt;&#xD;
&lt;p&gt;consanguinidad o afinidad, que no pueda valerse por s&#xED; mismo y no desempe&#xF1;e actividad retribuida.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; El per&#xED;odo es &#xFA;nico por cada sujeto causante. Si surge un nuevo causante, el nuevo per&#xED;odo&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;inicia y pone fin al anterior.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Si dos funcionarios generan el derecho a disfrutar de la excedencia por el mismo sujeto&lt;/p&gt;&#xD;
&lt;p&gt;causante, la Administraci&#xF3;n puede limitar su disfrute simult&#xE1;neo por razones justificadas relacionadas con el funcionamiento de los servicios.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; El tiempo en esta situaci&#xF3;n s&#xED; computa a efectos de trienios, carrera y Seguridad Social.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; En Arag&#xF3;n, el Plan Concilia reconoce la reserva del puesto de trabajo que se desempe&#xF1;a&lt;/p&gt;&#xD;
&lt;p&gt;durante todo el tiempo de permanencia en la excedencia por cuidado de hijos o familiares. En caso de disfrute fraccionado, el Plan Concilia establece periodos m&#xED;nimos de permanencia de seis meses. El reingreso deber&#xE1; solicitarse con una antelaci&#xF3;n m&#xED;nima de un mes a la finalizaci&#xF3;n del periodo de excedencia; en caso contrario, se declarar&#xE1; la situaci&#xF3;n de excedencia voluntaria.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Se permite participar en los cursos de formaci&#xF3;n convocados por la Administraci&#xF3;n.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;d) Excedencia por raz&#xF3;n de violencia de g&#xE9;nero o de violencia sexual&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Puede solicitarse sin necesidad de tiempo m&#xED;nimo de servicios previos ni permanencia&lt;/p&gt;&#xD;
&lt;p&gt;obligatoria.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Durante los seis primeros meses se mantiene la reserva del puesto de trabajo, y el tiempo&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;se computa para antig&#xFC;edad, carrera y Seguridad Social.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Si lo requieren las actuaciones judiciales, este plazo puede prorrogarse por tres meses&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;adicionales, hasta un m&#xE1;ximo de dieciocho meses, con los mismos efectos.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; En caso de violencia de g&#xE9;nero, el Plan Concilia de Arag&#xF3;n establece durante los seis&lt;/p&gt;&#xD;
&lt;p&gt;primeros meses la percepci&#xF3;n de las retribuciones fijas &#xED;ntegras y, en su caso, las prestaciones familiares por hijo a cargo. En caso de violencia sexual, durante los dos primeros meses se tiene derecho a percibir las retribuciones &#xED;ntegras y, en su caso, las prestaciones familiares por hijo a cargo.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;e) Excedencia por raz&#xF3;n de violencia terrorista&lt;/h3&gt;&#xD;
&lt;p&gt;Los funcionarios que hayan sufrido da&#xF1;os f&#xED;sicos o ps&#xED;quicos como consecuencia de la actividad terrorista, as&#xED; como quienes se encuentren amenazados en los t&#xE9;rminos legalmente establecidos, previo reconocimiento del Ministerio del Interior o mediante sentencia judicial firme, tienen derecho a disfrutar de un per&#xED;odo de excedencia en las mismas condiciones que las v&#xED;ctimas de violencia de g&#xE9;nero o de violencia sexual.&lt;/p&gt;&#xD;
&lt;p&gt;Esta excedencia se mantendr&#xE1; durante el tiempo que resulte necesario para garantizar la protecci&#xF3;n y asistencia social integral de la persona afectada.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Suspensi&#xF3;n de funciones&lt;/h3&gt;&#xD;
&lt;p&gt;La suspensi&#xF3;n de funciones supone que el funcionario queda privado, durante el tiempo que dure esta situaci&#xF3;n, del ejercicio de sus funciones y de todos los derechos inherentes a su condici&#xF3;n.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Si la suspensi&#xF3;n excede de seis meses, implica la p&#xE9;rdida del puesto de trabajo.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Puede imponerse de forma firme en dos supuestos:&lt;/p&gt;&#xD;
&lt;p&gt;o En virtud de una sentencia judicial en causa criminal.&lt;/p&gt;&#xD;
&lt;p&gt;o Como consecuencia de una sanci&#xF3;n disciplinaria, que no podr&#xE1; superar los seis a&#xF1;os.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Durante este tiempo, el funcionario no podr&#xE1; prestar servicios en ninguna Administraci&#xF3;n&lt;/p&gt;&#xD;
&lt;p&gt;P&#xFA;blica ni en organismos, agencias o entidades de derecho p&#xFA;blico vinculadas a ellas.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Suspensi&#xF3;n provisional&lt;/h3&gt;&#xD;
&lt;p&gt;La suspensi&#xF3;n puede acordarse tambi&#xE9;n con car&#xE1;cter provisional durante la tramitaci&#xF3;n de un procedimiento judicial o de un expediente disciplinario.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Su duraci&#xF3;n m&#xE1;xima es de seis meses, salvo que el procedimiento se paralice por causa&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;imputable al funcionario.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; En el caso de procesos judiciales, la suspensi&#xF3;n se mantendr&#xE1; durante el tiempo de la prisi&#xF3;n&lt;/p&gt;&#xD;
&lt;p&gt;provisional u otras medidas judiciales que impidan desempe&#xF1;ar el puesto. En este supuesto, aunque se prolongue m&#xE1;s de seis meses, no conlleva la p&#xE9;rdida del puesto de trabajo.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Durante la suspensi&#xF3;n provisional el funcionario tiene derecho a percibir las retribuciones&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;b&#xE1;sicas y, en su caso, las prestaciones familiares por hijo a cargo.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Conversi&#xF3;n en suspensi&#xF3;n firme&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Si la suspensi&#xF3;n provisional pasa a ser firme, el funcionario debe devolver las cantidades&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;percibidas durante el per&#xED;odo provisional.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Si la suspensi&#xF3;n provisional no se convierte en definitiva, la Administraci&#xF3;n deber&#xE1; abonar al&lt;/p&gt;&#xD;
&lt;p&gt;funcionario la diferencia entre lo percibido y lo que le hubiera correspondido de haber permanecido en servicio activo.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; El tiempo de suspensi&#xF3;n provisional se computa para el cumplimiento de una suspensi&#xF3;n&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;firme.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Reincorporaci&#xF3;n&lt;/h3&gt;&#xD;
&lt;p&gt;Cuando la suspensi&#xF3;n no se declara firme, el funcionario tiene derecho a la reincorporaci&#xF3;n inmediata a su puesto de trabajo, con el reconocimiento de todos sus derechos econ&#xF3;micos y profesionales desde la fecha de suspensi&#xF3;n.&lt;/p&gt;&#xD;
&lt;p&gt;Finalmente, las Leyes de Funci&#xF3;n P&#xFA;blica que se dicten en desarrollo del Estatuto podr&#xE1;n regular otras situaciones administrativas de los funcionarios de carrera en circunstancias espec&#xED;ficas.&lt;/p&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 6" class="c26-static-readable" data-c26-static-chapter="5" id="c26-text-cap06"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;El concurso de traslados es el procedimiento que permite a los docentes funcionarios de carrera obtener o cambiar de destino. Est&#xE1; regulado por el Real Decreto 1364/2010, de 29 de octubre, modificado por el Real Decreto 677/2024, de 16 de julio (BOE de 30/10/2010 y 17/07/2024).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Primera participaci&#xF3;n&lt;/h3&gt;&#xD;
&lt;p&gt;Los funcionarios en pr&#xE1;cticas est&#xE1;n obligados a participar en el concurso de traslados durante el mismo curso en el que realizan la fase de pr&#xE1;cticas, con el fin de obtener su primer destino definitivo. La toma de posesi&#xF3;n del destino que, en su caso, se obtenga queda condicionada a la superaci&#xF3;n de dicha fase.&lt;/p&gt;&#xD;
&lt;p&gt;La convocatoria suele publicarse entre finales de octubre y noviembre y se tramita a trav&#xE9;s de la aplicaci&#xF3;n PADDOC, presentando la solicitud junto con un listado de centros ordenados por preferencia.&lt;/p&gt;&#xD;
&lt;p&gt;En esta primera participaci&#xF3;n no se aplica el baremo ordinario de m&#xE9;ritos. La adjudicaci&#xF3;n se realiza teniendo en cuenta el orden en el que los aspirantes figuran en su nombramiento como funcionarios en pr&#xE1;cticas y las preferencias de destinos consignadas en su solicitud.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Aportaci&#xF3;n de m&#xE9;ritos&lt;/h3&gt;&#xD;
&lt;p&gt;A partir de la segunda participaci&#xF3;n ya es posible presentar m&#xE9;ritos. Algunos de los que ya se hubieran aportado previamente (por ejemplo, los relativos a la formaci&#xF3;n acad&#xE9;mica o permanente) contin&#xFA;an siendo v&#xE1;lidos.&lt;/p&gt;&#xD;
&lt;p&gt;La antig&#xFC;edad en el cuerpo se valora por los servicios efectivos prestados como personal funcionario en el cuerpo correspondiente, incluidos los servicios prestados como funcionario/a interino/a conforme al baremo vigente.&lt;/p&gt;&#xD;
&lt;p&gt;La antig&#xFC;edad en el centro, en cambio, se rige por las reglas espec&#xED;ficas previstas para los servicios prestados como funcionario de carrera.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Los m&#xE9;ritos se valoran siguiendo un baremo detallado:&lt;/h3&gt;&#xD;
&lt;p&gt;1. Antig&#xFC;edad&lt;/p&gt;&#xD;
&lt;p&gt;o Antig&#xFC;edad en el centro.&lt;/p&gt;&#xD;
&lt;p&gt;o Antig&#xFC;edad en el cuerpo.&lt;/p&gt;&#xD;
&lt;p&gt;o Antig&#xFC;edad en los cuerpos de Catedr&#xE1;ticos de Ense&#xF1;anza Secundaria, de Escuelas Oficiales&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;de Idiomas y de Artes Pl&#xE1;sticas y Dise&#xF1;o.&lt;/h3&gt;&#xD;
&lt;p&gt;2. Pertenencia a los Cuerpos de Catedr&#xE1;ticos.&lt;/p&gt;&#xD;
&lt;p&gt;3. M&#xE9;ritos acad&#xE9;micos (m&#xE1;ximo 10 puntos):&lt;/p&gt;&#xD;
&lt;p&gt;o Doctorado, posgrados y premios extraordinarios.&lt;/p&gt;&#xD;
&lt;p&gt;o Otras titulaciones de nivel superior.&lt;/p&gt;&#xD;
&lt;p&gt;o Titulaciones oficiales de FP, ense&#xF1;anzas profesionales art&#xED;sticas, deportivas y de idiomas.&lt;/p&gt;&#xD;
&lt;p&gt;4. Desempe&#xF1;o de cargos directivos y otras funciones (m&#xE1;ximo 30 puntos).&lt;/p&gt;&#xD;
&lt;p&gt;5. Formaci&#xF3;n y perfeccionamiento (m&#xE1;ximo 15 puntos).&lt;/p&gt;&#xD;
&lt;p&gt;o Entre otros m&#xE9;ritos, se valoran las actividades de formaci&#xF3;n, la acreditaci&#xF3;n de la&lt;/p&gt;&#xD;
&lt;p&gt;competencia digital docente y determinados certificados de conocimiento de lenguas extranjeras.&lt;/p&gt;&#xD;
&lt;p&gt;6. Otros m&#xE9;ritos (m&#xE1;ximo 15 puntos).&lt;/p&gt;&#xD;
&lt;p&gt;o Entre ellos puede valorarse la tutorizaci&#xF3;n de la fase de pr&#xE1;cticas de los funcionarios&lt;/p&gt;&#xD;
&lt;p&gt;seleccionados en procedimientos de ingreso cuando se haya realizado desde el curso 2023/2024.&lt;/p&gt;&#xD;
&lt;p&gt;De esta manera, el concurso reconoce tanto la experiencia profesional como la formaci&#xF3;n y el desarrollo acad&#xE9;mico del funcionario.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Concursos sucesivos&lt;/h3&gt;&#xD;
&lt;p&gt;Mientras no se haya obtenido un destino definitivo, el funcionario de carrera est&#xE1; obligado a participar en los concursos de traslados que correspondan. Una vez obtenido un destino definitivo, para volver a participar voluntariamente deben haber transcurrido al menos dos a&#xF1;os desde la toma de posesi&#xF3;n de ese destino, computados al finalizar el curso escolar en el que se realiza la convocatoria.&lt;/p&gt;&#xD;
&lt;p&gt;Los concursos de traslados de &#xE1;mbito estatal se convocan con car&#xE1;cter bienal. En los cursos en los que no se celebra concurso estatal, las Administraciones educativas pueden convocar procedimientos de provisi&#xF3;n de &#xE1;mbito auton&#xF3;mico.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Conservaci&#xF3;n de m&#xE9;ritos&lt;/h3&gt;&#xD;
&lt;p&gt;Al cambiar de destino se mantienen los m&#xE9;ritos personales ya adquiridos, como la antig&#xFC;edad en el cuerpo, los cargos y funciones desempe&#xF1;ados, los m&#xE9;ritos acad&#xE9;micos o la formaci&#xF3;n. Sin embargo, las puntuaciones vinculadas a la permanencia en un determinado centro, a la situaci&#xF3;n de provisionalidad o al desempe&#xF1;o en puestos de especial dificultad est&#xE1;n sujetas a reglas espec&#xED;ficas de acumulaci&#xF3;n y c&#xF3;mputo.&lt;/p&gt;&#xD;
&lt;p&gt;Los destinos adjudicados en la resoluci&#xF3;n definitiva del concurso son irrenunciables. En la fase de adjudicaci&#xF3;n provisional, las respectivas convocatorias pueden establecer un plazo para renunciar a la participaci&#xF3;n antes de la resoluci&#xF3;n definitiva.&lt;/p&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 7" class="c26-static-readable" data-c26-static-chapter="6" id="c26-text-cap07"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;Las permutas son un procedimiento excepcional de provisi&#xF3;n de puestos de trabajo. En la pr&#xE1;ctica, permiten a dos funcionarios de carrera intercambiar voluntariamente sus destinos definitivos, previa autorizaci&#xF3;n administrativa. Su autorizaci&#xF3;n corresponde siempre a las Administraciones Educativas competentes.&lt;/p&gt;&#xD;
&lt;p&gt;Este procedimiento est&#xE1; regulado por el Real Decreto 1364/2010, de 29 de octubre, sobre concursos de traslados de &#xE1;mbito estatal, modificado por el Real Decreto 677/2024, de 16 de julio (BOE de 30/10/2010 y 17/07/2024).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Requisitos para solicitar una permuta&lt;/h3&gt;&#xD;
&lt;p&gt;Para que la solicitud sea admitida, ambos funcionarios de carrera (en situaci&#xF3;n de servicio activo) deben cumplir las siguientes condiciones:&lt;/p&gt;&#xD;
&lt;p&gt;1. Destino definitivo. Ambos deben ocupar con car&#xE1;cter definitivo las plazas que pretenden&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;permutar.&lt;/h3&gt;&#xD;
&lt;p&gt;2. Antig&#xFC;edad m&#xED;nima. Se exige haber prestado al menos dos a&#xF1;os de servicios efectivos con&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;car&#xE1;cter definitivo en las plazas objeto de permuta.&lt;/h3&gt;&#xD;
&lt;p&gt;3. Naturaleza del destino. Las plazas deben ser de igual naturaleza y corresponder a la misma&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;forma de provisi&#xF3;n.&lt;/h3&gt;&#xD;
&lt;p&gt;4. Trayectoria profesional similar. La diferencia en el n&#xFA;mero de a&#xF1;os de servicio entre los dos&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;funcionarios no puede ser superior a cinco a&#xF1;os.&lt;/h3&gt;&#xD;
&lt;p&gt;5. Informe favorable. Cada unidad administrativa de la que dependan las plazas debe emitir un&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;informe previo positivo.&lt;/h3&gt;&#xD;
&lt;p&gt;Cuando la permuta se plantea entre plazas que dependen de Administraciones educativas diferentes, ser&#xE1; imprescindible que ambas la autoricen de manera simult&#xE1;nea.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Limitaciones y efectos&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Tras la concesi&#xF3;n de una permuta, no podr&#xE1; autorizarse otra a ninguno de los implicados hasta&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;transcurridos diez a&#xF1;os.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; No podr&#xE1;n solicitar permuta los funcionarios a los que les falten menos de diez a&#xF1;os para la&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;jubilaci&#xF3;n legal.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Si en los dos a&#xF1;os siguientes a la permuta uno de los participantes solicita una excedencia o&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;la jubilaci&#xF3;n voluntaria, la permuta quedar&#xE1; sin efecto.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Quienes obtengan una permuta no podr&#xE1;n volver a participar en concursos de traslados hasta&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;que acrediten dos a&#xF1;os de servicios efectivos en la nueva plaza adjudicada.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Si durante la tramitaci&#xF3;n de un concurso de traslados se concede una permuta y&lt;/p&gt;&#xD;
&lt;p&gt;posteriormente se obtiene destino en ese mismo concurso, deber&#xE1; tomarse posesi&#xF3;n del destino adjudicado y quedar&#xE1; anulada la permuta concedida.&lt;/p&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 8" class="c26-static-readable" data-c26-static-chapter="7" id="c26-text-cap08"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;Los llamados puestos de especial dificultad son aquellos destinos docentes que, por sus caracter&#xED;sticas, requieren un esfuerzo adicional en su desempe&#xF1;o y, por tanto, cuentan con un reconocimiento espec&#xED;fico.&lt;/p&gt;&#xD;
&lt;p&gt;En Arag&#xF3;n, CSIF particip&#xF3; y apoy&#xF3;, junto con otras organizaciones sindicales, la actualizaci&#xF3;n y mejora de los criterios aplicables a los puestos de especial dificultad, acordada en la Mesa Sectorial de Educaci&#xF3;n de 7 de abril de 2017.&lt;/p&gt;&#xD;
&lt;p&gt;Posteriormente, en el a&#xF1;o 2022, tras la negociaci&#xF3;n desarrollada en la Mesa Sectorial de Educaci&#xF3;n, se incorporaron expresamente los puestos de los Centros Rurales Agrupados (CRA) entre los susceptibles de ser catalogados como de especial dificultad.&lt;/p&gt;&#xD;
&lt;p&gt;Esta modificaci&#xF3;n qued&#xF3; incorporada a la Orden ECD/1435/2017 mediante la Orden ECD/1371/2022, de 28 de septiembre. Cada curso escolar, la Administraci&#xF3;n publica mediante resoluci&#xF3;n la relaci&#xF3;n de puestos y centros docentes catalogados como de especial dificultad.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Normativa que los regula&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Orden ECD/1435/2017, de 12 de septiembre por la que se establecen los criterios para&lt;/p&gt;&#xD;
&lt;p&gt;determinar los puestos y centros p&#xFA;blicos docentes no universitarios susceptibles de ser catalogados como de especial dificultad en la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 02/10/2017).&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Real Decreto 1364/2010, de 29 de octubre, sobre concursos de traslados de &#xE1;mbito estatal,&lt;/p&gt;&#xD;
&lt;p&gt;modificado por el Real Decreto 677/2024, de 16 de julio (BOE de 30/10/2010 y 17/07/2024).&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Orden ECD/621/2018, de 3 de abril, por la que se modifica el anexo de la Orden&lt;/p&gt;&#xD;
&lt;p&gt;ECD/276/2016, de 4 de abril, por la que se establece el baremo de las listas de espera para la provisi&#xF3;n de puestos de trabajo en r&#xE9;gimen de interinidad de los cuerpos docentes no universitarios (BOA 26/04/2018).&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Orden ECD/276/2016, de 4 de abril, por la que se establece el baremo de las listas de espera&lt;/p&gt;&#xD;
&lt;p&gt;para la provisi&#xF3;n de puestos de trabajo en r&#xE9;gimen de interinidad de los cuerpos docentes no universitarios (BOA 07/04/2016).&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Orden ECD/1083/2018, de 1 de junio, por la que se modifica el anexo de la Orden&lt;/p&gt;&#xD;
&lt;p&gt;ECD/276/2016, de 4 de abril, por la que se establece el baremo de las listas de espera para la provisi&#xF3;n de puestos de trabajo en r&#xE9;gimen de interinidad de los cuerpos docentes no universitarios (BOA 27/06/2018).&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Orden ECD/1370/2022, de 28 de septiembre, por la que se modifica el anexo de la Orden&lt;/p&gt;&#xD;
&lt;p&gt;ECD/276/2016, de 4 de abril, por la que se establece el baremo de las listas de espera para la provisi&#xF3;n de puestos de trabajo en r&#xE9;gimen de interinidad de los cuerpos docentes no universitarios (BOA 05/10/2022).&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Orden ECD/1371/2022, de 28 de septiembre, por la que se modifica la Orden ECD/1435/2017,&lt;/p&gt;&#xD;
&lt;p&gt;de 12 de septiembre, por la que se establecen los criterios para determinar los puestos y centros p&#xFA;blicos docentes no universitarios susceptibles de ser catalogados como de especial dificultad en la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 05/10/2022).&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Resoluci&#xF3;n de la Directora General de Personal, del Departamento de Educaci&#xF3;n, Ciencia y&lt;/p&gt;&#xD;
&lt;p&gt;Universidades, por la que se publican los puestos y centros docentes no universitarios catalogados como de especial dificultad en la Comunidad Aut&#xF3;noma de Arag&#xF3;n para el curso 2026-2027.&lt;/p&gt;&#xD;
&lt;p&gt;o Listado de puestos curso 2026-2027&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Criterios para la calificaci&#xF3;n&lt;/h3&gt;&#xD;
&lt;p&gt;La normativa establece una serie de criterios que determinan qu&#xE9; puestos docentes se consideran de especial dificultad. Estos criterios recogen situaciones en las que la labor del profesorado exige un esfuerzo a&#xF1;adido por las caracter&#xED;sticas del alumnado, del centro o de las condiciones de trabajo.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Criterios principales&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;a) Puestos en aulas ubicadas en Centros de Menores.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;b) Puestos en aulas habilitadas en Centros Penitenciarios.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;c) Puestos en aulas de atenci&#xF3;n hospitalaria y de atenci&#xF3;n educativa domiciliaria.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;d) Puestos ubicados en Centros de Educaci&#xF3;n Especial.&lt;/h3&gt;&#xD;
&lt;p&gt;e) Puestos de centros ordinarios con alguna unidad de Educaci&#xF3;n Especial, siempre que&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;supongan atenci&#xF3;n directa al alumnado de dichas unidades.&lt;/h3&gt;&#xD;
&lt;p&gt;f) Puestos en centros de escolarizaci&#xF3;n preferente, con atenci&#xF3;n directa a determinados&lt;/p&gt;&#xD;
&lt;p&gt;colectivos de alumnado: &#x2022; Alumnado con trastorno del espectro autista (TEA) en aulas de atenci&#xF3;n preferente de&lt;/p&gt;&#xD;
&lt;p&gt;alumnado con autismo, cuando al menos un tercio de los periodos lectivos semanales se dedique al alumnado incluido en dicho programa. &#x2022; Equipos especializados de orientaci&#xF3;n educativa en discapacidad f&#xED;sica, motora y org&#xE1;nica. &#x2022; Puestos en aulas de atenci&#xF3;n preferente para alumnado con discapacidad auditiva. &#x2022; Puestos en el Centro de D&#xED;a Infanto-Juvenil.&lt;/p&gt;&#xD;
&lt;p&gt;g) Puestos en centros donde se haya suspendido el r&#xE9;gimen ordinario de provisi&#xF3;n a trav&#xE9;s del&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;concurso general de traslados.&lt;/h3&gt;&#xD;
&lt;p&gt;h) Puestos incluidos en el Programa de Promoci&#xF3;n para la permanencia en el sistema educativo,&lt;/p&gt;&#xD;
&lt;p&gt;cuando al menos un tercio del horario lectivo se dedique al alumnado de este programa.&lt;/p&gt;&#xD;
&lt;p&gt;i) Puestos itinerantes y puestos que comparten centros, siempre que la itinerancia o la&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;compartici&#xF3;n se realicen en localidades diferentes.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;j) Puestos que cumplan alguno de los siguientes requisitos:&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Centros de Infantil y Primaria de 2 y 3 unidades situados a m&#xE1;s de 45 km de una poblaci&#xF3;n&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;de m&#xE1;s de 5.000 habitantes.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Puestos en escuelas unitarias.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Puestos en centros o secciones aisladas y de dif&#xED;cil acceso.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Puestos en CEIP de 2 y 3 unidades que tengan al menos 5 niveles diferentes.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Puestos en Centros Rurales Agrupados (CRA).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Condici&#xF3;n general&lt;/h3&gt;&#xD;
&lt;p&gt;En todos los supuestos, para que el tiempo trabajado sea valorado como m&#xE9;rito, debe existir desempe&#xF1;o efectivo del puesto.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;&#xC1;mbito de aplicaci&#xF3;n&lt;/h3&gt;&#xD;
&lt;p&gt;Los criterios de especial dificultad se aplican de forma distinta seg&#xFA;n el colectivo docente al que pertenezcas:&lt;/p&gt;&#xD;
&lt;p&gt;a) Funcionariado de carrera: el desempe&#xF1;o en puestos de especial dificultad se valorar&#xE1; como&lt;/p&gt;&#xD;
&lt;p&gt;m&#xE9;rito en los concursos de traslados, siguiendo lo establecido en la normativa reguladora de dichos concursos.&lt;/p&gt;&#xD;
&lt;p&gt;En el baremo vigente del concurso de traslados se valoran con 4 puntos por cada a&#xF1;o de servicios prestados como funcionario/a de carrera en una plaza, puesto o centro que tuviera la calificaci&#xF3;n de especial dificultad en el momento de prestar esos servicios. Las fracciones de a&#xF1;o se computan a raz&#xF3;n de 0,3333 puntos por cada mes completo.&lt;/p&gt;&#xD;
&lt;p&gt;b) Funcionariado interino: la valoraci&#xF3;n se realizar&#xE1; conforme a lo que disponga la normativa&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;espec&#xED;fica sobre el personal docente interino no universitario de Arag&#xF3;n.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Seguimiento y actualizaci&#xF3;n&lt;/h3&gt;&#xD;
&lt;p&gt;Cada curso, la Administraci&#xF3;n publica mediante resoluci&#xF3;n la relaci&#xF3;n de puestos y centros catalogados como de especial dificultad. CSIF participa en el seguimiento y negociaci&#xF3;n de esta materia, defendiendo la actualizaci&#xF3;n de los criterios y el reconocimiento del esfuerzo a&#xF1;adido que supone el desempe&#xF1;o de estos destinos.&lt;/p&gt;&#xD;
&lt;p&gt;Puedes acceder a la informaci&#xF3;n actualizada sobre los puestos de especial dificultad a trav&#xE9;s de la web oficial de Educarag&#xF3;n.&lt;/p&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 9" class="c26-static-readable" data-c26-static-chapter="8" id="c26-text-cap09"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;Las comisiones de servicios permiten al funcionariado de carrera desempe&#xF1;ar temporalmente un puesto distinto de su destino definitivo. En Arag&#xF3;n existen diferentes modalidades y convocatorias espec&#xED;ficas, cuyos requisitos y plazos pueden variar cada curso. Entre las m&#xE1;s relevantes para el personal docente se encuentran el concursillo y las comisiones de servicios por motivos humanitarios.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Concursillo&lt;/h3&gt;&#xD;
&lt;p&gt;El concursillo es un procedimiento auton&#xF3;mico que permite al personal funcionario de carrera con destino definitivo ocupar temporalmente, en comisi&#xF3;n de servicios, una vacante en una localidad o municipio de Arag&#xF3;n distinto de aquel en el que tiene su destino definitivo.&lt;/p&gt;&#xD;
&lt;p&gt;Sus requisitos, procedimiento de participaci&#xF3;n y condiciones de permanencia se establecen en la convocatoria que publica la Administraci&#xF3;n cada curso.&lt;/p&gt;&#xD;
&lt;p&gt;Este mecanismo tiene su origen en el Acuerdo para la mejora de las condiciones de provisi&#xF3;n y desempe&#xF1;o de puestos docentes, firmado en la Mesa Sectorial de Educaci&#xF3;n el 8 de octubre de 2004. En 2022, CSIF consigui&#xF3;, junto con las organizaciones firmantes, nuevas mejoras: la carencia inicial para solicitar el concursillo se redujo de tres a dos a&#xF1;os y el periodo m&#xE1;ximo de disfrute se ampli&#xF3; de dos a tres cursos.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;&#xBF;C&#xF3;mo se solicita?&lt;/h3&gt;&#xD;
&lt;p&gt;La solicitud se realiza a trav&#xE9;s de la aplicaci&#xF3;n PADDOC, una vez publicada la convocatoria, en los plazos que se establezcan para cada curso escolar.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Requisitos principales&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Para poder participar en el concursillo, debes:&lt;/h3&gt;&#xD;
&lt;p&gt;1. Estar en situaci&#xF3;n de servicio activo o en alguna de las situaciones expresamente&lt;/p&gt;&#xD;
&lt;p&gt;compatibles con la comisi&#xF3;n de servicios (por ejemplo, durante las excedencias por cuidado de hijos o familiares, o en los seis primeros meses de excedencia por violencia de g&#xE9;nero).&lt;/p&gt;&#xD;
&lt;p&gt;2. Tener destino definitivo en un centro p&#xFA;blico de ense&#xF1;anza no universitaria dependiente del&lt;/p&gt;&#xD;
&lt;p&gt;Departamento competente en materia de educaci&#xF3;n del Gobierno de Arag&#xF3;n y haber prestado servicios efectivos de docencia directa y continua en el centro de destino durante los dos cursos anteriores. La convocatoria establece determinados supuestos que se consideran servicios efectivos y algunas excepciones a este requisito.&lt;/p&gt;&#xD;
&lt;p&gt;3. Adem&#xE1;s, la convocatoria establece otras condiciones, entre ellas no haber obtenido otra&lt;/p&gt;&#xD;
&lt;p&gt;comisi&#xF3;n de servicios incompatible, no estar incurso/a en un procedimiento disciplinario, no disfrutar de una licencia por estudios, no continuar en un cargo de direcci&#xF3;n durante el curso solicitado y no haber obtenido otro destino para el curso siguiente mediante concurso de traslados.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Elecci&#xF3;n de centro&lt;/h3&gt;&#xD;
&lt;p&gt;Una vez publicados los listados definitivos de personas admitidas, quienes deseen obtener una comisi&#xF3;n participan en el acto de elecci&#xF3;n de vacantes de inicio de curso a trav&#xE9;s de PADDOC. Las vacantes se solicitan por orden de preferencia y &#xFA;nicamente pueden adjudicarse aquellas que hayan sido solicitadas.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Duraci&#xF3;n&lt;/h3&gt;&#xD;
&lt;p&gt;Quien obtiene por primera vez una plaza mediante concursillo puede permanecer en esta situaci&#xF3;n durante un m&#xE1;ximo de tres cursos, pero debe participar nuevamente en el procedimiento cada a&#xF1;o.&lt;/p&gt;&#xD;
&lt;p&gt;Quienes ya obtuvieron destino por concursillo en el curso anterior mantienen su orden de prelaci&#xF3;n y tienen preferencia sobre quienes participan por primera vez. Si se ofertan vacantes obligatorias de su cuerpo y especialidad en el mismo centro en el que prestaron servicio el curso anterior, deber&#xE1;n solicitarlas en primer lugar.&lt;/p&gt;&#xD;
&lt;p&gt;Una vez disfrutados tres cursos continuados de concursillo, deber&#xE1;n transcurrir dos cursos escolares antes de poder volver a participar por este mismo sistema.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;&#xBF;Y si presento la solicitud, pero luego no participo en la elecci&#xF3;n?&lt;/h3&gt;&#xD;
&lt;p&gt;Si participas por primera vez y finalmente no solicitas ninguna vacante, no obtendr&#xE1;s comisi&#xF3;n de servicios y continuar&#xE1;s en tu destino definitivo. Sin embargo, si ya has disfrutado del concursillo y no participas para continuar o no solicitas vacantes en el procedimiento de&lt;/p&gt;&#xD;
&lt;p&gt;adjudicaci&#xF3;n, puede impedirse una nueva participaci&#xF3;n durante los dos cursos escolares siguientes, de acuerdo con lo establecido en la convocatoria.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Comisiones de servicio por motivos humanitarios&lt;/h3&gt;&#xD;
&lt;p&gt;Las comisiones de servicio por motivos humanitarios est&#xE1;n reguladas en el Decreto 20/2000, de 18 de enero, del Gobierno de Arag&#xF3;n (BOA de 2 de febrero de 2000). Se trata de un procedimiento espec&#xED;fico pensado para atender situaciones personales de especial dificultad.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;&#xBF;Qui&#xE9;n puede solicitarlas?&lt;/h3&gt;&#xD;
&lt;p&gt;Pueden solicitar estas comisiones de servicio los funcionarios de carrera docentes no universitarios de Arag&#xF3;n que est&#xE9;n afectados por una notoria merma de sus facultades f&#xED;sicas, ps&#xED;quicas o sensoriales, siempre que dicha situaci&#xF3;n dificulte el desempe&#xF1;o de las tareas propias de su cuerpo en la plaza que ocupan y no sea susceptible de incapacidad permanente.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Duraci&#xF3;n&lt;/h3&gt;&#xD;
&lt;p&gt;Las comisiones de servicio por motivos humanitarios tienen una duraci&#xF3;n anual, con posibilidad de pr&#xF3;rroga en caso necesario si persisten las circunstancias que justificaron su concesi&#xF3;n.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Plazos de solicitud&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; El plazo ordinario de presentaci&#xF3;n de solicitudes se abre el 1 de febrero y finaliza el 30 de abril&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;de cada a&#xF1;o.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; De forma excepcional, pueden admitirse solicitudes presentadas fuera de plazo cuando&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;concurran las circunstancias previstas en el Decreto 20/2000.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Valoraci&#xF3;n&lt;/h3&gt;&#xD;
&lt;p&gt;Todas las solicitudes son estudiadas por una Comisi&#xF3;n de Valoraci&#xF3;n, que emite un informe sobre la procedencia o no de la concesi&#xF3;n.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Documentaci&#xF3;n a presentar en las comisiones de servicio por motivos humanitarios&lt;/h3&gt;&#xD;
&lt;p&gt;Para solicitar una comisi&#xF3;n de servicios por motivos humanitarios es obligatorio presentar el modelo oficial de solicitud debidamente cumplimentado y acompa&#xF1;arlo de la documentaci&#xF3;n que justifique las circunstancias alegadas. La solicitud puede presentarse en cualquier registro oficial o a trav&#xE9;s del Registro Electr&#xF3;nico General del Gobierno de Arag&#xF3;n. La Comisi&#xF3;n de Valoraci&#xF3;n puede solicitar posteriormente la documentaci&#xF3;n, informes o actuaciones adicionales que considere necesarios para valorar el caso.&lt;/p&gt;&#xD;
&lt;p&gt;Adem&#xE1;s del concursillo y las comisiones por motivos humanitarios, el Departamento convoca cada curso otras comisiones de servicios para puestos, programas y funciones espec&#xED;ficas. Estas convocatorias, as&#xED; como sus renovaciones, requisitos y plazos, se publican en Educarag&#xF3;n y se gestionan a trav&#xE9;s de PADDOC.&lt;/p&gt;&#xD;
&lt;p&gt;No debe confundirse la comisi&#xF3;n de servicios por motivos humanitarios con el procedimiento de adaptaci&#xF3;n del puesto de trabajo por motivos de salud. Cuando lo que se necesita es adaptar las condiciones del propio puesto por razones de salud, la Administraci&#xF3;n remite al&lt;/p&gt;&#xD;
&lt;p&gt;procedimiento espec&#xED;fico de adaptaci&#xF3;n regulado por la Orden de 5 de febrero de 2010, modificada por la Orden de 28 de mayo de 2010 (BOA 22/06/2010).&lt;/p&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 10" class="c26-static-readable" data-c26-static-chapter="9" id="c26-text-cap10"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;El llamado &#x201C;a&#xF1;o sab&#xE1;tico&#x201D; es un r&#xE9;gimen especial que permite a los funcionarios de carrera docentes de la DGA disfrutar de un curso escolar completo sin prestaci&#xF3;n de servicios, pero con retribuci&#xF3;n parcial.&lt;/p&gt;&#xD;
&lt;p&gt;Este r&#xE9;gimen tiene su origen en el Acuerdo de la Mesa Sectorial de Educaci&#xF3;n de 29 de junio de 2006, ratificado posteriormente por el Gobierno de Arag&#xF3;n. Su regulaci&#xF3;n actual se encuentra en la ORDEN ECD/401/2022, de 21 de marzo (BOA 08/04/2022), que incorpor&#xF3; las modificaciones acordadas en la Mesa Sectorial de Educaci&#xF3;n de 5 de mayo de 2021, entre ellas la reducci&#xF3;n a 10 a&#xF1;os del periodo de servicios exigido para poder solicitarlo.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Caracter&#xED;sticas principales&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; El r&#xE9;gimen ordinario comprende cinco cursos escolares consecutivos: durante los cuatro&lt;/p&gt;&#xD;
&lt;p&gt;primeros se presta servicio y en el quinto se disfruta la licencia sin prestaci&#xF3;n de servicios. Durante estos cinco cursos se percibe el 84 % de las retribuciones correspondientes a la jornada completa. &#x2022; Es posible solicitar que el disfrute de la licencia se traslade al sexto curso. En ese caso, durante&lt;/p&gt;&#xD;
&lt;p&gt;el quinto curso se contin&#xFA;a prestando servicio y se percibe el 100 % de las retribuciones, disfrut&#xE1;ndose la licencia en el sexto curso. &#x2022; Durante el curso de disfrute de la licencia se permanece en situaci&#xF3;n de servicio activo, se&lt;/p&gt;&#xD;
&lt;p&gt;conserva la reserva del destino definitivo y el tiempo computa a todos los efectos, salvo para la consolidaci&#xF3;n del complemento de director/a. &#x2022; El n&#xFA;mero de licencias se determina cada curso. Para el curso 2026/27 se han fijado&lt;/p&gt;&#xD;
&lt;p&gt;inicialmente 80 licencias, ampliables si el n&#xFA;mero de solicitantes que cumplen los requisitos supera dicha cifra. &#x2022; El r&#xE9;gimen es compatible, en los t&#xE9;rminos establecidos en la normativa, con otros permisos,&lt;/p&gt;&#xD;
&lt;p&gt;licencias, reducciones de jornada y determinadas situaciones de excedencia. Cuando estas situaciones impliquen una reducci&#xF3;n de retribuciones, se realizan los correspondientes ajustes en las cantidades a percibir.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Requisitos&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Para poder acogerse al a&#xF1;o sab&#xE1;tico es necesario:&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Ser funcionario de carrera de un cuerpo docente no universitario.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Acreditar al menos 10 a&#xF1;os de servicio activo desempe&#xF1;ando puestos de trabajo en el &#xE1;mbito&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;de la ense&#xF1;anza no universitaria.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; No estar sometido a expediente disciplinario por falta grave o muy grave ni cumpliendo una&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;sanci&#xF3;n por estos motivos.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; No tener iniciado un expediente de incapacidad.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Que, a 31 de agosto del curso anterior al solicitado, resten m&#xE1;s de cinco a&#xF1;os para poder&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;acogerse a la jubilaci&#xF3;n.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Extinci&#xF3;n o renuncia&lt;/h3&gt;&#xD;
&lt;p&gt;El derecho al a&#xF1;o sab&#xE1;tico puede extinguirse por distintas circunstancias, entre ellas el pase a determinadas situaciones administrativas, el cambio de destino a otra Administraci&#xF3;n educativa, la jubilaci&#xF3;n por incapacidad, determinadas sanciones disciplinarias o el cese de la relaci&#xF3;n de servicio.&lt;/p&gt;&#xD;
&lt;p&gt;Tambi&#xE9;n es posible solicitar la renuncia durante los cursos anteriores al disfrute cuando concurran circunstancias sobrevenidas debidamente justificadas, como enfermedad grave, fallecimiento de familiares, determinadas excedencias, divorcio o separaci&#xF3;n, grave quebranto econ&#xF3;mico u otras situaciones excepcionales.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Solicitud y plazos&lt;/h3&gt;&#xD;
&lt;p&gt;El plazo de presentaci&#xF3;n de solicitudes est&#xE1; abierto, con car&#xE1;cter general, del 1 al 31 de mayo de cada a&#xF1;o.&lt;/p&gt;&#xD;
&lt;p&gt;Si la solicitud es aceptada, el r&#xE9;gimen comienza a producir efectos desde el inicio del curso escolar siguiente. Durante los cuatro primeros cursos se presta servicio y, con car&#xE1;cter general, la licencia sin prestaci&#xF3;n de servicios se disfruta en el quinto curso.&lt;/p&gt;&#xD;
&lt;p&gt;No es necesario aportar la hoja de servicios, ya que la Administraci&#xF3;n la incorpora de oficio al procedimiento.&lt;/p&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 11" class="c26-static-readable" data-c26-static-chapter="10" id="c26-text-cap11"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;El Departamento de Educaci&#xF3;n, Ciencia y Universidades del Gobierno de Arag&#xF3;n convoca anualmente un n&#xFA;mero determinado de licencias por estudios dirigidas al personal funcionario de carrera docente no universitario y al personal funcionario de carrera que desempe&#xF1;a la funci&#xF3;n inspectora en su &#xE1;mbito de gesti&#xF3;n.&lt;/p&gt;&#xD;
&lt;p&gt;Estas licencias no pueden solicitarse mientras se est&#xE1; realizando la fase de pr&#xE1;cticas. La convocatoria est&#xE1; dirigida al personal funcionario de carrera y exige, con car&#xE1;cter general, un m&#xED;nimo de cinco a&#xF1;os de servicios.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;En los &#xFA;ltimos a&#xF1;os, estas licencias han sido no retribuidas.&lt;/h3&gt;&#xD;
&lt;p&gt;CSIF contin&#xFA;a reclamando que las licencias por estudios vuelvan a ser retribuidas, como medida de apoyo a la formaci&#xF3;n, la investigaci&#xF3;n y la innovaci&#xF3;n educativa&lt;/p&gt;&#xD;
&lt;p&gt;Durante el disfrute de la licencia no se perciben retribuciones, pero se permanece en situaci&#xF3;n de servicio activo a todos los efectos.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Modalidades&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Existen dos modalidades, ambas con una duraci&#xF3;n de un curso completo:&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Modalidad A: para cursar estudios acad&#xE9;micos relacionados con el &#xE1;rea o especialidad que&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;imparta el solicitante.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Modalidad B: para desarrollar proyectos de investigaci&#xF3;n o de desarrollo curricular que&lt;/p&gt;&#xD;
&lt;p&gt;tengan una incidencia directa en la pr&#xE1;ctica docente y en la mejora de la calidad de la ense&#xF1;anza.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Convocatoria 2026/2027&lt;/h3&gt;&#xD;
&lt;p&gt;Seg&#xFA;n la Orden ECU/909/2026, de 9 de junio (BOA 24/06/2026), para el curso 2026-2027 se convocan hasta 50 licencias por estudios no retribuidas, distribuidas de la siguiente forma:&lt;/p&gt;&#xD;
&lt;p&gt;Curso 2026/2027 Modalidad A Modalidad B Total&lt;/p&gt;&#xD;
&lt;p&gt;Licencias 25 25 50 Requisitos&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Los requisitos principales para solicitarlas son:&lt;/h3&gt;&#xD;
&lt;p&gt;a) Estar en situaci&#xF3;n de servicio activo durante el curso 2025-2026 y permanecer en esa&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;situaci&#xF3;n en el curso 2026-2027.&lt;/h3&gt;&#xD;
&lt;p&gt;b) Haber prestado servicios ininterrumpidos desde el curso 2024-2025 en centros docentes&lt;/p&gt;&#xD;
&lt;p&gt;p&#xFA;blicos, en equipos de orientaci&#xF3;n educativa y psicopedag&#xF3;gica o en la Inspecci&#xF3;n de Educaci&#xF3;n bajo gesti&#xF3;n del Departamento. Se consideran tambi&#xE9;n como servicios ininterrumpidos las excedencias por cuidado de hijos o familiares y los seis primeros meses de excedencia por violencia de g&#xE9;nero, dentro del periodo en que exista reserva de puesto.&lt;/p&gt;&#xD;
&lt;p&gt;c) Acreditar al menos cinco a&#xF1;os de servicios prestados en el cuerpo docente, de los cuales un&lt;/p&gt;&#xD;
&lt;p&gt;m&#xED;nimo de tres deben corresponder al cuerpo en el que se trabaja en el curso de la solicitud.&lt;/p&gt;&#xD;
&lt;p&gt;d) No haber estado en adscripci&#xF3;n temporal en el exterior durante el curso 2025-2026, ni estarlo&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;en el curso 2026-2027.&lt;/h3&gt;&#xD;
&lt;p&gt;e) No haber resultado adjudicatario/a de una licencia por estudios en los &#xFA;ltimos cinco cursos,&lt;/p&gt;&#xD;
&lt;p&gt;salvo que, habi&#xE9;ndola obtenido, no se hubiera podido disfrutar en su totalidad por causas sobrevenidas no imputables a la persona interesada y admitidas por la Administraci&#xF3;n educativa.&lt;/p&gt;&#xD;
&lt;p&gt;f) No encontrarse en prolongaci&#xF3;n voluntaria del servicio activo tras la edad de jubilaci&#xF3;n.&lt;/p&gt;&#xD;
&lt;p&gt;g) No desempe&#xF1;ar un cargo de direcci&#xF3;n de centro p&#xFA;blico cuyo mandato contin&#xFA;e o comience&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;en el curso 2026-2027.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Solicitud y plazos&lt;/h3&gt;&#xD;
&lt;p&gt;La solicitud se presenta en el plazo establecido en cada convocatoria anual y se tramita por medios electr&#xF3;nicos.&lt;/p&gt;&#xD;
&lt;p&gt;Para el curso 2026-2027, el plazo estuvo abierto del 25 de junio al 8 de julio de 2026, ambos incluidos.&lt;/p&gt;&#xD;
&lt;p&gt;No es necesario aportar la hoja de servicios correspondiente a los datos que ya consten en los registros de la Administraci&#xF3;n, que se incorporan de oficio.&lt;/p&gt;&#xD;
&lt;p&gt;Junto con la solicitud debe presentarse la documentaci&#xF3;n y, seg&#xFA;n la modalidad, la memoria del estudio o proyecto exigida por la convocatoria.&lt;/p&gt;&#xD;
&lt;p&gt;Solo puede solicitarse una de las dos modalidades, A o B. Si se presentan varias solicitudes, &#xFA;nicamente se tendr&#xE1; en cuenta la &#xFA;ltima. La concesi&#xF3;n de una licencia por estudios supone, adem&#xE1;s, la renuncia a cualquier comisi&#xF3;n de servicios que resulte incompatible.&lt;/p&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 12" class="c26-static-readable" data-c26-static-chapter="11" id="c26-text-cap12"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;La acci&#xF3;n social es un sistema de prestaciones econ&#xF3;micas dirigido al personal docente no universitario de la DGA. Su marco general est&#xE1; regulado por el Decreto 169/2017, de 14 de noviembre (BOA 22/11/2017).&lt;/p&gt;&#xD;
&lt;p&gt;A fecha de cierre de este manual, la &#xFA;ltima convocatoria publicada es la recogida en la Orden ECD/1757/2025, de 27 de noviembre (BOA 16/12/2025), relativa a las ayudas de acci&#xF3;n social correspondientes a las contingencias producidas en el a&#xF1;o 2024.&lt;/p&gt;&#xD;
&lt;p&gt;El plazo de solicitudes estuvo abierto entre el 1 de enero y el 20 de febrero de 2026, y la tramitaci&#xF3;n se realiz&#xF3; exclusivamente de forma telem&#xE1;tica a trav&#xE9;s de PADDOC, con identificaci&#xF3;n mediante Cl@ve Permanente.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;La resoluci&#xF3;n provisional de esta convocatoria se public&#xF3; el 14 de abril de 2026.&lt;/h3&gt;&#xD;
&lt;p&gt;El personal docente de nuevo ingreso tambi&#xE9;n puede generar derecho a estas ayudas, siempre que re&#xFA;na los requisitos establecidos para la modalidad correspondiente. Con car&#xE1;cter general, la cuant&#xED;a se percibe proporcionalmente al tiempo de servicios efectivos prestados durante el a&#xF1;o.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Tipos de ayudas convocadas&lt;/h3&gt;&#xD;
&lt;p&gt;1. Hijos con discapacidad&lt;/p&gt;&#xD;
&lt;p&gt;o Ayuda general: 661 &#x20AC;/a&#xF1;o.&lt;/p&gt;&#xD;
&lt;p&gt;o En caso de atenci&#xF3;n especializada:&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; Discapacidad igual o inferior al 65 %: hasta 2.524 &#x20AC;/a&#xF1;o.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x25AA; Discapacidad superior al 65 %: hasta 3.966 &#x20AC;/a&#xF1;o.&lt;/p&gt;&#xD;
&lt;p&gt;o Incremento por desplazamiento para la atenci&#xF3;n: hasta 150 &#x20AC; adicionales.&lt;/p&gt;&#xD;
&lt;p&gt;2. Guarder&#xED;as&lt;/p&gt;&#xD;
&lt;p&gt;o Para hijos menores de tres a&#xF1;os escolarizados en centros infantiles o guarder&#xED;as.&lt;/p&gt;&#xD;
&lt;p&gt;o Cuant&#xED;a: 54 &#x20AC;/mes por hijo.&lt;/p&gt;&#xD;
&lt;p&gt;o M&#xE1;ximo: 540 &#x20AC;/a&#xF1;o por hijo (o 360 &#x20AC; si cumple los tres a&#xF1;os en ese ejercicio).&lt;/p&gt;&#xD;
&lt;p&gt;3. Estudios de hijos (a partir de 3 a&#xF1;os) y hu&#xE9;rfanos de empleados&lt;/p&gt;&#xD;
&lt;p&gt;o Escolarizaci&#xF3;n y estudios desde los 3 hasta los 24 a&#xF1;os (siempre que no cumpla 25 en el&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;a&#xF1;o de referencia).&lt;/h3&gt;&#xD;
&lt;p&gt;o Grupo 1: Infantil, Primaria, ESO, Bachillerato, Ed. Especial, Ciclos Formativos &#x2192; 125 &#x20AC;.&lt;/p&gt;&#xD;
&lt;p&gt;o Grupo 2: Estudios universitarios oficiales, cursos de adaptaci&#xF3;n, m&#xE1;steres oficiales y&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;doctorados &#x2192; 330 &#x20AC;.&lt;/h3&gt;&#xD;
&lt;p&gt;o Incremento: +250 &#x20AC; por residencia o desplazamiento a m&#xE1;s de 35 km del domicilio (salvo si&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;ya se percibe beca de transporte o residencia).&lt;/h3&gt;&#xD;
&lt;p&gt;4. Formaci&#xF3;n y desarrollo profesional del empleado. Para el propio docente, en estudios&lt;/p&gt;&#xD;
&lt;p&gt;oficiales o autorizados:&lt;/p&gt;&#xD;
&lt;p&gt;o Grupo 1: Ciclos formativos de Grado Superior, Artes Pl&#xE1;sticas, Dise&#xF1;o, Ense&#xF1;anzas&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Deportivas &#x2192; 90 &#x20AC;.&lt;/h3&gt;&#xD;
&lt;p&gt;o Grupo 2: T&#xED;tulos universitarios oficiales &#x2192; 70% del gasto, m&#xE1;x. 460 &#x20AC;.&lt;/p&gt;&#xD;
&lt;p&gt;o Grupo 3: Estudios propios en universidades p&#xFA;blicas &#x2192; 70% del gasto, m&#xE1;x. 150 &#x20AC;.&lt;/p&gt;&#xD;
&lt;p&gt;o Grupo 4: Idiomas en EOI o universidades p&#xFA;blicas &#x2192; 70% del gasto, m&#xE1;x. 40 &#x20AC;.&lt;/p&gt;&#xD;
&lt;p&gt;o Grupo 5: Ex&#xE1;menes de acreditaci&#xF3;n ling&#xFC;&#xED;stica &#x2192; 70% del gasto, m&#xE1;x. 40 &#x20AC;.&lt;/p&gt;&#xD;
&lt;p&gt;o Grupo 6: Acreditaci&#xF3;n de competencias profesionales (Agencia de Cualificaciones) &#x2192; 70%&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;del gasto, m&#xE1;x. 30 &#x20AC;.&lt;/h3&gt;&#xD;
&lt;p&gt;5. Gastos de sepelio&lt;/p&gt;&#xD;
&lt;p&gt;o Derivados del fallecimiento de un empleado de la DGA.&lt;/p&gt;&#xD;
&lt;p&gt;o Cuant&#xED;a: importe justificado del gasto, hasta 700 &#x20AC;.&lt;/p&gt;&#xD;
&lt;p&gt;6. Ayudas excepcionales&lt;/p&gt;&#xD;
&lt;p&gt;o Para situaciones extraordinarias e imprevisibles que supongan un quebranto econ&#xF3;mico&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;grave y no est&#xE9;n cubiertas por otros sistemas de protecci&#xF3;n.&lt;/h3&gt;&#xD;
&lt;p&gt;o Cuant&#xED;a: en funci&#xF3;n de la renta familiar, hasta un m&#xE1;ximo de 6.000 &#x20AC;.&lt;/p&gt;&#xD;
&lt;p&gt;Si el importe total de las ayudas supera la cuant&#xED;a disponible del Fondo de Acci&#xF3;n Social, se aplicar&#xE1; el &#xED;ndice de distribuci&#xF3;n previsto en la normativa para ajustar proporcionalmente las cantidades. Las ayudas por gastos de sepelio y las ayudas de car&#xE1;cter excepcional quedan excluidas de este &#xED;ndice y se abonan en la cuant&#xED;a que corresponda conforme a su regulaci&#xF3;n espec&#xED;fica.&lt;/p&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 13" class="c26-static-readable" data-c26-static-chapter="12" id="c26-text-cap13"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;Las condiciones de trabajo del profesorado itinerante y del profesorado que comparte centro en Arag&#xF3;n est&#xE1;n reguladas fundamentalmente por el Acuerdo de 29 de junio de 2006 de la Mesa Sectorial de Educaci&#xF3;n, firmado por CSIF, que establece medidas espec&#xED;ficas sobre desplazamientos, compensaciones horarias y compensaciones econ&#xF3;micas. El Acuerdo contin&#xFA;a vigente y la informaci&#xF3;n oficial se mantiene publicada en Educarag&#xF3;n.&lt;/p&gt;&#xD;
&lt;p&gt;En 2022 volvi&#xF3; a reunirse la Comisi&#xF3;n de Seguimiento del Acuerdo. En ella se abordaron distintas mejoras relacionadas con el c&#xE1;lculo de las compensaciones, las sedes y puntos kilom&#xE9;tricos, la actualizaci&#xF3;n de las cuant&#xED;as econ&#xF3;micas y la incorporaci&#xF3;n de otros colectivos no recogidos expresamente en el &#xE1;mbito inicial del Acuerdo, entre ellos miembros de los Equipos de Orientaci&#xF3;n Educativa y Psicopedag&#xF3;gica (EOEP).&lt;/p&gt;&#xD;
&lt;p&gt;CSIF contin&#xFA;a reclamando el cumplimiento &#xED;ntegro del Acuerdo de 2006 y su actualizaci&#xF3;n. En 2025 present&#xF3; una solicitud de nulidad de pleno derecho frente a la aplicaci&#xF3;n restrictiva de las reducciones horarias y, en 2026, ha vuelto a exigir la convocatoria de la Comisi&#xF3;n de Seguimiento para revisar tanto las compensaciones econ&#xF3;micas como las reducciones horarias.&lt;/p&gt;&#xD;
&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina 50 del manual CSIF, con elementos gr&#xE1;ficos y tablas originales" loading="lazy" 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"/&gt;&lt;figcaption&gt;Manual CSIF 2026&#x2013;2027 &#xB7; P&#xE1;gina 50 &#xB7; Reproducci&#xF3;n visual de tablas y gr&#xE1;ficos&lt;/figcaption&gt;&lt;/figure&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Compensaciones horarias lectivas&lt;/h3&gt;&#xD;
&lt;p&gt;El Acuerdo de 29 de junio de 2006 establece compensaciones horarias diferentes seg&#xFA;n el tipo de desplazamiento y, en el caso del profesorado singular itinerante que se desplaza entre distintas localidades, seg&#xFA;n los kil&#xF3;metros semanales recorridos.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Profesorado itinerante o compartido dentro de una misma localidad:&lt;/p&gt;&#xD;
&lt;p&gt;1 hora o periodo lectivo por cada centro distinto al de destino. &#x2022; Profesorado compartido que se desplaza entre centros de distintas localidades:&lt;/p&gt;&#xD;
&lt;p&gt;1 periodo lectivo por desplazamiento. Si la duraci&#xF3;n real del trayecto es superior a un periodo lectivo, se computar&#xE1; el tiempo efectivo de desplazamiento. &#x2022; Profesorado singular itinerante que se desplaza entre distintas localidades:&lt;/p&gt;&#xD;
&lt;p&gt;o Hasta 70 km &#x2192; 1 tarde o 2 horas.&lt;/p&gt;&#xD;
&lt;p&gt;o Hasta 210 km &#x2192; 3 tardes o 6 horas.&lt;/p&gt;&#xD;
&lt;p&gt;o Hasta 160 km &#x2192; 2 tardes o 4 horas.&lt;/p&gt;&#xD;
&lt;p&gt;o Hasta 240 km &#x2192; 3 tardes + 2 horas.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Compensaciones econ&#xF3;micas&lt;/h3&gt;&#xD;
&lt;p&gt;El personal incluido en el &#xE1;mbito del Acuerdo puede percibir dos conceptos econ&#xF3;micos diferentes relacionados con sus desplazamientos.&lt;/p&gt;&#xD;
&lt;p&gt;Por una parte, la indemnizaci&#xF3;n por utilizaci&#xF3;n de veh&#xED;culo particular en desplazamientos por raz&#xF3;n del servicio. A fecha de cierre de este manual, la cuant&#xED;a vigente es de 0,26 &#x20AC;/km para autom&#xF3;viles y 0,106 &#x20AC;/km para motocicletas. Estas cuant&#xED;as fueron establecidas por la Orden HFP/793/2023, de 12 de julio.&lt;/p&gt;&#xD;
&lt;p&gt;Por otra, el Acuerdo de itinerancias establece una compensaci&#xF3;n econ&#xF3;mica anual adicional en funci&#xF3;n de los kil&#xF3;metros semanales realizados. Educarag&#xF3;n mantiene como &#xFA;ltima actualizaci&#xF3;n publicada la correspondiente al curso 2022/2023, cuyas cantidades siguen siendo la referencia aplicada:&lt;/p&gt;&#xD;
&lt;p&gt;Km/semanales Cuant&#xED;a anual (&#x20AC;) Km./ semanales Cuant&#xED;a anual (&#x20AC;)&lt;/p&gt;&#xD;
&lt;p&gt;Hasta 30 km 117,29 &#x20AC; Hasta 150 km 585,13 &#x20AC;&lt;/p&gt;&#xD;
&lt;p&gt;Hasta 60 km 234,55 &#x20AC; Hasta 180 km 702,39 &#x20AC;&lt;/p&gt;&#xD;
&lt;p&gt;Hasta 90 km 350,53 &#x20AC; Hasta 210 km 819,68 &#x20AC;&lt;/p&gt;&#xD;
&lt;p&gt;Hasta 120 km 467,84 &#x20AC; M&#xE1;s de 210 km 936,96 &#x20AC;&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Estas cantidades son adicionales a la indemnizaci&#xF3;n por kilometraje.&lt;/h3&gt;&#xD;
&lt;p&gt;CSIF exige la revisi&#xF3;n urgente del Acuerdo de Itinerancias En 2026, CSIF ha reclamado la convocatoria urgente de la Comisi&#xF3;n de Seguimiento, el cumplimiento &#xED;ntegro de las compensaciones horarias pactadas y la actualizaci&#xF3;n de las indemnizaciones econ&#xF3;micas. En julio de 2026, CSIF exigi&#xF3; elevar la indemnizaci&#xF3;n por kilometraje desde los 0,26 &#x20AC;/km vigentes hasta, al menos, 0,30 &#x20AC;/km. Posteriormente, el proyecto de nueva regulaci&#xF3;n auton&#xF3;mica de las indemnizaciones por raz&#xF3;n del servicio incorpor&#xF3; una cuant&#xED;a de 0,30 &#x20AC;/km, a propuesta de CSIF frente a los 0,26 &#x20AC;/km inicialmente planteados por la Administraci&#xF3;n.&lt;/p&gt;&#xD;
&lt;p&gt;A fecha de cierre de este manual, esta nueva regulaci&#xF3;n todav&#xED;a no ha sido publicada en el BOA ni ha entrado en vigor, por lo que contin&#xFA;a siendo aplicable la cuant&#xED;a de 0,26 &#x20AC;/km.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;CSIF reclama tambi&#xE9;n el cumplimiento &#xED;ntegro de las reducciones horarias&lt;/h3&gt;&#xD;
&lt;p&gt;La aplicaci&#xF3;n de las reducciones horarias previstas para el profesorado itinerante es objeto de discrepancia entre CSIF y la Administraci&#xF3;n. Las instrucciones de organizaci&#xF3;n y funcionamiento de los &#xFA;ltimos cursos han establecido que, a efectos de reducci&#xF3;n lectiva, computan los desplazamientos desde y hasta la sede del CRA o desde otro punto establecido, pero no los realizados entre sesiones durante el periodo lectivo y de obligada permanencia. CSIF considera que esta interpretaci&#xF3;n restringe los derechos reconocidos en el Acuerdo de 2006 y, en octubre de 2025, present&#xF3; una solicitud de nulidad de pleno derecho, reclamando la restituci&#xF3;n &#xED;ntegra del Acuerdo en sus propios t&#xE9;rminos. En marzo de 2026 volvi&#xF3; a solicitar a la Administraci&#xF3;n la convocatoria urgente de su Comisi&#xF3;n de Seguimiento.&lt;/p&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 14" class="c26-static-readable" data-c26-static-chapter="13" id="c26-text-cap14"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;El personal docente incluido en el &#xE1;mbito de aplicaci&#xF3;n del Decreto 102/2022, de 29 de junio, del Gobierno de Arag&#xF3;n (BOA 12/07/2022), puede solicitar una compensaci&#xF3;n por los da&#xF1;os producidos en su veh&#xED;culo particular durante los desplazamientos realizados por raz&#xF3;n del servicio y dentro de la jornada de trabajo, siempre que dichos da&#xF1;os no est&#xE9;n cubiertos por otro sistema de aseguramiento o indemnizaci&#xF3;n.&lt;/p&gt;&#xD;
&lt;p&gt;Este r&#xE9;gimen se aplica, entre otros supuestos, al personal que presta servicios en dos o m&#xE1;s centros y se desplaza entre ellos durante la jornada, al profesorado itinerante y al personal docente cuyo desplazamiento habitual u ocasional fuera de su centro sea necesario por raz&#xF3;n del servicio. Tambi&#xE9;n puede aplicarse a los desplazamientos realizados para asistir a actividades formativas cuando estas tengan lugar dentro de la jornada laboral.&lt;/p&gt;&#xD;
&lt;p&gt;Quedan excluidos los da&#xF1;os producidos antes del inicio o una vez finalizada la jornada de trabajo &#x2014; incluidos, por tanto, los desplazamientos ordinarios entre el domicilio y el lugar de trabajo&#x2014;, las actividades formativas realizadas fuera de la jornada laboral y las aver&#xED;as mec&#xE1;nicas.&lt;/p&gt;&#xD;
&lt;p&gt;S&#xED; pueden ser objeto de compensaci&#xF3;n los da&#xF1;os producidos por causas meteorol&#xF3;gicas o mientras el veh&#xED;culo se encuentre estacionado, siempre que se cumplan los restantes requisitos establecidos en la normativa.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Plazo de solicitud&lt;/h3&gt;&#xD;
&lt;p&gt;La solicitud debe presentarse, en todo caso, a trav&#xE9;s del Registro Electr&#xF3;nico General de la Administraci&#xF3;n de la Comunidad Aut&#xF3;noma de Arag&#xF3;n, dirigida al &#xF3;rgano competente en materia de gesti&#xF3;n del personal docente no universitario. El plazo es de dos meses, contado a partir del d&#xED;a siguiente al del accidente.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Documentaci&#xF3;n necesaria&lt;/h3&gt;&#xD;
&lt;p&gt;La petici&#xF3;n debe ajustarse al modelo oficial y acompa&#xF1;arse de la siguiente documentaci&#xF3;n:&lt;/p&gt;&#xD;
&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina 52 del manual CSIF, con elementos gr&#xE1;ficos y tablas originales" loading="lazy" 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tzU4QrKrOPSUrX8GMYAZ4qevhBQHMt+N9lVwHuHKIrFnFJpswbUjuwGzWCIJcQWBMj4bKilNfCgWHmvXDYAW2Ea+Fa9XO2Z7uv9EIhSPJNkD5eIubxiRf0YMJBYz+PCyfTVjoIWIX7AmiVOcWGVCKxZxTW6OVb/ladcMfUFnrTCmuFMGW8k+ph2VDUM4wbXIWiuUIPFFQr6GjgfcA8lrIldNzayzWEHiTZd145cuss8dQ4pxVZ8uvY4ixHG7SVmdl1OMLrvg9aAb0Lbk3dlvm6L6ZHqDZjU7yUHc7Bzv4TXs+mnA6dB240IiMWgh77rzkguyXJTzGf8MMSE4bjjsEKRnLnTAhOATVuzwZezUQc3MGfSE40lFFmsafHZyrgcH38BrHZHzVgR8xWpbGsWcU1wCAP0cC0D5XhqVEm9lBfYJNrTBzROKmaMYmVYDVjVFTVIFWdqEscAx0Rf6nNyUyBe1wHwUNDKLZcDjTXAe4cnwQ70bpMRBiN4zvf2WLSLABDn6aVHGhNvhDl4pljPKnf7zx4EflYJG/Fr1izimt1e4DJujVUOGCd38beUlE39C048n8saNQJsBlAxni0KBLcQ6JNfkhVZgyRp/X3JWRKWByOryUYSth/mjD0e4xTUIq/Jj8YNkMjIRM5XwcT6YHGCmVRs/xZNbdnkVwgw2BdkxSkisCQm9sZc0eoJG9WbZYi9ZTzJdoZK5d3PxppVujoeNkEVTt/LSptDlv9pBywkKBNRFVAuTXQbKt1Ks1VsuCNrENTZswT40V8UaWuMOzjbhUbWWV78Z/0BEnLqWUd6dZTmq57sWcU1wHtibmdgOyUwc2huBzjzgKHj035xU1IjlFT3pxTXAe4coisWcU1wZop+3b8HGmt7kqqmbVH6N2yZsM8D2clHeF4PGYwHJgnJgnJgnJgnJgnJge2JUcaa4D2z6KdB8Tp0fpWQF48OgdEO0KvvpQrjlxsu/X17SyBkwZRaf3XK4eEup+1fKEYJllgtodgsBiIHTPaCo8Yuv/Ie/Awd9ONfW6xugInnK4+3qExgc6Cfv/Eu2Ux/dYSqgcqYEol+Ka2JwFYtYlaPoL1yVPxDG+m2JWj6C9clT8QxvptiVo+gvXJU/EMb6bVFX0w6IrFnEEav9b9Osyrq/B/8mYlw1KHduA3UqwZ3KXYPbgN1yL5O+ZhsKsw/dFKgTN/Ivk75mGwqZAtCKnfcOUQQ7FS0mJk41HkLnPIO2fCSnJzpuXxojBLE6mm/Bmevc5Ah0UWNlkLJspN0Y3ajU65/PAOURH8ggchS2G1pmWbSFhcoGJL6MFdvT58INgExLKH12hSB8OEsdn0AD8TzhXOadDEto9ssLbzNJKbi11TK8YOQtdLql7jlN7iXtLGw3pQbImBGgwdAYUFoMG4Qsy2xf9cm0bBOfZc3jPkswM6/PIbLpZhug1C9sw0vAF69eGbtP6ESS5YYrY4hxi4F48raAawbnWYBkQeuiHY7xPYXsdJeBwcLIIrVjGdlxxprgPcOxO7cwTm3NA8gsawjoWfke/YTFE5EZfPa4M0U/cNmfmZlwOUyHuPbUx7MZAZop+3b8HGmoI/336OfcnjrQbnqDCJAdVXXnxVlJN94t6hkCSnt7lTgp+3b8HGmuA9w5RFYs4prgPcOURWLNPAvM+Wlb5UemGV08M5jUb+scpFNu5cHCInDDXzeZWui5m+3NZMHMHDxzAFQKl4Fxln5tBSErqlhaNGnlDEaOUvOUzjp1JrpaYiTYeQYK8Elvd+WQ/fQI/adzkCxusdB67ZJrAVv5y/HNu0IKqdNDazVtjTz6t68hCYIseO8Sj4JnPK9P3lFOavUdxSthYZMPX00u9nGG6tRdInjo4oyfb9GYyat1gBC4lhHiBGw6eNuV65a/bYZNZyMvvGacU1wHuFhJnt4YfktRuUc/Kr6VEjQot3PRPxdFJZpqrCAdOtUDgr3fNVS6oxoXEjGDcGdJDWuzu8cIw/sT1CM6MY8ALkmFT53rKZOhpFIwzenbBDdJReyNf1iKyDS6bJDui8FryS8t4xT/wbccwcXysstKJa+DRUDomt3V785BZnprrFnFNcB3wNNb25+ImSttCDVawf0aEwE5prKU8MS9SVgCiRZWIWbAiPN4SFl8LON+C9A0jqkJnMBGGb4Km/p5hLdEjxmURSfxJ30rrZnQLwNyiMwKmGhQwTeMFbsUvwVBsuCYc6womBwSpthpVjGpDHDMai85ISn01y/W3ZxgYlG+nN3FxnOZqe5E5bAWiTGq/tNd5Pa4D3DlEFIdP9LTvY/XAsUE+k+YDkjn4y5XCPp4/SUznE0M+pXXMydu8ygYAyGELbXqSQHU9Er3eRIrDN+tUiKTp17X+yRaBrHM+XOWao5BOz4O3cR9qeAUxghLclgt8KBG44KcOXqv3qXYAxE32NWZg/fBSjfG5bW5C5me01jkMYm7iHTj83WGmJdx60QU/bt9hKsZPoAQ7HmzNfe4JHaEkOkQ68gDHx6h/KqqoUPG1xlFy99AL4cMONMXH3Uts+SFjYLuMR1EAyWq7Cw8WMH2DLADqGsRETxlS8786XONcR5tZGwMnzb9GAXp+n9K/LyEZ1JczVw81BDvDJZIkVvRBKCh+7tXGAPcOURWFSrtPo3WX1eD0Gv88CLb0vObW0qsdWnDxNkKJ4OasYh8K0bMYf5Wo2Fw49AAD4+VZ6HETKAcKcldt/hic8s6sntRim+6WhW/YIkz5taWLxJxzDf7UBP7p8J/PG3EUcRSwFOMVPNgotR71nuTNpfwj5DZp9o9kTfYPyrmENjxhnXblofPf9kiDd8U8qziJdmDfy0s7qP3DlEVizh6u/JPLag9EXunDJP2RJBjjFcuK+LOqR/XxXRU9jOxUnRl6XUO4pOg+f2mPhEMeEx0Xgkxtf9NlPIFjXFLVLcyJXGboRt8ij1HAsLgm18bIChpPEvRCOh6QKYhR0ucc9KsAhblNzlmznM6GlL8UcbYbeJpGRDt0n/rU6tE9ntFP2JW50ws4tA112z1pvC2A4RHSvLXEpzoZtqVDrpFbb1mMOYb0mK5oJJRw8E1REGf9Jwg1NBhGRNFNtnynUvfkNSgQimHIopA4BMJGfUKngWdtvZBaz95PJdtrJskgjP5I/7pp4arJXsP5CzmI21n56z39kQNRxTXAe4d3+jtVtasIl/c1mrPlWq21YqyYZZKFjjdIBgVZr73RNUozMyYkyckK2aOFgMqfYOr8jmJGcawYLvIp8KzmEgibTQhFOgk552UspbLbXRF9rmDSioyUrUZbtY3EhUnS68WvANe6fEA4o/1KrMzWdBwFD4iipz31sARre3ZXQ7Es6hMGLHSN2b87R3TNFeFtFlqUUOmwofTB6tlIdtAKW1aHWbkEKAo2i2AHQ5126JlDhV8FIByYW4zaNzxjWzzRNZ8k0BX9x3t4sQ5op+3b8G4F9NHd7x59zQNxPLIpFOin88T71yUs4rZAHuNGa61HRpwQjRT9u34N8jCLAQB7hyiKxZxTXAe4coisWcU1wHuHKIrFnD9jwTQES18UCxFMg7p4QZnHLePhbWKz8nf2vH2Bm9uKyQ2xNrPZqaJrnhyW2vEvjSk8At4KM6AL7YA7RT3WKUpKkX8vL8oDxVIL7bb5ae3KsqFLXjv4FA9rIEWl1lugSLKDdiK7U9pBabyv0IVCNnAEsDynCxIT4uO06SO7/DNQcdcZlas4nKfCB7+iowN9LH073NzuKqSmHx5bAsEbjIV8YjCx4NRdwghI7/LADOEf/0x+gAJwMpGUQejEofkBMUBopTdjudp71D6xWfQy4KjW+VgwzDYPsw9bddlAqen7dvwcaTtLOJC62AcbdVkmnIdiJdr4lGrYEbt2JbC7XxIXWwI0D1UXYfuhe3AbqTZyfZtDlEViwXuydwCgYQu+C4/+9rQbzmQG690lXngYcgJm4CG1I1p2jI9+T8jQ3S85N99iY4DAxapV1424Z5jexxtVMsFwQFWltcSRuFTwX41ahaVKwU7kUUESHSzimowAR2g/cEq5mFmq8RpGE9BpW+QcmYorrYSeHoq+ejuWdp6MiTz3b8vMucODz6XIiWkZJqD9eqfi9F+RMwZYwZwNDms3og2FJfZ6T+WP8pM+0HXwVdKu6tUbvKI3LoROG0qXU7+RiMZucpMQyy69iBNplX1SPi6uqjm+WWqs/bt+DcphI+0kHzoTesdqfzttHffi0MN2CfQGC8rHVevKazWISY++Tn1/ZrrfEV2A/9JJwUYkyUKO/GcwrA2LsfkSWtfLT3PJvGFa5SEEcxa3IhHZO0z7nmAxSZIMUNZ8O9u01yZeSz53ty3lWY2Cs123VIvz9STIzcpxtrvv+rLKsnHq/caa4D2zlqF4D9GfA/rqCLp7vxVmi/g/591D3tsgr/5ac87k89F4Wx2AJqunnKCh9tulf2lYd9j5+x/8GUADFsducWMB19kNfvegCyt2MN5xhfH7+31s/lNwGOdPV5vxn11pR4aUqBJ3DD7BK6WcU1ur/svkNw2xgiAAgHuoM2nY46dxBBW0YtF4ch4JI6ev5Y6XX5TvJ2Ayz3+PqjCuV8/jBp0H+tt9qYrHIOe//wzBZvbZXvKEHa3zkGZ2hSdTJDt8zS6wH5FgAH6SQcHe7M9P/nZL1LEKPV43vLAe4cn4E11Kw4h+Omkreu2+T3h0ZM50q+ux6qtUbt2yeJF8iuvcq+9BQB1ufh3YHe/er+T2DOwL+1X8zC/QCIC1kY2O9Ws+Z5PBpJeYJ5i8Z0H/k+C383eZ7+HWVHyFd3lrIkbGzdvnkkW4+ZcU1wHtnEXSduegL2eLxaqDL4oRiKF2iAheMmPhmkleF1oIEnS5Scg8i08o2298JfEd5hjpfiEzmb5Qm/gJQv8gLxBLvQeZsTPlN7XAGd3zGuw3yXBkbIgov0W/FhcAMPaUfL4ZwBiYuo+vS3Szimt0t4oh6e+UyJ2JO+xihaTUdBl5XCAiAQDPdnLfC/tfTaswYkd3eDNv7hglG9q0CT0mSBoUHvz2Y1WfZWefhRPIrmwa4wJEY1YMsPB/rm1lrqLrW4oaP5A/7SDHnKFxwOoAUBd8d3/pOqzYTkT9u34EjzJKpiu9hctYNToAEk/uudOE/+eiZYOzF/0npYFVIEuq2SMlWqsQAOyG+lLfaRIv/4wLoavlmuA8PFXZNPejH83I7WaL2gzleCbTm4grME/GOLrOi0RMs073xKnCQCows2VeotXue0zUP8yXKrVzKYRu7hxprgPE7M760kfLQySAcHvFy7mfBEmuJz98REzxQD+42jTvl5OqxdQSBcbCqBS3TFMVEq7TOwmjZ9eUKDq81wHbVUo/O+SABgLp3xfjUrDDqqJgVaWRalZIXwoGDXTmaVIV1rO7RZTUIaymkuZJHsgyz6CyGkkFD4fIA9w5PwIGaMEVVjhh1WgaN57v547lbA/HEmyHNz/5nAKjzFucmx4yuc/vCKgl+i08ZL5wpHhHhI8FL3NpvJULKEQIXeK4/JPD0SYVxw/BOIm92hOVkhB9Hi2nfc53cfRSMwIVHTpWJfuJ8UZoeJkM1wHuHGTSUE0SkiF7i7EZymeGDSND9vXoBU8k5sLQty3m9iTGtCExfjAt/bAGTaImkqLlgffnMCHhWkj/n28abLA3/rOOG2dcXpbuRyEmbC+e5syN8FQHlFJeTbPZegvLKpilG+UupDxh2JY8Fol3wj4Li34ONNWglaVKcm1T1ZnbGR7kmA0DlAqRcc7DJ/9JQFqcoGtf9u34ONNcB7hyiKxZxTXAe4coisWcU1wHuHKIIpAQhXhbcOURWLOKa4D3DlEVizimuA9w5RFYs4prgPcL2RAod8VONNcB7hyiKxZxTXAe4coisWcU1wHuHKIrFnFNcB7hyiKxZxTXAe4coisWcU1wHuHKIrFnFNcB7hyiKxZxTXAe4coisWcU1wHuHKIrFnFNcB7hyiKxZxTXAe4coisWcU1wHuHKIrFnFNcB7hyiKxZxTXAe4coisWcU1wHuHKIrFnFNcB7hyiKxZxTXAe4coisWcU08AD+/2p4AAAAAAAAAAADrdxRfrlOx5uMoXyo4weo4DwMJjztshbc+57gFnngUxV4fS5Du1GV8Wo+7/AdYOEgs0ekmvhF5bxXeWzcbaPLRs+gUeCn9AnXvxeFKK4aTJSX6Ya2Tj+Sxz0tJa9QU1JVr3UUEXXDsEa7sZufQ1Adz/5v3OvL7FVrBdvL+keR7nOaHeo3zWnqtGCP2XoJCbWOuKsSu4nlRo2yZQIdqm5nRACMQAnUHZyhvhxvUwJU6s1byRXBZZZ8EwUJe/qnZP1w+eFetHial8rp6hnnx0v5zbnkkQEmjntal+ODo5IZxMY7aTEJD1nK9ZsIeNKgtq8+E2a6Vt/xTEVLSekSZePbHvaitjHoy7boQVrLJy7lWAAI0xTHiarkRpt7/OahEm0lntYagkgr3HfztvPafZzoISu7p1DD+gWlLoQ971I3aJm8S7jMx61UkBTqo/HLROkOSm/IPOCnZ5dalxxEabn/iIriWe9r1JzYyPON1/aOnhZQCf0n43JE6vqetaJICkRrdIkc+wqZFPhIvKrgj07cTwfONHzVaxECeFKbXTlDj5kn+W+nN0nd3rojzKBBUB5NM2BPWyx+X+a9c8vfzZ5tzYJXkc1GBq7elW5r6bO0IELpRf+pvOuHwCZ3EitN4o2ft71YjOb2u+YbYHKM1Az3OmFKfHqWYaPkLYhjILDXrJ7ri+FPbNRP9npaldS812VUcX61orpPtC01sMNN2MXqjIJ3Jlw5hB9oeJ56Xzmxad+93/I0Tjpk8n9ptcIkbPL7U6oR+AoE5zdLp1sBBGzOT0hZ1om8i8NxEgAK454tx37v3dtzZ4b/Wk/WVutJlaN2aY0Q74pEN5SOwy7NddHlbSfqwo/ykUW9yMcQNgW2wPCZoXau3NBoNMbMt6NaaICOft/G6XvVsiS4aId2BbLbtRCYvRTVu00T6ahc6NvnerFa3IzfLV+y9uuXhHXE6fk+1hF4hlr3J7oxyJBe65iYzrslENWZl2/nC+2qrXkSLJh4ggCpPtbZcpWuuCxwv/DQRQlQNDseXqcq8YUUugvXnnkxXpO0bAJjQHVp+0aD8qkTvQXMcseJhvZnojNPmeQPa4riqQAzsDr/LNguqT1fynYOHzSeSWFwuQXF8hev2j1CocDWfaST67Sec1swu0DytsB8mQSFfqeRlp5qrXXGWlIEma5upbUsAuPZgwB+dQa5biRMJ2JUzbljPmH36pqkhUvxpSr8NNQN1hiEPqgANvDNS2bQtNbDDTdGBClogwZYE3zuK9CcuveLUsOmhiFetuO7sMzjzVbPSWWwOFLU661ReXFz8LmQiDo4ME99fYpXZTlttJ2lB9ZJlVFyl/6yZLyLht5jBNLwYfHdcujkv249G6Sse6mcqUGECmIo3TxjZeIP2I5VGVwVrIODTRs1lBUi67vY1CBCHNiUq35hMvKD6otgs3dCzFr4tcKZ1E2LHmejkgRVARv9VRHe2Tkx1XRUbfQ6B6Sb75bUhzDu0obaIVR3Yfh3oXc6kB8zZeY6ljdFfMEPMWrQgD01EOdt/xpEZPWuKkPVqQXyA726zsxNhPWo3hkQ8t1l2u68q1BHg8ShA5oKUlpLrV5V15hgLkv/0Pcta9iLR7VdYstX8EzeepanRSr19soFZFurBHkvRxgcc0jrXTgu9Jk4Omks3UHHezzLD6SL5012Csl/YQYz4WXuoevlpQvtP4qMPFxnZ0aYCriIHjPGredMT+rfnZ5gix0wz6s0VUE6Tvh/5GeP0zpjwenH8uNBx8N/qA56eAlsE200oQTNrY+pV+J5pyUxpZAW+KdgO2HpL1ZIODkyhMHQLAgM42kQLQJF4lCLDZuwAt9zC8nncQmJXuwJ+lIk4pwt3U4c3o2IUxicoz/gHPoV7eA/GI8ncfEUKf+busiwZ0do60yX7xq0GDSQHek1b1vX5C569SuFaz6YqxWg8bkbTeF6OZMNN74LZRqsLDCXSB4hwdY35g2Cu5dM86XkD9aPfXTfYXHff9ddEIGj6qXtR2uBx9xe03AcsAxsaFKSEjmjG0Fc7NE2S0sTB8yBhrbs9IJy9uu3MOy44VoDpZkwpO4E11n0wymQ9g8rfyrpF/OIPU7AkOrJ2ovWD6r1wZSbkFhGhDwrnZGnsIIeF+Vfs2dnA4YDLuR2P+hgF2xzoV9SDf7deTAp+ItHnCodO9isrssP/B7dWtOPmm27RfH2EbmKl+NBBLC4haxlYFCAObSneCv2CNK+SE0II+x5X1/AslPIgovTz1pTz1Fiqjk7Hb7BxGWPkPD8UXVDYIHPRXrAgedc1kZO7X1kfOcgC6/rj3c39vZOqge4gp/NeWcFoyD643CnElyFg6NJsNNbedI0FhqxDMu2089LD31zqNcPzBvUKwp6rDxJ0AYIp0YF1Oat/zrQ4QIy5ERsvLMwhW3QrdQL8u1kjfTBLwypB62kuXjDEedvyMXjNMz9jT9QDNcxNkArtK0sMSLM881W+oQpub3UZWhbnlj3WnjgnvxVV+0dVYeyM/U4g6qnbq7Ao1N79EBhCDnVZ1Eb4+5Guk/zIozy4d7jbvGEuIsSMslFL6R8Sl0H6LhiBxAMWdkcfDmpfSv8vUFvY5YBhkkSTjFpVEEfdS4YXuJ7X/IYVVjy12fHaWvzIYrdZH9A9myJ4GMbUDdq+tBiYHGuwOaYILxGWMWZ6vWdbWztRak6L4Frk0+VkDmjtPXZfC/nuM2McGoyOYO/xbZziHZmfYnC+HSODtvR3F/Z7s4S3RJWgxcW0cR6sAaP3zvXjDBbVfnmp5VbckmejeNFcR84jtpyHilMAouGzfJX0odt/461hu+JpC+XPyrSzoS3hrD/XhhPVfAorO6WLovl0n0cgPa7bLv77gPAz/nXJo4s+ZIoL9rEmAz9d5QFgxIKfnxX2YYjKrZxC8H1JpLVxSapvQelH+nUswHNg33mG7WclJIvYPGQUWaQGa8/HzUQAcltGp66GcNUVjt6vK0xZparATlQMVOYF20tjEK8/meNNOtMuaEf55+eioAb9msgBFPiMsiHsXIZ/JPgmcuc76MoKLoRfQZ5S2R0IXZJaZW6FJM4bWyZ6lJRgTCFt8cO/xsDD+GXhLDCBYNieKyWnhSSNzeJtFIfJxEIDOXDDvX4eG5WASXABtdMR4U1ZZEIB4Mo3AoutnNb+tofB2/6c1c+THo5TSYsqcepRMxjOSLTD7HnSc0YXTzQXyG/xctFrbp6zNgXUXRATPO+f46L7rBi/PHT5AaEKkKJLh9pzKnpCPRz2ANfJmofl4RZI27rDTN8GiaKmGsF8sAO+YCxVXHEDIxkbhfy+iWQR7lVrE2jM5wNtiSBG7KftmgT4vsnVuf2+symsFzLyjpkLhqhxCweYZ+f0qT8BAtHxxONwPYTA2ztRF6uHEgHekBYpRuwOmF0kGfd6StHrcEaewA+OCHtFv48ZTuEEty0MfjBPmBsRxyekXcbk18Si1b/qf32KJhveUgN+QvXp3UxPPztZkqlRtGfjuQQ0fqelq0KlPxVO++DliRkMfoV95zfZ6tUI7bsxUxziNzkr5ZlcWMi7cv5Cf5crgG/nQH+XoisFtsThwoYK8W6/SOyCSzHyI2ADIL8wu5gO+gSxEnxk3BYmMHP0zR7fmXMUDfEGN4Euk2U6/8da2aIMC5LGgrhqA+l2A+AdlnO7kQQ/yeUlVGO2pfyij/Wo4G/leQTc90/LGPMyOjxpM3N4BGuxY3vzlPtbFeDU8aWbtWVpKvvjMk5lpM5V7UQZ5Xz5/jMvj5GTNesRbOz2G4olUch3fsBUsukl2w8jlJXfD3zkmmrEFCPX02WurkvJS+LLs64+J/FSA6wHgpwXgIjV2zP9ovRA9pKBPyoJTnDfPeFlfkn1PMqV+ATzzYR+CsxJI9V4GgPhtXOWHrafzV6G46IIAJ8scyuJHYB18aR0akxGcrfzW42DXsHGXwGhsmZULmrHZhj0od9mzBsoMJt8PVJZI5/URUGyv25cmFxOCRWczPn9lRGzKlinrXykipae9FsGKs6/3YiZfWxsNH26QzWPQPhP9heXEu+4HJFosOs0dAUc4JO7uhu42xE5vhK9+kqo1RreqdYu8/GhTwxCUsICuws608N+HBdgAK5q66RzdIh2NlPCdohw518+HNcbmFscaYpEOat0vG4jyEMqIU1krW4os3NZAS0WHWaOg1ukOsFmh+fEYJGeBzHVipjYtvp3WhVT2J1JhT13H0ckXC1ubp9uE7eu2EVLta+r6NIJRTztyGts6OGgn8K10nZZyvLzHKmjTwaK63TD93Ehucm9vVFlgqF3RVlEyutUlLJBVZJREJWKX8fxcWk95SbB7zUzbz3/LCrgMzCFZjxSi7ZEkph5xwOACyOiaK0HO3k2WdTiybTzUgR08eZSNQWOWyCdn1YGKrJryVN9VBJPyM/BbiXcPfxzcdIe0rXA7GSLxAcdaAhfCNG3VZe2gSdYJWbXFZNyx9UGlYKI6+4nF7cPcTJUQ2DjaXDlGvCR0+yoQClZb2yx/Xo4D98fr/+BG3QtQtDIazZdxl7g0VLE0km/cgOEvwKSEGpMxWbA2iC4xIwEth5mc1kEwTH2wMzkQpBfGAslyv0irdvgLzMofe8NHMTJfDmOLNEhE6QMFSA6wHgwhjL4kSGaPeQUTlAKGSn+tcnwh3UBdV/f8zde/RTk0tWruCwYCglC4gouW4CUAcSI/g1oMKPQI6owmS7ltpm+240ka2FHar9Uhdh7vmd4latwxbhWE1d+XaUUfc8GiQa/CZAvdxACXsVF2jPSso483xVxYMiZHt/SZha+cRwuqxkVCxvaqUtB4N7Isbh/HBZ+Yh/VBjZcotOdTboJOxJkJuOKSvjcg5vWuYgg11uqzcK8G21z89GWfYYQprAXlqrj0yxVcyJpK4nZd23mxxszAnJs5i0ubb3JpK6EXo2mlOf54IvKheFDQ/qvDAPzKw5xYyRa5HRnGlipqphcUBQ9K0D9GsI68mhG/s9USu+dhGHVvtyvAaqRO3IiFt5Yrc5SgmYXyCLguA7YESpgh+PAKYHdGyWtiT5Yg7NwNdOSdpl4N6xU4uw3i8YN9MfMylTOEQG6XAJK5R6Zii2Np35FEVZY9EeT7UVzLXQ9RJzqwUvKOobq8TczlS3w/p7HTeQfxmftt1Fk6RxVU9Z+YyPArg2AeyrHfCgHS9eotdzGYSqn/0Ozl7B9xu8MV9HrZ7JO8p1NIxk5VNJk/kzbGGOV9WoC+iSC9zRAagxVAXc3kaKm4Nwq5WmXpc5tzwjU287TIqAZGZl9DM2XMTHzZMV24dOgakqsPT6t6GVU6aIIvhGHzVvyxZM+wzAiuHduLomO6kbw7BYijEIyZd2T5UNrgFKyLz0d0DczxRu7tv6WWJkhKwmQ/L5KJNfznJFECqLuFPCaERkYD6WZ8Py9+wF0LsY8MMWts5EB7MHESfY+Y+vKMdEv8KtkewTLc9hcuGbMxlzJlmlegP7g31V/efBHC68amqEtsvJlAgITBZRCS8zq2x5gk4cR0HWFCmsu4yozWmy1HnwznqJs47Is6yBlztule4Ya2gIjndkQZL+wKrJfsZpT+9AIoMTNxCHE7v4Y4VPIVR0RE+OmDvhHImoZdNltGM6l4t4eyXvBUQyfskxsKr+JOdtJHBFLbeACwaj+vpA4xpg/4SFg+nS5Kk7cydif6HkFmsTu5+OGQV+Ng52GKE3frr5NzFN0mrF+V/SMeIoOav/Ob9qRO9GurLj0XAoyTcXjRG4M1hiX5I2gAwkTguisBMfItlJgGyH1ZCz09j8UQ3woK0kztbzWjPCb11JUDGtT02nCDwT1H24s7RyHd5xzHxTy5Fw2c3KwoTg/Cw0nTlTCZsZX+vqG/t6th28/XCaCeEUwE/VS3q4nMXNXUdPcrPaZNHeCqp5lKHlFkD59VXgOSIRbS94SNgQQMjMkip1+0nQyK4MAOXyYa88t8rJqfl/k21+OclWAANxRzNkUyMod2V6I4PBYoSsjOrI4jb0w2wMrpYhx3qw8Xt4BQpkw33VAj0UnU5MOmqjRT8omx5EPLIMrga2Ltageb/KFILuiAQtjsTOIZ+DFI9nl8DJLtOv4IktkgqIEXIDtRwuabfLCK3H4qOJNe1ARZxxTnStcD1/GcieUTQ6RGMMlvtbuOlc2ChGuMxxcgbwDHVTSKppSIeZzcif2tesK/2y9KHvn5bOVPJWWkjos4HsfvdaTf1ILfY6QNjGlzQVc7rm4iL2tCze4v7J0sG+dugR4sjrlQ9bdljmBtbjL8puOcoQk1jWgMAboLk6MiKSjTleE8FJ3qAozkP5Rda2x4grF/5ESnIEiueRx8kbJmbjokvUPFZEub0H3ZZLwauclO6YDXxgR6r+faEABm/zLRGVylVbhGu7s5yMojY2en9ax6NE/mVs5wBXxz6faCpAvdhlJRvaIl7ZLBskys2YZr6WWUdur/5xamSs5tIF/c2mDBzjLYoBxsc5g+yhLiuTlhyqVrgW6LChQeBrJ3cD6o53T+GWTuRugQYPO7dou76f0ufzFk0C7s8+yGga7vHP7Zy9PJCknaRnLVcfL11rmyGd9FbKDXEsBduK56XkaKzQk0t1h7K1lv2ZJfAOOZD2GbANZ8/el8dnDS8ioPB7hau19M7YW593McgjssCgOG6uNlBnfNMETM0f+/BxP1cn7Xi6doGvdAEKcfEYIG282+xKRTOkVZ3OgaBckTkzz4tHziZAYN7DQNfki46o8+TIWZmP9PVME4vBuETNv0aiUmIHNLT4papIOBQEWJo2cXOetLh9lS8T+zJlKFw4V60pf/V4weDk1tpD77UY3Vl6ZC2P5IuiqKPxl1Kv2Bvifmtv/MJNAKBAnSk4lBmbGtsj+JX04V3A5cN0AVMGhrZ6WyJFGA3PNL2Ef9PsquRnpxB0RTDLnYYE7MBz/vEf/T65xhqBSjLybGhWgKjWfiek9BTcQV8jn3uqIndk4bTLXttzobI2XlvfPWYjSDrPC6IStt/65qFSlF4V7qIzqkxuclbtgyQAbK3LxuEedNSrzDY96MaPwc4nI6Zixa4oCSkJGHF3I85g1YZtIfPTzc50Cfkd0cjGEwIc7vYb61kWII/8ggjsCHDIywf99vdvzfybqGf2GNudQRDTUEMdxs8BfRLdCGf6f9lldUVd1SIeZzcif2tfBZkYP4CYsJxKnPjiZMyNrPEyEAOuA3iGHRlSxysWq4vN2N4w5i9/NaTJuv3L5ERKeKhE1GruBApEkWd4o3J3EBtl6prhGVqwzoBly7fs9NpUixYkYUU4lo9vWZ6TT2EneaJxLYJYSO4mmC8e4v6SjGcyTTBrsGK7sAsALVLwgVjBHrauDGW5uplZUyc3Tw9/jDwXIdKt9y9gGZFh4n04qOH7cPa9bYnTYb/9PgGCq4863LxLYf90qTDBuVH+XfaNs1o2jZyAxf77vEvK+BiO2OgIbqyF+R5/YnnLNpila4WreF0x4qKcrUtQ0SyvflbQGMH318jarXWXYB9q5v1T4Y/tduxyxxwhK7AFaBsOC+ptBLCkQkRdqhyRpciFs+0FBkDHQt4kmsE0CoarDfnmZa05Tin3Om4/U6onvBVbXogp3R6+T8sDJ3aMfbsAEBlLaaCOqM0qjkXZlTbTYb88zLWnKcUXPo2nO/sWWMlkxFTF3Fgq5VYDYHXLELLhZzqWFYo2MO1w2Q7iD2K/jp5eU3DG/G5d1HkImK8KfAe3PfF4FEZ2vQBWRBP+bmlJuPmmJ98fy/9ZvqxARl/EH6kbrzFYO0vk2lQYfKqDSTr7xrd20PovR71tsOXive1k9nLyR0xQ5ZuIbxIds7UOWEJHqWJpL6M8A7AGXS1I1Ch3+HYIY2IPZNYtxY0+24valP58TL2YfNbz4prX51uKLjeozu8sHJIAGQp6PY7z2KkvN0XpoAo5fAihLLuhpVSrgSDl5sgnKitN0Tg8RbDTGtCBuHV6cTU0hWD+K0GjR3DEvmqO8f9ProHBrMMmD9P6g/ZIPi4NPlO8p/Q02byt+EhXNsbRKuGLp4HoJc+f5XlMMqdUizEgGsmMftudpQFmV+hBdEHDB+tiLBn7SKjCxBZeo1L4DVPRmPEq358WEM6yTZ5a4CEWtaJEAN8J1iwteiEHBkwJzn1Nbt25r0VFclmOZ9+FPIEi8zLYmDVoximHrVsy8jnqKRUkHMcsTxcRc51179Zm5bXmXqBDGAnQuEBfZif6MMmFr73DwBRCxCOUjmFKdSxNJfRnfajFwCuHyLTPCiJjuPWard/pvPu8uzff3FWtVFhcRwFJrNGiLGIaJZu/cBs1RbqoZvQTXwWtRDJx+cKfJ8366LLhQ7wrxUndmZlyNWUuacuxIAIIiOvQ/qVtLh/kZF10cLpX/CVedcfDpifNb2A07kDkWWZmTE/e6xwrgoU5WJMEbcIucP1bXQmuxUwgy4t3lsBOcw/Pk3crltJArW0+wcC8bjw4V29HV61t+P157bIqcqyDBanac7g5lTjVcyrFDNOjfyQqSOwLJpduxoCsgPz0S3rXwkoBa1Cjp3PqfqxPpSThes3l8OHMHayz5HKqg++2Mtz9zyVa15xZA7PFiFVeNisMMoHM9hWOnyzpLuc/tgBLhVqGgbtWtc4WChPGhVEBJYRsrXow/p52h5jCOsEDp9JlXBk2dQCEM0k0eDUz57zOkBQhuAnbTq5AGZG8t8iNFKDg7jWeUROA00OvjYZp2dWn2Oc+S+IhHehDLBS9zjQEVd0qzzBnBAaMiSam2Td7cbh9FkzNeyikS/4xRfKUSMk2E+9N5cgPdEHvnzu9ZF2t/X2o2XRLaexEerFuh0MNjVOsSO5Tk/upKJpp8sQnCK2Z5fl5g/1fGU093+/OzsrutgBIUxUMUztGyBezLH1qHP1dHZfOnqP4DzC0h9FhCluWdUr8vp/LURkjt3ya89asWflu+WT4EmvQBUSrhbLMogAJuHAR46ULCUxuT24Ba46nRnx2EhfgppCZ773uwo5g5aEYiKPNALbBkcbSZOsV9/gBfLSlyFKUnPJP8WN8DG2DTaDVrdL6FYy27B7fyDkCCnuolJx0wnbwCcxrC/czmCeZGpFE3COcIr+wXttf8Y7EiGGd2u9kUo6eXEZrAGr8pXip59eOd3Vwn8BFh/e5xrL+FC3Vi5FGESg5Xs/Ph7655HbhQMVuuY4MZt7TlSu4rEC+7R/lMT0paqDYEBFS6wMXXMpnMPZo89eUqYDRea/UIb/KCk9y/dGZwsIbvo5FIaw8B+gOu9p62Ek+CJiOussKy/DS/pf2uAX+vXAFU1RJ/f6jP03FIsDQrgGNs/eyO7Cgq4VAZoCps089NQZZTCw2utliLNl98shcMX6sdWXnSRIbSEY/42iAdgsnUc+ubLfql9+JHJTnqGKy66aD/0W46laKbtyMLqjbvyQ2KxHXI4cuQxjItPtnUk6BQz+0Iklqfd3d07+87xXqYyWivELagoZteeif6OXHcCNpnYwIsbVcjYBr1sEdZi4vYeIiUCBpjJKyk9ly6oTBc62hbh9Gjmc28WEdU1Zg19SQ89kjlSokRJkF+bBK8Ho2cEWKoboZAYJUA0J5EZZlSFTC1hXQD10iwdsMrNoTjd/Ey606vbEtFtcmy8MFDzQ8fSfAPixvgtWk8WRCsFFEsjWVFPIjIgC2MHcyWmD/PzuQMLHMHJL/NjC1rGYIJXkzMmo3JlGIEX+0/uCKe7UAwIwaBv+KtysFH/Nh51rwHdpyCV+1aE5mkTrJ5Aq8FxFiHN3lApYewHvGObWI+jkdZUMrtwoWzkLqAJbXDSC8g8U8ttO3+nPd35b5aEnlI73XHyz/e5RULgMcaZnRuAwicm2pNdi7gbQ9LZXM35Sr/oe523ItElzMWiNwpIlj9yRhAZwcSmSy7L20sPTZqV0/A6ljer7X8p4UtMy2ms0tzZsrmNStCQfFQiYYy9+kg07KeV+pPtC8hw9Pj9THqQ2BtbF4bTgGBackf5VMMyz5aEUNSr8A6ryK1A/cX92hECJf2cLJbhu/26UcTIkoTowrs3Kw4ICMahYNpJtQ96Gu2zYGnxY2Pz27sgq/Y145S3vdP9XKYShIFBhLv4yaL5IOaVcs+FRr2uwjFTTPyHDx3/cnxKhfBwuyTFRVsN/u0hSqG7l6LL9tmOxtaA7MtetM09ksS1CUHOEARKY6uzeR1lNSh7PI0VykXi0kgfLXZpmcHrnsFlvZa+56141hkwW8+swpNVdt/PIVa6uZdr3kDeQL/Kt+vJn+E4rWN7le4Uv/wX7fmzxbNiwObY2RTfD6mSLVbsfCdYVp4jaxwXnJ5LeXELUHTznOKNRJrP3ZuMxMlkKiIuDHYJwywjScUOsFwgcSkwq4LOAu+AuDDs2Hy26MqXZuYgmDmERUN4iD/VowLtKrmVkIlHX0nw9SsltSSLPwbhZ4+9l03BQb5jy0OgKOjR3oI3G70BZ1MGLi3l7Yn3IS/ET8FD+haG2paSBOJmrT6X3RLXFQRzxNSjjelhK3dMJj2FsQDgHJvRuXfpDB7lIT6ayrYlg5uEEoFHJx057qw/5bJGtv7odWo/lSvXUs6O1pMWOgJ0k2SAdLCKQI97qM7D/7B9k2SPsUbe1fD0u4llu4zZhs3nzEct3Mih4e1aMz64URk483fjRG/4767KDh2hXl9DexkKphgX51J3ZmHx+yR5lGpRG/e0Ooo8CwMgY1avLFaP4/OO7RlIHuRhCMyLfrs9IMh3JGpJJ31YH55jR4tYCPo9vqW2U3G4m0VLo07OUwFnJd8sM08sACcXPzxq3YaG/A002nmqvzgvCXVeF8IgwoRFuW04ZZW+K8VQdl/YkYuHTIA74hgOFJ6padPcHpPwlt8Hgb2Mn5V7kEm3yAFIlZjHdqU8+3tlViDfFNt4rHcVF9GV72ltNQXUOw7c/xZNngkbcaJZkEOyXzXhg/zIU9Q2Z/uZZlib8xDZb56yrnUMUQ8jVDB2sRNMLSECIgCuc/axsPbtjMP+mu9tGyFO9xv0dX11bhyoFiRCWCFeFJ+gcsRm3GZPN1UEMaUcTCBM6MGA8QhsxASAdv/vFrCTH5QY1ak1M5jqoYxExVS2hVRHTWOTuOhbi+DBxKEisfOM5kASyLpQ49GYwYaMYDu47qdDMftr8VPAsAC4aIBgOmRDMY+wLDEFHbF+FgFemGEztgSYLD0/VL/wIflBDcqT26shktiXWIor9FneF+HiXLR7HGP/r1fflYX/9tuE/irUKU6y2rFRKRZIJACra3ZU4tv3sUEI9/RvGT6UM6X6/RLRD8+Gyug2brNI4BwNhaWCA+ow/lZ0gA7GjR0FiyOFbQG0RaNlj1TXJ5ctwvM5tRMTXC+fRm6nStwXKQV4QhEIxyH969GJvVy2A0KMvM3tP2of+7LWGyRMGU1MRsn32I869h9fsDXS1HzlTYAG93yHdjeuQn/GpAYeuCxCu0/PXxSpt/hBYlrZ5zdF2ATOg1iZkOavQAs19OLpgC0qVEGjbb1dMXJxBzykGpWstWPHla505YWGXe0XIdVZFOuXP2EXfOb+G3tC/0xC0A/RkfKxXTwo+szIAwGlsipn340/NYmUPHzPK4+5M3sGIpnn6irz/NVGtXgzpQJ8UzenpMLTcl9Blc9y+0ODc0t2JVjhPnMYmF+icQT4IxT9QaSDwvW6AR5dI//BM1InbUDJZgN8tnTXmVBGc7PGFZzLjpefbqC1W9euSDbg3lFg8tJfPhEYAWU+SXT4ErZqtQ0b/9orri3965EmTAYXBRVtBMse91XplInrlM75lVXpeGVqYDSxFkrIZUZVdsCcPd+/gLrVEcuMhomQOJp1Oia7V28nvg4eWx/pIqCeU40fC9Lh/2NWsSvi1gH7snZz8NPXLIeAa/eThoakI7A3kNIu4ub4KJlLk3lATTqLraDKb9oPxkoazF5GPHgrG/nxq1AuH23BoK9+jqQdO8/QPIZy/1UN7lB4loEoc7S+c0JUjPU9iLeX6FdjDajBtF/B9SusXt3WWCQqoVtIYvV5v0a7+Pra0dMKEp7t1Mg2NZHmTLOyQ+SQpuUfutBnYZ9hqHHZqe7Q7GaFu3Gk7GYXEKGrnKLcclQA8kUo/Gkg4AtaV9h21+ccir0RGFZKnHo2AQ4A8b733iQCqQAcz68oYluxb2HN6dVq2bGoO+KQDl8upM8tId1fp4uatyA2XOyHWG3IVOqrR2T2gCLn6306/MviqYG73m8RZGqhvMZ/+AcHSYwvK3WQA8dN32TtmQP0RXpAwVYMqYl8EGf5y9+BJsof6mmJhpmIWT1yopjf0zpSnokXmzZGP513eaG6VqtcOI3UUo6QljVlp2/3gQURhBYDGHhMR9usj1tPCcZX8ZSw+0jVmvKPEC0TKVe1Tj03MJoi2rnp6zVxCBv2Dg6DJ4GdQkjWOn503Af1szxGi8dYT78eJT62GE4jHE3rBUhjRVnKOTGS5x9WbWvR35ZL+6ByHSI+NnxbxkfvlRV1CxOCNdg6cbzEmLS2JXGTF1ZrQjggHATDu2Jccxmt7f/4YdM6lYG9I3CmEWwZlcBMMav9IDC2tPOWVy/YjV20FvOn+8PmV0z5/3F9dOSpNpOt2xphx4UvY5J/xjrFMoKHdOG1ODjO0SnHB1Ks9BsSRgL9ORwRHW91aY3pYyi2ZDCllmOE/TilMScH325pE5MfaYyHxduc3eDoiBjJZqtWEJsfa5QQCF7ymPdH01QC0my8vfr1SEGlyBpMzQRP5q6Eukd/oX0qOJgqxBUGuSC5XP0/pCk7hdT/F1TlSScb06uNygT+cUCN/825IX70wMnVoz/M+KkftPTWVAJo+CNDLj2chfSFqf7EHxx3CBPF4lkqq3NsZnC1vLMQ9yYoGaHbosCbKi/WS+BO/MNXrPwmsHrR+uwNESURqhlgH3rxCUbYmISuJGfjCZ3b2TC5s9eqX4wOR4UshRayo75R8zAhaOot8aAqHXiSw/9sRExD5mlKboafLv5NE95keF8RkSeMF58aIsUn4WjkHh4eIFkQAFCNbUVV177AMKWmFlDQ+uiQ4ruQrdHMR7ZQp+sjype3MA6RGeg7o97OP3TU0Kd5TQ39U/ALJVl+4g0EF5L0mYNSUz7SADxVyhoH49B8n/6Zpe/QTmcrFMN4E89UtZ8ttICqIZaf626l9vLhzdWVWbHTk7/vNLt3BcOoZo4fAjCcWn33zkM3s5cC8iLn/ziBHx9YaZFh+0AGZSTnycKf4ndAg7JnQZ4niu1k5+KB8KbcTjBgcFBvIIOz+l75GBACtvLiN5/wCb7BptW6T5BFB8g2i3uLceiFZthsmu2HJYq/IWKybTPKDcwI4l84ZzggLg5aPVhsdRJHXDVWkcV5Zcsa91QujXCz2qM0GpDPyB1IvY7dEkRE28rNGJleJESJcVvJQvZwNSo3B5tslNp+tJb6K3YxV28j2ATeIeY9mrG4/SI5sBeam7a16l+kibxpNM4LKUElmNAIu6FzPwXE6ATStZL5Trpk2MrYRG+oMMbdMS6BqL3dw5e0P3Isbrhu3k65M0E5w5GMqUuUsVK/OBUIULLWgM2leg59nm1NQuv96KKP/jEdc/31d3Fk/JH5gVEk8eAn5vZTaOwNGhQjKLXHy/CKkYJtpZT1WY3KjlxkNGfEbEwmch/etuFJ/92Zon2FrXvGSi3nqhHdJDk3IHf3fwvIf00ziub6v2gJXb9bCykLOXZgJaDvDIKl3W6YroW9sgXp4mwA7lfWeHcw2Q/P65jv3FNhWu8zMsJSMXyyTf+wQSxjQuiX0iswXlL8zdHJSE7Fpbwh7tqFMHmyiRpontFutSRhaL2pNdBbNL0qcJFRhFiM+k9amWyvwRphl0UO2OuRblnNpf367KI7m1f6Q5tFsfym5S9KwdZ6+U7PsKs8ZLRWsIERjr/fvoe618V1p8OYFnagKZhEUXoCcMutnauntwr+IBusIxWaEfonqmDE8hBqzQuF1xMtik2G9tcOMln1DODGllEKAJsHHKjKXAlUidIYEiAyUH7KXRR6R90/xNpBmIdQbxeY7GmiHoFXFEDmqOKYkysz/PMB4bnxKn/DkQcyWJHV3b1PyMaTH1I1WjUsrbJc1jik9yLQFd+tM3VVQAL/8wnatie9wCqk3YY/kHLz3HV+vpOT2Vo4MLzRoSiJHfNMdfs9Ho72VI3L9lJpViTvZifavfDbIuZ773WC3R6oSQki+CzZ2jHxQprpvqlEYifpT6DhjGD8ytxEVDYZi/1pCiqiTLTf6GM4xMBuhc06o+VP9/T9T3pQurDmOpOTic+4Swd/KnwsHtQTQUXmkX09JL2xTWylsDYaz2wAULmEkLiRCk+o6iWpiza+ozJy/U/fw4SrqaBznUUoRZFh4TyDrJ06eLh5Rdo02pt4z57e9wF19m9S9WDUcrMuoQ5ZoLL/6rryOWxTyqZjbqG1rjfEIMeVCPoAXZqATa7NbwYrZfiUqPG/JViUZhnRUf4MpDftyYbYKOMJ6djqprz0nJg4BrX7Aq8bJv9WqGU6qBWbIaVn/D45LD5e+AdPbztv4athU5iRYTGB+6eR63rdlIiEVBb0ZRytuGXAgpfN3F26x34pOt/vRCo69sgeW8GE5LTGA2CKD0JQbiwuXe+1qj7YW0TSURyPoU4Euxvt5iKrh8eHpasZo7fK1OIAS3UUyweyEEpGeyZFMRGmCiOGPp8QWeKsmCzGmCV/gyRdiqJpiKkPfEPmgpRPnUQRotpcH01MHZ1gHrUaPMAQt7N8xTD1AeXZHytLKklmj3B3AIZ7kesXWGaEBGFQ3CjLhKBcUOGB7700EwHMrXcMxLT343G+rm51a2C9RlZ6Mi9JIdYFZ38H+IWm7ey3B2GRacurfxmGl750uc6kkjy81a8nNMhlRXzQo/Z8uepbfcJTjntQB3Yy/ZavYVse9bUn3cUFuMbmpc759HhO8erAzyhmSOEri6o2B4XcDI11KB2gH0kixEpovsDq06yf2/sJsUoxOF/+r03mOODnct4ggVRfwDkVMqdg1Wz2+Cm6d8pjNjkC4nWEYpuLfy0a8sZnfICke8fdnNu4dpCGDPymSo+GN+7964rIwR16X71Fn5pfDtcoVA4qx++FQ6repamgQfdPngN15XCNOFu6nDm9HyG0C+zADMFUABDG9m1y3YCNd1DtpMccwDbmmQL5wPKvJxPqOMv3sx83b5szj69uPH3K/TTCWUSmWOxUStdc5ol2nLa3I/qz3rJIV8vOLyeLqOmnJHJwWwtNeQo6sDeVuE4mZ8FO2FZlQHRAzR6/Onledfr4p6gUPPdeOf4O/bD1u4ZEQaE0Kfqj83Ezt8vLH09r5sg24055ttKNwgj0L8hPB34AJCiT1H0oener8a6BLx4/HoZZ8cPj0M1t8MNngUQ12ggBAgfOYv1P0h2SSA3R5qh7k9YYY29mnXiGkz90rDa9Gfz5zvrew/7bJIgYMD9K+Wkh2ql9Xr+AHEiFo81Q9yeySgbQXsyPfQR+16+kt6D2sE9Gaa7roMPsdTTMydC1/bMKEyJR5UyJUEVENTqjYYRnrvowmBhiGTs0hj/nrPtF0KOfyqzAUxVxuvc0hpfiZi/DX94UJ2sKf+MoW/nYb3AervWBF7le0ajjnqJXRqkWTigSZ9MGEgMFqux0mEpYZGk6N/tzwLln2S38f9ml8nwUe5vtumlW2pqhmZ+FCL1efXNKrPHUh+YOc00I7jWwAyCpzMVo+yXFKHpxk23e1i8UWSd/Rt0VoLaymjDm8Yf6zqYHMxa9PQ625sBej0ymizoMTs9rQciLROB6eh2iy06CvguKTjUPcQpqQQZF81zGJBQpKly4/wfwdDAyu1YcoKszhZG1Pgc9h52SljHK0IGKBfQs12bnTBDfuX/5Qv2UWY6AZMjWHqLZ+K/KUloEV7VCl+qNTkc2YrhmEJtoyokgLPe/BXF/uG035NRfvO6JOP+qfg+yEdefqcIUG0/Ydf/I8hxP9oxvb7Lc9FGoInCQiJqK7O3WA5MFk6VPa5sXKROHhFHyeLlA3JGlMCt12M8gHgWCnZo2w4Jm3v5p3KfHDNfQJrVqjpXIYWiyUSL8VPzOn2k5XOcnoAvV48hf2wfanQ9n6+7HeXHHR19ta86RsnQ3vHSAe3ms7pPzx24YXUVZwQkMe7KnYYh0fIeEQme6N3x1LYX2W/AfXklL0IKcgI0zsGteOo6HXpl+b96gEnMsDLJwBLNT5fkxkhu2uzD35j14vTgEMgmFMbkTLTy/ktOKOR2yS7yCld1oetS8wf3Tz6X9KeKApyMNSt4YKDbKpQ/sTgTgFvhkJpAcJFxHxWnaP1nMouXbmhSRtCwH0JBKYwBEpHzYz4umTPwxDgE+tspGj5t9CCupvXR3i4zsDJg8sVQMOZZ319PZcMuLO8K45EH5Yu9qgvTTAoVDk7PYZd05u6YqzYj9pL9gooUkSRB8xxHUi2iW2kP27GGAXDzuBAy+GfEJU3SW/fmVAvyu7A9h7qkaoMjEfZ3IwqA2kesdfvhGZxwCLV2NpyZNLn4U+06kncAGaJS9L4RG4UfICK2soccZTOn7J5WyTiAmz9FIRzc6TMF/te/rxXBfX0ihN3rxgiHgJA9N1iwpNf3vUtafX1mR1ECcK3ej+VDx+ObfzOKNr+7kCwYu7Y4wHJDIT5ZDi1f2uTGX/qBU+rW0wv1coIlj5haueJMU4+3V6fmRQM9RVAVcsZ70+d4abjD0YuA6HwH2hCrMdcWejFvBmGeA7lQFQSaG8g+FQgwj7p1rBdVcdK3e6C+7A1z1ckal2FF/Z/6Zwom9icCmIZenmSMU5CQwGvpzQ3erT8X23uTjWfZyJeRQ64wrvfbxu+zxdqWHNO62HICYzabUaFepd+rfF7KeBkh3e9mOOV2YNI2c/0y3kyONdBTpe4uLCYef+OdRn1pQV9DfD8cInPV6Ly8tVoqqNQ6yaOYJcISgOAnJh0rRX87tuhHIFy6iFOkKPIdVsI0555N5eZuZM4FMfwXKOxSuzBcQlTnwgF1jFGw1BS0KchAM29eOsqKV18zTmXdnId0I5CvLoHByrUenl5L10B2y/41dCO23gsybicgIFMkFBLxi0LM+PqP+PAeGuCUye78LzQae5EVX3ucVeDT8ZFGJU8YAqBCVnlArwPFa98F1DYUecDsuhbSYQkAsHI4mPX0Si/+92ZIdCmvOp2DIfJgQA7iTIc97GbaFr+jz8fbU/j9ykzAogdOhe5esLvgwEmtunbw27RpjCKsT3cg377W5MR6Zw03W53tHYSwLpbd6oZ9UQNW2utOTC44AEd5ldy8O9W7DENURX//dvyfHBldqwrvkA2ww9g8Fg8ruRXuG2su6D0t+TNepY/2hqGN6BCYM052J7yWPhSVXekyNhgoaiT8l8q1axqN1WlRjoI6S5f9dvoYTOytmcET7w3OckAWbiqX9ht95yOX2465B+M2RVB4jpj4Xviesu4OrQZtH7CtCYBfPel0UMKIYwI1ihjkTpl8NzloIZmq88Tg8t7EZ9c3sl8kaFKAxdauzaNTSRT53yrTP3Tze4XuXp+O7ACeGTHC6Z2KNsNaMYp0LCFDOtNP8tdbn/K2lSvoLFxuISX6P/xUrS1jPgnd1CrGxLe09SGGItkPJOsCnE7puCNg6pwpGrj/GXRNO1grmWHG84xJuEmJpkFIy59+xAS2GqzWqJoKUyfy02/nFojB+wy7H6Lx0NYhTdbhvirF4Lc4onRAWfTW6dFLEnUDdTk31zqlSeIYJQjd+r7FDVgAL4PGahzdKYfvEtKgFEv1lPnWayKg6wpAOyU/Ypm/NMuQeLwRqArL7z79r8Y4LsjvpVEvM1AB9P+y/HGTsMDKLyrONYNUlFcQ2hGAOYVIgpqQy0X2GYxcSrRRO18noieFBJfsZdqzp/LXeNhv8tZF+/mxjq0W2NpjAp+E0ttkUVYgGxP0n88AhCsY01sqkTH4MObPukze4QpbofNjiG6mzw/r9NFUYahwMigp5wSb+Ay4mEoUmKJ2OPRK0SHiZK6Pe7sXfA58u39igEgpJ9oSQNmJAMzPD09vIJbu2VDT/F0GXPDuQtnA+3lt7ERAHdKP0dygfMm5k4bFL2KdDV0wlgtFUQhF1lidoJ8D5c/n0S3akSY5m/Rck5/WzsmqTkeNt/YeaB2bJPx7dRm3as7sJJTPuUk5tK3U7Z/Lql+i3KfPLncveBZub0P4duqSvJXL74G/ARJBxKvPYc13hpbXMOMyi4a5ybzlez5N0sb4Hk30DCW4HKpXL4rdLljMAwTxJFj12Ysn8/Pnx0G2osHH/81OPg8fE1KeAIFLvndvtYKZ2lyAD6t8G3xzsqD/WKPF1p7qBxevhpsOYz/q4u8NN9innR+4aGDfDHEPWMdato0tL5iXX3dADhMauuVWkVUS+trNbUufW+6bqN0g+cgEC6s9OOQ4RvIRW+KECWN0RgCcG2erDYc4h+zyVESFvNdAB3kBKSsNRXAWq7c3dmZOzwedR0CkgJa55XkQUlA7uXGqp2w11OGvV9Csu+tDuaTnSnqPwWSuI4AV+tyNbKYenDbi1ewkrn1INMdqVQw/o+tjgKOzTqGWFJUwrmzBBGUbsPrpVK1qn+NukFm/rvfWh6ow5d3LaMTDrMabRUs1qvzs3rKbqO+eSw1DKmwW9DO5+tanIGx/R39V/xg0eTNctxcHIpK9mTEJ5cr+hORt6T0gyTqgEbNGEnfRKKSsTrIgX6fHnJ6CSgc0qtag1KL4zWUO8iyjbi9/XNQrkXiVdXLydW6TCSq4+LeT0u42PhE5S7atyVb/I69RSsqYuJ8nv4MK+34Hc7TVsfRwNcspxi1/gdDacR4iueRgbgUPWdh1oBZl4IO3cKgzlgHsvEYXmw3Wt2gwluSgprWNgU5RukB5JS6p/kaTwzzzlv5zIhlfVu9FRCQNh1Eom3f4akmwE7AXqYtbqiJmunNy8a3apKdVX5C+Sia4jvaHDPCCoMSac3MeVV1fPQ2fndPwzvXaoF6f2+6Clu5VxSsfpoeHRkDMOsGnsSfARfuy38jlmsxysYaplcLXLFEueuimnlhrPdVO1YNDlezKzMNMXLsla41lkp1PjVYBEXdBF3nRrYT0BWuFR/6sc1e0ZeJe+HmY/8ejP80WFktCg7Zwf5cbtAPfHLEQr6SDYAXAMXlag+uShPRmyLk3WX+yhg3wPLdAcLKlRo939PLF+BT40jp6cKuADtgHlmfEybOSzXT+5AeIArSF3Ud/X0AeOdG/rddqw6nV0sp7se0lBOMR6Zw03W53tHRWujkjFKlrvUkDmhTtc9c4/OECROatYTv6YONHkOAwDmwyhSLMOsuPlhAl0JasrXYSdWKYNFC5yB3wh37FStuy0q0HX601DiAfIKA1RUo+tvfsjQ6zsg5gaqkZF8H5us7FwIVIHBRfJ/JzVzXrRd97ic4Ampwrc/KxStoy/Jzn0VcBDQfWH4eNGP++e/H5RWZnHVjmWnBQ069cTWVtQhjIm08hm9MpIb0DV6ypFrv7kTA7Pl9KNFYbTG3qxvoh+BcBR9fkUOWmI/Lha+7WVf1GNWK8URl+oD4Q5Z7VqShehxsUvsqqzR1zwLnG6uPMsGbMSAayYmtL41/ULu0en02RKt8T7VzvIE8odkBQ3bJsqcqrWt9cK5RAQwaYcj2Z/Y7dKKwJjoR+apipXKotmeYJZOmtHTAlpgGJ/bmM4LuOZQNfmQrUQTxw0Yhl8GJ04yslFbLfceevfE6yX3N05h7SftqAqECKcIzLkB/6PB5DKlfVLP+azJqzl2kDhbhFc9YpVkMeFLElnNqNNpTHgKG3t7Gi+Ev0Rva3jHRI9Y1vojqBE2lKQJ+zdHbPsAXLhqNDzxxROCHu0ATJhjgDT5nExI4Q0v09iRcrz/Ds1mLfZ1WjPld32MRY/hDb88semJDdIAhwXSvEAE5GhO4rVu9ca7m6GBR+45o/qv/MnRv0V7AGLW0BYOiY11rEE+kQP0H2QdADBcSnHJ6TcjL5DPS613jHHKe5aaCGU79l1KuId3od2ekhMMEPGM6gZU1p6ev3zBilYySOZucLM9x/UsM62P41dG2semgUFpuT6yI3QJvAGYYmpRGaMvQyIYz0ovDYnzkQlBtz5OG7nTZI4OZ/Vddl22ribNwd59En+rdK8hmlZ7GidpEPJuE2k9gBjNXaT8hYFoZ9E8c7Zw5ZIxSd1PLK9kkRNTKoWdO40k7/b7DDzMP1tl/ksMqURVS7G4N7O+Pjg4ekTfh4FsYSp5Ron7P44DdHQd8cY4o4v+YSGnW33cCCItgh6BBszqo47TVtJdC4hFlKmy2nI72iHBhd84yN9e8kY4Mu77bgoZlUxlFQFNHhNB2pqOEcylwsI88x6xNF9gxO2fHSLqSXR4+iX6nYKOO+GjribWUVUDMF20Sy/l1mXgPuowpW1bzp/2JUYyrrpipOi175cB/CFfkCVf/rMoKnQ1h3ilahMtkWExV23jNrtGexPVQWPEotGVyiGGZHfrMFzg+oQVTY/07B9bpxD01767X2u2qHEIDrT7z1riSxh40Vt/qbnXG7CLcwxeAzrBLtObRH3YloGRdWVxd1ndvJypjewf6HaIBmZ2G7xVMIpLvqphvnPDEj9vkLgfUqFSz0D25riuOT5REAn4EAz5PiVacj7zXtnOaoRHogbeuf2GrkCLur1/wzfOiKwED//eGKG59PuG4efYPA99alaZeuj6BqCyTaqu9Z3hmod8NzayhKXsFa8lEUcLJOW0+i6Q2KxFNjRjut1+gIVgGSzgObhnZ/TvKJHtWBmQ43/9YqnNcQ+H/XU9My5ZuQ9O34UqIXMyftxGSvlza4t/EU2irUeIXAXJCt7QtIN35qfYjFmLxEsGxVoqr3V+/Ql3PXav12s6Ic1XThn3A8VsJKp/UUeApuMM2kW8aHsO2MxrF97LkwkgQp9Ib5uiVOrgUEMRPhQSbEeufN5vniFFodSKvjAkyrnlKC/XF4OySihc26qDCdBe7KGSRTdnFdemA/B2q9IDRQYeKupisXuy9w3Hv3V4welvC8DEKEG9Ajvuzf/xzJMpXsftw8OPqQNtxBw89NAQiOK9zGsOeVRCYNXYVDywwPRDAiJHBTHlfhgqnvla19e5fZfpoYfHR1tqYP5Bzrs/Wv7idN/+bEJfOLmD2eSWkD8vOroq3QMY3NgwShA3OSI56/vvOBuOENe/BekjjrNBSOt0+CVklS9qnGRuaJuZkf8YpJcvIMANTZhGg59ZNCNPG4nb6FevBmlDFbb0Gyozy69MCc2gv3KH/2CsFMXUX3+5YmwW1XRBX8w7E0Djpz9Wpn995LdJbgyve9f/eUfwnmtbVWiqAbjseaHQSPzJrpIbFs6EFSD3jzIrlwPZHAoDayDYvVDdH78diHMjboEKKjq2mMjp1gBAxXb5SQDcwZgtIg9W810VvhZWz7cVD2iXb9PRRsRJG0v70x2leXyEG9zYSTnukWjKO5eSIu95WLjSn0LVwQgJ2ba6s2elL4I6qeisaieoXg3JFjFEBFpvRrzNQ/X6S3Gr6Ko1Nc8Hp8l+XEL2VHk35nFwgEjXffaFYm8jl6HHo71yPpa5ckA1elkFKOJKJr/Jbo2ypVgMIWnJs90klBBNP0oB4JLBPWAIywhKerFilFR1KXLeuWTGn/Fd8V2aCaXUPUlgDyi4sH5mhrnpfI0+cAjCSKZfsLDvc8+xfrF2gIdBiya0uXIEEzAq3O/QNBGtqDxylbYjpgtG710FwWqsa+EHUpxlGSrrTSxZvDp5pN+5uOZb4UleYG0rVj0dzACG4tgTjWK+kgTHVqixvi1yJ2fIyeaklKurM2W56PKKhUgrDro32LlwG3rjj55B0cSn4JD2kMXAIZD5EiFcKOYKDT7LfFfVxx58Xnt2DIDTpb4MEG52aVo2vex0M08DxNoQ4gqWDNxIZphS6zQKpWvllV5coZWN0M1mrWs2lhrhmBgDMxLXoX4DcUZL3TEoj2BiTdvspPzaRkiNFdOBGE5vj+Eo4AAXdzyQ7KoK9CahMJTE+hQXfdLDRW+DTp5/batSDAu2cDeycrZ4GVrSr6fjARN9KRnYBrsKxNLK3yGyPC6QzrJDLiXFvuuvAPifaLE/VITXuJeBHGyVu9TyM2q1YN1VP3fQ8KK9NdM17Vii3SIZ/Lb0v4zP6loKYPF1evzKIwZmsciFNZ2vuXRUJJufl7LpthdDoCZhLD9JsFrJI9fw2z4xKFgryNoe9NW16HzIgUU9a9ZpIxsetEG4Ght8iuqG61z3hMA66r9WfDnrcUqpQj9aMlFT3y4Nw0gmUEkELLbq5fd0sabwxjycGZGeB4mnN8WI5sK4Naacfp8pLqfC7qYxcNsjFqGjpWN/IkdpVS463J8IDL0wt6wO5uKPLTD5caBNzFU5GFRcPV/JZk2tgLZysNqd5rZuomDRBUaEFSEsu/h9SdWLihHJ9Y9EIRQtO7XUie6x4fHrkk3Ma1LrHU/gApiWblNqLFsZEDiljzlpaTdHzYwD7HIIIKrAVxI+wGZZh2We0dGt88fSEXaSlo3QO+DnhcTcgFxmtt2QfTq5dtopl/lCdSx/0LgLujww+RMMTJfRQhrZsEM++eN2TUi9vIxeYieiNNTsm8hwL5gZneA0RziFgm/XJx1VIqSugHCzRhNxHWRI510pdQb+xk25YmdFfvx8FG3a4Gma6dbqA/GZsjLJXjBHylNZu1uCZEaupTn/Fap+hXgdcitoHpUhkIJjGFkJYYOq9o4RJNjC2vHu/U3/Qs+Y0abpXcQD49RHJvP38trJPz8Vi/3oTjwNft5qhEN87PZd0qG9cOLc7uhULj0KvF/0mjg0Y8hUqeRfKToamLPRn/0pGpmxMyLzzzFYxQxRHNmVQ/z5jQDlaD/X5P3AS1NtZWyGR42Fg1ZKZs3NyP/rBOw3uW2MAeSRIuNXHQvp4IPkI6r6tQ74KRgOz7Ra5bfCyCx7nQKRa8DMOgwI0YDVJFljeHUCgyBt+kIQIXxWvHo3XDUVnXeQEV4dGpDV0vtuOYckaFxD2Kg4WSvZFj4mjxCyZEDsNLBdXe7EKpaQ3VLhxkqZKzhtUsgWYage0lbx0LnOH6WyZVlWhdDjpwCfev2tOOjL8sUHNmm3nHNz5UhORs5j3SjQonhAn4fvMpXU5TXXRAfyZztwiZU8CV2js8j3KGtM0ravIw6LctVk4VrwPuircNVGH3A6xNpxpI9Vk5BO+gxAQ07XNjapG9DOp6UVxjhZ1GhtSTT3hcXgo6DZvq4KICLsRf0fLW/l04yXoW7Gzfgfd1YFN85ZV9eev85Fkr3yOx6osoBqSbRltwlyUt72NtIZ9ceQ/M01hVRRR2rkSPz/GYqsz3lgW+Xrco+nG9Uza/DsCQ7KlYMFmXKTfn9H3lh8J8QFxvoJy3D1xJeGloh2DCc0LWoJr8tPTBM4ycMrOypu1SQF74wDcoQT088ChXcWftqo3F6ACzdm4MIDgH5HbDoY0C0wNP493irox7wtV5mWuc3XwJrR1pZpjFeZ4Lg9arcGzmYedE+enJgDK27e97pNL5AIUjYox5E0EUsHucY7jxEPIElcG2kUv2sD7FM0HpRJGX/J8TLHLed/ovbKR5F5DeYlsPXoxFnwJ+hLTag2GuP/xIihJTjgNHKY8ttye77yzjnJ/nonV3jLOacl5aLawPMjOp3JM5E7ZLt5hLvTYu1Cb5kichOMva3DmNKkHpO7MPbMw7/uljS/o2qFq5lXw3IXEmR1K7fn82FXf03okUmv/RoFij35lzBQSZId3ZeQhNWNkOGednuTw/whdLup+AVDpbPUekVH95uQgW4CZ43hFk0AX6SviF1nRcUQaJ4gVJNjHHN7YyDbu0NowxAtl8ckePbSn14c0dN+iap+9o2AFF3+csaYP3RTUpasnZQ1X4vkv9ACSjKmpY/JowUQn7izA4VobBIdJ64Tqn9oU5k08zs0x91Jq5ut8sqB4KrxapjtuJoxwU8nAjlNIRg9Ep8EeGqAvgXZExl+lLmq6omebjb86ApLyuH2avg7osqNT2uJvDxKzz8NtPzwqPWKX5RYMH7vFBRSKV6z0e8ZO0oSO9iR5jnXIo7juvjFu2UyOVtol4h1A7m5Sn4JwUr8B6agoYtwqTDMSEoZ+kTG+K/PZrEv2PsUKTobDwv2s2FUqfEN3gC1UYf+nnrEGL8kzODbKPVQyvUnq7HKOklXETxsY0pZsDnU3trVsAhDseEuUQCDoXBrMlQokz+oi3S9xz86SWKVcf0IifVvcFX2AJVyeaIxq+h9vwa3r2iMqZ+HLAsFeV26veshQhUqO32+jejiIuHYh5cPTh0J1+D1DowNcRJMDDPIhmDw6aOjnoHDEBba/7mEscx90aoh1pAX09uWMrgi2CcvloMFMIUWegNSiWc35UhxDdM2GdlFH2WjqSw7RgqGAdcORz9/aXAyZUhOSpPtkDEEaYxatGwdSqm8xBBlzp0F5Ilr67bwTX604a2G/lPUOnArYwFvKFB24hqYF/kfL15wgaLJMUkW+pu0F580r9DzO7+QEjebybxM4g4v9yjnoc1bWklVhoAoK17+8jq2khpaFU2v+Y3b/8gJ6seTvEzDTN/J1cNMVs8hZW6bikaTNMUBkOKPy9ADNlEDWZJuK4T2qlYZKc2Wqpifxi+vOX+ltBhP9ZBHUqKsq5AQOElZeo2aXDdC2ZL6xHOQGcwct9xhvA43G4xty9OcwgddPz8dm8RHWrHjWR80Rs17ihOUxynyMOaMLwbL1Gdb9ZhUcbSIqfVEp1fuHaNYBImKBeAumLBLoQRCRD+cxSYnhBQsByWU0X5r3bldWeoldubdN7IiQWqXFqN4rvejZ2CLlUgMcUhVNfvc+3n9+yDvFg34WupGUapX4sgdwq2jE5fX3lWQoEZyGGm8FBbaj2N8YP+R6vffKAVC6id4VY/OHohoFpPksSTGWd6VtBfdTH6GV+bbb7EZT/bVF9SCSrGbcWQn/dv7K93VSJOjefwbokfiokgLBN0hhSclDvpkQHt+VIdMkpOCwq3XRDJqqmisPy6TJdIggt9kp4JvHTyPGHewiqgAX/5hO1YJ40PlUY8M9gNgEbeiAAg1DZSYhCblfUWl8SPw/9XpvMccHOpoNEFDjOksFGJHNDRipnn5x+7+TQyfgZqOcmeZDYg6EsF8e2IDuwTc34M7MeYIY1Pcl6B0HxmUFLrUP8Vm2D62kMRONI4hHK0IxjnDqMBB5n2ep+tOIic4kuCj6QAxo0x61LVo0cgmuzFOCOQjAma4D2Wqw1Fo0Y/O35xQI3/zbkhfvTAwwPjuAwNZenUwANBGExbdS82T/7Xd7D+Mr+5C9cqpg3K4AVnxsdlFPhDw4fFzJ5q69VWIx3I7Ep/nel71SsQHjpCIAhxau+aDM6KHeyrDdqw+7swEGbRGIygT0YxCpg9BFTHkeGxKKBEAAOCDCErhrfjxaWPkgYBPOTc+yJTGZXXTe15+GyGqC29Dhhyc1I37wXfbBp1RixiZ5KGpAg/hbmuvBiPs4ztUEZNN6GplbdqnwbP7QsqZYWRKKzqslBe7iTOELqm7QWF1T/MTSjlY7xFn9LzPKN+kqy5/zzXkp2Ik1VOa0lwK5ahYq1plZY66UtyQyASOeJqoL4gTKMGcTRvZwin04j18THPzL+QXZqF9sZw/6qHEOGNqDn7gAZPJl9pkdZ/9Cii7UdPbGZ5c00Hw/7DVmM8h4a5V2u0/mxFUx9aRoX9D/ILrHi8GnqNcWOH/wKLFYGR3zs5ukkTSBbkbK/4CtNKrPHUh/RIWe8VN/rr+/H0UZFBFeK6FJYWP7aNXlu9K5vDE1yWkjh35CoPcNgicuxzHWfq8wOwdKgwA4pEhXluSljvny55AF/xu21ltikles2aOjAQssuLO+ViNs7fuMVWRWqgCqO3Lktmp+lAb4By84QVRZvoOhCxPIl7luPiuMXCYWFXbnAfftU+oef4SK2Y44ZEjKAYflpN1Kk65smr4KqhTB/6libRnoubZCQUF5HLfE2I9+8LEvmVS27+xGGbH5wHDWcUpQfvIe8uEOak/jyMznE6Gyfm2AC7fccC9bwkx/0/X4mJA9n6+MS+0U4vXu8uEqS1HKf+fuEDswOpHaY/2iFHNHtOu+uUQEIF8YVTrj8qe8XCSozpXQ6zqdpTdS439w/NUQF7yBgygwBeZchWBeGHuUS34Fxfs8TXNZ+jkCp2eXnCPB/26lIpmT4+64nlTdUnWUnxbcn4IjTYw3tsFe+9j4dnKpEIGzy33hufoD1Y2KnQsQRSK8jf8c7L6dli3O23Pj+DSl7nM/4EYZwt5kB7rzsW8/D5RIjoKVFJ9uS5LGF6c4MWmXAnAmHPPQXwcVirIaCyUzO01UovRm1DitvMChczWFv+nlZs/ZN+/oM5e+eZ9S2SpKYdOSxUW3JdWeRhQTOYF4hMiC7fz32O7WlzE/TSQiQo12egbDv1zR7qzHO2f/kjxxDWuk7e179OsTbMfFlCjPjvMbSJ09VckGvRg7+3P+p5z8IrAQFwmhB+mS26+c1X0KBuZ/Px98GKGM+Nt2OVfdD0noNB65MX3LEVxLUk+eqkcToLPcmFsn6qICcNCky8S9HZr3jOhkRN8AG2ARAfYq4VmKj2bkCV6dbsvKCKXK0ZTO7XbT57qdKdzhsWc3q5iKBGua2pf10UnLW3D2z2KgpUEmY1RtETBjimDGuxnVKfzVrbZ94nBMrlS7qjFJH5cmtA8JhkOUnO0IssxXB6irF9CHnb1VwZeeRn5rl6LrciR3Go6QtupVu/akW5wPve6OpsAdQT+mAJz9+EEorhn7MLjYFIjVSDlufzk2iStz+AzVl8zlHkMYIFyCkk+IsoiXlg2L7/9NwCNn/z1JVfUOco65/275w8DB7bO0UPLkd75W7pJPPF90uHAI5tSGkOvp1VGGm3ZF1WRh1y3wtyLrB01f55Es8Yq9dHgruPnm5AiPYH4Acep4SOnwJ1XPWt8p2cUBFNdRJc8/bv2jcDaF0lHwSHjnAawHPBywJqhqgdsf4BzvXsD7Zv7GlQGKngNjj8UEJFqvfFp72v6DTwgyg4vqOsIp8cMzjPUIehyoXtA/JuCz1i0cYpztr+/ExmuyoahQzDhmY3RKVeMFTWqt/Hh+r1Lfw9QuyEvVlLI2qkO1Ar/4HD4KRTtu4JPLR2SQgaZSIStNS9ejS+R7HuBA3OBF52bHR8W2cXieW6s7RMOs6sjaYljomREFH+QOZdAyct395i6DuM0FX2hsfk36jGM9lE9f3qmS5ZiKmGPz4UOnmaSD+WsGNveZqOu8oy9P61Vxtl53ZEXeUG1i3uJ1H/Ayzb5KKa1YW2VR8bZLk/QSPrLBUEYfW+7wTc2uJ5KPf+a9giHXNjGy5jek4/gmR6HxmV3DHl0ClckFHZ4565hFmMIHCB4RFlES8r1OzmtgGIhBF7CsJ8L/661E7PE5PD2wxxJBq8WqVVP6q0NtOEn5550oT4goALCT6qSmoD6ZmEKIp4HYJw6Csoi6XkgtM5uy3fuWsI4GtIsxp7KAUH6q42wpyQNAqKNT7oqUzZttGalALiChapF6QyWrAhVOymJVgqQNKqsLMOScib+7wzUw41HMj+vuQbLRSDQQ04fCupLlqZ5GmF/iqgZXdDoeMMXJu0TmEoA8V3uK85ViUE1g8lj16IS1DZxDHL7gvzFVjhx8+37rlP310kwxsKBIkvz5qVfBBUN2TSiBXMuhLGYfch903ulEU0jf5WyS4Zbtn+yjuaz0cQGYsmyOuPIp7UDvZBdLPfFNHl7dCLBTNbjGBH1U6CUAmBn1j+uh6SlGtRx1wuh6p2E4Rw/wY343BT1yHRUVxYIrfQHOYjoP3ccNmJWs5m6itu38hU/ihvWpN/tFcefJ/d7geq7M0WVq+MCc9jP7U9q1D1n8skYzTqK5GrSrTYLtFSX0jXYNKmHpg8/HeWmWKOe6DfHFKLcjt6HROKv16FZbg6kFj19EAnD5YAG9DsNcx0CBSa2teSsADG8wThS6hcLaYhwRTCeQCtLnmFzH9uPlHbgqvcqlD8Oyo8Es0D0tVmgwmsUCK2mSQ2fQvJi6c1avRaNVhpiUhyPdhXFvsVfs6/UsQKFqspBzBZLFtGQRgVfsHRCBRMnJth2Fr3ju6HhzEO7Qc+PwrTw/nfxr5ANUUsaNoOczB3Of+3sHpV+T0X6q+rdV3/vVv4OXMug6M3QsmlPjGefWpEK9jCHnMXBhS9JMpgudUJqf7zM5Huo2u33N7TMk+PkeI5k0OALTiLDCZFXADawHPBywJqXJS3f4d/TLyoYRxCH1ybh19YmSUGnN8Bh0Pb2TcFaL9+BC7OvigVqRxYhFkmFtde25efSaB0evbwjsBnlFYrp0adpnWeW+2ZtRt+5a+6LMzbAjCHAwMFEnjKF5Mwcq1FShu/pesL2ylCcZP0ESsiAfuKLFFy7ifPI6j5uqvDGnE6K3jM6l/897KwG/09iP+bOLlfSfaWvEwHaZQ4fRAUJ4RYw+qG6ikakFelEPXrP6nkL4XUQoeTwwYeQ2gmMvJpPHQZeuhClkoMEud4eVSqUsQ/TSUPbz4ib01mQ6+Tc5vTKNaWe68ydCwzaeEuBeMu8gwcbfp762AuztT5a3Lg1tWyWqqsMY5tTVV044CmOe9WfsYieQE1r6UI3fq+xQ1YAC+DxmoNFy9m3aFOzd6UPUyYqGfb8QOsA7X9e63axWLd0/y7n457uU+Do1xulYUZ53J8b8qnFK42yAiyLX6Wfhqp6GCDxc109Z1ga+vFL00cbe31A6kh8qFJbg+gPZ6lkjLcNV4yCSqnz0HeNXbXvFGTItog16ckQOmwlcG2HWiVBMHrJRgEK5z5wfOqldls9yYpraDI4qrXy4wJpNT+bUgbkQgJRkuADGTOVxVXijj6GCCHdKNcwQUfRmM5QR+mwUcW+oeotJQTb1qHLJJj10Fxx0WPTm1DCA8yc3rks/6w4wfHMHezk0ULRrEbzMKD4q7zgmRQXq9ymUPPjRIwOjyNMdfZe+sVbIL/vjJeT94WaDP2VxGkngP5J23/8YYTMTLXHslzllpUM5FoiGwqnCm7pyXceB5us/Z40q5R4AMiQpDboFojmM93bbDydtBGdSK+p0BRe3M0zQR/AgOlniVBVVbMvUus1IOWFCVKEF6PCZeUZlPgVTuLbGLoLTiz3nrpaaaTs8DUeOquDrWG71UgFSv/Z73ydYCVYasjLSBkAZir+N4Pd54f3DMtn4p7kSPWkTiIxwieAjqAW5SutGHqYSGH+ApayXohAQj0t+hS9iZ/cwuQh3lS195GCcaomy/1vBVrOXItQ9vAiBEPKPKcAJLjkq9YIaEdxzTeWED6zLGQKzL0/+puk4ymdk+i1F/HDGoo4xKQB0HmSywcZbrErNC7653D4AUpMx0EIeU0o86SXSwYazaa3GgwJ83JRobptvd06i6FXS+P60POutUeD40KP0zAeyKq+JWCTFJKdrNTXK7pXyWJNuiYHj07TVtNdWureWEpEL26LjVVzQaqLTUcUZfkHAZoTa2uzF0nuXs5zCM0n3Z6Bv++WHe1eTMMXt49HGFC1YuhXkMSO0+LxucNKps5/EUGqt2pQ8+RnIpWDCeCt+m+c85XmMrWL4W8P4EgkLNiFfjmXEvMFwRbGUoSPuQmsfg9waeJ+GOimFVDo24fMIkJoHUi5kfPH0N5RB4+G75onhtoEPiADmHVGargm0m5c3wcvVZtLhbrosHaENBAo2wx/rTK81gFycmhNMEY90a2PDD3gGjMlNMRk/FqXVMyDbs7wfl4IDNReR2EvjB0Z3T/YnLmOkS0JcmnuxhySATWRT0HKuVEXM0UnVf0RkTcbvdV69aoVMJ3vGXniZxggxU9/KAFdZI2yCi18FLNmy53GxlZoTaM1eChGbPtCIRz+EBuJwqzrrEi+sQN1NdW+fECcANIbUTCurxFCFMTE4Bnewx5NdAVVz4M11WFRfABNIp4oEfOAk1ZNGPFUE6uKHKdh9zPGYAOtzx5MBhv5DdssaXALfa2pv7RIGcPnCfs/Pr700/v9D1GmW03fsKg0HK4eMTR3L6ctc01TG3+o1E8IE/D95lK6nKdOAReo2lpuNEy4Ok+eB20JcNhGyTPI6M8+KdzQiZqovnR8fYznYRA+ZzJZtrUzaoquFI6ys4Q8qy1E1yM1wOO/pmbyxmgE7VpJTrlN30ecpA/m2NaR9PSPxV0hk2Z4x4ryvIQQ4GPZGh3gbT9r+oIkfbVibmAiUkI2W0bm2QcqXuLaLR2obE4JjjQsvHGfcs1dIAs+pnfGEouB4ntXUAsOytDc8bUCD1N+QsNskgRC6auHuGqw3PUjrIBih4q0HJ/CDaHatySTekkBABFvXFej6sMQqYO/HBJ0+ZnkLh4CWIIi1mWTazemw/PvIa+K825/zdTqANgrKLxREQd9E8RvFFwQcFNg5o90jiySD3X3EEAEUbl6ew+/joxD14G3rojHP+zjdYPpsYK7H4vkE3TzgrKq1PM4kCLR+UBggzT8h/a3/4OlhyXvOfH0ckHk2+2PmrAYKmmLgWWWIk6mVE3+6Fe7IN0UZVyLwg9ZAW5KH1Cr3oKPpB7YzEDm89Awc0IXjeEZzOdj7BlDJxd+rCRPh5MZHsN8n477s/gPDecI6yeQJAQNVCuvj2ihw9fQUeiwaV/GJ07TQH75cx2PLhSuYMXwfs9NQ5bid//Qbc6j1vSEIgwljgc4+uZPYAMRMsCwa4hRlzHV98GtIbfBPtbXwZJGs6PFrsTX+S3RtlSrAYJAEWkYDJmvFBQAQpFmWAfbJZFrnMFv2Y60sAWdy6gyZh+Fc6X7E5u6/sR5rLE4iTK10+tX4nSWZKyjlKEHDqBQ0VQIIZJ82++j9qqHm91PetvF0BqSfYUI3Y07BO4TI0bXjW8vk9ZRvX+Fo5Upl2xRc8tNdwbwIuxGxk1qtRsPZHNyD4cDVVjlQ6sQxsYWzDmQxGD8Hgi3JTiuywoSLnm9J/RissmTRKKK+xA/tbi23R3Vj7amj5T+9TJgbYGzdShHQ3Zeq2lqwfb09+2CiR0eX+PgwR/HPPrOoS41p8cA1iNaDeLYcncy1l7cweIHwJeGg91lNua39REcq3hkMmRykwHBcKTL/KRka6aB4bzhHWTCoo6zF9FO/Fv4jkT7oYGhCfnxzUuET5uFzcJvzGOgfMRYNxJjG1m0nrXpMr+QhFLNUJt3e4zskmmTohx5ZZp0KmED1WG0gNJCjjr2OA2eS/I/0q62xbYvRjTe+Q0JHor+fOljAvlPnS4C27x13y7eQMDmYF0pcpFYvYQZAiAs1GvNVUaQ5V1Kx3YHZXrc5vx7EI7l7V/gshmaSjJdLFBbTFYo/0rMQAD4WcIz+L1dORaD798ulfG5UIlxUB7TF8Icgdoyd8yRrKDd0BcfZVeRi+FvZsSv87fFQn6ScFO4Qu3aprzTr0h/uhFYzDLiBDouBzOTw8cI3ovz8FwpEd+aDGfEq0/tubB9KVomhcPNKq/AQQtcLiUI23TOJ+VYXDgAIJDEVuuWeXU9ARFl9kPzqfL/xu3kXzJSi5m8LQsMx4N94HoB7lXzJPDjBe1gCTrKC0wh1XLjj3RSShNaphyQkGdX5gJJ92kBSrYyC156dAVDTSl/pO2aYTjytvrTmO1I3ddLQmZCETSFao8BLMkjqMi/KzQsdxaL6TSU6v6rhkgqOuNirkAEAj+bhnpEOSwteg5rlOe7YugX9d2Tw2BjgBXAXSeZC1/RbJ2WNDtvmpmuC5o3/FtrtDbkvdvD4Lo+4cZAtjVHzE6EuloVFftydwEp6U8e1d8ZXttnwP31NCfXDfl9tdg0Sc5lTliP9AvJ6m7CZyV7hoOE9yF8n0TjCP17qf9jRkPtQSUPB4nFFACVZ7+EtAFT2Ldn+9Q3f7ycBS3Jc3LS46lmNMR8DyZNswdY6L6lPsaHbsNViB7pbGK+eVnOddgTJ3UojGNej7OF9ZRpWCKokEeMTR3L6ctUXVq732iY+B1IR2hwQY2eOF5Xczb2ypEmXTdsw6RBb9tSOFrA68RoQJDOWX5cbfiWl5TanlbdE2sWqXVNXd57NSu9djwau2cBn6eHVsELlFi639zbO4Nw3IMIzvf6WDlK0Jgy92/KUoSKndvRFE3VT31kQJmBMIdx5nTPBzq6WvG94JBjsiSkxgQr1PXqp6TzkVKXrAa57HKl7qgfJG3RIlB83pZ50G/GykMnCZz63a1qlhFbJzhe0J1uCJ4kwro2Uj9rw5ahPWV5M1SPIgmYwOc/e15PlBpf/2WB8FrvNDKP07oJ17WB760vhuZ63N9hQ41niqmHYMOiZ8q224BdAaJ4Pe5IzjhqA1sXs7Nh8CO+Z/WANtEs5/J4TA3uQWUoy6oNwtJF6nvj0DHqa0X/NIuECKKix+AbcHx+C2zh1rVjnN1C7aTaYIBfNTHVs/KI83E2myiBU+a+zM+WV4xzxH7Lcgao8BLMkjbPGIN1p7xzo4sZtElX7YVuIwrPg2r/frv1/8ILAgprIDEdbRjr6rtbPFzTX918lV2DhEsnWhgqMFlNQqyETThoDJVg+t5XPxlAaW7Q+GUKl0msg442DkLI+By69H8feb0Py3DBmJ8iguqIdXhujLYdZ9FI0ZIt4zW2uQQ7qsKVSA6GChYNKp5I/Etr2g65WeTxOR02LjCl6iLa6+Ibw63BiTuS8n35u2bKiWOYAK9Cdkl/1tCpAmcEVrmyhE1NWOIja/mGh63BEh3nhF9w/vtEH9Xned0p5eW6bVDNyg/sWFDjTyC4b+XqhutSSIfjhWkpRJ0IELusRh209CZ58elGygA96f3fdAFh+8rWfnio2Qe1hzyNiFpDNoG/ZOFfczmaUgvpjy5DWTexsjRe82X3wGnOi56f6yI11r83dnxtQKkbggyfM0YJ9Pva+U+uo3jUBMvWRaqHJ1IaoxAxUoFUyWmcqznGTL10UHmeEBwf0ijJXLD05rfJa6eFLFU5H2L4wH5L6OWmKoFGKrsUwq6eBlWRwBZraGqTboh62Ngj18o+Uy7+f2m7mUHEg94xvjA5aF4YI+3f3SjaytT1Qxpoi799z0ihnlkNlZa5xGjpfZhSgvXhCwZBw2Pzr7PYpKnOFdU0vLfUV6DGfWpmXFtD2itiU99TRNQMkGuRRqJmJXkxR54lH3AK/Pisra0XGoAXpziC8zprd/fSGh6FvL65bzQAZPOC7h0GnI93fG1RVeOOWx9ito5rc1D6guU+Si0hKKDJZSV6345H2ZdL1FGJLI60Rt4VsArCwdcxYEw64EqOHNcGjR+ciR+cMiqh0vmixPK7e1MKGCKXCnzc4/+ukYyy9brgn9g6d3wsdDA1wHXBFziQSjsd1zZHrxlFU+z/bjFvawtDv5FiyXZZn47yTYnmh61s357TV6lJDiCmo1UhlCc9VbrbAVfz4js6hygsTkbggwTh6Sfw+e84uooDDNOOJAroAUvNkjo/yw4ysAofVOtnXhJtk2LuM1848NoVmqojJZMLov4kEtA3UPDnDNSPguNZVDycCOhjC/hTu4GQriQsNQ5HRLHOVIPlvSNhkDbXBrO4Rx22gBcsULKMIiT+GV3Fw1zydG/heYEAX8eBsXr/olKcv/cKG1TuFiMZtXaSslreE28fU7gn/umaCkrFbnaR1MWYc/AivWKr85fFKJ5mFmbLt96XM6w4lR6uz/Ztt5DEwRok4VCuut3A3evnQ2C9asryVS+LNXUPcr3HIYByPlzicmvOeC67C24waftEetx9mVV2US5BLpcJ/K4wfZ1E2WXs1icn3O8uYfEsnndGgSJTRFVr7YaJ5TtrThw/MhJIxxqbERWY8iOcpotXUAr+WcR2vcFZsJxg1w9aFiUXSYsDDA8XqoE3F5be9jVxht5pO/P8txQ6YDCY8gIzbcn32Rrs6gPCnF0DvZTrJoe6gc0WY2Ns68JNuO/4UNP8qGU7pDKEyi6/wo6cdgDfU8Q33hx7VOM3yarHd9KUBE5IgaoNBeWEvuHi9mjYYleupBVjlE3reDIj+VQ9QPavWzeCCGkLsBdpiMw/ZyBZ2mm3/W18XI/5BzjI/AJjDzBuAy7NQ/sG2HDEcl9Xv1Y62Nak65Gf5HZkw408JZlVYI77G4SV/9jhWTrOC/VhcckS5pJ6ImtA6aPgwn/anuBbEYc7s9Hok5Vcwp8w3QTPYM7IU8YpUOnaHBezQM0B7cmf4rcfHD1c26ht0OL3L1FyQngAcVM/6QdQO3OQ+o8dFY73rn225YsMRa9mUTnVJTCV6yjShU9bITWL4t2znz195F+OV8+AA8LK1qQWSWHSmwFOs+Mw9sVNUJH1aaIOBAKWkEATR9EGAYG4RzBIIH0cos3n4NDOjLFUyg8mgqf/W5NAdDF5IgGF9F68KPQNMGudzkNpxOWukMvR1Kqe2Fi51G9GdBRVG6EJmPgWss2178mA1Eoi1cnXk03hGUpaDVVJsiUOZKqvuXbJX33AZ3sB6D2I6dxoNArm2C40v3XAXKocueFMY9KLjrtikTXcdMFgie0L42dbAXeNk8NwWju/v17K2nPVLNF2qpfsPYSOUmgPPp7BYgCl9n5Ur5+edgTaa8IaGncYEwi5WRY8mMNPrlGPEoJtkA9lO8AEYEWyRhTWT2VWKRpeLz4ykMrsRwxkQ6U3tRPzFDaqdSveJTiz+6PuM+BWnxKThtAMD3kjUJ4hdDXhmeYTkzJuG/8CxSMNADmBZuWNdqfUfvEiAq2hhaZ0gp+mvMO6Xql/RiHArpb7BF1wRiyJwyaleLiyCWzoXo5hHDmDQXVpUlUibk1SJEntTD3ChwmM0h1LA7cyKaivhHshDhwvk4WditXjUYKgmCy4fNgYevpyif3v7fro5pjsS0wUTl/LpgEiV5s8YE6W+iz1bVfqf73s43H6IXJufslY6Gw8MNqI+KqKO6JSl1A81zO8khvjj/GyZPaJXbtAwsijbkxl3y+WK+hbl2l+V0sMm8yyTTr0DOw8zKuHGxQBaEJgYDQ91DrLt9FX9YANF+kYhcqszS9qgXMVvkrnGDl4RUdq7NbYxSE/5roUsvUAkkgi7IFUzG76RaiRuaIE7NgXidqwUX09sUCjNeuaKRJMJ3Qd7gAaaoAm+kKKnQENgq463kOIMhR+37LolDqqUwsZ2HsaWc593zltKvSwV03e8GnU6JrtXqMaEPvFYeX8qptUdtmw9PniIB0nZtdGx7ZAUHVYt26Zm9LhSDLzivlx1r5k0UaGt8szQ7QkDUN+d1qkPU9hRsNKgB9vOISZtIz5Pzp1yTmoOeuiyTBxk57Y98lWC1JZPO3xKLi8GDPSmunNQIkhvranqvuS5cmA7YjcZ/bz88wBCgDJpkBBPenmurRiaHqvjtcAViMpbhRvDisuv9Pt3/tbVB3vH5xGiZBj28Pgmy7YvkJ0LplQS8+aydNSLORIkI85tay2ebQHKPMVSHx+Wgk8hGTxtqprIzHPezwPomMeg/R/C0iklxq3VDxAx5Vtjs5jABSAPT9pOIgeStaAsEYM7Rr2+/d9Zwb4wUlJYVsMPp+cd2jKQPcs6k57SbJZ84qLLLacx3/37MMtrDjcJuqZhWggx67W/L6xiPRZyrgap7i1yWA4Ffcj8H7fNxsXoPxK3/8/bXiJcv4oYFO1zVBIYG7dbmanKExTm2WK7oKnnFAd73LhVlYW/v9RIGeaqsGlQte6Fm4h+l8rvUVPglzmsNM5WBKbqc1tMjGcsVpefYdNrJIhr25uPXSN2VmxdsHYNra2SBuJ15PFXSpWTZX7lp4n3OAmZpAWL0yu/GEHYEBy+0zQYiUjCB2VdDbJhVJVcixmYUHqUR8evQDzQAfie+LOhfzFnjX4QahVFmWrCc5Un6cgAeWPyI2gEPlYi1fYysuVWKk8Y+Gej+znCY7KEMoHfiNahbQSGaFoPWb1EBV2XbU/BLB3SjAVY2doMblNam6SewZEmMTATgGHcOHX0ZM8fGvblc/at9iPQdK5W988gq6nr7JUdmFWn3tzEAJ/lnMGAEMC3Lg/3zLaDmb+pgheo+Rf8v6kKiLa+EAqfOrtASqg2KBbE46lrCsVK4ATRduaDkxGTVFvMz7nQX2ZZxFpMiAC5H4cgQnWOUZT8tT9qgp+3N1MsFo37xeQk+9W7538jTnmgMV/mHZeel2/ymd5vb2DHHhXUCMJ8uOlttyBq2XQck0F8DlmFNUsm63D0zJgBs+OMxloP03bmyI61k82Gws/0AblBIGC4SzcCCiphDnraT7CWbW3q4gfzOPnckYRFcXssZnkqRjwp+tPykf5cHE4u+WtBW938pmlpbHbIsYJ5qam4gQoOPtO7/E9hrGJ54cjKjrbowRDLSxdqQMU+ZcBneasReZGDeE9eV2Zc8waU4kAwqbtp6jGy7+Gjw7UXqGf+JM3mkRDC3R1Eu4k24j8UAtag7DrIcm2oxuFJhXzdHeWROAdh8rIJmbWsW6iy9+vkwPbObAKD7XjPFZPNbWC1uf5g4WOq5NAv9W+WhccF7h8OEs3gHgmS8x2QxbX7Rd6wMvQE64oiFTcR6n9kLDUxa8vKBSVtiq+4YhqMvEtnJ+nJML566oj13r2bGKXGrkVM6FHjU/WHtGdOzHEQQY4ZaqerYfPt5qTNrbjhXbAa+7PzpWBme3rV6Jd+5Ufq5SW3LvanYldFdYTwQUFd2iE5F/dO/YDpDpt4nLvauCGdzem0iyt9oI4N5Yyc2EOl4OkoDUAq7ZdCM/VHpRu6lwzgtVmFWt1N7xKKIhQCoFbZ6g2qTDy3SuqBN6G8JLsIW6Js5CF1Uyw9yb+RXAKW1h3T3PeINiDjolkfjMBTYW9guYAicad26DigBzKtzWKbZmWw5OfMYtle5ONl9TadajhrE60sKSQycEOxE3+fjGhTbk3fEUXqzzJZjJV/haRRKIC9UvPyj6toeqL33sbR7cYtxyc9q5vEVn3C7LAtrZkKAwbOG+fAqInpQESocETeek4ZiMRMc3sxmYrmYbSCcQF0b7RRNPIls0G9vE5/XvD5s7hcAQ8wAYpp1GUMoS8Plp/oA9AQ2uLTdGdhdi1uiZBh/O4qSx8cbgibu0QnEIZ6Grpa7hFqO8lL87d8vCYg5Rt4BexzDJ1oMIw2+3ts7oIPpwQj8JBOH9M2OM6nMRH8sooTJHayzyKy0Z1/bWSdFXNLk+XWcnT47h6NoVi1gdTpwewplbZeTJmVADNimLibvLcPoBgS3vWXAuVBIPYv+uWNihH7WfVXv6wwlgJ/Dtvat71GTg4g9gN459u1A4DAI/XjPfqokX8swugxEiofanYJe7JruJeCmMGCcG/sQ+JBACZLVFJG3Retd3meO4CYThIuTs90ZdjiTc/nJvEuiTvVhGYOzHPt+tNv+Xmk08Uq4wUMYu9a6/6DY3yurMqBLhbYnUEI68/kmvaNEtINpge1ddESsr1Nkqsd2bBea+GVOXBkyvm3wSECkS2IqjPFaInsq1SDr5Mn/Hn7lKR4alI4HfTuJ/IOX1zT6S3ZaCd9l1CDBwqhd27euzF0pF6gaHRvX9DzMCGcoeVaXGSmOL86pWlVeMiDcOFV+TYo8P5QMDWSmf/0ZBYgvlEwMGjGS/+Dowje+vLz/al09iO/D2e3c+W7/JHRIqeoxqi1pfvHFOr+t5U5WO2jCZa3uEEsJkb4atCKlwL5SIGQD5FkX1hIeVrHS4/zkWfCbmdR1P2aZWeViVAIDzihyH0LQzUIDtXvSkZkk85T12pOJbX31GokHGCyHhfLl8zzvraWHIUqDoostRWhI1z1CwUR3o6hMCD27cezXmJDjzHmOmbVzeKBcNTnXs4gCt+uG6paz3prqU2ThgRQg3R8Bb4l8PFL4JKAsQDylBC+ngILfLV75a/27p6osqiKBy+Ls1Fz0Dz6hLFRTdmfQXGgP5cFZrqTQgPnjhlKctetaBDqNva581jFCVZJyq2/uWf+oFQhCLfgu0ZZRTARTFEbffyNL/4mTVcRkoCU28tNv7I1iqVVmEMZpmGE21B5OVJXpYmp0G2FDDxmmmUlc6o3AKmLkTk4pMIl0ELMwBMmHgHvNV8CaNPfAYSpDUyy6fc4bszv3tHZ9gVI6BsAkX4qfmJYIeGPIiWdAhYSyzHamhlsyok1lRJCtyompSyOa29Q04L1GIFE0TKGEAMaeHOmWrsuAL3qC+1amuBqMMRmsMlM1Vx6R2VGhS57fw6hJG/FRdkq94c/+qbLHZD0E9IA4WglMGLjmksCPOdcOjmesf08yx/BXQjLy2wJIKW0x9WAXbqWkIQHNgh7cJSfmJYZlXkaWKg6hkgqPPXIZ/lREwKDgyhtJp3+ROJfJFAAplsYaDT2Wp2Tg9SjA0VnHN5QX5b3L/xYzIDdvFtxmpYNx1ZscnYToRGXcmGs2pJRlvK3uVxhKABOYObsNkVptRfJY6yAVhUsxkqRvN3mbzA8GesBBVA9yklcAAr9a9ugn9HfVj3P8vpesqkk2O/i4NH1ldng371mL6r0xMfTn1A650pnQXdn9LFev742VnwX4lv6OsdOdomY0TgRp1nqWTSxsbRvTCcirxTqYA83emBr1Z2Q7RA0t23jhGTiaE3tNgg6iT4FKcPjBR9OtLRpeeuZ/t9wahSwV9YTEHKNvXg8AJtK4KLtCw2CmUJvl6wthV9t/7puZJKQrPMsNod1Ob6OYV/SYF7JTzaG7rKm0vo3QTq7M1Ri3gxXI91Po/UuCGGpHTg+IVPom6uOVctRtTlan9XkJQ+Fj8r4XchYwt2LlvhCcCpwojXkPKCWUHH78DQxuNj9dQxoTyZnn2g6YX5aKZ4qD4DBezThraAh6GyZrLKlqeCRiRevkqPgQ5bXLJwjQxlFhaTbeuVfnVbvYpbJsu2MRRcHML0ptE458LUPQhSFAITWJ+E+rLnZ+5/nlISIPl9Jw8mMDaH/fGYcNv5iOKyCw065Ltmvqi/GA04WeDZAUrY42MNpIxHTUPThKT92lTu1WFQ0GtQmSGdFztces3VOwGesO7EVKTu9at8p2cUBIopKg4sHqVk5KYK4SAXgQc8HLAmqABdqj+WwqqcCbDR8IjpwUxoblKb3TbXHWWwxCxdbdRpw9Jurz+wG+Bk7S3KvqCQwQElMga/i369nS8HwP6aGx/awweNY/heswpiAiij9Me6Oqn7LrW9C+QBZexWy00vRSJozUKe63mMSoYhNXqq3wqWZ/FSD4GW6+X2bDKLJhlZdHiOp9mX/Y2k77kL2YDzPipxh3oE+4z7ovaZXL5JjCwVs4jOLx0tKfZ3npzF/cE5faUg9zq5diwy9ORCNhG2ZeplCZP1nfClLP1WHV5MT2WJFl9nNLFGXkJuC5UICAVgX2C3p8JienooIS1juViMupndZkB45EIBirjlXLUm5PkEs3SfOs+wzcZvIgISsSbg8mfpubB+kJcQ0NHADgZk3mVlrev/QwC85P0RSOHthlkjFrtySIqx1VllIeSzDbQpf6SsSJieYVsjShtMU+1XnoExJ6KxVkbeNQK/Nu9wUTZGczDLcdCrUSm3pr5BYH5Ch1BFjJTtYv1gvz1gw+CYglsfofLHhTP72G4zLImMcrl74a6aj1MgZaEHJ+pY2KLSYNa1MXXpGfK1wifZ6XdxtXN7T09Bztah+tpeTSvN8qGEj4tinZLUw8a9sBLWNB8dk1o713WZ/YxXEjVWWzFNsi381u7h9CDCH+ChOWS3oGXpZ2SzKvQJ6GeVMOJO+Xj3sKiyiJeV+1pGbpLfnxoUMhlwD37Bnj6lVYn7czWXvUCETcyhjyn+zFPkA7Me6Dytz0Rp2dxIVz8FD23ungorAoV9xL5+It9XQz4M71gNvdH4nHe1hJwoNdvRFwIimEZgS05SGSoD30grwusDlXEjnzFDCPVdv+LO8ZxZywewcmNtV7Mc5CuxPeHpdNzjlqtq9aLdF8ojHyxKcVhLfioJfxMgoEq7JFr9X9azNdlVmjjNudOJ9/nXUogxEQH7KFCt7nJyuYVgG7QJ4SXstDWlYuyNfwvyWnPf5wHOu0Bi7uY4cBWrCWmCBnaS89yqL+AIudGgPByLZpA3AHwNHjauYFF/tI7w7jumkAQlRMrLZyf4WiV2bHrQ6FYkGP5M8KVTYvufpmtkt4YLkv0MpwrIb4fGxgcYi44FfS/ddVOM0t5nHlGhEDgr/wRkkw0HkvnBJ5xxP9GHOm8ZTVvpZ/Xfwu3NOziKVNU5Hrtmp7k3Hc6ojinsjZQqYwr28eeTGS9dfaFVaz+pl9Q1uTiP/eDoVWsUyO01BG6Pokop2P9IH+KE141skBBTWjVrXxXxKEcwCqXxioFys0GfP7jVC6NTPXUzzp616zYLZtHBMMe+JpHY40GmKDflBNmUbTNFacsYSnt7qybHyQrMeaf1TwDDyx1sEFluZCy5BslWjF/jl8tqAN/sHVREzHI5au2FXJhYU9kIDCNNBOqoaBdg86Doupnr+G12eubfZCsxQMowxA4CgcWGzGpzPxoG4NfUl96mNllmnQqYQM65mxqR1TCW1m6ar2FLc0qx33FZL4JiO8LKsVxD12+SY2KqkUKxU9IKQXBcLc/yQ1zH3FWB5llLP1PJynu2ZJr+JrkwX27XagzkJAZ9WnC6jxS4xT1GtHL4g2B+VI2D7CT7aQjtTqd4Ap5NHXHiGC59zuocPZFutgZVHT4pS4YoeEtqv8tqzQrTv8g72SLBBZZoHOUp186GeX+3Gw/zKM7zqjmGjK+QRs9C+53Q8ctsAhgeATOgaUvwtT9rM1UutuTNV7PyLqUdTq+umUqQ+E4VL3RwaHpK4bQ+BlArFz2SxK/z0dKWT5tFWisF3VNvR9SNuH6abyOW6UVeSFatZAsNp5Bb8SC2XHfRoqbbV03oLRs36rv0aGWukh+gBGfrLtGq4yJz6YqOFqEtU6m0TNkiZHHvN0WWTPIZQKz7JsAnDH25oJeuPk5+2pFbQkx+rzhXB7ab7XaRxiRc5YkgMM7/PIDy8880OZtooUZayUpNJK8mae6Swteg5ZjmEyf7hm0HMkv0DTKtgTuykDrcEXeEEQa21Ri00NjCohjV+07NcXY5W4k3pqeB/hmyBG1FGQA+8fIsNqIijDY66wY/fCcuOzYkOkqGm8tftZM0SfiSVlbmZVK0707uY/gB1kpqCOhXtZNH6RB18ePFm+SnwTdB1bnweEJSYhhu1h9NT1H1d2tbLX1daV9/zQ3wikmw4cp4TdfnkVlZ1gaBD6XYjYYA+WYBYYw5H9aGy/4MK+dJjHajLer3lNbuPsLqlshY8lPC7MGruj0IN22bsm2i31X8hrmdBbC26JTITUyIvyq8wtqWij013JmM+5g2SXKNWk61jhWLH65FITIfgqEJFW3gUxsSdN/E9mU5BTua8Z9Hm8QafIRWXEn2UbOr6b9RvLkCzXJufij96pYbhNxdQcWuSjv27dMZ2i0c1rUtWW1DqJOwYxg+5Eassz6zDa9u+fciVo08J84nhw4Lrdm4HNDF44Myi05HAGuLjW/r9r03aK9QXSVD0ZRDqrNuGFi8HRv/OhCphDjLSHuNxDjWXJRNETI02qVmZloU4xnB+igr+FbMw3FCgXPrZgLOFbqXtbt/QRvJaMCo8zEiit66DBYZpnPD1/UehnWtrTbSNmbsf4LZ0CXClgMiS8JKVw24hK1Nj99MsSFgP6NELbcKz2fTZ+c1+jX+5tU5w5DQk7XtwAt5jKJ+VYL3zzMgdPIeezVCb+vpPiBaTZf/AmtrtFuGaBXIT4c6geQ7+PiZTLBHMVEAVzUOuV4ARnLMqxFbooyEyWXm9KKikec1lWxoEs6b5oXFdTwRK7v5tQ2n+QjKo4GeCgz5AbTVCnUKHWCSpRJMGqHVAHzMKoNNU5yFnD+25BQnFvwsL7OeY48q3av3xB4vNXTN2P8Fs5/2zHUYqFV35nXwFWv6CbY4a0u/XzBWyAvhONhKxusGDiPvnfIyJfbX9tmc33DDJFrPOv66SFyPsM1enyN3ZBnMrfW20NMy47RSmctvmehDQFj1lajEv6nfoau0FxTdgAPuHrlJIEF+zIN4rc91l/kBQ0w6HIW94+dvDGBKMDxk6wyKgXy8LVi+6awfN41e4Dh68yEAoIvLpYu4GqQrwL/JAVUOPcEJgVgdAJHL+EuWnt6tXYcavpsLa741AJtbi/v90qES/Q+HSNnAHM1fNkfG7yHGm6nUiiLsEXiwGFDk8NEXBJBTeSRm+g/EYYMxDkAhJ0xIkO17I9oP/A0bqbfXeeh50lWxCLHnfUDo8cuHzAkrzo/dRLkyWLOVG2yqWYPS3mteZnOBVkyitC3ijmjR3t2g8WSRoxdEfsb9k6Lw7G19MpBykld4jVHavg8VtJLHFeXr6AB1mNZs2O9e413NPuysoEG+KjupyaHBNEukL0bnn8xVVq2N9UmnF/0C49B7judJVG1mL70Z/pIZkl8fGlQkqGC1ysgOk6mWDAb5vHQ7Pe8MAOzlEviaxm3Y5pmGannJ+obp+uLs8dns+sVITg+OsfiUl0fSQ8d9IQIhvtexjT+NZoAWbDJgJTB84GvmrLe+vleo9uABs/JoeJ+7mzuk3WF/gfvcLybj9dD18FAPL0OUizSzjZE5TpLPHTK00wrgJWd4LpRwdcSPc5ejnw/ey1V15DEwbpFQ+rElubVR0vRFf0jfFf7CpzwI6/XD3T20noivYiqumZARxefr21fASzhKa58F2onaY9lPlTx6Rd62dC2pny1R1oi7rKYiXeBMhV3XoH/lPckMJiUac8MrHtGiO6uKCk2wAnjPo1mNb8DMCgcd2CsZ5mZOj8YoaRzf7PSR+NklUVKo/YvkBPmEe0uLBiY7cpyBJTvcpgEoOUe/D5OzRUAAMUNSxYRD19OUX4jLhQwFSXo8pSa71ln+xxAEhIu9W8Y02oxhXzHtjO4SkWmDKPYRZ7eYYUAMZdQF3yb+Bm/PG2omek+nimCLxLQgk1Jjf15EFI4sa58tJ46Y/yD4wwAMGbEVkWp/peTA1KOQ6YtBgWBajBcdV3MkTDwD9Rwr9TTqlHZKHlDkSZbKBT+s6CtPskjgDSYAA1oRcVP4fxfHD/BXbx2/V+Q8dtutQa7+t3wJl/+ObEy1R3Y95S3ijTbnYPaWmXAWR4QU/BYtR7mCiUMnNCvxyjDLWydO6iW3XKQuH2U28VPTiNjk2oMEHF326S4QqCwWTnDlr+1aGOFdW1wJTtQW91UhJM+Doq9mQobV8Ss1OsaBd6TJ1UDP024/U1XpV2Yyi1XvwiK+m4bwOHHRNKLutrl86zB6OrH4TP5rlYe7kPRNpk86Jnsyo9R9Yrqu1vajlGsRMbPNHPZee7W2kbmrwfg4ec92rwrkipTLcZ33WgA8gvLQqMVw8pzwVyRmGqDUwONOFLKubVPPGT5+U3nGcVPPGm/XdoqVdaB66bOVsF86rGxU7idBzXLE4vOI+iqgRSHaXn2HTazVPt2UvNwbYj2W/2r5sgDImyzoGu0IoBtTZGJ71sH9g6RtqCtJ6TwIUPqxAtyL3Ss2jJv58uNOgaJVLJVW1Y4NhALEU91MeUdh4esf3lYj2XaP8e3VoCAwGuG+AMvhVU/otSL8F90Kbk4FQdhouXMxgwJx1J5UmU4gS8PkuiW86dX9UKLOxn++ji1VlfB42rLJaZ9uT/KbtDMLO4Wacnu2NsWj3/iDxqj1lVTkiuFnIYyyqZ4W8n8q0uoDZeR4C67FgHFwWXqIjoCvMlkEoCaSvULKMZvrIq+d/aXzsrNT6opHd6clFwX2WESPiCgXoHdx/EVRKjTzi+LTpHNr88bLMjAIwwg9l64A08xgo36Rt67zj37HMf+0MbokyYmtbhJm8yEO2qVpCIVw//oW/4ZtP/TinboN7QXVgqIjuMmWswal08grAz4QH8Ht50Ok3Me6g20DXG1oyEG/7zn5rmIB7nJybCHetYvr8ywsBhIzjPM16o+yXQ1EfVFkn3EzawvXCSoFhuRbObNFvOHrnUzfd75C059ikofZBR23KdSlDCBxwu11zzzudEw+BLjVpSzUsPbYdeHtn7zsPvkDXm09+l1B1bYyVwMery1YQnMvO9Osbs/BxXY1Z9ZjaexvEKeTH65O1/wvDA15Fm4dcXePGqvebxFkaqHGR4e9iiymsauV1707J2MrGcG46hWJwRFf0jrWWMUDhgAegdVFonK9Ifxankm7Zo3n0khMWdM6ciceSBaE+ryWnz49L+p1iXlaYabCOXCDRdjmp+Rmiwhh6PSaKpGbSY+8Bc/0cLhGdNx/Ektk/CnCZsEsUhmGIlHAdiOjOLNuHE/IB/WV7cVZP8MHXEM+RpdHkbR4d96sLR0a3Puzm1V/yr9jr7kypQkGeyJjk+pM4Tf62M1pXPR7ryC+Wu/AB7s8F+pRPyjeEOyBCfgch3aAGE/tPoD9JHzKPJ2xz2tNHhwNBC+F7C0ZaV2hvS6E0gZvEX/s/rhmwXwFxs2/DmyYrOgG94Zf3ZAlY7X1bUXwJ2rjHpKEu/3NsItrVgDHkSGahWu7bwaQyoZlp3h8+DE8vWdH9jESGlwg+Asb3gzaO1pPKVebNpjMLvmbKpfX7ELZEoQg0+qInJmTcN/3/shH5m6juJvUwhOPA0VI9RbRxnO9VQgUchjwFTuMopDJ+8Ra+SgZPeKCuxU6qhXVqqXhcsgON4N1JRgVKAbSB4wv44OisEUye4p8X/WfvOKTkemlaiD+w2D6k92tHDwc9vbTKtvENISu3MLjXDzC3PaNzCHY7+7AbH2gZLCAEQhXuVbZtmTdZn+uryvdMev8KDj92euAQzFNT5g9mVviXACNy7+fqSfzK/kSmhw08q/lZWyVnx5bftPboildyo+RnNpnCKgWMR0VGtcwvOKIKhIfIUQroLjsx5fd9/CdYVp4jbKW7EmYm6nQDC1NKCr1Qid8lj5EGKShQZPrOqzUB2zwgBLep/nseKpuZPPIQdcdOdqaCC3/MxZa8ZwT+5ogn7UjmY9PQW/Mp4ozXeDL2SdufJI0/J4UyKNx81/tr01h2bzxpDVdpoU7ZyV8R/9HvpwK7UptXKaFHWLqfOW0R8Ohn0GlL3vcuOh9HfBfAFl7g5qYcOyLsXy1wuYFM8p+l4xa26Yu24IQR8HVZoct3YldcgaTzMLiTM98tPdx/IKGYkmVD25mzWGW9I1i58yIMyfxJHSx7csGY5D0ch539wySi8QRAEwDauWoRa3M6/D5spzIaRXlF6mRZT0sg5PHxNvcU/bQW2gGLSBC+khHmIHOMnZBs/yp5o91bx0ciooTeaniiw9SsGgNsLEH+iUx9x3jrb+hyplWt00eoQl20BeNPl4DRpBx7msE+CdZiQlagQECcXWDnDJaoE5hRKS5LYfkiuscIT78iwtPKMRThT1+77uElNb78bCfegFhqWVbjjlUibK+yVIq/3TvaDjk6PUK7IBmkSKWM/ZVPPJjnhdwMjXVSHkKMDNLVG0lBgPasPuUE9rZLGpfzA3ca4hR4UpSz6IRV9t30jdH0nvGwrlPpU8Npq5uwCKzJwupuADaNy6D+F8sfgWmUBeh062fsrzyWSqxvLLF8B7eHos3nfr52xOYKe7RIhIjL/llKTgl6oBhdvgJbNWvmBd0rwa/UwZtiNqkJauaf/t73AXYdTTRDOykpaIcOot/z59cQshDr4GjSINhA65WYUX4bPeVC5irmhU935O7k3I427j8uFD9DwZAPXttVPz6N7dEP4mgfBIDdo4kVxttjckr0HMMELOPMnZXLXPT/xMcsbHoNw8jRQV+QYZHC14+RNxkv3VI4hXMCyYGbIJU9ZYFrLItTfnSuYmkA0mu8Kv4najHQnYIM4Aiys4Oi99ut0wTLeydHXeFsV1DUEC/b5CN4fJTiZqH2PHTWAjA9d1Kp1xXchWLSvNl02JIIVCPTrvncQx3tYF67mHLdTW5lwlLDONjzMG++vXLZbQTLGY/URUn2WaeAVyFff49Fh/DL6tiHAyXlnj+j9F6MEQhqeqR+81wf2l1hwF225NlA9g8T5XC07bMsYW4sW7yzBnAeJjBusmmw0IVBIhcbWbusmyBN37J2lOTodyJAAowCkWoPPbbJC3DbebQTFns1/YKeCEUSseSyelyjwNfws4Lqg7VlucEQ0t6u76NXXynLJnRQQ8BQjaqiJhlrIx7oqmVrhafZ2A91UYDa4E1kaORTv5Q1A2DN8nebMw5hmruQLaRhkWboxRrYiAw9OcPMIprvee6SpJXI78g3vlPAHmBG4W9/zGojI0MZAf5vBiwDP314YHartRa5xfoXEjVBGtc8GmYsttu992l/PShAeXD77P4gCcHCOa30brHAXzrPjyW1Ym1AY++y6Z5XjugDn/9czE/GCxNySqLbujLLmobJgUHhTgOcLXHoRdjikDNbbDej/JW23tZ3asT/hf/fmgyhc0ghD4T4xmSGpBtiPmvU4543ISS1mMRyW9bA2lURvj+ayugnWVgDgIXmCLFGbpo9MRVz1dNcaHoxYyJqPO3R/3I3bqNL+O/Saw+qs3r+4yCGppR+6pqCPBBj3ygiwWMP0C1bsci3aVFwZcdtv7c5gY+OAKb1MC/yL/YZFM4zgmhWj+lllMLqUHClP6DlJzjxcD0VdhckF2ZufUwpvap3ndhzpHXP8HV8zCStpip9p6UHvIla/Qw+E8GjwoZdgd6FncOfd8E83REwNvWHcKZS1rzUb/BlTCDcDhxIi7QTjGAvWceK0CXqQ8lyg97ZQj5FQf7w2r0fCuLbQR6+xJsfjM1fQxLekYPuvaviEnTd47qarDgP1mzBD0RFzrCcWKtRkA+414+G7tc4raEkF2nuel7Ahn5f03H4h6p8+77IYEcT2BVQXDNFu7nUcQ6tgFt919FQnPbPLGHUXosfk9B5ynNOQNhTHXG+pcBS3v0zzFrFOP1TPq9ds9A1s2ckaiTDyTmtQjmcM77023awseNNR91PNKuSZGD2UEKECEmuFdCrQ5jRjbVIg6q+Q/bI1pGJQto5OIWb3sGxSx6EvSTANUErntofCp7uyPqB/u1z2IVuXvCMfrIjuIY3QkyyiK7dmD8c9aek57KKSXIhoaU+HPmCfb/EksRykj04zZhdubrS8H6g5Au90/k1FAY5j2eVPdRfU/dggrToaPHQ5k8587ZxzH81vhVyMZu6p9CJwAkbwK2z0RABPkAe88eF3MisLtWgJYPjIhWGUYuLC12w71okezbic/OBGW0rt2SekOMDySrGQbTB5cKH6HgyAfbRvqXHVGW8MbgRnIKt09kt5Djycsv/N91DLacfODx5UY+NP/297gLs7Flf89JdtoQ2TKYbauBek/uZos5z5ZwiJNjbZZMq1ZuVi192q+yWmw82BidqmHZYVlL5S6aRrQ0FFRCdHVG1mMmcBcaomYYB+VGDqlcMvJhPB8DXh/OCWgkSbATARDo1GSEh5DdADM9Xm1jmfjkrZ0rb0P5FGooJnwfivdaXJMb1TxbxmXiMCOwDJ/rcSUzZAWd0lNUYJB7Tna/v980ytakStcbMF0BBSZZe4NYCD2NC3Bhiy+ixXAg6NNUwlc6osf2/MAXUH3SqrBY3G3CHvecnjZndo8S6CIPla+g2ugBgwS2An54kX9tVVjJFC0dXQwwuC6XQDbMPlgvak7GmycNEjSe4/OXAJ7EANMDv+hTkonGWSmWqv32pY6iJTRhKAhkwm7+Mx16eljKmZCWbuMaOT/JzxHPDfUeTMBcyub+NIB1rzPxAT/Gbo/ko4KzhBJytYR587eTn6jCN4EpLJO49wQKu1SkEnJEeLKWD8QZ+L/fxKCLCHwjw4+yldVmQWec3MBHqUGSizRAGlwenvoXuBI3IEHYmS20y5Jbow/h4gbo0Vbrfti2EelaMASuYk+XXpJ+EnvpwnguUzSJqQWbiDEufds23CV9BBUnCJKBMzlZo5Io5BmviYxDveTJFZqOBcYIq6jQJ+razJzhY+B0iNPqBIMbuw1O68fZ5oTtbwmO0/mxFUx9Z5sWdygGswBJJSyYRxwv47+DUjlH1OWkjcnfyhgB4ZO/6fZPuAUR+D3J0wD1MhWK4juIluNvqXxIKLrEuC954wn6EIg07LIZvwNPZRQyj3EdLnB9RSnhL97pJR3FnEwytXHxI6x/oFmOBkLTpPcmMUCLAYr+tYECE6+mrRZNUitcGQU0CFgO3JQQAOBzfOl6AcAJeEgVSceNOFqQhXy84vJlmdSv2pVau1jJtnlLA+wZOtfr81rX4C2xIVGrDaHasmWNm//9ozOVWDnnAigPyMaOsPlITXTFnJxXu3f0l/N4yVXALdMIHSspyc3k6TJD6m+e0K3wZPkRDtQatScRxNWa0jNHGxIMaFNFlNkiJQvrd8VDosaLZE1ZrR7NBL9qH8/eQ8e4tgG2jMIvitshJBrE4q6+PR7TJH/O8CatMTz3fWko3jqQELE5q0WZLaTHYk0o9mxFnZOJQXRc3fByhgySiAUiCkB9RXNTiNrtWnEzWvAVdUWtWMmXCwdthxA76ef8luol46eKqKkUIr/jD7TnKR8PxezAjSHDr5CfsXmY6zeLjuAEPuVUn/NgjUEzJoXfr4XB3+xum6j5KoF85trFDrwBmOA3xFPyrTSKBrWdWLjZxfa1xSv0IBW6UUiXkACN960jh4bS1Tdl3grt/NTLw93+65xvHyQs258y7Kf4F4f3HopbAKWZlrP7xshjPtLRHO66ZeS7bjKC6jpjZ4vYhmG87QYsSQmT+cx+Ue2Zm02BSDwSH7jNhChpd5iaX2OrilSigjuns9Ic6KaOG1qFgxrNHcxL/XCAcdztxmEC0A7DVHMFVAGXufEsCxTEnJdFJYyKEma3TggGoxWvI75lH/3gvmV5y8B+0TwlYTCr0GQSTvUBW+0TfzoSA6x+bGk0uh4vlkaJDWprSB+l/Vgk6m1IAMGDaT/RZazQfn/6MUKW9B5N5+gXwVUNEWewirhdUKffYnDFcYCjW545FYOnUfYIRL5WMRSxHW7HF/Qgp2+X1CRJUaDgTQtajOBB85r17L0yJ5f09YPtxNqGh2G3kZYGlMibA6CSdojkKmFQHarMui6hRSwZlUMADgs8bkz5bE5ZXDgI+Xm3eG1ayM8C1tu5Miv9AIp8+E9VMaCUy/r53ICqLyYqkMhLTmZgoKURvSYkjnED9NWWAhEnAkK+Wm8VDdTyV9y00NtzqKSPhrWOf88oj0KN46TUqx4Fy6GqUP6FXq2/9SHviom02u0albWJH1iCSAZz1Xu8JDLA4WcqgXpAWDoZGqrg+l/v4lBFhD4R3vCOGzylPkZRhqYn5Wx9E66/SSNmOlyPT6HByTaPGpAk3FcyPldjlsmlVt0fkcOawrKpdhPr6PP/+yY8B5YB9DStOCZJVW8VQAjBSrxZWNdTny28Q12yitN6XkYMHBVBWru46iZD+bxkq76qBgWWOqdAGSQNHVoFAVTz+kJWZ907D+ByHKhMQy45ekCyzu4CfG6UmfModdqATOXZ1tLTOrS9izkQ5lkSHmZeBM2srONtPhroIkF2/VSopyDtV+I+yGoAhCBdSx2JTqcxiZG/8GwtHmfua9zOhihH/6/DiVn6ZKR49PzyARm3rS1SS3LH65FITIfgqEI9oSy8BJEWZfc+bzfPEKLSEebxIz2Q1ry9G5XLr1icIuuKWkjfyMhOG0Sa7A2sE18O4tXM6PzHcbNmu1I55w8E+fMD2xkD8Vo7jvhYGV0j4xhrFYdpudTthrAq3ncaDtDvzkffu3trgYc0+VQ7mL0whWT5xahNkVwVo8VY8EUsHkasWdYy6hvDVq9+vb/UqAPMBF4AKFR1+RhFzsqvQz89ydOzLUmoX+5X/4s8lz/Th/5P3+ybywAHR6MXXolW4dzS20lHuc9Ksy6/li7lWWDM1sFNWvLL8AsWpyltN7+L0WrSMYyO8dFbECVf6n9248e9xdh1iCGBzKiMn5VqwKjM9RITpvkWKqT6pq4i9nbhKxsmsZbEPa+yvzbbkQgIWqjT33/smzU5z6cbZTHJHYgcuZbvRpSmHdAD5rUcnQESyIBo6n5Ph41k9GYEjsn+tLfbBWPDnxi4a5yaH//tW5tP9BKUuS7pZtMyU7rm5xW1LgPLCZA9FCAIDTtbC3cvSRxVvOk8/3oFexMKqNFfvL7D0nfiF5KmYI8f8Zhi9wuG0X6eljbOwoXdCJhorgjJfeBMNR7kZ5ne8YMzAQLkzc3A/TZsv4fV1lWoqkvx0MSmBy43U8YTeZBttCjBapEvpf6FDc5V0qzdfRm4YSP9JmO9NFPySUHuI1AlKvzG/nhUd5FaLiPFLfYUqLpaVJ8lwpol2lvXDOA3usRDsGFVyIFwFKbZDSf0wK6uDBkmGGqrqwPcpR1pmRlYrvCqndwyk7f3Eg4ri9+PJiD9UdCbBDnV+9D+Mu1zG95s34rWm/uVRoZlPRIzyDXWw7oKYtZFhCFeNt66eNu36osG/OuzXJ2YrAp65qi/4Eqp3cethBO2W8ypo/LJNnPQIZbO7J1TwWoK1Uq0uXsViW9wcyobDNKcLRkm8ei+S6H/Zr0YeL1DwZyUdJdD367Bf5kzxRbSoOvctC93T4QuODirr5Fifg3vMzi8IJRRoS7nrtX5f4U2bN/yol+cCYrdOAtvAPNtNmMV9JYvyZZC3HKMxufAa/KOiNbkn6bHZu3wJYGazQZIcO2xjcgwrEObpT74nx4VTjdmpxEo21WH91WQnFLeQNbciApAH9pY3BvZpuxOc0UuZj3h4MMZIGRAqib83XtZBl1dAPaIbh88FZ9Q0jzy3BO8F0nBJaUQZl0kxvzpLYjh5ncPLFxbbjcpSQI30f8jYMUnJ4xHzbSFI2r5ABZ0i7x6BX5e96GGTyVaeC8Wi5Ox1RQPPWP+TQ03QOccda2qjVpaN4xn6iXSauMcnt289fROrsol5LYXNc3WzpR/28wf+DKiLJ/Ml4mhPgDyY4cnkfslujRzgpMYWM/cdWsGGukBf8jJLE599uGg+Z7L0I1T9EmKqxSuXV5FEvX8rS3qy7Nkvk2R8nn9zToFhGh/rShCivuf8YTp21ZKk8dgNiAdq5Td3rGiuPdrLGJ+puJaL5EcyXYuSbFxp141uAvPFQSObmEHwf/8BNkeUnQ5wsSAm68iDdHJJRubGQkhng/wNLp2i+FQ0SKf7UHDIpwaJiXWbFObOTD7JMwIbZQEkABzjrZCtZ9AMqYvWFTVcmJE6uGMUU5GcEzd72+VgI1p2qKHRnAOW7oUZiMQiBJlGaE34WNeNW/U4ixngwZLXJglvkga524p18wwkt8rfgeyCMSgqlh9S0e9ssfC/mWmqTs7OFGjbtPuZHMfSZWXV/KqJ8hbfDyz8TRgntVSCu9VXvCgauEpvaJSdM4VYL5fed0Dg2whOUkXnm4HcFS/6a+VVzAJNJNM3EGRT68rnwVkE4+3Jj9UpvGD0tn7z7ouT2nes73yKxaef0Lhu6nArgCkgbgkrRz0wJWDXy4Ga7W/x082EyGQ+PdjquSW1rx1q15t+vke7paAA1Ofnkwcj4HvLdaSHoBEmvBiXkRE9STOz+K3CRfnv296kE44YXs4E9nQSBhiqKXAGbzS/1iqNOE2IpeVX+iM5nh+Ambitkj6lSlprFrGBXkSR4xytehVIFjKgStv1ZXkjRwpnPi3upJ0+Skq0dLneMAVPXS45k9jQlp4daLqjmdbmRPEvWtXHN3Fwb3B1HsqzCugCzO3Y3gvO+qXv3wc4JlXTkP6kOjcrj62bHfSipzM/1pkBHcLahD8SjzjooshNvYuPTRGn/iKkekfihSRj9ceoEvyuWY8Pn/I06RCmwj8/HF5o7IRpJLHhuTBwPRbg9MWZhmp5zdt6chsDnHI42vqY+PgfcUIHjqo2USh9POHdtTw5rbzHJDbnmxrj04WVsELUPYyrEDW1itCluAe+zC+k25qGuqX/UId9HlPRTAy6xqCNy1e1ZDYwm5zcsoD7mO5nZpuQCb/NqZ+ZCFBFPOl5UKWGgvI9Fnmkg0uYElcj/XQbxdw9PoLayRPZzBZwQfLKBIOp6Jz2w2zoeF12zoPtIYCxmb2xGHrrTvsNd7L62CfYeFnI7hL8rcHK4+mPk7b3U0bEPxpMRpeASYbGCuRJ7KEZGeN3jbgqqfVXhNHSRJkdUMDFS6npxP1UKlZ/mQtm7YrF/jUcaT6uSiV0L2Qo2/fBwMkkCZmvBpPS4m81OIYYoONBbso2IgF83+WDuvlvJU0LoU0hSntjG20bPhCxpfZxlJbHg3E0cI0Pyb6HZL8zAENRThB4R5NNtMFi2hPDOUulVUy88/w7Y10xoygz9E0g9dotxW0myKa8FEwJw/2rIky+mBfk0tb41gEjIUhRYoQ8EQj/HvMUvl4iefvK7qe9beLnj9qesuaS9vEOJAw8QCWcpgE7K8/m798iYJvJ9kFj15UiSIr1B4geb/RboJiMJatn74MtGG9qTWm0DAAm98VA8WIl133gi49E21hJ4iTDHbEVGBNXvQ0bPOigvg1gLdmNS+N9tRHg0zJWPerjwe073PWbYb8pevfpAaJf7Ty5CHtBjmHSAIGoOpI77G6tB2yWPMuTf7rRuMkxjiJhbyaCpW0M7YkPs0Gdv0jmBwcFizy5uZU7K8auj58ex+eFR9Teg1gAh2OofxWQfbn/YBHQElviuE3OCFa2961f5n4yKiscJsIceetVvuvvNrehZ6OCDNcJEegZfetxkKv4mCfN6smXi3iUDsmeYMsvtZa7dbKCBmoqxgLfxy/y9+VRU4VUDShrh8eel22nI/e0gLizOmc+ppD98VQb5jfULmIVHFhzNdYXW5E6Gv42URzczIRaV50TlPxv2h0qe7rwh1OXc21xDuMncZ0WwU/h2nwCkirlOfB5071EofzO+LmWZg2fjjF5naBfZku71LBwbLGzlXiU7B+smKXmm6G3HA8qvBjxGvJ+FCBbRaikhlpGKIEd6QbcTGwYIsKpYy/WFb9cAsMMFTyOfu7UdMO7CV0Cf4nelkyPapIkdzHm1b2Cxm86O9fYDtO4MDY4avjJmkXXjaZaAsy9QrEPIHk3UDZgbHRA1lIX8ILTKUBlL9iiSMJcmsEU5ryKLYhnX0RuAIHLliNsK0kODIIbps/TdeefnWKY9seXG8MPIqGaFCEd/2Zu36Cmho2C2/YIyTuYSK9EZ2gZqKfUkwbkYh5gIMxbPSYcYuRIr8L6F3e/QEEF91Nl/VrUVqN96BKu4XgLwmawkcL1RnkHng103XWa7r7pWNM+j6ADrR9dc/jjtT0jABzIEY5cH31oztBoPjSc5F0HTd1pyCrN2Fbdwe61Dfrbz4fy1eaLYzdtRbtIq+kAYntePDaOh8NTw4SP037j2ZfRp02LyWnJS/NhOFSDpFb8f0k7iZys88Kwp17rOI67rCHxWSGfFsRQ1j7+AZ6BWJYl212fabsKOWGeVUbDUuHnifcUstfTm51Mo8Ek7ljYCQfNxT1VFIDc+561jcEtf0x8Lv1n65FVA3rZ6rIDFBE8dxpumH2WznySBfRAPua9HzBIrf1LfUcxFq8MNTvHdsqAhZ5D2XDMBi3mfgTqzNyl36N3DtU9d2FCZZ2Oh4dDXkz/AhL0eqbhiovl5v6wAf4Efgjbs+eDwfGf5whzR59bdq8z833FJDU1pbyKM3rS9agb4yfIM6QtliWV6ctQl3eGWap3EczeULCafR88KrIm6nB2aBteQczbAh7vzyJ8nh0RFfCBrxTFakOa3QpGwlEPE8LTeiaDRVLaLs9Sn+q1iCxhXSZz8DGJrdrsD1g4rNAIaANPXwiiVUn4L33pMphH+1hjoquqCKHtkN3COeN1FMo5ajmk4BIVd7kT1bjV62lizdh0NYiqZKrGq++6hoKOAkCR0viYQ1fm9FoLTAqssw6URtHt7SOxKGZJwxVDx2O4PZpm8G45Kz01swo0tQm+XpUx9YmkAqOBbEx1rNAl7m7Ke/EliJsvuIaqCbiUC4FFGEzD3Pdluwfw2up2RyqGRsluhC6qagSC7A6Uo6LuR7mDZqjhr+TT16djbu0qCFPZre06i71kTzHs7ym+wNcPfjReRSxHoGQNw68/DRnuGzeS6uhGJa1WF2tSnX9LxdDIRUBwdCSTwPLisfoKizfxpJncEpXBFFWB5NGHDmMOXE6+lgFYibYN5ei99yNiuAtEywXB/2D5FFBp+2JBcU6mjiuHEUZYFuIuZZdcOyF3asYnlxnL73O3GG13aW7npYr3OD9kUuFgnbQvjSywiX1a5kg70DZiyPLA9Yq9DOsdp5uv9ap0drK4v0LM9v/Zp5AXNRt5oLz/tAL8TrTia8l1Gpb7mF/QtvonEn6uQBAoEsogpC+PhwRlMQ2UKyXyP4deiix4JxzWbZXKIwwoIV+yJqb4fPywVpskiuy/NVSykD9mBSCTGbxmm+JdbzQ9nryz0NTR4kVN/gqHZVe0v/DZQAdQ1pDSzI//EFzx4jPkIHc6+30rH/5Nxm7aixP9/UhCtml4cH8Bd/Nv96+bvpXldnRmDzRNRdPNq59yz2rFRpGKKIiPVWtibUtq3dPW0Cbqw0b2ufdcyr+/bDlZiKv3TtATx6C0rMCRy3QhAdNwQAcqbOtcHt8N2MAB/Y86rK8F4Lec3xJKZOkPB38cI+jhAiEwk8vrPhmSnVDmiOhXr5mdtODeTAhFYecz7v1v+19agUeA24WN5UkE2VYWrhCwXGQrtthetgkWLWtZo3EyEt1aB+v796anBHDZXvIjUOEC81tqE2VA8JN8XIuzgxYYsusqCFIGR3Jk1jSHWsIEWW+ehOnyjIzYj3OgS37wifF5fWqkWAxX9aGGnr8UzkwoCm9kASdp2nKnKrGsrpPpDoga0cP5AS2QIXVJMns9hgn4h0eZKOFsjgTWhQehjJBirp/3/LaZMqwOuYUCbR5Z+AoixOFvcIyY6o81TXN1nWj542vJ4YiVMVf5aRxcTRCLS52wgmWzkrrY4nty6gkC/OYi2yHBVumpE8Rk/EUSltk4ltAobfLLr3xFevk0yZbZWEqgpGWad+EgDJx30xYeQDFkN0qTNHagxyZS2cybz+19N8vVQF885dPCmNoLSq2QiFN85uUELIASLZnaD77WFIzUqJc2KzKLyi6mxsV6Ui3LMw46Vi8wm7Q1NaC0EYuFpu8QYI4m/ErtOLVDZyFh4Xj6JCkIgD0BbnGaTKVFnwzScB5fhT0iOVqWraR7g5s2v6bYOwZsWLCYBNjdcSP29KDb0IYgAI+QtFtHmKY22tvZAEnadpuWHam9C3hpAsRHY1oBm4bVz7pYkGIJD/Zfq23EQE0itN8zP5ZiFC92zvLI35LHZoM7r8wD7YHskhZH9B5xZqIkbE0swxbPj1VtOlGqs+cDxo1KuFlAJGZUmokN38OKApluwPe5+nJ6+oGzYICO1kXXQ0DCZW2m5CG/7/9MdrXW1YU2TTYe5qaqQzQH8euXZe9W1UmO+izHLP6WItE8RchIKKRrT7Kyw+E+MTFz+oVzgWz4yBIPKa30A6jO9YdjdUv/YbWPxXRq5EK3sALiQZWBrVvi0Bzkd3Y8i9/LUsYo0ez8dQgjAyC9BYrQ/xFUVIcZ8hXFlCKjmooawOsktnyVfEP8nHJa+d3xQyPeIxObTLwLyzfb1iql4ZzCpKBi1pShfMkC3LlYPW/CVJ3SBSGh6PoZ+7VCs247YKFi9t5HUH+B/udICnLGH3gbemWo5ROKf3Ch1yXcC1q3J7d/1FEIhT3LSuL6wKtaBJgzWAvqp7z/AMxhZVy+Qv2OkD19BweVGKgOqiefdOVQqhj1p7PSlCRlSVbrQ1qcMqpIjElayBBjETJy2K4QvGygbkyePg667LRPP30zgIT4t2gEfhlthYObszPZcbt404YdAL6/CV6mKeRXbk2yCuMlICRvPVdxphirbfBW8gA+FlN5ez4q8YKpul7jn50klXrUjPix09dskDiwbwvn/JYDiDlNRdOvQeisn7HCRAe3yaJA+3MdJbC6uf6jgW3gM6P1A+7MJAjnroADYSdqwTr82DUt+hqIXOtQ9c5yYHrCNLXKTCI/CNR17P/DuaFLTzcux+ZiyDtSdkaqfzXUYZZKLkyCBe4uuYL+miREuESw76XkDsiEuiVs7v76rlVicH4f9gK9gqL9VC5IyXE3tDuDoHLUvbrkk1z1cGx5lZHPbHVrEEWqAOilPn/vw7VEZ2MUXmc0Y+Xg/6/+NvTUq+Wn5xQI3tCbKLA3xbYEyKyhBInO7W3qMfpfe/G9pk9xSPh8lAOqvVAMh1CuFwVsVhUrytfb/1GGzERYE4ADqguOeDU1xl7lkQFTjj6Fggn5N3fc+XeCozF2pqumM5RQzW51PD17QE3tjBxDdsd2Iakt5ihe0/c9KTJ6N2CuGAJEGdCC2qk7tR52nr2doRrMwbrGuw2+OFoQ4tv4Mnvr+CHZEb50z0y2HOuOoScHJvZ0fQyoctH5r+nryp+us6JoCGTLqhSnwq7jzKBRSbiF1J2bVRcfbitnE/X6Ymr/4w9VVVoL4ThVwGo9535LT22vSnaLGSuJDRMgpQeSFW6AEldP4sm28RWPs3ruwTUgVJ8cL6wGYBaRCnzN6RBN4oJRRxipjegYS5RDcCUyX1d2hVzyguhjigoeNtAHixPAIbVbN8NwbvAA4W48K+b3CmELBeozrrJm4jLN4//HsKrREfIhpStXkjDTimsuwNOgZ0r/t3Mz4jQJGdXl01pGKKhiFALqTz8huqw81kKpTdMB0v418Zov5CyiYmEfYz4yTENAwCecm59kSnyhyoUHSgylroG+6IjGyf0t/cIDhwwuhvVGrtg+ZSoH5KPSOMVAvBpuZZkBurJXds2SUofl1ks4yCDQuxuUs5R1Z517pZIT3AHPVDdytL+q1YGO0ZI+rtdC0hAA7g1DYTdSeRjOCndouiE8DcZjXS+LDNTj+BCud0edel5ldgV9rftl/xNd5GDEMJ2erte62j3szqJ4wyCyArrURGTu131UisK5PN1j1BEAvV816j0AeYTVqRrlzJdG3Vo7mxLF2waIEbUmyyz2E0zBcJRMSQr1LY2avX/F2ANNAhjwLVrGTim3f8Rm+qESu0lhGDDrgXFJroGgs9XEnErarWZIjtoDXVjtMMoSj8U/HheNFTA7dqNFtBlIpgBaJNNsO1DJb8ajNMyKfkeHKgFARL0DhmnyxKtp2L5ResR6RreH0fXqrwXElrCjl8g5EqlwVFV7kh5LsCxniF3B9Nhwnfv3PRYaM630YGEDb1CTw3G65eBW3BoyxBgci3j+UnlD92oRDTncMqNU364ke3rekd6gJUqW07cPnHNAIc3hKh3Ccv9PedJC9zrvObnfxq6vdiQzVnirT7+meAvDg+wZhJKKJCSrOZMmz+5Za6bEVDGDTGT99B55ZPfEDinUP7+IVii24O+Y24aegy9jy48kbCEtZ+8qh+xNaAA2sexKGHE0Zj+4TiGYSqBzT3iLQ88lij4KQZ08sd9or3BVjiFKiBbeOV2psJ3WpbH9Q8m3a2wm9EQVh4bvBYwfka9up0eDglmw74RjquKkq+qIUpgQyQF6AQBYVOOrQi2hk7BxZs7vasyE1mNzDtt46bsv2FKjByUlKtkX5+U0ThPSvtIm9rJedy9i9jzwSmshZUM61rok0reh7y+VfZrVmhsR1uh7UEw/WnyLf8Ha7mXexcu19eWQgwd1nsY9WsjJOGSuS+FadCflArt/+AOBCAN6naT36x+ZhN3cWgpxRTQswfgAAlB5HkN/CSYPI6e/YLdeFcroB/kE4Tg6xip8z0Ey5xMcZfOr+p5huSO8cvTwR9bEDZb6LNKXMj7SQN7dbwf6cDYMHbYfa383+in3jiEm0ek15zfisfsWIrxoXtiAUbSpJ647QDQwQu1RA4IzjdJeF3fHg1KLp3Vyl7aP1/dyZHEYzlCUO1ADh4FcNQMZXgzivuyqYujuyn4dY/tRnf2eBMZP778Hg7Ccd6YcdypVzLhfAJwerGispbCAz9hCNhZTnlKC8e5yi9WPDrVx1kJ7A+17i4UvmmBYbtvawX7npHmHl+UB0RxPcbCcHIvmHZLPDjZcIURxkI/k0rAZCeARfm6ZricVZfYxMtuQMsgkl0wZFq6fqiaXiYdM5abTjczllDsCACV5QVC0XsRqPv8WKec93nbaIEORumF80+VGr9/QSSQe/Fiq3ujsROOq8HGHVpt4+UKGoIxpZDO+Oe4w5x6xj+flejvUEMSBfLT3WRSi/qndDK7G8jL3OCuKRQYymiR4rE4HOc6BqCujLOVI5zsh/vPLi+AANXa314ne0FicKOsrp6zri+JvQ37GqO61lTnrVOvo/KHr5xvQyxvbRQbw4Ya4QeYtr/TE0O0s2t8nR1HwipEdjeYstqPM6UZGlXKsRsptiP+BiH7+l3TyOMEM9iDygX/4KLmvl6VF+IXW2J/T8RRUGBfDrhTFl+BtL0Zwf/ZCyiLKyS0TN/N1CcxnBGrlPHy8qEG9mMSMcyRv0ifY+N3WjfHU/UjvdeQAbhABQEJktCKaVwhVoriQjnEJeIHBXTT3U4l6PI4PwFHAlB3X4TRUFKBmHwE+KwVvja4FmtoJmPLB4s32Np35ZfDf1dF0aA0dl3uDDbZHVDla0nUuUEq1csCpGF1YwUolF+btqX2m4ciYtY5q6ZhFdPec9G+qb90Tm6Dz3GiDGg8EYB4mT5GhAddI3t7MSatabAqk3hWIYnbVE6PPLWFl/7BuprDe5bW0mDWEEgEVEDhFUZ+8uX9x9wEoYzWevDqAdI0+FHbp0Ue7SaEN1JJNJJ80iANWgmLUzERSBeo3kBON+jeUX0HIYFHCN+oNLg1QwPQTBsmuzQAg8vsjY4K2BsuUmbwrA+Cg3s7WpvA/IAn9gr1KG0kmqnzFH9OM+Xwc4Hwa9VoBRgyLbckEAXw2QzI12yU9jv+2E47vP371UmlznNwT/hQ7IMWYg5EKhmvDL0iObAb2BGTpWWQwS+OA9X54p0iXwCdhjTdz7mCB3vDPGEr2unrvjuyN4HKjf4geywfG84H1kj2auWXu1zZsAXX+10nxUpQQHi4MANTTi3aBFKaI0FNrLceL3Mh931glV6XuAUSVFa8htzkfM4EfmHGVxHZNZTu40ZVYmltZ69jN0YAlIBztyCYlXqOc2l1zRhi2yqnxFoJ08Szs64a0Ajz2H0RLcbqKLc5tJECRWq04EE994/QpW8Cts9EQAT5B7EFUwn7T1pFG0GwtduTKYoy82xrwQu/7MhzFnsQ8gWnd7p6VmZkKDg6yMJXkcq5akUh0fK2ILJ3Ww+dgL4LyJ69M33mjA4s19BAaWBSMgCg9dU9BDYzC5AWeB4qRF78RRjUJULL0blk3M6fj1PryhfGGVq1dASmMF6kail50klc6w5h1Vpd4Tc0WVaEiRUS25OIvu78qVKQeKv6c+G8v8HRVxUDbZaWWVQziPo5t9Y9B4GUkE6rsAzueFnI4f5GxvQocTsbya3cGnjH6UkDmHR45CIq6YF8sviREu1TnBT1iGyrfiSfcnPj6Bz9/n2AZI4ZRGrBqibvcZh2C/2pD1PbbNlMaRhUV8O4jL/p8BuBvKoUAmbaN3Iosf4lB/6g6PMA07epsCcbtQg8stGrKpPmsYoY735QMoit+VWhIbgDyl3FbVAlDZxFESWdVY+vM6xnJ4ZMpUNnpanC4IGgIdrBAP6mlqRioHWzWNsMdPjJMykhp/V/y1GqD8Hk5VHKFRNN/PxgKz3CnzD+utYwQNpQIg270iGQ0lVpcCHvfO302wdxvu77K+FaO/qNXPqV6X2twb2l4FaZCCbT4rspbQRQq2DB6G32h+81X0Nt9kyIGkyOPb+s9zFi/IiOqaUOzO9JXblEQ2ly8WSTBHXfGPkYRdecIfxSsoqo43KFB1OjadkHt/4vTzamnpPR657xDlV4IY8wJnaOmNcBdGpmuMQ7svdn4VUC/VQWGk4vmA316TypZDm7RUGcA3xI7ubMNtK+4Uf6jCPhQo6WsHeBui9hIDW8DXAhrQN5Qd0RbFE+JUp2zm+pLNA0zIY/VSJAx/5eaO6jvHaUISd+nH9FQjbeW3xAwYkDFbReV4H+bk6yCNPUVR2u9H3LgiSSBK/SU7ILSf014EH4F0Z+OGPyeMlKTeEScQIVk/r4q0zDWXxmDJHly/CAAKAxXUjiZqyRtVi6Sxur46BCBYCGW/mQNH1FAG6+Gl66jXnpFHMMRgQ53ew3fRrv9b0bTnf2LYDrWopNb/dZHkU5Y9DTXL4QQ3q+5cf4WxKwOnDNWPGQpFmi0ACnAKyA0mAILbS3Iojx0xVuhXE/iaXfsze7N4uv5O61Vkhzg4IRDnIioiBjJJd6MKksX6ZCHjzrvRjTDGYQ26Uh46hsQWXeyzomjR1o6IHhYWSXtqO6nGmt/usjyLYZG3fIqoF865urkSIdHPXc2TQDvlY1D+yu7kyaeL9CKt0K4n8TkHNGxZNe4V9I9FnIfCuxn/zZW73uj0fvTaMPO/VJA401I6yGv5eGVbVBvzB/eh1/hNQNi/TIQ8edbfn2vmftH5EhRk1wRS7AQ6VAPmxM4GJsHLMYQKcSuzawBJSO0EvVV55e0NeysszaSFbs3TYgI6ymXXmjwwEtN6mXi6Rv5QegQCi6+ZX2lXp00qcJczD5W+E6/rsdMtWOfqHatKQy81y7tnUARplMdPzLxBzb6Cudfs00OAMSvAmbuHamDcptAgQUW02ufpA4AdappV6fS6fHbrYyfUay2Z+/Ov5j7Y8pzHmFqkMI7fk3eVxQRM0o01KntNj3nVTZIVbxEhoPTfVh2H1WK3icBBXqaB8L8K6BKdSiw9G6c7c0Xc6ciEIsfXeD59CHHAxnEuhhxzhpbvdGd4cGjKfzfJtO2v+v4NJ9Yc3wEXmJTL5HQha8+db2llg2Dda7iWoFgvlyL0Zyu79gjv+lH9OhNDCKa+Wyd2tbPUEYqkmL8kgqR9DNNOq9bJYlQmyq6TFT/IElos6ieVc/avYnpowPy0qmeV8AB3xO1yK+P2xvphJEMVp4/udoA8t7Po4v/UAUnIJmChH6ZiR04vCfaM7RhcTLfzsUQiGc3nzSnnAjNuUBXs44CC2ObU6v80ybTIMmorDbcT6j/Fk4EOr1SoNSt3H4OBwCf51l8kn0rCGs+kqf1RaNO5BuUqDeM2XIGJ9POZYHWTYROgrcMjN2a6sfErFiHiH/jX2TNuNS6FUPc1+Nm2iajV7BssYANGBQnPTjdoJAwc4cF80wHhu0rqneamXXJkSBQRn4RIVbRDL4iZnqUIu738Dd7zeIsjVQxMmiDRfjXcfsdtn6ewBwNP9NDHOPXM0CHrFraZLINCzIii4Q+W8ru/YI7/p0rTs4Em1JEsF0oWqRYg7fMd6S2XgxFUq9AqlF4uw7L1xLBE1C24HDz7r/8TJMlw2rtK6ByvGbPhf2beP0WPeNTvUS0GMa5vQvk1RSS2Fu/IuJPR60LWnKsyRt7udBQQx99ydAC30RzSOFoGSxWLu8iMNhXJ37ipbzM+Mh42mjODkITNP+8TnjGaDaSGE33WPeKRObvvM4xnkk9SbafM2ksIi/z7Y1dnUZOpgYi5201YXXMOmmJ9vC+LkM8+OFYmud11UeZW986Qp7rwCNAt8Yt2VXiaXCy9NriPuuNjK0Z/IXT80AyNbf2QuZnZS6MXSRX5YzHbZTYnE3RpWnh+Z1Vf9TD5O94SWMB9xcEniXFnWWsRm1J/h5j6mhytIcoPAd+nRrUwdCvhg3Uo65gS0nv3rgwvF+IwfxS62kISGrANo6lkOHdUeLC/SSHRqgqgUZZ2h0mtSdA/OMJytOdIPk2ii7TGLI1nPxb8Kf5CIYWxUXdKd2axbvelpELDuNKSlDYvUbmvZI2kLe8iJJ9h+T5kVWV9OufJk2d0eeq9F310HaHOcMQcFxFbgc6Lbe+fXH01M0/9t6mLGswrDGNKMolwsY5zY0RupH5rKW+uScbL3VW1Gl/+jxc8qVk4CZO/Jr2qsb6mKTA3uQROhu6QVJzmBt9OCGC0ayomYYDw9WLDTlpNhuBS9mjeHlDLDNFwiNDhIcmvW23fAG0304HQ5eA3cz2mwc0KLgAg3xnq38p8FvBgzAzQSo3E51zvVJ0Ph8ATkeYNcIHoZsNn3VmzfYpw1O1f8I7EF3wF3lKmXWbvGUCBNwFsa9RWsL2bwduyT4Y5XK4YMmYNDPYeLFIkby7DxBvUjur7uxUhuXWRfuSB+4J3b3f/SyYyMWZY3ZIFj1IEQNMQTWtA3VTHwxfO/0rHz2CijC33xhtjxagUuO4kA8A97DFoBNMZO38BIK93VR+dfVPd+/VoJFtoRsQEpCv92Gmzm3pprJTtu1Sy3Rokt6xRtfdtQDmgm9MB//olFgmTzk6JH1zjewBsjG+bT2pdZHXnpvp8/sU1on+YT89c07tx/ptgsFq6cbC38Zw3O9oNi5hX70ilC84gQXcQuZ1NCWMNqYoH3KrVJ0RnDpZcLCfd2E/jJJmZUFfSR+JXjsNFcOHK3A+04rXovqPvpL2LbYZyz9rl8CJuaFdNNdsfPvMVx1DSh9xAbiShHMa9z0/yIlFPrARSOjVflJqK+1Gy6JQ9Jd93fT889fvyzXls1AxU5eoosYYbTlcDdSnnJOatINjwTca8b+XFTjvabMAClTo1Bpm6VP7IDPFqCLWG4HJWQ9F3gwbkLBUGzffSZFbFGlVJnGVFop3F35Cx1SmiOB8fsN+h7VYANEZNt/XY9YtnwWtEEvH4MDaZ89qtP3vVpJglOIbQYYA9cCTvSQDQqA9QPKriyZBezqDi4jpsdhXKa4CAgY1US6ik8kVOiiyXG5o5J+Otzo0I4U/QQHZBlqjzsT8kzsXHGb4kd9zUuWLs8xP7o8pKFLGuZQhniZbl1QuKf0OYFEH75oFty73zQH1pnTcLiFXv5vprZqnIGWz2jZDQxyhq9YG5gm6fjc9RaxiCkNCKcPRfH7Y30wrdaFoGAnB2qTCClLQOADdcTWtPPpe1TAP0zElXP8Fq0niyTRihH2YjHeTim28UrcyapbG/02TVUjvCV/ASfQP3DH5AN3QruPzIPq+YJoeYy+gcmkxDA3EEf0gshGss0qjsQU309UrCzy3zaFMlFMFiwL2yVB28MB4yXkbhm7m97p7MTJmqqzG76Q4EmEJgkpFsBt9RHJp06ZpW+h7JOCrqI3+NFdssZK55tD/th74ashuN12u3e7cKJQEYJhQhq7ZcCpDmNUnA0Un/lfV2uU24RsrMHQbwt88TPKW+qvrZqJk+9Ndg/0JGVQdmhJtkb9x75DV7ZG7pDJR9i6ZezQmBtXxKzUg2REEU6TWa0f66kqtTbPqyPFdqzzLBX0F5OB+mbMQnl9s+8lnv5Nz9AEG0SuCLB+crywpFouiAKZRI7wvX44BAVlU+UHbFJ7hLe/ln050zMa5O0HQ/xqXiEsOxwzKUlNQb4kCotv/SRRXYYS4pMejQNEwDhJHKcSUiQMpDUI6GQavlA1l2G+cGxshKEzat00tQIQrmtbdxTCK+6N9wRD0yDGe2eTTge30Zi4unVdSALc3FLcXXCicK7nZj1BlLHAxzm7Rrsj3xMG+LnM6Q6iunNUivN6t6sJgcyzHwMHz6mYP3hT25P1JTZwxO/Lsl2EGaPmZEN0ZzpPWZ+Us4O0yWMc2dC7mBUm7rcUpntkB3Vc/QYPmFWXJe/w0YG0ZMeoR6rbJaW9GpyZcIBM2B4XrdAyQwf2kEPv2qsTH1lTwVPKRq5ehgI6NPMdFkkjZkXju2Wp14WH/zRRYedsCfs/zhTTuOIbThMMe6ohoWl8ZThr/eLPSmpTfKPhCnMmHqDWxEyblR1FrMrf5CpNqTazx4if9iAFtrcKLmZuSdoPoFvjFuyq8SiRiYpzLCjnKhck3pic+ZfIGqW3HzL+7K25xbvOm54S/7QVnMpo7bo9BhJmaMcIPOSo3LUJ0debfD18xix3vkbM3R9OjPtcoveQHL8/bKprRvHrNU4AHP2EyLwugIwxoHKb74x2d+y+j8E66KstwyhGDBNJVxedAShYzgl110c8pdaL73fGYmQRyagqAjS79dtRtui0BUdnWSpy5V594AW2sQLQ/5GifPL0D2f3TTIyf4sb4GNsfUqgAhnHGB7tQbtq586CpceGJQvgbX/WYbsj3fVSRNSzyUDm59lYsdA+vfDmgky6d2fkEmnD2jWG4LqlDNrvpiQ/g8kLe5ZbjcuRXyqZS+llKgcqq3+tKZD0l5FZ5LQhYCtyKxJK7pqxXJHcuJ/ibJw32zUJ93nkzfdK/qGVFpwSXo+AuDLni1YGtSnIMinxSAUYnWA5oMfaIaRmCYOqn1gIK2MoMBkL8kVz6O/kinkqfGEoyq/8Dc8zwseOVgN7Z2iM8NJOmC6qQktchPN+RQ5YvSMtNO2qQfyjogjVxVRj73ri7/MTbAeBUfvnX3R4bGilyM/oILuZ4TLQ/vbka9KL/7b3Ps84RO+zqc6TlzqYSccGAUbCe6MlShCvr/A7KfWwZVfZaR3IEyEFppwoJ5ZpylILmbkOAkMR/61DpkKnt9L5CIFwhTmS7CZRjg1A2Sg/Z2i6vXfvaBPio8mXCbzIiV6qNXNjoBgTVUH9RcwLJTEo6ccFPbqf4TfDhcCekjoFYqSiwiF1Brlf/4GDNHHU8URQH4SWFjOaNyvEsXYA9/4bYuhovEBsTyPIz1bAdJN+gPBhQsCyd5XfPyr8nJ67ZBf9Fm1gRfjrAT7owEkWaPHycG/wxJxv8feSYKjDOD3fmEMBWKUaWixMyFLvm9PIaZWU3RlBUQRZ9rPpnRA6ZwQkKA477T7Da25y0vbQA2UZHfFvaXLErCvT4mYy56NhLuLm3lFDhge5ffBrLyngxihj3crZq4J+oOaegCCu4utvH3C4DtJ+5yGHxeK8guV9QlpAdBDR9mlb+CncWWgSHi/3MoJs7LjkURKimWY87NAfHNnSfEP4LYPiAHGLFnJYCbMbve0hvjTm5hZVUJa6ChA0jEOWzWfgj7UovIZqbAQdU/tTSBOkmHt0pmAOD1LfRoUPhaQ0iDdE+G3AyulmpluzDjhPP16xj2KujUt9lkh6cWobxT90khs59h+nQaAT68fg2L16bNmXYUHI99CrpC3Bo/pnrfoKVuXZr0wny5/PCgAkFPWfNXAHsL6/04MiepTnjmQtBwlqcEl57nHp5fOVfOVfOVfOVfOVfOVfOVfOVfOVfOUbIejuND15GcYTaNPnRiGMygftz6IGsOEKrqW3v87a41L7sW/LHNkSimPqTgfHvTMVCA3cAFDyTSDXITLuAITc465FL2zN6E6RI51dcMh5uqmfqVO6fc81NQNBNj49qQugZvUpt1moGSkBGAYrfNZSLDfzGhnm4gf0zNonSizpnaYWrjFZjRUoLd8UtfBROkQ+E6HfwroK5wWT8Yap6UuVWmw6IzWhs+2hm/ErRrQ79prxjNoTF18+2rl+UroknjgD8Fpc+x7tHLxoNvlGeKDhcUOID3+YL6133fAQRFhkT9r2rovmFpkQg5Gizm/lXNlL4BO8DGlK1S9haulSMu7fMeQIag9Z7Qbyiq9LrSRMG2VZwPdHHtuTidJ0S1Ll9Rtg9sPMcWLML30+U/q8TdvUNlwusg8UXF+OXRNMzXNkbhV4aMGcUqIqs9d80k6ufAITUVdS0n6sSchvOx9ZSkHwZiBlRbzoQGfZSahrT4FCndDz4dcjYL7zzmImH01tVg5i9jQzxbEty0R9QIH1s/8vS64RfUc5LzHb8sUfrKl2l6JEdtRNYkHLvqsDFIkuSkt3AaqRTaWbm/vCTLTx83Z9AkzLrG0hi31Bgl+Z7vex7V1C71twg/GM7pozRnHLYBOd4tjAs0GXQKupAMgmM4SqmNaQWT0BTsioHXQx8J3FikEKajrcUoYcIK6iKJRteGT6bWELq/1MhHKQG27CyfjDgJxzqvOMVtORTLSTlceh/K+uc+uTV+cLy536LGeO4L60uUPT7EMI7XZmGn2uyP3CYWMl/GdNfL/6cVts+R0rPRLIWWiteOjlov2EUf5nFUXTLQrsXiYcccoJm1MU6pm5lNkB3rat7iluwInSQ+ByB01ZdrE75u28nSO06XZldnhynKNVsC217jPT3D3VopRjKE0J81AtyU0jjnWtWuP0o2Qm9jf/6kF8aEyst1b0PAegI74vSxxm4tSkRrrYw9HW6UkLHVXKltEk4WikOQCbTU4wt0ljUCzRe9XIrIPm5hLYUTprWdtKYczL+iigKU9xmhJkQ6dmlmhnHECg7a9AiSi1fQ6pyGmcKFgQ+OP/q7bY1B8iD6iSxF6MJUPi9xCbeyp//s5GCwiayTLMYcC8kj07vJrPJaRMituTpWcaMHURzjcUbprUvEELJ170FjhXAlakIgij0Pz0TaRdF2rLJmgxNYfzOCk471F0eidWK9OdLs7NFr3PIDBwja4qKSZnTDdtleqWh2yd0zSUfG2lvZUZ2VQ6ZMk3LrXVM4nAkn5XnQUqud1OOHtHQSkPRLI6Kbeww7skU5L2+AgkazlYKqABRpKYL5Lf4NuJayITB/UxS06zZkaVymyawTmPq3QFuhGLECf3kxFtmWVrJww4BJ02S/3iYVxpvRDpwX0Ob6J9PRgP1sp9KeRBKEiQmYW59egzJSasXa4kZ3spiM0wdSre5vOY9ahIlHsDytP8Ov3lpLIoDHSdZsbE4RoXqI1y+wRz07hbVRFzJmGEObbd8tIrttjUGAAjclmcONNiDMqq0OoB2iAxqrzA5COoH+zOGCs23HpCOmvSoZoBcYiPSeL41mzwRpKLAbIR/QADrzeh0zT3wi3BYjoyeenB+d7emJJ7NT9237j74zWGO98oy29fSN8AxOIV4KFGxZocHEgwywAnCfAn8xH6RaYCW4mXECeejMNQlzW+MGCGnssQt++QatwbmSXfgrdboco6oCG+qwPI83uydETPWdl1LYWQOyJMfpXUbA6m7OBlBHJbWKf+xzAXcksRK0v1VaNo+LTQ3lFVB82xOhQTYaieF8t2FhovieYaluKnmGonhfLdhYaL4nmGpbip5hqJ4Xy3YWGi+J5hqW4qeYaieF8t2b9vQJLqprmBxbf7enPfotmI0ANWPqgqJqAOC80GDzYchjXSBJNEhHyAA5pcPfwi9M/mX6Mmq0lZxgfWUlqBeT8c64BSAg6Ty7KyJvq+IeBgDAGAMk3LW6i9facLrBy5DkUAnoJqM1/E/nO0XtJdMATAEwBMATAEwBMATAEwBKynu1q56Avl7B9HNqHlfKz8e+BECTWLIv57KvjplLEoeYjetNQfn+KRLNhCh43YVPKHxoOD/lODIoRiuOTA/liduoaD4GuB0jZm7H+C2dAQM3b3d2TRZEDcoEnhPonkQwLLv0ySpNcUl/2nXEkH4aWaYemcgj56yXryTS1MwLq3w9J2ZgNrcv2gIKgAtzlL20xWg57X86AOg415HX8BjxjS0l5VquSL2VGQqzw2RKTJYAe7tbsjGgbDPQ+ZKf5xSpeV1/LSvxGhyBs1icIKjEW/JLUs4bViRqBs5e1YJUz3WWSLzPj44ZENA/CWvz2CE2bmbJY8EKMDJOj1+Bg4HPff6vuQFNTw04xJN91Awt+ws1z67qiD40hWz0+afxxBorRqF+phNaCK4/W+OpZ9h8sI+l7v6w3OY398k1JYGk1aR4eKbcdpwq+jnKsHxv6T08q616yBKVlVyOThUAS1OzPFefrqmUpwH4/7Yr1LCXzH0BRhONlVKYnL7XviL6Qu3D8UD4pqMYgzdFMm10Vm4E8tr9u37ND2Kp8BYL2QZSpvTkdxsbsV70Puc2UJ87qvRR+/infQkhMyl29JgFZBKTy92agLVvbaETEzc7EO7DnvuzIq54s+0Mu7UNp1p3yVz5oSOidzel4TOOwro8XPITLMJ+oYCBNChWsJAegvFVnrK8DMKs2vmcJv8hcT82yoHVKtMW88FqlgQgyjiaaHC3dpaH3lSmShD/KbJr5o0T28hb9dJ9j0qdacy40MwPkde3DDEu6Gafe0CtwtwvFiy01ERJueNOb/pEGbmjU1udvZDnvIyl6ZVpMLxF9hcZwCV9SKQ4waem31wLBiLZOWyQflwsf0ahcnuS6D4g2MqABME+viobHTQ+Fw1kC8XGyVbVNb2XTUeXlTRr7rlcQCT+9uYPCNgi8fMlP84pUvIIEJPdIbtJaGasllBavJt2S/SSxFAVG4Y6ybS+Z8pgekOpgkIrIHVyp6kJhyqQxdAWmpQ1E0QllDjUpiukq+Cd0OjLwOdm1rbRq8VowOKE4bWk6snx5lvwSIDqmr0YAC2B4/w691RNjypRHmskRD5V722/qg9LJTkaYIgUoAepI5V9u9JQtP4364xM8qk+gNKV/dOh9FVkM/Sa50cyZquuOiPQNLVhV/10xVnDCBW50Osfiu1ZhaXL8Ov5eCGP4/0t1AdHbawFSuB7RfW8Qtl81a6mlvuVCk+YLyLAHMxeQ17dM+EAswEP1n9LMBinCnP91yaI7G+AoAMI8N2OlORgVdz3oY3lvfSggSOr1ldFJgHJjLa5eAhtIQt/liTjbGuEs/Y8rboEWIxBy1VIH/JMpIsKSZHCYW0AXLFCyjCOZdQGZrmKiqJy8ASY9GnFaiaiYcfUbtz3OaGZEGqj1Oonk4Rd09y3j3W5bE4l0wWrvzztNXHOZh1EK7NhmMlAjPkCjdrr7ouwMMk6+s8Q84RKHtw4RhjXUfy5okyQ0CaxaRa7tZECTsOIDeWh++knjVivdrRZiUxww8wvSif+EJRIuAeG2RkJu+SDoBdSIzMfzkQVi/IkPJ90LgziZNOiG2Jlv4iU/Bwh4vBtjooPXw5LUZdexcP71/krELKUoEvAhjF+B9wO01GqD5CVYCyjJ8Lypapa31clUzfXpQMu5E6Gv42UYyAGG5CNCX+aKuqrQ320VSOJmPw60osz10gUxy6je+P6SZ4TASPhRpUp5/q4CBj3jM+bu9Jb59JiG+T8DSaabLLvXw/PjKAJ+7r5mdjH4p+9y6n+qFmXV/wHr+Rz3UqwbJjzwOlYqGKXaO+S+3jWTYAZP8sJKWp4acYkm52wpz/B8gB2nmbiShWkIrqvMw1UeeQMGVGlULeKc7jwg1erdN4h0beLM3gYTNNVTvbEGxNkgF5/agfaPL7rIXVXnIoD6lTHWdw9gTelAS00SIbc2oL8Nt0KdNpyirrD359jvZzxeri5Kpp5SXCOZrakkV5xIr20IRuTPC5XRW/cVbCPQW7Jsj6o/gUrxJb3lPDmB/1EooFjcHKCqLR2jKm8wFV0xQMYLjL6sN06EvEfYYCJytqj8Ql0wBAi/25SegkLZmu8Y/4gVNlJvSF0T7ip2Xs1I6H4HvqD7CnPIfKbkXUCcCWCqGmgdeTZCZ9GjzkzEIouaXH2SZzV8hokpIz+TKKOC7psuO1ki8423rw5vjzuOFdKNJRCaHC2+tssBG3fMwKryD4L7C2oTcG5ZrmEJZsL26DiI7TfYjJDI53Bbx+qxIvzVqMt5zJclVHY85HTJs1nYW8PGFapcjKen+iTkEtbGgmpseKw87nVj0sEX+j07EGk8pP2Ow0SXeMmw5Z0G2UZij25EFqQBroYSryhxUP1AP+7F1Nrevdfq+dgpfX0lrl7RqJF2KEc/tKU/SmhM0Chx69sM+OwiclaMnqp2uFIMt/DmAoqahAYBXCCWFRuSh/J207k9T0+8ZpW6Y6lJztMyjg3xRUS7tCArr50ZcOo11oMgaqT4KZ2h4V7nDXWoOq9zDlghb4NWDPg/qGJ65Nu36l1W/kWS/jkkvRNvAXoS7ptwPW+4/i8hrJl9lpSeYaxSNPy32OdNykr8gdlHALYODJPkKHd7h6LZ0nAu0p7eUNgO2QMTL+sY7vSl8KuiHYNu26py2oiZbA+omHh0W87w6sT3Gamf0VuEuVdArZ4aY40Uy3Per1/nxDsyPo8+EwTQxyH7x+7LgVVljLygvrqwu7xAprWMeHNNJLZU4FEkIgOwhnYTexE3mq7tjWb4u3M2g3Zoh06Tu88ceuRQjsGFnLbR+nCkk8QBN8auBZEU/nQLeLTz6vJzVmqCtRRLumlkkRc3traoWqHXEzDpIH4iCv0cmVrEk+XWrECbL79MDhJxAMzyCXFE7ivuNIdjEXk3FL0uiCDdeBORFJwWIeAO3gyqAS7AwcAb1ijSeTtVqCbH8P6Lh2pWD0sUKxqWcQHsiv4Svd+QD5fMUfxg9gv/SdeZ3wie+yksvZ0kzzBbJsDQoQWcrRNfFIWdWdCVRsqae/qXWh/zKVUG9teNWTXUf6Fq6veVY1qo9fPRk4lcsWr03UZOYqtNLdiTiUxYy12D8015pZmBOoU9govRIqskyMKxO0JcIo4F/sn622pIct1nM84DrZFW7DVjxkldwF7ddUexFoyXirWgBE91ybUbCUXv9+6S/D3cNY98YVaEO9YRw3VGubXD76Q+/eMROdOs1gNZ/zCi2G99Wh1onvWy9/BIe0rf8GNNT24DtxPkqumSG7Y+Xg/0VO7J1j0Hs1VApT0M4POQSMP3QP1R4k2zmecm1CMDZXL4WLsu5AFgV0zFSUP2K4B5v8TNyHSOZLvOb5w9Pzz3IZz71/r62BFmZ8FP9oowiGrAnX06yFgWzWH1sMIcr19I3WNaJHGMpZJC84D/NUSOw700/yczZ8PCOYMIJiqUWvZtWYshLj2RN/ulViCMTmbQ5mcsYmlropqcjZ3aIvSizMihuNFI9BroKIcGSSH9faAzLZUpeNye78XvsbxRpmI5ZWN80HlbfaLibUO8pprXm7ASH2woPYBgZ5EXqRG/hWrm+S7Lkwvs4AoJsbs9ASEnn7k86j7KflfzWentLKKtuJfOftAnhgSY0m99Vu6AF6u+V3Su9DwSEq2c4+XdWS2+tNCJCNyJbUXHyE4Bdu2r7B6wiqdyIc/0ccGgl9whLsOnHDs6BuHi/UsxUi3rrHYvcOddpJlka0+ziKkFW+1alxVAFyRMtqijgABeFLjeMRikUaaQZlKEpyFxrQHmgGCajst9Msv73wBzfpsWHr5b1oEapSfco/AC2/R5wQIrdqbOkHIq4jWyTsSafAYnMR9479lQ9oobkLHSehD1TiSS6e1RZ+CH5NDVtN7L3XQbwvOeD3mLkQgFubhZdM2wofhcHVM7E1XKAz6zUdCoQumhnPahCVeW9Oqlniin6S0rOdSaRp8h+OjyIXTspcx6CwSI7AVdUQ0YgyCg/vF94f+L1w9e1TFrCfnHozAShstqYymYEvAJaM1Duos9hndhnYMiKk3cAd8MGeyrS86mld2+8oCKrqqbdhSMGkYGKPeNUMlYMxEEyak9Nj+H9Fw7UrB6WK1qw9qrTq3a2nhDX4zP6loKYPGJxLJUWiFmRfnnw12e5TzLdyqSd+C5R4LnSzRnUFisDaixUDRlRg7NrrzLGO1WNkm6GWt8kPrSQ9AfuQM1H4nMZFMCbsdbRlhRKWbsUxUuU3og20QI/5CnbH4FXlf3c0y+AxUsoJC26uspC7M/44XAbLep86zpPDe/wgD69CjuTcRVvtMVgY9FVrzpF6TIfNT1yxrxWC6piW/xpDnfMG9PAiljfYhRlxk5OyAscDBmw67pzuxiSAlZmUGU2zmWI9VAhFkQH6ECSv81yuuKdEdVAFW/ZkxWYpapIOJPXS6QPijSWbXnDrAnPqvp42t3a8mbP50Nh4TFxC98Tto86depWGc1MBOkBQoNbxWT0aq+engFiptyOHu+IIYkJJzlo0FXobk3Rc1+1iIV7RanaX1TG3uAGHuXKR+J1BQq3zJmacO+NzRrKXs+FMSIt9R3pMEQr1pl/WpM0o01KntNh492EHM5Fnq+r/ftBsY9lavpXructFg/JsG786J/PRw3onJNUISDXOq1tcgiv5bDPK9cWA/KDj4OUappFSpjmtggOokuu3seHc9fp4FkoXydkLh+XPGbHNpxRwKNH0APSGMFD0GBtsh1ypHmHFUNdtkyGnZkvSauA/TgZimFc51Vnc7PZunMk9XRh9nFDZPekIh0P53nrWi2P0s24jOilp3Ea2MFnYz9XmI6AwZWXi1yjgoL9kElGhzDbS7piaBvSJM6Iv5mc2UnQnoALQuvQhj4ZNY7eXeMNseLhTirFc7G0qoyHdM8sEvrClRAMrSvsGFTgWwykgZiw2uIArNnsKQyMfXeDQlI+9fKlZ2Q970hhr6ho9CLY+/VfQeBmA8gJvZU0Dw1WPOs0gilSbWS6qX00hdouMZBpLB1X6I9Xps2nw1pgvAwYZnpMiXAwOmxfbA0mPk6hJyUFEBIlLb+deyuewGkiHVuTkuGgII5byt4NBYxHRVA+y6Pk0G1Oe2xyvLKkcZyX8wpWI2Pfz3TTAay9rDnhlP9yV2E5ADPzot3I0nSpa65bWnU2cfwXrpMiHuMocvJq8I+xPDWnoDQQyICg7iKMZVRjJv/DTaHZIOqOlMtxp52sr24qygePUfnoYgsp/+MQtfKjXmts+JE3eNF0v4LaqyBeLUKxdvS1w1EjVFxxG6M24dQHP1MjjmLRpaHMcxs6YwqKElAABfcRPhtnYjOUcTp3p73rnaaV4AGnGmE7bJX+jnrOwowUR1jElVG3tOUfcVzFGBQD3KoQFM+moiKpCzkrx9PITYnKBd3TETP1f+/xpKKdT+XJ+6kR5hzuNWfnHI96kXJxl87l9kQ36T2xn0mjyDadbHNY3b7dfWk6nx4qUjW/xzyoYCM8Bw90knDFQtYlWrHs4wHD/T6+HUnRs6OU2SUZf8aMifqbmX49tEXAC80/Ksl6tIDPwbs/Rcjh/OLN+MluprugsP9vDvCtjy/GxQc6ToW4Ccu2daC4pjwDCDN84Z9A+rzhOO6q5a7OiqUGBqNm/M2ThIwhwGFE2srrCMLNTlGpos8cNJMK+3NcXoEw7DyB+hcimzW3WWe5svm9dWDNSVVZYC9u1dk6hAPOglkDt4Pn8GaqOPD9fOmgl0tuOM+3cyYaf/Cxt+7p3Ah+Q6FdgVA4QCRMddFH/3Re8IQp2zE0Ue5HaEaNA2FDdEooaqurbWQ91tw0ORSafZXmjpMTNOP6V2psl3jgKXA1bS7rnyst3IPgxI3geFdoeqsCimWJgOxwrH3OeVP18FglPYu95XDXyo6wi7z0+WlT6XiZZO9ArHCFNOW3BTcS+k7B102OWZObN5dJH1/rM7ugYVTQIGYh0wz2CHx1DtHOzQkl8iraEwVuxyFx75cDWd9N1yWJqGhtRR/DSCnq1Ai+6VAkRV4kbUU+ZRIan0HZ/KiHbQQAq3XGeBKRSk+AflniWh05nwuSY5Ljzn9XkjI7LzS7nhMX1YFlB1ZrSGOuQYu/GGebuzKRjODmsVWwA6pHfQfnT0PRa1ulcNouXg0xl+CTGJtl7dZGQGelFWrKDumOXWsWL5fqj6PX5YSjkkxJjZI76RHM2WW96tv3wP7IoRgeM5ieVsKTFOMs2XoAuz4dab81N5CKO4JIcv7ve8e+Gs1fwSP87H0T6Ia+i2uQeldklfU3Qed2GbILX6NRXoEe22Gh/TjZecC/dKbL79wouP4fPhwqNcYGQUQr3PEqn8cqe9rUHonYOhJt6gIEtgx9nfLTzps9l9H2MwD2Upopx+Rd23Dg98FlhUw4177feMEzOiwS8s4seBh7TyLQZ1v+HtEYYsRs/SES9sOgn5uLr4FlSwzLOv/IQpiKDcC8cjZgKiA7Q5VX3yMBZWW9wR5MGFuzXrOhjWp2L2eskwD6tJxjWG/KuT1H93k6zBjHCGU5pFpw+dxwgkgoyFakU6CDvaFNLQwLYByxs06eSbB4CKkL8taF76lotQ/x875uXfyZLcHUgse5rPdhkaTnJlrmwFBIBX7WHAQO0yOI7hXfG0PPY5sg02r0/red2ka5Yv4suvfagPm2oC/nDOJ55dJWe0qdSTT+4tmL+Z+QeriZjRAZtpu8oqAEWUts4eH8GlHTzWDslSZUZ9Yd1PDF+FtKzWaszfzNPNNnKSceVsjq0apLl37bekDlmMF5wVZuFxY91S/ks1agUalK/+qOBY8OSclcRamKoxZY588Cmixi6JXVoLIjD9pynBE8eg1WVeHum/0Xm09LaihaSVFOA6GQJpJPNlJLwIs/3MRECUbDXgJ2FzHoPGDJusxCaMPp7a05HkOKmztV7gxVs8NOc1K+oNT37Up80wiE9AuDPtd0lgooJA+xwXjTTuIrZ55NID5ad+WNH9qsrsvnGFsbxkkfggdsq8VKq0FuEwpT6P88PYJOuO1XXNQRld/ltA7FOLi05rUmqh7/uBOepK2YZpLPxPiOe0i9U65Rn7AxJdeDWCXfTTQyO8VvucHPu919aTqi4weH6gHWxNj3nL90iM+BTK78w9z0eldo73WrwoJurz+wG+A3GL6wfUY/osazZubxRkParyhDlgEHO08/yN12ijgmukUTSIAhWfxzS5hoYJVbQgfnBZUB50WZIutfv+AU05aD/7ywJApYtiQBXA3TV2M9mSFh61UZ4mx75Wb2uTzUbE9ICWY1q25xyOkktHxVxKNFj3nhsh5JH16hSUSjuCf115czTrcqV+5VMC4hI0EmPo4bjLoYmTELfEoP7Nptzrj6rVXwj0RBve/c1a2jFHpK3KPtVm2TtXFxbrGmqXVw5AmXm3eVITGB7pHTe1w2awsJIxpmurpkiBkB9WLVfmWjWBS6w2c3i12sZWC0P01FYFZ41dA4keLxYhLVgPj3vxLbhD6K+i2Z5k5ZWW4VC19um5dAG02qkUkcNnX2JS2dNIE7qTXqFnbFi30CRc36HRz0M/7s8mJQ7zK8d0dCQLAjkS7tgdGGRp4hx7pZHWsN3q7GJLw0p4PlykBEzILLc08jBYsV9zy6PYqj5f9vifaud5AnPi+lvs7dHwDpst8HiYhLdRAgik5syxfcatP/JfrEtB1S8wSxAP4Il6OKJfYdnYptX34vCkBcXkU6uvwGaGO41fGubyK8jWdlkPjn3qlflLgOO48zA8DY7XoOJr1bu1PjhmcZ6hNeB6Q9xxMtAVUCdXzpN0tZ/75EnIr876DG0bWs7ULdoSnHztrefCul/C4HGD4+NjzqQL2YiPt+idcsBj3LXnzwE/8cfYkIDnHqrR0IXOGYSySdTSyZMvXASztuhUCiyO3IM7CZeQMu025NSF/kCo1THpOqAzkrRpgNO6/Fu/a1IlUBEFwNQkImXajIo6blre8Ld/lAH8Wb8Ac3nE12obPUPNNpNIoOmA8yudv3L/8mBqekLXvktadzRiUKac+IH5O4ykWi9nbIH2vGPZ4qQSBXOCyrT1G+KaJHTEmPeQvCnMgrwJ1w2WM1fULapnAIx9Kxha/CUJXY1wVatGm2DwH5Dx3VVy7IjD2PuYAYUjbIkvuLQPFsd3boY71fN9aWpHj7H3uA/m79bQN4JPK9/UhlX/YfNJrA6ji/7K9CrXwEKLAgGpLfPNQzpW5FEp6pFlsauVTfj8tvdjRZmTnmGOTN4n7h8pMS4Op40XV67gfEEI1a2pOfl26rOuFzZyjHV/DxI5+2gPMKzEJow+ntrTkeQ4o20BtU/6Dv1oHGXjg4fjZA5+EY0HL1+45aBW1tTm4OmaUT89nIJOz4PbiIuTCCsKg4qdYyH5rZBs0/O092JurTBBBr8D2la4HZEQotCtc2NFMfv0o0sFpP4B2GDTyH8NJpZbJo5B/ECfGtqH7mizqFOB0696xAW8xyBYuyWBjx0GqHTUfLDrNHPNPhtFLvO6wRupTvHm2OymJ+j/YZSA+Z+/6zJ7E/Purw+EbOurS+kmlZGlcQCVV+PPHca1Pz04GYKcfJyuMrr+S2Ylw2BDJKYI5zUrJ10e2m1U7lL005Ato8ZqAhDkmDJ+Urf1gFMNdzN2E/CjDNL1ZVgJPIBHaW+c0Ud/w/o6G68s55Zf13TXyly8xuEKstf8MZq2FCZxHvwHwZYpPh95TJpvT+C4RYOBM8csCtfKJGJ1CVyq99DuwRv5xOfYFyNJULUWZ1d3aiI+ds91rngz8FX+8AMVNrkdusi+OpD3XW8DhE4EcchGvSzABINpe/49TsBjKjA8Po8cIQ5V4Nqf8bU4v17gPDkJRlWhX44OneRq0GaztEJx8XwhjHWHK854wv2B+13LUS0TzCLCkVkwemORtb72v5G7wOEus47TJzZvNTWcNpmOmV5EshgQKLJc48fRi18DuDwsV3GCfPI+UikGmabgrZdzRKgDTgCgvB9fCsXbyUldN6YESR4VcOF58ym7Ik110+6r8R+IfESTtE/z/LJwqBqsXTQw9DMy+x7ThNnu4tsw52OVHteFWvE4u1jJTjjkzrmmeqoItqvh3y4O/vVaysmUjpvLSM5Be23ymgz1yDUeK1MX1eVyq/nQSGNnNg43EGWJD/yLamHEZVBlx04S1PQENri1SgYFrX5mYMkKk8/m3epR2j+R1AvE8dOTsRAs+r4gBgK2WdW/B9kIva6+UkwSv7wQw4xMwn8JS82OF7bjtTO+lNVWqPtiG1Fp4uSq+vVE0TTFGIQUQYOM9Kc38B1VDS7tQCoq1QzEpcI5R3FUJ9NltiXtsb0MZ1+dnXfXjUo5mHkKeM7m/ThVovcsOKjhLyLfJT5l9hbOIPRDFKGNiPIbEbrsgsibLQ9tOCe+4TudWXgUHZtHt9/YMYSL/E50aj4x1oFwR6/pzNWifZpkHOq3HVahKyYrmrDx5Lsa9U1/78pniXdm05CCOiahjmY4pxfThrqOjp3Qx4bXzWfHlNWKfB6jJU/Flib5mvycH4Bb4DyJlehupURxPt3CzXvox5idpjypk3IwFF9iwG4fldREwEme+tbPhBYZdcfo84aNdO2L8A0RGzzDK7FY06H3dxuCsKjwYo5xKJHtgTxuzMfy6RQFVRArH3Jg3kt5GLbVAFDcMvgk71eTCNF4zwopKnSK9Ni7S59p+kiyX9c+7SxD/a4fEzn7DsVu5icbE+XoFZ7SLmvL8823yb2V/LkmJqKg3lfXH2c6nFvQuGmHD/PCAB0g5yu2FYS0vdr3fLIOlvjqKnZqBmhGjUX8+G7rFaLzswnx8d5dASBKZh/RgkPx9oVh0Xwg7ouuGPeD2tciK7sUbC/6qse4q2dP9rG1L1iunwI+Fte9NSxW70sePAtAVsu8QokmxhbYSrrlX6GSKQhtb5SFCmyInZjVRcEt3o7felmgc1MrxH/F9QCEv24Fuyy/un3bGGr2A9HItmkDb+tQiHO5YIBL2dcQHpSDEMhxFOp7hoYhkTGSgtEUj8C+gEgB1QrtS6ppgXI9/bfOzi7TIYztiCMc682TJEI9fFweDhIWhWgBR19TfbWGb6PNnHrVMp2nr3ZF+m77gfMkJH5Y3nqQwwaBp0iYc8GUQGPgnQGR9O7B4GjvWb+73K9x5/ZKOEM63KTYx7gT6PsYrhkEusQ1qFQB7KjkTRfYKkM5Fr9DAH4HvyZNwqqvaHwph7Wg1wsHfz4v4FBBeWbIEILd/e1kFy4Pkj9Ud/+jjQRR/UPwTh0fijLx0gDZZx+pXb5whh0UAQ+uBEBuHHuPiRSwewYEG0GAJDC6A5it9zf0xldsprhqVvTx2Z235PvBif6jN9RTDV0vEZmZ6Fr8PFrrr0Z1lFuUgULRx1ebdvgxYAfMOoHICyvU8aFfAv9VTwKoxDIL0xWG+Z0h64fffsg91zVnhERMvs/yDvbcHnHoWerLRj5yb9Xjm/UmLSJNgoUTZsDbLOhXPyjfSgWRwUgmdCuqiOupItPwCiuu9KXFY0X/mcQKLuX9xqliLjF76QkybKrV3DbAR7RlHhCgYALY75zsJhrVFTIXRO1V9Qfrgfp6zsTYd1d8WmlqkEw0Fh/lTuYKG39SzwkkoZtUglQcCdGQNwdIOctvxWfJMiVVmQE/dx0/MEg3/BPJm4pgdmFKxP8dFCBCWTo+dDJiLaJya3MCagGcrev1dB+KC6K/p2UYzKRhozSIlTMWaIVPjibAVT44gUzMGkcydE+Tf8kXVXTGbcQRu/SoGuW18jxo8vNVUm6k5/9nBRnwx+uCHB+JEk+wVSHVJlH1tASAFdmA8vzIHisjjpEntFo+dU5G3lrdPbxN/6H2XBVQcNdtHSwX/Iza7l4b953JmSzX0Nx3Z4xGJfvrhQdARyv5ywyf70pKk9CTv9bJPePgxf9mSLzhoZ4fb0c0gYjvYTCr/ZFMYjEuHqaQAqPf8xGGbM18eHearSfur6ASG8fq0mY00/1O0aZ5WbhpfFVJwwds+54gq+kus12wyxCDnX0YTcR1kSQnDLEZx2YMlzqCkj4st6Gyt6Rok8iSK7H/FIhq0b8HrEzD80RnJgxLmzoibx5TWfVhjKH/16qeAJbDE/QIKdnYwfEQbsEG/OWafHb7qSwW4bmy9RUU6QCd2ZkmM/dSeFf3c3+QLoCInzPk5kDahm4+eZ0CIVRH4kkbkc9DQGbqRQNxFtBJMRC07NvZ2Al8PgPoSeSPx0lpfa68kxfdZSEPLFbVsfRtInap6dLW/l4/8rCEUKeMZGq7+VjVUT9AKfD5hrjt15FAa5n02mBipTBuoPIYVaMeB//B1uSiSdYnRqru7+ZbenfcUaJolXJML1HOcAFq21V+VVvZyo01lnUkr0ChtF5Zp1FTo/Blobp2yhjo8+dKAlxPeJt0P394oUCLcSn0w2n9vuosc5i5iyRFKhWOaFDUjL5Zq5sKMxCXgNZHWGfOzUsRhkvuvdAsfwIrikeKXlZA6aUmkXF+y4MJ8DxmZaNHltm7jl3qIO2e7XS7hVO3fUXCP6sB4+GgQrmXlS9E2zBsVdUVVbFIb9g/Id4R9hobLttaPAKCOuq/XqN4oVKKacrvXxz3/tgwh5HpbaTshBfNOlMrM8YI+UpqZ31f290G/Y/2XHXnmIBTQJ8fwY07AOLSkD+OeKplUwltdty7UUdlh6ifLNLx9msr+OtwSz5ktugO8HPL+3shRWVIG2JCDaeRTkg7G+cxaKObQOXFKuU7xVaj83HDGjfOmMqZAYkkxLPl1eZGFSu4mL1rEsuihXXC6xlGaD74bbE9NqsLaVRy7OFJGTXClStfgNZHWGfFyQcCSVU6e/06u6l7aOsECs0xjxKIrCVM2ZlaGgSCemaomCQE4vKnkAZgPDNvTCMzwz7k/N5Fgx0Z3Yvz0laUDojcq94nKwyGgpmXAYihef1BmNUGr5NOFW3mAwml7NaYVac7Jso4SIinJQDZ39WWMz/FfR4CtxOevgX0KYR19F25wbnWZtkUzVjKbgNn6Pde1Jx7NKri3DT+S0dbUg14WBXxhKdd69d8tZyk/prODy2OjeVPjXyTu6lTnsvwyRUgU4lZLM1am8/FEzkljJs0UBfgc2gStyBQS+Ld75bYAO5DRyCUA0E5NOKdQQpxIve02ykGnfoHv5tEEGm8AbUuHpEUv9J7jf7CoH/av3he67nua5jQ5gz1Ba3byBO0xen55LMr0E0N/XUjsKMrchkCAVfu8JOsf/te6KP3fdMfhL2Tz34ypLf9at2XUy+3J2DFHklcakXC5y700KJKJZMhGGGgWxDwdachpx9fWiXEDZONY0YRzPxD8g0+cobZo5KYe2KmqHzH6xOShSoUNHH8i+inclUgAAogPKBuagmzFyRvlMw7StF7vDn6JBYd4a3oZjk/wnXvclgUgkmQzEvDLedWlXGzoGz5S8pt9d56HoB6FDaJ8S9Ac9aVzWBDO1Cc0hj5ldFhUGYzOw4tB3SenOVGimQvRv2EXPH3uDD35ShCWOKuEg9Sdhg/XDNnCwsul89yGHIhYe6UmZREwsvm4BoXytxzHJ4KLDU6w4etSfEewibioJramukgzTohOebzyL0FrH4eYk6TSJSYXWwUQ/hzkcfusQGSyIHIiQKUbhv9JwbHzTNIsSUJhksxzBjsIctweAWBFt4cfr0yp/hmUSeG8e5FD2Dfg/dzybaM71fc5YbupdM+d+4ZNp/VvWSNEvmK1oL8+NFiBlob/QggCLX6JN0bM2G/F/8KZ1DWoBICl5343VMpU2GZ9GyyCVo/5rM1od5A+kYZOFWWvg+QGimXj+pt63woiA5W/z2VpcujW84QSs44qv4xdzYCUbO+RLt42xrr0RF7GUK+p7Eg10Pdpl8oMNhub9pnQ40IjmrKKx8qcmFLMXc7vkgaPnSRtcNoalLPr00xyV3HbdltSK6nwmhQrUBKDHn4B1H5XdyQ8SrtQ3/fA59rcVhH3LZn5Pn0Kmc6hggFifyIjf/6wsKChsUGw9XNi1DotQ7pkQ6OuIqJoOTp4klZW6Uuk3ZcEgZF1ZXF5PQjAOrnt3olXhzE3QdW58HwUAsqyOALNbRQetuQE+r7+xxRoGq0U7v2TyE2fg76gz3KUVz00SEs6MMvMP2k7wLZMR8YOTScFZsJxg1w9aBCqewyua+QzMdvTFiUlJ6kRmZcTpmSi4magkq0J/8UE+ORE2NbQ2ZGfw83j0IwXDkQLt5JAMpaCQCdcNyGvyktT/kY+A04s2njq8ygK2BPQypcNc1wIrE3M12Uh6l7/g5Bf0xP0TILiawsg+a+gDk0+4DQz2cFRfMi0tWbyvJCF2anSedYkl6qL7b40AvNS5M+Rd9gsVKIhBWj7wkDfyonhAyIAUNYY4GLge/ut4pmzlkjPgB/b/8gP7X3fToKYxCnj9vNWm2yNqO5wsF3axJgNxwtjndJR9ogRtvWDJ8t4TucYhbeTMarOAk/vmrsZXG1CMHD34jlYpoTIoRkJCx3/IRVdcvyt2TFhQcCOSZLlAot83Ku5o7zNg8JCD0Yr2OhCSqwBrBd73uIc5q9QdvoTcCHCs9zP8FN2r48iJ4/EI2yzoRtjjfXd7+zPhxGvhsJJImfZKvKuaGYoz2u0Ox/sU6dXt3GrPUTCSXj2sGwgbUZMoO24oHYQxhsTHWHCz2XFFXUBA0Tcl4rjWeCXcjLxYXfo+vutZ0NzVwAQVyxbPoQe0rtErybQ0wC3QsMVdB1y/nPjAuuAnSCp6EB+fmZ1/fABmGe9ySA+Q8DXTxgqgfvAps0rNcza4M2W+sJ3Umak2kLNbmCRrFRtoVuP0FSJb//99bEW53N3bpetdalRa0Fz8WEoiCPNowOdoDnsJdV50E1y4IYRyePgNYzp17m8PYAsZ6VZs0ihqC4RRGIN6kGw5ZCWXvwlENyMj2wzZcrTS6PqaZx+CQ1NkFeqr4S6i9q+iESKzsOmYgbIWJ/pIiDhi1aEvS5phJdoz1RObe7iuAKHyVlooxlMx8dLSRYUqXpC7mRjk4AyR+6nVmE9EDl50Q3BdtDCvUfoMfmIEThSd1ht0j4FYQRMS54hITcjG5O2EpsOVHJPpZY2hKuGuAu9duYm5w4ruHoMthm3qseFR4Oeje3ryQT93xhjucyhMLGk1lHdnOGfCYOKfL8b3xCxbg6CzoWYluMI/T4Qf8uG6HL7YHSW3FmCATuHK6Ai81TnRrOLd1bvjycsl9E9Dh4Z+fp35MBd5mh2+J9EdhKUndcmNXjOTIzEzRKb7ihb1NgMyua40yxC2wQB74KUmAtLqxFxB94gJ2Zq+KDVBTikXym/SRmpPPVSs7NbWcT0aGB0bMmIZurvlEqss8FspYboKoFbfnqxNqMSzj0nulroU7tY8bVy+2mpjCfcxohBRfzu8q0FpKUDG1YlmAHneCxFkkr88hYUDEokm6KKHdo+6mXUxesEtY9lBMY4RK8Qb+vUmTAe2l9tafoMA0jXAWSi7W4jnvtF5RmBBTLyxhz5EMwV3/vWxOwriliWqHpMItWEG+OP9oh7evfs856GT6FO3SNp3/IqrrpkZtA0Mgzel7XLs88+NpjYT5MEN9PiP8FE4ov+5uYTBXNBTkbGPSJE/Rv4x4plD0t19kQhDIlkGGhxMQOU9jH6Xl5Km7M52v4uR8qom+aYu+I+irhj3g2aA6zRz8o6tVsjDuNkpIprWcFvDkEPZ5moqXN6dEhzfn34mVQDQX0ikbm4Z7ihGAKadJrEP1Jebk9v7cgg9fU9Vng1/gVnPz35nVupZ7Ufz5K40YgEHVBNSI/XYgyIq1MUfeVI9yIyBd6EzxndA73s/G6R1e1Um87cL1SWjN1gHH5qfZg0KOi6LbauZtc+d8s6Eaa4M7GgPaKbtd0suSOY3zK3L0BcP3RnjSGTwg2RbnSQtByAY2K4nirBsix69Xb/fnflTcoJ8Dp3bzuHkI7w/c/mt1GosZJwDQULd6x69AQAnQ/7aTHEmNhueG3FZfLZ3mUjBaUJ6fcLXkYN3KFIiaIBQEk6Eo0XPAlT0FBaaD2i3oAVz15bVcZ6FfDW80F5/2gGAiX9n362JNhSQbFtRYCvSlra1B0Tct/KQtTQmSmBohBenBgbVNMSDSPQuvfWJUl7XlNTGjh7gembUASyz/NuIgWQ/k5e+ZsaWcR2zxOUzdVKIIM5YnXvOzmJN+Mkc0XJnaElKorP9F+ro5slfaq/md36Np/K51LgCoOTe1jb7mRmxSKEk4esHJUkLT4dKhtWFHKzBiXmxtnyjbCfUN9hMe13oqfsF41xoWbLBU0wYXul27PmNL/R0uLf+fvaNfddVi8I7cuu3/HMxqPmHn+wP/0Vh66xofyDKwcbo2VjD4VWjXIwi1tSRPcPcd7QZS+ycnKm5OrIQjwhFXnAcRSv6xPNsW3/gIflaRrbLrNEJJL7D57gRHJAimDP/UXgEPOJCHfpucDEq588vVuutwRzCyJCCh74zawbhTzzghZhsQJsxPT72C9mtLuBmTieS0iM5X0ptyUZIh5UVVHOBWq+ZoBwAzzZhmqKuMkLus4gTqaNf5FVhz+WHn90bQm1whlJzbwdcA0+/drfbtZUSJhtO9CMKkTo23g8k5ylI5ktX7Wjol0XXQGI7R71D7NvTTi1mkMmUsOx2dtMm6U+SeVtJhgsLF1XdxY8yC6e/JAXwJYCkIIQOj/Nl2IIZbUPAdYcTjaOIuAulWgEIo4SgyCL20jzLAZyS25pyu1/2BafDowChqe6oqxf0ssQlXf/0Zq8BQg19DzxEO2Tly8YT+9Qggn3nwBGpBHIAvnAVQ6lKbPW/yY17g2l9tZuiXeCW1uWQP1nxY/iTfJEEVFeon2Ca1SRYmqt7L+XbgE+Y6Kv5r3+HeWcrRi828GEbuP2fVnf7+/w9KPZWfETytlK+PQj5gJ65P64RYOAkluhUzg6Y5QD5lTEhe8zHHKBc/aQZAcevlZ/6Z6R473KG0HuHy9qfGGWMSFFV72UA2taDCBNnvF2UroTp0kpSARrYaJ96d8mtNvitgNMzrVU5YmiTlCTd0uG23xArG5GX3aL7PN1e+F7voxJRonM3MWCp5jhJn+XzkSu/yetjFnW+c0Iqhx843EbAQAho4RrQ/4cPt9Nyx/0EYg8iZcbUTXVjgF84WOFPMcu0DmdXzWnGiPlrbzZ1nLQnfZZStx/HZd2y2teLV8G+OFYCro3kN5msNhgsCMbv11/H95j+p2XqvjPgxFerU/ATE+H4kKi4QV9ItbJ4tEQ8wiAspxW02/DMj2534XM5pLTaEOhysCHzbMBuRAU587QpM5nY7AOO+NAIVEppT3LEolv5yZrlh7R1ViYJTGfpJ69m8TnY57TyvOORoma8RMmoBjBpBj6HGXPc/wYj2UmY+BK/X/Tkyf0Uma4nkORlezbz6Lnz/e+auoPvfncNFyKwjwDKlyihn7wX3wsA5QKCHCHftfMhAgvg/aEodUwiQk2/LGXzoPghsEJXeh3CqvfjhS5QiFKtSea+m/DxnAyRh/IIJ7Nb/PbWxI7mNNtRG5IdLiWz7CJCqNIdSMfjLVtT1DiQvyJa4lpPQoY7Cx6pfrA1v6NyPl+GnqeXJb6lZuuLxjyaUi2Y5fxonGGu/vDHuBnZnpxLyLWzgSDCtyU8RW93yrZSD3+si8gNBQ6G4lp7zaqTJzuB08v+4ZMnuwSpnpMzHVEeiRa0tiEjhF8XYSwcwiKZ62oEttpK689yoGEdf91QZlpBJlWkKVOBrpAU7FMBkfVYyJ7pYPuEsJz2Mg6Agb16FatTaMShBdux1uVFQ1aYzbRDoNf6otFN4k8eshYvpAXKhP8P0L0mApPFuLcPxSHaFqlMTYr5C1td1fju0BSWNfgzp08oGIvuhgaez9rt5sxNWeH1UjIFghlxSI3ZRq9H8Dz4OtkNho0aMdnnCHO3sV7UdRAyki5G+PidpkLW6a6y+L1XZnPZ9L7IiRfkmkhQffV6b2RI9+hRTTsQIe00PLnIY/kzcFkSe4VvDAoBF1ND/6asBz/ZM0Mrni2EiukxDPzi7cgHwUUOjfDljROROPh5md+yAXCGKAPIG/KeympSkHRxpDbK5jEje/VHYUAu3ehaWR30QG4iAZhVXy85RWg8xhLJNvSPIllb+ZL7WaPKqurcZeUnoMCwNp5NAqYn3s+daAjDVyRZ9JP/0Hrj9G7LWOWQ6kR/nVs99akqfZPjC0ojL2XaMMnxSV6Wh2s4DWCSoVi74D07qxOD7fcjJM8UKfvk8j3pniApfDaUYMjlj4yxJupnPWrYvhMpSCYNgyKYfaRQl+KZbE8KgQVPFgLTYrIgSQqVpC3YMYgmUrhg+XSbwAvZu5MNd6qrmxrAdMr6wZMVZoE91xXpfGs7y8vLCgUXlIUeW0bsaqnIMLo2uY4gQLHwVBvD7tLyw5ofnKPGXb/HO2zdk2Ie6c/xNo4FrfnMwC4MfcwwRC7S3MSuugCugnlmwrTJa5OkQFOUuCh6QzcDFz5sMW4ZgI2M3VrlNBHTVhTciJJv87IoeIjoQnN+GiVO5WUpWfpe9bABnYmHHGYKbyEbRX0Q9JeM80Mk8uX5dFyQFkKOfB//10IdUhvK2/1O8BQkRX6RG+uGNG0E+Ir8dv5JCvNkN8F/d/TImpmZx2IoMDGPCh5IM5OAPITZBgceznIRkarB9muPD0/jxvMzzG3Y5FSeBVKTrnDTPWhOsVzsbSqi/3H/6R3jw8EwopsGtldo8ChbbWYPL/vL9M/mQ/YFLSIvMwKFTkv1e2kEWphZAyVGutl8UOIjmUIx5XAS9qp4UzVqo7417vWwfl/Sc9cO/z/NgCtR4DEoGYxekdYLw9xE3uFwgqx0wlgvCfTEWYxv5Ipi5G/4/d8muNuS7IAXpGbVrh6pJfgs1ZmvvaqYdqe1DBCJNE8Z9VhlEYE+TModhJwwp2xhRwosQNL4braJbGmfidTD90t0+tCuCqtrSNMVX1LckE9k8TcNACnDgRlyxfy44LK3DFasWBrbvRb+pvyhEY9RM9U7CChnJKi/aI7cPAsJQVvP8Q7mnXil7Jtrz6kN6a1t3FJ7q1XbeLQJhjgQ0IYK8ra+bFUJ2+ZtOv5C1X23IwxYwssVlHXGgQdP2v/Bq5/pDfPNqZa1aH4JZ1BGy7iZkaxyuL4lOQN3lGam9qBaRMDEZuS7dIiRg008OwPz16CuCZUBj1YA7VvL1sskZ5LcVI+EDHvpC8eA2OWwagDQjfObSCEEN7rFlA26rRpadcckWzf5nSXOsZKtk7XBtXJvyJuDWjTGl7Wej6LEjOqgtxPo/CGu4x6ybOGmgXNg9jcKEcb0TCbjAFOOpqj0CM2WfTs1WvIA7KBN2PuEyFJH+6YTIw4BUWZYRdUE3GwWGcw/FZTTgVwBn2tCXFcC7bTJusvWTcjrZOnn0YEE2shjQsYbFWVrMKRIM75ZadQ05WnISqL3tv9gkuM70pAA0apW9IvmyyAZJ3x5+EqsoWEquRPTmUlTx5xc1M9/uZ+vBC0R6/MA9jA7UWMBS4qPspYQZftc2niYyRQ1Ank0mBCBby1YIGNGbAg7NRp5Hmuv0WaogihF05nF3AQ8gQh+mfZhIOgZWM9T8XtMPQBBlOBdpVOB53RphzjVayVCb5u+5Uf1+KxfWPoofCKpRDF3Cx9jeV5gc1AE9Gy/g/IAKL4oTv6uRrYzYwED9m2+e2tHpep/bNQXsY7sh/FTjtALuPk4/To9X9Yz4K2OUHQ6oBuPAk4e5HM5Bj73qC4Qvxd8MZvtanP0woSfHAq8GrfY1tq6EoR63X7SYQ6e3hYFeDC2pCdLYRuXImBh69mN+9wkPPi3WXBvaYauXtir5Dhlhwb4gRnondOA9vdqLctkim5bl4SrZc3K9CeQG2FpQItyxEd2OhJ1q284Xt9fVpNdkPoWn2xWQvenJBTSphnYawQcEVM/TpGbUnUjTrsv7X40TpNC3v92q4QJ3JJoT61kRz0g4b3KoqtTF8WVaoDQxmu6wBHb4JFk0OUY+2IClaufylbcjXpncfVrx8bDJlHoCxvw2lmXS72VzJdY0ESFuOGJZ+NY7wHyah6SWZonOsoigKSE0XSBu1Dl+bdOlMafQxj5U1VNeDy/1wwRpiuz18FSk36DgdVPvb5JSxkN64jruHAd2ZOo1jQT6tR92zlAAbg/7waYlP4D9CagNSgTd8AyZn4IXnHdQ0kIjEaxsAPFH08HOIVy49cYIcRl/hJ1KfZ32cKwGc0JteDTkMzV20PhzhMVwvfaUQhEeteyVuPR7NYMIImYpu3CyzshaBk0ucLlLAGBAWmBQD9ihaRYCwmOGsVaav+O4gTycnPx0wZ7cBJZPp1U3Zp70pMRGzHSCJzIJHZ2fy1P8rArJfKJE5dheSeQ15gGdHgZHzBsk4HmE1aka5c56HCTqF0TBb45C8wT7pThyzW5WoQcH9wULX23AtcL+wm5+gXgyB6ci8OFOyRhPmfJWtoXFIkmdv+6GirwmUJolj1vpAleVQwy2sCNp9p+bwAzNEoKcC9Zmq3j/9jhBiuUSwCAbFm7aaZacJfLZnt27ZqNTI02J06VyxxRuBNATUI51UBAJqpJ/EHsboSJAPRjSp6QAWgUsgDojGaqn5j1oX9P5+yAYC4kyfRQPO6airUFw7AKiOcSLwRlx/xDivjTDpzS5VnImqc6DSRKeomS7aje0p/sIHVhUSA1eqh+p8P+XJYc0k+SEhNhR8LE4KDrvbOP/zy2go9mLTndz6I4haLvkqivtBkt8TkV8n9XRaG+0mzvzG1Gs4QO4Fea0lCQG9kXteqBB93zwAG4C+B/ZAJlR2SSBgqCrm+HpffyDAlc1VkcUWAPAVyQNDD7edccKjtHDPVeOgglbwIfpiav/jDGX//cjWVNqK/t3qo6cXQk7Ch0AOKxCBv8fkeWnHFEgT4ycRsz9a79Tt/UZ5eG4Ow9tNoK+ynkCFm6xST2wRJSQaD0D0vC648eWavjvT5MNpROeMwNyHI9rwEgHTPx1A/Mqd3RHvMk0NXmFTP0EezAce3+eQLSci6W53rahJ7aGleFA87XAIVQQR0j90eMpQ28p1Nhys51u/yW1phXy8SY9/Wv+j0BjQHJMAeG2EeELuzoAX+Bn/c0st/z7Z8wm6bTJigMCsTxrBHgk7uTBPTsYeLwBr8XPP33N4rL7ZG9yAK6KKkQyYGTTYtM6ioG6IVYf1kjtCHW2RJN2Ls2EZTJmNEmTveMmxHNqoV46bImQ+RMpPailivHD/atUeZ54Z9gjeIhwMxbfUaWQga7UtSp4a9LtD/uNi7ipTxnEq/Bafg7wGCHwlzEAJG6aSoqcP/65mJ+MFibklUW3cU2CQ6NV2Rl18eYM1Yl/y3/leL7O0ot4LzTvAv1PGeCzkllgqBr9ER0g6POr8OrhAs+vxNNDF7B/texRrcw4yqRodFulBwYTw0Fi1fOSE2HpOP4yP+ERTdujdOQO5O9VMrkO5yjDAA/0W7QhOXkB6vr4CV6o/X4Ya8gz2dzN48uTRzRX1Ay7K0A7k7PZqxO1tbllKp9IjmwJSd0dV9SsdebAESvaGZwKUoBeVe/w2qu16y/ja9H6t57IzfdE8QfguyqjCpxoJ0mEm70c7LVQGVhAj8ax0Zw0cIBAbNAGXES5PSGMr0CafUmFj+9vJ8YZhGTBbwkvtojDiopRf+wOAv3vvcq3IgnRpoZCHwclYsPJyU5zlQswQOd7Kmpfvcoh6SnbwEFsYz6JRyeBIudu3G0BPrBPn1o6DXgJY1NgzI7C7t2Gqrgd7O8058epMIDMjKmpId2rsvnpBscQEWj+EHY234389y6kq6ciNJAc/o7IqhBOYJrRI5r+XFlFrW8gD4GqqZY+E917js/5E9qHyqY4A+B4s+QKfPDO0Kw5gOr2hiGgPLqpmCWSJssJ2Kb4Vgkd2Gtwfv77XjLTLy+hvei6wUnPC29cBSAXxw0zZXL6kcdpsY8p0A6SKxW2gMFPU1krvUsJT947KWgLLL5Dh7U7MfBfj9hOvJ622hRfOcFuUPj9H1esBqW491AwkjAtjCeFZjsLkrIC3elr2o80M8YUC1K1ZKgD0FRPFH/hFBhnMCAwuk9GQOv7N2/jLIHq/XUq/VnkJGNGSqIKbUSTCwhzvBiuXE8gyZ2pQsA5c/h5Vg5itWfl2Ug+6WUe+IzcnY2oU9ebLYwtrvR8WThh2tO8fIv3Ji2QZrHslVa9ELpLmBZkALEPQiSmcW2UwDeVn498CIEmsWF+4HzEb1pqD8/yg58suveKz+ReQCqV1xp9wy9F5DZoih1VaEhERsQZujyF1IkxqR0qNEPLD22LLqn7GxbQxSa5mST7dgthBuyAD0CasvMq2a4+kbOBlrqAX+M23vLi9hgkop2P9IH+S/61A5lO9RVi3SLZ7KI1fmL2mdnsxAxLLLa8PPY/P7e+raj46o+rjd6HGKPGZcdIA2WcfncqP0chxPXEgi4+qIMA8xRGC++nzOiLPzwi+R3jV/ND1YuVTxLkwuAbRxoKVCHTH/ryDqCBt+I1hae5fEt/ew6wSCjajG4mNLHCNUVn2XQtQ85PP8Y1xhXgQaf9q0w7JFCfmQ3hN1zenydx1F4qQFhtT75MEXrsOq6aQEZ/m2dfheqXZNqAjk4fnOOnEHnq32om6Vo8+oqn+pLFpXUl0lVgY+EAkZeTqVQejo8FTpodE2Qr2VPhaFXW2H8zWWTPckRdWS2CavC+yn0YC1eF6vbS/2V1oVEaqUhgle2PNvb496E59HzgYbV8Pkdpga2NmE0b4DreR4fXWgbMVv5CfMH7fOceukFIEDVsVxINRVM0y6TfiI6/PJBfktq2p/o/bQkk8ib864vangy8AOmp6BdLPG03m3hl/XrWmbiE+PHkG5bEuP70fWromJ9/gWvkrNmXsodlmeCsYtL8eKtyHr+yWDpCakgodMhEZPoIN6PNgY5JpEaYsJiiRXNheCfvbgVJkZNHHiAybf373hQu8S1iUAaeSSFW9wfcOVoE8knRmYvaplt6BuuZPnwsQmGlykFb2ODoqcok7Rnr3XZHuci7dspk7fxdZvCrimaRWXIuT2YBjVQKQn+IeFhidTbWAQGfFDd6i/h1JEC93uOe8bWFC39H0zTRt487QyjypYJj3x48eQEEY4XwJHOkivGoxRVWjdIuNmUenXUNJS/GwjszTphzHCr12bgSGooDMPtciBOOH+Ad5pgstixOHMoZ2HPqo8kHbfWC9oRSPt2lgfXyhuL4YHwC/6p9F4TLNt35U7sDB1pumDDljozEujy6ErafAej7v5sBJN4KPzQoaQg1+hAloJYEl88uSwNYVJ211si8QhZbMv+vqoW3t3RCcoNMt+Tnjaz/bdCU8OLhzu2JuCHitxwsL6HVzxlPSS3dxJKQgUE5WA5arVVHMiJ0yUdig7ioYA5K1QlSBMhA0L9rW19Od4x4CWA6JmhP2lB6ORelJvIMa2n2nuY5FhP6Zs6ED1x683M7MRbxX0eArcTn3v0EF3WTTUvp4UPDuLLPVemR4nUBB+1YkADqSf2pdRXPy5lFT82ess5qDmCJSjrrZlhXpddSlFDV+yA6a1TyB2USB3dlYdMInxLbFlqSSiTrt5AwOZgjH5fq4+d0XnJxQ+tTEcuMPHuPdva6CuH+DH9Q2iFIFse8W8mKrIKSGbQyjypYLcGyz279oC5yvg5ZD8qBvkuSakYTqiq5dXRxTbxArTsroK5Havn/fIo7N6b/OYhx6HfS9+2N3CYAX9utyq5PWusG9BXCofhKvbR1uGJuv7EeayxOIkyteuL0PSrVdut3IPinzN4OmVhOfg7NnE8Et0CLEYg5aqjpGXR1jPQfiJxdquNq0vUcQdThR7kr50VGCRH4FlmCOfkaDjp5TdsG/WB9eEYXG/cVokz6zAoHfSDgjjZFqoammFYXmXVfTQLhO87SqxpoBCVOlNT1dkT52mI5zrcOn78/uFEMLbHlv3fFtzKkKEh6ClRJGkuHi3tYhqd7V16ZMRZlUDqSMx2MASi+iwgbPQ4/HkGgj6cd8ruH/oEjs6PglbrxqgZe55hnWojVZ79PPX69tYQVJ4Qnx/VhFbNRjmTeG8tykChaOOrc1k4/Pc8xRCp24pWOn2akUF+37qgSP3xAiGO7gORp1mXvZ2lLZtv77vCucoPSFevcW7c5ORv3UVMG8g/W1gPFCpcpIHJmo+JZZAUjZKXNaE6Tng1PUXDAFisMkcYsL3MilFXC6MGvhdYvaU9oilXvhvUsnsg9WSwqDa5VB2sxMhaZZBvu/3/iZ2Ma4XzIUEqTzG98c4hz/1wcXZdA0hb+Cwk+FQQ4auMJXhjNWTdtY/ONSzGpC26hN1reHF67DqumkCtTKXzsuiEF/C8JlsCDk2owOmALlvzgiRRHefRu/ntT2bGsjae99WFD0TsOiOuB88Lr1FCwHlfI3gIOcSH19KOGeneVwbwAcf9waekxuQ3hjbGt97kxP1VRBEeNQjPee14Zr+powJPf+VTPZBZYDj1xK3XDTSJPvWy0HVAHJNDSVtgM4Y63MYFuOPPwtSqRiY21VPmq2tqRiqgwCxNrZ8e8KJ7O98xuo/6F/ECk+dufYHUyLdGRDSt2PQ5wPxl6u9G6eJs+O99DLua7Aa5h6Os5EEHvEcN4WhdSwaFx+x6HhMqMdq+f98ijoUqRaNF30oS9L4BNnldgoXeVxMyqi5zZV6d70JYdqhpV45+9ynpkaPq3kBuu/v89TSorHhxVi+VdITZ+Dvp1UthJz1E9nLGd/C9PSTnUB/STgp3CQNzmhe1j3lMM5sh3yURuGK2QWIShZh1czvXZBNLGahEhk05ucigvK5ff4tzhNj2cwdc5PeprO1p4e2m08cqXFQtfaZlGttOFcSpdvzJZjOX/daOtbX053G7+n5eBV2QgZ9WkqTF2vXMhsV6IiSgUroxCyVxFZ6tkoRy7VaUJSDe8BEurEwSveqq4/hU/GT7tXikcJwXH8wvcOb5uMGxa+ZzBHL5O0wt5yn6wWcRVWYPUZOPr54jhY1NC3yJfKJ9YgMoBr/G9D8Sy8A1ExS4pZvmn3KbIb8FIJJkMxL0R211EH07m8xtVzDyU44DR1kGTTrWP/FNWy2S5jGTuIzlo/UBFnzV71TcLXqOWr25TPyBNDioS3Rm9Q8ogasM5QLguIlsSJQFLoBbvVQCChBGpnvuk9kF0iYiTItfDcG33QhIYhMai9EiAKR/wHhvOEdZNkHIHWmmnkg2U4rdNB9UuePu1TMbQGV2EZUVgEqoy/3XD3zUnKdDmfCg5EdV/DsYn2P8Pnsj79U5GYmV21og2odq7GqkYnM/Gp4PBLM8RO51MPYTOL3T/3ON5iO8LKsSu6ZRHdXzp5C4XUK4z1idql1vo60BxKJn+I7J3xM/2/AEXmzkAclUtiEOJTMe7jUcUTUsw+43b96fSv3E7ZX67xmQ82tZo8qh3s0e73O7WX+KdxPcPMblCuvG0ijTpo3/isbsb/300w3ZHM1woinAE/HBRJNosFj+H4KU5i0zumea8tk/QCtgRgOseLt/rQfdhvuAkUbqu1THmK7yVsGtBBo8/ngt/1obLXxOXNa6OMK1PkcxLpzWpd2fTjSgoqIT3AiZ4AlZC8OwN8TPxyi4vvcj5vb+c8iZLiLFhAfznkTJYuB+79rLoGyrVNK9c3L93Mju04k7B4N0h5OhmomJo75M9zgYwn5eSlhY65TO+14wgP5zyJk0NxYo0qU3OH72FHh3txph72qYuka82oFEPLGewKEi+dZUVUDvlRaNrvYb9hmksCy8YC2e5Lf41f8G3CZuJwCsri2EVmx24uwlZLjGsxfu8f0xw/S9Z6PcM06Ya76Py5jxvChRQ0KQoVrd+r2+vh95IqswA4gJdoJN3L8MwSVzEl4OwSaAI6ReplZTK7eooElad2kIYE5urYwfuJbDc4cT2dq6P6t60V7gNDFgrv9rlvHzXHZABtuNtnINag9+t+6NmX2bQdMrvoqygjhwi2F8kkhhxC148lgF++lGM6bYaUPLPP2jrgfTKAFLMes4ZuBO+Eybb0cX35jbKlVlzy/SMTHpP+0mCPXqHDhNoGj0nLitc7NhoN/Qa8jf54/TorXtMMbFICWkdFa2LuoaCjF71JxGiM/szydX6k4kUlcmArzMEXZMh7yqJngBQsJDp6MaYYy8tf57RBmZF1jZ35R0zACUFDYDJCUtqepi6ZV1Q8HiMG2tQyrBLyHyN3FRUWPCcVzyiuFg/zn4A23pysa6H9wsGOLDMyM21vZUA1OpAFcSmMPnVwEpwYvLb3sauMe3vIy2gbH4jUNL4bz5fR4ahPwpLELdO5wD81kZrqT1/lb/23rHrGxbyq3wlisq63wfLJTkUXa/Wkb5uDslKLN0MkA5G0WTgQRI6PVfiR4aMKfAxozEFAIA853lAzTFxxLXcJBaX/NYQCR9IxMelIsx6Q2Sp5KteLIepeimeqgWHWgkzQrBPHPFcqVABa+FkBUHWyGw0aNGOz8BUH9seOipv+BnlNmnjlCB/msQGT1X+ludOutJzocS1gI3520hQDgg+0ujpkVG4/UhRn98zzvnyHVAaBOSuQTXGnQ2SlKMKJf/ZlwD4kNnRfZjWICbOoUT06tmeY9aoA1CL+vShOe1UiIc4XDkW18AS1nhYYvaW+KGarxRAt5+k9DDR3zF5fzbv60Nly92DSz1Yym+q6NJI/z22D+MQlpbQBl6V0Wqxx/Eym7K2bJTJ/BBcUTre8G//PHoX4wkR3eJIJEHeJ/LhHF3PJ58sBluNIwr3pbO+llHiQKjOmQNZX1PyY/E1kwfaCsXKW326vvn8J5hkaJjlscz2jWQyCNOuNAfybS9Etw51raPPRKhgXbhhc7xNqBk7kisaFg4t1WbOzIU9cjmNP8X5uqXarmnWgdwQPN/otwmRu4qKix4UzRuQRBrbVQ8huIKeV5oT/XfmXj+JJx7s1HgPfP7zOEvV9rw8EszzQyHOoHzyEcvZXOVR7RmgUNHxJKZOkPB38cI+jhAdCmWXFRUWPC0tOaGbZBjB5dMUcLVzqObml6wq1r/U0bj/sDmCx1CQ5Eev4w+ijHFdAmRUbiM9uVhCcJXxog8AT9E7L53u+39l3GHQKmvv5MIQTJrDqYxvOONRqUE0b6AIuiO+hNmZG+VIEF6191krdc+pp8uUIEqG0fjoIGRBqm/spijedHgPb8b7woPWoTpyoje2/6yDDrBhKUQLiTWEWB+Jw5nBknrcswrrjzPh03hr+yaCQdEuN0l5lhptw2gXS9p0DzTdApvCHAVDXLUg6ONgOGGO7w9Av4iRFgDGxicUPhKDVefzNDs4RhJvKBIbx94OtDJr6v7Cueh9B+kCr1Mz9ggCpqAd1JniVDAH9GfFY6InunQ0FV5Tow5x6o6dhE645vlgGqeGP1S2cgV2FASDxJZ58Aq7Qan4aoIatQYW614x0nD1JJCaoeSUWKS8BYosLtJ6FrNidMxdmuDNfrVs6HoqCf3j5DRdutiWYMnshbUCfMeivRDCazGaNkMmMiX+n292KOicKp1WSzXZxh+La0f2A3EEvPmvddt8Nk7NXn2qX6gun6w5auX9vk3eiaqh6lriJ5PF5BUm/AKTwK2ZmQvvsO4BkLOArVuuiT96xpo2pu7Jj8vwoLvJ/D7GWttsuTVnPWQKd5t+Mv/QpJMikU6YbPRLhL75jzhhQ/l47eJWzn7OQO0fI9kRkv/vkeld7evemAMst0Ya8NzEdXT4u/0nbkkGEutWb/KH3MSnllDMHaKS+L9HQhfcTOAbKnIKVMiYhfhuSA/xKe5SzH8PJ4WfxugAXw7Zh7N+IuB4Q78F9v46F9GD/llHUA9x5k/HMyGuMCvFbVMh2CtLGoCsodNFfIxMnMPWBbmNzi00SflIPokVhWU4ugHNk3c3YkJJvRAUFUzEyG/3UIRXMKYM9cYq4Zf8ZQM0fH4gvl79gMqQhyox/kU7xQnvrRE05BKIwoBS3W5HVWWvat+146K6ZdLOZvlM31Os5mrS2LKhNxXhAvZkJVEflVvK5+66Fu8d1HOc/3Ci1SynpF5UpCCXPCPqC4zRiMmoAt9G0z7cn+U3aGMVJVlDnUHTpNDZaWeAMdmGW+bPp+IgHcsOzeGEHZUg8vAFCIrDiQE4wolBep67tUJC56osS6uvDwenYb20OouqjzruclbqeyjwiKJHPMPJ0CG6yYl9a1ozfudMt45nUdJ7oHgHuZ9MbWDgh2nIhHP30vY6byeNoXFVoV+y6oem+fBoi6jPvT8PjPQ74FnV924Ug2ew+sNYYfTSLm3VftlzSKLh31AhAr56Ixl6nvLMbT2N4hMeCqqpLBvNofoDXhb2cYxAegz7G+AwYz3vQvaM4lBuzEBW4Qx/XXqwQ73f4b5yAn4zNIXfTb6D/Qc5VD4zwnU0jMri1S/UF0/TeanCjB66JY3bokjrOCNOxuhvA6E4rdMVbUrOmumcbFvqumyVLOLsyq/3zyCrrQwlijpwsPTqZSyPltdt8cYwQCbZPgBE9aattkUiHqCVQjwJ1vXqVwnORQuApzJWa4/ZJJJGSrf+4SWL1o3qDawnJ1auGdpMXFGRGrgwnltF+bkQGBnO7FADdYyb76OMsDL6hoqZl+6t6/lBDcqT26shiw6zSqwt1mcR4rr0GrJrW49PpIezuUuJm3qDW8uTQDyvTLLqtv6loMcabObemmsjeIPGExBYlsN6Vc5obqGH5T5x1QwBZIW+RsJk2CsY+A7a6zO12EXqhBVnTFw0E7fyK11UxNC0DATg7VKbykt8S1RdAXsrMJ8RC86LkWHhtNZLxBQ83yBzLg/X0B7p0HBToe4Cqcz0bIU73SIRMKzLeliR7slaEXZaYfKGSs8rArMtrZCXaQppbQPy59tVrK4XYNKi38kr9AlQec1frZPZprMOmoyblwH193XaPyOW+u8P+ICanPz5XDH5D0HNfrxHm1LOVzty1XwdjfI1ZSZXhC+aWAu0HXy5JCq+L1DyNfK8VsJYKTtfzsQwXcwk3Xx9kkwVFEKnt8xB/5nEI7LdiKneG4zcM6YbkTP3ybBSLsur3FjnUjQxuyuAF9ek65ToDske43RzNSaKqVSRfdDK0zJS0RWbR56SuzLnmDSnEgGFTdtPUaGgv6/3A7gZJk6PKgibcBkNH66m39DAQ9+k3XKGpSHzgffjHx1rrY8Pdm/uZ4INWiAp8hoqrrzBrOAoT0oWtsGt7U0F5gCpCT71b13pZ/kVILcL5NiDDC0TSpZuoPpSgma/S4KVVgiK91FFwlxyd1R4IKXqWR9VlhKjMMxIzY6crjilUvrvjRg+anYv7UkkDnYBHzKN1XSkyb3YtzHYSBSxoraHBmgF+sN9AIHSqYV7b4wzXbCc96Sitha24iUxS2vO/6vcYbArpUppdipbwBekroEdSGnfTFDVMtUMW1HvVECxCwezukcQorxtUgzAhqddoCkt859eXh9E74Mydwpl1OsnXLmACVnacwmUy9TnDbN9bKugGn8S4Xilt2BqfnAzhhxwYLdb2G7lK1FT/KLPb0xnNopb+1YPyNnFkgILFb9wnP84W3mrtATw0FOGHzoZZeOKYum0oWH2AoARFLJrjH/FOrRAQWBnfC5RkavibxjpZQIw2wNj3SYqp83Lb9K14oAgUnGuvc+qBuNZkhZoClGjiLT2NM06LOM7/Qs53/MsVfbQ8izigokHp2uWMYdN/PdKG49iZp+YrKUmUTtmFd/Tv5XzAMvRlGtf1ulj25kwKZmu+XdFVUOK2YDLHpDdin6SqBe08i44bQQQG43kPr7Ld66OuE8nMX5moIz0bF2cAZ9tBQ/uMfWnQwBGOQ/vXohwto+YE0leqnsZID9rVcV41mVr4I2WPVNdEnZ1KpCspe2aYhP1xTdh2dsvziQFLMN0bxlot6jr6W4PrlFK9fL/lsnl5S4MogWH/d38weUVsPbvM4wVD8SDG6wQJ93qHTIXRlCNIeTYRnTnp86BbGqo5MmSsneItrVOCmtYWAdKb46g6XwV1ZJdgpHGy2YN1FmzTH54qQ00eBc3AeAe84aCklnIqUgePAdlHmYYhGi3jHkcFhr0aDdpXS5IvkRPYavIVUFSrSY7Amu1Fi9YA9zxzIecUvj1hTmSKVWD/6+6NO0C7hhqeFxZN1QzZBBqwyhYA7MevrFji8S0PRP7OTRjjz6ytOfOv/JODhs8ci5oC3stvhis+5X0hF4ubrl8lSvMhMvIF0UEyVy0nWNa1xeEmN4LZA0XCXczl94N8fJ2FfSfk5cQxy4Y1ZZuLJuTFNw2wyasBxmALmwAXAEmT3d5Xd+wR3/WzWL3XXiL7s309IZksSyRuO1L2X7NjXH8tD0MLa7ctUSoiy8rYWgmj1QqZp3UsnF1pNcWZSVQPG5BV+d6sw6nB+b4ap7M8nkC7o+yU/JaN7imqgSMPEJ9QUr9P7WU8pjIXhe8gS9JXoSEQbAm9Bz18KqgMuBwEelqMfI5jYgq5Sf1sQIG8dr6GopR1s+b8WENuNQVrGLELbwEQKFJE1zYcIOfrmqMVD5zkd5Zcr5gtbeyK0GFT/5uEADutrl/Ax7nqr6iN2/CfyB+4ZEmc2T0Ll+yNvBf0ZaScElU95Mqah+5oFm5dQN9vnOiEonsuRQaLDgJ3/hiOZuT9h3qp0Qg6PEYsoPqZPrVPWFxzg6Wow0D9y7+kXpCEak1m5emI2lXMzV3DkVzOH/KZEvwHl1FBmsGqxR538g1yI6b8O1zdIhQXiHqov9szPCVX63t1vyFxb0ucjxgbZ3qwFnJrB9xWO0oOtCemW5lXM0wgKUMlFusR4ybKR6QA0gFNbSM1pBCf/+4jCJ8xTe6j5qu9NyelhqcVqYDF197m1corDBSdrmsiXtollSCp2osbS64JF+sxiilYlirhGSAk3m6ZQOv2cioYeINlPkQ88Wq0TK4AuNeG4Q3rDcLtTzAC/bUnjiJ4tav2+HK8+SiKuKlUrUS+Eb9c2jcT5nGTAJ5JlpM9Cf19p4wOFoJ+JXjdBGffVqmAmVW35+hhDb2Qb84gcuI52JPxyyigbrk0duXgpfCE9i1AvPzatYXDiNVSVboKCLFmM8JAjCivbUtLo3Yb1znxseS+irQwjbmdFX32MSBAZ3enJSlRcpZ4VLWFpl5xkWACn0PhBysQHivzWbTDD5bqVtMLUvMaOgxQcGVGHkAOdfJG6m1/3LYCqN3dizZw7eCCNewifoSGy0dIiYKn2CWDnJc8bLMof/7vLIYwYL5VQBDbIuT1qJb1f2L1A0vHwu/WfrkVUDetnqsdEKp+3xotzXAPWBBexQB4tPtOHixZrvxMF6e2DvU8menL26HbmFibP3z89SKR+UdrDcQS/ivqI4cLuoNwkd41Oa6geXUnxAj0T1dTqAKFYbYe1ZuDtLvPb29NNQx67w9tDDBcwpMk/DYUugzw/ucItKvtwFBzkyHbk9fKgqyNeE6oOjWDQjvxb4dzjmCbWkQtxRFiNO/QpqW0TgLI3zS6Udcl7rNbyzn5TfRugQx/TpSu9M6m4jkBtXLpUo6NkuMIRhUFr2aen1grARTvfmL9I/sQ8ZgqG2z2LxslWqzj/IbxaUT9yyCnkCo/5kiNBZSYBJBZ2Tx84oEb/5tyQv3pgaJIHYacFRLOtXZu+Tj2SXchijdOJpN+Ob7O/7PntsKS5xvf9FS1ah8TSCcg8bneqfbKCHYMF9SiQgrTHkxiV0ee39oAusGdW99a7L7ZoQfocfAddRO+ZDhvRtWRJzl8JcS1OmVt+SMYxmDAvm8aCOAAzY8sIv9Bx5G9IqoKWjCv8cgAbu7RXtA9KeWITEkgK/boXl0+5LrdDlKPvY1A9vTXCLzJnlKQHWrdAi6jPdJlm6mVirNVbZXaB+Cqf4tc+7wOwPiJ+8giH7ika9ePXVNOkLcsuUIKCihmJZXRcnYxzvIwz8NU4bCwQKoEFWIi6G0sMZpDL+p/aCDEJ85LgmhhW0Fd2iE4hxKyZSOomJk+uJnwzspoB8rsfO4eY+AZeyvAiPksJiH/B1VIaOeNyjSNsr2vOnRIcrHJsdS5UGfu2NHKTOdqFLc1SRUWty75HQXJXaf3N+ZFvkokOmjmr6j1WqgM7802YkROmK6N6wMiXEeAAFcjLuuvZzK8GGoclPicIqjOgr8n6WebAV/3lQgf9wj+6EeMpky1i5adC3uzzOXGxnPa6rNRUSGroafO7cnZQxnOJbsMQTQIq1LAInAsHTWpDf2cEeLbT4DtwtXjvdnbWMzAQgQLbGF3tQyc50zjdCNWSDRL8sNMvI7CMkrkDLRtCWUWpN+MM83kAycTqrNo3RSNEOUElnNn2RMuyfizGxXsdJc6j6H2vKDt11Oz6S3qcNg2BVuulk3L0VzsaV6qNQii/zia7UNnp4LTWgbQso/KZRqZE/WL/KOG1PWiEd9RWyWtwaq0/A0nFP1OOQAEdlySO91/vWzTNJnYNhWf2NNm7mn5Dw8OjK3Klb6yHnK3/rDRlpHs8mOZe6fz8zWw6zRz8TFx9caE/pnbAw71AwMWzWmOcGqovSyryLiUZ9fse+19355CCDBu0CVL1IN20V1ouUao0HWTLGSXF27ufjZubJ9mq3Ap7BamJhEa2C4JbwaMZ3zorQLgsooMequlSe6j0Pug7jNBV9obDVY32N60asG08NwxEI6banqXBeXJBvNv21imr19B2P+U/pIVmCwov0O+BTUDBywsUpwY+Qv2LEtj0wDu4DF9QRs+XSeqZ+lG7haZO/aVBS2PLKBnfdQ0Vx/BVWN7itih+lOXi2VHpBjBq6/QGhTARYmUHS/nWH+ZxLQd71WGpZMDUJ0IlQ7wOFM8Q3zi3f7RVPYQLFALfSS6myp/xKsep2RaFqNhr+q85Ttnyzm5fhhSzK5ctbt8ReFd8hoQypRsR8e13LnC83KLO3TtArxQUKNUYspUEIo0PUlBiZrbSgNV7/G8AnL9iY5OuORfAkP5i6CxxF6mtQ8FjNJAfppffEJYeMyF8V/Q45I+DZlWKy91N0nSvM+UXYJC3HSmtyVWoXVxtvMzTUjrdFXHIhQOaBVcM3vTLZAgah009TEbu55oG12/helOWrYzGsUeBWfM/nqayQrVU5d+LBJdr5nsamMb8hbeDExSdLCf4d873/uIBPbGe4tmL+Z+QeriZjRAZtpu8oqAEXydlXrSjp5rB2SpMqM+sO6nhi/C1IAE8TppIIfRux1UTpUftXEsvpM2n4Tft98YR95ezkCfjiIm5Adli435ZHF8nEKMgh97bCj2qSBUqt5DQCpGErZGf0MiW8xl/REjaW8r8nDOFqD43+o0prxaGj9xKr4Tewajcrk5c4iOsSkhkgLYhkF4GmTQ7VcbQ5OMOwsUqsE2EMSElwuDz4c5Xk61wggLBRrk/L19+Vub6iOsLLt4m5PnkpY4J1yiLFz9GRMWsz8Zu0mvSm/lAxTeomtITnD5iaoMIFbZyYUKSt/wY5xN6YD5pCkSowKAcxNqh/NpcO08/f9Zk9ifTD8/59Is6aSbUEXm1MVaemdwCmftIPijh2+s4WDkt+uYS1CvcMKWBFgRF6FWurLzypzwjR0SKnrlqgRaGqjiz8+9UAzXZCxw2FLQF7sVG9rUmZcTg6jT/bCkZySlr6l5G4dRjyrlu38CJxvt/IFxtGdGExdylbzK09lAKHgJU5UnnUAbptbmFB5z61yhZJGWpnLy+DRdwztEXLZ4tzPDYiirM5cIPaCueRzktF3uvEfS8nkxtsj4cki3eFn/B0cxyM8CAezTmDGNgFP2W/IGapyPWq+WRpzCDw4BcIjSGSAxn77N9JZ50ircCpQDqJITTWFxcpHwQdm4Y8d12h15rOi+belhhX1QCkvfLuphU+Z0yCOQKgJFfZT9c3ua+m0oghc1b0mOjypqb26dLxYqQlspYFkKIxXxa2d+S3RewkBreEakSALlQHFMbt8IzSqoxYmBjneOJCspR72us2Vf5eaLdTsPYfB//qUVTP4sjoMuWKS6YjoP3ccNlB1tGgjudh92lVdefJxjKtX4kgJzeTAirEHntqi+WCMOshqu69jz+L+MTJOqMxIrgfuy7ZA7IiFFoVsGuduDxz7QtyNj2QzTwcxNd611EHqTVbfObsfSBMiW8lSE2oYBP6hWi1QifGrIxIWTLRYJId+lHI4L5f9zbiqlpaiXy7rVyzdUJO3t1PBAziH0dUk6Yny134MQCHsz2zDN6703Lr/U47rvrt75+SCusaGIIwoO7wlf+J014uqAv3vtBANyC0h0jMFE6ZOEg59s+WzFJjlBZ5/jcna7gvVQVlEU2OCbwwkxfgBzWh8CdvlOXy4CYv7sC7md3+009k52IyJLn0LM656dRy+q5M7OKg/BtfQwuzvEwrjCdEddaJgOQsT+6HrF72GvUCDg+NymYCWbJKcuzd+A+VxwZCkBv+K4ru8q/BhhcicKDYCE3dHIxKzPg0LnHgth6rjY+gczd5WYt+P5SnAr7lkByiPfeOVP617j1d26cwBLl+adBRHcT/4lHmdD/NxDY98E49h4lc3XV9vI4pP2tt8JbSCH0uUfYw26da4LOqBERpAxZ9cyrdKwN52x9KyW/c4lCK+kP8jEoxE2VPIsF46tjn5ojdvcgLYHuXemB0kik7VmlqHXCNVkUREpl9pmc8s7ajC1Oqw/FmTFw7J8v2Jx2cNgphDvpPWDmOe7kMNZPCWet5PeHI4aWdx+QXhMHzW5JGI+Q9+b1CHECc0hsPl2sNYZqNMAlfdnT/wfG8cXDLkROiwqm5QRjD6iLG/gkyYaXmbkFVUqDd/Rky721j8Ya3xBoc5xSR55XGSIv4/4TeawJBvIgB9Amn0yOdl8kPqOsuKg9hMIo3AoulS3iUDV5fXNk1oEvp7StcFk7iJ6VlbgzkhiX/UohlEiZ/Gbcr2ojFiV+Y5v8nHXhBJ3o/8z6wG2n4QF9S9xMdEDqlUH7qTh/mVToUpl0BSki0GRezWB78acOVbzj72Zyf3WU5f2NVngb1c96MylofpFayr2BnKyHxfHeg1I6VTHEisNero3NkbULglEcUo1WxHfsJ+qq9hamsBeFa7WMQzUm7+81YMFAF1y1w+msI9H3q3ZRmJaIfNv+v9Zr9T2jsw8JiDisn/kbhV1X1dOP5IyxD7OPiLivmAZJ/JhMhCfd1ch3/+yRuYlGQER28EpFMC8VjjbJE8P6NMOjrWys2xooeLQ2eNim/1soF0elFFYtUtrmu6DtzoF7qE+FVBnMT4r9MV4Vy5/kM6hT8N5RXszsopN+ADxMwbL6097z/6GaL8+JwmDXFHBuaZnL3ioHEh5nxeH3x9UWyHK2iSsPB2dJOEKu1DTwBh8dJLC686RbB5WxwTLoa6cotpDQr6zZ2PSu5LgBoD8bPPWRw/JXePcfTTPbaNEOxLbLve9CN6OJHYBNep95hKTPqOhnv9UIe2jlOkQEVSSyh+avyXbXMBAYSCLbdWOjGLTyarzC4YNmG3UeM/p+7J7gKgbRB91Jw/zKp0KK4an01zycWc1n/UpvLlqjwpyRj5kPsqAIStsFjTmGjdW1f5ZdhnSqxPJJewgv11F8frT2oXBKI5Es1BKSf6gkf5uMaHukbUgMjwrN/BYyRRnTjfMMxi66LPF3adMZgttl5SSmM5MWxTxj1s480uGk0MKVPTpB503Dm+Lpu0aLU0987hSkRknKs+/2BAMjXjWboSfbPODjufj9A03SV/dVEOePw5WG6bvezjAnkDKLbTmEVkuoMM5P87VToXq++UcL2SlaAxVkoW7SkKFe3glE7cM4JE69a6Wn1zqNFNJ8l40FjNah1j+sTbFSmMl60D01ymLbc/eONxFD1uBxe8PUxgdGgGTvyQLhhUHXejMgq+XBDH3CbQyxtE0EUuikkRPLwfQnmfvj6kYfvj5F0SxkJUv8VjYa66UDIZC6c66ZDnc7Ia7Xc7XZDwMX9+KAwT3szuRp4EEUw01YSOgxgEP8qoGgAQAetjkI4XLk3sYc6Z2Uu6Uu6Uu6Ut6Ut6Uu6Uu6UnZx8PDSB+qD8DXx/+bml3VL/5T/PXFb8786ssGPljF3rn6lvnMQjGk2TtBB4NFuPTOpmAJdqjOFcvqJJO8sRmOGdgBEbRrrbKPCbPVCoV9apoyyGwdThvDifI1BO+hR/uPnWQ8K2ubAcb1OPKwpwKfRfGM+m/TjyueLOQqtR+yt5nDGW5wHJfYI4vtz1OCdiDd9HVH8w6kV7KLZWN+CigX/2RKiARYByWIs/UexsNIaeEQmxwOlQqXe6FAv70CNUIhYmj1o86TV7n7T3mH5absmsmB4vYCXzPiiE5Mwz6tPoB0k2QPaDqFk0qa9XXZ+2gjDlz/XUpB8ssnOIQb5BU2EWq0S4qA3I9/qmDMjvqbg/VK4dLfV/Jsg/zh6igyUnOFkaprmrTtdYm71krFP6Pbs1FIqOT/N1xYQpxEzQ4Xw8TnHIPZKBksl4uhTbbKtfa78v7sIjo0TNWuPS+3IwmiAqWDe+dTlejoEkZy/mHURrJ3PqcSWICSkcy4PvbM/ZgFY9+0l4/boIo25PQfyyn4gBB39PlRMsLwg4PyivQHXky300wIv3AWNtxrb6wg/jpPa91c3FmyrMJGbxqUwXgET0mtwvo/uaqciPh3ZAR93/y4NU5cph2oEg6YOPTelW+znKYWfvoW3C0ZuCxDiG55jAjg/VElqT2mv71VoPCu5RRjRZnAH53biTJ158789DsAtiwrelynr70GgU7/xL3BBfVn7y8T81CBeK/IZ23lSvmsuM6VMjsdBspI1RCaZg0tPNSbl2wmbvyZOYVpmKX6sM3eNPaov77lVvdIJIp/1dFnhvXaGyyZfm8LCRcgZSmWLhwsk7ju7GBfbkN6iY9xf3iUpO8w1T7eQ/3Qxs56VwR6lryWOAEBgU3UR4QVGv9g4saCdCVuhpogl/zoli5gCLBkrsYqMrL/SxbGEs9p6UimYG58XbiBY4i4lwOancEVLquH+OW7UR0X+TIJ92kOb/BtApBCTMB/4VJX64PEgWrcoE6Ehhw5S9tebZfP17ESp5Sx10iSJKz6Wl0PEzqJFjaAcBTlm5QEb1vwYQWw0AmGEA0bl4IsdSj8O2L3+o7xn5oPD3APy3HTZWzIbaTzW9OChfLCL06YcsVaU74mWa0nZs6puFdtng8JmBNOyNj9utqoEQCIJzR8VoeM6XcvfdEfPXNIVLrSsxg35s2j9c6YRTpuLB/csxFElnnd5TwR/XTDMdIMyzRx0Te9d8k3j9RVDDwZg8MRtnWguAaaTVkHE0N33LEyeCN66Rf05N5vpFR9eVmPi5CQcXWGGmLHuL72LhBiGBHzqbD6yD7k+hypnfaMBl7WR21f/L/VZmFZ6SCgSZB5f41ssSShTLUq2L1XsdEoiL55oeSZSiNSkIBGtNOQLSnd18QIJE6BCeHP7j9QFVQU5z3/BR6vAB+BzO9zlKouGJLS75qu8opPTibBxDh1S5RXuGQBYwQJFG3UKA1Z47bIDQC+OvEJv8MC8p16kdmdRclxx2iWWYsPwcV5zFewQZ+a0IBtW+wT4siSi3CWD1lVPTMFJdQitHhKdCT9uFi3wV0BP+hxSlhoh/8ovs8u7AISKNzBNlIjhW8cLIHbKRdor01baPe/maL/hXomEXAyvTvzMkxvQh4yQSOKpeOqru3okKeM0lCvgqn2yJaKDl9QkRv61P0M0W32rqtfNmmhhLbZX67GwmiVDA51hfW0HZzko0/Xk/TabPChVx86stXSZRPkPjXhSqLCax6U/dDafHY0OAf/01DfGgEONEtVFza54J4cn5/u8AMV/hOeSslVVhunpN9/ozC2ShXeVICpwbz/o4iEtulp9E+IlqVjuh7kQhE7rv4988p+wcNB0vEu0zHj1TZgCiOzXChi2ifJ6AulXpwmMWNr4X6WLV9S+ekBvACaKxirg1XwlZHoYAiTZQ5xFb2h6grwm+0k9Y/z60xRVv6W/jFaOtK67kMDqaIKJc7YSsFqCfGQ2BbzRcV1WgSjCcNtQby7xbXfQcLX8nkm39TmlZpKEsp+vDRStEu7ti6+MVIR4DBEW6ZgIE0Kfdz/e3s/nLg9GWwzMcL+o7iTdHDQ2Ia+vtFn/vqyYsKrcUqYMFrLkb/MfJ9FG7c6/p9DuIRGUmJ2jF3b8nrwhTWvYVT8F/ACUMS59J2VcWZzzSfloQMe/qHfUgRPTsnPRjbwgAJprmR/v+vSxguUd/Rt1pYhhFIcpQIBLnpCMG/Km0FrdlxqEBqe3iJPinS5oEVc/7AiatH/hmJN9loMZYls04uhbMWShtUKTpIFHehe1BLazo+xpPABS2qIzKRNDiiswl7FPzN8DcSNZTupGRhrTGnfnXwybl0wl6LrUoQpQgvjmpPgWqKSFQc7thEya8a18eS/bLrBo+ZRb2Lmw5WaWXcEB/J5zHre3FgvjvpE5Rj9wL/4BnEAuZMCQUHL9heY/CP/438AZm+oSmhgLgGQKiNHEy6W092klGAW0JGr4EcYYkEjIGtx2e0CJ6tZEEmujwQSq3pyKvuevgUcygMBG0GaLYyCjJ7l4eHL99aC4BtnfPKq9oDVleGDCdB+wLf8H4V86tKtO53vGgYMQ6nLYd/+8A5QlKDOfEiAD7rUgeru3Ga17Yx3BfzfZSy/d39L3GmkPumzRJgd99b51omJqPt0QVghQA0annMiDET4brdOPZKgfC4LFOpU2u1wJOyaRjzXn3yzj6s+cubLf7yDFvMtRQNe9AlXidN2ZbHu29e1OJchKlwxR8BHYmuYmLmJUzZeEJgpuc17nGnL8eJQr6bX4siYcSPx8PpLaWz1ii89VzR+AwTTtHFAmeEk2jVvIJi1oinK1qOwm+S2do4kYgoIozrjYLpkOH2un/tRvqrCh/XsQdKIw3z2Zuwa6wYbunjrR2Qz37zbCg8/gUbh8GPg5n4jA4x3+a1n0wjbp7sIaZkMNEQswfZTMAiRhLQU5bE+u7TFFkEabnYVbhNBAx7YFqvhmcKUusSkVCSsOIXt3bWTJBllO1vl3Bxx7Uj6v8vfdQbv3k+quGnjKAZpogkcX2BxFu8cVBGg/7M69F17o415H6hxMkx1yOdDjT2YWMiGmovPZTA8DT4XFn342xX2tN2s40ScJLyUK8QZ2p/xttefc14VBs9L/IJZWbOVJtyqACdGK+ZXYREp5GdxlnjKWdenMLXKTnyiE6vBTEWVjmeqh7gR46iNBhk0MFFpbu1gyw5pTqQ7VaJdCHRo30ym8ugY+937KbuJCPYQgi267XK5fMEQIPFbqTIlGfNzJ5nIIQ+xinPxby1m5ZrsJn/WK51e2lRogHKzeXh+6pxSUvRJ1EASEX7AAJ7tmZh9n/WXzxOPACQGEf7IoAuudjsXgMTFFVcXvwHDrARCRO0u/oj5AzVJzmKx1QFY6JYkPNbOgMIdvRHXZ3nOQfOF3J+b4eQ6LV/kGWhkgA17PfskZcZjwmWhL9xXEhIEcoG0O2peu6ICgqVjIdyNAg1+wp5wGDIvSDBjJGLwk0J27BkBp0t8aLlYwox3hvinpsQK0OSsJTcTmJ+vvXZAgh4axpPGWFLM5BacpH6/q3RKw9Fesw31mKNioOfswe4C+DSTucCB2GtS6sIilOrW6rFhi++y+gh+fmTLDW5wJEKpKlVNZrE9aWKXu3FXHDAicDSBXeoVO7nvlUCp2oj7Qk2X0ibn1dSvb95KnBDa/fmm1xTG0y9Vl/qBqY8VIkI6LmZsljhAyALFO+tGmduAsYbVQ4VfteiWRcjDAT5DCG8Q8wR5g8QTy+DNRr2B2tWCtCE+qllL6ak35QtKJo427BqRs+9iMG0J9biGJfUgSRMejVHJbIN6XSMOw/8xdS3Qfd2efv5PDGftwMwt3XGQJnDo0HjrWTE1iByurZMCxOOCqt+SQfGc00yLoDYvagX1UGT1pw70qRDsLZlZiinwCzgxJXnP/fnNoKQfL6WgYyLgr+wD0xPXBAiT/fCsxWcty8NCJiCp7ycbtxcCsrG7Kw5JgnedzftLGxztM+04/gBk4h1Al1VmKui4TPJ94pLv/SwPFyVWseKWjAlyvLC7jHDymlywRC79shRDUN/VUKUVVzHVUAn4mrVj0gu4G/EcILW/9ezL/N/+gXuNb42A3ShaBE9GAuHmMYerhVwlicv0KcCkQ5mmTyN6cbrhv99hNX8gSglOq4IfTI8IeHOrg/E1+6SU+a5+r82vraIGnqXU8mxic1Pr2Occs1W7WkfUKEO8vyNU0EZG9y8cB4wBCtD81KgG2dL3CWmnJu6F7+CTq7cBoUHlUxKhNOIBZQlhfRK68Cp1ZaXXUuSYkTGaELhYk4bnJRFIlKxd+hix1G4EthI4Wykx0D+ssVZQAJBtvGvv3A0XHAJFLsBClVgKbsiUx74UWs+3Eqc/CNSkUJVmLgdzukLXJmWKT9WglFHLUprsbtquX0vJPttPGmbpfue+B4QQ3ilu1ohYa2RcpYyO0GR8L9ycSsZaJAtD2Zz9gmayotq/UQxRgh15mM9FK98kUFYihIqYqwqC3cfowiYovaOb7g7ASC5AZXtRvMcbyo+jX1/CWK8GPApeYmDMdPwofHFiGtvGH9sj8ugAcv5cFm0i1UZb7bk+JAyeHOWIhYvT62cAcwJ6PHGHWJC/1mvmyYKD9GdNHUcJTWs1v6GCMoL5lEJ2svx4OoUoyzYCivcMWN5mgomDaebrFXL0kFLvPk80YZNQlfpnLU0wkTjVOkljAXAY0F7X9eiV2ykTy7jNB+bUE9zJkzxFsNxa21LNIN/qL6Lw0H9sQGs/r+hCzTkUQUO/nHhNnxZFpLnjthPfbTYVYj0RnAQtB6MRDrEHCYadlXhxU+jLhJjJ6eLZjlnh2yR3ADUFbBxLAeKf4xDdGQEOzaQbt8ZOVQdSBpX6B/EAxvpXvIZQM2JISLjrlFipUvCvc8NOBnjaidEp1Hf6B1XMOQE2gpAxqTahmEYM5ZqFbs3ZsUb3DynjwikrYxDugz+0Nwf6BCP12qqlXNgKxwxcOpUSkkUFmwI7O2Y4CWPew8yYQcm/b2H2mgRrJLB7b9ROBPo+E92ULvoX4v2bFfLCN96Cix9N0j2CCxpguRfq9AcfobIs8zfoPK6Vo5M8jVPvT+wQAxbES/gUhjHDmOuSpArvwluiqoMAFi4LY8IEBTZ0ueKtpeQfWy0AeY1Ww0Ninvs0WV4gfQdn1TCD3Vw1uXB1wogLcrhjsFE6/JYqPneuMa4rD/frubDiErp+JrsCMrcuMzfhEUTd3D1ja1yc2/IN1euLNllfmxj6ibnSctlcbInspqnVx/kVJ/o50JhfuRZO/xIJHbCqd3mSqSn7hds06TrcrogqJQ58YorANh80dVSHmPNuQPDF/WYcpPNRcJ9iuaNDK9OIdCAr7txEPrTVTizD5cDr8RajpRI1ZzO1y6fIbnwV+BtgD0RZDRP5v1C762KCkT9O1+B5qy4sYQOmnec5Oz6V2CjMoenSce2sHZr83a+eCm92+3PrV3NGUn/qZk3RadV75t+opJYj4mKOhWtDDGThqgPV6J7CEO/Zja+idkG2/Aadr/lZ1+aR6t4eOKlBZTX8WutqbzWG4x2vQQex4K5x5RRzJ9cUZroF8T9TM7qdg6bJSqPot88ZobNjVLQIUbjopnYfqOn13umtTOjFm8acdDzbmL7FlCwwZ5e8YZacdu4hed9GHTfdN2EIi0BEnmufyFAHZFTYjxjEtnucPvymjdKWa3A4Ua8KJvu1d8Nx108suaEA+5MIWKOrsDo2NK8I8ehYwThhYTez4dL7EhXjuQpJWoFyjThzfkVF01V7Q+knrWWatGfPg+nOH3T9inqhu4wwqPjjlj+bxiMeKwP2VWmCnBMrhCEinexFcpwzsK/fB2l74Dl0fGq5LHsQBBCleOQ/xFAyqYVGeW5587FnDuQUdS1lsmYaZgR39Pl8PcuPablnWQWAVt4xdqMxW18FmIg4tYO+9YePHbXiiga4VEhOru4+7UQ7io7+U7O7oKgi0Ud9zy2DsskCQoPgYj7S6kY5ALrQ5F8d174W4QaxQKqagKLGcbzrqpQoAWGx3YzP4VoWHCGJ+uTsHhwkZA6KENq/OFV1M0kicLYXKtGO5UM/dNtL2TKziBUnIIwaLy19joZTsYIlhplMPteXFfJN67GF6ogDf1daw/J6DRwN4ximJjMey9sR16j+J3y6fsHOiq63lhzV5B+KcXRa0SNsI54B5H7l4XbZkz5shiQognf5mn9gheCRoVDcLHP4UEZOo1Px4V79AGSvUnLVm7CCtWEToq3LOtqtePwIABC+6CI1tpNNUaY7p0OqY1g3Fz9+fk12pPvCu3U1h0jBp4LYL3OkK3Wi3gH2VKSHgNY8yEdlrvxRw/PUTG7YASmm1IJ0fi4rgDl6YplsxF3OroHE1g6ukLjv5O9fxBYBWuTitmrFAzlgbaLihxrK75e4Dbq8xCGCbVeT0cWGFA87Z3/Tv7ubWtFzGrTgHncCBl8NA+A1HBu3/Nf+Cpc5ZXi6O8NVMXguB2/+BohIIxY/iochSawJKiGRWdvXLxTy3LqIFiId8eXYjx2d3LaMBrxJVAFmPv4KmraZDyb5PbI0QDXGvLIye1vqkWcXVKCbXj2lLrto8AG1xkr1DBzbUCBKKgYm/bPstYucvSE/hYwRV6Fc6MTsJ6PLq3NHhlrhjue9EDj70Y8jpWguESUxJWFAUvVw7K0nXwMJEIG8+THflmMIXnY9JgoHE0V7XMzNldAchSdZCYD2xlHP8irFfXXg+xbgks98ZYj76tMehZIdwjTur1YfLlpQBEnoDweeqD6+2H+G7hcNpzmiLW+rJl+3ISVHQZjYrT8rrhif9mMfOW71oDJrD0IcGqZGMBy1o2GdxrPsxOha+nq+BIX0DbcZdehqdaJXbWZWS8bsBH7Wf+azoMSVRFwPWjQKCXs6y93uvC/4nQt70ZSfmTPy6SJFwex8p/PaPEu+YmsFyprHJoGca2ysvosy4+lWlqs5F+BWYj+z108J2i0odD7n5TcPYCFCLlz5Yj9Mv7Eew9yv6Qv7VbBGKC6LdBTs5lznRVYAPmC3Os3PTZz1b2EOxxabVdnP331JGXJVOW8vRuzT39R9jkhIT1v2Y5IHrWl7S2CJvDVKHBkD/yYMI+hp29g0u5Ti+T75dBvJrBZuu2QWG6LOeFwlTQp6tFpAhe+IXa7JacZQvWodbx7ZlBmD9PICEaoKeeGiM4//mNf5oPd1VSEziIMU4s3wqWXyWQsuJ2HVHwBb8MFNOuNb/Xh37np/3Uv2T98hZxEfXt8+ZT66DUFTUPpoWxKkLrQ3zpjRKoc0rL19lj03vkzl0nhooPTQilDK5kR44mJ8Ck+hJyzVA3mBQPLD983zKaxy4RKooK+YzzN3h3UaQ6Tc+f/cNomUHCsWlo5ZSl76uKkfWH1uIWYLJ4xCI2ccIFH9YjdmqJXu5yKPvn2T8VmN/cdVJrvQEz61b/8dvIONVUK0GqJ4478j5O/978ACrLDnoh5CgAiOfhT1/RjBSnediPHQqmoHPmF+Ts7jY+IKp8Dr+/Ubp8RS1HdVaP3GbDo5Q/IxBS+ZW7wWLjXevVPGv/BSn94N5V0LkXxbYqd9UWVYhl+Vgpw/9dgwNWg8YAtFx6jAtN8zAAoODJSlmvXmZTlQ3U220dCZNv1OTBkMCwsW0URz64XBXTRPmxjwO11YcJFD4voyI/Y/FLlIHvN+fXFTXUm1icAAfx9VUoRIxcYzs6fb0QT9PpALRxWR55uG9iW+OkENi4Nu2sxmWM3rga16FyuEVs0UNKRGustZp5AKveliSLhkDDCL2q9hEo9mjifT+B72CTzHOebfxmki/4olwa8PLk0PTafqB1U8N0fcIqwfry7bgx95FC1dOm70fQluLkihyH7LrV9YEWwfWjKMLFWDSZcujHAWbEswhJEYZbsuEW1Lvh3hC0AjFzfJKB34dCUyuY3NzHxUF0DoO7ien/tH42/dNPChKKUpR6kI6amRCpT5DH/p44LWq5jGxcJneim1Vi5kUe5aUo3i6AvPNIOmvOlBCtpl+H7poOVWB7563Bhn1/GPUMjZaCfQ1OtErtrHF+BGZqZ6qW5YK4Uz1gMyUke0/Vsz0CnXlI7kFOHS3+L6VmS9C3tTch7s1bBBheIjOhuYnlj3HY5SeNtm3DQEEirQudxyyiMsy/mqTL62Ag/tM4RmlsEBB2ydfhc1NQQkp1uSMC2VWWbgjPghAi1tX+DmOoBNkXrZn10rSRSSFIQfT7rp69XjNqCkuECeAmI23eogNUfwCsFei52/X/tLHZVXuQDYS1fhbitLqKdWKmJ4i7u8Vc886PtxH/lekOYXDc3wrX7FyTrtExj13Vp0gp4v1QME307aV41h6mGIclGYPYmUnIVc7oxmsy1rFwAB/ApHLXNWyAm48fFppFhEnscMvrnxH3MUF7QrzIZhPBT1SZldcX2X6hl9Z5pMm74USeo5jtnY5MJlGLBCAGhRDYWO9CDTZhmgmyLZzb+IhxbMmSF872m0PCHkyBWfxBba6Ujb9FgG+ecCS4ZZPwSEX0w/VowXk0rpFbTJ+MgpzR5wqOwaWs0YPMpCtP1xPnhO0y5yEgHiDJWmfvCdLC9/CPpEBPLDBvpDs4FYtZGUjsL4ctBJkM6tdLsXTXULicv8ZMosHkaPCePKJI9+tre3FCMeKhSbHEAROkcdO5f/nqz4VhsqrlKAi4z+tZ6hnJcGrJwj+Zu+ckAL/Yofjzg22kXw65OtW+a5OurIM68A+vWmAkwaxyp9lWNGxoC4atkx6MNRuiqRvLDBayShquJh275YtwJFVleuUxxzPBO9zA6S2GB0G4WusplP2EDPpt8LgRsWmaPfF8AtaXh+8NO+ZA0gp4WtfieIaUgPCYnj4eaqpb9vbbXHl5+aZTB80vhtAhzfuN7lqv/hP5fIL217+YybCcUPcraCJ/ma91Sj7cKiXqK1336rLHW3UE1Erltq9ZVsqO8ZZAmmWFJzsmH3LuLgExhtu0OwiA1jU63bZw8sn41bXzeWmvgC24yipLS6aFrj4jhLhgyalZ9k4Is+E9Zz1N6lkJvBmL9lBxJn+l7BUAsUc6iOf/mUpBWj63YQ8bN1DovzNjEcC3it1JgOhsnnz/Cc6sc9lU17JTZUIQ8NsEmrkpwrGmVkm+1kRasNKLMq8anKli5XZ1Hc00o4vaiWAnHwCrAPh2Z/W0Iv83emBscKdje+xyWxOjig1WmFbYJr6W49hgAZ5J0zMFPlMWZuP5a0wU1/aLaUEQBJdQOzrbUtNlJqf2pDVZ+/0N+TYQAabz1w4q5J19a/gi7A9PkZv1UniN+LpwQWS+1BLxsRhsXTEf71r15hoNQlcj3MuGtmdI4C7qZ+Q3/OjWTXClCSGtzvYfHQ0FN1glC935LDd0JRW0vJzJ2g0wvCklAXL0tyHEhJSXintzh914nOLSUduf9fJAlvSenI1br3gmRvJiK3exLvK0PXulnkYlEJIa4xoVBWC7KsSLaOkChCqSkyAN3RVsGdjNLI24NQ2tymzWJ+DWHxCY4fm64lgVJCVpm17jp0ZDdSMsTl7T6VJjQ/5/bMLoSV0ZEXznYUK4olyt6gIGJ/NmF+PS03XaLeg/KvJI/cxgCmn4y/36PPYviUgfNIFO0AtBHszdpzX1+Ysg8UrMusp1b6TWy174OLEYvqiBbXflRmq40r2oW7V5NWeaToPdcXgMiZAZ64iiIHNqHkaav3lfWNkCBj5LoZahPkhERnEQ6ovkhcWNesT567pshfsXfKfRLgZxcQ19hOzjh0DmwHGC+xiPP+zGnzqzmzgmzI+sKDBUUvq9tDM05gu9Q9tDMfArOpW4cXDxTFLTxT6pd1Ouwqkau3L6sNdoju+fM2mQZFJR4tMFzHSNNrCXfdyaslnoiJ+LB+5+EwmdsH14ug2nScMkSiKSZ5gQcGIh61SY+MBPyNWhXJu1XADHTNh6CMJwdPOsLwc+Kr175P2nBj6bbURf8E5DM/o/QrbQmuzpOBrmxTjG6EqcXH3vO2lhdxODud65prSQZX0OT1BAJmFO5nPHB6g6wfKXFULyK8J4RfFIm3LRkQ/U4qFPBZkRwbgn5vaJZCp2MpzrR3k1Nw+dPbZw/MESQFAlFk3zxv63KmVwm6+KpdIn2Br7qcqBonX1hCEDy3KdxoV5iCEl+/RoZMPJIz0QtdZgyE89tWn/zAfOZOVFNWSvFWL1mLxNmVVy3GNFuvO+zfdtND9/e+l9YNc+JdudmCGsy6wQv10kb2a10kPTBgKz12i+WYGIFdF7k8/OACI5kBscLQbhY2bE0rHtoZ2pDWzgsu1vBT2BtlHZyOEdz30kS8iSPGF/YSdW9AIFkPZxY4GGWbOf+BfHuOXIRhuwj4rllFSOUIxhmb5IX/oyoqon7QlHiBzdqHct4NDZrMfogdWyOQIicQszrnqr2o2O5fEvNGQR4ma/Q+qoR0lHUUfVxOyzoJmTQu7BPVHymQHAWNmxNco9tDRtVFR++4cKUc7s9z70QsYfJorsp5cH717iFmdGZrY7xmKWTdn1t3Fka/A+WXLFfO3OXhplS4QAmKzkP5AIS6IB0W8Iod/AsFZgqo4tovCC9sG25t/IKWnEkSbgXuTaiOVoTAHXCgTAHBPhCPcQJMRegkZIhjIH9imIg8bFokwGVLVfWmajzGOg9akfoImHrXdIO6vyuhEaxt4RQT7JMKDbwihB+qpkIGBQrz9ojjSC0Njdy68sRbbbCnZ7yGP9PW01W+yvJZW6osYz08qvy2rfD6f/PuFxAS3aIHKn+5hPxaJCi5iw48q9lKmkyxFVUOaGPqkW1x2M1xz18upQ/8l8dlwyEvnaH3wN7g2xOI5Z2ZGZdqIYCmzJs62mViuItSiRkIs7coiAOGKBfIPLlLmotaMdtei76/zaOoYSk9v5OswhHcit8V91qOAn4eAkkeEjTxd5KXdSO8uEML05/Q1HuLg+AdcHBYp4xHO7ZGq5UYnDlyZhUEGuOWZjOX641FA+JdcPek0xt7NOELmjvAymrSEf4XWXSzep1RVkvOQr0+w0UTF7JghxkYfF847RujEp5cIz1sPwJa3BzVR4u/znX+lgGf4ZaiA4TlaXrosy4/ZyCtoWvkeC/74zBbqVsSFblGO69Q/GEtKuAoS58sR+mX9iPV3pVlJ5eARD3vActGR1a3GU27UymKt+ltyinrTUJ9BG9iOHUePy1pLhwK5WcfyjS6e+y9g9PkQ1IwUvjOUrdDsJE/MR5N/+4uHwqEdR4myLMOkt6Yp5wccg8JJNtRMfNR9+1B1YD08tN5eZzbazOWf65Xz598/EbYruyTBA5JsI5X7VE13YTPIdllkrOtnzVVoLY0M8uJ4Mh4KH8R85HoJhLbdR7xrkaQZRd29z4+T7xukq2Fz40MPY90rvYTb3FjH+Lce44iSTQLa9J5wx57rRI5M2WkTBqSaUe+AzP5A2nBAenrHIs1Mko3Nxwkn+xMs0DwHL/TyQL9zgeZx/ftSiBSzFlOzG0Iu1D0vqzpLk+nCCh8xH7kcA1Cg1bt5wWbC45Ibvmq+y5lbnx/qlnnSQyDrloVF3JeoWFt/zblTRbMFtLCkcJ8dk0Mod9tV0LBVbaxCogKFLo4eZHy3B08z5/8fttmnavVI8vvZQX0dMBzBWAz5aMi5OeXdIkX3QYFxdesDERhvg01+Uu57AFuaFSTjwgMHgr7cF8SjAruzi8RhjexczWXgG+tdj0juxySILN7uKkHwTh6m+pxl2F18yUeRBLp24n8i36QLtdRgrAadVfDJslTEGnXcOf8iavGMHG+ZrncsmjWkDJYl9Az/IQgP60BIDpFiJCTGbV+SZd83YgyTP759XMgq8folbg/FemeAzu7PJNyH5kWKpRpx8G+rwmgU0dALI5tuCvn93XDSevDbUCTAzhS0ChLBT5sJSH9iEdX0OdT3lpB8xvGtwkQrJZnYGQls10Cviy3NPjYtoKgxjnkpvQUCKDABjavGfNHI+gMBbonr7ewMdtTfNwpFowB4Y8iJZ0Bgz25jcorj7UaNTlFe8nualfx00PIRvP6Kv5gJ1aXmElTxcow6iqNSDxt4hHphJC8fhpdMFQMZc5HIE1F5QyEPgr83aeqv40BZyxQz8SorflxpG+91Jm/BSEEQZ6e5ameCshjVENmoVEhuAMk8+ey+s26y49DADzLnFNW3fNOe17HTlVpUEo2sB0IDTICQfxiuDGjTE+UzJE5vHHXGHpbV05Zyi4dQrbUQjCbFo4FKYwHS0Cw2Zs+19HSig+SnCoInGX2E0lVTwBFLCpRVeysE0Dgkl+rluSTEHsj0jrPMBCkTwEACqgTQsljps+nWqIEfG5D/JKriIhrlZ9XZsRksX72zYB+ToOLg/lLzZNybFAmfF2g83lm111VP/ewB+H8jfjFEbjOJIUn39k/TKVvD2gE2V2L36qyWcLwMr/e6bbxxQxweCrpgZwmV6ALe6/+GJcYP4Gg7up21VsdAEFW104MUKd2exyk8bbNuGgIIuKJCBe6D5mwexrAuqP/9MK88aWbkH3JeTao3dqfWbpGDSzkAoW6WOHIvztA//lshJ40a4dgIjJ2A8Qj3M/QvQh/Fi7JbMfyWLvauHa/D6ZDMKMH9pGiI2bftA4w+idgHbZYopyP/tA/98jXpop65S0WRSAvoIhbn4SqyLZaLjiI3RLEkc1TSYlr2oQOqY0FOaPOFR0ok6Sq1OnXeEYAhk0w2SADrpy6BrM1hC2aZv1zA/l829kE6TgTivCE9DD0IQjwbp8G3sgfnmNG5hH8w+Xz2Zhkoe6WJjwEJSjxXGvsMZviU9l5+4Z+HkWq9SuqUkI5/KvQCLnZ1A381H+LhVBMq0IY4WnChQauRkfxLdYqGlSHMaRzKVfnq4SuittOst2sGwMzyTi/gCQt/IskpjexWb3LQ2VJ21jjm8mY4xKw+iBYR0Q9Sm+1H9om52c1RAoamEkEc8CdDm4LCG8CrmuItYk0kgCH57bQM+IpYAhAz6bfDIKV3GZZl3vd2lNHFknXCLkvvWYnCorHacstRuFaETHtcykNznI4lMgYQfGdNFpr0oj5EMIvGulDN68nT9yTHOgucuQpwRfAWJnMypdtETN1wEMtzbwyN4H4S0cFaXIZIZezXbpsXm/BoqdGBHA1odxhnjGYcwSLcRUtq6p0CAqrm47dbbZaUn2hSIy79bUtd6GuAOzOndO8Ioe6N5htaHWEl85ZsqSsznT+jAU7xZgl7uHZKrq7tuDH2yObnR6eJNrgQYZf47xdDbqR+aN/3JXO1diymCeHrZx4dWdYUwKsX7ZBpG0I4R4ZDAnYDCwOWAR4BJ1fDRSHivGK3Pb+TrHTvyV1BMGgGK8p5w/lR3XY/+62tz4kgPnT87qt/cu4pMgZQf/QTO4dJIYjoBD7Hq7EBrWi0Oho9kMO1DkaIXsAXZtesJGOlxr9MUVgVMum5PLYQIrfvyRrZV/OYCipV/RO3L3+rcfjFJLbEVNTwlCyJKuXkIW4YyyINamjhfAZH2ZYNvcv2zH3dFNezvHglyTocIMZyhE7AJU4ZNTvpDCAbijmbJDm3hO0rM4uD1rFU1ABa3ME9HdPLZRx7LufHRn0anfdZJ3cPAsYHrI0bZ1DCp5mEMCQQ4wItJ/dv1iaqlhivkXNziFAGYodo/UfVdz3eIw1dbZYmquBmg7mSZswg64lEjuEtWV7S3RZwKvmxlhqD1E+iz6Sd80OQwkDQUIVQmA7q0LHkciyes4OrqaqT6AuEYqxRzz26PoRlmNuAy8Mg+9k4O00s1AeKtmbtfxEsimC1zh0sXxPS/J82LqTDdMN0w3TANvnmOfxcL6z6ep2NdsgU+hyL92G+Hbz01hGWNrwC5pwdeA1Q+sszk/USmHwTwslI/plVzUhxW696x19ve4II39hlRSNY/mAP5r2Ybc1VcWn8769+Rl3oQaXnm9uPOgP4tiHXfXOKrfhtL6fUznpYBuLq1W9hH1mkX4x7F1ldSV76lqGKOyuRE0p8pjomnzwnaZc9HsohpI6QKcLRUsC/POV6NpYHruiYiTsP71UGVbWydi8O66TIYwB4Xi3uDKPIX3tcQh1XkvUX/foHheF3Eg9uGg7GJ+CRYV4HpBii3m92hXtBmEdMd7Cny3tNw0CE2SFIBIqsr1ymOOZ4J3uYHSVglQubrkFXxSpUXtvXWURe6e+a8UOZJsXyiKGHGKa461oxbKZhXFIg5uljGaCjkXTeUAVOio5XjyLc8LNfiXG1F9+qyx1pwB0FQHWaUJaIJv4IsYGX7nmjPTV2u8oiGRAVm+FSy2Xvb/4OksINIk3vrUk+PbEjGb2bBxrev+wkWqwQ0oVLZ7jtvFlvgXsp4Cnf3gTcjZ3FkmIz4p4CgvrPXdPo3MvmiLGtHOBK66qQOhSYrVLEWKVKe8c6cCaxn7+w9meA+V69w+XwPiBVfDyk3EQXmjL0HWlNJG71WNTRpQ4rlZXZf6pn6xsdpl/nKnNsJdLvE40IPFZ6pqPp9916wRxI9i4UaZmFjLr2dCZxUQofYOqI/nMnBlMz+5EVECFoQ9dDjFBUGYy7O4bGnkqGQxyl3+pp5yJuVDwfRI7p79Ow464/TsqHcsIUU7ECG+5M41Vn9sQHr7FG+hZtRJEYlpk4YPOquRFuZp9iD2IXnzHS5VHveeZFjqvY0xb8qpBvlA4R4QH1qXJiPuc0+JnKnw35vpuW0beRI+b1cgiuO9fO78DQOIoNf7NAD5tuydwR5IQXMTMleyL/jNNttAHyVBE11RvbkTQS3Lo31MQEGZh+bu5iMS2FLVIsmN0DBV6TcHJ5HCTZoUDGAnLhEwAOl4cOG0MP3HG360bgcmLDCmFeWtSmHMHIMHDD0m7EY1Dt6fYSQSVLHUYqKH9CJhvjM3elMXPfdA3gF1h6ha/iXsUB9mX2IsFaxLGrjGE1QzA2bg3yWpeQrzcIckeJ/Wlb7+YMVQ7Fil9CmV6vvgme00bl+tQ3QrhTWtUsqkz/kh2hFloEkXmNsniPNKJXMfuIYfcT+vqxeeO39iv8YQKHeHMhPwqZVxXjpvevsG01ovwSfCE4Za6xy2EVSlVd031qsZ9RI0PV41SHJ4b9/yCYoXm6+ILmkA9M+7tKHhVJjHqbO9IpEmGIBaSP6KQhhziw6NwwAigMEnwFTgdmGQWQ/IKBr1xpOIEzO/iuaSSCPF+QvRmwsPDcu2mJnF4TsmeRlUB0Qpjmr6b3a9E+peNa5vuPhJ23HXMl2W9MMEQQ9KRj8fFkwHCFxHOAFCTxLcLk++HcuVIrZmhpPjYVI837YJ7FkrT9zjHmcYkojUeTJyg7ib6vBmLT9M4EXwRSlwL05I6WF36rPE1He2GE+Zzfg3QC0ApFVBB3ZmhXrh4HlgkkTgcZgYAS9rQFZ+upcqB7ENz7i1G3PSAq96n8PhlI1RMoX0uoCuw26ETn6xB9EH3nALdPpGecu7aaH7+99L7RuQKKgthD7Sb23fFxSAod/OCFsuB5nH9+1KIFLMWU7MbQjEKBH6FwwSAanOZfCFVtGQKqBkN3b/Jf1IgyLABW0N1kXx1IeMG+f2XvoZO8g5RaNxtOIHsZYPSJmgVsiwe9zkVG30yTRU5FfzEDaVAtR8IGyBDJsEPiwmMcSuWLXyENNPJD+v5enPtutHuP3Ty3yFVauFWEr1U6P7cksJV4jlrayafBxT8ygpsomFdmU33RjObXFUQLT+yi+1IO7quQAYv6IuWDunL4nwHqQ1OIT4Y4Z/Tx0ek8OgNqXFc96ZatYJjVz0QPfgHhhucENzoTZhZM1B1sgL9kOhM14UXYoSH38GVZTopME70AhPBL+aYnzKK3XSr/P6wFQ38pmRLcuxl9+Z5SHZ7wJplCFPoLRme/G7dlSO2YGSsOhgmjQyPt0xu/KR7PXOXaS+TaO9HfimBvaBOtZjknW2UEvw/F9DIgBJt4Ib14jAe/cSoFw/6YS7of2COOfw/HhcvY6Emk/w/RaHzrD+QxDH8xuW9GxJbGxEJfWDYLCD8y76o0AtpQQDyEB7hZ0ZmhFxtCkFJmoJu9Og8t8tN4z2ltPptH3AKULA/BgCg0SrpI+wBMBZ/Qo6IWi59EA3Wn6XwTL8xu9Q9EvrTkudsu7sL2HT5MlnrZLW5FS7Uj2LMUmjUphIomDXyPBXnrAQk+XOitiqKpzL3qKTEgpi0bpQCmkEAAKOp55/8tmQba4XNE7xqiJOdwRqMiC8OPnTKICjnqA4FRVRVsU+DW0guAoI2pKVrvafxueQ5MYSFiinMHd0yKS3xL6MTOufF8/QH4JKCjVL2ZIsjDvxpzueMeIAQ7MhRv6wfk8PNT+xCKj3s9YyQOGarbgXsWEwakS4xQTxRFluGOJRvvfrXXM8AAAAAAI8JL18JOgyqquEkeIhsTBXr/sy5wmFQp2h/nuSvyudceOiR54rYGGAWhJl5x/jT+0tXAjUdR0fAAvcxP9PMUaojG2s1dQ/CANIu2djk/hCdWhPeG4o/y4oIWB4wnhalzQvUcWoKfQsFIozAuNTh+6LUIEASfTASWqlCAAAAAAAAAAAAAAAAA=="/&gt;&lt;figcaption&gt;Manual CSIF 2026&#x2013;2027 &#xB7; P&#xE1;gina 52 &#xB7; Reproducci&#xF3;n visual de tablas y gr&#xE1;ficos&lt;/figcaption&gt;&lt;/figure&gt;&#xD;
&lt;p&gt;a) Orden de servicio o documento expedido por el Director del Servicio Provincial (o autoridad&lt;/p&gt;&#xD;
&lt;p&gt;equivalente) que acredite que el desplazamiento estaba motivado por razones de servicio. b) Documentaci&#xF3;n acreditativa de que el veh&#xED;culo es propiedad del solicitante o, en caso contrario,&lt;/p&gt;&#xD;
&lt;p&gt;de que figura como tomador de la p&#xF3;liza de seguro. Si no se cumple ninguna de estas circunstancias, deber&#xE1; constar en la orden de servicio que ese veh&#xED;culo era el utilizado para el desplazamiento, indicando su matr&#xED;cula. Si se utiliz&#xF3; un veh&#xED;culo diferente del habitual, deber&#xE1; indicarse tambi&#xE9;n el motivo del cambio. c) Descripci&#xF3;n detallada del accidente (lugar, fecha, hora, hechos y da&#xF1;os producidos). d) Factura acreditativa del pago de la reparaci&#xF3;n, con indicaci&#xF3;n del importe y descripci&#xF3;n detallada&lt;/p&gt;&#xD;
&lt;p&gt;de los da&#xF1;os reparados y sus consecuencias. e) Testimonio de la Guardia Civil de Tr&#xE1;fico o Polic&#xED;a Local si hubo atestado. f) Acreditaci&#xF3;n de haber pasado la &#xFA;ltima ITV (si procede). g) P&#xF3;liza de seguro en vigor, con detalle de coberturas. h) Declaraci&#xF3;n responsable sobre la veracidad de los datos aportados y la inexistencia de cobertura&lt;/p&gt;&#xD;
&lt;p&gt;suficiente por parte de la compa&#xF1;&#xED;a aseguradora u otro sistema de indemnizaci&#xF3;n. i) Ficha de terceros cumplimentada + copia del DNI. j) En caso de siniestro total, certificado de destrucci&#xF3;n del veh&#xED;culo e informe pericial en el que&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;conste su valor venal.&lt;/h3&gt;&#xD;
&lt;p&gt;k) En caso de da&#xF1;os causados por animales, declaraci&#xF3;n de no haber recibido indemnizaci&#xF3;n por el&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;mismo hecho.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Propuesta y cuant&#xED;a de la compensaci&#xF3;n&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; La Comisi&#xF3;n de valoraci&#xF3;n estudiar&#xE1; cada caso y emitir&#xE1; una propuesta individualizada con la&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;cuant&#xED;a a conceder.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; La compensaci&#xF3;n cubrir&#xE1; &#xFA;nicamente los da&#xF1;os que no est&#xE9;n cubiertos por otro sistema de&lt;/p&gt;&#xD;
&lt;p&gt;aseguramiento o indemnizaci&#xF3;n, evitando una doble compensaci&#xF3;n por el mismo concepto.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; En caso de siniestro total, se aplicar&#xE1;n coeficientes correctores (m&#xE1;ximos y m&#xED;nimos) sobre el&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;valor venal del veh&#xED;culo, seg&#xFA;n lo establecido en el Anexo II del Decreto.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; En caso de siniestro total, si el seguro ya ha indemnizado el siniestro, la Administraci&#xF3;n abonar&#xE1;,&lt;/p&gt;&#xD;
&lt;p&gt;cuando corresponda, &#xFA;nicamente la diferencia hasta la cuant&#xED;a que resulte de la aplicaci&#xF3;n de la normativa.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; En cualquier caso, el importe m&#xE1;ximo a conceder es de 15.626 &#x20AC; por cada hecho causante.&lt;/p&gt;&#xD;
&lt;p&gt;Valor venal Cuant&#xED;a m&#xED;nima total&lt;/p&gt;&#xD;
&lt;p&gt;Cuant&#xED;a m&#xE1;xima total Importe desde Importe hasta 0&#x20AC; 1.000&#x20AC; 3.000&#x20AC; 3.000&#x20AC; 1.001&#x20AC; 2.000&#x20AC; 3.001&#x20AC; 4.750&#x20AC; 2.001&#x20AC; 3.000&#x20AC; 4.751&#x20AC; 6.500&#x20AC; 3.001&#x20AC; 4.000&#x20AC; 6.501&#x20AC; 8.250&#x20AC; 4.001&#x20AC; 5.000&#x20AC; 8.251&#x20AC; 10.000&#x20AC; 5.001&#x20AC; 6.000&#x20AC; 10.001&#x20AC; 10.667&#x20AC; 6.001&#x20AC; 7.000&#x20AC; 10.668&#x20AC; 11.334&#x20AC; 7.001&#x20AC; 8.000&#x20AC; 11.335&#x20AC; 12.000&#x20AC;&lt;/p&gt;&#xD;
&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina 53 del manual CSIF, con elementos gr&#xE1;ficos y tablas originales" loading="lazy" 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kEl9jjH/zakuJdD9ze1xS8RJQD5DR8hlhRnw2O8BQGhrbgbuQQuI2UXKZfpNiaWXpB9TEpOb/fWPDPZqo0bZlgs0PFJ2p8TXVl/yoN1+YsLqO+KB2J/WvzG532bd3O14CWJo4yjmjiv7j1NefC9/k3hmWzv313+7qNj5r48g2UV7hl5a25Z210U9pXTQlePdH7B6Pn10+UP1OsJ8s8U7Vp4089ZwaaZCREkN0lKErIxaNKXsb5RQPc8/3Zs/ysho+QzGA3sm1E8xdKqrzky7dY2C2XCV8oL3DXoo2YijevpSuUhGE9tx/d5bmYKSMSrCKt7BQNHv6LqSKfxB1yOpk9JIazPDdgxdzX0lZyN8Jej+O6dEvHFklLs2pAcXfetSgSsww53I3tw/6cRK5wCBTb3FyvaQXY3HSNkXiQdhUmwYkQ1Rtmda/ZQ42jo6Ml0n4usThd4/en4sZKPhedLUgGRDpO1bd/lyTVzmhZA+7eVE8QbuOx9KylN7s/i2M0UM9anru+eWePGWVGdmDwjBdh13DaVpISwc3CjexbSohqO6UmAtKOsGjSbNVuf+MD4sePtp311a5L7/i8BZeGqnW880Re56TNsUctV/h/NwiwDBESKw126crmzEcnY2otJZXqkX81KcKLVIJk8Hga7nP9recgAgzDH5JkjBXJrhjKv7iAu4SFXkFtQ3t66xMwfYRixF7XXKGwxoAvYD+hitJBtMCp6PhWP34yo5/UlUI+Q/63eJ0FsOWPYlz9Or+A0PXkgCbdSSW9HSzKN35O+wAfSkNq4k5TcqUlCTNZPydLuW7yTreRl974Rt/6j4tEBAmm3iWFo5dc9DAgm8HQQKy2MMsNcSAooU0kzEwETFIiLVxOM8U0GMyS4Vmq0QYro0lDgqYk13D4ITV7yB1PNpYjEawpHcahycjPWZ1CVgmuWI1tcZbW3oJGWEyonF/4qjel8k2CUzzNs5CIRbLhw0Y/BhgmI6geHVnHNwxdyR9+H5k+jTlLDbl1/NyjLriOP3VNfFTeq+EmdXoDOfT8Lspd8pzq8J+5aptB+74XeHaKUG/6Df83xrdSp+yirkC+/x+T2W/foyD/y4UrecPbjqCnbr/NBGPPXuUxL2fvaAkAsOr5fHr+B6lS6DF3KJi/0OAvON9ds5n8ahat5n9DvbYDKMEn6GxCNWcJAhybvbPbuxLDmqknpuONr4e+MVolFrkn8I4yJFhnlRNpPNevWxPWdOic5DR8ho+Q0fIaPkMtOM0751/FJEBOfCulJlXxh0/5ZG/G7yMSghqWQ2OesuHIEUIlBxggcQ+FMdc/hbWh7trh7AdZYSLofJeTgY7vZiTLPWDGrqMs/Nb8jdolqmMlRoi00+p41FnjPb3ZrLl6dJdshAcStS/1nOeUQ9k0SEYktUc/OfBvVtAt7XV9vpteXSeLHwj3uKw0YklBoB8Bw0Tm9/HkgxrE/RFU4PZF8sbBJfJNhUjlkXYxo+zEaB+EhQA7jDVJMma3IF7rhWW5+D4PKhgzwd6UhV4LCzcHchrSvgu7U1TRzlijdPsU++VwexPyKLyqo2nBbdliB0Ui5YhMCHzWHPEoobDUU4a9OssYd1OuoDaTRlmM2pedDb9lNTa9h2xIJFE6VgsrYg3WY/xcyi3DLCL61DyVZXVcbXGaENxAXyTYMR5RqQPjgLonVdZRKi7Hij9n8ADbDl8+1higRFbNZb7ugJPMN4MbWYQf4GZuMOy/NCnDd7TI03DOA6L0yEMg8SxCKvt3Tb6kMcVzzINZiXtmyjfqSfzggrJJvrwBnn4h3jNEI6x1fCGP1J24dnqE+5zjHj4YOkgWAg6EOZshtd/0YpoLgJiJMst1rw7LCkDImpNe5zgrg/2Qh4CJWGk2wAX3EIxagLmPXDV//fk0Rl3g9ESEGQF6uoUEESkFN++vBv+g399w47EDxqv18i750oPytNFLy+8U4X94lmtfFSuRdjv77Xn0Ocxg0zbGH3C3K6tZ1CPcxbl250w5PdAJeF1hBkxXVF3ZzSiAYs7lGrgKxU3T/GE9W+GXLFZtmTW3F2foTZBfomnOBLHzxvffTzOJtPbBWe03J++9t/NVo5hAy6nP7DKXxfB/4GdgfKEZP2225nXbCAd4YXkgQYqqnnIaNX6MclZr9Ewgra7nLFNe1GInl5FTE/YyJdV731SLtMKfN0HBf56UIlBssGlIcUwru5CgpoCJVFA0Gljd99U56c28bmWuBgySGKQmtD3jD0CD9/5+5VbExUyiHSKzdmLUupMdXnnqcOmZaINBHbVzoPp6LKpSHvVI7UWNHyGXed6rRwHveNg2CmCodTBK9nNiixAPVLO9mltiv5FZJ49c5nh56OO5G9etqgT7KVbHTZ4pOTVO/zSQ5GIpXq7uv7zMRjDTkg4U2E9dpDfrmxI5rW28Ua5sDjtZ5deKcNVEkXfPkjjhdlIcIrpK+bs+2NHz9B+wKzxuPiVPiM0x205KpaJGF9cmVLH2Nom/kqXjCbYMxE+XX5nwZ8GNm+AHvnV4UTg/RKnnn2xeqP3xipbqZqvsJ/UZ83VJ6N6XyTYKcjjQhvDI+jk4Q0W15yV/oVNggk5BRq2FTygS4szGiDRHGtw/ksVWzr7/dZ619VkBAIxVQiTfRJ9LzWHY77AXaRRR8aDJjt0W4k6paST9sVKnFY64Zj80evju3Y5thFC364QZmMWd6I+BolJzBJ1KfvTZywLrJaU1YwfkgBm3t+7Luu+ZYk6Nbf8HWwYYDGOVht/gHdKSMCGiEWQLvsoLEiEFH8h4EdR8jfcULVRKQ2Xvbgj0HTetAuOmVsxxXYGiw+bC5ix0adJkvkmwqRUuWpb3ExqtIos91bnz2Md0nt4W/kVUpWle3+WhUlVaVtIcLN1mRJE0/ScS34vBhvl67rByL+FzQQBuIPxexN/zNWQSvpssV4hLrpQjSsYccKd2E10C6mFjDk+3z8m8u+pgAPJG5VcQF8k2DEweNBvrBQ3W4zHfkinHGfyDDZHeGgjqQVqnUoz4BvXYQtb5ae8+dooMSERst7z3zJeJ2Ds8Ka1Y46Zf7AL4qcagj8sbv5QirN5/E+g8BIpjiBVgoPuoNAFQZM/MF+Yx0bpr06Tosy67HuwEXOo3nLhckbPOq06qMcR1EIq9oQvgpBxy32LIZbh1Dms/osaPkNHyGjZOzx1MAbqF3Vh/t9C6d5CXr9dQrAQAZO6pGofczKpaltk3gsPkyJk5koHH3utEe2+Eq9n9lKLW0YYy86wgNjqPdmps8GIl8zR4XOdG277WGbKIfedeXdtDQpOUWyKNmMzmiWEKNE9sDWS5kMu7d4dOix6Gz+yzwOgw5LlEwWNxxrt5H6gPWJJD4Sor0DW5yvYAF9GJbUktbP3RNAETEjUQNj7pstv95LqldPFdpqBLRSz1q+TIaOPMjSe8y/UsotNxVbQQv3C9bJapc2wuTB8kvRthAaDctVN7cWYDZT8AX7FEZFw7ppbKL4os2IrpOSMVzwXFyug4Tk5KNztjwtOGDNCQfbBYt44CGIq2KztsSV6veIi5ygM2jMfHTGTiOAQpBBEoNcD2PShNdqMmfPdEY7w+sNJAgKp9nG3jkNHyGjd6FBu2A7U7hMW0NvWQC/TmTtqAePdxrdmwWHtJEI4JQrRsil3Ub6DAZ8W6Y3xKxPVRsphrnf54yJfv8Rg/FRWYcxxyWZdBTP5KFmluFZDXAA9L/Bax6etUSHgCYifsPInY4PDGiw64C06U5cU1giXMK+Q70Wgl2J3QdECzYEbDHCHYzOma1qShsY2l754idrHXx4R/LpJW0Hs1w+3zzK2pZSjKrdfh0tFnR7y3K0cnLZmkQaeaTi2pSsazzm58f09R8gIC+SafE/6dvGZ8z+TZhOUTfjQnnnBldxGDY1MsiVeTS3MVfJ1P9Fa9zG3zX/Z4Tc/Z80jPl4Og+Df9B1tW4TNnp0ahxXwi4tbhIjPl4N4EeQzAScNgg5jyCytZBeL2V1vBNQ6j8reMR94xH3jEfeMR94xH3jEfeMR91MyV9xAXyR2yw1wP02/BY7MRAdjTNVLsuMHuuFO0aMYadlhV8F72KoXJLNZQJjnhvMPgcxUoZzFBv6hh3T3gb7O7DSvVvaXxCNt/R15AyRHyc2uD4pYDtMp/KNDuEBebXB8UO3/YN/0G8DU8AxCnn1O5/U7n9TugAbXwBtfAG18AbXwBtfzFv8YW/xhb/GFv73v5WfLpfJNhTIPQEAnVwkbpiVl9iAVzTfJs5fyOmK9wvW1PCwz37hC+JlCJQwQ8+VMVotG2PpWJg3u/HmPKrsX/4/flIQjR46ZqN0zGiA9+2tzMjiZyY/5YJg8NZ4hc6s3608XUuMWKptka+ghq8MZip4UB3ErW60Hz1dJi7pDy4YrIzCRlNujv/kLbNDjoFoH+yq1yikHqyH7rFhHptQbyqXeYAp2DLCgdP6WkSsdiXHpvwVfqJEciZK0NmSlt//W+/Shx9J8wzGHPoRkXvolnB5N/0G/5pbGi2q4sTgTfZyyQwhRkhOxJPUUp02oRDFSFYkFHdJV5wdUmxMCkX/vR8BD0l/8nnc1IOVhxi+8rKDZVN76cw1rYvXC2feHixnx21YirLTZvPy88HpNwCCO5Ub7iFi584WYhCF9LrE+QZ1vLwZD8wfww1/iUcb2WVtAM3JDvmc58g17j0xsd58C22AOnCPkNHvgHLNImyri8i4iy2P7bajDs6NLAWtxZlFgiwQLJCNNZ70nGs8LGlIJvrn/+L4y4uETsIVrzIFVba5eHqGlfcjfD/cOqJRv/RB8Fp8GDMgXeyWkbc0G7TRticgEqYLavYrsEOOuCQHBAJfm9X0lPkQTLmUK2s78xGJBu+ITYwixVDcoGahqR0ExAXyTUIB339b8wVGIYnn9xso53hsnpJvOYVKTsqVYZCygYixFsPseNoWaa+P0IrToH1FR9FOowo/hYfgMz2h0IRwcIHLwgEHQgvCXE3/lnLUWf6Np8HApNWuWG9HDUZup7kSPkrM5junvpcH88/DqqFParlT2GmCU2O1JkIMIGdqKAK6SIXAXpi18VueZKd6wtSAem/CsgHz+qrN7wSxAhI/PJROQQIytO3o/tkhNPrsOE8wkqCfNkqYQ8TI03XSRWac7R6oBKuwAnpf0DkNdSCMUktqSWuD96hfHGyYU65nDoDyoVHggSUktqSW2KXEFJHXl4cQfBwIYb/oOg+Df9Bv+gwl+BMaMWNHyGj5DR8ho+Q0fIaPkNHyGj5DR8ho+Q0bDeldxZ1uxghgm1KQ7CVIr1C1dGRJYXTD7uOEG2E7HqbBTuBLevUDkePSAZRmml+yWDnFMgOjnQvtyrhBe4pda+cCeG6C1ZTuD5lSz15kSHaG3c9EfigQrmKx1uj3dzJCC4NzNI/60gGF8XVWNIes8LPL2GyKY7Dr2GJ64RwQzhib2+OqEP2rIjbZ6uapC0ebOa8/yotMiLC4YVHAbkammh0tkX2FFFJ7SI1qV5tMXQ7bwN5roFYraTdZjsaFwg3xgJweSNd3/ZEL0JXvkcAfF/49zgC8qhsG+b1mddc5Ub0vkmwSwd3SydmWONbBc8HYxMcUnFqFbVJY/cWO/YEweFucuUFuNvDKUQvW6ni7ZNpp5/kjbnBW3lMuh03cYNBAKmSa9Q7I4cURB78vIZwX4YyBd97iyqqu0943CfNCz97IMnlcwb3r3KlIav+qfpcIoEx5z/vFkG0aEteBkt11PPZLHFXXORLgTjrfft6UEs5lh2pMlTxxpaX66S1/RLbQf5fUHyGj5AK+b5XW9MbpWsN+yUVd/VioeR6fRLXbOjEcCUdK4XSRC+fz4wYJ0wXNCFm/Nm0C6TbYqXyjHbqxcj99+7NiT4QurDysmnxZrRHizthjTuyQloIc3Nn2AxFfqPPZR2Gm2LaE5vw3sh1L4W1TGs9cEcvIzsnlSXMX6NQl9aNiAgL5JqE0eXYBbU2/cvZMxzf7mclC+bz9cCWEFLgQRnHPpXV0C2MxPrlARdCa4KHhvMNEXeGOXsloAOLGvpUd0el+ylWDjn/Ev+Zt3ia74EPJLndl529Q58Vf4ghAl6ZcMxuMUIkqY0W69zF5fQjCnIVgWgK/MX2IbRpn8w9k7ftP7nsPNGNqnjS/rJ5soI16J3X+68+Nj/56k4lEL8Y15QVuqxxflBs9dnxze0SWyeImKcYS5UPXdBDVuc3863f+g3/QU6A7mlIsNSLVMjkoaQVvDqE3gVZ/lHXsUWK6/WZCEjdG73Drndj9sGavfE29Rsj6bymMfY6sSNbDfEMcDnnQEBfVwXyTYVJsKk2FSbCpNhUmwqTWuvpPWpLkL59uoif91QoZtY2VETXl/nPQpwhUNi6dY/hUbmVXwqNzKr4VG5lV8Kjcyq+FRuZTOUluqhTf9Bu+l/6a+3ChjeApBQ9PCDR2zPH+reKuz/ICQwYDx3OKbnqNyu101HwN9eUa3d1uViFOoWazpTz+5ZJc238IvYdHdgfpeqVpo+PAtTDfL+3wUh9D9++Kl78fvzdFoVM7DVwJdOy73cgEeAFMHEv1feVVCbGwcv1oKihFxuBtswCZKf15KGajL8/Dg1TNHZRv6CHVpv377CISb1Ix7j59PGTbFI4VMR3RGj5M1uVusBpMKOpn8Od2qdiufCyTeFrPnwSizRlNCb6Dd5bppv0Kb/oN4vdhTmM1pk6k/uhThJGwSCCXBH0be5XeIzc/VskNa1y97pYemvQDK4asG/aIEwn/44vB4dGpCFVliu8zQLfObD12k/yD0DlbYX19OkapKUgvx0EDGVxuSxEATReZqs1ddHeLqOehG/CXh8QyTeH05PJGj1oo67Q9z0IuShooIutwxXr3O8GLv7ZglCL5kLy4Ox4Vwa6+u+vWW6l8ucwhHM8FXdBcTsyNnlGxskXk6nwi+PJ6Rf2Df9BvD+y16eXJIqSM+133jpCPmnABAwmnIBU5QskBZZ+WKQPzI4hrtPGRhdNzFJMhjFvbqVRW1bNGjliesDbhbBZI4uSryi5ii26i/QXpqQqHgf1KgAwDEWTu5RRlaa4Q4Si0LmN6cLhmHnvz6YNGw5d/bA/j5xgqiv5uHFlrAbJcqRLe4pbJ2FAzSr9D11NQgGsXskGpJbUktdqMqDoodRnwZHu1h92UhQ2IgLSQKUBESJMMd6jnyR9ZdlMY9r5xOr2JD86ui/2fDjMCg59pu3CZitBZmVBn2vgpv+g3/E7xT5/nclY/hUbmVXwqNzKr4VG5lV8Kjcyq+FRuZVfCo3MqvhUUSWu0xbbmcGH5yGj5DR8ho+Q0fIaPkNHyGj5DR8ho+Q0fIaPkMs+vg7tOHZtdAXyTYVJsKk2FSbCpNhUmwqTYVJsKk2FSbCpNhUnhFJsKk2FSbCpNhUmwqTYVJsKk2FSbCpNhUmwqTYVJsKk2FSbCpNhUmwqTYVJsKk2FSbCpNhUmwqTYVJsKk2FSbCpNhUmwqTYVJsKk2FSbCpNhUmwqTYVJsKk2FSbCpNhUmwqTYVJsKk2FSbCpNhUmwqTYVJsKk2FSbCpNgYAA/v92IAAAAAAAAAAAXbyHfIIHvlVBUepASA/msz6beJgPLwBXIaqu8AaMTOc6GmUjWDOR5IDaCSh1KJR3GQA0Rn9jCidZgPahi34sPllxMyjLd2xq2+DbusewdH5UOpNhFMHa/utnYQ8+Q/dgn5Hvb0sC3J9q6AJJCPbWSp6UPkK2f/fVd4ChoCjB86LZPHS8xOrfGXEFSWvBfxCZWYawKivUDnqEPhBpd1Cnlb9GfWJQxEdoQ89xn4Qpwdm/1uOSWxo0E+IAEMimqFLjuSMSP53vSESsoEw2AmnmLIBSvMBchakSigSLnmVkGFmQ3/Bui4v8eXqEJyuUY5hC1I4zhJpIQ/gP2xiyvtYFJP+mYG/mqBbykFegk/r+yt7wsMopsWX3ZCch2CfJ3LYsmfkXVjkDATLgV/4JyxHz4qASthY3kXLuWiYX0J5sNP42+LBsAAEYOPLSOK7fmqDKfy1tb5i0OQDm+IL8yWfdW6kLW14DugoQNYTip0s2TcF/pvxzBKT9Su8HsYR7hPG4xLMVwTojkhRC38drjysJPzI3ZhnhdZVFohQSUmZCilTPJZk0dqi4SZ8gDNEAGrykEsd9WRVnyVuUYyiZiw7Guxirt3ZUZ705i1sP+XuCzEMGUwIsYvMULZQeiybRyYh8vfijnvCrqsHQxSgRhMtTpIPBXlvlSa+PfamF3BuWF/JqkWwBIM3/m/x2USJ4rEK3nXscDvZXtfK0Pci+A7MUXDwJtv3SobDTVWCA2gsmZKXI9auR3d47lp9aZDOA5dgXU7TW99nJdi0e7vqpksjjhOuQJs+ennuxHuSjsV7hF7gY31BAelTj38tNQvSSAoz1LPNSL5wSjyNgRK6TptPR7IBRyftrSS2UBVPom1XZrYBA/6yn4wgmgtJ6BY6646jrSVFTEonoowPrV9rIugyIA0xEnjb+lVTsVqSybL+CRr8Ssw7SnC/v53xjXXvzgMbt4hjVKw7CBvu88Bbydfnig37Wa1cZeB25sZdAu6XRHi+6aYRCpMstNp1TmvHFIy+H5/bnF30wDgyTYm4iYL7F31omOmmEuXZirjHcuIZdu4Ao/odM94kfnX9br8jplf9dSo/k+KFr6GUqjt3l1mlqJPEMv+y08QXUhXEK1j54HmyxFTOtLj3IhH9rOY7KP5zwhsKgMouTLM7mKl9LRD/G6uq7pKT/CkZGlxaHAFrCVXtlVtSUzqPHpDKu+6p9J2T1o5QnnkQkOuC9aRNkjxGzXWV6eno1HLHNm+bpLK3K4AJ9R3y64V2p79iaXU2SDHdQ/rMbIk8mwX1/kQ3mg+yKLj0rp/F2/US+NoK43eJjEW8GpP9xbiuuPRzR6jSaeoVKpg07HHN8ha53jNieQCmYpl2q/erkgoLTNRgATa55XQYKTrWC2TxK6TRsHLp0w6EbEZjenPvF/P11/2GzISs40y0w6VeQL8BjDMczGzSAIkXlP4FjlQnoI6BUOhUfUNfKgU2bB10OtO+STKKdjhia0MkZPyz+T6RxSeFOTHsxW9ZNFOFUpJVTJvsb5PlC9jyvgDA8N2B2JkKbccHHUnRjxIN7rreEnMlfiZcQCf6X57KEd6aOuOSvjAtgPPpXrDkDHt5ouskTKx0017wtua0WSKu9FxEUllejb+Lee/FCcDsZqofboDOIo+ykLmzzyolpQapoHhDwIESH4IqqDnPz5TGqew8YI9edb9nE+n2iaYlYIbarxIqhhuHmtQAwmphIg14agJMGwGsJVH7/NYXrGSuOt13I/VRAGM6DBkgyQAxl3vjVIecgTvP5XRsPW+vapp1OzEGa40c1QPdlmdJ0ECjDVIUAhksEiO3XrjX7Ed2MGEKdjh8XA0z+muoldutK1puRsggXyAmP3lBBRL9vEvGvQhVxHrKUuB8LWBJyE5rf3NUR/F4wMzDEduE2F6ANmQ/zG+PxeZvNV131d+8YfVhM4ijF1hvZBk598saYa9GzAa6OJyrG+mjFFVn+PDr+cJUr++MreJLlIheiow+i0v259khR/EYGtE58i9tGVnxIHXkV+ttekNYQMeQi+kZ/Qws9oTxz9o35JHGuvs7Ij7d/fzvWgnrb0g/evL0vyCFKTFUV+76NvE/KPz9uWSqi4yXXr/cnaF19PhtLfFT6Tcxi8XLRieCEXZF1P8yHxhmdK6II5ZbYMBoVk7Yh+dctR/5A6YXkWPEiwamq35cTXG1ur9ltUkcGUIYx8f9vvQaJL4rGgukSkSZM6zIO/0nMIw/EZEVtbLqxhFm8i/qIMDbhMfBHWGFYwz0UY7pBlHKYe1PwQYLU5maK0bgpIsWLDIRlI3ko1It2m6wikmD/vwp1SexrYu01MA6eJkP8ijPvJpwqfP28SXhNASeyJjqJ58eIdS9HMqMsWtxgc6bPZfRIwLYsEPR/Dn3Xo12HNomMW4eJD6pdGZdBuEic8RgiIopmROM7BZK+FTzD9NwHRcpmu6fzFCzk37a6AoJ00fZzZDbqLlL/N8vZmubOQ6VobE9dLNsOI8t1CSJGZfwTaqRUw0tMJotkaVJ/+sWmE4h9Axd3QsOsw9ACBzRjl9nfQ7iHZ1wkoNmejI8VKm0EjkYnnEWWZe4hL9yadNYb2gO7D3fgGI6kuS4d/PhOWToVX0nXwCncAD7XizltTUvXwEiog5c1SQCuPyEPAHJMkAb1qjQWwnPaWOWvKzK7l+vXxvlxl6wbSTfIuG2je2VHO/jr/4LWX0c1KAft0wrOrjgVv279f7RosJTyQiPkCxPE7pxslv7Rxx0iDUmuzvYOtrgbipcVzIurfdIUgm+688ERJYouh/di7jfr1huasakBwqxeOpcOLEpjUDNdybNpdNk5bbwHOMBkekzPdUTOr4/BPXVscGeHpJyTgIPFOJVufAsNBjSAeRUeNzN1dm/kisvGwgdhTX9vIPoFc6mw2G+Gg24U0jYb5X1zgLxtz264Qe9IBkXbl9RBQrjw1QCs4RHjwKkBi1LROgUE42t1knJMwwkB5/AZ7d18tNAJ5r4r3/S3EbzZxwnkvVfApQFowku7d9oOIZ1JSYaSebX6ue+ACE5aqrHzItPT2mBRfh/Io6akTFeEJHfi3NzRcgV5OYpeSG44WOVS3ZErZBM4yY9zqWFptO2LzYIR7LejSghlRLjnwNx/AO3zpsfkqQK26nDIuKIzFuy+V8OcuqPVMWwIeV8EkzSrIA27xMPkCC65m8Ctwb9jbPixMGvb4/ehXFG4sW2Z8AeQbX6/ma+29nXfaZkd6/dJf6zJLXfkke6keoOgVu4WnwzI6DPJOfvcjbCzzHZLqJCYveVXKqyT5tMgyTzdgyozWSZDkIIU+K1Cfkt5Do9DjwmL/hwpnBJ5ZA3PIupqGmWO6jibyVzFDEx4EJOoWQsiRzK4cZsLQnJqllJ4y7BNDVIfJbokdj8A6L8uaYhVTdp95OCHJBC9pncA8VcGohkaix7gm4w5MlZbBVoemMTQk/iVi5MiLKpD7B9l2Ut4NWWcDfTvREySLoV6Q3bMPypiMp8DoUwBzTGIt9QnH+KktAPLq4NjJkWiPHaTC4e0JEb+gNqhZXYahetf3KWw42ZKIL7tJghYYxSduwbsuhzi/w97AfwYcCCdmr10qPRM/vgeyhr3q9HDUykVkRM4C7H4IRLSTdja0HUrkSqQiGZWnhLYgMEZHRShcAR7RvnRxPQiSl8lIC5Brn+dNSpiCWs7FmwUEkLD6pNAIGlSGLUVKZtL8MX2oonC1dW58dGS9c9sgwxL/XuW7ZU0kieLGlRk1GTHrzyaXgJE6nJkxsXgZrtuZKgdHhFQV682QJEn/2OW+Ka82ZiRCvYHWvOTgNCu8dobgHV1qY0DuzDDtMkU9wSLHhEG/sDeyW/M+jmAvyyZA6hbG4HvO7yZj4LPTZCUSLxs4jKErx1ArIdA0JYOyxFaNDteUPIFKwsoWj03EXyhLvbZSGVI7jXicW8hCZMiKdZzu7D3drPtUWn1OMvdebD6TlvXfssy6zG/Ev6d31RtJZU9nIALpuadwGYe5fMsi+HSWC0frn/tdevg+oSptKhnZu6NQti8TBqK7yTXTPeI/yomp/9+ZkdTul1VWiWzUgLA7HQa7h5ujxb7h3E0jHBSg/o1QLLRNQNDKiPDz3EzuiBo4Nqk6p/GsJJtZm+QaALQYnj/4RQh4llV5FpWT/9A5qmUhHpIFHQELpK6bBtygIWokdfRWGdb15r8KwhcjLtoyrLLE17mdikPK3f8vmQOm5FY9eW5ZQBJnaOzCMQyDL6Cwfzr0JDXkAyGmOYYl8pI0UDJWZd1FJXpcwMB+NJcy0plIsvAA83WiAekFjFkzyJBmWVFLHTz474z2bOXThf9xpuBxDqQIVQ47uJIbGmflkVBHy9tHNRa+nqMd+kOSwQcmedCOVziL689DoJUREugmukS/y63ULVVjMDpX857B2sjzg2mlTXCvH9/C4EsyyOyn1LPzZQ0M+ZrG8/GvHJ/PMPFzoUJ8sVN3N3NyJr0AVOe+jSYdxwB+/sNQkXaOh4zJR4N5ZWVjVVcVE+Rq0aRehNKsIhsECdZYjc54NAufNo7CU+ocmT7IrDCh/nho+mpBQ5eMndDo3AjJVg7ZR7f0QkNEadGt9MxjAXl+M7BToZAnVyqGCgObtl/xwrKVZ4OS8TYDab/Y3DXoLOWpLunBMKTxtJAgyg1x7CnPqT3/fxT1pzXQXK3CdSkQhnMVOXKE1bUDK3YFV9WD1WnPHlDOUbwjZ/ibCVKSldDpF70DemRLEquP6E28gTMmKyg4bAidChXPLUTUG3T/w+pRAlRxOYXN60qpCorZaPVwV5ToRqbu2AmjC6ldWg4R0tv6VOrouJdESuhUngTVuw01bL9zTQFOjAG5uN9maRQzDOsnmJSyoccgfB3i1QVu98WVy8BSaLkbQWunW8cWVy4tFtk35lZvYIEF4KMj9/knJynmB5uh9PAqTw4ZrkDOuB/Tb/B/A5wn2ioBLIB/+N5L8pvsaOtcas3NDoSQ9gVqPJCYJgnv30N60SA5UI7vTdEvKGg2Lz0VjYR+8UXVp9CVgS/YMYYjIeOj9Kh1FwPOkv0Y4pqUbERWd3WnS6jj5XT39h3KuhQAUoDOzuOSc72Jj0iSnw4Dyt4a/o6tdpWPE3fEk05UBLWA0/rc0gKRm3JgMk/X5WaXYssjpUyI0995mUGQR2o+41qRH9o4Tu0Pedxm/xit9N9VIfn31KorC6/gvWm8nwy+a8DXEfUN8egdW7F2a0levTj9Cq/855MhSRKDuC2P0RFn1XpwyLInERESS38NKPY8PtI5DJrauOJtNhUhKR+qquBHOTL1aHsg7AamlfMld9eN/qKf1al69LKO8ViyzdqZso4bH2N3rULsiHW/TkCdYV9NfLY45uo1k2egQ3ahGyz0WhYS6Re9E74byTBmEaWlnhieFlMfIX6da9tf/uahQmXK02m+V04rdm17igIscDZ0b90TjBfP/Fd0AXwMHELoKMNPSMzebWTMzmIbQU42mpcr/fGOjvAMKxZ80DnO/4oHjRFIllamAatuB6DTbbKw7DoNROCl+gsz79wI2nCAj6qppZZaYAXxhvqT5F6DYRU44S4xGb0VADW9n2pH1HKzRtolo1A+Eldd1gvlMbTfZVBb71TpFJPBZGMujRgS8c85LdNPfQK9h3UkN3uCtzlws5GOyTpP7GHNAUle9JeB+4yAlOXzNvHnKkF/vUGkr0/TV7JAP3weA7VOqyHJKJ4FL2mTRQ9hUnh+S9Ef5Rux+/kKe3OJUkwcSVUIn/RVIKvxvyKeacNCCr0jggeWYNHKTLTm4FdBbB5P4PHsqzeJ9/3iwhtLOw11hjmYDwes1BEFMBM95CbogSz9g66mEHiCAEyJoVRLobDLfBk3hi5bhAn3GRNs0ypET5dGoBxcTUP94j1mCJEItyeUEgBcjQvU3NjYLcbZ06zhu6XRfll4dEbjPPv7+5ljbas8gv1RAEVwNeTDs47PKQXwZHh93EZgxrAkv+WPJfUAzCdzoV5w2FRPEe/I2lt3lIFitDGiPecKKcq8Td/WKMvkjUh7h3ASU9bl2mkSpT7UXnSt3gPO1CwUEuxQJ0eEO38YngzV/VFzuHXji78BiHFe9BgEW1gIRwQbyNl3vDZHmA71kSlXUP/ZqiqzsPxbpIC+Q2GzfriZDIyvBENyNh9O5XjnLrqrlDjl6vrnA9v0kKR0y3R7BaQuwIiYz/iQD5GTA6JUmqFxk16GF5cbaJBlsE/FtMqf25lZWsHoqL1NiUwi6mnImmw1n+fHqqiI+bdTaUFlu/pGoVlU3NAJwtQTdOncufClBEsg/4zcsjtoHbj0pLsMKPCt26LjS6l+ZJI6Hez2gZih+CK+QgENoZHtWyfffJ+2qRL79LVlQ+psXjd6pEWtJBCP7DirQmZULhiVcAzUxZKcKCgRC3OMpjcWd/jcBt8yTWtkjpqrJ37I6yfVPc4cDkTtMrmf2KJiMmeaVB/Gh2vPH85P2ILsFYb5AN7vcFes9bhCRYCKLHUOCM9YXya0cTUpO3r7Ym/3JAlOf5MQ7RyBHxsLJVBbrIRirIQFq6SVAOXUbH3D7fmIcUMXW3bV0Au1HlIjCZjdZLgRQQyF+gqjB6irXgmkOECyEAaCqKMfCmwv5mhmQ8bYcrh7x+2EiUvDfmxfCnTtR1oWgTjLIAnBH1DrobYu43TMUVsyYOLC6943ARZwinWm42FgIEv1Pl3MC/bgngjG14zC/nEoxK1rRdJnKuGZ6yWN/kE+JoPNR6in6mT1E+JoPiYpwiMJK832Tt30cQgvHIo6RZ9GQ4yexWAefIEgsmaAfZEHKz/iQD5GTA8PvrcIE7z6RSbP9xqfJFFEkp84fvn1/YyYJk5VK9VazMpkn+DjXajN/dcSXa29c0vyDLzqZCm8r9ZoS0Iy3ITbEpbhRT17b+mA23QxFscZC0Q9FLCnlgNo/qp4F0ZpjUmqchRGGsMzwsxlQ6c7BTjVVyVjNFWOlanrWIb+NAfjXMkewR8K00Kw2a7/1dENyoVLPAtwoprMWkYIsRS7KyXCi+EoaagK0Fxxh9j0J6lq4vzXgFRwqTpAUZ/qSYchGENYc7Elw3pdO+UUMtzgU7gNCQzU5I+NBocmBjnzuTFfURsHRJp99CWCKiIZekEqd1Y28yPzjp+cR+KqZbWA8FEwgNN0XcWKsSs/+4j0haI9Jp/69Oo/izj47m6m+h8ENKtQ+SZwRntUkPiX9TSg/4aF3FGXGLkrNUcwSDGTzd76nxlQ/q27I6LI7UjmOwCmQLwa0r6NUbZl1OhW0xy64Cr5y4BlrxFSF2KJavEyPUTMihB21L5XB2kLD7pHTog5nv9J4IWJJmfC8evFpgXbipaMcpcGfmcXaGI5DkrcL/w3RXkCNVKwJiwxQzUxZKcJXugFifTrjAAeqjcvf93CD7i16UXHRDSUKLmdpAArGkHcqon8Z84Ldr61+dQgwijB1W+lQR2gjLZqkdeOPhDZIkf8YOJvcGA8X8H0IkG9F0mUU6djyNXhn67ZT6SJj3YAt/sp4wDFy/K9uhW0X2Hh6bGqACXlvT78O8H8PHoF/Dp4i7VEnxkQ72VihXu05S8wgjitt8db3Oscp84zBD8d4uB9Oq61/Pq7ogJlgEDYvM0Qj0JLfSAqwpfJfUk66KeQPkcj/AKkaHtzgMfE+q0YUvY13NzBalSItvlrDeQRISpKBMMokJJXR5j9/aDswycGjlGU9E9AuMnrf9eYlmVH0tTMoDCMj5Jzkhh6fHFg7/TjxHbp9N6swv1VSekPQ/TdXIky+s1zvSZoFYw4fTKUppaJ0XIZJMYmcRPVrltfi5/Upvo48Qk4XJerg6lbElVCxn3RM5rnmtkRtEKz/GXdeT/R7wqcuMH6qKZY+R2KonvhfOYyHRaXIaMNZ61OSoQOcZngADq112WfKcjZRHxT+czggMMWh+iG7QVHedSGcSMZP40XpufYIvHNYl5u9hVsDDUa9hzwDXvRZatHXMhDkoZFZaWqtuiu6DMwhfkpoK3MZlSa/7aEkpFffTmstQNrDu49HSYqqayp3NF/RMTeT4jNiV6tUHrDi9MjPBSzOpJWnMJJ0yFEpxSCzX4NM5YRpJ0WFQ9klWOeqtTz04v3zIC1RMMCs9qbVeBOQu+W1qLDIDzq8qpD51P5YYoEKR1GzibjO6dc3K4mIVyVnOeBB2NQc+U2xna02nah2AoAzYV24xXFq+qvlCyCgqMuf7QqYguD4sJvLWhYUE5mjM/wyMjLpr5h/GIgWFkc59PYKdRE45zBN2Nvff/8RcLd97rKg9FMM9uXQ/wSy/PVdQ7V5WiN8ZZjxJExAaYVYUV9Pe+tYUp4+JE9nkG9vxbniex1xBtVGF3VysttdeYWSgynlyLmDwYD08oqZDtUn7vaSBapJvlVY1UHHJbCZXBa9+mZGl6fvSOyslRlqNOMN4gxMJk+wCxM8H58qKKtmKtphBYt1GKNwGYuhSCtmrxWrzf4ERKeynEU+zFYyXS2YoQWLvfhQ4ukhXFMlPck99/LwDWe8aM/AXpGIppB4342MWIaISpcBWlJhgevLgl5CHLiNlCJJ/cAEMQwT7YSvddYTdkiZEjj0rNlr/zHQX1rRkzsSXHBamF5RS3HFbN4l3WWY+dkR09//BdO9XqYL/tr3aaDruq/zAbqBiCBpYALNj5SFZ0jA2VFFzyK5qJaS1anpjqqhaiibVn5oPHy3g/0vLDocI+xNL8hZeZX+Pz+GqPVxHRaN8Z1XxTu3kk13283jvPIgb7itGhttSEqiwDaAaNgIxDtQuRHJFwQIYpu8X0lXUv56WgDG8Dwc/pe8SlSmyMsLDuztBUeSZWvMoctwSj3gW9v1QQ6EzLyy0XzNv8DFbLv9asWepifKtVSEy1AX+ZTXJRUp0mApMruRGavQsAWOnj88fPuvdYsAHkVRn1sFe9Nt9V8xqAePf8cwK6A/ajiBF2TMTJ1pJVECHN2dl9ooiSIF0D0lKPuO8AWZxeEP9xwxhhlZem2ip84uBgEhRaK3mqDbXzXpLD1cirBhFTBBWm+dGQYb2CxApnQ6d0Irc3czfydDPBKyqY130zmHco14c6vUBu4/aaCooL8HtQjhjJedNzwM6aPS9qAT5iP6hhTzg+09uT0yu9gw0+MQzAAi1Apvo+Gm0U4V8ES9gMdA516AHBU2vU99tehhjYC91stVAyt2BS854wLqJT0II2Vh0RExdYEs7AEns/S7+zuToJyaXK46DmFTHxSHWeJLNdKxAdA2A/cJQND/ppkO/fi3NO3AzckHOIpq9Is592qc7H7bBhGiKTXs2LIdrcfzHqtVqQn9q8swzRW+6jBjm1RB5BoY3q+jJ21n84k8WUmfQEl147awq2FKxLjpUpEshhzsiK4WYyI0h/xC2/mE97em61FLsQodwuc0gCkbXXjx7S5ErTQsm2P/o1I/xn1vv3rCkM6mmEqzEKET0HA6VAw72Es8g1SylmjeoBQMSi6eWGjQKbhwx4newzFPfKeKthRMCXk5Z9z5qeg7vaZ4z77jaKpq4S6KG5VcAUV+uIEn6E1fa4i/cJAPgD4Kp2r8m7pxYIq6zQ6iqWppxYgFwCQTln8H2Bu8j0L1bRQ69hoJfYr9hu7DGYhCDPXVWFJyC9apKVbPpcEed0sIgFIRnUuJkDtFTkoHEjjFhln8IeDzLBwbGNv15AxOgCvpmig5QrSvt6zdQ+lBZU6YEUECUt3zAQcI/v+sQUdGQMmmD+Td3t4F8QDeMw3ZIneFrOAyXR/IhiLtFbPurL/kdM6HPsCO0ZDDDb9HSlbJKiBxdkd8F6tGrSU7Xtx9SQHXb962rulKH1v053BZ9p6iOYWt5yi12ZCAiQkRvdjup/6cq4N+1e598qoghqyc/aFrOzQlal9nct0QfmEiuAoKBhEdRMDamPeLEQsa+paUYTg4VKXwwri1FGNkb7EVboh0vtscYZaIdK9KZ5fUWQ8E9pNdh12mnlKXtRfNKczFO2E/vG18nQbOXCWYonxmy8TQtPQyRFGAqFQvapFtL8zk39FqbOZUzlUzKpMVAbZ1ouzXoDpnad5VAOQwuDGOOOEw1iQnIWRBuiaHgOX2fDLekNfd0Bx2QgTKED5/csNWJ9yKiKoxfcUNGBjMsE6DC9W49Oco1IEkdieF5IWQz8bYR8IHhw6T3KSvS8w602z6MbVbkfICEE3eh/jtZq4hDs6zRBzojvq25OhSUuozgEQTmdVcXHFk53RVo2df/nFvadC/3xVctKM1Z9IHhMWhh6JpJxmsMrKQZNjgzFYJBWZqpKSNzcfXG21EAaPWndq7XS8WHrHa4rvTnC1/z89Y1Ch5/WBAOqG19KvMBHHfy9Kt2/uU3Un2C4mYr6GOkMHA5DFcfjftmRfhvpruG6gDLAKQb903c3c3LBz2Rbep8vflHxs7teINsfrIDjX/MCAApYyN6NX77goATTnz7SAAM9xw1dKmOi6jNNkGCabu5cv8Z8d9oUmLZhkJjXRmSoGDOEz3tri6bAzLEf/CPSCii4MZE2qdRJhMTBis88V8PVMENr4e++5teDFiBejj7jRKiOKwB1wuuedHb+MTwZq/qi53DrxvhGsAw42FSIm9Vymy7jU19rZ2s+Q6UUK+FOSEvQIRaBl/Ge+Bi+PyZnx2NM91GfPC66AB5F48fqm13B/wPDzkztDgaWDgKPuWHRzIQLBRYZOUV6lkIJxE4pZkACxy8GQVSxzQ58gVLvXscDt+axHFl6Hyk86UqLRmackTTBVRF9895oamzUFroELP+f9I1Csqm5oBOFqCbp0CRsA/HLUM8bm21eS+2iF2PpXU1e/vBryYVkl3hLz7wfLKKFBaU4Sk/fi8HHODBOSNVujnKX48oj0J35qH94egsq13FkxD0tqzeMa8Kk3DdodP/8pgP8Njq2ag0M+rv2gEj9+YTDmAG3rY7SLrPwG6LTn0YbI5/FZH5F3NitLf+cB0SobaOFvcG9b3jhRgTmBYrzhaZejyQ679MCKbLh1JrFZDlY416t3UE/BcLRdB0Gu8oYBPOd3Q8MVz2K4Xxl23U8nSsmMkaIq1CJH49+mFUpBcY6Oh9V4AWObqS07h4EGJn19ohlBtCwRSjMf3NUQk5lVUkYQeVSbfx6iJMML3byEog8gPV8zFsiinEbIs62zYTrrImoKKCjrgO4L6n+9LikbKFshMeRnBoRYqow5OafaH05KjiRA+ACo4FJfs3KV1ljAcutHlpiRfJCa6nggM4cgYBZe71pJJq36IGCL4zXhOdSx7g+vRF0b31afSpMKKqt9xzZR/HQR5/v0PSKAxIaBBpytyLhX/iNd5kkHUl2+MU0UFnK0wZBBjuUR5vaDQhfjIFCb5pJ3/rjafN64/gxkKvlqCexM5GZAMFTVKo/UyXek7e7E5wUyvXq8mHnJgTdmlrYI5Px2+22Jz0vzFfr+9HZIVuREf5GnBqVQhBu19LpXRXQAm+JpqceDnJ7ioeczdsX9Gr7PkeZiN9QXFB/0SFVFJuonER6Ehzt22BiLg2fS2BXhUarMrl/fRhQpnN+ParZ3Hmqfgir1MIhzxkXWrx4sr+yDnDRl14lr2qNdM9Yhcw71IH16qs2rlQ7QmcRW1w9GTw8+ew6EoISj4K8vMPNy0F18ifX7YIcVsYdIq9Fj4fT5UzJMChEF+I70D/09Z2GxhLYDtNIHF7USX6Lt+sLdgIalUxmCzgy9EK46iISymju0cP/1lYHtRST/KRNeIjhxam7Ai3Gw3K4V+MPWbLroIWfpwLXt04e5zxldW36aaelvn3kMBY2C3G2e0xDpBfjOvHB+DfKWmz3BJsRssucEiYFoE5LAIlgW3yZ4FyZcV3DM3CU2hgQTY9XE+9qVobR4ecWJtcg/V+i+n2c9iN5hYD9dkWOSExQ5LpxvmxnB5vcqSs6Ud0LfRR8rJDpaZDljqBs0vShAdVPV/8mhpHkKtTWoY2NvmiA2ZTvvJ0Ha0KjUy6IxTfz7O3jVLveTzpghNJeREMSLEjaoJfYU+XeDAxAEtPlyokVp8dvDnhpvHPDS4m3Zm+LQxgu6o8CdyxDxnqLZl3bYZaGKdlAS3bDpl8bWcdFeSiuioKWgxQ3warbOijcLTuqqtLux4P3j4U73sEQNwwJiXmLOKBhsvVzLddkwVD6xNxTtDcF5tMy1YHPuHonGhKRN3yiIO+4S+6kpw2gMpGHf+DKh4SJ/Oc9g6Yp7Zx3kbCyGq3QcrcNVug5W4ardBytw1W6Dlbhqt0HK3DVboOVuGq3QcrcNU3HCt8tg50yAivyDKZZ5doE17c0rfjBnBHtddYNop4v1QtEa7ht/5Qwq4sjFTfSeV38g4Cf+c6qnA4JBradVA/ZyFPxKu2dXMDccIz4w07FAAz5wBUlnhJf2OSl5YRoiWFPX6Zz3VSq8MqrP2FZ6SWjMgEbiwsTeszA9mUhej6LooqZOaeyHCNy1Dc6l+zQzujNSIhwrekRVWg5LR1nMpJSzt1LoN8tc0Y8dO3d4mGZVKa95xm/2Si+9//i6LHqPVsFXiXBFwGDeH56yxXGskz1XxP3mWoJQbc9fSbOOETOC0b6aDjZaUxiPzWRcLev3h2QbExgIlcYt5BkRtc2UPcY+3xks2D9nlcCX1+3/IOrejbANbIswEJEAmnwGPlpAMsaZ2Js8rEdwW+2RwNY+BIr0FCdRVS9pXuSbsMzI9MPxmDOy49Fp4+UzAc6+ZsqAsj9hsr0LqS/IKSi0aipHmLij3Ah8x/ziPoyhXygRmLahWV6l75S2PW+gvxkT+1aDLzlIfzSTp1JV4h5rhWMdacJ8EuX7U5VB68bxy1JsKOb23tDHjyVFUBLjbsIg4WeOAEqDqshAyFyUoFvVYoSdM79bbXD9V39aSrawDR0JGtQiRrzozTSd7CPgpkCT+AJUs7m2J4N7YKA6EZq7Ae7o+zEGR3Bp5Ol45kRdgZcqnS4Mfj5udLLbUBrNwTaVSVhGFqooSvpuSxE3qNCnV/0fpbcxpD3gx97Z40skZhOBtF2wIdVEvxDU0Du6l55i1GHP2l9zExwlGa0DXarIBMq6Pla9wzDYBv0oTDWQOgnKNbJSYX+Ad3VUeNvNQc2Os0li/oJM/AsQ1qjQKVLFqgD34zR5AYl6mJdT9KeRdeG/YZXdkFERRdYa1KWGXkJVo36tG0+85rida4rhDFjAs5zggDOIber4AxDAaDa5WBqeArwjZAsdtf4Dq2/4RRkPJl7DAd6w7k5dkX5NHPHYGRYH/IyD5TMBzrwjTu/I1f3NDcd1AvTDSGSB87E+b9YbsE/k1AMCkws1nROcuxFt0Zq4uDHo72Fd8nZdr060lY8ZiMu6owF8nTGi5Deim2QOz8kol+gnacfhXHvAoSKWF8Zv+j3pJ68OKXh+jLUIeEXuaeuU1Ujbd/jHSHUkqu9IpYvOQ9Vi8iUTZYCx3JLuUTT2C6H19/tycUP4jZHEZErQgGDNufq75Fd1WGDG9CpBQY+RljVqbpEvevBcCxQEXIUOEvqKwvQh3lZgNlhPTZ4r9+7cocfBZdvbRJZu4jixlcIebuHNCqpfbTqj++5AKLhndMQqkBTCIWEE0xroqg7A2LZW0CEmCaOpGEytTldi4TAK5Zx6X/OhJi1kMNPiaQHuWuItLHUDSWUfoE5ZFxBPJtISYcwS5k3eYQC0yAfSpx5XKOkusFoK55SRuHL4CrlszyJr7XwIEiiMASvMv0PfhjfJwYKhTPNAqrXllzTGkiYgoboSK1gaJ1hFIZEqIepm0TR9yV8r87/RFSgz0G8M3TmVng9I8TTMgACJ7VxjoB3cKuhOftdyf3maAC5lX+jKarRptE3xukEEExN0w7naWyZMoodJklYJQVfeeoN54YJ48XDlK/Ru7qLbT+sEgRXPTgiIYSJSQDmkodGIXPv61TBY5wVcH7S6UPPnUgL5NcNMQs6Jv73Ei+3mt1lIWwy90/pBCeUarh20ZQMpWsm2l0rYTJKwZDwTDD/g/DBzMdwoB7GDmY7hQD2MHMx3CgHsYOdvlQ+L07XF6pQ/vI2R31606C4g/BRtjWPLToCcCxy4EUDlkBWvpFTThFxKoK9ymecxbJDYpRcEVSWw2RFa8TZQKj7oBe1Nz7WHimlxnD6D/2CiYSbw9cZPMNktkSD6Q7mvbssO3R4CksszpsQhR3DAXymk9v/0hezEGWf56Bh7RZcPV2NMvajJX7s1HNXQmjd/Cd69FCldg+y7KWJVQME4ti22YTAc9ZWX2ef4hIN/oaXCpBoB8lkRXyolJi9/hgNCvvWoqgVI+ywXMPYgD3kO+9EdLNhMkWk7kPXVxU+xVWTeRgSziGYZVOOrdGwGaZuk3UkcCJx0h467O4duAaYvrORHeuEOaOJUpRPDCpd21aN+jtUCGUoJaDtaacFEcdbmuRP43Ptcc2qI9KlR/6snAwiiBzZ7OQHilAoe0r+z+RLf3/gInESFemswq9KRDvgLei5aRF8L0KyiZhCzCNo+OEFXcQIRjMW2t5lQAUMDD/7ellwkkTriz7AGVnvPhlyRfzhqHncB/o2HuHR/LbvRE45yp3cjo3GmEzbRTioLRZ24QS/9NYx01mHez5u7s23EG0UCj9LUloWqVCYfLTRHnI62DreGFD/pSw88bSnUyjYmDFoBTaql44dSaDY9Ygr4SsQUnb0InIjSwPf5aZvQk/KNsfT2b6WzOBINJ1ndC6JMFxGPfMZKQ1Ujk9xJ5evaVXv00TNIO3dNTR1+KU08HOOfi4tiMO/XRH3Ws5kU30b8ml8a6kZiaQoHAHHXdko88nAz9tp6ySmqytFcQw2lLUK+DQjJRUiLYUMRpjT2oXarVBXB2bMMUoVcfbkCTH1NFGsSrX55fVF899D35dKUyttHxRN5I7hOfCdXVtCZnkAgAAyAZPLza41Kp4jji+XH4d2GzyhItR32tpILxCcBdK3T843ztxJU3Ychda6TZrKLW1yIPddL61YJd43my/aYomGELjhIzmnL++rUSvmhwLCwcGsuOFZGgelE4ASYyFcIPgNvSv/ITpDo5G4fDsSpJZYzGy1SWk7QW5h51yev1BuQyeAHyTTeNWDtb5VMKTdvG9qUSCnFT3FYdBVqwAPfBhrgBa79vJB1FVObfzNgPCVyNt7bmerHHQhEtvxPLpJH1uy/9WxnnnJaHpvgzJlOe65p/MveF0r/E3cv6Z62YAqBnaJY7LuiV/9GdohBtWJzZO3Bvdij5f2YsOIVGj5PmTTEh6Ne5TxgV1Mi5Hcx7mRQfHWQvxos87Ng85ezKZoMh50ZzYBqxKNY/882/c5aINpcaF00tI8NKUC0nQry1cFxW8Q+5aMOtiEbSGAceur34aBCUsw7TrwGrOOllM680VG0otk/lwpYPAksRxLSwZtIzMreG5dnUu6YFLnxoyPAzlSbIeVnyguX8K8xBBP8NloJE+S57rqgO/7tJlmP39Y7+3EC7R0MsYpql7pR8dPaKHXRlNOwi+PBSEAT3x35SApckZ9VJpgF4DXMkJ4VEnZPxftA6Yrgc19GeKX60eIvsqu/WFoDLySpD3Ugi5Hmce88Neux3yl37NgWk7UHM4MhOzeTsVf0G3+P8QbPFmp71pjK4Dc3s8v5cNJAmPXB0OxKdlQ4OD10hly9kt5aAfVnIQNTRkhqRrITIxxZvYPrEgNqJAkVOophGdjF+dY/d0s1v11iZj1XR/A5P9RWkuTVkH3tUuRj/IpDgzNFRVcebRvFPiuppszkjfxWQp027lkF1jDCljRMDhDEJ8UVMb3aqiX4Y9T4gIi65qok5KQraFPYVLhqTj2wuD+yc6W99dgoveprufKPN1xXotN52XxdleeN3jfKIK2+92O/Xt19ttYp5U6i96PgvEJwF0dAoMFRzJWf+bbbjeCGGKwhgKIqjp7Vknx7xpTQd1QNlb0wpbIgja5uGI3G5vx9VhDnvNcDib/5gACdH7MGe7UWFHh71yL8dPZBVco+elkMpTWw6e+DJH4b+/GZ7B/We3GmGC/gyNig6H9oPS6om/1Yni0TiFJ0kSe/ayFr7+Sd+TzYCdUMIJhoOLatA5Q/G8dD/quFJUPWU+fgoVXHF7XnwqrvfPUJ5PqvB7sejxmeiXhCybquJ6Awucmj1H2ISJhXT+NGgTJPmMLZiYIgwm1u/4kANCjpLEyuY2qXMFHr2VeP/ukYEukE1Q4lZMNayeLnwvgftAqyBb+Y+TtAkBBcAKmXFJ8uS3EM0AbIrSN3XbxgBzeGcYn3AhgOrcqepNQJwVIqqJ7lozlxKkSrG1x7YoD5NRGVUZyHzV5dLUU7vcZgv4+q8lVIMLSEhIBTlH7ZNS1gHsJzQ36K8RcIv4A6xfaKCjqU3xvsqeQ0LjPSE5jofHhKxBodDSx1IZRKBY10topFcHY5ImImbwiPnFjMcoGmz85iw6oUSP4VVPm1ZvAZNUULMuey2EIMOBjUaEno43z0/hHWyfzsueuOOqNt8LngissJCoVOHOFyUFI6MylJ/w055bpeOzojqGreyA4VhmmifDm1DyxJ8IDzpaokB2S7Ia8u8oaxPnp+gi71Q5ViDJLYnJSyNcjumXTEAqM1H4m9Kwg/frGKrwlcQE3uLq804ijlxositREFNLxB1fPTlLOuYjNlTJlXmifsen+/c5klnzxmUfL2vXjmpnH7aNLRCg59aGmvVseslqxWqh6gpW1L/TMKUvZj3X3bf5gFF6TUrRUg2JX9g5KYHahH2nIvp96x1risrwHrqtav/bobPUVrm3O+FAwwHdo2kKypSOQZTVN1RRXbMxjHQwXgKcOxDb7e2PM/9UjXTNYEtFmMxOBKAYfQiCP97SdHHSYO4zIduHyWqpnc743+FIOagACO5RNeC+TniZOffnmGQIAEIqLHkv+RphHjqgivbCDVte4I7rf1+rO6a7zVIkOJJuKEO+WdA+Q+pv7Fi4aI/UBhrq188kzaX/yzsQE8GyO739CkOKLRM+IeWw4YpljDljNqDmUPSSRGuEBhFdB3AnG+CJu/lBldPv1lmbCgxrwCePlIcRexGjhv6RSSXGu0RGU1FSnZDu+5QPbHZcWAnTblVY9towKip+O+7ep1dUDzLQia8Ehva3FkZUnhSHG7gp11Stn3Kom9kTj7NE2+9NpcMTtMP9hz0WjNHSBrM2nefXJOIMKuzcx9jwgV9MBKK5C3sTHeUjP9LzaxRm5vICgU9+IqKwEq/VzOyGZzcEZEN02lmb/NYB2xnJTzY8imHf6gLiqqh/nA9NrxctxS13hmaltODWeaBvr9qdVmcT+Zaimh2XJ5Fvj6O5IY4rsmyXug1KsGVeH5TLZ2SSYGBRKZAKNEyXeaKhgmnb/BG/2IhM8BaBrJRqOoR/q2h2t83Rfv01pCi4Nn/d7YvGaP6aWE0kwxM8lqpyPxWaJ3VOU/aVNShFO5fMzeJN+qSRbJfEiG/YkQKqravjNb26BePa2m4I9zUr9xs0pgn4NvNMmUqXUaoSQ+l7YM4ril1QepHLqZKMvg0RRcsr7jtyzxYQUuN+mTdZH4otSL5ggTe/q35CvJFYoHzsu8d01Rqae4byVTxd7ol08QMKr5+5VMnvhqtsIanG/7x9YQrmUHkss+uV4FHhLEdSbvk1V7c9nKI9gKP4QI7KsKlvTmqT6nNXxZtIKbqw5mCJFRfORkNu8RVN5jqOzCk3cz8xzkyE0B/MrgCbgSZzIUGzN4Bf7Z4qR/KbUOiunW9VTlhuwUMybVN+TH4WA6w928l0FeBS9MZ/vRq4AzrCW1YsL+JRf/gJO+T7YHspqMbJRgNtxWR4CIxNxvtxUrrOeSNaIn2yxHBgV9M98ALZHXvSNAKQ3aFNMcuj8wRaAcSSe7RXBDlvulppV00d1jnE8O2SVceCq3esNmi8eDj0ZiBcHCZuuqtGeZDaU4JkswvRFuUBXiT3tgE2US5jwN527tOVtxcvylfdNYhZeIY6JoIYnCNVaUI6FN10pQMgoLRYlILnm6KXPf+lh+glZU+VRfoJaGXOdO8uSItCbTaJ6FcGzC4jmcQ1DuKZ8c0I324Cjp8EIpKsI8FkQOoU9Mb0Vw/hU2eR2VyJEhnRHYr5CxdoGZXTBtVKDQe1s9JL/hTejJtJOpv3oxMZGQ8kub2z5545KmUO6enRg9X4Ql7M1LR/VQo1Uvjh1JoNj1iCvhKxBSd8nXcWTBMKX1xQNUMpoQEq27xGwr7FhgmCnlXTUpUe/4a3xIU18VcflLF+Pk5irtQJWDZ4D8+OWgGatPCby4j6/PGGMZIrbbMODdUw5Pv8fHLgyxaSHLgLOfYU/HCoi0AczECdrdYSfIBFftQaYocCkDmVt9xc09kw+9FJExmLRSiQKzqnTxW8rWnIijL9bPPI0PSRncWN4kl8LLVGw9w6P5autXG33ptLhivMtCHMRxhK6O01HMTT5wnIVuybp8hTyono3ZRPcnQu2CLobgpOMKpFM2nIsrKswT+1jbAad4QcNWpWiCCG2hp2mA0NwaeOXag3+vVADZC9W/B1RmbpvNymOUcVvmfb1P0nBoWzugxNriLXrAr/c+lr7mKDfQSGrkZTHQYbT5Tyhl/iknL2HwMAEU+uWNyyakF5LrMMDm6o9BNpKBmKHsHE30KMukxo8gcfV42a6NAoQlY7N7lIvo9aYWQh15oYyKRfSLS21Ci/Ur8VhqemMx34Uk9KtE8d0kdMKVTobFcNsjA1UUWmKYtUQX7LczQqlfZxynqgN6IZGCSNG+7fIyr+pgmGXnkbEVfLW5+m1AhoZD+ibTN17Se5vlXtvm6tGSLj14PK2B7gz+3pklFm5pWUJT0Mckr0HOdn2dvPd7BTY4+eFXdX9GlvYXAt1kTw0F9Ta8YFoRgZUI/fff5D8rmYS2l8N96f8TDBYKtNb8hDMfu86c8m20Mj0xFxl6K9ieI2dVF/rdHOcBTNsFuQ6CNiijqNBqdEYqr5pAsm8naGsTibItWduO3gPxihGrHc9Cz0J0KqoqdwJMPi6fTc+uIVzeUD+GcsI1e8/KUutv1WlfuQufGSNwQiBnoWeCQcORPt96t1Eg1jGpJd1itTLrxKA1XtlMzIslcQMyIJEFP+ZH7XDqgLBO4ZUIE1B25vax0LSTE3Ko+Wk1JhG6/uSUwY6Gbm8uMuxNCAVdpW5DOzR8+VGmz2uZaIEMpbNvexVAWgmL1zUqfmj4SogXfdz1jmSzUbJLGm8NbhL0VxyaHl7r8dfesop6gDTYKRCjcugv8PbdM6xFazW0RFxcEmj10f1Q14sTygzcFIcGEL+pptprDH6TjiYAozkGeDcnXZOQtV5fiF+tULrplOsjrKAoW7ltaQQ9f3jtA+E0BehZu1vSjSS2xjnYOH/ERnmSBOPcEMfi+N5nX3vs1cz+OqzGIFwwxCBpN/d9siHPIRIUmVdU8naq6oVwxAb7SGf2bYkzdFS/+rV9F1+pa3eSFYryv6DOEBTxK61GITRsEusQR6gcvHRmeb/llJ0dj6Nj6tm4EMVOw+hFp2VE2EnQTPlh2OA9LaA8jvBNbectuMSnPsjEWf0POpdpA6jDhv1M3OlAD6yl17yEedYHTuwhlxvAcBY11bxCfy3+AOGPHs/EsEf5vEGY76+i6ANRu9JatJMe15+nMuAeNlJGbiNsoj8MAu3rWe/QTDpcD9a2vzCJwjhnPt9s75/nhV1gaffqWE30LPKLh4RbHr4z7tfDcTGso7eeeUBA6eoXgeXPYCICn1esbcvFJhUD2npobX8jJPxtCyM59727A1DwQlPu9kQhBTQNJl6AU3YvJXInPLUm9TdjDuvs1pU/jRTEpTfGxD4B/PKJYxGVvLQ/i8rGB+aPJfkPilZMAXHTWHrMomg6yh8Y4iaAt+y2uW0nL8IJcXm9h4Ln/U39IUr127CZhCO8GqfxnBZY4nZYx8HgWFIiFKj8Nego6szM2o0KDp+1CVVDZVp40s59i+7P8daL/6DzQL8aKYlKb42IfAP5o6fYf65VlIXCuQxOOvltkwNU+p7FTBAg7LR8Y1JLTvnpqWfbJnpz6he/IfbWzvqfaInUEfsSKCNvXfJlHXixhLqhbK0diHSCAwX9JAEE166xYTZ296e50zDJXzEABCQzn+D/frAw9AnIkWZPD0m2aXmjhvoRtEVEQqivBdJuP8eKzA4VX47Na0bKTo7H0bH1bNwIYqdh9CLTrytRSGW4d7V7UoZtZblN83e6BhzVSRwz+SzYl+SiWnceinZJstSg079BVogZx2uTmoFlJvepaSJKFoGXfskLFqqhr/9Ys/SUz5ttOw5cMgWE5ftPB3bHXsMPUVMMgJLSdrFRS971RS0rkHCoZPv1mpZZVLoJ6PxZVrvobZTAlzO4KoN/UUWdOPPkmVGvEUkP5y2WxDD4pihuBq7Sa3va2CbUZTczD8FzZUMrYbE6USrRYKD2KhDbvF/cHmnXg2T/5HBvBqK9rJB6pJgLP670D6NfZn7TFaqVR7yxGAlfCQpq/Mw13hKMfpq3zRVH0QGFv4TsJBGarWStTC7vKD0XwWWnXeqUPf6j4LVNk65dU93WKMlM+DRF0h4xDFc/bg4FFMmQF59cJ8mSmgidTNtdla/iSSuS9tUKWTZhH+cHAMJ/O91fqPAOPpwiP7Q2layoANup33oIXmP8U5uPuT68b2DzLa9cNt0OJ+ggXDgT2fZDV4YSM5EJMW0U2vVVeFgTyZ8Ya80qk0SGmeqkOTfPod8IgCiIGAA6FYrwSeoAwr3SMBwIuDj7UU3KSok1Vv8Z59Xd66oNEl6wmMcmdj6wwSWM0elbuk8CAdM6PbSHsKr+KYpygWeJhueT9paGLYQqOHqlQeY9ZJz+WbfECS0VK+fC1LlcpKXM4+W5r3ctuocsmlkQoUg9RSO+6tta52e+3foVatklnLyGER9kJ7lguFkf73IJLGwcfhHXKUrUXMuHoxCjqzMzajQoOn7UJVc3u5kXxuSLSjt+lFlB+vSfORWY/GimJ63+mUVwKiCy1vk8er7EOKV9w95AEwM26p/e40yAY4C/7rUz3bM6Cej6L9kmgga4Wvbc8DdwKXMnMHX+HGtY6v5LWqzhP+oUS5TzvmsZd9n3tUdXLKR4U7VDNB7Ajjv8juSFY3cKvziTs7emS1SlZGzFQGwHR0LTJ/J9ynsCR4u/8gCdkhXqya1YUvHWLUA9IekXvI+sb4PeQCHHjxFvotZtymqUVRMQf6ouLxgifOajf1ivGDRrrXdlEkkPXhsMjq0JYQRiTzzd/3Oj91HBCu+jq+qebEGm35jnIr5LaAhh43ogXO15ZtoB2qou6meWOppNxtUueVaOG3Land+f/NX4VmRmsp8OyaI85ee+5YpjZn75jB2+uOGn39COLb74sH07NQkkJik0D6TD9Eb1K3Zm8QTEColdtsD6VDDqMRgi5mlhymeEjWSsfkA07exmRUoTbB540Sd2l+HP6m05MGFTQImACBkokBS59N50WVtrKSbMnw8pfs5FNfci/ljaPup0Bh4mUlNnEkkcR6uBvbX7887iorzwhF73CPslZyGm39RAIodAnm77xKr+Xqr6j9ZYrI0fGQ4/vk4HbABoA5juxY4eVl4rmjKInJBRYNDoUdv/tnPo30+7v6xl8J8Js+JigmT3Inu0iP0GvSmYOPYeDlTn+UvlVGZ8HodrFJg7cQPIW+A51xsnYoPa2Gz+5rSSYfNbRGMWx3UEqxaV7daJoIeoUV3SHQo8mRj3rhqrJAiaN5kVUPJup/rlWUhcK5F+tFfMEPdUrnCT0fLLbb7IWLziI44bJCsVlv4uqFkPFuPADhASPOeVaHeDHq1Av3JmDD+oGd5GDLKEqnkdcbNcMMyEspS7vJapbW37oFK4imOKvDfBf1fmQu/8hu6aq0dJZ2wfGU5lZRPym0cOL7O0mSpXMPz1gzW35MSajqf69Rx1orHFlD5rV2qwHn1sStJPnH86FBdW3ePsImp4I52FXqxyNiBTA1kdJb3rmNTu8otOaL3cLB0OEGjeclSoY18OJOuukMYxw3ONYkkhvN6TyAzPvRG6W/tOaaYy64BJcJcxKkmVrwNMXqytfwHnscTH6VlWlEywOTXfKRJPhw1mV4R2kpBbMLEgNZFTHse4Ba2NExv/qYAyqlIQIr7HLm3Dl2MvDcxcWN84YFfAeww5XsGyuiGcf1EQHq9N8Hani5hz5bGi+1jECA0jTHQoydcsNEBZmZuVoR22oWG83sLu2IKO4z83t4Ul4HUb8rB5u8PAghNlh8+7D2ZLn/S3poVsSf6DLqRHGjfeJm2NTYivvCFWETz/N5y6EUuLsoOxdW5jOm2lfuLPQXMBRzAoTltHQcR/lX6MY4iuoBBhR6661ENsbZGxqeiQIhtPctENdjVfIUPg6tO0kHpel3QfiuWOUKcc4QLXJIpsn9hWdLevdB3U99cSFZfQS1S1ou+9Wv9bD3fSiuY5QWru3HNNWfIKqeWBck9yhXp4dWvkyCUeo1uh3Ioxogl4nqBjJO4ywGgTwmvG2FkUIOsyx/FNcj5/u/t9GrIOHvJMdC7BhldIk4QyPFOcW2zH9/BPNn4QkDec83paolJmzAG7uCwa7hNragHGv4C3wdbuabltvoIqtE9kwKOmIoZoALaIRyX6zqBvMhDqeA7ZeJlja8cPUDsYryww4fzb7OSiJ7aoyTJoVaQJEMk5djiv82bAYYIXP+UvQUNWYHEztKwvso5+JcSbWqyu0dVqkhPXug7qe9uJHPU37JojXybeQQndwylyX6u7/fzgMFn+NtvHzSA5PCZ1KSneh8xewpWZJcF5+aMqRgUKbRIDBIYAk8XPUXsGcVPMhtsmF8pnqbFRXHPpOgbvPYzklqyTm4djAvJwncZdl/A8tX3X+1mn36lxuEk6JOew7p9iBuU4f7RAVK2e6aaWdjmTloz/DEGQHJ8WXLYc2C2t+pWEAGbXsgBGLJ9nX2V26MjOIHJF5szcvA3JiIvcDb2uRl45rARjPJsJwK+i8JwDBuWP8t6YC6CG7tpuRBkfDwmhGWUy9UFT6vG9mElqQuZd/1AJrDnymanlcbn0EVQ1WrRgJYC5ljxDXTLiTE8U6nLeEM7CTpdlU7JBcDl0hhGA7wIns4QVmbC3M2+INlNxEuZq/iBsYDu1kAre3RLMLzMv7BOACEeSo/tmldkLujYCwPJLNFdFAJ6jmQoQtYfFn9aDT8+gaPzLyEV1X7VrMiz4duM20scnF0QthZAoP1w4G0SjaWbaU+jsBRa++qRP9QGmIWRY1XmL1xRPNCea1LIDPBT4+x6Jjc7my5tTx1phOWgRtlWPsGFsbenBGmif5NKguOlKh5kchdSNnt22D4VGoh/uzpcl+wTcCvOFw4JjZy6mgxEzgpLCrYMtrkmx+eEL9YVWbOfBUO/UtWGfZ8WrLzdqUpg9ray4P5jYaceYlefElN1PBjDCRcXyfa3E9OWc4MTq7l/ltS3tcFHDeW+DA+ywEhdVo3HS01aQrpXeEsuqkY4rsU06HOXCNGSMRc4gJ8zAC91RgYC1rxqSDGvWgX8gxCZQnA55cr+MkRJLFBJJ1BgAS3272EcpklN+mP2WZTsAs+accWeOjmh/ks9vL6ynwqWD+jE7gopJucD3xdqsP61Z4S5cYWMX2yIDSnHMYZId6P9qK6dJ3P4kKK63qwkYCYzbx9iNU2665hX51q54oqD1SD9kNsG8rOtlkk48zBPKAg2YI7VNBtDRaIlHhdJza1x9lXFzUrbw4Mms6gWJGKYzn8+GtTuOybkX/MGEwHy0mvSgiGHsguH55f1vQnnQVu7ruh5YmWDXOhr8h6ZdjXWyyIu9Tm5w2C4MUP3qYD3RfPRXb8IHRoHUixbSBWszTsZcOQ6ju3K+POrP5ALYKEM0EXUVUlacrNk+HiH4oapfpwGs3lTJfp3im8vvWWUEvTV0mlYxMNOs5VHfDj8TRRiKJ6yfK4esPxMSm8hvMZrea4vi3NL4Irr3m7m4Va5BV5eG5WNfE2LbHJE4A18d71Zn/R1EqQBzFFWu4I0F8mfBhAqXhM/QZtgmGEMV/i5RiY/MH05v6ufmWxwNQ9uBIA0xKH6CTYZyAHcLPmmt0Bqnib31b9HHssn4ekGI4t4YWgAlmvn6ZcFnqtMGB3mcYIxZTEoICZEXTqhCSFRzabsa99+VkOvGsbY29LeAvLat3kgHWMSn87L37t9rZKxvajLFgFNCFA9learZ0xQdgf4cX7KniLGew8PMQNVDix57vIsuW7UnWXhz5guZgg30DQYXbLFWWHrj7LOASr92wFadJgrJZU9umeap7lZ0GXwtkic/nqHn2fNaTPXVdC8Dwm5aSXkT1B1RaUT9o4cbH1oDe2SBL6iBbuDU9j7zDsKYxufcIWwyuK0VAOZjmf8QFQfhy5AoaESYbusRCFlUvxrzmafiLP0f2mziPFKjlEhxyTuieLlaPVqd89yGgku7DKp9NCwjLZk7lcZBrdGO2XA6vFVQYD0VdPenJU2rPXIdjXxOPSpSNw5ZLamc9z5HRb7tAgl69hdrwoJdkP5svhc7BBBir3BzxiigyZDVM/hclNncY+Dd9o289SwBEUG1GAmTtGTw8UVe3Rib5uUFasdA/YSQLp2a87hXXi9FIaxCkfNe9vPAb87FCFZysOEHzuAc/4TMf6QBorgA1x32ynMK6xLDhOtUZB/XxR//Wu6cAYLDezx3gs/NM7GGaHF3eY75QlA2E2vbguaDAPlUyWGKqOeGDLktt5bNuKRpCPu2iAK0q+SBEaeESO3qBfBOSDmwFxzNfQtVaVDiUWu3MCSk5zEhmWeGVwTykeIDk9ngDLDTovmUchdZ1CVDHvRQ7a/4/t8koylfNQOhRlAz5vxbN03lB/8LfVrr4zCBqXvN0NPhpHxKY0Gpftk0rMKJh2CnyNjzyQBv+XoCXQ9PZMItXRqGHTdTvOVwAK9VBh2Uucx8EbW0WhT1kU3um4YO+Rk71XAokTDAqovWCyZUH9E40NnwW7enyYxTZpIg8pi2BSkYt7LqSSj2F0ziPH2GsLGw2s2nly3iRaUegP/pLsyiblilfCifENP07Qgq4DwcUUPNIMFPeMyncZ6LqTAag0CCV29UJUvck+lgPpsMTcbwSo64BkD1ThImuzBSDbq+3GQzraTrj+37TjfMJrAKBhtZvIupDFwC+bUX+UKhZTcC4hXw744r5lIVC6LaQFazHcM/okCLM4y9qyDWSVfv+61SdJBkBi7jn7A/DlyrmZ/ACqi9oYUrHI+6E0Pdie9/JN9cl/7SQS99FDVZXIqopbp2HNyAYdMRbgPJN2dTGG7DN1QnC8sbraTt83CBgBHZMaJhC5+tND1BGyLvB+HEDGBzfv9crjSmfZgvIk/0HxTbrFjnJHK4dzNeHBVoYkELZnHk0VUQ6YoXmyYEnHLVREh1XWRmbRWyAy8xqTKyXBbv5xO5uMElfsAyif6HvzWWGczqEsSKngB/DuyqPh3bmoJRMJMgbmSF7DetsZ1r+mt4CJ+NAtOglcdAfEZ74tPk4PG5toP8/xFQ5SOHAqW/uMNbloz5Eaw7fx652ZJSsAcD8s5LFp7SWqmzvejrpXfPorr+qiphgOsZPEC7vBm0wzKR6JC8b3SPMP9KmDUy76FLGcVVp206g42z7vykIYRodL/Pd8uQDhzWwLH66UfNIODzk6hWkJCFFoiUeF0nNtaL61F0JsNudyh93RiqO4w5VXrZvASovqiAA10h4Cpm414+XC0RtInrpXihZxdGT6bUmSG0p5f8i4LunjUxzLovCwVWPb+2OEZkfXW1OtJ9b4oqqBQo6ii3SLa8S32bp8RXEf4ve1cndHSEdf/ajcGWUxv6Y+ivNPFR78xxM6ZiiV2uw9rgQxLC1E3GN0gxQ1QAnDwxfKhvcQVQi9dXT8gKE4JUJWTlaaPlvrbPtdd1NzleO24M4r2/IRuN04hjxpBfA+w76qRtV2yKih8jAHO8zNwmgJc5KSf2fdw1Ous6yf9SbeubDB/ycN7Tc9JRG+vgr2+aNh6++UDjn4h1Op1ZFGbi3buex2ZWkZS5VqDgOqg5xCzH1DtoETrhC3zyFMqLDaQQDlaHeaIQM/ose02RDDlqbvw+BSY+ketjKVOJxT2CEp31AwTHoLChpAunIn4za+skRDPsY+o1MYPXV7MuihLtcqvSfGa8AMAsUjkQLaHwHABbO+Au2g0StyP+zVyVjRnhCbKzwYf95jd4A8qdUvihwsAKhzf1bjUAXehyConct1SLnvgSrgKygK+oWB6VRlE7DEjCOwhA8I3ZJHX01q1zWfRLxypSL3V4dPzfMTmjdMLUoG9IKa2w/J9TlPTt9oQ2bun7pMWTLaYl0HXfjjT9o0VruAYMVTzl/nS30md8tHWD7CtZR2nZ86mGRtivZBxkUCOiA9su0toJVzRzA+b4gbXjtQB5KiBUv/MA5XDudyktDejBaxCFXZcFQHI0ZxniDGcRXityTk6gokriukGbw9muiyE5WwEpyDCR557UW9FxNqefqsmkMuxtGJpS8y7E7p+gzzWZJgVYcWQk1IOXRhy62AQPGQooo1E6v5Pzzbv9/jV/7W8Lb7whk4GzkG0x3hL17qen6xpoVelToU+93otdWEMza6hwlRClfidboET0txlkUFk2Nh9pEx88SHOb9UpQr+klj2xwVwZH+U1BfV+CjID9ZW6QOG9cWl7xWWtYC+8ORoXS6wfQ9p1g6FibJ4XuCD7SPReuQb+zUX8TzT6sZ69qGEyJVNdHEsUxvLVfq4b8qpvYS4evUik/2FwXBj6sGf8YmIf0FQertnDR1t7ND7fWiJZphA95J2lDNfXXugw3uFS5Cll/Ujhr/bvb8UzXde4vVGkjFonjMAv95OEDbvWMsHz5K8yaVC3aZwwBt2MLjppWiTWnOyz4dxD2AuLI89A+3W7Nm9nUUKipVaV7b+SINSBWDsjFRFdhzEV5fO82avCpQWxx3UWPNfsoOD+w7d+P4KDcsVTRyIqEvEMUJ56b7eWAFwfDsL0MyCwravvi+8clqi/PKgP48tdjDwWhxeDapYMJ1t+4Q/uwznEpflLW8KTqLkqLI+S+cxS/7R86IqkthsiK14nTRcpsK63R2bq4O21XHTnIGOhgMsSTWT7UN9ZX81aldBMu8GtCc4n2FRfmYJzM2HgExdCaEKf9KkxGlh3YQCN/wl2hfcpqezOmbF4co87G4yW4IIDNL7FHTAqRbLTh6of82W1/ZMohC4DmDVqXV2e7Tfh8kJsyvSJyGo5C+AjnZFHpEFvX+v47+mhTQawQ6k26Qty5R0QtjUTa1PvkprmkgVfAJKCOhBBszHnZw8Gn3Jh1mfk9mj9Qs6QdECspTtmMPAMxsruz3+pRBM3yAoe7yVpi72rqA2PABUk7IU0BbP2sy+lChnrv5sXArkoh70uPytBZ3qDXIesJLeje/dhoJC1v1rpNLjphxQmsEEszv7zfeprloiMJE7D4Igubwn1nV9SrmaUixKNlWYcFZ7V4I07hPRqGf9xEPQczn3WBFPwPcI9xoolvCLw4iIyvUmxqgVcIWSdB12OHOyMEumReXjDPbITCApLhX5yTrjWZgzSvjtsGrKRUk119K+Htu67eIqTMyGNUvS0UWv970ynSgqtKse3uIYI97t9+qjnUP+PK5iJ8rJLwJAj0AXfId+xs1R/j16IX/OfFG127XD2duE8Rw9KJG2nMP8jqGDyc1dmh1nbM2zculID7RLYx8rI+b6h7cpe3KitMtKFdgYEtZ34HNGT71eVAabMTTNYJFu9kBJ9uPcynyux8gj/mOGiJMJ+WWkTXFjffDsAlbbEPdQaZ0ksI+rHMF6RBm+E+une160STCJkpc50/xvThf4H/Glvet/CPi5LjuQSYreVFqJwJB/5+V8oBdUmIi/SxekbLFoqbkEkCNeMMoU9y4cYqy1oNb0fO0R11x/R8EQUYmVsOsaQYQlBC63pJSeDTzDqU7Rk4uHBwxU7G7Ls4KR3HTPw63YATGv5aKen3QBQAPLhDfD0+0xPKdSLKixjtaiyvTRXwc0GInSlIPL83P1mKZpnwvwKsrCIKLT7XNuQbuYh3Yk16IIdCwnz/iQP1OtwfKbelZRDwu7BAq582B9YNIdLXKz3GhMh8pix7DtenCesDLKqoTNcg3GRcxrmCOaFMRQwtNY3ftEMJ+KhTuxW3VPwIM+xHJEuVAjfIUZU5gxL5xMX7/jJqE7GaCzlhpIW+Fg48W0nm9SfM+h87H9mOPaGTTRPaY2PXjexp6C0bMILPaZ3AdN7bTnpyl0452rRxHI2OUbxM+zqemsZhPC0r+70PiUitexFq58ajKwUGHhuna70amIpIZIlaf959RBr05NpCsqtdlFphMvio4+kUIKrXRSYUwFS42UG7FhhXePjAupf6umdwn+DofNG0sXyEtBGNbKNxRqmvLm5ODl3Ze5ZjH0+zT4tBhJB+AaQikfhdtJpEBNx6a7GtFMlnSAoH5LDIBad+f4xUY08lsCUP7AZ4wyPlmTYm67YBPy0Qq/h28VnZhIp+f/6StT/KBdar8MeHo62T6A491cZzUt+pAA+8/8vocy8/EKcEJN2cYijOaLCqDsG+2TGQeqsLeo59ex3frqWmwvJKbp5OaI3RUE4BgauFNy6m9Bsy/M5+hm5ZovbkOYXbOsXGFqRw/UneMgHKqLOyLhNzkrnq6k/6XXjN2d7ybAy3lSWzqXqm5/k5irtQJWDZ3FuGb6HEuB49GsfDMpvLRkqXRD9eO6HAuz9hDDfPhhfrHWLOSk90okDn5zBdvxvqKmWFY1v6uagGyGuvHSTF8VCUupCqihBo7Ibm9Hk2wD4N/r7zgxZfqQ6Flm//ZacdHxwNu1DkLVvQqcChH59Fqy/GOPKS/8F2V0iCJDK0seVYJwx93YPuvIiGVJk5baZyb5aTn+kqRczBotIPVWyf3HtdRaWsL1j865JcbM6NcdS5+C0Sh+lupR3hOg+thGTzLRtC2rlGX1jYziaq/Ns89FKqKX+53o5voGLHomN9nP/DJhJbl2kNMrVNiTV/xh1W0x5hoqNiFwoYd3IB6jn8xtWFrCew3CX9RpyOITBAGHbRfuuUMqv5uVqY1JC57iE1td0Kql38ELmO+DC1FS/5LDCbN8mnROtgKSUShVgav+UZOEh/yUYgR0Bd/yy4Be9NBDj3kTwxHuzpMclQNMkqA2s4r94LUB5KoWNETdjAz6dFOrfxsVa1kb8ezmDNa2RZUW0RZ0Q1f/6iNzLjw9qR9xAEGalLAGveXg0s7QCw0pnbXeBPxXWHeNHFJzjp62lQNOEfgfluKCSNfBbkgaWECe6ltgVIbcGbY2shvMja1LBlJBnCYmfQzNQgyd9SFotX2CqJBgpnKsizsgnE69Uvfyiu3SLOvcgTjiW74kb88b1ULGiMz8XfBa1lPI7DVQBvasLgRWSHaDAR0iFLaAV4Z4NlM0rzYZyOEBrHusIEhkaF0mqFqhaLvCMzSQGxtXtIBjDE4ohkKf13HlIdOlqXyBOXJo2+Hmf809a9L8Y/2pug92D5T0RNeEs5xKAGWrVaN3GK8G4THAwaw2t8bwhz7DE1vvr0UkWXeSrzPSSl5N7oCVYsy1xB/k2MJV/KDGobh9q3kK6VmRRLBvnkALJa7MEC4FrcGh6+P7o9IDJTHOaOKirXRwIO7P58e7iTSRMc0CenvGi/JvyYwYieQedqFGEEO4w51sDgNFN0qRKtthC/Giz0eBcPGay6HLEwuse1Fn0MdIfeGOMXuk4RKt9VNW0d78+eXaKPhXu5B4dHQRcL/IppisQaZV3epVAcPF3bXVPPESVM4R9BfGVkyVJtJiLB7CzK1G6i22FaDOeCuS0XQGwWu777g8sdi6kb+41tYl98t1CIFCUklN+GmegpV812uc+qc/D+UxBBRaLx0K6qiUr9nl69pVe/TRTNG6xzJjs+4t9BmmAPbxePCoEvFqchS0dJ8S8G545Js/U+QvnaXOFnOpLd8dFUvR03GCKl3FWWKrkP7U/jBFzUJF0xFMVB2GaEYI/VrecsbDxkZDYdy2BbBFCZMG3EzUqCGrQ+L3Zt8L+z6dc0MvEncPam3kcivWesksCVrn59woXER7vQnLWd1iJOL8DmEZa10+EpRVjm9rqh18WOlYr+EgRc3Pmpy05TiCDVm2xFEhegjGjPA8MicOiy0ulEutgYzKCkpxvv1EHx756/rhyey6XVxUvKi2eQ6u+s7sGyEVAgYqjvQBn10m80KqAT3bC5y1ySf/9LhB7IjZiOobcV4ilX4slw5itIY1h9CxkZOE4g68i4GL0WbsuPqpovRY8aFI5p35e9EadzakY47HBTaWCMlCituV1ooo4ku2HEyGu1X0wrKuebzCh2pcou5GUpyvSmSOGHcIRs8B+fHLQDNWqCRLjEP/43pO8xsdKFuVX6lFTIGS3CqphWggXZVbtNG6HSV7QLDa/C7+KmXqyJWdPe7wfSjwuWbCd0jTxRabtDrWtARPjH8wx8oqRirjeyMz/InhBNdqb15Kf9mGeG5OlOoWya+jKavKCStgua7ThHYqUCnWMYeG20UshER+IOEefLlsFFVKMrlXtZXaN7o6laSdTt0EuIUuOr8TqHZ1RUqoadb1qCj996YKEb8B7jRps++z8laV5n5aFtpRx3Cto5QHSxRURyVEW6DnhQPas5RWWATmuiw85SXyNOMqBz1EVOLcev3/oILD+GrQDOp8JY1Hbc0NlWfg2QpaHeuCPtdNfoEGhEbMFnDLszwT1mGgB2E3vcqVGW8i68QU8r+XhiwwLoZmkMNsp3nJtNaSWkVt1PGZW2TPBSSfbRknBHeRFOi6mpz6rMYdr0Bw1alaIIIXpNebdKUIplul7oKOlwv7hcZzUt/gccZpt6i69c5TRmH2NV/Kuc7Y4ihnY4JjO/6WZGyL6LGj9+WUYntgvaCOLGG6cbB7oo0mnvjEHBIIlV6UHwx2PZM9b3EvQ7ZMZoIYN9pVvT5OzJktNxIqqvbv3swrJLGj+TrV9EtRQUX9VVfuenQ5WLzxTiyI6HDcEZ5sAUK65SQqs13QBXAgBkQVz6zhJ4rQEedqDfQh0KYCV9dsKfmVII46qLRE4uElMYRb4WXoet14m4sCr2lbSg4XAGVv4bTSng3ElS0Gm7q9ZVojLGrwOX8hQ2CYCYMczZDmw3r7ENWTOdQe5vsh0dtxqwu8JFyriKc3bQpZZBCeUuqfB6+YUo+VkABUqlTZPDjmPbF0Rbyr1tzl+/m2y0pxVfzupMCeV0dPvQBhqcARX/KE6Pobmfzd407NVM6EXKdhxWZx/gi0uwuDjlMFCpX6eXsKVPyITLnZSeex7CM726/fDzN6pCv1dRj5IrddblWwS0+HDnSKvLWgqNO/OjGeF3GhV1VJrWfZPOM9txbCdJvoTHiSw53GxYI4EZNoR/Ty/J7QzLzzYmW+E+B9zl5+f3QLs3IQG/qJ4qrFpf6x8cNtt+gPT4MnvBricckVvFjRvBrqMhBwvQOeCYOD4m3x9b1OVGfPzq1K/YSUOyIzxS90ivWkrftxFWKEQjXXqf93FWXFy1y8eGl5Oo7uu+sim7xcnZVHQDWmUuKx3sTwuymCxZkknPESwL5QZrP7T9BwmLIf1IWkOceIvuXp2/LrrdVBcrwQ1/1RANa5xTBMymhk7QKLoC/UrBbIDNkUm2SOCSn7cQzdoTdGrkFikWwn/QSwMUiDXlDv8tP3YveZ2TCpgKhvt/1toHWQ1R7ItmEhM6ZW8R0nYEdWTyVmU0QhY/qNWiWp+FLThkRlGA47sCybl+UTQft9xTWSynyK5myuPmdKA8gmXk8Pdq5zkd/lCD8nQN619yH1Mem2qcr5hZpUfEqRwg1UR4CCXvJw5c0bYL7QM/cnNAC/qO7+/I+J3/68YwpU/DeNvFgD/PlPUGfeUwKnrix3i79p/JV9fmx4H+aKxYE+POnIeYYLQJIrZ9Gr05MvNkQy1lR39soMyrNktDFftZQ7fvacZk5PU4gpRcV2IXFb6cRklHPaCF+Xbrm+XBkgYTk07PG6hAjuDFm7C3f1xuiQeUFFIQiuN279+QuUr1uxWPwJtPS+jFwYqGg7J5FG0x/3jvbNthhv46bJ5gQO8cdWvWEnPtOk/5zcZ0vW0jRwYj5lDJmAyIv9cW8YTWp10wvZM4gCqzU765bGmug0xdjU73UiZiscSNXHPmYu0i6cynzh5riqSUatQpP91i02hYmQJIc8jImxuI0/Ld31/AkZrJNMIIGY6056AtMShTD+sZLgDF/Z+6SJ4iAkYYUv9d5Offyvz2JhUlEZrDro0O6SuMtid1B07gJd0bEbSfl4lMMbM4vQVvzKU+7lxwDI+7z0Ril8F7e+qB0KQVCxFQmDMmCSN5AB6ENi/EP2mo9nAtKNPo9DflvlqtYQNgnCPNwas+/ikKDXuJhZUSLDnFX9vr5fmg+1xUuqx8zUnrXvRhrJLb9vHD+jTf9+8Kd9Smw9MYEnBMispj93McY+Di1h9x9CTrq0uMT5SlpdlnMgaZvki1HOvNMMsZeD+SnaP96gkMSjVxObnjiUIJPtRY2CN0AGFSsaC7Csrdl7gOCoZODdbs3cI4tYOLdiO93fuZMlMM5n+W5M7b/gUwHWSmhJQ0I0VAZf253XAvTuks5OkGYzlnhgcduc8ZxQdzwa0s0hqTdmDuvD/DHEP67kUN4H4ZL1MVPdSJXXwvDZNUEhOFN2O7LFGhaIeM3WgjG8e31TwluXMJDAEjJTPsjcla3EXn3M1W/hJpX3W/XAkoDyRWC/i3Dkb8eabSl1vpnZu70lFF3WTNJjdrDPs+YhNvONGPEcuFPJj2EJ9pK6TsMF6tjlEbOrIt4Skb+mtkm76rXZtmmGJgRy5nZJY3jPljTkFUgHrIobhFXgthUKO5w/p7sz5caYlXJv4X2iRa8JH/luPYDi1p3wMGrdYODVN1T0Gqr2auBDz5nl3vvkw1QjJ88xq5g6HRwTy+5ylpdIAWnStRjmtIMlIqVPMzma7p/h4U4NAyBt+zWLV9kuzXROHWh/FXdiMTM/GtzGJ0Phif9lRIBHdys9n3dB8e2XQQtlAjp/iWLp2O3VlkqES2RZY9nMzIHyv3AWZyMlLRLgWSkCIPfBK+G0RretR7EcfB7+re9dSmnL0MAIrNdUS0Qk6AE7qXH57hyS3Rco+giK+GHXm8A6vBjnfskX1HwA6MzbsMpNVi6qjbnDvYAHFiTYAevMO6acGkUtea0V4p0ulxXd2bdygcZVU3O63PYOSQoNTqc+oB7XlUnm3UojjDKy6TgFjUpF/i8cEeHKBsKgYX3cd2bub/pgOr7zx93LCKEXbg5nW5yeyktgm/90bBFHwAcuBov7VFt+gYwPHEy9IZwPF9LAqPN2TYmujGmq6mQdjzhZbfu04waSBEE/VF3l16AxcXJRtL7xPKxD16VWsg/Y7WMh+4BH7lonFiJ6xcWu/TX7MjTVqhailOKajeIjRR4enc+8due1ZQaKrKJKx2B2IoKXjZSXBZVIz68f4/x+71WXCr98JGJdcsNPaGlWYJP8EE0rh82MqfeHJDGjZu8FsgqpkEamXaCbHILlJmq84hMSCvbfAj4VZAWFBRej6Cb6RZQqsRkGXWUij80y32ETNT65ZeaGyVH1kCgyx5NFJ/HwsSmCob2j3wSCFbWaLjFz2t7r0u1UDv2Um9WkxtA0fH9RX4YFc/FhHhtiMTr9ACo79XXWVbORqPfElZ1LhQFuAkS2Mbvk1/pND4DP8gBkRhnMWarqgaqJhSo2RrQANtN9o+wQUWTX1xTV5Cx8DsLIvmnINyGJ/NmDS5lopqJ7eEQmPfLRLPWBiptBJMXe92u1wHnXXOW5/FTJfbl8XPX5szta+RTAo7opzM/m2x3EXXKfWyAZ/Z4AoC5Bga9+qPLOUKR/HDtrFBLO5Q6XOkyk1zfzLGnIwSnfOKVkt0zwgl6jTw2kTWIygQNp/oYIFwGHMVsk9fuxzgZZnnHi4JjrBIC08djRNrD5K73VSTGgKifEDSfqgogPYFVc6K4N4lgRvZ6BOZOM/gqCKdkYAqRhP8bjwE2DWEyWiZ0vfP83Hkf/v6H7fnSTUGIqEObUxRyOtC/MTfOkqX/oaeB8neBnKlP3IFZw2zCac/zXFXfYQdYqrvTukL8Bk2GGmEztCtV3+l0BukRWd+Xr3YRW27lokENAQRsXoc2LMMezqyVH46JmsCY5FExKBZdul/KWQTt0bAqi32WQgz87Ax7//pcgHmLVTf6484R9O4y2pe5vE0O3mtLKo4ln2axOGnFNLZL1ymZ8V/hWkhmw8HcxYzH89R2aAACzSM2X3lmWM+qih241l4K1f1jGoIVkNRUvVFVjJzs2nKTfdql1GHxtAvJdT0y2jzJhAlULgDMI+nFOZ2vjcjX3Jb+aqhLxChL8Xn2HZxypMOJsZb98RJGPi1JF3vNjfiAAP03Rycr6JWpXdHFIPoaqhZhEI90fxGzZ80+VO6fqAVfewfBHF+0vwVVehfLEGiR+3TEJCH5GruxJahIUBl412JsLaoGicFmcaPBvKfvzgcydxWhh+Fm2CA4bCriYdb7Ez0//nBC8mVwbeGYidZ8AvHOxy/dG5zoYM+lVOSopkHFXDsTe1QrhaUSd4pbOg1781x5pIx5Z7Q6yWfahRxLUPihaEMhz32E5c6S4ZewNuY9mQ8/KyPoE2s41mXpYkRvgsvOqFD7KCDSfoCGNIgSVe55TCP6m42kUYdfRPKBkS/ryLgMhdKuNFDdPXnvR9eUpB7tjqX16GbCL5wVNngYpxKo9k4FdVP3mjFjyF8liGny9aANq6uihzSr3G7avQLdeG3v6qbYhQFXHAIO4zRZ4bvHGRjPr237Wn/SF1izZr6zYMhpIF7khlxA87BKRyoYi03N8Ht5eZ5vaL5ls4dcVNX5Qh2PbPrdnZZpVbh2KCPQvFZHIiGLRgMyeMQvnc7jyvIai1C1+Fke+qmtG4sUdbHoJNb0k0G71cNni2dvTRAUOqyyDS7eYJuiuAJQz/xz3NbT28waToCCR7m0uq5wKIzupe7hHz3K27u7ZdpOvfj/p/jrBhMBWJQQKXuImnCPijBlmrjDdDLZEYaBB6RN+ma7t5Mr+jUF58CiJhMyQgv2gLrG8Mv3oV4QSIlt4RfLkyVD8SgBv03cijbNi/e84BIs7TA7EgxYaSPykD0J8elyquJmQrnzCYHgkGEhqLP69ovmnsQ1iUn4qEOclmUli1AuYOsCLyRIm7gnqGbvrWICOwB/CJUofjOAFCRXkF0u5GVMkhLV5Y3QrqUTz4p7fEzX1ZyjuawV5X6dyVmoTobtEJs43UuiGDKNVv7MhpS+hTBupqBUfWm5w8lPj3xIJfXrsuNC7lbJikL9fqzMhXeZu4Lv5ry471mSRGsiNHjNJ9pj1eIifmD2kxOK77KnIOJInG/KtXHvSAi5zySBBItXEgjpVmmDFp7tENPhCxDe5NASOLgUc4ViQfex6zApcjhQKziFdjVl8Wj9TILWkmh2ioqB2EHNkDP96+suikyU2DYFShZEbNS8u+6fTJFMhcYKIF/AkCPjD2OLH1TLcPC6A9c2NZI1RfSL5QOh3klG8ICKnPkeRO+3SUy+r0JEy/DSX+5Eu6oLqMSB6jg+wetDXzqFuNhXNtG6k8Li4F79E/hWWbD0QWgF1bCe2nhtSJXl/01220gdPV67XSeVILgvw7y9Gspy9p9UiTPEMT6OYRo+ux3GzgRLedx2njeXS6KLrAxAMIq+lJF8TzAWUxd3j9zFJAw6OZgR41hbUFivOfyuzsv5KCoD4YMaAF5ZsmfyaqqH8AxKXNuAxa8YqwATNhGsW2f1VHTwo/imeoXAHI3abTZt0wu5+fniJMVIxKUKPiTYRqYzfzA9bUn1J52yKOPbIcacByVZkGKNkse4xaGt8CFmFe/yDKEgHP/sgOkHLhLnKL9bCOcKPFQ+BMOTQA4bg0JRgeLzF62heY1qtAVnR9sUCR8fTb/kHGbEMuLTCjop8hwFDMAUp/MONHUmstkjGkZNPdirvlxyiG3tHtRxF44YTWCWgsSHReY1bi6V8bGT02bEhNxJcIQOW19PflxVHEXSm0gYwlrgGrnO5LugCoEoBmf6GDNE1qTIYWMA3rlsrDW/LiW1R5x1oiC16DW8k8lPv83SCVKAQzJZBmQ8IG3esZYPpixn55SSln7NwTzuiK88YA+T2+gBXH2CR4/5psI30H7VG9F5yuyO8nw5EqK+hqKp7ko8WX7U+AWyiJg0AuzxWjKDBhQO0s9Wj1owjXTK2YPESLw4RtTzRjVOX+BVoEnVC/BEfrYO9lUN6Pax9KFG3lT13BcYwGvjbjGAM5buQJcTATUyWinG9J4Hc2+TelnMRncYBIuCprwYdyj4x3oA/DEt92hzak+Pv6rRTB6z2aNnMcFEh+pGc5Gl2yqLKpZ45N/LW/i8v+ipVyU8Culjyyj+W/sUQkJ3Ghq1bad2D9EfjN0N0iSHnANKYh0hSTDfjO1kJBixsRQL/iLgyGbgXmFg+XI5bLoYWRJyVnWzKetGuW/MWV5v8JjwdPnUOTkobQELct1Fn0yFvPNVFX7j0Izqfua2uyjX2JZ8EgYEDhW9hsoQ6EkKTT1U8QM/xqaF7lmfIsNHlvcYoKlTT3pozvG20n1ymYVKq5zmp4izOkL239IgwIBPbyuFlpA7O4G4h2/m/rizV/bzYyhq/fMmshMGQ7GaZWXzLobAUdb45cnrO5tdSv5wNVrPyrpgOiuCRAAqlh7t1kn44IKX9xqxw3zieb5oKVP6NR6mwe5zccaKXPlO/9fIpaj2yQYDX/eI9lcetBr6tVSAhtK6/r4Ql5fYzZ9ENTynB6NjP9bAXpV+lpwJeE1hFwK71SiDduUrQCsrgeoob/5CUXhuYODwArRYp/kPYggIbbcc8R4h6MuKvH0AdW7pXMKZN5ggpe+NlPZqhFKTCjUdLSzCa6RScWRZWemuxrdqZL+v3Tzx/rJ1a7WgHvQB3SKvt8MlQfLT0ieKWW2rrvl0kYI5dRfZGSadYkQPZBPOyCl5JFPc8V1kqmFeM0g7hCsYdnEdMtYUf6o9S8YuyTZQPGhbpaXhVlnSm7sRQ0NJeyYDjRnfopD+T/FltXYgGAgAC5i/9zEYfOcwSDhXnoUXVlGvWSqUzol6FkM5i3DEQ88j+k/LnmXB5Z3vp4+fOclrXQxKIsyioRxKf7gI00TVv1+Lx31krIzIZXTvLuDyjPx6taBtexKS8XNDYZvaw+hSAl1ts3ZJcK6KvZFU2C55G5/VzXXpS7l31w5BiEsbumgwdxQLRSg7EAw5sD+2emuqqTA3WTXmf9K/ip7HzeXYaKxOKz0DyNloLWzgxPFhuJ+fTrwgUt3G6QQ6M8Tb/Ch27mfozh8ojdVf1w6AumPIQHiTe7OCyV/KecNTPq6retuZRZcmA5q22AyT17L8c7HdOcY2tOPkZDNfWot39Wfc7qA529p7ET5YDXphmFVmq1n86SPAhch4IcJkWw6DLjzKIK/YHUlNbc2AWHo279dT3AztviXmd04hxQGv4kEtIGm+4cfVqWnHmyp6tD5HQAHUlkFfQwVnAGYyLSbvXDfIbo1bzwXXUlJYu/+PYEgq4igkr5GG+q5psQNh0+T6uB5A8zTlXqRxjBDs/EE+T7o/5wdec8248T7lxM2TpU5yGi3ipKW92Rb+NeNNYQwkTPDwgrB3m9gLLodmR6csBpnwju1KzTQMhS7NrJaKwaxpZ+bOiE5PuEZ9iJJ1Ehey3tETQ5S8Rp/Wixgk0OulcDr9XVRpYMOzqEHxA2TUBI59Xy3d4FbsCtxwSeFUeuzRFKXrMAJIEli5OL1ay2gV4qaVeGTrGGgQVDeSZPQjuKREaRS0bpcs+H0EUXmnM+MBOXYzruWnOdAq05zsGPPTodayI8CmXvtc+WYEJ17p3Za3bgir5KAkgTG3opRiFqRWBERBC9obXYf6YXtIagFCSmWYJPviQRGUqm3kqn1Dz0q9OkCBiGnKIwXgh2qGQ3XnI8Os5WuLxEl/7TcfIbKzbcivz2yhMPKVdWTCb9QybMBov/mHz1x68Z/zMZfcjN+/EUJiJJ8N1Wi9NnEQJz2z4obSI080/L5jjuVfLy7WIw5W/HW2LFNIDIvw0JnocS2wZiyTcvZe+/1YAFEjxoFCVih8t+KDVRsb+yhR77qEfZeUlP4nHCQdZw/ijDOzAt0DFal5+TX58epo1vc3WsRTfLV6Qg3ZjYIBu08yysyhf39btgfXKtQvOlKdhGxvYl7RGUC2OqL+Y49QgCgiBCFNXE5CQDoMndxDBLJjGzFB3i5D1h99M85+yub6ZLHnlzF1xzCGo17RJ+cCmuecW9/r1T6v8GPljmy0Lzdp7+71fXnWGROyYwNy7kDMLdzW5PCNByOWKmaiGyAxRMUMfcHXF9Clz19DzagMIOrZDjtajpPOgqK6jy53TCc/SHqTA/JYC2Yg2KUOu5Rri8s281xF02BN7k9SDQjn3iMcDMQO43SVkidvpYTH807TnpEvk39nv1qOsQeitUyAIy0DcpT4lav6ttlBC4dyy/Sew/DUD2HHAwjsOVARwm68Y25rG5mvYd8o5JiBcRbifxT1SI/DXUWWDeyD9L7UnA3NEfh/XDhadQZGr9BaViGOdVMxGEkJPrS268GPZvrE5DT+GH+NLxzW9SVS34o9qlc/Bu82UyJEsGWYjW/CPI1WG6W0vdbDSF2EkweFiuTm+yXifcDQRaqfujsukw8WPMKqmmfCrEHw/E5tYlXjh7aStCQdcBl7BfMvD+Tls7uDC0YA7oHp2zNgVUXowmOVNMM2h/Bhh4ZQltu6ymQdXpk/rYPslogKcr+Fi6YLfeyQg4Uvkexmq4cTr4d1x+Q8/8G2mbTg6A5FTr8IHRCxILt0wp3Hpe44YRcsH8rEsoa7cJsGXM6vmgoji7Nn4Ow7zwBJZM22VhwrtpAdbg+HDiJVusZHnJjhMj1eOtyAdJwPWlwRtCHIvElL/apTEatDY+1KXFgiQzW3R9fO0K0E+1HEOFt7jz+HdvZrNwrLCUGujWm1AExQgFfeQEQ1rFpzzXSgcdgIik/Bqi98HSP3r7AiVxLDp5psVBAqTekCTvdpPVwP2s2NroTqj868iofuC87X0nJdPu4ZB4LEqN6TJSbrbrg3aYFE/N3SrW8YZbcphpP7bC/8rV5A4tEhQI3YT2+tj6VBXYjoAF+HyDvgkXVY5F+mBks8uHJKC9Urr0KU7xa2VDpfv8tZqMVwYKuQkcTS2w+b4OJVPqGtkJjSkFsJFBL+zEcQzHzLS81B5HrxcNp/Dl2M67lpzgIjdTcGIWeE4iA82VzwRztQV9eDKv+hiELGV/NAiCq5LPKFz9mKXrNm2aVmpilAbg8w6vnijv9evMcR09Ti4Ux7txmjFpmNxHEa+EltzwsFwOXPaw17yND4ViBahC7B9R+phPQHQxVZ82c1amhkVgjdX8I8qx9dacTuPPdSblc6dQ4LA7OsXdJp6Mxij+Vh5OtSQuC5tpVA9axO2syN5lbMUpubY0oug5grbGAOGElfx8ZXINGPoUHfGb1fWbS9jvcvorxRcEMtTDlgZsHqeZ4II1Ix9QHiwFiBABgGx+MxBdDt/m5Pn9bLjdIm6LHqTQ5IwmwlJS3dFZEbMOjPaDLJI2RWy9Yzav6O6mU7M1QNWDK7TL+RNgxo39EGJ4y5ptMp3ISEQ3lMFrh2n5DQSz3eIEoNz8Nih2AdBvPio54zXF1yz5jqIiEHapjvtvoKIcUCDWcuEp5BY+p5j1li9jj1CWuaHNu+YnifQqub09EcxwWRCFlG+J6YTi4RuSmrA32wFWAJ6j6MNy3sVux51/A3UWx0aXosc4tz796Zk1KMuYa4rFeVsoMnkgxt48tE1oAH8jxtd3Hmo7YHJF5fD3FX+sMU4h4nOsVGUdigkur6l4IcHU2UOBfGk7ETLwMUbLuin7Hkyssku1LJho+ImiK4xIiAojYGBHGchOnW/OxW7rY5GksxXumZ6AlXvW/CJaic0QLRlp2DiWtPjYrBG8tAJ/A10ANMRQjseqdt/aXcnEIIYfPQIH35v+xH4tXmiG2rBuaOoCoG3KeryARlpAYekpRmz6+TmbsUI1ail1mTft5FrcBIpuWidmSxx8yj9h6OdT/WWT4rZqp6mIJ+RDmo51N218Dl1nq4emCAsSJGmqUwCmgQIiO2Zpo+5EDRV801Hp3ST31zipMtXqTWtRl2whJr6oygVuDiUQBlOqmplj2z/ZQbBlSi5rcInlyvlKHEj2Dv7S0NPWxQtgLXH8lAfEZ4+SqxA91hoWv31VZC+v6HKvM9ApKCzHytutx3fUyPiew7vA8zaVP2tXGMJ5JPhQ4vlrdiR/swI8XTrGij7vLGLWHNctgGn/0a+4dHvYMplNf+8y03CpX29o8oYq1i+waibW1tzUCjZwmtsShb9ilSQ68slsFiqRnFzPUT+P3FxxRf5wAigzbSk/5DjJv2fZqXJgx/JaOofPbrMtwjhTi9ogOJtF5EGensJvZTIyCiR5Hqn/FNfEVLClkKgRVnQdVGtoSuwgOwdGYIFSjipmJiS0Kh2I8eh+mMWmKQE2N58+FqGGzqbkQDSU073xqXVKF2496hcpsKLJ4NcmWq79yywI6Ad/jbycum1gluc9TxJwGZsG5Mh/2c1mNR6zDuwZ/M0EHGIklDIvmUxuILpzc7HaAk2eJzWRdIj2KaVujviSo8BWYij2vlx/2N0QfKfjqqSlp6fmlqryhO/kE+JoPq+jemfz5dDI5KwYZHjGu8bQCxIqmyiSqhNN9f+ZEIANs5hwHukXSA6pzP68rDLzay6QrGGLYPlVpBjmafQTSWrRgQoFH4fkLjZSsHgcZ0goMzk3sQcV0bAWBiM0fSns3QBm+0uy6LQ+AjJex87BClxdUAr04NXpqbpf08ag92INE4iTXk5KKH7womaQIue61WwhxlG0jtaChUJpNBaz+lGBJdjBlIfI/14o1av5J/8vS13DwRnxjiR9eUFNtWwT9FsozVnF9kH/NpM/PaIkKNdgSF191rtaEfd7KgxY77nkjLblsxr6Sg7EUjSswQwtzIZltAR7vnIhqVHHc/sYShsRGzzhG/7NRxCtqBPAASTWuAlSODJAOVUWZsdIML3F/ACqZQ8FOdPIqOq97SpiXs4+YUl40tfrg0kCf2th/hMQAy+y4F/+JazawryhJHOrP6pwNNHqrlKzupTrrubrVmI/foAIWheYU8MXWqbN6oXyIUwkyfWygeV6w4SpcDB7ic/U6R7KeIMDEcALEYl8K89wpM+x5lD59IZM19n76B8AIpFK7mOrrOLoHyZkPgvnbrtPuCkKZ+UdJfUsEkHmpX62QMfs2WV8SESgKlYjdRoNXFF2QfELymFjFMOErzFcnANceR/Nqsa2s4jztIm/SHJ2btQ8kDO5KV3BhQXwfe18KbtlxScON/5xqMsrgWfEtMq/Ks7iGOTHulV2LxqM815bU/+BKfhuEyNTi0w3mz0vFDJzbUv9ydCz2MJP977NI4OzkaWbTHIGXRrj+Aa8rR0+HvLQKyWrjy+QvBpEi0f9TkWG59tbDY1DpSyRvFWcnyFRiMCCZhc12mWw4tHPeYn/n+eRdownLx0xkFxSUIWGz33bQ3G7c8clVhNJjhydQ5gybvvTdweY0eqhELfoV/Ya3pokbYTZ6v0cPuNAqEuMXEGpkfJ82cSDVb9Yj6eT84CGqqgKaBIZ+weXpNUVv75SeuVTETE1K+qP/gxFDJPRzYoCLi1R7nRvim0XPzv1zkJnWVEuCZ/pOAlhAJtGCn4+wD25+ZD+yepRjVVwOEr/IjgSySjMxnIbjVwcTY7KFFxx1RteghGWCpXJD4z9t5olYdEpEOiB4hwWOMW1AOTdT8N53nzVF7yvJhe3LNe6G5KhyKjEHfXLzmGW9ccMQMxTpi87prGifpHu3SXxoFjZ2B/LXZw56QiruBLD0ws6tolBo+5J6XZ3r1/qdvaaypziMrLIcYRx43FuWR3sUnGLx2YV+YI5xLtMxsRy9dBMUe8nLyQJnbDu2osymNkW21+FBkELWguZVQT69bkeLECHokx8/1F317CQhN+sRCxVlfo7SwbTzpDcNOO2XCZS9Ig88IOQOsnJZGLA+ZB574pGPSl1aselpz0X3ozsM7375n5crrO0gKbOhHElRW0a/4//+f1k+F/IUAgcG5D2hkMIuk+DRyYC74+bl1AV74f2ZDSSrdSw0VBvoGCdlYfYx0R7Mj341Nf+kDayZ9B+f+SJx3HOH4Rfic+4x5m+XbSJ22Hyqf2x+wD8viBV8MJeLFlslI7o0WFjqy8UxgbCs/E3Z/7h6Xm4TGEc/cBOQngu+UU8rS9mTuJbaSTgm/yEa1m0BuawcFdJtfnvRgxzLS45GET+/7IXumHxxImAwdWRErLiriTAQ5lXvHZq1VOIyccHWOmOIPR9QTOM1H+OkTieKbJE+WVsNsGty+I144Ak6AXkaoi25Azua/W6cMRGKBs4tQtzG6KrmJKmo7jwuIv8WCOCH322m2zWrXdxHD1LuE6fxmZWyIYhH9lUfHY/nlP1glkz/F5yJEsPYOzLNenZm3+Fv3Pve2I6hf8tO2agiCURfFBHUuQSmImwDE5KbxI3OkJzVhzNBMluVWeMjAUHLGB/0UF8tMxn+KrQ67JuC7Mr+P13tFXy0gK492/t2hLNIDScSNU/6KAWkg45Nd6doLJxo8RZ3SXqyvOVMIZKQ9eMSrpcEYQW4ZUMNp8sIIRSrYNV+NcXGde6JKRCSy9psIFpnpUhlwLJLBck09axx8np1rJGBld7NUmAUBsObpNhvts8RLLluWDBd9wqbPI7K5QYxdYoLMj8S7Y5n0q43vgMfClXzmXMXlomy8lD5AV8AvbENnelmHw/749mUyPTbWKnLGMDOT9jpzHdOFY7Uxr3HeoFbZfWnBJTmfq1VfVZYzUU2Kmn62A8vrSEfoBE17fQwYqffJuiZaHoej1gS5NTU7aiFR7t0eicWRbKpArNLKRAnZSFaW2nM4PDoPwJMWmyO8sIHdvjwuymXlCOTBxGiJPyKatW+nxNhYHZt6VDcMMxihfb2I+YgislGMYgXt2JqytVsDwRvFIZD1vsWq2zQGQcurB8sw+vn2jdJ2ZzvjA2dGUhBMSSeapuU6YLlfWz8oln9rYf4TEANRncxrK/LskuKRoQvb98kI+I8aFyxMKbSC99vlQnuIYY3FpYhw9HGyy3lFlL8w0ad2TBD3h+QrdC6gkY6RaStXL3Zvq7PXOxx+JQ1LrWe1NYzU+lakOpmmGfvdmbttBaVc/ipqKyln76PgcvWSB7Y/POZDwG7+8iiy5TOXWoVs7PLaJIiKm8swuwVXyo0m9Ou03Kk06vuSu4UKRGh0CTOs9tcvl4SpnYeKfMmGShzKn25dzcwJPlNlWrTR1Lhfss7uSCH3MvQIXyLbcyeRoL2neN5qaQsDWPyrrWQ9lsVx/Y4W9PpmS0hBfnjCR2xNfIbuFmz8MvU9RGSk1/hvraZ6Y8bmSlhY9Ub2KDi0yaljyHbAuqOo3JwQJauFTxb6eDvIwIVGRYqCu423MtgDLZmwmjHso5upFzAPIoqhMI0Z1fxame/G87LeAKtzUEumu4bcgfZb+W0mig2yQjjFkGYSt+K15FN5pnT9ViCxebddotcEgOfXN8FnJiLgoDjo6lq4MhhUyEpqtrtx8eTofWmp76avrPDAJulK79jm6cu9+ZcSQRZvj8lu5MTG1FUGi8lYXvDysxIRxmYGIpBnfhr+cwPneOFO3gKEO8G0o6wQ6lZLPv3efLEx4iS0GSJkpWimfaWH2FqCiK9LedqXvxV/bKu877vx18Ji2IOSWE5XbtQFoYRJlHAHYIANEevQsDd3NLpjkicbPxWjCcGSSAGRaP4vJOjVegZmPGcgAr4jceGCCvNCTlT2qIlMODc16doA6vwgQQX0seDSXa6cNUKVf6LinnxHeLRoZVxH9g3cFeR55IyicBmK58dmVTnTrZNIuoJMTuWsZSnEZPznrLQAIWUX00hq9NEicFL0afgXywyJmhjjxAyhuSNXJAvta+A9DWFe7J6hewYW/Va1fFhQy0O95yUamQ2RsIT33Pu14GzHs/uC83XjoJDwT18/df84JhrdsFuXf5Kg864VQ0HrPn5Y1sLC85SeGaH+Xt9vY5hk8sEp61nGG37LhJwKaO4lK5wrJPWIwDv/7QDG+rgSpAdaO6joYZuCHJsSflfxAEMt4CLF+8lAoKT0HQ1cra5WmSV8q3iTpRaiQ0I4DnvAFJ9/g6NQXu1AuqXOdLrhW4tmMTJnyEAJCsBKpvG6rSEIkCL83Wb+dViXhtmV9kesE+Kv8dpT0PK002uLDUnvJshE5lT0Zuo0hBgTitINtMIkCL1dpiI3/gI5ql45WV0DSkEykxWJtXbzpX/GV3mJ+d1KdddzdMJSNQZo64fdR+WQ2AebCKBsRV1WPXk469JjTsvRfNZW6ypzPnvhXxKo6ENKUnyl5tSFUol/Sgx8MBgE+lh25XWRb6KjQ99XJTx1nVxDFaI5RiJ939+6rIuLwcizyrqsBekShHu71ibncL1bXYWMuD9ffSh/QsG3TpdTO4ARcMecpYX5JtP8qf7tpUxL2cfLQV2Y9Y6k8TviOtflwQebORHfYMzDC27o3UWcCNDvoERdaT7YNBuqv9rOlGuemqf5N1aNh7h0fy4IxKvC+zUvMUUeQNeoDatuHqER0DzQ+uaAZ1WyMGvSzcg1PXgJmw0h1SkktGu+KyvcELc5l92dr48p167M/M6DRVQJ+yA8ihaLf2K8Jb0QTslC08LJlALkjgo8JVh7owFI7UswrHt6WvJz7VrpIEr1yVgrabjHpaj10nyZNvlb+zoSsA97RFPUE+fUqfAxDEX3OF+f61Y3wvKF2sQh4RqQO70/DGxEwrkhyS9kjHiBT3PQV/zQpUMFJDZHzAgo+AvaSDNy31g78CXKADf/rOysWlYhJQca3Y7ORAaSBsm/78aO005XMD/KGanVsrh7+7NE37a0QvcZSvqbYym3FMCDgoE2ET8E2oKoHZiHpRqr5ggMCvpdgzsLH8YyhSSaOivYZVDlNCgHQefwKKKb3qpnJ7fRurWSII3i55rRrY0XvgruI8V41rCHaVJoKJ15k357hYJEXGsPW2Rs5nSaiAWkhc8m54TqohsihlKCjZmk37qf1BvQeNaZiReq//Qty+v5G32ERYV2sIkYDOFRxnEOjj+SbqDXk32feb1mZM1Qbx9lNZS6J4Uqqn6+HoowRNBfjKeHqHfCpQrnPaE9uaMZArGvk07igQpI+lyQswiHhRTeyvdfEjBPHOdCK3tW3voEY7r1WiiKzT26WWt5UOG4fQqNMnewqIFs3faa0n6F6aLuIvNASV/c67xicCuhqn503DXu40rYCuIy9oPAcBgcOzVH+SFBeNXBMJw/i+v3qlLgiDCy0LxsQNxrybw03hOpSgshPe6fng33qtHJipoznT7JwqfqwYwIvGicUqkE8y0ouQ0GUoZWzhlM3mlauCIn+Zm+q3PQilGHxHXaKTScrht+AW35Nxyp8rGlL9T2yXiAnMCyyLC4KKvlufeuCnYeYA0bg9qyslTNb7ocJ28cckIF77M3cS9UVRVxVdkLRw1XUOLPaeSaWTlO4F66ikizvAHk/ayUOOpKDZqU//EX6xB3/sxo0wgINlhj8dzLToEENGcqBl2aSdFzHyU+0DfGb1oekzdbJn3wT8iJr9/aBzTxzsjO20QxdU2doPlsF5SoU65ks2f5Uvr5t03jeaNQEfrmWYCeXT4rNabJKHeiQvdrQaOjW6YrQUV9B+ErXrrrXePd7+Gc1tYJc1jvOOzg9FDSvm5TwY28yBV/9BDwBNfMI+3xNtnJYtGqqcp9Aa6DNvwO9wA7yQtKrOm6pVDtrNhZLmwLyUtdm6Fu6W4vWkeXfeQJ3hMLHJLElJ3ZpWJi8Jfv/j4mYyIRkX3e8XCs1y0YKInDMm2wNT6N+zYtazApgrNofYYmaTIdt8PnQ7ZLXNZfPUPF0VrqKuo2MmG9qxSOoX/ihjXBaSqdMa+pjFYFnOmMEogAC+4u9t3IgTQHqlZZGKfXH1grnpw5Sslaibw7rmReq5Tt0leJv8cLlJe4rNk0EMZyo1Q5s2nqXSzUsA25N637M71yhsnyZt4P+Zq4n6+A/ccMR1HqWKDHcEZjU76RCqpJMlH2HhroLr/68BX4p9nMthsyJqBJYgPqCbaD5MckC2Y1WWlOKr+d1JQdl+L3DOnGx/+tu+hucjZsrmXReRJ1YGtm+HE474Vs2rc2sCM8tJpgRgM//xRf/Z2SPC4WfF9okNBba/Q+eQc94XbHISfcXSApMDxat8Md/9kiEQSHEfZ5pOJX+nGuTb/Yfi5JItgJFngLmg4WNCGO7sT5BGiN+LFEt1W30Z4wM2OsCoRgiiETOj8TxwYnNKYBEIChJpYmbRwbnw2C6+OQU4NMkzhYmvYoEAiEvfrb2blebUud+NAJ0fifczdIaKGUB9SgqpAt7xnu5+/BTZ/D1nGWPe1/XAq3cHjVs1AqDz/QvtpaR4/jYErjCK/GeO2Aj9JvIemN1Ok0lV80wmp0wxQLbKslo1PHs7RG+vYnsTeM5U1FJq2lesm5uTKuP7X2/EqQYQNAWhcuBSGS0rJhOJewJHa4NOmZqxmeDBpaOk7QvJsrQOcSm5S+ezaVf0HUdWvI+zEWa+lz7krtmgpx76IOCzETZcyg0UGsZAmNvDF9Ia66x2WRYIdpJho6YlCYiDuGk4wY/JhMrLTF6hk7Xr6CQfeCd1S9ixXDFSTDvYrRp48mEDOleBwcCK6FPn0yTd69v/DEpw2rzm9icvwfL7geGIZFPZArwnqZ2rCMvGjhSu7pwm0Yp1kvJnw58orBUlRFyK8I2SHx2/TdHJyvokFxCSUIC/r9gB/B8tfoodNmTP+DfyZ3kNJ6iFh0IJYT2+L3emFuy6vnhtlNQGeWtf48SQeER30djFFnle5p3hJblwrFp6ax70j+ksL1PCcqcmYYoe0tUlghdV+GNMmwA2lIR/poDJo1pmYXOPhmHJJQ8fqxCTYbokWXJHJqV9CEri3V+ULvmjqXGuMWzNxH/RnBDcC9qIcCenFgkb6efvZ6nRwDwH2toYd5hYeZZP0c7WyQqh73g5knOMx1wrOFSKxsU1zXwF68mEGZbtNO33oz8XYuvUrODUwnfN2fDPf+w65kcQczsRM9U/2vfwFxnyUFcAwwjKf4DAbDd8j43w/sXq8rFs/wpUUNJfZ4ytl3TfSggwdViB0yWX/7cpclr6EbvLYOBPnLv0ALLI4QNoS3K+IY5Kx8o/4H9tho2Ua1hVZNm+XO3VjfKenF+QnXqmEoRI9xCwyxkng0YNle8noyj5HyDOOykmls9+mBVU8wTcUklWFHBemvu0SDSGjy2wNcBUJOlnbmN3n4Ha4TNMLcN5xPvcbJ9P+Pd004xXo/ybFcGRESOnkgWKE8bFlZo091mCcJ124wvgPSJWwOQZxg2wnY8ADXEMPAQc0P+B2skcqKbaEtwpbFGCgH1SOibMstGBUpW364kEFvfqmbptgt3MXgV00zvPMGlg1cytSpoBce4WynZvzrGVZXF+CnMDUNfJE+HVURnCwg20nxvfAQsTc/+KKathraZ+toq1zMoq8/h+q7XASuNHkqJ2p8u6lkEpgKtDQUhYTK/+/3Eo/qIlNq6XuIO/Q6gItLwKgbPluHmKyNdQg4ioDkAg75zGp7a0qKGYDhbQszGj5qAhESrZtuhEwEGwhpVi/EQiD+lu1Rn54D9nBda0zVMl4D4FRx7MQFNYLqYm5rPBwu15sipiTQ0PSbH5ERnYEvOVGAs7w2pQ1LAHuzd0hMztJu+ZTSNiX0urJkOvzLLECgJGTrLH7jVK+dAds5WXKmfJdsBcy/WmkRqWznWkuSXNTW0LFZnoYPQq5xKnQsgchyzgxMlcnHBoT9oV3j81vU/lDbedNr97RjP+pHokRaWmLzl9WwQ16NK/ODh2IAuBA0M+W5ah/SNdUbCNL8IFZrkWkTXbyU+5xqWwYP9K4lfGoLqpqIoofqmmBwTrd/IZp7tQalPkfh9NvMK6mxpe/VEzfoM6VR4NQxYiENiPs1io3QSbP8K14Hgex+elHpErqoLvBwdYMtfDACy/XOSHqYu+mtCtEFH3Afd0cUP5BdiLdaTBFFaLUv+6pdT3k1yGC90nXVIEbgZbiIoODTbu0VdUo74BUxvxYQGBhJw/bIOs7KNm7AqRFWRK0+/HMA3Ina+d0FNYzGc+wbGHg3hmgIb4k8abTvxP6tZqeru9Y8gsxxzYf59RJquPAzHS5cSkURbCujxJcjzATkh40+K49rFFZg/FjM1A/ZRqqCl1cpAhZIikdvoz/qBizDASsGmy6OsSE5C3eW0nkA5zL03i1jGTl56x/F6Yr0LZ2zGOCOLiGbtCbo1cgsUi2E3BBTMGeD1Mm+Rt7iI/wmXmSSsehV1TwLS2l36LYMs+gtLvqy9hQVQEXgzgp1H0NSFPLCD99x35E1QmnvrXtYwP3XLlrK93rZs4qrlz0RHooSmxpe/VEzfoKPoa5UnjGdmtmz7w/quSCQClYUvsNB6Ktr9+md4S4jpHeJlJlXRMPw4cOamA1qanoHHytJ0sbvudOzoOYvopYBqLLkga6/gOW2dFMVJXbj9OAXg2S0ByrYouKGC4xuOYxLyilgj6CfhM1X9LOIQAbZvQLJ6/HK4OUUxG+lIRObiflTAzpXFjBSqEt5JX1Wu/bNwFTBbhMSNXvMTScssg1NLIpcaIOn3Lzeq2YRH69srKZf5keJilQtZ/pwWVFcUPPajqAhLEMOUZbhq/YDpE00rhREIdYmshbVtOYia5raqz4xK2ick21SD65KQfVH1dK21xeGUatF4ZekKUhPYg2dSmbkq0x+foAkvdSNKj1ebxGQMCIreh/rCtafkfEJavuLrNvhIcciHocBZ1/+KAfMOr8qrfhycRBZmNHzT/r+Za3VtdaWROndVSt/9mzcHJfXtTpzFbVNhU5cnX6W5Z3KYr5wFbUZt8nI7C9+EDGlyU0t6lKAUasAXLZuBCa7EM3B3bW80X/7T7TJdVr0NYLZg5TjJMF9bxnCftgBBAYrK2Qbi+Zq2Gi3kh2cauQviPvFINyrPaOpEQ/wc/GSoErkouIua1TOK2J5gNaThMR64uQlrmYxokbsAtHBCauXk1rZDbVN0u5tixqH2EcDzsvNjApCsYoPIwY80RK6L2ZX3BAq+TuN3G2qmSU/77KSAu4tAahWroCaLNUxOn3bcchSe220CTAgQiQUGS7rGT1Rr/SlE+PU56OFO/338cPIg4fWW+L0crQCeQ2RhDsjib9H4Ft5OazjaoUt+QcNL0fERnyUQ+C70twRAUHFsq+b+OObyQh7oSfRJ1hZKK5saxMNbNycJZb0SdMT7JuASS3fkmbdhCaHMI0x4HOg03tFg6NaEZCW6b3W9lau/27fl0jwDvUL050m0nx5oP2IHFa+9HI0CUGshZw/+wGI43rayZQ/LoKz1+e8v6lRISADOlQdiEv57kP6OaENHNkjqLjsxHwyfHxYQ/SMqaMAYn6na/unADAjDHSRFDV0Vh9xxisAJqjJas3hkAo98Thotz1Nk2vnU6GTETaETcXyffoTl4SWIslHoIyy5Ol/nlXhpoLTwnO9nXm+V74OOyx9w2NQZCuDWSMnaUxjj+0KkgqwnhyrFXFMAZKoNtMkkgMEXu0o8dCcozGis141/sTnFaWSzeu2u9zn0i1/JbUGjNKibBR6TpI4kEnNE2YMru16VX11gAIA74F8NrfNDTe8ZLnFhyQmPaNXXEF729HvUgGldI6f8uv8Jvpc3JqOiNBL/c0uTiQMUmWC8UFAUAlIOssKvTizohaaIzLIY6Gv5g9nYFmgEoynVhsQ6809vrNSXjYHaFzz4dMGjmx5ksemZ5n9gM0w1JC/g8bsgRYK/gYziSeWm5AyjHrKTReJN9K6fYfXmgag4pKjch4dLt3hR9wZ2NAoef6fTeTVLtusGG3xyxr3tMwffNY/PohV96TRRfNqbGYcVpPp2suYPIB9MKTWHdVh+z9hH5PzhirhGsT00BtYO/6cxwnSHSQAQOB8wYpCv03aE74iuPWMkZOmVK1/RSfqZ+3PxGcLqdyIzrwGq47xPeZPj8ujhiwYID+en+spBpp+gQO/S6n2x9DsUtQ61EP3gYfXqXMeOcqVNu7a1EwuhNR5gA7LkZQEQVMjcW2OIUsixAcAa4H6rFUy6/gSZo8XW6AzlmJDD07+UpeWdZm5gUuSEJvdRPZny+R8Lm+NvYlK1hF9ck5y7gEoWyJns5Ba/U7vrA0e05HaCtN7AjbVeuIAaZPUK9qXrvDH4MmNJAKipWwAuOjV01BiS8l4lFX3TTXpQrMJj62EQt3MSS5yoUAIyNxAUxNli90NgAQZbZJOfLGeSsih8NB5Afadmo9kAFWsACOYnbuFOv2FgVOJagOuAQaVW7VbhcULE3Lw7UEqx9KfXPT9s6oZgO/cnczzD04lb1gdcNpkzCwi7zqCz7nxi3p7Sz35YLA5gv22qFTdmxWQTDkwL64LMgJhBGjZ5t2g5v8tLD7adXq8d+BBrP+Ovz1sOjRbmg46QQ49bTo/aKfqB7ZtUAUI6fv62S6qRNocnvKyKjvw9XQtJzCcA6MFck32Dg+vJ7Nfg4sqyVm3BIpOPlCMJ50gsVnUyWdtsEjz6FeBmnUZYl14YXNtr5Op4sPDtV/aubb4PVclppryzcaSF9xWkjWJ2gs5Jihsj4AMLEJhGJL2W60IcmrBZ/9gysqH4syEg+UhkV07pKEjqDKJwzJiBQRUoSQiG7wNYvATBt9r7rv2PAk1EbN5rFOOPtXGLLrkjRwPwAPwDRIB0esIybwX3Z1yupzwHu7SxVf3NUOAta1y6mjEfQEOk0MQ3jW5VK/wnk5kCjr/OgivuSk0KBwoRXuZQJo6IglI0jZ9MfxBfrIiiQcrGnsaJ/CrnUd7d6W7l55wXalCuCmv/jW+UvTPCaqdh29vHDVwDYowazM5qkEgJa2S5Jk12cd82J2tsdAFdou2wqUpdgExWqlUe8sQNL8UTImpVJMAvoxMtXQ91ohZTnd+po9xaMfHqqZG7iSDKesfXZTMQBDbQWbI94RiogaOo8K5/4HpUbZkKNRl5i5/SlrHF5B2KJsRfGDamd78sW1+z32utaJnR+tvMXn0ZMDwfSX+NV5UjmIesZPUwYfSfdObIE/cidgNjTFPRoaoh307ZbqFcPJTH5gaxF3baj8QBqhDsOXw80601imPuCohgU6M7pJD4rLoAFHX3cbQeYzR4thJOI08mp1YfpHM/Co2ysG8QX6yHgelxDOA7qxMGCHHMpoHe/8brLsDwDBuWH+7w3zm10KpK5SLeg6MiKCF2aOzmNiT77NUBnEbWvqpCWbs7t+A028bwpVpNNIUNoStpdFgl0vnj4AN/ghjsReiNUhTMnMH8oWQc9xrpDe0wcNY3513Y1ki1P+mcCaTopHchjvwD66ARtnkdweBFGZV8P++5+HxBltaXcVUKk/Hzf8103dITcgfFmCNBDhHsBC12qoyDF1cfNmBlsp/ivW4qdAXKdSfNksZULM1AGNowbqZ4kog1pmaymQiWoVMZ+DpE0GMvcK0YdCg9/tev/Lkw83yCT4PL+0vsXPKG5s8sIW8au9HziOHEfMCGcIP2IhUiBUmR2dx8pDP7wd7MiEJPD6lYf/KRcnt1nlKWpEM7IACP2J0r4PKqmrxTeZeM1wus6ZIIs+QPAq2Bxga3SiARmI1zUmOcN4E6ny2vf6GuXJp3nt7M4bhltPZYLfQ5aclyOeLMGEIYenXHxGr7D7C1RkG4TJSPHbgYNBDTjAa7dsX5i0kn40UxIMtMbgFRPylZWsLA4OYnHLBBmONeZGSgKZNE4rnBYpIPrBRx0fDyOkXEN45uXU0L1/bGgmvUqL+NFnBuWhuV2vV+KWqMjg3LiYBLDMEX7AAE1HSoR/AoqSM9fJ49ZymYmqxoZtOoCUMnJGONGU5Yybw3jBzfTV1wGth43zIaoUuOEhO1OQ6xrHlhnRkim/WzSlVHh84RCTpYgwIFPr0pqlwWzOpin3h7AedihLzJnA6shxPW3Bt4lghAe7chLX1+xk7yOKB8QDvdAVfbxs9s94XYAL1do6Ju5wg+1y2ZLx3bGaCz+n8eFZwKWxOJY2MeDDlcs+PKmtMr/k0HvU5MKr7a5lNrSZDvxYZncOK+Fnon9B9f6ZowWa3j47/1AtDM5GTmvhWtPX9/ZUPYHkyp545etSvVpxJMk0IWhRlIPZuxuFAHxA0hOb6WeZzZ6mDKNpytPdyMObIw96/aqIo2RFwgrUUP5uwg+FO7jENnzz3VV3wraeujt0MmHHK3BnVLtceJkT+3lU0/MAUKL8RxcReCo59GMQtTVR1o3kdgMMgfE1E2KoBF0IBwmYKdjOYDRhV6YCMKvfd7b8Ib6sHNF7bBeV3apKHKh6osKJN2DyDVaq4IVuMW/76CWw/OYeNmJ/zzr/D3hATCSNPXFTWvOoEyoxhq19iiphtFoaNThnfncjAFIdQovD9Sxh9t4ybACv1QpzkIR1mLXLJ4fSqxiPARNozXYmspov5dwPwldMOs3IdX08vnR+IdYBTOEjzDAuRSxX6XkIjHCIgGgCEVSYMuZYpm5rXv4f1BDH7D2Oa0s9n8nlJ16xaI7cp6xLA50SPHcYblHAlEnSYtfkFwLnoA8tPKw0bsrfj5a5DMmyuM4Gd3WcsQyxwoe4gTdewHJXGOxfRmBenGA5k9g2RfY4POyIIfQKJT0Ah/L4RgeZoYlog2TInyAvXAxZ/WEpgGVrYn0dH0qYyKQ7AhND6BuN0C4Q4BaaTu7EBhb2KzH68yjZDn2MT8KYVZ6Ggcj36KO5CmRUpCQMRvYnnmJKMVeIqWO/zIPntiGjSaX2xEo/Qb+V6uZFaG6Pv0AfyMfydHaunoMoFEJWWwfAZpteL8Qjl0qQxgFM5CBcrcjwVBgmjWSsfkA1JvK+Xm6N5PD/MxG5MxrjxgJtBtdhoBi5e9sBAfbOSY75bB1b5W9smxk6QEr9n0jtFQo9BKP9roAu/gwuncay3OSXSSyCWlVnMtY03z/2p5IzNXGIEoFnDpsU7ibF5x6cVGuD9aXTSROhn7iPs3jFTK3eFawqrzTDQhahOu1PJpWnxRG/U1SdysUFZ13nKaWIqc0ejzEwY86PN3rJXatCmWjZqjebHbmJaLNvyF/EqTZnCpkArSmEfBaIUNBkYDkzoN8wV5/TGF04Ur55XrpbnkyRjshdAQzDZQ5kXZNLPsz/F0CBs7sJv2rqabKJHCO/evsEepsrJUpfXRCjmRrDmryDUuw3VVgbUdY2nCwCcoUoXOv/ykkdhZT5wbopLWAApUxH5DYjxDpCOLkyPcLO07dI3WLbYG8HYciMncLowW4BO6i+Cy0zzyt16UGlvKkK7Y6ofTIGUQRNYhAxL5OEXmHExgUREN1vTD8WbA06hM635B7vV1f4XQR+pSTYMtfpGrv4M1U0mfkbBZwRl7C6QckWzR9+iivvAuDMIBI2730knQFY+2fyvMTFrol2BnXf0GNjHC/ulHbXARtlLc+o+u9+5Y0X+nkPh6NnImcVmQbd3Q0SwIp4GtDersnrYdGi3NBk9TNcNRYJbLUllytjAxzRQSbHe6AwmH3AWoQfRF42JAMvrzBQQpKR/LSU5+M+V/C/ArNaaWbLayEkpBAouOVD2Ke5wtODpi+QoW7VZaw4ERJgeLNPi0LAnl1Iy75IPI0a6V3Oz4jlQQY75vXsjuahhYISBqDxM2o5H3uABBvgHG+5n1dN9IQH1ldGZgiHbQL/FWuotQbU6qLNrn+XNtyWS85F1DAFXW4qwVx9DJJQ5gok3YJLNPfkM2GcsdJTPFZaOwEzVBSGya4zHdMAUf+Avyzw7lnCfJJRUACvOh/He0vmN+k+BrWH23pSCaW7SHJ3YNOUafwGeugcYJDAWlSUQHFkGgcnpZRK+U4h+wjd+cp9SsSuTQU90f+MrKWBSAaaNFy6EgHSP5d3jYH+vjYHAO1lJUYElfyH4P6uDYqqqDQRXO82XfSZiuQETgwCU+zusErnYvY3SqG8JHXgFKusMt+XoGxEeXVuFxh+xZcIJJEjNgGGDAW9pq2G4/mFLS1GCbvPxqqc/5LJ77TU2xZeu3KbHwHrZJJl6qMKFAbuXGvm87IkDTpuV1kEJSZUEEa/Ob+JClKWAWkdu1veYZxDgdcjtChIoVMk3RPRs66E5XePjJwnHT6PiQCTg4215Bgt6qqjrQcW2bm2ZG60//Gc6FM1izaGVGr9BNA76CpIDHft82wFjW+uN+SwgO8zZjkrHTSCduVj5+CQyn+zeY39lYN7NgPlJHDYBmYX5yUtzC1RyTm2Jqi6kCG1xcSt3M3/jLZ4h8W9tGuX4j/gzqDD6RjI+j1wj14ymOkq2trhfputRbMVpouN+SGKtrg1EdDcucT7/2/gmjMOAXY3Cu+f+Cjpwg7VfD6w5tZZ7aXlph/8sNEyW1VopY37hVSoFukZwLfyFqKDRXaWpXUjlvItzOXh4pxZEdDhuCM8R/e8W9eK7sEAr1E0QKkRGkEf732d/vP5Mb6zuVUWd2Y2CVZykI1qlPAEquHVerkvRd52s9sumhOfjKPfadkMwK2ii1TDEvuoYcNcA25i8y/h+N8azaTgBvwdRsDVSOtIPWAuV0BC9c+3Py5D5JCGdlmx72eZ6y6ERG7iWEYjYK5Xy+E5ZnoYSDwbs1hF+pkCTpa5iJYS2EM7YYd2S42CPcbA3ly+vtjcG1qMz/i1hyqH1vDcuzqXdNNTPKG0/AfVNqlM/HNILsvM7vrmjCz4l9B6n4+6aCpNOvpt+EOCCJRQN7KGqTiWmEppuhVSa4NgyElviqTEbVp0SRFDWkYhcBMm1oHNd4oTBV3yYh9aLbYBuQVzhZPNmdaoZz0K7rTGal37oO4D950wHw0EpzKJRbl43hpi7QCpuvitmoa66YB6wRFP78peAhKq3yrzWkUg4eX3fh6YweNdZifuLCioOznXexjAhGhvh8onb2ibtKj8eul25rPFryM4ClIHBDBFIH7hhshMYdXw08U6nTJgTXadq5Yae0rWnsRgVvnZC7rVpZteYfnh0uywinen+wfbtFRPwsr0xzJPGjdzs/DDlaNo0grVQJmGlJkmwS8j/wASyXXl8AMtGQ6hPRjUVPqSOn+RHq9zoovbWtiLEo2mSmnM5f681Gzq7mz9f4YJA3GlTt93te3rnj26aP0oEWPNn1o66tRDi570b9QK3rAwFmn5ZGq/G32CcWxbbMbNYx6fPBqdJ9Npcr5zoMe3g9t/xT4LscNnsOdPaNdM1QogI8+i4k5gSsWHnMiGTx5OG22FNyqitsba6h+5lnKVOYmuY7bXnrBLd7SzD00f32iMvjNTo/LJqW2ocRKINzWz5j1RtD6mkQJXRpc38tF395jHu6XJ9UvfzTguVULXwxI3lnGoOEHO7JqKGUq9lFExGoDPnjMo+YFNeDuc3HGj16Y9OVnD/W7/tmF0WnRfd75CyIOqxFNXS1Rp/VRug2QhONmGYje7U/XPl6vOAcA0XZm3My/nOJPbrnOejZm6BOjAYl3o2PU23lTLet/eMzIyTXVtaBcy0dVCr+nD5+3sDvLarz6z5Mn5tMqfOguSWdWQpdfd72wY6v6OsO57T5hV4772dy8+WgOV7D44/W6kFIo14AWb+jYQ24EkZar2c0jAAd4s/laasy3nHXrZLN0Yp1emvz2j7LIwnYXCN/zfK/rgoNxxgC8j+sy2KEwK+dkWFCxjQ0wke+sHDH4PYEjbu74w7DCqdnvmWwqbPI7K5SFLvy/4b2aelUlaWF7tdh7b5zygm9ARTE87hVG7vWNVwHLwVtdk7spo9vMNt9EHA0eeuddAd23UFcWV490iMUBINjeNJ6eoKn1UowKgZ2iWTtY6G4tBfmKz306dRgLdVvqzK0OyhUoPyyp4gntuOq/zV+Tch0C6YGkyW9KhqOT/Akw6Y5GA3p9JTOVHBuzAKz9SE6F9DsS7crOEBiVZovmu0gSnmdO5joaJf/ofqBTsztgE00W2ai7QgBLNGjT5vhW7Bd+XY/4IU79ixRF9Ojlb3BF7iOKJtIEd30qZMC+QYyTGEBT8+OSoO6IQNG/gi8rTIpolP3A23WO2xDeBpJN6RbVShhJCj04h9kclI51BcxJhmdrTB5YfrCo+rFbTUwgGJDBEbE/0NVuM+9D3unC4qLXY7g3mGAqAc2P26gOADn3VLk24reU0sABogAp2HPzhl0ERT9PYrN8bwGMxxq4uKSGQclAUsoQN1GoByHe55zEvEv91fRgNb1Bh+pLzpRrf2+/2WnHDxHzAHSPY6c46IWVu9fa6BsIzXN8uI7QcMbbqOFhkXX8t46rBT9RthTD3GQV7kt3GjACkW8OAHBL9OBydsbc4iVoN7P+G1pucqoLdWpKF0bbMIM01BlN64KRM5zV/2RXShlMgYNm92vYBKfMWPH09Viurhrq9GspgegTLCZgk+IGNIRw1OK7zPXLInSfCPhkPFmUJ2NtldAbAgrFg6I1cp0CvuIl0KYGZ/Lu8/NwPEN09wqnxwFrEIryzQ1sRUz6WcUQ+p9vS0QRcgjcOKE1g35Xf0BpyXr8IG6WZ77Ve1ldo3ujqOdfmx1ifnlRDOpPr1r10dx49Q576GImoj4v+jsWwkH78+hwFvBfHPMDPsVp7WNX+KOny0A14n4+IUoVskZIhUGCbpL5I+1pCyHavnpETVAjn4RJUmaUoEWz1dXqKehHXjGiWeh8DUuFbx+PDIs6zfSIb+GGbRPSbDkpob8YdMxBzoHbg5YNuZHU2PBFZ3BrisaKk0Xgj6/af7l/81t2rOMeVrTk6YzgpUdFu0VL2x4UI52Y4vGrCY/vp3S4GD3E5+rms0loem+DMjAoqiCq2xxvrn0TfAABOHLtTJS34awjLjXctu8fCqT3Gt3dZq1V8vQrqTXgO4TFHZKLruRlmlgieYLEhnKB4w5UIJzz6uVOnC6euMLC1lSRyhTtufrtY1B5YZG4QtQOa7AVZB5/9k4Rgmhgzqh4rw9SDmC17xqAbwB9v9G+t8aAGLSlBUd/ei8bsuntzDEj1HufEJKHsHyMD5hwsO4YEW2ngFsrXlzkfdDoQB7OEAbEXtlG0TCp4A2p6trjSg6YjqqKABF9AWeWQPGZa2V36CxZSBKc3OLmdkYD7/tnvJAX6aookgT7MERA9ISoR5NKVkWQPutdRPPHSwZBFKGS+Fmt2WNG8YHqbu6+OIgT/7GvKLjI3VyWS2u9R+AC5Ry0tCsUVyvh/xJSC9LerGpHiBA+Hj9sNyFIJFJkC9A17N9xVKLuyWlgNkGSARTkWG59tbDY2K+pf04T/fH8/PgTJ71XxHH8fQ5LBj8twjklF81WlmPKfw+kq8M0w//e4p7psee86SUGZYncDnhx4TbBEQGSWxn/yArAFp7kSKLasS/C+NztlqIqcrT1lzZtwQRozp9S8aZUJNrr7aqk0PDHryChIlhJo02Di2a++8e2pkt3Bhq6DvQ43p8t5FG38rjON79kDjRdwKuKY8LIZc95kylAUtnmamnk3h3XoWl2A0qnkTREuoodbmUOk/p8yvTt+4TBvj2JEGy49Q0WqWN6fYNO5IChr0a1NsFLPuKv8b3ExjUPA6vSA9q/P8ZCvEXTnbTNE5TeQaHdLVvA7w2IWEyYAW2hnWJ4srQdWz3fdQ76q3FHEy+jSZeGAwjpNE+WT4isD7BfDN9+/vEh2+m49sGb6ZrFEQWzqL4XFi4YYb9wo8WrEZPHYOvAp5/dUdubFKxgcDrdeGd0G0nm/SriuN1mVUmXgwMhTsXR391vY2dcSXDwrJyOiihzYyUE6O11UMNMgxzPn5r+PpefTNwZ5XrQnLqkJUT1SvaiIVi/pURjNDpc6O1gkiLINg85cc8AuC0MQDw7NnURI4zrWDZb2qhWiurfUETycoUTJeFekMiqAXHX7AViUPO03nUd/Qg9M9wSqnyqS77g4Zblun0BKVNLWdFNg1ZiBqMiUsYnnX6Zys7p7FUzuk5rdZL3yOfbe/JyQloFrdxuO4Z6Y/mymw5b5b62QmhBKZxCHRBfq69s6Qa+QeSuhcNtS3UO4C2g3OAu/2aKYhsXAdLyFCzT6P0h598eXV5c72wXTffh59H/Vp4Tead/fr8fAyEKCsYnWU8o0fPGdEbLiqfLQf2NR722D7blJfN16dZqdt8haeNQLEwefOuq+fcFu3iwGu61rmzyYykGoM45KpnzjiQdiHA5lINC1Sss3k7ifvfgAMhdn2cZi3G7zuacErg4GBmgx65nj5wjvwGi81WIOlw8V9MeJF6g1hwLnQzLzzYmW9+IjE89WMCbMXnXuU2SGGljWHFoD5cS2n/0pyvrACcY7mQSdT0oJzJmamXxzBKCydIRmZj19Sh5tTS5QMZQBRkR449ZouyoCQyUSMheaG7RTFBGQ1R7ItmFigTVGdWEVKJ0gH8f3I+j4ZsL8qWXiqs+7lIPIHlMl4BOOomtPaPYYQX6tVEGebu3CHtnPXb3zmE7dy1a9zQpPFjORydTnek2HldMu1+ruXiVxEz12kZYWbvM88E+VKWGJm3tuA8Sl0xNEyLKjYjzVehzfy6aSxdesVATd1NuRigyNq/Rrg1h1FQYbjdYetXHOgBgiFC7ffJKs01ujUm8QkFTFZoyKOMEbNQnRicG2fQaPwoXa+9yOm//pah9q+bg+jlQyaLB1Ni+ojdexjeG4rhDCxuZOu2bjLhKeShWcwrQA4h1RHHJtG56kiHHnEF8LW91ulnKHBDxI/jLMA+lBBg6ysaBkf1LmpY39p/0hWkWiy+UgdF/E2Ndk4NwndHQUou7BUn6SZs6tMtpAOhNLsvbjYcxblGN2DSdHsNGIM7zbodYFDXlk07kFc5w4nLZPdKiOr4bVUBl/bu5JvyvYMGknZ+w12xBbRmURnCw47u6y9uTeaWmC+m+yGfA5KSbnHOCDoP8pzKTIh/iV7EFZG39fELQ8OIpwWCNj3PbGPZfogTcfcf1zIzYLbro7w6vM3G4vPiPmJAQVlHfnx9rK+aJjE7AmtIrdpKHPtZ4f0PfQdYFYD4mWYzm0K4oSkN9D0zm9AfuAuZzgK0hy7B9g9gjzRJlUA2P69lbiP/WF1uTDnOQxtpY9nj44McEYAqFR2ORqFB9jJGrmA+8PAWyXSort4/RUVkxH+6nHtPh6mzawNTXt27xf1nP+P7ruX1FTbRlfXCqcVsp14hm1avYV13yZcUszkrFW0CmogeyGpRoB1Es946wKr5b5kVircSeTpvjQmBeO5/KZ/g88msQ4yxx4cd3Z28tW4JF1uLB5bMJFey1zJ5yWBBTyX8AC54SLPzGJJ9eSMLqq7maJUY7NyYQFrq2iHfykDov4mxrskgg7m6YgiR48otDIPDcuSBvNy98Gs9K03BvQM1Hr6C+8IVZyP1gMB2jahoSn3jAigIVisD6zAisvmgRW381w6FhA6Dp5hP4LTauWCCzKz+9Qnf4KZ5PS7HfNbNfLcewHFrTvyuE2eAqg/IZy/Y+PX/WZSK8KUHt4d0a9yYGTU9g/m0VVSXuHYOJuslXpch/HNIkOhUw271N5HlUelvB3QOljPlCpzGUIcES5TItWljAwa3bNivpWq5gPvDwGsJW9ie3L09hngkZjdsil6amxJj6rV28foqJKB6jRgRWDa/pme8xsjsUNP0p55PLYXcoQMz0QdQUDfNs4c0B/XH21/4DtAUVx+hOb6mv5+tPczWN3vg5/7X95HXCEKJuKUzbymljYr3Rukqwmp0wxQLbJEcN/JZ/RpRDLml1vRcnEnKlzruJwP7GjJesWSae82aqijqpX5qalcoHqQ4rfGKhaObUmWeKFQzPM/tJRQQOd1gBnlzWOldLQAYcjCvgTB/9iabZlqr7xlwzV/1E13Q9QEMxgvnqhygIM0P5Q4zSbCzHMstIuUzzFGaHsLRsJ8yaFJRElftQS6qQWuE4Qm6LjJU59gu49b+8dDgY71xWv2IqxeKShK6rtATzdxuyoeIf2yoXISrsTwKUTEc0mkBwHc4QnSjLLWx3pO2VyI9umCYFTZ1ahG8juPY6OUrapRtOL5vB6Eud33zIr8ZqqscFRInZ+UVADLNTDHFFwa9sbS7RKQW5fvQZwGEIw5jFOHaWN6uQmXCq++zyrNba1q3niYPt6yatJwv5FK5GTbqpfdDD2iIgbQBJCQPjEzVHyv8Gfyx9xs3ZY2GVSOyCJUfO7qTCSQGGLBaExyTlNwNYnOWHaIIJJymCkSsjphtuAP5J/ep8+VXDaSPUmtMeWjQA8wKvxpbsRBPUvI9sI7NE7U8my5+jqTjLxFfZQbnpHHBt78NLeF1uvy6zeoDWHQ9AJmqphJ+V+QUXkVCaz35n/DZpkpxNMpLm5pjsPCxYsreybIkog3html2xO/j2eNrDPjHlNDTB7+nL8OCvvY7g89CnIJDOJXTNqB177EpNtL7lw0LeQwI1e43vDI2eOvB2IviKXctMKab73AEp2Veq6ZIlqh1KhmhddZL0m0UVUHrv+fNOsnbUi5QErp/1yboLeeh+iQRwjMohjk1szWabI8yJfIoWwFWfvCWqcZW+C9DSzb3WfctJoOKGxEP+j0sHoz7cr2peAzxNvLpFbG2lBjZxV9Lgbab5DJTFh2qgva1jDYckU4GU9h7PTIu7c1wlfgmrihqaxoVlP2hxEOQy2sugLzQJEmfcC9jzc4rD0cEFKHAOoaQthIQ3cRTzLni6T8LDpC08fI9BiSpQBWbGBImXr2YJ+EtSoTxQ2qZX0LszWGGLZXaLFqUo2rqpuGRgkjUVQw5Er3EWdvm2USqt6i7ggBMO4rTZA0fPLoBd+7AJZuaDHK3FBohd+A1UtSpvOczh3gI+25+pjitmV+hmJnxBS+y4RRLCcNmOvguxSs8qlRuvzPq+KJSnuIfuFA8UXNeugr3Nrx5KcKLfakF6kitnHFTpNMIzppoTntLPGS+K3t54mYzsGs1UplN8ddxT8rC84T8CMs2uwYRyb9HLYW6s9Lp59lptYENpoUfnQctsFsuRkdzrdeeVvn0Oh5L+CfALCGxZAv93qixlhmu2Lxi05IuT1s4d7NXqD5B9Of6Id0aIBv77WHsEH6H8ovwkc0skZDj8dbbnlaKwpD97fRqXjfAYExzz+t+k0CHf7Y6WZDQkbRfGyKKl4WvQ0SY8fDm0m34jn3ExgBZ+sDJTAQuyStzUkQwbfFYkSa2Ub5hPloyGsbdD9GADyId7D30ybe4SM/FQILbnhU9yjFphB3HG0EPyPoMCsyGxeQiD9EC5LK97UARr8ONRFbVpcxMDAObhm1IGvXGGME8KXCWD6rd/hlTQsUsA9e0OopV9KIroUu9xgTDauRykea/Ob6XjNLKMU5sMSC7sb0DEbJ+8qvnYQc2QDjC9jDnK6mJ3sjZa3I1isshU80GrFwE+f5o+F+yAA4+f1mNH1AN7UK7Yde4Ra+mT7CWJ1cZwFS9CcX52HuDbBCROUSR3wbmEZIaKyvh5EQnl+JX4Jq4oalgxSZpw4VinWkc89XQIqe499xDsmxF8uTJUPxKAVOT/QxEHC8KYSyVJRJMZRht+StgDLjaeFFOTjEV0T8ZXh+91KEpoUZqEf6c91HYY/gk/DxcIvWC8C3k0qJt7ecmWXe3wbgiRyMccwCDx1NE9nKgZ+PhmrJgSSJVLAQIhYkV8Q9nz8zTWfFPpZwHc3BAWg8hSdEGFWLtLebn/0Lz/M/1Yb3s8vbX08tr0mzDW+pzbVRgjJtOg+iMGMY53MUY4MedbgSE7CN3N82RCdIwsfukFCZqj1/Ed6zabHAS/m4VTBMSIDzHGoI7dJbJx9PhTUjmxeSQD/Hn44hheFq/J8UTjcuW3g/Dt7n7nlO8nDwRTIexHLNPw/15PZSMSgmYpSrLbE9x83BS+LmEro6IB0Q5ONbbP4lFx4P2KwPagIEV2OLH4Qgr54GWfAad1pAxj2fluhani1fKBDdcffEGbLwcTczAE4UH/gYtbtkhoSdj3t4VKHx0raLplthxiGMyDKkOwpyNV2YeDbk22g1C8hUPSySsipORAvK7ZmZzRpfab1KcvkTs0OF35o2jE4hrR3mm+hB0E1AkJiRH+lfqIYtBkaJXKS/2ZRLoip67/c3S5Fo/hyuxPgDb+uF5e+F2TueqbYijMRibXDZebaMcFZBlJPXJ2cQzOdX9lTq3X29JANYPYw0GDygLBBFu6gnGiIHY7BYcl5JxwCCHjRIrIMu9DMiwaYm6+6tA9NrWqSQ+a5LvVFL5/9VqLbXdm9RJnHMt4LN027MFBaT+7pHuO5qUfuV1spQ6Co11GlCg+ec434JtY/8TAAg7pS3eLG1f592uXf2AeCXidLfPomSWOumK0yT3AdOjdiBAI1Hm5qd8A2fOTrfP8FrTlFZTzGkCGlbxAdlRl+E8cZqFelN+cWSDT92GAlAGHDcx+uv5Bs5DhtekZ873s1S8e+HToFFtroF4tjASgYNQ1I9ZLKDDmUyKLm1d8ExQ+yE38c5ZVqlb5NaLCs9Z1pqiMSwpGFJa4EwBgywHGt6xGJTRsCgPjOew6mXjyVmsVEl78xNUvZW5iQAN9iilx+JgATYDfvwPR8ZAAxmhnKNBU98Aj3WdiihYHlktikSATG5opSC/VVTeJIrn4N6tRSDryPGn0NPhRvpQI8iPmtcqJAF9623QWlFwRdKn3HfN1OY85pni3Z1FGdB3E4i+cuYFzplsaQSTjdQrb4LNZePA+UNFfBRUI8yhusWL9XXrbi8TSQ6bnCDs+vohxIeV2AkpNesIpVvPoIJ2PoXFIXsvWc87mMuQn4vCvsWflObOYmCRLlR5kmjt+2ePToFGoigR8RlaaEHNoglKrGAYFgr/eTs+sffRZHjQ8IEmE43QQbmzuKVSBgdhigZl/RkoinGgTT4aJ9x3gFzJmLYnjX68/HEjPdNkA6r0bpkYvvQ8gQU3Zl3gOLdU3a04brqT1syvNhcB7G+rEjn7wcTnxWcAL27gq5IqUxiFZKBpRmNquIHfluC2GghR9kzfyGP0xB60dD0dCkjTlHZPRi9JXMUwE1kch7sh17dj/hh9rXxr+gxTR9pPVql9/m8QZnZF5RIF3uDoPlwMxV4fFpIaosA1kF/oOGpU4UmIIy3RFNm4QsWDWWUN7LcOQAc+p1oBoo8LVsaKKrjShQDZId5JMb3UDxAV5aAbzxFh0xYuJEOv4Qehi448vATdccGaUqVoGhVUf9seyBnL9SO6O3QJqvTlCA31e8pLrzZXZwA6QlrWrUMWdOaK40NJSU2/ClMAyUw7EuWEdnyNo4xznbjp4I556icucF21/35SsWRehmbOpZekQJV4u9l0Ju/z68fe+LeO5jaxJR8oMgiKNQzkjbjV9nsrrAR0gNrmlZtOpC+/e1g0oEhdNvRTVvl0EWLq5+5lrXpkeOpYaook6GY415kf6VRHNQl/8YoRqlJJbq1KD6RGHtAQdbJEkCo+qNLr+9LenBBkAXfpaasyXe/e/lzbdtCgG8L6NyeY93k7fCSs2Lea/kHpdKkPILW0gw+Nq3Gz5CWq6yRP3gJPlFEXXXZIi4ouo868cO65sx/Blwhk00+qInh2T+wGriPiZCz9TeAR/F8srfB/nXveuOXrBq/6TxokcQDNAPCXbtYLMHD3YMk4XMq5j8n6ukIouCKPY5feNgNzX1iyQKjZmqubbjEuT9bYHe2+V4CINbIk7+DnZbKGUZYhzZao/ZXIYW/wnk5kCjr/OgivuSk0KBwn2p4aH3XMniC/WRFEg5WNPY0T+eszFEt06rQlBU3FR8qhDYcDwFaflsZ/06k0L7b27kW3IHQZzmgYvpRsvad9CZ/TJL9DE6rlIGWwPhLexnwecYhz493beiBDRiv+g+31PzrpqtOpwKH8qrBylCRYHxwl1pv9lZSCOSTXl/hrBDDRg/E/iRyQ84BP54LNjmdpwCMyDjSFuGyf76OaEYJ4Dg7Ydj6Nj6tm4EMVOw+hFpee7EZlWmpCvEyMTYmWkwNR/2QiSo+6mgLyDiB91AT+Xp3eBBIm2ARmQcaQtwvHNP7/ot6AG+2YU5Gd5bzRlWGs7jZUI7M3cI/uPxHU481HotjQpcS3vq1mpc9ABgzMckWbaGgegbFAGppgvvd5OY+OxTMq2AUJ+4ZVze/NdWPBrGHgQPe5CfhoWdYnK2SOL9cEJJVnYb3dyfE6K2XKXw0GjK2zPxxIT4FZjwrFl21W0tLl4tZaIenso7CDqou8tWA1mRHRz8/WglXr4Zgl/QneUcHuxic7yttSXdxYo2DkSO6bER089chZtD3ou0PBxgzyTkkzA4EAAVGmIQWluX/CU16c7vhyAAsd5vVbHnrCJ71AUlLpf99KPcZnnlOY1W0/I3eg89Z9dzN47sPBrduFCrpLBhkY7EVVwnH/0Wwjgeu6cDpM3MC2dmL0fl8XLzRUo/Z6e/4TycyBR19Gou1aJSuaH+Gc88P/VEVNkQJOSxZ/0Nskh4gv1ju6Nvbo5/UgQ1g2Dgh9LFV5fv4fZOMOBzRMG1GuCjWye3iU2VKHutwcQEbGifnopXUkiFbtNzW1om8+AFL9IOyIhp7anlQxmeaHCh2ZkEHQKuAUWRuZ8MIP6ypf/mMV0grElBrOJ+1xOJeMi+RWZHwqf6hbCxUmlxIWfyv/qE89KPLOmOJMKnujnqQJgpNPUfFtYw+MJS3PA+nLaYxlf66hIp3TPVJlV8YftGtdXNnEQhn21KfajcScv8LR5Dkgsno8+3okjRGescABGxkCoCM4LT8CIPac20qtkr33gqD7Kh3xQ/UB+84dFLsn7vFkupFmoI3tZ5tCbVZaye+gdyE550b496mBtl1E+GBwAg1MDft5wG6DL8xqgqq+F7auCPT/qfAjqiE7hpC0mhMUWJQBy353UMwtg/2SpQvgcYurgXhFxj01RVo9kN5kPSgpalv/DaURJSYTexC1nAeQNvduXsIc3dUKtHFzjyV2T1aGAHR0aJoN1ypScJh8N8VCRMwza3j20mrDfuznkcfMLLHsX98rOFmIm4HxGrvpe7En6b2S4R+uBl9Jzjp/7UlthH8+R7HqGEmddil+chkWz8WwEPcV/j4vfr3xyeMvuBA3AyhV2QTdWgLyDiB9M49UX3vW2vwfcPjPo2GpFlvYChv7FUbzAOPtZcr530sN6xWie2DZuLlXsYxjVI1MGZM0VSAqqZab7bgMki8+mQC6kVB0RN9sMPVD6ZAyiCJrEIGU/l/IPKSwzL//OosvoMUH6mIzYGnUJnW/IPfdb+RjgWZo1gk7e31xZJwAyVTlvg7soA2WljmHBT6Vn3f+RRrC23RA28khrWwe3y9zQhbfSM4Ax36xnJLeUe2rSPzlnDCkBhqG9xYI0fJURjEx1Lox5U0JrEGyMygXZVzj+LSDFildPpflYoLtKY2j1lLGBOGMHueOj6KinVUmWlS85BnyQpzSjemBKHinmRHJUnqZupy2PyPFlgGEWsy4Nf4xBbkgod1yzPoXgKbXnH148MTgBiV66cnfeCyYbhs6s+Ck8UWY9TFFY59J4EDbzuqBiKw7CmKvO3RTACEeVgBIyW4syXomTGV9jNDaJ5VfPR6zW1Ib2g3ZtkmFZ5YU4O2oU8QbBmMUwjvl91x/JN1HdtFP0LTqcZx7WSJhJt7qKRGFiLYNjWSAHKkZsn4vPRd57UAAGYQPrUXXpTHwDayM+9juweKDZXRSNpP/GP2orp1uiRdWS95YShijlmYxYwHxgpoV6F75uIx/65dasBUr6QmDpB1kD+1t12wGcaBfKq85hggOq76Ufr2yPFysTeOMjZsJwvS1rSV+UYkDqD8NyyFsckzdSTWAi9OC3A+3db2fRHf/zrXYjRDxeI1lMmA+WY8yH0dld6GVhWVl5b3MklqNYN3IYSlZfBvl54t6PQmogtz4TrXlJ7JP8AAOSGOCyujXZCjv0T5jXmtkewkP6qDtlHklATFqIVLi7NFUTwOYGH5QxrvRAAXi2jbNGg8OIEebhRu6hIVZCqkG3ceUt3/NhUnLWOvPEYSxiDOInnwhjqMkebThkD1JMfeWDgZdBK6HLOFWUXwdzXaeDWrXKXSCGOcSre/tX5QjCin+q7nusPjw/PDHYBM/KjYiKI/ob4VAfp2uhvsWq2VBkfUGSL22lvLuqAMAdBv32IiZYYAaibaKSIlLwFMX/AT+1ya7wL5Gzl0r4s50F+sAaOhT8hPE97AEaVky4sRaF+fM8eYFTtp0ZmpxDq9wZFgWuYJAcXI+9NDEGPnk4Uy9EwqegB1QMzJOzOOlG4LM4tiO+BuUcGHBsuX91OHwN8zrtE5MK1HlsbXb8wHjOahkRvrqiD6kn2arGIrNGSry3vdZB4OEDIroqqfvgtehQyVOj6aQwdk3/egt+5bPzVPB3i7djMUaqgOlyZOPjDOhdfuzdfGQ6Mc3HdOMEu87nWGzWpvHx3v5ypFC1vDcGUaOqI8lt2HLOOPCyhPlZWxkXZ5rq/PnyjAClLcNEltHT8ExDBMnIdEKLt3GRk7+MvTTi7cbjtMA78JqHyv3QV/mxw0vEWr4SoTYpYO2NlRV8ESkF8GEOnMlpDfNESrcai3gpBpPK+DH7bFbeZpV4xuRqkArXIG4gkTH/Lq68Rtp5nj6RC2Qc3vnpIIicChMmgJ7eWwpJYqiTskLkcPCJm1F3lTgMgdhCcge4zrndXJTuz/YBW1TQweE24KViufIn1DYG1v0Pm6NgM4LAxACaIgg9uuHe4S868AJojcg8/D+LkVtCAxFu/PJgiwaZq9gF+KPiIArH73R9Aq4lIp1HzXqVQVMjxazeTV2TZfSNgANlA9uCnKtUUG2DGJRlIVyeTm3i20uZct9aHfAqV7lnjqhTv9T/nBNJiyU23vwTxE0EiQS1NsVgxqC1MmYr3Tmq+PZGcYfmyiCvI0U1C3DICiH8EHg4s0YrG9F0GMQd2TQB0dP5L5y0mS6ymJu0vcZSVtZfj8WPioT89auFkO9Sk/jydjSnz9AE/ajuo7MzR+BUMCGm0yGrVtruCDD2BMoclLMseOPv5L4r7X2SFzwJOhew5pXHqkosrjqYkg7Faipqbr6LQoKoDaDjwOUZfvTu8AGoujPlniDom48gZdIckKSaSM8TrH/i+tzriYGGMQ3kM0YRqWx8jl9ovEOWiXNQMNrXfdW+IiO2hN7bx2NOabOXeU06ZkbpSkGIW42K/4GcMDnPH5+1ILL/hYXFwGhbJS10e/52R4FvP90sUzAUOyEaMiyMZq5DnK3Yc0j2keoALNcNmTNBdfEIcM/ocjnDHB8hqLf1dssgLYEDw0mOfETj8z2GEnav+lm/cJFSlukPS1gHX+ZUI2ONRcEa75qOawpFyUlKlVMbcErNGMdoYl573+es4eD8s/y3rdXOGRTp+n3vE2O22+lG/8vXDOlQyNqm6PjDGsdvKQ3RrRrERgn+vjYQYF8kAgcqRecSz6wFURcMFqp3Q/OHnBBMvhUpQ8IqYrJBOkbCSldN6+eSZ/AeaP3MDHzmKH+KnbHTkO0KUaG7r+242H419cdgRcSvUEsohOGn9+/6hPYqTBZ00AD382IuTB+qsT29p4GMcUbHKYE+7+vdmATfi6cX93hWmpB7VKhtUbj+t6OuZ90lphNINwRR/ZLB4/vlfUD6tUx+ymuyop7cc7OhJfy6LuYKd1Zxyfwv7nPV8Od9cxQmAXXGxxgjHwu+EUSrSULKzvd1HwvSYL+woG6rOnAbK8hA5TAxnM1qiY9LRCFAe0anPPvC/zfwQj1+byVHj8xdHQt9ZXr9Mbto3xrGSVk6NlSlvLfXoR5XbP+pHSfMKS1giRaXrRvVoC2G2/HDXcqzTq6tRQUV1N45tIz3ooB+SCaGpNlxYij4kD90cNtw7/CfWvmLbo/T0MLjhgj99FHVcnDPFJW7Bv10+hSimhLxhDHIjwfXhaapDZCxkZTJLHRA9guyZ2JTnF0scwTUb8HCnJDC7Wzk1J/5ebkDMEVc47o5QKUid+0GL13UFd2JeffBtOkyl8G08k4xKodtQmL3adigoI7G6im9pOtHW0XRlpKK9h/e6zxYABYKMWTJwXFxmkLbbRVTgqEfzzSnlVy47BQ1DzQzvE+nCUYkeI2IBdpa6FgYUn5P0uSi76Z1WkeItmf3KP74xzRsj0q+W2/L52O85qL0p5Z7OGYcbPf26zgsUeIAGs0vHWtC8XUaIc/akw9EedVra2LvJGx8tGEcxibdXigsKpmYDtboXmN3Fi8Tm4vQHp3WcHDRVxfg2X0PZ9PuB+DFQnQCeAnOZeAOyQH/uM5KpPF4TJ95ohtUQHdfjAULg1mHqPMi2wVIwsWK6CL+6Nzwj02T+R2e69iZWRDIPmz8W3D2QxHJrYqBAORsVabp25YLoDAvPg38UUwxjea5y7xzkyZgTo2M1qSs4ZoNu1tAoRpcFsSEmgXZVhDfIAAE1CM2WocDFVbwbtBr7Tq0dW6+28Dwm5i2TJcSEq0fAwitWSr/SYkWE/4dOLZiQHqAogUBELUnR1hNgZv2903+iQO78hR4S59383zzA+DPjCoUmsY8yQP+xffRJ4PUQfZhNCs/iTEfEXQNq5raFWaikxHO2ePvoRj5V2ba0CpaF5GEBaZaFzEDG46QxXMSdwrLiTgYs+cy2AmbsinjHMFDcjjQlC+5uy3e/3xEKxXsdBwqBzHuYHatQ0r0gWNkZW/Wv1NFCO1i6ZlyNcFcRdPPLBcTNxVrEd+UyHXOsTuef23BdW3DHYiNNocfXDeYdOy2H8Wx0EUERE+YfSVyLXiGD8UqpBiBYPFtZAutJmBBaaGNquo4NXS2FabpucTJ7v+tJentVNQhmvQC3x34GzPAWTItVIC9HdAZOJC4ww6zpTCU20y+U53nmcbnmJ0j4/rN4eH2dQM8XHPotdHI2QPfjLiVRCYayXdeZOUV9paIwsAu684Vos6Aqr+JrqP4gyl0LiMC1XeFVsLLeNEEMmqLHnASQY+hzJAeJHkypjMPsBNXsmi9NyITQdxMrZj8RQSHMqREIgP6MZLf3GztK2kuOkn1KSsg7Zj7eX9POSpk4WsNqvxQv34r8eAJLsEszy3lqX9BVU04Zp8ntr3k5fXuw6g7F4SoceUXZUt6EJViFme0Hb+wRJvZQqRlTO2LUHAo3DS/RAv6idmAltH8MH38CdlsWmSlEBUcVcptjzEYdkTd8Obw7tiZ0nfo0UhHhxs1Hey0dMi/+dUUeg00maveCLYAeCg0jiQtrj/PclV4UfyZy7aY8YGRjGpt4iakyihP+dMEeddR1xAN04ok1inrWZFF2KXQrBdnzLYMkZjnkIvDTM0IRkG1LfOkIeJ+ztB1G2VGSN/uxSA+x8dj7FBolMhctFOncYkDveJ0xy+zvu1XkJHgIyxYNzcg7Yumteq0WHsCfzsKkL1OJFC1edd0q/KxQR0cD7QKDAXQtPIYp/yUYGNV6PW8IUA9j9eFOM8XzGMEpqSaCQY1xVtVbh8nicd1+EZglxrYaN2dx+KRw2abGzYfsaA+UzxOStUEV5eLqspFzCGEn0oWKMALCubiz/JeXgjRW7mfe2ChlcWRpPYAHrYeBZ+9AuJyWz+uuVdK5ZdFGivJiAkHhAqD8KDnnqQh8YyzPVcEJAA6uuXhZ679GqtQZryv/ko9chwq722MTHuYP8hwSc5WW85XvTTcE92dI/0qDWFzDmPlgOx36WNCvfsevb3ORdmTnbeWZa1OZ4aIcEwrUiq9cYoFumRzRqinC8rnd84kDbNSeFVzHRxPcyJ5goAC4N3YsC+hYzcV8jCKPVdZV96gpgl9EaC1hCis4G8192KsgUHVCxvFBLR/Y3fUACP+XreR8VCximG/xwAkZi/mrgNuHKC3yKnqZK8vAPEcf752oUkoOcuYjWS40ipu/Mpp3eBRAlcFhc3LRdhs9nXfuuRLMRMHYqG3AI3WBKpS90ofcn/XVI8/80m2UUHJ2WbltN2lXWxdYXZOBaL//LyLqXVX2Kj5UApcd1LeaHxf/zPaKBO0GOEmq8km8Q4ejMrq0uvAdrt0R1jeHvCcWpGLBVMwscsnOBFmAJlVFE17jHEabNt2aNOu9mOdxIe9MNC0SKsEvIW6M02fK0SkWPMnqSjvL+zDhp9Cw3TijAlmUzQgu7GDi/Yl+gx3YFH6r9ewX87LMr6hcKdr3o8aU8lahsczCubd6/dA/zS777UCQM5gbYJeuoIL59Dqxqjpc8vsZzroW227JkKx+LRQ1Oriha3bOVmjakiAWz0B2TKR+HQ6AaHGRadiDGXIuL+KfIO6Rsn5LWXsS6z9MjE29KCli6lDjTlQo27dcPBueBW6VKRQtRdYi0UFh3okU5hUEpJ4XA07ESagIYm163ojRaVMuz46/yFSj8S9Ol5y1tzG5qoo2XkCyWcxuDn4Gi8QSqxTqBDf5HPT0UaurVJ4FmTBHNLC0xhMkFx20c8MSr+8ozktmFughJFODEhrGtYfkKqu83ZyLwLW+qjvXIMH7H8CXBTFWnprwVAZqXJedjV7qZRoYH+ejhMMabBS+YHrnVOGA/1iHz7prlDPp5AsjFKoVSF+XwnC73dt8lOwwgYq7dzh98ZyQbYUIKyPbZHVnD7gd+XT8RGwD+c6ofa+J0tdvQTPNlHkt7gKdBOqHjX+18PBkKUFD72/li0mN1B/iJvZTy1jK/i/pVtfgaUeWCDEpG0P6ZxwWqIGoNQXCeJ4mA/kE/620mKkYEy/+YSw28CWuMi3GdzvWF/b572AcgNVCkgVFja7iVjA2gag5SjxMskbXR7jv2VPzpuGu27qI6bU6/+CxXgBmm0aa+cNqeBd4wK2ON/lo/LWTzpr/sWa6M0EeDe0MPk5E+Wo217F0SZxfF2EIett6rsGrHwLPiv5YVa7qqISNTm8te9W4YznGFPYY/VxT26XePrXk6Lb2gKpJxctErtuUz9KrzxtlmT/9ZEoIiHQVCBpBNu1aWRVAeyYtSByLmcv5lV1zekZInaI8MmCn5l3HEThE7xop6TQ1V8P5NKG15AKgtMulGOHtjSJO3hdFzEEhKMivlo+I+4/EnKz6B9J1h0gMSuT+HyX3yW8EyShvavF9Ved6jXL/+7+Bpley8eGfTxp26UVSErCM95Iz6sRVyKcPwbsjkU3Pj8Ur/gxu8pZjRrGgVyGQDSHRpsM1Uqw2BGFnFbmtj1ubAiKmDt2M5d6cSKPdSyb+e5cOpwwTNaRfu6FOn1fn27wWsKmql+qoyDMp1y6FfL594yW6n8ku/W3xmeWGkznmSopeLPOUlgw7DnrTm8MzVSNLQ/UssMoEZwNP7LCs9R7ESvmTKIJygdNaeKlXdMXuHLRZvYjWeNXMhWE00AhQh9WuRG9byxfczdIRZ+iH6wyaUIXEczhQoOwWNIbDbH+0UywZHFv3cWk45C1NZEKwa/GypVu9BoBZL7/ayAHngaqRGJZ+MgKgQ1Y222NASOvjiDiC4UQ/5OC5PtmC88nGBD6l6d8DQv6TTsMN8DXrjbTAHKVl7sKnR79kAzLXDMx0xmzIBbuqtl1emplCR5Tg7qakCb4kWfi1zKx64/mr/4bE2uueO3K9nvVNULhBEqVRiINqZ6lXJMlOR2QOHHMOz2h27HdEEdq1kELYxW5Mww2d0QIsh+Kf84ZMvjC5oMyFcTuWAphIOLP6lSRJZcZDxdYeWhPz+OgTmTjP4evqaIqUeEZExxOtKOAXSMcXO54PF3DiMlwFcooaEIQ2lifBPEPJgQG9OjX6vYu0s6eudttyIscdeKsrIr7nmJpkQfT2xy4bQL8393QZMvzcLfZL+elg5NkjUZkIWLFANavv7MOuAEBTZknG3kqTtqoLbe2jmQoI/zJ/M8CwolFnoNd4PBHR6CyCcmU/i0afWInLw7ffkqrXqncfxQR+jdRsZP3YP6vDpCrpE8rVvHaM7PfnDiL/PWH36AupAk3MfSu4d9bjxjs2zacwulhO1ww/dXO52tR/5aO7q+czgqncKIzTNn6St7Z6l6IzNDbxx35twHtZi1kboY+MCirvJxQXljxH70cnbsqHkZa2AfXHkXz+Xatho6elyyWuX2y02qORgpWcxvAkfUPBeYJaNZjlVjtqAaqNsxmuDSb5cXaC/3KfqtbxKeJeYYjE6kLS8UsQ5YkLOUIapMKiaRk945/MIX+N+af+Ab61r1CZWJ2BnAIna9g6eqVRCRZnOLWB54981SoZUqJ/YGtwg87XB1YXP+4hpfOkTTipUNWkaVhM4G88mEIUyq+7RbTgdNy+rX2CNZLjKSAsnMi8ogPLvU5YOSdtpzL11JurJyzLplYOCcn2uePBck5WFDzolRKLzYf+IJ+tszM2v3k1HhI4f30PLjX4MYZld5bHxHN5EI8W0dOK4DKBueOtLnJihxqkb0huZCOoEseCifxPk05DIoOqz/c3rpUwijGxmEorncy+GCvRIkKTReUaVBBk5q2urGOcR4dgNERQX3tmxiHM/e425C3ZHZVRlHRoQV2IwejrlQjGfK3yYp7YVfQfJduAjicuwkHFJU5/0vBv8Vsj8j9HLuKXP8uXXdcyQ/6p/K2apg4zmcJT07ff+28tnFMfXgjqvZyir/6PrKJWKPxH22cO4lATJzfefCaw6XGljNKnaMv8pz4vUcvw+6mPCuURWVh+QOlt/yp0mrl3oSVzgWjDnjH6nqpUu3ARL51BMEgsGMPnCQ8B9cNiyplptWvJA5/SBHPCJsQOA+SKQ/DvKROReDzvJQGEodQFotVrcP8xUi3V+V/1B5+7ZLSByfnU1iiIhKGI+RtIesKNfrMRLhAsmZhtX7SG1BqZBEXynDiyRqJLpOBqP1Sk7gje/C3WaTkc3tDR3fGa3bl2mq3eMHhibvwQptonV392RP5xXY0YcZ6TOBKWzzlRyVNVHIod2uU3jN5hfPd039QHowup8KE9qBicciXcK+AOc17l0hdn8vq9hKYZZjXz9FlA9IWqwynvntNsC6HWzRdqunuyZ3ROczv+k8AIrl4y1oKdq7UKVCcGlYB4h5jzRcw7Joa0a70I1L+6ezQGpUhWU3FkpyQr9nW0MwIseDk5loCgw9TiZKZ8s9YRiqP3bhN2weU1GuNynrEOd1b4rPcm6DAlyfIJmMmg49AnrBkC3SUKi8GH179aMOFGEWUJv+C95JUrY9Xkr2h6vEw9SwJ2AClcFmLETDVOT5LMQWH8T62sHJNDE8EUu56ujxzIQttk/PNNmcu+4RllYoArNK+fhYrwA/7ZDBJ0zkhaMXi8Vkrsu409vF3UxJBUJZWzkwaDIBF1FiNYx85EBEvBlqFe+PKVlFFxerXZdDUcscut7Yu1Iki08JH+dfPIWKoBbnCaeynTebfSdpwxPRgJivSe55VHJi198ZKqsLGjHO3gOBoZtJmQxw4suWHRHHsJSYspUGbYnQcq2/ZN5U0uEnzZLnioXx4TixNYQTWWBYnfmzNoniIiG8WhmOnGz4hq4bkgM2HqX1fkyFNd2U8SMxI1/6Yd24+ZS8Lz1UofZUDLjx4hmHkK9BIaiQaFEkJ8exvR2Y/2TzfdAx64SiC5zEsk9Bgife6DI2BPh6xzFce984z8ehNIR9U7nWYzOKJAr1bj6GFC46r2u/OKo6smecYJynWCtSMdtstIHcjBghYEcCXoZsS3XYRCyYQD6ZozUljbrm4timPF1l3SJ/H2hOtFfNr9rCCr/AY+oJ5gmkIcW6sJiAiP2gGBd6jbmbvpCC1zJyBijQtNp+fkbRnVM5Xd/R9XnR7bUcE+PCh8f8OSwybEBmdds2dKcgtjLVkMo1B90UWgtHdQ7aR27xg8MTd+CFNjhNww1xT5NFvtXZULvuVb3ANqrVn/F/QT6U63tN4NNtGQx44yWALrhcvvBedgv7siFAlDUeDZ0Nj6fEt36r6B717Wd8hASpyMlGv5109qDYAiG/rEHlRuAMcs16C9TlbgtH6EzCX0bcroI2tNe4Xti/rpVRcEzL2npFSqtr1+H5JPSZBBSHUpaLL/m0E8yMT+RdSe3PlNY/W46IpHxNikw7FSRriPHJow/Svs4JRP/k3OTwaqEIGC4HaOZijEAF1muAjlOhwaX+raHRwAbzB8UFE+Sdfas/j+haTV9UELChW+kyM6SMIkTYgx3GfY1/XkCwnMS94wqMkOhyXd7rsXkPRiKvF9tax0xDlAK7UMGhDNsAtZno7akVAPow+3rx+cDmVGaCowXF3x9yNdzSe8O62YYMOXbFMjP8/D1yiTpPIxcP/8ajD83CD4ToVYPuAb/Dg6CtXAXLU9M6JdfepllWhHBC2oePzgcyozJ/GtL/JA5WWC9OGZlpVnz4sxJtV18NJ4wrs0K6fFoK6OtjgN9PZvIJczUwLjA6p48REnvDutmGDYTTQ0u/8ko1eoKMsd18lh+epQxyYY5n8QFTTZQVoZG98NU8DO3Qm925AE9BjHWZMWy+/THIbP3zKb36vyB0Ihr9n+SXVxXYohnOoQDyPsQbn4P8olJ8Jarw49dSAUuJLKNi6B4BQC7tCSEomXEATLMCp3aQHV/UoEjqSKTsTOgzJzTdt1CBf4D5MjPnEA0px1o+m8r8ozNxUqUE4JRYdlF/mUyhza33F2tEOAaYQFo7aS1pZHHZXT4Lo43LxTZecExusSwki8V91fLjuD7ruFMvzPJpfWJr3bV/VckD2ifJwa4m+zNDkHNo9H/NMiSZnwQGnL95KmKnoFb5HvE5XGlAntbahlE6El838Jb5gyjg814/pqPTiCQO7mw1cHf75nSkpBM2QhBfSAxMuPGpxECNBPvRc4D4HN59ALmUyIcmlTJl8HYrJCgyBFtkP75mQ+we5dwKhk7hMNN/HuUZpTwzd4S4XwdsQvAIGBzA0oL0YZ/TzMtdH0dtKfaK0DPAzFUV7X8Tkme0cq+WWLuCAEaEtiRxcAgjna8511adzkQcfcBcPYgqwry65JH9JHeoC9lhq9ujJ7tCUmHXZ1SXz35JgBcVLDip5NRKjctAha4vHcWl0YcAtXl70mxqNzICaXO9CpdohnWDRrPdg//QR8F8GEYBf62kdVr09Ripsjf9lwkWdQupLVo1qVxFgsS5OJpaS5Dj7++EYolV1j0GgB4SYZGbYn2jw1+qCFtcqRzdU/wCtTdvTFJhruH43Y8Lo66Wc8nw9Cwj+RVYtFA5RT33RGBKrz8I/AYMn+TtgQR6KKBigaASptoojIKqygB2qEmICgHqZncBQX4KcVPdXPLd8fJFgVlIhuFzFXIdL0N4mbe+8Cw2I99P1CBKcMKwtvFVUqBdE87vofO85Ca8ab0oHtOH1l0FULI/LFdumPKg2fwwUS5ga3OC0ubkqv2pAAZCF6U79EFBrIG7BSN+KnT+zZHtFRfMPUv5V0ageyBXE4+TDqSUoXz6JIRBgBhkB8ywZ/fbNc/eTcSD2vcPSvrlVm9PHUptW07d90an7g/367zMCtyFA9zaw4A1M9byoX3k1TD9paKHEbMBGCWEqSNa30j8/7WL2BE3N+bGxyOxR3WwjhzF8OIapecn2ZQx2zpzfixErNZP8bf4fVmeRsCB7U8YRsOmBgv3yBAiaVJ9Yy/iA3DrspEKiQKv4fR9oZ0I629+V8RPNJ4srIfokNTvj9wB/SCmYUyaOOBOKXyATJ7kGYaHgGMQ3ApnxWT7JTSJU+31LKTZXUe3pbIOfFRrlPXXQcvZGRn36rcO+S3tBNWSYjjzeSaABE2gYsTNSKUDAnj28coLzkhJp9BXQ709eOenGHDU7oLGiIiK3aWzZ2hkqs6ebFucX6uva2Q+m6HUABnwIkg1NoVxjktuc1MH7ZWUDokk8NXmZMGeamW9ZbaX/UkhDmAXnF832t69p8S3+wWkEEweBWRPb/bLwSIJghMWyD1W/YdZYQCHKffjZn3Qj1y7UU+fj/uK2Ip/KwMzKVoRJw8xuXe0gSAel2sphH/wxJeifSuhEKGVpLQh3BqLImqpT6lMxy1esZMVlYvKHRSXzfvOjlOhzJBJI1EaBujr55Kh2c+xvo2bevLlYxRl3ro4+/lyCMLjiWuK0Vfk2jpsOLh1hFObgoYZ5LbJz2zmTR1jGWC3P2OlAwOlPf6loPALnO0/Q7FF5Gw8V8Ox3cQmsvkSHxqkq+mU9yHFji8PHLFtmiqQFVTLTfayFbH0BvdCZd/BBY5S/yFl80n/hCG1hJ/cj8+7XLM0vQ/3K61+W+ifzp6v6+aRnIMB3IOn1hhFSkCEOjl8LZh6Oo0vi+W7KOZ3OcnUeY2OhvIVnChP1cL8qu80GxVDaJ5VyD1ZpZkWilaG1hhPCbeWboYXIps+biCfGAIJEcU79aNDde5mlHZl2Ley2Kb4Mllrsn5TibbFb/ifumPO26T3Ww3YSWXxcz1fvqg8xgBCvv/M/8vr5TZD/cLNMqzx0CAuUhxsyD8TazFx+mAntidfRGUG3CYzmSAskrsnTCWlb+xHPpTxadmsbfUZrF3Qv2jWth9mdHoJnq6AEUlFz5g14CdCurRCkYGtN5n9lBOM2FFFh5H1L6HjKqpzVJ6R99yDKfeQfxjLFSw54r9svk4xxEwUsttLrAJLVI75OYLQvS6lBDNqAktHHtvf5cd85p0Gv5VOQvL2EZogCHjfOv7m5lw97zoRjpg1we79ncZ+ug5uHDXtXu+7tNeOaOwuyBeJH/QPDuoatwPh0dRO9RoSM3+9xsqpd11SUNJOtrgiqpebPz0FrzTjdfKYMX6K8Jt3VGIa1U35ToBDD6DGcdjLtVXn1XGDmPDHW9uNoN/MVa9buDwFvFYOaVhSTJgXN1iuKB8i86aKcWs33FUUanFGJAE88ZoyrTHE+TsdqYKK94jYlC6O54bZ4nzV4Me7Rt93tmJZshi7g1nRDZj/yHlGdjNOWJYqDBuPyVboyr6noktxm5ScjDTyYhC9SYmcuOlIdjRBJV2tFnjUilEY+9/aIfYqVHm1fg5gKHgAOpdibJGDi0hsCSFFOMKplUapgfIjKnk/4BtqmqScNJUCSZqxZy0aFEqorwSPm333DOQic5fNL3J8hRO877U92+gQ15sjYm4Ricx9eikiW/uNYrDkJ8NbfgVMAIL+AeQ6eUG+cPQOsCQJzieCI74/xFUQmU6QOv/09KO74zDpW83KzB+LeWUhGfIab24y1kkB3JF5uv7+B3bIZRlbqVwBmQ2h8UwvQ6X2hySYA5CIxvR6eyHsiqlZQeiw9BeJ1IUTfUZFWAZPYKTl69CUXThLlhF6d6wrX4+AWiHH4U3Q1R1eOWMc5YdCvWU9IpJzzzsMEqsuFM7AebvWS6sdqOtoxnQMnRBfVRZYyVzQYFtIc/Wfzhk4kvDNBUmq0Rdqtaza/qDJAlp0HuHrR09FtD0U28CpmX1XkdmZUnmaNkVuhlEd+sv1LNFcJmFPcios1MFlGoeMoUpoCzuogH4hXZf67e8QVKF9wAssb66HKEPwd5pWGRtvKScYvC2vw8wqWK/dCbdbOwMy6vPCq8K9iAkY+NQskJOMSf5JYGM5IdfGTOF9EyGc14ZeyiWEYzU5LU+rvdZPbxcw5EqFAaW6rhj3TPQz4ver3s2c8k9r5+wKmgHwKrJlHx8ackF8V78Yh/RZHjQ8IEmE43QQiSvW6RD8r2kgtkLGQh3inHemitTFiNzHTzThs7l9QvO9mYhTPHTJRyWZ44jR11fm5BscHtrh0vNzgPYQNMMkaafXDF1V3x7dswCASut7xBumey1S8z0SNH0RH/+KieKrhxWxWNY/Cmc0BVfYFhWji2Bm3H+2dSpFAKCWIC0KqzSV3cZ4i8wFbxWzg9xaAmG7c9ZgqtwCUk/JWViJLuowL77rl/CNuvALTQ1uUyeby//55YmvswPz/8Q4VKDpXkp3TclBAQ1HIhroEzirtHClGKypAlgJOdBuWTbP7fKN7bSzUW312SIV+VOXsMxTH9dVwCtJODwQAIdIJ8ucTdvgxHioavGjq4DOHGl2QLbcERipuX6p8oCkIJTs2GZ79qidE9NsSJuDvCsDvyOttMrxfe+9YmKr88Yex9DlTqH8gYLdleVqxKOhf+bqsvDBZpwV4IngO8QW95TLI4kxeranLn30wmxqPELai7C3lAtckte3XVqU6/YcEzsadhRFgH6hUhSRRlqCDhA+eca0B0llUzftOeF5WRwE6VyDn6CGQk/58oC7C6ZeTZ3DrqS6fLwbfsi9L0v4tXrNQ38aPM/AQN5i8hTrc4puw8wABsMwbjKQun00Gm1xAtsVdNuXVQDoRobzMo/Bn6fWAFmOyla6o00B/8nHu8dwrqddrX2o2D+8k/rME8U2LFNUIKJysOVLvjiXbOjlpNjG9f5c7/HfN1OY85pni3Z1FGdB3CSMNtUQx4XavLFIzMQKbTWnNZePA+UNFfBI0xZ7XJWX8GEDj/BDtZ0GWHhPVMq5m6+Y6eZgUvgZBp9suOIc5P/O18sQ44/q0u1edAB5rnqFsjBRTiihYGX25wuRqkXmnwLCe5gqZnsFVW/9qIYzQkTMTZd3nDW4M1AKfsX863Xos/3XH1VXw5b4WsWN+xn0BwUlcaNkySI7jrwL++ixsY8Gy1kgG31/id58nCXk10MZI54HyDu7Vab1h9siXq++mPorw3CflUm0gcC+KXLzpHXVx+F5Zfnb6Hka1Sfknw/dvow9wMD7gSLXfFMW8vN1tncwAIFM/++C7od5EZJkTOvfBtd+QvmMmbMmANR37QWnJwNe2/cMAFAMECbmdK470O1skRd6cDc9h/OdOLMcIxYx300UB+e9K/3IlVRWGn40ilDqFMiPinOqierH5cKxERd5Pok/BkMGruCIdtvO/FU7oRTtuY+8GWy6EdCmSzg+S+k9U5DctnPGS8afeuC9hTlyEaRZxAutB8WNzbEFGsa734u5mP7CAw7p46GUu8Lk62el0nk+c7wuID36f3eT1Yqv9uZWEGjqCCns0b+Zq6gImKf7GLWDiHWztFaWyMIpmK09nx7wl6X8NQ1pQ44voblmjK8QgjM5dl0004HUixj+g1C9gVIY+14QBvb5roNr4NvCf4GndH/Luy0kAanmpnVAs8IFfwSWCcxj7sJd3k2uTOGi2vj+Q6hwbfTfT6tyzSfxihGrHc9Cz0J0Kqjl+MC7TjLZlDRU3umdY4hW5dwGIIX8OgQ6eCwC+ebQjKgrFMfpOIrm8M3Tp8t0ydeeatckp0dp12IGCymfTnXo+NYAPGNSsCUFHrmenPeu6oYF7vsOoEvMk4VYNMD1Q7pirdixiKdrLMpkXspKGyPsQr/i82eTAHq1SR0f33jI/tbr1zuYTr+FhO/M+tO5DpAIsAvavJiTUdT/Uvdafg1LZZUY7A2fb/1/iVHmD/fOEVR/ghKiGlrvfIYPg2OUD1edm9Fm4P1quvY54kjWk/g4w+9Df5j6hDqsRRWgtMITe3IyuLePldUg/3EWBGoMiZbJYB6Locv9ecLlNs24P1PSRj2ACtbW71rDzei8tMNu329oLYjuzfXI3613/kUawtt0QNvJIa1sItMIIhDYEecobhgL0oo0NdEta37EYFFzdW6bOsIxHHwy1qB947T+XKUsqOyXgyyaw/JWCCEMFkLxE/pUp4Nm73gTCpUhLcbvYORyNQ8PzcsOitHn+H8VbH57SZPyElGjXwrXrCHNmVsX+NOKaX45c0BtUGNWFE13iK1UZArxzrG3ik87mPCd672BK9m8iyX8M40XSSijpr9mHM5Gb6JCWXuMhAuem3t5w8q5V+oDzdzVeVfiEywzLd4uKH4P2u0p0Qs/Lkck9pRmptpeUxqpUFXSfZUCEVzp9GLVWuD7u6zUWDRCf96rR6TedYoJUXc2WADeoJ828xNt4OZT0Z8GMjGJBZMHHBpacLZF0aLKrEdcKjZ5Jw/go+xCsDekyS2RHGjIdySC40qq6XgAebxtIya+MTdbeo/VWU5G4UJfBbzGPGeloIcFBQ0G4OADvR33YwTopiEOy5WeEQpqXzmtP5EgTEhnZ+OoZOzPffEiVu9f9Sdjc8/gTccbCHheYvI9rIKT2+R+tyredh4b+2mEfSW6CSIgjVrN+XDH1BV9EjvsNIchvDp/Inf01PvoVKcdg3iTo8yZbDyvHaiUBMfsBr0QSeLy5srOeg5XrgACunA3TIUUTtYrinI7vu0C+N9u0VnlzechykGxhhv+g7eI80afXDTWEDOY9LL6ek4K6jGYyfhZY2I5MImMLWrG6D2Hq5Td9Pp7J1WfY/aKck+0ewZkrpVmksruFaAHvVhB8wPOzLuV6qZF577a2HuGaPN5sApIMv6CTnTS5xCMs9/DieKbvpbu10my8f/llZgJ2tkG3S+ZUlpp+g+QdNGQwZ5abg54YApbFpmb+Ijeq9ednP7Nd8KK0XgYmz5mE6oa+gCSG7LME1kd3mgU1Uz2N27leeq/+RaLrN+yJZ7cccCiZ6Al/AWvOTTu/pTh4HRyCxZPqbyQ1yeGwRhblxEC6NvkBLsON8/Dyf8Dp0oGv7WRYTbOXYpx40eKTqVCmyc5wEclADqKKq1N+4EmAIXhV6v4DUIHqiR7tFB77evZ8mmzUXfgRP9pHEOtFIlGlnrICBU5/z9tP4Aklk07jp2mV8dZGjVvfTQWZKSX50k7pyHnbc02HiiwVnqQ7e8Jwpv9wrJ5/5HU+x5F37ExAnVcsvN4VYIHkLTWKFZF45cC0/ht+vjyaOZRGWwx0KLd9BGCtfEPRPOKd+3YbhpMqi8KftsEYEGmXW4wzcuRFCselFoTXFNpwSicRBv7SqA/4gaRPfchdJPWz/l95V3BdkJd69JjRH2mRkNJgCDGFIKjm2TH+rxtJUyPRAoZ2eFrGks+PNHPI5TizNYnEDG+Z6DH0l/VqEc9zJ6M2ZrzIih0alWw1XQuA2IMU6J5RSwG8bNMrwe+yrmSrHHM5Bgx+2S0WBk5LeUrv2OOjmYQjGGXLqZoLLgSYASFzSlelz3pfGHkUgWMiTH3GXePt0h14fP1EanNu/Qkpbwru02bgjCASyi95JRYSwHPUIj3CChlWr2kWDmgxi5ET3mJKE5QmDlE6i8d1PDjwOXrvyKvBSM7aMJxOf0efihgH7X8+w5HnRW1LevDhcIr8SxYtXNUmhjHl6LKy523EQw2/t3MbJxgBJbw+f57krL99dxC6gPTYXTg297V98HR4O4IagD7fISRDLzC5AXO0Ou2mT6yMVKJvdApK2xrD1yX/AGU4S2PYcKcilgHbKBCZyb8eMonoXXXCRiil1WLtvpmAXtMs8AEqJ+VuEtBpkqUA9mA79V+VFDQdmVu/8z1cjvkjAgedmtTLAf0QIQX1vpGpV1h7fKoEhYP7OeFuX6nGVJIqHFCcXImMU5AF5QQk9iSX1an2urOlRNDVY/enKQRN+KkaNugZCfY+uGxJCcbw+X+LZbwJzk2YPecPrvlTFLux4HR7r8SiyRE5JGpswGQ+xRsO/LXAsSCb+L0qZwu52dQV+EcwN3sIft72RHvI1fZVe8Om8HaWilvit9jwk60F/E3wc0Qe3xfxRd4eDaKaVgqUL0gy/B0yjWV5fEQaNB0n5OQW4e35/VKBeQA5xya03jtkP1X4wI9Ix9ZCbxRsDTF/azUHZlbC5DEGP2BBE9aafKxXU4/GL4jjg7Bx/RzbDyKVtZfWE/nvprO+3UBEYk8Ko/x433oHlIOkFmb2YvSLm2wYmK3rTqzL9CfCoh5qyhGjDm+Rwo9f8K2tBOTCYMOsO9t8h9kunaXTISuYnA2KW72/h5nbiPPvADxL7Tx+Bts9qN6fdFSVSjbvcnDsmdDg1SjHLMK9/WEUpPJkir+eRTybDF7a3KhoiAa6I1V8kqyUNonwN9b8w+AbOPG+Mll1PztJnaY7xof+wbAqL/7XioGzFa/okf09hu3cyoWJFCpUQr/o8mJjSmQ0R0Jt5R8h7ORWvCbI4paZCJ0nvkQsL1eEMc2k5OxZTpkXmBukp/3liTp/C0pj1AFa44RR+JP2Or8ON9VAv0xNyz31eyLL/oLc48LOW2nQNFcJZifCTtvjHQRsvbAD1lHmLOO+9vXOUZ80aQTlhMq8n+EhIP9ilDMfh60nxLm3C9MSKxZ6WY4y5I79wPBOuhb1zq3HaeyeFJVNFi4tS+S+BA8Zg+FI7Clkv3qovq+mfX93pv0qaUvoJNgWnqlpoH9Q5BccMCv6yp+BoC7zHX3wAVbeQJFocRtNHHVXzBcnzhUGayTJJ2lCHwYiAIqxGtDk1K8LNX5Gxbu4Oiss9obE3/szx+aGiry1CbbwkrD5L0jBGCjzYYSQqZa7wlSepm6nLYAWXXYK7rZdFbNAjdcEeA/Bu1WH53OMT/SOjrMQTz2L3pCxdhtu+PN/ItqXklxdsxHhEK8MHiywDIlVpD3tQcvJ/6x5tDoJj3zbYHYfNLF76Le6bek5sOWYJtctXKCEEjQ67XITIu1+2ytbPvp4JlEMMvBGruBbUPK1nbOfQadRMyEvujUKWRF2drgcVaBDNoypVoYmfh8Y3Hc37etySrjkBCy9F3IkbhrydnpB9PsptM1cgPzYhvGHPWK2ju5abG0lAXp6S8q+esZUbgaltjivTu6FlXyAuD4zUy1728dwTGPlPUPPDlQQwUDQO+Cw219SToHc5fXWovAEJND65N5PDF4oE/Z5XYOJjYrcoj5ufIqJTWTuakbQeHzW0sdOIAoNyUIhY4rhn2pL2oqtA8YLfnDUKbUCoptwl1xy8X/gkX6cgvmbECH0VTngaK01mCnnXuiwdBQfPAm17kuncfVFKK2kN7i/X3s860JWbGe44B4lFY4l8bVFrs5C0fTOTs1ehq9fFfhepQFyUwjDoca2FPzL1uEjCVuOtTzLISpPjsMOIZ60Z4TckLnSXiw38Yj1KFT2zNcYHiwgZwZECVTqfTRPNlJpqJu36+6Y0ORkkxpPU+H+dO2xA6NmDrPfrBY3Os5yoJuBg085Haz8c3+M1Mrp/g1O0RP+/R/Q68yWvuv9mKnPGZlOxx29giymdRJl8B0zm5KhCWiVHGoVGQSJG46I19S96Oa/tFf+7LhuJubuRcbaGkERbn+kExwaMwofhW4QVKdnTrLc+S9UbARHLJgTNwFzZ+3zUYXFppE/2KMjXkwRKtwZsgjzLNb2ykhh6JPKuVZwssJpXbhkg3sw/5SafRPnawhgZ3Nwp8kVDVq21skjoYP7wqi+kmm4rkCj5lXWp+87mNCna+ltA2hudBc+hIazuq+CvkrFPKfwpWrJz0X4ZFEUzz/wV2RVtY7CunRjreVS6d2JkXRLbXr87gkLgXKRGrZ7mmFE+dbwSnULJvlnwIQ1RIFMvftrYO4UTTJWfhAioVGqsrJA0NaRDe8O+iVk0XJHHYSceYxv9xRDvgPtzWY7ENyyOj+JXH+xkgpAMnMSdP+LAtzW2DbLr+PbcO+zrvrrO30Pl/yRDaO21+U7qnGDTpeHs0Hrs93GZv0tlAD70AP9RRZFqtrY3422WCDyTdueBA1lHpGObsss/xJ74IpOBs5lNm0Nki4blkLXdXjT/8T8msv1dvvaBS0QkwBxSpnsGipswXAe0pzvkjsHU/jLT0NcxNEIUKY3s8TDAYLD13vSEG4izxf5ZNr+cqPgs9NEZN4Jo7R3bleMEtyEHEtJdlet5lBfmp5l5mV3dxkC31n7n4FOaUUGoBhP/En83ORz/PBsmhzn7YAOQbChwdnATYm04RfcKK0wAzexTP9nnfVcWIuSgnoSlXsYtdpSVTgy8DHuyscEVnFJ5FnW4M83l/Qq1YtZZSml66l4qiCPS6/4DNn0nlUPOMpeuoI94A6ykupXh+cxKqEUcrKLW7w60DFZuqVITLZ6uMDD1uVQZ/FCZFtomhwbMMHjCKYbYB9xl5P35UmllczyV9c67aqq4FG+dC9+BvSfnxHYVhfgZ52Mo5/JVkBmJxtqSenUgx4ebzXlfzkk5E/zPz/2FWcscRUt5sIo2PNv33wL6NsnEdoOGNt1HChXfeNHXenGkh4SUUROaEOizcgiGCyLL8nvUDTwffw+Paks+Fao5B1OfSn+uFOBIyfcmn9e6EXn93M89kxZAUat5ovRyK7wX3lxqtGfgxpI7ayTWC+Ap0t6VVw1neY4Y8O7MQyGG99CFnOemToYXtvVRwlk65aqESfH3Z1gTvwAr1JcHS2VtQ1TtJ9I1e2t5ovX+YHhq8m9gnunsfNyoi67O921f6vFyx1/+lp9AXgflyQrInLQTE2w4qNf6UYi4NYr63NQyuFLi1ZD0Ric/Ft7+Ayzg9BFiizSZLTFWRZ6pBQbCZ+Fv/Z9I8DydTimEvfRR2m6FCh50yXZZ6goeyAFiobZmRnOjmZprwGQ9C2zMl/k6mpnunna1UL5nRLXR+A3bfQwzntnna1SiXb3DcYPNDhRLc9WqEljpRTqPDF/mDKDmoenRQydPnkW2J+iALp/YL1paa4TatCJ2HH4y82phLXLHh6zM+UkBoMX1/0CBssF7S1S3occZ+jmgpF9hVwVeY2Xm5NWvGsTj1DNR/o7WfkmfXyva2MHwOx11cJkFUFgRb9xwSUhpV/g6XipAGco9pUPvkcbPvoDJtEKeCGNw7WzXn5lsw+thq574odX4howCOCDVC2/b1pHouUG4gsbtvoYwZbeNxH7qsGMXUFHzFdAKZcK91Fc6DKzzWRKHhELelctnHodpZh0FeXjXYQt8Eos0h9pgaOs1n0csGIai2Dc49VmTYZWzrCVngJuHa2a8/Dcb4k7eRfBvZ6hrRfFXmbY7vHgU25mODX5kfbWP92tWJp9rgkycfWQPz+NxC88Y5Q0RMSnnYR+m20cZPznn6JsFYtXue7jAkMjRBlpDQhcdFaWJLOsRV+mdshTWiv01oloczQKnqitLC/teGyaR8CA2Us9HKly4tKLM+6UmzOE1P/ffbp5VI3NgkxGhyTSG5ZA7PzHYyw8N5PPjOuliBfZQ3YVnJCLPptmn/6PJK1xHlhUEqx0Yd2yuSeliNSoTGbil5Ty+uL7rIoPVKTzBAZSbvNycRYHv5BPiaD5AdQ8/VatCHAdmlIhRUzX58NmcXH4Jwe/B6B4prjs/yEtLdNkTq4lpfJ6fhtyrTvkhpdHE9YmbNovG0S1Krgt+8g4T0nk9m5zGnqf9W4NZ6ULmXrlDJoteWcciZ/xugJ6wdy8zDxTS8E573zCO/BM+L/LsQlW894ZQ4hV3lJth6lqjfUH3KCuc6uTmSmBVqQ8T8IHTTSm6P0nCGAqyE/kxWfUkxiKflE4HvxEUz0uVabQItK6Oz1H9vhd+ueFVb+5x9FZs+74OMFnmQxuvs9R6ZT9uW7uJwXsJmcyymO6PrfzqMaIFMjA/GUMAajaz37eUHyd3mwS5I9KOmXomFU0zKYA6V4O2BBrtM4ibg8uV2AtLYqZMU/EA+URl3IBBINEBi8PpgxfFf3EMdKyJ1nR77MxIgub/1a/SHS7gsMBoS0JuYavD9eLeSyonrPAgfgS18digFxFNgwtmfAl2O4wNa/I1K7b38VHdq00UlaOCGjyHWgeqbJEG7QWvX6B8GaSXcuL6EniRhdwZknsEMfXyJleD1NDmSDF067gBpmI3TmtgnoIo+jpMVicyO6CKR4x5TeBLqNw9oIZO8UYCohiedK7zgLWRiG+7CLqFK21j705Qg/uitZd6YXX+JBR+55k0Y1krGYkjKULQaREa+EGwlccXxHwuWL8ml2Q4te7Sqw15M1UZiQRADNyYGZnkQSSRZyrywz5ALHAzRFXaJY1mNhGsuvnyG9+0DuXRz+nVv7PJztjZA1unS4EfUpnKdo45nNvwkfVJTIwf4a5KlIwjKiY/opLPHwwY141QC1cjW3FsgVVCwB1vcy/PbKIaJ4qmxU1hIpZwuM/R/zowHkIribYk3o4h3JZfxVsH1GsFFIJ1cRfLN7xz72K57PFxj7Oabfl6vCQ4eBCu6+2FGyt6X2DxZRSD5irDR+46eJLFg8cN3kq06oNCvwlvYfWExA8siJ2z3qxfu45ZvSvH5OyGMovLwMvLxAOf1f52zUr5NGXa0GzhFaKUdJc5ZXSI9rffFoN8f9rQEMjd6SwJlFyQpbnUaWg2ZUD5XInShuFLXDWuZReMCZRzf2JpXYpxhdpvCYilDMNVz/gpCp8HrXq+LWo+uJgd5JhyXGHmEU98m+35qPOENezpFIbv8ae4GVnktsUHt7xvqls9K8MCgafr5uGliY+xiQq3ckY2Cpo7G0QpPxyRXBoCzKI9insyFkHtyr1ej9T5jvYr91gRFrw3TIxuXHPN1iCmZHNoaupRKN+j2t2fjamqMe8RHTAYuWry8/DxczV/Gq9rlosoijs2Mm59JA/L/chOheq7fJmctyXN2cVAre7uYS+x/HYrRxlxBE5Oa+Et7AN0H1ZSnLkzIY4+LqRo9w+vLdsOrMaD8L5WINvKIdxARPdSx354pbHRLjmcxaZvml1Wbz5eKEB/wf5uB5mYtYkJRzrjf2KHwS/REvIcwBBWd8Cb32/Ca4gCYudbzzeHnk7+p5/WdvekVLq+gvwEghYOTAicOQ7ffm1vh0RHTkDq64/q/iFjJ9Q4Mrxe72kupLl8UfcxxKFb8tQAmzBqUM2KmBpGPv0ONvT1v29O5EgiPujJW8EjmOBmOyieaxi+4rOWmOFV225xGWI7aBVrq9kjwru0dITvBoJ+IT4MnMIYfdf8yuAJuBJnE7aRCe+PzqkkDstYVahoWDDTeqAdIAe3b7F2B+NsJeB2PsykiirwWoZvqvpBnEQ/nQ+uP1CaAmL5hXet7BbTrRWtKjNI+42F8Pi+RHKF+mdsLekmaBRdC1/ZRjc/83Vp+85jpYDekFDoMvqd3PaAMv+Dh2a3dOB3wSHewgNpSB7yE79MGE70XGBXDIW62fOJi/f8ZNWm6SVqhf7eoLiI0Ejcvwo807UbLQkshx8Lx/sxx8MheS/eMXnvnJekxwVGKa9NNgXe7qN+maE16rgJVFx1uuGNZtqCAVssYPBx08kj+mJomrX7EU+Bh5U2d8VgIfmXmhytM6OYJlqqEjnSZR/t83h++vfJMLHiqLlXkngzSdr15cxERFelUffb9Hw0yY8bvROzpjq4KW05y2sdnU+HNkx+KiiajKDQaG9YgUGjCzALCUUE8GW5UH26JWZJppMVM7dordM0zNJTReAKr+XxrYBxgiNtV8fSENWfO6sqfSjIPTITRfSO++cE30p2OP7HJBMg6QI2cYKwVGRYqHCmk90vxILbSiPLEZ71i+w/kMDVWQ8gbWMGafMG2rs+p2F/pveXu7bKqPMxeUHaoj9TraeKnNnOZLM4enODhbEfBBiLeUedjb8msTYMUCpq9iwJUKVa1QOSkk/I8u/tZ44P+kxoLToHVlxvKEJBd3YgQdziiAi3UQLiSPgcuSEZYe0QBcAZMZEcezhd4FAQPRC8f6eyfG6X/6WUEZ6ahC1POyQGQViO4VYHO4IIMZKEKetajssvMpcLERsZoStwj0GAkHKqZDaa17HuOWkBp/v0GXZcaBjKU/mnpqvQoXgsuZ3Usy5o/g7zfIMjz2cBAUP9maAOF31Hw+DR8i7rEqeEf8+I16Cbg/sMy/S6Ox6FAQYNQZIP8Du+1C4MmVxuHr607E35JqTZGp3SBX9sogkf7vkLefKOPqOWR7bckM7GmFRRIgBCfreCQ0+tSkAvyIDTD3HBgezcyBfCTEsMRgvDddf4riWONX72LNV2/5LP3MRvGkTG280hPm12KcYXaTgomWrZ0ggoaAf/LWh8zt8GGHMIrHcWXXQpS1/Avpu6QKe2YGYoxd2YG87XL6Bxm87wKXOaFD6mm2gxYIzTYRwl/ak4Aj+/pLEALYoj2B3zWWkH/stZfyPMqB6/mZ2q19FKuz9vrTE3N5/uE2icgQN1ouqkjip1lfCE8H/3dz8d3YJrhe5vF7x/+osV8/Ze3PJqr8rOcFIRRc3GmSY8lNf/9BEdTWo90+sAe42dN1ZRwsn9JpTHzK+oczihsEOGlc09pPiokNwgjMUmFZRN+5xTkrF5d+QjHhyA2sjuhO1WVHOeo3B1pMsF+YF+1/0Z6BTyEzESoCOSb7x0NGaccUHHpGHCscai5bGqUFeqFgWTJiat+RRUF0W/n1do0rx3fARgEeknFMY7BlpAgiMhtLOGQu/BC7pQ+5jd5MU3nl5lc+8GVgk9ycVFpMIDLd9565VgfnZlp45yw3qUqs+/aCqkmx6a1CRkWm7l8vNDTtMBobg0mLmk3Axz2gy9e4DDu7KpmNwXcgTZ8dyEFAGEdmimbZB9rgKLfLncPMwnhpyR4yTUxadiAjAr+nmQ0FzenhRzd8H4LZvHkUcwalDNipgaRj79Djb09b9uRL3HV62v6X524vUO50D6PfUr1d2k3kHwVN2v+eeJ5oGEWD7uGP8zwRomWSNro9x37Ots+3Zp1u/s4m0TgPlSazBlFVdMLIbdHARE68f2EpyetvWMVo705Om6u5eT9HuVf5iJS0ROgtfgRIuF1omKJiCDskfaxA70b2qQ3cFarjqyh+fXANulBZX2m1oUVwZERI6eR99ugFw34myYtIvLCjgIlGt/oRrO/wgaYJ8fOmuIZTva2wSsE/fwOD6I/XtuT5nxFd1f5Qxfe6uCoG0Cmp/92PvPSEpqNw+EtZv/Gb9r/83o2Yeut24kJ3hVRzOJXs1cCJjsKWBpxb0BtI1GEN7DDreJiQXiwuyZNzjhWAzp0ScEexFutJgiitFUa8jbqgWmknSK4oNnzOdhl/tDxBK+LRp9Yicu6OfNkxlNDLT2ht8OkKukTysrgRL5uV242T/W/MoRLInYj9yQd9x/q6rka9xeT+pAQOqX0lLG69JmKCFKd1Nk5iA9398FRA1GaiJrwj0xag1oVWn2BguG2bRdd8PNJ5zqA/SPhnu5axC5fVC+Kbw2M4sRbWyPUatw6GTZnZy83ZWEpM2i/x+O/1o9qnnPsjGp5yjPHq99cu/416bvWYzHT2QJPDiW9kcsfmcIf5DUkFcTLx+AbzbA2JbzEVwCoZVRVKdoruxKDtAxXKCh2Xr+XzS9XLoo3vmRNhSPu1aIuZfEDD2swyz+HzZdtnOYao1KQkRGFHqjMnaRzmEmaop12URt2ypE2mn4uODIBdeC85u2orxh2C/bl8IsWr65STL5B/FTgoDR2zdBma0fA2Ttmx8v+MfpT6JhgWrHeO8jFTaQPBERds5z4CIue6NnrPmnmGRUzROzZbs+SmuyomEpeMi39z9f+7hqp68okAkx+zCSRVlUPK8VTeqw0Q0yDemmjRd1IFRHtA0AygEP6BO1lMOGhWQIH/Q14U7trNN+Qb7tO0ac/rqotD2KXOQSzkh28hy8KsMXzgeP8A1t52AL9dd55iz4CXs2NWA6YY9ckLxG8mVlBziAcRNz3QMyNexIDoCIMDh6IWrZTyx2Cllk5JIZmnAvN0D/CgJpmG49u2+RxmKPqstB37L+tHaOk06UPU9ZYc8WEMF4dO2J+e2vBecT2k+a6YrlWP/mR93YYK7NBUoxKMJjTXBWmTouPMKQMcgrE48kIJmMaxQmoM7jBhaij6RZi78ifmvQBWCdzHltQJSkG96Hkd50/YkdCu7ItVtdSkKpjqCnS3tWB2DjKY//nPdrzBsHrzIYejm56YFRQVP+pp/s/oQd1Tb1J8E/xlFDmI302AKH5quR8flf3FERH8FrzAz5sXvGRchvkGeEQ7k7bQxOLlBgiy8coDcEUVh2NjGEC5R1n0AuA8NY2HbQSogPopDxNrkknOE4yW0xhd5aoqOq+BVKIBd29WfgQ3m3+a9Jj3A3esVpJQogZZu48JLjpKvgFkx+LiPJ5luYUQHjBPrjNxUlhUcuyi5ZfbuKWjXLtSJ5mNyGa8EMok/ELjGWWmNP4db16AMMMrEu3arZNlmMk3dBMrt7viTUauN/1O0VvUHlb0trPIBjUKwTfW26uHikvl8lJ7RUDFOoLy1Wpd2Qk7nL0AnchXolLDze5I7HQyHV6IWOwVZJ1+lQ+MyPOEAS6ITHbhOpil9wv6Fm0EvU62v1lQMOwTB2ANDQlyN/EXvov3XEA4GrZaRT2n7Zy+O6+cSLsv3AsBqevMO6Ukd6UMv+oQWEA8vuDnnoAVdFcwVF/sNbXjKylwl2c8mx66gwibIjGSNXMB94eAzpXu3rDhvx3zG65BOZCSZ5RYbc3jOh2TJeDlIjJwu9rjGGjNpCJG+jkBvilQWfTzi0eI1YXLczduGccQUvfygkcuPFmp3i6MD/1kpgxXM+2MZVcHkfVTXBIves9halz7WzC5UgobljUb1ZembojWjcbo8APYE4WtTTPSiRae1iSfUB9e2B04KlMycZdbiweWzCSTJPryRhdVXcm+lEAz9y1a0ijOA/PHUxSvN2K0aePJhVaDoWnWFaD5NgCFLuYiyNOzl/YHlzr+VwOt45H2mdV57q7M4BfVqCOQWFmYfQPpOsHua1eN6CTbaqDrfAt8FTPJstgedBE0qEZQnXgCJH8xq0Q9tmxLqVBFLRs8menCMIZ8CkmHI6CfwLI5sMWGpWEGLIMU6luPYDi1p36OLwi/4ikIfQS3UW9EX235PHSvM9TShCEnDGHTHFqkDrVDPig8dHsqePvm4+2ypofr0OQ/7YUC8tRHxia4XnXhcQgppBOYScVWdyUT1SmkrrBNQDnN2ENS06VPLP/obh6+JhykaUZWx/MzbkTFus9z8/hg/7BdsVc5R9sJ6m/i5frTt4j2bVOv5k2JWu225DKnmdE5/3JqaWIl32fCgB7BV3Arep5D2F0uPsZHAcpasaT07lC/XloSCW9tiiwAONDotep9gseCxSapjZy8WLOoH1awuhbVxquEshfbAgkLUekfd86/aKOoAh3sXd5j54xE4rXLxqMLxDKMjw1wS0WMV9CYs6ow/Nv6NnKvm7ZpWJR82tA6IOnwfr6o/EsqVnVskc7kHJyvBCH8uOBcYKsHQFZu8Sp4kwv3Ljj6WuaiG7VvsIWSbG8MRmywXWvhq1O2OUZ+Hu3n4VDXk8NRxJ2mfzE/mSiQ6Wco2M7yr9kv9YMemkqMAZ7WnFTp7+MzVDuHFvwCBiil5R6qe4+FZvgqKZ220yevYrAxXy2vydWrd79WJIFvn5RtgMw9y9QUkgInEvYEjtWZ1BWxPbYJANdtvAH9bbd1wNgzrne7YtFTBglq2fGpHbTJp1LaYHsWRzi+Yvpo/JM/LUuplAPl5WklQs4vgNi0hffGf/QwXrsHrs5b5TiHL3u7foNChohboZnL02i3G4Mcv4A3JW0yH/qY6cuXyB8Dvy8J8sjLFDhwrn5j/yly9ffE8JV7LYC/rH6mrJA4FZU6zW5mzgMqez/YBWWnK5uva3PdYsruxmX3sJumQkuAh/6GiMisQuSNmsTEnEwjqb62ozP/FeR8mPRyDmCUk5ZhbnT2441ZD3V4BOEcfKgFEQkK5VqSNOtW7FfptJ+O0cnefCCZ4MX2Ia5IheKpNNlesNcMnFv4Ivi96yfNI7XICZZKJGQvNDdoclXxzZuopEgZFEZWOrlx3rFaOhAQCPp5kBv8eNxQcz53Ad9TU//AbOnPpNjLcNS5QvGR2qc5kObrfKltDBPWlaap9A2olQ7koZOEG9briLzmFRO2Kh6N0SoIUuNSKBz2j78FswDz0c2VWWjySDxe4aMGr9S0fEpR9wOmOtE0fOopmIRUm/yZCWQ4tDAMgk6xtkuJDJddM4S9VirlXN7tJrdMx4uqC1n2tPHOWKOGKcXfUAZcfkTs0PLrs4oS4z+OO1q0x5lCyqHDcc9YPErza/4LwIc0eAJxPiRZye/CA71OX6ZndyiZW16yCcZuLlTvPtgNLKaggPHydx+AgYcjDz64maSfVFXc+vf5Ei36ZOw9uIe81SsCKCmeXuH95wOwE9bDPbL61MmXwdjHJbGSU4NTQsdGyIRvfzjj3HG0xidp6aqD7uCdocc1M2ApSAdl6KzCf9WNu0kRuMnOzjrUKzRK2kaltsN7lQYas84sL54ECECyckvon5tg9YOaO3Ft9JwCxIUwm5vG/1YNVhK7e+5pZb5TgTvdgQbiLl3dBpTfLKwhp2+J4mzunN74+Paaa0VNVrmlUHMzyvR/TX4yJTEoP9K55X2JLOgUm7JVR61iDZGNf2H2kDHjqozp1xpVm0OmMxxYVwj0zCMtaNw9O5yIwTC9JED+8Wv+FiKzUhwMFuVT62mczO7qRGTVEOz+jvtul6cMz6alzFleMSUFonG/JwIs1AlM95OfskijDn+2bEDyxkZMHaWbM9TUf2DFxTQfDrjrJEbKDc6SrIiUJ/ZkWH/otmdARfWrI4F/g8JuviVe19nJYsbYAZtjtXgirnFPzDna2koQkyRfBaLqH0e3O2pfDlQsYgaJg6+UZX1C8QakyCBgTErielxvKmVShj+JnocnysNzfpwUB5leSZ6X3i7dyS2FPvEWzCTdOyRMxO4EZ9K6gYnzwVUUSg8yCCYRA+jD2x7DCAlVH8TIVM1uERQ3t04aIUzc7VNdT6c7890VMJYTN0bNJSuc0moMLBgMD2t0/7IwKfxRELweChgWblKub8IhpmRNspJ4b873S9/ObySZoUeM3+NSgl/ytJ8i0VcCyaRS5cX3u0V9SPYAz20AGEWCcDUeOdIFerVQFgXIGY46mucnUUw9GsQxJKVw29yxaDQ0MWw+LADrZ1Nn5iQkqMM3YlYzMOL5jEkHiKeHUCgHbi8eROj/JslOq+jm/Jybf26MbalhGsG/KV9dN39kDuqlWrycKl1wLkPV6cIM3EAHwmXyRrNpVzpO1eoLy7bTGToRN79dFPaPhpFqgkx0sese+ju3MB5J9+Upi7uHYX90aG2o2T9Eb2z6BUj8hVzuqoEDGxUrFMMAeshABFtZQY4OKL/ShqNi93nYU9AqHVOgNVBKXnKFQNb1efwI0eTDKTP3Eq80ZvQNRNFAgcW6vkbofQHQEsjnFuErqHmn8KODlQo84PI7b6xYvXwU4uFgEBqc5LFv9XqRn+xcGGtcFMY0fWnKjrFtbSz58ZowI/JRqpzUJsy96wfRGklZZaq8mtQy60vFBWJRUeuzGzSP7GqomDeETAa9k2OFoSSfAcH7zoKRjMH86wAPTZqIujJE1k6UX5nTq9fm9BzF6tH/t0dYpr2pjm7lPyQ1WWvDmgrGJK99LuUs4isofLiW1kV8ZBlM9CCQo3QQ6pvKeXUZEiOsmVSt7JN5YYGgwPm3rLZDyHorg1EywwDp4Q4isQlv8ZmCIvliD2GnTNktTxJmM+2EMBUX4NjqnoeOV5AnDBFWBDqaJ0S7qQE8QCcDSPw/PKk4uxIuqyBWzbdOmjT/GBiitvFntCHFMdKt8VDq5unON66vu04OjyY3e2i238fAtS6H+Zy0izOf9pOgCP8gfzR47jGQ1BTt3++4vRdRuDP6RLkhhioiebEHYEEfFLGcBkxAUTROE7pNmj03Eaw9Z+dICa1+/Fz0ohXN++6BJw7g1Si8npjSnEbO/BVedXM0rKCbCVGJw4GPqfcM6SSZjGfHGcCf94WsZPRGX780QJMf1xkf0ws+OF6yd57dGZqz5ACg/AFuCFt45+R1DE/3+0KFI/VbV0DPtho/5J1IgTxhZFEBY+bRfpfVjGuBkBmgBhzV2EM4RnXjE21VF7vBi1uNvOyLMbt4+yPfw8bLgLQrBR2bjh2ALDwombs4Rs0oanm6Y9AiowHL6pYP2DD8slhyWTu48Bh/FDrxuzQRQIBMgVoVA5yiBNWvd/W/Ib7SQtOLMhDt4YSXjKgQJpd9WW3S83zB9bFS1tDpSjgKf8Z/U/YuDXWPDF2DoCDMoiAkST5HiRpZlbboJBfCDVhsJlwAIwb1Czc7gv3ado6gKHZfvqACjZqgWLpaOkiCow6g6k9YTkVOx3hn5h8ckAUWov5fKPfWq7wa9JagS5P3WkiGLYdM+h5vzo9ad2KH7GwhjLgG9GN3GH+aPZM6Q4l7F3izG7BWOM4Oiu81qS5B8jTsTtI11pcsX2mPcoJS8SJa1Vx3Ne5qOT2MYFY6BVMNFj4iZrHJ5SRV7hFPJoulIp864dfGYZi6Z8p6fOjD6LgDKiAXg86JKebMtDYo/IIND14dJstHpAeIqPIRjfpvMLgnFCQ7zm0DkZydSastVggomra/neZJDbUK/uCXPA354IDGRch21Pd37asRHuF0wioTH/Eum0T3xwBhRwcnuMy30qYGUZtXhgxXQ4QsKIZJYqvutilSdmDlTHA7waTf4uO30qVAGDLK+z6csoC4DxfTE0nBZ7h1rXoaJMePlHsO4YsoB/gmNc85Y2moZeNqU82NxDN98VuILU7ByCOO7IzP9Rka1HQ/0HY2KH10okhinsKKiZtK4i+k1SIw9l6BbCD4Bi4gm7zieFHCyE5WPoOPyxJdmsSnEzYwz1JY0tulk5jVvLBzbJEf0h9fJOS4fR/5VqvR6b8NW2R29QEOUjGhwTbef34sPYFfZlth5StP9LAuW1NpM5VYmqQ1xVc+JwU8qGUM/grs3TeLtVOUiBZFJbCb2WBdFLzLX7rcWs0YdA85zF9VJhuvyKHAJbBN7Q2Y90JlzmSr8ZwfZlgjcFspGIfGAK6unpyCpRahrpjrwx8ZETVEJ/tmfV1IZQD/yg5FuYcCWY7/HhLWji1wF5KpF+D0aFRUoPVZpDAalIlrpdvFAv/U0hLOFpLNaWRr0THoDBQBoKBz9LqIbbnlLW8KTqLj3Sr/74/UEgt0+WM4Zp/iqWf1CXaKIMAyHhSiFUAwhZXPjxnlcEYm1OfCNNa9rMyvgZGnZE1qVGiR3esdcpV0Kz07EQDLz3ZiGCeYHgajAtp6vuN54oI5ot3+9bOvqHNaZaldmrNIWJu4Tfy0mJ1y3pb/C6R7YF/n/byLAXWvxdMvvKgTd4SacBMIUk7a0LHm4jiEbeClF97tVDAj2ArTWola9i92U22dfHEFYtuqK/r2yFLEeKfCSEY93kK7u1L0ZmuDD/PlMwqVVtmDuGyE8s0LRWj7higuKbb5qnj8AQP+rUFk4oIeuejzshe/l7n/nLVI3tWpKvOE3Y7bEYGYaPaACZEy9zbKYluqJUDl/iox0F0rC9+AAyAGVR+mXVcjHNoVa3N6ZxVJfZ80EWw7VnUDiENIX3Rm3+U7xSzNLiBqkUDCIi/q6XtWXTcio7cfYfhVFYyP9q38lKCSPhBi3oKa2O3HsuFOFEVlExdcNCAGxXeFn0BSltwQs1gKDtfSCawkMuB8Y/f6Nm3c4O0eCPvwY+ZgxrM9FAyvvEjDCkNOJ50RPOcEHWx7+En6S+U1Y+zGOIP+zRiiO93/lkog8hE20c33dm3/GKOsoKKzusR9k0eg8ZlmRa6KoOsJl/ifMrN3XHchNzZ7gFGTHq2ASWPcg2gso6/rYAxpp7w6Doso1fk4lgCvrDrgvqOkxEK53pLOYHdlM95m0/gYET4usW76ayxVWFK8jrhX6Z5C9ou6uRUYl5YiC2VTbgs1rwFWZboj+O44BxXRYV44jplWq8Qcrjeh8caQIjZcea88//Sz4qrgTIYL9ZMD4teqwZhBkwGzwwzQAuFG5oqvh+hDxIKpwj+bVN+95CoIO5ElTYiJk5GX4AcMjwV6ZHyyca90xrkH5WbiGAZQ2UGJbAZcjrkvZBaCurRhEXAdbgw/tNnjgcLx6OxHXoUe2InbElfuW341VmJJ0XZ/aH6McrzK/x952rd3AmwOBbAuEg/smy4OTlTc7UACkbgCNekZUXAQLCpJBM7qhtqX+iFnynmCqZcjO2MUr9cTyeO96kuUeKD5sCVRvMNFQC7ELLf+EDcWAn1cDh7eAvb4cjsX17VnJ2cVTQhT9kUyb/pzeu5e30e1lr9ZnbSa4QKmKb9kNdY8d/htAA7dIwbik0kTU6kvW3w4iqma5R04hMGsPD7cdGLAhbtQhSK2TgZxS5KKq99v5IE3vHSDht4bzKkuETWxSt46vdQF2JKmByoP5SYyvB265wbZqTF0J5wEPnh01nxbuOsMmpT2rZrw8QECIDOLkDYZO7jsQkiF0CEFEe2WfTgUwVJ2t4P+EnV74NsbuLagskrStk/9VegR/VbCH14p5nMuEyXImMCRvwlotOPbQ9Oy2MSSMPqcutmYQH8SYp70G4OAAWUOSO0JbGrUEkYi15WJ8lZSyAqrKq1aLHx9XAsATeAX3Dhv47RsN4QVg7zewFlzz8nNFtUAFdccVNshWquSWHdOG8bkomDfaClUM240H0xeidsd/QhDU3asbyuTwyNU5Sz2a0w3I0YnXobvaqj3F0hEc0zi/aAYkuVXK75J+0jsyLMnSO1VsrPL6HLHQYaCSXY3CXeYlgyHZmAXKb4v5U/7tFCY7MwV1VfwptEpAgfNwoWRdhOdmp2QVrGPNgop2bzVDazl+DAFpI/S3+WI07rMuQGJOe5YSwkLWz3az8RMpbm4HcGNZ2+5AiEyt+vdhl9Wpy7ouAOwZ7jSaIkyx8zF3qeBWIMHByZEijpLOZ5f9j14aAH5hd+zG9elwy0tFFON+L2binrQ/XK4yHmel/F6aax95qwFMgCbv4Ers0jKyM163uQ0xhevm932zNUopGcvA9EI0h9VbLO6EmJOjJZhNW+s6nTV0MztMgbzC2GyAvinxwyNGBFl18m8v1JiNyyWWNdq7ETlFSFgyyJx949saH7ZRJhnl1RUXsD0T4zy5flHYFndbIXj8u3CfWv4mZDtvtgBHey1SZzg0w9BZXGXcfJquRJRtPsJHj4v7tconM/4EgsdCOW1hCsU8L/xOvmgBKbZPGoslNktDcixJCrkygakIqQM12B/w2AoMs8Zf6EmxzM2A6Fx8vvGxPHngBvNu1owIsFF/zLLsdP9UguYb51yfAzsv2lzZT9bW9a+UA2yVMsC1LECfD/jVTtP82oKg3gLi9Vna8Q9fZ4aHKIO+OqLUEkYg59Zd6C9+67eLBHnxXnC/a2IsI8prjN8GBtvK12iJKynsWABIwJoq4aLrl6HfZWHkx49oqa6hjOnMuBxKwxRSxRmykAIlnCdwu5GVz9P5RGNu5bR6SZ5n4MEEh1xkACxCqEC6JQlhjuts9SHG11mq24e2eMDtQ3YMZXT2EzyzrFeVrZLBeqEI3BNrUG/gjOU+A15cKHsGhoaZkcwFajNibNj/+FDx1Diu5pJdWU8ZlCd7VtcwGnnApjlF5Mqh7sRjXCM9MaBbceMxAqEVy2NQwCsDHP1FBfk4pSc8eunCgd2UP3UUXDMM3D2fXB71c6JtKHSaEp7O+4jkh0gsUbSeK8a8CgB5JxyeVEZfl02tkTbporI+6jLoma7TR5mqhLrHNimPOuwVv+ZV8HNxrg5eNtSrcJIzlWD5rYEuT6rq5Ng1BQ1pYwACTJTbXIxS2N5EiBC67JnexuGvWlEgejoIhdCTeEXOqTn8AbZqKcgpv/cmli31Our8QtAdGdeuvnlH3HugBz7qnSYRjBpK+0QxLHGeu1bud+WzKC7xa7G1LMQMMJbcMdXg+F2efnn8pmbKS8AnLmJxImJDddALtlFh+6gNJzemLOjFf+0TQzD1PD9By4avyOob19nuOnYgPyZEfcSvGkf0MfzHzgVA49yK9JlUT3Wslt1ySI5Mvhw33nkuPNABLmsZPnbgurNytOyCrJiiZJzjnlfWFAmfcE7HwEMD7/pJVS0sMLa9lDwx8ejctAAgXsFnIR5rhtVoYYcxb2zC03zxM+6Bef2lTWnAEpsNRGYpZVryDuUMyadthMTnpsZ5zc+l4EEA7V7Y9STYB5Amqld7mXpf4tjMlkB4B3cKUI0/8PMPJ46onG+RYJKmchNNgSI+gOP3jH6Hyz+ZsES+6STBVwErKCRT1d1ghk2GGy2DYred0Y23ar8mPLF1Omo81PIEOdnRFLmjOBJPUqseL28sVqzxusUbNrP2mweXDnb8G7P4C25YWsCI+ZElEhrmkn00rg6KF3Lu+1ODYXvMgL7vZm/TQi/b4CMt2ccj5mVIntn1Oizkh+d2xCyfaH3cvYVojUVV40TF9HS1CP52i25dnmN8istPEJxDSIhOQygDLvNXhlaN7641R0OaMM5UrXb6yhqtVVYMIlROX8ADCyBoByTMDTbnyyAqA2tQ5Dv4QdZTio2gd59SbNndixNKhvxbGiOVv0hC89cnkGWJlsd4TPSh3hnHJT5EIbg5OeaI2m+SunAvbEW3G7qs2gvsYArMv4pX3WzKIfo8AgNAfQIAvn9x0UnxTY6Opc0y7vLxvhlBWTG1JvSVgeIEz8d0hXgFSu+WIXAxg2ZhIvTbPwxH8a5x6cFi2lmCvsSqCv/k7+rDsL8/Kmg20jBOAtpjykIHs1tiKyyoCk1CSLZmWwY93C7iQ8GE7UKb/G+YDKWtgSKzS4GKuj9ydhZjk2TJx29f5uXVR1xiLETFScjr2/dOtLv8kOECtJL890qYjYBHeOuO1nfbJ3kdnH0yP1N49ZlXtBLwJBPc9vSbE1LoqfYucWM0UnDZNKsWOJGlRRME7af2xrRMwIpCfRiqEoogRS6ktyARFf55Rf/ER5OOdkCgxakUFg2dM8dj2HiuRCdrWY1mh+tq22YQYLbJ1chDwjtepbg4Ho4hzfYenrmNalyb/BRzJpmmVb3rrd8PotkDTA1Nbwcm1jzswJdHp7nANK3LdMfCRZ+Z3g5esk3A5aPy/MozHtte9mc7ZfnUQpSs53ulZ+xY8CwWWAGBNu7vz8nPcGMAsJ+D2MgH1J28S9hzlO3P8SCx6QGKrhB0PRyW/4Zhq52Z7boCPdzgM5sO/0HUBQfRTWSwMqV0aYWcSIAuk/wsGl4716fhkKByPkBd/hh7lm+/8/YQmVDGoi9eP4mExaHWQB4gpTEkpDd/WvpewVXcXpmL8eKNZBEiXDHjNgwmO49/OpM7oEhBoD+7R2iy09utmNwxS09btfsxeP1N9JdUdfoHpqXg/GSoLJR0JbiAewairf8XFaprMtJWOYCM1HbvcX6MNg2lKeefFbHUUl5tlpdPOTgOoQFzS1rl9miFgdE+5hsj6OrfVXoOSEMlL+QDjuT2zXlzK+aQi4OEWLF54GXsVvwL2o8ng8tG6HO7Ogt2IZNtKt6fINynT3tUfvAED6voxz/fVPuYFlmJrG4pBOsYfA+cYpmehTxFxGxluJkeoTdWhCE+13buEBqryQZUPOmC+m/GQ3RB+a8OTL7i9CAL0AmgAAAABKVF2kw/K5ReDQAraY91jI+JsIW0DCK9242Tlkck8VfswZejiepDm3qoCAA63gDz8lPirxNWcCv7tEXV6rqgZMgmDDxXoXuJUbBH8z7Dz3e+NwNd6/PfeLcxnqW6oqybA9WXaCMusTwpsKohLnZUYYmnvOZiljCnO26ekizs0w5zYrSUmKZoVRy7jznH5mLW+JMyamdYN4yI1DUzq9Mc7NbT3ty4F0mnIJNcR/OV8yjI8bcAMIQ1kTPRpvVd8YX8ImxRc1pUMkpVc8J0uvh2HCVjN7Lylzyxgo8f2pq8UP7LjUUUvOkpDKogB700IUqDFUSLWR3cdi8YPpvK0n315FTq3jJxSB+hFxr3ssZ2RUK7nlTnMSBXviPGN2Em2dnBv30V7F3qqqOXh5xN2HUUV87GlBrxrJGrqcayYMPTv1m4xLmO/GRlnRfBERXflnszw6PA4TCNcS/qMFnuB5iyUJljzl8gD8sCU3zjP/AC7lB13pqHCLtJ6n4yG6V3ZvqK6n8v14oBex5ptqZxlZOZemfSInnfVNSGuELRwUmMavY82wj1nz1rAvVrGMKJ5vm7YTFScX/ISizV6/9ceSYP4XlqrXpI0Zaz/Y8Xj/Ia17IU+K/TL1nD/Php2GkEZicvHK6W00QpRSL/nW2FjYtntBhw0iqNT6oENbNhnpOXpymffhdc3FsZ/iwdIIkj1tp8vBDTt86TmHTldJuYt3/Ef6lVcs6VP6eSwVc2f1Gwg//zHhEFbGyDgrUkOFJ2UUHdWB8XFWIHJtrZkunLsJhwRRO98KttFfV4WB57DwU4qqjVij9G1GZFIA9WIpqPlc1XPFBEN5uY256APwp0PwcuSglCt2f2F2IKaAM8PLEFSaj6bmGsUR2kPON4A7VX+wG1QIege9V6G6ntugJM7pZhjX11+WsFcmmChD44imp+yZP2Tm3wAL1+RmkxFisxDwIO+dIErzVjrQe8NbVX2BVlwSv6IX3+1Tc8mRIbrqnjgsQVHTENpVHU7AMvEWqDlNN7dQ52H58EpWGgVtfhZm9lciW/zXzVprx1l0MsaLYxjKW7dSgWhq1KSRf96KGulqgo0GSZSBK6KVBQeOd4TRdLOInjBIaz27IXIkvdZ3p2jftcoSEEVqaWEa2/GC7qmCqCpZD1o0Gvamdux3XsYJus8o3pMEnJ2gPwnYSsvbFSnfK69GrEw6MTA4pYskzF2pktVXwk49y/4gg73S/iS17vo5eKWyHt/xRRF+n4q+Q98kD1QSIRydADG+gSBRh/wfDsBuaG++Uke3mnWl0mVPpd4C8NzKw7pfD4PeGv1OhG8CRKolqijko47sTbtuWvfX9+lnkc6MXA/haXG9zD3eXz1xEbFzY6e0gSDVnWbUgoEG0zUwsE4ZtbSTZWkDzdVBlfUqstHES2045fUmX+oTkc9q/6ky/1CcjntX/UmX+oTkc9q/6ky/1CcjntX/UmX+oVpTC9oxRxHyaXy3j2sCdmH/cArEre0Yo4j5NL5byJTTtpxguya2Lest5WNuxJ1nQnx1xWutQniiTRi2uoS7FmXvv2aVUIT6XyIa4LQrUi9ZZTVIvWWU1SL1llNUi9ZZTVsqBU759lUqyjUi2PmGaksVEPlP5CJ0o0n59CkmcIxGUqr2pPjbTlyxlKNlUdoqccARJJ7SOwySLz6ZALprZb7fgxm8QPptKA7VjzP+kvI1+bxBmO+vougDUldmyxPYdZR58AeSJdT3lf7SsTIZVlII2aC1t+R42ofDMBgDca9p13DlXX9IVDqwRVTF3m0pB/De1Hduc9+hRvGkElsvpGw3WqrUupro6KM2F4wIha8sKqHFPw+xqn7m+4FqpZkI1Sa2qosL3aBbgZUNM3pOpmsqDDTbmjITzcVCWsIsOJuLcU7lZIArurHv/aFYg33jgwQthx7tKrr1GZTu/NY+SzunJZGRk4Hmv7yG1wJZ1GPgB7+o/ezXa05BnSfz4dn+lKGgY5/ACS4cCej08ZSwywIMv0xrQAtdPfVyrUCmPX2SsfeImVVzEOv1s8O0AkuEuYlSC5BJZ7YKX25va3aYPAf8/x/SJWU6xU04zj0UIEM1hwRDnaz/omx+Y9n0YEn2fDYih6ufnG7rE+52JH2+EcBKWl8T52mBGSD+61m4ODuSA06Lbjcy/GQHGs89m+lShqavhkXxOXTFWdVl/LN/9V7YpSRyAh3n08t5PGTJoRTFfOv1cQ6XcdwIpi6us4iUbJkDGtap7H5yfhQjiFpUqb5z5i04PSMe5cAj1GiVACtEqwM9P9e8jdm5s+uQ6sDvX8OXyisr1ZBZW4sJApaM8d3tQ2bFuVxfPu+lr+wOfTa2QM12vjx1kwgZP4ey6AXXuap2XMpMpWLzNEteTwrdLdCexRRVnTvXQx3bEGqoBJUSnZ8qQJ4q265hg8n3KLEUl5fW2MGsTddxjAxwTVioLqH2gRoHt6l/uuvMPIOLwd4lev2vD3bT8lQPblP14jnKeaV1u2MbzCttwAM3HEu+jNHwJonQGMfYf2v4zGyh6Nxcehz9A6MTVqOmjCrA26fAe1YSxMK1HOc8A1Icey+NnCXcUjMOCfMNokBLvSnGp2dwpWu5RGfOaGxdr/icAkBdgyAuObQzmtvheYxy7G9p2sITt3KDa4z5xoFhhvZIBQS47yPhvu3JGf3tQToYAAsq5qeJtprFXzNH7IhLddIWz66nw4lQh8Z8Z0oPd/FcBYXfFLJYQorTVXNupwcQ77x6ofDne3VsKD9Ue3YKEEh/HpQnH4PZktuu7j0EiJIxTppyqU7KyMQDXHdeWP1WEJgSls5Xwm/BnCOHg6s8GjeygyZE3cPLwnEBE956VsbrlOMJBY3EUJIbfdoFXjz4jXdReK8KaDR/lbGmwibPwOLhYQheX/TWb96Rsw7EsA8aLTllVx76pTcYEC5icHtSdvTwGCOFWQSKusAwc/uBL1WfOIN0n2YxYFSgJwCaSfo/6HO4v1uBUVbmCApPBt4OfaPgipEcRsTG6ME6CX1U35IcD9gYN8fT76a7sD48NdeUITCBGM6kc0xVy1I5htAu010a5H7uZqSoOA/mfxkdozT67dVL4fg5sFd5mMc9dCOhTJZwfJfSeEaEkPpeLCiQmYpn3XOHERYIhBTC2g0ZBNd3Eit6aLMXTWOBi4Hblq+4O6m6UdqWi6Wm4NZp77rk5wRUS6m1/DOX1Dp0E/nNORkKUt8OuhrQSlLbhxmZEzO6NEgy83Z+EClnP/cYXbgO5ysj1IG8wMQqfoD4wXS0YBFvuCDAjNJ72bCVeuqINIChc5aaxme88EubsDEo1pUCz2szccFlR//07tFgOC2XU+RPfqfdCrlHvUVkGQdfDDLts5iNx+caNZRS4HUKPVz843dYn3OxI+3wjgBCTDk2W0IxYK6WMEHHgJzddwE55BGtb8nc6SsvASj0AxFyd4Sz8VJD458WKZo4cobz94mHdsCZ/pqxvQTcu19nHTJ5HPPq+O21ZaK9+4yFQidOpsfdRcgf6tiE2vTh40IETeGY/9OJSVDAWkmVTO/YrOvJZYCLak/Q7F35NwEJX7EMoBbJ32uVWkmPb3QRJYsAtyewimyaSsjX9EK14KaEVmkKNVc/dXggVGWadlmxr1YUHgdCeRg2cdBkttKcILA5wWA0iOWzzIUWePprIKC03hZ/4xzk64l8P/zNX9O25xDeSbksd/fx6wkYHorNjl4izSrp/Qhh0VeXg2yqbLcTeEh0BavFcG0iVSq5C0vf+3/9ZNsmtYXzwq7q/o0t7cXqJ5jNBuHmyLxhBPfX2AiLY/6wtzEq284PpT0Yhcb4VkmS1TL9v/+q3zm0eDBx7OA3QZfmNUK6GzavVkFlbiwkbeN/HB1tKUzvoJ7bZ6ZEtG2EOr0vDBKPH82CrxbCcVc5QughfzWgUeo2Sg18GIQa9ShrBtcQijB5fkkopKQUrmtkH6qenCJ+qr8fwprAir6etuytDSdI2zhvB/kDt4Y/TsYdokJkp/9sAYz8bP0Wf3L07V32rgpOJ3r7kx/zcPLCZnu6En6Nvr+hLmpgbs7ZnCQlDIS4RfdFaPAZS8hMKyRAeYaXRcQDQ6xduL9h5yjad9oHNRwQ9/WiFoMU/PTHN/UU1coz2iyom2LPQw0wTuW3h+W+B6n7jj65q5pIZbT3M0aLnmrvEpxebPWjTG1R+zVPt89wJyAQW8AgPwSNYl2XopDGDzl1Uc6eAQ/8/GEKvg70iTqCzP0cqNbkVa5QSiuvwF9twbCVAnH5wL9JdUBY0IeXMejAgyAfeLpmDCEMPTrj4jV9h9haox8rHHJ8rQpoP5hT4/YnvI/GimJSm+NiHwD+W5YVXv++rfUAuYNpBPAwSvJ5DOCnosZe4F92XmWoC6UIKyEv9mLUwcMCRGHVrVBMVbAKPyACohEKX/NO+glplX9eLuXiSeHXyGgsiGAgU0zLBwQq1YJttq0u/1ohaDFPz0xzf1FNXKM9osL9TdJgAKdhwKq/jzy82BrbIxj9xx9c1c0kMtsOnAVvkHfUpkit0v1iHAwoM3ntOp00cctr1x0zgXs1QhDpZu2afKdjhQEeAs7qcXjRU1h6Wa7P5JziqvdYns08SRYNs1C00XlxGYsdLG85UyjMcPzkNzfvWnp8Tya6gnW3rsSTgcLmYvK8JVn2sHePhcrhy22/RyJkTDL8bMvu+kM+ZYEtPPhivXZntA7xLaWE5l9K1gebY3fGXocfJhVI/yVU3MvCSaGdX5RgpxzXjQrm2/OU5hZxYx1CEW7J0vnAsABFVGbYEKNr1T63G6f79q8osfSXu3qLcmBxgur+FVLSM4YXh46ODrSIQwnNV+TZAM+Ufl1tf6yPoxJXqwFq7WySZZNR+X8uP0g9yg8AMExABtX115CAhoO5FDBF7FhjyJnFeEuoMVq7+qHOHwcG0rAF0EM1DXj2nMq7ivolc76j/WP/zeHTnDzjJoAAvMYSN2DmqPpuCKssOQwDzL6Kw1WYz/Fac2sRTfisEwL+QO++EbFPBhadOi9i2GAV9YboeZTB4po1Ynlmy74e841KF+ZMVUmpRL+KApuDE54B2bLSPFfIwFNCCmhgIF8SJBo5gNFNVYQHHSsGbqza+CpTUFK4obvgbJh57Bci+V6wF+vi0ms7rkf/5eRJxPoxXYogzaXHEmoy+yFMANyvFW/hosye8TzXStUKpneEIyuFR180oOs9+RIORa1HAUEpjRdRdqil2TkGVBGbnmuqzEX1LkbF8NlGcvicJfm4KKZ/nCdrmychJ+ya2HuLHAqK4+nD61t2EEGVeco+W9YbKDSa9dMwPQmYY5nEtRkKE+m121IK9YgtujNZdQUiBIDswEfkP4OUSxeZPpTAPNXz6ZFpAIpVTL3MnkRD7Em6m46pgw55CKezAgq4IJiptPTJU71u5asAQ0SRS3EeWh3h0g5x4qmwxpUWy7ZqkU1PM4h2nIrrJcmD/r6piI1sXxtXO3e757fIQDHi4zRoP+MUIXluOSeNZWcHogFP+D2YFV+2zd3YvL9Zp//Jo2zUWpzODanvdebwqwQPIWmhSZO/vFrR5MtGSDm8D87AZaz9D6tBDCwOBPfUQSZlqRgHpIDypm6aTG+lLR/Jk1C5Yxe1ExfDfKU6vPiJOQgGGeRrnMg2DHUNWkx93xWgMsz5mC/9pi2sQuvnFSCK0Ll5+aCTZXgbcUify9j1AViP6jxuh49bYHq9JhCuH5aOHbkiHUCcRdxnx6yFXP2vHqL8ysVb607EO9SP59xeT6UZSjImfdwrXvrwv5Lzl0smdj8PpDlrukfONdg3lyOmh0/RqKwg4iZ7jhq5yJ6e9xG2hUKlyzjeWSta9euPcpSpBn2VYwtz5HZF8qVrtOJHWFUop0gRZIflFJuvVP/flZHuA/BRbxsDIjlQaHmKdZXtPcwATwJG3ueduqeB0glX3rDsmSY0wajj4OScBN5OQAMSE2cq3SUs7rCHY4O+7tXB+oF3MeWof4CNR7dyDeCv1FJGmxWQG1xU7+iz3S2VG9kIMUbd1hVfL26CSi2ixe5+JGHsOJFEGBpF0DSD6brKjalTRaq7AodRjSMJkKnrUiLAuhxPg7JUGYwtqYRwjD8OPoMM5tOYRsZHmBRuyXW4x1PmeNqd6iYopv2zziza1ZXJbl3WponuJwY5vxl3q7NXbw7zCTgOfW+Gt7MJmErWJ/Puh3sgGzkQRPfYlH7haYCAm7WZJgxi2FCesk8Y6gMaLEWIUIZN+hWEplaHACypdlOoa9SqPKQc5uONLNl6Bz7AZ05tfjsZD0StunvyAaR90A+1SobVG4/rPUuQDjmK+uVAv4gvY36Jt6JDyUGKTUVyrwcUCsSbDRTdE3HmgsbDRXpIj7NDKSDwZ70yeTN/82NnFG2nq6+SvH+LEHTEcgnVfPWfJGP2u/LjSSQG6EKdRRVv2BwG1qL8sfsnpPey/hQ8XCqhef0iUtrOWu10QYcNsZJJmmPppNVXWuphlmixf7M6BhGFAnzM3RjH+JDLUEo6hBzm44zqonLAp/gipM8+F9RgYQL04bFBY5K1mAZfNuu9oKn2C/kUpUGZc1b27nqI0/mo/TT+QIAoltdhUzAnMvgGfMYXFPcYmQ+RnIrPQPVM+kgp2PRR1yh4hvV7DoqPMQAybBeyqLMX5PONZ5aRIzSoly3phcCx/4399N+WjR18srd4dd/0Nzui0SRIwwegmzBemiDBBLzQ6JQYWhqz6b4WJot3laMg0C2JrDjysvFSV9n2tRmlEWDNbo317//gieLNXHjcnszfAv0SpcRcGVOgjW0NPC3qG2S39KOLMpOS8G8FjkTQEYj1cfu669IZexLkSp6yZouYBeFTC9CboWpXscGvQ0n3bGnfhFdMAMWkpbuqIMFJKKjQ6wJpROzvOPs+VDbm/CyMs2g9t1jeeARab+UmLkvcSU23zbne6zxMTG9dj47YX6T9m671L2x1fW9LXzss+ieYF5LVjzdVMB1LdB4QAPMhE2PUSXKC20uyfsE3ArzcjiyHUACpe5ZZDTBjshJ0vfyqeLpewiqSlujMXFMmNZIwOpxQC7tbTLbjuT54+dRTMQirj8Z3q+eYCCKKD3VQlMQatwz1OMB4cmyCUJYjuqpqyDpi8KhI4BmUhK6TptPTNrdj0RqXteM+hyyGc3SeydtyC/O2drCcTn8XIf2cgXQBNIo3cxhkUayA3LIZelEqvHVDUX9C+Ea4b06wrxrE3rN5lfXExTl0YQi/xOHD+sO6Yjj/IRm6/+Pl7septUUYHYrVm2DGVDM8K4piJ6fX0n9okn4YSAEUETWyPR0nSj46QR4GXE9MTVp41VKd2F8EyyDOEQcSJPAqnDs7ViRV1Y1XpmMwRbsn4+IXWFAwEGsFeryrH4z9+C+Wg7xDry2p1w+dY5+qAvzKVV+ajLHV8LM02N9KZZP3jV+al2BcBpJqXMLLMzB+c0DK4sRPwSWvRzITObqWd23u6rSMvxDriXH/2QDbyZ7Ww1wX9R/1cP+KXcVGcFPxExxMFHBge9sLYuIKc+JxWGAbqTj8f78C8np4xm94Ya+fXOsbfC0qHqUiLWBkQwNW0d8AQSZFRYHV7mM2IlOS1PyiR8pjgmXKSv/cZNwVbY8fPmKGm3rxwet13Vx9m1bD+wZwC+au0lfMgzO0mmx8azQcb3nxlpmIN3BFlM6iTL3sIh/uyUeEp7SRWfI+um8hBx/3bbqd8rd8zunau3bYKYgIIfKI3CDQmcBLUdCMEMeOcKdseavJrUPNRYuKyOxNKUyWOJWYe3uuHXbq9kkaqfNwcUbWUugnRCTdl8AwaQswFwPFPqORh0VKml/ohjNFqwB5gIYDBxC5BKFqvMwVcZ0J+RDUCPpALXk3b2PyJuaV+pK8tHQ2VBGr437ydpRayW2O+A54e7JZWl4wG8BupiiKtnfskXRh2qBVX9q+qa0KAzc+wWoTxRcu9UZhI8VL5XeWX2bvKDlv3cqs1JiQSHVq8yCCTkOaBlxdpo7ctHR1RZJi3z7MsR1qYzIqD6dlr+JCo5BQLUlQSDy3dLZCOXmtXSl2nckeG5XO/zo/E9m5VDiWuRH4Zwl1seRj0sJ9QU7hP1rw2IqiV2FftZaTtuW/LP3nLps3KeqRVtsrxMjDOxp5Xi/GigKLr5kGWiGSqHY2mVfEK98esvexzfIY2ZdF4VT2sC/cyZjT4wu4XZpAiZwwat4bIOGJnr3PE/4ZA2e3g39mBKvhx5SjyeuM5WO82het+SwS9+5dHjhGIuNhGSPX7zUY2nQzKcN4Fw9TMAuyVhNCWLv/j7EUlWScCgfj9jGmgGF5PDriYc0B8mgmFM0TF/Lvsdv1bH+QKDfB9BZ1PLWCJgpQ9BCNnKQRYkQfiHNHwlNLZnwy3y9h+d2ZvbmEC/3OmLTQrZUE4rXafn4QWsMA6dX/ZdTWIguorwCfg/6pQ4XbpKJMZNgujF7ULNtPfzFLqiAorp0SdHhRwhivrpBwnOm5bPnW4OgVaENfci5ZtTvWHvdlT2d/cZbYqMQeLidPTnWwepOxLgSXcgyx/uJ9YeYJ1y9hMtbe1X8r6oSKfnt0rO3Oko2DwCsVxgTaZ3iRaxHP+YoAE5iMTnv3peP1cmQN19gc/UOmKCsJ13yN18PCNbrAbI/LdGkZpk09/+EAFXYsIrpZ5eDzJ7Vsfug5Zub0OibYNAYhADaF35lXix0wGs1x0uxO3IyMoiL9I89kEJ3x/ZhFoqhZ5kIbmxJtnB9zCovqxfNDMZVMg+YsfiDHG4k79fym1sTb6We00mQxA7QylG1L8Nda/iK8cXnq5C/UuGVDYwMaOD5MZVstqnFkF5oTgscsX0eOH2KjkX5XOKWLvQCHWtyt8LZDugeKnE14aHQwMTWmvdB37NUb1F6GX2qO7F1PRLxl3+GX6vIfp8jhwyFECwAFdKUugzsaqhADnhOK8EMa0it2kh0/ieTjs+YfPf/zDa7MW4vO15id+AGv5oRMA5FNgZrJTrYvK8yFfvzWrQUmupbGbL45R9zpcO2giyb5K5A1UC60mVD6HlRF6iQROcR+QugeBMbKXE2OhRi+ST8rp5t6GYA1UxTQvQSBMNoHJL6CPUrJFhhf8SBQ6NUCyEu2zIbe7Mu5GxhLxHCuoQYwcT0qAYBTS8VpjM+60SeEX3v3n2vut5lq+bHPWdJ8QSf9ufIIDlnGCfy+KblneWlE1Kyqmv7Fg8jdfgXZsI0UB0OKVmkIqolnvHWBVcFcVrri5zwgnMhL4FE61I8ALGiM8ZRjE8O+Fa3L7e0+YuDagpzFjJs4rDGSlWzQkAfTobXAhDlq6amRfIoTAv4qW0IF5AiXzcrtxsnDWDnMFGqwpU0EnpchFo0Z/Ib4NhHNVEbOlfBvO9oRh0cTFOqxdaSmuJOEwb7c99p+KNtHm7J/mi+Ta763oF7Rm2EO8lKPxbRSpH0TZuWzSxEn49DLnkIPc/K7UVDkY6vZ31hSk+2vsGUI8t6BcUBZ017ENmF+JDlqpTKT5OV9JOMgC0yZjT4wu4XZn+W20//NOVQxQZsL5Q6Lyjn1Ei8r1NK8T7+IXmmgTlRkDgWoPQ10NnBk8pa0dYXf5rYwgzBfDsetd+WXMn4NQrEap88BdUkQV7aLvtwxmnKpXYYdwebyjW89JMb9Op2cJIPbv/TPfXYPyFaJmtcStQXNBwsZb3rgij88s8HqpPRSgAef/laYO1WYRZObm7kXG2hpXzEIJdGs2sgjIAI6+BF858zSn+HUOVlcd2VaOaQkQV3Av++NiJYYFhnuONz0iW5A2Gj49dwJlGWH4V+0uT9/UlOdz47olKZAyuKZniHqlyTNHzAt4oXE4m3bnnRhGvy2sWpd0xjgw+LLywGXAnpFbN9SQ9jHHF3Zh5OyEFFdOiT9F0EV3tocMXyw/pxAyCjb0vfrucy1I+pcf3lAQJqIrEstXUsbYRbMfKALWBPlAcaGZdmrg/tukST2xvMg5qVNvIcJhR1FHlHXJyQDSzHBozHEBzZt9WWslo/8sTgjNFsDHUR/uj+TDrbYKeL1gSI1GZ065Wuhswv6SzelDvg6IRxv9/Zo1MZBe8SfMulJVGp6fpQ/NjKymmUzHJyveC/E1bmc+ApP9XiYuTnLZ6egIaE0/NjrubKyI+9AWeMb2Np2xlyRcG2jhtG3DaXHjAaKugZv9T8yZgO9aKaPEY3tEDDNJZHfk0vNEm50mwCp2XT2j4XFXWdOIphsXfaYgc+sQ5YiZr4fcjDCsrC5gixOEeOleQwfQKSVrI97hC9Q5wYArdofnceC1tuqBASvmS9NsVy0ZZ3/jQevkEGWxHzJ6WVf/LMxziT29IbFfhQLB5mGzDcMBL8x63Ceq8D2bcAvBN+wmyaKuLTnal4VYYPDdTkX1DFImna9tmX9wTfxiMnvQ1K+QmtoOxihmzewME1U8Q1c4DostCiDC8L65XOWiTH+OiWAjP5mScyLnyhCayy6YjwE7kB6dK9vDddXajbu9frdt2SEICbi9q6f0paMzddHBc/HiWffDFc/XHyJ3xzEg22+u4oDLAcOEJpEP8oQnL2bCsjGJ322tuF4+v64DkkRpL10ZKMzvtacUNlrpvx8P74WSvFDnVTFXZb+0nndxVv5d3XwIiOLgSe6wu0NbLBkZopgvg9zdVnO3tkKaTTIk4kSg7l7wcX3SwEiovHSh6F6S3xHLaQFao0V+MrS9iITeFekRpu1ppZymERfUjwmQylDGo1ddkz4K0qpVG8vcDieFqZSUC7qOzKaMDD26WkpGH35guAksYV7fTPCEO+BUftDd7DsNU2pFRNqCLKxtN6SG4kitnJtb4KGrb0YdwDSlQLPI4Mxs14aC14y7tVHQ3ouUy5PpVFmSejbEqen5w+2LyHCVl2MPm9vlrP8ltjVexeDQiBQecaA9+QwMdsZ3kYeZYP3tveoevaU7Y1pVdR6oEahZ6UTEu4kXnlqVirn6N/IwrpFN90clIjTP7RtTGl/CBmkrUNN9xU4csKpk3vBqOd9FwcvxlqbJuFJCsocc0uQs5Y/M0GM5XyPYKNF8QcgXvGcHRcmyAKGEzYFFf88nTLnWFjHPyl6fpg+uW4ajTLfQ5ycVy1QHTLaBWuJgZC8yYxA7IOy3FyTKorpDjdbPBF0C6tleQktyHBPLkBpXHf6CChDDlOWCHrkAr9t5XYcYm6KTzA3MpCb9hHJd9bnDa6bzX8cbGIEkGYeFtZF/8O0vmc5JyuinkdIVSkf/xg9UUr82mAoDz4mvtXcs+Xf0bwhHVk9qSKueICV//QT7Kuna6FG8s37VBpaGlCz5bNslyLjm3ljpn/UoWt2Qr45uVR/o0jx1SwRiLd/HvfLzRPYuytqNKNcGkm28cub8AW6I4MUtsRtRT84Tgri8NsI5qIp8gj9niMedyod13imgQx4ibpuGlBN2stFiM0uJYCjItAQ9X0XxZW4k3TqLWyNo8+vpFMHUQIgdmpXtKIELu6NR8eAI0I1I+Piz50sOkK2g9ZfNvUMHL8trkCHN4YoJbgZwC5y9BCzyqTqY45rrKYMtqICtLCjYdAjT2P01kClfH3LPUNa1csLe5G+H6lMMQKnVun5ld+UCxf1oA2b44Vtl9IOcRpQoOpLJRVe4JcI6IqC46fxSnwam9BR2weNdsiSCA2XEoE95lD/nqJnDPLkCG7dVtzW7k1MoWEYvi9+HFcEVQmNFHsB85G/TmuTZ3x04U1a1/iy9QtPuIHSvDHYIuKVtNkEAL6YiVkgIvasvodgHANJm7utEBnp5qSfXd3BMwlHCdI5ccK+Zp1epPCHFs/2iSrbj2Zl26DzDF1FiNZJ1WdB3uDFSOdVx2NYd0n2kMCNDYpVtCaor1WZOb7bRJqjuSxpap8PoMnN6CO4Q9Vmt5PwErBJMDXVm68023exaJeE7AOrQIg4IM2V69LWxSBLGRvn7ac7RGUK8uNKiuYaZkKKuaKLLgnA82B7ySHPDM1CzLojoY1kRulAv0KSlqUCvzU9g7RnQZh9R8DrOKlwIl6J/Css2GmmF6LxXoSODrz4ANgvh61kB68wDjJCmBRBergXvfAcbShzPCg3jttUH83GGpiXOrDPQwG5kHA23O+06m8oA7h8WCHftKIOacjo+uMNH7s99X5QRz7HY0L1JmpFCGjgM7XAKQeLMEgyNo0EVFTqrMKJxo3CX+D9W+KsCdxJY1ynqe3rU6e8coA4vqj3H4cwqo5nS6JMvIuF9cZK5wNXQ3ovgYYRn+zuivxtb15KJGFLft8QVV09Mx5vIP9KX2GC/6chvncsATY+iHd9LmtJdX4to/ebwRcFoLImqsogTKq8W/q8FPpp39BV2YoAQGhLGGQhL+W9yYuk8qQXBwko009Jszg+Jz8TH8zSoJRQr0t6S3joJZkj0FU+lUg9RSsCU3ziz3swILrYFtKl9CYFpKj2y3Xo/uV6J9c8hdeOyHyU09l6XP1+Psvf5whxN6e+RNgNwuItB6qRBctJ5UUPCMxb+GHF/dtYmmt6rdRhrl8DWoY5hYVbbGuWdurdkXdyRkNeqH7pCkyGa5hIBzcNcnjZP8ThkVSI53fLQ6yOgDG2yWz9Mi3Q4/sLjdktS5TPxYH1mAw5bGYICFN4KlYQiahKw0QTLvEU2m20Zo/4b8imxAQ/8gzSE6iV3PsyMzzQn41v2Mgj7WdP2dRqkgfhMZAVvlKcQxOUx+rSigKFjHp3Fhlo3L7aGB0uMp/nMDWA8TawTkJrUOS8UJVIXOHHKIsYWma8STldRZdwJI1ukxmn2UtAFwe1ZwLSVAn6slR9OGzXNf2+xb7Acn4sbe4ePo2hK6HSBrJ8hknUbngcYcgYK1SuvYdRYCjQQcq2fdXxhe0qpVHCjtQclDJTJULUYo9V/XDOhwOWwmme8FTwE5ebBHQejWZqpoMf/lTyCS6rVDA3qWHhjTEo+H0unK2wtq0XYCkPZkndDi9JAY7vsRT3FJEicg8N98HrU+v/YJ8jMF7X7zq30Q+2o7lmWI/9jtkTwbyyO/6wRUfihgqO8bmXOoFftlfYQL7T/neDf1RP//ePtgA1KhLnKWtzUL67sNRYU6DX2GDrh6F/lRS8XfSXfPKRJpzZrqgGWFEhoKySjh0sgOh4K3pBl4lvPhmrOP5BR63CsQxQn7OWj00ILnNv4c9bZ8oLo/hxXLsyaXNImadsrPB2hNm79wee8B0/fcOztCZYyQoQ4xs7Ow69WviRzk4rIJ1buN9LhHFbRnFD8/pSOMeKNKV+j2IpJwNyBnrItTxWKepeZuCh9wA8AlvDeotBjryCVFaMoHDodsMSZuTTJZLHJ1HC2bdfMLdaLTgIos5JUFkW7r2t9Jz8vtw1/gZ+4EpXp83WjbZVDUVRpPpY5tmD7aLkC1xHKkXhwdosbqTg5fuRzigqF3+WN+tiL/XJuN6gt88vjzhv89ZIIaLOqt4sFmufKMYVlL4Wv3UuNvxh6oaqPQM5GSVoVa2TB9I6z8k8VRQmDWQyNxHJe0tNisExhUgEV3l8yveCuyc4+zOrNc0s3uKSzjDgGKa9d9JyrbaQ2ZCGV/LGxhhhcjLtFNbxGGJIAwCiY68fTZahG6+gnzgQd5BFXWUlcGYYzMRJER+Kh3hLAVD2AvIGZtOmd5EOQj14TzsgjeQjoJzOfmRnKZNrvgnPH6t+ClwlkbgVNBDcYKo0rqBu2jrKl+W4yEkD7lonFjNNUiwlFN8Gyaq/RL5XYL2d+6FNsICrbz7J9TmXROTKvCMuM7S257LOBgODDeXncoPIxX00IdgEI7AwuQz5D2BV+4xH3DSFo1MZRNaFfm0irxqOTOMnTWVI2UtsT7CYb+Sy4/UShwkA7JU81W87pUNBtqdu0k/Rt4aHvO7anU0G+M/RFNoOaXjSTwmAq7+7T7dOXbt2CRWudCjd8DvqzlYHMiTu/G1CY10yzLtf8ZixNrKfIAxjHd3YoZE4I7dQw2hKhy8/sUSfKl4vOKztVSRkspfDyiVoNpN9qa/UaCN0sNIawHBWwrlff5uJ90isTqgJgZSmXzPpJDXikfxPa/T2Sv1s4TmQzBqJVNBEFCtfBuOLLoV0msAPq6fhLpP9DDUJMphRLOjZgtu+sozx6zn6ov6zKR6606ZwO6uD5yjGca/otAHEQLt+j0OMbfYPSfW12BJJGFdYbVe7d1EkZ9oE1r7OBT1iy4vlnZ5XMJ/HGMqnYaYcc69uHCSAmfqi7UM7WOx9BZF4S5N3h9mIeRZeUazcxcWe62P7HTt7GZFShNsHnjRJ3aX4c/qbTkwYVNAiYAIGTO45alWZH9XH5+Qh/3Z6EWHazavBCq8yM5hYotwP0RGZT4O8TPnZNXeDhd2NuBZgIH2zdTiGkZwiEotfHreeAQlVbKeXPz9F3dmV5321ggtqNN2GTdJHQafQSNJnS8uj/3naZz5sBOvIraLVM4F2Q2DiBF4UJNpDAZdOVM8SyXjRALLRrR0oTDufK6dEi1VsBv/gmDwnNzFem9saQmu/9UJSfKuaJxtOH0SAAE5THteMb3SkqNMAjxZGYXgJybjyQguPmQ8mMcG2rRYm+BsiuHbED3Z3RjuN/OEA1xbhK53LUIIxhw3ezXCJZAQ7vWs0LlDC/b037M+HNFAFfkS4/mdj7c1TYP+58l1PmvdIjAFGvv2f8CyYVg+ksPj3iZUTuzDm+9i4Rp5Z6bYptJ12edmjGT2VRV+E2qlkaVP11XnqRAmEPSLbPvCx8fltIwpt1I+RA7wSb0qhGHDua9uyzl3xp653PxoWE2fRt7AidaJzhGq0yPmFLW3mB4Ka+++FvyF1wpsWDxvBfllFwNAVJKsvwiHNSTzgXMxSiV9iahVcza3OQnGZgy1u3+mH+tx4nnCHpvdGwGcEYjcHwfUTpWR2rSpXpMP2BrVdEYGJ8Km+vgIsv0xHoa4+6y0Q52iaoVfqRtBC8+8GRJ2GCVZZ/nh298VTAnDUeSYKts21Tzgt113p2zSePO226u0+CwKl/pppkVlKBU1SdJ1iChDQEKkiiiKIAgRM27D2toctcQJFv80Nq/Ks9fBhCwqB2OxkChcPgn+lhwzB8+dHw+qw5ABm1eS6zh8jt1rxxauI+qCXKg+P6OZCJ4E6nnCJ3SGvf109ubESYKePvYQwZhw9cBCZAlYQ6KmbDcavnRrAGPg047VEvy5HBd037sOoyuD7FJPFBpmivpdFcWO8qKoFSOsVLJI9Y24Vl397/v1FsvfZ0AZk/ZPfCJSp/aOVT04X0sRoBfnAn4Rdpuu6X4X9MFNaAfL4TnBo+8oMye6eMIBlFov4SR+t2AKac0XgwQHVfYKjaNBDUcBqUgIvq80CrEQhZVL8a85VdDpcFEUkMNtNjBuele0HB4LpYZwcaG0ubqQ8Jj9BREK8TYVmx78/JBVhluvUcz3jBuob1OszxJIaC7WHyQl6rhXZU4ZFbV8/3sDKtL5FSmmrc7LsN8J6cNbcGvsih6gcaqTCaKb+jFPjXobYfEdf4fuxaH4gtyInbUgBo/H4fJisHrufDg2JdmmTxU4V2CH29CRi9JAeEMFUqBwqmVRKVc9dV/HFUtK1MzfmtWSuXE2gnd8jZF4AZgQUP6bCJMA1QtUNWuMLGL7YqtKs+lJRFXpDEjnrZ2z5CjvSWP0HORqUoDWx6YO0tFFON+ObEZPDv3/TPfbkvO7oU6tC3utQ7WH4DnUmjutjCNMacPG/20ZHWZV6dFzxRuLsk+eqPJLhYICVy4dQDNbOguFH55dRVFXF1J25KUOA0ZP8rz1QjERoIwdBkevgZDrbADbOTaVkmvbPcU34SKmBh4qfZgjK98haDtQmHsANt+nDoyC2n6rSV1CHAYAoNspIXLDK+ILf/OetJx2gtO0Pr31oI0EUl55AiJKK6vR8ggk8bYBZ7O6x16igXlnJkXXp4A6ZZm0ro+ydv5p19/KoIcLhqigFQ3xaOTn/kFtKER4jPduj8RYJbpvCz+JlOz+OutEYaEjkddmAEY4acSV4SVSYcu9iLqNHDyWqnCbYWe779z2KuC08XN/nd6EOfPsp7Iio0EED5uz5DzPdbbRZ3gkfIapz+Tr3d5XqbnPaHzXCxRo+UbUrkomsgpGOcuVYGTp50k5XImQHK05pJdeBEBAvieKuC2KyaIKkzyQf5opFiu1xt0R5/0t+Dswma/bK8l6PdZi6C4omrLCxSDHGE2yx9t6xUlVqECxd5dca5VlW8RvgAU1MqxwsNDBJoM47NyAna2RpmR4OX97K8Q931SlpBN160AerdASJ0zaqQHKBlpCOBUr9DcY4ZG/O53DZex4kv7ObrbKknb9lnNmG/pgmsju5MQ01pnFsW2zGwenOOe1XIUn/YwAETGO6MWLpxpz+futdWphxWbajNosIvjV69bibUXnGLnwmdLVWkvXYN58R5VoWgVQcTh8DY2/tYi6NRJ4Rij37Lg86/k/yDel/usAX5uhT2ZmDDsK2YI1UmECecjtGOMjxBjmgSfAi5c0xSg24usmaik41BsvLIchBoHwWDp6p1w56nej9cdr3B+Jwv3R1UMrLmK62xCjLDugrB6meF1T6qiWrLxsL2JwMueTWIWkSYt+gTBqUNOuPwJ2v7K8v67yzf1vnRRtIHu9THe4+UFIY/hbBSyJFKkSCxdLQxPRDnsjYtH3yHOSjuh4zssM1TD6/9yauhLxkCy2JHVThZXqnOOCdH0a+NUZnU43eAPKnVL4xrQPsu3D8rsTQQac9GKoEVyJSBlJGWg+dmaq0x+F+Z7aynqET7r34fDNidWAhoA0IJVwOAJ+E5GXKoSYly2k3yioaGAnhhAgKg3xjBd5iuA7vmAmKn7wnk104PsES0ZOjukm8pqJBCKRgG4RblyXsSM1NSal/nrbcvjtVNMoZ4aj8AbpcEuCoCIr+/rGeE8TKFXsRqTKBZ7pp9cCbWfUbi7ZE0UpJjkoB3SLHM55IrD70/CRwJjpNdPX2U0mizyExTCf/Rv556jJKdvpRVTyc7bs75rtx3nAfvEX6l5bEMYD4j+4xAwTurVFP8wO0P6zKEiRgD5/NdJEh8oxWzw4oNtcz6LKDJI6R5CpLNgo5z1rXPRjuy3mkxuYGfg8Ou/tkCa85tB1ciHLZh5S+U17PZrJ+3c6Hjaq3B7o0ywn9qKY+oNkBfx0kHmDRo7Hza1KhQ3Hx/eZ7bN+mMtgcWEaaJq364QvxzzSDq1Qhmd7ROagbMlsC/77+hu6ireNsPqVP6cGhHrR3/jwOW31axZfThAaXW1RJHZiEMGqSXdL5e/WwDgldghJCxkbgIr35uKMVhnQVHi/WNqNEy49uudopyHNIVf8NEcrcOuf74qjh2PxRjmWWnxEf1VTzj89EXfP44bVGX9Zuf0CpeiDRLwT+vS6cYE2Z2d+rWXeISEwUGt2TGK/zngwVgYYmudOaAzVyR4bpCcx5i4uTYN/QhCWFpCNn49CHREwm0uJz3S0U2zc+yuekGeZtefIBsKGXRZWSLDTLN7J9lZkNmFQE43bY0WK7z1VLOgZJk2wlAi+zGsGH2Mf+HtNy9QDZxdUaQ5+QAdjNVxTni88BEyIKgVirgsDS5kKuDNIPdnS/WdGBTEUkeHY1KcX/puI9IzdY1ivsQ6UxsQJ75nPU3RxqmFDSjBPpFJWFxm6uu+jKiB9SoKxpikEfJNYkFmj8irO6QYSFn5IZwEKJKiqbZQCl4IB/jWfmZ+/iYnlPPkztH2fBLmCJaOw3LIW2RnnvweIrqu9OlVx9G3A/HXjR0KneSnXdFCh1UIPHaajNHblShGYJLHyxbRTfcyZRjHfW6t9xUGQ3ZN0ZfgcdievJKcPgNTEpcN9nsXFIHkrimoyq8G1cRY/m323IyUFXVwNu/Sbmi0S+dOzaFHSxmmRtQGXrXPTL8UtMvYvkuX8scNdZbC4BP37W1MfQvHjILP90VgBvscTC4qLDVbcNiX0CZaTzCtdBzFyExOFNWj8308U4l/sxk2QFR9dgGVpPrqe5oXmXbKC1XRTe68WOrZnbS5OenCbCJvS0iK4Zlv4EbV9rCZChl3BIVWR/EiidPgpJha5pxR+UPzHESNvvfwrV++9LDf1LRZhl0cL4Goiz/BD2PZmpYJz3xfKiMG/q6mutY+iogKzsCtfU7MOvqKNOZluSpSBcOb9NjeDw4DBxAwSVIhfRnKgsy1iMtl3zhtvY+94340+IX0I0o3KuBe7LJ4rLM3ErlFoNF9/+UO6L7fADey/RyXv/d4mRkWx6EN+qPAIMxBP3o+xI8FCvIY5XwS9c42HzMZNE2CyV32+jQqc67nFme1EDA1T7uw5/m0prqfQk03SX1omT+a1+OxgqQ+wzm+2xxYRKJE1zk4TXi55ijsN4pcpHmkNyyGbWThDCmXLBm6yBAB/0431ASx1TOQNaUcPNxE0e2jDI2sBs/2BRUy+RFlJcoBgMWIHFSeEAxy0mgqh0uAy9cGvCW8q/3HoWcrJHYoUBgvF+LVGucBJwbZo+TPD5hUKTDMSe1A2qxxDx0vDsWl3/y0yBxsaUUdlTea242Y7eWvyrI92fujKHvB0FJUD4I+Yb9AWNjnzPg6gSdMzrOR1rrEpUx+He4y7uzz6/AFdzUL2w0mjQQwYETQxDwaTMC0qHBOJk3e0VMO9C2YIqIptFd9nMwY67y0j+kFR6LvwSFGzfsKndmEIaFvIcBnFeNbj1ehLX53xvmcRV1pmhvkcb+ZfG1YihMS9UkQgO1xrpfINJLMHIBsf9QNykQP8QnB7rTuaXP4ckurUZLNPECQoFzUq1KBF7Bha/k5SQbTEyVNHvtCUAieLoaP4s1XPENHq3qnYdJhImYPR4Etij51DrlqqyCRRRhmInU90ToRep8Cu5QJ12xN7QEI7TxZ+KJeM+/RdGzZaU+mwIPm2nBWSkNEfzS4wZ/NwpdCgxLbrkOU1f05XyQAh+ndDGUGFAQzBQFQEUyeXRgl7lWRvzWJ8pkrbQCG6udAeYyN9T7n/3YoyGCDc9Z625gFoRmVHeuXaqZrYd7VJF/VRG8iTp4CqxrSOsLS62G+RWQVYy2ey066UGrsm3DnklkboHB3Tse5yL4azc22WkDrogPRaK+rxIuFRWDn+dJKju8u+NFPUf13db04fSzX1cZH99V6DyJbZ4U4SexjHTrRr5E8qyv1TNVDLYPrxZ+RvA70wCWK+um29eL7aHdaoRFdjHZ+LBPH/3pB2TNjxisCih6m2d6FYHn34FUG0Q4nMVAQ/e+9lPLHYKGs38IQK1q1A0A6hec889fE0AbKYc8sRT30Zb3VfQb9nXaE6KtNfPnqERwCgiZ3r2NJ00tAd6v/+Fkv7crobptxmo2Vd6WOJVVc7y39dYW4DxKXTE0TIsqNiPNV6HN/L9746NeISjctwxHFYrcm0QniR4RE0B/AX8ABY06dCzVUgl+Xnxl8uFzyP0HrKBhYIDS29Vx0Gxf5R1h1gr7ecLD+rhtVEXbuQHkXPPPJGjY/Rnxdx7uREgv+kkd18J0zKCMFUm8sJVfKSqwWI3Ram8OLJI2lXgRe/FrvBG4sHlswkaGeDsAyaj6tibRj4YGG7PDJRa1fP28A+h9bGlHOdPbjjXBqEqyU0RKgaBiCcWEvjsaJ/i/2KpJyF4NeVArkXuNA475qptfw1RSsOYr2hqxUnvmQ4y0E6rMMNFhVHkRs6maBPTOQn7xySjb6fSD5E9iSAmFT3qY8o50JJjDP6i+x6za8CQdPiTGQlKvgdDjc+yzxlBLucCLh7FjQakfMKuJhMfwmQ4ZHcOYS7bosRp2ThWeIaOqh74c9VFZGkex/SNh++Ji/x+YlFxuL1aK1EtkRxpZowF3peI/EnmvTNmjRCEKohfTUDGVKGw9DmpdF1Xxu0eQKOOaWDo4oXxObAdrv5qW/4egALh/S6Aa7kuMV295ZLzmTUewvPQDxtPMjU+t7xLm/YeaOzFS4m3k9A8odS9Gag/iwrPND0Wz/3d1Gm7TA6yPxgdxJkFXJjcSalgmtL6W0WU/PF+w+QSB40FN55iQF5yfGxdYBgIrMsJNpqq2GYNae0nNABqDqg4x2tz/cNI7kcGJLRf27oms1iAKBcZCtvgnsRGFHSV2ak7DJ2JckttObkswtmGV2/SdE4dZ5YeQgXnur6hUt/sEhdRLm78RKk8m6jH19Dj9bK4wexOLXz+AGANb3etClGS6cbqCdF8HPCrl6R8j5sB+5gjyKLOqGaoEIaEQq+YkM3QXuRN9YsrAVIO5NExObo2aRCIcbel2BwZqSsaLO0I78vt6GUD6y7hNU8KirQMXpSvcYEVRLeybSlEzqqJJt3FeP2vH57pWKmarJ1cGNicmpEpONRU8EbfinyY+J/eqRRBMbYC6VllHj80V+/gZRMiDtHT999oPV3yCoj+D7EVAMEacHx1JLnOSyPwC43GtuZBacXAdUqCgsr6x5UT9TODeuUE/koyrUtJ/HY2D5UFPZNtbMAdbPCfDfKnAZFmlcmXzH/lLl6++J4SrdXWM0gDzCQmbspbmNV341jBVcSIysCBed0rEGFh92c01WbJANkZ+T3EsNVJWBNqUrtqz77Z6E1tLoHa1zcT1N/Fy/P4iPqN0ri5TlFARcylzzcrVL9ipQ6vE6N+DnZI7iyP1jMZz6+U1lCRVBt+gmAVc9bt5B0vMCrj7EQOQYioNtO0WcrM/5yE7yp2W54Vq6Y7FZPFXG7qtsYB1o2KONwApxLeZ/kh1YerfjVDVJbtt6TFB4ZsKgPiK+WlNff918BHtZkXESf7Lsujq1qQghy2IDZ5j2Pg9feiItF2gf4s+LYOSuhKTKNYrlMyeDsAGl64odTYpoXoJAmG0DeorsrZEjkL20PWO6wlO7nJuKiYhlVKk9GF7dde9IBpy7+WhQSuwpsQljGVXBhCZfuCq3OkhOePJ26C1Cb0Tw9izTk6RhujdwBeWrrANWsRHvNgwIdCO5DknHeduMlLWK3DHZ0ClMh5ikuWo4A5kqYHQPQq5wvSsH2fRFBtPVkf++XLeW5ah/SNdUbCNOGPhhQK5k+EU4Jn58OHCmBoZV2QzbtwTFVurjcxz3m9Tt7eGzCzp6sCMQbF+lrPaqJMk7AJoLHqYnHQau0emcYjK31JYM54LwwjyWbvUFYjToLLOhlICcHtp8iwHt1JysLjnGgbac7xIjKsQ0VpAkLPDMcGjMcQHNm4SAuqhEiTNfrPJ9U6YJu5ZBC9AEDM/ErTlvQOVKfc/q+DlKimWu9O5f01hPYXtdT8+PTqZJ/mYO7xNIME+RSkY5Z3xVCKos7HAf6VfJvZC+RXvQqPC65GnHOZxiIXjK3rrepEQ5xXEt1mUo1m3Ifd07VsALhlgabP5DEm+nVibc9GUd1kfFlUDKRR74/Bi8XFbVUb/2l7kYp9ElE2484PEIponKD1k1F1DoGZEmgWA4PmeBSnuy/cCwGp68w7pSR3qNesYvr73Os66BzAxT5TI+y2REQf6LbJMCDpPH2uBrE5tbIoH7DHc2dZKf2uNAJDZrPu+9P4UcsMVjZ+LWe6okWNZzM9bYuE/T/qgk0k5gzvrDPEgLPnHDbD9NTtESxFGGNgNG2+AOdvzxx8YUAYqEYrclSJYOEPq6XQyudTZ0h7vlNs2rPvL56nZV46jZutC9EHxmwdq/NPcSH+bCbu7ITkDvjoUee1M2l/hpK5rJVm2ABqqMcemTMpPS0YCzFqUVy3we4Kp+sTmAUPwT0qlo3d7Hg2/oLOj2oVnqIwotV4vECdJwTuePvHmPGtWVaUAO64WBPzqgnM0sSX/OZaIvogAT25P1Ilq8V0bAWChoQJOidO3G4ElTh0main8ZYg3lVSmr0oVMtniYKXj6DFpx3sg/oDhJIomOF6Pw5vo0PQD290DED7838MDSXZ7mCpXYpeZItG5qMD/29leaQ8yY/F3XMu/78tIz07V6IxlWFxlOxPDpCrpE8rbyriWhaYw/SiZmmydLd/cznQmrBBMOOWQfySlNksTCPnt7u0ovvV1FuJJLJVD28YnMbHdtXICUfTCzlcULohs9pjy7DyqqrF/DCd8fo1GbDwtGRDvP1W7DzJuma0ihzCP+HFt+QHXsMIeSl49HbBXOXr0GucPQxIULmVTsxJ3Io4bYp1rCBmwlAE+FjBaeFYjtDwkMpKUxiU/Y3eq6j752GscUAVFbQ014yutQDEplBl9rr5Wnm3yRusl0JoB24IiaV6/BUXIW6qSx68BO8sSaUZVKzypVCEhE+YWT1EqYF900ZEJFQ5/GhN/jtuPHX9vPw6PvHfbG8XLVEAC1gy3507McQ+J81YVd4JfmMTQeEQWN/mAF3Cgt4GGQMnFcFalBKDZ/IahdP74iwuypvU5Nx4d9PC6OuqeYk5YuKzFbapyVdqWLPwwkXLHy3Pp/qDIQWWb1Xa+9An3roicyDe4MIJETE9N8Derbt2zLU+3ZD1LCbzpNj+LhzsSeNUJbjtKRSHBCQXK+iZ6pYNXxLKyLlRq5fooFn3vIjoyQbZZTYkJYxGVvLQ/SXpywk6B5b5N6kH7JjuXYX9npStWvAxqcHdyw+BnXexZUlmsnQBjBHhN40uGsOUOFmt8ue3sF0TLEMxSukiDjl+lzC0os5bSmcY6RTo3W0HcNxJwSqBNKSa8xxXfME+10tjUL0qmG9nZxKyH3PSQrskZq4RFSsR37zNAyNxbaQ40azQNWKPClPDWmR6mqwQNS7UhgobDCt7i2uLCSdD20TDfhlaOahOe6LNQE15qOP0RTpkNw2fuLl/e8LlQiAVyWgBjQMqDjyvIai1H/9UDLDSLGIYSlNCQPjSoFS+FIfGwn13PwQByIDw0yImav17bhg97lpgvu95bp+NZHyiocENj4cGtGJBPDiiW05XK7E/utzQsxX+Vc6eKwwPhJnDbKsAmECLVsTqhXVEWBU/WxUoPD/dVOinVFohntxpyrmnwRMzKJftSd77HPS+2j1VwPZEBcZPcxSQMOjkkxVUlYuJ/gXyHtT88ZltBUk5+sFjIgAmr8uan48TtCrIwHc7BLLsADvTlvEM0l/Z0HhQfqzniiOob9gqopi9w5bwKid9ZgCwVNfMBfEMM8hmPTtY3Ajcqnc3UyUWfSKTz8hpuGOYPtzLOFmE7sOZNJAHtzX8TO5e7U3Cz07IEgrmq0Xw5XfZOPRiM/izWHAbSdBROtBb65jQPc4pI3LiJpOWZfPTpQsiFIKvVyKC12Hsd0HJNopwr4WjecMe5V4d32twsdjEimdRwjl/FHtgtToWwfKm835RmlhZ1aHEPyt61hMsBOgiHsOajNtfmmNzUkKdMT7ZfYCJp7ojpc/FcAhuC7BcOlzqcGt3Y0GFohFE3BP5k1AloONICoMkvKOejR0IDHLdH/Bin+PoiJKMSwpM6BDDR8KXc3iKRfsKUn9apyZEhpJiuoUmI1kR0w23AH9ZuLr882y+3j7epDf58iy0cyAH1mvsdmkbiE2eLVowc6Fe5kSTHI8JpzmqJZEHyG9OjC86wOBbXCnii5GQSyyOF4rI5DkbX5ZUxDxbOSMpJeO89Yy0mcO74e+kI0xZWIywB8s1L6S0OSeTrROmZnkf3hdE5RArHE8+kCdFUkWRn4UO4w893X6px9/utYMec0aYyrMHNOPtPr6AqC/4ERjfnBURyx/37S1DE+iEb38449/xCQuT04CbPuaGBXf+euulSR7nK3SbdwNTA9r6V6OgkkJil+OvB2IviKTHfQhHDOY3ZQh5MVTBOQ/KMZby4wZAN0Y7IcQiU0PKMNwg9G2qgPWLLi+Wdnlcwn8cYyqdhphx0B6SzbVsp1D7KE3unXn2GQyrOe36ngpNtCBxwp6AQXdrgvYshkLZku3jS0B4WsggssWqAxmTHIA2PW6OXa3rMcrL+RvRRYgvcPBvrLvTJ4O9KNz0SiSRnuer/KiY8bGpgS0kKUeSVAe49cv+JTeqTtezMbLWnHpuxegQL4/G/mDjlLy5FqyjZAdpcVYCjCOTOK0GErX08G6zoOXyp7jxazZVliUQeOZBoHclZJcYCM3h5s/tGxJs7GVPRwuw/3+hkJsFWpoqHl0fCFh7m7GgTcZ4u4PdiL3a1aARQhmrkwf46fnRh20UnLqo508Ah/5/XnIuiqCF96zET+gmmkVa5QSiuvwF9twbCVAnH54+wsihXaYduRMC8UDAO7DlwDBSk6PYIM6/uFD0Uc/UYTsVL1MdHVJWGDfRWdUbxWNgqZF3/97pJZCrav3I2fz6sXmrUxLrrM6a6HuyYIbNTkD7ShdxEckwMVoMxs9w7UsKQu9dC4gfNtrxlHi930V+a2IhdduB8Rfn/U5TUsvZsZbm6s0ghVXDFOxHgkRHEWmLC91sfhI3J5mSroV4O5YFR8dt8E6hgtKIo5VeP7PPumDUUbFK5m4N7DWDTMwBeRAGUpTfyxpIBer5lFLTR6e/4TycyBR1/uKXZIY9kjgIDmDrjqUnxyNqimFeudzcgr+CGrQkOd+G8QX6yHXGCAGD9jRP1BclWVnqUp0Pue0EsRYmvKtHSBv8jYAq7xriJbcFcq4Duw6IsmtzzvCRTj452hW+OCUOqJIy70ShRx9Y6jJGUC4Zm3SiD6B2V4bwRMp4LvsDn96Ys9fObPaxMPdaG2AE/aiuqDYLDOUbIDtLisfhvwo7FxWQkLbWuIOQp7Oyi3F/SoAVolWBnp/r3kbyWGI3zlG077QOaowmz8i9llmPv0LJzvDTTpczv7AHbo6A/+0lc3aLmeAwnow0pbX+Lijcyn30lctQA6lgOSNVq8AmDea/l0SwG/hc0qYozIDktqrIUqSloWj7DRRkE2G6/mh9rkc8YD3461LKSHiQHGKcqHy3Fg9LfbTupKqHOPGfKTr6m6XVZAl0D09LeGpaRRwpHs1UhSdlHiwZFphdAbkjxWRbXcjU9y3v8qmRGfvL2RqveiYPA+O8g0+bJh1bosqD+vSeezEdUjnSwIJFajWS/DoY/2mKfvHAuuEd0dJ777s1zhXh9+Qv8T24JbHv0VGhlSo3+CgZu9/uk/2BDFQ8C7wgo9TmxRjzN9akMlT9u9+6KrG3jSBHf1/tdQdt1kdJb3rmNTu8oq1QTiLtOBVnnhgBpMdpN5mpC1ZeGxn8grSCl7Gm0JToMwXfRf6UrU798gbwt06wnQ7L0OYR8EQsIr7Fp+4d99iOO7ac/kMxhJHboVFD9qKvugvlsoeDtergqC66rS3OGzrAmjNzVie2tQL6qzgAsEEelA3MTw00WFcfgJPjtvgnUMFatreXY2h+9TJ1rpr8jVqJxF/VfmqF9IJ8cpeL2dP0f6vJiaFTM8TwBNxYXZ+1R2TvUVscuHwDk3f+S7IvHXp+DyYWN+OMBRrS5fIBomBHeldnOKK7tkqtJMe15+nMuAeNlJGbiNsojC7HjjNcVwGZtwNXRbcKTP13hVvyrWmBYn5M5arAqu2jBwDcvbSkUW9OC/dRT9wjw2shBYselr4HxF+f9TlucF0F7KANez/7OxSWh0pXzybzi4VP/CCaI7Cz02Gjn9gvGahjN3p/pNza7rvJQUxsxRN4H+q59KItBBdp1Zpah4ut1aS1RzC2BVGmIZv4+RKe+Qc64aBnPAXm8xatADR493wikBeY0SXAfgVtL2/DPkBA/V958oG1g2Mf9sdv/6RR9dVZAJXCC+lQP80gxLqcOvUkxr11urKUtmAEsplzXbXOo+ItwUksA8WAjMnDt6oZNYjIrQlO5qr1g8IUq7RSOaVT6LT9PyNgs39LYFDGbWharNqjTGW0VKzGCJO/1IOKhLqqFyEp5LMFieAlq+MhL7ZxW3mJdwLO/A9lPaplsht5Cn/dKPeEndcBgg+RMoto6IYKf00x/itTEk+DsWYhVnCCz89EhftHCjkT3hFYYT0iTLeAI/vQaGq/1+6gxE/AY4sHP0tSyFBw3u/Pt1WUBkWNRkECL56N8e9TA2y6ifBu9MsjmBJME0mMOkc8QU1E9l6V9z5kkbSdY4eAyYaCLtl4AcNaa8/uelcDibgJFrYxixeyOZ02kKucoXQQv5rQKRf+t5Gp9IAmonoFVZT4ZpVPgi/28Ka2SeaV0zvQZrGtuqdK+rXYh3xMaYKURlTP8e43v8K3blRLjhJUCyFsCqNMM2FQsGUK6KsUAxuEVvUBJk61IkCGGVnEmFOaTkerYkBlggi5vb3WxEp3GZfKaASh6OpHnCF4OYpgXeg//MP0XUsfR2n49rM5GOZ01L5eCuVE69F5H0Vq6PcTDmsa8Qx/QCfZHxJwe2dgZ2W9xiE7cYWuZ9emNL0xyxRO8p9FV9nO9jXelfltM9vkxfNqen49l2lBUMbiGL9WTLzm3DBsNACfN3P1Yls+b6+pKO4hTmO1VZhNwLfIVq/2Zc428Xqhj5NjDw512SzIRYEV9CBIkpH+bw+qH8YpcNAbEYtqqVVXwL1k0Oukm4cl5AG1e+Zl6BPrDUiakadVQibaY425IbWNmgnuBCkAnIcUCDtfhN5NE7lFptCioseoqtE1q5WEgI2aXd3/7ZCSldctVaTZpC+2ZJZSFk46OyVpXSj/MpqC7XzPeoDaEcquYjBZa1EH3FcgSPBfFJluXGxW9Oqykyz/5PGuT5Ztw9EdYyr+oBZxNiHGgvCOnYtYezWPXLb19FTJhc6pNCf1bvQATtz95gRcLcR0+V2MZbwOwgzVwCIYRTbEfbEHcZr3TOsMujunW6t1wI4O4BJ+NXRSO2+FLwdwi/TrCMVNOWrbbp5DAoDNhbOZ3nkdji1FxYR9kKIi45bCnd7FGCUKlfTvmpwBYUURUfOMw/0GjAm08lMK8RrYn0bUFqyDnCZ/Z1CETrV5ktWNeVdxvlMv2U7733LcbXPk46x9RtmXeEoo6T1qW8iYlLs8nWDrY6ew9fQK65KJ8Jk5ABm3LvHWHta+Nf0GKmv5f+pEE7qTGUq0bOcDLPi04e4Ah3wG1wMxV4fFpIbyE+SrWa7OyvylbXMhXXLmizbDa9dfphYaLo8qnnU/BHWSopgJNs0K38kDJZiJ6tf6rX6BOZSo5gvqQrQrY2wZHNL03c1NYenQD69grbx1TxOU2pnl9pbiKrLMYgMFWGeF3sEDfJAmX7FxsjNYnm2luU/sXbG/TSgnZJ+Ud0HIS9uuYhbT9LUGRz569YUlhnGRupb1PBVlaZk6RzVJ//bWa/1aaIOj/8weANz6A1gmPN1Nx1TBhziygSIvTGWymKbnun+S6aNqXjKMjn60ebdGxQwbE+SpD3zWCmtMJwrnvPKvUP5AGaWnC+mOOkHNQ8uOSGisTis9DfeYIFaMP60CUoZT+ctUYEp0Qs/Lkc1dyoWzRLWLax0pp8YKCOEzitFUWW+lsCGC+NrMfOH3+UipMzpUfKh09ejpxcreRnc6Be3qmZbuCYXp1gma5PiP0BXxhTO6gRSu7ZTfkCgx2QLBtw8g/qEl4fNdJ0honyw96cnoFLsvS/8Ow6/xre0xAIY6+tx0atHF6F+JNDBbI8E6Bwv0ExjnKLi1rhLU1k/E/91XfUTUZOltC7sFYTHrpkkKtTSkOiR82JPeFjKzCxuAv/MeIDBHkogJjF/RpbBL/XNAo1bSBbcDXfbPOKDZyxEaZmMr0itpVQ1fUULKehiILbHICkpENjMuC/xx/19C4Y6sNExn4TOkC7wnECPNxUGGJYVkwykz9xK8coflQmX7Ezxj5lF9671LidOIrj2nVa2ti7yRsh704tic1VDBzUIjrv75eBFIQmsVjijGgPaBihy0heiWEzy1GVG4GpbYm1R45zvDVoJ1RY1eKkDf/7LImKtNZBpJ8wrOBSZHOf/QrYVH9XhTgONN0ybVrgaeDnsaya2d39lYiSQFNCYO0+2T+tkIUF9is3EjZrRsuKX2YZOmBRmQzMjGzxSDsjbF76ibH+1+8KEkOU6ZhbWZnwWGVm/pEX2e5Kvl41RX6MC1+Xrfi9q1qtQY+rGTTzNKsjbIcV7ApO4Nffs/4FlJGqSxDiEWSmm0oWS8/kcwk3nudzfY+b39nImuswB7cGQq8a9r9IURk5U3O08Y6N5LblkyZwUXQLk1CKW6FB0MDePqrAPKwqrf/0gaSFjVVTedr4b0wnW0MfQdNbzmC/adVJSXgslNpYMiPo0lpn+MZ2EVkfmExAxc9OlYmKWh3B8VWGRtpBmVYwXh7hPHcwYrCRv6qKpUbZzy4iW3+y7wcbwDPUgiqZt3QBWSnshmjGCDo01I7Gey4Wu6NPPvxbjTmd1l0QWoMxNCHfnn7LyYuUixw0Prk3k8UxAjzcIZbB83twCd3qiwTcU+mZzjBktTXj3Te26J2TwE5zLwBq1kD0bJww4JYAfvIdFk9Ci7lnxRAaJvhSVy7vXC2g4s1OGGkfOT9sTwlqX3AIhFs+RtNmoi6MkTWTxldVSgRk04j0zPVZz9mVTIB40ehKxPPvj5jE/kYz6nR5dYPucGHo0ufbo6IUTI0oJly7z05+Kv3qxz3JSHkW04GRxaUdi9zQdiVmKFafRf/WHSa9eTAYWw2WOj538kT8kqoVpuAfj0tcbBmUBHBvQMLPgEPseR2b75q0T6esnMt/AshdtcBcoLnRv6CA8O7IceP/FHdW6qkmr2kvEQCCsAgBYL3gJO0LP37N3EBWAvuWJmdQom0teiMOeXF2SnJfHr6SV+++4skQC8TsBp2j98+vF8LcDWbWQgLmCquVru8AAjgKe9xpXXjOdZ1yJbLzaOMUnj3YUKnQhtZkMNZV5slRgIMAAK8TFxe81/KJTeaNkMRWawQv8T8i3tASIMV44xeOMRgAScHX4dqoGcFbpfr2t+DaBi8X95u6G5Dc8yL0XDSEZQ4IUYRBq9f/ZuWnV029B0Yt3L1Z0X6O2TE+uqSk80HoshCzCEeg6jeIsmjUNtsovKrGWzoz/18ystaWuf0FZLvz+gR6yBVWZsGHjgUUdt4HgcjgP9zYsMTzQAUOqf5cVXYh8VFIPR/J8FjRiE6fcmzpANmFTC/xUu0/Rl+wxuErDTp1dVakZnfkxbGui+m28zciqlTFni9uZG1akpzD+AUnqL5hRpkiVayCgOXoRmIXP/LyyQH80XaHfJsxx3AIWQL3lhsvVgJE4qass/RCtyA1Ko5ZazENqKKajVLuGEIj6SH5ttKmCFrOQi94MCqDAbOm/OI1Zi+r9vP+soUZbZWr53GzBsEcEAnAJqt2ou8Km9gPYsTgbiy8XudxtdtwNj5yEltU1XThDLW0pfVNCx2nmeeb4kIAjLuDLiEUIsxlOvPFcdIqZ+mDeBUuhbGFKXGQSa8JuHfEhX/oK2n3ePlu/CIUCIlb5nfmNIhmM5N2r64U7osmO60FMTPxEPj0TjxZW0WbNz3Fjjl/fDR3OxqAsKwa8/ZENCqmcWEqqK6TtZZBrzVz1ziMKjSeWsCYht8f+0A2PF/j9FYHSKZjcuE4VTPp/31cGdXMclt6XHufaKOaiu5A5EXSx39tgBo2oPUDQZaMm6nOV8ct0lUNqBDZ9sfUUD6yQimH+JrTmrNfkjIyQ/ZfWnRE5r0P1GDvYUubkRS/kAUSYz/TzdqIwhWGjPa/Qd9E8E7Q2RDpr+6D1cIbqTVZOKA7wEQuyIyXND47NBnuvTm4AhJkJQXcTeMXzPWprHzJ7ASFGmnCoHz+myl9mmAIuL2a0xISfdXw4BpotPkENeOYJcn9S5KLZ++HNXrAS2UOYKQ0Qo4vsVKKy/ChmRxnmbrjjDFf7GVzOenDdrgrRt6MFcgeKh6y9tQFvmRoqHORcZIc/GtBcU7MxRCa7o+nele7egpCxG5yxedaobRCKPd17FQ+K4ijxWkM5cPSP0uXpKwp+ljllUma2GJYTUwkLYh+Aok2nycoK/moukfOyzDMQFHm4SzX2sNchP2HgnhyHufolQn1zVCD0BrnjrP24JdLkUzX7Q01JI8qLC6b+CAokZOCzQMhjDe15K+oD4sZWGU6DoathZJcHkjY8iaaSdqDr9A18Z1BVMOVwZ+c1+HjUESFBsbDeH3FwJ1kvjnJZgJKP1KprJkOnwbNFad8yvZ+BY52WuFYb01/9Vm1X9LAWT0vj2ELX/HOawXmPzHTzEOTMv9QQrPJmCBHIUj4jKi35xA0bOQjKzRAbibAx6OvNZB+pxKmJFuLI4hHnOUGpBliYc7pQKcQQdMjdMEzAyjmOUurKBbkDaXoudJdghD9mXV2asv8EOK0l1FLElP9y/ee1ff1mvG1cyVm4tqIPL0XfHbjz7uOX8uLUyo9TAQGBoLW4/YTtMJkWO7g70DeuIKoVQVTm7ChI6Db3l3JVlr8HKUjK3CqBAH7n/3TDSBNos5sUuPy9Mq9D9vKXTW3KnOm8SC4mIwBRDFxkLsRJwDGnMMjXN8sb667pcQ8hodSct5X2UIh+kf4NRKMbrfbFfXJD8gEAYuPewFWXtbu0U5sgWU6bUwIHA2/ld2cnMpjEjRHXhTcf/C4FHL48Op0BI/PQLMfZKJEqEV0QrajARuZHK4h96ZEQNVEQ9o40e5hnjxsAqnaiT995sddmxlDnzHFgrmQ0YbxIbYzRIz81RIF1HyE1K1rR+akqTLXaPE0t53nk9J/duWeNGDoouMa/nJjkWEsFZ79k9m9rR5OwtlrTGSON6qSrcw2rKqWio6XDG0UtGfc+lmDC3G3HuCNVMJjI4q3rXdCUt50rXRx3Fbb5NNA3tQQ3Ns0a6zlpAWGueFb88gDPqr+I0CqoaEZHy0AX9yKKblBBON5QQtl4mWeyBwz1m8Y9v3W82BOf/FqPwCdrDc+8ebAYKy2mbnB1FgfJOxzAIRZlAuAL9Bu787bIcjBqymWJiGhl8u/SEz83YO8DwfHtt6bX19zzCfEHLe7IHrWUOzlHlHNAnAAGF9VEiq4Ra+q9Q3GuwiEZaMOnFiYVOb3qqba1TFGDtZmkI+9Uq6ptoDa4/3f1yGurkTD+axa9ZnU1bno+u+drV1P+0rYij55rwzX0K347B5YtwvFE+C+O7MAAqhS6lJjiyZMr/hGd4Meb3WKDTXKzb3W6buNiwm4fL6/BPfktsyEPjz3XoKtXtOyyPnnuwCOuMS3zqqW+X9nQX7dLdnV3wEUh/OY9Qyjv7hnDv17Vkt57Ajq6L05KkItkuwDKjTttX+v4Gnf/KTCdMHuDMfrhyr+yqM+Qt8mMg1++HQDio8DGm2U6oPE7mF0KkkhgLIAM1Gx6s5sb54Nza90CIG8F+uDuObnCEwY3nHfUUNl+n8lGzbUpq9CG1GVYn1UZ0oS11yxJ0cp8FTnjr+A6Ivj1XqovU5yvjlukqh32ro2Xz4l1MufZd6mr4t4AJegDAIuZxBXfMHwY1i8nY8Igb492CvCYZMQRV+1quxJkQQNcPrCrGIpcdb5mNlpIE0I+yP8QA7DwYDCyv+hUKNUon+TFyMTnKQ8ivHNDASU6WEoVY1AWjSd+Qzu/z/k1thIlsRc3ecMIUwfCzMuU9XsawEOLnEh4PKhOE15ydhEz7zC1fwFWa0mUZqMRwbmG5p9N2bjmLfczWykUUYmXC98+UNvoi7fiIKVAwLToYMl/ezhMBql1jI1qMNullHqS/5LhPy7u8OpvT6xeUyS/ejJKdxxKZp6t00Zfrn0i2ndcNB+Uy1KweCNaBBrHy4nV/K/0FE3Nbeu+SpiAoLJ4ntxy9qccMg/pnyT/fBzx13l61m04MXZZfdWP91vE5k8c/im5H/EVDWT/Of/3O1rxPs4bdJ3eRAGishZ+NRBfaEPU2qllvTh6taRquWgEPhGztZUK8BNLSwrdi63UIdLVyYkTS6CVvRf/bcvQOkg+5kj+39J869MpCrp8BW+MXwfkBC/j/RsUBph0FuE9NPUJGgP4ywE+eisNL38LepyBF1vfCTQ4XJZnMINCTcu30IDNWzWxHm8k6+mvnIRT/T0TWYy3kNgBAP1s4Rq1aqrcpERLWERe0z1v1aUjQlqs3fqfNeFJRcNn3GJTGgTdjW2pbdXN+KBlltcWkqJW8b8bFWRtNBamTI4EmXBiA9I1teS1LHix0SUwNplEfPY8HwFVu6++gIhu/a4SLDaZVcxJ4Cwzpgg2iqeJXmxLRbFSQEtlPMlHB2hTZKGaXIzdA88rdAvOBpG99V5rhIXR6XTKSPkS51/EWevxeO+slZVqS97JMuKVsmqvYo8E8bFzCiD2M7tdgclIf5NOJvwgIzNI1jLpGIfKKLjWZ95SB4gu7jW2sqnlr1zrWmUOv5HBOsL/GqtDheEPIU3mM5PV2kawPiltXEuzi8ur269VuNYfkbxOapENKqPmFIbfFi52gpOIBDFFMffWz69rNPQMkzYiKPXG6xrZ1dJ5qbkexCF1O/KkLl1kXVqEvbns1mrdWoHMHqbtrkAvs+y0Y1C1EVYJ75V4nlQbhUw8wgzdkNQhq26ytpM0n2JrrBsmDY7DFd/6AgAy1oc1bJj3HhYKq363Oz6ZTXIOl/bSyGfoRjdDQahf6iwvtUSOV+/Ahrb+Dme1nr0qAndzsUaPw/mlGrFD9LZlD8LBjZBQZ+XNMxrGESJI/SFReuC5oZFBpzJCXAVa2/D1FUvaiBSsmdG8NVkzrBK7jER4c1XSTwk+xm5KYi9wuJbNQHEdC7g9lQInj5w5EpkMcjaWu70Wr4l6H1nKK2y40WIyFQEGmwmiI4tS9I1ZqWq+VIV2NfcFkt6wBLDTH/jLZ7FhuccuKyrL5xV4VUXWtZU539+i9h1GVsxKyJuLSVEU8ZjlWMjrQDpz3e6FMa4ApqvmqQDu96n1qWQ4s7502ECFyIETCyJFYs+W6QOabBybdHK32t0aZJW5jXQ/KmOpJfLquV9IiM1t2hz6KZw/+UAlETLYhYOVUA73wcAwgnyTOFwkYKUGlHqnVl8V45LtLJfUO8C27kTzkrj5oFL+gSmk/LxFXH4+myaZmG21O3Wb4gXNJe1Q6w7BWBhihWLM+jgcXQH3RKd6Ppl16sul9xMDueN1BiY4HQqQVlazfSjrS8s4AGY8eckS5bHJg9vSEP4EMhuEpvl7SVc0JmSVOV/paoOKKghmhFMU1HSOd+bJEGX/gv0f9KksmaS5UJDCV27z5DGjSM+Hpi/jAGWKTNCHZEKzuwJvIn8rIjNMIsQ/KN0p30V/J7jhuG84xtAn3O73oBR499IxJL8MeZDNKBm2LpJD37nR/E/glDUKGyUpkarsddARdstgK9dY+R/MhjpIjCUo2TSBnucHNi2qE895TKxMr73NHPiy7SprlD7a0BX4nXfChya/axY7ziwAa+sGEBJW64tcVtfqK1/HFrlDxDf6uowyTYBdmTNILb6TJD2KZCAvsxBgNrqFLqoC29s/CHHZgyyYsK7ZYCl+k3qUSoD/RjvY0KWO3Hx/Mf2T3/NSXqDGOaZ3yGWbeZ2dLjLwCcoJXR29PhPHSA70/Ipb0R1ARsMHpB7Orp8sp4eB6NPi+4ZRCw7PRW8Ox2XoLEf1123LzlLXUgdNWishZ0LQ+AejtD7x9ArWYcd2Epbo1ld4kcI5DnFQSUmNrijnT3hozXQ17DrHxINt6wh/NXx7y4mlOrV+s8+w8YAcR5HfGZPlwu3sRrp9Vp8U5Rk7WJ2x58kAULOY7BdnmkT9LT+IGcN6i+MqhObYeI5D82gWLdrtwSCgDZlbK0jxlYTrsJlsk66CyOUwyfIJYN+zzvzkx/4HzYMiDCNHEHSbASPPjPzJVaSyXxZVXgGUzYYySJQG2PPpKnua2iCUkocGMe1rlkZXwXsUdSSsJemZqqufpO/etGnMMLT4J3dyYsVjCrmh/ceezSsGhVD4CQ8StFI2800jBdBjRKyj8vUYyRI5vRYehYNrrLckEZMIlIIdARzOcSE7q/1ZBZbd0H4s6zDCkmTx7xevop2fF7OkTfj6VQ75lXxVLC3SXQ+hE1Jk49WiavG99I9V6/FGkxu2hcy5smKG4MFGQiTySfaAZXnWzBZYbvwYiQCw6H6ZtU2nBfDnqp77O/2kpWz7fAXExO5cogRuadSx14YuR2f+m3Hd3XlENJn+hNHieCuh4ejlIAzjuwZOs3Nlhr8Dci/rNTWp5UsYXtd8J0kTZ39AfFARGhtdiMUEmRWHZBHiEaUZ1aGo92yOJI1xYWxLJVVRIZ2S2BmhIEtZrLr3FC43pxRP5E0Rc3+yVFpg925ezWkGU02PZVgTlUEHp74Xt143ipMT38TrvhQ5NcQffowB8/lMqPLAGauHLeK/YUtrO0jOLMuISLd8zg0mMBRt+tK/6jYd2XJn9m/+cwGaeCn+S+CnFU0cl+o8sAZq5JwIWZwkLYBXWcxnKdT+vGis6N3rWpDjesTQLzRN9CwvYW8OmqI9vrmZsGjiUioqUuGN0tX2djU5s31ZqsM+Hpov/G071EqnPQdh+6rgxhKuk4UkpvoSVs+joCgAfmySPpfAcK3GRVdPf9Vl9wHwtsKsgZTysxF4z0pclhkV8H6JjSOKnf+r1r6aFUqOpRnovJdihlOIJuLYKhgCAlJOoPJ+9EQB51dC3t7TM9QG8u26ioNTB8/NPE5DNlpQCzd7nlKSnnlaRySUa8sKkoyR/f/jOTSnROGz1gvkErFzqtZ+kr4IxFZKlVCyBOkTtpkcqHnkRWqwCL5Xio6Ei0uNetDld1ZYzlIfgiRrEpI3meVdqNwtvyHKWH5L4ChhQDdZQ+/8OZGaooITwF1o6z2SlDt4UFzUcMUjI4iIiugeqNSG175tO3SgBX47C5Mjhjr7JAV0UAooURa+Pcn2YnD/BPpDp+J7gE9W9nvXj7/di8yfG70de9CIk6oBqdUCsXFavMyZBxsHimri0AGFFb4Prk0rm01e8YMaOO5xgaK8klFWVyvAdx/r2BsLHW3JIsiMMZiyyK51ySd68tavrCIdn5wjs63RoaE7ZX2/QDsatCh0jI9hFmSiyQzHD53XjXUwzWQ3M+nfK1mtn0gw8jOcKu7kl0BS1qnDU1jcPyN4nNmKQ4+hXkkJZB8noQk1kvge9AdgXJZ0/wGfeMm1PjU5QvWSJhWeWE0IOrxS5w4tOHU+nG79X10lJ7Txmu3W0mLz3OABh5h/L8I9iV3FH4ehSwSBzPYIc+Em9dH5dTwQmuy+UXHdGeB61WxjCGmBSD/UlNKG2oimL7y0ncWGY1kbdiltTZ4yQBB3RhPYrputF5UUzLpvbZ2Ls3TRyJ+OwWYfHKiNxnH3xULLB2uYq8sDPZsCDA1TBwJpfij/AuV0PUg9X5ccbh8k2kHkrCz55Lm26NgLBCaZv9RbqzbhEj2+jpu20XNbVGn1Njw7VlkV4NuuQ7t8Her1xtjpXii6MxlyQZLlQpSvhoUmSEpdxi9Ww2MEmij+G1FKnMqN4TjRmT9ColREZnurkTtsWMOOAOyG0Uy1XvTIGIHxWAFS3FrTIEY6Kx0qrVjGOhNLAeTY1dAFQM3L0DNu8k4hSwQiBZVqceAYhJL4HaUyBvAU+umPYXADhtW/p4P+DN1xSH884u0TdjtmWd3h6gZhlAFptcBkcNCKlYlRCpTdUoDt/b7nTnCiAk000BpZ659oZIUCdIDZaIFK/HYH8akKwjiQQRSyRtRilFGD9MOIwl5wpgZbcQntvjiV1kjZOGN6hLNUJ5z1aviQ5t0V/ddQF2CQshnqWzrNlYops8mJNDGPBDxPs6WgyJtxYsgKyhZfbEpVgJN5aBsHj88LTE7ikx3W8S2GUHNpMVuzJkt3S4H78rnQmExQcxj7zJUUoDVcuMsOPQBp63hlikJL01aDY4vwV6fxi5iRlf+D6ck6L750j9SfQ2gh4D895FoJA53F577GUsGokLIMvJ7YFKqBOMD3trM4K+DG+4Apzk5SECV3ZZI8boc/4nlZcb/+U3yXoN0mohsiyNV/yM7o5E98OwVyfhNqUyvRb+MZYa/a0QCkaBKfBUER8dalYRKpgVfx+y8EJiTisQaOt8yZyTyq0/WNhdOCUGKlfypCPe/IwUmy7mZWQrQf4dLyhq4gCHESnLlpIpvOzXNyQKs8A1hwDHjR1PnajXRFuco3wIQS0S5KkpaMNIEo4pLLt4ncjIyBMOfJZ49MFBfCYYxRGtqVFG4F92mLO8aOkGSTHZeBUAX6KU8v6pwq+odCruFxxmzmteEZsKfTmL2F36lf95+pnr8BbJYbYzMDXdB2IIlMEpi4AJ2XdHufUnGUqd2NOvc0qG7/GjjasWqf//qaBu0Xj5kRd6k1vp0R+uT/NYOxCW23cvDfvlwN0paq0wOgpPBTYClFUx0J/f/knudRcd4u4UuGjuWdMtvz/3ae05WO4bKbZbzrzpZN+i3cygptsNRKBU7YW/br40oWNT8BVYtA9ahx30rYOy0yyP15ozXK+X/9KKI8wNi2HM5CWAIzWNJECKsAYBMecQYhY2B2OXXUo/jg5ZUb77ekYri+jF706gGyd9Ar81v0SuKpUgaJUFYVC6haOWZsATle++NFsKmdpPfZiLNGJAbgsFyIFxdnknjDnNxhen1WpLq9wZ4zDyTfKy/KeCi+GcB7qPvLvZnIyITGcx2KRRuir5qIopIiZ3c7L9/3HNbUnVdw9rO1z9FVElFada4jySRrEHnKUEXk29i/LwnAazjsRnNY40QOa7Qvo45fW81I9qFx3En0HBnxb8Cq3qT+6p+os02kBq1DcS6iFkqvWlCThcekDxU6MBA8BTAGe4H+zjlMB6HiGG9E1wyojVQgJMYjSSQIRWFp1cEdt6hurP8lYgxmi4xPR85yIxmqSgF5tmhn061U8mHrGtg2gPpyPS5d0ZdJGcmt+Ngm0DYarnrsykbxyrLH7sZh7y6LkW7oMDViZ2e7SBpgDscBV2PwZaO7gvpss3O6SxiFEe2TABb8A6378zoVpJ92fKwnl3t1kFHTLHkcK3lpJNByugLy9ZOmt9PuNbOAHgRJ4ya/nWQe1FnbMKymxLEviCHrp4+T6kcmb8k4fUtXJORUA1fZ+hvWr2NT172T12rsdTJIMSyYr4fzgtLEg//m4RtLBAak19DaO92fRoTMUm0wY7qThXLaMPSA6d5PTh/E8ewgAzuKyfCnMPsrpJ2QNkkqSlyderTpRqHO4e/uqtfXAG6JsU5aGJLUOHNyeoUhyquVN91pQFF7bSjtwmVvaXwPFkAOn8r5N+gH0Z+rm6QanHgOz2nCA3NzzmiEEWVNVS7Mhe/WDPmDwYiFXjp1MtBTeneiFbHJjoOw9wg00Owsr7POWk7Tqvq9dmeN5wbsCUU8wlHLLjQOTrgRJlJfoJ6BMof9xZ/Y558Kk21NfeabvLehUucixna0XFEokOxpzp0oTZ57K5iqz7hWlHdTtUX65CbUDuHdLc80x2eflhrP0LRf4pqBB7b1EvTpOdhkDsqtonxq5vo/5vglCO0mx2/+foiK7ZQis/TEvyAi7fF/6ZSTYdHphaP3AvIxrkqMT1wFfRayyDHX9/pOO2RjPrLEStWAD9lSHjbCg5yWFJkuEhsP7oiMwXDKCApoROM7vnYz5sO8sswEX5EcuSpc5VKvJ2t7N6Hpc2USXvYpBPhLLgL3aYJpL9dEtlFpgDEmeyicnhCmsvxTDxcccwkutQjnfmqtzNUN0WNPWh8exLg0rJR1TnltLOfgKI6sBkypNe4qgkZTMGEAAAEAKqg+LDkMR8PiRxcIo8i5WpwVSb9TjRZn/Bzskdy/FU0JxjwrKgTvQtK8cgblZwEvTej4zbFK84P+c3vm5IzxIIzdb6SHqXCzPezBPlezWimAByXRsBnAf3yi1iUokx5dfanJzDCwFk5X6nhKmPI/OZtmHvnbR9I0mwiw6rzMt3yAx2OYTjpfxggRFF6O5CGAM0AAAAAAAAAAAAAAAAAAA=="/&gt;&lt;figcaption&gt;Manual CSIF 2026&#x2013;2027 &#xB7; P&#xE1;gina 53 &#xB7; Reproducci&#xF3;n visual de tablas y gr&#xE1;ficos&lt;/figcaption&gt;&lt;/figure&gt;&#xD;
&lt;p&gt;8.001&#x20AC; 9.000&#x20AC; 12.001&#x20AC; 12.667&#x20AC; 9.001&#x20AC; 10.000&#x20AC; 12.668&#x20AC; 13.334&#x20AC; 10.001&#x20AC; 11.000&#x20AC; 13.335&#x20AC; 14.000&#x20AC; 11.001&#x20AC; 12.000&#x20AC; 14.001&#x20AC; 14.334&#x20AC; 12.001&#x20AC; 13.000&#x20AC; 14.335&#x20AC; 14.667&#x20AC; 13.001&#x20AC; 14.000&#x20AC; 14.668&#x20AC; 15.000&#x20AC; 14.001&#x20AC; 15.000&#x20AC; 15.001&#x20AC; 15.626&#x20AC;&lt;/p&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 15" class="c26-static-readable" data-c26-static-chapter="14" id="c26-text-cap15"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina 53 del manual CSIF, con elementos gr&#xE1;ficos y tablas originales" loading="lazy" 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"/&gt;&lt;figcaption&gt;Manual CSIF 2026&#x2013;2027 &#xB7; P&#xE1;gina 53 &#xB7; Reproducci&#xF3;n visual de tablas y gr&#xE1;ficos&lt;/figcaption&gt;&lt;/figure&gt;&#xD;
&lt;p&gt;El Plan de Pensiones de la DGA tiene su origen en la negociaci&#xF3;n colectiva desarrollada a finales de los a&#xF1;os noventa y en la normativa que permiti&#xF3; a la Administraci&#xF3;n de la Comunidad Aut&#xF3;noma promover un sistema de previsi&#xF3;n social complementaria para sus empleados p&#xFA;blicos. La Mesa de la Funci&#xF3;n P&#xFA;blica trat&#xF3; esta materia en su sesi&#xF3;n de 27 de julio de 1999. La incorporaci&#xF3;n del personal docente no universitario se desarroll&#xF3; posteriormente en el marco de su sistema espec&#xED;fico de Acci&#xF3;n Social, regulado mediante el Decreto 10/2002, de 22 de enero (BOA 04/02/2002).&lt;/p&gt;&#xD;
&lt;p&gt;El personal docente funcionario y laboral no universitario est&#xE1; integrado en el Subplan 2 del Plan de Pensiones de la DGA, Administraciones Locales y otras Entidades e Instituciones de la Comunidad Aut&#xF3;noma de Arag&#xF3;n. Se trata de un plan del sistema de empleo y de aportaci&#xF3;n definida, por lo que las aportaciones est&#xE1;n determinadas, mientras que el importe final de los derechos acumulados depender&#xE1; de las aportaciones efectuadas y de la evoluci&#xF3;n del fondo.&lt;/p&gt;&#xD;
&lt;p&gt;En 2005, la Comisi&#xF3;n de Control acord&#xF3; transformar el Plan en un plan de pensiones del sistema de empleo, de promoci&#xF3;n y representaci&#xF3;n conjunta, conforme al (RD 304/2004, de 20 de febrero).&lt;/p&gt;&#xD;
&lt;p&gt;Desde entonces pas&#xF3; a denominarse &#x201C;Plan de Pensiones de la DGA, Administraciones Locales y otras Entidades e Instituciones de la Comunidad Aut&#xF3;noma de Arag&#xF3;n&#x201D;, adscrito al &#x201C;Fondo de Pensiones de Empleados P&#xFA;blicos en la Comunidad Aut&#xF3;noma de Arag&#xF3;n&#x201D;. Esta transformaci&#xF3;n permiti&#xF3; la incorporaci&#xF3;n de otras Administraciones e instituciones p&#xFA;blicas aragonesas.&lt;/p&gt;&#xD;
&lt;p&gt;El plan se ha ido adaptando en varias ocasiones mediante la actualizaci&#xF3;n de su Reglamento de Especificaciones. La &#xFA;ltima reforma significativa se public&#xF3; en la Orden HAP/674/2019, de 6 de junio (BOA 21/06/2019).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Aportaciones y condiciones&lt;/h3&gt;&#xD;
&lt;p&gt;La adhesi&#xF3;n al Plan es voluntaria. Puede solicitarla el personal que re&#xFA;na los requisitos establecidos en su Reglamento, entre ellos contar con al menos un a&#xF1;o de permanencia en alguna de las entidades promotoras. Una vez cumplido este requisito, la adhesi&#xF3;n puede solicitarse en cualquier momento.&lt;/p&gt;&#xD;
&lt;p&gt;Una vez adherido al Plan, el part&#xED;cipe debe realizar una aportaci&#xF3;n m&#xED;nima obligatoria de 12,02 &#x20AC; al mes, que se descuenta directamente de la n&#xF3;mina. Tambi&#xE9;n puede establecer una aportaci&#xF3;n mensual superior o efectuar aportaciones voluntarias extraordinarias, respetando en todo caso los l&#xED;mites legales y fiscales aplicables.&lt;/p&gt;&#xD;
&lt;p&gt;Actualmente, la DGA no realiza aportaciones como promotora al Plan. CSIF reclama reiteradamente que se recuperen estas aportaciones para mejorar las condiciones del fondo y de sus part&#xED;cipes.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Gesti&#xF3;n y seguridad&lt;/h3&gt;&#xD;
&lt;p&gt;La entidad gestora del Plan es Ibercaja Pensi&#xF3;n E.G.F.P., S.A., y la entidad depositaria es CECABANK, S.A.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Derechos y cobro&lt;/h3&gt;&#xD;
&lt;p&gt;Las prestaciones pueden percibirse, a elecci&#xF3;n del beneficiario, en forma de capital, renta, modalidad mixta de capital y renta o mediante pagos sin periodicidad regular, en los t&#xE9;rminos previstos en el Reglamento del Plan.&lt;/p&gt;&#xD;
&lt;p&gt;Adem&#xE1;s de la jubilaci&#xF3;n, el Plan contempla las siguientes contingencias que pueden dar derecho al cobro de la prestaci&#xF3;n:&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Incapacidad permanente total para la profesi&#xF3;n habitual, incapacidad permanente absoluta para&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;todo trabajo o gran invalidez.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Fallecimiento.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Dependencia severa o gran dependencia.&lt;/p&gt;&#xD;
&lt;p&gt;Adem&#xE1;s, pueden existir supuestos excepcionales de liquidez de los derechos consolidados, como la enfermedad grave, el desempleo de larga duraci&#xF3;n y aquellos otros previstos en la normativa aplicable y en las especificaciones del Plan.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Valoraci&#xF3;n&lt;/h3&gt;&#xD;
&lt;p&gt;Puede compatibilizarse con otros planes de pensiones, si bien las aportaciones a los distintos sistemas de previsi&#xF3;n social est&#xE1;n sujetas a los l&#xED;mites fiscales conjuntos establecidos legalmente.&lt;/p&gt;&#xD;
&lt;p&gt;CSIF reclama que la DGA reanude sus aportaciones al Plan y que se modifique su Reglamento para permitir la disposici&#xF3;n anticipada de los derechos correspondientes a aportaciones con al menos diez a&#xF1;os de antig&#xFC;edad, en los t&#xE9;rminos permitidos por la normativa general de planes de pensiones.&lt;/p&gt;&#xD;
&lt;p&gt;CSIF tambi&#xE9;n ha conseguido que, cuando proceda el cobro de los derechos acumulados, el importe pueda abonarse mediante transferencia a una cuenta de cualquier entidad bancaria, sin necesidad de abrir una cuenta en Ibercaja.&lt;/p&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 16" class="c26-static-readable" data-c26-static-chapter="15" id="c26-text-cap16"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;El procedimiento de adaptaci&#xF3;n del puesto de trabajo por motivos de salud del personal docente no universitario de Arag&#xF3;n est&#xE1; regulado por la Orden de 5 de febrero de 2010 (BOA 25/02/2010), modificada por la Orden de 28 de mayo de 2010 (BOA 22/06/2010). Esta regulaci&#xF3;n sustituy&#xF3; a la anterior Orden de 19 de junio de 2007 (BOA 13/07/2007) y desarrolla las medidas de protecci&#xF3;n de la salud laboral acordadas para el personal docente.&lt;/p&gt;&#xD;
&lt;p&gt;Las solicitudes pueden presentarse en cualquier momento. Cuando la adaptaci&#xF3;n concedida implique un cambio de puesto, sus efectos se demoran hasta el inicio del curso escolar siguiente. Asimismo, la normativa permite solicitar simult&#xE1;neamente una comisi&#xF3;n de servicios por motivos humanitarios y una adaptaci&#xF3;n del puesto de trabajo por motivos de salud.&lt;/p&gt;&#xD;
&lt;p&gt;Las organizaciones sindicales que cuenten con Delegados de Prevenci&#xF3;n reciben informaci&#xF3;n sobre estas adaptaciones a trav&#xE9;s de los &#xF3;rganos correspondientes de prevenci&#xF3;n de riesgos laborales.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Qui&#xE9;n puede solicitar la adaptaci&#xF3;n&lt;/h3&gt;&#xD;
&lt;p&gt;Pueden solicitarla los funcionarios de carrera docentes no universitarios que presenten una merma de facultades f&#xED;sicas, ps&#xED;quicas o sensoriales, siempre que esa situaci&#xF3;n no sea susceptible de declaraci&#xF3;n de incapacidad permanente total.&lt;/p&gt;&#xD;
&lt;p&gt;El personal docente interino tambi&#xE9;n puede solicitar la adaptaci&#xF3;n del puesto de trabajo, siempre que esta no conlleve un cambio de puesto.&lt;/p&gt;&#xD;
&lt;p&gt;El procedimiento se inicia mediante solicitud dirigida al &#xF3;rgano competente en materia de personal docente, acompa&#xF1;ada de un informe m&#xE9;dico que acredite las circunstancias alegadas y de la documentaci&#xF3;n que se considere necesaria para justificarlas.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Tramitaci&#xF3;n&lt;/h3&gt;&#xD;
&lt;p&gt;1. La Unidad de Prevenci&#xF3;n de Riesgos Laborales (UPRL) realiza el estudio del puesto de trabajo y la&lt;/p&gt;&#xD;
&lt;p&gt;evaluaci&#xF3;n del estado de salud del solicitante. Posteriormente, el m&#xE9;dico de la UPRL emite un informe sobre la compatibilidad del estado de salud con las funciones y tareas del puesto, indicando si resulta suficiente adaptar las condiciones de trabajo, si es necesario un cambio de puesto, si existen indicios de incapacidad o si no procede adaptaci&#xF3;n alguna.&lt;/p&gt;&#xD;
&lt;p&gt;2. El caso se traslada a la Inspecci&#xF3;n Educativa, que informa sobre la viabilidad de la adaptaci&#xF3;n en&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;el centro.&lt;/h3&gt;&#xD;
&lt;p&gt;3. La Comisi&#xF3;n de Valoraci&#xF3;n interviene cuando la UPRL propone un cambio de puesto y tambi&#xE9;n&lt;/p&gt;&#xD;
&lt;p&gt;en aquellos otros casos en los que &#xE9;sta considere conveniente someter el expediente a su valoraci&#xF3;n. La Comisi&#xF3;n estudia los informes y eleva una propuesta de resoluci&#xF3;n.&lt;/p&gt;&#xD;
&lt;p&gt;4. Finalmente, la Administraci&#xF3;n dicta resoluci&#xF3;n en un plazo m&#xE1;ximo de seis meses, estimando o&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;desestimando la solicitud.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Si la resoluci&#xF3;n es favorable, puede consistir en:&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Una adaptaci&#xF3;n de las condiciones de trabajo en el mismo puesto.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Un cambio de puesto en comisi&#xF3;n de servicios, condicionado a la existencia de vacante id&#xF3;nea&lt;/p&gt;&#xD;
&lt;p&gt;y a que el funcionario acredite capacidad para desempe&#xF1;ar las funciones del nuevo puesto.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Criterios de adjudicaci&#xF3;n de puesto&lt;/h3&gt;&#xD;
&lt;p&gt;Cuando la adaptaci&#xF3;n requiere un cambio de puesto, como regla general se intentar&#xE1; mantener al docente en su mismo centro, adscribi&#xE9;ndole a una plaza o a funciones docentes compatibles con su estado de salud para las que est&#xE9; habilitado. Si esto no resulta posible, se seguir&#xE1; este orden:&lt;/p&gt;&#xD;
&lt;p&gt;1. Un puesto id&#xF3;neo en la misma localidad. 2. Un puesto en centros pr&#xF3;ximos de la misma provincia. 3. En &#xFA;ltimo t&#xE9;rmino, cualquier puesto de trabajo que resulte id&#xF3;neo para la persona interesada.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Vigencia y seguimiento&lt;/h3&gt;&#xD;
&lt;p&gt;La adaptaci&#xF3;n concedida se mantiene mientras persista la situaci&#xF3;n de salud que la origin&#xF3;. La UPRL realiza un seguimiento peri&#xF3;dico, emitiendo informes en los plazos fijados en la resoluci&#xF3;n para comprobar si la situaci&#xF3;n se mantiene o ha cambiado.&lt;/p&gt;&#xD;
&lt;p&gt;El docente con adaptaci&#xF3;n de puesto conserva su capacidad para participar en concursos de traslados, siempre que acredite capacidad funcional para desempe&#xF1;ar otro puesto. Si participa en un concurso al mismo tiempo que solicita una adaptaci&#xF3;n, debe hacerlo constar en su solicitud.&lt;/p&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 17" class="c26-static-readable" data-c26-static-chapter="16" id="c26-text-cap17"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;El personal al servicio de las administraciones p&#xFA;blicas cuenta con un r&#xE9;gimen muy estricto en materia de incompatibilidades.&lt;/p&gt;&#xD;
&lt;p&gt;Como principio general, el desempe&#xF1;o de una segunda actividad p&#xFA;blica o privada est&#xE1; sujeto al r&#xE9;gimen de incompatibilidades y, cuando corresponda, requiere autorizaci&#xF3;n o reconocimiento previo. No obstante, la normativa contempla determinadas actividades exceptuadas que pueden realizarse sin solicitar compatibilidad, siempre que se cumplan estrictamente los requisitos establecidos.&lt;/p&gt;&#xD;
&lt;p&gt;La normativa contempla, entre otras, las siguientes actividades exceptuadas del r&#xE9;gimen de incompatibilidades, que pueden realizarse sin solicitar autorizaci&#xF3;n o reconocimiento de compatibilidad siempre que se cumplan los requisitos establecidos&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; La direcci&#xF3;n de seminarios o el dictado de cursos o conferencias en centros oficiales destinados&lt;/p&gt;&#xD;
&lt;p&gt;a la formaci&#xF3;n de funcionarios o profesorado, cuando no tengan car&#xE1;cter permanente o habitual ni supongan m&#xE1;s de 75 horas al a&#xF1;o.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; La preparaci&#xF3;n para el acceso a la funci&#xF3;n p&#xFA;blica, siempre que no suponga una dedicaci&#xF3;n&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;superior a 75 horas anuales y no implique incumplimiento del horario de trabajo.&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; La producci&#xF3;n y creaci&#xF3;n literaria, art&#xED;stica, cient&#xED;fica y t&#xE9;cnica, as&#xED; como las publicaciones&lt;/p&gt;&#xD;
&lt;p&gt;derivadas de ellas, siempre que no se originen como consecuencia de una relaci&#xF3;n de empleo o de prestaci&#xF3;n de servicios.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; La participaci&#xF3;n ocasional en coloquios y programas en cualquier medio de comunicaci&#xF3;n social.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; La colaboraci&#xF3;n y asistencia ocasional a congresos, seminarios, conferencias o cursos de car&#xE1;cter&lt;/p&gt;&#xD;
&lt;p&gt;profesional. Adem&#xE1;s, desde 2024 la Ley 53/1984 (BOE 04/01/1985) contempla determinados supuestos espec&#xED;ficos en los que puede autorizarse, previa solicitud de compatibilidad y cumpliendo el resto de los requisitos legales, una segunda actividad p&#xFA;blica a tiempo parcial. Entre ellos se incluyen determinados supuestos para el profesorado de Ense&#xF1;anzas Art&#xED;sticas y para el profesorado de Formaci&#xF3;n Profesional que desempe&#xF1;e funciones en centros p&#xFA;blicos con oferta integrada, en los t&#xE9;rminos establecidos en el art&#xED;culo 4 de la Ley.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Normativa de referencia&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Este r&#xE9;gimen se regula en dos normas b&#xE1;sicas:&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Ley 53/1984, de 26 de diciembre, de incompatibilidades del personal al servicio de las&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;administraciones p&#xFA;blicas (BOE 04/01/1985).&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Real Decreto 598/1985, de 30 de abril, sobre incompatibilidades del personal al servicio de la&lt;/p&gt;&#xD;
&lt;p&gt;Administraci&#xF3;n del Estado, de la Seguridad Social y de los Entes, Organismos y Empresas dependientes (BOE 04/05/1985).&lt;/p&gt;&#xD;
&lt;p&gt;El incumplimiento de las normas sobre incompatibilidades cuando d&#xE9; lugar a una situaci&#xF3;n de incompatibilidad constituye falta muy grave. Por ello, antes de iniciar una segunda actividad p&#xFA;blica o una actividad privada que no se encuentre expresamente exceptuada, es necesario comprobar si se requiere autorizaci&#xF3;n o reconocimiento de compatibilidad.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;&#xBF;Cu&#xE1;ndo debe solicitarse la compatibilidad?&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;La solicitud depende del momento y de la naturaleza de la segunda actividad:&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Nueva actividad p&#xFA;blica compatible. La autorizaci&#xF3;n debe solicitarse en los diez primeros d&#xED;as&lt;/p&gt;&#xD;
&lt;p&gt;del plazo de toma de posesi&#xF3;n. Este plazo se entiende prorrogado hasta que se resuelva la solicitud (art. 10 de la Ley 53/1984).&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Acceso a un puesto p&#xFA;blico cuando ya se ejerce una actividad privada. Es obligatorio obtener el&lt;/p&gt;&#xD;
&lt;p&gt;reconocimiento de compatibilidad o, en su defecto, cesar en la actividad privada antes de incorporarse al puesto. Si se pide en los diez primeros d&#xED;as del plazo posesorio, este queda prorrogado hasta la resoluci&#xF3;n (art. 13.3 del RD 598/1985).&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Funcionario en activo que quiere iniciar una actividad privada. La compatibilidad debe&lt;/p&gt;&#xD;
&lt;p&gt;solicitarse y resolverse antes de empezar la actividad privada (art. 14 de la Ley 53/1984 y art. 8 del RD 598/1985).&lt;/p&gt;&#xD;
&lt;p&gt;El reconocimiento de compatibilidad para una actividad privada queda sin efecto cuando se produce un cambio de puesto en el sector p&#xFA;blico, por lo que deber&#xE1; solicitarse nuevamente cuando corresponda.&lt;/p&gt;&#xD;
&lt;p&gt;Las actividades expresamente exceptuadas por la Ley 53/1984 no requieren autorizaci&#xF3;n de compatibilidad mientras se desarrollen dentro de los l&#xED;mites y condiciones establecidos. Si dejan de cumplirse esos requisitos, ser&#xE1; necesario solicitar la correspondiente compatibilidad.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Documentaci&#xF3;n y tr&#xE1;mite&lt;/h3&gt;&#xD;
&lt;p&gt;Los documentos var&#xED;an seg&#xFA;n el tipo de compatibilidad: puede tratarse de una actividad p&#xFA;blica con una privada, de dos actividades p&#xFA;blicas, o de proyectos t&#xE9;cnicos. En todos los casos, como m&#xED;nimo, es necesario:&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Cumplimentar la Solicitud de compatibilidad.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Aportar la documentaci&#xF3;n justificativa de la segunda actividad.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Presentar la solicitud a trav&#xE9;s del Registro Electr&#xF3;nico General del Gobierno de Arag&#xF3;n, dirigida&lt;/p&gt;&#xD;
&lt;p&gt;a la Direcci&#xF3;n General de Personal del departamento competente en materia de educaci&#xF3;n.&lt;/p&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 18" class="c26-static-readable" data-c26-static-chapter="17" id="c26-text-cap18"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;El Real Decreto-ley 13/2010, de 3 de diciembre (BOE 03/12/2010), estableci&#xF3; un cambio clave en el sistema de pensiones del personal docente:&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Los funcionarios que ingresen a partir del 1 de enero de 2011 en cuerpos que anteriormente estaban incluidos en el R&#xE9;gimen de Clases Pasivas quedan integrados en el R&#xE9;gimen General de la Seguridad Social a efectos de pensiones.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; En consecuencia, las pensiones de jubilaci&#xF3;n, incapacidad permanente y muerte y supervivencia del personal de nuevo ingreso son reconocidas por el Instituto Nacional de la Seguridad Social (INSS), conforme a la legislaci&#xF3;n reguladora de dicho r&#xE9;gimen.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; La Administraci&#xF3;n correspondiente da de alta al funcionario en la Seguridad Social y descuenta en n&#xF3;mina la cotizaci&#xF3;n correspondiente.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Los funcionarios docentes que ya estaban incluidos en el r&#xE9;gimen de Clases Pasivas a 31 de diciembre de 2010 permanecen, con car&#xE1;cter general, en dicho r&#xE9;gimen, con un sistema de jubilaci&#xF3;n distinto.&lt;/p&gt;&#xD;
&lt;p&gt;Esto supone que los requisitos de jubilaci&#xF3;n ser&#xE1;n distintos en funci&#xF3;n del r&#xE9;gimen de pensiones en el que est&#xE9; incluido cada funcionario/a: Clases Pasivas o R&#xE9;gimen General de la Seguridad Social.&lt;/p&gt;&#xD;
&lt;p&gt;Los funcionarios docentes incluidos en el mutualismo administrativo contin&#xFA;an perteneciendo a MUFACE para la asistencia sanitaria, prestaci&#xF3;n farmac&#xE9;utica, subsidios y dem&#xE1;s prestaciones propias de la Mutualidad, aunque quienes ingresaron desde 2011 est&#xE9;n incluidos en el R&#xE9;gimen General a efectos de pensiones.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Edad de jubilaci&#xF3;n ordinaria&lt;/h3&gt;&#xD;
&lt;p&gt;Desde el 1 de enero de 2013, la edad legal de jubilaci&#xF3;n en el R&#xE9;gimen General se eleva de manera progresiva. El acceso a la pensi&#xF3;n est&#xE1; condicionado a:&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Haber cotizado al menos 15 a&#xF1;os a lo largo de la vida laboral, de los cuales al menos 2 deben estar comprendidos dentro de los 15 a&#xF1;os inmediatamente anteriores al momento de causar el derecho.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Cumplir la edad de jubilaci&#xF3;n exigida cada a&#xF1;o, en funci&#xF3;n de los a&#xF1;os efectivamente cotizados.&lt;/p&gt;&#xD;
&lt;p&gt;Este proceso de incremento gradual culminar&#xE1; en 2027, momento en el que quedar&#xE1;n fijadas de forma estable las condiciones de edad y cotizaci&#xF3;n.&lt;/p&gt;&#xD;
&lt;p&gt;A&#xF1;o Per&#xED;odos cotizados Edad exigida A&#xF1;o Per&#xED;odos cotizados Edad exigida&lt;/p&gt;&#xD;
&lt;p&gt;2013 35 a&#xF1;os y 3 meses o m&#xE1;s 65 a&#xF1;os 2021 37 a&#xF1;os y 3 meses o m&#xE1;s 65 a&#xF1;os Menos de 35 a&#xF1;os y 3 meses 65 a&#xF1;os y 1 mes Menos de 37 a&#xF1;os y 3 meses 66 a&#xF1;os&lt;/p&gt;&#xD;
&lt;p&gt;2014 35 a&#xF1;os y 6 meses o m&#xE1;s 65 a&#xF1;os 2022 37 a&#xF1;os y 6 meses o m&#xE1;s 65 a&#xF1;os Menos de 35 a&#xF1;os y 6 meses 65 a&#xF1;os y 2 meses Menos de 37 a&#xF1;os y 6 meses 66 a&#xF1;os y 2 meses&lt;/p&gt;&#xD;
&lt;p&gt;2015 35 a&#xF1;os y 9 meses o m&#xE1;s 65 a&#xF1;os 2023 37 a&#xF1;os y 9 meses o m&#xE1;s 65 a&#xF1;os Menos de 35 a&#xF1;os y 9 meses 65 a&#xF1;os y 3 meses Menos de 37 a&#xF1;os y 9 meses 66 a&#xF1;os y 4 meses&lt;/p&gt;&#xD;
&lt;p&gt;2016 36 a&#xF1;os o m&#xE1;s 65 a&#xF1;os 2024 38 a&#xF1;os o m&#xE1;s 65 a&#xF1;os Menos de 36 a&#xF1;os 65 a&#xF1;os y 4 meses Menos de 38 a&#xF1;os 66 a&#xF1;os y 6 meses&lt;/p&gt;&#xD;
&lt;p&gt;2017 36 a&#xF1;os y 3 meses o m&#xE1;s 65 a&#xF1;os 2025 38 a&#xF1;os y 3 meses o m&#xE1;s 65 a&#xF1;os Menos de 36 a&#xF1;os y 3 meses 65 a&#xF1;os y 5 meses Menos de 38 a&#xF1;os y 3 meses 66 a&#xF1;os y 8 meses&lt;/p&gt;&#xD;
&lt;p&gt;2018 36 a&#xF1;os y 6 meses o m&#xE1;s 65 a&#xF1;os 2026 38 a&#xF1;os y 3 meses o m&#xE1;s 65 a&#xF1;os Menos de 36 a&#xF1;os y 6 meses 65 a&#xF1;os y 6 meses Menos de 38 a&#xF1;os y 3 meses 66 a&#xF1;os y 10 meses&lt;/p&gt;&#xD;
&lt;p&gt;2019 36 a&#xF1;os y 9 meses o m&#xE1;s 65 a&#xF1;os A partir de 2027 Menos de 36 a&#xF1;os y 9 meses 65 a&#xF1;os y 8 meses&lt;/p&gt;&#xD;
&lt;p&gt;2020 37 a&#xF1;os o m&#xE1;s 65 a&#xF1;os 38 a&#xF1;os y 6 meses o m&#xE1;s 65 a&#xF1;os Menos de 37 a&#xF1;os 65 a&#xF1;os y 10 meses Menos de 38 a&#xF1;os y 6 meses 67 a&#xF1;os&lt;/p&gt;&#xD;
&lt;p&gt;En el caso del personal funcionario incluido en el R&#xE9;gimen General, la jubilaci&#xF3;n forzosa se declara al alcanzar la edad que corresponda para acceder a la pensi&#xF3;n contributiva de jubilaci&#xF3;n sin coeficiente reductor, de acuerdo con la legislaci&#xF3;n de Seguridad Social.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Determinaci&#xF3;n del per&#xED;odo cotizado y c&#xE1;lculo de la base reguladora&lt;/h3&gt;&#xD;
&lt;p&gt;Para acceder a la pensi&#xF3;n de jubilaci&#xF3;n es necesario determinar correctamente los a&#xF1;os y meses de cotizaci&#xF3;n.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; C&#xF3;mputo de cotizaci&#xF3;n&lt;/p&gt;&#xD;
&lt;p&gt;Adem&#xE1;s de los periodos efectivamente cotizados, la legislaci&#xF3;n permite considerar como cotizados determinados periodos expresamente previstos, entre ellos algunos relacionados con el nacimiento y cuidado de hijos, las excedencias por cuidado de hijos o familiares y otros supuestos establecidos legalmente.&lt;/p&gt;&#xD;
&lt;p&gt;El servicio militar obligatorio, la prestaci&#xF3;n social sustitutoria o el servicio social femenino obligatorio no computan con car&#xE1;cter general como cotizaci&#xF3;n para la jubilaci&#xF3;n ordinaria, aunque pueden computar, hasta un m&#xE1;ximo de un a&#xF1;o, a efectos de acreditar el per&#xED;odo m&#xED;nimo de cotizaci&#xF3;n exigido para determinadas modalidades de jubilaci&#xF3;n anticipada.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;&#xBF;Qu&#xE9; a&#xF1;os computan para la base reguladora?&lt;/h3&gt;&#xD;
&lt;p&gt;Desde el 1 de enero de 2026 se ha iniciado un nuevo periodo transitorio para el c&#xE1;lculo de la base reguladora. Entre 2026 y 2040 se comparar&#xE1; de oficio el sistema anterior, basado en los &#xFA;ltimos 25 a&#xF1;os de cotizaci&#xF3;n, con el nuevo sistema gradual, aplic&#xE1;ndose el c&#xE1;lculo que resulte m&#xE1;s favorable para el interesado.&lt;/p&gt;&#xD;
&lt;p&gt;En 2026, el nuevo sistema toma las 302 bases de cotizaci&#xF3;n de mayor importe comprendidas dentro de los 304 meses inmediatamente anteriores al mes previo al hecho causante y divide su suma entre 352,33. Este sistema se ir&#xE1; ampliando progresivamente durante los a&#xF1;os siguientes.&lt;/p&gt;&#xD;
&lt;p&gt;La base reguladora, junto con los a&#xF1;os cotizados, determina la cuant&#xED;a de la pensi&#xF3;n.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Porcentaje aplicable a la base reguladora&lt;/h3&gt;&#xD;
&lt;p&gt;De acuerdo con la Ley 27/2011, a partir de 2027 la regulaci&#xF3;n queda fijada en dos escenarios:&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; 65 a&#xF1;os, si se acreditan 38 a&#xF1;os y 6 meses de cotizaci&#xF3;n o m&#xE1;s.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; 67 a&#xF1;os, si no se alcanza dicho periodo.&lt;/p&gt;&#xD;
&lt;p&gt;La cuant&#xED;a de la pensi&#xF3;n se determina aplicando a la base reguladora el porcentaje correspondiente al tiempo cotizado. Desde 2027, el c&#xE1;lculo se realiza por meses: se parte del 50 % con 15 a&#xF1;os cotizados y se a&#xF1;aden los porcentajes establecidos legalmente hasta alcanzar el 100 % con 37 a&#xF1;os de cotizaci&#xF3;n. La siguiente tabla expresa de forma aproximada el resultado por a&#xF1;os completos:&lt;/p&gt;&#xD;
&lt;p&gt;A&#xF1;os cotizados&lt;/p&gt;&#xD;
&lt;p&gt;% Base reguladora&lt;/p&gt;&#xD;
&lt;p&gt;A&#xF1;os cotizados&lt;/p&gt;&#xD;
&lt;p&gt;% Base reguladora&lt;/p&gt;&#xD;
&lt;p&gt;A&#xF1;os cotizados&lt;/p&gt;&#xD;
&lt;p&gt;% Base reguladora&lt;/p&gt;&#xD;
&lt;p&gt;A&#xF1;os cotizados&lt;/p&gt;&#xD;
&lt;p&gt;% Base reguladora 15 50,0 21 63,7 27 77,4 33 91,0 16 52,3 22 66,0 28 79,6 34 93,3 17 54,6 23 68,2 29 81,9 35 95,6 18 56,8 24 70,5 30 84,2 36 97,8 19 59,1 25 72,8 31 86,5 37 100 20 61,4 26 75,1 32 88,8&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Diferencia entre Clases Pasivas y Seguridad Social&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Personal funcionario docente incluido en el R&#xE9;gimen de Clases Pasivas a 31/12/2010 &#x2192;&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;contin&#xFA;a, con car&#xE1;cter general, incluido en Clases Pasivas.&lt;/h3&gt;&#xD;
&lt;p&gt;o La pensi&#xF3;n se calcula en funci&#xF3;n de los haberes reguladores correspondientes a los cuerpos&lt;/p&gt;&#xD;
&lt;p&gt;o grupos de pertenencia, los a&#xF1;os de servicios efectivos al Estado y los porcentajes establecidos legalmente.&lt;/p&gt;&#xD;
&lt;p&gt;o Con car&#xE1;cter general, pueden acceder a la jubilaci&#xF3;n voluntaria desde los 60 a&#xF1;os si acreditan&lt;/p&gt;&#xD;
&lt;p&gt;al menos 30 a&#xF1;os de servicios al Estado y cumplen los restantes requisitos establecidos.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Personal de nuevo ingreso a partir del 01/01/2011 en cuerpos anteriormente incluidos en Clases&lt;/p&gt;&#xD;
&lt;p&gt;Pasivas &#x2192; incluido en el R&#xE9;gimen General de la Seguridad Social a efectos de pensiones.&lt;/p&gt;&#xD;
&lt;p&gt;o Cotizan conforme a las bases de cotizaci&#xF3;n determinadas por la normativa de Seguridad Social.&lt;/p&gt;&#xD;
&lt;p&gt;o La pensi&#xF3;n depende de las bases de cotizaci&#xF3;n computables y del tiempo cotizado.&lt;/p&gt;&#xD;
&lt;p&gt;o Cuanto mayor sea la base de cotizaci&#xF3;n, mayor ser&#xE1; la pensi&#xF3;n (siempre limitada por la&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;pensi&#xF3;n m&#xE1;xima establecida).&lt;/h3&gt;&#xD;
&lt;p&gt;o No disponen de la jubilaci&#xF3;n voluntaria propia de Clases Pasivas a los 60 a&#xF1;os con 30 a&#xF1;os de&lt;/p&gt;&#xD;
&lt;p&gt;servicios. En el R&#xE9;gimen General, la jubilaci&#xF3;n anticipada voluntaria puede adelantarse, con car&#xE1;cter general, un m&#xE1;ximo de dos a&#xF1;os respecto a la edad ordinaria. Exige estar en alta o situaci&#xF3;n asimilada al alta, acreditar al menos 35 a&#xF1;os de cotizaci&#xF3;n efectiva &#x2014;de los que al menos 2 deben estar comprendidos dentro de los 15 a&#xF1;os inmediatamente anteriores&#x2014; y que la pensi&#xF3;n resultante sea superior a la pensi&#xF3;n m&#xED;nima que corresponder&#xED;a al interesado al cumplir los 65 a&#xF1;os. La pensi&#xF3;n queda sujeta a los coeficientes reductores que correspondan en funci&#xF3;n de los meses de anticipaci&#xF3;n y del per&#xED;odo cotizado.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;CSIF reclama la jubilaci&#xF3;n voluntaria a los 60 a&#xF1;os tambi&#xE9;n en el R&#xE9;gimen General&lt;/h3&gt;&#xD;
&lt;p&gt;CSIF contin&#xFA;a reclamando que el personal funcionario incluido en el R&#xE9;gimen General pueda acceder a la jubilaci&#xF3;n voluntaria a los 60 a&#xF1;os, evitando la diferencia existente respecto al personal acogido a Clases Pasivas.&lt;/p&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 19" class="c26-static-readable" data-c26-static-chapter="18" id="c26-text-cap19"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;La Acci&#xF3;n Educativa Exterior del Ministerio de Educaci&#xF3;n, Formaci&#xF3;n Profesional y Deportes tiene como objetivo principal difundir la educaci&#xF3;n, la lengua y la cultura espa&#xF1;olas fuera de nuestras fronteras.&lt;/p&gt;&#xD;
&lt;p&gt;Su regulaci&#xF3;n b&#xE1;sica se encuentra en el Real Decreto 1027/1993, de 25 de junio, por el que se regula la acci&#xF3;n educativa en el exterior.&lt;/p&gt;&#xD;
&lt;p&gt;Actualmente, esta acci&#xF3;n se desarrolla en numerosos pa&#xED;ses de los cinco continentes, con el apoyo de la red de consejer&#xED;as, agregadur&#xED;as y asesor&#xED;as de Educaci&#xF3;n.&lt;/p&gt;&#xD;
&lt;p&gt;En el curso 2025/26, la Acci&#xF3;n Educativa Exterior estuvo presente en 52 pa&#xED;ses, alcanz&#xF3; a 140.616 estudiantes y cont&#xF3; con 8.686 profesionales vinculados a sus diferentes programas.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Oportunidades para docentes y estudiantes&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; El profesorado funcionario de carrera puede acceder, mediante los correspondientes concursos&lt;/p&gt;&#xD;
&lt;p&gt;de m&#xE9;ritos, a puestos docentes en centros y programas de la Acci&#xF3;n Educativa Exterior, as&#xED; como a puestos de asesor&#xED;a t&#xE9;cnica.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Existen tambi&#xE9;n otros programas internacionales, como Profesorado Visitante, Secciones&lt;/p&gt;&#xD;
&lt;p&gt;Biling&#xFC;es o Auxiliares de Conversaci&#xF3;n, con requisitos y procedimientos propios y que no equivalen necesariamente a ocupar un puesto como funcionario docente espa&#xF1;ol en el exterior.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Para quienes residen en el extranjero, existe la posibilidad de escolarizar a sus hijos en:&lt;/p&gt;&#xD;
&lt;p&gt;o Centros integrados en el sistema educativo espa&#xF1;ol.&lt;/p&gt;&#xD;
&lt;p&gt;o Centros de otros sistemas educativos que ofrecen ense&#xF1;anza en espa&#xF1;ol.&lt;/p&gt;&#xD;
&lt;p&gt;Dependiendo del centro o programa, el alumnado puede cursar ense&#xF1;anzas del sistema educativo espa&#xF1;ol, curr&#xED;culos mixtos o ense&#xF1;anzas integradas en el sistema educativo del pa&#xED;s de residencia. La obtenci&#xF3;n de titulaciones espa&#xF1;olas depender&#xE1; del tipo de centro o programa y del cumplimiento de los requisitos establecidos en cada caso.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Carrera docente en el exterior&lt;/h3&gt;&#xD;
&lt;p&gt;Si eres funcionario de carrera y te interesa desarrollar parte de tu trayectoria profesional fuera de Espa&#xF1;a, es importante que sigas las convocatorias y novedades publicadas peri&#xF3;dicamente en los canales oficiales.&lt;/p&gt;&#xD;
&lt;p&gt;La provisi&#xF3;n de puestos docentes en el exterior se realiza mediante concurso de m&#xE9;ritos y se rige, entre otras normas, por el Real Decreto 1138/2002, de 31 de octubre (BOE 01/11/2002), y por la Orden ECD/531/2003, de 10 de marzo (BOE 13/03/2003), que regula el procedimiento de provisi&#xF3;n de vacantes en centros, programas y asesor&#xED;as t&#xE9;cnicas en el exterior. En la convocatoria correspondiente al curso 2026/27 se ofertaron 109 plazas docentes en el exterior.&lt;/p&gt;&#xD;
&lt;p&gt;Los funcionarios que obtienen uno de estos destinos pueden permanecer en el exterior mediante las correspondientes pr&#xF3;rrogas y dentro de los l&#xED;mites establecidos en la normativa y en cada convocatoria. Con car&#xE1;cter general, la permanencia m&#xE1;xima en puestos docentes puede alcanzar seis cursos escolares y, en el caso de las Escuelas Europeas, hasta nueve cursos. En los puestos de asesor&#xED;a t&#xE9;cnica, la permanencia m&#xE1;xima es de cinco cursos escolares.&lt;/p&gt;&#xD;
&lt;p&gt;La Acci&#xF3;n Educativa Exterior ofrece al profesorado funcionario distintas posibilidades de desarrollar temporalmente su carrera profesional fuera de Espa&#xF1;a, dentro de centros, programas y servicios educativos dependientes o vinculados al Ministerio.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Educar en el Exterior&lt;/h3&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 20" class="c26-static-readable" data-c26-static-chapter="19" id="c26-text-cap20"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Formaci&#xF3;n en idiomas UNED&lt;/p&gt;&#xD;
&lt;p&gt;CSIF mantiene un convenio de colaboraci&#xF3;n con UNED Idiomas que permite a las personas afiliadas acogerse a matr&#xED;cula reducida en sus cursos de idiomas. Para el curso 2026/2027, la matr&#xED;cula general est&#xE1; abierta del 8 de septiembre al 21 de octubre de 2026 y existen modalidades en l&#xED;nea y semipresencial.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Escuelas Oficiales de Idiomas&lt;/p&gt;&#xD;
&lt;p&gt;Las Escuelas Oficiales de Idiomas (EOI) constituyen la v&#xED;a p&#xFA;blica oficial para el aprendizaje y la certificaci&#xF3;n de idiomas. En Arag&#xF3;n, para el curso 2026/2027, la Orden ECU/1148/2026, de 22 de julio (BOA 06/08/2026), convoca el proceso de admisi&#xF3;n de alumnado oficial en r&#xE9;gimen presencial, semipresencial y a distancia &#x201C;online&#x201D;, as&#xED; como en el programa &#x201C;That&#x2019;s English!&#x201D;.&lt;/p&gt;&#xD;
&lt;p&gt;Las ense&#xF1;anzas de idiomas de r&#xE9;gimen especial se organizan en los niveles B&#xE1;sico, Intermedio y Avanzado, de acuerdo con el Marco Com&#xFA;n Europeo de Referencia para las Lenguas. Adem&#xE1;s del alumnado oficial, las EOI convocan pruebas de certificaci&#xF3;n para alumnado libre en los niveles establecidos en la normativa.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; That&#x2019;s English!&lt;/p&gt;&#xD;
&lt;p&gt;That&#x2019;s English! es el programa oficial de ense&#xF1;anza de ingl&#xE9;s a distancia creado por el Ministerio competente en materia de educaci&#xF3;n e impartido a trav&#xE9;s de las Escuelas Oficiales de Idiomas. En Arag&#xF3;n forma parte de la oferta oficial de idiomas y durante el curso 2026/2027 contin&#xFA;a regulado y ofertado por la Administraci&#xF3;n educativa.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Acreditaci&#xF3;n de la competencia ling&#xFC;&#xED;stica&lt;/p&gt;&#xD;
&lt;p&gt;La Resoluci&#xF3;n de 11 de junio de 2025, del Director General de Planificaci&#xF3;n, Centros y Formaci&#xF3;n Profesional (BOA 24/06/2025), actualiza la relaci&#xF3;n de certificados y diplomas reconocidos para acreditar la competencia ling&#xFC;&#xED;stica conforme al Marco Com&#xFA;n Europeo de Referencia para las Lenguas en Arag&#xF3;n.&lt;/p&gt;&#xD;
&lt;p&gt;Esta Resoluci&#xF3;n establece, adem&#xE1;s, que las certificaciones reconocidas deben realizarse presencialmente en un centro de examen y evaluar, al menos, las cuatro destrezas b&#xE1;sicas. Tambi&#xE9;n se tienen en cuenta las certificaciones vigentes reconocidas por ACLES en los idiomas correspondientes, salvo que la convocatoria o procedimiento concreto lo excluya expresamente.&lt;/p&gt;&#xD;
&lt;p&gt;Antes de matricularte en un curso o examen con la finalidad de acreditar oficialmente un idioma, comprueba que la certificaci&#xF3;n obtenida figura entre las reconocidas por la Administraci&#xF3;n y que cumple los requisitos de la convocatoria o procedimiento en el que pretendas utilizarla.&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Ayudas de Acci&#xF3;n Social&lt;/p&gt;&#xD;
&lt;p&gt;La formaci&#xF3;n en idiomas puede beneficiarse tambi&#xE9;n de las ayudas de Acci&#xF3;n Social del personal docente. El Decreto 169/2017, de 14 de noviembre (BOA 22/11/2017), incluye entre las ayudas para la formaci&#xF3;n y desarrollo profesional del empleado los estudios de idiomas impartidos por las Escuelas Oficiales de Idiomas y por los centros universitarios de idiomas de las universidades p&#xFA;blicas, as&#xED; como los ex&#xE1;menes destinados a obtener certificados de acreditaci&#xF3;n de competencias ling&#xFC;&#xED;sticas conforme al Marco Com&#xFA;n Europeo de Referencia para las Lenguas.&lt;/p&gt;&#xD;
&lt;p&gt;Para estos estudios y ex&#xE1;menes, la ayuda puede alcanzar el 70 % del gasto abonado, con un m&#xE1;ximo de 40 &#x20AC;, sin perjuicio de la aplicaci&#xF3;n del &#xED;ndice de distribuci&#xF3;n previsto en la normativa cuando proceda.&lt;/p&gt;&#xD;
&lt;p&gt;El Decreto excluye con car&#xE1;cter general los estudios realizados online, salvo que den lugar a la expedici&#xF3;n de t&#xED;tulos oficiales u homologados. Por ello, antes de solicitar la ayuda conviene comprobar que el curso o examen realizado cumple los requisitos establecidos para esta prestaci&#xF3;n.&lt;/p&gt;&#xD;
&lt;p&gt;Consulta el apartado &#xAB;Acci&#xF3;n social para docentes&#xBB; de este manual para ampliar la informaci&#xF3;n.&lt;/p&gt;&#xD;
&lt;p&gt;CSIF mantiene actualizada en su web la informaci&#xF3;n sobre Escuelas Oficiales de Idiomas, acreditaci&#xF3;n de idiomas, convocatorias y las condiciones espec&#xED;ficas del convenio CSIF-UNED para la formaci&#xF3;n ling&#xFC;&#xED;stica de las personas afiliadas.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Acceso a nuestra web&lt;/h3&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 21" class="c26-static-readable" data-c26-static-chapter="20" id="c26-text-cap21"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;Accede a esta normativa en nuestra web escaneando o haciendo clic en el c&#xF3;digo QR&lt;/p&gt;&#xD;
&lt;p&gt;Concurso-oposici&#xF3;n &#xDA;ltima convocatoria&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; ORDEN ECD/1886/2025, de 17 de diciembre, por la que se convoca procedimiento selectivo de ingreso y acceso al&lt;/p&gt;&#xD;
&lt;p&gt;Cuerpo de Maestros, as&#xED; como procedimiento para la adquisici&#xF3;n de nuevas especialidades por el funcionariado del mencionado Cuerpo (BOA 09/01/2026). &#x25AA; CORRECCI&#xD3;N de errores de la Orden ECD/1886/2025, de 17 de diciembre (BOA 28/05/2026).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;&#xDA;ltimo nombramiento funcionarios en pr&#xE1;cticas&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; ORDEN ECU/1208/2026, de 30 de julio, por la que se nombra personal funcionario en pr&#xE1;cticas al personal aspirante&lt;/p&gt;&#xD;
&lt;p&gt;seleccionado en el concurso-oposici&#xF3;n para el ingreso al Cuerpo de Maestros, y se hacen p&#xFA;blicas las listas de las personas aspirantes que han adquirido una nueva especialidad en dicho Cuerpo, convocados por Orden ECD/1886/2025, de 17 de diciembre (BOA 18/08/2026).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Regulaci&#xF3;n fase de pr&#xE1;cticas&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; RESOLUCI&#xD3;N de 4 de agosto de 2026, de la Directora General de Personal, por la que se regula la fase de pr&#xE1;cticas&lt;/p&gt;&#xD;
&lt;p&gt;del personal aspirante cuya selecci&#xF3;n fue hecha p&#xFA;blica por las Comisiones de selecci&#xF3;n del procedimiento selectivo de ingreso al Cuerpo de Maestros, convocado por Orden ECD/1886/2025, de 17 de diciembre (BOA 19/08/2026).&lt;/p&gt;&#xD;
&lt;p&gt;Concurso de traslados y permutas Regulaci&#xF3;n estatal&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Real Decreto 1364/2010, de 29 de octubre, por el que se regula el concurso de traslados de &#xE1;mbito estatal entre&lt;/p&gt;&#xD;
&lt;p&gt;personal funcionario de los cuerpos docentes contemplados en la Ley Org&#xE1;nica 2/2006, de 3 de mayo, de Educaci&#xF3;n y otros procedimientos de provisi&#xF3;n de plazas a cubrir por los mismos (BOE 30/10/2010), modificado por el Real Decreto 677/2024, de 16 de julio. (BOE 17/07/2024).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;&#xDA;ltima convocatoria&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; RESOLUCI&#xD3;N de 24 de octubre de 2025, del Director General de Personal, Formaci&#xF3;n e Innovaci&#xF3;n, por la que se&lt;/p&gt;&#xD;
&lt;p&gt;convoca concurso de traslados de &#xE1;mbito auton&#xF3;mico de personal funcionario docente perteneciente a los Cuerpos de Catedr&#xE1;ticos y Profesores de Ense&#xF1;anza Secundaria, Catedr&#xE1;ticos y Profesores de Escuelas Oficiales de Idiomas, Catedr&#xE1;ticos y Profesores de M&#xFA;sica y Artes Esc&#xE9;nicas, Catedr&#xE1;ticos y Profesores de Artes Pl&#xE1;sticas y Dise&#xF1;o, Maestros de Taller de Artes Pl&#xE1;sticas y Dise&#xF1;o, Profesores Especialistas en Sectores Singulares de Formaci&#xF3;n Profesional y Maestros (BOA 06/11/2025)&lt;/p&gt;&#xD;
&lt;p&gt;Comisi&#xF3;n de servicios - Concursillo &#xDA;ltima convocatoria&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; RESOLUCI&#xD3;N del Director General de Personal, Formaci&#xF3;n e Innovaci&#xF3;n, por la que se convoca procedimiento&lt;/p&gt;&#xD;
&lt;p&gt;auton&#xF3;mico de provisi&#xF3;n de puestos vacantes para su ocupaci&#xF3;n temporal, en comisi&#xF3;n de servicios, por personal de carrera perteneciente a los cuerpos docentes no universitarios en el curso 2026-2027 (firmada electr&#xF3;nicamente el 16/04/2026)&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Comisiones de servicio humanitarias&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; DECRETO 20/2000, de 18 de enero, del Gobierno de Arag&#xF3;n, por el que se regula el procedimiento para autorizar&lt;/p&gt;&#xD;
&lt;p&gt;comisiones de servicio por motivos humanitarios en el &#xE1;mbito funcional docente no universitario de la Administraci&#xF3;n de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 02/02/2000). &#x25AA; CORRECCI&#xD3;N de errores del Decreto 20/2000, de 18 de enero (BOA 12/04/2000).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;MUFACE&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Real Decreto Legislativo 4/2000, de 23 de junio, por el que se aprueba el texto refundido de la Ley sobre Seguridad&lt;/p&gt;&#xD;
&lt;p&gt;Social de los Funcionarios Civiles del Estado (BOE 28/06/2000). &#x2022; Real Decreto 375/2003, de 28 de marzo, por el que se aprueba el Reglamento General del Mutualismo&lt;/p&gt;&#xD;
&lt;p&gt;Administrativo (BOE 11/04/2003). &#x2022; Real Decreto 577/1997, de 18 de abril, por el que actualmente se aprueba el Estatuto de la Mutualidad General de&lt;/p&gt;&#xD;
&lt;p&gt;Funcionarias y Funcionarios Civiles del Estado, O.A., conforme a la modificaci&#xF3;n efectuada por el Real Decreto 466/2026. &#x2022; Real Decreto 466/2026, de 10 de junio, de adaptaci&#xF3;n de organismos p&#xFA;blicos existentes en el &#xE1;mbito estatal a la&lt;/p&gt;&#xD;
&lt;p&gt;Ley 40/2015, cuyo art&#xED;culo tercero modifica el Real Decreto 577/1997 y actualiza la denominaci&#xF3;n, organizaci&#xF3;n y Estatuto de MUFACE (BOE 12/06/2026). &#x2022; Ley 31/2022, de 23 de diciembre, de Presupuestos Generales del Estado para el a&#xF1;o 2023, en lo relativo a las bases&lt;/p&gt;&#xD;
&lt;p&gt;y cuotas de cotizaci&#xF3;n aplicables mientras contin&#xFA;e su r&#xE9;gimen presupuestario. &#x2022; RESOLUCI&#xD3;N de 30 de abril de 2025, de MUFACE, por la que se publica el Concierto de asistencia sanitaria en&lt;/p&gt;&#xD;
&lt;p&gt;territorio nacional para los a&#xF1;os 2025, 2026 y 2027 (BOE 01/05/2025). &#x2022; Real Decreto-ley 11/2026, de 12 de mayo, por el que se modifica la aportaci&#xF3;n de los usuarios y sus beneficiarios&lt;/p&gt;&#xD;
&lt;p&gt;en la prestaci&#xF3;n farmac&#xE9;utica ambulatoria (BOE 13/05/2026). &#x2022; RESOLUCI&#xD3;N de 21 de abril de 2026, de MUFACE, por la que se convoca la concesi&#xF3;n de ayudas de protecci&#xF3;n&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;sociosanitaria durante el a&#xF1;o 2026 (BOE 28/04/2026).&lt;/h3&gt;&#xD;
&lt;p&gt;Retribuciones y condiciones laborales Normativa estatal&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Real Decreto Legislativo 5/2015, de 30 de octubre, por el que se aprueba el texto refundido de la Ley del Estatuto&lt;/p&gt;&#xD;
&lt;p&gt;B&#xE1;sico del Empleado P&#xFA;blico (BOE 31/10/2015). &#x2022; Real Decreto-ley 8/2010, de 20 de mayo, por el que se adoptan medidas extraordinarias para la reducci&#xF3;n del d&#xE9;ficit&lt;/p&gt;&#xD;
&lt;p&gt;p&#xFA;blico (BOE 24/05/2010), en relaci&#xF3;n con la reducci&#xF3;n de las cuant&#xED;as de sueldo y trienios de las pagas extraordinarias. &#x2022; Real Decreto-ley 24/2018, de 21 de diciembre, por el que se aprueban medidas urgentes en materia de&lt;/p&gt;&#xD;
&lt;p&gt;retribuciones en el &#xE1;mbito del sector p&#xFA;blico (BOE 27/12/2018). &#x2022; Real Decreto-ley 14/2025, de 2 de diciembre, por el que se aprueban medidas urgentes en materia de retribuciones&lt;/p&gt;&#xD;
&lt;p&gt;en el &#xE1;mbito del sector p&#xFA;blico (BOE 03/12/2025). &#x2022; RESOLUCI&#xD3;N de 22 de enero de 2026, de la Secretar&#xED;a de Estado de Funci&#xF3;n P&#xFA;blica, por la que se publica el Acuerdo&lt;/p&gt;&#xD;
&lt;p&gt;Marco por la mejora del empleo p&#xFA;blico y el servicio a la ciudadan&#xED;a (BOE 07/02/2026).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Mejora de las condiciones docentes en Arag&#xF3;n&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; ORDEN ECD/1508/2024, de 25 de noviembre, por la que se da publicidad al Acuerdo de 31 de julio de 2024 del&lt;/p&gt;&#xD;
&lt;p&gt;Gobierno de Arag&#xF3;n, que ratifica el Acuerdo de 10 de mayo de 2024 de la Mesa Sectorial de Educaci&#xF3;n para la mejora de las condiciones de trabajo, retribuciones y sustituci&#xF3;n parcial de la jornada lectiva por actividades de otra naturaleza del personal docente no universitario (BOA 12/12/2024).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Incapacidad temporal&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; DECRETO-LEY 2/2019, de 15 de enero, del Gobierno de Arag&#xF3;n, por el que se modifica el r&#xE9;gimen de medidas en&lt;/p&gt;&#xD;
&lt;p&gt;materia de incapacidad temporal del personal funcionario, estatutario y laboral del sector p&#xFA;blico de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 18/01/2019).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Reconocimiento de servicios previos&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Ley 70/1978, de 26 de diciembre, de reconocimiento de servicios previos en la Administraci&#xF3;n P&#xFA;blica (BOE&lt;/p&gt;&#xD;
&lt;p&gt;10/01/1979). &#x2022; Real Decreto 1461/1982, de 25 de junio, por el que se dictan normas de aplicaci&#xF3;n de la Ley 70/1978 (BOE&lt;/p&gt;&#xD;
&lt;p&gt;05/07/1982).&lt;/p&gt;&#xD;
&lt;p&gt;Permisos, licencias y medidas para la conciliaci&#xF3;n Normativa reguladora&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; ORDEN ECD/199/2026, de 30 de enero, por la que se da publicidad al Acuerdo de 28 de enero de 2026, del Gobierno&lt;/p&gt;&#xD;
&lt;p&gt;de Arag&#xF3;n, por el que se otorga la aprobaci&#xF3;n expresa y formal, ratific&#xE1;ndolo, al Acuerdo de 14 de enero de 2026 de&lt;/p&gt;&#xD;
&lt;p&gt;la Mesa Sectorial de Educaci&#xF3;n sobre condiciones de trabajo del personal funcionario docente no universitario que presta sus servicios en centros p&#xFA;blicos de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 13/02/2026).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Plan de pensiones&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; ORDEN HAP/674/2019, de 6 de junio, por la que se publica el nuevo texto correspondiente al Reglamento de&lt;/p&gt;&#xD;
&lt;p&gt;Especificaciones del Plan de Pensiones de la Diputaci&#xF3;n General de Arag&#xF3;n, Administraciones Locales y otras Entidades e Instituciones de la Comunidad Aut&#xF3;noma de Arag&#xF3;n, aprobado por Acuerdo de 4 de junio de 2019, del Gobierno de Arag&#xF3;n, por el que se otorga autorizaci&#xF3;n a la parte promotora (BOA 21/06/2019). &#x2022; Real Decreto 304/2004, de 20 de febrero, por el que se aprueba el Reglamento de planes y fondos de pensiones&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;(BOE 25/02/2004).&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Prolongaci&#xF3;n del servicio activo&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Ley 30/1984, de 2 agosto de Medidas para la reforma de la Funci&#xF3;n P&#xFA;blica (BOE 03/08/1984). &#x2022; Resoluci&#xF3;n de 31 de diciembre de 1996, de la Secretar&#xED;a de Estado para la Administraci&#xF3;n P&#xFA;blica (BOE 01/01/1997). &#x2022; Ley 7/2012, de 4 de octubre, de medidas extraordinarias en el sector p&#xFA;blico de la CCAA de Arag&#xF3;n para garantizar&lt;/p&gt;&#xD;
&lt;p&gt;la estabilidad presupuestaria: disposici&#xF3;n transitoria primera y disposici&#xF3;n final primera (BOE 26/10/2012). &#x2022; Real Decreto Legislativo 5/2015, de 30 de octubre, por el que se aprueba el texto refundido de la Ley del Estatuto&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;B&#xE1;sico del Empleado P&#xFA;blico (BOE 31/10/2015).&lt;/h3&gt;&#xD;
&lt;p&gt;Acci&#xF3;n social Regulaci&#xF3;n&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Decreto 169/2017, de 14 de noviembre, del Gobierno de Arag&#xF3;n, por el que se aprueba el Reglamento que regula&lt;/p&gt;&#xD;
&lt;p&gt;el Sistema de Prestaciones de Acci&#xF3;n Social en favor de los empleados p&#xFA;blicos docentes no universitarios de la Administraci&#xF3;n de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 22/11/2017).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;&#xDA;ltima convocatoria&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; ORDEN ECD/1757/2025, de 27 de noviembre, por la que se hace p&#xFA;blica la convocatoria de ayudas de acci&#xF3;n social&lt;/p&gt;&#xD;
&lt;p&gt;a favor del personal docente no universitario, por las contingencias producidas en el a&#xF1;o 2024 (BOA 16/12/2025)&lt;/p&gt;&#xD;
&lt;p&gt;A&#xF1;o sab&#xE1;tico Regulaci&#xF3;n&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; ORDEN ECD/401/2022, de 21 de marzo, por la que se establecen las condiciones para el reconocimiento del derecho&lt;/p&gt;&#xD;
&lt;p&gt;del personal docente no universitario al disfrute de una licencia por un curso escolar sin prestaci&#xF3;n de servicios con retribuci&#xF3;n parcial (BOA 08/04/2022). &#x25AA; CORRECCI&#xD3;N de errores de la Orden ECD/401/2022, de 21 de marzo, por la que se establecen las condiciones&lt;/p&gt;&#xD;
&lt;p&gt;para el reconocimiento del derecho del personal docente no universitario al disfrute de una licencia por un curso escolar sin prestaci&#xF3;n de servicios con retribuci&#xF3;n parcial (BOA 27/04/2022)&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;&#xDA;ltima resoluci&#xF3;n&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; RESOLUCI&#xD3;N de 27 de mayo de 2026, del Director General de Personal, por la que se determina en ochenta el&lt;/p&gt;&#xD;
&lt;p&gt;n&#xFA;mero de personas adscritas a los cuerpos docentes no universitarios que podr&#xE1;n acogerse al disfrute de una licencia con retribuci&#xF3;n parcial en el curso 2026/2027 (BOA 16/06/2026).&lt;/p&gt;&#xD;
&lt;p&gt;Licencias por estudios &#xDA;ltima convocatoria &#x2022; ORDEN ECU/909/2026, de 9 de junio, por la que se convocan licencias por estudios, no retribuidas, destinadas a&lt;/p&gt;&#xD;
&lt;p&gt;personal funcionario docente no universitario y personal funcionario que desempe&#xF1;e la funci&#xF3;n inspectora en la Comunidad Aut&#xF3;noma de Arag&#xF3;n para el curso 2026-2027 (BOA 24/06/2026) Excedencias&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; REAL DECRETO 365/1995, de 10 de marzo, por el que se aprueba el Reglamento de Situaciones Administrativas de&lt;/p&gt;&#xD;
&lt;p&gt;los Funcionarios Civiles de la Administraci&#xF3;n General del Estado (BOE 10/04/1995). &#x2022; Real Decreto Legislativo 5/2015, de 30 de octubre, por el que se aprueba el texto refundido de la Ley del Estatuto&lt;/p&gt;&#xD;
&lt;p&gt;B&#xE1;sico del Empleado P&#xFA;blico (BOE 31/10/2015). &#x2022; Orden de 12 de mayo de 2006, del Departamento de Econom&#xED;a, Hacienda y Empleo, por la que se publica el Acuerdo&lt;/p&gt;&#xD;
&lt;p&gt;de 9 de mayo de 2006, del Gobierno de Arag&#xF3;n, por el que se otorga la aprobaci&#xF3;n expresa y formal, ratific&#xE1;ndolo, al Acuerdo de la Mesa de la Funci&#xF3;n P&#xFA;blica sobre conciliaci&#xF3;n de la vida personal, familiar y laboral de los empleados p&#xFA;blicos (BOA 26/05/2006).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Reingresos&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Ley 30/1984, de 2 agosto de Medidas para la reforma de la Funci&#xF3;n P&#xFA;blica (BOE 03/08/1984). &#x2022; Real Decreto 365/1995, de 10 de marzo, por el que se aprueba el Reglamento de Situaciones Administrativas de los&lt;/p&gt;&#xD;
&lt;p&gt;Funcionarios Civiles de la Administraci&#xF3;n General de Estado (BOE 10/04/1995) &#x2022; Resoluci&#xF3;n de 15 de febrero de 1996, de la Secretar&#xED;a de Estado para la Administraci&#xF3;n P&#xFA;blica y de la Secretar&#xED;a de&lt;/p&gt;&#xD;
&lt;p&gt;Estado de Hacienda, por la que se dictan reglas aplicables a determinados procedimientos en materia de reingreso al servicio activo y de asignaci&#xF3;n de puestos de trabajo (BOE 23/02/1996) &#x2022; Real Decreto Legislativo 5/2015, de 30 de octubre, por el que se aprueba el texto refundido de la Ley del Estatuto&lt;/p&gt;&#xD;
&lt;p&gt;B&#xE1;sico del Empleado P&#xFA;blico (BOE 31/10/2015). Incompatibilidades&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Ley 53/1984, de 26 de diciembre, de incompatibilidades del personal al servicio de las administraciones p&#xFA;blicas&lt;/p&gt;&#xD;
&lt;p&gt;(BOE 04/01/1985). &#x2022; Real Decreto 598/1985, de 30 de abril, sobre incompatibilidades del personal al servicio de la Administraci&#xF3;n del&lt;/p&gt;&#xD;
&lt;p&gt;Estado, de la Seguridad Social y de los Entes, Organismos y Empresas dependientes (BOE 04/05/1985). Jubilaci&#xF3;n&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Real Decreto Legislativo 5/2015, de 30 de octubre, por el que se aprueba el texto refundido de la Ley del Estatuto&lt;/p&gt;&#xD;
&lt;p&gt;B&#xE1;sico del Empleado P&#xFA;blico (BOE 31/10/2015) &#x2022; Real Decreto-ley 13/2010, de 3 de diciembre, de actuaciones en el &#xE1;mbito fiscal, laboral y liberalizadoras para&lt;/p&gt;&#xD;
&lt;p&gt;fomentar la inversi&#xF3;n y la creaci&#xF3;n de empleo (BOE 03/12/2010) &#x2022; Ley 27/2011, de 1 de agosto, sobre actualizaci&#xF3;n, adecuaci&#xF3;n y modernizaci&#xF3;n del sistema de Seguridad Social (BOE&lt;/p&gt;&#xD;
&lt;p&gt;02/08/2011). &#x2022; Real Decreto Legislativo 8/2015, de 30 de octubre, por el que se aprueba el texto refundido de la Ley General de la&lt;/p&gt;&#xD;
&lt;p&gt;Seguridad Social (BOE 31/10/2015) &#x2022; Real Decreto-ley 2/2023, de 16 de marzo, de medidas urgentes para la ampliaci&#xF3;n de derechos de los pensionistas,&lt;/p&gt;&#xD;
&lt;p&gt;reducci&#xF3;n de la brecha de g&#xE9;nero y establecimiento de un nuevo marco de sostenibilidad del sistema p&#xFA;blico de pensiones (BOE 17/03/2023) &#x2022; Real Decreto Legislativo 670/1987, de 30 de abril, por el que se aprueba el texto refundido de Ley de Clases Pasivas&lt;/p&gt;&#xD;
&lt;p&gt;del Estado (BOE 27/05/1987). &#x2022; Real Decreto 691/1991, de 12 de abril, de c&#xF3;mputo rec&#xED;proco de cuotas entre reg&#xED;menes de la Seguridad Social (BOE&lt;/p&gt;&#xD;
&lt;p&gt;01/05/91) &#x2022; Resoluci&#xF3;n de 29/12/1995 de la Secretar&#xED;a de Estado para la Administraci&#xF3;n P&#xFA;blica, por la que se modifican los&lt;/p&gt;&#xD;
&lt;p&gt;procedimientos de jubilaci&#xF3;n de personal civil incluido en el &#xE1;mbito de cobertura del R&#xE9;gimen de Clases Pasivas del Estado (BOE 11/01/96) Servicios especiales&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Ley 30/1984, de 2 agosto de Medidas para la reforma de la Funci&#xF3;n P&#xFA;blica (BOE 03/08/84) &#x2022; Real Decreto 365/1995, de 10 de marzo, por el que se aprueba el Reglamento de Situaciones Administrativas de los&lt;/p&gt;&#xD;
&lt;p&gt;Funcionarios Civiles de la Administraci&#xF3;n General de Estado (BOE 10/04/95) &#x2022; Real Decreto Legislativo 5/2015, de 30 de octubre, por el que se aprueba el texto refundido de la Ley del Estatuto&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;B&#xE1;sico del Empleado P&#xFA;blico (BOE 31/10/2015), art&#xED;culo 87.&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Adaptaci&#xF3;n del puesto de trabajo&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; ORDEN de 5 de febrero de 2010, del Departamento de Educaci&#xF3;n, Cultura y Deporte, por la que se regula el&lt;/p&gt;&#xD;
&lt;p&gt;procedimiento de adaptaci&#xF3;n del puesto de trabajo por motivos de salud en el &#xE1;mbito funcional docente no universitario de la Administraci&#xF3;n de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 25/02/2010). &#x2022; ORDEN de 28 de mayo de 2010, del Departamento de Educaci&#xF3;n, Cultura y Deporte, de modificaci&#xF3;n de la Orden&lt;/p&gt;&#xD;
&lt;p&gt;de 5 de febrero de 2010, por la que se regula el procedimiento de adaptaci&#xF3;n del puesto de trabajo por motivos de salud en el &#xE1;mbito funcional docente no universitario de la Administraci&#xF3;n de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 22/06/2010).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Compensaci&#xF3;n por accidentes de tr&#xE1;fico&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; DECRETO 102/2022, de 29 de junio, del Gobierno de Arag&#xF3;n, por el que se regula el sistema de compensaci&#xF3;n de&lt;/p&gt;&#xD;
&lt;p&gt;gastos derivados de accidentes de tr&#xE1;fico con ocasi&#xF3;n de desplazamientos efectuados por raz&#xF3;n del servicio por el personal de la Administraci&#xF3;n de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 12/07/2022).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Asistencia sanitaria: intervenci&#xF3;n en situaciones de urgencia y emergencia&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Resoluci&#xF3;n de 7 de noviembre de 2017, del Director General de Innovaci&#xF3;n, Equidad y Participaci&#xF3;n y el Director&lt;/p&gt;&#xD;
&lt;p&gt;General de Asistencia Sanitaria del Gobierno de Arag&#xF3;n, por la que se dictan instrucciones relativas a la atenci&#xF3;n educativa al alumnado con enfermedades cr&#xF3;nicas, as&#xED; como la intervenci&#xF3;n en situaciones de urgencia y emergencia en los centros docentes de la comunidad aut&#xF3;noma de Arag&#xF3;n.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Educaci&#xF3;n en el exterior&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Real Decreto 1027/1993, de 25 de junio, por el que se regula la acci&#xF3;n educativa en el exterior (BOE 06/08/1993). &#x2022; Real Decreto 1138/2002, de 31 de octubre, por el que se regula la Administraci&#xF3;n del Ministerio de Educaci&#xF3;n,&lt;/p&gt;&#xD;
&lt;p&gt;Cultura y Deporte en el exterior (BOE 01/11/2002). &#x2022; Orden ECD/531/2003, de 10 de marzo, por la que se establece el procedimiento para la provisi&#xF3;n por funcionarios&lt;/p&gt;&#xD;
&lt;p&gt;docentes de vacantes en centros, programas y asesor&#xED;as t&#xE9;cnicas en el exterior (BOE 13/03/2003). Normativa Centros escolares Reglamento org&#xE1;nico de centros&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Infantil y primaria&lt;/p&gt;&#xD;
&lt;p&gt;o REAL DECRETO 82/1996, de 26 de enero, por el que se aprueba el Reglamento Org&#xE1;nico de las Escuelas de&lt;/p&gt;&#xD;
&lt;p&gt;Educaci&#xF3;n Infantil y de los Colegios de Educaci&#xF3;n Primaria (BOE 20/02/1996). &#x2022; Secundaria&lt;/p&gt;&#xD;
&lt;p&gt;o REAL DECRETO 83/1996, de 26 de enero, por el que se aprueba el Reglamento Org&#xE1;nico de los Institutos de&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Educaci&#xF3;n Secundaria (BOE 21/02/1996).&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Instrucciones de organizaci&#xF3;n y funcionamiento&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Infantil y Primaria&lt;/p&gt;&#xD;
&lt;p&gt;o Orden de 26 de junio de 2014, de la Consejera de Educaci&#xF3;n, Universidad, Cultura y Deporte por la que se&lt;/p&gt;&#xD;
&lt;p&gt;aprueban las Instrucciones que regulan la organizaci&#xF3;n y el funcionamiento de los Colegios P&#xFA;blicos de Educaci&#xF3;n Infantil y Primaria y de los Colegios P&#xFA;blicos de Educaci&#xF3;n Especial de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 03/07/2014). o ORDEN ECD/598/2016, de 14 de junio, por la que se modifica la Orden de 26 de junio de 2014, de la Consejera&lt;/p&gt;&#xD;
&lt;p&gt;de Educaci&#xF3;n, Universidad, Cultura y Deporte, por la que se aprueban las Instrucciones que regulan la organizaci&#xF3;n y el funcionamiento de los Colegios P&#xFA;blicos de Educaci&#xF3;n Infantil y Primaria y de los Colegios P&#xFA;blicos de Educaci&#xF3;n Especial de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 23/06/2016). &#x2022; ESO y Bachillerato&lt;/p&gt;&#xD;
&lt;p&gt;o ORDEN de 18 de mayo de 2015, de la Consejera de Educaci&#xF3;n, Universidad, Cultura y Deporte por la que se&lt;/p&gt;&#xD;
&lt;p&gt;aprueban las Instrucciones que regulan la organizaci&#xF3;n y el funcionamiento de los Institutos de Educaci&#xF3;n Secundaria de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 05/06/2015). o ORDEN ECD/779/2016, de 11 de julio, por la que se modifica el anexo de la Orden de 18 de mayo de 2015, de la&lt;/p&gt;&#xD;
&lt;p&gt;Consejera de Educaci&#xF3;n, Universidad, Cultura y Deporte, por la que se aprueban las Instrucciones que regulan la organizaci&#xF3;n y el funcionamiento de los Institutos de Educaci&#xF3;n Secundaria de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 29/07/2016).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Puestos de especial dificultad&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; ORDEN ECD/1435/2017, de 12 de septiembre, por la que se establecen los criterios para determinar los puestos y&lt;/p&gt;&#xD;
&lt;p&gt;centros p&#xFA;blicos docentes no universitarios susceptibles de ser catalogados como de especial dificultad en la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 02/10/2017). &#x2022; ORDEN ECD/1371/2022, de 28 de septiembre, por la que se modifica la Orden ECD/1435/2017, de 12 de&lt;/p&gt;&#xD;
&lt;p&gt;septiembre, por la que se establecen los criterios para determinar los puestos y centros p&#xFA;blicos docentes no universitarios susceptibles de ser catalogados como de especial dificultad en la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 05/10/2022). &#x2022; ORDEN ECD/276/2016, de 4 de abril, por la que se establece el baremo de las listas de espera para la provisi&#xF3;n de&lt;/p&gt;&#xD;
&lt;p&gt;puestos de trabajo en r&#xE9;gimen de interinidad de los cuerpos docentes no universitarios (BOA 07/04/2016). &#x2022; ORDEN ECD/621/2018, de 3 de abril, por la que se modifica el anexo de la Orden ECD/276/2016, de 4 de abril, por&lt;/p&gt;&#xD;
&lt;p&gt;la que se establece el baremo de las listas de espera para la provisi&#xF3;n de puestos de trabajo en r&#xE9;gimen de interinidad de los cuerpos docentes no universitarios (BOA 26/04/2018). &#x2022; ORDEN ECD/1083/2018, de 1 de junio, por la que se modifica el anexo de la Orden ECD/276/2016, de 4 de abril, por&lt;/p&gt;&#xD;
&lt;p&gt;la que se establece el baremo de las listas de espera para la provisi&#xF3;n de puestos de trabajo en r&#xE9;gimen de interinidad de los cuerpos docentes (BOA 27/06/2018).&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; ORDEN ECD/1370/2022, de 28 de septiembre, por la que se modifica el anexo de la Orden ECD/276/2016, de 4 de&lt;/p&gt;&#xD;
&lt;p&gt;abril, por la que se establece el baremo de las listas de espera para la provisi&#xF3;n de puestos de trabajo en r&#xE9;gimen de interinidad de los cuerpos docentes no universitarios (BOA 05/10/2022). &#x2022; &#xDA;ltimo listado publicado: puestos y centros de especial dificultad del curso 2026-2027. Itinerantes y compartidos&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Acuerdo de 29 de junio de 2006, de la mesa sectorial de educaci&#xF3;n, por el que se establecen determinadas medidas&lt;/p&gt;&#xD;
&lt;p&gt;en relaci&#xF3;n con el profesorado singular itinerante y el profesorado que comparte centro, en el &#xE1;mbito del personal docente no universitario de la comunidad aut&#xF3;noma de Arag&#xF3;n. &#x2022; Real Decreto 462/2002, de 24 de mayo, sobre indemnizaciones por raz&#xF3;n del servicio (BOE 30/05/2002). &#x2022; Orden HFP/793/2023, de 12 de julio, por la que se revisa el importe de la indemnizaci&#xF3;n por uso de veh&#xED;culo&lt;/p&gt;&#xD;
&lt;p&gt;particular establecida en el Real Decreto 462/2002 (BOE 17/07/2023). &#x2022; Compensaciones econ&#xF3;micas curso 22/23.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Normativa b&#xE1;sica Primaria, Secundaria, Bachillerato y Formaci&#xF3;n Profesional&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; LEY ORG&#xC1;NICA 3/2020, de 29 de diciembre, por la que se modifica la Ley Org&#xE1;nica 2/2006, de 3 de mayo, de&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Educaci&#xF3;n (BOE 30/12/2020).&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Curr&#xED;culo Educaci&#xF3;n Infantil&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Real Decreto 95/2022, de 1 de febrero, por el que se establece la ordenaci&#xF3;n y las ense&#xF1;anzas m&#xED;nimas de la&lt;/p&gt;&#xD;
&lt;p&gt;Educaci&#xF3;n Infantil (BOE 02/02/2022). &#x2022; Orden ECD/853/2022, de 13 de junio, por la que se aprueban el curr&#xED;culo y las caracter&#xED;sticas de la evaluaci&#xF3;n de la&lt;/p&gt;&#xD;
&lt;p&gt;Educaci&#xF3;n Infantil y se autoriza su aplicaci&#xF3;n en los centros docentes de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (17/06/2022).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Curr&#xED;culo Educaci&#xF3;n Primaria&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Real Decreto 157/2022, de 1 de marzo, por el que se establecen la ordenaci&#xF3;n y las ense&#xF1;anzas m&#xED;nimas de la&lt;/p&gt;&#xD;
&lt;p&gt;Educaci&#xF3;n Primaria (BOE 02/03/2022). &#x2022; ORDEN ECD/1112/2022, de 18 de julio, por la que se aprueban el curr&#xED;culo y las caracter&#xED;sticas de la evaluaci&#xF3;n de&lt;/p&gt;&#xD;
&lt;p&gt;la Educaci&#xF3;n Primaria y se autoriza su aplicaci&#xF3;n en los centros docentes de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 27/07/2022). &#x2022; ORDEN ECD/866/2024, de 25 de julio, por la que se modifica la Orden ECD/1112/2022, de 18 de julio, por la que se&lt;/p&gt;&#xD;
&lt;p&gt;aprueba el curr&#xED;culo y las caracter&#xED;sticas de la evaluaci&#xF3;n de la Educaci&#xF3;n Primaria y se autoriza su aplicaci&#xF3;n en los centros docentes de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 07/08/2024).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Curr&#xED;culo Educaci&#xF3;n Secundaria&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Real Decreto 217/2022, de 29 de marzo, por el que se establece la ordenaci&#xF3;n y las ense&#xF1;anzas m&#xED;nimas de la&lt;/p&gt;&#xD;
&lt;p&gt;Educaci&#xF3;n Secundaria Obligatoria (BOE 30/03/2022). &#x2022; Orden ECD/1172/2022, de 2 de agosto, por la que se aprueban el curr&#xED;culo y las caracter&#xED;sticas de la evaluaci&#xF3;n de&lt;/p&gt;&#xD;
&lt;p&gt;la Educaci&#xF3;n Secundaria Obligatoria y se autoriza su aplicaci&#xF3;n en los centros docentes de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 11/08/2022). &#x2022; ORDEN ECD/867/2024, de 25 de julio, por la que se modifica la Orden ECD/1172/2022, de 2 de agosto, por la que&lt;/p&gt;&#xD;
&lt;p&gt;se aprueba el curr&#xED;culo y las caracter&#xED;sticas de la evaluaci&#xF3;n de la Educaci&#xF3;n Secundaria Obligatoria y se autoriza su aplicaci&#xF3;n en los centros docentes de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 07/08/2024).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Curr&#xED;culo Bachillerato&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Real Decreto 243/2022, de 5 de abril, por el que se establecen la ordenaci&#xF3;n y las ense&#xF1;anzas m&#xED;nimas del&lt;/p&gt;&#xD;
&lt;p&gt;Bachillerato (BOE 06/04/2022). &#x25AA; Real Decreto 535/2026, de 30 de junio, que, entre otras normas, modifica el art&#xED;culo 23.4 del Real Decreto&lt;/p&gt;&#xD;
&lt;p&gt;243/2022, de 5 de abril (BOE 02/07/2026) &#x2022; Orden ECD/1173/2022, de 3 de agosto, por la que se aprueban el curr&#xED;culo y las caracter&#xED;sticas de la evaluaci&#xF3;n del&lt;/p&gt;&#xD;
&lt;p&gt;Bachillerato y se autoriza su aplicaci&#xF3;n en los centros docentes de la comunidad aut&#xF3;noma de Arag&#xF3;n (BOA 12/08/2022). &#x25AA; ORDEN ECD/739/2025, de 24 de junio, por la que se modifica la Orden ECD/1173/2022, de 3 de agosto (BOA&lt;/p&gt;&#xD;
&lt;p&gt;04/07/2025) &#x2022; ORDEN ECD/886/2024, de 25 de julio, por la que se modifica la Orden ECD/1173/2022, de 3 de agosto, por la que&lt;/p&gt;&#xD;
&lt;p&gt;se aprueban el curr&#xED;culo y las caracter&#xED;sticas de la evaluaci&#xF3;n de Bachillerato y se autoriza su aplicaci&#xF3;n en los centros docentes de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 08/08/2024).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Curr&#xED;culo de los Ciclos Formativos&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Ley Org&#xE1;nica 3/2022, de 31 de marzo, de ordenaci&#xF3;n e integraci&#xF3;n de la Formaci&#xF3;n Profesional (BOE 01/04/2022). &#x2022; Real Decreto 659/2023, de 18 de julio, por el que se desarrolla la ordenaci&#xF3;n del Sistema de Formaci&#xF3;n&lt;/p&gt;&#xD;
&lt;p&gt;Profesional (BOE 22/07/2023) &#x2022; DECRETO 91/2024, de 5 de junio, del Gobierno de Arag&#xF3;n por el que se establece la Ordenaci&#xF3;n de la Formaci&#xF3;n&lt;/p&gt;&#xD;
&lt;p&gt;Profesional del Grado D y del Grado E en la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 06/06/2024). &#x25AA; RESOLUCI&#xD3;N de 29 de julio de 2024, del Director General de Planificaci&#xF3;n, Centros y Formaci&#xF3;n Profesional, por&lt;/p&gt;&#xD;
&lt;p&gt;la que se modifican aspectos puntuales de anexos del Decreto 91/2024, de 5 de junio, del Gobierno de Arag&#xF3;n por el que se establece la Ordenaci&#xF3;n de la Formaci&#xF3;n Profesional del Grado D y del Grado E en la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 09/08/2024) &#x25AA; DECRETO 107/2025, de 10 de septiembre, del Gobierno de Arag&#xF3;n, por el que se modifica el Decreto 91/2024,&lt;/p&gt;&#xD;
&lt;p&gt;de 5 de junio, del Gobierno de Arag&#xF3;n por el que se establece la Ordenaci&#xF3;n de la Formaci&#xF3;n Profesional del Grado D y del Grado E en la Comunidad Aut&#xF3;noma de Arag&#xF3;n y las &#xD3;rdenes ECD/842/2024 y ECD/843/2024, ambas de 25 de julio, por las que se regulan aspectos organizativos del curr&#xED;culo y se establecen los curr&#xED;culos de determinados Ciclos Formativos de Formaci&#xF3;n Profesional de Grado Medio y Grado Superior, respectivamente, para la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 18/09/2025). &#x25AA; RESOLUCI&#xD3;N de 3 de diciembre de 2025, del Director General de Planificaci&#xF3;n, Centros y Formaci&#xF3;n&lt;/p&gt;&#xD;
&lt;p&gt;Profesional, por la que se modifican los anexos I, II, III, IV, V, VII, VIII, XI a) y XI b) del Decreto 91/2024, de 5 de junio (BOA 16/12/2025) &#x2022; ORDEN ECD/841/2024, de 25 de julio, por la que se regulan aspectos organizativos del curr&#xED;culo y se establecen los&lt;/p&gt;&#xD;
&lt;p&gt;curr&#xED;culos de determinados Ciclos Formativos de Formaci&#xF3;n Profesional de Grado B&#xE1;sico para la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 31/07/2024). &#x2022; Orden ECD/842/2024, de 25 de julio, por la que se regulan aspectos organizativos del curr&#xED;culo y se establecen los&lt;/p&gt;&#xD;
&lt;p&gt;curr&#xED;culos de determinados Ciclos Formativos de Formaci&#xF3;n Profesional de Grado Medio para la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 31/07/2024). &#x2022; Orden ECD/843/2024, de 25 de julio, por la que se regulan aspectos organizativos del curr&#xED;culo y se establecen los&lt;/p&gt;&#xD;
&lt;p&gt;curr&#xED;culos de determinados Ciclos Formativos de Formaci&#xF3;n Profesional de Grado Superior para la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 31/07/2024).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Biling&#xFC;ismo&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; ORDEN ECD/823/2018, de 18 de mayo, por la que se regula el Modelo BRIT- Arag&#xF3;n para el desarrollo de la&lt;/p&gt;&#xD;
&lt;p&gt;Competencia Ling&#xFC;&#xED;stica de y en Lenguas Extranjeras en centros docentes p&#xFA;blicos no universitarios de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 28/05/2018).&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Lenguas propias de Arag&#xF3;n&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Resoluci&#xF3;n del Director General de Planificaci&#xF3;n y Formaci&#xF3;n Profesional y del Director General de Pol&#xED;tica&lt;/p&gt;&#xD;
&lt;p&gt;Ling&#xFC;&#xED;stica, de 26 de abril de 2017, por la que se autorizan centros para la impartici&#xF3;n de lenguas propias de Arag&#xF3;n (Aragon&#xE9;s y catal&#xE1;n de Arag&#xF3;n) a partir del curso 2016-2017.&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Inclusi&#xF3;n&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; DECRETO 188/2017, de 28 de noviembre, del Gobierno de Arag&#xF3;n, por el que se regula la respuesta educativa&lt;/p&gt;&#xD;
&lt;p&gt;inclusiva y la convivencia en las comunidades educativas de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 18/12/2017). &#x2022; DECRETO 164/2022, de 16 de noviembre, del Gobierno de Arag&#xF3;n, por el que se modifica el Decreto 188/2017, de&lt;/p&gt;&#xD;
&lt;p&gt;28 de noviembre, del Gobierno de Arag&#xF3;n, por el que se regula la respuesta educativa inclusiva y la convivencia en las comunidades educativas de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (boa 24/11/2022). &#x2022; ORDEN ECD/1003/2018, de 7 de junio, por la que se determinan las actuaciones que contribuyen a promocionar la&lt;/p&gt;&#xD;
&lt;p&gt;convivencia, igualdad y la lucha contra el acoso escolar en las comunidades educativas aragonesas (BOA 18/06/2018). &#x2022; ORDEN ECD/804/2021, de 29 de junio, por la que se modifica la Orden ECD/1003/2018, de 7 de junio, por la que se&lt;/p&gt;&#xD;
&lt;p&gt;determinan las actuaciones que contribuyen a promocionar la convivencia, igualdad y la lucha contra el acoso escolar en las comunidades educativas aragonesas (BOA 12/07/2021). &#x2022; ORDEN ECD/1004/2018, de 7 de junio, por la que se regula la Red Integrada de Orientaci&#xF3;n Educativa en los centros&lt;/p&gt;&#xD;
&lt;p&gt;docentes no universitarios sostenidos con fondos p&#xFA;blicos de la Comunidad Aut&#xF3;noma de Arag&#xF3;n (BOA 18/06/2018). &#x2022; ORDEN ECD/913/2023, de 11 de julio, por la que se modifica la Orden ECD/1004/2018, de 7 de junio, por la que se&lt;/p&gt;&#xD;
&lt;p&gt;regula la Red Integrada de Orientaci&#xF3;n Educativa en los centros docentes no universitarios sostenidos con fondos p&#xFA;blicos de la Comunidad Aut&#xF3;noma de Arag&#xF3;n, y la Orden ECD/1005/2018, de 7 de junio, por la que se regulan las actuaciones de intervenci&#xF3;n educativa inclusiva (BOA 18/07/2023). &#x25AA; CORRECCI&#xD3;N de errores de la Orden ECD/913/2023, de 11 de julio (BOA 27/07/2023).&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; ORDEN ECD/1005/2018, de 7 de junio, por la que se regulan las actuaciones de intervenci&#xF3;n educativa inclusiva&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;(BOA 18/06/2018).&lt;/h3&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 22" class="c26-static-readable" data-c26-static-chapter="21" id="c26-text-cap22"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Departamento de educaci&#xF3;n, Ciencia y Universidades&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; CONSEJER&#xCD;A&lt;/p&gt;&#xD;
&lt;p&gt;Avenida de Ranillas, 5 D. Zaragoza. 976 714 000 &#x2022; SECRETAR&#xCD;A GENERAL T&#xC9;CNICA&lt;/p&gt;&#xD;
&lt;p&gt;Avenida de Ranillas, 5 D. Zaragoza. 976 714 000 &#x2022; DIRECCI&#xD3;N GENERAL DE PLANIFICACI&#xD3;N, CENTROS Y FORMACI&#xD3;N PROFESIONAL&lt;/p&gt;&#xD;
&lt;p&gt;Avenida de Ranillas, 5 D. Zaragoza. 976 714 000 &#x2022; DIRECCI&#xD3;N GENERAL DE POL&#xCD;TICA EDUCATIVA, ORDENACI&#xD3;N, EQUIDAD Y FORMACI&#xD3;N&lt;/p&gt;&#xD;
&lt;p&gt;Avenida de Ranillas, 5 D. Zaragoza. 976 714 000 &#x2022; DIRECCI&#xD3;N GENERAL DE PERSONAL&lt;/p&gt;&#xD;
&lt;p&gt;Avenida de Ranillas, 5 D. Zaragoza. 976 714 000 &#x2022; DIRECCI&#xD3;N GENERAL DE INFRAESTRUCTURAS Y EQUIPAMIENTOS EDUCATIVOS&lt;/p&gt;&#xD;
&lt;p&gt;Avenida de Ranillas, 5 D. Zaragoza. 976 714 000 &#x2022; DIRECCI&#xD3;N GENERAL DE CIENCIA E INVESTIGACI&#xD3;N&lt;/p&gt;&#xD;
&lt;p&gt;Avenida de Ranillas, 5 D. Zaragoza. 976 714 000 &#x2022; DIRECCI&#xD3;N GENERAL DE UNIVERSIDADES&lt;/p&gt;&#xD;
&lt;p&gt;Avenida de Ranillas, 5 D. Zaragoza. 976 714 000 &#x2022; SERVICIO PROVINCIAL DE ZARAGOZA&lt;/p&gt;&#xD;
&lt;p&gt;Avenida Juan Pablo II, 20. 50009 Zaragoza. 976 716 404 &#x2022; SERVICIO PROVINCIAL DE HUESCA&lt;/p&gt;&#xD;
&lt;p&gt;Plaza Cervantes, 1. 22003 Huesca. 974 293 300 &#x2022; SERVICIO PROVINCIAL DE TERUEL&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Calle San Vicente de Pa&#xFA;l, 3. 44002 Teruel. 978 641 250&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;MUFACE&lt;/h3&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; SERVICIO PROVINCIAL DE ZARAGOZA&lt;/p&gt;&#xD;
&lt;p&gt;P&#xBA; de Sagasta, 50, 1&#xB0;. 50006 Zaragoza. 976 998 510 &#x2022; SERVICIO PROVINCIAL DE HUESCA&lt;/p&gt;&#xD;
&lt;p&gt;Avda. Pirineos, 13, 1&#xB0; D. 22004. Huesca. 974 750 500 &#x2022; SERVICIO PROVINCIAL DE TERUEL&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;C/ Portal de Valencia, N&#xBA; 1, 44001 Teruel. 978 990 500&lt;/h3&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 23" class="c26-static-readable" data-c26-static-chapter="22" id="c26-text-cap23"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;p&gt;Accede a estos formularios en nuestra web escaneando o haciendo clic en el c&#xF3;digo QR&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Instancia general (modelo expone-&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Reconocimiento de trienios&lt;/p&gt;&#xD;
&lt;p&gt;solicita) &#x2022; Comunicaci&#xF3;n de incidente-&lt;/p&gt;&#xD;
&lt;p&gt;(interinos) &#x2022; Consulta de n&#xF3;mina y correo&lt;/p&gt;&#xD;
&lt;p&gt;electr&#xF3;nico &#x2022; Comisiones de servicio&lt;/p&gt;&#xD;
&lt;p&gt;humanitarias &#x2022; Muface (partes de baja, cambio&lt;/p&gt;&#xD;
&lt;p&gt;accidente y enfermedad profesional &#x2022; Accidentes de veh&#xED;culos &#x2022; Adaptaci&#xF3;n al puesto de trabajo &#x2022; Solicitud auxilio por defunci&#xF3;n &#x2022; Autorizaci&#xF3;n actividades de&lt;/p&gt;&#xD;
&lt;p class="c26-pdf-bullet"&gt;&#x2022; Excedencias &#x2022; Permutas &#x2022; Reingreso al servicio activo &#x2022; Servicios especiales &#x2022; Habilitaciones &#x2022; Compatibilidades &#x2022; Jubilaci&#xF3;n &#x2022; Prolongaci&#xF3;n del servicio activo &#x2022; Reconocimiento de servicios&lt;/p&gt;&#xD;
&lt;p&gt;entidad m&#xE9;dica y otros tr&#xE1;mites). &#x2022; Permisos&lt;/p&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;formaci&#xF3;n&lt;/h3&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;previos (funcionarios de carrera)&lt;/h3&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 24" class="c26-static-readable" data-c26-static-chapter="23" id="c26-text-cap24"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina 72 del manual CSIF, con elementos gr&#xE1;ficos y tablas originales" loading="lazy" src="data:image/webp;base64,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"/&gt;&lt;figcaption&gt;Manual CSIF 2026&#x2013;2027 &#xB7; P&#xE1;gina 72 &#xB7; Reproducci&#xF3;n visual de tablas y gr&#xE1;ficos&lt;/figcaption&gt;&lt;/figure&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 25" class="c26-static-readable" data-c26-static-chapter="24" id="c26-text-cap25"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina 73 del manual CSIF, con elementos gr&#xE1;ficos y tablas originales" loading="lazy" 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"/&gt;&lt;figcaption&gt;Manual CSIF 2026&#x2013;2027 &#xB7; P&#xE1;gina 73 &#xB7; Reproducci&#xF3;n visual de tablas y gr&#xE1;ficos&lt;/figcaption&gt;&lt;/figure&gt;&#xD;
&lt;h3 class="c26-pdf-heading"&gt;Aprobado por RESOLUCI&#xD3;N de 29 de abril de 2025 (BOA 12/05/2025)&lt;/h3&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&#xD;
&lt;section aria-label="Cap&#xED;tulo 26" class="c26-static-readable" data-c26-static-chapter="25" id="c26-text-cap26"&gt;&lt;div class="c26-article c26-fulltext"&gt;&#xD;
&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina 74 del manual CSIF, con elementos gr&#xE1;ficos y tablas originales" loading="lazy" 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"/&gt;&lt;figcaption&gt;Manual CSIF 2026&#x2013;2027 &#xB7; P&#xE1;gina 74 &#xB7; Reproducci&#xF3;n visual de tablas y gr&#xE1;ficos&lt;/figcaption&gt;&lt;/figure&gt;&#xD;
&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina 75 del manual original" loading="lazy" 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"/&gt;&lt;figcaption&gt;Manual CSIF 2026&#x2013;2027 &#xB7; P&#xE1;gina 75&lt;/figcaption&gt;&lt;/figure&gt;&#xD;
&lt;figure class="c26-source-figure"&gt;&lt;img alt="P&#xE1;gina 76 del manual original" loading="lazy" 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"/&gt;&lt;figcaption&gt;Manual CSIF 2026&#x2013;2027 &#xB7; P&#xE1;gina 76&lt;/figcaption&gt;&lt;/figure&gt;&#xD;
&lt;/div&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="c26-author"&gt;&lt;img alt="CSIF Educaci&#xF3;n Arag&#xF3;n &#xB7; Contigo, s&#xED; &#xB7; Educaci&#xF3;n P&#xFA;blica" 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elaborado por CSIF Educaci&#xF3;n Arag&#xF3;n&lt;/strong&gt;&lt;span&gt;Manual del nuevo funcionario &#xB7; Edici&#xF3;n 2026&#x2013;2027&lt;/span&gt;&lt;span&gt;&#xA9; CSIF Educaci&#xF3;n Arag&#xF3;n. Todos los derechos reservados.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/article&gt;&lt;div class="c26-pager"&gt;&lt;button id="c26-prev" type="button"&gt;&#x2190; Cap&#xED;tulo anterior&lt;/button&gt;&lt;button id="c26-next" type="button"&gt;Siguiente cap&#xED;tulo &#x2192;&lt;/button&gt;&lt;/div&gt;&lt;/div&gt;&#xD;
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&lt;footer class="c26-footer"&gt;&lt;span&gt;&lt;b&gt;CSIF Educaci&#xF3;n Arag&#xF3;n&lt;/b&gt; &#xB7; Contigo, s&#xED; &#xB7; Educaci&#xF3;n P&#xFA;blica&lt;/span&gt;&lt;span&gt;Manual del nuevo funcionario &#xB7; 2026&#x2013;2027 &#xB7; &#xA9; CSIF&lt;/span&gt;&lt;/footer&gt;&#xD;
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    ['Puestos de especial dificultad','Movilidad','Reconocimiento de destinos de especial dificultad.'],&#xD;
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    ['Compensaci&#xF3;n por accidentes de tr&#xE1;fico','Econom&#xED;a','Ayudas por da&#xF1;os durante desplazamientos de servicio.'],&#xD;
    ['Plan de pensiones de la DGA','Econom&#xED;a','Sistema de previsi&#xF3;n social complementaria.'],&#xD;
    ['Adaptaci&#xF3;n del puesto de trabajo','Derechos y permisos','Adaptaciones por circunstancias de salud.'],&#xD;
    ['Incompatibilidades de los funcionarios p&#xFA;blicos','Derechos y permisos','Reglas de compatibilidad de actividades.'],&#xD;
    ['Jubilaci&#xF3;n en el R&#xE9;gimen de la Seguridad Social','Econom&#xED;a','Jubilaci&#xF3;n y protecci&#xF3;n social.'],&#xD;
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    ['Anexo I. Normativa','Recursos','Referencias normativas.'],&#xD;
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    ['Anexo V. Calendario escolar Arag&#xF3;n 2026/27','Recursos','Calendario escolar de Arag&#xF3;n.'],&#xD;
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&lt;/script&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/95957</guid><title>Manual del nuevo funcionario 25/26</title><pubDate>Mon, 31 Aug 26 09:05:00 CEST</pubDate><link>https://www.csif.es/ca/noticia/portada/aragoneducacion/articulo/95957</link><dc:creator xmlns:dc="dc">alberto.miranda.sanroman</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Boletines y publicaciones CSIF</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/manual-nuevo-funcionario-1762433697.png" type="image/png" medium="image"><media:credit/><media:title>Arag&#xF3;n - Educaci&#xF3;n Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;meta charset="UTF-8" /&gt;&lt;meta name="viewport" content="width=device-width, initial-scale=1.0" /&gt;&#xD;
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	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;!-- Cap&#xED;tulo 6 (con subt&#xED;tulos) --&gt;&#xD;
	&lt;li class="toc-item" data-page-id="cap6"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap6"&gt;&lt;span&gt;Situaciones administrativas&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
		&lt;li&gt;&lt;a class="toc-section-link" data-anchor="#sec6-1" data-page-id="cap6" href="#"&gt;Servicio activo&lt;/a&gt;&lt;/li&gt;&#xD;
		&lt;li&gt;&lt;a class="toc-section-link" data-anchor="#sec6-2" data-page-id="cap6" href="#"&gt;Servicios especiales&lt;/a&gt;&lt;/li&gt;&#xD;
		&lt;li&gt;&lt;a class="toc-section-link" data-anchor="#sec6-3" data-page-id="cap6" href="#"&gt;Servicio en otras administraciones p&amp;uacute;blicas&lt;/a&gt;&lt;/li&gt;&#xD;
		&lt;li&gt;&lt;a class="toc-section-link" data-anchor="#sec6-4" data-page-id="cap6" href="#"&gt;Excedencia&lt;/a&gt;&lt;/li&gt;&#xD;
		&lt;li&gt;&lt;a class="toc-section-link" data-anchor="#sec6-5" data-page-id="cap6" href="#"&gt;Suspensi&amp;oacute;n de funciones&lt;/a&gt;&lt;/li&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;!-- Cap&#xED;tulo 7 (SIN subt&#xED;tulos) --&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap7"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap7"&gt;&lt;span&gt;Concurso de traslados&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;!-- Cap&#xED;tulo 8 (SIN subt&#xED;tulos) --&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap8"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap8"&gt;&lt;span&gt;Permutas&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;!-- Cap&#xED;tulo 9 (con subt&#xED;tulos) --&gt;&#xD;
	&lt;li class="toc-item" data-page-id="cap9"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap9"&gt;&lt;span&gt;Puestos de especial dificultad&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
		&lt;li&gt;&lt;a class="toc-section-link" data-anchor="#sec9-1" data-page-id="cap9" href="#"&gt;Normativa que los regula&lt;/a&gt;&lt;/li&gt;&#xD;
		&lt;li&gt;&lt;a class="toc-section-link" data-anchor="#sec9-2" data-page-id="cap9" href="#"&gt;Criterios para la calificaci&amp;oacute;n&lt;/a&gt;&lt;/li&gt;&#xD;
		&lt;li&gt;&lt;a class="toc-section-link" data-anchor="#sec9-3" data-page-id="cap9" href="#"&gt;&amp;Aacute;mbito de aplicaci&amp;oacute;n&lt;/a&gt;&lt;/li&gt;&#xD;
		&lt;li&gt;&lt;a class="toc-section-link" data-anchor="#sec9-4" data-page-id="cap9" href="#"&gt;Comisi&amp;oacute;n de seguimiento&lt;/a&gt;&lt;/li&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;!-- Cap&#xED;tulo 10 (con subt&#xED;tulos) --&gt;&#xD;
	&lt;li class="toc-item" data-page-id="cap10"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap10"&gt;&lt;span&gt;Comisiones de servicios&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
		&lt;li&gt;&lt;a class="toc-section-link" data-anchor="#sec10-1" data-page-id="cap10" href="#"&gt;Concursillo&lt;/a&gt;&lt;/li&gt;&#xD;
		&lt;li&gt;&lt;a class="toc-section-link" data-anchor="#sec10-2" data-page-id="cap10" href="#"&gt;Comisiones de servicio por motivos humanitarios&lt;/a&gt;&lt;/li&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;!-- Cap&#xED;tulo 11&#x2013;26 (SIN subt&#xED;tulos) --&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap11"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap11"&gt;&lt;span&gt;A&amp;ntilde;o sab&amp;aacute;tico&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap12"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap12"&gt;&lt;span&gt;Licencias por estudios&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap13"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap13"&gt;&lt;span&gt;Acci&amp;oacute;n social para docentes&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap14"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap14"&gt;&lt;span&gt;Itinerancias&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap15"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap15"&gt;&lt;span&gt;Indemnizaci&amp;oacute;n por accidentes de tr&amp;aacute;fico&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap16"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap16"&gt;&lt;span&gt;Plan de pensiones de la DGA&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap17"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap17"&gt;&lt;span&gt;Adaptaci&amp;oacute;n del puesto de trabajo&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap18"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap18"&gt;&lt;span&gt;Incompatibilidades funcionarios p&amp;uacute;blicos&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap19"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap19"&gt;&lt;span&gt;Jubilaci&amp;oacute;n Seguridad Social&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap20"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap20"&gt;&lt;span&gt;Educaci&amp;oacute;n en el exterior&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap21"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap21"&gt;&lt;span&gt;ANEXO I. Normativa&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap22"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap22"&gt;&lt;span&gt;ANEXO II. Directorios de la Administraci&amp;oacute;n&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap23"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap23"&gt;&lt;span&gt;ANEXO III. Tr&amp;aacute;mites y gesti&amp;oacute;n administrativa&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap24"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap24"&gt;&lt;span&gt;ANEXO IV. Protocolo accidente laboral&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap25"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap25"&gt;&lt;span&gt;ANEXO V. Calendario Escolar Arag&amp;oacute;n 25/26&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li class="toc-item toc-no-sub" data-page-id="cap26"&gt;&lt;button class="toc-chapter-toggle" data-page-id="cap26"&gt;&lt;span&gt;ANEXO VI. Calendario administrativo orientativo&lt;/span&gt; &lt;span aria-hidden="true" class="toc-chapter-icon"&gt;&#x25BE;&lt;/span&gt;&lt;/button&gt;&#xD;
	&lt;ul class="toc-sub"&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&lt;/nav&gt;&#xD;
&#xD;
&lt;section class="content"&gt;&lt;!-- P&#xC1;GINAS / CAP&#xCD;TULOS --&gt;&lt;!-- CAP&#xCD;TULO 1 --&gt;&#xD;
&lt;article class="page active" data-page-id="cap1"&gt;&#xD;
&lt;h2&gt;Nombramiento de funcionario en pr&amp;aacute;cticas&lt;/h2&gt;&#xD;
&#xD;
&lt;p&gt;Tu nombramiento como funcionario/a en pr&amp;aacute;cticas es oficial desde el &lt;strong&gt;27 de agosto de 2025&lt;/strong&gt;, fecha de publicaci&amp;oacute;n en el BOA de la &lt;a href="https://www.boa.aragon.es/cgi-bin/EBOA/BRSCGI?CMD=VEROBJ&amp;amp;MLKOB=1409119960606"&gt;&lt;strong&gt;ORDEN ECD/1046/2025, de 6 de agosto&lt;/strong&gt;&lt;/a&gt;. Con esta publicaci&amp;oacute;n pasas a formar parte del cuerpo docente para el que superaste la oposici&amp;oacute;n, iniciando as&amp;iacute; una nueva etapa profesional.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;&lt;span style="background-color:#e2efd9;"&gt;&#x1F449; Este nombramiento tiene efectos econ&amp;oacute;micos y administrativos desde el 1 de septiembre de 2025.&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Para realizar la fase de pr&amp;aacute;cticas se te ha asignado un destino provisional en un centro educativo. Es imprescindible incorporarte en la fecha indicada, ya que la no incorporaci&amp;oacute;n se interpreta como renuncia a la plaza obtenida.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Este destino es &amp;uacute;nicamente provisional. Hasta obtener tu destino definitivo, permanecer&amp;aacute;s en situaci&amp;oacute;n de &lt;strong&gt;expectativa de destino&lt;/strong&gt;. Mientras est&amp;eacute;s en esta situaci&amp;oacute;n, tendr&amp;aacute;s la obligaci&amp;oacute;n de participar en los sucesivos concursos de traslados que se convoquen.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Los &lt;strong&gt;concursos de traslados&lt;/strong&gt; se convocan cada a&amp;ntilde;o, alternando entre &amp;aacute;mbito auton&amp;oacute;mico y nacional. El primer destino definitivo debe obtenerse en Arag&amp;oacute;n. Para ello, deber&amp;aacute;s participar ya en el concurso de este curso, en el que figurar&amp;aacute;s como funcionario/a en pr&amp;aacute;cticas con &lt;strong&gt;cero puntos de baremo&lt;/strong&gt;. La adjudicaci&amp;oacute;n de destinos se realizar&amp;aacute; siguiendo el orden de puntuaci&amp;oacute;n obtenido en la oposici&amp;oacute;n.&lt;/p&gt;&#xD;
&#xD;
&lt;h3 id="sec1-1"&gt;Fase de pr&amp;aacute;cticas&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;La fase de pr&amp;aacute;cticas tiene como finalidad comprobar la &lt;strong&gt;aptitud para la docencia&lt;/strong&gt; de los candidatos seleccionados. Est&amp;aacute; regulada en la &lt;a href="https://www.boa.aragon.es/cgi-bin/EBOA/BRSCGI?CMD=VEROBJ&amp;amp;MLKOB=1409257680707"&gt;&lt;strong&gt;RESOLUCI&amp;Oacute;N de 4 de agosto de 2025&lt;/strong&gt;&lt;/a&gt; (BOA de 28 de agosto de 2025).&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Para el profesorado que se incorpor&amp;oacute; el 1 de septiembre de 2025, las pr&amp;aacute;cticas se considerar&amp;aacute;n concluidas el &lt;strong&gt;2 de febrero de 2026&lt;/strong&gt;, con una duraci&amp;oacute;n total de cinco meses. Estas pr&amp;aacute;cticas podr&amp;aacute;n realizarse en puestos o sustituciones de profesorado de la especialidad correspondiente, o de otras especialidades si la titulaci&amp;oacute;n lo permite.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Durante este periodo, quienes se encuentren en situaciones de &lt;strong&gt;baja por embarazo, maternidad, paternidad o adopci&amp;oacute;n&lt;/strong&gt; deber&amp;aacute;n completar m&amp;aacute;s de tres meses del curso escolar para que su proceso pueda ser valorado por la Comisi&amp;oacute;n de calificaci&amp;oacute;n.&lt;/p&gt;&#xD;
&#xD;
&lt;h4&gt;Comisiones calificadoras&lt;/h4&gt;&#xD;
&#xD;
&lt;p&gt;En cada Servicio Provincial se constituir&amp;aacute; una &lt;strong&gt;Comisi&amp;oacute;n calificadora&lt;/strong&gt;, formada por:&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;La Jefatura de la Inspecci&amp;oacute;n, que ejercer&amp;aacute; la presidencia.&lt;/li&gt;&#xD;
	&lt;li&gt;Una persona funcionaria de la Unidad de Programas Educativos.&lt;/li&gt;&#xD;
	&lt;li&gt;Una persona del cuerpo de Inspectores de Educaci&amp;oacute;n.&lt;/li&gt;&#xD;
	&lt;li&gt;Dos miembros de equipos directivos de centros educativos, designados por la Direcci&amp;oacute;n del Servicio Provincial.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;La constituci&amp;oacute;n de estas comisiones deber&amp;aacute; realizarse antes del &lt;strong&gt;15 de septiembre de 2025&lt;/strong&gt;, siempre con la presencia de todos sus miembros (salvo circunstancias especiales). Se levantar&amp;aacute; un acta de constituci&amp;oacute;n, que deber&amp;aacute; remitirse a la Direcci&amp;oacute;n General en materia de personal en un plazo de diez d&amp;iacute;as. Si alg&amp;uacute;n miembro causa baja justificada, ser&amp;aacute; sustituido.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Estas comisiones se encargan de organizar las &lt;strong&gt;actividades de formaci&amp;oacute;n e inserci&amp;oacute;n&lt;/strong&gt;, de nombrar al profesorado tutor y de evaluar al personal en pr&amp;aacute;cticas al t&amp;eacute;rmino del proceso.&lt;/p&gt;&#xD;
&#xD;
&lt;h4&gt;El profesorado tutor&lt;/h4&gt;&#xD;
&#xD;
&lt;p&gt;Cada aspirante ser&amp;aacute; tutelado por un profesor/a del centro designado por la Comisi&amp;oacute;n calificadora a propuesta de la direcci&amp;oacute;n. Se elegir&amp;aacute;, siempre que sea posible, a un docente con al menos &lt;strong&gt;cinco a&amp;ntilde;os de experiencia&lt;/strong&gt; como funcionario/a de carrera, que destaque por su dedicaci&amp;oacute;n y eficiencia.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Las funciones del tutor/a consisten en asesorar, informar y evaluar al funcionario/a en pr&amp;aacute;cticas seg&amp;uacute;n lo indicado en la Resoluci&amp;oacute;n. El tutor/a asistir&amp;aacute;, al menos, a &lt;strong&gt;dos clases&lt;/strong&gt; del aspirante para comprobar su desempe&amp;ntilde;o y ofrecer orientaci&amp;oacute;n. Al final del periodo de pr&amp;aacute;cticas, elaborar&amp;aacute; un &lt;strong&gt;cuestionario&lt;/strong&gt; y un &lt;strong&gt;informe de valoraci&amp;oacute;n&lt;/strong&gt; que remitir&amp;aacute; al inspector/a responsable de la evaluaci&amp;oacute;n.&lt;/p&gt;&#xD;
&#xD;
&lt;h4&gt;Actividades de inserci&amp;oacute;n y de formaci&amp;oacute;n&lt;/h4&gt;&#xD;
&#xD;
&lt;p&gt;Las &lt;strong&gt;actividades de inserci&amp;oacute;n en el puesto de trabajo&lt;/strong&gt; abarcan aspectos como la programaci&amp;oacute;n de aula, la evaluaci&amp;oacute;n del alumnado, el conocimiento de los &amp;oacute;rganos de gobierno y participaci&amp;oacute;n, la coordinaci&amp;oacute;n did&amp;aacute;ctica y, especialmente, la tutor&amp;iacute;a del alumnado.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Las &lt;strong&gt;actividades de formaci&amp;oacute;n&lt;/strong&gt;, organizadas por la Direcci&amp;oacute;n General de Formaci&amp;oacute;n del Profesorado a trav&amp;eacute;s de CATEDU, tendr&amp;aacute;n una duraci&amp;oacute;n m&amp;iacute;nima de &lt;strong&gt;20 horas&lt;/strong&gt; y se desarrollar&amp;aacute;n a lo largo de la fase de pr&amp;aacute;cticas. Podr&amp;aacute;n aceptarse otras actividades espec&amp;iacute;ficas de manera excepcional. Los contenidos abarcan tanto la did&amp;aacute;ctica de la especialidad como temas generales: proyectos educativos y curriculares, evaluaci&amp;oacute;n, tutor&amp;iacute;a y atenci&amp;oacute;n a la diversidad.&lt;/p&gt;&#xD;
&#xD;
&lt;h4&gt;Evaluaci&amp;oacute;n del profesorado en pr&amp;aacute;cticas&lt;/h4&gt;&#xD;
&#xD;
&lt;p&gt;La evaluaci&amp;oacute;n distingue dos modalidades:&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;Modalidad 1:&lt;/strong&gt; Personal sin experiencia docente previa o con menos de dos cursos continuados (o 20 meses discontinuos) como interino en Arag&amp;oacute;n.&#xD;
&#xD;
	&lt;ul&gt;&#xD;
		&lt;li&gt;Informes del tutor/a, la direcci&amp;oacute;n del centro y la Inspecci&amp;oacute;n.&lt;/li&gt;&#xD;
		&lt;li&gt;Elaboraci&amp;oacute;n de una memoria de pr&amp;aacute;cticas.&lt;/li&gt;&#xD;
		&lt;li&gt;Superaci&amp;oacute;n de un curso de formaci&amp;oacute;n espec&amp;iacute;fico (m&amp;iacute;nimo 20 horas).&lt;/li&gt;&#xD;
		&lt;li&gt;Evaluaci&amp;oacute;n en el aula por parte de la Inspecci&amp;oacute;n.&lt;/li&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;Modalidad 2:&lt;/strong&gt; Personal con experiencia docente previa igual o superior a dos cursos continuados (o 20 meses discontinuos) como interino en Arag&amp;oacute;n.&#xD;
	&lt;ul&gt;&#xD;
		&lt;li&gt;Informes del tutor/a y de la direcci&amp;oacute;n del centro.&lt;/li&gt;&#xD;
		&lt;li&gt;Elaboraci&amp;oacute;n de una memoria de pr&amp;aacute;cticas.&lt;/li&gt;&#xD;
		&lt;li&gt;Superaci&amp;oacute;n de un curso de formaci&amp;oacute;n espec&amp;iacute;fico (m&amp;iacute;nimo 20 horas).&lt;/li&gt;&#xD;
		&lt;li&gt;Informe de la Inspecci&amp;oacute;n sobre la memoria de pr&amp;aacute;cticas.&lt;/li&gt;&#xD;
		&lt;li&gt;Si los informes del tutor/a o la direcci&amp;oacute;n fueran negativos, o si la Inspecci&amp;oacute;n lo considera necesario, se aplicar&amp;aacute; la Modalidad 1.&lt;/li&gt;&#xD;
	&lt;/ul&gt;&#xD;
	&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;La &lt;strong&gt;memoria de pr&amp;aacute;cticas&lt;/strong&gt;, seg&amp;uacute;n el modelo del Anexo I de la Resoluci&amp;oacute;n, debe entregarse en el centro al finalizar la fase y remitirse a la Inspecci&amp;oacute;n antes del &lt;strong&gt;9 de febrero de 2026&lt;/strong&gt;. Es un requisito imprescindible para la evaluaci&amp;oacute;n, y podr&amp;aacute; ser devuelta para correcciones si no cumple los requisitos formales.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;El tutor/a y la direcci&amp;oacute;n elaborar&amp;aacute;n sus informes seg&amp;uacute;n los Anexos II y III, que se remitir&amp;aacute;n tambi&amp;eacute;n a la Inspecci&amp;oacute;n antes del &lt;strong&gt;9 de febrero de 2026&lt;/strong&gt;. La Direcci&amp;oacute;n del Servicio Provincial designar&amp;aacute; a un inspector/a responsable de cada aspirante.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;En la &lt;strong&gt;Modalidad 1&lt;/strong&gt;, el inspector/a visitar&amp;aacute; el aula y, tras recibir la memoria y los informes del tutor y la direcci&amp;oacute;n, emitir&amp;aacute; su propio informe (Anexo IV), que ser&amp;aacute; el referente principal para la Comisi&amp;oacute;n calificadora. En la &lt;strong&gt;Modalidad 2&lt;/strong&gt;, no es necesaria la visita al aula; el inspector/a emitir&amp;aacute; un informe (Anexo V) basado en los informes del tutor, de la direcci&amp;oacute;n y en la memoria de pr&amp;aacute;cticas.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Los informes del tutor, la direcci&amp;oacute;n y la Inspecci&amp;oacute;n se expresar&amp;aacute;n en los t&amp;eacute;rminos &lt;strong&gt;&amp;ldquo;Satisfactorio&amp;rdquo;&lt;/strong&gt; o &lt;strong&gt;&amp;ldquo;No Satisfactorio&amp;rdquo;&lt;/strong&gt;. Con toda esta informaci&amp;oacute;n, la Comisi&amp;oacute;n calificadora emitir&amp;aacute; su juicio final en t&amp;eacute;rminos de &lt;strong&gt;&amp;ldquo;Apto&amp;rdquo;&lt;/strong&gt; o &lt;strong&gt;&amp;ldquo;No Apto&amp;rdquo;&lt;/strong&gt;.&lt;/p&gt;&#xD;
&#xD;
&lt;h4&gt;Acta final y cierre de la fase&lt;/h4&gt;&#xD;
&#xD;
&lt;p&gt;Las comisiones no podr&amp;aacute;n redactar acta definitiva sin la presencia de la presidencia y de al menos la mitad de los miembros. El acta final, con la relaci&amp;oacute;n de aspirantes y su calificaci&amp;oacute;n, se enviar&amp;aacute; a la Direcci&amp;oacute;n General competente antes del &lt;strong&gt;27 de marzo de 2026&lt;/strong&gt;.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Quienes resulten &amp;ldquo;No Apto&amp;rdquo; podr&amp;aacute;n incorporarse a la fase de pr&amp;aacute;cticas en la siguiente convocatoria. Si no hubiera convocatoria en su cuerpo y especialidad ese a&amp;ntilde;o, se incorporar&amp;aacute;n al curso siguiente. Una &lt;strong&gt;segunda calificaci&amp;oacute;n de &amp;ldquo;No Apto&amp;rdquo;&lt;/strong&gt; supondr&amp;aacute; la p&amp;eacute;rdida de todos los derechos al nombramiento como funcionario/a de carrera.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Las pr&amp;aacute;cticas se dar&amp;aacute;n por finalizadas cuando el aspirante haya prestado servicios durante el periodo requerido, haya sido evaluado por la Comisi&amp;oacute;n y figure en el acta final, aunque seguir&amp;aacute; desempe&amp;ntilde;ando su labor docente hasta su nombramiento como funcionario/a de carrera.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;En el caso de aspirantes pendientes de valoraci&amp;oacute;n o con servicios inferiores al periodo establecido, las Comisiones permanecer&amp;aacute;n constituidas hasta el &lt;strong&gt;30 de junio de 2026&lt;/strong&gt;, remitiendo actas mensuales. Por &amp;uacute;ltimo, estar&amp;aacute;n exentos de la fase de pr&amp;aacute;cticas quienes ya hayan prestado servicios como personal funcionario docente de carrera durante, al menos, un curso escolar.&lt;/p&gt;&#xD;
&#xD;
&lt;table border="0" cellpadding="1" cellspacing="1" style="width:600px;"&gt;&#xD;
	&lt;tbody&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td&gt;&#xD;
			&lt;p&gt;&lt;img alt="" src="https://www.csif.es/uploads/articulo/imagenesTexto/69400444a45b1.jpg" style="width: 300px; height: 300px;" /&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td&gt;&#xD;
			&lt;p style="text-align: center;"&gt;&lt;strong&gt;&lt;span style="background-color:#e2efd9;"&gt;Puedes acceder a la grabaci&amp;oacute;n de nuestra webinar escaneando o haciendo clic en el c&amp;oacute;digo QR.&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
			&lt;p style="text-align: center;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
			&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;img alt="" src="https://www.csif.es/uploads/articulo/imagenesTexto/69400474a957e.png" style="width: 200px; height: 198px;" /&gt;&lt;/p&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
	&lt;/tbody&gt;&#xD;
&lt;/table&gt;&#xD;
&#xD;
&lt;h3 id="sec1-2"&gt;Nombramiento de funcionario de carrera&lt;/h3&gt;&#xD;
&#xD;
&lt;p&gt;Una vez superada la fase de pr&amp;aacute;cticas, si has sido declarado apto y cumples los requisitos establecidos en la convocatoria, el Departamento de Educaci&amp;oacute;n, Cultura y Deporte publicar&amp;aacute; en el Bolet&amp;iacute;n Oficial de Arag&amp;oacute;n la resoluci&amp;oacute;n que aprueba el expediente del proceso selectivo.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Posteriormente, la Direcci&amp;oacute;n General de Personal enviar&amp;aacute; al Ministerio de Educaci&amp;oacute;n la relaci&amp;oacute;n de aspirantes que han superado la oposici&amp;oacute;n. El Ministerio se encarga de expedir los t&amp;iacute;tulos y formalizar el nombramiento como funcionario/a de carrera.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Este nombramiento tendr&amp;aacute; efectos desde el &lt;strong&gt;1 de septiembre&lt;/strong&gt; del curso siguiente a la finalizaci&amp;oacute;n de tus pr&amp;aacute;cticas.&lt;/p&gt;&#xD;
&lt;/article&gt;&#xD;
&lt;!-- CAP&#xCD;TULO 22 --&gt;&#xD;
&#xD;
&lt;article class="page" data-page-id="anexo2"&gt;&#xD;
&lt;h2&gt;ANEXO II. Directorios de la Administraci&amp;oacute;n&lt;/h2&gt;&#xD;
&#xD;
&lt;section aria-labelledby="anexo2-1"&gt;&#xD;
&lt;h3 id="anexo2-1"&gt;Departamento de Educaci&amp;oacute;n, Cultura y Deporte&lt;/h3&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;CONSEJER&amp;Iacute;A&lt;/strong&gt;&lt;br /&gt;&#xD;
	Parque Empresarial Dinamiza (Expo), Avenida de Ranillas 5D, 50018 Zaragoza.&lt;br /&gt;&#xD;
	&lt;strong&gt;Tel.:&lt;/strong&gt; 976 714 000&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;SECRETAR&amp;Iacute;A GENERAL T&amp;Eacute;CNICA&lt;/strong&gt;&lt;br /&gt;&#xD;
	Parque Empresarial Dinamiza (Expo), Avenida de Ranillas 5D, 50018 Zaragoza.&lt;br /&gt;&#xD;
	&lt;strong&gt;Tel.:&lt;/strong&gt; 976 714 000&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;DIRECCI&amp;Oacute;N GENERAL DE INNOVACI&amp;Oacute;N Y FORMACI&amp;Oacute;N PROFESIONAL&lt;/strong&gt;&lt;br /&gt;&#xD;
	Parque Empresarial Dinamiza (Expo), Avenida de Ranillas 5D, 50018 Zaragoza.&lt;br /&gt;&#xD;
	&lt;strong&gt;Tel.:&lt;/strong&gt; 976 714 000&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;DIRECCI&amp;Oacute;N GENERAL DE PERSONAL&lt;/strong&gt;&lt;br /&gt;&#xD;
	Parque Empresarial Dinamiza (Expo), Avenida de Ranillas 5D, 50018 Zaragoza.&lt;br /&gt;&#xD;
	&lt;strong&gt;Tel.:&lt;/strong&gt; 976 714 000&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;DIRECCI&amp;Oacute;N GENERAL DE PLANIFICACI&amp;Oacute;N Y EQUIDAD&lt;/strong&gt;&lt;br /&gt;&#xD;
	Parque Empresarial Dinamiza (Expo), Avenida de Ranillas 5D, 50018 Zaragoza.&lt;br /&gt;&#xD;
	&lt;strong&gt;Tel.:&lt;/strong&gt; 976 714 000&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;DIRECCI&amp;Oacute;N GENERAL DE CULTURA Y PATRIMONIO&lt;/strong&gt;&lt;br /&gt;&#xD;
	Parque Empresarial Dinamiza (Expo), Avenida de Ranillas 5D, 50018 Zaragoza.&lt;br /&gt;&#xD;
	&lt;strong&gt;Tel.:&lt;/strong&gt; 976 714 000&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;DIRECCI&amp;Oacute;N GENERAL DE DEPORTE&lt;/strong&gt;&lt;br /&gt;&#xD;
	Parque Empresarial Dinamiza (Expo), Avenida de Ranillas 5D, 50018 Zaragoza.&lt;br /&gt;&#xD;
	&lt;strong&gt;Tel.:&lt;/strong&gt; 976 714 000&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;DIRECCI&amp;Oacute;N GENERAL DE POL&amp;Iacute;TICA LING&amp;Uuml;&amp;Iacute;STICA&lt;/strong&gt;&lt;br /&gt;&#xD;
	Parque Empresarial Dinamiza (Expo), Avenida de Ranillas 5D, 50018 Zaragoza.&lt;br /&gt;&#xD;
	&lt;strong&gt;Tel.:&lt;/strong&gt; 976 714 000&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;SERVICIO PROVINCIAL DE ZARAGOZA&lt;/strong&gt;&lt;br /&gt;&#xD;
	Avda. Juan Pablo II, 20. 50071 Zaragoza.&lt;br /&gt;&#xD;
	&lt;strong&gt;Tel.:&lt;/strong&gt; 976 716 400&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;SERVICIO PROVINCIAL DE HUESCA&lt;/strong&gt;&lt;br /&gt;&#xD;
	Plaza Cervantes, 1. 22003 Huesca.&lt;br /&gt;&#xD;
	&lt;strong&gt;Tel.:&lt;/strong&gt; 974 293 300&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;SERVICIO PROVINCIAL DE TERUEL&lt;/strong&gt;&lt;br /&gt;&#xD;
	San Vicente de Pa&amp;uacute;l, 3. 44002 Teruel.&lt;br /&gt;&#xD;
	&lt;strong&gt;Tel.:&lt;/strong&gt; 978 641 250&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&lt;/section&gt;&#xD;
&#xD;
&lt;section aria-labelledby="anexo2-2"&gt;&#xD;
&lt;h3 id="anexo2-2"&gt;MUFACE&lt;/h3&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;SERVICIO PROVINCIAL DE ZARAGOZA&lt;/strong&gt;&lt;br /&gt;&#xD;
	P&amp;ordm; de Sagasta, 50, 1&amp;ordm;. 50006 Zaragoza.&lt;br /&gt;&#xD;
	&lt;strong&gt;Tel.:&lt;/strong&gt; 976 998 510&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;SERVICIO PROVINCIAL DE HUESCA&lt;/strong&gt;&lt;br /&gt;&#xD;
	Avda. Pirineos, 13, 1&amp;ordm; D. 22004 Huesca.&lt;br /&gt;&#xD;
	&lt;strong&gt;Tel.:&lt;/strong&gt; 974 750 500&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;SERVICIO PROVINCIAL DE TERUEL&lt;/strong&gt;&lt;br /&gt;&#xD;
	C/ Portal de Valencia, N&amp;ordm; 1, 44001 Teruel.&lt;br /&gt;&#xD;
	&lt;strong&gt;Tel.:&lt;/strong&gt; 978 990 500&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&lt;/section&gt;&#xD;
&lt;/article&gt;&#xD;
&lt;!-- CAP&#xCD;TULO 23 --&gt;&#xD;
&#xD;
&lt;article class="page" data-page-id="anexo3"&gt;&#xD;
&lt;h2&gt;ANEXO III. Tr&amp;aacute;mites y gesti&amp;oacute;n administrativa&lt;/h2&gt;&#xD;
&#xD;
&lt;p&gt;&#x1F449; Accede a estos formularios en nuestra web escaneando o haciendo clic en el &lt;strong&gt;c&amp;oacute;digo QR&lt;/strong&gt;.&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Instancia general (modelo expone&amp;ndash;solicita)&lt;/li&gt;&#xD;
	&lt;li&gt;Comunicaci&amp;oacute;n de incidente&amp;ndash;accidente y enfermedad profesional&lt;/li&gt;&#xD;
	&lt;li&gt;Accidentes de veh&amp;iacute;culos&lt;/li&gt;&#xD;
	&lt;li&gt;Adaptaci&amp;oacute;n al puesto de trabajo&lt;/li&gt;&#xD;
	&lt;li&gt;Solicitud de auxilio por defunci&amp;oacute;n&lt;/li&gt;&#xD;
	&lt;li&gt;Autorizaci&amp;oacute;n de actividades de formaci&amp;oacute;n&lt;/li&gt;&#xD;
	&lt;li&gt;Permisos&lt;/li&gt;&#xD;
	&lt;li&gt;Excedencias&lt;/li&gt;&#xD;
	&lt;li&gt;Permutas&lt;/li&gt;&#xD;
	&lt;li&gt;Reingreso al servicio activo&lt;/li&gt;&#xD;
	&lt;li&gt;Servicios especiales&lt;/li&gt;&#xD;
	&lt;li&gt;Habilitaciones&lt;/li&gt;&#xD;
	&lt;li&gt;Compatibilidades&lt;/li&gt;&#xD;
	&lt;li&gt;Jubilaci&amp;oacute;n&lt;/li&gt;&#xD;
	&lt;li&gt;Prolongaci&amp;oacute;n del servicio activo&lt;/li&gt;&#xD;
	&lt;li&gt;Reconocimiento de servicios previos (funcionarios de carrera)&lt;/li&gt;&#xD;
	&lt;li&gt;Reconocimiento de trienios (personal interino)&lt;/li&gt;&#xD;
	&lt;li&gt;Consulta de n&amp;oacute;mina y correo electr&amp;oacute;nico&lt;/li&gt;&#xD;
	&lt;li&gt;Comisiones de servicio por motivos humanitarios&lt;/li&gt;&#xD;
	&lt;li&gt;MUFACE (partes de baja, cambio de entidad m&amp;eacute;dica y otros tr&amp;aacute;mites)&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&lt;/article&gt;&#xD;
&lt;!-- CAP&#xCD;TULO 24 --&gt;&#xD;
&#xD;
&lt;article class="page" data-page-id="cap24"&gt;&#xD;
&lt;h2&gt;ANEXO IV. Protocolo accidente laboral&lt;/h2&gt;&#xD;
&#xD;
&lt;p&gt;&lt;!-- Contenido pendiente de maquetar --&gt;&lt;/p&gt;&#xD;
&lt;/article&gt;&#xD;
&lt;!-- CAP&#xCD;TULO 25 --&gt;&#xD;
&#xD;
&lt;article class="page" data-page-id="cap25"&gt;&#xD;
&lt;h2&gt;ANEXO V. Calendario Escolar Arag&amp;oacute;n 25/26&lt;/h2&gt;&#xD;
&#xD;
&lt;p&gt;&lt;!-- Contenido pendiente de maquetar --&gt;&lt;/p&gt;&#xD;
&lt;/article&gt;&#xD;
&lt;!-- CAP&#xCD;TULO 26 --&gt;&#xD;
&#xD;
&lt;article class="page" data-page-id="cap26"&gt;&#xD;
&lt;h2&gt;ANEXO VI. Calendario administrativo orientativo&lt;/h2&gt;&#xD;
&#xD;
&lt;p&gt;&lt;!-- Contenido pendiente de maquetar --&gt;&lt;/p&gt;&#xD;
&lt;/article&gt;&#xD;
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