<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1874095961560853402</id><updated>2012-02-17T04:06:11.453+01:00</updated><category term='Origen de la vida.'/><category term='Actividades.'/><category term='Selectividad.'/><category term='Inmunología.'/><category term='Nutrición vegetal. Plantas carnívoras'/><category term='Actualidad.'/><category term='Evolución'/><category term='Ecología.'/><category term='Curiosidades.'/><category term='Galería fotográfica.'/><category term='Premios Edublog'/><category term='Biotecnología.'/><category term='Fenómenos naturales.'/><category term='Convocatorias'/><category term='Geología. Cortes geológicos.'/><category term='Microscopio.'/><category term='Eventos.'/><category term='Presentaciones alumnos'/><category term='Exposiciones.'/><category term='Nutrición animal.'/><category term='Desarrollo embrionario'/><category term='Noticias'/><category term='Halloween'/><category term='Metabolismo'/><category term='Reproducción celular'/><category term='Genética mendeliana'/><category term='Humor'/><category term='Microbiología.'/><category term='Geología. Historia de la tierra. ppt'/><category term='Lecturas'/><category term='Reproducción. Animal.'/><category term='Reproducción sexual.'/><category term='Reproducción plantas'/><category term='Inmunología'/><category term='Tectónica.'/><category term='Bioquímica.'/><category term='Excursiones.'/><category term='Maravillas naturales'/><category term='Taxonomía.'/><category term='Cumpleblog.'/><category term='Arte.'/><category term='Recursos: origen de la vida y evolución.'/><category term='Reproducción plantas.'/><category term='Histología.'/><category term='Conmemoraciones.'/><category term='varios'/><category term='La hora del planeta.'/><category term='Fenómenos naturales'/><category term='Felicitaciones.'/><category term='Ruta de senderismo.'/><category term='Estaciones.'/><category term='Genética molecular'/><category term='Parques Nacionales.'/><category term='Biodiversidad.'/><category term='Citología.'/><title type='text'>Biología y Geología. Bachillerato.</title><subtitle type='html'>"LAS CIENCIAS TIENEN LAS RAÍCES AMARGAS, PERO MUY DULCES LOS FRUTOS" 
(Aristóteles)</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default?start-index=101&amp;max-results=100'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>409</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-3100026934374541402</id><published>2012-02-15T08:33:00.002+01:00</published><updated>2012-02-15T08:33:00.772+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Metabolismo'/><title type='text'>QUIMIOSÍNTESIS</title><content type='html'>&lt;div style="text-align: justify;"&gt;Existen organismos procariotas que son capaces de transformar la materia inorgánica en materia orgánica, utilizando como fuente de energía la liberada en reacciones químicas exotérmicas. A estos organismos se les llama quimiosintéticos.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;En esta presentación se habla del proceso quimiosintéticos y de los organismos que lo llevan a cabo. &lt;/div&gt;&lt;br /&gt;&lt;div id="__ss_3041245" style="width: 425px;"&gt;&lt;b style="display: block; margin: 12px 0pt 4px;"&gt;&lt;a href="http://www.slideshare.net/profesorjano/quimiosintesis" target="_blank" title="Quimiosintesis"&gt;Quimiosintesis&lt;/a&gt;&lt;/b&gt; &lt;iframe frameborder="0" height="355" marginheight="0" marginwidth="0" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/3041245" width="425"&gt;&lt;/iframe&gt; &lt;br /&gt;&lt;div style="padding: 5px 0pt 12px;"&gt;View more &lt;a href="http://www.slideshare.net/thecroaker/death-by-powerpoint" target="_blank"&gt;PowerPoint&lt;/a&gt; from &lt;a href="http://www.slideshare.net/profesorjano" target="_blank"&gt;VICTOR M. VITORIA&lt;/a&gt; &lt;/div&gt;&lt;/div&gt;&lt;br /&gt;Autor: Víctor M. Vitoria (profesor Jano)&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-3100026934374541402?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/3100026934374541402/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/02/quimiosintesis.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/3100026934374541402'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/3100026934374541402'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/02/quimiosintesis.html' title='QUIMIOSÍNTESIS'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-8022662362167125216</id><published>2012-02-14T09:20:00.007+01:00</published><updated>2012-02-14T09:20:00.391+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Humor'/><title type='text'>LA QUÍMICA DEL AMOR</title><content type='html'>&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-txMhHnq6wQI/Tr4tL8xFhVI/AAAAAAAABJk/3TPcOolFbNM/s1600/No%252Bhay%252Bquimica.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="440" nda="true" src="http://1.bp.blogspot.com/-txMhHnq6wQI/Tr4tL8xFhVI/AAAAAAAABJk/3TPcOolFbNM/s640/No%252Bhay%252Bquimica.jpg" width="640" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Imagen: &lt;a href="http://chistes-argentinos.com.ar/humor-grafico/cuando-no-hay-quimica-no-hay-quimica/"&gt;chistes-argentinos.com&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-8022662362167125216?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/8022662362167125216/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/02/la-quimica-del-amor.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8022662362167125216'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8022662362167125216'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/02/la-quimica-del-amor.html' title='LA QUÍMICA DEL AMOR'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-txMhHnq6wQI/Tr4tL8xFhVI/AAAAAAAABJk/3TPcOolFbNM/s72-c/No%252Bhay%252Bquimica.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-11194162799725634</id><published>2012-02-12T14:53:00.001+01:00</published><updated>2012-02-12T14:53:16.188+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Humor'/><title type='text'>UN ASUNTO ESPINOSO</title><content type='html'>"Un asunto muy espinoso" es el título de esta viñeta que pertenece a nuestro blog amigo elrechiste cuyo autor es Juan Carlos Partidas.&lt;br /&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-PePtQ98O9oI/TzeiB-JjtzI/AAAAAAAABMA/jAGrUXBDaBo/s1600/ER_0037_MasajePuercoespin.jpg" style="margin-left: auto; margin-right: auto;" /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Autor: &lt;a href="http://elrechiste.blogspot.com/2010/06/0038-un-asunto-muy-espinoso.html"&gt;Juan Carlos Partidas&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-11194162799725634?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/11194162799725634/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/02/un-asunto-espinoso.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/11194162799725634'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/11194162799725634'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/02/un-asunto-espinoso.html' title='UN ASUNTO ESPINOSO'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-PePtQ98O9oI/TzeiB-JjtzI/AAAAAAAABMA/jAGrUXBDaBo/s72-c/ER_0037_MasajePuercoespin.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-4351572460259783326</id><published>2012-02-10T21:17:00.000+01:00</published><updated>2012-02-10T21:17:39.012+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Actualidad.'/><title type='text'>OLIMPIADA DE BIOLOGÍA</title><content type='html'>Mañana se celebra la fase autonómica andaluza correspondiente a la VII Olimpiada de Biología organizada por la OEB.&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Esta Olimpiada tiene como objetivo estimular e implicar a los estudiantes de Bachillerato en el desarrollo de esta ciencia, a la vez que resaltar su importancia en el mundo actual, promoviendo su progreso y divulgación. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;La prueba se realizará de forma simultánea en Nerja (Málaga) y en el Puerto de Santa María (Cádiz). &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Nuestro centro estará representado por los siguientes alumnos de 2ª de Bachillerato: Alejandro, Dionisio, Esperanza y Lidia.&lt;br /&gt;Desde aquí les deseamos mucha suerte y confiamos que alguno de ellos&amp;nbsp; pueda estar entre los seleccionados para representar a nuestra comunidad en la&amp;nbsp; fase Nacional que tendrá lugar del 22 al 25 de marzo de 2012 en Murcia.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;¡¡ SUERTE!! &lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Xdhak3ZoGTQ/TzVi02o_7xI/AAAAAAAABL4/fftDT7OvL0Y/s1600/cartel.jpg_591114082.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-Xdhak3ZoGTQ/TzVi02o_7xI/AAAAAAAABL4/fftDT7OvL0Y/s1600/cartel.jpg_591114082.jpg" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;Cartel: &lt;a href="http://www.parqueciencias.com/parqueciencias/actividades/olimpiadabiologia2011.html"&gt;parqueciencias.com&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;Mas información en &lt;a href="http://www.olimpiadadebiologia.edu.es/sitio/"&gt;olimpiadadebiologia&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-4351572460259783326?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/4351572460259783326/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/02/olimpiada-de-biologia.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/4351572460259783326'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/4351572460259783326'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/02/olimpiada-de-biologia.html' title='OLIMPIADA DE BIOLOGÍA'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-Xdhak3ZoGTQ/TzVi02o_7xI/AAAAAAAABL4/fftDT7OvL0Y/s72-c/cartel.jpg_591114082.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-1535189769659379766</id><published>2012-02-08T20:33:00.000+01:00</published><updated>2012-02-08T20:33:33.863+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Metabolismo'/><title type='text'>FASE LUMINOSA O REACCIÓN DE HILL</title><content type='html'>Vídeo (en castellano) para repasar la fase luminosa de la fotosíntesis.&lt;br /&gt;&lt;br /&gt;&lt;iframe width="650" height="450" src="http://www.youtube.com/embed/mESo_QeTFyA?rel=0" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-1535189769659379766?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/1535189769659379766/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/02/fase-luminosa-o-reaccion-de-hill.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/1535189769659379766'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/1535189769659379766'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/02/fase-luminosa-o-reaccion-de-hill.html' title='FASE LUMINOSA O REACCIÓN DE HILL'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/mESo_QeTFyA/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-4728081319105376445</id><published>2012-02-06T16:17:00.001+01:00</published><updated>2012-02-06T16:45:40.569+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Metabolismo'/><title type='text'>¿CÓMO SE CARGA EL ATP?</title><content type='html'>Una forma original de explicar cómo se recarga la molécula de ATP.&lt;br /&gt;&lt;br /&gt;&lt;object height="444" width="625"&gt;&lt;param name="movie" value="http://www.youtube.com/v/4Elr8GOHI9A&amp;amp;hl=es_ES&amp;amp;fs=1&amp;amp;rel=0"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed src="http://www.youtube.com/v/4Elr8GOHI9A&amp;amp;hl=es_ES&amp;amp;fs=1&amp;amp;rel=0" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="625" height="444"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-4728081319105376445?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/4728081319105376445/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2010/02/como-se-carga-el-atp.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/4728081319105376445'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/4728081319105376445'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2010/02/como-se-carga-el-atp.html' title='¿CÓMO SE CARGA EL ATP?'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-7312157997837901997</id><published>2012-02-05T16:03:00.000+01:00</published><updated>2012-02-05T16:03:14.650+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Humor'/><title type='text'>TRADICIÓN vs NUEVAS TECNOLOGÍAS</title><content type='html'>Una nueva viñeta de nuestro blog amigo &lt;a href="http://lacienciaconhumor.blogspot.com/"&gt;"Ciencia con alma y arte"&lt;/a&gt; de Alejandro Tropea.&lt;br /&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-89yqmYsCPSg/Ty6W0Bnrs3I/AAAAAAAABLg/BuIImvcLjQ0/s1600/ch1257.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="356" src="http://1.bp.blogspot.com/-89yqmYsCPSg/Ty6W0Bnrs3I/AAAAAAAABLg/BuIImvcLjQ0/s400/ch1257.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Autor: Alejandro Tropea &lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-7312157997837901997?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/7312157997837901997/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/02/tradicion-vs-nuevas-tecnologias.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7312157997837901997'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7312157997837901997'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/02/tradicion-vs-nuevas-tecnologias.html' title='TRADICIÓN vs NUEVAS TECNOLOGÍAS'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-89yqmYsCPSg/Ty6W0Bnrs3I/AAAAAAAABLg/BuIImvcLjQ0/s72-c/ch1257.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-4210648200323389479</id><published>2012-02-04T10:18:00.002+01:00</published><updated>2012-02-04T10:18:00.787+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Arte.'/><title type='text'>MICROARTE</title><content type='html'>Roberto Dabdoub es el autor de este vídeo con el que nos invita a disfrutar de un mundo invisible. Se trata de una recopilación de imágenes tomadas al microscopio electrónico que sorprenden por la espectacularidad de sus formas y colores.&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="450" src="http://www.youtube.com/embed/x86KEGSWw-8?rel=0" width="660"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-4210648200323389479?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/4210648200323389479/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/02/microarte.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/4210648200323389479'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/4210648200323389479'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/02/microarte.html' title='MICROARTE'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/x86KEGSWw-8/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-8261895411614352832</id><published>2012-02-02T13:19:00.001+01:00</published><updated>2012-02-02T21:55:58.192+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fenómenos naturales.'/><title type='text'>AURORAS POLARES EN TIEMPO REAL</title><content type='html'>La intensidad de la tormenta solar ocurrida el pasado 24 de enero originó unas espectaculares&lt;a href="http://es.wikipedia.org/wiki/Aurora_polar"&gt; auroras boreales&lt;/a&gt; que fueron captadas en tiempo real en diferentes lugares del planeta. &lt;br /&gt;Disfuta con estas maravillosas imágenes.&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="425" mozallowfullscreen="" src="http://player.vimeo.com/video/35630244?color=ff002f" webkitallowfullscreen="" width="650"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://vimeo.com/35630244"&gt;Red Aurora Australis&lt;/a&gt; from &lt;a href="http://vimeo.com/terrastro"&gt;Alex Cherney&lt;/a&gt; on &lt;a href="http://vimeo.com/"&gt;Vimeo&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="425" src="http://www.youtube.com/embed/SkiNUMKKsgM?rel=0" width="650"&gt;&lt;/iframe&gt; &lt;br /&gt;&lt;br /&gt;Vía: &lt;a href="http://www.fogonazos.es/"&gt;Fogonazos&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-8261895411614352832?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/8261895411614352832/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/02/auroras-polares-en-tiempo-real.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8261895411614352832'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8261895411614352832'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/02/auroras-polares-en-tiempo-real.html' title='AURORAS POLARES EN TIEMPO REAL'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/SkiNUMKKsgM/default.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-5299471170778806753</id><published>2012-01-31T12:03:00.003+01:00</published><updated>2012-01-31T12:06:29.413+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Actualidad.'/><title type='text'>EROS SE ACERCA A LA TIERRA</title><content type='html'>&lt;div style="text-align: justify;"&gt;El asteroide 433 Eros se acercará mañana a la Tierra y según los expertos será visible hasta el 10 de febrero.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Desde 1975 el asteroide no había estado tan cerca de la Tierra. En esta  ocasión, los aficionados a la astronomía están de enhorabuena ya que  podrán&amp;nbsp; observarlo utilizando telescopios convencionales. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Eros (dimensiones: 33x13x13 km)  pasará a una distancia de 26,7 millones de kilómetros sin que colleve  ningún riesgo para nuestro planeta.&lt;/div&gt;Mas información &lt;a href="http://www.elmundo.es/elmundo/2012/01/30/ciencia/1327922920.html"&gt;aquí.&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-ZOw2N64PkU4/Tye9PrPdFrI/AAAAAAAABLM/NXVoq0CpSmY/s1600/eros.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="225" src="http://1.bp.blogspot.com/-ZOw2N64PkU4/Tye9PrPdFrI/AAAAAAAABLM/NXVoq0CpSmY/s320/eros.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;Fuente imagen: &lt;a href="http://www.astromia.com/fotosolar/eros.htm"&gt;astromia.com&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style="height: 467px; margin: 10px auto; width: 610px;"&gt;&lt;object align="middle" classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" codebase="http://fpdownload.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=9,0,0,0" height="467" width="610"&gt;&lt;param name="allowScriptAccess" value="always"/&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;param name="movie" value="http://www.antena3.com/static/swf/A3Player.swf"/&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;param name="quality" value="high"/&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;param name="scale" value="noscale"/&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;param name="bgcolor" value="#ffffff"/&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;param name="allowFullScreen" value="true"/&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;param name="FlashVars" value="xml=http://www.antena3.com/videoxml/4/14/2012/01/30/00092.xml"/&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;embed src="http://www.antena3.com/static/swf/A3Player.swf" width="610" height="467" quality="high" allowScriptAccess="always" allowFullScreen="true" type="application/x-shockwave-flash" pluginspage="http://www.macromedia.com/go/getflashplayer" FlashVars="xml=http://www.antena3.com/videoxml/4/14/2012/01/30/00092.xml"/&gt;&lt;/object&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;&lt;div style="color: #ff6600; font: 12px Arial,Helvetica,sans-serif; margin-top: 0pt; padding-top: 3px;"&gt;Más vídeos en &lt;a href="http://www.antena3.com/videos-online" style="color: #ff6600;" target="_blank" title="Vídeos Antena 3"&gt;Antena3&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Vídeo: &lt;a href="http://www.antena3.com/noticias/ciencia/asteroide-eros-pasara-tan-cerca-tierra-que-podra-verse-telescopio_2012013000152.html"&gt;antena3.com&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-5299471170778806753?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/5299471170778806753/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/01/eros-se-acerca-la-tierra.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/5299471170778806753'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/5299471170778806753'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/01/eros-se-acerca-la-tierra.html' title='EROS SE ACERCA A LA TIERRA'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-ZOw2N64PkU4/Tye9PrPdFrI/AAAAAAAABLM/NXVoq0CpSmY/s72-c/eros.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-276564903538069558</id><published>2012-01-30T09:05:00.002+01:00</published><updated>2012-01-30T09:05:00.900+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Citología.'/><title type='text'>AMEBA  EN ACCIÓN</title><content type='html'>En este vídeo puedes ver como una ameba captura a un ciliado mediante la emisión de pseudópodos.&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="415" src="http://www.youtube.com/embed/aWItglvTiLc?rel=0" width="675"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-276564903538069558?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/276564903538069558/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/01/ameba-en-accion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/276564903538069558'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/276564903538069558'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/01/ameba-en-accion.html' title='AMEBA  EN ACCIÓN'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/aWItglvTiLc/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-8066703853452605771</id><published>2012-01-28T21:05:00.005+01:00</published><updated>2012-01-30T22:36:08.232+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Citología.'/><title type='text'>TRANSPORTE ACTIVO</title><content type='html'>&lt;div style="text-align: justify;"&gt;Las &lt;b&gt;bombas&lt;/b&gt; son proteínas integrales que &lt;span class="resaltadito"&gt;transportan  iones o moléculas de un lado al otro de la membrana en contra de sus  gradientes de concentración, con gasto de energía&lt;/span&gt; en forma de ATP.&lt;/div&gt;Dentro de estas bombas podemos encontrar varios tipos. Las hay que introducen protones  en los orgánulos, como las presentes en las membranas de los lisosomas  que producen pH ácidos para permitir la degradación de moléculas. A este  grupo también pertenecen las ATPasas de las mitocondrias y de los  cloroplastos que realizan el proceso contrario, utilizan un gradiente de  protones para sintetizar ATP. Aunque también pueden consumir ATP para  producir un gradiente de protones. Una&lt;span class="resaltadito"&gt; de las más importantes es la ATPasa de Na&lt;sup&gt;+&lt;/sup&gt;/K&lt;sup&gt;+&lt;/sup&gt;&lt;/span&gt; que está presente en todas las células animales.&amp;nbsp;  &lt;br /&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;La bomba Na&lt;sup&gt;+&lt;/sup&gt;/K&lt;sup&gt;+&lt;/sup&gt; actúa utilizando energía química. Por cada molécula de ATP hidrolizado extrae tres Na&lt;sup&gt;+&lt;/sup&gt; del interior celular e introduce dos K&lt;sup&gt;* &lt;/sup&gt;al interior celular.&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;La acción de esta bomba ayuda a la célula a mantener una mayor concentración de cargas positivas en el exterior con respecto al interior celular, generando una diferencia de potencial eléctrico a ambos lados de la membrana.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Esta diferencia de potencial es fundamental en la propagación del impulso nervioso en las células nerviosas.&lt;/div&gt;&lt;br /&gt;Fuente: &lt;a href="http://webs.uvigo.es/mmegias/5-celulas/3-transporte.php"&gt;webs.uvigo.es&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="415" src="http://www.youtube.com/embed/rHSIqThex6Y?rel=0" width="675"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;McGrawHill Animations ofrece una animación sobre los tipos de transporte activo secundario: simporte y antiporte.&lt;br /&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://highered.mcgraw-hill.com/olc/dl/120068/bio04.swf" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-ipj-rMqJFmY/TycMzlwiQqI/AAAAAAAABLE/lmQdQZccV9Y/s1600/Sin+t%C3%ADtulo+%282%29.jpg" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;a href="http://highered.mcgraw-hill.com/olc/dl/120068/bio04.swf"&gt;&lt;span style="font-size: small;"&gt;Fuente: highered.mcgraw-hill.com&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-8066703853452605771?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/8066703853452605771/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/01/transporte-activo.html#comment-form' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8066703853452605771'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8066703853452605771'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2012/01/transporte-activo.html' title='TRANSPORTE ACTIVO'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/rHSIqThex6Y/default.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-7493808040429667636</id><published>2012-01-24T08:37:00.004+01:00</published><updated>2012-01-24T14:30:54.161+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Citología.'/><title type='text'>ORGÁNULOS VIBRÁTILES</title><content type='html'>Animación (en inglés) para repasar la estructura de 9 +2 de los cilios y flagelos.&lt;br /&gt;Para verla haz click en la imagen.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://programs.northlandcollege.edu/biology/Biology1111/animations/flagellum.html"&gt;&lt;img border="0" height="223" src="http://4.bp.blogspot.com/_JXsiTbhr0s4/TUBfByRiBRI/AAAAAAAAA9Y/n5Ib8l24a4I/s400/Sin+t%25C3%25ADtulo.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-7493808040429667636?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/7493808040429667636/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/01/organulos-vibratiles.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7493808040429667636'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7493808040429667636'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/01/organulos-vibratiles.html' title='ORGÁNULOS VIBRÁTILES'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_JXsiTbhr0s4/TUBfByRiBRI/AAAAAAAAA9Y/n5Ib8l24a4I/s72-c/Sin+t%25C3%25ADtulo.png' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-8899618002183553711</id><published>2012-01-23T19:12:00.003+01:00</published><updated>2012-01-23T19:12:00.313+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Citología.'/><title type='text'>DIGESTIÓN CELULAR</title><content type='html'>&lt;div style="text-align: justify;"&gt;Animación que muestra como la célula captura el alimento (fagocitosis) y el proceso de digestión realizado por los lisosomas.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Para verla pincha &lt;a href="http://www.stolaf.edu/people/giannini/flashanimat/cellstructures/phagocitosis.swf"&gt;aquí&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.blogger.com/goog_1479957291" imageanchor="1"&gt;&lt;img border="0" height="358" src="http://4.bp.blogspot.com/_JXsiTbhr0s4/TUG0xaqn9eI/AAAAAAAAA9w/RjKQRDF8dDI/s640/Sin+t%25C3%25ADtulo.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;Fuente animación:&lt;a href="http://www.stolaf.edu/people/giannini/flashanimat/cellstructures/phagocitosis.swf"&gt; http://www.stolaf.edu/people&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-8899618002183553711?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/8899618002183553711/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/01/digestion-celular.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8899618002183553711'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8899618002183553711'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/01/digestion-celular.html' title='DIGESTIÓN CELULAR'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_JXsiTbhr0s4/TUG0xaqn9eI/AAAAAAAAA9w/RjKQRDF8dDI/s72-c/Sin+t%25C3%25ADtulo.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-7902597435744882739</id><published>2012-01-19T18:17:00.004+01:00</published><updated>2012-01-23T16:42:45.813+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Citología.'/><title type='text'>TEORÍA ENDOSIMBIÓTICA</title><content type='html'>Los siguientes vídeos os pueden ayudar a aclarar las ideas sobre la teoría endosimbiótica. También encontraréis información sobre la estructura y función de las mitocondrias.&lt;br /&gt;&lt;br /&gt;&lt;object width="625" height="444"&gt;&lt;param name="movie" value="http://www.youtube.com/v/5yUfrbZg_uM&amp;amp;hl=es&amp;amp;fs=1"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/5yUfrbZg_uM&amp;amp;hl=es&amp;amp;fs=1" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="675" height="444"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;object width="625" height=444"&gt;&lt;param name="movie" value="http://www.youtube.com/v/pMhhU02rODk&amp;amp;hl=es&amp;amp;fs=1"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/pMhhU02rODk&amp;amp;hl=es&amp;amp;fs=1" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="675" height="444"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-7902597435744882739?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/7902597435744882739/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2009/01/teora-endosimbitica.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7902597435744882739'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7902597435744882739'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2009/01/teora-endosimbitica.html' title='TEORÍA ENDOSIMBIÓTICA'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-4142260649352915000</id><published>2012-01-18T20:08:00.002+01:00</published><updated>2012-01-23T16:45:10.776+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Citología.'/><title type='text'>DIGESTIÓN CELULAR</title><content type='html'>Haz click en la imagen y encontrarás una magnífica animación de Mcgraw-Hill con la que podrás repasar:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;la relación que hay entre Retículo Endoplasmático y Aparato de Golgi.&lt;/li&gt;&lt;li&gt;formación de lisosomas.&lt;/li&gt;&lt;li&gt;procesos de autofagia y heterofagia.&lt;/li&gt;&lt;/ul&gt;También tienes la posibilidad de realizar un test de autoevalución.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://highered.mcgraw-hill.com/sites/0072495855/student_view0/chapter2/animation__lysosomes.html"&gt;&lt;img alt="" border="0" height="320" id="BLOGGER_PHOTO_ID_5404041974688789010" src="http://1.bp.blogspot.com/_JXsiTbhr0s4/Sv8Di0ygMhI/AAAAAAAAAgM/kMTFXpYPaM8/s400/beta.thumbalizr.com.png" style="display: block; margin: 0px auto 10px; text-align: center;" width="400" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-4142260649352915000?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/4142260649352915000/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2010/01/digestion-celular.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/4142260649352915000'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/4142260649352915000'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2010/01/digestion-celular.html' title='DIGESTIÓN CELULAR'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_JXsiTbhr0s4/Sv8Di0ygMhI/AAAAAAAAAgM/kMTFXpYPaM8/s72-c/beta.thumbalizr.com.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-8105205550887270651</id><published>2012-01-16T10:40:00.000+01:00</published><updated>2012-01-22T17:44:49.438+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Citología.'/><title type='text'>APARATO DE GOLGI: SECRECIÓN.</title><content type='html'>&lt;div style="text-align: justify;"&gt;A través del Aparato de Golgi hay un continuo tránsito de sustancias que son modificadas mientras son transportadas. Uno de los procesos que ocurre durante el recorrido es la &lt;span style="font-weight: bold;"&gt;&lt;a href="http://es.wikipedia.org/wiki/Glicosilaci%C3%B3n_proteica"&gt;glucosilación de proteínas.&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;La página &lt;a href="http://vcell.ndsu.nodak.edu/animations/"&gt;Virtual Cell Animation Collection&lt;/a&gt; ofrece una excelente animación para comprender la función del Aparato de Golgi. Haz clich sobre la imagen&lt;br /&gt;&lt;/div&gt;.&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://vcell.ndsu.nodak.edu/animations/proteintrafficking/index.htm"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 320px; height: 256px;" src="http://2.bp.blogspot.com/_JXsiTbhr0s4/S0xHAvB1mnI/AAAAAAAAAm4/nM7YV54wCsY/s320/beta.thumbalizr.com" alt="" id="BLOGGER_PHOTO_ID_5425789729024350834" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-8105205550887270651?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/8105205550887270651/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2010/01/aparato-de-golgi-secrecion.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8105205550887270651'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8105205550887270651'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2010/01/aparato-de-golgi-secrecion.html' title='APARATO DE GOLGI: SECRECIÓN.'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_JXsiTbhr0s4/S0xHAvB1mnI/AAAAAAAAAm4/nM7YV54wCsY/s72-c/beta.thumbalizr.com' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-7858572459772543340</id><published>2012-01-14T20:16:00.002+01:00</published><updated>2012-01-14T19:57:55.487+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Citología.'/><title type='text'>ESTRUCTURA DE LA MEMBRANA</title><content type='html'>&lt;div style="text-align: justify;"&gt;Animación (inglés) que muestra la estructura de mosaico fluido de la membrana celular.&lt;/div&gt;&lt;br /&gt;&lt;object height="444" width=625"&gt;&lt;param name="movie" value="http://www.youtube.com/v/iYCpbsHFn-M&amp;amp;hl=es_ES&amp;amp;fs=1&amp;amp;"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/iYCpbsHFn-M&amp;amp;hl=es_ES&amp;amp;fs=1&amp;amp;" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="625" height="444"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-7858572459772543340?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/7858572459772543340/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2009/12/estructura-de-la-membrana.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7858572459772543340'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7858572459772543340'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2009/12/estructura-de-la-membrana.html' title='ESTRUCTURA DE LA MEMBRANA'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-564027856853162531</id><published>2012-01-12T20:05:00.000+01:00</published><updated>2012-01-14T20:05:40.131+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Citología.'/><title type='text'>CÉLULA EUCARIOTA</title><content type='html'>Vídeo sobre los componentes de la célula eucariota.&lt;br /&gt;&lt;br /&gt;&lt;iframe width="620" height="415" src="http://www.youtube.com/embed/hBTImxRZrDM" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-564027856853162531?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/564027856853162531/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2008/12/clula-eucariota.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/564027856853162531'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/564027856853162531'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2008/12/clula-eucariota.html' title='CÉLULA EUCARIOTA'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/hBTImxRZrDM/default.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-802278297672605266</id><published>2011-12-04T09:06:00.002+01:00</published><updated>2011-12-04T09:06:02.121+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Humor'/><title type='text'>EL SENTIDO DE LA VIDA</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-Gsx8l4ozUK0/TfSPtu4izfI/AAAAAAAABEU/96C6BbOo2vQ/s1600/Mafalda-5%2527-3%2527.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-Gsx8l4ozUK0/TfSPtu4izfI/AAAAAAAABEU/96C6BbOo2vQ/s400/Mafalda-5%2527-3%2527.jpg" width="370" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-802278297672605266?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/802278297672605266/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/12/el-sentido-de-la-vida.html#comment-form' title='5 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/802278297672605266'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/802278297672605266'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/12/el-sentido-de-la-vida.html' title='EL SENTIDO DE LA VIDA'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-Gsx8l4ozUK0/TfSPtu4izfI/AAAAAAAABEU/96C6BbOo2vQ/s72-c/Mafalda-5%2527-3%2527.jpg' height='72' width='72'/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-1095678948381101285</id><published>2011-12-01T19:50:00.001+01:00</published><updated>2011-12-01T19:58:10.806+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Conmemoraciones.'/><title type='text'>DÍA MUNDIAL DE LA LUCHA CONTRA EL SIDA</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/--bJDGZrIC6k/TtfGR5u3_tI/AAAAAAAABKs/6k9-3de0Qio/s1600/d%25C3%25ADa-mundial-del-sida.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/--bJDGZrIC6k/TtfGR5u3_tI/AAAAAAAABKs/6k9-3de0Qio/s400/d%25C3%25ADa-mundial-del-sida.jpg" width="300" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;En este vídeo se explica de forma muy sencilla en qué consiste el Sida y cuáles son las vías de transmisión.&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="465" src="http://www.youtube.com/embed/H49t6KXleIA" width="570"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;Para saber más sobre esta enfermedad pincha &lt;a href="http://www.juntadeandalucia.es/averroes/%7E29701428/salud/sida.htm"&gt;aquí.&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-1095678948381101285?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/1095678948381101285/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/12/dia-mundial-de-la-lucha-contra-el-sida.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/1095678948381101285'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/1095678948381101285'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/12/dia-mundial-de-la-lucha-contra-el-sida.html' title='DÍA MUNDIAL DE LA LUCHA CONTRA EL SIDA'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/--bJDGZrIC6k/TtfGR5u3_tI/AAAAAAAABKs/6k9-3de0Qio/s72-c/d%25C3%25ADa-mundial-del-sida.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-5838573280263458888</id><published>2011-11-26T21:10:00.001+01:00</published><updated>2011-11-26T21:13:22.522+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Actualidad.'/><title type='text'>RINOCERONTES VOLANDO</title><content type='html'>&lt;div style="text-align: justify;"&gt;En el cielo sudafricano no se han visto elefantes volando pero sí rinocerontes...&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-O3zH7G01t2M/TtFFhC1V2wI/AAAAAAAABKk/dDSG7rdBGXg/s1600/rinoceronte-traslado5.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-O3zH7G01t2M/TtFFhC1V2wI/AAAAAAAABKk/dDSG7rdBGXg/s1600/rinoceronte-traslado5.jpg" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&amp;nbsp;Imagen: &lt;a href="http://www.diplox.com/post-8804-increible-traslado-de-rinocerontes-negros-.html"&gt;diplox.com&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Estas imágenes espectaculares del traslado de&amp;nbsp; rinocerontes negros colgados por las patas y transportados por helicóptero&amp;nbsp; forman parte de un proyecto de conservación puesto en marcha por la &lt;a href="http://www.worldwildlife.org/home-full.html"&gt;WWF&lt;/a&gt; (World Wildlife Fund) para llevar algunos de estos ejemplares desde el este de Sudáfrica hasta la región de Limpopo, con el fin de conseguir un aumento de la población de esta especie.&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="450" mozallowfullscreen="" src="http://player.vimeo.com/video/31836285?title=0&amp;amp;byline=0&amp;amp;portrait=0" webkitallowfullscreen="" width="625"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://vimeo.com/31836285"&gt;Flying Rhinos&lt;/a&gt; from &lt;a href="http://vimeo.com/greenrenaissance"&gt;Green Renaissance&lt;/a&gt; on &lt;a href="http://vimeo.com/"&gt;Vimeo&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Más información&lt;a href="http://www.rtve.es/noticias/20111114/vuelo-del-rinoceronte-negro-sudafrica/475365.shtml"&gt; aquí&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-5838573280263458888?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/5838573280263458888/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/rinocerontes-volando.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/5838573280263458888'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/5838573280263458888'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/rinocerontes-volando.html' title='RINOCERONTES VOLANDO'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-O3zH7G01t2M/TtFFhC1V2wI/AAAAAAAABKk/dDSG7rdBGXg/s72-c/rinoceronte-traslado5.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-4915458740368731006</id><published>2011-11-22T20:07:00.000+01:00</published><updated>2011-11-22T20:07:04.985+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Cumpleblog.'/><title type='text'>LLEGAMOS A LOS TRES AÑOS</title><content type='html'>&lt;div style="text-align: justify;"&gt;Mañana este blog cumple tres años y quiero celebrarlo con todos los que participáis de alguna manera en él.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Vuestras visitas, comentarios, aportaciones ... me animan a seguir trabajando en esta herramienta que tan buen resultado está dando.&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;GRACIAS &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-UklmnjFArC4/TsvrlK-ksSI/AAAAAAAABKc/sR3vDNtJjQc/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="286" src="http://2.bp.blogspot.com/-UklmnjFArC4/TsvrlK-ksSI/AAAAAAAABKc/sR3vDNtJjQc/s400/images.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-4915458740368731006?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/4915458740368731006/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/llegamos-los-tres-anos.html#comment-form' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/4915458740368731006'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/4915458740368731006'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/llegamos-los-tres-anos.html' title='LLEGAMOS A LOS TRES AÑOS'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-UklmnjFArC4/TsvrlK-ksSI/AAAAAAAABKc/sR3vDNtJjQc/s72-c/images.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-3070499948495353009</id><published>2011-11-21T19:46:00.001+01:00</published><updated>2011-11-21T19:47:54.405+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Bioquímica.'/><title type='text'>REPASAMOS LAS ENZIMAS</title><content type='html'>Con esta ppt realizada por el profesor Jano podrás repasar el tema de los biocatalizadores enzimáticos.&lt;br /&gt;&lt;div id="__ss_2714004" style="width: 625px;"&gt;&lt;b style="display: block; margin: 12px 0 4px;"&gt;&lt;a href="http://www.slideshare.net/profesorjano/enzimas-profesor-jano-2714004" target="_blank" title="Enzimas Profesor Jano"&gt;Enzimas Profesor Jano&lt;/a&gt;&lt;/b&gt; &lt;iframe frameborder="0" height="555" marginheight="0" marginwidth="0" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/2714004" width="625"&gt;&lt;/iframe&gt; &lt;br /&gt;&lt;div style="padding: 5px 0 12px;"&gt;View more &lt;a href="http://www.slideshare.net/" target="_blank"&gt;presentations&lt;/a&gt; from &lt;a href="http://www.slideshare.net/profesorjano" target="_blank"&gt;VICTOR M. VITORIA&lt;/a&gt; &lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-3070499948495353009?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/3070499948495353009/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/repasamos-las-enzimas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/3070499948495353009'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/3070499948495353009'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/repasamos-las-enzimas.html' title='REPASAMOS LAS ENZIMAS'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-661423782099733577</id><published>2011-11-20T18:59:00.002+01:00</published><updated>2011-11-20T19:02:08.023+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Humor'/><title type='text'>MARGARITAS TRANSGÉNICAS</title><content type='html'>&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-HOtsmuIXdOo/Tsk_T_OBMLI/AAAAAAAABKI/2uFO_btQlMA/s1600/ch0801.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/-HOtsmuIXdOo/Tsk_T_OBMLI/AAAAAAAABKI/2uFO_btQlMA/s640/ch0801.jpg" width="595" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;Autor: Alejandro Tropea&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;Fuente:&lt;a href="http://lacienciaconhumor.blogspot.com/search/label/Biolog%C3%ADa?updated-max=2011-03-05T15:17:00-03:00&amp;amp;max-results=20"&gt; Ciencia con alma y arte &lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-661423782099733577?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/661423782099733577/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/margaritas-transgenicas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/661423782099733577'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/661423782099733577'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/margaritas-transgenicas.html' title='MARGARITAS TRANSGÉNICAS'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-HOtsmuIXdOo/Tsk_T_OBMLI/AAAAAAAABKI/2uFO_btQlMA/s72-c/ch0801.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-436146031288398548</id><published>2011-11-15T14:50:00.002+01:00</published><updated>2011-11-21T19:48:52.915+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Bioquímica.'/><title type='text'>LAS PROTEÍNAS</title><content type='html'>Esta presentación os ayudará a repasar el tema de las proteínas.&lt;br /&gt;&lt;br /&gt;&lt;div style="width:625px" id="__ss_14413"&gt;&lt;strong style="display:block;margin:12px 0 4px"&gt;&lt;a href="http://www.slideshare.net/pcasullo/proteinas" title="Proteinas " target="_blank"&gt;Proteinas &lt;/a&gt;&lt;/strong&gt; &lt;iframe src="http://www.slideshare.net/slideshow/embed_code/14413" width="625" height="555" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"&gt;&lt;/iframe&gt; &lt;div style="padding:5px 0 12px"&gt;View more &lt;a href="http://www.slideshare.net/" target="_blank"&gt;presentations&lt;/a&gt; from &lt;a href="http://www.slideshare.net/pcasullo" target="_blank"&gt;pcasullo&lt;/a&gt; &lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-436146031288398548?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/436146031288398548/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/las-proteinas_15.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/436146031288398548'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/436146031288398548'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/las-proteinas_15.html' title='LAS PROTEÍNAS'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-7959213063951707665</id><published>2011-11-14T22:36:00.001+01:00</published><updated>2011-11-14T22:37:20.033+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fenómenos naturales'/><title type='text'>NYAMULAGIRA</title><content type='html'>&lt;div style="text-align: justify;"&gt;Nyamulagira es el nombre del volcán más activo del continente africano, situado en el Parque Nacional de Virunga al este de la República Democrática del Congo.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Su actividad volcánica comenzó la pasada semana&amp;nbsp; y desde entonces está siendo un reclamo para lugareños y&amp;nbsp; turistas que se acercan atraídos por la espectacularidad de la erupción.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="415" src="http://www.youtube.com/embed/Y6ygX2jQG-o?rel=0" width="660"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="415" src="http://www.youtube.com/embed/GnZfBg2yNr8?rel=0" width="660"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="g-container story-body"&gt;&lt;div class="bodytext"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-7959213063951707665?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/7959213063951707665/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/nyamulagira.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7959213063951707665'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7959213063951707665'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/nyamulagira.html' title='NYAMULAGIRA'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/Y6ygX2jQG-o/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-6422573449940314689</id><published>2011-11-13T08:58:00.002+01:00</published><updated>2011-11-13T08:58:00.090+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Humor'/><title type='text'>CLONACIÓN</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-9wdvNVu_YHw/Tq0tVZnwIWI/AAAAAAAABIs/Hct5Xrig7UQ/s1600/Clonacion.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://1.bp.blogspot.com/-9wdvNVu_YHw/Tq0tVZnwIWI/AAAAAAAABIs/Hct5Xrig7UQ/s640/Clonacion.jpg" width="564" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Fuente de imagen:&lt;a href="http://mundorarezas.blogspot.com/search/label/Humor%20gr%C3%A1fico"&gt; mundorarezas.blogspot.com&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-6422573449940314689?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/6422573449940314689/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/clonacion.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/6422573449940314689'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/6422573449940314689'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/clonacion.html' title='CLONACIÓN'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-9wdvNVu_YHw/Tq0tVZnwIWI/AAAAAAAABIs/Hct5Xrig7UQ/s72-c/Clonacion.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-4821200937794274614</id><published>2011-11-10T17:08:00.003+01:00</published><updated>2011-11-10T17:14:40.331+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Bioquímica.'/><title type='text'>LAS PROTEÍNAS</title><content type='html'>&lt;div style="text-align: justify;"&gt;&amp;nbsp;&lt;a href="http://www.johnkyrk.com/aminoacid.esp.html"&gt;John Kyrk&amp;nbsp;&lt;/a&gt; ofrece en su página web animaciones relacionadas con la biología. En esta ocasión, la podéis utilizar para el tema de las proteínas: aminoácidos, formación del enlace peptídico y estructuras proteicas.&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.johnkyrk.com/aminoacid.esp.html"&gt;&lt;img alt="" height="408" 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cQpEqeI3jWZTAZOKkuWLCkuLs7MzAQ/rlu3jiAIEqeGfjJUJBJdulhkJSx6vRr8FsxbXFwMztAEQfCMIAiCP9MLn0Pi1Lv//q5IJMrKSLcSFoKAhE8Da7JkyZJ33nkHTORXjH8CaPxc4AlDPxlqxTErjqxftwqsAD+jTCYDs/DrDFYSmKm0tLT7fyXwpwYvZCUsJGnBKRihMAuFo1aSoEiTzVthZ0Zvu7z6Arb8HJZ0Dk0qIhYXoMuKrOsv2jcUURsKiVVnyJXnmuIL3InnvMsv+tdc8iwvciwuIOacpCYetv1xzuHeHzp86w4jRKEVcoZhBg4cKCwSFBUVDRo0CJyNGA4Z4FfCTg2+gMEvELz38f7gnwzOgszr9ol0kxGhS4t8rfb2dvDpDZy2+XMwKAbw5wlwruU3in8r57cUbJdw27u5UyIb+JginNLFx/3IvyfYBHDWCVsfkWDcANgc4YxxcXFgV4Jtj4+PB38usBP5kyi/QP7s1ftNZrrHiIhjkwlbJYZjhPBYAo/5KgI/C/+nC9vXAwcOBOda/pM6vygwb+RR/dpb+0pDrGAYcfSNjXqkgVUC+1242mFbCvTT2d+hv72RhtU9v7a3tWCj9WCCcHxlx/UMBqtjWpzggk9D6nzw9gtomLptI3RohfvwSvnmKe//y8A+KUUwnTHi4sWLMAwTBEFRFOjWoO1O2u509K4lJiZGPcG88847ZrPZ4bANGzZUJBJdvXLR5UAdDvaUDOa9cuWKSCQaNmyYw+EAFwUkJyc7HI5hw4aJRKIrV66EPscG5uUXxT/NbDaPGzdOJBKNGzcOVCOuXLkCZhSJRGazWbjC/Fy3b98WiUTDhg2lHaTLgW9MXgNWgJ+Rn4X/0Ww2JyYm/ulPfxJsYDebjXZQ4IVcDpSmcbuTtDptJE1bXS6Hw4k52+qamBn7xN9cc2666tp0zbfxe/+2H9o2X/ZsLqJ2Fdv3XnLsudKUcv3ut9fupZQ+2XK1bfNl/7c329de9C+74IvLx//X1780IyKrEeAtFbw10zQN6qVgUaBCHivovxBxHwHBfwZwKgJlWJGgGsEIzl6DBg0CLwo+5L3RakTka4HP1oMGDQI9F/zmgA9zoPTCMAz4rA/WTXhGYbi3cv7jL3iV3lQjwEsLp3TRzd8ZIwCPop5iwYzgZMlwo25NJhP4IDtw4EDwkVf4IRWcg6MyAnwWB2fiHm8y04tqRBeMEFYjwPPBcQhWFZSmmIh9DQ54nh2RjIg8ql97a1+/GsG/euSR1t7ezhfY5FwXZNQt5Tck6m/72xtp1nq+h6Jg4eepUz/muyqsBxN+upLC3EwPnFy/YuQHoIbEziU9C4ZkguEUfTXSJTojvv/+ewRBKIqy2Wwul8vl9LqdTW5nk6t3DQxfSEpKusq1nJwccJrJycl2uW3Dhw8ViUTXrhV73JjLRYFfgXnBoIrhw4e7XC5+bITL5eKHLwieM8zlto0fP0YkEm3atM7jxioqfhSJRAMGDIAgCLzi+PHjw+blB2q4XC4IgsrLy0OfQA8Y8I5IJKqoKHW7iaVJi/kVADOChYBhHGAlVSqVSqVyuVzjx4/nn9CNRrvcNlcT4XYTbjfhcWNuN+Fy2xxNtL2pyeUNNLk8VneHLsAsyalJK2vdV3Zvd+n9HdfvplxvPXjr3r8OW/9//Otk0f8cLfqfYwb8f/EHvqNTv3OlXPIeKnuccv3elsv3Fh2lZufD/72oLzs15N0YGxF5/istLRV+MouLiwN99qAUzA8mYLiP0aDxFy+BLuRYbtwDf2UBPxwBnLHALK9XuHvlaSfizTHstcA6gFNFbOjYCL5zHfQ3CzcE/IliuY4G/jqIsP711907wgYq1eC9A3Rgd/bMzhjBCNTIFx6EjAAfu2NjY8E2MgwDjAi6osCYAAAs8Bwm4pzd3t4eGxvLP6GXQzW7w8KoYyPC9gLYjwzD8GN0wqo7/PEMtMRE7Gv+IAEHLX+g8i8XeVS/divqBiMivlSH39iwI43/fwdYwP8pIreU35Cov+1vb6h5xaeBG8Rrxi+aN3tS7AghJgw7Z+TMGhbiUb34+bW9ul1zgCH6cO9EZ8T169cRBLFarQ6Hw+PxuF2+3jOCFwM4ufLtz3/+s0gkeu+9d51NxPARn4hEomvXLvSSEc4mQqWV/PnPH4hEohHDP3nvvXdFItGZM2dcLteZM2cAKcDrgrZx48YzZ87wIyL5Fwou3G3fk7oj7NQIVgDMOGDAgOHDhw8YMGDAgAFgA8FKggYE060/k9vubCKcHszVhLndGM8Ip9vlcHubPM0eusnmvq9vZpYfURyqbMuqephZ9VNmxbPD0udHy+8nH6wW/cNg0f/4i+h//GXD/h/P3Paerb5/rPx+9q32vIpn2y7fXXfRvyDf+MmSQ311AIH2yis1fksDvF95pUZPr9vkP2UCXvTyc3bPGiiTRIXdG2oAiGC0xFv5eDpo0Cv255s4Nt/Ovm59lSGKfom16G+/TGtvb1/31Sgw1pI+upZxmvPz8/806N8H/8c/g2EQIpGI/TD27Cmjuc7cTIcOxPe5IZjOGHHz5k0MwyiKIkmyvb3d52tr9rc0+1sCvWhSqbSkpEQqlYZN1+v1JSUlJSU3CKtFUiMuKb1MWk3NzfZAwF1SUlJSUgKeRpIkPzuYRa/X84slSTL4HFmVv4X2t9oCLTZpTVlJyeWSkuvgycI1AXMJXyIQCJRwDbxQcOHNHn8L3WCsLSm9XFJ6WSYrKyn5QbhMfkawJvzKgCZ85itas4df+UCLvbnZ3tzsCjR7/IEWn78t4L8bcPvcvg59gNlRbD5V9/C44slRFZNX+7xQz+RXtV6obR41f5foD/972LT1F6Su71TtZ2rbj1S1nah9fKzuxe7S+6sL7QtzVCPjD/ThMcQwjFwuB5eeR22/ofslMAzDtLd3debpxdmXH6cWGxv72/uz9LSB7QWDXd7Kvcjk8q6u+XxDV2i+tX0t7dwQO/rvZfl7a+3t7auXLAC3i6Bzlz2vKWpHdfxVUWyN0EswFceeX9v7hgzBdMaIiooKkiRRFG1ra3M4HC3N93rPiK6bv9njbaW9rXZ/qz3QYm9upgMBz1tfVJfL9PVymd18oeZAUyAQCARamlva25rv3/MGmpsfI3eZfVctF/WPi/Q/nTUx5zHmdOPLQuNPFwztZxX0wCHTjkux84a7xciz73DmAsyctzCn9C/TJQ+3/+BellczY0Ne3x5GDMPQNB0TExMGiIEDB3Z3bOOvqrW3R69JvN27Avw2G+hi5wf8v5V1oGkmJibKkIjf4rH56hZVEsn9d7H83bbS0tLV4wbLN08xpcxuLdj4/PZhBqtjU1cMLvgsXTflD3//d2/CEExnjCgvL0cQ5N69e21tbQ8ePHjQ3tFx/2HH/Ydv4suoQLvf0X7vUcu9R4H7D1sedLR0PGjr8fdp9eGiulzmG/lqrsgX6nhw98GDhw/uP+548PThgydP79572PGT6xlz5A4uJl6UWn++RP18jnxZaP25yMFcdv9cSD083Ogtcj0v9DF5xPND8JMT5M/FTuaKmzluepZ627GjSJOw7WifH0kMwwgvGQedo7+lvozIVlTExMUxsbFMbCwTF/c7Pef8rbT2diY/n92ZsbFMfPzv+rbmBMOcYJgcLlejDInob7+n1t7evnv71hUjP5BvngLtnec9tqbjwnYQU9rCFSM/AMN03tAbcnRGnD9/nqZpp9PZ0tLS0dHx+OGTJ4+ePnn09PEba4+ePOx4+uDBTw86nj549OTBk8cPHz96+4t6o8vs5gs9efT48aNnjx/99WHHT08ePH52r+1Rx2PPc6ZAhlc5fqpw/bXE+ewHz/PrAeZqM3PJ++zmfebWT8yFu0zhPabwPnP1KfPDE+ZGK/NDgLnseFGgDWRd0634ti+v1Ohv/a2/9bf+9tabyWT6fNiQBZ/854qRH4BM/ct/iLj7sry5WmB0Rhw4cEAulz99+vT58+ePHz9++YJ5+fznl89/fvHG2vOXL376+cVPP//87OXPz1/8/PI586KnL9eHi+pymb1cZHdf6OVz5uVfmZd/ZV48Y5hnz5knD18+e9LCMCUWj6b1pbrtpbqdUdxnpO1MzROm+uEL6dOX15vvVzxnrnUw1x4zJY+ZH+4ypf6fatoZaStzE27Zefxm+pFLb+h46m/9rb/1t/72Fhu4YB5cFsRfb/xGWyfVCIs9OTlZLBY3NzczDPP8ry/fOCNe/PzTS+anl8yzF8zzF8yL58yLv/aUEX23qK6W+YYYEfFCwBAv/8owLxjm+c/M84fM88f3GEYT6LA8YSxPfsaeMlDHS+gpY376AnnxorbZizLP1U861M9fKl4w2heM8SWDv2Tgx0ypyXHgQtnGA2fa2h++6QOrv/W3/tbf+tvfQovOiOO4/7zZtnfv3lWrVi1YsGD5spXLkpYvS1q+9I21pKXL45etil+2JmHpmqSkNUsT1y1NXP3WF9XVMt/MXyPyhZYlrluWsGFZ4rqVSavXLV22ednC1csXzV+3fvzKDeNXr520au2M5evi13+zYM2m2cuWzlu2cPU3y+ckTVu8YeHsNYtnrE2atnLp1MSkmYkrFq3ZsnpH1jcZJ08Z7CdwvzDHexnMfwzzHUN9x1BvD3IU9R7FvEcx7xHUl4/68hBfHuLLRXy5aA+TjXgPQZ6DlqaDFncPkmVxZ1ncmZA7A3JnQO4DsDsddu+H3fthdxobVxrk2ge59kHOfZBzn8W5z+Lca3HutdB7zXQqG0eq2ZFqcqSaHKlmx14LDZ7W6ZNNjj0mxx6TfY/JvqfRvqfRnsLGltJoSzGC2FOMdIrRmWJ0phicKQbnbjb0LgO9S0/v1DtAdugdO/SOb/X2b/X27Xr79gb79gbbNw22bfoo2cplS4MVZHODdXO9dXM9tYnLxnpyYz25UccmWUcl66gNOut6nXWdzrpOZ1uns63T2ddp7Wu1NpA1GtsajXWNxrpaY12tplapqZUaagWImlyhJperyeUacpmGXM5lmYZcqiGTQNRkkppIVBOJaiJBjSeo8QQVnqDC41V4vApbAqJEQRazwRYricVKks8iEAUBslBBfK3AFyjw+SB12Pw6bF4dNk+BzQWpQ+fWoXPq0Nl16KyQIDPrkBkgtfCMWng6iByaLofiuEyTW0C+qoG+qoGmyZA4GTpdik2X4nFSPE5KxEmJOAkeJ8GnSfBp1fi0auyrauwrCTZVgk2tRqdUo5NBqpDJVcikKmRiNTIBRIJMkCDjpcg4KTJOioyVImMlyFgJPEYCj5HAX0rg0RJotAT6AqTaAhLLp8ocW2UeVWUZWQV9XgUHUwl9Xgl9BlJh+azC8mmF5dNyy6fl5k/LzSNA7phH3DGBDL9jGg4el5s/FYR/2vA7puG3TcNvN/IZdrtxWFnjsDLj0DLjULFxqNjwSVl4hpQZBvcnIkPKDJ+IDUPfdj4RGz8pMw4RGz8WN350y/ThLVPMLVOM2BwjNseITSDRGQHOLt+T3mKYvmCxnzfbisz2IrNNEHuR2X7ebDsvmHjBbCsyWy90NxQX8GNwORfN9osWR7HZXmyxF1vsxZCtGLJdhOwXIXtxJ2F/a7EVQ/aLkOMi5LgI0Rch+qKFLrbQxRbHay8KsrGx2DtZZtRZXrnODj5gmcEpFkcxWD7kZGNxFgty0UJ/Z3FcgmzfWaxFkOM84iqEHecgRxFEnzfZz5ttFyy2ixbqgpkothBFJuyChSyyUEUW6wXIfhFyFJntxbDrChE4iftPhjKilzmO+4/3ghGsJFDvEdR3GPHlIwJJ9Cg5MMcIs7snCZXEAU4SPCb2Q640EIuTD0sEM70XxOQIxkzvs9BdP5kFR6OdD8DEHqNNEMceI73H4OQDMJGip3frQxgRTRK2b/S2b6IxIigJjhFRJKEj+WzUUUJGrNdZ1+ts63X29To7kMQ6wAhtKCM01EpNiCSWa8IDGCGQBMuIRBXOpzNJLFGii5V414zgJEEIJTFPwWntOzgAACAASURBVIaXBGCEMLPq0Jm8JGqRMEbwmJjGSgKaVgNNC2XEdCkxnWUEEcIICZupEmwKL4kqdHIVMqkamViNTOQM0TUjQiRRHZQEi4kqC8+IkVUwnxBJVEBhjAgjQjDl5n5G/A0xgt1Hxo/FjR+JG2NumXg9dIsRPchJ3HcK853CvL0K7juN+wsIfwEZ+N2luYBsLiBbehWi+TQeOIUHTmH+nqXvJYH5jvUuRzEfxwh/PuLPQ/y5IKg/FxU86EZyYG82W41oOmhpOmhuOmh+nQeWpoOWpixLUybUlAE1HYCaDsBN6RGS2B9VEmZagAM2+8z0PsHTwiSxT8COV0nCscdI7zE6wyWhdwJG7NLTu0IlARjxLShI6O3fhGZbMIARkZKgWEnoKCEjNuqoZJ01WWfdEMoIXhLhBQm1dbUmKImVGmqFmlqhIVeEMIISSmIpV5BIUhOJKkLIiAQVHq/C4lVYvBJbEhLACEoQwAgykhGsJOrw+YpQSdRhURkRKgmuIBHKCE4SEJBEXA1gBM4zYnpkQSKEEZigIIFOqkYnVSMTq9GJEnSCBJkgQcdL0fFSVCiJMSEFCVhQkIioSVRZRoUaYmRkTQIwoiKCEeX9jOhnhOFjsfEjsfFDsTEmIr9GRpzGfacJfwEROEP+/tJ8hmzpZXrPiFM4K4m+wsRxzH8c8/UsQUmgviOo/zDHiDy0h8lBfNmQ55ClqWdh8QE1ZUFNmVBTBtx0AA6RRHqYJDhM8CyIkghGRJFHUBIRmDDaeUakGl17jK49BlcYJnZzNQkeEzv0jh2AEQ32bxu4soQg3+jt3xjs20CCNQlbGCMiahLURh21UWflJbFBwIgwSawVdm1oqFUgamqlmlqppgAjVnAliuUaarmGWqYhl/GeUIfXJMIYwYYtTuBLVORiFRVMRE1CyAi+JjEvVBJzFOGSmFWHzlKgMxXRJCHs2qiFptXyjIDjapDpMmy6DJ8uC2WEUBISPIwRQUlUo5Oq0YkSNhOk6ATACJlAElIkjBFBSUT0boyqDmdEV5IQYCK8d6NPGTGknxG/GUYYPhIbPhQbYsSGmDJDTJkhRszmV8qIAsL/ts/3b8gQfcEIsuU00dwrRvR1TQL0a/RSEkcxP8+I/J4aIg/15yK+bNjbY0YcsjQdhDhGwNEZES6JVzAiuiG6lIQ9QhK2PUZHqpFONbo4SUTv3ditp3c3OHY1OHY2OHY02PnwlYlgicJg/8bASUJvj+zd4BkRKglqk866SWdlJaENZ0RY78ZajW2toHcDZJWaxcQKNcuIlUFJBPs4lmnIpaAgwUkCMCJBifFhSaHClqiIJSpyiYris1glqEkoyUhGLGAZESGJOiyEEQo20SUhh6fLobhaNmGMmCHDp8sInhGRNYmvJHgYI3hMTJKgkwAjpOhEwAgZOl4WIokxEiSMEVF7NzpjRLTejfBBEgIr9Fcj/oYZUWb4SKz/UKyPKRNErP9QrO+EEUSgBwGnpVO4r5fpZ8RJqOWosRXkNBrxBIIrSGC9Cx44iQdO4D3Z1yHhJdGLHMP9PCMOo/58tOeSAMMjsiFPtqUnOQR5DkGeg5AnC/aEMAJpSgf/Ik1dSoL7N7wU4UqzdDWoohu9G45UoxMwIpUtSPBx7jE4U/TOFD2doqd3N9AcIwQJZ4TjW0NQEt8YovRugOERIZLQURwjbBt1to06W7LWlqyzbdDZN+gc4ZgQSCLYuyGQxEo16N0IGTaxXJBl4b0bXEFCKYiKlwRghLVTSXTCCE4SrCdAQWJ2HR90tuKVkoCm84yoFTCihmOEjJguJbkEJcEXJKYGJcFmsoRjhBQEmyATMEKGsoyQds4IiXCQBBRbDY2qhkdWISOrkF70bpj7GfG3ygj9R+KGD8UNMWXBfChu+FDcEJ0RJ4lAz3IK9wMH9CYFHCPO/t7SfJZseWWOGlt3l97dXXIPJEveFvaEM0RLAd58Gg+cxnoaPAC6RU7iPdzRwvCS6HklA0iCZwTCMqJnyUN8ubA3x+LpWbIhTzaQBOzJgj0ZQBJISLqQRGiZwRlkBOTazyUNcqVZOh9X0UnvRmpjCCNCwkvCwEkipGuDH3Hp4AARzHYOE9tCJcEPkthSH9a7Yd1Ub91UbwOSSNbZknX2ZJ09WefYwCZ6TYLr2mAxwV+7sVLICC21XBhOEkvVBChLJAm6NhLC+jhURLyaXKK2LlFHSoLt3VioJL5WEgtAeEYo8XmCsIwITQgjOundEBQk4GlyOK4GBYyYARghI4MJdnDg06T4V1KuICHIZAkGGDFJik2UYhNl2AQZNj5UEmM5SXwphb+UwqNBwiTBJbYaHlUNj6xGQhIhic/CJRHRuxFqiH5G/A0wQj+kTP9xWcNH4oYPxfUfltXHlNXHlNV/WFb/obj+Q3F9XzOC8J/G/UEN9CyE/wzhf9un/DfEiOazZMtZotOcRv1pFXd337wnTJ62VficM0TLGby5AA8UYD0KHmTEqV4bog8lcQzzH+UY0ZvkI/482Jtr8fQsORAriSAjkHBGvI4kwDUaQUN0/eQuezfo1EbnXqMrMqnG8JpEV9duGBw7DI4dvCQ6690QjrgU1CQ211s319s219s21bMFiY06+0adY6POkQyitUeVxJoQSYSMuGQZoQ0PL4llGnKZmuQkEf3ajXg1Ea+m4gEjuiMJcMmGMjy8JPjMVmCzBJLorCYRx0oCjpPDcaGMmCEjhRFKYhonialcTWJqmCSk2CQZNlEWLonxnCTGhEkitCzBkyJWAo+qRoQZWR1SmYiURNTejcj0j434XTNC/0mZfkhZw+Cyho/E9R+KdR+WCSLWfSTWdcaI5pNk80miOfiA7PwB0XySaD5FNJ8iAqeJwGnCXwCus8A7f0BEe8DlDF+KoJp/VwlWI1ojc8Lk2vOjPP1H2bpj6p3XW3eXtPPJVrSdgjxHGqzHjI6zZOtZouUM3pyvI7NqGg/VWQrw5m4FC59ymt1rzacIwb7uekcL9rgggZO9Y8SJkH6NwGGkV8lH/HmwL9fSQ0nkQKwkDrGM8GQgngzEcwDxdMqILq7diChFRI7NjMYIThKNwtB7WUa4uQQZkSoYLSG8diNMEt/qWUMEJdGN3o0t9UJJBBmxqR4YgmUEKwmtY4MuTBIhN5NgCxIa6yqNdaUwWutKrXWF1hohCW6oBFeTiHbtBs4zgpVElN4NwAjy66Ak8AVRGaHE5yhwISNmRzJCgQpvJjE9KAk4rhaOkyPT5YARBMcIKpQRJMcIgi1IREhisgSbJMEAIyYFGRFSkxjLSeLLEEmEM2K0BPpCAsdKIhhRjUQMkohak+hnRD8j6j8W6z4S6z4s0/L5SKz5SKyNzohTZHN3cpIIBH8kmk8TzaeJQIgGehpgiMLfX8iWQrI1arIV8Ila4w1ba/o1IvkMnFLSzidT5kv9UZ5drswuVx5psJ4lWo6bnHtvVp9UNB6X67PrLGfw5u4nKAl2lzWfIrq1uzs/DJp7z4gTuP84HjiKBY6gvc3hPmVEJsIyIgP1HAAJZUS0mkR4pWE/5OK04Y6oSUQfoSmsSbD/AkY0uvc2uvc1usEDHhOpRlfqq67dCPZxhEmC693ouibBDZXgGWHfVG/fCMIxgq9JBHs3tPZ1WlsUSWhYSQSjZSXBeYJaoY0YdMn3bqjDJZGgIhI4RnRWk1ikIheqyK9VAkkoieiMAOEZocRmgUTt2qhDZtTB0+vguDrACCSuFpkuR2fU4DNqiBk15IwackYNNaOGimREnIyYJmMlMRWEZ4QUmyQNZUQNNh5E2LUhQ8fIkDEy5EtZ9N6NEEZI0FESNFwSHCZ4RkSRRLSLOPo7NX7/jBDrPynTf1LWMESs+1is/Uis+ahM82GZ+sMy9Udl6o/E6o/F6tdjxI5SqfDx7B1p4PFpsvk00VxANBcQgTNEoDeA4EsRb/+U3/dpKaQ6ZURGpa5IT5Y6249J7OtP6IOMKL2bq7blV2tLne3XyMD+W7VnydY8LX6s1nCTvnvd2pxWInktRgTD7rLm02Tz6d4wggSM6H1BInAMCxxFA0d7zYh82JcL9RkjMhFPBsqmM0Z01bsBufZDrrDnRPZuRF7owdckuNB7Ta59jW5h9jaGMCK1i2s3BGUJlhSv37shZMTmejsnCcfGekekJJK19g3aICN4TPD3kxB6YrXGulprXaUVYCLi2g2hJJaGSiJRhSeoyAQVlaCyvq4k5odKAjCClYQCn6PAZivZzFKyvRtCRvCYmF4HT6+Dp9ch02uR6bXIdDk2Q47PrCFm1pAza6iZLCOoEEbI2EyTEV/xkpDgUyXYFCk2WYpN5gwxSYZNrMEm1HCSkGFCRkSXRPigSzhWgsSyjIiQRBUSxoiw3o1gH0fnt6jqZ8TvjxFDxfqhYv0n4oYhYt1gsfZjsfqjMvVHZSqQj8Wqj8Wq12PEP7wzYEnmkVNk885S2T+8M2Dl8QusIUj2hHSmLxhx9m+SETlKJKOs7ohMn3VHlXbHAQyx58d76ZXoxnPXt57+7rhcf64BTxfXFZKtuSrkULniEuI6ryfSyup6zAhWEmSvJUEETuI9zAkub4ARPQrkzYG82ZD3EOw9iHizEG8m6slEBZLgejfSYRCBJHgcCAoS+yHXfkj4nAhJ8AUJc6gkQhmxz+TcF8GIfcKChCFCEtxwy90N9C59mCTonV32boCbSUS7dgMwws4zYhPLCDpcEloHxwi7kBFrtUFGCGJbrQ2VRMi1G1EkEcaIRJYRtgR1qCQEvRuLVdQiFbVQIInIggTPiLl8QUIZJomQ4RECRiAsI+qQ6bXIjFrACDKEESEFCWJ6CCMIYUHiFYyoCTKCK0igLCNkUXs34C8kSKwEZRkhKEgIezeEl2yE3eAyRBL9jPibY0T9ELFusFgzWKz+WKz6qEz5UZny4zLlYLFysFgZnRGnufNKWA7I9O998L9jxkz8p3f/GJ95hJ9eEMGIs71IIREoJAPnqObfXVrOUa3nyE5zyuw+0UifMrv5KSca6T0lsp3XKtccObc2r2BN7un0Ck3aHdXO65UbC69+c/FmernqhMl5Fm9+3QirEUJJ9CSgWwSM2Xz98FeLnOhTRuRB3p4FMCIH9mYDRqDeLNSbiXpZSSD8UAn2QtADcNMB2J0Ogbj2Q679FmGc+y2udJ4RkDAhT06zONPMfOh9JhDeEI59Jue+RldaYxOXaJIQXLWxh2MEX5PghkrQOw1sdhjosJrEdr53Q28PuVt28NoN25YG2+YG++aGICM21Ts21tMb62khJkDXBjs8QnjVRjgjbGu0bFZrbatCaxIrIjARVpAQYIJMVFMJaluC2havjl6TCGeEivxaRSxQEfMFmaciQgoSSnyOEg9hRCddG6GMQGfUYjPlxEw5OVPOMiKKJGRkkBHCgoQUnyLFASMmy/BJMnxSDT6xBp8QJokaLIwRUSTB5Qspy4igJCJ7N6J+40Y/I/oZIa4fItYOEasHi1Ufi5Ufi5Uflyk+FisGixWDxYrojCgQnmBCk9dAfblk+a5SWdTfChlRSPgL8R6FCJwjA+fI5vO/t7ScJ1vOk63dT64SSS2RCbP9ctmeEtmem9KUm9KUm5L9FZpCvPm1ImTEmc53dPcDBlic5i4Aed2cItgLRk7ggeNY4CjWe0YEesmIXNibA3uzEe8hxHsQ5SSBePiwmOAZAbkPABlYXHxYH5hZRhwQJL3zJ7OMMNFpgBGNDkGcaY2u/TwjjO7OJRHOiJBrN8BXeQUlEa13Qx/CiNCahG1Lg31Lg10gCcemenoTYER9eE1iAz/QUjDWcq2QEVrbGu5rOISM4CQRfmcqwAgQFhNgxKWaTFRbE1lGREhCZQ1jBI+JBSpCmPkqYp6SmBtak5gtkERETQLtghGz5ORMOcUzQtC7wUoiTkYKqxFRJCHDJ9ewjIiUxDgZFsaIsN4N3hNCRgQxEaV3g2cE3M+IfkbwjPhErB1ySz34FqhAKPgM6SYj3h/6qSham7puazRGcEWFnhkC9xcS/nNEgD31Us3nKe4BKXhARXtAvurBG8orX5pdyZbzVMt5qvU82Xqeau3Og8MaNLVEllrKMaJUtv27H1NZRkhSbkq2XPgh/Y4yq0pz3GB7bUn0ESMKeseI0zwjCK5fAwscxQJHeprDqD8f8eXBPWUEHM6Ig6g3C/UIGcFiAm5i7yrB+0AgA84HzvQIRnDmiJCE2bnf7Ewz0wJGBCWRFsIIdzgjGl1RGGGgUwyvwYgdBse3BruAEZGSsG5tsAFJcIxw8IzYVE9HDpIQXLLB92tY12qsQUlorWuDjLCuCg3PiBXBTg2CZ0TItRsCRgj7NVhJCKoRiwSMiJREVEbMCWXEbGXwElDhQMvpfGoRnhGz5FQUSUQwYpoM5xnxFcsIjGcEJwlsgiB814ZweERQEgJGfCmFR0uRL0IZERvKCBYT/FUbfL9GKCM+iz7EkvsKUIEhOEYYOUYY+hnxeowoe+uGCGfEkFu8IeoGi+uGdMmIQCfp4lfC7gxfIeErxHuYc4T/HBk4TzYXUb+/tBRRrd1PIebf+2NNaqkMJL1ctffHmtQS6Z6bkpSbkpSb1RuOnyvUwZcstozbtWcQTyEe6GbO4oGz7C4T7sQwH3RzSuA0IZSBP8IKXU7phBE9zhGeEbCnB8mFPbmwJwfxZCOebMRzCPUcRD1ZiCcLacpCwAPAiKZM2J0BwuLAxcbiOsDiwJlucaZDrgOQG/R9HIDdB2DwNIAJVzrkSoec6RbnfoszyAizI83kiMCEM83kSjO50xpBXPvCGeHca3SmGvnhEXQKH8AIg2OnwbHL4AgywujYARKsRti3G2zfGGzc120AQ1i36a1b9VYBI3hJODY3ODhMBAMuBAV3ptqgs63X2dZrbeu0VpC1IBpqjYZay/+ota7RWldrKT6rtNQqLbVSQ3Lf40WALANR48vU+FI1zvVukElqKlFtTVRbEzTWBI01QW0NekJFgVtlc9+4QS5SkYtUxEIVsVBFgOGWX6uIBSp8gQqfryTmKwnuhlTYXCXG9W4AQ6CzlYJbW9YhM+vgmXXwDCEmACNqASPIWXJyVg05q4YC4RgBbkvFD4/Ap8nwr2SCgoQMm8KGlwQ2qQabyGUCywhknAzhMIGMlSFjZPAYGTwmlBFfSpHREmS0BP1Cgn4hQUBiq9HYajS2GomtRsD9qUZVwaOq4JGV0MhKaGSlZWSl5fMK6PMK6PMKy+cVls8rzJ9VmD8rN38WZIRpRDn/TeJAD0YBI4zDyozDygxDuTPiJ+JwQwyJOH1GnlB/sSm/ngyJ8BZfnAj+DX+JKfpPyrhOjVvqIbdUXDWi7pXViOhQ+Kd331t9/PyrDdFTQHCM8J0n/UVU4G2f8t8QI15PEicbHRmV2vRy1aEaYyHmz64xbv+udPulH1NuVn97RZx2rayUbiul2/KqVMcN1u4zohAPnCW6lsRrTBEwws+l21MiGHEMCxzFe54jmO8w2kNDsIxAPDmIQBJI00GkKYsNL4mmTNidyTEiA3JnQK6MMElAznTImQ65DsDuDLgpg2cE7DoAs/JgGQFFMMLMMiLYu2Gi00zONJM7zeTa18gnOiNSDc49RnqPkd7DM8JA72YNwTJil5HeaXSAAElwQyxZRnwDGGEIY4R1i0ASWwAjBJLYXO9gLwTV2ZPBbS61tg1a63rOEJwkqLVaaq2GAg/AlDWhWa0lV2nJlRpyhYZYoSFWqAlOEvgyEDUI6N0gk9RUktqaqLEmChiRoLLGq6h4FRmvItkv3VBSS1TkYhWxCERJLFQSC5XE10r8ayW+QImzt7lU4vOV2DwlNk+JcTUJbI4SncMxYnYdOqsOmVUHz6qDZ9bBgos/wfeJCxhRw4eaJaNmysiZMoJnBHfJBs5KAhQkZPhUGQYyRYZPkeGTZfhkGTZZJryNBDpehoznGDFOho6TIWNl8FgZPEYKj5HC/FeAjpHAX0oQkNESZDTHiC+q0S+q0S+qkS+q4dhqOLYKjq2CR1XCoyqhUZUWwIiRFdDICmhkhWVkhfnzCvPn5ebPy82f3QGSMEUwwsiFZ4RByIhITAwJPXcOeXtTflUZEk0SkRWdNz8FXPBZP0SsGyLWhDPilnLIrU6GWBaQ0fNP7763u7Q6bOIZLmdJfyHhKyR853odjhG/v/CS6FbyVVBqqRQks0pTYHGmiWsyblbs+e6H3Tcq8lTQ3pLqsxrLuXpk/y3ZGaTpHOHvfgoB+7jdV0D6BV9l3hzx5eadTwGSCBLBF+qGV00JYYT/GLgPVS9yBPPlo948pOnVgaMkF27KQdhkI03ZSNMhpOkQ0nQQcR8MSqIpC3Fnwq5M2JUJuzODjHBmQM4MlhHOA5AzHaIPwM4MjhEZsOsA7GQZwZLCmQ7RLCMszv0WOs3iSLPY08yONDMNOjjAWEuOEa40k2ufyclduAEk4drb6NxrpPca6VQgCWAIoyPF6OAYAQBh5yXBGcK+w2gXMML2jcEqkIRtm8G6TU9t01NbgST0VsFYS5YRmxscm+rtmwXZVG/fGPzeDSvHCEqYtVpqrYZcK/xRS63RknxWa8lVWmKlhs0KNb5Cgy/nskyDLVNjAkmQnCSoJA2VqKES1VSi2pqgsiaoqAQVmaAi4lVkvJKMV1LxSnKJiliswhcr8cVKYpGCWKTEFyrxr5XY10qcLU4o8QVKbL4Sna/EuEGX2FwlOkeJzFGicxTgi7uQ2XXwrDpoVh08K3jhBjyzFp5Zi86S47Pk5Gw5ObuGmF1DzK4hZ8vI2TJqFssIfIYMnwG+r0uGT5fhcTJsmgzj7kaFfSXDvpKhAkmAygQ6WYZOZiWBTpAhE2TwBBkyQYaMl6HjZcg4GTxWBo2VQmOl8FhJiCTGSMBXeQFPwKMlyOhqdHQ1OroaGV0Nf1ENfVEFf1EFx1bCsZXQqErLqErzqErLqApoVAU0qsIyssI8ssI0kpdEufmzctOnXEbcMY240zjijnHEHePwO0ZBZcIwrEzPSoLHRJlhaAQj+BPnW5nyK8wQQfgiQVg5581PYW8/NUSsGyLWDhFrBouBJJSDxcohYtWQzi74PEP5ombEjLnvDx3x1botIFuKfwDTz1K+s6TvLOkrJH3nSN/5XqeI8hdR/gu/twReHdx7VWW5qrJ8Z7KdRdx7S6uF2SeWHZGqb7nafqC8Gbdk50n/SSOVpzDlKUynTfbzpP+1co70F5L+s6T/LOk/Q4EEzlDN7FeIUQEur5pC+gsI/2lwH3TCx4UrObxyCuE/RfhPEv4ThP844TuG+47ivqOE70hPcxj35mOePLQpJEhTHuLmkysM7M6FXXxyYFcO7MqGXdmIKxtxZwcx4QZlCZAs2J0Fu9hA7kzIlQm5MiFnJuTMsLA5YKEPQPQByJkBuzKRpkzEnQG7MmBnBuzKgF0ZHCMOwLRAEhwjLI40CyuJfWZwpQb7faH7zE6OEc59Jtdek2tvo3NvIw3udJlqpFONzj1Gek+jI6XRnmJ07DY4eEPsNNp2Gu2CIoR9R6Nth9H+rdH+rdG+3WjfbrR9Y7R+Y2Qlsc1g3WagthrIrQZqKyeJLXpqi57aordu0du26IPDLTc32LfU27cEJWHjvsGL/Urx9ToqGJYO5DotGWSEjlqjI9foeEYQq7XEKg0IvlKDr9TwksCWs4wISmKZmlwqSJKaSlJRSSoqUUUmqshEFZGoIhKUZIKSjFcS8Up8iRJbosQXK/HFCmKxAl+kxBYq0UVKbJESX6QkOFWgC5TYfCU2X4nPU2LzlOg8JTJXicxVoHMU6BwFMqcOnl0Hza6DZ9fBs7nixKxaeFYtOluOz5YTs+XEnBo2s2VAEsQsGT5Ths2U4TOl+EwpMUOKz5Bh02VonBSbFgw6TYZ8JUO/4soSU2XoVBkyRYZymEAmyWCQiVJkohSZIIXHS6HxUst4KTROAo2TwOMk8FgJNFYCjZXAYyXwWAkyVsJ+vfiYamRMNTKmCvmyCv6yCvqyChpdBY2uhL+ohL+ohGIrLbGV5thKy6gKEPOoCvOoCtPICvPIcvPIcvPICvPnFabPK0yfVZg+Kzd9Vm76tLzx0/LGT8uNn95pBBlxxzjitmHEbcPw2wZQluATJomwD9+//JS3joZXSmJIxCb8UlP0QwSSGFymGVymGVymHlymGSLWDOnsLpZnrb6oeX/oCGESsvLZX1G+QspXSPnOUb7zVl8R1atcYPPWz/pvIT9UqcSlVSBXblbsLa0S5tsrpcdqtGJX63XcnSGWAWz1MFb/ecp/jvIXUv5Cyn+W8p+1+s9ahTcgD5y1Broz5QzlLyD9pwneB97ThPc04ROIoespPCN8xwnfMcJ7lPAeIbxHCO/hHsaTjzflYcK481B3bkhcuYgrh40zBw4mG3Zmw85DMJ0NO7MRVw7iBslG3NmIm61MwO6DsItPFgTizIKcmZAz0+LMtDgzLHSGhT5goTMgZybsykLcmYg7E3Flws4MxMWHZQRMp0P0fsi5H6LTIEcaZE+DHKwkLI59Zj4cI7jsNTn3mlx7Tc5UlhGO1EY6tZHe00inNDp2N9p3G+27jXa2DmG07WRjZ+sQjbZvQYw2YIjtRisIkISAEeRWA7XVYN1qoISM2Kq3A0nw2RqUhA1Igv9W8Q06ig8nCTIYHblWR64FjNCRa7QEYMRqDb6KCycJDDBiuVoYfJmaWKYil6nIZWpymZpcpiKXqsilSmqpikxSEWyURKKCTFBwjFBgSxT4EgW+RIEtVmCLFOhiJbZYiS9W4ouU2CIlulCJfq1Ev1ZiC5TYAiU6X4nMVyLzlMg8BTJXgcxVwHProDlsYJDZdfDsWnhOLTJHjvGACEZGzpYRs2X4LCk2S4rNkuKzpPhMKTZTis6QotOlaJwUnSbBpknRaVKEC/qVFPtKin4lRb6SIlOlyFQpMkWKTpEiU6TwFCk8mcskKTRRapkgAYEmBxz8fQAAIABJREFUVEPjq6Hx1dA4NnBYxlYhY6vgsVXwmCpoTBX0ZSX0ZSU0uhIaXQl9UWn5otL8RaU5tsISK2AE98A8qsI8stI0stI0ssL0eTCNn1c0fl7e+BnIHeOnd4yf3uEkIQxghOA7JIMfgt/GlF+tJMJI8coqS2SNp4+m6IeUNQwpqx9SVj/4tm7wbd2QMh34sTNGeKMmU66NOr3Q6i20es9ZveetviKrr8jqu2DlNdCf7uY7i403hLi0quR6WcaVUiEj8ur0GXdqMsXVGbeqjtcjPXwhq++C1Vdk9Z23+s5Z/YWUv9AKDOFnlWBtPmtt5h6/egrHCKEPvIKSw6unnCJ8JwnfCcJ3nPAeJTxHCc8RwnO4F8nHm/JwNxuMTS7mYoO6clFXDurMQZ05iDMbobMROhsO5hDsOAQ5smFayAgeE4dgkCAjDkIgziyIzoLoLAudaaEzWUY4MiAaMCKLZYQrU8gIhGMETO+HaI4RXAAjLI59Fvs+iyPsNpf7zM69rCTo1JAv4GBLEbsbbbsb7buMbHYabTuNVo4R9h2NgBHWbxtt2xtt2402jhEUxwjrNgO1zUBuNRACSVBbDOQWPbmFLU7YturtWzlJbOUYsYW906VtU70VMGKjjkoWZIOOWq8jozJirY5coyPWaIk1WmK1Fl+tCWaVBl+pwVZosBUabLkGXa4WBluuxperCEHI5UpyGYiKWKrClyqJJCWRpCASFXiCAotXoPEKLF6BxSvwJQpsiQJdrECWKFCuSoEtVqJAEguVGFeZQBYo4flKZL4CmadA5inguQpobp1lbh00tw4GmVMHz6mF58iRuXJsbg0uCGAEMUeGz5Zhs6Ug+GwpPkuKzZSiM6UIKwkJGidF4qRInBSOkyLTpKhAFbAAE/BUKTxVCk2VwlMk8BQJPFkCTZJYJkrMEyWWidXQxGpoQjU0odoyvtoyvhoaXw0LM64KHlcFj6uEx1ZCYyuhsZWWMZXQmEqACcvoSstolhHCmPjHoypBWEkIwkri8/LGz8qNnwFG3DEMv2MYfjsYfsBEWCH9lVO606/fneUIp/wmGCEsTryNKVxN4nbDYC5DyhqGlOlfjxEikejDsRO2XrrROSO8rCH6GfH6uWQihYwQl1Ydr1LyhsioqD2Pu/vghaIxojCEEXy6NeWM1X+G8hWQvgLCV0B6gyG6NeU04TtF+k6RvhOk9zjpOUp4jhJNR8imwz0O0ZRPuPN5RuCuPNyVh7nyeEZgzlzMmYM6c1A6B6WzETobcQhzCHYcgu3ZMJ0DO4XdHzmIOxt2Z3OMCAZyHYScByHnQY4RAkk4MgWMyEJcWYgrE+El4QxhBBtHGuwIwwTLCAsdfsNs9p7ZNPuNoCZHqsmxx+RIMQUZwUnCFmREo21no31no41nBCuJRlCKoL4xUt8YqW1GapsRlCJ4RpBbDeQWA7lFT4QxYqvevhUwAoy+rLeBW15uqrdu0lGbdNRGLsk6KllHbtCRG3Tkeh25Xkeu05HrdATIWh2xVkes0RFrtDjIahANvlqDrdJgqzTYSg26QoOu0KDLQdTocjW6Qo2tUOMrVcRKFbGCDblCSS5XksuVxHIlsUyJL1PiS5V4kgJPUuCJCixBgSYoMJB4BRavQJcARiiwJUpsiRJbrESBJDhMoF8rka+V8AIlPF8Bz2MDgcyt4wPPrYXnypG5cnReDTavBgdhMSHD58rwOTIMBGBilhSbxTECSGK6FJkuRaZLYdYTMjROxjJimhT5ig3HCAk0VQJNkUCTJdDkasukavOkagvIxGrLxGrLhGrLhAhGjOcYMY5jxNhKiJOE5ctKy5eV5tEV5i9CDCFgRIV5VKUJRGiIrhjB57Zh2G2OEb/odQcRUyLq+W/dCq+URNdTIrei76boh5TpB5fpB9/WD76t52Dxmow4YkTn7dr7T+++9/7QEQlZeZ0wwvvWz8e/3ZTelgWrERW1FyjfGYst/Tay6yqWUeHNqgocr38jjDgbXpDg0dCtKSwjhD4gvd2ccpr0nSZ9p0jfSZYRTUfI3jGCdOcTIC7WEME4gSFyMToHo3NQOgd1ZKOOUEbYDyH2Q7A9G3bkwM5c2J3HJRd258BAEi4QnhGHOEawkoDoTBCWEU4AiG4wwsGHY4SdzasYsVdoCJN9twkwwsbWJBptuxptO43WnY22XY22XSGMsHI1Cev2xjBGkFuNgBG8JIgtBmKLntiqJ7fqrYIbS9i5W1QFvxcUfCkoYMQmHbVJR27UkcmCbNARG3TEes4QnCTwNTqcZ8QaLbYaRIOt0qCrNOhKNcpJAuElsUKNrVTjq1QEyEolmxVclivxZQp8qQJfqsCTFFiSAkusQxMVaCIrCTRBgcbXIfEKFFQplijRJUp0MZdFCnSRAlmoQL5WwAsU8Hw20HyOEfPq2Mytg+fVwvPkyDyWEUFJzGMZgYHMkWFzWEags6ToLAkyU4rMlCIzuEyXwNOlyHQZEgciReKk8DQpPE0Kf8VHwjJiajU0pdoypdoyudo8udo8mZWEeVK1eWKVeWKVZUIVNKEK5jO+Ch5fBY+rhEDGVljGVlrGVlrGcPmygmXEFxUmkNiIjKowjRIAIpQRxghG6LkEGfF2I6xP/FYk8WtLZ4zwdJYjRvSr9Zv/4Z0BIpHon959LyEr74gRLbR6Cq0ewIgL/YzoRYoR+pqq8WaV8gepphihL1C+0ybf3tJWYU4a+oYRRVbfeSs3PCJEEq+dThjR3ZwmvadIL2DEMaLpKNlLSbgPk+58wsUGd+XhTmFyMZoNSuegjhzUkYM4shF7SGB7DuzIhZ15sFtwEYc7h5WEK0QSkJNlhMXJM4KVhIXOhOis6IxwcoxgJRHOCDiUEZAjLciI4BdwCL/Bi2OEHUTACFsEI2wRjLB+G84IMpQRbLYYiC16PIIRwltUAUZQHCNIPhtZSRB8OEbgfNbq8LU6fI0WE2a1FlutQVdr0FUadJUaWalBVmqQFRqErUmosRVqbJUaX63CVwNJKIlVylBMKPDlCiAJbKkCS1JgSXVokgJIAk1UoAkKNKEOSWAZgQJGBCWhQBYpkEUKZKEC5iQBCSOQBDyvFp5Xi8yXo/NrsPk12PwaHGReDT5PhvGZyzIC5RkxSxoqCQkCGCGQBMsIVhISISMsU6stU6otU6rMnCTMgBGTOmNEJTweMKICGscxgpVEhWVMhZmThKlrSbw+I/S/Qkb8hno3flWJzgjAgsh8OnOOSCQCpYhCqychK++Pf/rzP7wzIOVWlYARvov96YucNGB5dfrd1yz7fmwVJqsqEPX553F3N5ccLEhQ/nNUUBKFVn8B7gEPup+zlP8M5TtD+s6Q3h5EKIkTpOcY0XSMbDpKBjHx+nEfIdyHCRdIPs7HmY878zBnHkaD5KIgjlzEkcPGDpIN23NgOhdx5SFN+UgT/28uV5PIgd05vCQgJx/QuyGURBbs7IIRrCQQZzpXk0gXYCItBBOONAst+N4NVhJ7gzUJvlODYwRbk7DvFtBhl+AxkIQQE0FGNFLbGgWSCMXEFlCc6JwRQklsAuEZUU8mg/CMqCfWCQMYwdYkwhkBJLFSg/KMWKFBl2uwlQJGrFYRq1TkKhUZhRFKfKlSIAkFFsIIUJPoghFKZCHfrwEiZIQighFybL4cny/H58uJoCQ4TPCMCEpCis6URtQkZGGSQMIYEUUSwZqEmStI9JARX/Qzoj+9Z8RZASO2XroBHh8xomtOFhZaPVsv3ciUawEjigSMKO5PL3LWYjvwY1Wh2njwhmHbeTjtx1Y+B6sCJ+qRrIraHImqwESC5+fKdQd+rMoSVx/TWrpe8kWrrwh3A0wUUX6hJPLr0dQfq9LFkiyZ7rUYcZbsOSN4SZwivSdJz3Gi6RjJ5mhPc4RwHyFcR3DXEdx1OBhnPgZC56N0PkrncclFHFzsubA9F7bnwPZchM5DXPlIE588gSTAZaI5kCsb6ooRWRGliEhGcJKgDwQl4UgPL0uwjAC3qOJuVCWoSZiD/RqpJjsvCWHvxq5o2RlalgCM2N5IfdP4CklsNVDbDF0xYmvwu8WDkthYz4aXxIZ6Yn1o1tUTayMkIWQELwmOEdgKDbZSjQsYQa5mGUGGMEKJ8yMkeEkkCiSR2DUjlGxCJBFalphXBwNGzK9F5svRBXJsgRxfICcWyIkQScjweVy/BmAEj4mZEZLgGcFLghtrGWREEBNBRoRIYmK1ZWJ/NaKfEb8gI7zCjI1fmiXXCqccNaJ//NOf5+3aK5woZMRbPw3/1nOyAS1QNNx2t16sb9l4tEbIiLza5oxb1Rf18FXYll1Re4FoKrb6ssTVNzD6Fh3Iraw9jzqLrT4wPSznUef+MumhO7JMcXWewgAu/szXBHKUzTmq5l3X68/pkVJX25Ea7VEDUUgFuheOEUSPQvrOkL4C0neaZYTnOBmURM9ylHAfIdyAEXwO467DmPMwkARK88lD6TzEkQcYATsAI3Jhe14EI/KDN61y58HuXMgNGBEpiSyhJIKMcPP/8mMjQiQB0/zFnxGMcKRBjv0RjEiL6N1INTlSG+3hkgjt2oiUREhBQsCIcEm8PiNCJKEjN9WHSkJHbKgPl8S6MEl0kxGaKIzgCxI8I8IkEVaQSBQWJJShklAgi0MYgSwISkLYtQEYgcyvRf9/9u7ru6k0T/h938671szVO1dz5szleXvmXJx1wurpmvedngpUkcEGGxwAB8CAEwZMxmDAOWdbtoKtaFtZlmRFS7IkJ2VpK+fkDPMnnItn762tYKBNdVd1j9b6rl4qmaIa1YU+9XvCvqrKYkSaJD7PiEK5o0CRxgggifMK7EAigxGwJLCMOC21npLaTmIMkWdEnhF/Wkbg/QlsP9yo/pu//bsWngT8JTDEN4VFab8MOaaRH0X8LI2u2wYl6kVnaHbT9XByFTVE5/Jer3LrNXmRYffzQjsjci3O4sVZvH0i5VJ0fym6PyhRj67b3gvkXXxZt2iF5I4NagzdEk2vTEdyxyaNrhG5lhvaWXCGOvgykne7W7n7mnPQwjlo4R7c7V8bUSa50YNJnalXa8H7dr4k+NoJT/J4AUbgvD8zIxBJRI+UBIIJlBFZ5WAEjAlUEvZory2SgYmu1EwiDBjR5Yh0QVG0TiiasdESy4i2I1Y33tlCGYzASAK73TK1tAFnCrwyBV4hSxsvTf6XyHpH1uoGMpAw+VIDCWSTRGomYfQ8MnqaASPgR28Emg2BlCSwOyQQRqAzifsbmTOJ3IzIKQnMDomaNeg2CMsInfuuLp0RGEncAhstMxix6qxMr2LVeQPpujZtr2VuRqRhwn5Fbb+iBoxwYhmRLQmYESB0aUMBFYIQRhQooItK6KISShtIKI5Y2kAYcUZmPY3plNR2UppnRJ4RvxAj8P7EN4VFf/O3f1c7PgMM8X/98BP2pwQ/ckYjz4ifKZI71q/a7JPremU6nCUwur4zrNsZ1u20C7Uti0v3+sdekxjvqKx3LBHO4h3UGJ6TF/uFirGVtW6JZlhnxmm2eKGd2S1757K6R6igWT1zW44+5dqwzjytMy5F9xecoQ6BYtqx/Zpz8Jpz8Jp70MI9uDdqbhwx9og32kWqSUfkSxnhgwcSx5eEN4nzJie9Px8j0iSRPpNwZs4kjmZEeOAIRqCS6EuXRM7VjS57uNsR6Yai3VhGpEkikxHY1Y3UpktbCH3uRjYmci1tBF+bAy2mVPARUHPgJbLY8QKRxIuckkjfa5mVtxl59AbyAI5MSWQw4ihJNGx4shlxpCT0zrt66M4aVLMGJOHEMMJ9T+e+q/NgGZEtiTRGrGYGGAFLQuu8oU2TRPkqlMGIkszVDftVtePqEYzArm6AI6BFqCTAXksFXKECHksUKKACJVQAMwJK7ZDIJYkUI2RpfQ0j8nsj8h2bEUlECeBF8uqLN+B0xj/+9p9HTE70FxD8SYI/QfQnwMa9WV9y1rc99ycvmetFEvMiZ9hflvM3+VU3Ywu85UreciUv6JxmAq2ZQHvNFIJ33rBEL+icduEKyR1r48sIetNSdJ9m9bxe4OM0W0vRfV5op4svI7ljPRJN+yL/CW62lSsd2Yi+5h685h6CWriHT+jRPn1wCorifbtf3M6MF9yrfVxJeJM4b3LKmwS7LEc9sVFPHDHBl7zAFscOJL5wdaPfkVMS4QFH9ChGDORa3ejGSAIdSABG9EDRngxJZK1ugCMbaZKwYfZJfJIRqCRaLZiDG6YAGpYR2A2YR61ufAEjfI+NaYzIlMRxGfEFkoDurKGScAJJ1Ohdd/Xuezr3PZ3nKElkM6I6FyNgSWhhRqCSQAcSuRmxip4CdVxVQ1fVUIkKGCIXI3JLArqMZYQiixHpA4mcqxvwRktZpiTy04g8I/6sjCD4k9je8KWPqYuPqYv/Vlj0N3/7d3UTePCX3ap1gj9JRCL5k7P+5Kx/ew6JnO9nDWfxvuNJsD2dW8x4571A3kygPRybbiHSWmmsXsVaO1s0IlEPChXtSwqyf/u9QP6cznk5z2/lSV4uyF8sJFFGPKEG7s9YuxRWgm/3j2kH792e8WzPeJLHC0gCw4j4qCc+6j1mGYxAMTGMWePIPZNAc4T6HcEBR3jAER10xLM6YnUjdf4TWd2wh7vs4S5HpBuK9jhjPc5YNxTrSp9JdGBnEvZwuz0NE+8zsoXfw48gj7wDWSJYSbwFkjCnzyRMQZgRyBwijRGYnpv9z8z+p2aMJEywJNLzNBs9jwEjjMHHxuCnJfEAhDJi03sfU+Omp2HTU59e3eckcWfNiTKiZs15e811B8OIezrPXZ0XdEfnRSVxW+u+pXXf1GIkAS6k0rqqtK4UI7SuCq2rQutKY4TWeV0LXdNC5VqoTOso1TpKQJmScFzVOK5qoBK1s0TlLFG5SlTuEpW7ROUpUXkyJAEzAisJhfNShiQQRqQkoYQuKqELSuhTkgAXUsltZ2S2PCPyjPgFGEHE4IDoT56ouPl//O732VV3DQA9oOUN8SeN5I6958uwaGhZXMpQxat5/jue5NU8/wWd82qe36/aeDq3CEYXb1ii9wL5O57kLU/ylidp5UlbedKnNPsb7uEb7uFzRqxuUNEnsExqtgZ0VqJv94vbIXh38J5tvCd5jFBJTHlgRox9hSFGvfERbzybEdnDiZQkoLQdl+gyx4AjPOiIDjniaCgjsiXRh7lPAr5Jwg4zAowiegEjnLHMTRKY1Y0OOyqJUK7CbbZwG8KIFCYyxxLwQ0Gxl0m8NsH7JF6l9zK9oyTxxJgKlQRgxBPAiKMl8TBdEk2bmaGSQKvf9NR9mSQQRrhq1lx39G4MI7z3EEZ8XhJaVzXMCFfVqrNS6wJVaF03MJIAmLiWLYn0sUTJqqNEA5UARqhdpSpXqcpdqvKUwoxIk8SVFXdxliQuZUkCZUQGJo6SBMwIue2sPCWJPCPyjPizMoKUjoMvbNa/PQsDYudzbed6sY15kTPsL8v5m/y8/4ic/6zP/nGO+k2+/P/5p5oyudsEsnc86TuedEC9OaK3vONJ3/Ek4J1n5EXwAn2nZYGPvCN9x5M+JtJeLfDf8aRvedK3PGkrTzaosw7q9julB6+Y3m6OiR895IT22vlykm/3CyP6dmFGuJPIU8iTyOsveAEzYhsHH9ZIjHnjY1/BCDCQGD5CEilGHC0JMJDIZgQsCXu2JDIvuOy2RbrtsCSyGJEmiS7M6kaHHZbE0YwAjyBPl0T2Agf8bPH01Y1cjHiVgxGBZ2Y/KO0IaIYkDJ7HRt8TY+CJMfgkixGoJB5lSGLD+yA3I7wZjMgYSGRLIgcj1jIZkS2JGq3nttZzCysJLcyIanQggWFERRYjgCTKtVCZFipNSSKdEatQiQYq0ThL1cAQGEZgBhJYSRQhkshgxCUFVKj8NCMgmBEKx3nsvZZyDCPktjMyW54ReUb8ZTBizr9NDuygUfL9rM164kOrxh6ZtkuiHlo1UgI7Yxu2pyT6oynSSwanTSAbWjW+40lb2SLUDag5QK+ZSwAWb9iitzzpW55s0uIHGhhed/RLNPPOyJzJ3SFS/1GMIHp3/tjHlGc8r3zGu43zJic9yXFPYtybGPMmxnzHDB1IAEwgpMi96TJtdcOZMZaIDEKxISgxBCWGHImcY4kBR2zAHhvAXJUNX0tlS12V3eOI9kLRXmcMlUS3M9YNxbrTJIHeJwEPJHKNJcJttkibLdpmi7ZZo+8zMRHBMgKVRCuQhCn1uA1sryxI6QOJ52b4WqqMHZdYSTzBMOITM4lHW/6H6TOJHIzY8jaAsIxIn0mgjACSuLvuvLPurIFz1ay7YUboPff03nt67z29757el4MROs8tHUYS4JFdKCO0rjRG6Fw3QCgjdM5rOme5DirTQaU6jCRSmEhnhNpdqoYZkZIEgomrK+4rSsxAQukqUjovK52XMBUqnYVKZ8EKJqUzgxE5JAE/sisliVOy/BbLPCN+3YyYxTDiF/+6/SuL7N8GLwbUm1gTDK0aO/jSOYOdYfe2cUREZ4QS2HnDEtb2jzYMjj+cImHGFXAdIuW01feCxq4bGGsanW5h8KdtoVnfLsm3S3Ane1WGHvlat2wNZwt/OSNIX80IcPkVzrsNtkeMexPjX8MIIImvOLsBGoQiQ1BsGEoMw5LIGks4YoP2FCP6U9dSRXttEfSOyx5HtBeK9UExVBJwmTsuU5LoSEki1I5lhD3SDhhhi4KxBHY4kcEIDCaCraZg+gmO4Gtz8LUl2GIJtqRL4oU58MIMHwHNeXYDkx/LiKMk8ehzkri/5W3cSpNEfS5JYBmBlcSdddedddeddffdNfe9NU+t3lOr99bqvbUwI3xpjNB5busyJVGNkUQ1lhE6uBs6eHXjug6uPKck4NWNNEaUqd2lag/KiIzVDey6BiqJy0onGiyJlVRAEheVzgxGZEvibLokTsvs+WlEnhG/LCO2P/Fi1p+c9SfBfohf/Ev3rym6PSQQyIU8KU+iYeqtWBC840lbFgT94hVh7EAYOxhV6Katfkpgp0+un17dIhscPXzJlMkz60m8ZPCaxgkPp0jveFK8PUQJ7PRJV+k2rzB2OKVaH9LZZn17s75dkm+P5NsjfemLXcwLwIjjSgK5Q3MaZkRy4usYAQ8kss5xpAYSrmxJhJHVjdyMGM4aSAyB1Q17bNAeG7ClJAFjwhbptcOS6EUY0eeEJdGLMAIrCXQm0emIdNgRSdhCqCTa7eF2e6TdFm3/JCPepTMCloQp2IoscKRWOizpkvjc2Y2nn2NE9upGc5YkcjIiTRLpOy4/yQgXwgj3nXX33XUPhhE+wAh0IIEyIkMSGQOJauxAQpchCecNhBHXdM5ynRNmhC5jdQMwwlmqcZVqEEaosxihysGIYpgR6ZJYSWMEkMTFFYQRyhQjkE0SsCTyjMgz4pdkBNjl8MeGHUVQ8/0ccWU6EU+K1ktmvudJ0d7xZe18KWnDSjY4uoSKWU+CGtjpEsjY3pgodoDXm0b01mmrv1ekpFnceJ2xT64Hv20nX8YNJIWxwwnV+si6Y9a/9zWRfLsk7w7Ru0P0bB+joxgxjpgA+2I81wtsY77EmDcx5kWOe3gwt1C4YyNAEi60yJArMuSMDCGMGITgshkB50gM55SEPTaAObWRwYg+KNbnjIPSJIGsbsCYwN6WbcfOJECRDlukwxZNScIWbbNG03ZLYDdJmMNHMgJ5EsdrS6glSxIvMPdJIDMJ3zOT76kRzfvU6H1q9D81Bp6YQk9MoaNmElhGwJLY8j3Y8jWlhzICnUnUHyUJzA6J3IxY89aupTMCI4kanTcHI3TuahDKCJ27Uueu1LnTGKFz3dC5MhiRSxJQySpUsgoY4S5Tu8sAI9TeUrU3QxIwI0BHM+LSiqtQ5SpccaUNJFaOWNpA78lW2M8qYEzkGZFnxJ+bEXP+3L3lS//H737/3//hf/vNb37zm9/85mLDw4xfkMEIWr6vS8yTYptiCtt4UrRRvXXG6h/VW0f1VoI9BP6WXpluWKqeUK33LatIzuj4hn1mdUscOxCEd3sEMlpghxrYmdhyDknVw1JN+5KS6E7O+fe+plnfLsm7+/MzwptDCV/SGNhagWHEqBsOSGIEw4hhJ8yIIQgOkURoCIoMQ7ERKIGGSCKeLYnPMqI/ixG96asb3VC02xHJlgSmSIct2mmLopLIPZawhN+njyUyGWEJvUHuqsIyAkjiZbokkNUN3zNjRt6nRv9TU/ApYMQRkshgBJDEgy0ftqYt3/0tX2O6JOo/IQnkSeK5GOGtW/PWrvmwjMiWRBojdHDVOnh1o0rnBlXq3BUYSVTAjHBlMKIsfXWjVAuVrjpL0xlRpvaWwYxIk8RVlecKKgml+whGuC6tuC6pUpIoOFoSKUYo4M4q8ozIM+LXxIj/8bvfN04Q+lSbOX9K9sPbKmFD+PN9bUuiFSwjFjbsI6umLtFKC0PRIzHjrbtEe46/C2/1463+WWeU5t+Z2nL2i5RUg4OoNw3IdTT/DpDEtNU/bfWTPF9riDlkIPE1jACSAIyY9CQnvImUJI4VYAQsCXcMG2AELAknwggojG0QCg86wtmMGMEMJNIlAQ8kUusatkhfFiP6YUZkSQJZ3eh2RLCS6MyURKTTFu20ZkkCw4i29JlEal0jbRoRaj2aEWmSQAcSRh+2Z0bfM4P3GcKIp1mMePJJRmRIIicjMgYS2asbORlRu+6tW/PWrfmOkkQ2I27pMiThqsYwovKPYgQsCahU6yxddZauuso0wBAYRmAGElhJoAOJ3IxQfYIRztxHNrCMUNjPfgUj8lss8/2cjPi/fzh51I8AI9LmEL/0d/BfQYsmj1AgB4bgKdfBmwPKvTbeAahLtJ9TEtimtpxjeuuY3kr2JMA74N8RJbBL8e+Rfw5GzPp2Sd6d40X07hC8OwTvDnpY48/MCAwmMjwRHYbiI87kiDM5AiVzYgKWhD1zr2WmbAG3AAAgAElEQVS/Ldpng++k6nNE+6HYgDOOSiJzdQOKpiQBRbsc0S4UE/ZwZwYjbLFOW6zDFusAmLDCpa1u5NokgZ7aaEUYgUgiiNZiCb4yB19mbZJ4noWJZ0YflhHZM4k0RoA+wQiDrxGEZUT6TCIHIzZcd0DHZoTOc0vnSWOEzp3GCL27ApTNCL2zDPRpRmg8ZRqYESlJIJgoUXmurmQyomjFdXklhYnPMGIlc6/leaT0gYQ9P43IM+JXwYj//bf/8mPFrYKGh6BnVFb6ZVM7FH/eED9/8/bQgtVP8++QPQm8dRc1BCqJ4/y2gR2qH2bEjC0yqLEM6+wEZ/wr1jWOzwggCbx3e9qbnPIkJ38JRmSPJYah6IgzPupMjsKSyB5LIDMJewwZSEQHbHCIJCJ99mi/IzYAxbMkEeuFYr1QihEZqxtdjkiXPYxKotMe6bRHu2yxTrhohzVVezojYEmYQ2ipUxvmUKs59BZ9Bocl+NoSfGMJvrHAJ0JTl0lkPU88XRL+ZxhGZEgic3sEIokcjDD47hvSJNGQSxKZjNhw3d0AknAfjxEoJm5iJHETywg9XIUeXt1IMULvLNcjksjcawkzomzVVaZxl2s8ZRovyoiM1Y20aQRY1FiBQyXxR00jsJI4ly6JPCPyjPjzMiKwkzMUEClGpN8SgeyH2KX5v7pAvrSG1FtdfOkbsuL5nKuNd4iN5t+dNnmQhYxdmn+X7EmMrJrG9Fa81f+JD5ni3yP79toFK+Mrm8R1e598/Wu2RxxbEuhMAgwkprzJSW9ywpsc9yF5M/pSRoyBZ31lSMIVhSWRzojhDEY4U4wYzRpIjGBXN+wxeCBhi2IDkui3RwccsUEoniYJKN4H5WBEDxTtdiCrG/bcjIAlYY2iYRnRhjDifRYjkNUN7HwilHZ2A2HEK4QRmZLAMsIUyGDE06MZ0fxJRqRJAnv4c8v7QGN5pDI9XDHW66EMRiCScANJoIyoXfPVrbqaZOYmmble5UAM8QlGuHMzQodlBDqNcKLTiPKMaUTG3ggsIzRZjFB7c22PSGfEShYjVEdPI7KObGQw4ozcfkrm+EmKCUhCgkhi2XZi2fYDnPX7Zev3y9bvli3fLlv+A5vY8gex5fOMECOMEBn/TWhAJIEywgAzQmBMxceWZ8RfTLkZQQnuHiNqcJcW2KX/HDECu4zAXj5svQI5xxVhmPefTureMrfbeYdoo6umXoFsSrU+KF0FH+CQcn1UqqYZHEMSNcWTyPkh0wJ7VP8eEYr1CVXC2Adh7MOwTI+zBMn+vexI7u2c75P9e3O+vVnf7qx3d9a7c4xSjPDt4H07075tnG97yrc9mVlyAuTFlhjPGF140GBGjLnRYqPu2KgrNoowYsSJFhl2RoahyDCGESNQdNQZH3Mmx5zbY87kKJRWtiSwRzbSFjjsyPO9oHg/FAOA6INivY5YryPak1YEC4guO/yo8Q5bqMMW6rRFumzRbls8JYn0yUS7NdpujbRbI22WSBtmo+U7ZDIB6JC2zIEc2UCfMI4yIvdM4osZgW60RBnxRO98prY8U1ua9dADg/+BwY9hhP++0Z82kzD4Ggy+ZrW5m8zpInO65titi+KMIxv3Ntx3N913N9x3N9x3Njxgi2XtmrdW733K03YQuR1E7nsS78GyIcMQ6HIGusWyGnNY4xMHPlO3WOqg8qzNlcjVEakDn4AR5YARGl+Z2pebEVhJrLgzJYEwAiMJ19GSgHIy4pzCfkbuOC2HTsrSyyLFCTjbCYntB4nte4ntO4n12/SwqvjDsuUPy5Z/Xzb/+7L5f6FhJAEw8Y3I+HuRAe1fRYZ/FRr/dcn0u+wEpt8JjBmlUyPPiF9XuRlBDe3l7AWN/dvfffPf/+EfwUmNwsZH2J/Sgnv04B49uMcIftX35TwouJ8PjWQLDovVkvhHYfDDy2n9G0akg/cBNLa6PyTVshxBSewDSW+e2nAwAnuDy2q+Ny6JfSBv2Cb0NrzJO7ZqntDbGIE9qic5Y/YSbAGyJ0n17+Ft4U6+gmEPLTqjXXwFAYpnQ2F80/2eK+/iK/qVmzkZMef9mRjh35nx70z7d3D+nam0sLCAZxWAEak8aYaAc8fHMYwYc8GMGHXCoYwYgWBGoI1A0TFnYty5DRqDktgyJIFd2hjM3irhiIH6HClAwIZALrtEwwICNUSHLdRpCwNGoJJAS1/jiLRbUpJITSay7pN4i9khAZ4wnsGIHJL4YxiBlcQTvbOHIRog8/opvF4q/+G6OyUJg7/J4G8y5pBEJ5XXTeagkngsXcNK4t6m+96m+xp/5RpzuVqkva2x3Vvz1Oq9TTJTB5HTQeB2ELjtBO7buSXk3ggvchl2xi2WqRuoUENUoJdhY6+wRB6oAV+GnXljRNqjubCMKNf4yjU+VBIZjEAlgTAiUxIoI1BJFHxOElmMcJxVQGcUztPyVKdA6aT4Ec4OOiG1/yC1fy+1oX0ntX0rsf4Hpj9ILH+QWP5dYvn3Zcu/Z0tCbPqfYtO/iY3fiI2/xyYy/V5k/r0w1b+Clkw5eIHFRJ4Rv7JyM4IW2svZP/32Xx5Mkaatvpw/pYf26KE9RnCPEdybDyIaOEbB/YV86dF9Oz1C1aRyfVq91cXT9YgOgSF6RPE+ibZxYGKIL5vVW6ZVm7gNaD6w17O0QjM4Oa7ohGJtTGvp4ctn9RbCqnFyzd4v0Q6KVOB9amBvbH3/McH5aHLr0eTW6wXfrHuP7MusT7ZO3nIKox/GVzanjL7sXzDn3Z317M56do4TukPCt0vw7+IDuzOB3enALs6/i/PvoE35d6bQKYU3CZrwJCc8CWzj7gSgQ0Zj7viYC2GEM4ptxBkdgRBGOMJoo1B0zJmYcG5PAElASTQsI0YwmyQGsyTRj5lJ9DuifY5oL1Lac7wyHy8egg1hDaJ12sLdtmiPLX6kJJAFjg4LLIn3n5aEJW2vZU5GZK5uGH0vjL5Xa1AfW9rLlvWw5S/1zi9hRDtHOUDhDZB5AxReP4X3lq96iGWE0d9k9NcoNqs4shqhuk5nB4zooXC7KVxUEs+FGnSTRO2mu3bTXSXfvMuVvV53PFVuXpsXg+unnvJWO4icDgKng8BpJ3DaCZzsZ2rckBhK6MtlDMnVeWmlygEMUb+kf0oVvZlhNjMkFSp75uM9sQ8Kh9cvUtdgI4/3tKEPCi/ROHMwQuPL3hsBMwKRBJYRRSuuy6o0RlzKYkTOvZZHMeKMwoV2WuE6LXfBnpDBnvhJBv0kc6D9KHOckDl+kNnRvkMkkRpOSKx/kFgzJYFZ5vifYtO/iU3fiE3fiI1Ipm/E5m9EFmy/F1l+L7TAnliCPZFShcD0uz/BQCLPiF+AEZ8ARJoh8oz4E0hi1h6atYdo3u2F4D74rAbkax08+TPi/P2BiabByecExpjW0sGTt9C4L0gLXVzZuNYyY3DjV42S2AdReL+HJ+sXKEThfUn8w4hkddoUec/7+I778R0Prkd6SPHvZ9TFV7A9CWHsI15nGdHZM35KRqcRX8EIEsIIQgAjCQwmcjICHkukY2I8FyZQRiADidioM5bBCGQgERl2RDIYgcHE9nhqIJEYhRIjjsSII552BDT9Tqq0KyUccL3Ig8VT0wj08eIYRnRaQ53WUIc1hGUEKok0T1gzGYHMJNImE9gFjjRJYJ4tjjxxA3mUlwlmBJDEy0334LxwlMIdpfJGqfx+puyZKZy90bJJY7+vsaGM6GTJsIxoZ0kzGFG/Bt1iitu2nO/W7TcZ/PoNd6PB944lwTLi4YoR3W5Zu+mp3XRfF2oey/TtjvBbo/c6mQsY0aiwdBA5YFGjncB5RVvOZsRlIrdZsvFMba1kLN+Qmau1rhqZqYXAfoNnvZlhvZlhPqaKKnIyAhlFZD8rHJHElzEiexrxlYzIOvmZZ0SeEb8iRtT0DF9qbL7U2PxPv/2X/+fEKfD6UmPzSzon9xziawyRZ8SXBT6rDp4c2xsGP+OdGYP7PVvydm5hTmcmr1nbWcuDIhVgxJBINaCItfE+vuelGPGO9xFLhLH1/Xe8j41jm89w+ndUQ7dwlQjFczFi72dhBNGfNpBAJPEpRiCSSGRJ4khGZIwlsIzAjiWyGYEdS4xByTEoMeoAxbMkkbG6gV3gQB+9gXnuBmYs0WULd9lCXVY4RBJpjEjHRKzLmskIUHuq8KckgX2IF+ahGy3mQIspjREvTf5WjWWUykMZMUpder3qyJDEAx10jylpXlI1cuX1K+ZmQ6BVrMcy4rVYl8GIWo21kScHJ2Dr2JK7Gkujwde47nq/IG6bob+doT9c1mdcI1G76alSWEon5PXzpiq8+jLReHvFCy7DfiTaaCPxOgicN1TxXbUzxzSCKgQ7T5tEuhKOplrrauKoW/GsVjwLSOL1DDPHNCJjUSPzoVz2EnRR4089jVD9Moz4Xmb/Tmr7Ns+IfH80I7qHUTpge0nj/JxrGal++S/pX3/zgf35wF6XQIlFQwuNm8GIl2R2G1vyZJr6ZGru8dTc5Jq9dV7QNDjZNDj5isLuXQ608T5mSAL1ARHaR998SY+9pMc6RTvZs4rUQOK4jIAlkYsR04HU0saUD5GEN0sSOVY3stY10hkxhlndyGDEyNGMmMCsbow5EqBRezxTEsjZjZQkbNHs525kSgJlhPWLGAFLwnokI1KYMIfbMiSBHN9oX3N2rNrb9FDGhdmvzcHXphyMeK2zYRghGKUuteidGYyo4Sg61qEhZ7xNb7vLXwFbLN/z1b1EZtc04yVH+dDgz17UKBmX3V8w11PXi6d0d1YCjQbfLflGKWPpKplzlcy5SuHWrjkzGHF1PlAw4zw7vHlhwlY0G7lKD9bqPTVKSxlDUkziFRG5pQvy21mMqFa7L02rqwir92jGotHlcrGlWutqEK6lGIFnvSDxKjIeEb4KXZVsXuKoLnFXrsgNKCPucpRNVEETVVDDU5Ws2q+ufhkj8tOIPCP+WsrNCDpmnSKjIY3hJY3zksaZtvhSaxlZo4iFr2p/Mbi/GDzId0T7i8H9hcD+QmBvUm/v5MnRBmRr2L98w+C30LjYdzqQ/+3gyTt4itd0eQs92sb9+J4H17W8P6JzjOgc05bQiO4QfR/0aMbbI9H3yTZm3TtU/z6I4tsne/fI3t05z7ECCyLgEV/+tHUNGBP+nWlk3yXOtwPOcUz5tqe821Pe5BRyQHTSm5z0JCc9CVCaKtzxCdQTrvi4KzYOJOGMgmBPQNFRKDKKSGIUio1DWYyAtiewmyRQSTgSI8ipjezVDewCR78jhn0cKFjdgJ8tnr5DIkMSXdZIty3aa4v3ZjEClUQXOAJqiXZaopmSSN90Cc8kDH4cfQlHE+BoglGm9L0eymbEs3XnfYn+/rL+gWLrlcn/0uTvFqhGqTzAiO4l7XNT+Jk5/BRkCj01he7yV1uVjh5j4olg7TZP12wM3tc6Khck1yi8axReOYVXp7akJGHwNxn9N4Whq7PhghFD4ZiplBIrpUVqlLYSCreEwr1K4QJJVIlWsddI3FJ5isjhInK4aC5SNBcpmo0UkyI3Je4rs9xiIreYyC0icouI3GvcVZgRyAM1LlMCBYTw2RHryb6Ns2OOgtkguAm7eVEOGNFCYN+SmTK2WJbKjBcJzHqRtk68enGWDRhRw1M9wy88wy88m1l4NjN/h6MsWUW3WP55GZHfG5FnxK+KEQwgg6xmLL7/9rd/B45p/PZ336R+FMycRgAQLB6zfWZwnxk8yHdUi4H9xcD+YmCP7tkeX7X0S7SDsjWiyUf3bLcy+K0M/numuIsnb+dIu3hybO+Z4s6UJBTtPEU7z9HG/djG/djG+9jO33/PVbXxFKAX1LW3rAMwrmjjfXxFTzQNGRnWAGXLNajcovn3QVTfPsW7R/Hsko+Xd3cuFyNQScwgjIDz7eB823AII1IhjMjMDWNiwh2fcMWAJMYRRqSCIqNIY1BsHEpMOrdTQTAjsiWRwYjh9HuyU5JwxAYcmZLos0d6baBwT8Z2S8xYotsa6bHCjOjNYgRWEl2W3JLI2HT5zhLuXTFN05dQSQzxVrCbJF6bAq9NgeYVwxuZrk25cZ+5/FRnf2XyP12DXswLH08z7s9xm5Tm5+bwM3OaJKoWPFf6VFe6JcXDa9cp8UZN8AZNcJ3Cu44wopItA4x4iDCilBLL6BoLZgQqiXLm8h2NpUKgKmOKy5jiymVrMTlcRI4UkVOMqOBbiokcLCOu0pbv6ry3VuxVUtPNFXul1FtICBcQwgX4cAE+dBEfukgIXZd6SriayzRx8Sj56iT9hmQLPqyBOe1ZItm8xVG8NAdfmgNFsyzAiEaG6Dl+4TkiiftUQcmqo0QDlRx1UiM/jcgz4q+uIxgR3MvZP/32X66/fAde/78nTp2qvJ3xC7CjiMXA3qL/ODED+8zAPit4kO+omIH9xcA+zRnvE6mBD3oESsKWe2LV0seTDXAlLaT5MbWR4dnuE6lfzS4+w9NbyOwunnxEudmVmkwoOniKaaNvFtrHWw7wloMxnauNq0BroSuekbwwMrgfn5GC7TSnOPpxKXTQy1fSfPtoVO8exbNH8eweoxQj/LtE/y7Rv0sIpCSBD+zO+Hdn/Dto0/6dad82COfdxnmT2KY8iZxNehKT7jhowhUDjTuj2AAj0Mah2ASUmIS2M5pwJLGSGIOSORmR4+yGA2YEjAns6gZghDXcg5FENiN6rbE+a7wvYyCBMCKFiS9jxHtLeIy7Mk1fQiUxwlVkM6KJtTzuCE+6Yu0qQ9Oy/qnOfpMmqKbyqqn8Kqqgmi56uhXASqJRGamgJm5QEzco8RuU+HVKvGI+ep3Cv07hA0YASdxfc96RblSyZRVs2R3FVjYjbi4Hy+aFWEkUk5hXyZwrZM6VOXYxmX2FIi0mh4vTGXFH7clgRPHcUhGJd5nAuUzgXCJxSznGQkIYkUSogBC6SAgVUtQXCawLBNYFPOs8nnVxll+pdWU8TaNsxV44xbnHMdzjGAoIAsCIB7SlFCPwC/ULy8i9EXlG5BnxX6XcjJgP7efsN7/5Dd7iA68fTpL++XffpH4a3Ie3RsL/oby/GNhnHrtf+nv6VxvfElhac/ANHpYzPqY2dvMU2AaEKo4jJI99nNNbZjYgZmB/UmtpIdA6KMxXuLlxjYnh2e7iyV/TuK0Mfhtb0respfsP6L4Duv+A7j8Y0zna4REFXOeSu533EdRCD/UKNNQtF1FnHZCtg7+F7j+AGeE9PiPI3t053+6sb4/k3yP694iBPUJgjxDcwwf2UmMJBBNYRkzDM4k0TEx5k1Oe3J7IIQlXbNwZS5OEMzoGRWFGOME0YgcOlQS0PQEhmyQcaQMJpCNWN7CSsOeShC2SKQkEE93WSK8t1mdLgHptCXgsYY33WOPdVmR1wxIFdaZjAqxrvFl3tWghdJ/EsFALGAHql26kXW1pCr42BesXZG9F1na59xFD1yBw3V/W36TyACOqaYIqmrBRbnhuDj/e8D5YdTzUO+sk0QpqApYENXGdEr9Oid8WqLGMKCEyr9EE5RQeHE1QSgmVUmNwlFgpJXZbEbi5rEMZUULlXaXyYEaQOcVkTjGZfXUeghlBjhbPRm7w/LVr3vJFeTGJW0ziAUlcnGRcJnJhRhA4hYSlFCMI4QJC+CIhVEhZhhlBYJ3Hs87jWWVSA5YRpVL3OWLgxJDxRJfih075TxOOqytQqQ6qkm4ARgBJVErWc10/5SlROIrFZiwjKpYtd1mrd1mr5TL7XxAj8lss830tI/7+H/6xhcYBry83Nv/h0hUsI8DWv68FRH4UcXQ8e1jBVyj4CjlfIecpJjjSDEa0zwt4rqg89pG4agSMmFAbF8weeewjxxEaka8zA/v9Yk0bjdNBY7cxxTT3DgPRAN1/gLeEMhgxCyXQWQXZvT+16RnTOcZ0DrJ7J50R+8dmBMWLDiT2Zv17JP8eKbBHDOwRgtmSyMEIRBLJLEkcMZbILYkcY4lxZ2zCmZxy7mBLl0RywpEcdyTHMTskPn92w5HjYolPSAIdS3TbIr22WL8t0Y9Ios+W6LPFe63xXmu8xxrv3QrgmVISQ4TjqQZVlmxJvN30NjKErwWqliXNk+W1Nku4zRAYFK/N0JemaYIRvuqdwZ92cMMUfGMK3l0IlY9slPdrbkzablNjtVwTzAgav5omqKYJ7/LUt5jyStoS6DbHVUFLZkiiUWPDMuLGvOgaZjJRRuVdX9wqo8ZApdTY9cXIfaO/bg26uayr4K/clKw1GHw3eEp4uyWZc3YQd7ZnrIIjq1iGbogCN0SBGrUPXIZdo7SW0JaLidwS2nK1xFhE4l0mci8TuAgj2GVcXyEhfGHKc3bEeqpv4yJhvWheenaCdmaMcmaMAiRxha8t5moKaOJLi7JranvBvO8sIXSWEDpDCJ4mBE8TghcWvcVyw/lFycVZzmXCYglDdE1pLNU6SlYh7DTiEkt9dZZXs6QvnRVc4q4BRlSJTM+nOc9x7Gc49lMcu1KweUXlubLyF8OI/DQi3/EZ0SVU/tNv/89//t03IILVD95fCO0vhMC+yH1m8GsNkR9FHNXyyhZghIKvkPMUVDIHa4hewcr0mmNAoBwUKIel+nnvDjOwP7ayRVo18V0xit46oTbNe3eGBEpJ+EAe+zgm0c7ZovP+A4b/AMXEOGYggdv00jHIOCqa/wDdHvE1jJjzIY8dD+wRgzAjCMG97NWNaV+WJNIZ8YnVjdySSGfEOMKIySxGpEnCgTDCnkAlAWPic2c3sPsuP7u60W0Ld1lDPRhGoPXZEn0II0ZXzLMMEYkhItGFJLqwX+fMWN14Jtvq1ZgJnu0xo/fRvAjMJJ7INu/Rl0CPpRvoFVWt5lCrKfhyPVBDjd+mxtDuzEdvgUUNGr+atlRNE14nsqpoQpQRlTRVJS0JJAEYUSOIPNzw3pNu3Bao7yyvPdjw1ioMKCOKJsgXeieuU7j3Vpy3JeFby6G7qmCTKXDf6K/iKesFygae/CZP0WDw3V21AkMUTJGLBibuUlnPFGs3mOLaLV/tlq9201e34atZsV6b4zZwV+4wRBV8Xe2av2xRUUTkXiZyzwwST73tO9c+XEpdKudZTg8KTg9yzo2zCwjs08OkC91jpSOE8x3Dp8coZ6cY5/Gs8wTWOQLrHIFVQBcX0APnYEbAkjhH952Z454iLJ4kLJ7EL5zEL1wSaku1jhIthJ1GXKZLm+SGl6ZonXC9kK0FjGhgKLGMqKUr8tOIPCP+csvNiIXQwVERrP4WOreFzs3+0WII3gD4s3xlskOH+TKSKNaVAqWSrwSSEIg0/SJND18BIho82R8j1REdX9kaU2yMr2zNe3fIttCISC0JHyjiH0dE6jl7dN5/wPDBkiBYDvqlH/qlH9q50UHFNgMRxqej+w5o3n2qd4/qOU4U7x7Zu0f27QFGzAX2ZwP7pMB+ShKBPQKYSfh38UASPjREEl5sSZw3ifNklpKEOzEFJOGKTwJJOOFSkoCiE874lDOJc+3gXLs45y7OuYNDMZEtCUdqdQMdS4w40u64hDddgtKvqPrETALGhDXca4v22eID9uSAPdlvS6ZJwhbvtcYJLNksQwRLgiEalW1lrG48k221LWvHTYlBne/BorZ1I9yig+4xhPcYQsCIu/SlF1rHW0sYfYhXszxcQ42DUEk8VGzdYUpu0vg1TNkjjb2KJqyiCyvpwkq6sBy/WI5fbNJEKulxIIm7wsijzWCtbLORK29eUtVyZE1rrkem4HWaAKxuFHaN1JJZr1Sbt+cF97e8D0yBJlOgyRS4p7HWc+W9zliPM3aPKaoUaq5z5IVTlItjxPMj+LsU5luj673ZW0Hj1Rp8tQZ/3aavbsNXKdA+Emk7bbH3W/5rZEGNGrrO1RROLxYRuT+96btFYD5VGmpY8kIip5DALiSwCwjsAiL7RNtQI0f2gKeoXRCdxzEKKEvnCSzQOSLrHIF1keoAjDhLDJ0hhk4Tg+eo7lNE5inCIiKJxbO0JfBorpJVqGQVZsTFWVmdYOuBwlW9sIIy4gF5GcuIxjnxXwojfsgzIt8XMmIxdIDtXs9wUWPzUREtfvRXMkPpFDh2oUN26JCTL70lo1cpUMLxFXyzf8G7QzL4e3jOHl5sRP5hZu2Q5tj/9Gc7Kl8fEigHBcpxtWnBfwAzwndAcR908j908D6ijWoOv5ARdO8+zbtH8xwnsK+C7Nsj+/fm/PtYRhCDe8QAslUisEvww5LAYxgx49ue8aYFJDHtSYVIIoHzJHDuBM4NS2LKBUti0olKIjrhjE5A0QkoOumMTzmT065dOOcODtMUurSBkcRYxkwi+5HiWEx8diYBJGGF67NF+xFGDNiTmTMJW5zIks0yxKgkwDQiJQlr9N2mr2ZmtbJPdr1XUUMMNDATDwVbtYARiCQeSzcauMo79KU7NMEdmuD+ElRDi6OSqKHG7s5HG4WrjVx5s2zj6brnpTlSK9RW0YVVdOE1IutKz3jlKPEBf6VJYwM7LsGllrfogn57ZNAZfyHRVjGlN7nKUhKraIJ8ZZpxY4zYtuHod8frOdK6VRvKiPo1Zy1b0uuMtZu9xYNTxcRF5MgGt1qiv8uRPFdtNi4pquUbdQZfncFft+Wv2/BVCdeeybfazaEWtfVCx2gxiVdM4hVOL5bQlksmqC06Z5s18kCovYCbLyRwCgnsAiL77Ojctw9fPl0UvpZo6xbFVxdll+himBFE1qlxyqlxSjF//RwhdJaIMiJUwDGdJjKxkjg3L8Y+4fPqivMcNfDTuOuHjpUTnepv21SFbBdgxG3e+nNcihE3hMa/rEWNPCPyHYMRI0WNj7P7/06c+vt/+Mf/9rd/R7IEgCFQRhwfEMGDPCA+JQmTb1ljkirWhZsu8HFNag57+R/R+pc+zLs//yGzggfM4MFCIMWIqfXDDu7HjMCPPhvdu0/z7h+fEeDZHP59cunBwPwAACAASURBVADDiMA+MAQawb9HAPdT+Xbxvh28b2fGu5NhiBQmPFmScCewTbkTUy5EEs4YCAACNOWM41zbM67dGYQRaLgjVjewjBiDYEbklMRg9lnQI1Y30Pps0QF7fBBhRK852iLdeqMwdRtCQBJDGz48RwkkMSHSdWG2W3ZZol3WaKsuVs/Yrmds1zG26+jbtYztapy9liGsTR9IgIAkaqjCGmpqIFFDid1btD0XrAwaXJ0aYz1b/tIcaZBuXcMzKyj8ogFcI5nVuQZ1rkF1Sxr0COgTU+gOU9JrCfbbI1Xjc1en6Nep/OtU/jUqv0Fjq2Eut6gNz+X620LNA3PwgSmASqJGslZNF1TMsorw8yUUHnpk4zpHfmfVWinW3loxwIYw+Ou2/PWb/vp1X9WSrpLCL+waL8QtAEYUk3hXyMIq8dZ1ErtqlnNpglrCVMIDCSL7VD++dBj/cElVT2FfGiJUaqCy5U1giG/fD53rGL48NHN5jlfMc1ykBy7SA5f53qtyd+mq/SyVfwqRxE/T9J9mGCfxCyfxi2fI/EtL+kKe99RM6PRM+PRM5PRM9PRM9AwxXKbxXZHZC1ir1wiCm+Tlu6zV2xw98miuFCMuyR0XhYYCsTl/b0SeEb/+vogRn+7v/+Ef39B4sCFCX20IlBHhD9x8uQKeYAcP6VAMv+7o5hxgGdHL/4hfP/ySz5kVPFgMHC74D+f9h3hjoJ1jf0ZwdfD+E9u8//CzMXzwQAJggn50tFwvaN59qm+f4tunYBgxG9wnBfeJwUxMYCSxA0viaExMe7enPduZMwl3MoMRmZJAmnImUEbMpGYSu1hJpFY3IOzSBnJ2I0MSUGLYkfjE6kbGHZeDG67+LS9ypUSkH2HEoD3ZYwi94KwMqs1DasurJS06k+jcCr5aWH7BEDXz1K2r9i7k/CfouSwOGAFLgrF9Zy5aNy9GJVE7L6pjSlBG3CQyK2fmm5Y27i8F6znRenakWRZ6uLzWsbIx6Y6PWINVE3M3GeJquvA6iX19ll1F5Xfo7aOe7Rb5Rt3yWooR5vB9tbVmXnSTxLw6SQWGAN3kKps2vTWStRr5xkNz8KE5+MAcfGAONiGSAGOJUgqvlMIDkigiLlylcO/pHfUGb53Bm8aIDX/9uq9+3V+37r8yJ0ANUUziFZF45SxVwfTi+QnahemFi3jmxZnFQiLnzPDs9++GSkYIL9egZuna+dG5wjn+BSL7Aolznsg++X7gLkvyfN15myMvkxkq9O4betcNveu63nVN7yrR2M4vLJ+jC8/RhQATYHXjJJ55isC+yHSfmgljGXFqJnqJu3ZqmnMShGMX8tazD3xekjvOzonKGZJi2vJFsflXxYj8Fst8fxJGdC+tkCyBn80QCCN+8W/rX22c8AdO6HDW6J2SaReNrtaZtVdERwYjqPbwmExPNnnn3cmjGXHIDBwu+g/nbLEenmJSauugWJ4TU5LoEX74IkYASXwSEJ+2Bc23T8UwYi4IMwKRRMZMYjeXJI6YSRw9lsAyAsYEIglQBiOyxxJYSaQf3EgeOZOAEketbqQ9d8McnBFqyAwhmSEksiT9W94+W6TfFkMZ0aowdYq0VN8+1bf/bmm1Xe/utyV6TJFHLHkTQ3yfIW5kiO/PL7dt+rutsVdK0wvZ1nPZVrPA34AwApXEm3V3LUN4i7BYuyB+pYPuMYS35zhAEuX9U9VDuEYyu1m+CXZctpqCL/SOJzx5l8bQPL9UPkW7SRdW04VVDGEVQ9ioNNZzlVVTlMrx2Qa2/L7CiJXEE1Po4Zr7OlVwnSoAhiibZV+j8hv1DgAItAfmYBNGEvVrzjL6UjF+AUjifP9k9exiPVdWxVMcxYjq5a1LuMVzg0R0IHEJzwKYuEziXiJxC0ncq4vyct5qGX7xgXC1Bs+42Dd1tnP03CTtIpF9gci+QGSXitZKGOJmlemV0V85LypXmCv07ht69w29q0RpurQgvsZTFs2xCzmKcr3zAlMKVjdOEZin8MxTeNZFljmbEWfnxFhGnCIIMA8KhxlxbmHlFm/18VaoQWk9S1lGGVGkcNylSh/hWPen2WWC9fzeiDwjfiX9DIz4OecQwQN28ICTZ8RnJRE6nFQZOPaAMv5xWhJ6gTNgGTGpiUxKtXwoTN90DIlUn2FE4BC/5cOvmiWx/5zTf3w0ogaG6BJ8nLN/3hCpgYT3uJLw7dPBHVb+fUoWI0hZA4nckjiCEdmrG9OY1Y0MRmRIYsqVmP4kIzJWNyaOWN3InEkcsbqBfe7GtFhHmReS54VAEjNCTZ8t0m+PDdgTgBG9xvArlnJAFmjnueun157xdzo3E60r1geM5SbGMiqJlhXzI56qgSFqoAsb6MLGeWUdJQ4kUUPwlfVrb+E1TRzF/Xlxp2KzS7l5cwT/gMarn5qrHJ+twi/cnZh9I1RNQtFGxhJ6dqPVHHyhhx5K12vZslt04U26sJohrGYIqxjCBtlW87r7Pkc+6tkegmKNLEnzhvdpuiRu8VZQRhSNz90kLT4Squ9y5TeYyzV8ZYPKdH/Liw4k6vSO60xJKZVXjF842zN+eZpehJ+vnmP2OKPdzuhd9nKN1pq9qHFbZrxJEz3kq8oHps/24wEjKgT6YhLvwiT9/CT9wvTCJRL3CkNSztc2yzbeWyOtpkAxjl5AZBcQ2SgjLjHEJeK1q3OcUjL3KltRqXcDRpTIDQUsWQ1H+tzka1rZvLy4XK53ogOJHycoJ8bI3/bOXGTpTqcz4jwteGqGi2XETzh2NiNOUxRVi9oHq+EGpfU8VXIZMUTTDOcRjvUIx3qIY92fZucPfOYZ8SspNyOY4cM/KlbokIU5UAAv5AePW+iQG/rADX/g5csVN/yBGzqc1lnntKYld4ygtL2Ysfby/xMp0be0MiaQLxpdkuDu8JIy5ycMlkVYgcPFwOH0hntUquO44gyzr21RN6n/MKn/QLJ+qSEy1jW+ghEHlMABOXgwFzyYCx7MopgIoO2RAntE/x582aV/l+DbJfh2CL4dvDe7bTyQhActOQMk4U5OuxPT7gTOhRbHueJTzviUM4aGcyamXdsz7t0Z996May/n6kbmJgnMEzfGMI1CyZGjZxLpA4nYgD1K4Kso80IKwgg8X5VihGN70LE9aN9+ynXVDK/fGlq/h/c9nN9/uLD7UmzGMuI+Q/yIo2xkiBoZogakpyJbsyBxhxS80iG5MSquZwhvE5j3CQy8d3vKFn6Emxs2uMdM3roZWsUk5SGVOwlFJ6HoI64CywhwOdWLDc8tuvAmQ3STIapmCIvHSFVkboNwtYklAYyoXxDXKwwPtBBgRJ18q4opLSUsXuiduIqj36AvXZui9DkiA+74g0VRE0fSYXQ/k2pvi7UPkIFEGV1QSuWhXWdL69age+zlHmes3eKvWli6u+aoM/rqjP46Y6AeMGLDX7Wkey43dNlirevuouHZCoH+lsJ6R+M88W7wXGvv5Z7xn94NXJheKOOqKySGOr76udb2WL5ZPMstILILSJyLRA6QxOVFaaXeXbnmqdR7KvXua2prMYVXzZFXsyRnR0j1Et1LW6hJuXl2ml7IU13kKE7OMH6coPzQ2lM0Qiidol0icopE3jOEEGDEOUqoROk9R5HAjMBxTuLYp2dFFzn680zNRe4aWNQ4Q/d/O+L8Q6v4h3fC798tnaSuAkaUiQzAEIARD6dYV8Sm/N6IPCN+Df1MjAhnGSJ0yAkeco9X6JAb+sAL/fJf2L/SQh+4oQ/c4OHslmtKbZhUGWj23VnjIX79cHwl0sdXti+Kno7hu6isIc7yuGIj4+NF/wWhjKB79kbV5mHF5pB8c84e/3I9/NzTiANq4IASRCWxPxvcnw1g2yOB+6nAtdk+tB2CN7ttvHcb78GWnPEkZ9xoiWkXWhznBMVwGEbMuHbw7j28e2/GvZdzLJHBiAxJoJ7AMuJLJDGl2KLMCykMmBGTii2UEUOO7SHH9qBj+9Hi3sP5fWwvxZEHCxLACCCJ52J9I0MMJFE9Ti7vGGogLLySGx7yVPUMIaiGxK7qm+hbNfdpzfWTs4Bfr0Sa15veJ7KN+/PCpkXxqzVnBiNebrgfKbYqiMxrM/M3GaKymfmbOEqPwdO2aqnCUR8vqe8SF8pwdHAKtFaycVekv0FbukEVXKcJrtMEFQviZnPoDkvSYw0OuBM105RXyo1+T+Kt3nqNzK7iKSs48psibSmNX0rjpyRB4d03+m9L9FV0fvXC0h2trd7oqzf6643+emOg3hCo3/Q3bPhvy0z3BZrXWsdzheE6Q1q3HqhZsV+b49/on6zoGr42Qjj3sv1M13gpY7laaa2Um68Q2ecGCQVE9sk+3JmR2QIS5+wU/fv3g8XT9KJZdol4DUiiTG6oWhCDh5Ndxs9fovCKZpknO4a+G5gGRzZ+wtHOUgXFOGqDdP3Zlr+IxC1f9WAvw74isZ6nyb8fJINpxInx+R8nF3/EsUFn6YqLAs+JqdAPmH4kBXJOI34pRuSnEfn+JIxgAUaE0wzBBR2TER94+T4XN/gh+6MbX9nq4yv7+MpO1nIrhfNihjats9Hs4SylHXJCh+zQISt4uBg4XPTDGy2PHcN3QPcdc28EyggawghYEmCBA9Osfw9E8u1iI/p2id6djAiebWx4zzbencQ2407OuBIzgBHO+DRgBBRDmz4+I7Y/zYjPr26Yg9NiHYklxROZY4vL7WvOHnOw3x4bdKQYkWGIh/P7bxTJjg3fgwVJE0PctLD8Tuto07vA6kYjQ3S9e/QFg4+zBt8KlDVEJsqIeoaweprexJI2C1TPFJsPWMsPF0Uv1Ob31gh4Cujb9AupWs3B+0uaGhr/Nn2pmsK/PjNfL9Ld4SjfqYyj3u1Be6R2QXRzYfk6iY1eJlFJF1YzZYARN2iwJBpX7Y1qS82C8M78UhVb9kSifa3aujE1d5W4UE7jl9H4ZTR++YIIy4gymuC+0Q9qNPobjH6EEQHAiIbNQMOGv2EjUKO0VjEVNxbl93TeuvVAhUD/SKR/LdUP6K3lPWN3x0mPxbpbc5xSjrpCYigkcQtJHNDJPlwhRXB2inGTIWy1hZ9qbUVz3OtqW+Wap0xurGAs1fIU1VTuT91jl/iaK5L10yTWaRILPvlJZF5YlF6l8Bqk67VLqxdJPCwjrkisl0iCOuF6NVNxibdeqvaeX1j5CTEE6AwdymDED1OhyyrXRanlvHCrjC5rGqGCvRHXuPojt1gq89OIPCN+fYyo7R0pvv84u1YGLzWNCB+yw4eccJYkQmnfXl/4Tur7Mv2/wr/0nV9/x/tzpU8j0j7D4CE3eDiqWO8TKOH4ysdjhGGBfEqmnVQZMj5kLCMWMM0f3QLmxQL2BXx7xP7XRPPt0/z71MA+JXhACe6Tg/vk4P4cCD6+sTcb2EtJwr8L59sl+hA9+HbQ12AgAYdKwpOEcydn3AmEEfFpVzwlCWccB8URRmzj3bugGVCKETs4V+pCKvQpoBNOzDTCmRxzJsecyVFncsSZHHFmSQKKD0PxISjeveV9wV9pEWpalvU9Bh/YIfGUr2qaFzbNC5sYwhdiXb891meJdK57O9e9neuex+zdhwtYRuy90yT6bYlXks0XgtW3SmP7hrfXFn+jtoFpxI2u4W7F+qx3p0u58USsq2eIgCFuE5n3aIJ2W7TNFm2zRUDvrZH31jDCiFCXxjLCVYxwFEO8lRdqSw2NDxhxmy68xRDVi3RP1t0PBSttq5bn4tUmleUOTwVukqiiCytpSxW0pdscZQVNUEET3KDBkri/an9sDj42B5vNwWZLqE5jqeYprxIXy+n8cjofSKKcLiijpRY1KrjKKoHqBlt6g6uo33TfUmxWLetqNJYGo7/BGGgwBBo2/YAR9RuB+o1g/Xqwfj1Qtx6oFG48kxtaVm1PmOIzD5/XERea+ao6uuB010QRTYxlRCGJU8ZfLVvS3xeuPhGqn/PlZeOkKxRe1Zqncs1zBsf4sWv0RNfoDwMzZ0isk9P00yTWaSLrNJEJJFHIUxWJ1wq56kKOpki0gWGE99LCyn2Z8aUx8kgDXaJJS1WeM2TxTzg2RhKs0xTLialQmiSmAwVSyw/T7O9xrO9wrO9wrJPzykKVsxA1hMpZoHJeXIEurkAXFI4LSuiC0nFB6TivsJ9PGQJmxFmEEWeBJOSuM3LXabnzNIYRJz/HiO9zMeI/JNY/SCx/yDPiv2RHMeIgnRHDxfeb0w3RXHy/GTACmUYcsMMHWEZwQgfc0EH6t9cf8Q7mi/OQFz5M/yr93DuhD7zQ4a+3MDasGL7oHW44XWCYz3BaZ+0TKPsEij6BopO13EVjryT+E+yQSH3OGEYwg4eLwcOFr2s+cMDw79N9e18TzbdH8+9RA/uU4D4luE8O7ZNDiCRSjNidDeymS2KH5EfoAAzh2yb6tlMzCe82wZskeJPIWAIwIoH3JNIZEZt2xYAk0LFEBiNSmIC3R+zgXNtTrm0sIyacSRBiiMSYMzHqTIw6k6PO5KgzMeJMjEDxESiOSAIwIta6stUr1c5YfF1i9RvlVr8j8m7V/GBeCAKSeKPYesyWPVqQgF6KoEeLKUm8FG/32+NdhsArvnpiwzWx4Wqm8hrnRY0M0b1ZduO86CFH/oIjfc2T3yMuPJdvPeAowBziRt94i0D5Qqh5obbAhrCF31vD7xBGtK9BODofR+eDh4l3cRQ1NEENjV9DX7pNF95mCO/xVK+skSfrrkbZ1qNV+0tr9MGKpZourKIvVdGWqmhLlbSl+2orYASQRBVT+sQcAox4bA4+NoeaLaGmDfc1Ov8aYASdX07jV3Dk9Xr7bdn6rWVdJVeJ2SfBreDJb3MkL1RbTySrlTxlg9HfsOVHGdGwEWzYCKZJYklfQeHfIPPPDeBLB2fukpilQ/gzI7NnxygZjChf0lep7cX4xTtT5EcscfOKoXiGUS43Vq55CmjCcyT2ORLrLIl1lsT6cWz2NDHFiNNE5hWFsVznKte5yrWucq0by4iCRdXNBdkjDVQvWj8zPl/A0pwi8k/iWD/h2N/2kb5t6fvuzcBFgeHH6QCGEcEzTM8puuz7Kdb3ONb3ONZ3OOZ3OOZFuQ3DCKhABV1cgb7Hc84SOOdm+T/SJBeUdsCIArGxiL9eIDZiJXFW4TyrcJ2Vu87KXWfkrjMy52nZpxjxo8xxQmY/8VlGLFv+sJxnxH/FPsEIVBIHmHK8wwofssIHCCNQSRyA4G+v0CH3i99JMQL91kS/Tb/knZQhDn6lhQ944QNu+ICb+iNg/xSffwdrCOQzPOSGDpm+3WGprleg6BUoXs8xx4RKwIhJxRon9SFjGBE6XAweLHxd88EDRmCf7t+j+3aPHc23S/PvUQN7lOAeJbRHCe2RQ3uwJOBFDYQRqZkEzAhSihHbRF+S6NtOzSdQRni3MZJI4D0JPMKIGZQRrmxGJPHuHUwoI4AhklOu7SkXyojkhDMx4UyOO5PjEJhDJEadccCIMXsUrzLhVcYxcyCdEbEhKPpKqMYZ3VTfzuQm9FK82u8Iv1FuPlhIY0QjmftwQfxoYRnURFvqXA+3KrdbFdtvV5K95li/Pda+5nov1FC8e2TfbtMMFQACTCNerZherRhriIu1VD7YbvlSbXkkWBkze/De7T6t5fGSus0WabOF39tC720oI0L9sjUcnYej83F0AY4mmKIJapnSGhq/hi4AA4kGobbFEnllCb+yRF5Zoq8s0eeGwE2GsJomAIy4t7T6zBxuUlsqyLqyGU0Fw3RXGHy0HnxiDj4xB56Yg4/NISCJm3zlNTrvGsKI2xL9A7P/gcn3wOQvo/LKEEOUUjkFY8QXqs0eZ7Td7Kum8xsNvsYsRiCSCNStB+rWA7Vr/to1fzGJV4BbODtIODc6d4nEvYhnFtHEhUTYEJfmeFUr1kqF+dry5vVZdpNQc4fMOfl+8DyJfZ7EPjU+d57EPkdiAUmcm+UUi/Wniayfpqj/q23wP3rGTxOZ5+miYvH6VYnhMk97macDT/i8pvGUKZ2FdPlFPPeHjskfBudO4lg/TS5820s4MUr7sXXwGolTL928SOQWil2nZv2nZv0nZ/1nGJ6iFejknPCHKdYPUygjFs8JN+GBhAowwnGaqz2HZzXonHUa21n84gWl7bzCXig21E8tNk7ON07O35thFywbzymgcwronMJ5TuE6J4clcVbmRCQBnZRBJ6XQSWk6I6SOH6VYRti/k9q+y2DEsvU/MhixnGIERhJ5RvwVlpsRrPD/z959PLdx7ou69vjcqj07e7T34EzPXnd273JUoKxEiaJyDhYVqCwxihQVKGYx5wiABEhkoBs5ZzAgZxA5JwaAlOzzD5xBA80GSMmy5WVr7aWqt1zQZ0DlxgSPf1+HNBDJIEp/eAWMZMBIGoykGdEMM7qRK8OMZnK/7hvMyG9YYUU3WJFNVnSTFd1A9FEr7MgmO7LBjmywIxl29PMrkmFF4eBD2Nx2UB9e2dhSxdZ3uIk1uEcV2iHpYg9XRnHFp1SmYZ58WKgiu2Pwe1jQtR7RTUZkA4hsFFy+S/24F1TEC2o4TQmlycH1XGuFBdZIea0iIwZWif5Von+VEFgjBNdgRmQlEVqfC6Zng+uzwTU4yBC4wCousIINrGD9q1j/Kta/gvWvzPhT0AtoZcaXQrQy40tNe5NQGA9UAu2Oo90xtDuOdsfRWUnEUa44yp1Au1MYzwrGs4rxrqK9q2jPKtqzivKsoTyrU56VSQ/EiJVJ9+qEe2XCnRp3J7ckkR1FJEZciSntMgkUU+hCCl1AYIpH7JFhV2LYlRxyJYZc8UFX7KV4sZmtaqI4HgzJ72GWaxmJFyJTFZUHBW1tPJwFq6n8aqqgmip4hAVudI/WzjFe8Rf7Hck+R6LPEe91xDqNgToqv1dueCNQ3xqefkLhPSHznpB5j8m8apayAhA9InPhUyKeAKJajqJbZcD4Uj0LlgaFKWeIcIst3GILt1jDzdZQt1w3SWJNkliTJPYkkT1O4tSrLHeIrFuzrDIM7w5ZXacONujCryzhV5bIM13kPjNxnxG/Qw2WzdrusXS1S8sN5nCDOVQhC5cR4mWE+HVC4johcYMSq9UH6syBOnPwqTn41ByqtQQfz9uuEpgX0KSrJM5dia7aDBnCV2XyX6VwL+NZl/DMS3jGJTx4enK2kitr0S8/ky6VsRVPDP4nBv8TfeCJPvhEH3qiDz3Rh5/owk8gTGi3MHGZIoFvSHUGy7pIFpfPey7SpOfJolNYxolp+iks8xSWeZYkuMRQlA5jj3SPHxrAHMcyjmMZBwcwpVhGKRY8Nk0tnsCfpkl+0niuaTzHaeKj0EkSWODoDHC4Z+IOQ1YpM1yeZV0Qmq+pfdlUvlNU5REU4wgKPIICj6CAYhR4gqooZygbjOFnxvDpacYFpfuCwn1e4T6vcJ9Tus4pXSd5hgNTwIEpYP8UsB9F348GzihdZ5Su00rXaaXrlHL5hNR5kDB/CsN7rA5WaDyn5lglfP1xueMmQVAxQYG7PScolS+Xyl2lMnepzF0q8xyTeY5Js544KnUdlbqOSKCWiyXLBcOJg8gNDrHjR7EdGkvsE9uLRPadtjasu4UWqF1Cyw9Cyw9C8/fIBJbvBdbvBLat+LYsJnKeyJIip4o8TCD7wojPkBFgZB2MpMEtH6x/zAojmmZEM8zYBiu2yYptsGIZVizDiuV+BX/DygYrtsGObbKzf8/Gb1uJbrKjG+zoBjuW4XxmsWMZdjTDzh41dKSb247iY1a2vjG2J8ZxRdie+JzF38dT9PHkfTxZH08+LFvc/q3mVjZZsU1GbBOMbtAjGdqnRY2kqeE0JbxOCa9TQuuU0BocGSq4Rg6ukYKr2QKrxMBKQQT/CiGwQgiu4kMISYQgRkCtzQVXs5IIrM0GViFG4PwruBwasP5ULsRKPiNmfMkZb2Lam5j2Jqc9SYwngfHEMQhGoLOTiTjKnUB7khjPCiZ3ySjKu4LyrEKGmPKsTHlSUzlJTLhTE+7kuDsx7k7kJJEcdSVGXPERd4IEiiiAiAIIKYCADPAntY5hd2LYnRxyJ4bc8UF3rMcSuj9tvzNlvYuyV9NWqmmpKmq0liGtpvGqqLxKKq+WKa3nKKuovGoq/wmeeaNr6AWJgbGFO4QLrQvOPnu81w7dQjv2xuB/JTXU8+YfEVhPyNzHZO5jMu8xmVfHn39E5j4icx6RuRAmHpK5jUvOalBYQ+NWMaXNpkCrLdxqC7fYQy22UIst1GwNNVtDzSbvCCjMSoLI6pQbXluCjZbAXbL75nTgDjF5h5gsJyTr1aFGc/gePX6bmLpNTN4mJG4R4ndo0eemUIMp1GAK3iDGbuDjZfh4GT5+HR+/jo8/FIfqTf46k/+pKVCt895myq4RmNcIzKsE5l3hQo0pUG3yV5l8VSZvlcl7R7x0OWeIi3jgKiC4JVq4CYpucZWPDb7HBt8Tg79CH6zUhyr1oUp9uFIfqdCHK3ThihwmHiz67sjt11kLp3P3pDqP55crHPc1gfuawG2F/TSWBXUKyzqFY52cYRx7M1LaMby/ffj4NP0ElnkcyzxF5JV0j19Ckc4OYc6QBec46sscVfEA6uAItiS32XG0fbBR523RuMspootC80/zvp/mfZeE5osCc+ks/yiKcRSSBBo8ggLPsjSnZljXKaLrFNHxGfYlpfui0n1B6b6gdJ9Xuk7x9af4hmIc5yAKOIACDqDoBzDg4Tne4TleMUl8Umo/KXXux/r2jnu/ecUt7ZGV9Ar347gnlI4TCsddHLtyglI5QamcpFROUu/iuMflruNy93G5+7jcc1zuLZV5oGBMlEjdJVJXidR1tGBEAZ16KV0+KF0+KHEeEDv2iyFM5IYTuXtS7UWccZklhci6W2TdtYUJOOv3Qtv3Qns2gf37fE8UkCIPE3Ac8yfOJ74w4h/KCEgJsBh+fYURXWfGMqz411Oj9QAAIABJREFUJiu+yYpvQLHjG+z4Jju+yf7TVmKb7NgGO7bBiWc48Qw3nuHG059HGU48w45l2PEMO55hxTPZ/+ZYwVFsfuQKK7wumTco+XIlXy4Xz0+I5/v5in6+vI8v7+PL+/kKsiv6nr9nkxXfZMY3wdgGEM3Qo2l6NE37tKiRdShKeK0gcmgVihRcgSIGUgUR/ElCIJVjRF5zQbhVqNkAVNYQcFh/CutLYv0pxGIK60tifSk4iBFZSXgS0zlGYNxxOLQ7jnLH0B6IESkMfMMJ78qUdwVhiOSUJzXpSU26UxPu5IQbevJ4AppJjLkSo674iCs24o6TQCFkCArAJwM8jNow7E4MuxND7viQOzbojr4xxKqBlWo6VKqalqympdo0oTaN/RlX8Uygaje62g3uKpqgisKDGNEr0+D9Kz1yXeuCo9ceyz2AIwrVaQ4+xDNuTc49wDMfkTmPSJzXi44qluwhif2QzLmHZ1wfw97DM1pM/jZbqM0WarWFWq2hVhsEiGCLLdhsCzZbg03WYJM10GTy9IgXe8SLrRr7a0ug0RKolQfuEOJ3CHH4cRv3KbF6daickCwnJMsJiduE+G18/BY+XqsOPjcGnxsDN/CxG/joDXwMksQ1XKgctFXPW+uMvjqj/zZDeg3PvIZnXMOD1/CMa0Rmpc5VbfRWGz1VRneV0VOhXS5jiC8TGJfmgBsc+UON47HB/Vjvfqz3PNZ7H+u9T/T+Sn2wSh+q0oer9BGoSn2kUheu0IXvKZcvznIv4NgXcOyz0+Blsqhcbs9udmiDDzSBWzLbGSzrDJZ1Bsc6jWOVTlGPtA3dmaY+pvIvDmKOTZBOYpmnScJL3MUnPHWzI1a/4DgxRbpD5b8w+srQhMPdY8ey+x3g6eftHRhy5wytom3oEVF8WWg5juUeQzOOoRkHemeKR0klaEYJmlE8Tj48SrzIN52iKkrnBMcJ4nM8w2Wl+5LSfUnpvqhyH6PKT88wbnHmT88wTrCXzqvdJRTJQTT9AIp+AEU/MEUvJosPk737pgJFU4G9455dg9Zdg9aDhOWTSscJpaOMLquapOSiltEUJ+SuE3L3CbnnhNx7Qu49Lvcel3mPQ5iQekqlbrhjUneJJH+/Q5ott9OB2OaQOPaJ4btb2otEtr3ibHvEhRdx5LLuEtp+ENqRwZiAyxtR7LTf8TUX3un4wojPjBGM6DojCk0X0ozo+sOewfMVNecranPVQDWTGfB7oJixDAyIfEkUrGx+eIX9aSvs+AY7nskx4i/Xw1Y7M+L3HilsCCVfruLL8QQANkQfX97Pl1O9ie2fyjovscmMb4CxDBBN06NpeixNj6VpiH9uf0F7zwtaLE2LrlOhImvUyBoFLrxKCa+Sw6vk0Ao5tEKCCqZIwRRxqyQxkCQGkoRgihBaJYTWCOF1fGg9TxKh9zEilS8JmBGprRWo9zNi2hPHQCEYgXbH0J4ExpOE7jmBzj6bYyUrCe8K4tkcqUlPasKDZERi3J0cc28xYlplhBlBZAjGLN5hd/xDjKCnqumpDn2kSal/zZW2i9UNXGmjylgDih/jmQ+x9BqaoIkja+Up60BJrz0GjSJ6tp4LGn0h1b/mypsYoofjuDsYctOis83kf0Ri3xgYvzmCudQz9mhqtkuufcmS1IkWs4ywbWOELdhkCzRZA6+t/tfWQDZLoNHirxIF7xDzGPHTuP0+UfbTkObmtL+ckCjHbzHixRYjspXh4xdGTfdmpTUM0a0Zyn2e6gZVcA3PyDECvIpnPFKbIUZUGz1VRs8d0cI1Ku8SHrg0B9yVaZ8Y3E8M7scG92ODB5LEjox4oHDe5mpvc7WX5ngXcewLuc7j2Pfm3UhG3FG7oG2OM1jW8SlqScvA9b7JNuH8YzTx4iCmeGD66BjhDFl4ji57zFU3aFxVYu2xSWK1TP/aHq0SL2YZMQOUTJLuNvVW9WOq+jA1/TONaMbpOcExNKMUzTiGZhydpO3rmDiGYhSPkg42D/6EY51G0c/PMCvFhnK67CRRdFnphiVRjGE8EuvrTeGHQu1xuvyCyn0QTT+Iph9E5SSBph+a8+2bCuybChRNZjsw6z0CKvbPsg9iGZd6UQ9R1KpJyk2y5IRiuYARJ2RZRhyX/jojYEnsyIitmcQXRvzr9ccyIr0jIz7Y9vd/6gpkCHY8zYmnOXm/4ut/dWlOPF3AiE85UqlSq+TLlXwZJAkQ5OcMIevjy4fE6vf+PYkNZmKDEc+A8QwQSwMQF+K/M1psnRZbp0bXkFEiq9nCK2SoUIqUHzGYzC9FDK0SwutQhTOJUAEjVnKMyBfDNkZA5SSR3JERUAhJxNDuGMaTwHiS03mMyEqi4NkcE9m2GNG9ZG8RqptF831m74g7PuqOY+YtaIVuXKDq09i6ja5hT3w4Z4hBd7TPEakBk0hG1ACJNo37BcifcYfnQqlWnrQchYdPuqxjyjq0rnaNq9Poz21nZB8K2m2PdtujzzjyCYsX60sO65z1XMUbe/i5Qt8hW5pyhrqUuhu9IyMmN8aXHNQ5nnLlbbZQqz0bxIicIYJNtsBrG8QIWBJ+iBHlhNgdYvwuIXGXkLg1E7zaI+td9DyneK91CW/hIuX4OCSJKrH5IUd5DxRfQ6vLcCFYEhc6+QPWYIfK0ARwnzKE5dOkSxgSzIjLOGo5T3GTKS4DBeVcxW2u4jIeuIwHIEZcIbEqDK4tSeg9j/WeCr2vUh+o1oeq9eFqfaRaH3mkcv00x30h1jeI9Kd60Bdx7IsIRtyR2x8hGHFfGygTGiBGlE6Qz/VNVfMWnjEkZUOoE8O4qxhqrczwkCG7QBFdBGSX6ZILNPFZUH6VxL3DlN2g8o/PsY7N0E+NzNydBas7h2sGpxunwUYMoxHNODtCLEUz4I6hGNdVvnN4Qa3M/MoUuYll/IRjvTCF6zXeMzgOghGuEiz7gUBTp/ffoomP4NinBIbiWQ7EiKKh2b1Ds/unaIfmfD/mM2LvuLFoilI0Sdk7Sdk7SfkRyzihcJxQOAsZIct2XOqBeh8jjuafLfGFEV/6TYz4bTFjaWYszcr+QP6VsePpbYyAfsjX/tLWtzHikxIanUq+DE5gcWN0thH5Yh9fNiRRU33xnT+YyDATGUYiw0hkwHgaiKeB+DoQX6d/QrTYGjW2Ro2uIqNEVqDI4RQUKZQsiBhMbBVKEcOrxPA6cSdG4PMYsZLPiK0QjNjpXxUyIo4st7uRy5OY9m5nRN4jviazjEhMeBLjWUbEuzX2bpFqxuoZVGiaBCqIEaPu+AuuvA7gQz3nyobdsUbpYi3Aq4ECdTVgMmsIMNm6FO1xBBpYAowzgPPFns5RH+LpMCOqKLzXckOOEdECRnTZI/U8VbtIPWHxtkkWGxdsb+zhZ1Jtl0Iz7UtMOkP3UXOtItWoxdMqWXixYG2zIxhhD+WNIvIYka1Obbwzw73cOf/TiLV8NnqXkLiB9lTMKCbdiW5V6vagvAzlhhhRhpm/jWfdwjOzEbV3wfBdMPyAF7xHEvRb/e0CRStX9kZjfylSnxud+QkPXsODV3DUM6PTV/EA3BU8cAUPICRBv68yVBhcTwyunCTchYzQRR4qnNXchR5HsseRvDIydwnL3pLELOfBoq9cZrundj3MTSNuiM3nSaKLVMkVhqqMwK2XGR8D0jNo2iWWukasbbHHXmhcV+jS21r/La3/ptZ/U+u7prBelZmvyEw/LSxfoIlqFIbXlkDbDLWqDw0x4jmWe3KajWTEiRlOmcp7bpZbKzM3miJ3KcKzY4RatfM+e/7EnABixGWF65LSdYajPTHDLO4Y3d3Yt3+cdBBFPzBJOYii7+4cL2rsLu1HFQ9OH57T7J8K/DgV2DcZKJr0F03694yKiyZhRpD3TlJKeJoTCucJ+fJJueukzH1S5jkp856UeUvYphK2qVToPC71HJd4jkvewwix66h4GSEJ5yHxDoz48Qsj/lX7IxnB+AwZkUhzExleIs1LpHmJ9b+2P5wRrHhGpLNBhhDpbKx4huzOTCxsjqk2UUsbOMvGZ8KIPElswwQRxkQ+I7IhdzdyjJgLrs7lJDEbWJn17+CJHfIlsbkgSWTLx8Q0jIkcI2BJoL1bTx7Pe1IoUhKexBu1cUpno4ZX0abAC4a6zxwbdcc7l2ywIeoA/lOA36zQPgV4tQAPksQDHPm13Ny2FHhjiPZYI/2uSL8r0rJkrgd4DSCvfApXReNWUXlVVH4VlX9nYq6Byu0QzT9ny3tzDxZHMqLN4H0mmH/GVTwTL72xh9/Yw6+XHNV0/mue/BlL3KDQPxWon3LldeLFNnu4zR7egRH2YJMdIQkEJh5SOSN2f78ufnfUeH3CdZeQqOZHK6jCN0pjm2TpIWW+ShiuEoYbFoLleNZtPOtWNuYtIuuF0f/c5G8w+auUxvsUTtng5CuBsku//IjOfyI3PJJp7wvn74sXr+HBq9mAq3jgAoaYxwg8UMgIw7ZphC5SsRS4iec1KqyNCuttsqiMoYYYcR7LOoOmn8exz2NZ57Csm0LDDaHhbO7ajTNY1g2JuUxivspduspdui4xXeVr74HSpzLDY7biAiBDMuIGlMZbpvGeowmrpLr6JecTMvfBOKGOKKgjCO/xjZf4RiQjrgjMZSrvRbb2/DTjwgzzJIp+eJhwuBdzoBt9BMU4y9FeVmQZcUnpOsVaOoSiH0R0lCQs6kOXkfmPFeb7wqVjNOlRuhtmRDHdfRDP/xhGHCXKzxFEl8jSIwTZPy8jvvnCiM+gj2XEo54hxKZG7fmK2j6+/POfRnCzjMjwE2l+Yv2vKsuIRJoTT0OG+KMYgYwezPTx3yLD6HaSxD+IEdEPMeKjJIFgRB4mQmuEHCOgYElsYcKfgsLlXiCDGQGVxYQ3gUVIAipPEvmMQJ4kgbaHZxdtc2rztMlTIIkJT6JbY38NCtsAaz1m8c6opg5YfcFJtcgNBYx4CvCgagHegxlSee9wA4XxnMFvW7IMuCIDrqwkoF4rdVU0XjWNV03lP5oFb/eMTjtC+MBqr0L3WmGCJQEzAq7THum0RyBJtJn9r5ccTbrlDnu4HRFSEhAjWuzBZvt7JVFB447Y/ZOe+Cu+8qlU32wONZtDjXpfjVBTK9G9NgXh7lL4t/Ml8cLkf27KSuKZ0f9U47zPlD5giKvnrfVGX53JV2fyVWkcuTMkspK4RmHDjLiAoxzvGrxNYtzjye+pzdDWxhODp8Lgq8pnRJUucldsvk2X36TJHiiXK7She3LHXbnjClUK7WtAjDg/yzk9DSIZcY7Av6cN3NMF7uoCd3WBO7rAFb72MnfxMnexTGl/HyOuKCznqMILNNEZivCq0n590Xt9wXd93lc277sitJ8HredB61WRs0zlhbuu8l6W2o+igCNQU0DxFHBBbD0vtp7lGc7yDCVEUQEjSkHlUSzrnmCpzhS8zVaWkMVnlc4zSudphfOUwnFK4TjG0yIZUYSiHpdaChhxjGM6R5JU6SNVushZvOgoy3hc4rkEaCrGgYpxoHyGf56h/adgxJdpxOfQRzGijy//H//2b//1zXfI/ud//GeBJD47RiTS3ESal8jwExl+Ii1IpAWJ9b+knCRyF2v8AxgxY3SOq6IFjOjjv/3djKBEVv7AacRH7W5sY0QWE6G1rCRyjNjyRGAli4md9FCIiRwjtjDhTWQxkWMEjIkCRuTNJFxxGkMMgCIAEAKAEK8wIE6SyM4kXnLcD9G2B2hbLTVZB6zWAauvBMECRrSqDbAkykfQz/E0lNUzorW8lmsgRsD1uyJv9M5KMvs+hlRBYNYCojoKZ9oRxnkSHaL5NwZv38cxAqrDHv54RhRKwup/bfU/lS4958tf8pU1PDVkCKgmc6jJHEIyokaigwYSkCTugeIXJv+LHCMaTP5nRh9cvclXb/LVmXxPTb7bTAlCEsAdofq+QneTI70OCi5hKY1qQ48r/FKpvcWRQobIMsJQyIgqXaRSF4Yu1qjQhp7oQk90oQJGnMOyTkyQkYw4g2UVMKJcF7it9cPBjLiJYMR1jfe6xnNd4ynTeMqWPGU5RlzgBErRUbiLbD+SEWdAdQEjTlDkxSjw8BT98BT94ARlbxcKyYhTAv3RKcrR9sGSN8PFaNopiTnLCKWzVGAomQFLp+n7hnH7sYy9k5Rdw7jdo3N7Jyl7J6kH5gQn5a4TYvdhsn8favlYv/gOM/JYGTyJ5ZUKnSeFzkcTDIgRFePAwwnwBN/6+TPiyzTic+g9jIilmbE0I5aGXvzXN9+dr6jF2/3wCt7u//vB4r8fLIZX8nY0Ehsfjv1rL9g7vfjoz2bYiQw7Ae9ofIaM2GDH8w4Q2fsO/wPfw6h0nmSwoSX2Z+PzXay1PsG7PsG7fsG7PsE7MLKG1limNRaKJwJ/ZNbum7X7GPE0Iw5LIg0k0vRcc+7QiGJxRDaPNjkokRVoEef00xHv2Sq+ToMlke8JShQ60bKQEe+ZSaSI4VViZJ0YSRPD6byZBCyJ0Bo+uLYDIz5c3kwitQMjts0kMJ74tCcx7YXuNrE67V3NMsK3MqtdBkERCIoAUASAIipbVsCICU/itSD1DFh7BqzV53olSLWrjXWAoA4Q1AH89gXzsCf+UqCEGHF7eOo1nUMMrwyoda+kCwPu6IA7CjPiuVBZTedW03jVNF4NXdBp9LUu2BsAQQNd0MBR9ljDLwTzL7iqRpmhxxHtdkS7oGBGOCJvoGBGOCLtUDAjHOFWB0IS9tB2RmzNJGyB51p7w4Kt2RKCntqVDWKEOfTalMXES733IVNehqWf6xm7hSE/lRtemgJ5jIDKZ8QjmfYGmX1lcvbyNOkakXFPvFhj8lSbPFUmT5XRU86WNC2aelzhFwrNDabodzDiJ4aqgBHnCXwkIy5SJR/JiBvvZwQ0jbim8CENUYqOlqIiP8m9V0W+ywLvJYH3LNNQwIjiSXrxJB1ixOEp+t4ezIEJyr7huR9ah46Mk/YPzz4UaetMoUcyQwlJeFa5DE8jjkwDFUvL1QZ/GVN+BFScUDj2YYC92bEEde8E7TBVWUz1F02EiyYi37bN72vi7W3iHqZoj0s951nGyjEAZsSTceAMy/D5M+LLNOJzaGdGQHMFuP/65rv6KWzBYsmN8r8fLC5YZMUz238X/4oynM+TEYkMJ77Bif+RB0v1xafkC6q1d4LA2+YZTQcQ7xe8gxqSbE6qdRSTkx+IT0rUOIubndhAayy4BQNgcw8L5XhnAIynwXgaSOQ1rFgEXQHZ2tspxQLK6CAFE6Nq7ZRKg5rXTeqsBW/OSiK2hixfEjswYgdJhFdI4TVSJE2KpImR9HtnEqEdGPHhCnY9tjNiCxPIrQ1vYsabQj4yFHqINn7eAjJEkCQgTCBOksgyolmcagDWnuWqB9Zei1NjnsSwM9LAFL3iyprFC91GV7fR1ao2POfJH6LxD4cmHo1O1VCYvVbfIMQId3TAFem2eKvpXJgR1VT+S9FSvzPeafR1aF1dpkADUzK0aJk0eV7SBW0a1w6ScBRIItLhiBRKwvFeSSAZkZc12GwNtVjCcM3QI0ARkmg0BRtNwYd0UdeSrc/gesoQ1ShML0wBmBFZSRj9MCOqNY57dN4bw3K71n6XzKrSLdeavDUmb3VOEvcVukcscSVHcpcpfKR1PDH+ZkY8UTqvY1kwI35izd9d8F4gic5gWcdG5ko7x69M0y/gubeUjk9kxCW+4RRRUzziKWDEWUqwFBUpRUWOoSIlqMjhMQlkiCNTwFEMqwTLQTLiEIp+mm84guffAqRP9f5rk/hyUFpnCj1WmI9RxEhGlE7TK7WeaoP/Bkd5lKku4WmgcyNgRuzH8fZNhSBGFE1E9k5E9o5HDpH9x6We03xbASP+KaYRXxjxOfRRjHiGwn311Vf7zly4UFkL9fXB4v/n3/7tGQpXYIjPhBGcRIaTyHATmc+UEYkNzh93sEBoZUyi5vmigmDi9bSqm70OM2Jc7W0j0ilGhyCYoBjtWNMyO7ExKlFL4+uqtXdkgw1jdNIiq5M6GzmYRMpgQCgXxtfEqcyoUNYjUgzIFzELOtnaW04wPiiSFzACQAwkdpbEexhRuLsRXiFFsowgbWPEjrsbH8mIuYKZxMcxYsabnPGlsL5VLPzkcd8Kxrcy7YgyGCJYEnNq8xYj3AlIEgPGZAOwBgVJos+UHPMk+kyeNwLFtM07PG+omqNBuxvlI1MNs+RZT7RPttCsMkCXgA7mGPHGsJxlBD3LiKcMSQNXVU3lZ8NRCYFVfGC1QzTfrnX1OGLdsCTskS5HlhGdMCMcWUZ0wIxwZBkBS+JjGNFs24ER+ZLIMuIJmTPqiIy74s2SxSfCRYgR2ySRZUSF2lLNkkCKqgAFT9RmiBFISTzW2B6ojY91zgqju8LoeWL8ECMeL/rL+frbXO1tvr5q3vNmltuFY3dMg1XTjDLOUrnMBl2pcXfBe1NmOz/LqZMa2+3xp2LdVe7SpzDiAk9zDc99zDaVdGiOjm3NJA72WA82qw51LiIY4TtJnj8NqE/RVReljnM8A5IRh9HgBZXrCBp4IjPVm0IPePNH24cuTNNKRnBHqdKzKsQ0gio5MwOcHMHuaRvcO07YO0neM07IMmKCAjGiaCK8nRGHqQuHyOrzY+DDPjzEiIvA0pdzI770RzKCGUv38+UXKmqRTS2YCkcRsQw0q+ckNv/SNjjJDU4yw01meMkML7nBT2YEyYwgmRb+rgS/5cWOH+cn0/xkGmIE9x/w/dD8CZzBMTWvn7X6KZ4NrGkTa9ocFOkHBIpXWGIbjthLY44I5aTlEMUT7edLiVqLIJiYVmlROtuobIFsds4sGoYVSzALsHbvmFTdhCU8Hcd0sISviPQuGkuSzPDDqSGxakdG0GNwOUlE12iQJCKrVEgS4WxbkgilyKHcZKKAEcg+IIm8yzdysNi+8j5J+JJY77bdDW9i2puY8SZnfCtbjMiF8a1izX7CvGWSI+/G0l5QeS8Y4j6Nc8qT7NU4XrGlzwHhc4aoSbDcJFhpEqy8Fqx0aZJj3uSYN9mhNo0umqnhtdnl0N2hCeg8iTsjUy8ItAGlpkugqGMIOw0uWBJdZne71l5JYdXQedV0XjWNX00TVJI41TRBNir/Zt9EG08+qDY10AUdBm+PM9btREjCEe0skASCEVszCUekzRnZkoQj1OIINTsQkkCWY0SLNdxijbRYInmMQErCHGw0ByvYihaZ7o3K+BgUPdd7XpgCz83ZGswB5O5GvclfZ/bfo/NfK/UvJAv3uPJas6/W7Ks1e2vM3mrzliQqjZ5Ko3uLEUZvpcFfZQhuZ8R1uuIJIH8lMz0CZA0TlG4cuwvH7sKxO3Hsp0ID/NSu+9rAPW3gGqh4ueD8YxhB4DYsuRvN0RvTjoM9FsgQxYP2k29E9+bcZZPGA11LECOOosIX+N4rKs+V3NWex/Ai2BBn+IYLKlcJRXKNInwo1J4am9vdOVE0PLtvjLAfRStlLSBPsfxxmrFrELt3nACdYvl9L2rvJOWHPtQPLzt3v+o+OCf4EV04jdg9ItszDuwZA/aMAXsmGKepCyf51n+WKzW+MOJzaGdGsGLpX62VzGwlM/MXM+z4e38jub/2got48asf+UDcxCY3ucHNMmKDn9zgJzcEyczvM8SnJ8hJgpfM8BIb3NyRfsyxfHwFXxHdnxgQKKDegNwmAq2XIx6Rzg8IFH1cSTOB1scVT+vtMxY3Xm+Tr74VxtYGhXJyMIl3h4m+GJhIT1tcrQCngyXsEch6BLJXc9ROkDsgkGPtXjCRRpY9tQLBCHpsjR6FGLFGi67SIllJUMOwJFKUcIqSM0SuPEYUVCAJ/I5nXELzie0r75fE9rEE4lrQJNa3gvWtDmuXO3jKdpakS7w4pF2GMDFuDb0CRS9B0UtQ9AIUPQdFfRrnc0D4HBA+B4XPQWEdmd29aB2xhya8yfFcXRpHM1syobO1sUX3JrDQeRL30XO3e4fKXrfea++6PzB6a2D8GUfWbXY/5ytq6LwaOu/BDPEhjlxD51XT+A1cVQNXtcUImqCCwHrOn38tN7QtOvqc8V5n7PdIwhlpd+ZJoiVfEnmnStiDTbZAsy3UYg23WiMflkSjOdhoDlZLdJXCped670tz4IU58MK8syTqzf56s79W774vXLgvWXpq9kHVmn01O0kCYkSF0VPxfkbcpsvb9f4eR/KlzPRyAItkRANnCcmI+9rADYn5JzznIVN5jci7Pe/6FEacJvCecBfq510PGPNHxw2n8KFT+NDRQWUl11YBpu4TfIc7FHmMUHquKN1nmN7iyXDxZOjwVKhkNnBe5rqocl1Quc7JHSeY88dBVdEgNncXS9p+FO0Amn5W6SzlaY/xtMd42r3jROgyDYgRe8YJBwi8w/2on6jC+zLz6TluMdW2byoEM2I/1r13HIAZsXsc+BEn3vmCT/HnyIgvp1h+Dr2HEdE0MoI98LdvvvvbN999fbD4cc8QtAjNJJBvY8cynHjez+RfUxJixAYvucHLGgJixF8pCX4yzU9meMk/6fuheqIwI6DaKIzsa2G2OYe/hytpJ9Jw8zqiwf4GZI/JgOkFKnqBgVqUdLIFnRxxD18GN6W3QSdS7BgQW4eiR9cKokVWoajhFShKKLVVOEWBGBFZJb+fER8jiV9lxG/Y3fAmZnwpiBFd4kXUgpkVzaAWzL0qE3SqRN+8tREUvcox4gUoQhqiBg/e6x97TWU3M0W9+mWYEWPeZJfG0a42tquNdQAfPuPyEZZ0s6OniyfpEykfDE9WU9iVJEYtnQdXSWJ0aBxdJu/AcuKlaAnJiGoqv8sU6HfG+53xPme81xnvQUjiYxjR4cwyApZE669KAmKELdxqjeQkscUIWBKvEZJ4ZQ6+MgVemgPvk8Qzs/+Z2V9v9teZ/XVmP2yIp9mBRJ4kqkyeShPMCG+F0VtpfA8j2ItVoLxN46kE5Q2/xplcAAAgAElEQVRoEMmIapmtYBpxTxu4rXTclNtuz7s+8RTLK1LLOZLoAklyhii+JnPeUPvK1L4LzKUbeF451vzT6NKBDhXEiJLp0GWZ+4rKc47nKZ4KF09lGXF4KnR0LgAxAg66XgNmxP4p2qFZzo9T1H2T1KJJynddE0hG7J0kl/A0F8i8KkOgSh88SxAcF9qOCz3FVP9hir+Y5j/KNBUwYt+MYDsjigX2/dPcw1PgjxjWQYHt82HEl2nE59D7phEZZK1k5r//x3/efNXaSmbuO3Phf/3vv8F7HMi3fYaM4Cc3BMlNQXJDmNoQpjLCVEaUyoh+44vf1I5/jzCVEaQygmSGn9zgJf+ML4EVTRcwoospQDKihy1+A3L7BPJWGrtxlvwMheukT/PDfPmaDAolRz9DY6BRxBuWsAEz18cVY/Q2ki8GJjJ55TMiO5aIrv+KJMIrlNBKHiPCq+TIOjmSJkcy5GiGBBXJ7MAIpCQKrt3YcUTxazMJ7E4zCSzECP9qB0dO9cSpnkwv21E3a+4Qpbvka33zjkZQBEviJSh6xZY9B0XPQdFzUPhgBNNMZmAMzrF5Y6faNOFNTiAkMeZNjnkSPfrleoYQkkQNmfVgZLJPrOziSe4PTVSRmPdQc0hG1NJ5nXrXoCs+4Er2WEI1gAhmRJPC2L+c2M6IrCSc0S5ntDO/N85oR347MMIZbnEiJJGPiSZ7EMkIeCbRXCAJS+i1JdRo2ZLES3NwZ0aYA8/MgTxGWPxPc5goZITZm2VENm+Fyfc+Rjxe9N8ElLfp8lvsxYpFfytJ3IVjd8xy6kTGgpth3yvoj7hSA7pvRNm8D2IEJIkz5IXiIe2RUdcxVOQoavkMw3yBb7wosZ2i+woYcXgqdIbvOYQOHkSFDqJChzDB4lkpkhH7xgj7p6g/TlH3TVGLJik/9KJ/6EXDjDhEEZ9QOA7Psi6Q+OeI/KMkCfIulidk3hNSb9EUG8mI/XPS7YwowglvCY0PtcGbQkMRTggx4pDAepqiPEuSHeIZv0wj/pXbmRFs6JHWuaAhBPzHxz1D//4f//m3b767UFFb8M7PghGJTV5uFCFIbgiTm8LUpii18TtM8EeVk8QGxAjen/IlEB0B2BBjCg1q0bSlCqGiiUDv5Ur6BfJevqxXIHuBnZ1Ro2BDQHVSh9sZ/B6B7AWOPMwRydfeEg22MbWOkbvtRPbmE/D9Jwol8WszCXgsAe1xhFcpkXVKJEOJZsi5SNEdGLHTVaCFeth5UPFbdjcgRuD8awMLtjZA8WLa8GhAXk+MNDIyjYxMuzD1mimBGPEKFL1my8ftkRcMMSSJ+yOYRjyNGkgNK3UwIya8yUGLv02h71CbmqVL9YCgHhBUERnP2dI+i698BHVvcOxO/+jdCexTgPdkjl4L5DGi1xIYdCUGXck+e+KlOPFo1vEIZ69n+3tt8f7lBCSJAkZAkuhyRpFBjECGlER2X8MZbnX+iiQKGJGVhLVQEq93kkQBI2BMPDMH6s3+Oks2WBJIRsCYgCRRafJWmryVJl+lMbAjI7ZfqfFYF3qsCz3ShSBGIDc1/gRGIG8/dZGnL0GB8AWfJVhj8VQY3tSAKp7OGgLqwKT7IAqEGHEATS8mCLKMmKRCetiHBg6RBHv60Qf7po5iaMcE+uNSSwlXW8LVFdwM+xjPcpii3ofhwYz4rg9fhOYWzfCLZvhHhY4SieuIYPlHknfPoPg63X5XFrolNhfhxRAjLhIkd8cod8cod8Yol7G8L9OIf9k+ihGPe4aO3ShHrvTz5f/+H/9ZyIj4xufCiMQGL5HdzhAlN0VZRvyVkhClMsLUhiC5yU9u8hL/cEkwQquoRdOkWj8kUqEWTdzEJuBPtpDANyAPkkQfTzYgUPQL5H18eZ9A9hwzSTETChgxvUAluMMEd3hQrGK4gvK1twxXcDsjGDsx4nftbqxSI+vUSIYazZfEe67dIHzwzlQfZkSBJEg6J5MpYjOEDI6UoHXAjMD5V3D+NZx/7Y049IwYeU5NNTI3IEY0MjJTjmiHRNMmXGjiyAc1y2jvyrg98ootew4IG+iCRoaohSlqYkmGLP5Jb3LSm5zwJtski/2S+ZF5493+sWoiE5ZELYlRg6ffm8DWkJh1AL8OFPSYPU9BAWyIFwJlp97Vb48MupL17NVq+no1bQ2qnrUy8EFGFEiic5skPsCIQkkgGNFi/yhGFEjiYxhRbymQxHsYYfbmGOGrNPmqPpkRf840AsmI0hn2FiOmgMPjfOQ0Yv+gY9+A48CYB8mIg6jQKYH7tNRygq87LbOd4OuQ04iiScoRUHkEVPzElFUZ/E+WnEdngOyjueTLJ+WuowzN0TnRkTlhCdt0ck5YztNdB+cPE2QlXMsBomL3OAC1axzYg+aUSFy7JgM/jIa+7rYUNfOPdCsPjPD2c4wQI25NgjAj7oxSDrN1Xxjxr9lHMYLoCF6sfEp0BAsWBwSKHUcRvOTbv7RNXnIT3tEoYIQ4lRGnMr/pBbJffb/oPS/yGPGPOXBuNC3wxASeGDeaHpEuDAqVcOTl8Lhskai1zM7rOsiMWZML8CcHBIomPLUD4PTyZS+mZwAHTbEmQzYhp5J9cWYiQ/bFx2QL0wuGcfkC3hlkJjLIGIkMI54GY3DrICSJKNwaEF2jR9bokVU6JInwKg2SRGiFGspOJqgQI6IZanSDEt2gwJiIZMiQJMJw68TwOjG0TgytESFJBKFWcxWu4IOr+ADUCh6ShH9lzp+a86dm/SkuQ8RlCDkMIQcUckDhrCOE9SVxvhTOv4oLrOEC60Pa9dfMDTiIEdO+VbQr0SPX9wpUPQJVM1vWIlx4kTvjslfjnPImIUBM+lJQr5kiemR91hmsRc3eGph8iCZUE5llvaMVA2OdHHHt5Ew1mdmxYB50hofdsQFHqEVleMFXVpGYtQCvFuDXgsL2pUANfb2Gvl4NRVurpq11GuOQJPqW473L8R6oDzBiOfYGCmbEcrR9GSEJZ2Q7IwpmEi32UIst0mqLtlqjeYywRppzuxtIRkCSeGUJvrQEX+R6bgk+NwfzGGEJ1FsCeYyw+J9afLUWX43FV4PY2vjDGfHnTyOOoUAkI45MAScoPogRe94sFrdzfiIuHWrh7u0zFTDinMp1TrUMXe2JPDdiP5Z5QmotpsvKuaoqg79C6y7BMWBGHGVpLpKlj5TO+xLzvoG5W1xtlS5SpQuXoJjHJZ4fcWIkI3aNAUWzph/GQj+Mhn4YDX7T7/y61/7NsAs6xbKUqb03RvnCiC+9lxGcWOb3FN/4DAzxlp98y09uQhdoCCFGJDfFqQ1xamM7C/6cthiR2uRn/wvf8v/QoxYth9Ui1bxQOS9UctR6pCEGhcphkQqtWJpf/2V+/ZdpxRLNE+Ml3/YweAMgt32WXDeOGVPrp+RkcUwIG4Jsoo6rFpBcoPjiFF+8wBDMRIYZzzDjGUbutqcQI8DYOhjNBkTXgMgakGMEPZyNFl6hhVZouckENbJGjaRp0Q1qdIOaYwQlko0cSZPD2UjhdVJonZRjBDG4FSG4ivwjEZZEYCt8YAXvX8HnGEGyeHkMEY8h4jKEXFDIZQgJZg/Ol8T5Uzj/6mxgHRdYn7SuNzE3oCBJtHDTM77VMbN/QLzAiqRpvuTTaeKL3OmWsCS61OZerXPSl5rypSZ9qVcsCUrvQBucP71orhpF107hrjR3nnv2+tUcZVC22M7g3Z/EjrrjI9liw67Yc44s9+gNfi0gqKIoIUYgJfFGlxhYTuwoie2M6FqOdS7H8iSxHO1Yfq8kkIzIzSRCzfZgiz3caou02aIfkEQBIz4siQZL4Jkl8CzLiC1JQJiozZfEfw9GnAXVSEaU4kWXle7zAvdZnufgCPOx0FCvD5VhTHs6F2FDHMIEzsqXIUYUE7z7UcF9457dg/Y9owtHQOUJqfWUwnFcbCyZAS5RhafxrKMsNcyIw1TlHb6uWh+u1AQODREuEcUPZPYyimzfMOUQWV2E5hYwYs+0GWbE92PB78aC340FDwpse0jy3ST5lV4szIhr0+wvmxr/sv2RjODGN3iJvJ/Jv65NfnJTkNzcYkRyQ5zcECczf0FbktgQpv4h34/An1wQKuEkIG+EKRgSKuHGFZoJiZrvi4mCyTGRkhlaBf1JtGJJvfazau3dlHyR5I7gLMtDAvqchky3UfFawrBUAkTWPvKJHsx4hgnfQH3bc93AyBoYWQMia0B4FRk9vEoPrdDDOUlE1mjRNC26kZVEJIOMEslQwmkKJInQOjm0Tgqtk4JryIjBNWJglbh9BREhsErwrxD8K3j/Ct6XwvtSRFsAYgSPIeKBQi5DOOuK4nxJnH9lNrA640lNWoOT1mCHMIOUxLBuDWJEr0BFdcco7ljlBBbJiIppcgsoQOsdnTxZ95Jtypea8qX6Da5W0UIjU1w1Pt3NlTaRGWern518+rJ6CttMZT4aRT3GknqMLujB4iPu+IgrVrf1BC+IEYIaYDVPErRko9TYpDB2m4P9y4m+5UQvLIkPMqJzGyNgSXyAEfDuRos93GqPtNmiOUlsMSInifcxIvRyB0kEGixZSRQMJOCZBEIS/00YcUVqLx4nHxzCF09Qj+G4F8RW+EHhx2bYD/maBmPoFmV+T6caZsRpkeu8ynVO5SplufejgvungvCDwovpbujpXFlJ8DTHBPoTCgfMiENk2f6WodNDuNJe9N5B4mGScnf7xLct47tHqHvGgF0j1F0j1N3jwNdtk982DX/bPvkjabmAEd8Mu74dp387Sv1mlPLtMLEUxbw2zb6M5R0QWL6cYvkv23sYEd/4HX0+jBAkNwUIRogRjJDkgn/m/4yVrCQ2hKlNQfKt4I8+XpE3jmTEglA5yRIiGUF2BhmBFN64jFkwkpxBfvItM7w2LlHzvVF+ID4ilNODKehxG3N234zRibO4wcjarz4bJRskCcSNyBixNCOaLmBEVhL5mIAZQQuv0CJrtEiWEbRtjKDmGEHJMSIridA6KbiOdMMOtgiuEQNbnoAYkZWEfwXvS9EXLBAjmCQWiiEamjePG1wz7viE0dvMkkI1ApIOYXBwMT24mJ6wrGH9a9CVn50STRtT3MaS1BOZL3NXbbwERQ9HMDiLF4ikJzXWrnkzxAhoJjFsDdTjiE2zoy/RvVfr75f3Npf1DDxE4x9OE+sBQb/Fh2TEM5Y4Jwl+LSCoY8nal1IwIyqIiRriQr/K2CvXNTAkOzNiOdYF9bsYkZNE4UwCyQh4JrEzI6zh14gzJHZmhCXYYAnmMcK6NZN4LyPM3n/qcyNOzvKuzHHKmeqTGPCixJa9/ZTSfVnhOsPRnpxmnplhHJtmnBHaTgs8R/Dz+8dzz/lkqg/P+fajgvtRW4w4MOuFGXEyqwf7CYXjKGfhME1+hLGwD838oW/2u070913TRRPgPjR77ziYd8HnGPhtN/ZY7/R5DHiVKvtxTv7DeADJiO9RC9+OUSFGfD1G+fsYpYhn/HLB5794OzOCG9/YsYuVT+HXtxpbn6NmC97wWTECYYgdGCHZ9mP/j11JZUSpDVFyU5h8+8dLIpaZF6thQ8yL1YxACjVvGBGrh4RKnMG546cAf3JW75hS6/B236fcjRuSBDO2XRKFjNg+lqCHVhCSWKNH0nSIEZGPYsT7xhLbQ44lYEYQ/Cs4dxweS6DM3hZQ2AIKWxjCZoawS7jQJVpsgRjBlNYTGDUYUq9cN7hon3Ynsf41bO5xGzPelWnvyqQj8oopeZW7BPQZiT0k0+CdoX7JQte8GZVjxJQv1TVvbgeHphZQmCU0Wo/tF/bXoRsfTxOfAYIm8cKYJwEzYsAaaJZrKwlgHcB7Cgie0oVdBu+QK9VtTnYaUm/0yRa19414kRBan/WlnoOi7YzoWY51L+dL4rczYkdJFDCiQBLNuXMtm6zhJuuWJHZkBIyJBkswywhroN66JYn3MSIniX/KacQVkeU0BqxfdL00hW/Rpee4OiQjLimzQfeNOCu1Ip/zeQBF3z9l/RhGHGGqL1GF5fzFC3Ps73umiyaAogmgaAIsmgB/6McXMOIgWV2ME92TO57owncl1gOzoiOC5aJZ3+5p/+5p/z6KZ/esqIARe5iaL7ef+hfvtzHiq6++gl+3U1h/++b7AkN8DowQJN/mb2dsMQL6RZcmM9Lcj/2fuSJOZhkh/AcMJISBlFq2uCBUqmWLwkCKn3wLeN9iln5Gzf88o31HtL3b/hFe8i0Xvn34pz3XA7mvsSWJ9zAC3M6ILCbW6JE0PbJBj/w2RpB/OyMwtmAnT9HFlnSxJUNqI8SIQaUhy4gsJkQvyZwWprSFKW1mSh/2jb2cJpIdoT6+cszohRiBzTFixrsyZva18lWVaGIlmtjCU41ZAm9kunbRQrt0acIVQ3lTsCSa2Ay0nghEhEBESI8ICS5wUDJcgZ56wZY8YwjrAUE9Q9i5ZGuSLNbReXV0XiUBrCazWlXGfmto2JUacqWGXKlBV3LQlewy+V+xpGM655jO+QwQfoAR3Z/GiO27G62OnRhhy2eENcuInCQ+ihHPrFlG5CSxMyNykvBVmv8ppxFXpfbTGPCp2tmgC5RRRGdZmtzNsHdgxHFQtY0R8wWMQG5qwIwoxnMeqixVhsADmWlX2wiSEftQhdOIw4DmEEV9niC6xdWeJ0kOgpqCm2HvZ+ryGDFO2yewFDBiD9/8dwx7F5b73Qx7N9/0ZRrx375fYQQPUemNO1999dX/+833UP/+H/95qfIpRIcsIBKb/ET2f7U/rXeC1DvhJ/VWlHwrTm6Kk28lKahNSWpDmtyQJjdkyQ1ZckOa3JD+uSuS1KY4+VaUfCdKftLRCVLvBMl3H/4OWaG3w8JfkOH0Wx/ZkRGfJIn4Rt7ZErEMCx5ORPPPlojkVBFeA8MFZ0vkMQIuy4jwFiMoIagcI4K/zggSYlOD6F8dWbBOyDX8WJpocvVJFiFGdAvnW0BRCyiCGfEqx4iXFG7VCHpMtsSNbUyqjUMaBy7HiElrqI0ta2dJnoxjX9L42XtSAaJGhviNaPGNTD+5HEd7U2hvCpZEC4s4a6dDjIAkMecEX1KmGwBBDZFRMUutIjKe4ChVBBB66AaEiU6tc8SdHHavDLtTQ+7UYK7WedtL/vwrwXzboqPflehzJXpdCEksx3uW492ueN5MYjnW5Yp3uuJbmHDF3rhiHa4YjIm25Qiy1uVCVbQ6Im2OaLs9Btdmj2UlgcSELdJsizTZIjAmGq2hV9bQy1wvrKEXltAWI6zBZ9bgzoywbkmi2uzLY4TZX2UKVBtDNYZwjT5So49U66PV+miVPlIJlcPEE334sT78WBfOSSKUvQOVNnhfF7xXkD54Vx+8owuW6wK3Ed3S+W/p/Dd1/ptaH4yJMq33utZbpsm15Ctb9JUt+Mvm/Teg1P4tTKh9ZWrfOVB9bppxfoZ5fJZ3VeW5ovJAt8TOziRU7ksq9yWV+6LafZK9dBAN5KIfRNNLaMojRN8BVHA/KrjrjepQN6sEQy8VGE4pnaeUzlNKx0ml44TSUUwWlrEUD1XWMqZq7xj1+46pH1pGvm+fLJpglLAMh0iKvRPg972z375B7xqiFIOa4zLPIdrCAYr6MENbInWXSFwlEtcRgX33DO8ATvAjjr97TvTtGPWbMerXE7Q9wPxelnYvSwvfy3Kf2P4DsFCK512XWS5zFr7D8aCZRBHfdIixcIixsJdn3C2y7hZZd4lsu0T2H0SOrWBMZEmxTRJ867c8SxYTubYk8Xv7/7m5vjDij2RELMONZXixjWzxDV58g+II/a///bcOCisblcVPbAoSbwv7ZEYIk++EqXei1M+ild+ZOPVOnHoHAUKaeidLvZWl3spSm7LUpiy5KU9uypOb2T/+iSvS1KYk9U6c+hnqdx+dKPWzMPVO+H5JEExutDoxLPilQBLI9+QxIvfQ0U+MHUeWYcfhO5ymmVG4dUYEbo2Rd9rEOpBjRL4kMtQwVJoaTlNDMCPSlNA6OQi19oFIAahVUmCV5F8l+lfHNXasxiqIpWfmQ8+x2m7hWrdwtVtozDFC1AIK25gSlCUAMaKFKX00hBrgK2e09jamBOOM4XxZRrQxxeTlMNEerBicrCcwIEZUTM61UdhEZ7hfqO5RWyBGwJJo4bHxTgbMCCAinHOCNdPjdWT2g8HxWhTu8SjqWkffQ9RcPcQIgF9H57WqjCPu5Ih7Zdi9MuROIRt0Z4cTA67kDpJwxXtcW5LoXo53ueJd7kSXKw7V6Yp3uuJv3PEtTLii7a5oGzIYE7nanNF2R6zdEd8KkgQSE7Zoiy3abI/CmHhtCzfawq9yvbSFc5IIPrcGG6zBhiwjgoWMsPqfWgslATGiyuyrMvurTMFqY6jGEKkxRGoM0Rp9LCeJaJU+AlWpj1ToI0/0ERgTj3ShR7rQQ13ogS70QBe6D6XPdk8fuqcP3dUH7+iD5bpgOTSWyEniJqKcJHxl2fmE78aSr2zRX7YQuLEQuLkQuDkfuInABOSJ62rfT2rvNbX3mtp7Ve29qvJkMaHyXFF5Lqs8l9WeS2rPJbXnotpTjGUfQgOH0MBBNHBoGjwjs55Xu06JXEdICz/RVLWmYKXGdQzLOK1aPp2VhPOk0nlCZi0mCY4S+cVU2SGi7PIs5xpReHaSemCaf1LmPSn3HaEv7Rog7Bokfv2y/4eXvQcHZ4uBxVKZp1TmOQbdzlLqPsTQniUI7ygcN3jaolnhAa7xR5Zu15zom3Ha1+PUr8epu6jK/RLHPqHjB5Lr7xPzZwmaG/JAuda3Fw3sldj3im2n8cJbo+RbI+SyMcppvHCPyLZbZN8lcuwSOXM5dm3HBCyJrCesiMnE1nzia675a87vimv+ezaIEaYvjPjjGBHN8KBiG3xEFEeIH98UQCXeCv8xiZLvxKmfJSu/fEI/S1Z+lq68k628k6eg3spTb+WpTUVqU5HcVKQ2FalNeWrzz1mB/ihbeStd+cTj+kWy8ot45RdR6mdh8t2O396UbIlmdGClyy8nFvvZmRHBL3DcaAantc1p7YA3DjOCYPfj7X727zqpNhvitldZlCBixzeg24qwYhno2SvMaJoZWYeDSAFG1sDIOhDJwIzYwkQ4Q4MYEUojo4TSlOA6BWJEYO3DkQJrJP8qHM4Z7ebIOilLdaOqeoyzFUy3guk25loHZ2sgMa5dnvOvoizBVrasmSl5I1zoUxiHFuyTliDOtwYzop0lofuSVHesZhSzxYgx7LhcwwynMTpnj9qC8aQwni1J9CzahpVz1AAPZkQXb6oWT7s/NvMcRxqWLXZxxDc7+x9hCM8APiSJKgLYJNUMOmIQI94niQFXst+V7ENKwpVlxJYkXPFudwJZlzvR5U50uuOd7iwmOlyxDles3RVFBmMCqn052u6MdTjicBAm2pCYsEdbckGYaLJFXtsijQhMZCVhCT63ZiWBHEhAjKizZhkBS6LG4qu2wIzwV5n91eZgjSlca4zUGqO1hlitIVZjiFUbYtWGKFyVIVppiFYYIk8MW5h4pAs/0oUe6kMP8rtvyHbPELqrD93RB8tzmLitC9zKzSTgycQNnf+GzndD57sBjSg0/htLgRuLgZuLgZsLgVs7YaJAEjlMeK+qPFfU2S7Pey7Ne84rnKUzzGODMwd7po4SBGfElgvz7vPz7vNq1zFQeY+38NQcqtb7js+xz6iWz6iWT6uWT6mcp1TOU6rlbEp3CUH0SLlcY4g+kDkOT/NKpjmlGPaeLkzRBGPPCKXo9cCVWd7ZMdKRN2NHp+iHgcVSmeeYzHNM6j5Anb/B1TzWhx/pw4cwrMNS1wGB+dsJ2jcTtG8maF9P0L4ep+5lab9Be/8+Hvj/RjzftgiOjy4exYh3MxeLJPYiif36JHB7lAx3gK3bI7bvFjt2i51wu8Q7YQKxx/E9AhMIUkA7Hebf0ddc89c889c88995WUl8YcQfxgjezozYfENhQdsZX3311VdffXW5sq7wZyz57tP7wxmhSL2Tp94qUm8V+T/2W/3jV+SpTfnKW9nKz9JPZoRk5Rdx6mfRTl8dy5+aUWiW1v+PNPhLB1bXA6ZGhP8HakL688y8kWF2SYIpjHSBaPXxk29nNNa5BSPD5hkTKsjO0KczAoGJLU/ANyiDn+KWnUxE0vmSSIORDBDZAAokEc5sSSKcoYa2PAExIiuJPEysk4PrdFuQuWRn6JxUezgrCQQmcM7oK2L4/7J3X1FtnWn/sPf6z/tOZia2k8lkkrikVzt2bDoYN1zjGhfcuw3uuHfHcTe9o0IHCYSQAFWEeqdIgGiqWxJIQpVeMuffwSMJUZx4bGeSeT+zfstr65ESJJ3si/u+937ulVmekHoBIx5X9WZJnPkthvhq4dPKmkQaL6lGcp/I8BYkHlN4RRo7BnZhYFexJ3Gs2kQ6P40tvYQuulNOdzMCjYklsQpkykQ6P7W2vUDnKNA58nUOIIlslSWWI0pgYFO5uFQu7m5p+jlUzjUcOfLmvSP3HqUyBXGk6hhUwV0qFzAiJr/0Arognim6S+amtZrcBQmtI0Pr+AVGuCWhtiZNkMT/HxjR5GbE1WcwwiOJrvNuSXSek0+ShC8jGj2MkP86I47L4OMN8HFfRtR6GCH1MELy7zHiBzz7El9xW9F1ka/4oZy9R6J1M0Ki2cFr/aGYfLCSs6uU/gOtNlKk9jBC5cMI9XahZmOF+ACec6pGfoDAX5uJv1irvyK37MwqCU8oXJ5FWPMEsSevcn9a/lVG3YU6eDuWsaG6ZTNPu5mr3chSbiyqPlgp2ppbsayQHkEUR1TVjmcEMSRXHIwygPinti6Mq/VLaYrgdkRwOtaT66KReF9GfE+uWz7eEB5GKD2M6PjlaYlXwojQ14z4zzJigNE98Nm8+XdzMYSOzmdUI4ZA4//l85KM4DqGueMZIZjACNukk/1vtzJWn3Az4uUlARgxObROV0Lm4ogAACAASURBVC5HwoK7uUb7owJxGrXPy4h8sT4eV1nVpOQa7ZVNytJmTY1tEMUW8yw9YucQobG9uEn1qhgxoSwxmRGTyxIkUw/J1Ftl6qsy9U+QhJcRk8sSXkaML0v0lBt7KtqMLAqXReGyKBwWhVPRrJtcloil9Dwh9U5gRKnOnkBmlym0VIMzmcK+XULyMuIunv4TnhZP5SYyJalihVcSOa1daIU+u7UzWdh8r5J1n8TJqFel1bb/VMm6R+Jkt5sAI3wlkae1ZzbrEsWKp7yGqyUksCNoTBrqh9Mxhx88vZiLSahtRWm646UtsaLGa5hynN5a3uWKZQiTGuEsrSNT68jUjpPElIx4piReM+K3Z8SxF2aEeApG7MCzLovabiu6LonathF5vozYLVbv4LVuZTZuZTVHitWR4mcyYodQu7GqbkOFZDOtaUs+9VJ95xW5ZX8xbUlScQSaFP40e+n1x5tuPDhJFp0TKneUsjbWtAFGbOZq1lbVB8cXhCQXh6MrFqMqVpQLw9DE4ExcYGpxYGpxUGZpSG6DlxFB7uiXM5qWUuojKkTHU4u9hjiGIkTUKF4z4v9MnpsR3QM13QOfzZtf8wtNjVdniFfCiDFD2IYEtkGBbdB9mv8Px5cR9mGufeTlJcG2D7OeIQmK3o5rVBVKmvCtRpJ2ENc8hGseQrKaspiih0X4uOKydCI1mymsUJmqtN3p1byy+hamwVokkpW2618hI+jPwQjK+O4G2dRLMvVVdfVXvSgjygEjjD3lxh6KpMWXEVRew2RGJLMmMgLd4MhvMaQxhFSDo9rUG0ek3yqu9DLiWj4+jkijdPaUtsKJTAkoSxSqbWmStjRJa2aD6hGND6oRd4k1j8mcHIkCJWx8QuGBSzncktDavcnT2jOadXcqmWez8h7iSYk0zq18zFUcCaXp9gap6f6pilHQqsXpbU+rxzEi84UYkTTeEK8Z8fyMOPn7MSKSId+DpR2t5O4qrd7JaZnAiF1i9U6xeicwxC8yYodAt0MA7xDoN5SLd2GZ+8v5GwvoEWhSeEJh8IPMhRfuh9xO3JSUuzEpb21xzRaedi1RuqZcvLpcvLpcvARduQRdCRgRhiIuxTADHmUtfZwREYsIS8pfStRMYIR/RnsgqjwQWR6IxC9PzN/vMcTGKukKdvtrRvyfydSMYJj7GOZ+dyz9l5Iy91+8vv/S9c/mzQ9bu2H/pRsgCQQqyzo0llfFCNsw5yUYwX02I4S2AYFtQGgbeNaBYKoD3/zCy555YPdKYpBvH+Z5GPEykmDbh9m2qRkxOVS9I4spAkmqqnlSWpVO46G5dVlMURqd+6iEmEpjF8nafQVQ3KQiaMwvu9Ga74SE7y4t5kllCR9GkEz9VaaBKtNApWnAjYkub/qIXX3Ezj6id0LCCNJD8ErC4D6o5tR5GMFlUbg0nqwc9Dv0LryHEblNzqek3iek3idVvU+qehOqe3A6e6nOnsSUpDOEWSzpvTLKwwrWYzLvEZn3iMy7jCourG+rNg/gOzrjq0UY2JXfYUmskeRJFdmixsuowvtV7PtV7HtVrJslpB8L8RRTb5XB+ZTMAYwo9BQk8j2YQLYY4gWNFwvwxxMy7hTinlTQTz2Jv5iLecKrz2w1eiXxVNT4E5l1j8S8Vy2KyS9ff/bK+rNX9j9Ny5zU10jT2FI1thSNLcV3QkJtTdJYk7yY+D0YcUvSHnHq4vfX7r5yRqy4cjvsZEzYiZizQsWvMmJzYk5o9MV9JdVTMuIgSRwUfSEo+sJWFO6Pxoh9Eu0uTstOVvMuftteifblGbFDoN9Mb9lMb9nK0WwoExwmCvfnVqyLRS1JKw1PKwlPK1mRR12RT1+KrlyKqlyKqlycWjqBEauo8uWZpQco4qPsxj1VwqXl4uBsvS8jAtE8LyMCkPjA7Erv/SReM+L/Un6dETVeRly8vv/SdQCIA5duHLh0I4FAG8cI6xDb9koyzPH5q/2FMpERQtug0DYo9IjhPxyPJAb59mG+fYRnH+G9+Ecb4dhHOPZhtm34Ob9PktaKYIp8E19OBarIZArTawTpNQKS0eE9/aO40vLGdkJjO5It8l3/xS1VJwYwAsSNiXGS6AUZL4lekqmfZBogmQaqPKk09Vd2uVPR1VfR2VfR2Ufs7HXH6A6QBMHgibGH3KhhU7ggtHJ6SW07pt1UrneV613FbV3xFE4siR1H4aQwm7OENoTEiap1lukcOJ0dp7NjVJbcZl2uQo9R27KkHXdx1Ls46oMKVly1OI7CRfJlydWCDGk7BnZlKwwIXgPN1EcyOi9lZANG3K9i38ZRz6ehixvVxY3qxyS2LyO83Y18rT2eU5fBkaZzpFFPk6MSMg7de3IjK6dQoU5li+NFTWiNFe1Tk0BorAiNfcPZK2Ay6YugsAmMmCgJjUcSGmuyxpoE8jsxInT/MfC2j+SVvUJG7MzBgP/tuvtxv1qNOMNvBy+e7R8yJSO2InHgBUHRF/6AjPBmHCPEkxjx7NmICYzYLtBv5+u38+FNeZQrcvNJkvhALjEsPn8Fumo5uio8A7cMXenDiJKQxKIxRmRXrmW1r8TUHOMqTtbpdhC5EdVNq1jKpURNaJEutEi3lKwKRBN8GRGAwL9mxP/JPIsR/TUTYhlgWgYWhIYX17ZWdHSxugdZ1qEEAu3ApRtXUhBs69ArDMfLiBfLH48RnrLEoMA+zLePAEm8+Ae0j3Bsw2zb8HN+nwxzP6JGNBamKIXM8mGEMIXGQQvEeWJhnrS+SN6BZoskrmGJazifX0fUmCcT4Tkz4d5lQBK08YzwYgIwguxhhDdVpoGqrv4qIInOvsrOvorOvgpjr2+Ixl6ioWdyqtqM1Lr2UoYotZQUR+HGkTnJNWJMW1ciXRBLYoPcysc9LCWl1ogRwqYynaNMaweSKNXZS2FnkbL7KYV/n1BzF0e9V16dIWpFy7SIemV+mwkL92BgV25rVyKdj23SYJrUl7JyH1SxHwBJVLJuYqvimbUJrNqMetWzGPGQxKrq6q3s6kGIG+ME8oc0HqYNruzqKVSon7CkaI0Vre72kYTt+RhhTx2rSVhTNG5GJP+ujNj2MAm87YsMyStkxJyA4DemTT9QRnnOpsaMmXMgCJq7ccfvz4hfuFLjJRnxa9WI78v4G0vYm0o4m+ktP7CUa7HciPi8IyWM6CrhpsTcpRllgBFLssp9GbEUXRmOJIZllgXG5QbE5y0v463jqVZS5SvyqlblVkZUSddwlas9WcVVruR2BOVUjmMEivCaEf8nMzUjxhtiABiCaRmAIOjNGTMgCLqXV8K2Dn02b/7W46fen/MRpr7dc9ICfyW/VDg2jyEcoy8QnmOE5xjhOYZ5jmG+fVhgHxbah4T2IaF9UGQfBP8+60A41cGrisA+JLAPCxwjfMcozzHKe6FPx3WMcu0jHK8kni8VHZ3eUkSuQFZY24LwMCKjRng3F41vKGMZqlnGaoqK9iA3rVKh8m7i9VxomLDj6LiahE9ZwrOLm7e74VuTIJv7yKZ+8nhGPFMS4zFBnIiJsZVEGj+ewo2ncL2SiCVzYsmcWBL7Po58MRmRSePim9TJZA5e5yjTOcp0DpzOgaxtT2HVPq6ouVVIfELmgVzOKkyi8LI4dXEUbm6LEQv3YGFXVl1HIqsuiV2XyG0AjHhQxb5VQkoVt2a3dD6h8J6SOU+ovES+3HvbbK8kHpA5+bIOTJv+KY2X0ax7ymtIZonzZO2xNG5SXXu2xor2BKW1IrU2hNaHEcFhUw5aehnhrUkkT5DE7zQbcTQPf6q8+tU2NXbmYI7Tec8/G3GMIo1E40/x2n5/Rvx21YhfZMQ2rvqHAsp5kfosr2NzESMCTYpAk5Zl4Jc8Rq2Iy12WiV+BJq1AV60sqN7EbF+WTfJlxDpq0wose3sx7TBNuh1Xs4oqX8tTreWp1vBUa7gqLyOWUxuW5RBXF5CW5pN8GRFeIZrMiHBaU3ABfQmWuZQiewFGLH7NiD9AnoMRHkMwLYMQBBXXthbXtb0/50O2dQj8u+346UQiHRiCY3s1AYbgvXhG+I5hvmNY4BgW2kGGRB4u/OfjkcSQwDEscIzyHaP8l/h0XPsoKEg8Z6o7e4pqWwrETSiWpKi2hWMbpukdsWXkpCpGZo0wFk/OJGdJXQKJJ9U6agK+IEfYUNZheE5DTHGn7Sm7G+O3hJ3U3egjm/vJpoHnkcQvlSV8VjBtncAQXknEkthxZE4cmRNL5tzHke/mYIqlCpapFzACSKKgGU6hcMqa1ClVzIsp6EcV7Cdk3qMK9nVEYXmrocYymCtuRsk0JXBPCdyDhV1YnQujc2F0rtzWrrga6fUi4o94+v0q9s0SUgKZXWVw4lVdT8hs3w04QDLlmlimNJYljRc05mrtaJUlUdqaIG5OlLZma6wgaI0VrbWitVaU1obUOsYxQuecIAkvI45m5q07exlkz5OUO5x6ryQuVTLXnL205uxlkFPFxCkZca6SsersRW823PjJy4jjhfiVZy6uPHPxqdJyID1v1elLq05f2vEo+a6042lH977UnJWnLq48dXH9tZ9uS9qBIS4xpBGnLq44dQFUI7Y8TFx+6sLyUxeuSVqXnbqw7OT5pSfPR6agfBlxQdwcfjLGmz25Jb6M+CEZEXbynCcxW5KQvoyI4bcvjr64OPpiWPTFsOiLu9D4s/z2K43mtT8lhUZfXPNTopcR25G44KgLwVEXllz6ccmlHyczYmcJLTD6fED0+YCo82GX7mzHUr2M2Ial+EfF+EfF+EXF+EXFrEdiXzkjVqdjFhw9t6Wc90xGPPdsxDo8Z2lq8QaiZF85DwBrV3H1sgw8kATIhsq6TXTFRlrzD3zdFp5uXVX9smwSYMTaqvqNPM1qTE00t/WcrDOK2xKBYXgZEZBc+NmhM+ElrNVcZUQZ+7io/aTMsL2CF4qtCc4jfXP9ybd3k4MLqMEF1LAyri8j5t/P+D4Tc4jX9n0JM6yy9j9Zjfj84v3Z+06+ZsRvzwgfQ7C6B9+f8+Gpe0/v5ZW8OWPG+3M+9DICxZKwrUPsV2QIjn2Eax954bMs3zHKd4wIHCMCx7DQwwiRfUj0u0vCMSR0jAgco4KXYwTPpyDxrLDN/Tytlae1ss392dw6JFPkTZXKnMerJzS04SSNCWXklKqKGh3NlxESlwBbW1GhtTxv/+IZ23xM7m5M3lx+fHejj+JhxPNKYjwjKoy9eTJ1Fq8hnVVb0mGuMPaWdJh9GRFP4WbXtqdzG+I8BYmLqagcjrRA1JhCFwBG4HUOdG17oaSZZe7LF8ivZebfxzOekHkPCMxrWQWVagutsze1WpjTpC+Fe0rhnhK4p0TnKlLbchSGbIXhMVXgrUlcLyLeKyZQTX1VRmccjee7AceE7kae1p6rtedobTlaW7bW5jVEtsaarfUywj6BEVk65zhJeBjxeVAYNP7n77PmXKpkAkYEbt3p+9RnQWGTGRFdhIcm/Wy48RNgxMozF8HK3Ii1vi+Y+fU8vy2RvivfRKz1liJ8ZyM+DgwBD9+aNdv74jemTT9TLQKM2JdXOvkNBOw7DBix+OS5CU+9MW36ruxSwIgYfvsb02ZMeMEuNP5Ko3mOfyjkMxuxMQE9+bdAPowIir4w+dk1CUjAiC83bvdd/8A/+JUzYsHRcxAErUrH/BuMeMZsxNwjZyEICnuE2FzKPlIlPkqSrsunRaDJvoxYT5Rs5cNb+TrAiC087caatpUY9soS7upy8QaWcnVV3d4KQRS3ZTeR561GRFBln+yNgiAoILlwNVcZkVsRJVWdlBn20aThBMEnB0//+Z1/zr0VF4DAg4RXSZfVtIWVq0LKNBAE/f3TecdqDXuptSE4PmDEGlL9GlL96qq635QRMxYEQBD0mhG/FSOY5n6m2QuIAZZlkNU9yOoevJKM+C40/LvQcBRTfOp+7Lbjpz+bt+C7sCXjCgkvH/uIWwPOn18oowLnqMA5InS4I3IMixzDIseQyDEkdgz95w9AhI5hoWNE6BwVOH8WvOBH+5nv/JnnGHWPVjzjCxSoLfVsqYwpkjFFTEkziinyDZotLRY2NPSM1veMFvPrETXVbEN1rUso9QlgBMM6+Fzx7oRiG9vsg2EDzw5UWwequweqgSQsIH10ryTMfTSztzLRRzH3U8wDZPPgWEyD4zDR1e/GhEcSlZ19lUa3J0o6zAiWhKKxlDWp02rEHlioEig8kEQqr1TVTTT0ZEvbUlm1qaxapKgZJWlFSVqxHeZy2FkOO/GwE9thTiSzsfVteQL5pczCezjazXzCzXzC1ezS2EpWEpWfzK7H6XtL9b1eSaRwG1KqBRns2jPJiBvFFYARPxEYZ1NQsWTOUzI7S6Ye28oLdhbCzgLYOSYJnVsSuVpbjtaWo3EnG6jClxHnroKT1pfBi7N0zgmSSNfalx+KAi+4WsVO1diuVLH+Mn0GBEF/nzUnWWu7w60Hz16sYiVqrKeKiWvOXp6SEZ8GhR7IzIkqwkcV4d+eNQeCoL9MnzGBEf4/REYXECIfJYNfAUHQB1/PO56HP56H93pi28OkX2DEx4EhB/NwO1NQ7vP3viO3W42nGcI3pk+HIOjLFatBU2P+ZvcJe/2DOMCIbzdv25mD2ZmD2ZKMAE99vmI1YMSH/qFg5dtNkWGegkQURTqZEdNnzoYg6N0v525D4rYhcROqEd97kLH40o+nGjsPcxX/+HIuWNlDEuwmCdwfEEuJkuk3ILF+UTGvhhGi34QRoBqxQ6Dbyu7YUCHdUFm/XaBflUf3GmJlDvkHVocvIzZzNSvy6d6mRkQJdyNPs7yEsxpTE1FVu46nWstTrWa1rS6kzo08CEGQf0Leaq5yeZVkbX7legRmcVJuSCH1k4OnFybmgxFLkOACakip2h+h90MYPo9GLL1bEVkiW4utWcJoXcpS/oDjHcsqP5ZVfiwLv6WU+9s1NV4z4jdnBMsy4A27exCEYx3yyTBJZU4i0kkq8yugg0949hG+w32ufdGMCp0jQicwBMiw2DH0e8UjiWGhc0To/Fn4Uh/tZ3dP5BmM4BucABAgIlJNDoXly4g8oTyPK+XorTyjI5slKqprJTaW17qE3nBNNWgOjWbunWLDlCljG3f30rGdO6yDNdZBhnWA0T3A6B6o7u737tICJEG39NHNfXSzt8fRTzUPUMyDFF9GmAcnFic8kqgaJ4neSmNvBqceJ+vgdg8y9M54Ii+3ri+3rq+0o6e0w4xt68zg1KfViDNYUpSwOYUpiSdzQHcDLWkFgMCpreCgHHbmN2qRkjakpD1L1PYYl4tmZecLC4tq8UlUfLZMh9P3gnglkVQtqtJ0V5v6n+IpV/PLvAWJx1R+sc4JAOHNL0giT2vP1dpyASO8xQmtDTACpZuCERMk8dfpMyAI+jwoLFVrT9XYUrW2ZYeOg//kchXrdDERHP991pw1Zy8/lKmmnI34qaHdOxtxrpIxd6W76jCBEd7ZiFWnL4GV4/nlYDbiuMcNEacu/gIjrklawWwEePhRQMjtVuPqa3fAw725JYAR58XNYOWLFauvterPiRq9F3zuzMHMmDkbgqA5ASFXm7sOlzDcr1y+dvJshC8j9pVUg1duSEBPORvx6fI14KF3NmJtgps7oZfubESWgONpM2f7RcUc4DZNno1YeifO79h5v2Pnl96Oj5IadhEEfkdjvAGMmBt56P1FwdvLeYExt787cm4bnjdlNSKSIV+VgVlw9Nz8o2f9Y25uZ8j2SDTBt558e/Tst0fPBt164tvUCLj5+N1FQQE3H889cmbukTMr8yq2i9QBN5+8uzBoVS55hwAOe4SYezhm7uGYL3dHBd5JiUCTZq/Y8M68Re8uDH53YfA/FgbPP3NraSrG/8JPH67b/tHGXZ9FHg1LxixBV847d+eLQ2e/OHRm/rUngBERBMFRdmNg1HkIgt5bumbm2h8+PXT62zsJ/qlF8x+kfX7yysz122ZuiPz44GlgiI8Pnp79w95ZP5z9+GCcH8Iw7cuQd8J2zn9aF1bZFFZZ+82lB34bIv02RO58kBl5P3Nl9JUP95/6cP+pLy4/BIwADz/cf+rbuDxfRgTiRXP2nQT5OPpKKF2xIKNsxoKAzy/e/+pO8px9Jz+/eP9ZjFiUT//yTtLsfSdm7T3xyYV7rxnxahjh1gNI92BVR9d3oeEc6xA0/ufQ5Zs82/ArD98+InCMgtPti2ZU6BwVOkdETjcjxI5h8e8uCeewyPmSn8tNEMCIKb89gc4mZ4p8k09hoZkib6qUXXSDE9+kLpY0EzuM1ea+HC6L2FjO66qpcwl5ppoCQUV5h+Hf2AbF5x4VTNsQ0zbu2RrrILhfGaN7ANzKrNrSX23p897izKc40U+1uBnhjZcR45odXf0kjySqfBhRrNBnMoRYacfTYtl1ZEMiZTCRMphE6y9T92DbOlNpPLKyi9iie4StSAA9DjInnsy5W1wRX8VMpnCSyOyCRq27JqFz4GEXRmlNpVdQtAyWhQdC0TJSqwmFbeYJkkhgSAvr2itUJgSn9nphOTDEj3hWAtuYJnFl1DnzOp5DEp57UuVpbLlaW+4ERujsKJ1zSkZ4JZGhdbj/NPdhxLqzl92nw2Jiitbm2/L4y/QZU1YjYtWWaxyp/9ZIUIfw/rxyRnhHLH0ZseTU+QmMuNGqBysfBgSD2YhdOZjPV6x6Y9p073sDjNiNdv+ixdEXf5kRO1Bl4JXbkLgpGTHLP2QCIzYh3a0W/6iYKJlhpn+w97f/edr0CdWInZV8CIK+WL991VOU37HzUVLDO1/MfeeLuX5HY+ZFHoYgaF7koaNi+P1FwRAEff79toVHz0EQ9OGSVVMyYlUG5uudhxYcPffp+q0QBPnF3NxUzoEg6JPvt4Y/yfz26FlfRsw9cgaCoLe++PrdRUH/O236W1987W1qLEvFfF/G+983p88MXz33cMzM8NVvff7NmmLWN4djPtm0+92FwRAE/fX92Wuw7O+fZM7funfepp3/WBAIQdBnkUcDH6MgCHp/6ZqvD53++ofd6/G8Naz25Vjm4RqZ3+FTEARN/3Le+ys3/Omvf/vrnI+DUIQPIw/N2hg5a2Pk3z7+HIKgL09d//bKAwiC3l2y+bMTiJkbYvwQBgiCpn0Z4ocwfHUtE4Kgv737/gdfzvvgy3k/3IwL3n5o0frIz3Yfn7EgEIKghVnlX1x6CEHQJyeufXHp4ReXHvoy4oMt+/705jTAiD+9Oe2rO8nzYnMgCHrjvZlz9p0EYliQUTYlIz6KvjJ734nZ+05Mnx8AQdC89NLf/cT835WpGcH2GILTPQiSRKBxrUNJBFoyke5NSX275+w1wrO/srwqRog8jBD/ARgh9jBC9NKMEDp/FjhG+c/6Ai0DMrZUzhKDyNhShsFZLGnOYUvRLDG+Uc0bf9UoyzpUbe7DNWvy+DXZrMpcDhXfCv+7e6CwJkpiiGkdmiyJGo8k3Jgw91eb+6otXkn0Uy0DVPMg1TxEMQ+Nk8R4TABGTJREZ19lZ1+BTP2UqL6PNcZX9SVSB0FQov6S9q4icTOve5DXPXg3F5tA4XolcQ1RUChqZFv6i8SN2dI2gqcgUQ67sutV+WI8q5vvZQTLwsPUExBSZZm+N7fJkCXtyGnSFymt2Y1wMqs+hV2fLlLktXZlKwyZdcZ7RNsDUj/IQ3JvTpuzCHYV6V1Fetc4SYyfk3BLwtvgAIzQ2dA6O0rn3DiOEa4JksjQjVUj0rT2VK09VWv3MuIMhpiitSVrbaeLiZ/5YOJiFXMCIw5k5oCn5q5ce40j/TQo9D/JiMnViAmM8N93CDwMO3nujKjRlxHPX43wMmL13YTnrEZMYESUTL8RWeKLiR8wlAmMgCBo3s4jB2oUGzJKIAjyOxoDmhrgKS8jQEcDgqD3FwX/wmzE+gLSVzsPQRA0/+hZwAgIgr6MPLi1umEyI5amFW4XKb3HXkbMPXwOgqC3Pv/m3YXBb33+DQRBoCARgSZNm/MJBEGBPxUvT60+WFp/jKRcfSflg5DlEAR9tHHXopsJ4Dd+vXrDEXrdUVbTMixzNattRQlzzop1EAR9c+leMIowa2MkBEFfX/ppYULud7GoT4/GvPVdIARBYZd/XPU0A/wf/hlx+LvEJi8jFmXqpn8dAEGQfyp27xMUaGoczcQfQhDm3Ul+JywCgqD58XmAEX96c/onJ65NmI2AIOhPb06bsSBgxoKAP7057e+hKwAj5uw7GUpXzNl3EoKgebE5Uzc16IrgasWXd5LeDlkOQdDXT7N/9xPzf1d+iRFeQ3C6BznWIa51aO3OvclE+qS/gEfAvRBeYV6SESLnqAgwwm2IPwQjxA43I15eEoARz/z2DM4GXr2cJW7g1QsMTr59hNk1XNowUiwZwdaNEBQjLMswGNIEN594VbcfnYiJ8UWLCTUJjyT6fCTRT7MMUs1DIM8qS5AMPbS2TkaDslqu8ZWEN5ncgSTqoG8yuQOVnX1p1UKMtLlY0nyvsBwwAkjiVg62ohXmWPpLG9oAIzyScKGlHbhGAqub7ysJXCMBKVWi6tUpNAGmoQPJrU9i1oLWhnviEnZhda4Ufs9DUj8IkESSoKdY7yrWT5REwaSJy4lDlzpb9iRGvDP7ww3nroKsP3cFJFPnDN62y32Ol6nTtPanMvXfPZMNKVrbE7n6chUrSWtL1FgPZ+aBV54sJkxghNcN1zjSp2rzf5gRpxlC8DBw32HAiJVX3bCIuHr7mocUM2bOBjfDBg8BI641mcDNISAIOlTCAIw4y28HV2pMmI3487Tp4CFgxMq77tMkYMTKn9wP1yWgACM+XrYarGzHUg5ym8FURJRMvzrBPZ8BLtbwbs21s0LwgV8IBEHTPpg9mRHTPpj9/IxYlYF5+4tv3lsUPP/oWcCIPRLNpnLOPxcFQRD0tw9m+c5GPA8j5h6OWZqCXZqCDbqTsiSlda6wpQAAIABJREFUJAJN+mTTbgiC3g/bEnifs+haxbc7r0//4JM3P/z24817ASOWIwh7sPSZ3wVAEDR95uxjNbLwTFxYdsUSJH5WxPrJjJizaef/e+MvHy5e/kHwEgiCNiKw0fXw1sKq6V/PhyDoz+/M9jJifqxw2pfzIAia9yAzJKX4YErxsazyJftP//mvf3tv9Zb3Vm8BjAivafs2Lu+N92ZBEPTP1Vt8qxEQBL3x3sx5sTkgCzLKnp8Rn128/6c3p727atM/Vm16zYhXyYhxhvAw4s0ZM9AsyURG/AaGeDWMGDPEH4URYseoyPHzy0tC4Bjl239JEhOSxxtBs372Jl84/jZWvwEjWJMZMWVNwuzT3TD3082DNPMQbSpGUAAjdA5etZBP44MwGpSTJYES9U9gBILfX9XZh1Nacus6cus6SjvMydVCryRSGKIUKieX35BC5RS3GAAjCLCToO/JbVAXiPHs8YzIZGAzBIokhrSsGa4xD1L0zkSa0MsI77UbiczeRx5GgMSzegEjip/NiCmu3dB5GeHwZcSUP5k65088+V89A4+fB4XN+mYeON4Tm5qitZ3BECEI+vusOZ8FhYG5yL9Mn/FAppzAiHmeYYhPg0J9+xqfBoWCqz3Bw9+IEbdajYH7j4CVGTNnfxgQDJoX//zqmxhx07VWPXj4xrTpczxPgYf//GrutSbT1sScyd/MlFdqLNp9FDw7febs2Z4WBuRzpYZ3pvIfX86d6XnBlxu3R8sMYDZi2szZM/2DAUf+PG36fk6TbzViVSxyfWbpF+u3/3na9AOM5j9Pmz7tg9nr07F+R2MgCFp09NzzM+LT9dsgCPKPueUfcxOCoNlLVkWkF4U/yYxIL/rk+63/O236ZEZ8HnlgaVrh3z6Y9b/Tpm+i13sZsSwVA0HQtDmfBF55HHL18Ve7jgXeSQl9kv0/f/0bBEFzVu95f/HOjzddeGfBKgiCZq089sW+yxAEvb94VeAj5Mo7cZtT8r9cuvL/vfGXiDjUooeZ65Nzt+dXfrVhGwRB76/c8M2le39+55//8+b0754g/mfadAiC1sYjP1mxDoKgRYdObkRgAy7/tDA+5/01W/705vTAAh0EQW9+/u2iTOIHGyIhCPrr7I8/2BA5a+v+wOIawIX58XmAER/uP/X13dRv4/K+jcv722dfvxMa4csIYIKPo68ARszZd/L5GfHn92ZCEPRNbDZgxKy9JxaWCX73c/N/UZ7BiHGGGAKG4FqHth8/vf34aW9To7Sh/ZUbws0IcL50/esFAk7SIueo2OGOxDEicYxIHMO/W5zDEuew2Dkido6KnT+LnP8SOf8leqFPJ3T9y82IXyxIeENSmXByk68hQKjwOEa8rCTAVmH2YZbPTh9TdDe8jBg3J+HNgC8jPDUJH0+YBmtkKgFdIKAJBDQBn8bn0YWkrn5S5zhGlGv6UmgDSdShJOoQYERpe19VZ1+V0T1CUWnoRfDkj8qoj8qosZXMomY4r16JEimKWwxE2EWAXV5GlGmdGSx2WSPBLYluPqYWew2JiiXzbuYTbiOLsDJlvrg5lSsvhXt9GVGstsfSu+6WWQEg7lf0XEJ13ME2p0vbnyGJia2NPK8kdPYcH0YcjE3/Mnjxs5Kpc2bonLGN2uWHoryYCNq28wyGmKKzp+jsP/IafC/4/PusORerWFOOWPpvjQTOWHzwmP9W92UXc1euvcqW7niS9GlQ6KdBoV5GRD5K/jQw9NPA0HOEGsCIs+WMTwJDPwkMBVdqnHY/DDlVXn2/zRSy/+jHgSEfB4Z4GfFRQMhHASHgSg1w34htKcgPA4K9mFh59U6MuAlc8HmojPz5ilWADiuu3P7nV9+A42837QD3jThcwvh2UyS47PONaTP89xwDV2r47Tk2xz900Z6j3vtGbExAg+s1/jxtelDUhVn+IbP8Q1b+lOC9b0T4pR/BCyAImukfsvxuPLhvxG6SwPeCz2kzZ/+ApfjORvxQRPnAL/gDv5AP/EK8I5bf7jz8waLgj5asDom57TtiCRjx/qLgbyIP+TIi9Fbse4uC1+eT1heQ3lsUDKoR7y0Kem9R0KKYm/9cFAQybsRSNG42YuaSlevwrAkjlqtyKe8vCpnjHzrHPzTg0JnwhMJPNu1++6tv3/7q2xmf+U/7aP4/g7Z8fTx92kfzp300/+PNx/6xMOgfC4Pmnb75zsKgdxYGvT1v0WcHToVk4gIfZf2Qjd+WX+F/5My0z756JzD8bx999vaCgNBC2hIce+GBqDnzF85asOj9Fd+//V3gu4sjvrn+5O3vAt/+LvCt7wK/vvpoGVv51ndBH2yI9EMQ/BCET6OvTvty3rQv5037ev4iBOGLyw9nLAh8Jyxi5tb94ODD/admLAgEWZhZ7tvUCMSLPo6+Apoafw9dsSCjzDtiCW4RMWNBwITZiA+27Ju+IABUI6YvCHg7dMX7W/ZOnx/wdsjy+XnU3/3c/F+UX2cE12MI7lQjlq/cEGMdDde/RC8c589i56jYCQwBMiJ1DP8+cboZIXEz4l9iDyNeLN4py1/9JsvkSkJ9C6nR8ChHmlJpm8AIYpuhWNJMUpsZ5n7ACKrBgVNoGZb+f9cQbE8m7zvq290Y2x52fHfDQ4oBusXNCF9JUM2D1DFGqIUeRghoAgGNDxhB6uwjdfaVKbvz65VZ3IY0RksGqzeLO5Bf31+m7CN1uhlR0taVV9eRUi16UEpOpPASKdynRMal1Gw0S4piiVNpPCLsAgGMIBp6se3dKQxOCpWQTCUkUwk3c3IflDNiybzHFeyrKOzNHFw6T17YZsbBvTiPJAo7upNqpOmMuhto8dXc9oekgfPpzY9KDSWKrkQaL7vFOLUkppy1HCcJB1rnRME9SLgHCfcgYJc3WSDu8Qhnus7hTZrOkaqz+yZZawNNjdc7fE64i+XZP/AOn//W7ad8mxrP2lNjcxEDbBR+jFq/idq0obJ+PVGyma5Yka0LuE33v033u033u03zu01biZFt5mo28TQbeZqNPM0GnnophhmGIoahiUGpmCUP09Yn5Sx9nPHdo8yVcchdxeQfisn+acVhj9J2F5P2FVXuLKwMLWWv4LSvYLdPuItlcCknrKh6OUHon00CkvDLIvhllQfjeK/vYvlflF9jhI8hfutexgRGvLghXP8Su34WO38WO0clTjcjpI6RWsdIrWP4d4jTK4kRifNnsfNfYte/xC/x6cYKEr/2TRbwamttAw3On5GVmnicwZcRJTIYX6/gGR34OkVRbQvbNkTs6CwSNlA79MXChpJG1S/TYRw1fBjBtg+Xt+kLJU1ValO1uW9Cd8OXEZMlMYERPpgYpJo80TkF1SIhTSCkCQQ0AZlZWyjTFMo04NyfQhMkUXhJVH4ylR9fxc6VthXKNCRjH0iZ0pJK5eFlyuRyypUUVCKFl0jmPsJRHuSW0LXdzE5XKpVTMYkRREO/NwRDfyyFH0vm+aZM31cG9/oyIlPSXlTfXm3ux8j19/ENGdLeO0XiSm0/3TKA4MuyW8cYMWV3I3/SZuKgu5Gtc6Bh15SMQPwiIyZIIkVnf82I33+j8N9yT43nYcRGkmxrPnU3jrMJL9zOh0G28eHviYaQ2DovI4KfSjaxNBMYsayEDRgRiiYuepz1+bHzCx+kB8aidhdVHSYL9xHZ/o/SAx+m7cjF7yomrUdgl9JkkxmxuEr6fSnzEK9tP7MxEEnwQxL9EAQ/JDEIyw4j1YdR5BMYEVwuCizhhFTWvmbEHy1TM4LTPTCREbYhnm34/TkfnbkfS1GbefZhvmeXKXccU0fgGBHY3XGv2H9l5SUZIZ7ACOeo1AkY8XsYYiIjRl+eESLXz0LnqPuLdUz6Dn1WisVyhlIv7HKgqU1JRHM26+ds1s9o1s95/O4MCqtMImdpzUyNqUjSxLYNFdUqarSmup7RGq2pSNrEsg3hFBqSrptlG2TZhki6bobFzYIcYUMuV1Iklpe3wSzbEMs+RNIN4RTDOMVwgRQulSq4nfay+uaiOsVERlgHa6zjJTGuIDFQbRmkW4boliG6eYjuxYRpiGYakwRdaeHy5BxBE5YmSCGxk6n8ZCo/g1WL5DcmUXhJFF4SlfcET7uLKiqRtuRy6/PrlYARuPauInEzv3uwWCS/mopOovASydynBMZdVBFF2Vmt7U6jcipgF5AEQe8iehlhHGNEPFUQS+HHUnixFN6PGNLN7NJkKj+dI8uWaXGepkampD2bL6Mae0qbNEmsOizsiqsWIbh1hQ3tcVRubluXLyOK9WOXgPr0Nez5uvGM0NmzdQ407ETBPT6S8MGE56oNIIkMnTNjnCTsaT6MSNbakiZtqwEYEa/ujlNb4qZixFPVeEYoX5YR956DETdbDDda9DdafBjR8gxGNPsywuxhhHkSI0yAERflXRfkXRfkXeflnTGyzhj5JEn4MkJuPCU3npQbT8oNJ2SGEzJDtEwfPZ4Rx30MAUYsj9fpj3kMAXJcYjgu0R+X6I+JYQ8jdIfFuvGS0E5gxP5JjNgr0eyRaPZINLvFasAIH0molqUVzj1yZh2e5cMI1XhGwDsE+i2Mts30Fq8hACO28nUbKHDoE8bi25jQC+lhD9Hg9lPfUxs38jTf12jWUDURxJbgtKpQBCEMTQx6kLbuaUZkTlnA9QdbMgv3YEhbMgr8E3ICs3CLniIDHmX4JeZFcNojOL6GaFvBbg/F8SIr+MfrDUcl2hXZFcvYyiX05oAcsl9WuV9W+aKs8rCquiUeRoSSZMvzaTtJkp1EfmAhYwIjwuivGfGHZsQgF8Q2xLMNPcgrDV+38c0Zbx26fLO0od3XEIJfiOf09vwrQueoyPWz2PWzyBOxJ8+zMp4RI1LniNT5x2HEuLf9b30u74rQOSqc8nsev8LtHqho1ZXUNpc3qenwcGX7cEXLSKFIh2aJk4jUJ/nYtHJSbg0f16wmaS15wgaMsJ5t6K5o7sDI2nL5dRXN7ZXNymyupFDaXCSsL61rLqprpne5ctgikbWvrme0UFhPNdhwiiEEaxTkXr46h2GTOEa8FmHZBpnWAaZ1wAcTAzXd/SCTGVFtGQKhmwfp5kG6eYhuckuCZOyhmgaoXQPUrgFca2cKjZ9M5SVTeUAScRXMJKqbEVfSclIIdLqmm9RuRHLrASMqYGc6jV/ZosPVt15Ly06icBPJ3EQy92EpOY3KSaVwssUKNyP0ID1EQ2+Fsb/CCCTRV9hsTKSLrqOxtwoITyrZN9CYHF49yzJYXNuaJW7FwT042FUKuwo7uhMY0gQKN57MQTWosLCrUNmNqFdmSNvRTTqM3onRu0CK9a5i2FkEO4pgRyHsvUm2vQAwQudpbejsuTp7js6RDTvRsAvlU5NAwj1I2IXQgfjcQ8Jz/WeGzpGudaRr7WlaO8BEitbNiCSfnboSNNYETXe8GsTiKUiYvXmqAjGNRWmOVVpiOyZJwpcRbebH7W5MPGxzM+JBm+l+W9d934LEsxjRMsYItyRa9Ndb9Nda4Gst8FUFfEWhu6KAryj0VxT6q83Gq82d15pMXklcbTJfbTRfaTT55nKj6VJj1yV510V510V55wV553lZZ4zMGCMzxsiNMXLjOU/Oyo1nG41nGo1n5MbTcuMpueGU3HBSZjgp05+Q6U/I9NEyGCRKBkcBQMh0bkN4GHG8Vh9Vq4+SeiLR+zBCd1SsOyLW+UhCe0isHccIiQYwwkcSmr0SjYcR6t1i9W6xateYJFSRYlWkWLlDpNwhUm53R7VdpNoxkRHwdgHsa4jtfN02vm4rX7eVr1tfSD/NbT1ewduUnB+WXLwUVbk0u2odVbkE3RmO7lyM6gzN0gWnSZeVsNalFRwmsg8R2WuSsr97mBH0OMPvSWYQqtwdJD6kkBrBaYvgtEWMY0TbMoZiWU7lHrJoczEtOI+y1G0IAmCEX1Z5YB51SU17WGVHWGVHQC5/R7n4WC18VAovQRDCGa3hjNblZPlmLHszhr0aLwp7zYjfkRGCVkRNawmpvQbXUZertfgwYmA8IwZ5tiGebZhnH76einxzxlsQBK3dua+0of2XDSH0yXOuCJ0jIjDZMNXp9tdXnG5DiJ2jEueIxDkidQ5Lnb+TIaZgxIt+rrGVUZFzqu/QPiKc8M1PtZLLkWazxNkscQaVFYcnxRPI+WI5ginMYgrj8FXJlfSiOgVJ110orKvrGanrGcnnihF0dl3PqMQxUMCT4BTqPJ4UMAIjkdG7nEj2GCPiCd2P8pVYkRFX14xTaKZkBPPZjGBYBkGqLYPVZpChatMQtglGMAQIhgDJqSfpe2hdA0UNqhTqOEakMcTJHkbcQBY/LSbQNd0F/AaUQE4y9hbJNSieLI7ISK8WIrn1eXXt2eKWTHZdBruutL0rk1ObRuWkUTkZTEmF3sMIQ0+FobfC2Fdh7CMa+4iGvmQqv7i2rbxF/7iElMKqj62ooehsLMsgpr4jQ9AMGIGDXZ5ZS1cJ7CrROUtgJ1bvwup7sPoejN6FgZ0Y2ImBXRjYVQxPZEQh7CiA7SBuRug8jIDdjACtjbGyhM6FBIzQOr3J0joztc6xXbu09nStHWAiVWtP0U7c9jNRY01QdycARqgscSpLnMoSqzL75qnK/FRp8ok5VmmO7RgnCS8jnngZ0WZ+3GZ+1GZ+1GZ+2GZyS6LVzYh7UzHCLYkWNyNuKvRjkgBRwNcU8FUFfFWhu6qAryr0V5v1V5uN15o7rzV1+UjCdLXJdLVxLFcauy43dl2Wd12Sd16Sd16SdV6UGS/IjOd9AjAR45WE3HhGbjgjN5yWGU7L9Kdk+lMy/UkZfFIGn2iAT7gloYsCaQCBo+rhqDo4qhb2AiLaw4gosf64GD4m1gFGHBXrjoqAJLSHJzBCovHE293QeBmxV6zZI1bvFqs8cTNip1jpZcQOoTeqHUK1hxEgExih82XExiL6SXpdVAUvElHqZgS6cll+yxJ0ZzjKuBhlXIw0hqGMKytb1uVV7iuh7MWQlsUjgxC44GzCMrI0KJsQhCoPQpYvSsgNQhNCMYxltIYIdlsEqy2C1bYC/MtuDyvjfRef+11CfgCC4I8k+mXg/H0Y4ZeJD8Ep/TLhRRnwd0ltYferdxMUkRXC0DxqeHXr1iLm0fSyo+llR9NwBzPKwsmNLyaJ14x4BYxQmhlKM0XZWarUIdtU8eIWREUHl2/u4lg9hrC5w7MNXUtFfj5vwZsz3lq7a29yBW3trn0QBC0MW4KTtQscwyBC5/i497MYFjr+jRURmEZ0vVCc7khcoxLXiNQ1InWN1LqGa53ejNQ6R3we/vYrnrchcY1IXuxz+fxXIhe4rdawcELsz7WSwxKBoFkiNEuUQCQjWULEWEQ4hTZXJHuKKSsVN5BbVVk0VjZTIHEM1veM5PPEVIMNxREnllXGFZc9xpTjW7UI5oiXEQjWaCrVheIa8KDfYRtk2QZYtn6WbYDllsQA09pf091X093nxUSNhxE1loEajyQY5gGGeZBhHmSYhzKrBUzYKnYMYcVN2EYtrbO/vMOUSuOljIVf1t6VJ21NpnKTqbz0GkkWuw7Fk+VJWytgO15pRrMkdE03oUmdUSMi6GwEnS2dKUmkcBMp3Edl5EclRGaXk67tTqVy3IwwuMCG4x5D9GLbzVlMKbt7kNU9mC9WZDeoULXtadWCbL48gcLLVxhxsAsHO3Gws9QtCVcJ7CzROUpgZwkMGOHC6J0Y2IGBHUASxbCzGHYUwfYi2F6osxfqHIU6e4HOVgDbCnS2fJ3Npxphy/FIIht2oWEXGu5Bwz0onQsEqXX6BqF1ZGkdWVpHptaRqbFngm3E3ZIAe4hbvUnWWJPU3Ynq7gR1d4LakqCyxKss8SpznE9iVeZYdxHCnVilOVZpjlNa4pSWOGV3nNIa58VE+xgmPD0O86P2MUl4uxugwfFTa+fd1s4fWzt/bO2809rpxkSL8XaL4ZYnblIATyj01xUwwMQ1BXxNob/WbLjWbLze3Hm9qet6k+l6k+l6k/k68ESj6Vpj17XGrquNXVcbu640dl2Rd14GkXVekhkvyo0XZMYLMuMFuTvn5cbzABONoDJhOCs3nJUZzsj0Z2T60zL9aRl8ypOTMviEDD4h052Q6aIbQODoeji6Do6uhaOlcLQUPiGFT0jhaKk+WqKPluijJPBxie6YRAsw4SlLaI9INEASbkxINAcl6oMSzUGJ9qBEe0Ci3S/R7JeoASb2STR7Jeo9EpUnoLuh2ilW7hR3RIqVkSLfTGaEbodA52MI7Xa+dhtf665GkOrXJuauT0CHx6I9e2pULM5sW4I2LkEbw1HGcJQxLEsXihQuzq0KScwNS8gOSseE5latrJav4bWv5nYsJQiCsysCMrBBSHwQsiwIiV9CFC6plAYiCYEIfGhxjee4PBBBCMwiBGYRFyYU+mfgFiUWLUrG+GeW+6VV+GfCfp4siJX53eeEFnDCqc1LGG3HMvDHMvDH0vFAEhuw3MX0ljA6aHCA/BogPAl+zYiXZYRNqLQKlVa+0spTdnOU5mqlodhiTGvTV4gteq59iGsf9GTo/TkfHbpyk6wx8RxDIGSN+dCVm9lsCd8xJHAMCZ3gXo3jInYOi//NFbFzWOwckbhGxD6RuJ5vxekJAESPO3U9w3U9w+AvbE/+MyujtT2jtT2j0h6PJCa858mf9FdWhkXOYc92X2MR2Z9rpVjUABiRzRKh2aJ0KhPFEqJYQqQ7ogQiFckSpVKZcbiKh4WlxfWKfJE8rpTwqAAbTyBRDVYEU5BGYydVVWcxBVlMfhq1G8EaQbJGkaxRJGskmWQra+lj2wfZtkH2GCO8khhgWvuZ3X3MiZLoq7H0A0bUWAZrLAMM84BHEkO53DqJY5jbNZhR1fGgWJtGG86gDyDYLak0Hgi2Ga7SOymdvZgmDYJbn0zlpTPEeJWF3NlL7uzJ4taVyTr41sFyecedrNx0GudxaWVsRXUihZtI4TwmUH/MLqLDFmaXM5XKIeqdRL2TaHB6JUE09BINPURDTwpDXCBuLmnoSCRzscrucr2roMVY0GIsVnZ7DOEohZ2lsHPMEDp7CeyRBAwMYfdKwmMIW6HOVqizuw2hsxborPlaEFue1panteZqrbk6W67Okatz5uhcObArG3Zl61zZOhda50RrnSitE6V1oLQOpMYdhNaepbVnaexZGnumxpapsWVobBlaW7rGlqaxpmq6vUlRdyeru5PUliS1JVEFYk5QmePdMcWrTHEqU5zKFKsyxSq9MccpLfFKS7yyO15pdafDGtfRHeczKjGuzeHBxCOAiXbTg3bT/TbTvdaue62dP7V23m3rvNvm9sSPre76xJ0WQAofVSj0NxVeTOivKwzXFcYbzcYbzZ03m7tuNptuNpluNplvNJlvNJluNJquN5qu+2JC3nnFk8vyzktyo28uyo0XG40XG40XGo3nG43nG0FxwhAjN5yTG87K9Wfl+jMgMviMDD4tgz2q0J1qAIFPNcAn6+GTdfDJWp9I9Sek+hMSfbQEjpLojku0xyW64xLdcQl8TKI7JtEelWiOSLRHxNojoDIh0RySqA9JNIck2kMS7UGJ9qBUc0CqPiDV7Jdo9ks0+6TqfVL1Xqlqr0S1V6LeI1Hvlqh2S5S7JB27xMqdYuVOkTeqnUJ1pFATKdB6s0OgA0WI7XztdoF2u0Czja/dxtduZmg30rSrMJKQOOwydMUyVMVSVMXyfOrSbP3i1PbguMbguMaw1A7/h9KgePJidPliNCEsm7i6unEdr2Mtr30tr30tt30Nt2NxITUYiQ9G4YNQZUFIfBCiLAiB98Y/pTggDRuEIARlEYKyiEFZxKAswqLY3MX305c/zgp6mBlaIA7I1Adk6v3HAi+u7FjGaF/KaDuErDyegT+egT+Wjj+WXrYFww6ntyyubllc3eL1RBi9JYyuGBeaItSd5hBaczCtOZjeDAARRG8OojW9ZsQLMcJRq7RLlXap0iZR2kSAFBaXoNtGNRuymvQ0odXMdQyClMja3pzhvhh9YVg41zHE9XiC7xgUOAaFziGRa0jsGvaN+64J/86KBKy4hiW+K67nW/FcYCl1Ddf2jNT1jtb1jtb1jvjkP78yWtfrlsQU73nyJ/2VlSGxc0jkGAQROgaF4Nj+XCtMoy2PI8phCXPYwhyOGK9QojkiNFuEZgvRbFEqqSa5shrNFqHYIsCLDDobCAPBEiCY/GQSHcEUeMLPYvKyatQI1jCSNYJkjTzGdsRhGkqlTcV1zQxLL9s2wLb1g7Bs/SzrAMvaz7T2Mbt7md29ABNuT1j6aix9TEs/2FS2xjJQYwYZrDEPlrcYcti18SXNd3NkKeS+dNpQGm0oq2aAqDKXd3QW1rYh6PwsOh/JqU2lclOo3BQqL5nKS6sR4VWmLF7dk3Lq3ZyiIkFDbBEum8Fjm5xPseWP8eRECieRwkmgsK8ictMoTCRLlMmuJRqcRIOT4I6LYOghGHoI+h6CvgfTZkJL29HS9sIWY7neVa534WFXGewaM4TOnRKd2xBYnR2rs4OaBBZ2YGB7sTc6R7HOXqQDhrAV6mwFWluB1lqg7c73RmPN03Tnabtztd15Wlue1p6nc+bpnLk6V67OlaNz5uicOVpnttaB1jrQGgdKYwdBauxIjR2hsSM0tiyNLUttA5LI1NgyNNZ0TXeaeiypakuK2pKs8sacpDInqsyJKlMCiNIriS63JDpMcUpzvNKSqOxOVFoTldZEpS1BaUtQWhM6rPEd1jilNU5pjVVavc2OJz6YeNzmM3oJKhOt46YlQH3irk+V4sdW450WEMNtheGWwgAkcUNhuKEw3FQYbyo6bzV33WruutVsutVsvtXkzs1G041GgIkuIIlr8k6Qq/LOq25MGMfSaLzcaLzUaLzkwcSFRlCiMJx3Y0Lvm7Ny+KwMPiuDz8jgMw06b07Xw6fr4FO1vtGfkupXl9fmAAAgAElEQVRPSvUnpHC0VBct1UZJdVFSOEoKR0l1x6XaY1LNMYn2mER7VKw9KtEekWgOS9SHJZrDEu1hifawVHtYqjkkVR+Sag5KNQekmgNS9f5a9b5aldsTEvVeiWqPRLlb0rFbotwtVu4ai2qXSL1TqNkp0IJECrQ7BNodfK3XENsFmm18zYYKXQS6awW6cznauDi1LTy9ZmURfXUZbxOrbVWJNvSheGNS49b0trAbtHnncCFJmHB0eTiasBhNWIZhfM/r+J7Xvo7Xto7bvo7bHoomhKDwISh8MKosGIX3TykIQuJBgpH4oMzSRU/QIVmEkCxiSFZFSFbF4kLmkhTMAZL0AKVuF1EYmicMyjIEZRkCswyBWQZAipDiutASXkgJ93tU1bG00uOZ+OMZ+OPp+DVE6ZLq1nBv6C2L3VGE0SYmlNocQm0OoTYH05qD3GkCec2IF2KEU650ypVOmdJRr3TUAU9YeqWWHrHFJbBYykz6xPquOsCIhWHhC8PCkyupyZXUxd9v2B59ysOIQb5jQOAYFDoHxa4hcc+wxDX0u+ePxoi63pHanmGp62W/HLFrSOwcFDkGJsb+6yu87h5CUztWKivgS/L5Uq6tl2Pry6SzkyooaLYQzREhmQI0260KwIg4fBWSJUSyBEiWAMHix+IrPJLgA0bgmpXlbQNY2WCuoCcRJ5Xah6SO/kKehKwzs+1jjGDb+lnWfpa1j2Xt9TDCK4neGksv09LHtPSzLGM71DPHJDFQ2myNJ3Ynk1zp9KF02lA6bTCNNkhQ9laozTkcqcDSxzf3PsjDxhPpqTRuCo2bTOMlkljxlYxkGieZxr2HIfxUhI/DkylKI8/al4CveoQnJ1I5CRR2AoUVW8VCS3U5dQZMq4NocJSqTMWtcGGztkxrIxhcBH0PQe/yplzvKodBnHjYWQY7Pb0MR6nOXqpzlOgcJbCjROfA6uxYnQ2rs4OaBBZ2YGE7BraPYcLNCCtIgdY6xgjNWPJAtNZ8rT1f68zXOj2YcOZqnblaR47Wka1xZGvsaI0drbGj1DaUxobU2JAaG0JjQ6htCLU1S23N0lgzNdYMjTVD3Z2u7k5Xd6epLWlqS6raAiSRojKnqMzJKrNHEqZElSlRaUpQdiUou+JVXXGqrjiVKU5piu0wxSvNCWOMsIEkKG0JHe7KhK8kfC/iuMKQRpy6eCwP/8h39LK1yzt3CTARwxAvO3XhYB5uDBMtxh+BJBRjkripMNxUGG4qjLcUnbebu243d91uNt1uNt1uMt9uMt9qMt1qNN1sNN1o7LruTqeXER5MGK/4ptEticseSVxsNF6UGy7IDRfkhr1YyjYk9gS3KUauBzknh8/J4HMy+KxMd7ZhLGfq4TN18Ola3+g9koBPSHXRUm20VBct1UVL4SipLkqqPS7VHJdoj0m0x8TaoxLNUYnmiER9RKI5ItEckWgPSzWHpZrDUvUhqcYjCfWBWvX+WtV+qXqfVL1Pot4rUe2VKPdIOvZIlEAS3uwSqXYK1TsFGm+AJLbz3YbYLlBv42tWFxi8jFiONizP1m9mKbdwVZt5yk2sjogE+u7Crr2Y7i0PyFvjC3Yii4OfZi1BE8LRhGUYxnpex/e89u89jFiO54ai8KEofAiqLASFD8mtCEbivQlBlIdmV4VklAUlFQellIQiK1dSmlfk0w/TZKfrjNuwNUtx0iCEHkgiKMsQmGkISGv7/9i7r+imzvTR/+/F+U+SczAzk5n5zQQyySQhAZIAMe6A6eDQQ4fQO9imEyBAQoDQbIN7t2XJcpEs2bKtZvXeJTf15qJeXWRnrv8XW5JlG0iBCZwzrPW9EIoXK3Iu9MnzvHvvmIKG+fno+fmo2JzadRlVu8tbd1YSVjaJk4mdi0ItJHYuJIQkge9YgG8Pl4RvT2oNMiK+VRHfKg8D4jUjnoMRnk6Vp0PlaVe5FSqXDPKExSexeEUWL9/i4VicJEtPvtzcxnD4AAA10k6IFI8aW+clLaQ7BxnOwRAjBjiuQa57iOcZ5nnC3+Vj/Z7vQAk8w+O/1F9yAs/wi/ikg1wXpAQ/xxmRw/+0d3iGPp6hj9PnQEnayynMcgqzjMIso7LQCiVK1oUSypoV3dkNOIRQTrX7yujcTExLJqa5mMIqprDyCBTIEEUUVhGFmYtvyyVQ8onUDExLVhM+j0gj9jpojgG6c5BgtsOYXIHLL/YOwxhcvMlGc/ipDsgQPqrdR7H5JjEiGNniaTPZGV0GlkxNV/ZAz5gNTib6B8j9A41qXx5xKI8wmEsYzMUHw6i8SJm6gsbj2geZ/d6M2sYH6JYQI+g34aj7GMIjPO0RnpaFp2XgyJfzy26VwG5XVGdg8VkEemYrNaOVeqeBcr2q82GLFyqTaMhqpZazhQUkZgFTDK0zGkzjJBHCRCQjnHVhRhigHEhDiBEGaLXhRBoc4yVhhxvs8EmMGBtIRDCiUmer1DlgOickiUqdq0LnqtC5ynXOcq2zTOss0zpKtY4SjaNEY7/WSC3W2ou19iKNvUhjL9TYxiShseVprGFJ5E6UhOVxiBHnsKRMVV+mqi9T1RuWxENV3wNV34NnMmKcJJS2CacvoftkLzt5LngRR4gR4yTR2buvog4AsPjk2bGxRIc5KIl2U0gSxm/bTVDXFOZrip4gI+TBvpX3fSvvvSrvvSrrvSLruSLruSzruSw1h/tGar4kNV+UmqD21bRclJouykwXQp2Xmc7LTOekpnNS40m6/A9Tor7Yuf+M1HBGajgdKl2ih0oT68YkIdKnCvWnBPpISZwUGE7yDSf4+hN8/XG+7niQEfoIRmgPhzrE0x7iaQ4FGaGNYIRmP1+zj6/Zx9fs5Wv2CtR7+Oqv+eqv+erdfFWIEcpdPOVOrnISIzQRjNBuDQJCuw7DWVfeuLGSuCRbuaykZ2mJeSnEiBLT2lb1RrpqI121gaFaXUc53Mo9iGMerW461so6gqUm38paVIJOzEUsQzPWMLrXMLq/ZHQtxTAXVbUsQuCTkaTEEnRicX1yHXkVrTOxFJtQhIJKKsOtpqoWlDavzqvZUIJJQVJXEbuXNyuWljStKmlcXMNaSVYtxakTSg1xBaa4fFNSpS6uiBSbj47JR8/PR0EtwkkWk7qSSV3JxM5xkvhFjJC/ZsQLYoRPrfKqVF6lytsdJIVbbhlQWPwyi09s8QotHp7FRbP0lnYYG//3mwAaRTxqbN1/8cqCL9c+amx9hG1t0fYwnQMs1wDHPcj1DPM8w3zPEN/zhO/13zOBB2JEWBKRr3//dwJC77DgRfxOIEZww0qYXMQ/4pqtEo5AQWEqKEwJXwwZIsyIMiq7iskTOnwy/0hLu6qhS8t0DyH40lwMLr+x5buisnK2oKFbV0RhZWJbiyjMIgqzlMHFm6w5reS78NpSEq2cwSVb3DTHAN05QHcONKqNCJ64jMpCSjpojgGaw09zBA0RYoSXYvO2WT1tVk/IEJ42q4emNAiJDCGRISKyREQWXdNPDUmC3D9A7vfjzb580kAeYTAvxIg84kCLydNichZRuOVUTgWNl9NCe4RrCzMiq5kCGQJixPUKZAWdTzJYqrmSfLoAbbAhu43V3YZ7jT1hQzxs8V6rUpYzu6hWb5PSlE8X/nJGBKcRhjAaQowIvjMW8lmMsIabMJOo1NlgOjtM54TpnDCdCwZJQuuq0DrLoTSOMo2jVOM4kV/5cVxSicZeorEXa+xFGnuR2jYmCY0tX2PLV1vz1NY8tTVXbYEkEcZEtrr/sbr/GoX/ZtTULIgRyt4xSaj6Hqr6Hir7Mp7JiCAmlM9kROgijjAjgpjo7L3Z2bs/xIixBUeIETdCjLimMF5TGK8pTNcUQUZcl/del/del/ddl/ddk/dek/d+K++9Ku+5Ku+5Kuu5IjNfkZmvSMe6LDV9IzVdkpouSU1Hm1lvTIkKkwLqgtR0QWo8LzWelxr3IJvXZxSelRjOSg0hSehPS/WnJfp0iS5doksXQ+nTRUFGpAqgDKmTGHGCpzvO10EziaN83VG+7igvkhEaqEM8DTSTOMDXQEGM2M/T7OOr9/HVe/nqvXxIEiqIEbtDjNjFhVLt4qh2ctQ72OrtrDFJRDBCs6WGfFHWc4bbs+w2JzlPAzFiaYlpSYlpHVG1ka7aSFdupCvXkRUrkKTlJQ3bqptP0uWHGqmL7hfEPyyOzyxfWIJaWN64oomzDMNMKkaFql/ayF5N71xN71xN61xJli9GMxbAWhZVk1eROlZTVMtLsCd5+jRhz9dNvCW17NVtmtVk9SookmolWbWSrFoRKqmSGJuHjslDx+ShoBY2CheTupKJQUYk/yJGKF5PI144I7QqnyaUWuVVqjxdlqFuy2CHZUBu8UuCknCzLL1Fj659Nn/hAmi1EVkpjf0URgy+xASeIYFnKPSN/kokeEG/Fh7EiF+QnMaCDAGFRGHHJEFlVdA4SK6ErDKy+5z1AhlOY2a6h2BMHt/ulfoCze1KVIea1OfMxuGzGxozalAP0U14k5Xm8Fey+Kx+h8gz2Nyhqm9X0ZxBRtCdAzQohz/cGCPsIUZABTHhabN6OGyhkDTGCC5PEcEIPxRO6wsygjCYTxxAd/mIvd5auSavpe0xllBI4Taoeopo/MwmUhFTCJN0N5ocN+H110qrvi1DZODIV0tgjZ06ps3X2KktZAgae1zYHie2x5nR6n3YOsaI75C67GYxuc+J7tDkM4KMwIydkHgSI4yhaUSwcWKoeSoj7FBhScCeLQmdDaaz32yibkq7CJWWD6vUuh7QpRvSLkLdo4lvNFLfipr6VtTUT+KSlu87eq2R8nFc0r67j7de+WFt6oVbVNGMuMSl+47kq62XG8kz4hK/vvsIYsQ3jeSU1HMpqed23826K+yeNvNTAMCHsQkfxiacwxA/jE3YcSczQ9W7/U7mh7EJZzGksxjSh7GJO358tPHKzVWpF662ic5hKDvuPF516sKqUxdOwDCTGbEnu2z5yXPRG7cBAJafPPdjV38qmrTs5LmlJ88uPXl2V3bpZEYsOXn2+86efeW1qy/dWHzizOITZ9IJ7BvtpjQ8K/n4aahUPOuawnhNYb6u6Lku730vJmHu+q3rb2YkHz+78sKNb+U938p73pufELvr4OaM4oXHzuwurj3ZzF547MzCY6cXHDu94NjpS1JjOkPxt49nAwDenR//7vz4i1LjvpqWpGOnoTZkFJ6XGlZ/d//d+fFfI5vPSvXT58fP27l/FxIXfzR90bmrx2iSdIlucyFi0dmr8UfS446k72tkpAr1m/Kr4w6nxx1Ojz2cHmKEfhIjdJMYoZnECM0kRqghRuybwAh+iBFc5S5u9y6uchdHtYuj2smGGKGexAjNBqJsRw3xoqznoqxnbZYwOU+9uECzKKcrOV+9rNwQNgTUBoZyA0O5Bi9ejSSk1JLXkKTJJehFJeiFJagFJagFxaik4vqwIZKK65NK0SkhRqymdSxr4iYWoxMLUckI8opW2fJK/CGCJE3YsxXZthQtWE0OMYI0xohlLYpFNcxFdexFdaxxjChoWNzaPoERyb9iGvGaES+KEX69yq9T+XUqny5ECrVlWGMZUloGOy0DCotfavGJLF6exdVm6cnpMGIZDg894muD4RxgOAdeM+L3Z8QvqZ3CjKyplVRBYZZToVgoaSfD5mvs0tUIFeh2NdM9xHQPwXkSokrP6rXX8SVNalOj2tgg7ZB4h5m9tnIaC5JBKY3dpjOLvEMNkvYmjTmSEWOYmMSISElQxksiyAgSE2IEjy0NM4LQ46nkyIoo3Hwis4AkrJVZ0V3uVpOX2Odr0ljKaDyWxcuyeL8rqcrAEnPw9Gw8vVLY0dLngctUMJYQyZPkNOHvNrRUirvyCDQYR5xHoMEV6jAjsimejFZvGBP3mpy363mP8dRsIqOqXR9mxOSxBMQIlNFVb5woicl0eAYjIElUhSWhnyQJ3Rgj/jnr03/O+mxT2sVV+4+9FTX1AV264Ksdb0VNTc2HbUi7+F0j9cDdbADAX6a9uz7twoG72eerMACA8GO6juVVAABmxCXmq62nq9AAgC9Tz+dqrNNnfgoA+Cgu8aO4xMX7DqdWoaDHi69OPbfq1NmTsHoAwKpTZzNUvStPnQUAHIehTsBQAIA3Q3/z/tyKRXuPQIb487R334yaOoER78z89B8zP53AiH/M/PQfMz9devJs4p5Db0ZFnSPxnsiImUtXQYYAAHyydOWNdtPc9VvemBK1Naso+fjpI3UtkYyAHtP1XkzC/3wyGwCwJbP4W3kP9Cb0rxq76+D/fDz7fz6evfDY6ZhdBwAA83cd2FlcM/Wd6QAAyA0Xpca/fTz7bx/PTjp2OnrXgTemRB3GMRKPpgMAthZVn5Xqoad5zdu5f9a6zQCAReeupkt0HyxeEX8kLf5IOgDgg+QVqUJ91D+m/2XGrE351TPXbP69GcH7pYzYwtJswLB2oih70NS1SPYqpH7RQ/7aLNamPMaX1cwnMiLcahx3AiNiHpY8jRGryPLEovrEQlRiISqxEJ1YhFmOFS4vbUopbVoaHEU8gRFL0LxtaObeZsGXVfjYgoaYPPT8nNroLERCFXkhduI0IqlRFFvavABGWIDhv15q/G6MMKj8BpVfH+EJrSWgtwR0lmG1ZajbMtA+Jgknua127aHd0fOSFn6TU/CaEa8+I6R8cSQj2Ia+OpGsisktpzKRfAnD5mW7htjuIZZ7iBmKavdhOjXVAlm9QslwDWK69SiRXOIdZlucFQwuJIMmjblaKC+jMmskHTSHfzIj6E9hxERJhBhBUxrCjOA1U1sFnfUyDUqha7MMVLAl+UQmVAYGf6uipojILCSxmzSWWpmmgsbjOgYbJF3fFVc+aGjNwdNzCPRsAh2t6cvG0/CaHrZjoFllLGaKcL3uWqWpVmnCGO1NPa4wIwo57khGPGzx1mrsGLMDY3ZizO5nMwJtDDIiLInfzIhxkohgBCyCEd8gMBARZsYlzYxLAgDsvHprwVc7oDcvwbHQUgMA8EloqQEx4uO4pPBSYzIj0qvQAIAl+w7nRCw1PopLBAA8UvdnqfqfwYgP4xLDS40Mpe2WQL3jzuN3Zn4KAIhkxNFKNESH8FJj+clz0Is/TXv3X7EJ/4pNAAB8+c13T2TE9509p4mcVRevvzEl6v2YBIgRAIA/vjN9T2lNaLUxxoj3YhKuy3uvQa/nJ4QZcZbRfkVm3l1cCwBYeOzMFanpstQE2eKS1PjP+fHQi4tS447iGujJotBwAgCw5Py1CYyYPj/+jFS/uagaABB/NC1doksXa/c30Red/fYPU6KmRcdDjAAATIuO34NhhBlx8tVjxBaWZiNJsYEg3czUbKJ2baslXZCaL0hN22qIa1vFz2DEl3jRBEYsgrdEMmJhJXMJSgm1FMuNZERSQcPSOlZKmyqlTZPSpnkaI1aUtxzj6E7wTV/j+AtqGIsaRbGFmOjHyJg81Pw8VGxZ6zhGIGm7WwR72xSrEYR4FOeZS43XjHhhjDCp/CaV36jyG0Oe0FlGTJYRg2VEbwloLMPQWEJm8YuF4qqGyp1U9Lrvbx386LPPS2gcumuQ4RpguAaYLogRQzzPMD/Y0MttzBC+wCuRd1jgCUnieYIY8QslYfPI+JJ2ClNBYwvVRq7Tz3X5mTY/2egnmfwk0wDNMsh2D7PcwyzPMMQIBpRrMBxaoaxiC8qorEa1ceLCwuGnOfxBOrgGnziQoAYPWkZIInIgEYquNHHZYhpDWIklFpLYhSR2IZFVyZYUEFn5RBbEiBuliKw6LN8xiGvXVnJkrSZXEYVXSRfchaOuFcMeN1NyCIxHzZSrhRVZWMLt6oZiEgMl7XxY23AP3VxA59ere3G97qZed1Ovq7HXhe11IZVGRKcxh2qDJJGJ98A7nBizA2N2YMwujNmNMXvC942YIIngNZ/jGQFJosb4rJBGR7XRgTAGj0dMYMRTJGGDhRgRvSLlMqLxMqLxG0TjA7q0QuvcefUWNG84eDf7iYxYl3phIiM0ttNVDQCANann0+FoAED8V9vGTkhEMkLdf6oKBQBYlXo2Q923KvUsAOBEFepE8M3zYUYs2nsEALDh8g+/ihGzlq0+WFEP9cRpxGkiZ+bSVX98Z/qGHx4CACBGXG83rbx4HRowrP/hwS9hxD/nJ1yVmZ/IiKnvTH8iIz5asnJ7MXJ7MXJbMXLyNGICI/bj6B8sXhH1j2krbtyH6JAq1B9pk87dsR+Syh4M46TAcIKnewWnEVCbWZrNTM0GknwLvAVixPb6tvVkxbMZkZRXHfewOCG7akEJakkNOYWiWIZhJpWik4rrF1TQkor1ScX6xGJ9YpE+PlcUm1UV9wgGMSLmYUVyVlVKaeOK8tZVhO4wIxaUE5ZVklY2CCBGLC5v3dvMP0CQbKzCL0JxF6K44bMR8/NQ0XmoxHp2MrFzQVNXAlK1MBO3j6g9xNXvwHFjEZTXjPh9GNGj8ptVfnOEJwzWUbN11GQdMVpHDNaA1jqstA52WAdkxdknOjrLLD0PTPoHp66em5e0EPqaYboGmK4BdugyDb4nAH1fvvSE3mGRL/CKFD5l+Zzx3YM81+AvZcSkmDZ/JW2wnDpUThsupwVgrADDPsSGGBGSBN5kRfAkCIEM+u9Ldw60WT1PXFjQQowI/uRTJEEbL4kwI8bno1r9cJ6iiMSGKiSxC4isR02ksCS+L0OUk5l8xyBBZa5gSkh9vma9HaPqreDIcwgMqO8ra7NQTQyLFyXtethEeoAllFHZRH1/BV30iKisFHsqxZ46taux11XElWbiqRl4akYrJZ8pQhms0HwC0+MMMwJr9mLNXoz5qZJAGd31YUlAjDD+TOMkYXRMZsT4cxLhKzjs+RINdO4hPR92GdGYlg87dC8nLR92CY69BMcCAHZc/QFixISlRiQj3oqa+va0d89UNcxZvhoAsCbt/H2xElLIkn2HobMR2RoLxIjVqedWp547jyUBAD5bvupEVT207DhRhTpRhY5kxNU2EQDgnZmfnoBhIEbsz60IM+I7vvLNqKl/mvbukQpU0p7DECOu87rfjJr6ZtTUXdmlByvqd2WXfnU7czIjNt7KAADM3bBlX1ktNIE4UteyLatoT2nNntIaAMDKi9cnMOKP70zfmlWSfPwsAGDRsTMTGHGW0f7GlKip70zfVVyz4NhpAAB0PAJiBLTUSGMo3pgS9caUqI0ZhduLkRsyCld/d//ZjFjx3T0AwKy1X20urAYARP1j+g44bvn1+5vyqxeeuQYA2F7V/K/kFQCApNPfvsqM2MxUr28VrYPh1ldg1zbxfmapgcTvxTH3NzNW5FYtx7DW0LvX0Lu+pHel0LtS6J0LyrWRjEjIV8deLl1+Nz/5Tl7cY0Tcg7JDBEma0Ly/RbgEyYAYsaxRsquBfYTatQvLXYSgQ2cj5t8rj/0hb/6DitiI85VhRiQgaTHF2uhcfXSufs4PjNWPuNtq+Svg+KRmGcSIVSjO5krC9uKmjTDi67MR/wlG9Kr8vSp/T8gTJpXfaB3tGS8JjXVYaR1sL85NNdtZFkuh1XQbUX89ghGDLNcA2z3IdQ/xg3eNHH75kvAOv1KMEPleECM8Q7xfs9cIx7J5sIruEpK2gjoUYsRIOW0EJR9me4ZZnqAk2ixulEjBMFsbZZ3QXqOhU1NOY5VQmWFMTDBEmBGM8Yx42iGJSD3gtD1YlRFvtlFtPqptAMaWjmMEiV3GEBYQWQVEVj6RmdVIyqhvquHJymn8Jo2F1Ocj9fmIfb4Wk6uIxocYcaWgHCtXsR0DuG59KUtcyhaTTTZKjz+/Rfc9Qp1FGMjC+x8TvHBFXyaeGmZERisFJldPYAT2KYwIS+IJjPg5Q4QY4awem0k8gRERM4kxRsB0jgyGeNX+o9BSY+X+Yw/o0pX7j30Sl/RJXNIXy1NyxJpSjWN92gXoncgjlmFGHMurmLN89Yy4xC1Xbs6IS9xz91Ge1vo9TbBk3+EZcYkz4hIX7zucrbEczCuDjkp8FJeYperbeOW7D+MSPlu+alXquQ/jEs9hSeew5A/jEnf8+ChyGvFhbFLMpu0xm7ZDLyLPRnxDFsxetvqD2MSkPYc/iE3ccjvrx67+CyR+4p7D0FIjcc+hyGnEcTTh/diEjbczvu/seT8m4f2YhPivD36ydOX7MQmrLl6P233gvZj492LiP1m68gJb8cSzEe/FJEw4Ynk1eKWG6WQzO3bXwX/Oj5+xZOWy89cvSY2XpMZNGUXQCgM6Ynm0mTV/1wHoj9G7DhzGMSYfsTwj1e9C4qbPj1vx3b10iW56dNz06Lh5O/d/kLxiWnT8wjPfTouOh5qzff8pgWHBmWvvfBG/FYZ7xRnxFVP9FUP9FUO1iaF6NiPWVGDSRdozUuO+Fs4yNH0CIyBDhBkRd1+8s1Z+kCj8uqR+/dUH+2/n34Q1/dDMPUrpWFbDhBixHN52mNx+mNy+q56+4HFNch0nqZIUl98Ql9cQl4eOzUNHZyGiHyOjHyO/yKj64hEyOg8VW8aHDAH1+T3pZ3c5CVghdDZiGVa4L6/+YE7twZzaAzm1KTWM19OIF8wItb9f7e9X+/siMWEd7bOO9kZIQm8NaKxDXW3UYjw+q739Ybv4UvmPn2XBC5muIaZrkOUaZLkH2e5Brns4zAihZ1joGXqZeYdFvoDYFxD7R16FRL6ACFqyPN/nCg0kBn5VLJunnicmdanzUKJsTE8FdbiCFqigjVTQRpDCANszJgmUXMkwW6X+EXafAymQtRotTYpuoWuAoNQhRYqgDxwROQcYzrENCMMZWfiH/TSHnxa6gQTVFgwukFUy+NUcUQmFTbX5abYBpLCziMwJM6KQxCb2emtl6mIqL7eVVkBiIURdjeo+nNZK6vO1GBxYdS+q21TXoS9liR9g8Fm4tjKOtJDEgPOkBSQGskOHkKtLqJxyipVtLKYAACAASURBVO6Hct6tWuMjwkAWYSCL4L+LVWYSaBGSoJaLOyFGQJLAml1YswdiRFAS4UKSQJvcKJO73uQe22sYXXVGV22wCD2Yxt4JMsI0URJVT5REMOgelw6YzhG84FPrqtS6KrWuCq2zYvwFn9A6I3zBZ/GkCz7HLvvU2PK0wXK1tlytNVdrzdGG7mupsQRvRaXqz4JuSKWB7m4J3TDbmqm2/oYLPic/teuJF3xCRyLCQRd8fhdxwef1sQs+n3o24pq8F2LEVXnPVZk5zIhwoQs+jZFdHN8FqfGC1HheajgvNZyTGs5J9Gel+jOhTkv1pyW608ELPrVjF3wKoQs+dZMu+HxFz0b8Nkasrm87hOccZ8g31pG+pLQ/exoRc4u7u16WKjJ8X4o+/mPRiZya/d9lpT8sWVvYsAwjWt4kXd4kXYLib6jEr8+uXnGvOCYDEZ/f8MXdskhGQFdqfHG7aNHtvMW386MfVCYgVZGM+CJXPy9HH75SY1tZC2QIiBHbi5teM+KFM8Ki9lsmYMI62j9eEgbriN46rLIOdXIECDTiMLp8bacgrcuIYbmGWK4hyBCcsY1G+KESL5MRIu8wZAjJq5EYmkk8NyOEniGBe5DvGvhVNXeqmfqeDt9wk8Bxv0oRwYjRGmGA4wk0duux3Tqq1dPQocaK2+u5otyGphwc6S68FitWSL0Bdq+9VtQOnahlOCJyDjCdg0xXKOe4wj9Md/jpdj/d7qfZfTRbsDIKk9XrELkHMdLOWom2Wetv0foqmGJIEvmtdISgE6vsxWkshWR2eLVRzhKjOgw1UlUGqgXOFheTmD/AUblEBlQBhQuXKitFnQ3a/tZ+b2u/FyFX38Oqb9eZHhEGoLIIA/ewmiwCLSyJTDwVqTRie5wYsyOECRe2Z4wRkf28JEyuWiijs9boqjWNe6fG6KwxOZGmcZKAhyUxCRPBW2Xr7TD9i2REgcaWH76vpdaWp7Pl6iZJQm0J39QyS92fpYEk8ZoRY5J4KiNE/xWMWNsmX15DXInEryZK1jC6JzBiWZMykhFJZaplcOLqsoaT3z8+lVebVtBwMqf2WBZiY1Z1UgE2sQCbmI9dUE5IKm6OvlM6/0FVfH4DxIj5WdWRjEjGSVfk1exp5u9pEaVUEeJgkomMyFPFIijRZS3RJbhNWYhIRmwtbX691HjhjLCp/Ta13xrGhMrfaxu12Eb7baN9ttEe26jZNmKyjRhsAa26l2Owcq2uJqu1WKW41qu8ILD1sN1DbPdQJCOgZ1OJPMMiz9DLzDss9gUk/hHpq1FQEt7n/bUIPUNC96DANfCrahApyF1qfq8NJ9Jno42RjMB1B9DSztYOFVbSjpJ3c9zDjV26THRzdhOhjMrJwrTcKa+qorFreZK2PhfTOcB0jM85CD1RZXJBTITBYQ9Kgm7zQSE4IqbJyu0ffFyneFBnKCYPF5NHqjjDLVorTtVX0sZFsiXVbMl9JLaAxA6tNlgPUC0FrVQEnQ8j0ur48nqe7Gp+eZgR91AtRQQ6gifNb2NhDbbWfm9Lvxcm9YUNATGiiO0tZIshSTzAUa7B+Bl4H3TQEib/GUaEJdFg8qBNHtQESZiCBRlhmvhOjSnIiLAkEBMkMckQ0LO7XjAjtEFG5Gttebpg0EwiJ/jIrvGS0EBZMjWvNCOSj59dfzPzVZ5GvOJHLH8VIzYwlOsZynUM5VpG92RGrCJLk6sZcTnc+DzRIoR6FbljNa1zNbVrL4KcWohOK2hIK2g4/rByzf2KMCMS8zHxOfUJeZiEvAaIEbE5dZGMSERQk3HSlHLcMb7hKN/wJYK8oEkWna+LZMRn9wjzcurm5tTNzamLy4B9fa8szIjlaO7racSLZsSAXe2HsoUnE7ZRa0gSvbbRHtuoyTZitI3oEfBbcmWr1Y212MqFzDPc1h3yXk6IEUMQIwSegNATEHkCIu/wy03sHZb4Ai9dD+Mk4QuIn/+jeYaE7kGhe1Dwa+LavWihrEEow7UrW5WDMPoQtNGA0c114vYqKoum61EMjMLoHI57mKDvL6dxymicMiqnjMrJxZGqBTJKnyvMgsjG3ACNpqAiMRH6SUgSQUzY/HSbr0lpKCMz75Szf6zqKCYPQYwoJo80dg+1aK1wpkjkCghdgazaxiwsMSyJH5EYlFDR0qHFy7phFFY1U3itIMiIR81t14thbUYr1zlYI2yHy1TQQKJe7X1EHHxEGAxLolbtaepz16hMNSpTJqH3Ac6Vifdl4H0ZeN+PGEs2WVzIEOZR+bUqC7bHF8zsGyeJMCPMEZIwuevHu6FufNBMIsyISEnAx0nC/h9mhL1Aay/Q2vN19nxdBCN0kYwISUJjeaQZzwiN9ZVlRLhXlhH/L00jns2IpWjadjT5AIG7uRa/vIW/mhZkxCac8ERRA8SI3dk1C/NQkYxILMKNMSKvIa4As6xFkVCAWXC/bFle7RKsYCmpOxkjWFLSuKwIsxDFXdSqWNjcFVuhiS3TxJSq4+DieTn1YUbMzamNK2jYgKCk1DCSG0Wvr9T4TzDCqR5wqgccIUlY1X6LfdQekkSfbbTXNmq2jZpsI4biwiu2YaXFjbU4YJ2y79DFS7VGGHTjAY57iOse4nuGhZ6AyDMi8gbE3uGX3qvJiOcsOJNwD/62IFXw3YN89xBJ319B4z5uaM5E1JYTKK3tSrS0E5pGlNM4YUlkoZsLW9tQcuXYjGESI9iuocgiJRH5w2FJMCLGEsXkwWLyYDF5qJgcgBiBkg8RDA6UqJNnH+TZBzNrGx83kQtIbEgSD9GtdXx5m66vtKXtVhkiH0+7V4fLbCLdR7fcR7fchteTdH1Mmw/OEYcZ0dLvrVd7C1l+qDq1B9fnaepzQ2UR/JkEfybeB3W5RFxIlLfq+iqZonKRqrHHFw7b4xvHCLOnwexBmydKom6SHiZIosbkQo6XBGKyJIJjiRfOCHuB1h588qfWXqCDJGGfzIhsrfWxNlISFogRWRpL1mtGPMdS4/eeRnBfGiOWVbcepcvSJPojNOlSREuYEaup3WsJ8k048YYW+coWeVIBNpIRS1D8BeWEmAxE7LWshT/kLS5rWUFWrYYRoCetr6xoTsZJl5K6l5K6FzVJViCpy8txC4swC5ulycTORBQ3EcWdwIjoEtzrCz7/o4xwqwdc4yVhsY/a7aO28asNk23EiKi+S+eUmW21FgeiCbkDX7fFor/Js9s4rhAj3MMiz4jYOyL2BsQvXRK+wCvJiBcjid/MCGEEIxpk3RU0bgWd+7AGfbeq5j6iHi1X1ggVVWzRj/C6IiK9nMbJxuKLmwgMQ38dX9qq7Z0sgycygh05kOhz8drVvHY1R9MzURJPYURDxxDdNtTYbS4ls0vbOHUyTRlDFGYEutOI7jTCONJKlgRvdpP6/bVy7Y/w+ixU08P6piKGoJDELCQzy3kyXI8rzIhwzX2e5r5xjMhu80ZK4lqZBCWzMex+tELzbEZgQowIS+I3M+LJkvhPMAJ67CckCd1TGTEmCY11EiOsUP/NjHiesxH/RYxoYu/CUo/QpDsaKJHTiNXU7tVUZQpFlUJRpVDUiyqJYUYklbRAt59aUtZ6iCg7ztZuQTGTKknrYHiIEeuR5DFGFGH3UzqO8Ayb6qgxJbi11aSN9bSlJdi5j5GRjIhF0l8/U+M/ygiPesATwkRQEvZRxxMGEiMmdb8Yifym8PHGwsyVZNyxHmOmzXBT1sOHGMFzDwncgVeHERJfQOobkfpHZP7RVyGIEZIXxAiR+/kHEkMwBq+Szq2g8yro3Ao6t5hEr6BzK2jcChq3mEjPxrYiuJLHqCah1Sv3jZBVBmynNigDR0QhQ3Bcw+Mk4QxKQihSyChsKYUlpbB47WpmBCMYNj/D5q8R+scY0TZSSgmQe4botiGabYhmG6LahijWoVaDo4DEftxEzmulV/EUVTwFjCMtZ4hwOivJ4i9lCAlqM8851NJtKGWLCRYfPlSrxdfa74uURHO/t7nfg+v3NPUHJVHE8WYR/FkE/8Nmdybe9z1Sm9PCalCoi9s4cIWhscf/RElAV22EGYGOGEjUBYvUw9g7IUY8eSDxpO2GvUrvgHpxjHAU6iYwwj75eER4IBFihOU1I14z4pczIoXeubiGtBzRurSRBT1TYwIjNrTI9yEohyuJex7VrIBTl9Rzw3exXF7UeIylOSkwfY0TLKpjL0XS11eTN8LxSUVY6HhEMk66MKd2B4a1lyTbhmYk3S89yFQe4ek3o+jzy1vnFTRAjIipIr1+NNd/mhE+9YA3JIngTMI+6hw/kAjvNfSWQZrF12xx1VvslVZLvs10p8NMgkYRPPewwBMQeUbEnhGJNyDxBiTe4ZdaQOp7VQwh84/K/CNS38jz/1rEnmGxZ0jkHhK5B39DY5LwDCHYoko6r5LOgyRRRKCEGVFB41bQOGSTDcmV4tvVbSoDWqhg2Hxs5xB7PCPYzkHIEKGGOCFGsJ1DPLVJRmGHYkmobKZ9gGn3MyMY0artK6dZSsjDJeQAnBtoUg7T7cN0W1ASrQYHptuc00oLTiNI7Pu1TblYAs1oa+7QldL4JIu/iMprVKj4zqEGaVcZW0Kw+PETJGHxtYyXBK7fgwthol7r/h6pvpgrvpQnvpQvLeLYYTJlhbgbrtA19fqbev2NvU+VRIPZO5ERZne92V0HBQFi/Du1Zlet2VVjdiGhxk8jJkgCbrDDDQ644YUxAppDFOkchTpHoc4RlITenq+PkITOlqO1TdxraC2PtJYs7WtG/N92pcZLZQRU+NFckYzYhBOnFTSkFWDSCrBpBdi9cGrkzbCXovnrEG2ba6grqkgryKoVJFUyirusoP4gtWMXhhWfjYzJQ827Vx5/43Hy7fz4zKpF5c17SbIjPP0GJCmuhrGQ0BFTRfqiCDs3p3ZuXn08ijP50VyxOMlrRrwQRgxESMKlHnCq/XbHqMsx6nCM2u2jVvtov320zz7aYx8xWIcl1kGa1ddqdaOtjiqbpdBmvqcy1nPdwxMZ4Xn5jJB6AzLfiNw/+ook84++EEZIPMNi929nRFgSQs8Qo89Vw5NBkoCzxTAmP8IQ3Aoah2y00fs9jZ26SjqvksZpUKg4ziG2c4jtGBzLOcRxDXFdw9wIRnCcwQTdBjmFLQ8xQtbGCjLC5mfa/LWi9hIys4TMLCEzStrYaIWmXqom93gYIUagOwzlVH4llXejsDKjgQAx4i4SW83gC53DXJu/hMwiWwawmr4CEqOIzCxjCpt01l/CiLAkoJnEo1YapsPSovXkE/k1KlNjr6ux19PU630iI8KSiGRE8HiEOciI+jAjJr0TZkRNiBHISYwYLwkH3OCoMrw4Rugc4xihDzIiLIlcnS1HN54R2iAjHmmtWdrXjPgFjHh1rtR4VRmxq44ZyYjUAuyEZ2osb2lf2ihZju+EGLGojrUbwzrGNx7haBO+ewzdxXLeI+Tch7AvsmsT69kJmbDEW3nRd0sTMfxYBCW81IAkkYiThhkRW8tYWk1eWNwwv7jxNSOenxGDIUmEBxITGGGBGGELdFqHOdYhhtVPsLobrA64zVps63mo05dy3cNc9zDPPSz0BMSeEYkXKvBye9UYIfePynwj0uf/aGFGuAZ/SyFJ4DpU9UJFvbC9ksYlaPvYjkFctyEPRypoaYMYUYSnNHXqmjp1CI6kWdbNNtlQfBlB28cZzwiOc4jjGuaG4jiHw4bgOIc4fW4ZjQtJQkKk44l0pECO4EoaO3U4pTFkCGZGHfb7/NI6jgQtaEcrdAw7NJAYruIq2rT9dJMjH4u/WY6EGPG4ifwY1dzaqW8QdSCEHWTLAMniD0e0+AkWP97qx0dgotXia7H4Wvp9Tx5I9LmLGXySycpw+MtZgsmMaJrEiMZJjAhKwjxREvXjqzO7657GiCcPJBy/KyP0T2SEdRIjbP/ljHh9wecLn0ZMZgT0TI2VZBXEiCU46Vo4YT9ZvqeZH30zN3wz7Ohc1LxH1dH56Ojc+ujc+i9y6+fl1IeXGkFG5NTGo7nxmPZ4dEcMUpicj93DVO7jaJJLMPMx/NeMeE5GDKkHBtQD/oiBhMMx6naMOiMZYRtRWocF1mGudZhp9ROtbozVgbBZi229mWZtBmQIPsQI74jEOyr1jki9gZfeq8mI50ziGRa7h8W/lhF2X7u4vUMgaxfIJPo+jsVdRedU0bkwOg9G59XwZGzHIErUDiMz7lYgivAUGJ1fQqRXUDkVVM7tMniLrFvhG2lTGRs7tAyrj6DtazM7nsKIoQlxzQ6RUCHmSdENzaVtrHAVdF6YEQ9rGvLqm0jdBpFjqKyNw7APQ5KoFnQyzE6Re6QQR75VWRfea9TJNEVt3OxGUjlThOoyTmAE0eonWP0EK4SJsYFECBNPYESpsL2IwipnCXLJjAaT/bcxIiQJT/0kPUyQRK3ZPZkRQUlMPGv5khkxhgmtFWLEI631kdaWpbFlqW2vGfH6bMRvZkQKRXW8BBdmxNfVjGczYjlJmdwoSq4kLKzExxZi5t4pnnO7+Ivs2uhc1Jz7FZAhwoyY87h6AiPmw8RzctVzsjWfP1Im3SLuJun3cTTLK5rmo7mvGfGfZkSfPaCyBsRjjBggWj0QI0psvVl2zSWeaxBihMgTkHhHpUFGvGRJyHwj/28ywhsQe341IxTtqm4qu5vK7qaxu2lssqwrkhEwOg8jV9F0PR0DP3F67HUCBV7TW0HlQoy4U16dXduAk3Q2CNvbzA4kW4jmSxEsIcPq+yWMgLRB1FsiDVHaxsprJoUZkYXCPYAhcdJuUrexii0NM6Kt3w9jS0vbOGVUPpzfUcYQFZE5ZQwRnN9eRGBQdJY2XX8RidVico5JwvpbGBG+h0SDyd7Y535ZjKj+v4MRtteMeH3fiBfCiDXErt11rN117PXNiqc9KDySEctIyqUk5UIUd11l84bCuuU/Fnz2Q2F0Pjoe3jaBEdEluM8zYHNvF3x+LfPTH/Lm5jXOzdHOydHOydbMydZ8dou18EfiysrW+ZWE10uN/xAjPNBewz5qsQfUtoDcGpBYh4XWYZ51mGUdIFk9WKuj2mYttfVmWbQ/8FxD/NDBiDAjZN4RmTfwWxuReUcgBzxPct+o3D+qeDWS+0flz/2JgmsRz7DYPfSr6qZxImtuIcHpnCo6tyrECBiNxzRaIEZgZMrCVkpWfVMFjVtB5ZQQ6Zl1TbUCBaXH2SDt5lvcCu8IoVPT2KGFGMGNYATXNcwdv9cIM6KMwi6lsMOMqGIJ60QdYUk8bmhFsCVInoJqGQgzgmYfptqGoEh9vjKmGJpGZGGJmTUYnm1A6BxGsCWNmn5SeLURZMTAmCSsfrzV32r1j0nC4m22eHGWyOMRnqaIazca+9xNvZ6mXt8YIyYfjxhjxERJ/CcYATc4qvTOw/ezN6VdzKBLYTo3TOeq1LkqdGOSKNM6yrSOUq2jJBzECI29SGMvDN0xYjwjHJMYYQ8xwvYzjNDYMtVQ9ky1A3rO5wkY5mqbKENlz1DaIxkRKYkfIwoyIqIfunpvdvV+D9XZe4bEXXzizL7yWogRkZK4FtF1iBGKvoh6ryl6v1U8SRKhLstM38hMlyZ1MaILMuMFmfG8zLitGLkH2XxOajgnNZyVGs7IDJGSSA9KAmKEIS0sCaE+VWhIFRhPTZYEX3+crz8m0IclsTYPvgnWeJivDXeIrz3E1x7kaw/ytQeChSTB10xgxNd81fI82OeHTm1Ak3fxlLu4ytA0Qr2To97BVm9na7azNdvZ2u1s3Ta2ditbu4Wt3cKCCktCHZbEJkgS49vAUG1gqjYwgy/WM5XrmMq1YUkwur9kdH3J6EoJR++KkETnalqIEdTgBZ8pbZqUNs0vZ8RiOGkfUXKEo40/dfmd1V8talUsbJZG50ILjvovcuvn5dYnoLiJj+GbEPiNVS0fbNg5bcuxuTnaSEnMftj+BZwfi5PE4RUJzZJNZc17c2r25tRsLmmKa5bE4BUxeMWzvz7nP6mX/qX+6jDC7Rh12kd6bAGlLdBhC8itAbE1ILAGuNYAyzpAsnkwNme13VZi78vq0ecIvCNC74jQOyIOGmJU9lyMGJF7R+S+529U4Xv5ehiXb1TuG33ez+UdkXkCUs+w1P0r6qbzVDSOisZR0jlKOqeNyYfTOXA6t4rOq6LzqtkSep8HTufC6TwkR1zLEcHJjLvl8BxsKySJrLqmUhKzgsK5UwKjKA0QIwjaPk6IETzXMG88Jpg2fw1fhuRKWtRmjmOQYfHCGPwyCruMwi5rY5W2sRo7dSybv7FTV0JmFrRSYCwRttMAAQKSBMQIYo8Hzm+vZEny8Iw8PKOAzCkgsfNa6bfKkXAaH6dQVzBF+F4P2TpAsg6QLH6SdYBoHSDaBgi2Z0miebwkIi/cCN1PwtPUN8aIoCQiMBG85rPH29DjRUM9NyOesdSAG5xVBufM+CQAwOXqpiqdG6Zzw3TuyghMlGudZTpnmc5ZqnOWap1hTxRr7EVae1GEIaAK9Y5CvaNA7yjQO/LHH7QMSiKECYgRP0qU1+kCiBHhgUSW2p6ldkB9GJf0YWzSLYEaGk48VNkfqGz3oZS2oCSU1ruhsQREijvd/be7+sLd6ur7oavvZlcvFPTE8MUnznw3YSbRYb4eGktcbzddb++50d57Q9EXDsLEtfGYCHoighSXZeZvZKbIJpPigsx0QWYEAPzt41nnZcZzMuM5meGszHBWFsTEcbr0AI5xWqI7LdGflhhOiw3pIkOayJAm1KcJDWlCY5rQmCo0nhJGYEJgOCEwnBDojwv0xwRBTAAA3p4x6whfG25MEoJgBwQRmBBo9gk0ewXqPQL11wL11wL1nMOpAIDlebDdPNVunnI3T7Wbq97NVe/iaHZyNDvYmh1s7Q62bgdbt52t28bWbQ1jgq2dMJPYzFSvaxGuqqVAmAiSgjmxDUzVOqZqHVO5NhITzO4vmd1fhkiRVIIOzSe6UmjdKbTulOdgxII61tZ62kFqx9/nxgAA4uGUhFpmPLxtzv2Kz28Xzc2oSqhnJ+EkqyubD/H0h3h66Mfm5ejm5uiCksjRfp6jiWlojyco4gmKDZX4fTk1+3JqIEmkINpiCYqYcCFPPMENrfL5rbJx/fdhAow3hFs94FT7++2jffYRgz2gsgW6bCPt9hGZLSC2BQS2AM82zLQNEG0erM1ZbbeV2nszjSa4yPeTyPeT2Dcq8Y1KfaMy72iQAt7Ab2pE4R1R+EbbX0j+V6YX9IkUvlG5d0TuCch+Te3aXjWdC9XNl0qcAyS1qZohgNN5SLaEbfULPCMCzwjfM9LcbWAa+mXuITRHdA9WAzGiAEeuoHIqKJzH6OYfS6uKcMQGaTfHOcRxDHIjGMGL8ARK3NkoVrBNVoxI0aIyQZJA8qQQI8qpHLS0u7FTV8ngl0IDiTZWSRsHzpGVtnEqKJwqthRiBFzQgRZ10k2Oyjb2bTiqkMyBBhJ5rfRCMqdWpm41OcnWgRaTs0amRoi70coeiBHPkETLL5LEREY0TWIEtifIiIYXwQiEyYkwTr57xBgj4CFGXKlugus9VXoPTO+G6d2V+jFMlOtc5XpXmc4V9kRQEtoxPQTTP50Renuuzp4zJokgI6bN+vQUAh1ihP2RBsrxSON4pHHeEWk3XvkhS+2AJhPQjgOSRLj7Ktu9ECaCpFAGJRHudnf/re6+H7r7bnb3hRmx5OTZCTuOGyFMhOq50d73XXt/uBvt/dfb+663911rD2Ii6ImI+cQVec9luTmyb8Z3SW6+JDdflJsuyk3bS2qOtLAuyE3n5cZzcuM5ufGs3AhJ4q8fz9pcVH1Gqj8jMZyRGE5LjKfFxnSRIV1kSBcZ00XGNJEpTWhKDWNCaDwlNJ4UGk4IDceFhuMCA4SJdfnVOzH0IwLdEYHuqEAHvTgs0B2CEuoOCnUHBbogJgTaECM0ewRqKIgRK/KrgjsOnno3T72bp9nF1ezkaHdwtDs4uh0c3Q6OfjtHv42j2wo1NpmIWHCwNH/8aOaiR1WbmOpxsdQbI9rAUq9nqdaxIjDBVK5hKtewlGuY3WuY3e9v2TNj/8ngfILenULvTqErU2i/nRFLSd2L6tjJlYSpH38KANhDlKwsqJvzoDI6HxWdj4rOQyUgaYtIXQsr8FvRjB2N7D9/8hkAILpIMy9HB2His6zuWbdYn+fUfp5TO6cIszmvfl9uLdTe3NotpU2xxPZYQvsYJiIZEYGG6ElBknjpX+2/MyP8ocs0HOoBi8pvVvm09hGDfURrH1HaR7rsI+22EZktILEFhLYAzzbEsPsJdk+D3Ql3WIsdvQ90fU1i/7/F/p8k/p+kvp+kvp/GGOEJ/IbGDOH/6XVPyDeq+E2/XkW/u0tp6FQapM5BqTdAVgcahCNo4ShKOIpXjUCMEHhGGiRd5G49v99FURuxchXFZG9RmqBDEhWUYPWiDoxc1ao2P40RPNdwvUAhsvvavSOtctu9qvZySqCcEqgVDnEcg3VCRQ1LQOrSlRNpOU2ESEbcraxlGG0i5xBK2N6s7icYnQ/rcWi+gml2Nrdrb1fWhRmR08zKx/dXsIcq2EPV4sFShggl6mju1JVQuFhtP8SIkCQGxkli/EDi6ZLwTmZE5CEJbI8vkhEN4xjxLEk8lRFPvuAzkhGuWfFJAICrIUZAkriJox++n7sx/dLG9EuXqpvK9a5yvWtD+sUN6RfXp128gMCWaB3FOkexzlGkcyzbf/Tj+KQTBbC16RfXpl/MlGoL9I6l+4/OiE+60kxdk35hz/3sPL39y/QLX6ZfSEk7n5J2/ju68LHWGvvVNgDAtFmffhSXeKGJ8qNYvTrtAtSmq7ceaZznG6kfxSXt+DE7S+1YtPfoh3FJVyii9Vd+WJl64QpF9EBlO41p23bn0YpT51ecOn8U1nBPab1EFiw/dX7ZqXPLTp27QOZHMKL/h+6+ndmlcnuCkAAAIABJREFUS06enbdxa5gR+yvqVn9zY/GJM4tPnEkncm50mOO/Pvh+TEI6gbPq4o3FJ86eJvAjGQFJYmtWafLxs8nHz+4prb+m6P26tG7R8bOLjp9ddPzM2psZV+Q9B2rx/4xJWHMz46us4gXHz6y5mQEZYsHxM1A7Smsvyk3vxiTM333woty0rbQm8fjphGOnE46dPis3zl63GQDw149nTZ8fvxvZfIIujz96Ov7o6fgjpxedvZYuMqaLTNOi4+fuOLAD3hJ35PTCs9ePUBSQJ7bCW2IOp8ccTl9y/f5xgf6d6PjPduw/KtBthuMWX78ffTg9+nD6mvzqwwLdIWGwr9skX+Yj5h1Om3c4LfbM1Z1tokhJhBmxjSxckVc151DqnEOp809f3UIU7+Jqd3K0Ozm6nRz9To5+Xvq3nx5Mn30wbfbBtA0EyVa2NubK3dkH0mYfSIu5cncLS/NeyiYAwB8/mvnXeXHLyho/2rrvL/PilpY1zjyQGn3lbvSVu3+ZF7ekHLuRpf5g696358VCkljVKph7+c7HB07NOHBqSR15zuU7AIC3/j7t7Xmxc765/f6WPW/Pi/2Srkyhqf48N/b9r/amUNTvf7Xvz3PiEgsaP9qT+tn5H5c2CGMeVH24J/XDPamfHL+yuEEwgRGJVeQZxy//a8+pP7z9NwDAUYFhY1HtO2u2vbNm2z/WbPvHmm1zM+HJpK5kUldCHSseSYuaNRcAsKCl49PbtH8dKfj7l2l/WXxo+o5Tc3JqP8+t/Ty3dtXDiv25tftDkthU0RJHbB8niTAjxs8eoltl0S3SiP47GeG3q/0Wtb9P5e9R+Y0qv07l09hHdPZRtX2k2z7SYR9R2EYktoDIFhDYAhzbEM3ua7W7UXZHlcNa4Oz5Ud1HEvv/LfH/JPVDhvhJ5oX+d/m3MwIyRMfrnlS7b1ThHVX8VqVxehzsHge3P4BkjiDoP8Hp/4bT/41gjDL6gozgOAZRona0qB3XoeW7A3x3ANelLyMxw4wowJHLCVRilxbJFlLMjqcxAtepq+eKmqWGx0h5NqavnDICSYKgGajjyzhmm9wz3KbU/1hZXdrGKiUzS9vYJW2cTCRG5BySekabFSq0Qodu12HFXY0CGZzMLCMxi9q4ECNymll34N0FxOEC0nABaTifNJyJ4nFsfr5zqFGhRsrVYUYEJWEbeAYjgpIYj4mfZQQkCUyPbyIjejyoHk891O/CiJX7j0GG+Mv0f74VNbVc7zp4PwcAsOPbWwfuZR+4lx3JiI/jkwAAH8cnQS+W7T9aoHfMiE8CALwVNRUAMH3Wp0v2H3krairEiDejpk6b9ekNuuCjuEQAQOxX21annb9OFyXvO/Jm1FSIEW9GTT2YBztVhQUArEq9AG03AAAxm7avTL0AAPh0ecoDlW3h3iOQIf407d03o6beU1qjN257M2rq1zlly06dS20gRTLi7zNn/33m7AmMmLls1ZKTZxefOAMA+GTpqhsd5vdjEgAAczdsWXziLABg5tLVkYxII/DfmBL1xpSo92IS3otJWP9DZiqe98aUqI+XrFp0/OzHS1YBADZnFe8qrQUATH1n+oLjZ/4ZkwAAOFCLX3MzAwCw7ML1L28+TLn58KLcBAB4Nybhotw09Z3pf/tk9tYS5Oz1mw+1MKfPjwcAzF63OeFo+kEc44udB/4wJQpixB+mRK19UJguMgEA/jAlau6OAzPXbgEALDx7PVVo/MvHswAA70THvxMd//mO/ccFeuiPRwW6z3bsn384Pfpw+pR/TP/DlKhIRnyZj/h0x/55h9M+WvMVACD2zJUnMmJFftXM7XvnHEr9YM0mAED06auRjFj4YwEAYMa2/bMPpv1xxqwZ2/an1NMAAO+lfJV4J3/2gbSUetpf58UBAN5L2TTrQOrqOir0x//1f6IAAFM/mjnzQCoAYEF21UaW+i/z4gAA61iqmNu5YTS8PS92YVnD9JSNAIC358XO2H8y/lHF2/NiAQAQIwAAf54bl0JR/3nu2N885cOZMQ+q3tu098M9qe+s3AQA+Pj45UhGfP5dDgDg3U17/rXn1Bv/Mw0AcIDaEXs4HQDwt6Vr/rFm21vT3//r4pSEGnpCDX0Rvj2Z1PXHObEAgHh42wfbD328Ycff127/PzNmAwA++uYexIjo7OrdhQ0QI3YVNiQ1i18z4lcxol/l71X5e1R+k8qvV/m0Kp/aPqp1jKigUYR9RG4bEdsCIluAbwtwbINtdh/O7qpzOCocljyn6WaHQyPx/1vq/7fU95PM95Pc+5PcOyr3PC8jXvq39Stbu/8nhe83MkLiHMTwxK3SjvLmznKiF8EIMqKK/u8GyWh4IBFccLgDUC1K0/1K5O0SWF4jsYLCeYioF1o87d4RslLf1KF9GiO4zqHmbkNBsz4b01dBGakIMQLJG0JLOlvk3RyzDStSPEI1hRlR2sYpbeMiGAK0sL2aI6X0+ytpfL5jiGF21nIk5UwJ1TbUanDgtFaEwF1ACkQy4k6VgqjuoRptlQwBWtXzaxnxpJnEr2NEcKnRE2QE6ndkRKXOlS/VH76f+89ZnwEAwox4K2rqjqu3oL3GBEZASw3odZgRZ6ox0FIDADAjPglaakB6SEWgV6edBwCElxoAgDejpn4Ul/RRXNKbUVM/W54ymRHQUgMA8GFc0gOV7b7S+r1AtfXOo3dmfgoAgBgBAPjTtHcPV6IilxoHK1EQHW52901YapwhcVdfuvHGlKj3YxLCjLjRYb7R0QsAeD8mMZIRySfOAQC2ZpWG9xrJx88CAL4urftW0ft1aS0A4J8xCRAjFh4/c1luXnD8DABgZ2ktxIg3pkQtu3Ad2mtEMgIAMH1+/KEW5lm5MeFYOgBgS3H1Gan+jNQAiWH6/Pjp0fF/mBL1weKVECOmRcenikybCmoAAHFHTm8sQAIA5uw4ENxrCA2RjDgq0O1rkyZfv//2jFkAgEhGHBRoDwp1G+CNs3fsAwDMPZz6REZAJy7XwLAzt+8DAHx+KC2SEX/7Ih4A8Lcv4v/6Rdz//se0/29KFMQIAMBHW/etx4u3sDSzDqQCABY9rvqKqf6KqYYYsfBx1SaWehNL/URGQEpY1SpYy1KuZSnXsJTxjysBADP2n4TOSTyDEbEPq1aTNatIqlUk1SqSOiEf+89NewEAH+w5FcmIP82JBQBAz9SAfLCokvDHmXMAAFNmfDplxqd/ePtv/+vNt/aS5VvqKPEISpgRS8uaduNF+6gdn524NGX2PADAB+nXIUZ8nlubQGxPILbHE9vjie1xxPYQIxSvGfHzjFD5e1R+s8pvDBtC5VM6RiJHEVJbQBzcaAwz7QNEuwdrdyIdtjJH/2Or8YHM64MYIfP9JPOGGOEdVUBHHH5TrxnxM5Lw/cZfL0VpEJgs6sGfmgWODEQngvFvBP3fkCTqhaNCz6jQMyIMS8I9wncH2PYBjKhd0OfCy5UPEah6UUdlG4up7+f1OpqkndA0AnID3xWACkrCOcxzDtfyA5AhKigjFSFGMCzeeoGijidDizvp/R4Yg59Ri8moxRYTWWSji6C3o2SaCoYIzlNkYfA1XCm+21jDbyf3+6FLNii2oTrZYAEpUEAKhBmR0+qH8RSVHGltu44UYYiwJCYfj2j+GUl4cX2+pj5/U+9AqEnHIyZMI3q86J6fl8R/YhoBANj17e0wI8r1rovVjX+Z/i4AIOmrHb+QEeGzEZMZcYMumMyIP0979xQccwqOOQXHnm+k/iwjFu49AgBYd/lmmBH3lNa1l2++GTUVALD5TtazGXGGxJ25bNUfp03feCsDAPDLGbH+h8xnMOLz9VueyIhv5OadpbWQGD5bvyWSEadYiujdB6Av3UMtzMmMiHpn+uYi5OZC5OZC5E5EyzMY8cnazU9kxGc79gMAEs58O5kRX+Yj3p4x6+/RcfMOpz2DESvyq/40Y+b/fBE351Dq0xiR9GPB4hwE1Fa29v9n706jm67zxY//Htx7x7kjznjHqw7guLAKFChdAZFFFkFEUECgLAqCAgUFFRBk38rWvZTuaZp0b9OmTbMnzdY1S/PLni7Zf9n3tOU++z/4Jmm6gAz4vzpzOed95sQexqOdB3nN57uFJxD/+drkRzECGOLxjFhRTnoKRoT3RsSklLz4zqyXo+LeSTryJIxYTgx+eOvTPW/vPzHzwInVN3MPcNW7ifzFRU1hRqwrwb/3083/eHHSfye8/8rKDZGMiC4jP2fEszCiV+pUgbUMYAipowfxSUKjiG6jv8vkazf5uCYfy+Shmpx4k7XKhKAQw31kIEU5UBMaRQx1Owb5jkG+fVBgHxQ8AyOEdr/IERA5B3ueN1HPwojGLjFHpZG7B8lCU0alCh3BCDwcaBApq9tFTXAvG3G3Wf08q59n9eElfUSxUuQIiBx+NJ3LNXvJamMFT1DB4zfL+tkGR4dI0c3l87mCDkkfz+LjBTHh5Zq9XLMXJ/JGMqKQ7KvpdrNNblYwF11nK6Zx8knMfFJrHomFYna19FnyKdwHZPYDMjuXzE7FEdHtcFOvOXzyk2L01MCeECN82S2+rBbvfYqbaHAFz2s8lhFAEo0GR6PB0QCaGBN2nNaJ07rC1WtdY45sjGFE+MhG5RhJjMbEeEaMf1Pj8Yz4++y5s+OXzIpfMit+ySfJP0AQ9MbsuT+i6wEjjmSXfI+uA02dPXfBB+vGM2LPzbRD2cUQBM2IXzyeEeAvD2QX7s8qhCBoWlxiqsIAGBFe1JgWtxiCoE/OXAKMWHvk+8cz4jS5HYKgv82a81VxNWDE7ozCpPSCA0VV+4sqIQhaf+pCmBFnuPAfJk368+Qp+worEpK+BIzYdOU2BEELNn22pwALQdCf/zblq8qmxzNid34lmCiE90Yk5VVAEDRj+ZpdeeVgUWNHHnZCRoT775nvTlu+OpIRay+mbM3DvH/yLARBuzCNgBHhRQ2wxrHsu7OAEfEHjk3IiP1k/n+8OAmCoHnb94b3RgBGfF5LhyDov6bP3pCFBoxYdTM7zIjp6zdDEBR3/Ezc8TMQBL2xbNXmWsp4RoC1jEXHTi86dhqCoCnvrdpYSQ0zYu4XyRAEvfnhFmAIsKiReDVrWRrq7+s2//ufJoUZMWZRI8yIeUdPQxA0a9+R2KsZQFQfMaUz9h2GIGjStFnhvRGAEeFFjVeXrIQgaOGljGl7Dj+KEWAtY+ah0zMPnYYg6JXElUtKSGFGvJV0GIKgt5IOzzufDhY1llRz39q4DYKgqQnLZiefm33m9syNW/dSRFsqqLG59eG9EXG3Cv/jzy9DEPTudxf/+4OPIQh6bePn8+/XLsLQgCGeM+KpGaGUOhRSh1zqkEodsNTRI7ULEZ8Y8YkQP9/k7zL5Oky+NpOPY/IyTW6iyV5vsmARUyGiyzL3XoYNwq7RjBCEGCG0B4R2/9PkCIgcgd/82/r3nMjxlL/bLrMb3yWupHNqON2VbG8ZbaiUNlRKG6rgBNgGD66jp01nZfUaKjjdbVZ/m9XfKFZVd/SU0di4dmE1t5uk1AEccM0ertnDRTxd7UIRmdVDYfVQ2GIKu01vb7P4ACZ4wT/pre70FpH9hWR/McVb2+1m6l0ck5sdzNXQoywgMQEj8kmsPBI7bAjAiPskVoVAGXmBBKi0bUQSOURPtcT5DzFilCQmZoQDpxvFiLGSeDJGjJ9JPMs0Yu2+g7Pjl4AAI/bfzFi99+Cs+CVLtny+ZMvnM+OXLNny+Rc302fGL54Zv3hm3OJz9ZRH7Y1YuferyC2WYUakdMm2/HRpevziaXGJ646euNEpTVUYztF40+ISQWCL5SdnLoFFjXmr1p2oo4zfYgkY8U7c4qW7D4BpxNuxiYs+2bbok23gw5Kk/W/HJr4Vmzh75dqzXDhyb8S3LZxZK9e8GZuQkPTlm7EJm67cvtAz8GZswpuxCfG7vpi1Ys2bMQlrfvgZbLEEjHgzJiF+1/4xWywPlBNmrlgT3htxVqDZj22esXzN32MSojZ+uuVubuQWy1P8/vUXb78RkwD2RrwRkwDag8VHbrGcGhM/NSZ+yqL4hTv2fcvv/aKBPmVRPAhssVz23VmwqPH2+6vBNAJssTzS3rcd1Tg5On7VuZQjbb1JdYyo7fsi90aEt1jO3b73b9HxM9ZvmbF+y+vR8dPXbwkzYhOq/vXoODCNeC067rXouDVZJWFGJJ67/mp03PqS2vUlta8ujAPTCPBhZToqcovlkmvZYFHjlYVxi69lrSqoe2VBHAhssQR0AIW3WIYZsaGp/Z3P9vx1Qdzbn+2euu6T8BbLRVcywMYIsDdiPUPy6tKV4C+jfryy5EHVlLWbXp4fO+ubU2O2WIYZkZhV+3JUHJhGvBwV95eo2EUpxZFbLKcfOvWXqNjXV2/6a+LKP0fFLqlkb6thrL6Z89r8mL/MmPPnqNhZp1KWFjXHZVevyavdXtf69qoN//n3aVF3S6duP/Cn6e/+eUE82B4xKSpm5oX0+fdrY+vbHsGI53sjnoQRDpnUIZU6JFIHLLX3SO1CiZ2P+ESIT2DydZt8nSZf29hRhLkUMTwwa+9ZlGf4VkuQEc6hbscQ3zEksA8K7YPCZ2DEyCjCNfS8CQKMeFpJgAR2P98eIEn9BHiwUeRC09szq/E5lTgKrIZdQ2VUTrvVz9I76ttFNGlfDbuztktCH7DwzD6e2Rv0AeLlmr0iMquHHDSEmMLukmvbLD4Qz+Kj9ZtrOuFyLr+co8QJjY1iLcfk4Zjc4dgmd71APoYRD0jsPDL7AZmd3URLwxHv1hKCjDB5KUYvxegh6pzlfEURS5iK498nq7F8N77fRTS4gxndLUY3YVSuZqOr6REDiUdLYgJGjJFEiBFjJVE5fiDxK00jUGoLSm1FqW2RixrhM5+FKkuhygIWNfJVluAFEo/eG/G4A5+qCQ58Rl4/dU9hCp35RO7JzaC7cjO4QAKc+ZzwwOeYM5/XJYZrkvEHPnWXIs58Bm+jGnOp5dgzn5rzorEHPic88xl5k8Q/euYTdJLfd4LfF3nmM3yBxPEu9fGu3uOdvcc6e5ODZz57k9v7ktv7jrb3HWkPnvkMn/z8pq03clHjIE/1FU8F9kZ8FTrzuR+c+QzvjQge+wQHPic48xm+Q2IXV7qLK9vFle/iyHeyFWNOaow689mqjLiKatS9lpsZcrCoAQozItwEZz6ZkvCixnqGZPQdEvCHNAlY1HiWA5/hlhPhZY38VcVNO3CsrVW0BBTxfSK8rAVe1iKOLyIkEToPcNWfYUnzz6eBa6kWpFfMTy9fmIeLSi8Pn9RYUNj4fBrxLIyApQ6x1N4jtYskdoHEzpfYuxCfwOQHhgDLGWyTh25ytYBRhNlUaNZnWfquyrTUbudwt3O42znU7RziOwEjhp6dET3OwR7nkNj1vAnqcQ6KHE8/kIhkRLc90IZ4KzmCUhovv5l2qxiTW91Yy+lqhnvbrX5ct5TbbxI7B9u0liqeoM3iCzMiHJ/L7yGzxBMxokWmKaawi8msYjLrNroquxZfxemq7YQ5yChJEJX6AlJrPomZT2blk1n5ZE6tUJ1H5mQ2Un7OLrhZgr2Uj8ol8xuUngalhzDgoZi8BczOHCIrfPKzGu4jGd3hACNaTCMRTO7msCRCmIhkxISrG49ixFhJaBw1Gkc1CDBCY6/S2CtBv/Y04jkjnjPiOSPGMGI5EX6/WZSIpSdi6cuJcJgRCYVN22uYe8jCtWmouVfuRzJi7l1UJCPmZVU8Z8QzMMIuktqFYUBI7J0Se3uEIXih5QySydFgslaaEJTZkGvW3NX3ZQltthAjhvnOIb5zSOAYEv5KjPjNv61/t40MJH4NRrT2W9A0XimNh6Lxikmt6ZW4AgK9UaSsahPdx7WUkZltWgtV2tss6ZuQER2ygR5y0BC8BlIVu7uEwsayuugDFhSVW0JhA0lcvl9QweCK7H48X9IoVo8ZSNR0SQqDhmBVdEhbET9ebkivJ90qqcmo6sis6T95qzOl0n+f5M8l+6p6jMAQQUYQW4tYXWMYQTSNZcQoSUzEiIlmEo9kRFgSdRpnrcZZE5bEgL1aE2REVQQjKn9P04g9N9M+Sv7+OSOeM+JfiRGRhRmxBNe5uKhpSWHTotSy+ffQI4zIrJh3r/Tdq/dnXc6ecxc15qRGdAUj7kHt4vuVUXn1MY1dzxnxy4yQ2PkSe3cIEB0Sexts544yhK/V5KaYnHiTrdpkRpuN+WZdpqX3skzPCwEimGAUIwaF9oDo6XrOiF+UhHNQ5HjKX29IeAGBPcC3D7J1dsAIIAkUjVdIZKJoXBSNi6JyM6oai1oYjUJFcMZgBpLwtfea2tWmNq2dZ/Z2yjRdPSp6u7iUQC+hcEoonBIKu5IrrOQKSyjsEgq7hMy+WYguaGxp11lrud2NYjU3YmkDy+4qJLXex1MycS11QlUr4m9F/EzEXwf35zZqHzQOXcl1Hjwn/il76G6t/z7Jn0NEckghRhBZ2URWEaubZPSMSMIEGOEZO5AYLQm8wdk4sSQi0jlxOhdO6w41WhIaV4gREZLQTCyJ38804klvsXzOiGdkRMdzRvzGjAi3FC9YlFsfZkRcOWPRrYL3Lqcvv5Ez+9TNOXdRc9OY8zIU8zIUczMU828Qt9QwdzIla1H4+WjSc0Y8CSOAHtoBIGA7B7axTV6wHyJsiCaTrRaxYMymIrM+2zJwE1Gc59u8owzhGhY4h4WOIaF9SGQfEtkHn9IQ9kCPIyB2DopdQ/DzJkrsfCZGiBwBsLUCMKLbPtgokIclgWa05xNopTReKY2LooI4DI2V1ovQek1so6tTphEy2sVktpjMFjLaeQZXm9nXbvFVcoUoCieyBoECFWJEZg3+QnpOJrbqQV0TQdrPNXlAOIGikNQKKiCzCilcut7diviZZj9Z67uB7vs+RXTorOiHVNdP2UPnHgRuV+uuoZVpDeSwJNIbW9Ma+4rY3iK2t6zLQzK6SSZPs85BRDxExNOCeEYNJCIkgTc68UZnI2g0JoKk0Dsb9K4GnTscDjR6JlGnddZqnTXaSEk4qiIl8ZwR/zcZ8c81jWD9yzJiSUPX4lreUrxgSSM/DkOPQ1NiUMSVhbhtOPZWHHt5emlUFgEYAjBi4Tnc1hr1bo7io0rKgnL6c0b8MiNgexts58F2LmzjwDY2bGPBNqbJyzX52CYv0+Qmm5xNiK0WsWARpNhsuG/W3DH23oWNSr4jcg4xLHANC1zDQuewyBFkRI99sMceeJocg2LnIOz87b+wf6c5h8SOwR7HU/1u7YEeR6QkBjk6O2vAUsUVVHIFNe09LJ0dTeMFVUHlllK5DxrIYRlUcgU9VC5MZoPEZHYn3AcYQZJpxzCCMWCtae9BkdkoMrugmVbfxhfb/QKzJ7OyoZzTXc7uLmd3o2i8ohAjCsmsAjK7RYW0mv1Ms78O9j0gD94qHzybPXw2e/in7OGfsoduokUPGvuq2kQ3sPU5JFZmE+c6Vp5N8ofLpfTmklofUFh5rR1NescYRoQl0TRGEhMxotEwlhENEzPCVRshiQkYobE/Z8RzRjyeEV//5oz4F51GJKIpK3KrN6CaY1LRUXfRCzIqFqSXz00pTLyatbOlc0dLZ/zPdxJT6xZc4c1NkwJGzDpHWHqNuAbdHJddsQjX/pwRT8CIET20wjYmbGPANrrJyzK56SYXCXHgEVtNyBC5Zm2qWX1ZqufzHcN8xzDf8ZDveChwPgSMEAYZMdzjGOpxDPU4Bv+x7MEPYseg2DkEO4dg5zDsGoZdw7/ah3+NnENix6A44jc29oP9kR/EertUKJd19Mg6ekQmF3vAgqHzMDReGY1X2y7usg2xdY5qnrCExELTeKVUXiGBkYqtQ1G5YRyQy3FhRrBq8PWN5BqegCTTco1uFGXkj9V3SblGd7vZT5JpMYyOjMqG9LJKmrS3lt155lbqHXRVMYlVTGLdw9YVkVhFJFYhiVVIZuURGCXMTjRXhOaKHhDhPPJQdvPguftDQBLf30VycCqCJNBhD+SRWFSTt0LgzSH5cyIY8fMDNrUfabP7y9sF5WL1+IFEpCTwvyAJZ6Pe1aB3j5VExOpGJCNqtcHVjWqNoyqYHfzn/wIjbtG7f0TXp9C7C1WWH9D1Hyd/f4Pe9ShGfJT8/Z6bab8tI5JrSF8VV//MlfwLMyJ099Q/wzTiGRix8PS1mfuObGRKV5aTElOLw1dYPiMjlpaQ30k6EpNS8kyMyKnaXkndS+JveFA953JOeIvlu5cy4/PqYzMw63IrN5f3rLonmnW+FTBiTpp01i1+dA07uo63Dk3a8qB+Y1HT8krmc0Y8hhEjeoBtNNhGha0kk4tichIQBw6xVSNmDIIUAUNYey8pdKwRQziBIR4KnA+FrodC17AoyIjhHkfwq+7pgp1DsGtY8ryJgp1DYUn8Y79VjUVN56lADF4Pp6uc2YGh80BldB6axs2pbsyray5sIObUEUqpPGxrJ5hJhCWBq2uBKRzAiObSig7FALfPWMXu5pk8jD5zNU9UzROhyGw0hV1GYeO6pSgKBwwk0ivqT6fcu5KWjcKTC3EEIImc+pac+pYiEquIzCoks9Jq8AVkbj6Zm0/m5rZwbpWrHlCG0nGDZ+8Pns0evliA3MfzaX1maq8R094zISOuFnW22fxtdn+NQIIRKkaWNhAPYbQkmkyuJpMLb3rM6oazUe9u1HsaQBOtboxhBJhJVGsdkT0JI559i+Vfp7wxK35JZpeqUGX5OPkHCIK+R9c9ihHg3oj/TUYcryVHMuJHUhsEQUt2H/jXnkZAEPTKjNn/AoxYmV/3GEaAKyw3hu6eWnQl41dhRExKCQRB7yQdeaZFjVv53xHazjBEq36+Pfd6fpgRUenli9DkORfS16Sj1mbWLz5VO+t0C2DE3AzFvHxpHEG4orI1KR0TbnEN5zkjHsUIWlAPNgpsIcLmZhiypDCwAAAgAElEQVRpMDnwiK0WsVYgZrTZVGg23Ddr71l7L2l78/j2wSAjIg3hfChyPRQ5h0VOYIhhsWNI/NSScA7BzqHf/Nv699zTMUIq7VPTeWo6T8XgqRg8URMVGzIEhs5DkdkZmBoKH2bL+lr4UgyN22kd5OidgBFhSdSxuoXtYpjM7sSTG5sosD3ANwYKcYJCgqWUOlRKHSLL/Rgqh63SiyzeUiLzfl0LYASKzE4rr8+vxTe2Ceo5XdcfFBeTWcUkFl6srmoTYjndFe2ivBZmAZlbQObmU7j5FG5OM6dSECjlBlBcfw3soyG+RpWplCsoa+sh6V1UxFcrGcuIVJympLUd2yYoYnU26R2PYcTEkhjDCIO7Ue9pHMeIhscyYowk/hemEbfo3Tt+uhJe1Pi9MWJPRiG4DDvMiK+Kq3dnFP6LL2p09G7JKdtbz/hnZ8Tacsq//2nSkzACTCN+rUWNZ2fE0sbulfeKd6EaP8+vjjv+86xzqfNTy4KMyKyY+XPq28cvzvnmx9gTF+Ydz5l+pnlehmJOmvTdO4KFWF4cQbg9uyqSEWtRxOeMeAQjLETYQoDNzbC5ETbVw8YaWF+BWCsRMwZBSszGfLM+26y5be67Jtdx+fYA3zEscAwLHKMMIXQ+FDkf9jgf9jiHe5zPygj4OSOegBFPIQmJ1qqm89QMnprBUzF4EiqnnM7D0nkYehuGzsupbSqsJ3Dk/f2+h9U0Tg1XwNLaaWoTAe4LS6KCzeca3R0Wf4fFzzW6K1s7KOJeFF59q1hYQvQBRqBpgQpml8jqgx2DBL4kvRwXHkjk4oiZFXVFDYQH1Q130FUlZBaKwmHpnTzEw0U8XLOvkMwpJHMLKLwCCjefws2jcBmWAMMSoJv9dLOfZvbTEF9kVJMX3eG9i7NeLJJfKJBeL++rk3sa+8z1KiNeawOGCEuC8IiBxDhJhHOFGTGxJLTuECMeN5Co0tgrB+y/IiOuNNA2J/+wOfmHAzczSlS2Sw108LznpuQfjmaXjGHEzLjFq/Z+9UCBnK2nzIhbvOdGWiQjfsJR9txM25B8cn3yyfC7XJGM2Hzm4rS4RHCL5SdnLk6LSzxH44UZcbKOvON62tqjJ9ce/f5wSW2YEfsyitYcObnmyMlDJTXHa8kvTHrphUkvgbsst16993ZsYnIN6YbEsGT3gbdjE69LDCeJXPDI58rD3225ehcwAtxf+XUVYfk336798edTnJ4xjEgmsNb8EHw0HDDi/a+/ff/r70DJzdyfhbqNl+7+PSbhs7t5M1esidv55ervzx9p4oReCf8WMGJHHnbpoeMgcJFlpCGSmcIlh44vPnR88aHjK06e+57ftxvbODUmfu3FlI13chIOHltzIeXbbvXqCzfDF1lOWRQ/+6Mtxzp6p0THL/h8X3J774LP902Ojt+cjZkcHR934NiHKfc/ycbEHjgWe+DYinMpX7ep95G6N2ahF+1PXrQ/OfH4T3tIXV/xlB9locFD4dH7k8cwYhepc+m563HHz4CLLDeg6taj6l6Njks8dz2JJ0s8ew1cZLmLK112IyPqyyPzvjw678ujawvrxjNi8bUs8Fb4sjTUxqaOZWko8Fb4/KNnPsK3f4Rv//O0WRAEgbssNzNkS1NL5h05PWvfkVn7jqypoEQyYv6pq/+1IPa9/BrwIdyUtZs+ZMDx9wpnH/5x+t5vpu89/H4ZaR1VOu/7qy/Pj4u7XTLv++vTko6Ap7kmZMSilOIZh069nXT4raTDiSXEFS3wwpSit5IOv5l0+M2kw49hxIq8+l3NHZ/nVX16J+/9synvfHPm3YtZ89PL52dXT//hxvTvr71z4srbx87POHd3zp3ymCrB3Az8u/cq5mRg52Rgt1/OSkrHhhmxEkN7zohHMMJUD5tqYWM1bKiE9VhYh4Y1xQiCMhsLzYZciy7D2n/D0JsqMwgFEYAQjk7keihyPexxAUk8fM6I/wVGiJ9qIKFkd48wQtrPUBuw9DYMiNFWy+E3crtROMK9knK62lRO4+I7xeWMdopCT+SJKBROl1DZOWDttPg7Lf4Oi59ndFfz1OnlfUUEN5o6FK6Kraxitjd09FSzu2vbxaUUDorCeYAjVrC6KAo9ltmRVlFfQmKVUjj0PnMb4uEhHh7i4SK+6k5pIYVXQOEVUHj5FC6aK2ICRoQkMQYTVJOXqPfcqekoZWqqO22F1M4a6QAZ8ZIQL8nsJZm9RLN31EAiAhORjIiURLgxjHjU6ka9zlWnc9WCJmaE41dc1Pj77LkQBIHLsNfsPViisr0xe+4bs+duSv5h9d6Df5z00k16dyQjIAiaGbf4gQI5UVoLQdBHR7+PZMTKvV9tSP5+Q/LJ/5oy9Y+TXhrPiPO0NgiC1h09cb1T8sKkl6bFJUZOI5btOQAeCn958tQXJr10T24+S+kMo+GduMXbrqVuu5YKQdDLk6euPnJy69V7Hxw+AUHQV8XVNySGt2MTIQi6LjGsP3UBGOKt2EQIgr6pbrkM6yAI+sOkSQlJX4KHwtf++HMkI+J3fQFB0Gsz330zJgFchh2/68s/vDgJGOIPL7702sw54ae5Zq5Ys+zQt6/OfBe8xPHeoW+jNn4GQdAHJ3/+Bs/6w4uTpi9fs/TQ8enL10AQtPlubiQjFu384g8vTgKM+MOLkz65m7stDwNB0Et/m5Jw8Bh4PmMnpuHTXHTCweSFn+8Fr0vsQDeCRY0p0fHJ7b1TouMhCJq/fV/cgWPgHY3J0fGxB45Njo6HIOhTVMPGLPS87XsX7U+esX4LBEGJx3/6iqd88fUp4FmN6eu3RDJiay3tP16c9KfXJ78WHfen1ydDELQmq2R1VgkEQVH7j0Q+q7GpmvzvL06a+t6qeV8enfLeqr9Mnx3JiA2V9H9/cdK/vzgJ3Icdc/r6sjTUtM/2vLvv6N/XbYYgKOrI6fdSS/7ztckQBM3ed2T2viObGbLXl64ChoAg6PWlq8YvaiSkFiekFs/Yd/jNz5LAb2NJXtWHDPjVpSun7/1m+t5vIAh6dcnKdVTptN3BZzWm7T7ywquT/+1Pkx7FiFcSV76ddPjtpMPgiY0VLfALr05+8Z1ZC1KKXlu96TGLGksbuxelYT9KLd5eit+Gbo47d3dBevmiQvycC+nTvzn91tFz0364Nu2Ha++cuDTnTnF0GXluBnZuBhYwIvF67s7bRcAQ27OrYp7vjXgkI3RlsA4N61CwthjWFMIDeZK+HIsh16LLtAzctvZeNCquwqY+YAihY1gYMX4IFjbEc0b87hkhdgxKFFqptB/uR3qcQyLnUGsfQpL2k6T9nRZfk0CRU9OUVdVYQmwtbKLyeg0y1zCn19BS1SijcqVUrpTCFbO6uyz+LosfYILR6yulDKKpQ2URtfb5mX1mZp+Zq3O0Gd1V7O6cmqbMysZSMhtD591FVdx4UJxd04Qis2gqY5vJ0xZiBNPgrhGoCsjcAgqvlCWgGT2AEWMlEcEIKuItYXa02/3tdn9Dj7JcqHwMI1oezYiJJDGWEeNnEjidu17nrgtL4pGMeOQ0AvOPTCPOlNVBELR278HwosYpdD0EQWBjxKz4JRAEff7TlSdnRI4SudOl2H0zbcrsOZFPc0UuasRt3vbCpJfe37sfgqAdN+6NWtSQG691yHdcT5s8ey4EQffk5rVHvocgaF9GUeSiBhR64TNFapyQEWAtY1d6/uyVayEI+qKoEjDizdiE8Q+Fg4AhIhc1IAh6MyYBLGe8GZMIQdCe/ErAiKS8irNC7Wd38yAIWnbo27MCza68cgiC3jt0fOmh4+B1rlP8/h2hd8MjGQFB0B9enDQ1JmFqTMIfXpw0bflqwIjEQ8e+4/cmHDwGQdCnuWiwqAEYkfDVsfDeiEhGgEWN+dv3QRD0STbmSFtv7IFjEARtzEIf4qkOtak/ReHmbd8LQdCi/cmAERAEvR4dv62WHsmIhfuPQhC0Lgu1j6cAj3w+ihHgbU/wzudfps+GIGhtYX2YEXO+SIYgaPG1rJEDn0z5p0zFqoK6aZ/tAXTYwpSDF7kiFzXWlFPmHT39b3+aBJ7YGM8IsKIBGDF93+HwosZyTMvswz/+258mvTw/NsyIuNsl60jyl6PiIAh6zKLGkhLSjEOn/u1Pk/4SFQsYAUHQn6NiE0qIjz/wGV9GXXM7/7Mi3KZsbNT5tAXpFbE/3/0oo3RDatGML4+/ffzi21+fWnDk1OoHVVE3Hrx7pzjMiHczsPHl9GXV7GXV7MT69ueMeDQjBvLhgTxJf66kL0fSmylRp0pUdywDt629lzV9JVK9UGD1CexDQmAIx/AoQDgfipz/0+P6n55RjBgW/4qMcA+PfHBHfJiw8X/sMR+e/O/g+lU//OI/zC/+wwcXNZ7mdyt2DIqdg+LgE19DrP4hXMdQfcdQfcdQGVVXSh7ZKpGKrqYK5XLXMF+lp+Wj5Q1kWRNVRuFKKRx+rxlIosvibzP6yqj+stGMaDf5u62BLmugy+JnqA1oCgdUSmafv5eFbqbgOF2ZmOr7tYRSCoejd7aZPDyTh4v4WhSGYmo7GEiU8UStlgDTEhiRxHhGIF4q4sV0Sur4Urykt5jZju9DyIiXbA4ygmT2Es2ecZIIM2KcJEYzAm9wNxo8j5FEJCPqRjHC+YR7I56CEe9t+XwMI6I/+PBHdD3oH51GQBD02U+XHsMIMJAAE4UxeyOW7TkAQdAnZy6NYcT2a2ljGRGbOJoRVZGM+PTq3RcmvRS9aWv0pq0QBH1Z+ESM+PPfpjyeEclN3GWHQowQaMHbnqMYcfD40oPHIQja8QB7it+/4wEWgqC5Gz8dw4iX/jZl+wMsaA8Gv+0BBoKgxINjGfFpLhqCoFdmzI7cYjmGEUfb++IOHBthxP5jEAR9nIXemIX+6/TZf4uOX7Q/OcyIPcQu8Fw4BEHbaun7n5YRUV8eWZWBWpWBWpmO2tLcOYYRsWdubA3tjViWhvrztNmvLIh7d9/RCRmxppzy+tJVf3xtcvSp6xAEPYYRCanFEARNmjYL7I1Yjm15denKP742OerHKxAEPQEjpDEpxRAEvZN0eEkJ6ZXElS+8OvndE1chCAKMeK+aM/WT4LQjoaRlHCNG3T0VdTFz4cWMqPNpc28UzEspWnY9J4nYtR3bsuRS2uyruXN+vL7pPnZ7NW3NrdxpP92efTV7zukb88/dfjcl//ktlk/ECElvukSdKlHdk6huSxTXpbKLUvgMorqq0LIFVo/APiRwDAkdEzOix/WwxwUY8T9i1/+IXQ/Fzodi57Ptr3QMws5BiWtI4hqWup83QRLX0DMygtNvIolVJFhbyRwqpz/E0h9i6cNZVQMZFTxscLcEr5TERhHolTRuXTVemZEH38nsvHa7vaBMRuHwe83dIUZ0WfwUmQ9DC2BowxjacGVrgKbwd1sD3dYASTKAoXBya/D3a5sK8JRbRdi7qMpT126VEaj4NkF+LT6tvD44kEC8PMTTanAVU3mFFG4hhQv2RtSKeyMk4WeY/Qyzn2720REfPSgJL5BElbi3QqjEqYwUxENGPGSzF0Qye0lmDxEUZISbgLgJiLsZARstXaAmk6vJ6IwMMAJv8AQbhQl3o97dGJSEq17nqte56nTOulEbLR2gao29asBWOYoRlvJ+CzbICHNZn7msD0H3IWgAiD6ktA8p7TWhek1jGHGfr/zPSS+BgQTYG5Hdpf7jpJf+OOmlo9klP6Lrj2aXfHkzI5IRf5z00l8nTz1ZWrvgg3WAEbkhRlyhd0IQNGX23G/RNYARB7OLwFOfX2UXZqpMGUpjeCABQdDaoydCjDDcUxjPUdsgCJo8e85hVM3k2XMgCPoisxi8Ff7CpJfWHDm55vDJr4trbkuNgCCrD5/YevXeR6cuQhD0weETuzMKwHfAdYn+L5OnQhC0v7ASMGLlN9+d4cAQBL0Vm3BJrJmQEeB98Jkr1oT3RoCfbLuXv+1ePgRBb8Yk/izUAUbszqs49whG7HqAhSBo+vI1Ox5gwaLG53nYyO0RbyxKgCBoxclzgBGLDx4PM+IEvzcxghGvzJgNBZ8LPxb/1bF/iBEzQ2sZicd/giDozWUffF5Df//szQ1Z6ITjP0EQ9AkKt5+nBJL4MKsUgqA3lq1al4V6LToOMGJDSR0EQVOXrVqdVQJWOj7IKvkgswRMIwAjopPPRE4jVqSjIQj69xcnzfni6Jx9R99PQ725bjMEQfOPnJl/5AwEQX9buir8PjhY1AB6eGPdJ0tTSyAI+uNrk5fn14YZMTPEiI8YkknTZkEQNGXdpul7D0/f+03UqSsQBE1Zuyn+XiH4Ly7OrRlhxMhb4bIgI4gjjAB6+NvqTdEpRRAEvfDq5NisqtknrixMKZx26EcIgmKyqiIYIX6fOGKIZUTxspaeOBRpQRpmYUbFgozyqNvFiTdyt9Yyt6CbFl7Omp+HW/Tz3S3FuG3lLSuuZ7/13cUFZ29tKKzbUFgXk5IXXccLPqsR/tYczYhF+O5F4xjxm3+v/28zQiq7JJVdkErOSuDTreIcnLgJLesR2LwC+1CEISIZMRxeywgzQgwChnCGDRF4umBnQOIalLqHfvMv7N9nEveQxDUIO5/y1yt2BPDtglapuoIM59bqyukPy+nDWPpwXoP52oM2wAgsjYeh8Zhqk8A6KGV2qVFV3Ms3um/dY1+8xq7Cd1v8oHajmyLT1neIK5giXKeG1R/g2wLAEN3WQDmVy1UbRIgrFVWeUlCWX4tHNVFOXrp2MTUrFVV+5X5hLo5YRGCUMToqOPxyDr+Exiskc0KM4ORTOJmN5FpxL0XvZFoCTIufafYxQIiPbvbRzV6a2UszByVBRbwUxBPKSwlKwkMye0hjGeEiIK7wTKLZ5Go2OZtNzjGMaDK4mgzuJoMHb3DjDW68HhT2hLtR52rQuRp0rqAktM56raNO6whJAjDCXq2xAUZU9lsr+i2gEUn0mcv6kDAj0H1IaZ8JFGLEKEncZXSt3Xswcm/EbXr3mr0HwaLG6r0HU+jdX97MmBm/+DyOmq80H84qXvDBuplxi7eduTwjbvHeG2m5SmRG3OKVe78C04gZ8YsTtmxL2LJtevzihC3bVuz9CoKg9cknM1WmTKURSGJaXCIEQT9TeakKfWro1Eaq3Lhsz4FpcYtjN2+L3bxtWtzi2E+23ZMhJ2opc1eteydu8Tuxiduv3rstNa4+fOKd2MR3YhOX7t5/gSdZunv/27GJS3bvX/TJ1rdjE69L9J9evQveCl+c9OVbsQmzV675roXzVmxCYtKXl8SaQ1VN4YfCL/QMXOjpv9DT/yNbuPaHc2BjxJsxCedF/T+wRGu+//nNmIQ3YxLf//q7H1rh80Ldx5fu/j0m4QCWcE6gPYAl/D0mYePFO+cEmgPY5r/HJHx04fYZ/sAXmKYZy9e8sShh3sZPN9/NHXNeI5khXHny3BuLEqYuSpi2fPUeDH43pnHqovi1F1JO8HvXXkiZsih+J6bho9s5kVsspyyKH7/FEjBi1bmUydHx21GNR9p6V55LmRwdvxXV8BmqATwXvmh/MvjwURb6b9Hxr0fHvx4dP3f73gORRzZ4yg+zSsET4eG9EXt48pjjp1+Njpu6bFXU/iPhLZbri2unvrcKPBQenXwmchqxnaVaU4ib/N4H/70g7r8XxMWevr46P/hW+Lv7joIP76WWJFzJDD8Xvpkh++uCuL8uiHvnsz2vL1311wVxc4+cfuez3X9dEPcxQ7ogtMUy8q1w0Ho6DD68uSXp1SUr/2t+7OxvToEtlotzateRZX/fvPvl+XEhRkjXECUJWdUvR8XOOXF1NVH6l6jYv0TFTv0k6ZXElX+Jip1+6Efwkz9HxU75JCnSEKMYQRQvI/YkVrMXZla8eyFj5g835t7Ijylqjq9sjUGTFqFJMZWs2Lq22RcyYs7diTl3591TN2bdyEu4eO8zHHtrI2d1afOiOl7cOEaMlURj16JxjIgd/UUb+1Q/+WcJIvRU4mBChbStVCbNUyLgeBjfPiiwD45mRFAS4FSnyDkcZoR4zCjCGWkIfzg4nHNMAdgZiPgQyYhnTeYeknl+F0nD/Rr/XoARsDMgHpt/4iL+h2hV61qlKrV7uE3tv13QVkEfLgfRhm8XisppvHIaD0vjVbV2NXXL6lqYhPtFdTdTu3Ly4ew8yf38/NwimkzbbfZ3W/xVrG40hV1G5ZRRuVmVDUV4SgWN2yJWd1v93dZADatLbPVJnYPoFuqZW/fKKa1VdG4xnng5t/hiZu7tQvTtYsxdTG0JmVVMZhWRWffx5NuYmkIKp5DCKaBw7jfTMqobSdK+2vaeBpm21eJjmr1Ms5dp9jEQIAkvzeyhmT00xAs2SVARDwVxj0gCAYxwk8xuUnBpw92CuAiIMygJk5tgchFMzmaTo9nkaDI6I18SbzK4QpJwNxncTXpXmBF4vRuvdzXqnEASOK0Lp3XitI56rb1e6wjNJBy1WnuNxlajsVUP2Kr6gSQslQOWECas5f0WbL8Z048ASZT1mdF9CLrPhO43lfaZSntNwaWNcMHDGsEDn6ASpbVEaS1WWouVlqJQhUpLodJSoDTnK835SnOeAgE9UCAPwic/VSMXWeaokGylKVtlOo6ugSDoFI6cFWJEcmk1BEFxm7emKQypcn0oQ6rckCo3pspNoODJTxlyT4rck5ruSo13pIY7UuMdqfG21HhbarwlNaRI9SlSQ4rUcFNiuCk13JTqb0h1NyS667Dumlh3DdZdg7VXYc1VWHsV1l4Ray+LNZfEAxfF/RfFAxfFAxGM6AOYOC+KbOC8SHNeqD0vHH3sU6AFneOH05zja87yNT/xB8BhjTPd/acfe/LzB37/D919P4w+83myu/dEd+933Y+8N+JYR29ye2/4wGfw2Gdb79HRZz4P89Tf8NRf89SHeCpw5vMgV3kw4szn2JOfPOUXvOCBz/Cixh6ufA9Xtpsn2x0+88kNHfjkBA987mQrdrCUO0KMAJLY3qrc3qrc1qrcxlRsYyq2MhVbGYrPmIrPIs58bmHItkTcQDXm5OcmpmwTQ7aJIf2YId3IkH7EkITbwJBsoEs20OH1dHg9DV5PE6+nweupkvVUyYeU8IHPYGvJMsCItUTpGqIEFLrFUvIBEf6gRbyqBV4ZPOopXtEiXkEULyeKIw2xnNgTwYie95r4C7MrF2ZWLMysWJhRsSCrIrGet4QgWEwQJjYLE5uFcTXsqHTszIsZ0WdvxZy7PffUtenHf467nJZ4JX3O1ZzoytYxjIjF82NHSyKmsTsmLAl8dwy+O7aJHxdhAuCDf/Qn/0RBeaGT5ZHx7YEJGOGMMAQ42DnCiIdi10Oxa1jsHBQ7A6PQMFoPkpECEmdA4hqVNNig1D0ocw/KgAOepkGZe1DmGZR7hkbyDv5WybxDMm/YE4Ohhp62QYl7UOIOwK5H5Yddj/CE08/pNzR38IUGS6vEmoEWVtKHK+jDFbThCtpwFcNXxxGWkdgNbT21bEE5lYsltjblFtfeyay9ebcLUyklUErqmu4VY3HtYobSUEZhl1HYZVR2GZVztxhD4kvFVm91aztP7+iy+puEiipmW0OHsJLVgSK1ogjUYjwxp6ohoxJX0kQkiWQtfPhqbhEwRCGZVUhmXSvCFFLYhRR2AYWdgq5q7lHwHQG2xoLhCVrNXqbZw0Q8TMTLQLwMxEtHPDTETUPcNJOHZvJQTR6KyU1BXBTEBTBBRtxkxE1GXCSQyU00uVpMzhaTo8XkaDE6W4wugtHZbHQ0G+1NRnuTwd5kcETkbDY4mw2uYHqQu0nvadK7m3QuvM6J1zkbdc4GratB62zQOnBaOy4kiTqto05rr9XaajW2Go2tZsBWPWCr1lirNJYqjbVqwFo5YK0csFQMWMoHzOUDZuyAGdtvwQBVDJjK+pGyfgTdF5kZ3Wsp7bWU9lpL1bZwKJUVVDKSpVhlKVJZClXmQqW5QGkuUCL5SiRfieSBVMgDFfJAheSqkFw1khv0hClHZfrsp0tJN1OzVaYslTFLacxUGqfHJUIQlFxala4wpCv06QpDKGO6wpSuQNIUSJoCSVUgqXIkTY6kyZBUmemezHRXZgxluiMz3pYZbssMt2SGW1LDLakhRWpIkepvyvQ3pXogieuw7rpEew0EJAFrLsOay/DAJXjgknjgklhzSTxwSdx/Sdx/Udx/sWd0ooGLIs1FkfaiSHdRpL8o0l8U6i8I9ReEugsC3flgWtDPAu05cIEEX3OWPzDiCcHAacHAqZAnnpAR3wFGdI1ixPHO3uMdoL7jHf3HO/qPtfcfC2MCXCMx6gIJ9ddt6q956q95qkOhDrapDrYFb5KIZMSXoxmxNqtkL1e+hysbkQQXJE3iypI48iSOfBdHsYut3MlW7mSrdrDVO9jqHSx10BOtQUxsZyq3M5XbmErgic9ax3li9L2WQUkwRjFiI0MS7iM6CN5AA0Uwgir9kCL9kCIDraPI1pFl68iydSTZWpJ0LUm6liRZQ5KuIUlXk6SrSZLVJPgDIryKCK8cSbyCGJZE0BDLiT3vE3uW4DriChreQzUnFDZEZ5UvzCpfmFm+MLN8QQY2roy0hCBYTBAkNgdbcL8m6szNzYW1n6LxiaeuzLiUOft20ayUgjnpmDmZ5XFNgrgmAfiaj65iLaxgzEcRo6tYMXh+DJ4fg++OxXcDWIBi8fy4EAhiI3zwD/3kN5fBr8EIR4DvGBTYBwWOIaFjUOgYFDoHRc6hCEYM9TiHelzDIUA8FLuGxa6h4P8hdvhghw92+CThnCC/1OmXukABmSsgc49pUP6rFZB7AgrPoMIbyhf4jRqU+wblviGZd1DmHZR6AlJPIAITT58E5A5EBrsDsNsflATI6RsTT2tq6hQ0tguxFEslfbiSFoyrDuB5gla4l9Dek1vVWEHllFM5FQQGDlWZ9+O53J/Op2bklDa23ClEY0yeLXEAACAASURBVMgcLJVbRmGXUVhlVFZ+A/F2QSmxWyJzBmpZHcw+U6fV12H10ftM9D4jW2/lGh2FBHpaeX0enpReWf+grpFvcXE1pmt5JUVkViG5tZDcWkhm5bXQG+BeDJdfxuUX07l4oZStMRMlahzc24p4mIibibiZJg/D5GGY3HSTm2ZyhXJTTS6KyUUxOckmJ9nkCgX+0kkyOUlGJ9HoJBodLUZ7i9HeYnS0GBwEg6PZYG822JoMtia9DR9Rk97erHcSDC6CwUXQj9SsdzfrXM06Z5PO0aRz4LXORq2rUets1DoatPaGkCTqtfZ6ra0unMZeq7XVaG01WmuN1lqtsVVrbFUaa5XWUgnSWCoGrEAVWA2CHUAwA2ZM/0hl/eayPgu614LutaJ7bcHUtlK1NTKUyopSWUpUlhKVpVhlLlKZi5TmQiVSoEQKVEh+RHkqJE+N5KmRB0FJmO6rTAAT2SpjtsqYrTTe6pKuTz7x6U8XM5WGDKUhQ6nPCH4wZihNGQpThgJJVyDpSiRNiaQpkHQ5ki5H0uRIqtx0T268Jzfek5vuyU135ca7cuMdueGOzHBbZrgtNdySGm7JDCkyfYo0KIkbEt0Nifa6VHtdogWeuCrRXpVorkgGrsADV2DNFVhzGR64DA9chvsvi/svifsv9USmuSTSXhbpLov0l0X6yyLDJZH+klB/Sai/GAqQ4oJAF5KE9lxQEpqzfM1PAs1PAs0ZwchY4kkYcQIwokv97VhG9H3bAer/tqP/246Bbzv6j7f3H2/vP9beH5bE0cixRFvvN23qb0LDCXAt1WMY8QVXsS4LtWD/kU+rKXu58r1cWVASoZI40iROkBFJHEUSW5nEVu1iq3ex1TvZvTvZ6h0skOrz1lEF5xOtyq2tiq2AFEzFp62KT1sVIUmEZhKhNtGlm+jSj+nSjXTJmD6iwaANVPEGapAR66nSD6myUUViIjifkK4lS9eQpWvIkqAkSPAqErwymHglSbyCNMoQQUZgqbvwvL0U/uqc8nkp+SOMyMTGYSlhRiQ0di4saJifXbXwhyuf5GK3YgnLrmUGAREqPvTtvgBNXp5buQ3P+whLXJBbE/z6x/Pj8Pw4PD8WHwGC0ZKIi+jJf/Kb4+BXYURA4BgUAEOMZcRQkBHOYbEzbIhhsWtQ7PSLnV6xwws7vJKIpE5fMJdfBnIH5KNTeAYjk3sG5eP+zD+SX+EJKLwBpXdQ6RtU+gJKX0Dp8z9N/ogP/qf4EFD4Awr/oNw3KPMGZF7AiIDkaZN6ByOTeAcl3lF/APb4YbcfdvvFbp/Y5RO7fD0uX4/L2+Mcldjhhe1+psxPhwNEvosBD2CJrZhGcqfaILf67uaXVlI4FVROOZWLIjAySisKqht+uHT1auaDIjwZQ2FjKOzSFkYZhVVGYZVR2PdKKzAkBo7Xje+GuyzeTou3w+Jtt3jru8U1bfxiEgNFYZVQWCVkVkEL7XpBSXZdYwmFWcpsy8YRsnGE3GZyIbkVw+1mmz1ss4dl9rSaPThYXc4T1AhkrYi3FfEwTW4Qw+hmGF10o4tmdNKMTprRRTO6qEYXxeikGB1ko4NsdIZyhCMZHCSDnWiwtxhsLQZbi8HeorcT9LZmvbUpFF43UpPeRtA7WvTOiFwtehdB5yLonASdo1nraNY6mrROvNaJ1zrwWnuj1tYIJKGx47R2nNZWr7XWa231Wnu91l6vs9fpbLU6a63OVqu11WhsNVpbjc5arbNU66zVWmuVxlqpsVRozOUapFxjLteYsQMR9VswfZayXktZr7Ws1xYOrbZGVqq2lqosKJUFpbKUqMzFKnOxylykRIpUSKEKKYhMjeSrkfwRSZhyg5Iw5gQZYchWGbJCZaoMmUp9ptKQqTRmKo2ZSlOmEslUIBlKJEOJpCuRdCWSoUAygpIwjVvyMN6VG+7KDXdkhjtSQ2g4oQ9KQqK7KdXdkOpuSLU3pEFMXJNor0k0VyUDVyWaqxLNVVhzFdZcgQeuwP1X4P7L4v7LPZFprvRor4h0V0T6KyID6LLIcFmovywMeiJIiqAkgusd5wTac3zNuYjbLU8LnpQRQUl0qb8bx4hvO/u+7ez7rqPvu47+7zoGQN92DHwbIYnkkCQmWOYAwwkgiRAjRkmCq/iCq9jHVezjyvdy5Xs58r2cICOCkuDIdnOkuzmy3Rz5bo5iN0e5m63azVYlsdW72L2gnezenSz1TpZ6R6t6R6sq3Oetqu1hTIDhRKvis1YFOBQKljlGSYIu+yTEiI/pknAb6ZKNNMlGwAgq/NFoRqynyiIDkohIuo4SloRkDVmymgx/QIZXkeBVJHgVGV5FhleSxStI4uWknpAhRMuJoveJohX5NV+ypQd4yh045ryUvIVZ2IWZ2IWZ2Lk3chfmVEXn1S0qaU5s5keXNEelY6LSMTMvZiy9kr46v2b+pfR375XOvlMCMDEvp2Z+sXhOunxOunza2Zb1eczdLPlOWk98VsXIFz+eH48f5YAn+Un8Y3/yzyWJxzMiEGJEIMSIIZFzSOQa6nEN9biGQnoYFruGYfcQ7BqEXX7Y6YMjGeH0Sp2RjPCFGOGPAARoDCOewRAev9zjV3j8Sm9A6RtU+QZV/oDK7/9NUvqDkpD7AzJfQOYNSL0BqTcgedqk3oDUOyj1hRrzd/P4YZDbJwa5fGKXV+zy9oQSO71ip1fs8MF2n8Tu79Laauht1VRucT0xoxhb2cIQ9COoBhKaQC9uIBU1kNJKK5vb+JRuuLSx5W4RBhgCQ2EzlLpKRhsYSFSxu1rEqtY+Y7vJ2WnxdFq9HVYvQdJby25nq7X4DuEddGUJhVVMaS2mMIvIzEZYyTW7arvE2dV11x8U/px5H81qYxjsgBFAEsEQbyviaUXcrSY30+SKZATd6ATRjC6a0Uk1OqhGByWYM/TBTjHaIxhhAwUlYbARDNZmvaVZb430RJPO2hxiBDFUi97ZonO1AEZoHQStPUISYUbYGrT2Bo0dp7XhtDZckBG2eq29Xmer09nqdNZanTVyMlGjs1TrLNVaa5XWWqm1VGrMFRoESGI8IzC9FkyvFdNrA5WpbWVqa7igJCIYEZREiBGFkZiIYESeGnkwmhE5IUaMSEIZZkSEJBRIpjIoiQxFmBGmdLkpTW5MCzEiVW4cxQhZaCwh09+S6VOkOsCIm2MZoRnFCInmanAyEWKEOBITmiuicYwQBhlxeSJGgJnEz/yxjDjDHzg9entEkBHdEYzonpgRX+DoCV8dS/jq2Bc45ncRjEg8cDzhwPEv61lhRhwLbpV4UkZESiLMiC+4in1c+b4QI0ZJ4tGMSGL3JgFJsHp3sdQ7WeqdreqdoxkRXukIr3FsDTHi03G7JcKM2DSaER/TgozYGMGIDVR4wy8zQhpkBEW6ljKaESOJH8WIxaWEzdXUnY3steimJY3tMUUNMQX1CzKw89NKF2Rg5mdgojIw0SXNURkY0Lx0zLspBXPTMfMyyhecubH0Zu78n1JmXM6al8Odmyafkyafky6fea0t/iJ+Uyn3k3LyouzKSB/E40cmEM/6k3/CmcQvMiIgBDkHRUASIUNEMgJ2D8HuIdgdZIRkrCEiJOHyyYAk3H45kIQnzIhISQSenhEev9zjl3t8Cq9P6fOr/IFQvw0jVH6/MuBXBPxyv1/u88u8fqnX/6yM8AVGGOELSH1hSfglXsAIH+wJMcLtE7u9YveIJMQur9jpDS482f0MWF1N49ZQudVUbkkDOb2kHNNMb+szF+NacrE1RTWNuZU4mlBGF8qKaxuzMDVYChtDYVcx2vgWb7fF2yyUYWkcDJVdRmXVd4jqeAIMlVVGZdH7jE1iBVuthR1+ocWVUlhaQmkFjMjBNVd3iqo6BCUkOk2q4vYNlFNohWRGJCNGMIF4WEFGuJgmF9PkYhhBTsYII0AO6gTZKUY72WAnBbORRknCSjBYCXoLISSJZr2lWW9p1lkIOluL3k6MYARR52wBaR2AEQRteCZhj2CErUFja9AEGYELMsJWr7XV62z1Omud1loLABFmhNZSrbVUaS1VWnOl1lypQYAksAOgICOwfRZsrwXba8X22rC9NowaZA1XpraiVY9ghBIpUo1gIpIRQUmoTCFJGHNUxhylMVtpCKYyZClB+tAHQ5bCmKkwZSqQYBGMyJCb0uWmdLkxQhJggcNwV2a4KwtLQj+KERLdTYn2plR7Q6K9IQFLG5prEs01yUCEJAauSMYxQtx/uaf/So/mikh7VaS7KtJfFRmuigxXhIYrEYwYkYRgZGnjPP+RjIiURJgRwZlE9yMZ8el9NDjI+tl9zHedfSc6+k509J/oGAj+MAcLGHEcMKKtLznEiDAmJmTEwfEbLcOM4Mj3cUYYsZcj28OR7eGMYYQ8zIjdIUYksXuTWL27WOpdLPWuVvXOVtXOMYyI2CoRlERoqwRgxJaJGLGJJgF9HGojFd5IDTLioyAjJpBEBCOkoxkhWUMZzwjxOEaIwoxYRhQtrmElYMlLGtqWEYXvEYXvtQgXZJUvyMSEGTEnpWCEERmYeemYqNy6RdmVn9YyPid2b66gRGVVzsuVzE2TByWRJp95hTM7hbEARVpUwwVrGfER/So/GcOIfwpJPIoRfr7DL3D4hSFGiIKMGIwwBChsiCHYPShx+SURjJA6xyYLMsInDzLCP5oRoxr5M/9QHr/c4xvHCPCN7vsNCviUAZ8y4FMEIhnhlzxtQTeMS+ILMcIbYoQnBIhQPW6vOMwIJ2CEr1XaX0Pj1oQkUUXlVlG5lRROTlkVuV3Y2qOopXdWUKQlDeK0EkYxvhVLYaGJzAJcy4OaxpxKXG4tHkNlgYoJtFpWu9Tpb9eaKzld9D5DBYNLESuau0VoBgdFYxVTmFl1+Fx8SxGZ8aCZfD2/uKmTL3G467ntpdRWolo/hhFss4eFuEGtpqAkGKagIcKSAIaIjGqwh6MYwoywhSMabC0GKwgwIrJmnZmgs7bo7ESdc0wtWgeIoLETtHaC1t6stUcyolFra9BYQTiNFae14rTW+ohCjLBEVq21VGnN4xhhGssItQWrtmLVNhBGbcOorOHKVI9kRFASykcy4iS65hyOnKsy3Vcac5SjGaE0ZAfpoI9oNCMUSGaQEaYgI2SAEcZUuTHICFmYEfpwt4OM0Ia7IdEm1xAOFJWf4/Zck2iuwQMhSQyMYgTcf1nc900V/otC7AgjhLqrQv1VoeGq8HGMCEqCPzEjfgqe3QhKIjiQCDOiu+/7biCJp2REUBJtfceehBE8NTi7MebIRpgRX4xjxN5fYsRudu/uECOSQozYNYYRTNXnoxmxLcwIxggjtoxhBG2EEUFJUCUfj2KEOISJRzFC+gSMEEcwomc5acQQYUYsIwrDAUYszMREMiIqo2xBbnVURllURtm8jLJ56ZhFFYyo3PpN5aQdxO4tVdToPNyCQhgwIlxUriR+tAN+3UYthfyTSOIxjBgZRYwYIsQIAAixexgONo4R4wARmkOMNsRjGfG0+RUev8L7u2VEcFHjURp46sKMiJTEBJhwBYOdPonDJ7H7BUZHDY1bS+PV0HjVVG5eVWNpE7W0iZqFKie3C7F48e1cVgneVkEJVFACje0+ocVH7lFVEmn8Xl15M/lWPqqUyACMyKqor6SypE4/H3GWUVkdVg9FpW0SK/BieZvV3WZ1t+otxRRmMYVZRGEWUphZ9U0/p2WiiOQqdls5p2P8NCKSEayRdY1RmKCbnHSTkwYajYkgKYwOitFONtpJoHGMCM4kxnrC2qL/P8QICIKmzp7ze2DEeZ74hUmTFid9GZxGPJYRb8UmQBB0hi36P8oIzhMyQjExI9j/dxghiEURIhkRjWpOwHcAScy5XTT3bklUTvXcjPLorMq4/IaYfFxMDTca3TM7RTA7RRBmxEKU+DkjnpARjzCEc3BkDjFiiHGMeHJD/H9hREDh9Su8PoXP/7tjhN8f3GX5axtiDCPGSmL0TCKSEVK7X2h0kgUyTDOthsZr4AgaOHwwkMirbEjJLv3uLOb8bUYWpr+sxVNBCZRTAm0DXkwLvYXXPeAZZMPym/cLChqIgBElBBqGwsJ3CGtYHWT5QIfV02H1tFvc7VZ3m9XdIu+r7e5JragtaKECRhSSGSgmp7KdX87rJPcb2Wb3LzBijCSMToYpyAj6LzDCQQ5LYiJGtIxjRIve9pswouq3m0Zcp7f/HhiRXENIysi7LtE8CSO+qcJ/U4X/HU4jXpnx7tRF8VOjE0C/9TTilxjB+tdnxHstgpjiJsCI6GJ8IqE73Pz71fPSMXPTMXPTMFE5NXG4zng8P6aGuyy/YUV6e9x5xqwr7XPuSWansKJyG6Ny66PRlOeMeGJGhAwRZkRoLWMIHscISYgRj1nLkI1bg/j/YAjAiOApid8ZIwJyX0DmC8j+/zNiwtUN2GpXsbhqJkvNZMnF8i69tYHXXUPn1tB5tTReV79FZhvkqU1YYmsVlVtJ5ZY08E5dpaQVSnKx/RkodQUlUNJkq2mV3C3BXk3LqmgiVrRQMjBVpaTgNKKa09WBuFr/H3v3HRxXfTf6f/97yg3ce3/zu/d58gRyc/NLAYwxLmo2NQGDIXSMwWCbUEMg2ML05l5wlWRZVteqd616XW2v2qbtvfdeTtuVnJnfH+fs2bMryThYxAbW8x5GLCdOgMzsaz7fcswuutkl9McxRvhjfH+UanL2c+dmVPq6wdFznX1pRtAbZ/T1U7H6qVj9VLyTn2sIFrY3IksSdOImCXe2JJasbuQwYsqFrW7geyOyJHEDMOLK04jbC0se3fNm6UXys3/78IuWgWODs8++9yHavovkVr3/kkj/acvA0+/tf+q9/S99fqhyTosy4gBl+sn39j/53v4/nziPMuKrwekn3tv/xHv795w4X2Pw/K6w5A+7X0cZ8dh7pXiHZnmVOufLx8/+pqD4/ebul4+f3fZu6fvN3Sgjnv300LZ39297d/+j735wQqAp13p2Hjv36F8/ePSvH7x07FwOIz6f5j75yYEXjp3d9NTzvy4oPq12vHD0zK8Lit/vHT+htKG3W55Q2p47cvr/bip6t2f03Z7R/7upaNvHX5a8/Of1Tz734Dvvl04wt3385QN/ef+Bv7y/b5xxSG4qfvnVX20qQhnxGVP+zMEzD76978G3S0tHuaWj3BfP1j3wdukDb5c+ffAsyoinDp65/61997+178kDZ75XRiz764Zb1PgHpxHbf7CMKKFI111Qr6vQrCvX3HVBVTggLh4To4bY2D6FLmqgjFhzvu1u8mThsHhjLWX7MG8XU/NMj3Bd+fCaihH0r6Ktb5t9sn5k1/m2Xefbnq4ZLKYI84zIZkQYlISzGJG9nJFjCPTFUSgjwMyhjBxALGEE8btfF4eIaePQqjBCD4B6EDRgAdclfTodCGhXhREApM5OBUDLYgLfa4ljQieYMzBYBjrLQGcZaKyB8ZmeWTbOiDHevNgW7KNyyskdF9v7u2c4jQOMz49Re6cBCg0pa1A3DgZOXOI1jjDbZ1gXOgeOVze2TNK5Bgd7dIo5NMEapwptPpE/LvLH5wJxYSAuCGQk0cMTMw02eThB15lPN7c3TtMbZxhkmrJ+Op4uUT8NjOtibF8cjeWNZ++1zGUEtrThjszmzCSyxxIzrtCMOzTtJkjCFZhwBSZcgXFXLibw1Y0bkxEkEgl9rQaJRHpk95u/vG3NL29b8+x7Hz6y+81/v+nmc7Oiz1oGtu5+8+n39m955gUSifTiZ4ca9d5bb1tDIpF+X1jy+8KSh3a/Ua/3oJ/8rrDkd4Ulf9j9Brqo8bvCkkt694O7X/+3m25GDfFvN938i9vuqNQ5t71bSiKRflNQvO3d0v/nv275t5tuvqB1vXGhnkQi3b/7jW3v7v/FbXfcv+uNr2cEJBKp8Kntr1fUP/LXD4iMeLWinkQi/dfv7/h1QfG/3nQziUQ6rXY8/Nd9JBLprcauE0ob+qauE0rbH9/ZSyKRXm/oeL2hg0Qi/efvb3/wnb23PfgwiUT615tuKn751Qf+8j6JRLrtwYfwRY1D8+YXz1WTSKT/8fNbfrWx+Fcbi9/pnNi2/wBqiF9tLCaRSH/pGN83wiGRSOv+9PwLZ2rvf2vfj2FR45/LiB/uNGJDteruCg3GiHLNuktKfBSxoXUihxF3VnSuqx+540Ttk40Dr9CVT3XN3FXZTTTEmvNtm8+2oIZA20aezDNiOUaECYz4FkMgqiisikKqCKgKA9nHO1dgxMqGuFZJZDPCAEIGELqOjCB64ntiRK4kllvXQDMwmAYGC5WEkcYa6qH0Ts6Ok9snyB3jLd394/QZiUZi8Wh88a4J2iBbTFdaKltk7SOh9pFQBVlX2+c8XcfqmGG1z7DaZ1htMyzy+OzsJI3ZNaCcpGmoLCV7TuSPiwIYI4iSmNCYBwUSrs09JlV0sAXTRjvN7m3nRHMY0c5J0F3hjCR88ZzVjW9lRHosQRhIuDFG4JKYzJXEMqsbNzIjasWGdkPgi5YBEon0//7i1tsLN99euJlEIr38+eEWva9Z7zs8OPPw7jdJJNJT7+3/uKWPRCI9tPsNfFHjw5Y+Eon0x91v5OyNQBlBIpF+W1iMLmr8trCYRCLtbelBGfF+c/cFrQO91/KC1vWbghISifSbgpLfFJSgtkAZQSKR7t/1+nG+msgI9MUc6KLGrwuKr54RD76z96jS8jlnnkQi/WpTEbqogf5MZMSvNhaRSKTPmQrCoobjsNT54tm62x7YSiKRXq3pQhlBIpGKXnrtY7rip8SIn/TeiJJ+2d0VWiIj1pZrNnWLNrROrCePrm8cvrMsw4jfH710++mmNefb7jjbvObr8wVHKzfVD69vmc5hxJ8OXSAy4rlLA3lGZCVJM0K2hBE5hiAwAlFFYVUEVEUyjMg1BGFjxJUNgUlilRlxnSWhB0EdgRHfWRJLDZEjiaVHNvB0XD7GCAbLSGePjU+PtPfMVDdQqxup1Y209v7+Wa7GFzNFEK7aTFOYlH6QpXNVd4svdapaxxxUeah1IosRDT2D/JEJeu8gs2tAQ2VpqCyJ2U1kBC4Jvj82oTX38EQUqZLh8HF9EY4v0s6NERlxgqw70TTXTOPMWH1LZxLo6gbDg15ClSWJq2cEURITriAmiWxGjN/YjLi9cDO6MQJlxMY/PvpFywAaOo345W1rbisseeq9/URGbH7mhRxGlDzzwlUy4tAs7wqMeONC49+a+94j975H7i3Xer6e5qOf/8//umUVGXFEabkaRnwwysEZ8czBs//6s5vvfuL5u594HmXEQalj7wgHfY34f//5LV+LbV+KrT8NRvzUTmpggCjuphW2TRa2cZcyYu2FYfSYxtry1rWVXXdWtK8pa1tT3oEagljhsLiAIlxT3pHFiNNkIiOerB/JMyIraRhadjlDEcHdkCSWfvkkrI5C2O1SRDqg4YBIG0JHMIQ+DunjsD6RbmVbXEWgLg7q4oA+zQgjCBlB0AiCRhC4LmUzAtIkIPW1BEAaANIAcDpIg0oiAamzrpEAlHFAGUNLKFFJeHx6JsfIYBnpbK1Cy9eZZ6obUEbMVjfOD4zzJNopoXxKKB/lShgqaz9jrpvK6aJy2iboU1LtjNzQReV2zLBRRlR2D1CmaFoGV88WDNQ0oowQO4OiQGIukJgLJoTBBC4JfiDGD8R4gRh6ZIPrj3L8UYo8Wj+TqJ2I1E/HKwe9R2vmB+dCAk+4jcGnOYLLSoKBbrTELsaO0N0Rmier2SWqoLrDM+7wNFES7uCkOzjpxhix7OrGuCMw4QjdyIyoERn+/aab//2mm/ddJH/RMrDvIvnNE+X3PLODRCLt/PzQS58fIpFI6//4yEHK9L/ddDM6kED3RpTPadFP/rj7DXxvBM6I3xaWkEikNyvr36ysR0mBL2rkMGLbux+QSKTCp19AGYEuarxeUf9eU2/hU9v/9aabiYzY+tdSEom09a+leyrq/ud/3YIy4olPviaRSA+9s++V8lr0i/Y7M+KBt/eSSKT//N0d+N6I//HzW0gk0qu13SgjHnhr3186xnecqd1d07XuT8//y89ufrN9jEQi/cvPbsoz4se6xfIPzcMvUBjbe2fuPMwgMuKOb4QZQ5S33lneuqF1qnBEXDgszjHEmvNtG7tZ61um76oZvONsM/rJusaxYopw+8Ve1BDbL/bm90bktuzRDEUEUUQwQ6hyIzICRCWhwQGRNoQ2bQhd2hB6YglYn4ANCdiQlsQ1BOrjgD4BGgDQCFx/RhiXMOKaAiANAGsBWJstCQJQ8LsyARWBEcpYQhlNKH1BtcOjcvvVEUDtDMiHxsU9g+KeQeMUyzLLVdpDHJ2TobIKzL4eKreHyu2mcruonMq2Xgqdx5Drh3nSMZGKwpUO8CSNo1MtQ2Ozo5OTLR1jja0aKksu04gDCVEgIQom5oIZSQiWSILrj3L90S6B5Gw782gdp2rEVzXirR/ViPyALAx2MgVTJjfOCFwSzBxJuCN0Ty4jaJ6rYcRKkiDOJG5ERqBbLPGTGudnRY/sfhNd1Hhk95vnZkVHBqm3FW5GpxHoZoiPW/pOzQof2v0GcW/EiVnhH3e/QdwbgW+xPDOnfu6zA78tLP5tYfFj75WemlPhWyw/GZi4oHU8sPu13xQUo1ss37jQiC5q/Kag5PULDR/1T+N/unSL5ZOfHPj/CoqJeyMO8RRbXnkNfYc4+t7wpVssnzlyCmXErzYVFb/8KsoI9OecLZYvna1BN0ageyOeOXj2VxuLb3tga/HO19AfXjxT+382FqM9eeDMR3T5/9lYVPDSn1eREcTLsImMKOVb9vEte/mWH/Sixg9ri2VxN237AO11rvY1rnZLec/dF1UoI9ZdVN5dP5nDiPXNE5s66YVNY3ceuvD7o5dwQ9z+TUMOKYjf+vd3s+7vZq2WIX5sjMg9l4EaIrKsITBGpF+t76EnegAAIABJREFUCWoiQDqMEdq0IXRpQyz97jekDbEakgD1cdCQAA0AZMQCjQBoBIDrUEYSoA6AtMC1MkKbNkRGEtkPqPGXd8RBVSwtiWgCTRUFVFFAHQUUgRjXAIx2GajVPGo1j9XEplJm+ma5vbPcHip3Yk6FM6J1gl7e2DYllBsicD+N28cUds5ymyfp1T2DbJ11UjRf3drJF8hkRqckkBAHEuJghhFzWQOJtCT8MZ4/Om12djA4PKePaQ7WT/CmTP529lwnS9DDFfWKlGxfgsgIoiQYaUnQ3VG659slsZQRqCQml0oiixHBG5AR39+Bz8wtlt//gU98UWOl66eOK21XeeAz9xbL633g8wfGiB/1okZJL/PxluFd06KXJwRbyMObh8XFfdLiPmnJsKiwj5nDiLubRv9Q37+LqXlugHnnwXJsr+WFbnwCgXZXzeBqieFHzoiccxn4FRHZjEipYil1LKWOJdWxpDqGqKOwJgppItmMwIcQKxsiBxDXHGRIQIYEaEigowjYBEImEDKB4PUKnYUYQFAPQLpsBKxWOZhYKgkcEyK3f3RO2kdn9dHY7RPuPhoyMB4a7bE0NogryFyUEagkOqdYOCPO1DRN8mVii+dMXXPz+GwHld04On26vplnciiD8V4Gj2v3S4IAmjgIiIIAgREJYSAuCMYFwTg/mJlJTJudg6J5WTghCyc6mbwpk5PhDk+Z3FMmN8Md4fgTbLRsSTAxSRCWNjzRpYygeSKzaOjBDU94xhOeRlvCCKIkMuUZkWfEtTFi61cnt375TZ4R13FvxOYBdnEDpaRpeMvI3D3jki3jki1jks1j4pIx8cZOKs6IDR3UDa1TT3VN72JqdlLniys70S/1u8mTvz1Q/vvDF3FGrF2lrZQ/AUYsa4ho9ooGZoiUOpbSxJKaGKKJLWHEVRhCv8qGwCWBjSJMIGzCJHHdGJHGBGQAID0A6wD4+8DEt84kVDFAGU3QNIZJodicgNgqTzlZ2kdD+mhI/yxS0aw4Xc3DGdE7yx3ly9OLGtyWUSqFNdc7y20cmuqkcjqo7A4q+2I35fNT587Uk2sHRlgWj3RFRsSFQYwRgiA2k+AFYtxArIMj7GTxerjCXtE8xx/j+OMcfyKnLEZkSSJ2ZUbQ0oyY9WCMmFmZEctIIs+I740RLxw7+/BfS3/0jED3QxAZse+6MeKntsVymcuw04wQo4woHhNtbJ/edLZhy4XWkvapggHelrqBZ3tpj7aMraseKBwWr68febJj6qHzTQVfnbnteA2+KyLPiH+QEbmGQPCFDIIhUppYUhtLamOINpsR32EtYxUHEsZcRlx3SUBGADYA8D9PEvFlVjcYevOsTGFOQHxd9Fw9t4+G9NOQ/lmkusuYwwi5N8HWOSYkmh4av585N8yfZ+kcXVROF5XTSeV0zLLJE7T2yVltFBI7/f08sTQILCsJYSAhDOZIAmME0xOaNjunzU6mJ7QyI3Ilgb/8E5fESoygLWHEzMqMWCKJ4IQzhL6RK8+If/I7NX6sjMhPI67vLZY5jChuHn15RrKHrX6sc3JD61QBRXA3eXJDJx39Rt98sWsndX77MO/+E1W/O3SBeMFlnhFXxQg54WiGAh9CRJLqKBqqByxtLKWNJ3UxRBuFtRFQGwG1EUAbAXRRNFAfw4MMcTQYzZjAQ7KDryEIzQRAZhA2g7AZhMwgZAbB61UOI3BJfKeQ7NIoSeBBWlQScUgTBzVxUB1DA1QxQOoLUVjcCaGke3ruUpehokV+sVVR02XsmoxVd4naxmfJQ5OtY7PDXKnQ4ucaPb00fvcst3uW2zXL7aHxKRxxF5XTPEGrH54629wxwhNro7DcH+2isdHb0zFGhABRCJjDJRFMCIMJIiNwSXADMU4gxvFHOf4YJxDnBgBuAOAEgCxJEFY3iIxgemMMb5SeHQ0teyZB9URmiJLwhKY8oSlPaBJtWUY4gxPO/DQiz4gfxzRidRjxw9liKV15GiFJM0K8+WLHKzTZHrb62QE6flIDb1P98DP9jBcnRPdUdqytGlt7ib/2knLtJeXdZHkBJc+Ib2NE2hBwelslxgh1JKmJJjXRFJo2lkkXT+riiDYGa6OQNgLqIqAuAuijgD4KohliaJAhBhnjkDEO45kSaMiS4O8ahGYGIDMAW0DYAkIWELKA4D8/giSyGHENIUuC9QCsS+BB2gSkRa/wioPaOKiJYaHXf8l84TmHV+IODjBNPZP2YUawuk3WPRmeEGhbBie6JmkNfaO9VM70nKJlaLJtgoEyonuW20Xl0tWWcYm6YWiirn+kbZzaODwxJpqncOZoersMZ0QIY0SOJFZiBBdlRCDGDSRQRnCzGUFc3VjCiBUk8S2MyJZEnhF5RvzEpxFXd+Dzh8OIq1rUKOii/oE8tK11ZHPDYNGouHBEvKmffzd58m7y5MZeTgFFuLFpvKB2cH0LY025Ous9n9WS9W2z6xrHNvZy8oxYkREKIiMiiCqSVEeSmkhSE01ps9PFUrpYShdP6eJJXQzWRSFdBNRFQH0E1EdBQ3bGGIRmisM5mRMIMVMCWfrMVQeZ4pA5AZkB2IIFWQDIAoDXoaWMSFxTBgAhpgeQnAd0CXilm0A1UWLQEIuv9QFqN9LQNX/8guDrb5hldYopITQtnJ/kic1RZFaiOl3f0jg02T7FxBkh8caGeRJdFNJFoT4mn6qxsK1eWQhMMwIkMkIUWpYR8aWM4OYyIlcSBEbkSoK+VBJXZAQqiSlcEnlG5Bnx02TEj/YWyytMIwiLGmOiwkFeQR+zcEiAMmJteeeTHZPPDTDvrx/EiXA3WU40xO3fSDcdGEVfJr7hUn+eEcszQkE84XnVjNATGKFfwggcEFiZr3wkBxCryAjUEFYQDboupQchkDnNCMOqMmIpJnBGLMWEJgZqoqAWC6LOa1gKXd+k7NPDfScq5z47Rv3q+GxTv6u2kzvJE+sCid4p+sEz5ecbW0/VNjcNTzePUUWusMAeoLDndFFYFUz0Mfg8RwA1xNUzAj2ywQvGuQRJcANxIiOwpQ3CWCKzy9IXZ6KtzAji6sasJzLrjVC9kRm0lRkx6Q5OoOX3RuQZ8VNgxI92b8TVLGpk3vBZNCZCGVFc2fnSlBQ99rmheXJZRvzuEHNbGSvnTEeeEUsZkWWIq2GEPp7Sx5L6KKyPQPo0IzJziBxDEKcRyxliFRlhBREriFxHRuCYMIOQKc2Ia5HEsowwAIg+gUlCF4d1K1wrnsWICKSLQEKL52j51DdVktPV8mMVc6VfDn98eLKyVTbCEXeMU2s7+wRGxyCD99nRb8rJ7c3DkyJXWB4EZ5TG7ll29yyHqrHghliZEUCaEYl/iBE5qxtERrAIqxsrMSKzuuHFGEG9CkZM4ozITyPyjMjvjfihMuIKixqZvRFLGbGhbujp5pE/U9iPVPfgey3Xt8lyphFbTo7vGBM83TN7d2VPnhGrx4jYlRiRO4ogMGJZQ2CSWGVGXHdJwGYANgKwIYFciyRWZER6IJEzjSAOJDQxfBQB6iKQLgLrI3B1p/JMtfw0ofYJ17RUO8gW1XZTlJ4IR22izLKU3ojQ5BybU8qD4HwQnA+CsiAoDYK5jAgtYUToCoyIXwUjgJwjGwRGxNOMWFkS2YygXgUjJvPTiDwjVoMR//Kzm1ZxGvHmtTOCvSqLGtpn6UsYQfthM6J4TFQ0Kr63l72jvOPFL8++8uXZF49Vb+7n49/uay+qiJJY18gtqB3c2DS+ifBMnhFLFzVgZRhRhlFDIKoIgjJCG0lqI9mMiKZ00ZQ+ltTHEJwRBjTUEFHQGIWMMciEBZtiaUPEYXMcMScQy5KuwIurCDYnIEsCtgKwFURsIGIDYRsI20DoemUFISsIm0HEBCaNWIgRyGoZHCy92RP9eaX/YI45iJiIgdgb0QiM0EdgfQTppzrPVMvPVCtOVytOVyuOV0rqekR9s7y+Wd7Fjr763uGq9l66XGeMIhyNeWxOKQ9C8hA0H4IygEhfeyoLQ9IQJA2DkjAoDoPiMCgKgZgkQoAwlMAThBL8YIIXjBNK8IIALwgS4wbAXEykY/kS6dWNGCM7ui+WM5OY9UZzGeENT3sJksjeaznpDk66QpPO8KQjQiyDCdQT9tCYPTRmD43aQyP24LA9OGwnYMIWGLQFKLYAxRZYFUZ0mHwdRn+HMdBhDHQYg+3GIO4JjBQGf6vB32LwNxv8ZIOPbPA1GQiY0Hsb9d4Gvbfe4K03eOsM3jqjt87orTV6cUxgktC7q/Tui3oXXqV+qSpcF3Srw4hvVPaThE6o7MdVtuMq2zE0pfWYynpUZT2qsh5RWXMwcVhhPiy3HJZbDs9bj6weIz4TWz4VWz6RWD6RWD6WWDBJZDLtF5s+EGcksU9k3Csy7BUZ9oqMe+eMe+dMe4Wml1uGXm4evlZG8AxvcfVvcfVvcvVv8vRv8PSv8/SvcXV/RktjYg9Hu4ejQdvN0ezmaHZx1Ls46l0czS6O5hXOtzHiH9hiqX2WrnmGrkH/+Axd8wxNg0mCpn5qVoWHq+IJqvIJqvJPVMXjhB6jrg4jMpIgdN+k7F68CRlREigmNo9LSsbFxYSKxsTP1A7uKmvDe7J+pHBEsqGTvrGWUlA7uPYi826yfH2bbGOvpIAiLByRrFieETU6ryIMK8KwMgwrw7AqDKvCiCqMqMOIJpzUhtOSSKeLpHTRpC6a1EcxRhjSjDBGUEOAxihkimYMYUZLM8ISzzFE8tpCfxPYmoCtAGqIG4MREGyBEDOUMkMpExqYJIbxIgcHSySxlBHLPozfJq4Lx83ieSuTY51l2MYmTVKFeU5m0Ft0EUjhjYosHobCXN4wd6ZacbZW2djnqWyVdE/z+mb5fbO83lneqEAucoRGeNI+GpfCmpN544oQxoi0JLB709HrRmRhSBaBpBFIEoHEYQjDRBicCwPEMElkBfBDID8E4fGCUC4m0mUw4Y8zs8MkcWVGeDFG5EoihxGu8JQzipfBhCMyYcdIMe4IjzvCY47QqCM04ggN45hIN2hfHUZ0WHwdZn+HKdBhCnSYgh2mUIcxmMZEEJcEzohmg59sJGDC4Gsy+BoNvkaDr8Hgqzdi1Zl8OCZqDJ5qg+cSlrsq3UWDO4MJPJ171RihdpzMyn5CbT+OhntCbTuqti2HCTTrkXnbEZn92hmBSUJi/Uxi/VRi/URqxSSRxgTqif24JMSmD8SmUrFxn9i4V2zcKzLuFZn2zpn3zZlX5TJsTBI8w1s8w5s8w5t8AyYJIia4ule5WrQ9XO0ernY3V7Obq9mFpd3F0e3irMI0IjOQYKSja1FMPE3XPE3TPE1TP52ZT6RHFLOqJ2aVT8wq/4RHVT5OVT1GVV8jI7CBRHb3T83fPzV/3+T8fZOy+3IkkW7LhGTzhKQEb1xSPCZ5vmZgd1k73vPVA0Wj0vUV7c9TmC9Nira1jm3sYmxon72rqvfOsva1ld2b+rhFo9KsMEZ8d0n8iBgRghQhSBmClCFYFYJVIVgdQtQhRBNKS4JYJKmLJHXRpC6K6CMZRhgJmVBGRCEzboh0FpQRhKyJ5DWHWBOIDUh3ozACscJJC7yAZoYXUFLg4bDAMXH1jFjpYX0cMqr1VibXyuQ4BgbddQ2O/kErg2NlcGQOH4Up6JyYre0arGzuqmqdmJG4OLpgL5XbT+P30/i4JFQhBP2/wbwvwbf6OSaP1JdIDySy3t+WwUQElkZgCQETOZIQhgFBGLgyI9KYwCcTwLKYYPkTSyVBXOZYlhHLSyJraSM85YoQGZGDCZwU447wmCM86giPOEIjSzAxaA9S7KvGiE5ToNMU7DSF0LIxgTIi0GLwtxj9zelyMNFo9DUafQ1GX4PJV58OxUSt0Vtj9FYbPNVGz6V0VUZPDibSpHBf0HlWhRGoJPBQTJxQ2/FQUhxTL4sJ6xGl9YjCekRuOzL/3Rnxy41Fv9xY9KeDpzOYkFo3vfTnWzcWPXbw1CdS68cETHxIkATuiVKxaZ/YuP7FPbdsKFr/4qv75sylQjPKiK1fnrplfdEt64u+GyMwTPCx3uQb3uAbMEmgmOBhvYqGSQLFhHY3V7ebq9vF0a8OIxja57J7lqF9Jo2JHFIQMfFEGhOoJ1aRETk9MCW/f0p+/9T8fWlM3DuZu8axZUK6eUK6eUKyGffEuPTxlsk9Ze14jzWNb+piFle0vzwt28PSPt9HX3+pf21ZO95dlT33UASPt0xtr6Fsr6Hc388jSCLPiBCkCMG4IVZkBDqKiKR0kaQenUZEYMNVM2IpICyrAIgblBE2ELJBiBVKWuEFa1oSOZhYyoiVfGAEEONyT+Y8jDLCLJ5HGeFqaHLXNThbO1BGzNI55MHxMzVNZ2rIZ2rIZ6rJVa093eO0M5cayps6OyeZ3dPs2p7uut6GftpQH21ohM+nsEWjfOkQRzQmUslD6XfAEl7hls0IKM+IPCN+KIxAt0Pe+9ZeIiN+ubGIRCJteWvv1TPilg2F6G91f+kXOCOKX38f/TDPiBuZEcVj0mfrhvaUte+s7HnsZP26cy1ry9rvOHjhwYrW7RTWfbUDayu6iIxYd65l56lGnB07K3vyjCAyIssQyzMiY4iUPpLUR5OGKGJIM8L4rYz4Hg1x4zLCBiVt8EKuJKCFKzPCCCD4rkx8FJFZCgGWPpzFCJNCgzGiqdld12Bu7RANDAv7BocHRi60dOKMOHCq7NylBrZUJdJazteSmygTlS0tQwyy3DljivJMUe6EoKN5cFgbAgxRZJAjEjiDeUbkGZFnxEqMIJFIW7/6Js+IG58RJaNzhf2swj5W8Zi0eFRaPCrd0DJF5MLtx6rXN40X9LLvrhsifl50sn4XgRF7ytof6GHlGfFdGKGPpPSRpCGSNESuiRGrZ4gbmxHQQo4k8IHElRhBwAE+ivjWh7FdluG4WShBFzVE58tHqutGahuG65rIA8Pl5HacEV+cOHO+plFqsIl0ljH2XNckc0Y0aInyzFEeygiNn1HfdVFi82lDwABTIHCG5EsMkV/UyDMizwgSiYSe0SCRSOgWyzwjblhGFA/zN1R1PtI89HDTUGHTKMqIdTUUIhfWlrUX9LKLR6UFvey1FZ34h8WX+omG2FPWfl8fN88ILGWaEageMEOEERQQOrSMIVIGAiOMEQjNFAFNEdAUgUwRyBSFzFHIHE0vZ8RgSwyxxBErVtIaxwRgW50QW5oRdjBpBxE7iNhB+LoFoSH2NCOyJAEtWKCUBUqZQbSkCUyaADQELetVIwBiApJmECv9JPawEci8kST94hJIH47rnT6ZzjQwSR3sHxzsG+yfpg/QuVVtPSgjKsidHWOz52qbq8gd/dOMca54iC0WaIctMb45xkMzxXgUWkND/2gvjcsyOOVhWB6Gr5kRQJ4ReUbcOIxY9td3YMQtG4qK33gf9cTLzcN5RtyQjJBsnpAUDbAeaujbw9Xs4Wgfax5eT55Y3zS+tqwjhxF31w3dVdmD7odYV0NZV0PZ0DJVPIotgqBtr6HkFzUypScQxCEEkgFEOKkPJ/UZQ2QYYcxiBJY5kjZEFLZEUUPAlhhijWUMYUNbbUbYAcQOJh1g0gEiDhC+PkHLMwKTBISWskApC4hlBpNmAA8xATnvGUHMQNIMJi2oJDJPJglPwsZE5q0lhjhkiEFSp4/C5FAY3AEGd4DBpdC5k3PyCaG+oY/aM83vmWbNiDUUxhxdYaLJjRNzSoaszxLjEyXBVg3RVGZlGEbP8qwGI65mGgHlGZFnxD+HEf/9579A91qioUMFlBE7atpv/vkvliLj5p//YntN21JG7Jsz3/H4syQS6eb//MX6Ha/e6Iy46gOfPzRGyK7MiJLRuS2XOndOi3bR5SVHKtacalxb1n7nuZbbj1VnGEGYQKwta1/fgA0t0La1UR9vmXqwl12cdVgjzwjMEDBmiBBmCD0xDBBLGQGbcgwRgTBAELKijIghNtwQq1WaEXYAsQOII8OI6yQJCJcEYodSNmghJyu0YAVTxCxgygIkLSgOllzuaU4gZiBpWRL+cM4FoApvaEYsn5Up552+IRa/e5re0DdY2z1Q10Or7tRR6Mmuici5OlFDH59CFwzQBdNizShXMsGT1nfWzdumLTG+IcRmqyhKz+wgc0jiiWYzAv5HGAHmFzXyjLiRGXGFRY1tB06tNK544IMvlmXEOzPS//Xb24lP3riM+PFPI2TLMmLzhKSge7bwYkfRsco1R6uyuNA0vqFlqqCXnTOZWFvWTmQEsTwjMmXNIZYwwkAERHTBGE0ZoyljJGmMIMYIYorApgicAUQEMkegZQGx1BD2RGo1StoTyWxDXH9GOCDYASF2KGWHFuzwIpoNXlwWEzgjVsKEBUhavu1JHBM8nVlqsWs8/lnJ/LRY+U1Vx8UmSm374AdfNlY0iS+1K09eZJ2tFZ6tFXZPCwbogvrekTm93RpfYMq0jX21fP3wIJ1MEw21D7eNCiSqMKIMIxgjIsv0DzLie1vU8OUZkWfEddsbgTKiVGh+Z1qK75MgkUjf4TLs75cR//iLwn9ojJCtzIiskxp31w6sLWvL2Q+xsYNWVNWz/rNv1nx++s5zLfhwIs+Iq2FEliGyGJFrCLSUKZI0RZKmCGKKwGas5RixsiFsq2OIlD2RsgM3EiMykkAcUMoBLeKMyJUEuLAsI3IlASQtQDJjjpWfRBkxxhFYY4AlCo+xLJWtynM10r7JSOdw+HjZcP+UY5jmP3h6+NQl7tlaYfuYYIAurGrrY8v11vgCT20eZIs6J8d7pyb5OoPaG6UwBSgjlGFYsZwh8lss84zIM4LIiFKB6eXmYVwSN9w04sfPiG8/qVHQPVt0qbvwxKU1n58iWqFoSLSxdvC5AeaOEf7WMvLar8vQv7Sxg5ZnxCoxImOIBVM0ZYqmTJGkOYKYI4h5iSSuZi1j9QyBMiJJMMT1ZgSGiSTKCAe86FhOEvhA4sqMwEcRKz6cPZBgKLQclW5GaKnvlvfMxM7VzneO+Jt6vV8fn57mg3Txwvk65rFy+tlaYdeEgMIQ9lC5EwL5IJ0/I9GI7IFJiXpGrJQ7AzytZVKsUocRbCARWV4SyzFimYss84zIM+KGYkT++qmfLCM2NVCeozD2cLRPkofu/PLcbV+c3fTVmeLzLQWd9I2No8/30fewtM/1zq49UrWuhrKpi7mSIfKMyGWEJoRoQ4g2lMRPZ+jDSX0YM4QxggMCL2WOJs1RVBK5OyEsUdiaNoQtbQj7Ejo4sBYcwLWUcgApB5B0gEknmHSCKSf2A3LdgtCSTmjBCS864MsO+HIWJqD0TCI9kLACaAQf4Ld9A0krkLWXIv1wygqk8IcxTMQRUxyW2D1dk5buqfAQE2kZ8lW1GSpbdAdPy3onbB3DxspmaW2XsbxRUN87crGtd0wgR4/hsNTWfjq/j86v7R3ummZNzCkkrrA6jKgiiDKCoO9vU0QRRRSRR5EcRkjzWyzzjPhBMYJ4GTbOiM+k1k+l1k+k1qtnxD6xaZ/YvE9kJjLiGi/D/mdMI360WyyvsDcizYjmkecHaHs42h0jvPVnyPdWtO2iKXbRVY+Qhzd20Aoudj9CHr6vdmBDi3BdjWpthWZtmXZdlbpoKM+IKzIibQgk62hGOGUIp4yoISILpgjREAvmaMqMSQLJuIGQDQVEDLGjgIgnHRk3ZHImUk5g4ZpLOYGkE0y6wFS6pAtErk8Q4sIZAS844ctOjBGYJBzQoh1rwQaiEWWQtALZt2IASSuQsoHpgEwZfKDgiCNmLJgmg4eYCLExHtw16SBTnMOs5LQoRR6YPXOpobFnsKajf0wg10UWKIy5frqgny7oo/P76Pw5e0AdTqojGCOUaUNgkriqacQ/cYtlfm9EnhE3HiPyeyNuwGlE0SC34FLXI+Sh+2r7N3Ux76vq3kVX7WFpH2qgFPSyCymCgl72xjbB2jJtVuWcDS1TG9uoeUYszwjMECEks60SNUQ4hQGCWHTBjJVhhDUK24jFEDtaPOlAQ8WwbMCC61pLuYCUC0y5MyXdYNINItchKC0JOIUzApMEtEjMDi3awQU7KgmcBUsu1yK6YdlwdqCSQDEhskA5jJgzw6ZYUhcCZ6XaMa7082OnTlfW9k8xO4anK1t6ZucNPVRu2+hs8/B09wynj85nqC1ZjIgiyixGIPm9EXlG5BlBZMTLLcPX/obPPCO+75MamyckRUP8wj5WQT+3eFS6sXH0/pq+R8jDBU1juA82tCiIhrj9CKfgq+HtFNZTXTOFhMfyjMhmBPGEJ7aQscQQ0UUzFsYISzRpiSLWKGKNIrmAiCEO3BDxJMEN146G5RmBAQJa8EApD5TyQMnrkhtKuqGkC0q64JQLXnClGZHxxLKSABayZgxLGIE+hmcDF+wuv1OucUqVTrkGf9gST+L3hPJ16EAiOcKChQbYHENMseSMSDnEFLYMTX118vwXR78pb2ht6huu7R4a5kovtPRUNnddbO4sJ3ei0whNJKmOJFWR5LcyYoVFjfyBzzwjfkKM+Jef3fQvP7spP434QZzUQN+pgWqgoJdd0MsuGhKtxIjbDrEePcvYw9LuYWnvq+rOM2I5RiwxhOFKhsAYYYmmLNFk2hCILYqsZIgsRqy+IbIY4YEWPJgkrg8jMpiAU2540QVfduUyYgVJgARJJFJXZoTTaPOwhR62wMMWuNkCm9VFkAQis3uoYjkafV7D05rlTr85ljTHkkNMwRBT2D46c7q66bOjpz898k1dz/AAQ8jS2Op7hgdpvBGW8HR1W9uESORIztmRq2GEbJX3RuQZkWfED5IR6OmM/DTixphGfMuruYqH59Y3jRXVDxXVD+FnMQr6eQW97IJ+XiFFRmTEmlOyoqNDO0b42ymsTTUDeUZckREEQ+QwwrwcI6zRpC2atKUZsZIhiIz4HgyxEiOusyQ8UMoNLbqhyzmSWGZ1A8xaAccKAAAgAElEQVSdSRAHEjYgZcs2hB1ccMlUHk6GEQ6JAn9eF4yNcoTDTN4wkzfE5NV29PCUOp5Kx5TrzLEUyoghprC2a/BcXfOZ2uaG/rHGgfFhrrSpf1RkcjHnHd9UzrVPxPsZC3301KwiLYl/3qJGfotlnhF5RuQZ8f0yYmPr5OMNAy+NC5/vo5fUDxWPSjfVDDxY0/cIefiequ5CimBjm/yOk9I7TkrvPKdaV6VeT2YU1A0W1A0ShxZ5RixhBOGKCAIjFrMBsWiOLppji5YYyogUzgj7CoxYeRvEohtclRbc4EK2IW4MRsApN7zohi+74L+74L9nYQJCS0sizQg7uGDHVzcS6YCUHVxwgIvpsGmEly30pgcSWjpXqLcK9VaRyc7VGEeYfJQRrcPjzf2DYqPFCSRHmDxzPMVWm4eYwgEar6578HR106FzFxv6xyhM4QBTWNM12Do8VdU230jxVXXaysn6ynZLFxXmmBC2ycU2uZTRJMvsmlIa6Hrbcosa+Td85hmRZ8SNzYif0IHPK+2NKJmQbGyfebJjcg9Lu4uuQtcp7qnq3jkp3sPSPtNNLWinrm8YXXOq646T3Xee61jp6og8I7IZkXlfRjYjljfEoiW2YIkt4IwgGiKLEQRD5I4QVscQuCRuREZ44EU3/Hc3xghMEi4IZ8RlJ5TBgQNccAALdizixRgLjixGLDrABXs4gTLCyxZYp+nTE7OjLMEoSzDK4vdN0UaY/BEmb7yppbe8sub4NxwGR+XyDsyymAr9jFg1QOO2Dk9XtfVWtfaerWs+V9/aOcmkMIUDDOGESNXPWLzYbqlqM3VPxGo6LBc7bZ0zximxkqu3tk7MDnDmOHrrqFBK1Zi/twOfeUbkGZFnRP7A5/d14BNlRNEgv7iy8xHy8B8vtN/++em1Ze1rD1Y81zW9c1L8ePMI+l4uYiX9PPRtGg91MTenBxJ5RmTKMcSVGWHBGLFoTTPCvjIjrrAlYvUMgQ0kCIa4QRixgDMCkwR0mZgTuuwEF52oDLIvw7ADC5nbNYAFB7joTJd5OBB1GWwug40tVY2xBGMoI5j8nglq3xRttJcyWdc0cKHqwlcHG0+dbW7tGKCx8RWNpoGxIaawc5x+tq75TF1zVXs/yojOaealLvuBM+yLzbpBerJzLHyhxdhIkWmCCROQ6qOxJkXzRiAltLpGRHKUEZJgIs+IPCPyjPiBMeLHP434lkWNknFpQT93Q8vUHSfr0bss7zhee+fXZYU1A5vqh9dV9eUw4lnC+8F3VPXlGbGUEUl9JP3uDPSVGdGUMYpuiUAjziEIjIilpxEZQOSsaCRX2hKxLAg837EFLJwRcMoDJ7GwL/XkP+8TwjTCA1/2wH/3wJfdeNBlNyaJRRe46MoQARtIOPBpBJCyo5drgQsERiw4CE86gAW6VJlmBH+UxR9l8nlqw1QDebSmvvyLr8eaWuWT1PqL1VWtXScv1pyrIzcNjJ2ra+6jci60dH127NSX35yv6uhvoowfLb90qoZ8von/9RnOF8dmKhpVVa2G6h5r6xiDozPLXH7yyOQITyTzBCbF8kGBVOAO9XNFPXRuN0vAcwfTixpg+t4IQERgxFwYEIYTghAxQBACBSGIGD8E8ZcwgruEEawrMiItiVxGzFwFIy5OMq+SEWOO8KgjVM+R1HEkSxlByWZEv83fZ/P1LceI7jQjOq2eDou7w+LpsHg7LN4Oi68zw4jgEkYEchiRJQmUEUas5SWBMcJTnS4tCTfKiCp9NiN07gs6dzYj3BVad7nGXa5xlaXLksRyjFgqiWxGOE6oHWlG2I+pbUdVaFYMEErrEYXtiMJ2RG47IsMZ4UgzwrGEEfY0I2xfS1BGWK+CEZY0I8wfSVBGmJYwwphmhGklRtwwJzUM6UUNQ5oR+lxGMHRpRmivghGaXEbQ1RgjaKo0I5RLGKHKZoSKaIhHp1WPTCu3Tiu3TisfnlY8PKVIM0L+XacRWARGYJVMSNGTGnfXDeVwoaCXXTya+/m6cy27z7XsIUji/n5enhE5jED06Es7o8m0IVLojdfmaAqTRGwh2xBpRsSS6QMasD2ewwjEmcAkgV3tgIUyghiREagJlirhCp+gf5rChhCYIRAPjGR9x/9zPslmhBe+7IUve7JzQ5fd0KIbWnCDC6gkXOCiE1xwgikHmHIAGCDQe76zGbHgAFMOcEHjDWm8IRQcHJVujM3HDMHij3GEpkjCMSfld/dVHjg82dw+09Z14sjx/V8dLK9rvNBA/vL46YOny8saWsn9w52jU1+dPHO+se1MXfOXJ8+dqSOfqSOXN88ePMf+5Cj1VA2na2pigNHdOlJb00MemZM1jU6VtXVVdVO6GNxLfUOzCq0+gdA1hiGJUhYBpRFQEgHFYUAcBkRhQBROoM2FE3PhhDCcEIbiV2aEIAgJgpgkrswI1rcxguaNzOKM8FwVI/pUlpKtj10NI9IDidAfn39xKSMGbQGKzU/JHUj4iJLosfl6UEZYvV1WT9cSRnSacxgR7DQFO0xBAiP8bQZ/q8Hfgmb0txh9zUZfs8FHNvjImCG8SyThrTd5641eAiPcWZIwuC8ZXFUGV5U+q4s6d6XOfUGbqULrrtC6KjSuco2rXOMs0zjLNM7zGud5jfOcxnlO4zyrdqYlsQwjlkgCM0SWJFT2YygjlDaiIY4q7Efm7dmMcByWOrIZYT8otWczwvqVxJrNCEs2IyyfSi2fSC3ZjDB9KDERGGHcLzZ+IDZmMUJs2icy3cDTCMMrLMPLaEzDTqZ+J0O/k6EjMEK3g6HbwdC+wCAaQrOdrslmhOY5huZZBsEQDPUzDPXTdHWaEaqnaKqnaMonacoVGJHp0RnVo9NKYo9MK7dOK7ZOKx6eVjw8JX9oSv7HbENcHSPmlzBClsOI4pG5DeSxovrBdUersl4RXta+sY26oWVqQ8sU8cMtVX1EQ+QZsRIjEEMEMUSTxnQERqTM0RS6GQLbEpEpZY0lbTHEFoPtMdgRhwmMQBxxxJlArp4RGRAACx5gMd1Cum/7JMMI/HsdWfJN//1/kmaEF0554QVvWhJ4HviyB7rsSTMCJ5RrGUbg7wrJYoQ1BlKFUva8miVTaf0RcxSgSRWjbMwQFCqDLpHzpYrxBjL55On6E6frKy998MXXpZ992T4w3DYwcux85fn61orGNsoMc4InHmEJuqksClOAGuJMHflsfUvPLLu86ZLQMKwLMawAz5LgCc0jrRNDPQxeD4PbzeB20bkVHT3UeZU+gcw5PEMimSwCSiOAJAJIwoA4nBCnDZFmRHwuHBeG0BLCUEIYAoQhUBgChUGImCAI8gMgL5DFCC6BEWx/guWPlw2Mvvrhpysxgu6N0jyRWU+E6kkzIt20Z0VGnOoZeqX0k29lxNriLRfG6WOO8Jg9VDFOG7FnLWoMoYywYoxYU7QZG0hYlzDC6u22ZjGi0+LutHg6Ld5OM5ERARwTaUYElmGEwddi8DUbiIzwpsNXN7wNRm+9EWeEp8borja6MEkYPNUG9yWDC61K76rSZbqoc1XqXBe0WVVoXRUaZ7nGWa5xlmkceOdzGKFy5EgiZyZxUu04qbKfzGKE47gKZYT9qBJlhO2Iwooa4qjcfjTDCKxsRtgPSW0ERti+lli/lli+kli/lOCMsKQjMsJMYIT5I4npI4nxQ4npQwmREQYCI9KJTFu/Onn/3i9uPEZgZTNCt5Ohe4mhIzBCu4OhWY4RmmxGqDOMYKCMUGUzQvkUTbEcI5SPUZXbZjI9OoPqQYH3yLRi67Ri67T84Wn5w1Pyh6bmvysj5pcwQrZ5XIqXPqYheKZjat2BMpwLa86Q8Z/vPNeysY2KXimxeUi0s7IHN8T2Gkp+UWMJI6KIPooYoggGiBiWOZo0R1PmWMoSS1liC9Y4li1TyhpHbHHEFoftccgeh3BJOBOIMwGnGZF0ASkXkERzAyl3mhEeMOUBU4TRwoIXTHnBBS+44AUXveAi+rMPXPCBi4TwTy77wMs+aNEHLfqgBR+c8sEpL5z0IkkvgngRxIskvXDye/tk6X9XCs8Hp3zwgg9eJOaFF73QZQ+0mN7AgY1V3OCCC38bCPaWkJQDSDoAxAGgLwpZSI8rkiKjRe30eKEFpd1PmVXQZDBNCk8IAvPOgNLt56t0Om+AKVM0dPcNjk11U0a6JmbKGsj7Pv2irr2rrr37VGV1P5U9wZcypGqR0TYtmu+lsihM/rHKSx8fOfHhoWMnquoaKSMUWrUV4FkBnhXgWhJcS4LbN1vfMDTew+R2M7hdDG7DyET9wPCERD48JxG4A/NRQBYBpBFAGgEkkYQkkpCEE6gnxJG4KIwWmwvH0eHEXAiYC4FzIWguBM2F4LkQPBeECZiA+EEQi6AKjh/g+BNsf+L5N9/5zZq1j+7Y+d7hE0xf/JOyi+tKtqwr2UIikepmWOjPNdPMj85X3lWy5a6SLSQSieqN3FWy5eEXXnxl/8c4Jp5+461XPvio5JFtfWrz/nOV+89enHbF0O4q3vLw8y+9UvrJ06/95a7iLb++4861xVuefu3t/3bzzU+99vaFcfra4i1Pvvb2vjMVI47QncWbP69t/sPzL77+9RFUEoO2wKe15P91y60PPrfjwed2DNj8Z8aoa4o2P/bnN/96uqzX5rujqOT+5154fu9+4kyiy+Ltsni7LL4us7/LHOgyB4kRMBHoMPrbjf42o7/NGGg1+luNvlajr8Xow2YSRh/Z6CWbvGSjl2z0Nhl8TUZvo9HbaPQ0GD0NmCQ8tUZ3jdFVY3TXGNw1Bk+1wV1tcFUbnJf0zkt61yVdJlwSmTBMOCu0zgqts1yLesJRrnGU4TMJtfOc2nlWRZxMoMscztNq5ym185Ta+Y3a8Y3K8Y3KcVKFrm44T6idJ1SO4yrHcZXjmNJ+FE1hxwyhsB+VO47OO47OO47KsI7I7EdkjsMyx2GZ45DMcUhmPySzoZI4ILUfkNoOSK1fS9OMQJNaPpeaP5dikvhMavlMav5Uav5Eav5Eav5YSmSE8UOJETfEfonhA7GhVGzIYUTpnKlUaC4VWEoFllKBtVRg3Sew7BVgmHifb/4b3/we34T3Lt+UkQTP+Be+8W20VWLELrb+FbYhEz6TYOpfZup3MnU7mbqXmPoXmfoXmboXmdodTC02kMDSbGegjNDghniOoX6WoX6GkTHEMwzV06gkshihyGXErPIxqnJbVoptM4pHM8kfmZE/MiPfOiPfOi1/eHr+4en5h6blf5yW/yG7FRghv29Kft+k/L5J+b0T88TumZjfMiHbPJ5pYzv1yY6pPWzdLrpq89kmdPywvml8bVn72rIOXBJ31w3hhzJKBucea55Eu6+PW4QZQlo4IikczjNC59XHEEMMMcaQDCDiSfS2IkssZYmnLPEUBogEoXjKFk/a4og1DtvikC0O2eOQHWVEAkkzApNE2hCIG2NECluGAJMESaBiSPnAFMENC34IbTEAXQ5AlwPQYgBaDEKLQegyFnw5CC8GkMUAsuBHUn4k5UeS/mTSn0z6keT1+CQdvJCTD1r0Yi140dkJuOBJn1l1YYxIYm8JARAnADsBJP3KsRT68lK2QqWwOZyJ5CTbTx4wjrARNL4BZsyrVC6PC4RVTndNR/cAjTXE5HaMcS6QJ4+c7z9yru9sTW/PFJ0qURoiIE9n5eqsCm+YqTY2DY6eq28sbyAfOnP+8PkL7RMzfB3FCnDRLAmuBeBOi1tq+gd7mNweJrebyWmfZU6r9TynT+QPK6KgPArMR4H5KCCLJmSRhJSQJBKXROKScFwcjonD8fSgAhCFQVEYEoVgUQgWhRBRCJ4LYmXNJwKQIIBhghcAuAFg3OC4e/M9FQNjYwbHb9asZfnj9zz6eFn/KNMXv3vzPe8eOv7uoeMjOtuwzrbl0cfO9g/P+qLrSrZQfVESiXRpmjHjjaALHM1C6X/ccusr+z++q2TLqd6hVz745HTv6Iw7PuOOU91xEol0aZI15Yr9xy239imtp7qHXyn9hMyVrS3eMuGIvFz68Vd1LeOO8P++5dYxR/i/3Xxz+QT9WPfQS/s+wscST7z21o59Hw3aAw8+t+Nw58COvR9+XNPUb/P/r1/c2mfzkUikU2MzmQWO9HCi2+Lrtvi7Lf5uS6DbEsTDJIFhItBh8neY/B2mQLsp0G7yt5n8rSZfqwmTRIvR12zyNpu8zUYv2eglG9CxhKfR6ElLwlNvdNcZ3bVGV63BVWtw1xrcNQZXjcFVbXBW653VeuclXVZVWJn5xEWtq1LrrNQ6LxCq0DgqsPmEs0ztPK92nle5zqtd59Suc2rihom0JFTOUypUEs6TKudJteuEyol2XOk4pnQcUzqOKgjJHUflzqNy59F551GZE/PEvP3IvOPIPCoJ+2GZ/bDMdkhmOyhDJWE7ILUekFq+llq/klq/lOJv+Dz1hdSCSuIzqXnTS6/eurHwsYPffCI1fyw1fyw1fSQxfiQxfCgxfCgx4obYL9F/INGXig37CJIoFZlK58wfCC0fCMwfCK0fCGxpSWQw8b7A/DeB+W8C83toqCT4pr/yTe/wTe/wTf+1vvDn6wsf+OIkkRFrXtj9n+sL7/3ixD/EiN1c/S6OfhfbQAzHxCss/css/css/U6W/iWW/iWW7kVWWhJM7QsM7QtM7QtMzQtMzXYmLgkiI/BwRqiepqueoiufoinSjMjqT7OKx2cVj2W3jSrHe3Rm/lGcETPyrTPzW2fmH56RPzQj/+N0pisxYlJ+36T8vgn5vVgERozPbx6fxxlRNCgsvtj1CHlka+PgxpqBkjHZxvbZDRc67/zy3O0HK9aWY5JYR5w6jEqLRqRFIxJs/EDsuxriR8WItCEQDBDxpDmOXquctMTRGxVTKB3sWaVsiaQtAVvjkDUOWeOgLQ6iA4k0IHBGIC4Ayw0gbiDpAVJpPSRxSXjBlA9M+bEW/OCCH1oIQAsBaCEILQShxRB0OQRfDsOXw/BiGPvh72Hk72Hk7+Hk5VDycjC5GEguBJKpQDIVSCbTP6SuxyepQDIVQFIBeCEALwQg7I9+aMEHLaCGwEL/OQApN5BM/1PKqMsJwE4AdoII4QXosDmWYClUXaPc2g4ZhQGMsJFhNjLMRka4sMjqoEvnxUYTdU5EHhisaGg6cPri58d7j1+YOd8gOHxu/OODLTUd4zKHF/8XbYonjTGkj8a62NzWN01jytX9NDbHYGMph3IYQZMPtExM9zC5LZPUM00tZS1tPQzOnCeojIHKGKiIgoooII8C89EEMVk0IYvEZZG4NBKXhmOScDw9pQDEYUgchsVhRBxGxCFEHEJEIUQUhInNBeG5ACQMQEICJrgB4N5HH+8VKTkB4Ddr1naLFP956y9Z/ng9lf3ojp1Mf/zRHTufe/MvnSL5f9x6K80fq6Gytu54qW1uHsUE1RuZ8UZmvJFTfUMPv/Diqb6hU31DA1rrXSVbUEBQ3fE2vuKukntm3PH9Zy8+vP2lKVfs7QPH9p+t/Lqu9eXSjyedkf928809SsuEM0IikRo50rXFW8ac4b1nL+w9ewE/u/H610feP1OBeuJI58C/33Rzq9wwYPOTSKRLbNGaopKlyxw9Vl+P1d9j8fdYAj2WILFsTAQ6zf5Oc6DTHOg0BTrMgXazv83sazP7Wk2+VqOv1eRrMflacEkYvGSjp8noaTK6m4zuRqO70eBuMLjrDa46g7PO4KozuOr0rlq9q1bvrNE7avSOar2jWrdszmqdqxofUWideCgpKjWOCxpnhcZZoXGWa1zlale5ylWmxjqndp1Vu86onGdUztPpTqmcp5SOb1TOb1SukyrXSZXrhMp1Quk8rnQeVzqPKRzHFM6jCiemh3TH5M5j885jcucxueOY3H5U7kAlcWTefnjedlhmPYRLQmY7KLMelFkOyKyoJNB9DPe+/f4XUvMXUvPnEvNnUvMvNxaSSKQtb/3tE6npY6npY6nxI6nhI4n+Q4nhQ4kBN8R+ie4Dib5Uot9HkMQTpy+RCL9u2VC0vaqzVGgrFVr3Ca37BBYUE+8LLe8LLX8TWnBPYJIQmN4RYLsrNr7+NyIjfr6+kEQirX/tvX+UEbs5BmK7OERS6F9h619m63ey9TvZ+pfYupdYupdY2hdZmCR2MLU7WNoXWJrtTM3zTAwQzzHUzzFUzzJUz2SlfJqhfJqufJquTDNC/iRN/sRsVn+iyR/P7jGa/LFZ+WOz89tm57dR57dR5x+lzj9CaCt1/mGq/KGZTH+ckf9hWv7g9EqMUNw3qbhvQnHvhOLecTnePePyLePyzZgksAoH+IV9nMI+TvGwuLCP84fqnuf7GVvLyBu/PIMe3ED3SRAWL6RFq+GGHy8j4rAxjpjiiCmOmONJM/6K6jh6MSLKiFSGEdhRgqQtgWCMSEC2BGhLgPYEkRGQMwE7ARg3BMaIzAQi6QGTXix0CIExIgCmAiDREAshaDEEXQ5Dl8Pw5Uimv0eQv0eQv0eSl8PJxVByMZhcCCZTwWW/1P+5BZOpIJIKwtj//iCUwhnhgxZ8UArNC6KSSLrBpBtA3BlJIEsYgThAxA7CaHNGeJSDjHAQlBFDbGSIjZgBUOkLcPUGCoPJVamVLs+pyu6PD3ecreMeLZ8s/exSXTuvbUDYMTqpDcbSjEBMcWSEKyxrbG7qG2wbHh+fk6pC8SH2tNw5kWYER+GZGmSPSv1hpsHSMjE9yOLqYgmWzjAuU2CMiAGKGCCPAfJoAg/DRCSOSSIck4bjqCQkYUAShiRhWBJGJGFEEkIkIUQcQsRBGA+TRACaSzMiLQlg/eZ7uAHg8/JL9zz6OMqIUb39vcMnXv3w0/cOnxjV239283/vFCn+49ZfDuvtfz18fPeHn5wdGNn6wkuzPuws6Iw30jIn+/WaOwd0lgONLSgjUEPMuuNne0e3bt85445/eK6qZOtj065YydbHTnUPv33g2Culn1ROMH99x51k7vzLpR8/9drbJ7uHnnrt7TFneGfpx8e7h3BGvLjvo6Ndg+fHaf/7llsHbYFf3b6mmi3asffDx//85qHOgQee29FP3Hdp9fVavb1WX6/V12vx91oCy0qiyxLssmQzwhzoMAc6zP52s6/N7Gsz+VrTtZi8LRgjPGSjh5xmRBOBEfU4IwyuOkOGETVXYoSzWufC5hPaTBgmNI4LGicmCbUTZUR5mhHn1a5zKtdZlZMoiVMq5yml85TK+Y3KhUrihNJ1Quk6rnQdVziPKZzHFM6jCtdROd7yjEhLYikjrBlGyKxfyQiMkOGMMGGMeHsFRmCGQBmhK5Xo94kxSdyyoZC05NctG4o+ENpKhVZcEnuFGCNwSbwnML8rMK82I7QYI7hXYESWJLIYQSjNCPXKjFBmM0KRYQRRErSVGDGfZoRsG1X2KFW2hBHzV8EIxf1TivunFNmMyHTPuGLLuHzzMmGkKKIIHqzt38PR75ySbDlYdsfJ+rVl7euq+oqy7oe41m0QPwVGwCb0HdMJxJzISCJ9xTJ2o2LGEEDKDqQZkYBsREYkICceALuyGAGjr8FMDyEyjFhiiFQAxL+AUUYshKHFMLQYgRYj8CLKiCjGiMuR5GIkuRhOLoTSjPg+JXFV04hgMhVEFgiMWAhC2EDCDy34oZQfSvkg7G/fAyY9IDqqwSWBuFBDALAThFFDOCDEDmGMULggAiPgITY8KQJNABpAk8ulFitLobzYPPnpsY6z9dyPDrXt/aSsqVvUOyYn9w3SZCpzImmOI6Y4ovCGBpnctrHJhv6hRsowhcUXO318s2OIPcnTDggMlMm5fgp7Ys7p1cRAdQyclCqEZpsJgCUuz6hEpoyByhiQZkSCyAh5NDEfjacZEZOG0eLScFwSBiT/P3t3HtfUne+PP39953vvbfX3x3fu3N624723dxYXxAVFcMGZVm21rTNt1emmtrXrzJTW3S5aq6h1BxFEdmQJW0IICQQSIPsC2RNC9gSSkAAh+3JOWH5/nORwCKCIuNDmPF6PeUzzUB7DOX3Meeb9eX/eH7s3ihH8wQAfwYjOMCP8UYxg93v+d2nch4dPfJOeDbVepmMaIECgOyTH07Og/95uc17DNOw7fPyLH8+VdYivYPDQAgfMiOY+e3ZL+/uHjp4qKGnpcxy+dhMyBMSIK9UNLWZXs8l56MrN974+9tmpc6ReRzFT9N7Xxw5eycxspL779bFPTqU19gxdqMSdr8QRe+1fX8mE5klAjEjc+srfvjry0ckzZRJ1naH/KoGyJ/XwB9+fwRhspyswpyswtXprWBJ6aw3MCB0USBJTMqK/QjeBERVaG8SIMs0ERtwJM8JSpLIUqSxFanMRxAgVxAhTvsqUp+pFSKL3tqr3doQROd1TphfKre7ebEVP1sTcVPRkdvVkdvXc6Oq50dWTIe/NmIYR0ZKQmi5KTWFGSE0XpObzUvN5iemcxHROYkoLG8J8V0YYz4qNZ0RGBCP0p8OAgBmhOynUfS/UTWSE5hu+ZiIj1EcF6qMCVYQRysNhQCAZ0f1VZ/dXncqVb+9FoVC/eurpzV9/+3ey6BBPf4hn2JVVkXQg9evHxgjFXmb3XobyLtWIGTCia080I2T3xwhEpmKEKMIIIYIR49lKFt4HI5ruzghJMlES0YNksiQSsmu2FtRtK8InZlUloHlrqkVrqkVrscIYI+6XEX6NG2JEQBfNiGCEEchNBAGD229w+w1hRviMbq/R7UUywhRmxHgijIAlEejzBq3eoM0btHkBmzdo8wYhRgzA8QGDPnDQC9p94BDECF/I4R8OJzDsCISGgqGhIGgPgvYgODjOiCDiBR9EZIafBGfwyXQ/J8yIQT846AMHIwUJqCbR7wP6fYDNB9i8QWuYEQELdM64xx9hhN/k8fcOOnottt4+W4/X3+ML9Pj8xkgMXn9Lpw/PCOAZYUbwez1qj1ft8ag9Hnp3d0Zh4Vo7VcAAACAASURBVE83bpw4k3U8rfL0NcKX3+R9/M+fLt3EF6DJeZUYEk8o6LGwlFqx2dYuUeCozDoqE0tlYqnMAiy+htJO5otbhFKaQk1VqDt6+7ocnnCcHpbBVEtlkASihg5+R1+/zOmJMMItCTPCFflPl9jhEg25RENOBCOguAV2r8DuFwwGkOEP+OF0TlWN4PR72f2ejS/vYCF2cNCsbprVBYdqdbVbnXDarM5Wq5NidUBBMgJOS5+DbHFSIoygmF1kswtiBJR7bgFFbgSFGTG+EdTQX2fox0KbOPQ2jN5Wq7ciU6O31uj6IrkLI/oRjBhPudZWroEZ0QcnwggznEIVxAhTgcqUrzLlK3sjkuiFGRGWRLcRkZ6c7p4cBZzeW4qeW4qebEVPtsKYrTBmT2aEvCdD3pMh741ixDWZ6aq0F5bEJZnpkswEMSKMCan5gtR8XmI+LzGfk5jPiU1pYnOa2Hw2nLszwnBGZJjICB2cCCO0k4sH8BVhhGoSI7rhIBjRDf2tlIPfHuzQHuLpIEYc4hoOcg2zY8SU14wZ0YVY2piSEUo4EUZ0T2JEF5wII2Rw3kAAYiIjJJMYIYLzaqtox8REGCGMMELwMlmwDZH7YESTNKVJuqlJuqkRYoR0I3E8G4jS9URpclgScCYWJOq40BpHfI4gLr077np33HVFXEbXmlohvCMjxoj7ZUQ40zAiGGZEWBLjjOiZWI2YDIiwIXzBPkSsvmAYED4AyoAPMkT4HTzoA+0+0B4xRDQjgiHHBEaAg0FgAHjcCQKDCEYM+pCrGxFG+IJWX7DPF2aEJXKLzB5/r8NtEctsdKaVzrQymL3G3h6fH8kIudUm67O2S6zMbjdb7VM6PRqvV+P1qr1etcfTLpNJenspfP4Pl659k5Z/Lr32QOqlgyeLfrxW/92Fa8dOn/nh4uXM4lIcjYWjskrqibWttLqIJG6UlMr6+vUeP02mYKh0Cqe3y+FFMkLu9HRa+rmmPkG/Xeb0TMMIF4IRzggjHNGMGJzMiMD0jAhLopjC/DY9+8lnxGsffhLFiLrpGVE7gRF9NU86I3oijDDCmcQI4xPOiIXPPPvb1Ym/Xb0Wyq+eehpmxJ6ckgXPPDv5db7gmWd35RRHGKF4K6cY+vzz1s67MCLlq+/+z1NPT/5p/+93iw80C6IY8dR/PPvMyrVwoL84N4xgzIIR8nnFCOn0jJDehRHJRFESUZRQIYlL7x5nxHXF0kuclcVNK4ubEmqYMUY8FEZEFSSiVzSQjIBfkJMMEWaEL2iLvF/DjICKEOOMGDfEdIwYlwQAPoGMGBxf2ohmRLQkPH6z1mCjM6FYGUwLtwPJiE69oYHJbGAwGxjMknp8HZXaxOMJTKawJDweHI2mHhpS2GzZJSV3cPjyBsaJsxlpNwou3y4+cvKH9g4BSyz74cLFsoZGHI1V20orqsPDjCjA1CntDr3HTxaIOnv7pmSEbGImMsL10BgRqUbYPOx+z5PPiAljqWKMePIYgVjUUJ8QqJGLGq/8cH66wsDmg8dhRrxbhoE+/BDXOpkRcG/Ekh1vTvfTdhfXz+mixi+NEZI5ZMTqO9IIIxRx1xWLzzCST+LerGl9/Q5+TX59jBEzYoR2NowIzIQRSENMLkVAjIgyBJIR410RM2EEAA4C4ODjZsRgELw7I/ojjIiSRPhewYxgMK0MppXB7IG6Inx+1ZCDwGTCjLhVWspWKEz+AInHk/T3QwUJnsFAEQqbuNyCmpoOjYbIZJ44d+5c5s0jp898/I9/ktlcGl905eatOzgCppV2u7LmVkUVppVGlSsFJitTra+jMepoDCKP3+30zpgR7ofPCF+METFGPBpGzGxRQwEvaix59a9RjPgIS38cLZZzyYjd84ARc1mNWFMpRlYj/nia9vKV9n00xV6aYmMWOsaIWVYjdPdiRLgg4fEbPT6jx9fjmaorAn41TjJEpBQBTCpFhNsqJzFieBwQ/mFnYMQRGHYEhx3B0BAQGgJCQ+OMeGwFicFwwMEAaPeHoIQZ4QcH/EhGQPs1IozwBWFGmJzufgarn8GyMVhWBktKIBKYLCjtYjGByYQkUdXckl1yhyYWm/yBNpEIYgQUud0u6utjqFRELven7Owfr1+/mldwNa/wn8dOfPPj2QvpN67dLijE4C5m5dwsLmV3KWlieZukS+X0KZ2+bqcXjsLp7XLeDyOcd2HEpN6IKRgxg96InyMjamKMmJ+MgFosUSjUr3+3eOfFW7uzyrd9f+mFTVtQKNTjaLFEMGJyi2WsGnFXRiTWiZCMWHpRmHyh7s2a1r9UkBJuxhgxW0bcuxrhCRg8fiOSER54g8YUhpiKERMM0T/JEEhGRBkCiiM47ABCDiAsicfLiIghADsA2oMIRvhDg35w0D9BEpH9GgCSEbAkLDoDxAg1m9NIphAjjMBQKDUtLbAkijBYNJHYLhYzlErYEFB4RmOzQNDI4+VUVV3Jy4cYcfl2/sVbudg2elVza2ZB8Y28gsLKGrHRJDX1NfNFUzPi/hY1Hl5vxCNlxC0SfTpG3GykxqoR85oRi1YnLlqd+OoPPyEZkfD2vudXr93+w4X7YsRXncp1H/9jygWL+61G/OfKtf/5oOOnYtWI2TMiiSBKQIviMrqgRY0VubJVJeRJvRGxuRFzvahh9ASMYUb4eyKMuIsh5ooRsCGcwRFncNgBDD9RjLCHGRGyB0IISYwzAimJ6RgRuXWBTo2WyGRBgSSBa2+HGUFgc0Rms8Rq1Xp9UGMEzAiyUNhltQqNxou3bv106xbEiKt5hdfyi/KqMefSM28V3SmrrSurrcO0tLYJJFxdzzSM8DzCRY1ZVSNsUzPibGHZ2cKy2TEieduO6RixfN36WTNiT+rhW/SOGCMeLyO+F2q/E2q/E2qRjDghUB8XqI8J1PfLiK86Ve+W4pI+/jLpQCqUzV9/P4udGp9zNJ+xNdA87NkOw45VIx6IEUkE4cpC4vLMqrjrZXEZFavLW2M7NWbJCO3sGeHvvachxo+cCMfmB/oR79cBP9xSMP4OhmZFRBsCYgQw4gTGJWEHQDsADoKPLXYQtIPgEAAORTMiNOgPDQZC45LwAzboHBDkukYkZl8QYgRfo2tksolMNpHJhhjBNxikFkubWFxOINZRaXgmkywSia3WegaDSKfzeDydWi1Xq8l8fq/f3+v338HhfrqVczWv4PLtvBNnz5+5fuNqXuE/jhy/VVjSzu3MKy2/g2/kGy1qp++JrEb4Z82IB6lGxCdtmENGnEVj1255eRbViH99ekGMEU8+I77uVN+lxfLxMOIX0WI5B9WIdTgeNM4yiSBai+XAw7ChJEAnaMTmRsyQEbNY1EBK4p6GsMzMEGFG+MdXBOzTGQJmBDjsBIcd4HC4QyLyLn8sGYIyiRF2f2gwEE6EEaAtch8mS4IukjBEEmmPSTfkbOJwI5Jg1bW3Sy0WtcPRyOFABQk8k1nPZGLa2lSDgxa1mofHC3A4fXs7ubGxkcWqIZFyq6vLiI3FODyOxkQ3kbPK0FfzCo+c+vFCemZ2cemVW7fZKr3a6Z8jRsx5NWIKRnybnr374y9e2fPuDQyBbnP/79K4E+lZG17ekY5pOJ6etSJ5w4rkDWcLy1Ykb7iOaUChUPHJ6+OT158uuPPGx5/FJ60n9w1lt7RDp3b924IFl2pxMCPeOPB5fNKGrbve2brrnWwSfcuud/7y0WfQ7CkoxUzRlrferpHqk7Zuj1u3/t+fe/7dr49+fSUzbt36uHXro+ZGvP3VkT+/tQcaZPlfi5deJVBQKNQdsXLzm3t2px5empi8O/Xw7tTDu1MP1eqtSxOTanR9f794fccHH29+c8+pcsyixUt//ezzX1zMuNjQuiQxeUli8r8+veD7MszixOTFicmfXUyPMeJJZsRjrkbEGDEDRqwpIaXcqtpWhF99s3Ithr2qhBSXXo48oGtjVs3bmZV7r5f97UblnyvaYox4ZIyY2hDTMAK8JyMiMyuHHVGGGGfECMQIBxAaAqGAjzuhoWBoCMmIQMgemKkklNb+ToVSZxvgyTWNTDVb4cJSFBiKjKNSkzs66WJxC5dbQSQSmKyGiCRuVVTojUarSCQikQQ4XC+DIWtoKMLhCrDY2vZ2HIOJozOJnI4aCjW9sCQt4+aPV64fPfVj2rWMrNIKns4hMvlk/d4HYMQjXdT4j+d/++HhE6/seffDwycyMA3/uzSOoDR+cPh4OqZhRfKGPDIdqkM8tWBhHpn+m+efr1caTheWxietp1gdW3e/fbkW99nptPcPHW3usy9PWg9XI65UN/zbgoVlHMnRa1l7Dx7fuuudLbveee/rY8vXrYcZAZ3RdbORCtUk3v366IVK3Lqt2280thcyhTAjUi9nLFuX/PZXR/79uedxxoE/v7XnTAXmKoGyNDF5T+rh3amHa/XWzW/uOV2B2fHBx6fLa2v11v9avLRG1/frZ5/bnXpo85t7dqUe/uJixq7UI1W6gX3fnX0r9UilbmBJYvJ5PCVhy8sVWlsGtSPGiCeHEdtO/rTt+4vzlRH0ecqIB13USMqr+xuBs5+h/EtF8+o7zatLyVGM2JOWvfd62d7rZXuvl76TXh5jxEwZMdNFjfHzogI9Xn+P19/rjR4RMZ4JJ2gDVj9gC4BQ+gOTDREaHH/7Dg8FoGmVSD2MusIZcQEjLnC8IOEAQw4w5Ag95kQYMQzHHk6EEYHQgB/sD4C2AAjfE+gWWXxBtlSutlgHAgCtc7CgStrIBBqZAJEFcFQD3G5lXxBQ9w/cLC6G1jggRtTR6e1UKgODoVVV9TKZvUymuK4Ox2BEwryeX5heUHT2+o2MguLvzv908uKVq3mFmSXU0ittxFwRIVdUj+kRmLzzghG/Wxp3A0O8gSFWd0hPpGd9cPg4zep6ec87aYVl/7s0Dl7U+I/nf3sd07Btz9utVufew8eOXM+ETvu8wxP+5rnnS3jC5j77/yxdBjNi78Hjbxz4nGJ27T14/Ep1w/KkDZeqGy5W4bOaaDAj3vv62MXK+i1vvX3oSmZTz9C6rdsLmcIqqe5/liz7PrcEZsTbXx05cPJsGrruLBqLMw7895KldYb+MxWYP725Z2liMjQJe2liMnR6eBaNl0XjQdWI/1q89HR57Q/lmExax/YPPjlVXlelG/j1s8/foHVW6gYWLV6K1vV/djF90eKlsUWNJ4oRUFvlz4kRv4QWy8Sc2r8ROO+R+DvzMUsvFqzIxcFHc8VdL1t3uej9q8WQIfZeL33/emlKJS3GiLlrsQwbYvzkyR6vv9cbmJoRkRfkOCMihggzIoBkRLQhhgLRdQjXOCNGIUa4wOFxSYSGHzsjHGBoCBhGMgKWxHhBIhBmRLQkfICsx8QSSYRKfSVOgWkZaGICjSygkQVUNplZ8i5rEDB5vMVYbIQRrHomU2KzddtsCgrFQKVCjBAwmTAjShsImBYKQyKrwDXkV9bUkMinL1+raGRX5EuIuSKIEYRcUXO7bbYtlnPVG3GXRQ0fshpR0yErojALKYwPDh9PKyyjWV0rkjdAx3RdxzRcxzSgOyQrkjccT8/ad/hYq9UJHxr+bwsWkPuGfvPc89kt7dDSBsyIW8309dt2UMyu9dt23CLRt+565/DVrFqZ4VReKcyIv3z42c1G6pa33v70VFq1VPfvzz1fJdV9cirtRmM7clEj9XLGn9/6W71xADrk87+XLD1Tgfnw+zN7Ug//6c09H3z/Y63eikKhIExk0Xib39y9+c3dUDUii8a72EC+2EBZs+WVw7eKM2n8Xz/7/E8NrRcaWpckJh/MLoIKEt+XYWKMeJIZ8Zh7I2ItljNZ1EC3r7+JTvju8vITPy35KT8uvXzp5aKV+Q2rSkirSkjrq+nvZpTDjHgnvTy5lh1jxJwtavREMyIQZQgkI/omMQJpiGkZgTDEtIwARl0AVJAYDksiNOx8Ihgx7ACGh4L3ZkSUJOCChGbATuboapqsTUwAZgSRBXRqdUQmi8ThdtlsHJWquqUlv6amqqUFz2SytVrd4KBBKjWKRHqlUulykfh8iBE5FegmJlvaa27l8Vs4nZIeM4ZCZSn9xDwxzAjMTW52JqdFJBWYrA/AiEfRG1HbIfvyzIVv07MbVT0n0rMqOyQ0q+tEehbN6jpbWLb/8PH9h4+jOySQJyo6xK1W59H0m1CL5ZHrmeS+oRKe8P1DRz87nXapFodssTydX7b34PG9B4+TzS6s3Hj4atZnp84Vs8QwI6AiRI1U/+mptE9OpX19JRNixLtfH0VWI+qNA9/cLn77qyPXiK0448CXlzP2pB7+56X0HHrHHbHyH5fSd6ce/q/FS2v11qM5hbtTD50urz1dXluj68ui8fZ/d/qLi+mFItWpcuyu1COnyusyafy3Uo/s/e7MyXLs92WYN788/OaXh/OEqhgjYoyI9UY8CCPWVtHjs6oXn8tZdu1OXHo5FPiI8HUNgi1llHczyiFDxHojHi0jplrO6IvUISaVIkIDiKaBwQDURjD+9kUwYnRCHSI46gJG3cCoG4QKEiOuCCOcoWFnKPQYAzHCERxxBEeGgtAxpMP24LA9iGREqD8Q6kfcDSviXln8gLw3SGICTUywiQU2ssBGFtjSEewNhNMTCHbZ+uGCBD5Sk9D5/VqfD4rS5WqV6ltEmjapgtwppPCFJdh6bCuVwORKrYNcjZ9QooAZcedyO7paI+uztQhEPKP5idnwOUU14mcwfqpErFyamBwbPxVjRKwa8biqEQnlrS/mVL+aV5v0/eXFJ6/DjFhVQoIZEdvweX+MuK9FjbsxYhpD9E0yhC0A9k8yxOBEQyAZEW2I4Kg7wghYEk8II5wIRjiCI0OBkaFgtCQijAiFDTGxINHnB3rdwWZOkMQEm1hhSXRqxxnRGwh2aHVRjGBrtRKbja3V0pXKVqn7DqG3sE6LbrbhWf4Oo1tssSkGnfCD7hrwV9b1FpwjFZ1pKjhNvHqumSbxGjwBrlpL69Y8pp0asxo/9RA2fD5sRlwmkP9xKT3GiBgjYtWIx1WNWFvUuKeetZfatf1W5fJvL4UZkVGxFsuJMeIxVyOmM8QMGQFV/mfPCPBJYYQTGHYAI+MFCQQjYEn0DzoHtMZ+rcFmG5zMCIsf0DuCHaogTRykiYNCQ9AUAKIZwWIjGVHTJr9ZJrhTb8oo0v54TZlXJa4h6dCE7tyabiLXr/UEkNNBlEPuolrKpRuNt3PpBUXSK7kkqkTBVWtbBCK53fWYWixnNTdiHlYjYuOnfvaMmE8tlr/IKZari5t2lDa+2yzYkY9ZdjZ7xe26+BxsApqKNESMEY+qGuEL9voCvb6AyTdtS0Qf9G0baYhgqD8Y6g+GBoLTMgL+Nu8MRjFizA1AGXWDUBCMCCf0WDPsBEacEUY4IoyIlkS3eojFtbO4dhZ3QCCGbhF80xhiKYnJIbE4TSwOicOlSaQSk9kUBHqDYUyoHc5GDpfAZDWwWHgWq6KpowBrLKjWNrKCpfWefxynFWE07aJguyh4o4iFYwSjGNEmkuEo7WQ2r6vXQukU4qiMDqOZ1q0R9g3c/5kakWrEJEnM02HYMUbEGBFjxM+bEetwvIS8+nX5+NW5uNV3eKvvSFeVSBLQonUNwhgjHm01whfsRTLCNxUjIoawTjJEmBHBKRgBv4DDjAiOIIoQY+OZt4wY8Pjt3E6YEXYWN1KTAPv8gFCrJzE5ECOwLZSyOhxfpW6gUutpNK3TRZVIiSw2gcWup9EJLFarWMxUqZo6XBVN/Vl35FWkgdxK28GTHZduiYjMgQa6NbdajmdNqEYIeiy56OpWTkdjO72ORMa0tE57NNf99UbEGBFjxC+REQueefZXTz0dY8Q8YgQ8CXtlgSwuQxmXroSO5lqZL40x4pEyojfCCNP0jLBOYgTSEPdkhPMujADnMSMG++0OFhfJCIOhV20bVNsGDQ4XXIogsThFVTXY5haGUKjoNZG5vOomEo5KgxhBYLGJHI7G7dYHAhSxH88KFmCN2WhVVrnmcp7vauFATqUkt1qOoXqocj9bpWUo1MLePq07wFJq2wUShkRe29Ry5VYuS6nl6nra5UqmWv+ETbGMMSLGiHnAiCduimWsxXKmw7DFyzOUcRlhQ8Sldy85x12dg1+TWwdt2YgxYgaMcPvVboQhPEGdJwgfEa53Bw0ewOCBAAH2eMAeD4BY0QAijAiafAGTL2ieNLMSyQioDhFVioha1EC2WEYtaiDXNSZWIyK9ESEow48iIJwQMhMZMeoERhGSGBkCRoaAkUg1ImDndg6xuVC6G5tb2NwWFreZxW3tEDDEsmYWl8TikljcqkbS7TtluOaWzu5u7aC9ltRcS6YQ2RxYEnJbvyEY7DAG8KwglHpmoLwpcIcYqGcGiB3+VqmfyBW0CSWdGj2RyZVY+oW9fc2cDpmpr1Otw7bR2yWKRk4HV6UldfBp3Rqly6d0+bpdPkgScLqc3i6nV+4aj8zllbk8UpdH4hqvSUQtcIgcLkgSkbiEECPsD8oIZr+HYXPTEaHZ3FSbC067zdVuc7bZnK02hCSsjhbr0ITMKSPwiECMmCAJQz/GYENmClLo55IRUIrCMReqzYVqcwECE3kqU67alAtjApYEnDlixHWIETLTVZnpisx0WW66DDFCZg5Hao4wwjIuCYk5TWI+K7GclZjPSkxnJaY0senBGbHl0Le/XZ3429Vrobxzu/S4UHNcqD4mVB8VIiQhUB4WKA8LlIciCTMiHOVXfNWHuLbnViXCSTqQ+gVZPBtGcDSfsdWfRvIJRx1mBFv1EUs5jgmW8gO2EsbEPpZiH0uxF5kpqxH0WDViCkYk1kqiGLHqG+xfS1t34xh/vlWVUEWLnalxb0ao3QGNBwEIT1DvAfQewICI0QsavWDPeIBeHzIQIxCGmKqz0jrJEGFGREY6Rs2NQLRYhnPXuREjbnDEHZqDeIanDuLPDEOZVhJAyAkMO4ERJzgKSSLsCWDUAYxCkhgCRuzA8IDLO6jR2aXyPpGEQmOQ2dwWNreFzW1mc9s6hc1sbjObS2JzSWxuI4uDJbcyxBKJwVjV2NTE4TayOUQ2h8jmENgchX3IGAQ0nkCrJNDABiBJtMn8ardfPjhIEYsbOJzr+YWtnUKj28fuUnHUep0nSGB35FRU56KrMa203MoarlLT4w0IjSYSX6xy+5Vuf1gSLp/C6VM4vQqnT+Hydbm8XS6f3OWTu71yl0/u8srcXpnLK3V5kIFVAWFC5HCJHC7hEByPcGpG3F+LZbgg0e+ZJAk3UhIQI1ptTorNSbE6I5IYxwTZ6iD3OSmWOWGEHd9jnyCJnkGccXAcE8Z+bCQYY/+UmKjR26r1c8CIKEnAniiMYKJQbS5Qm/PV5jy1KU89jgm4LAFnzhgBSUJuuio3XZGbLsvNl+XmS7Lx/CQ1/yS1XJBazkORmM9JLOcklrRwzGkSUxokidky4jBN+PvNWyYf7b3h0y+PCzXHhZpjCEwcEYZzGAokCYHya37313zl13zVuk/++aunno76Uc+tSpzFTg1YEp9x1J9y1J9y1J9w1B9z1AfYqgOwJ9iqD9mqD9nKD9lhTOxnde+LYGIfS7GP1b2PqdzLVD0gI+ZDNWKmjFiZXbshp3Zjbt2aAmISXjBNNUIZl9699KIw+TTx/dbufTTFTnTLqjstsWrEvRmh8QS0MCC8ABSDFzROTI831AvFB040xBSMmHKDxpSM6A9OMARyHrYdiYnI0VzI07nCw7CDIy5g2AUMu8ERT2g0kpFZZnjUOzzqGxnzjYx5R0a9wxPiGR7/ye7QsBscdkcxAgi5gJATCLmAYRc44gLHkHGCYw5wFMoQMGIHRgaBkQFgeAAY1g0MUTg8CodH5vAgSTAlcr3dyZF3YyltaEIjVSRhyOQdWh2RxW6gMyoIxAYGs5HDJbI57RJpDwAYIyFw5XiWhMCV0BSKboejgcPBs1h4JjurtLwEi6NL5FSRTGSydttd9QxOPZ1dT2fj6Oz8amwVkdRl7Wd3q2kKlcoTULn9ECa6I5gIk8Lt65oYudsnc3uRkUZUAWFC7HSLnW5RGBNukcMtGvII7b65qUZMDL3fQ+/30PrdtH43td8dYYSrNSKJMCZsTrLNMR6rk9LnenBGEHvthF57AyL4XjskiQmY6Bmo6xnA9gyMeyKqPmHor9YPzBUjkCnW9BVrLEWIFGosBRpzvsacr4nGBKI+0Xu7u3cuGGGGck1uvtplvtplvtJlviy3XJZbLsktl2SWSzLzRZkFYgSc81LLOWnfOWnfOanlnNRyTmp+EEYcpgkXPvMsCoX61VNPb/z0y/dul713u2z5a29Ar//fbX7puEhzXKQ5JkJgQqQ+AiXiCUgSBwWqrT9cgP7iCylbdl68tTurfHdWRdKB1Bc2bZkdI8YxwdV8ytV8wtV8zFFDORDJRxzVRxzVhxxVWBJs5X52N5x97O59rBgjJjBiY3b1+22y98jirXnYNWjqOlxHQmlLQmnLGnR7Ep6/qmhCb8Tys7VvVpHfqmlbl4leg2HHGDETRgS1kwxhmGSIMCN8ECPAuzCib5p9ntMxoj8A9vvBft/4UZ/QQeFRp4RPKQlncMQZHHYGJzNilpKADRGVCZiAJQEOIwMZIpKpGRElCZsvqB90WH1Bs9sHMwKSBLer2xYMKa0DzRxuM4dL4nJJXG6bQMiUyXX2IbHecAdX38KXtfBNFJG/XQowlYDWG2RrNA0cTgOb3cBm49nsFqEQz2LhWSw8i11Dacspr7yDaxD0WPReQNo3gGdwYElg2ugl9QSyQEJXqNWegNoTgCShdPu7XQhJuKdjxGRJRMoSkZrEuCEcbpHDIxyakhH312I5nSQgRtCmYURrhBG3KLQrGPwVDP5KLf5KTUNdl3HOGQFJon5cEgO4ngFcT1gSddNIotbQX/MQGdE3iRGWMCOmkcTchhtiCQAAIABJREFUM6LLnMbu+rywGspnhdVf1TRfkkcYIYtiRN/5MCMgSZjPScyzZsT7uWXQi3/X1ezv4CYJkXbjp19Cn58QaSdIQqQ+GgkkicNC1SGhCmIEVIdY+fb+Q3NxUPg4I7jhREni4zAj1GFGRCSxP0oSUzLiZ9gbcR+M2EtV7KUqXsrDrkFTE0rJ2wpx7zR2vJyPXVPQkEwUrS6TQDs1VpeKE9BUaBg2tPkzxoj5w4ioaoRvqhM+HwkjvFMyAiGJaRkxQRIzYoRYq2cIRDx5l0ClEWv1MCOINEYrr5PX1U3m8JCMQBMbWTLZQCjUHwoRmZwmHtDICRE5IIEDEjggTx8kcDhIRlSRyTAj8EwOnslp4glaRTICu6O6pS0HXYNtZ9TT2TUUKrqJTGDxNJ6AxhOYG0a4JzPC/YQwoqxD/MbHn/3bggUpE69Fixa9sCTudH5ZjBEPlREfZuT/5x+WLFq0KOr+/9+nF2x478CxJs5DZcSWw9+hUKiFzzwLGwJixBcEKsSIDyrrj4s0yyL1iahr6Wt/hRnxXkUd9OFH9e2TGTGL3ogYIx4SI9bm4zfcrFx3PmfJd1eXZ6CXXsjfjaXuZyj/RuCsyUSvqaStuF234nbdykLiOoIwNjdivjJiRgeFP75qhG8GjJhQkACHXeDoPRnBFksd4EifK1hWw8e3OghtHjS+j8zp5XZ1d/eajYNDmKbm2mYyzIj6diqJzZYYe4Q6XTPP2MgJIRlB5EUzogSPv41G30ajK0nNeCanjsqoam7FMzhQ8qowRVh8VXNrZklZMQaHpzHhUsT9M8I77brG/VUj7raogemQXSiq+OjwiY8On/gQypET54oqbmCJN7DERnXvTBjxxZnzixYtwmKxDodjbNIlFApTU1NfWBJXypbEGHF3Rnx64/aOv38F5a3jJ1OL0KlF6C8L0T80M6ZjxMlm9rN/WJKamioUCifffIfDgcViFy1a9OrRHx4eIzZ9+iUKhfrN7xdHMeJbkRYywTt5ZcdFmgXPPDslI3711NMwI3bdLoE+/KJNMLeM+PxhMOIXvKiRTJSuzK1fnoGGsiQtZ3tm6e46+qslhOVXipdnVMRlVMSlV0QmYU+eGxFrsZwZI3SPjRGhux0UPpERzglndEV6IxCM8I5nZDYZHvUNj/lHJsQ3MuYbHvPB6xowO0Aowx5YEsCwGxieISP6fUGIEVLNMBrb1UT3UTjDZM4wmTNMbBf0+wJ2IMSVdZXjCTAjWjo69W6PwGAU95r4emACI2g+UpGEUVnZVFLSQCLV0enF9fWZxcWc7u52obCkDkfkdrCUGtgQUDBtdDyDU9dK1Tk8qoEhHI01Z9WIWS5qTHGmBrZT/tWZn363NA6FQqFQKSjUyYnZiUKloFDxKBRq4ys7zhWV34URb378+bVr16YERBQm1m/adIctiTFiMiMOFlc+98clkbfqQhQqBYVKiTwFKAv/5ekFa3e+dSA99zxLBjPiZDN73cZNUwIiChPXrl1b/96Bh72ocQCNRzLipcPfQZ9/Tmyf+aIG9Fc2H/w2Vo14QjZ8JpW3r89vWFfQmIzt2EiUJuM619WyE2vZsCGWZ6DjrpctSbsFtUfEXS9FMmJ5ZtW6BkFKLetP1fRkXEesGjE/qhED0YyYYAgkIyYZInJQODDsBoY94Ij3gRnhC436JzHCPzzmHx7zDY+GA/9wMBxIEh5w2ANEJDGzaoTWNkjt4OeX8rAkG4UzDDOikaYVqtRyQw9bKhcZekhsbjG2rrCmltzRyVJ0W8CQGQzJrRMY0VShpFYIexkMdk1NY3Hx7dLSm6WluWg0TSymicUEBrNrcEhmHYhiRJukq9NgonSKDC6vdsjVwOROwQj3Y+uNaFWb//bJ359asBCF2olCFaBQdhRqZPpoUaiTKNSipxYsfHnPO3kUehQjjqZnpaam3v0dBl96vX518gaM3BhjBMyIg8WVv1+zDoVaiEKdRKH493oWV1Gonf/y9IK1O3edJLHPs+RLEpP1ev0M739qauquM9ceBiO+F2p/8/vFUF3h/dwyiBFbIoZIeHc/1Bsxk0WNgwLVc6vXQp+v/Nv+v5NFh3j6A1j65q+/X/DMs7HeiEdfjUgspfylrGl/m2x3dXtSfsNGonRNZuW2ooaX7zTGf39t2dU7SExAOzWWZ1YiGZFwseC9jIp918v2XS97L6NifazF8smvRkQ2fN4vI5CHfI64gBE3OOIBR3zgqC8EZ2QW8YdG/cNjgeGxwEgkw2OBYUgSo/7hUX9o1A//fHDEF5bEsBcc9gLDHiAsiRkyAtqsAQECyQiJPqSyDkj0PfohlxUI8TU6qBoBpUOrM4MhMwC2isK9EUSKk1QkUTTz+jgcC4ejIZOJZDKezS7G4YoxmJK6uhpKq9hibRVJC2qwZQQSzAiRyapyeAgsXhWJXEUiS2z2x12NGGdEWSs7Un64+xtrcvgo1F4UauH/Lo3Lo9AhRtym0Hfu3DnDdxh0CYXC5G07YozIVfUeKkEC4u6Ym9J2qH95esG1a9fu6/7v3Lnzy+rmh8GIA2j8wqnWLH6bkPg1XQAxYiaLGgcFqi+onbAkoq75zoj5ODciKR//LoH7EUP9XiN/XWbVRqJ0w5XCfXW0dzHUzVcKlqTlIAsSK3NxK3NxyzOrkIx4Oe0WZAgo24ubYox40qsRE+ZGIA8KhwwxYXTElIYYZ4QXHPWB4df8gwRyQ3AkHOgf4SD/JMQIOF4gLAk3AK1xjLpBaM7mPRjBkUUzQmEOQffKBoSsQAhe1IADMaI3CAh7gA49UNMsoVXWyEkkmBENVCqezcazWDWtrVVkMoHDbWCyZb0WuclaWFtH4gkILF5zp4gilBJYPEwrrU0oIXE76Qr1VIzwPcLeiDAj8HzFM88vv39AROUkCoX6x5nzbTZXyvYdM/8qDF+pqakXq/C/ZEYcvlP1+7WzA0RUri5cuAiLxc785uv1+pUvvfIwGAGNjlj7zv5FqxMXrU787erE365O3Pjpl9+ItCdE2vvaqXFQoD4oUG8++C1y/NQLm7bsyqp4EEY8lN6IXwAj1qFpO4oJb5WTNqVlLU+7vezMre1nM462Cv6Jbd14PntVATGhlJJQSl52uXh5Bnp5RsXyjIq466VxNyrDLZb5DW9l1ey7Xg4z4q1bmFhvxHypRkw459MeDvKQz6lmT01mRGjMHxp7cEbAhpgsCT9CEtGMQEjCA47MnBE9jmGmeJwRQk3EENMwAk/nUQRgEycELWq0S+1clVqrN4hIpE4czsLh6IxGApcLMQJKu0xO4vDMAdDsB1v5YkGPpYHFgzZ8FmLrb5dXaodcc9wb8QA7NfB8xTPPb0KhtA9mCLgyseg3z/925ssZyMvhcPzPkmWPgBGYJ5IRe745hUKhHhgQcGpRqIX39SBSU1PfSy94GIz4bmKgFstZM+IgXxPb8PnYGZFUzUgspazKql2WlhN3oWBlRmX8qfTtl3J2l+DfKMCuTMtOwgsTyttW5uKXpOUsu1oCMWJ5RsXKAkISUZREECURhFvLW5HViFcLCTFGzJtqxOAkRgxNUYqIPig8ihH+MCNmL4moUsTUkpiGEXBBwgsMe4ERD5IRDp9b3u2Sd7vk3UNufxQjunotMkMvR9bLkfZwu3oUZmsUI3hKNZIRuHZFEzcEM6IQ0y039/eBoNpqpXK5xqEhQzDYZbc3dXZChmCp1fpAsJHD4yhUAq2xqolc186oIDZDjLiDb7xVWsFTaqHeiNnu1Jh+AtV9tlji+Ypnnn99jgwBxY5Cfblw4cJ7NvdNeaWkpBSzxL/AasRr//wahVr4wAWhqGhRqPj4+Ph7drlCV1tb26qdu+cFI7advLjt+4sxRjw8RmzGczcU4F7MqV5/G7OpnhvVYplU3PR6WdN7jZ0vXS9elpazMqNyZUZl3Pm8P53PfvMOYXtp09ry9sRa9qYczFs1bZvOZsad+AlmxIrbdUlEURJBmEQQriMIXysk7srB7srB7ighxVos5yUj7BPPCodO1og6mmvCQeHAqBsYgfor/aHoNYhZJDgyBoyMAaNjwOgYgMQE/Gei8DEJE75w3+WoJ3x42Jhb3OXh8qE4BeIhHwAzQmMbhAZPUTg8TFMzic4UKFUNbe26QYfFG+hQqhlSOVUkwba2QYZoF0soggCSERVNfXiaXGQwshQK+cCAAQAMwaAhGJT1B7i6cJSOQNfgEFejRze2tAkkzeyOG4UllSRKPYODaaPfvFNejMUTmFyJzT53jJhNb0S7xvLM88vn1BBwChYuXDjDtxfyOnXq1KErN39pjNh/4cpDMAScnTPvU/n//vO5ecEIqB8ixoiHx4gNFeRdFY0H6Io9Na3rC/DR1YjbtfvbZR8xVW+VEpecTIcYsTKjctn53BVZNWurGMlESWIte3tp036G6vWi+pUnflp6sQBixOo7zUhGxA4Kn4eMCEafyxVlCEdwxDmxCDHhoHBgNNxfCXdHPoghhhGGiEgCCiSJYEQSgYmS8E9e4ABHPVApYtDtjRjCw+W7uZ1Dg06YEQKVBmZEcWU1ic4Qq7WkdmpDW3tbh6CFw4XHT3VqdRYwZAFDJG4IyQgiB6R1OTv0BonVagQAodnMUqs7jEYi1wuf1EXgBGS2oN4HEBgczaBTabMX1WCLsPh6BgfdRC7E1lOEUqXDM/X4qVnu1JhUjXAiGeGdzIh2jeX3yzY+tFfXCAq1d+bfg5GMeO/rY78oRnxxM+9hGmIEhbKjUItm2HGJQqHmKSOeuLkRd2EEfR4wYmMx4X0C+xO26sNW8aaihqhqRGJu3ds4xnsNnB15mLjzeTAjVt3CJuOF0NFciVjeS3nY3XWMnSWEuB8zoRbLhNKWZKIIXtSYhhHwosZcSiLGiEfBCMRB4dMzAhx1g6Oe0KgPXpJ4gEBiAEfDQTIijInIn4QkEUAwAo4PHPGBo+OMcPiQjLC10zs7hTyZgivrkhl62zr4MCPKMHWVuHq+vEvQ3W0cHMq5U4pkBInLhRjBUoBRjOgeAqBjNWhdXWQ+X6DXY9r4VeQBmBF4FtAuC+p9AJkv7lDplDY7nsqoJFEqiM03iu60CyR0SRdZIIEN8ViqEZtfeRWFqn1or66wJFJSUmKMuAsjMvjyf3l6AQpV8JAfBB+FWtjW1vYzZkSsGjHHjKihvphXu7O8aeutyuSSxs1EAbIasb6Oty7t5tbLuZuuFSfkE9YWt8RdKFiWdntlVm1iFQM+2zOhvC2hlLy6mLIyvzOhVJZQKkuslUQYEatGzFtGDAaHB4PDdkSGgsNDQeQp4aPOqesQ0JLBqAcc9YZGfQ9sCIgRsCGQubskwp6YIIlRLzjmifRGuFV6mBGyVmo7t7Od29nG6WjldOBb22FGkBisUkwdtomktlj7fYGiquopGaFxgO3i8RZLjgboAcKMaJdK5RaLBQBa+bbblVIkI1rFQb0P6BpwtIpkbSIZ32jWewGOWk+XdJl8gHbIVU9jzeUwbAQj8vANnx07DuXIufNEsWQyIz458i0KdfUhv7qg78Hx99Xl92gY8eS0WCa/sQuFSnn4D2IEhaqNj7836eYvI2Ljp+a8xTK5jLTycuHKq8UJmeiErKqNOO54b0Q147U7hHfq2Xvya186nxV/LnfF9fKVGZUrMiqXXSxcm1HxpwJ8Yg42EctLwotX3OpenqFanqGEklAhuRcjYi2WM2PEY9qpEW0I+0RDIBkRbQhgzAOOecAxaHgl1BjxkBgxE0kgyxLRjADHnP1DTqPZabJSOwRIRrR38JliKYXDw7VQqgmN3K7uFja3mcnCU9qwzWQCjQEzgiGTQ4yAxk+xlRaq1MDoMgh6emFGsDUaukymHBjAkLuK6jRIRtAVQb0PgLEIRWSyNnM7ZWarpMfc3CGc2zM1quiMhA0bUCjUokWL9u7dezJyxcfHv/b2uw1COcyI27imR/XqGkGhtCgUauabP/ft23exCv8zYES2oPvdb0//MTEparzB84uXbNl/4FR9c77GfKENmtWhfVTP4uS+ffvucvP1ev1/JyTNU0bEqhFzzoh1BfUJN9EJmeGsuY3diOMm3mlOyKtfcb1s263K90rqv2MrPyhrSP7+CrRZY0VG5fLvr+7IrdnPUP21nLS6uDmxVro8Q4VkRNwNxcRFjclnasQY8URXI6YsRYzcPyPG/KEHNcTMGTGtJKZnBLThs9fuggwBM6JDoRwAhjW2QagsAR3N1alUM0QSkVrTSKUV1WIaaLzaFnmnNiA0hMS9oAUMiXtNTRxuI4fbyOESORyR2QIxQuv10rq62iSSZoGawA0gGSHodbSKpGS+mN6lgp+1zgswFGqKQNImlk/bGzGruRGfHz+BQqFOnjxpt9tHJl0UCmXnzp3vfPp3qtYiGAz8ftmDj4i4r+y9+9sLecXHx/8M5kacKKv9f88+Fx8ff/LkScrE6+rVqykpKSgUasVL21a8tA2F2vsIH4QWhULdpVsFi8W++PmhXyAjYnMjpmTEmptoJCMgSazKrFyVWbkiveyPh85s+eHKR1Ut72LpG05nLEu7HWbE8Qs7Swj7GapdGOrKfMIatAzJiCXnOcuOYzbn49bdql1d3hqrRvw8GDEyzghg1AmMOgFoY2dUSwRsiDFPaMwbGvNDDoAzMstAaAiNjYXG7rsmgdgLOoERVoev22iGjhyLqkYIVFqz26e02JAHheMobUyR2A6ELG5vC5tLFYVI3PF02cDmjk4kIxp5HRAjjACA3KnRLg+0SgKtkgBXO1TdQuEqVF2Wfgpf3DXggBmh8wR1nqDWE9QiDPEg1QimsTdhw4b4+Hg+nz8ZEFGYWLth46dHv0Whdj7CV9e9317w1dbWtmXX2/OaEdmC7g1v7F64cGFBQcFdngWfz9+7dy8KhXr47SlRSTl16tR09z8lJeVoE/cXyIhYNWIrWfjnBvZmHPOlFvGfiR2baqkbKsirrhSuziiDDbEqo2x1JhpixMrMyhXpZfFnsl7Jw75S1LAiLQde1Fh6PvdPmRXbS5uS8urX4ToTyicwYvEZ+o4b9H0M5ZtVlLXZNbETPn9WjHBGDOGcZAgPiAjEiOGJjJitISBGQIa4pySQZYwoSfhC44zQWwY5Aqm6x8zkyyWaAF/hITPVzfTO9g4+QyimdvA75F3YpuZmJht5UHgbr8M4OKS1DdBE3c2cCYygCMAmLhfJiDsNDUQ2h8znS6xWmBH6YFAfCAhMJuig8PSCIhKLq3d4OlQ6rsagdno5aj1FKCV1CCWWfpgRD7hTg9Vj+kNc3N69e+8OCPiy2+3x8fEo1MlH++oaQaF2FhYW3pMRO15/vZglnr+MyBZ0/3bx0r17905ZE5p8Xb16FYVCPfz+SmRqFy1aNJ3hoAO65gUjfvXU0zFGzCEjNhdgthfUvlqMS86vW5uFXpuFXpOFXnWlcOl3V2BJJJWTYUYsv1S49vT1bTdKX8yqXJNTtx7HT8gnrsysXpFRuaa8bVVhY1J66eZ8XEIefh1OuDxTiWTEX4pp+xjKXVhaQlZ1rMXygRjxhPRGTGaECxh1TbmWgWAE3F/54IaYHSOiJOELjcGMECk0xr5BT2iMIxyowKjbuaNQhKphoUpjcbod4HBTO62qgQgzgsLr1A4MsaVyTle3SB+IYgSJG6LL5EhGFGPr+kCwDwTJfL5iaAhmhNLpjAyyZOdW1eRVVLXxxS08QdeAg6PWN7F53bZBbreGKuu+GyPupxqx8513Z24I+HvwwoWPuBoxgkIV3HPLxrVr194/eHxen6mx4Y3ds3ocCx9tTWLR5C0bDofjj3HLTzEV84UR75Xi37/TEGuxnBNGbCV1vFJQ83G78BNm17asstVXCyFGrLmJXnm1OKmkcSOWldLQ8SeSZG1+fZgRZ27+NQe9r1n4LoGbnIPdSJQm13IScvGrc+tX5RM2ZVW+3ybbS1VszcOurWKsw0lW5netzO1amdu1qoCbfLNyQ1blupvoBDQ1Vo2Y59UIYGQIGBkCRhxAFCPGXJPXMiKG8IbGvBFGPKAhJpcipsTEdE0SEyUxgRHduh6DxYUj6mobzDAj2jgj7bwum9vnAIclam0btxNmxPggSyDUZQ5NrkZoHM42kRhiBKatvZHFhhhBk0oV9jAjDIGgzNbfwGI1sFgNLHYdjVFch8e2M7oGHNB+DaZMYfKDBpcXT2PNCSOOXfgpJSVlhl98kdfJkycfYYslnLuta5w6dWrrrnfm9UHh35TVLlq0aBaPo6CgAIVaNEcDsGeSlChGCIXCdRs3Qedy3YsRPY+PEaoIIzQH+dpDHbqf2TDsh9obsSPCiO1TMWILkbMtv/oTuuRzjmp7dsXqK+OMWHMTnVxOhodhb8Rx1+TXr86uXfr91ddulr5TTdlVSky4WpKM7YDmRkA7NTZeyNnPUO1nqF4uJqzMb1iZW78yF7eqkJiE50PnfN6rxTLGiLsyQjuREQYvYJgACCih3ofMiKGIIcKMAKZghAeMDmQI7/DDZ8TYtIyYpklinBFDvhBfpqTzumvqjVTuGBXBCEWPmyWStrJ5AqVmABjulcqNbK5NJBnQ9/RHGGH2hsi8CZIQGEALEDIDYPfAoGJgUOtyczVaulRGl8m4ao0xCBiDQWMgaAgEDYEAgcNtYLEamOwGJgfPHD8ivLql7VYZmiXvpku6qLJutkpHV6h5BtODMOLphQu1Wu39vrSga9GiRSgU5dEyIvrtBX8PTklJOXI1q8XsmteM+GNiUm1t7eweR0pKyiPZfwvlJLI9orCwcHFiMlSHmJ4RpjTJuCHSxIazYsNZseGRM0J9UKD5ol3w3Orxc7mW7ngzVo2YzIio7GgV7aCIdkxkBFIS6wuxW3Mrt9yu2lCAgxc1IEZsxLKQZ2pswPFWXC2Jv1K89PNjKz47suTv38RfvbP8pwKYEfEZlct+vLk1F7O1qGHtbVzc9bLIOZ8VK25hYoyYG0ZATXZ6TzQjemKMmKogcb+MgNLnGKVyx8YZwRlt44yYhobtwIgdGB4Ehgetgw4Oz8HhDXF4Q2xuf48ZLkj0uEICTYghDTFkIUkvaAFDECPMAGgCQFMQMAGAcsjR1T/Q2z/Q0z/QEwgawwl0GowEFovAZDcwOQQ2r47KhCVRQWxu4gm4WmMDk9smlHC7NY2czm6HZ3aMOJt9KyUlZXYvrZHwN+BHvLTxZdQgRaFQuG/fvj8sizudX0Y2u+Y1I6628xYtWvRgjyP+UTLC4XAUFhbGx8ev3rnrFLMLNsTUjJDCjDCmiQ2PnBHqQ0I1ZIjXr2RDXRHI69e/W/zeHcJ8r0bMISOmlMSrUzKiBZaEcGuLaGuLeEuzeEMZCZLEqiuF6/LrocFTUNaXNG3NKt96rWDZP7/9/aEzfzh6/veH0hYfOb/4kyNxR9LizudBjIi7XpZQSkmsZa/MJ8BnhUOTsBNrmTOYYhljxF0ZoXMjGOEBDB7A6IlmRG+EESZfyOQDTT7Q5ANMPtDkB01+wOQHTP6gyR80+4MWWA8ROkxhCGB4AJFBYNgODCMMMQolbAhw1AVO3RUBG2ICI2YiiWm2dE5ujJhDRrjBMa54lModo3JGqZzRds4oTzr+W9uBkSFZl4PTAUnCweENSuX9wHA4kTO6rECoDwj1AeOMMAdBUxAwBQGzzmBlc6xsjpXFMSm6dW4PTSZv7ugkMFl17VSqTC42W2XWAdgQUGhypWLQWd1MUdrsvb4gp1vDVOlmx4id77x7970A97wWLVr0aBlxMur//V9YsuzotZsUs4tids13Rnz80/X77YqIulAo1KNa1yhAoVD/9+kFCTt3HW/iXJRZfpJZZsCIcUOkifUTGaGPMEI3W0ZoI4zQHBNpjoajPiJUHxGqI4zQbD70LfRvznOrE1+/lL07q3zb9xcXPPMsCoX61VNPv5VV8WQxgv44GTGFKiiiVynCHRThdrLwFbLgFbLg5ZZwIEZsaxFtbRFvbRZvaRanYBhrI9WINVlVm3DcP5HEKfiObfnY/Y3cdytJ6w798L///O4PR8//LvWHtYd+2Hopb8tPt5cfuwAxYkU2FppiufJ2fRQjXs3B7rpd95cCwraKtlg14gEY4Q7qPUHIEGFGeGBAQAmZoIwzAjLEuCTMfsAyCRDjJ1VChgCGpzLEiH1CKSJsCAgQUNzgFL0RkxkB79QI3hUTszDEXRgRnIYRvtCYNzTeBOoJjQ35RvWW0U7ZaIdsRKYdGfSNOMFRZ+TccIdC5eR2OrkdECbsXd3QLYJumg2YJIkgaAmC5iBoDgImj6+P22Fjc2wsjpXFsXC47WIJgckmMFlQ2Cq11uWVWQeqmlvhgkR1S1tBLa6ezs4qRdeQyHytgcTt5Pf2zW6nxpoNGykUyoO8t+Lj4x/t9IiTew8fa7U6wulzUCwOitn582DEtv0fX7169UEeR0pKyqNaZqL8z5qky3LLJbnlksx8P4wIGyJNrD8r1p8V68+I9WdE+h9F+h9FutMi3Wmh7gehFs4pofakUDtjRmiPibTHhJpjwggjhJojQs0RofqwUHNIoDko0Dy3OhGFQv3694sP8nVwb8TfyWKoPrHuQGqMEdOGEmEEWbiDLNxOFmxvEbwSycstgpdbhNtaRNuaxVubxVubxckF9Wuz0GtvotdkotdkohNvYzfhuIn5+A3ns9+pJO0uwCSfOAcx4oUvvk05ff0vhfVv41hrT99YkVG5/FJxfDo6PgMdn4FemUeIRzAi5XLR/oyK/RkV+zIq9qVX7CghxcZPzZIReihhQwBGD9gDxQv2ekGTB4QMYYbiA8Pxg+ZAyBwImQOgOQBYAoAlAIYNMYkOcAbAkcGJsYMjE1Y0wFFnBBDuUCTgpJ0aoWhG+IfHAqGxIJSJZ2TchRF3ccNMGYFosfQHQL/O6Jd3+7vVPvh/YWjMGxqzewJihZov6+bLuqUqfadM0W0w2X2gKzTmCo1ZaXiUAAAgAElEQVT12l00KkOErtI1NLo4HUM8/qDDPQiODIAjA5GCRD8QsgEhWzBkDYaswVAfghHm/sF+NqefxbGFw26ktCIZ0cThkvmiVr6otrk1t7IWYkQOugbbzqins6uaW3MqqsoJpI6peyNmNH7qwRnxCN9bYUbsO3yszepo+zky4o+JSQ/4OL788stH1R4xC0b0pkmMsCEmMEKs+1Gk+1GkOy3SnhZp758RuhMi3XGR7rhId0ykPSbUHhNqj0ZyRKg5ItAcFmgOCbQHBVqIC9t+uIhkxCGeYcmON1Eo1AubtsxrRsxhiyWU1ynhvBbJq2Thq2ThDrJwR4tgR4tge4tge7Nge7PglRbBK83Cl5tF25rFW0nirc3idTfRiTfRa2+i12aOSyIhE73ywu2kU1dWfn1q2cnri7+59MLnJ35/KG3ZkXOv5ONeKSIk5TckVtDir5WvyKiMT0dDWZXXsCIbuzwDHZ9Vs+sWBsGI8l052BgjZsMIfYQRBjdgcANGN9ATYUSvBzR5QJMHNMOG8IbMXtDsncwIEDbEdICADDEwyRB2cGQIjGLERENMxQikIcKMCI0FEJnu2C0kI2ZuiCkZEb3h0xvwdwqD3M4gtzPA5fusA77QmC9SlpCr9XQun87l0zj83KJSiUJj7Bvgy7uhX7DbaDFaB90BsLOFoukU2R0e6M4MgiPhmkSkmwS+vdYA2BcALQHQEgAsAWCAxemHwuT0cbhtHZ1EBCMwlFYKj9/j9pn9YB2FRpUoRCYrnsGpZ3Dq6ex6OhtHZxM5nVHjp9Q9FnWXSssXa0Sy7gHHPRc1Tp48+SDvrZMnTz7aARIn9x062mYdarMOtfU5Wi0OijnGiMfyOGbNCH0kurNi3Vmx7oxYd0as+1Gs+1GkjTBCA+f+GaGLMEJ3VKg7KtQeEWqPCLSHBVqIEdCKxuuXs6MYkXQgFYVCPbcq8clixGPtjYANMS4Jsug1svBVsvDVFuGrLYIdLYIdzYIdzWFJbG8WvtIsepkk3kYSb2sWJ9/GrruJTsxEr81Er81EJ2SUQZhIyESvzqxcnVm5MqPilcL6d/Gc1wtwa25WJddy1uYTX8yr35ZTs+r4T8vO569IR0NZc4e8nihOJoqTiaK38vFIRryRi4stasyeEQZ3EDIEzIjex8mI0XsywvMEMqLHDBkCYoRfKIEZ4QuNsTpFECMaKbQ7FdUShdoTGuMIJGa7yx0a40m6nIGQJzSmNJqUvX1D4MhQ5OYMTmRE/zSMsNgGbQLRAJNj4/DMvSaZpY/IZBOZLCKTRWCyOrQ6IoOtd7h73P4mdkdXv0PvBVr44koSpZxIghiBaaMzVbpmgYQkEAstNpXDrWdwDDSmnsrUU5nqLtXdqxGFhMYH6ekbGRnZu3fvI9wdEGZEu3WoPcaIaRnxaKZHFCz987Y5ZYR2ThmhizBCd0SoQzICWtR4YfOWg50TFjWg9oglO958soZhP9ZFjShGvE4OM+K1ljAjXp2GEVsaJC9ipSnlXCQjNpSTYUYkZFauzqxcfeH2e0TuAabqvcbOpOyajUTpxtt1+8iSt3Hsly7kLD55Y5wRZW0wI16sZSIXNVJqWbEWy1kxwjUFI2BAPLHViCeREdYBJCMGqQyxvFssV4rkSk2PhcHlQ4wg09j5JeVkKlNtMPPEcugX7Ol3CORKgby7U6ZwgKMQI4bAETtwN0ZAkugLAOH4AYsfsPgBsz9o8geFBmO7WEKXyZWD9h5/kNGlJDDYBAZHYLRAh3LV01i3K6oyCoqLcQ2YNnoNhYqjs+oi0WoNRhrTQGPqaUw9lanlCWay4fOeA7Dvcj3yRY2UMwUlP1dGrHrp5QfseE1JSXlUrSont3xxcO4YoY0wQnNapJk7RuiPCvVHhLojAt1hge6QQHdQoH39cjZUkFjy6ptfUESHeLoDWNqvf7cYarH8EEuf19WIOVzUgOiwkxzO65G81iKE8mqz4NXmKRixqVielKmCsva6eBOasxnL+hO+40WSeF1+/TgjblSuuYV5A92yt1n4VlXrugLiRqI0Kbt2b7Nof7vizxduwYxYlY1NrhfAjEgmijbheNsq2l6907wZw47t1HgARriCBtcTxYh5WY0IDo/5JXKIEf5OoaCNxuTyobAjpQg6l4/BN5VWYhg8oVJvHvKB8O844AmaBl2DPsABjiJ3cNybERO311r8gMUXNPuCJl+wQxsgMoMEZpDABEi8oMoeNHgBgxeAjghnyhTqQQdHoSpraGSrdDg6CwrECLFMEWYElamnMnUMzj0ZMYsRlvBlt9sf7dmSIyjUoryWtva+ofa+nyEjHnynxsKFj2zD597Xj/0wR4zQRhihmVNG6COM0CMZcVCgW/n2B6hJ16+eenrb95fm+9yIh8eIsCRaRK9DjGgWvhZhxCuNHS8W12/LQb+YU7WpiJacqUqOMGJdpirpdveLBEEKlrUZx03BcRPz6xPz6xPz6pPKKJsbpcnFTevzG9aVNG8kSjcSpcnYjk1ZNSlZ1YkFxLV3KKtv16/OIyTXda4nSJCMQMyNEMZ2ajwoI4xPECPmZTUC2qnhN1v9PWa72QobAkq3rkes0FRh6usbW9oYXKlSB208Qf6aLnAM2rjxgIzoUKnpYgmJLcFQhmBGEJhgm3CcEXyjuZUvNrp9CusAgcntNJiQhqijs5gyhZ7dAVcj1ErtPRlRw2AtnO0EqoKCgkc7yJL/1IIF7X32nysjbgm6//XpBbMuDtXW1j7CPpX4zwqr5ykjDgr0u3LK4dlTz61KfGHTlsjQiBgj7psRW+vofy2s/axN+FEje8OFuihGrM1QrM+vf6W44fWyxo13mtYVNiRkVSVkViZk126s46U0SlMaJZsapRAjoCTVyFbcUK5IV69IV624oUzCSKdnRGxuRIwRTwAj3AEQ2vBpmMQInclmGXTL1XovOOYFx6jszofEiF63lymWaPsHqAJDYa0SyQgCA4QZoXZ6WzpFDQw2gcmV2ewqhwfP5MKSwDE5skGHyu1XawxqpVal753hmRp/3vH/s3efUW1dad/wz8cpsZnnuddz35mZZHjvNplkkjBx3OgYG4x7eh/biZPYaThOMnEySezMZOwkTtwBY5tmbEAUIboA0dR7b6g3JFBBvUvg98ORDgcJYzDFTXv9VxYmmixzzqy1f1z72ntvv4VfgsfHx5OTk5f3HocjBS+9cg8z4qp89NnCT2/5QLCUlOzlqgyNAwDwT5Lo7mXEJ0zVJwzVp3TVPXYY9iL2RsydERvr+15r6PmILP6IPLzpdHsMI1af4hRUtr6DF+8nSfNL6p76uRJc1Fh9vv7p4oYZGfFUseQv52QRRpyV/uW8JK2Nm6hGJBhxhzJiZMxMYbC5wmGLw21z+2IYMe7y64w2Kos/anGMGK1kJm+JGMFTazkyuckXEOn8xVfIN2JE7EXhTj/XYGojUqvrGsoulyObmkkc/i1czdXDFwIAMK/mvvHx8V27di3jmYmR34DPIFvvbUaAjZa3oLpTp04tY69rxf/53UM/Cw0JRiQYsa2XVdBJyb1Q92Jd57PVbZuq0Wklw1OM+ImT8UN77pGTL5Uj9/YwNpwsX3Xm6hQjztenN5NjGJGGFD51TjaNEWela65S1jeRZmVEohqRYMTtYITLFyRRGXa3z+ULtnXyhgg+zKC7BqFAtfHIDM6Y1QkeRaXQGZn8YSZ/eMzqXiJGKCxWHIvNVap6iPzialrMosYAWzDIFmB5YpndPY0RLr/C5VOoRwbrGkZZ3BE6E1NXzzfb4o+fEjlmY4TA6f78+x/mdSPU7t27H/nzE8vbGKF48KGHh0Yt9zwjrspH53VR+MRyX7g6DgBJe8+VJxiRYATUYrm5nZTfgs9D4bf0cvLbuBnl4oxycc5F/rZD5S8c/n5X4dfP7Du47svvV/1YBrVYgozIaKFlo3nrawfXXuldd20gnhFPnhT85SimoKxnSzV67cWWRDUiwYg7ixEmq4PNE/pDkybrJKKBhyMFidTrYORa2ImW03+QJeqN0DpdTIWSrdaQxG6IEX1MP0NppohkEuM4kT/M1OjBpQ2ewcQzmMQWu8LlEw7g+usaRlncURZ3qKGJLVPFMKIZS0ThiC0ECt/mvBEjwF7LlJSUmzZJjI+PZ2dnP/LnJ/Ay3YG/fQkAu5dr9irc++nn9wkjquWjGc+9lJKSctM+iWhZKGkZ7/Ys/O81qSdFhruUEZu/PfHQ0+seenodnBF/vdoJNknc7b0Rt4sRW3tZz7STnkXhn0URtnUxt/RwC3q4r19qfvHw9y8c/v75w98/f/j7zf84v+4SCmLEU6evPnWqOq0et752MPsi8rU28ssoYmpVT0Y7/y/npxY1Hj9OLTiN3YuV7h4QZJY0rG+lJXojFpkRiZ0aC6xGsHlCnnC4Ey2sbxqGDEGkXucIl5sR0E4NndcnsfhERh9FOorli8oQTU3dfXSpUmIc72fzwW2ffQz2EJvfTWEoXD4NkUptbsU3Ivvr6jHV18SCYfiiBkWloys0KrePLFUOiKUx50bE5I333k9KSprlPOaKiork5OQDf/uSa3bzTG68TLdiZdKy7DAcf2DlHxA01v3DiGr56LOFn/5qxcojR47cqCxx6tSppKSkTXv2/XLFymU7A/sXK1Z+1Uu5exmR+m4huDUDzoiXSurAby6EEUtybsQsjMDfQYx4rgX/UXHNR8W1HxbX7StvBRnxRkkDnBFbj5xeX96W0URIq+1bcwH55PGLq87WrDpf//ixi89e6dhHkO0jyHIuNKUhKWuqaH85KwIZ8ed/kbdU9LyJl/4Vw00vnhcjEqdYJqoRy9IbYXf7jFYHieaAlyJuOyN0Xh/fMNpJJHcSKbUd3ZfrGmpbO9FE6hBPpHIHBth8hdUx4gkQhRKqQqPiCvldPb1V1Q3nijrLKrFcIcgImtaAkyjqevoZKq3K7eOMjHazuLNUIwRON9/hKu/ofOSJJ5KSkrKzs4/Axu7du5OSklanZ5S1dHLNLpARXJP7b9/9AADLcDvX7r2ffo4dG7+vGFEtHz05RPvTulQAAJKTkwsLC6HXUVhYmJSU9Mi61A9Kysrk+jd/OLVcBYnkXYe/PSkyJBiRqEbAGfH+hTqIER8WIV5sxBb0cF+t7XvtyGmIERuPXchsIuR0sjZ081YXN4CLGqvO1z/xQ3nmseLdvezX2ijrTlWDd4WnnK5POd2+vp6b1sJPrejKKmlMv4Bc10yZz06NBCMSjFjGDZ9S5SSJOglnxPIvasQwgq5QgozoJFCaMENXUB29dI7QZKXIVNfauvg6g9rhxvNEJKmSqRutq6m/+MOJC8e+P1dUUt83RNMaUAQKEktEYom1Pf01XT0YFg+FI2KlipsyAgyaxy9r7zhw+Asofzv2fRebzx13cixOOCM4JvfTaRkAULiUU1fF//z5cezY+H3ICDBX5KP/bOt9pvBTKK9+9e2JIUq5XF8u15fJ9WWykbRnXwSAlCWWxJHfPfLYKZE+wYg7ghEzVSNuy4bPbb2sj4pr4Ix45VpP1hV0WknjpsJvtu1+f8dHX+f/XJl2Bb2upDGvomVjectTJ69AjFh1HvHk8Uvp5R3rLrX+5UwtyIi/nKv/y9n61RXojE5eRidvDhs+E70RCUbcVkY4fZNS5SSFEZGEWDZ1rcbtYgRXNwIxooNAaRkiNmGGoEs+LyEa2/GkPhaPbxwnSpUlNYiq5pZOIrkKibrUiLqGxoCGANMwgCOpdByzbZYWyxhG8OxOnt3JtTs5NgfX5uTanFyrk2t1zsiITobgtw//Ycl2fjIfWPmHsr6h+5wRV+SjVXIDlEq5oUJugDMiKomlO8aDCQDA+5WN9wwjZhx3EyPupGrE2xUoOCM2natJLUI8fezCth+KX6lAbiu6ml7ZmdVEeOZa59t48T6sYM0/zq46WwMxYlUJMrOLn4akgIaAGPH0pba8JnJeEznBiAQj7hRGxP/3/dGLwtX6MbFMrxvzGa1BqVJrdftvLyNUTheaQoUYUdPR0zIUuSscvJqLoR5RuPxyp4+mHilFNNa0dXQSyXWd6OJrdYi+ISRuihFIHJGuN86+UyPCiKgkYIxwzsgIntnNM7l5JjfH5GabXIgBIgAsRZNEP9wQCUbMzoizDMHDf3oMAJbi9Ih+AEjK+uvbp0X6e4YR8OOnwMOwAQC423dq3K5qxHY0/d3LTR8V175XgngeiU8rQqQWIVb/89zLZY2763teqUJlV3Zk1Pa91DSwnyR9Gy/OOV/z1Olr0KLGqqLGNZXotVcwMYzY8mPlW2cRb51FvHkW8UxVz60yYjElkWDE/XvDp98f8nP4QTrTz+T4JXK/PwRnhGBYRqIyiFRmP5bQ2tktU2oFw3LtmGX5GGGxGowmvdGkc7qg3gicQNjY29/H4AzxxHihFDQExIhOEq2Hzm7Fk5CD+LKmllNlFaW1iHNXriIH8TiJAs4IFIEy+7kRC6xGsE0utsl1GdUFAEmL2uhX8cDKlWV9Q2V9Q1+cLdr76ecxOXy66FIvNsEIiBGXZSNnGYKNe/YBQNKiniFxBACANbtefObwt5vf/yQ/mrz3P8l7/5MDlY3/IIruRkbMuKixEEYsd4vlnVSNgN+psaWHm1aKTC1CPP39xU3Hi14ord1xtiqrpje3k5VT0bqrtntLZWtm3dAGND+rjbH6UstfztQ8dT6ih5SfqyFGrDlds/enKxAj3jyH2DBbb0TiovBbZURip8ZcGWG0BOnMIJ0ZoDEDNKZfpYWfYkmiMkBGtKN7kS3tI2MWpy9EZnCWiRFGs5lIMRPJJiLZwOVJLONoCrWTSAIXNQhCidzuoSt1DT0DyAEcyIjyppaG3oFWPBk8whI5iG8nUVsJ5G4Gm2+2Ca3OThoLMgRVa1h0RsRUI8Ccqqp7YOWiTGDjALALAIC/pKU/+PDDs5SgAQD4j4cefu7tAzUUXoIRl2Ujl6W6y1LdZ1cb/u33Dy1GWWIcALJnf/7g+O0jj21675PD3dT7mRH3czUihhE5tX2pRYj152pWHbvw1LEL60oaN3VzN3Zzc9rpmShSVis1p4O9rqIzo6w15cgZOCOeOlefhqSsrRlce7V/Ux0ONEREEucQG5uIicOw7/dqxO1khFw1jREiybjDbbI6/OHrav0YnBGIxma+SKrQGvjD8uVhhIlCgxhhJJLxQ1jwonCoN4Ku1A0wuc29Axeu1oGMQPT0gReFQ1dzsQ1GmcsndfnAUyyFVidRrm4j0xsGcEgcsZ3GWupqBJgOBv+Pf34CAHYtoNfvCAAkzWXqihn5L752jcxLMALMWYZg4+63FlaWQAJA8nzfwmMbNhc29iYYcZ9XI7b0cLOv9WSUt6WWIjOv9qRVdWZdaMi9jMxGEnJ7eBu6eZnN5IKK1jf7udtLap/8+hScEeBZlhld/Kw29p7zDVA1Yvf5how2ZqI34n5nxO1c1FBp4YzQ0FlkGpNMYzLYPKlSAzGCSGU2tbQzOAKOUGJ2eNyh6zZPaKkZYSZS4IwgYvpiGNFJoKhsLr03OMDkDPFEQpMVKxiGM6IFTxJYbHBG8Mw2aLMGEkdE4ogklW4OjIjvjZgfI9gmF8vkevdvXwJAEgAcmedvw6duDRDQ+PXKpM9OlSQYAeaSRPfJlfp/+x1YlphX20oFWA265bFq10tHiOI7kxGJ46eWhxF5bdS0UuT6IsTqnyvXHTm5t4exnyTNr2jJaqVu6Oal1fS/1DjwDlH2IqL36S9/fPJEJWiI1ZfbIUZkdPI3NtNeudT21lnEG8XI3GZq4jDsBCNuazXC4/czOSAj/Bw+jUwDGUGmMUlUBtQbgSNRSTSmWm90+EJWt583LCfROVK1Af6DwC8KXxRGGLl8OCPYAiGcEV0kGppEl1vsWqeXwBdTZCqlO8AzmNrw5FZchBH9XKHM5ZO5fFJnhBFMvRHeYonEEbvJdAWRosQRlTiiRCxZomoEyAimydlG521/+bUHViYBwG4AqLjBNKYAgAoAOAIAuxYICPh4dt978Yy4QuR8erLojUOHXz/0OZh3jx77ob713mbEpWHdaSo/d/dbv1yxEgCSAaDwxp4YB4AKANi9WC/iN7976PnvTkOM+LChJ/e9Q7kHPs49cBDMc/888WkX9k47DPuOYwT+LmPE5g5qZnnrpqqOtaerU4sQ64sQq09dSTvy80u16P0k6c4aNMiIrBbapvKW11sJzyEwq05UrCpBgobIaOfAGQHu9px1w+csjEj0RiQYsRQ7NZwev82pNxghQ4CMUGj1Tl/QaHXgSFToXi4KkyuWqTyh6zKNQSTXOAPXre6gRKXHURh8mdLqDS0WIwxOt4nFMRPJYxTqiGFU5XT1s9ggIxBoZh/DOMSz16MFzX20fjZfaLKCd2ow1CN9LF4Pnd1GpPayeD0sLlYshVcjYhhBbGkHDQFGZBibaadGPCPmtFMjnhFgBqWaI2dLsgu2/fbhP8TPNA+sTMoq2Lbvsy8Ofnf8f//8+KLMXuB4cn06xIgT9W2p+VuTkpJ27twZc6BWcnLyvz/08GuHPr+HGXFRrAVz4Pyl1Gde+OWKlQCQAgDZ05MCAMD/rFn/3OEjv3/ksUV8ERvf+/SNsxW/feQxAABSUlKypw8AAH6xYsWWv32VYMSdzIgdaNq2NuL2LupcGJFxof6vqKF3+th5P5auOVG+vgixrgjx1L+K0478/Extd04NBlzU2NDNz2gmp9b0r63CrrsmApOGEkAXdM2ZEYkWy3uKEXd0iyX83Igxiy2GEQaz1ReaNJit8Os96xqbNQaTJ3RdO2oBGaEds9K5Qrs3OGp10HiipdvwqXK6REYTU21CDbo7CcEOQrCDEOymBoQmP/xqLqnNBW7WANc1WvAktsEodXqFVidTb2zGkeCMEPf0wxkxLJUvaTUCDMPoYBgddKODNmafitFONdopRjvFZKeY7GST/eB3xxdx6gLHfz32OFKgTs3fmp2djUQiwzcYDAZj586d//nY4+VE9r3NiItibalYWyrW/r2569AVxKEriI+rEAerEAerEIWViCKR9rxIu3bXC4v+IsDj1Wc8z1uhUIDHq/9pw6Yv8aw7gRF3XG/EPBmx6C2W2zsp+eXIF+u6XqjtLEAOwhmxE01/oQX/fAv+mXYSxIj80vr3sPwPSdKXy5uePnYBZMTaIsTTp6uzUaTcHm5uDxdkxAY0P6uNv+q8bNV56VPnZU+dkz1VJIUkMf9qRIIRt8qIBe/UCICMGPOFbiQJcyA8d0Y4ZmdEcGZG+KHE6WEhjIgxhNsflKs0drfPH74+LFNCjCBSGSyekM7mkWnTbgnv7O0fIlLZQgmJztGbHc7AdYlKP6zQuEPXx90+Gk8IGuKGjPDHMmIs8qhjDTHqDRg8/igjfDqvT2Kx0BWKIa4bvCgcZEQ7ITjIm8YInsEEtViCjOhhcTEcQTMucupUXe8AmslFM7l0vVFBpsMZIVZr7xBGfH22ZNGnLnD8/uE/lJeX3wgQ8HHy5Ml/f+hhhEB5PzDiglgDpUSsLRZri0TaIpH29WM/L9GLqKiouOntYg8+8ugXONZtZ8SiVSNghogyQrovaogoI4bv/GrE5nrMG429h6iSQqKw4CICzoh3K1AHi2sKi2sKi2uea8GDjNhY1/v8lba9bYStl5Hrz9VAjMhswG7s4Wa3UjNRpJxOFsiIdVXiaYw4J1tdPrx4ixqJ3oilq0Z4g6Ah9L6A3hcw+AKjvgA0w0GYgJNiBkkEpgxhDUzYApN2SBIgJoLTGAEaIqbL0hO+7g3fHBAxjIjHRMy/iq9ABCauW51uNk8oV2r4wmEKTcgTBvEkG4mqlynNLJ5wZMzsD03iiJTuvkGIEVQ2f3TcabA4jTaPweJg8ofJTB5miMgSDlPYvGG1Hm4IWwDOiLAlxhBxgDBE6QBF7/GNeHw6j0/pcA4yWRylsqaVca1V2wFjRD/bD97wCTJCYByPYcSV9i4UjtiMmzoxQmh1Djs9YqdHPGZRECn8bgwF1UoYwjGM5viruRarxXLujLjSj39g5aJ1RcQPuVw+F0aEw+HCwsKPTxbdt4w4jOxaurcAAMBNryo9cuTIb377e1ASdx0jDkSznyLfT5GBhnibLHubLAWzjyzdR54CxJuk4b2k4b2k4T3TcidWI7a24J8v73gPI3qvT7y5tB1ixOv1fQeLayBGHLjYALVY5iIGcmr78tqouUjC+iLE0yfK15yrWVPSkH6tN6cMtaMGnVfdmdVC24Dmry0bhjPiz//APfUvdHp5Z2oTOcGIO5gRnuCIF0xgxOsf8fr13oAhMrcFIUyMxa10mKfHEgiPT2eELTBpBxPFBMQIyBDxjPCBdABzA0DMyIhZxDDjaZVKrV6l1QfC15Ua39UaBpl2HQyVMTlEYLp8QX9oclimJNGYRCpziEBubGnHkumaUYvNE7J5QngqE09l4ijMnkECmcUbsTgcwev26I8M/vhTjPCHzf6Q0ReEMuYLjk0vPETo4PZBGXH7dG6v1u2lyxRC3ciozzdI15ch+B3TqxFMjb4DT8YLhrGC4T4Wr7wJVd2ObokyAjmEjzAiKgmm3ggyQuT0iC22QSqDIhQTJNJOFudOqEY8lZaxpLPX7t2758iIcDicnZ39fUPr/cmI//u7h5b0RSQnJ9/onlJo7N69+085m+66RY0DFPkBsmw/GNAQMDrsI0n2kSRvkaYAETWEeA9JvBse4vBuouROq0Zs7+Su/xch8xtM+jeY9DPc3EohyIjddT1wRnxUXAMxYhMSn1XetvFKV2ZVJ1SNWFuEWPVd8RsdpP0k6Z4eRnp5+wY0f13FtGrE01+1vlTDfRM7vOFyS1oLY8G9EQlGLAkjAiOewIgnoPMEdB6/zuMf8fj1Hr/B448vs8dgAv67tdkftvjD4/4wjBGRQDOrI3DdEWeIGEmAjLgpIOYS+LHWM0Y3auIl1AIAACAASURBVGLzBCarvbtX3dKuJlEnoQwRVCyegCcUUxhspzdoc/nwZDqWRCNQmXgqk84VKXRGkBGgJLAU5qjNDTPEhG16bcbiD5t9IaMvOOYNQIlZvIDoMOLyQtG5vFqXlygUU0XDUqOJyFPWtE2rRnBGPEMcvsbp4Wn15Q1I8ZiZrdJerGtEDuJb8CSCVIEVS+HVCCSWCFUjRE4Px2LrZrCUbp/S7etiMKmGsdtbjVi65Qz46O/vnyMj5HL5vz/08H3IiOcOH1mGF3HkyJHZGTExMZGcnLz3cs1dxgiyfD9Ztp8kfZccSYQRoB5IkreIw6AeoCLEXqJ4D1G8myjeTRRFcwNG3O7jpzZcFmdfkIDJuiDJKpFsbuLuwLBfbMHDGfF2BSrSG9FG3lCC2IemvtPHzjhesvbMVYgRf/lXyQvXOt7Gi/f0MDKvYTag+RnNAogRT55gZx/vfnNAvo8g21rVufZq/zwZkahG3OWMsN4BjJjFEJFbM0ZGxTJFfZO4H+uCM0KqDBjH7cZxu83l9Yau21w+cFGDEKVDP54cMcQcGDG+YEYo7E6aTIHnCZhKtdjkIwj9A+zAADvQTZUi+7FNPX1EgVhusVc2IMH3OMDmcQwmcMOnwGJrIVCacURE31BZc2szjkTTGuCMaCVR+GMmhlbXQiLPwIg579RYFEY8ONP2jUUf2dnZcy9I7Ny5E1zauK8Y8csVK5fhRSQlJd20IFFRUfGnnE0JRtx2RmzvZW5pJ27rpECGgBiRV8fb2k7Kr+979lLDh6crCotr3qpq3Y6mg4zIQxGeqWr9kCT9gCTdeq56zc+VECNWn6tJLarbeLEx80LDurK2p4sbnj5fv/piz5py8erLw09fFK4v6ni5GfciEpdV0RlTjchILGrcq4wYj2GEfwZGzCCJ28QIMCzeBNwQJOqkbnTCG5qM5rp6ZAw0BMQIlkAClSJwFCaVKxQqNHS+WKwaMTq8ZrefI5FzJPJRhwdc0VggIzRuj8btUbs9ardX7far3QG1O8DSGNoJFOQA7lxl9eW6hnp0b8sgni5TkYSSVhyJZxyPnBvh8nHGLDiJop3C6KYyqTJlJ5kusDqhw7A5FlsPV9DF4hDU2tvbG/HNspQiwDH3gsTJkyfX52+9rxjxxpJ1VsaPwsLCmxYkAAC4u3ojFpMRhIUyYlEWNbZjmLlXWp+paX+priv9B2wMI9LP9maW1GYW12YW12ReqNvSSYk5fmpjZduriJ69bYSNl5DwRY11l1C5PdzsdvrqkobVRfXQReGpCFwWmp/ZxU9vZa67NrDu2kB6G3v+Gz4TjLhLGRGN1T9h9d+QEbGYCEWyqIyY9IUmvcGJm8Y4PkGkToXFm/pXnuCkJ3jd5vKR6RyIEUQ6x+YJybVjZCYPR2Ey+cMM/jCWwsRSGFgKA0dj4WhMoUI1YrFROPwRq3OJGDHEE0NXcyEHcIiePp7BRFVoSFKl0GKXu3wQI8BzIzrJdLndpXL5iGIZTqJYnjs15sWIrIJtyzZ7zb1Dor+//4n16fcVI/53zfplexFJSUk3ZUR2djZ8XeP+YsSCqxGLwogtHcRd1S0fkUUf0yTbznSnn2ZBjEg7xU4/WzfFiOKaDdUdMYwo6GLm1Pbl1Pbld7FyGrBp5W1rixBrihDrLqFSKzsymgirixBwRqy+3AYyAp7FODciwYi7nBGgJGZmRHCKEV6oxXK5GOENTljsE7rRCYVmQj0yYTCNxzDCE7w+ZnEyuCI8lUlh8XVGW8zOVRKTBxoCS2EMURh1zS3jHr8jMCFUqGR64xIxopNEhxiBGiKcrbjSz2APsnl847jc5YtnRBeNRVdquCOjvXT2HcgIjESzbFMXOHvNnRH/+djj9w8j/okhLOeLAOawZSPBiNvFiLz6nu11XTuvtWVfqNlysfa9IdbHNMkLNV25FZzsC5KskuGsEnZu5WBWSS2cEdkVqBkPwy7o4eYiCZnlbenF9avPXAUlsaYIsaYUOQMjunizM+LGixoJRtxzjLBNY8R0ScQxwg1nxAIkAa1oTOOC3eUdt3vtrhhDKDQjRCqdSKXjSJRBHIHFE3CFYqlSDTHCYnczuSIClckSSHRGW8yFGqNWN2QILIUxRKYjO7p4UvmwWoejMUcdniViBPyi8JqObgyVOeIJSM3WPhYPMkTM1VxDImkPk4uTKOCLGjdhxGKfYnkjRpQ0dyzz7DXHnZ/l5eX3VTXir8u4ogGOU6dO3cmMuNt7IxbCiG3lDe9iKAdpkt1ITGZp3Zayhu1lDVubsbv6OJsrW567gnq9CZN/EZF2smz2agR0p0ZOSf1baOoLVS1rvjn59Jmra6KSgC9qZP1YvueH8n3n6/edqy9oICaqEQlGTMXun7T7Jx3+Sef0msRUWSJ03R267p1+aMQtB84Ij8fvFUt8VLqPSveyOB6nZ2pFw2IDDUGk0ls7uto6ukzjNtO4jUihOT3+MYvdE7wukiqh/kochakds8L/8g7/JIUjwJIZQ2Q6GPmIUajUCZU6xagZfBpLwQi53UMaVoCMaOwdJPDFI56AeMw8yBXOWI0YdniHHZ5Ioi2Wy3DD5xwZ8fZnXyzz7DXH9ojCwsL7qjdi6wcfL/OL2L17953MiPu5GrGlqvlDIv8gTbKnpX9TbRf8To3tZQ0fDLE/pkr2tQ5mFV2FGJF9uSm/GZtzpW1jaV1BWWN+MxZixCYUaVdV2/sk6WuNfTnHzq/6uRJiREYTYX1F59qytvSLqD2nr759HgEyYm9RY/a879RIHIZ9rzAClMQ8GTHpDk0uIiOmSg5SOWiIiCTEkqlShFoHMaK9q7sR2azU6EZNFgqdSWNxuEIxVzhMoDAIMEYw+cNThghc14yNC+RqEBBYKlOk1Nn8E1b/BPxRWPwh06Iygq7UdURLEeDVXGSpsh1H6iRSb7SokWBEzDhy5MhcGJGSkvLO0WP3DyOezM1f5heRnZ09OyOSk5M/7hy6TxlxW1ssC1qwu6pbXrzaknexbks7Ec6IrVda3sPQPqZKXkN05dX1gDs1Ms5XZxbXpJ4sSz/y07u91I/I4q0VzfltZGhRY0Nl+yuInpevda795/m1sFIEdIrllmby2+frIUbsO1efj6QkqhH3ESPiChLTJAExwhHHCOdSM0IggjPCTKVzBSIwArEEYgSOSG5oau7qwRApNDKdqR4x+EITKp2hAdka2aNBYeIoTL5ECf3N5doxLJkBhszmm11+0BDW6Y/C4guZwFOnbpkRo8YRBstAIOpJVLXd3UmiQ4xoJ1CEJit4iqXC5Ve4fIvKiGXaqXFnMoLBYAAAAB6JfZ8wYjn7K8ExOyMqKip+89vfJzZ83q4NnxuqW9POVKQXVWeW1uU1YHb2c/LrurMv1GWcrcr6vmhL8dX8CtSGClTBldb005Xgokbq6YqsIyder+v8iCx+rqYTzoj8LlZ2bV9WbV9aZSfIiNTKDvCGT5ARm9oYMYzY0MqcZ2/ELHdqJBhxRzMiZPaHLP6QxRfJuC887gtbfeEZGBENnBHO4KQzuPiM8ATCnkDYq9b5KDQwTjyR2tVNpNDA4IhkHJEM/bF/CKczGMcsNiaXPyxTsLh8JkfQ048jUJh4ChNPYaL7cWQmjyOSaUbHHf5JKlsAMWKITOcMy63+CasvDP740NMwL5ARo8ZRAtEQCVnI4HQQKHBGUGSqJWPEfV2N2L1798YXX7mvjp+60xiRnJz8zD9+TDDitlQjNqOGMkvroGRdqs+vx2RfqIOy6WpnTmn93paB9/oZBT8Wp/50KbO4JqO4Zs2/zmUfPfFiXWdebTe8xXIjir++SLquSLq2SLqmRJLVxM/t4UI3fG5A83PQ/O31OJARe4satiHwC+iNSGz4vBsZ4ZuBETGSmJkRAZARE67gpCc06VsMScAZ4QmEvQoVyAgViQKhAYxALFGodVyBqKsHM4Qngt8cIpCQqFYcgdSDGcARaTKVnsUfZvKH0f048LwpLJlBYwvhhhgi02k8EfgjLy4jdDIFnBHirt4YRgzxdDyDbzEYcdvOjVh+Rpw8eXJ2Q8jlcgAAyknsBCOWdMzCiMLCwgf/+Ohdd6fGHcWIhVQjNlxpncaI0rq00xVwRmRdqNt6qf5DHPcgZfj18oZ1x4tARmQU16w/XZnfgoe3WG7u4qaWSCBGgJLY0Dnths8cND8bzd+Eom1Gkje0Mha24TPBiHuIEZAk7DGSmGLEpDMAMmLCE5z0xV3vecv9lRAjoCjUuhhGKNQ6TyCsMxjh32zp6GLxBN7ghNMTINHYrsB1V+C6Sm8Gz5vCkpmgHvqwJCyZgSXTh8j0QTJdphuDDDEOexpmX9DkCxq9i1ON0JFo0KIGcoByoYaHGvK24QNt+EAfyyex+abt1HBGGeG8pWrEcu3UWM6zp8Axe4slEolMSkrauW///XY117pnFv9m8NnHjRhRUVHxiwdWfNw5lGDE7WLExtquGEZkFtfAGZFdithc3/tSdcvb7bidZQ1gb0RGcU16cc2mpoGtvaz8NlIeilDQxdzSw92E4qcWSacxokiaheLHMyIbzbvpuRG3tKiRaLG8wxnhC5mnMSKSKUn4Jmy+CbtvwjG9JuHwgxtBJxyBKCOC130hKHM6iTI+kT0aUT043D7wC7PVEcMIuUrL5PDobO4gjgB9s7d/sAPdrVDrmFyBTDXi8k86/ZMckQwqP4BRjpiwJPoQiT6II/OaWhwkmo3CsAqGLU4vvBRh9gZN3gUwwu3RDUtBRuipDI3JKhl3koYVA2xBU58EOeBuIwRBRrTiA1jB4lYjlmlRo7oPv8yz1yyMOHny5K9XrgQ7K+83Riz/To0ZGdHf3w8AwAFE2914UfjdyIiCht5dCPQz19o3Xm7cgsLmlDVllSIySq6lniqDGLEZNVTQPARnRAFycCeGk1/fB3ZZbm7GZhbXrP/pUtr56vQLdRtq0HllTc/VdG6t7shro8YzYtXP7PRayq0xInHD573PCEscI0BJ2GeUBIwR7uCkN3g9KolbNERMKcLqcDM5PAKZSmOyx8w+kWSMQBb29tNpTLZIIuPwhQajmcXhVV+rhfNCKJVr9EaZSmd3B0BGaMescEMweGLwx9EabXqp0kGiOUg0O5FmJ1HHpcrFZYTG7dGYLJpRo9ruAjd8CkYtdKWuoVfdTgjCGYFh+YQWO1M3SpAq2AYjyAgMR9BBprfgiES5+s7sjaAa7Ut6P3j8QCKR8YAoLy/Pzs7+94cePoceghvi/mHEwSrEcr4FIO7ciP7+/uzs7F+sWPHsP3/8J0eeYMTy9EbsqGh8r4/6CV26u6l3/Y8XsksRWaWIzFJEZmndJkR3XiMG2qmxrY24sao1q7gms+habmVLXi16c9NAbgVqc3X7hitt0KJGenHNun+d29tB+JAseaeHnlPRnt/BgzPiye+waf/q2nWtO6e6C9qpscTViAQj7gZGmL3TGeENjXvhjLiBJKKMcEYYMekLXvcFF2QIOCNoTLZUofQFwyyutrlVSaSEiZQwmRbS6kNylVah1vqCYYfLU9+EjKxotHdiiWS72+cOhN2BCZd/EmSE0z/Jlyjb0H0DeAqDJzZYnHbfhM03YfOFrWJZlBFUO4lq5QqnGOENLgoj4Bs+BaOWTgKFLlG2DcrKG6VwRgxwfRgWr4/BocuVvQwW12iROr0tOKLINK5y+boodPhF4XcUI7a9/NqyTV3/9djjv165MiUl5Uh0FBYWJicn/3rlyl1v7a/nKzunG+L+YUSJWLtsbwEcKSkp2bDxixUrNhwo/BLP+idXkWDEsm343H4FdZAk+IQuff1ay/rjRXBG5DVi4Dd87urjbGsjQr0R6WcqM46d39cy+E7bUPrfj6edLIcYsfbY+Veutb2PF77TQ99Y01vQw93QKFhfIom0WB5t2dMh2E+Svtw8lFbbt3jViERvxF3PiCAYizdk8YKMiMTqDVu9YZs3bI+XBMSIwIQ7MOkNTHqDUOZ0mnV8QEC4/SG3P0SmMXSGMZc3hCOMIRqFBHIIilZvJdMYCrWWxeVJ5Er9mBkzMEhjssVSGYnGsNjdLv8UI1QjJgqDK1ONsKKGsPsmbN6w1Ru2SpV2IhXKuEJj8U49jUVnBEtjIPKH9d6gyBAorqI0YmwQI7gGH5rCkJitWo+fLlf2cQUsvbGdSAEv1EBT6ES5+g7c8LlsV3NlZ2enpKQAAPAfDz3865Urn1yf/kQ07x491sBXdmnHu3Tj9zMjlvnoiP9cvQ6eZ/954r36tu+4igQjlrMasa0V9+zV1lfruzcVVWeV1MAZkY8ciGFEzsV6iBFpp8rzvjr2eVv/MYrgheNnVn99AmJE2vnqrKJrBRfrcy/UZ5S3pZY0pBYh0su7N6D4OSh+1uXWN9oIICMymghLwIhEb8TdyAjYrDkXRkyXxIQjEHYGJtyBiUVnhNnqoDHZFLqwrp6N7jXDGTFmDpmtDq1+TK7SOty+MbOVwxd6AyFvIERjsg0mK5wRHKFUoze5ApO6UQtLIImUIrxhqzdssjgErZ3GIYKdSLXS2WabC84I02Izgq7U9ZDpIoOJqVDXdtB6GZ42fKCd6MMKrO1E6pmKKxWNza1DuDYcASuW0rWGpkF88wCuh85qJ9OFVudSVCMWfjUXZQnWNZKTkw8ePDg4OHg9bqBQqOzs7P946OFvLlejtdYu7fhUbpURzfcEI945f2lx38KNRnZ29sGDB49OH3v27ElOTv7FihXrX9/7BY512xlxmzd8LuPxUzt7Gds6SNu7qLmVKIgROZXN2zHMGEbAd2pkldSt+/RIYV3bN/3Uv1Y0rPvyOMSIzMtNW3vZmzuoaSX1aUWI1CJEahFifREiuwG7qZub00rNuti08WJj1tXupWmxjK9GQIxYTEkkGLE4jDDNhxE270ScJCYcfpAR4aVgBBiVztE36IAbAmQE/DNWh5tMYxiMZrVOz+YLXf4wyAhwRYMtlA7L1QaTjSOUSNUGsBRh84ZHLA4inS2QKVksnkwsszi9Fm/IEleKMMIMsfDDsOlKHXlY0c/mc0bGlO4AeG5EH4vXiifV9w5UotpKEQ1XO9FoOguFIzbjiEgcsXEQzzPbZumN6OELD//wY+627Y888cTqjAwoO1977buSC3i1ZpadGguvRlCM9n2Lt+0zKSnp6NGj8XqIGYODg0lJSYdOFi0KI265GlHGlu7/8WzB3nceXZf26LrUR9el/gmWjOdeOnihYtkYUSzW/s9SbvsEX43NZpv9vezatesXD6wo+Oyr+5oRt+PciJ0YVh6iO/dKa+7V9tyr7RuutG640go/xRI8gQpiREbR1edKa3bXo19HdOVcrM+uQKVHGZFV2boJiUsrQsAZkVbetqmbu6mbu7GHG39uxFIuaiSqEXc2I0y+oGkaIyKZiRGRTGHCP2H3h+3+pWWE2x+iMqYZgsEOxXzA7Q+NjJqHZUo2X6jRj0UZMeH0TTh8E+OuAIMrYnBFbIHE7PRBP8iwWs8bltl9IYvLh6UwwB98eikiYPQGFpcRandAFQ3EiFY8uRVPAtOCJ11p70LhSRAjkFgiVWsQxzGily/a9drrv/vDHwAA2AUApwBgYHoqAGAPACQBwCOPP3Hg8BdlbR03Y4R7Rka00XnvfvbFqrSM+Knlf//8xKq0jIPffb9YExWbzb6pIcBhs9lSUlJeP/T57WLE9239j65LSwGAowDQHPfwBwDgIAAkA8CvVqxctang7R/PlLCGb40Rx/uJL31xdPsHh/64Zj2U/41m2wcf7z9/6ScKr1isLaysX5QXET9SUlLm/moGBweTk5MLPvsqwYgpRuCX7/ipmHMjtvcyt3VSNla351a1pp+tyjh3JetCXV4teieGvbmhr+BK64YLiNxyVE5xbeqZKlAS6cW16aWNt4kRiRbLeTJC6fCrnH61M6AGGeEKalxBrSuoc4VGoLhDI+6Q3h3Wu8MRSXiCI5EERjz+kRswIjLzgYbwBWcwRJQR8ZKYmRHT2y3tkSMlwk7/hCsw4QnCGXFrmfAEwm5/LCPG7UE2LwgagsoIjtt98Yxw+0OuaJz+sNM/4QSLJf7o3zPaVmnzhcEVjWG1ns4T6kxWsVJLFwzHGSJoXCgjoPjUbr/aFVC7g2p3UAXGFVC6AkpXQOHyD3CFrXhyK57cgie34Mm13RgUjoTCkSBGkHEkFY6owhHlNJbYbBM5ve9/+XcAAPYAwAAATN4sLAA4CABJALA6PaOLw+NaXdxxF8fiijDC7Oaa3RwzyAg32+xmm10ss4tlcl1s7nx6Jj0sxZiXISBJJCUlfX25uksXMURnnCEgRrRqLbGG0JpRWlOzxtSsMSE1RqTGhFSbkGpTk9rUODMjzCAjytjSrOdeBgDgKABY5/DwTwFACgD8asXKjOdeKmGJq+SjVfLRKoWhUgExwgAx4nKEEZG89Pej//b7h+byAJ/MzX/n3OUnlqBDIiUlZfYiRPxgs9lJSUnP/OPHb9kKMDMxQgnmK47yK47y7xzlvdwbMU9G3PK5EZuRA2BvBJS8Bkz2xfqsUgSYDeXNO/s4O/s4OzCcHRj2lnbSpgt173STX6lqTv3mROqZqvTi2vTi2rTiutSS+tQoIzadKH/nRPmBIsSBIsTOJkJuD3T8FC8Hzc9B87LRvGw0Lwsdf1E4b9qKRic3wYjFZoTTr3IGVM6A2hlQu4JRRoR08LhDI+5wNBFVjHiCek9Q7wnowcnM4zfcmBHGmzLCE5jGCE8sI6zeGXZtRBkx4fBPuAKTC2eEJzjhDoRd/rALZgKXP2RzeaVKjVSpEctVLL4QT6LiSFTjuD3mYy5/yOkPOf0hhz/siDEEeCInuDvDF/lxxn1htlhG5QqpXKHWYp+LIebHiIgkfBq3TwMywgVnRDDKiADHYIIzgqoeQeFIzThSM46ExBFbevqHe/pBRqhwRGxz2yNPPJECAMo5AAIeKwDsAQAAAP527AfOuItjcXPMbm4kHo7ZwzZ52GaQEe4hme7Vd95f9AlpllFZWTmviQocg4ODv165EtyjMWMpIoYR0w1hbtaamrUmJMQIjQmpNjepzTdmhPn5ws9+tWLlrvk/fxYA7AKAX61YWXihokoxWqkYrVQYKhQwRsj0l6OMuCQd+fRqwxwBAR//93fz/p/MPpKSklQq1S28msrKygf/+Oi3bCWYo2zlDRih+oqj+oqj+jtH9SVHlWDEAhmR34iJYUTauSrIEGC2dlJ29HF29HF2YDgFLfjnr6AOkod3N/ZuOnZu/c/l6cV16cV1acV1G5H4zMqOjPK2nEuod85cfa8IATLi7ZKGTZ2s3B7uhh5eTjcvp5uX3Q1nxLRkdPEyOrlQoozgJBixiIwIKEFGuIJgNK6QxhXSwqJzh2My4g6NgKsb7oDe7de7I4aAMwKa9oxRRsxgCBgjwJg9QbNnGiOmPBF3IBW8TwJkxILiDbh1Bpd+zGl3O30hKDaXl0hl4EhUHInagGxpRLWAPZV0Ng/+MacPBETI4Q/Z/WE7DBB22E1j0E8BHbQVs8PTfIO1jFtkhMuncfk0Lr/GFYgwwhVURaN0BZXOgMIZkDsDQouDYzBzDGaBxc4xjqPw5JLahosNSCSOBJYilDiiEkcsPfb9igceODrPCQyeCgBIAoCdr7wOMiIaiBEettldN0D845+fWNzZaPaxa9euW5iowLFr166db+3vuIEh4Ixomc6IZq0ZqTWBadIYmzSmJo256caMKGfLs557OWVuFaAbpRkAkgAgb+/blYrRCoWhQmEolxvKZYYymQFixBmGMPXZF5fz+c8yTp8+fWvvxWazJScnv3KqFMYIZRwjVHGMUN2bixqz9EbgF2FRYyeGtbmm89mGnq2XEWu+/Rl+oUZ2WVMMI7a0EXf0cXf0cbb3cbZjOHlVra/Xo1+/1p72z3OQIVJL6vO7mJt7uPm93F0o0vvFCIgR+4sQ21Ck3B7uhh5uTjc3p5sbxwgulIwuEBAcKOnTDTGf3ohEi+VMjJA5/HKHX+EIKJwBhTOgdAaUzqDKGVQ7g2pnCAwIC40rrHWFI7BwBUcihgjo3X4DnBFRSUQM4Q0YvUGTD0zI5IscgD2VGEZMrWtEey2njrYMW31T939Or0ZMOgOTriCYiWjm8R2nzelicTxUuptCc5NpdpPVETWBTKPHkmlYMg1LptY2IhuaW5Ra/bjDjSVRoc84/GEo9kDYHgjD9WANTFgD4CXg0XvAp1+cEc20OsSMhrgRI6DAGaF1ebVRRqhdfrUroHIFYIAIKpxBuTMgdwYG+ZIWHBmFI6Ow5CGRDC9RYhgcwaiJKJYNCqUSpU6JJSqxxMK9byUtbA6Dfi1OAoAdL78O1R7YJg/b5GGZPCyTp7afuMwnSgEAMOOmjDkOlUoFAEAZkQ2nQ7tuvE033qabBgjUVEzNoB60piatsUljbASjNjWChlCZG5QWKPVKSzlbnvzo49lzWMWYS1koBQA+uFBepjCUyQ1lcsNlmeGyzHBJpr8kG/m6tfsWihBLNFJSUm75vVy/fn1wcPAXD6z4lq36lq06ylYdYSu/YSu/ia5lRAzBVn3FVv2drfqSo/qSrfqCrTrMVoL5nKX4nKX8WzSfRQyh+ISlOMRSHGIqDjGVh5iqTxiqT+jKO70ascSHYW/rIL1QjfoAxykki56paEw7V5VZWpdd1rS1i1LQis+M7AJFZJYicspRO/p5O/p42/t42/u42zDcLWhmbh0mtxaTVdWRVoxIK0ZkVrVvaqNu7uXl9/Lye3lbOunvFSMOFEcMsb8Ikd9O3zCNEdzsbm4WmpeF5mbC08XN6OKkT0/EDVA6Yds0ZqxGwCURkwQjLg6PSuw+qd0vtftldr/M4Zc5/HJHQO4IKBwBpSMIRuUMqqKkUDuDGmdQ4wzoXIERF4wRbhgjPP7RKUMEIq0PvqB52pQZskQOjQiab8wIixd+tOXUFaOGQgAAIABJREFUNeLTbxKfsEfOkIieJBEMO4JhR2ACOljipt9xiiUuKs1FobkoNBeZ7uQJ7f6w3R+0B0LDSi2WTAclMUAgVdchegeG6Gy+UKa0+8P2QMgegJUfAhO26bEGJsajsQQmLIHI3ehRRYVMkUSwFb81I94Qc2GELo4R4OqV0hkBhEJvkestsjEre8SMwlJQWDIKS27Gkpux5HYyg67Uqlx+7sgocogosnslYsVzBVtuYSFjdkm8+u77LJObZXKzTB6W0cM0emr6boMhFjhXXb9+PTs7+3h9a3tMQ6VuaiFjig6ayBJGk8bYpDE2akFAjDVoxhrUxga1sUFtaogyoh6W7Ode2bVIDx+UROqKlccHyZfk+ksywyWZ4aJMf1Gm/6q1+5crVi7z859lHDx4cIGvJiUl5Zl//PQtW32UrTrCVn3DVn3DVk0BgqX6iqX6O0v1JRsyhOowS/k5GKbib0zFZ9PzCVNxiCk/xJQfYioOMRSHGMpDdGU8I+6fDZ8gI3b00J+72nqIJv2YJn3hWutm1NCOAW4k/dyCVkL6uep1P15IO1O1pY2yo1+wvY+/HcPb1sfbiuHltfDTSqRpxdK0YmnqBcnGZn4Bhhc1BD+vl5+H4T/bhDtQjNhfhHi7pGFXAzZiCBgjsrq5Wd2gHjhQMtCcjC5Oehc7DR44GuDpiDXENElMeWJx6hP3DiPENp/Y5huGRWLzS21+mc0vtwfAKOxBhT2otAdV9qDKHlDZA2qHX+v0j7j8kRUNt9/g9oEZjUpizBMwwmQwbVdnXCU/hhEzfjjye3xEEmGrf+oK0KkEJmyBcDTQXH7z7zj4QieF5qTQnBS6k0IfIVJwNMYQhTZEoQ2RaUMU+hCFHvkjhSZW6XRmmy0wodCPUTk8Bl9ocftj6AAF1IM5EI4JtKwDLfqAGYve5xm/52XKELMwIlYSPi3ICKdf5fQrHQGlI6hwBDVMgQ5L1WKpKhKTROM0YykgIJBYMhJLahwgdBCoFKmyh8YeEEhFNu/7h79KBgDW4k1joCQeWpnURheypXo+kcMncvAU3vIbAgCAuezwnH0cPXr01UOfg4aYcTtGs8aE1IArF8YmjbFRPdaoGYvoQTPWoBmrV4/Wq8fq1cZ6lbFeZapXmeGGeKHw85TFqEPAowSAxx997BRDWCozlEoNpVL931t77ihDAACAQqEW+GoqKyv/lJP3LVt9lK0+wlZ/w4plxN+Zqi9Zqi9Zqi9YqsMs1WGW6nOm8nOm8m9M5d8Yis8Yis8Yik8ZciifMOSHGPKPGbKPGfKPGYqP6Yo7kRG3Y6fGlvreF662vlzXkV+H3jHA2Ywa2nKt/dn67k2X6nOvdmaW1meWNmSWNmYU1+WWt+6q79tS1px1ubmgm596QZJaIkstlqUWS1NLpKkXJHloXj6Gn9/Lz+/l52H4mzD8TRj+lnbaNhQpL1qHgDGCk93NyermZHVzMrtBQLDBZKDZ6WhQDywwqV2s1E7W+s4ZuDCvgD0TCylI3DuMENl8Ypt/eHoktoDUFpDZAzJ7UG4Pyu1BhSOkdISUjpDKEVTZA2pHQOsMjLgCepff4PIb3L7RqfjHPGDmygjIEPNlhHWKDjGJQcMcvqM3QoywEsjE/iGYG+j9RAooiV4cob23j8YX0fgiPJ1FYnL0FqtErWWKJFOACE5lPDhhCU6Y4xhhCoRN/hC4AzbWEL7g7Ia4CSNcN2YEVGHSmHRYKsgIDZY63IdvxlJASSCHyEgsmawYRdPNDQOGq12abpbr54r6pMU2BJhTALD6qdWiPqIIQxRhiGuefOq2zFULZ8Tg4ODj69PbQEbMuB1DO8UIsPwwzRCasXr1KEI9hlAbEWo4I8brleNHaluTFq8OBM8AAPxyxcqTDFGpzHCSIVoKQ/xyxcr/WZN6y//l+W7QiB8qleo3v33oW7bmKFtzhKX+hqX+hq3+mq3+mq3+iq3+iqW+Xxix9OdG7BrgbeuibO0gggdPFVxtf7N14CBNuq8Dt+4fp0BDZJY2pp2u3nam8j0s/0Oi5NkrHdlXiWkl8tQSeWqJDEpuiyAfw8+LZhOGvxHD39jLy+3lQYaIMKKHmx3LCHYsI9AsKAlGLD4jhDa/yOYX2wLDsEhsAaktKLUHZfagzB6SOUJyR0jhCEOSUDuCWmdgxBlhxKjLB2bM7Rtz+8fcfqPHb4RwECcD8w1KESZPwOS5OSNgkpiwzmCIW43eaJPI7XzRiEgaLT9EQuOLbIEJrdkGeWKIQq+ubyIzOc7ghNXjHyLTIEOMT48lOGEOTsQaYjojxuC5WSkCWtGYZVFjJkYEVJFVqpB6WKvD0iBGaLDUbrqgGUtBYinIIQqazu+g+JHYIBIbbMIGKjvGfvVAUvMSzGGTAGAFgCQAqPr5vKiP+P5f31rcCWzuYyGNEdAAAABshphxOwasjxK2igEZQjOGgDECMZ0RyY8+fmppnv8kAGQDwLaPPrkgM6Rs2rxEj/eXK1Ye6SGv2fXiL+aDif9cvQ4AgIW/F/DVfMvWHmVrjrA037A037A1X7M1X7M1S8qIu703YiHnRuwY4O4Y4OTXod/FUA7SpG+1Y9cf/TmjtDGjtDGjtCntfF3BqfJCqvIjquLZ6o7sq6S0EkVqRBLy1BL52pOc7DpaPmaqDjELI7J7uNk9nKweiBHsOEawpjECzUrtSjBikRkRENkCYliGbcFhW1BiC0rtITAyR1juCCscYWVUEmpHUOsIjDgDBqff4PSNOn1jrkiMbj+Y6TiYudIQZ4gZPjwjIyKYmL58sFjRW12DFDo8NL5YNTYuVuv6iGTom+hBPALVKtHoeDL5EIWuNdtHnV6IDlDMwQlzcMIE6SEaY5QRECDiSw43KkLEMyJmp8aNGRFSOsLKEasOS9NhaVosTYOlKrgyiT3E1FkYkfiRQ0EwTUPB7IK/LuKSfHyOAsCaJ5+q/Pn8il8/sETTGAAA7//j+HPvHPjvPz8+479dREa06m66HcPYqDE2TGcEQjNWpx6tU4/VqY11aiNCbUJEGXGktjV5KZ8/WJDYX1yxdA8fAICC9z85Ixw5LRx58+zl1btemMUT/7V6/apdL7xx5uL3fDWwiIxgaY+ytEdY2umM0CQYsXSM2NpF2XYF9XJ99/bK5rSiWtAQGaXIjFJkVmnTs9Wdz9egN9ZgNneJUkvkqSWK1BJFaol81b9wmcfQz9X0bLyK3ojmwBmR28vbcBNGsKOMYIHJQLOijGCCSUUzE4y4axgRL4kFMiJeEkvECGtggsThQ1zAEMiDZBqFwx+i0OrbOuC8IDA5Mr1xgEzD05kMgYjM4ccY4kaMmDJElBGj8YzwxBch4hgR1xIxZQinR+cEt3361ODpIFFGKBxhxYhVQ2JrsTQlXSi1hyT2kMQWHLYFxbYgQxdo6PeCjChGSIClKafHFCR+9x8PLuk0lpKW3j9m6x+z9Y1a+0atmFFr7+g4mLyXXrm1EyPi56qlYMSWN/fvWcrnDxYklrol4pcrVh4nCU4LR04LdKf42pMC7aFG9IFKxIFKxH5YTgg0Pwo0Pwg03/PVi8UINpv94B8fu+8YsewtlvGM2DHA3d7LLGgnbemiFXQxMstaQEbkXMNs7Rdv7mTlNuDSSpFpJU2rT7Q8/QMNZMS6b1vf6hK9T5G/2oLNRAwkGHFHZZkYMZskbswI42yli9ANJbF4bjC5/UyRhMzh0/iiUYdfOeZniAwMkYTKF1H5IhyN6QhOOIITNU3NXYM4iBFClW7E6hwg00ZtTkdwgiuVi7WGeEOYb2CIaaWIGRjhN9xgLWN2RkQN4dE6PVpnlBGO6YxwhOWOsMwRBl+xxBZhBE6sbuyjnKmgXkDIkEPBrS98uNRzGFiQWIZRisHOyIi/fvr5wnsjUCjUuvytS8GI//f7h5doRQlekFiGsfn9Q3BGnBRofxZofxJofxJoTwg0UOCM+M3vfn9rB0/Bx+Dg4P/39Pr7jhHLvuFzRkbs6Odu62UVtJPzUIRcRH9WeWvGpeasqq6NjfgtPfz0Sy1pF5rSSprSShrXnWvagORsbBXllnfs7SCBjMhGEW+JEawEI+56RsxrdSPCiLgPz6XXctZMzOsLjdlGYnI0RotIqatvkwyQw2Co/LBMb8HRmOMevz0Q7sOTiCzuEI05QKbx5Kpxf3jU4cHSmCMWmz0QZoklIq3BEr8pY9a1jHhGxHPhRmsZM2/QmDKER+P0apxetdM3F0YwdBbUEEVgGKdKfaU17MpWw/97MHmp57Blm8byX3p1Rkb8hGxd+IbPPXv2vH302KIz4seOwaSlf/6TAJC89M//d488Nl9GPLohb+GFotOnT/8pJ3/5GXFftVhu6yBt6yDt6KHHMyLvWueL1S37+1nbS2rWHCsBFzXSS5GZ5e3pF5ogRqSWNOYgBjdjBJs6GLmXm/MvN22o6d2EESxSNYKZYMTtYYTk5ozw6yOM8I46vbfMiBtVLxbGiPlFqNIJFSp7ICzV+suu0iBGDJDDbElYpjcSWZx2TD+OzmKIJANkGpgRq1Oo0nUN4mqQqPJrtV2DOJHWIFDphvVjMxsiyoixeEbcuAHipoyIN4TO6dE63PNlBNtgayfQVc6gyhlsHeKVNpCBZZnDKpZ+DgMA4NcrV87IiN7R8V+vXLmQ33rBmzXKSOxFZ8QyrGiAWZ5xnCSYFyOe/+6nhZwuCo5du3YVfHo0UY1YumrExirUC1fbXq7rzCtr3N5Di2HE5qsd72Ko7+H4z19CrP36BMSI1PN1sYxowG7GCMDkYwR5GMHiMSJRjbjzGKGaYoTP4PQZnN54ScBwENf6cINShNHtN94YHFNLG0vACJneiKMxh9W67kF5fZsKzggqPzxidZI5fIZA1NaDaevthxiBHsJjCGTojw3tXQNkqlitI3N4SrN1prbKmasRs69czLKWEbs7I2qIW2PEsC3YReWiyaweGreLyq1q781eljls2aaxk8i2GRnx7NsH9uzZc8sT1dGjRze++Ap4bOXiMuKxdenLUA1atuf/1tmyeTHiOF/9ixUrFriukZSUdKAOnahGzPcw7BsxYheGuQU5sAU5sL2DCDJiW3ljIVFwiC59ua5zawcxthrRNPgGErOvi1zwU+na70vh1YiMsjaIEbklDS8iBl9FDO7oYCyYEYlFjTuGEbMsaqgcQY0joHP49Q6f3uE1OCKMgEtiGg5uUJaINcRMH56x1zImiyUJoUrXPWSAG2KAHGaIwgyRhC2W2ANhCpt7ufoa5IbG9q6O/iHoj6VV1VSuwBYMq4xmMl8Y0wYxrSVipg0atwKIGdcyHO5IbsoIeywjBBYPuF9DbAt8cfyne4wRuz89PCMjqqmcX69cOd/rPcEB3iRZRmIvESMG7qHnn/XGvvkyIve9gwtZckKhUL/57UPfsrSJasRiLWpsLG96E9X/biduW3njDjQNZMR7/Yz3+hnPVqHiGbGjn7cZOZR/tSv153Jop0Z6KTKvhVLQzcup7c+s7Hz+zLX3i+o+KGn8oKThQGnTlm5ughF3ZhahGqGIY8SIw6d3evVOryGaUZc39gyJyDESfqMnYIx2U0L/NHr84MdiAn3eFHecNqwsASVywjQIAujrWb4Yn+mLcX9Yqg/FMEJtDnHlSrpAaA+EyWzu5eqrkBuaOtHt/YPQH2ubWzB4gtZi5UhlDIksdkfGtARHwX4IX8AALmR4/dBdqbPGp/f4RtxQIhs7da5IM4TW6Qajcbg1To/G6VFHGaGcQzVCbAtC/0/44PDXC7mC6w6cxvJfenVGRvSO2g58ezw5OXm+hx3ZbLaUlJSDJ4s6opdo3KWMWIbeCAAA/nvN+vky4jhP9Z+r193akdg2m+2RtWlfYPm3hRHLWI0QLcOixvZWAliE2FHecIg6/ClD9npjz/ZO8g40LePU5bTvzqR9dybzbNUODDPCiH6oxZJb0C7Y2DCcixBllvVklCLTLzZvaiZt7RNv7RNt6RNtwYg+LGn8IJKGD0oaXmrA3hIj2IlFjbuAETHVCK3Dp3P6RpxePSwGF5j4Qy39Y54AGMgTY57AmMc/6p7KlCSgozDj7veauphj6oqvMBjLYkSkDVH4oX5yuJ8cFmkjRuHKlQQmuw3Th+ru7SfTwGDpzEEao5dAQrS2NbR39hLJXIWKLhqmiYYNbp/JH4YDYjT6z1F/cNQfNPiCBl/A4AvovQG916+PMmJkKr6RaX8EvxOJzu3Tub06N3hxhkfr8oBo0DjdkTjcaqdb7fSonV6Vw6dy+BOMSElNn5ERmFEbxmDPe/G1lJSUuZfQQUNsfPEV6D7PRWcEsFzPP2VZnv+tMeJrAufBRx6d726agwcPPvL4k+Byxj1cjXihpu2VatTL1agX2/G7iaLXhziv9tJf7WW8PshbxGrENhT2mSst+7uJr9d3bfyx+E1k75vI3h1lDTvQtLxrnTkX63MuIrIvIrJLEZkXajeXN24rb9hY1rC1i7K1i5t5SZJZKssolWeUKjIuybd0i7f1i7f2i2dhxKuIwURvxJ2ZRWaE2uHXOnw6p1fn9I44vSNOz4jTo3d69C4vmPhbNqJ3bUwF+mbkk/BAn4+/cBy6ywp24TgcE3EJzeuLUbePr9LyVVqmVE7k8Ch8oUirN/vDo24fR67sI1Nbevuau3uZEtmo26c0W1E9vRg8oZ9ExjJYJn/I5I/clwHVIaJ0CI36QwZ/EIzeFwAz4vWD0UFEmJ4Zv6l1e8FoXB4waqc7JiqHW+XwqByemzPCPgMjzl9rWNKDp+4cRvSO2jAGO0bvyH/xtaSkpLnc43D69Onk5GTIEHc7I5Zn3BojjvFUn6JxDz7y6J49e+ZSLmKz2SkpKQ/+8TG4Ie5JRuzGCd5E9n7NlH3FlL1wpXk3UfRSc99eRNfbzX0v1Ha9gRUvFiO2Igf3d+I/Y8g/HGCkH/0p7URp2onSjDMVW1twGy43wBmx/rsz+zrxB2nS3UhMXsP/z96dRrV1pvmi3x+7bp0kd51z1jmnq7o6q/re7jqVri73Oae6KqlUyhk8YxsPGDB2jGMbj7HxlNiJZxsP4AEPzIPEKISE0Cw0T2hEQkLzLIEEEqPmCafXrfthS5uNABvb4CTV1vp/0BKKTLa81v75ed/3eViftho/qrHOMKLG+Um7bS4jdqHYcEZk0VRvFjV+mFlWRsRmkmbEMySREeht8MxlBFwSKU/AGLFUGZwK8pVqtlTOlspbsLh+o2Vowk/jCTiyvm46i94rAX/ElsrVNud48jutc0ioVPunv/NPfydWax3jU/MZYkYPmYZIM8ITT3rmWGGhzGOIOYxwhSKuECSJuPPFGfHatlgiXtdt7LmMYI2Erja2//Ttd959993CwsK53S0DgQASiVy5cuUv3/vNhYYW6rB/uRmxtOO4fqSMuKl1XRAN/PqT1e++++4zjoCq1erCwkIAAN4v2HdN7bmm9nyPjHgNixp5ZNExquDygOtrsWtrNSuHaN3RyLg04Lo04NqHY+9kqpeQEZ9j6Ifo4p2Izg9uPv6krjOVesyfK1tnVSPuVB7hKCBGfNKcyYiVzfa5jNhA1+xCsfchKbtQ7C1E+TKc1Hhz4POHzIjQHEaEZxixSEk8mxG+2ZOyZ0nipbkw7PNL5X6pfFJrGPeNw38EGYItlVchm0X9auuwj8bl9emNWDK1GYuDforrYYrUWp5cyZbInaMTQxN+tkTuCUbgmyHShvhuXkPMKkUsmhGQIRbJCGco5nwuI+Zb1DAFpoHXcg9b+bpuY9uKDj+XEWDuYimfnz7/07ffeeedd1bCHgAAvL9mQ9GVm9RhP5hlZcS7v/7NX9NJjVdhRInWWaJ1bbtRBs7aWLly5RXYo7i4eMWKFX/zn97+1007jqDp19We750Rr6cakYui7awTZ93uXfNYs67GkHWn5+texwWl/QCBW8DWLBUjtnI0G3C89Tjun580f1yDmmFEXeeqFtLsRY32jY2YrEbMmkbsBprss3ZDBiM+qh9Y1zOQwYj1LMM6lmEty7BsBz7fMOIHzohQzBOKzZZEbHgRqxtwQyzmzQvVJEBPjCW+G0t8t6gnkfikXDklkU9J5VMS+ZREPhaMpH6U+I4lkUOpa0W1duHYYimJyfKFoiyRpBrZDP4ITaI2tKGGJvwGl1ugVKttTqnWYBz2zSlCLFyHSANiLiPc0VlWmDcQIDIY4UoBAkzUGYo6Q1FHKO4IJR2hp47Qd45nntTIYMTPfvHucgz2zEjx67qNffWwYpGMAMMcDjZLNGUYchmGXIYhlWJIWL2rZ9hPSxtiuRnxV9Y34iVOamQwAswZmujTwyd/+bv3f/m793/5uw9++bsPfv3J2q3XH3wj1N8YGL4+MPxDYMTr2WKZg9evqzKsqzFlIZxZCOeaR4qsO+QdTfh8qmwJt1hm05WbafLNdMWadtondRjIEB89ac4ii9Z09KxqpXzWTFqDZmRzNZtY/Z+2kj+q6fioBv3nOsKHFdqPamx/rDD+8Sp1/X3e1mb2xzW49Qzd62XEm0WN74kRzz7wORhKDoUS7lDcHYp5QqleBfOvbkQTI1CZIcMQsSTcEM9+80xZIvF0dK4kFp/xKVAPULy+cZnBLNYaFGabWGuAGEEViEhcfp/JyhRL+83WGmTzxZKblchmqkCEQGMJTNZU8ruxaIIlkWcO+04+Te2jhAMCDLSWkUgOJ2CGiCc8sYQ7lbg7lhZDbHZAQ0TjQ9HYUBRmiEjaEOFIKqGIMxRxhqKOxTBivkUNU2B6y/bc5ZstCUX1um5jbX0DL8oIMAxPgOEJ0D2BHo//dTLitXWxfOe1XP+dJfeXhBEl2qGbGvfNAc/NgeGbAyM3B0ZKBkZKBkZuDAz/uBhxiKc7wNG8CiN2EK0bEa4shAtkRBbCmYVwzX9So/clqxHrMewtzYTdWGZWI3YDnv9pAxY0xAd3KteW1xdg6H++Uf7HB41gNWIVirYWx/2oBg0y4qMa9IcVhJUIw59q1Zure44KbSf6XDtQjM+wvcvAiGec1HhTjfhBViNcoeRgKDEUirtDMXco5glF4b2PQEZkSGIkjYOZzO6eBH9nxptBRvhgjIDyoowYDUbghhjhCji9EogOKptTqNaCz3lKtVhrAMOWK5o6OvlSGRqPf9KA4Pb18/qUepdbZbGJtYZnM2JkJtMjSdAQ08OJpAdMPOmJJ9zxWYYYisWHovGhWHwolimJoTQjBqMgIGKDkagrAhoixQhnGDTEohmRrkaYZzOiogaxrOMlwThfyz3sp2+/veKDD1d88OFvP/jw8zNfX0G0tPSpv19GdDhHmo12hNbc7hheaKbG//XW28tdEHo91x8AgJ/96r21R07tfVRfIta9YcRRkWVfG/k4gX+om1vE070cI/JolsUy4mWrEVnt1GMcxVml/SBVuBZNzyL2bsDzN9FkaxqxR9jyLwXqLY/q3y+tBhmxsgb951o0nBEf1aDXkaUbmJpNTcRjYtOXUttGJGkNSfGmGvGGEU9doaQrFB8MxYZCMXdopuXRjCRmz60enkWEpDeaHIkmR+aMt5775hlJzJ5TNRp/muGJxWfcOTQpkYNRCERMiRwe11RwJBLXDQ3DX2zC4ATyvsD0d4NjE2gi2T4+5Q5GjMM+jXNoJBLP/CNgjAABMZycnpXEtCfNCDdoiHgCRMOiEo0PgoyIxlygISJRJ6gHWByhiCMUdQRfflHDGJh+6+13uMt8G3s9o7kQAMBN5woAZAPAOwDwD//8m61Fh7pNrmViRJfLtxAjOpwjj/jiKp6oiid6yBMvxIiV2/OXe12j8LVc/8L0lV8JznT91Xubz13+hiH6a2XE3L0Rh3oU+9rIRZ2MI2z1cZljP0V6Sai9o/VcFul3Y9gvx4jPhcbNLQ44I3II1qWd8JnVTj1Ml5wQarZXt/6xrAZc1FjVTFjfSjrYI/qim7n+ziM4I/74EJHBiA10ZRZHv4YoXY8gbGjEr+4Svfa9EW8Y8SNgRPQFGTFPI+cXZYRvTlniRTM2PjU6FRRrDRmMsI9PjUTiMoMZ/mJjB6a5E6MymoV9SjyT7Q5G5v/Y5PyliAxGeJIpRrjTjBiaw4jBhRkxGEsbIs0IZziTEY5Q2BGKOEIRRzDqCL48I0oq699dzvMC4KDw7Xv2Les9bKGaSnf6Jrr1wOEWmXYJGdFpcT9m9T6icR7SeWj78FxGNBvtj5jcnuExhm+yrleKMNjmZcRlFBFY/uv/n3/+d8t6/QEAyNgrCl75v3nr7f+TnXOeIfrrY8TcasQhLPum0lGmG97fztiDN259IjvSavy6x3tRaNhLEr10+6ldHNMWjC27w76uRr6pRZRDEBSw1XvElp1M9U6mGjz2+RKLGlA1YiNRtAlF24Si/fHm449rUNDeiE8bsBvaKauq2z+4+ejPVe0QI1aj6XBGfNxM2sjRZXH0WRxDFseYxZmnb8QbRvzVMuLZeyPgjBiajxFzJfGKjPDGMhnhezVGgLH4xuFcYMuVHLmSJZG3YHFkrgB6vadXIlRp2LI+pkRmHPYtxhAjC5UikrBSxMsxIjqHEXOqESlGBEFGxF6aEYbA9K9+89vl+wdxMQD8y//+XVUn8d8++nj57mGI591KswHgp2+/c7a8aqkYUcWXtcs1XF8Ab7DXiBRzGdFucz9kcMlOD8M3WSuUNpmc8zKi0+l/7w8fLl8Dj2IA+Mfff3CoCrF8Fx8AgHcWkJAfAIoB4G/eenv10ZN/ZYzIqEYc4eqOYVhluuHbA549lb3b6qw5iMFNdxWbbghzawWHRJaXZkQBS7GTpcghCrIQXVmIriwEblMzaTuaUYim78OycvHCV2QE2MVyM03+aR3mk1Q6P6nr/LSRspGq30jVf1JPgE5qfILs3szVrCP1rsaw1qLphQ8RJ6rai2s697f2bGJqvz9GvNkb8cNmxGAouhAjPOGYJ7yEjFgAEy9gFXo8AAAgAElEQVS1ujESiVt849DaBFiTEKq1xmGfTGcYiyaMQ8MINAYEBPij53/sPGsZc+oQsOWMl2AEBIhnMMIRCqcTcQQj9mBkQUY878AnyAjx4Ohbb7/z7Dvxy6UbAAAAuHTv8Z36lhp8z3/97/9jOe5hKxb3y3AB4Odvv1PN7F0SRtT2KroGTFxfgGJzVwlk8+6NaBww3iFQLiJbr3R01Si1GYyolukrxRrEgPOJUA0AAHcZrj+4ufVbIrPa5v3H33+wHBcffDx7o64TAFYAwN/+6r2rYu1fKyOK5c4isuRLPO9wm2Dbw768Jk8ulBY3tMWyqNf0BVu9j6tZ7N4IAm9vJ3VfF33dkyaIEWsr23ZUtV1SD11SD33eQd/JGniVLZZbOZoNaOYGJP7Dkkd/rmj5pA7zcU3nH653f3BH+Emd7eM628pq02pUX2pWONQMmzuwB8MqrkEX16CLazpP1GD2tjPfMOI/ACOCT83pLH5RA2QEGHc4mp7sEPOEY54ImLgnEh+OxqFJECPRBDgbAj5cCv6GmXfGEtA4iRlJxJPpORSp+OLTvsR0ekrFotJnsnJlCqnWwJVrpPppkWZabprWDk4rrYMqs20i+d1oJI7rYWBptJrmx0h0FUfOk+q1jsnAcz55xhBzVjGSswCRMgScEfDMs5DxfEM4Zhki7AiF7cGIPRixB2OOUOL5jEh/+6bgUzgj9MEkVihf8k0SYDm98PiZJ2hCI4XdyhJ9c/fxctzDFr9FEQEAP337nWpGLzNtCAbMECAjaJ4UIyhpQ5DTIXkmie4UIzC24ccMfi1bea9b+Zg/WK+Y6HSmDIFNn9FoUBvuUJm3qczbFMYtCqNakZaEa/weU1TL60MpTY8Zomb98JGyinde5H9kkVkBAFnHz1TbvNU27zdE5k/eens5rv8iSymFAPC3v3rvHF30fEZohko07pIBT8nAcMnAcMnASAkEiIHh62rP9fkNMXRJNXQxnZQhlooRfc7Tfc7Tctdpueu0fPA0DBAnZc5imbNY5jwhcx7m63dj9HBD7Gjy7GjyHJHaD8vsh6W2vQzlASzzKIH7RTd3f6+xSGrdSerNJwoL+dq5jNjFUn6BY14ecF1QWrbcq1pX0w4yYk1l25byhovqoXMS024MaxffCNEhFaFlV685bQhT2hCpIgSUrXTlBjRzdWVbDqLrhFDzeSv+w5JHn9RhPrzX9buLpJVVBpARH9faPmkwZ/O02VxtNlcDMeJgMxHOiANNlA0c4waOcQMnDQi2cT3LABpiHcsA6gHK6rQeoCzdokZ/ygGvErLqD+T+35PeMALOCLghUnnWaC6QEa5QbDAUBZOe5hAbAiURgRIHpz94ogkP6INYYs54iHleTyc5nDGeKj5PvPFpcETFIsOW9Q0HwxPJpxSuDU32MCRPwVCFUwyxVKLV8xX9LJm0V909NMWbSMomkrIBG5Ehpqudg5axCfukf6FPho50ziOGuYH2V84bCBCxeMoN8ICAiERTgAhHHKGwHZ5g2B4M24IRezBmfy4jgk8tsL8DGYzQB5M3KuuX8E7mB4AVAPCn1etbWKJWlqiVJWphiVqYvYe+vri097AXHQtyBQD+4b3f4PSDECBmlSI8fprHT4VVIMjuSbJ7kuSeJLlThsAPjYNp1Q7fxrtvYD1l1Kky6tRd2gTaMYqFnfMspbFuUxigIW6SGbcorCbzUIVsoLbfWEZk4s1uhieAUpqqJXq0Y+pP2TuWdpNKIQD83f/85xqbtzqdz++UL+3FBxZezniGJC6Ltc9jxGDJwFCJ2l2i9pSoh0vUwzfUKT1AhriW1sOVfveV/qEr/UOX+4cu9Q9e7B+80D94QTWYMsTLMqIQxyzCs49xlCekllN9jlN9jtNyx2m587TMdVrmOiWDAULqKJY6Tkgdx6WOL6WOIqZzxhBI9w6kOw/lOiy1HZbaDklte7vYVxW2Eu3Qabp0F6n3C4HuQDf7DEt+GM8uoEnnMmJvJ/XygOucRLf5Qe2Ghk6wILGhEZdV3ZHbRMhtImzt4qUAITTvFpp3gRGYC4QmCBD5AmOewJgnMOYKDFB2CAybOuhfYBn7u9mHWnCnZaZjvP51iK5NNNnqNiVoCIgRH9da5zLiQCsZZMSJGvTx6s7dKNYGtmFeQKxL1yHWsPRrmLo1TN1qpm4VU/cZUwvlU6b209mGeGlGvE/t/wOl//fkzPwB9uQP8z2B5/evVor4j8KIxSxquEIxsFUi1DxxBhPpzkhQxyQPlEV3ffbMxkRmZndwGokn4Q0inx26WOoYn3QHptEkcyfNS5c8haLzhM1jE+axCYaY7AkKx5MyKFx5WxseJ9bquYp+ZyC00IcPP1cPieSCdJgd0BAQHZypJ2lARKKOtCEgPdiCYVswZAuGbMFwOtH5GRF8BiOeZjBCF0weOXdhBQA4l8gQf163i2EcakkDooXZ28oS07T2wuOnl+oeVvyy99d/eO83XToX3ROgu8H46W5/j9tPc/up7imKOxMQKUMMTeCHxruHxrsHx7sHx6sEE3epU2WUqVLqVCllqpQyWSkaxw6OtlmHavoG6lWG+yzBbQrjFplxk8woITO+QrSWkBkXOnCnKxuOl5bfacO29emREk2DylEtM94jcT/auGVJrj+opZ+89fYFIhPOiKplkMSLunMlALz3yZrnMuLGwNANlfuGyn1D5bmh8lxXea6rPNdUnmsqN5hUESINiMvKwUvKwYvKwQvKwQv9rm/7B7/td0F5UUYcpIu/Zctu9hmLCZyDdPnJPscpueOUDIzzlNR5Uuo8KZ0BxAmJ/bjE/qXEfkxiPyax70QN5iLdoCFyEENf0O2HJdZDEushiXU3inZBpLuqsB7poGxF4ne0EM+LtNc0g9+I9Xmd9LmLGrlYJjiaa2MzIQvRta6m/bPyxg2NuAKeHnQDlF1C8y6BaZfAVCAwFQhMOwWmnQJjvsCYMgTfkMs37OAbdvD1UDY1dp1V2o8w5bsqEDvbSDtaCeswrK18/UZKyhDPZsRWet/Rhq7iGvSJavThOtwmWv96ln6WHph6KGuZ+jVMPQiI1UzdaoZ2FUP7GUP7KUMD5ZM5eXlGvJoAliT/IRjxjGqEM/TUOZsRrjlzoeYyYsYTL8KIRVEjnkmK56bf4aKLpQS2tBln7RFPw2MeSw7Hk+axCbGWPJaQwsNXtvP6xGOJadOwV6w3Zn5sYiaeRNIdX2DB4kWSYQhID5mGSDMCZoiUJKyBDEZ8B5UiZrWfWgQjdMHkrsPH3nneUvdiDPGnNbsomoh8NIIWKkFDNDOE9SRmM0PYzBAeOHP+1W9grzKedCUA7D51DtQDlB63n+aeSjHCPZlixNAEGOLQRIoRg2NgKniTdylTZZSpUsokmEe8iQpR3x0KEyxC3Oim3CanGPFtG+YrRGsJiXGuCXWrHVvPFd/FEL5tpFxqMzxg+S+jzLVsa487sKmw6J05px5eNMUA8JO33r5IZNZYvRmMqLKOfH77wZKsbrz7UrWr1MmdG3cXwYihOYxwL4IRrgswQLwcI/Z1EG/1W+4ZPZf5yiKa5GSfYz+xdz+WfYwqPSE0nUoZYl5G2MDswZu2VHE2VzBzmij7WOpDaUbs52p2d3G23q3ecKdyWxN+fXljfmXT+V7NSbq4gCJe4KSGaidLsZOl2NbFWlvVuqaydUMjblMrpYBnmG0Ic8oQfFMB35hDU2S3UrPbaTs42jz+DCM2E0WbUbTNKNp6NPOz8sY9bYQD3ezNtR1ZeOFGingDnr8ex12PE0GMeP+O4OPrxFVlhM+QhM0sFZwR4KDwjRxNFlu7ga1bz9LNYgRzYUYwdGlDvBAjFjso/H1q/x/I37Mh/koZEZjNCPjeiOC/22ckATJi2hlKOkNxJ8SI0I+MEWCcgWSGIRiy5FA4xQieojuDEWxpM1MkGEtM64c8MpNlIUbMs31ySRgx2xDzMyL08ox4xt4IiBHaQKKBRP/ZL/5+5Uv9s/gBALwLAJ9s3ErTh2VjEfloRD4a6RuN9I1GerQO0BDNDGETQ3C+7OF/edkdl69+o+UCwE/ffrtL55rLCJJrDCFR1QvkSJnm2YyoEkxkMKKUYimlMCFG3KYwSmnsW2TGbQrzLktYQmKUkBhn65se4CmNfFllj/zrWsUtYuAWMfBVnfkqworVBdoUxtyT5wEAeLmzM+CZlJ+89fYlIrPW5puXEVXWkesc6SvuuHyV9a9uAPibt976ITOiiNa7v76vqM6Q90CRh3AWtBhPEfg3paZveyRfdHGfWY1IMSK/vWcHkpCDJOQg8NuR+L105YwkBPptTXgwW5vwGypbtzZg87GsvULDvIzIQ5H3ddH3ddFXPaiHFjU2NODWV7TldDByOhi5PcoMRuTQFAXt1JO8gWKOMruVMosRKNohsuA4R7nx1uMPSh5/WFb7YVntx5Vtm2nyTxuw0EmNlVU9ICP+dJWwv0t/QmzKaSVlUSTfKyNeqBrxhhHLwog0Jub2jQAlEfz39E3oO0do2hFKOEIxcGSDKzQzx+HHxYjheLLfMUsSOk/q9aFwlCXj6IeokCG8EVGPEIVjsBhiKV81MBSOPoMR4MrFqwACzoh5ABGJQIZwhCP2cOaKhjUYsgZC1sA8jLCHvrMH/90W/Hdb+iue3cXyacZJjQxGaAKJXpcXKksscuWbCwArAeBnv/j7O/WILplKPh7JYAR1wApnRBND0MyUr95y9Cc/fYFOze8AwJUl2kAwtyABMqJVoW/kiOg2T7tE1ShRPYMRSKWzlOiFGHGXNlEtNWUwolqu7nB5US5vu3PkFoVZQmJc6MCdqai91tTxTS3rPNIIMuJq5+jJh8pz1dIyMq9OaXvIVf769398FwAeLBpzfgBAAMA7APBPv//gUb+5zuZ7BiMqrSOVluHiFuzP/+d7L2GI4lf+Ct4FgO037v5wGUF35tSatj4ZyG20F7R6sssE50mae1rPTampCMt5bjWiiD2QiyTAGZHXwfic4thYztt4k5Z1jfjp9S6IEVua8PlE4UInNXbzBw4SuZcGXN/0mVddvwdnxLaKlrMCzVmBZguSuEtoziFJt+IEO2gKkBF7sazz/c6v5dbtyO5ttL4ZRjThT4l0RQTujsrmP5XVflqHAbOmlZJx4HMLZ2ArX7cJgT0pMxVLf+CM6H/DiGVlRPK57adASdiD39lThng6hxERVyg9ygFkRCQK9mkeisSGorGhaMaEiIR7aSURT2SsKbxQrJNJrSepdCTl1oDeO2oamwBf13pG6GKiykY0DtMtPqZA3c1TyZ77aVApYgkMEU+4YnFnNOaMRp1RUA9QIqAk7KmEbWApIpQ2RCph68zeiOkUI4Lf2YPf2WDf77wHPlOGCCT1gZQhIEZo/HGNP95Aov/Tb/4FAIAVAHBlvvuZP924cAUA/Lef/TwrN5+pN/doDLg+zVxGiIYmMxiBlYwg6JHSZv2qLUf/y3//++cConCJ9g1A7skoSECMwA+YhL5Aj81TJ5BDjOh2jnYYnG1aK9bhbVabHjL49yismzj2DazuEW+iWjqOso5iB0fLaCw4I5qNDogRNf16sCBxA9/zWKgs6/GAhgBzkxi4z/SjbBPttol263ibdbzozqP/vWodeP2LF/5/dwLAFQB4FwB+8et/PlqFqLeP1tt8i2FEpWW4yjJ8sgX7/pYd//lnz+9P9e5SAAIMAgD+9le//sEyorB7sKDNXdDmKWjzFLR6cqr1X1TzLnOUZ8m9R5hqiBFHuLr9JElRjwJkxJFeWxHbXsS2H2BkMiK7jp1db9tdKTlD9B1u0vzxaEXWEyLIiGxk9x6OeiFG5JJ7i/CsSwOur8W6dXceQ4xY9bBpfwftosp1UeXKb6Nuw3D2d7FP0GUFHT25dNUmNGvN/YbDBH4Rnrt5djViA5qR107OfoT49Eb5xxWtECPAwBmxiSbbytetaSZsQmA3NmLXNhO/70WNN9WI74kR+kAyQxIzjAjMYURwNiOCMUdqhmSqYwHICFdkhhGDkdhgNCUJ2HiIxNLGE094XpYRjkCIqxrokUiJfCGRyxeoBriKfr13FPypaWxCYrIINQqhRi41GQfD0RdlxOArxBWPO2NxRzTmiEYd0RQg7JGoPRJJJRyxhSO2cNgWDttCYWsobA2FrKGQNRiyBIOWYMgSDFuCYWswagsm7KFpsCAxHyOeLsCIpD6Q1IEJJrWBWYwY8McH/HGBa+RqRe3G/F1/+4t57vT/+Jt/ycovKG1BMR1uosbUJVdh5Sr+0NhcRvSNRkj9JogRZJWZpAoh6BEEI4JgRBoZka/KqJt3f/PP/+fffvXbf/2n3/7rT376n1YAQCEAPFiGk5BgVgDAt5WNeKObbB+FGNGuMj3AkhoZjHJM501UR9uABTRENV9Wx5PU88QPqOx7FBaYuxRWGYXVYrBjB0fBNKoNICPu0rn1KgPa5YUY0e70NpkHHwrlj0X9SJ2rUjKRwYhH/Ck4I1qt4y3WsSql9URl05+25v3Xn/8CvOYrYXkXAP7b3/3ik5z8orLHDfbRBvvoizKiyjxcZRqpMnq/wTFzzl377adrf/LW2+/C/ohiAEAs9VfgBwAAAH4sjCho8exqtRSRJUeYKmiLZbHUeYgg/KZHcpGt/KKDsavTkYv05CLduUh3LtK5A0GazQj1hkf9X9RIzxB9Z4i+1efb15TS1pc3brx9bevDOwUtDXsIhD0c9XzNsHXbWgnb61DbEJitGAbEiPV12PxWcjFDfoQszMFwtqMYZ4X6C/2uL6niT+41rqvrWlXRvrKsfnVN53Z6P5wR2zmaLTT5hk7mJ1Xtn6X18FlD1wYcD86ITxuw2az+rXzdFr5uC0+3haedu8Xyzd6I/0iM8CeNgeR8jHhqCXxnmc0Ie/CpPfjUEZx2BFOMADsuQ72PQEZAARkBBt4FYYkxEU944smMrgzwDHtHRxyuYc+IJxCCv+4IhOiyPppESpNIUWRqB4kyEom5g2GmrO8Zn7aYuKFywivEGY87YjFHLGaPRlNJG8KWjjUcTgUERChkARMMQYywgIwITtuDT9PfY4oRYB1iLiOMgWmjPwlnBGgIbSCh8c9ihNofV/nj/f5Yvz+mnIopp6KKqWjfVASKfCoim4pIJ8OyybBsMiyfDMsnIhmMUBoGNVyZjiHUsEQKg0vmDUm9IYYxCGdEIyPSxAkxLJ4GBv9RFwVY0trDvCkGgE279qJ6lfUMYbdxCGQEUqJ8QqhuFzWjJK0EHa6R21ovVqCNrmqmgO2Z4Pr8FVTmTSwRzoi6Pg3ECOzgaJ1SW0pjlXNFjRoTnBEIg/0WhVVCYtwkMW8SWbUK5x3yFMSI2yR/s2FiLiNabGONes+dHtFtEus2iXW2saPwxl0weeevnK9vJbgnMXZvCYn1ioyoMnirDN57EhOwbG6D510A+Kqn94fJiH1kVwYjiiiuUzI7/KTGl0LTl13su1pPmdZT1MTfWm2EMcK9C2PIb+8BGfE5UZTX4drS6My625v3qDf/AWfjI9X2ZtPnzdUXRC3Xtfhrmu7L/ZjdrbU7adI5o7kkezvIB/CsfBRlG46d3UHLQnZvxbAKePo8ev92vDCHKN4tNG/t5BwmCc8KdTmPmz4uq19X17W2vmtNfdfqGvSmdtoWVM8WgjCbaFrbbF1VZ19VZ1+DsH1cQfssbYhNFMl2vn5VMwFkxJoaVA6GlUdX/MAY8aYa8X0xwp80+JNGf9LonyUJCyxzGWGHGBFMMcIBa8MMZ4QrEp3pmLT40VMvGHAn44I39bHxUYkUisfrg36kcDhBQ9Ak0lYiqQHdOeB0Oaf8LIXylQyRSKbrEHFXPO6Kx50vG7ghbNGoDQYIuCEs4bAFAkQoZAmFzMGgORgyB0PmFCPiaUY8taf2u3xnhRkizYh0KcKfNPiTen9S70/qAgldIKFNB84I0BCvygj3lJ7Zq2f26hhCMDKPX+oNCVzjjzGmUqS6rMVQTRxvZERoxkDvSKBLoS86f+k1jB69AgB7jp+W+EIMsxsh6Otx+/GW4QYOhjfMFPo4YLjDzHoOurnfWMUQ9DhGuD5/A19yC0eBM6JJa4EMAT+pkbGocaeHAy5qgIwopfHbLOP3GM5bRONtkhmpHUHZJlC2CazcjBPpMHJTm8kLMqJW7XjI6MU7x5By7cmKxqt45hU88wqeeQFDPVXTXM4S32UIbrLES8KIk8iu1zO7PBsAdj+s/WEy4oTcVogbhBixFzd4Qmyfy4gD7bQbEtMNiWl3lSCn0QVnREGH66jEdkRiOyK2HpZYPyc7tiGHtiGH1pcrVt/mb6o2bkdwLkrab2jxICOuarq/Ebflt7ZkMGJnN+cbmeHSgKsITf4svcVyXQ16SydrO164gywFT2rs5Oq3opnbUfTP7iPW1eEgRnx880lRN/u0ULsHy/zk8cCqOgfIiFV19lUNthy+fvvsbOPrD6LpZ+o6wRR19PxIGPFmb8TyMyJDEubZkrAGUncdGCOSz2BEhiS+d0aM6A1wRoxotK5wxDg2bhwbhzOCwBdUtbZ1UKgMmdwyOWUPBHVen3Fs3BWOvBAg3DBGvKIhMhkx2xDPYIQ5GEwnxQjrHEZYg99ZZxvCDKtDQIzQ+RPPYMTAgoyIzmFEZCFGKOy+DEb0WUek3hBJZUZzZSz9cAdH2cTsZ9kDIm+wdyTQ6w3kHDi83HMv/z8A6AaAD1evk/hCpAFLVQ8fZxxqUxi6lBihjwsxQuDjYPrRSIW+dcDymMZ5TGPXi5V1UjXEiCqRAmV11/VpEGpji8GescXyEV/a4fI26ixNZhecETe6e87Wt97qZpytbS3pZt4icm4SOdUyI06koxE4NDybimeTKPw2vafFNvZEqq8VKsnuqQ6d4/iDKogRVwjMMp6iUm2vGLCDhnh1RmQdPbPytTDiCgB8dqT4B8iIL0Xao8KBEzLzUYH9IMOwt1taRJUc4+syGHFS6jwmMH7RxduP5RS0mfKQntnVCCecEUVCax7atQ05tP0+72Bj/5E22Y5Hd0u0eDgjrmq6C1oaMhixvYVwTqy7NODa14RZ9bARZMSqh8iC6rZihnxPJyOX1gfrOmXaihPAGfHZnapT/IHzSucBnPSP14WzGFFn30I3ZDAin644U4eBGHGmrjOHqXzDiDeMSOj9CYgRM5LwT8MY8dQaeGoLQIZ4ag8m7cG4PRh1BCOOIDiQOtV9ea4kMlo4D0JtGZeaEe54Yt5GTyMarU8iheKQyTkqNVUipUqkvXoD9JwqkTIVSogOLIWSo1DyVWq51fasLlLzBVrOeBVAwBkxTx0CvpwxmxGQIUzBoCkYMgVDlmBkNiOe2gLfWQOzGeGfNvlTdQhjGpd6f2I+RsQXXtSILlyNWJAR8pFgBiPkgxMgI1g628BEROT0dYr6Rd4gxIh//eDDV2kLschwAeCf/uVfKwj0CxUNdzrwT6i8m+24LiUqgxG4AQxSoQdPaqBNg4192jqpukogb+zTokyuKpGilMIEU84WZmyxvEnsKevh3CQzSkj0EhIdYsSZmqY7WNITCud6M+Z8IxpkRClVSOoRQYyg4tmdUj24qHGbzH3EEj+gC861dEGMuEpk15tGGm2jjWlDLAkjlm9OWMbF/+Xv/vBDY8RJufkAjnGSwj2BZ+bWoQraiAWtxIIW4u52WhFZUkSWzNs34kCPI4MR+2h2OCPAo54F3YqTJPlVhbtEO5RXdjWDEZf7MQVodAYjdnFUuc3dOY2dq+/VpGdqdK25XXEYx76ocp1iK7bjhSAjoJMaG1t71tR0rq3vWtvQnYWi7+ns+ZIu3VZH/fihJoMR2TRjBiMKaLIMRuRTpT8GRrxZ1FhORuhSjJgtCf+02Z8pCVvgqS29ogExAhzZkDHHYaYyAdUkMiSxHPUJSBJz4vF4fGIJmGGhkMViUcUSKP2DgwqHQ6jXMxUKpkIBvshRqXgq1XAk4kskOQqFeXJyoQ/PyBBsS8QSGCIet8diGYawRiLWSDgVyBDhkCUUModC5hAEiIApGDQFgqZAyBwAGZFMG+KpLfA0wxAgI6C/A4appMGfSDHCP2OI5zHiGYsaCzKibzSiGrBCjOhXW9J7I4ZQHDFTZ+vqVXTJtd8LI377/od1HGkFlVdB5T2h8m534Evb7mYsalQz0WijC2REOZXVKlG2SpVP6LzuwbEmtbGMwoIYUUph3qEwIEZcxeAvo3GpLpYk+nU89VwT6mwd8kx148lHNe39xgoa/x6O9lVNM8iImwROD4EzlxHNtrFGvadGba9R2+s0rqvdlIsdHRc7Om7Teu4JFfWmkaVlxMv1Bn2JAADwQ2PEQbr4G47sntFzla/IuVsBMWJ7ReuhVtJljvJ0N+cgVZ7BiOMS2xckZy7Ss63Wsq3WmN+qOCw0zWXEXobyMI51SWK8INJteVjzNbsRzohTTMQumhhiRD5JmI9h5GHo+RTRbqFuY1M3xIiPbzw61MX8qld/kMADqxHQSY1cZPeaKvS6uq51Dd3baYp8gTEbL1zfTFrfSlnTYAMZ8WmV8ePHmo8rBrZx5lnUONmAhQxRXI/Zxlb/YBjxZovl98uIqYRhCs6ITEmkGBGYnxH22aMcQEk40pJwpiUBz9zKxCsGlMRCcXs8HpNpWKMx6/VwQ1DFEp5GMxRPOMJhmkwGvYhlsbqYTE8k4olE2AqFNRB44YOaMAq8QmL2WNQWBekAT9gaCVsiICDClnDIHE4ZwhQCDTGHEYGYLZgECxIZjIAMYYIM4U8aphKzGJGWhGYOI5Zgb0Q6cl8YDMgIiTdENw4RVGaCyixwT31fjAANATLiMZV7FdGIkqDpNnKPjdxjI6P70HW9ErBvBNY6XMMWcr1TXO8UslfebnDMZUSVtL+cJ7pNYdxnCcq5IqiLJViKuNSCbparW/o0ZYSeBxROKZpwDYn+trkLZMQjvorA7oMYQSZyWgBfBCcAACAASURBVE1ekBFgGvTuO5Su5v5OtJGANhIwZnKtuL2MJ1taRryeRQ04I0q0zh8II45w+s4xxfeMnm8Zoi13KyFGZJdWn6f03tN6rgm1RVgOnBEHcLx9raRDOM7+nr5cJAFMXgvlIEeTwYhDEusXbPWmsqrchw2fd9AK0LgT1PpvxK3fiNtO0htyO7rhJzV24blf8VXnxLpdHZQcomBjM371YyQ4nSsb1bO9g57TwYD2RoAnNU7zBvKfNH1UUgEuaqxDEPMFxs04/pq6rjV12I8fkv78QL2qzr7yGjX7Pie3ibUR2b2FpcpgxC6K+GgrGUwBWfQj2RvxhhHLyoiphH4KZETCMJWEMGHyJ80wSUCMsAWe2oLTtmDSFozbglFbMGILhjMYkcJEujMS1DEpc7IU5IklxMTzbvDWQCCDET0ymdRq5Wu1eD4f/noLkUgTi2lisdrjeVFDDKa3RLyaIeL2eMwWi1pnM8ICAiIdM2iIcMgEGiIUNAWDxmDAGAwYg0FjIGgMBM2BsCUQswWStuA09D1aYYYwww0xlUz/fUjop9KG8INbImYM8eJ7I16GEeKRoNgbFHuDonRARvxp7Ybl/jdxNwCsnHN+9ee//H9WZm9/QOqpF/DqwPTKu52jICNwDt9DKhunNRMMtsuNLQ96eNUixQ0sAc6IVpMTMzjaOejrHPS12z1wRlzBEkvxVNrwBGVw9DYafxGFv4QinKlpvUXk3CJySqnCZsMIyjbRJTXgRLoukRalGQS3WEKMeCBQIfs6SUNMIhg3s9NMLiF21hjcPy5G+AGgeM7F/5u33vr1J6sLymu/30WNIhK3CE3aj+3Jb8ZBjNj6oPFsN/um1HSKwD9EV0KMOCYwniTwb6tcJQr7ptsVECNykYScRtx+ljqDEXt7+s5x+0u0Q2fpkrWl1ZuqW7MePNpS05CHm9XF8nO+phBNu6JxXRlw7UUR11a1gnWItVWtW7Gsz0Wm3b2zBmqAJzX2tZM33nwMP6mxoZW6pr4LZMTqOuzqhq6tdGVeO/ms3HJGbilAUTbT5BmM2MrXb+XroLxhxBtGZDAiYZhKGKeSxqmkaQpWkPBPwxgxbQtM2wIJOCPgcxxmJAHrsZjZhHE+T7xiFk8NtcdDEYvBsFUqmkQiNRjkJlMDBgO9ThGLRSbTYCwutVo5KhVfozGMjS3q8+PxGUPEYo54zP4KsaUZkUGHZxgiDYh0AkFjIGiCGJH6+uYYYmraNJU0Ts0xxFRCN5XQ+uNamB7gjFj4pMYLbLF8CUbsPX1u+W5mKrCTUnExHo//y+yHy+UqLy9fsWLF5n2H5p2p0aw2VfOlV1s7L7egwS2WV1BdV9HdpRTmfQYPoTZiB0chRqAHfZUS5betnScr6048qryM7r5NZjaKFQ9J9JOPaq510UBANKjsHfZJlH0SPKkx98AnaAiEaaSMyW1SdMAZQXQzS8mIJdxieRLZBSyzIYoBYMWKFeXl5S6XK+P64/H44uLi//tnPz+Kpn1fWyyPCQeOCgdOKm37KcL85u4ddehdreR9eEERUVSE5RyhK+HNsPeTJOdokjKNp1Tj2VTyEDLE9oaubbcff4nnHsRxDnA0ECM+7+Kc5/WXaIdOk3hZd2vALpZZNahNdeiCLlYhWwUyYo9Qn9tBO0mXnKCLNlcgodmeWYiu9fWYfIYij67cydGmBmoITOBJjbXlyJU3K+BbLNc24OCMWFWHzaZINjZ2HecoioWanWhaNl35V8GIN1ssl58R+nkZMTVtnkcS07ZA0hZI2AIxGCNC8zAiNKtb8w+BEVqvt8/hUHs8hrExtcfT53BovV6hRuNNJLyJBFkgwLJYoCFQNBpbpWKrVAy5XDs0ZPL5WAqFIxxepCEgRryKIVKliFhkIUbMU4d4JiOsgURaEk+tgacW/zSMEcmFGKGdmt8QS7s34kUZ8RBLXqabGQIAsrOz1Wr1X575KC8v/19//BNKa4cYgTG727U2tGmw0+rJaD9Vzha2GOxoxwh45hNiROegr9noOP2k5gG6q6aHVYojVvVpHwrl55Coy2jCLSL7FpFT0s0spQrq++2t5tF5GVGttN6hCu6Q2LeIrGvdxFphUwYj7pCblpARNxjy5esb4QeAle+8U15e/uyLr1ars7Ozt1699/oZcVykPdTVc4rCO4Kj7+6ggIzIa+zaT+zNOKkBViO+7LUc7OYfx3OPdrG2V6MhRmQ/RBZ3UG5p3Bd7dbvQTPhorj1Y1iEca3tZ5ebaDpAR68ob9rd0fyPW78exdtH7oIJELlG4gyjYiOjKQuBm9lc+qCvsoO3Hsbe30wp4huwO+4YG1/oG16Y2x6Z27fqGbogRG9GsjWhmBiO2sVQbcTxwOtcmomju3ogfJyPeVCOWlxFx3VR8AUYkTVPTICYs/mmrf9oaAJO0BhLWQMwaiIC9lq3zM+KZNQlwXuUSxRWNuZ5nCKnVShOLlTYbXSLDsoYo4gRFnMDzA2ia3OTzgVAwjI0pBwfRdDpRKKSIxVgWq4NKBZHBU6meX5CAGwKkQCxdVHi5gCsa8zFinjrEHEMYAgFDIGgIBE2BsDkQswYS1kAy9SX6py2wOsTCjIhrp+LaqbhmakFGLOveiIUYIfQGgFeevzVvHSJ75cpn38OgB4/H+zQnHzREba+imilo5Esf09jNalMGI54IZJAhMqoR1XL19aY2vmdUNOZ/iCNWytQNOivYN+IWkX0VQz1RXnOjDfeIJnzCV83LiEcibZ1QSXZPIWSa6wTmI1Y7nBEdRsJtGrHOPLJUjKg2eP/uV++9yojXZ6QQAHg83iKv/9qNm4520JacEaAhvu53npFbTwg1J4Sak1IjxIgDOMZNhfGe0XO4Gbv1CQJa1NjVQi4WWU5J7RmMOIDj7W8l72sl7+/pg++N2FhW8zVVBDKikCA8JLEW9sgLOpmFeH6RwLCbJN5ci4ZmaqwvKS+mCK5qBs+w5HlE4cxJDbFpr9i0pYMGZ8SWyuaLatdFleuLLvYWjHpDgwtkxPoG1/p616Z27VacIKuVtgUnyBcYd3C065tJECM2E0XwQeHz9o34cTLiTTViORmhTTEiUxImWGYY4Z+2+pNWP4wRgTBsfEPIFgzZQiHbjCHARFKYiEQdM4xY2sRcsedIokcm0w8PexMJrnIEgTODjKCIE81ED1Wi5Wo0xsnJwVhcMTgIrWt08/lPmpq4SqXCZuNpNNBHGScnJVar3OHQz4YFvEuEI11OeMU8xxBhyBCBOYbwGwIpSRgDYXMgavUnrP5k+nuctvinzTBDpBmRNsRkQj8VhzNiYI4kXpARS1mNEHoD63bsXNrWEX4AWLliRSAQWORt7C9/+QsSidx58ivS0EQNV0KzedieiUaeqJIvfUDjgIy4jad+XdNYiiOV01g1UtXcakSjxnS1GdUiEHer9Ydv3Pq2DVtCYnzV2HYVQ75FZF9CES7WteJNHpJ97AFVMJcRTSbvPY68td9Mdk9VsyWnq5uLK6pKcfdrBQikoqOCU/917b3LHYQbJNbjfkuDfbTWPPzqjMg5d3U5en9dAQAkErn4ix8IBN7/00ffCnRLxYiv+mz72kmH0ZSDndTTUtOXrL4TBPZZCv9AJxVixH4s7YZMBzJie3ULxIicKtTuOsxBFO0IWQwxAtwYcUc1eFNh3/agcReaub0em9dM3ksSH2CpC7GcwhbSHjT9oNB0SGLd28W+JDFekhg/76Dt6enLrkVvqm4HGbHmft1eFPkMS74XTSsUGkBG7Ggn72wh5Lfgt3exNrUQ022wMXkt+G8Vtm8V9v14bhbCMMOIetf6etfGVjs4KHynwJgvMIKSyKFID1S0Hq3DHMKwP6fJ/xoZ8aYa8RoYMRnXT8IZMUsS8zEibg3ELIGIJRhON10OWkBMhELWUMgWCqcGPYTDNnB2VCRih8ZKRZc4zmjMGYu5YvFnhKPR8NRq8/g4mqZG4G1kcQKKzJF6z4DXSxSJmohEHJ9PFovJYnEbjYbA40licd/goGFyEnwbX6/nqdX9TidTobCFwzN/CvygZjxmjy0LIyBDPK8U8WKMME4ljbA6hH4yDjFCk2JEbBGMiL6eLZbC9LrGkgyCeol/CkOPlStX1gj7K1m9eK21SSC92tB8uQV9B0+7jaNU8CT3qKx7OBLdM4Y3OSq4vXOrEWiX9xFfcqml4/iDx6drEWDfiCsY0iUU/j5LcqObcQdDoQ5Odhs9ZUQuxIgm/XBZj6iMxC4lsW9S+HdI7Hsk9tnKxjONHVfxzLPIzuLaltsM8UUs7TFLRHBP1ss0l/GMEgq3hMS6TuFUG4ZehRE3GDIAALhLaggnAKxcdB0IevB4vP+1KWepGHEIx7ol0T0yjZzv6T1IFhzD0u7rBsuNnuPdjONCzRml/ZTccogp+wJFKkKTChCYgjYiyIh8ZHdOadVNqeme1nO4g3aUowX3RqQ2Rmg9V3iqrbcrcpFEsBRR0ME4yNHAD3zu52gO41glmqESzdC+ZvymatSWxq4Nj5Dryhu3oWgFNOkejjqfKIRWNPYI9ftwrEv99mK6eNW1u1kI3IaGzm1drN1CXS5ZlNuEz0Hicymyze2O5zIiT2A8hmaer8Oeq8N+XYf9ug4DSeINI94wYtGMmAQZEddPzmySME4lns0ISyBqDoTT7ZZBRgQtwVQHJGsoBHVGsoVTDQ9ASdgjUagt45JJIhZzxGLOWMwZiy8UazgsdTiEJlMd1tAtjJDECShSR+o9VJmMNzDQRiZXo9EksRjNYlW0VvAG0EonUeGkMxREnl7jjMVJYvFwIjGcSMhtNqnDkfEHpQ9qLiUjzFBm6hALbokwpAwBMSJgDITM/ucyAlaHSP+V0E1CjIgtxIglmanxEowQeAP/7z//ZqmOfaoAoLCw8EVvY3/5y19cLtdvP9zQKLPeQuG+flzzVWX9HTztHoX1gMbBOrwIpa5JomB5J2mD3nIaC86IdrunXmWolqsrxIpWmxucEg5vht1hH2+z+B4wJffJ3LskbqVYDzGiQe18zOglOcfROuc9hqheM3iDxLuAJl8lsK7imRcw1LPIzpv03stdtKZ+E8E92ayxnm/uRKpMWNfoY55skYPCF2JEtd77fvaOpS0FZQPA3A2Vi3kUFhYe6eh5LiO+kVq+EurPCvXn5faFGHG0m3V/wPnINHKJJdnbQd1bjwIZcaKbCTLiKEv+JYF1isI72M041qvd1U4CGZFbjymsbClTD97Tek4SeMd4+pOwjREn8Lzd5Q3bKttBRmypbN9++/FxPPcAjntIaIJOahSg6cVU0VcM2daHjeCUcHBRI4/A3w+O94RN+Mwji76kCi/12w92kNffeggtauxkKfKZis3ttCwEfguGk92hgxixrta+vt61nWgpEGQy4nxdF5wRRTjeG0a8YcSLMGISzoi4fjJumEwYJmcVJEBGWCBGBJKWQNwSiJkDEVNwRhKppHopQg0WI9ZU36ToTFKMiC1VQEY4YvF0QFXAbu2wV9gDcZI4QRQniGlGaEdjzlhcOzrGG9AMJxLWyalmPAHD5lSjGvus3cMJMRjrJIfZ1yW1OwjC3l6dXjU4xO5XaUfHHBmMiMUdsXiaEa+YNCPC8ICGgAIyAkwAogMUvT9o9IfN/qgF3BvhT85sjIBtrjRCdYgpmCEm45rJmGYqBjIiY10DdlIjllGNUMAYkZLEZFg2GZGDmY8R8tGI3BeR+8IyX1jmC6cY4Q2JvSGRNyTyBUXeYK832OsNCr1BoTco8AYedpHfWaKCRDEAzD2XscjHihUrSvGuSr7sPpVzj8q+R0mlzeDosLrLezi1PHElW/CIJ8YOjWJSjBitlqufMLgolb6Cwa3q00CGABlxHUetV1mbjcMdjskOxyQKPKlhn2i3TbTbJiqlhjqhkjrkx9t81zrJtWrH7Z7eawTWVQLrLLLzi+ulh67dudNFuYYmXOkk3egkfd3YfvhBJaLfiPdMVotVd8UDKUbYvJUmzyxG2NKMsA5XWkaqwJhHqkzeuQUJ5xIZwg8AK1aseLmLj8fj3y/Y9wxGXO4futw/VEwSnCMLzhF5XxIFECO+6Xd92+8612c/LdSfFuqP0WWnSPyjzbj8B7X5taiddaicu1VFrfhDNNEpueWk1HgUx7irc5XpXPsaUfnIrjwkdkc9+gs895hAd5AkOoHnnSLwDxKEp6TOg938A23kIzjuEa7uEFuzvbYzF0kEGZFdVn2klXBH4z7bI91DFMEPfBYylDtxPHBXBLQxYm15404Mo5AuhzNij1Cfj6YVthE33n609jESYkQOUZCFwG1oxG1oAEPY1Gra0OD6rFy1tqQn6y55O0E0lxFfNeDgjNjfLVgKRmh+vIz4t0W8soSM+B0s3zsUXp4RugxGzF7XME/NnNew+JOWQNISSJhnGAEGYkTYEgpbQmFrOJIKHBApRsyrgfiLPMlgRDwjmRUC2HP9RIzWF4cMIbJAr0+SRWK916f3+uh9Cu3oGLMPDxkCjNZDIwoZaCarGtVR3YHmaLT6iUn1iFc7OuaMxZ2xhBP2O9hTmIinTfAyT6zRqCUSmc2IsCkchjEiZAqFjMEQKAlDIDiLEf4gyAiTP2YJJCyBpMWftMB6RZj8oCGSsBOecd1UyhAQIwagzC5FLLQ3QjEVUcxhhHwBRkCR+SIyX0TqC0t9YYkPZghvqNcX7PVBgAAT4PuCKz74cEn+WbwCAF5oVwT8UVxcvPdiW7VQcZ/KuUflgIa4T+NUiZSPeZJyVm9lrxKpsWAHx7BDo5ihFCMqRX0YvYXiHm3olV/Hku7QeRAjih/XlHZTnzB77/UIUY5JMO32yXb7RLt9os02gdQPl5K5T1iSyy3YE5XIawTW+Tb8iaqmqwTWiUe1l2oQDUxBDVvUINOcbcKc6yCc7ySfaGg/8bj2Npl1jch8NGCrtflK2NKrROY1EusaXQhnRKUtzQjrCCiJJ3p3pclbafRWphlRZfD+IXvHUnXF7gaA4uLil7v4gUDgf/zTe9fVnmswRqQMkWbEaabyW6qw0uh9OOA60kG50O86zdMcQlGOoalHcOwTLOUpAvdrivBQJ+2kULezvnN3c/eeNtKeNtLnbcQDZMEZpeOM0n5SajyEJt/VuS6xxLsf1+chseCixj6i4KTcflLuOMbTHeVoTsqcx4WmkwR+qXrwlsKxp5l0iK3Jqe/aWt0BMiKr5OFpIu+2xn2mR7qPrszoG7GPq4EMsbUJv7G6/SCK/I1Yf6JHnIvngYbYSbPmEm05XYaNSO76mvaNSFyaEbjteO5sRuDAZtjbaohnBdYL/a5d7dQdNEUB37hTYMoXmPIFpjyB8RCODzHiVCM+j61JM8KwfSZwRsxgIs0I3TyM4PzQGfFv0L0cxoXX98qPqg7xbEbEtJOxWYyY78hGWhJJsz9pDiTNKUZEzcGIORgxz2AibA6FLaGIJRSxhCPWcDSVSDSNidhMZmTwqnHE4o5YIp0ZNLhiCVcsAfcE+IrJHxYYPewBB11hpPcpKCJxT59COzomtTs4AxrOgMYwMakdHeNriKAeRhKSkYRkOCEeGCLXdjaRxGKyWEIWS/DCXhyHy+lXMfsUAyNeVyzhjCWc6d/EnpJE3PbygRgxK6Zw2BQCEzKmDJGKISWJIFiH0PuDen/I4I+YAjFzIGEOJMEv0TS7bSWcEeCeyrQh4prJmGYyNjA5w4iMzN0bMb8kZhgRlU9E5eNR2VhENhqRgYAYjcpGozJfVOqLSHxhiS8s9oXFvrDIGxb5wr2+UK8vJPSFBL6QwBsSeEN8b5DvDfJ9QbJp6L//3d+/+sEBAABe7jb2l7/85cqVK2sKznWa3Q96uPeonHsUzj0qp4zCKqOyyqjsMgq7lMKukqixQ2ON6rGavvEa+XidYqxS0l/LEz/uYV9CtJ6uQ5aQGBc6cBUy9WNx/00MkTw4Rh4cr+RIETp3u2MSTJt9AkyrbRyh91RI9RdQxOsE1jUC6xqB9Q2KcI3EvYYmVtD5XSpjDYN/HUM+g+y8TGBeJjIvEZlfdxAukzlVhqFam6/W5rtGYrWZ3W1mdylT9MQwWGXzVtm8lSAjbCMV1uFK68jNXtVlIvsKgXmJwH6oHqw0eqsM3odKx12J8SZX9fNfvbckhrsCAFeuXHnp6w8AwHW155raAzcEnBFfCw3f0kSVRu8DlWN/PfoYWXQURSkfcD0xjRxtIx1tI5Xr3I9MI8XdzKN02Z52MmiIPW2kHdWt+Q2dB6miL3nqEyLdcb7qQCdlR9mTnJrWgjYCyIhNdyr3t5GPdnOPcjQnZY6TMmcRWXq+R3JXO3xX69nxoDGviZjTiNtQWr3xfkMukpDfTtvT0bO3hbS3mw/tjdhDEu1qIe5F9+xj9ud1Mrc0dqU6RjyoP8dXXdMMfiPW78QwPudYtnU4NiNdm5GuTUjXRoQtq4EAMWJzOzmHKMxgBNjIcjsC/02f/UK/aw+qZxu+N4MReXzj7h7lgW5BURcvj63ZwTfs4BvmMMIwhxH6ZzGC8/oZ8Yxm2POf1ICvKcxdaJhn6eGlXnn2J/+IDLEgIzSTsbQk0piAndrIOLIB/uM1zYi4KRAzBaLmIIQJMFFLKBVrOAaPLRy3RTJjjyaWJI7obEZE485o3BVNuKIJZ3TWK7ZgmCZXEMVikkhcjepo6SY4A0GR3iC1O+D/lX58kiLqcgT4w3HxSFwyEpcMx8UcZWt9F4YkEpNFErJI0kwk0yTS4XjCEQjSJDJXNOEEfw3YL2bLSOwFnlijcWskZgnHzOHoTEJRcyhiCkVMwYgpGDbCEwgbAyFDIGTwhwz+oN4f0vtD+qmwwR8xBmKmQMIUSJpgw1OMgdQIrlTf67QhNFMpPcwYYjKmnoyq50hCDVvR6E8bQjkZUaQDM0Q4VYcADTEelY3NRDoWlY5GpaMxyWhUPBoRj4ZFo2GRLyLyRXp94V5fWDgaEvhCAl+I7wvzfSG+L8T3BXm+IM8XqmP1vvqOv1dkxPZjX+PdE1jnaJvB1aZ3tRuHHjD4ZVRWKYVdSmGXktmlVM6T3vHb1MnblKnblKnb5KmHPN9tCutMDeJMXdNlLAmsQ1QrDUjT0D0ap9vqIQ2OP6Dx6zWudsdkm2OyzT7ZZp+olBnusWR3GeKHQvUjkfY6nn2NwAaXM64SWA9EmhIS5wGVc6sDf7Ky8QqRfaGr5xKBeYnAvEhkXiQySzjSW/y+CwTGWTTpK2RHo8aKcU/cYfAfqC1VNm+lzVthG6mwjVRYR55YhyusI9eYojqFod3uu8+WlkqNFUbvNbrkBpFT2tN7Gce8SBb+/FfvvXo70VdnxDW155raczXDEGlGXOofOsWQ769H5955srOydW8zYe+jxvsKyxPTyFdEblFz9/0B543egcJK5BcYxp42ImiInY2Ygod158jcEx3E/Qj0aTLvEI5xUmbejaYWtBFARmytaC6sQN7Tey7z1IUYNsiI42LroW7+CQKvqBm/rQqV10TMTWdfT99RiS21uVJiOyKxHRZbD0us+zqZJZqhCyLtptuPN9d2bK7v3ILs3knq3UnqLeyknmLKjhI4BXT5Nox9E9IFZiPStRHp2oIx55B7N3dQszvpBbyBAp5mwwwjurMQ+AKeYbfQsgXL+xxF29vJyG4i53N0BXxTmhHmPIEpj2/M4xtz+cYdPOMOnjHNCAPIiG2p6LelGbElFbghdNlcbTZXu5mr2ZzWA5SlZcTHsKxkDGSWIuhqCBB/SjEipYdUaP3vU/t/T54pD/wOJoDv5ZW/BkZoJmPaCQgTcaiThB5Wk0gFHLcRSJoCCVOKETEzlGAqlmDcEopbQnFrKglrOGENJ2zhhC2ctEWWNglbJGGPJOyRhCOVuCMSc0RizkjcMRlwescckwHoFWc4IXcMEnvFYB4hmlAkin7Ep3YN8TQ66D3OSNwRibNV/VwlajAkHI5KhmNirZuGorZ0cXikXjFJKCH1ipF4IqVX5IklrBNTdJnCmf4dwN/HFo7bwglrBEpyzpN5A3tbOGEJJyzh1PU0h+LmUMwcSl1nUzBqCqRiDESNgYgxEDH6I0Z/xOAPG6bARPRTEYM/agjEjYGEMZA0pKOHMjM4I3UoQzOVosMAzBCqyahqMqqeisGjmoqppmL9U9H+qWj/ZFQ5GVFORpQTEcVEWDER7psI96X2VIblEyH5RFg2EZGNR2Tj0f+fvfsMjiM98wTP7xdx2r24mI3Q6GZu9jZmdrUzodsZSa2R5qalkWY0UqvZrWYbum56770n6JtkkyBoQQfvCkD5QnnvvfcOhTIom1mV5QCyNR/uw5uZlWVAA6BbTTU6/h8KCbBIJKIjf3ie531fbQaNBk1Vk6mq01V1uqpKV5TpMpaKIl1WpEvydEmWLslSJSmaojRVlKSLknRJki6d7x76zsL2RFogIz7Zf4QazVGiOcpUjhzJkady1yZE1yaEVydEV1miqyzRRYr0cxb8+QR0hQVdYcFXWPBlFtQutV1i8S8y+ReZ/IsM/kUG/67GNhhO3ZIbrrOE11miL0TawRA0GIIGQIK5qwzxgNk/YPbf5Co7VI7zNNE5mugkaWLfw4Ed7Z2Hu0nHhhl7Hw/t6xo5MkRvm5CeIHNP0QVoGILLMsNJuuAknX+Czt9698m+R73XhMpTTOEdT+xeIHkvkLwbmL4bmL4TmL7jT9zxT59hCHs9UyORbLtYd4ajumEOtU3Ie+yTpFDuttR8WW4/y9P9H9/93gIlsXBGnLPGz1njx5We40rPSY2/zRprs8TOWmJnLdEzlugRhfuwwrWhn7FxcGLjIGvjIGvV3d4tDweOTci3UYQ7OKoPr91dcaXjw9tda/uoq56Q1vRRPx1kfHDr8XGG6JoleGyMeV6ouemJ76Lwdsqt6yiCT/rIqwZoqwboy2883DfK/sIVv6j1bKJK9+nD+/ST+/STe3WT28WOz8gSoiFWXhUQmwAAIABJREFUdFFWjwq3yt07tMEd2uB2DUhgk9i+ZYx3wRI+MCFfcaPz3YfD7/dQ3+uhrmKp1yvca3iG93ppH9Gk6zW+90dCv+uJ/K478rvuyDvdkd/2TC4fCa5Ve9aqPWvV7rVqz1qV92O+aTlJ8O5D0ooHw+tois+k7rUK/xqF/2Ou+SOO+ROhY7XMu1rmXSXzrpT7WjMCk8SHUvcKqfsDNK4PpK7fS13vo3G+h1YgnCDLxY7lYswQolreEdl/K3L8Rrg4jPg5z4bnbZ7tbR6hCIEZAgUEx/JPHPPPOOafcsz/yDHh+QnH9Bbb9OOmoYTmMYWv7cofHQeLwYhc1Z5Df+90QFXw+6gTnnE2S6J2mDguCTQ+NLM+ZNaPzPqRZ/4imgCa58ESyJfBMpbSl9jFeedZsPQsWJoNoZkJlWZCpWooX4waLHG5Oi5XxxXqydh0uFQNF2fCxRmtL8xQqEEGmJyOJ90UgZilUFti0/580RiJa31hazQZLlX9+aLIbGQpGAIdTWykMeUcYyQmd3qG2byucVoPlcHVmbhaA0uhYqt0rhQULs6GS7Ph0myoNBsszqKEKs4GajfhtYPfRj8y6yOmMONDb37Vm696iIErHrjixuKCK6581V2YwengrMusowBOzZix59GFnTa4tSFwSVigKv6hGU3ZnCubcmVTrmTKlozZkjFbMmRLBgCIbFGHpqTLlrXZMqCDOlNVZ9GoMjOqzIwyU1VmKopMWZGpKDIVRaYqz1TkmTJghDRdlqTKklRZki5J0kVxuiROl8TpsihdOtzx4H/737/TPd8n2QJnI44+7qNEc+Sp3HgkNx7JjUVyt8SaqxPCz1kikHaxE9DhMgu6zIIvs+BLTOiWwkM0xEUG/7pQdZHBv8gQ3JDoHloCA6EcAER/EOoPQk/ssXaekhUrdOucZ3pHz9HFJ0kTZ8i8A12kQ3ce3RylPWCLtl++eaBn9DRNcJomOEUTXBLqTtIEh4fpBwepF8S6CyLtCbrgBI1/nMY/QuYcGKZdVllve2IAEHcC03cC07f9IInb/kSb1HCOJbrIkWxsf7Cnn3Z4nL/tbvc9pXU4lLvO156XWDqc01fU7u/+zfffW8Cs6wJnI/7LX3+/zRY/ofUfoIhOsZX7x/knNL6z1thZS+yMJXpM7d1LFp6YUKy98fCzLvLGQdaGQdaGIdbarvEDCucx8+QugR7vYnw2yPhskLFtQrlHbt/MlJ8QaC6o7Xu6hs4J1TfcsQ1dIwAQ73Y8frfj8afj/E0c9VaqaD9DuoMs3CFz7tWH9+ond8hc2ySOPbrJTWz9xwRGvH+re3MvdTddup6h3K4NbtcGt2mCYCRiLV2xmSxY8cX931x/AAzxXg91xQh3xZhgeTfl3W7Ku92UFTTJB+TgO92T73RP/hbLuyPBNWr3GrV7tQrEs0bp3cFQneimnX5KPf2UupumWKvwr1EE1sgDa+SB1XL/aplvtcy7SuZbKfOvlPk/kfk+kXk/kXk+lnk/koIATKCG+D0a1+8lrvclrvclrvckrvckzuUSx3KJY7nYsVzsXC52Lhc73hXb3yXo4R2R/R2h/R2h/bfCRWDEL/j2X/DsP+fZ3ubisf4zF7Qw6roY/8RFAfEzjvlnbNNP2aZ/ZJt+QshbE6YfT6APcvB0xJ/uf5Qrb1BaM8KWq6DBi9jYjkON+2TnZ0EBnHAQ6CweX34Wbb0XnvmRZ37kOZ4A8jxQfB4ofhkoAjf8oT5fgk/NK+CdnwWLz4LF2VBxNlScCRVnQsXq5GQMNYRcHZeroyZbuFh1piB7ImOJJhlyNTH64JQzBYWLVb7ezFXr9L4gS6EGV8LFqidbsCcy9kTGky2AKxShZEKm4msMYrMdXAFACRdnwug/AzACExXhbiwgoJ1EDH7/ZzwwMVUPXHVDVTdUdcNVF1x15auu/CxuCEfhWd3B34XamVs2jBFW0MXAYoEq5lzZUu8Jc65izpWJMWXLpmzJlC0ZM0VjtmjIFg3Zoh4kg+gyRV2mpM2UtJmyJlNB9ZCdAVFmZ5TZGUV2BqNDRZ6pyjNVWaYqy1Rk6bI0XZaky2I0ABAlUbosSpeF6bIwXeoUKv/L9/7ivXmtINg3r00jwH9vv/12ryNEjkLjU9B4BBqL5MYiOZJ7qpMru82V3RJr7ihMA8HkZSZ8iQldYkKXmPAlJnyRCXe5UrdVpotM/gUG/wKDf4UjucDgX2AILjAEFxjCKxxZfyj30AxdF+Sv8fPX+Pl7eugyS3adJmjrHdtxs/PUGLeNLrrEU51nSW9NiFm+KNnmO3z3ye77PaeoglM0wSma4CRVcIEh7NTZb4nVl8W6Nr7qOF1wnM4/RuMfo/EPkphXNPabttBd//Qd//QdFBDTHf7pDn+iw5/o8E1fNfuO0AX7R5iHxnmHxnk7u8Z23us9RRacoEm+MEVuOadvOafbnYkfLv/oL+fVWsovW9Y2r00jwH9SqfSt1RvbbPHdY/x2c7DTlzon0u8XGM9YY2essTOW6M4x3g1T4J43eWiEtfJu38ZB1oYh1voh1qZxwW6hYZdAv4OnBXr4bJDx6SDj0wHGdr4ebDa1ja/bShNtGudtGKKvfdi/orN/1QBt1QBt5QBtZT91u9Sy1xDcrfFtl9p2qdx79aG9+vBuTWDTIGsfXbaTKtkqtn/cy8RLEWvu9V2xx644YlvJwg0i6xZlYBVl8hNSBM248d3Oofeejr3XTXmvm7K8m0I0xO+6Ke90U1bQ9b/tnvzNk8C/3NT+4qb2X25pPuR6Vqvdq9Xu1SoXYMRqped4N+3UUypgxMlu+qcSTxMjfE2M8BIY4f1I6vlQ6lkh9Xwgcf8eDcqI98Su98Qu4AY0IudykfNdkeNdEcoIoAc8GCNcC2QEWoHgWvH8c70h/j/MEP/UaAgjnrfYxh9PmH400VgJaK4NfJ1X3pTMhxGoJPJ48FZ6syTw6cvnfjwoI74MIOCp/4cgCJERxT8Ein9YoCSCxWfB4jPw/AaP84gvTGTEpEjG11sa9MCQq6kSBVkkYyl1DLmaJlVShJIwjMTLsxqXzzgZr+EAwZUwY09kpBZ7vDwbL8+KjBZ7IkP4mtk6RiymIZ77C899hed1jECPdJ/1oitrZjzwjAdC44Zm3FDVBQLPOPOzznpD2InBF1/AMzbQsGgqQrwaI0o1RmSKBiz6TFGfQfSZoi5TRBmRreCGqAEiOyPPzsizgA61SDMVabpSz4iyuAaIsjBdFqRLgnSJ4ou+v2XHsmXL3lu2rPvVfj+eXLasfdmyP/ve/zXvfSO+/5OfkaMwYMTYFDQWyVFtQT5LzGeJ+CwRU2ogBVPDkex1QfrkYOBor+twt/08LfOFKDc4mR6YTA2EU/3hVH8odUOixQ1xgSG6wBB1KCIXGIUL9MIFeuE8vXCeXuhQxY/20Q51jR0fZrbRxW10URtD3K51nR2i3meL7jD5266073zQCwxxiiY4w5LeU1nIMeip2Xukd/S8SHuEzDlO5x+j87d19h7pG70qUJ5hCG46I7ghbvunr1mDZ8W6s3zlKY7smjV0iMI7ROYdGucdGucfGucfHuN3uJIdrmSHM3nLmQSMuOlI7Hg6/p+/+723XwcT1GXL/nLZsj/7v//rn//1f5/3vhEfffHwkNiyuZ9+yxJ64E9dEBlwRpy2RnfTpe3W8D1v8gxHuapzaMMQa8MQ65P7A2u6xteh05SMNT3kzwYZa/qo715q/+BKx8ZB+n4NugH2QVPogCl0wBTcwlWtGqDjjPi4Z/wzMn+H3L5XH9yrD2EJb+Fozyoc15yJ3STOO1c7P+5l/P4hac24+FOqbPMI+4ojdtkR206VbJa71tDDH/TGPuiNoumL/L6P834PFRhieQ/lI7JoeU8DI2SfcL2/63d/dJ+3hWTYNC59jypqYMR6geXUUwrGCNrpp7RNXCuBEagkVsn8GCNQSdQzwosxwvN7giTqGeHEDYExwvGuyP47YQMjHL+tN8RXzwisGsE2E0oRxrewtGTEP7R6rn+dV96IvDYjcEk4sd45kASIGztPHJ27xA8WR592QBJf+gtfBpAvA8gfAgjgwh8wTPwHHvz6vPJloPg8WHweLD4LFZ+BB3m4OBPKFoiMMNBZDYAAz36NL0wkxd3eAY3b50qkOGqdxhdGiYBgKc6EizPOFMSSq12JlCuR4mmNfrhE+JrZMIIxAnkWqBniy4UGHMhZqN3e2opNbPMoDwQCAIHGBc24oKoTZcSsA2NEvSFma1OT8IwVY0RNDBgXXq8aUScJxFBjRJHICNwQ8uyMPDsjA8lUpXjSwBAVSboiTldA+QGPMF0WYIYQpEv8dImXLvUaHFvPf/5f/+ffAU9Qly2TtErbsmU/WLbsrV//9uTTAVYC+duf/NM8nmTr1q07R2KMR2GQsSloNJJji7V8lhiExxKTzb7hSPaO2nFpRHaH47kwqLg84e4LpAcnMwOT6YFwuj+c7g+lrgtVDYy4wk4RGXGOXrjKz5+ji8/RxW10cRtdfJYuOssQP7BPXRZojw7RT41xDg9Q9/ew9nYJ93YJ9/VIrmu8V9iSdpHq1MDYllsPj9MFB4Zp50Tayyrr0VFGjytMiuZuq8yXNfbbhFLEeYX5mkD51BW+IdFeUFgO0wSHKHzAiL0DzD199Dah6Yrae8uZvOVMtjun2x3TNx3TNxzTXzgSH1+4+Z+/+72/XLZs37Jl3XPcecmyZeuWLfvLZcv+03e/t+LizSNc9Ufnrs2DcZFI5P/8q/+29uHQlhHO+h7qp3e6dw0x900oj2t9Z2yx09bYaWv0qMa7hybeTWLvYcoPKVwHFa59Ysv6Idb6IRbOiHXDE+uGWe9fv79vmH5Z6zrKUeIFiXUUwRaaaJfYuFWkXzVYY8Tv7/Zs7B3fz5BsHufv1vhwRmygSs9IrafEpq1dY8vbu9CORh9zm9K3SWD+dHBi3QBzA9e4XRv8oDdWx4je6Eq6fzVLvWKE+8EIdxVHu5KlamDEJ1ztp2rPxwzZAanplC18VOtaMcppYMRaqZNQjaCdfkpfqwiuUQTXyIMoI2T+1TJ/IyOkvo+lvnpGeJsY4X5f4sYY4VouduKGWC5yvgskIXT8TuiYgxHur50RddWIlzJiKfNkhLWZEdh4RC35miQwTxALEnhqJ0b6Cs99BfTh5weGqJPEf9QzYiGS+DJQ/BJnRAiZDSOoJCK+cNRkj5rsU1aXWGtsYAQggtBkJ14c44ulNrfU5uqnT3DUOoHOyNUaCQ2LGRwfYrNdZLY7U1D9p2bDxdkQMhtCntUxAr8VC4sPSKK26wNx86hngBFuaNYNzbhzM+7cjCs348qh+4I48rMNRQgbmrplF4TByfq5BzQVc91IRBmMRKCGwKoRxmzJmMUNgRgyiCGNGNKIPl3UpYvadFGTKakzFRXGCLwOIcOCG0KSrkrSFTwNjACG4KdLxPDSJW6qCNKjd2w9//lPfv3O3/3jz/D87T/+7K1f/3bVwWOnugZGPBHWdJ41XWAlkCcax+uW1qVS6c8/XIkbAmcEbgjACKreORzJ3lGaSM4gJwGTfdFbEu3gZGZgMjMQrjHiocVHZES73HRDDAFGnMcZIchfFeiIjDg3ITtDF52hCU/ThOc4iuvK+NGR+OGhqcNDU8fJmTZu7pLIuPNBz4773QcGqcfpguN0wQWZ4X4wdZYtfWrzk6K5GxLtBaWFyIgzIvVDq7fbO3WRJdzdTTpCF+4dYgBGbLzReZWtbBcbT1PFGCOSgBGneLqTE8ojdOklrW/11btvfbjmf7z9qz///t9992/+55/91X/78+//3V/84B/+6oc/AXnnaNvuMe4VZ/yKM37ZEbvsiP3N27983b7S22+/vbKja+sIZ8sIZ8sIZ/MIew9HfcYWAzlti522Rk9bo6es0VOWqZOWqROWqeOWyEGlq4ERq56O7uBp1/WMfWEL3/LEz0r023iaQ6bQNp76pFh32ejZSxduYEpXDzEAIz7qHl15++nnluB1V2zHOG+71LZXH9qtCW2XhreJguvHZSu+ePju1fsfdlPxwYgNPMPKUcHHI7yPBtkbxbaWjFjNDG2q32Pq/aGJd3tQRiwfYn2m9nyq9rxPE29lSg6rHbsFmhU0cXNTYytLe2iICzoaWzkmlBEKjBHyQCMjpH6MEb5XYIQbZYTI1cgIoRNjhOObwQhzMyN+vMSIr5ARuap9LknMwQg3YdcBzBPPvbWCxJe+Avhl+g9oas/+/2jKIjECrUbMNjz4le4AkQtkkYyjNbLk6l4Kva++UGFPZIyTca5aF4aRKaTMUevQesMrpcaIAAJmRJ75EfRWLEbQe1vb9aG2jmbWAwNDzKJ1iBy+E2UV/BAd9YCwFmathRk02NJNSx6svCAuvsDWX0BlUw0W9ddz2OoMfLISDEagvQxEn0H0aUSXRhoYocxWmxkhrWPEnIZoyQhePSO4qSInVWSnEJCJFDKRLICwpvOEFFgJhBkv7rv5YN26da84aymVSv/fn/5Tr2OymREcoZrICJI/MRzJ3lFbOyUasi/6RGVql+mbGTFsDw4IVY9Ywnty4z29q9efvKNuZMQNGdztS9+QWT4XaK8ItNdk5jM0Ic6I0zTh/h7fKRp0igadxHJRNHmSLjhBF5ygCwAjzgpU94Opa3r3WYbgLENwakLyhS1yVpI+xUuf4qVPC1PnlbZzLMGJwfHdD7o2P+w7ROHvH2Fd0Xouq1xnaSKwC9Y1vvZzrR9nRJvUdlWoe2QNfyExneLpTgr0+0jcfSTuXhJnc+fAkX5K24R8/yjnqjP+OSFtWs9xsfEIX3fBMrmHLPh/fvC/XlEShUJh3bp1vzl2YesIh8iIdT2U/ULjAbG5mRG7uZptpImdo+xdXM2GETbOiI87B3aPMM/LTdv7yTtJE4cmZNupwl1SyyFTaNMI44rFf15j39ZDev9u1yd95PfudG1gyTbzNJuGGFdt4euu2C6KcIfc8xklsrIvvrIvvrIvsbI/tmZE9HEfkzhf+WEv/cNexopeOsh6genDwakGRqyZqGMEOMZzE1m0pZu8pZu8laMBjFir9nxAEa4Y435AE68BhqhjhHeN0rdG4V+r8K9VBNYqgo2MkL0SIz5aYsRSXp8RFVuuOndNYtaRb+xuuHFD1C3ieA7iK3zpQ770IQRJFNE0SaL2qddKS0bgExIh7OkeKs54sgUwAIH3LwQ6YyAL6zz+R8Nj+HWhyR4qzgBGBLJwIAtz1DpPthDC3of4olXwjsYsYIQPeUZE1QKD31tv/rmHaDjCyZxu/ESMHL4TJcoI3BDWWmYsIPj2DzCe2iYQ9amYCIZA94fIldHlnQRDECYrEV0G0aURbRrR1hhRVmUqOCPwjgbREERGiNOVhmEIfCSizhCpEq/eEJwaIGqGmIsRzHjx8tjET//5n61W64sfY21tbT//cGWDIXBGjPunJ2RGtkQ3IdFSLL7hSHY4ku0PJjtk+naJ9pZM3+WeamDEsD04wRCAMFmiEUugP5TtdmeP9wcOPjTtf6A/1OW6wMw/ded6g7neYK4nmOsO5u7bJs/SRURGbL9na2DEZWmimRHH6PxjdP5prvyKxn4nkDzByRymZkEOUbPHOenjXNm2rqHtPaQD45xDFP4hCv+iwt5uj50gCx7oPI/NoVNk4VVDCGfESZbyvt77xD51mS3fdKdnH4m7s4+2j8TdPTxxsHe82zvdG0hf4KnOab24Ic6onPvHOF8orZfF+iMc5RmNZ2PX6N+8/cuXLv60Wq1v/fRnH5+7fpCv3zbKwxmx9vHIgVH250rbYbr4sMJJZMRBuf0QTXTXm7xu8q/vGttMFq7toQBGrLnX84U12OGJnxHrt7DkexT2A3o/6Ghs5Sj30wVbngx83N75cc8YaGps4ij3GgPbxcaNw8xNQ8xtAuMm9iRmiPjKvsTKvsSaEQeRER/10j/qZRAZ8ckof70g9EFv7J17tn+/Jlt+S/PhgH+j0t/AiC1ia1sPpa2bcrabcqqXulloAIwAqzPQNRpN1YhFYcSbXI0wv2A2YokRXwEjsmVbnSRaD0k0lCXAxKU7XzsUtG4FBy4J5Mu6zJcLL5TEl9h4BJERLZ7x7mzBMJkRmLJiKzwu9IoM3nh51p+Fx/gitS8sc3jFVpctkQkVZ2yJzACL84Q0frenf4jNF1tdTLl6QqXTBafmBkSdJIIImK+cBYzwLnY8GCPceQIg0IO1sBMxcjNOqOrAfpT2/AzREBYcEIUZSwHdg5K4DWVtP0rCXlJzxQAMkSvpcT1ksUWeGCO06QJghCZdVGdKqkxZWc8IWT0gpJmqBGOEOF0Rp8riVFmUKgtTpVqweQiUEaki0RDcVJGTRDhJhF0PiIlkgTU3I5jxYgdP+dd/+3f79u1rOSrR09Pz9ttvv7NxOyWaJ0fzLRmBhxTJjURygBFDkezQZGZoMjOIhcgIstKMM2KCIaRK9P2hbH8od4UueSQNPpQGz5HUT91pYAicEZ2OaAMjDg95GhhxXZv5Qu85yRABRpxkS4AhjtH5x2j8ozT+57op3BCAEYeo2ZM8yyEq7xCVf4jKB4w4L7Nc1fvP8PVn2eqzbPV5ifW6afqcOHVOnGoTJ8+KPW1M2dHe8Z23n27uHAKliFNi02VT+CRV+NQV6/JOn2FKzhsCOCOOi41XRNquYPqOybfpzpOdJPbWAfrOcd4PV6x+++23Wx4aHolE9u3b91f//X+cogs7LKEtPeSdVMnGfjpgxPrO/tuOyAN/6oLUtE9gbGDEaaH2c63r0Bj7o8/vrB9ifdpH285W71e5tjGkF5XWq0bvEbZsO0+zXxvaQI2CbKRH1lPVv7/b/VEXafUgHTDiUzJvh8K2gSn7dJy3ia3aLrV9Oj7VwIi1Y9GtEseaUeGaUeE6hnKTwNzMiG3a4GZV4JOnkiN831Ghb+0Ie4Pc2cCII2MCnBFnuimHR9hLjFhixDeREY2SqBUkmhhRP25Z/wAj7I04pyQWnxH+4pf+2rLP2WBxNlj/XDdMxjlaI1Oh5mjtQ+wEQz7LkM+O8gt3eh1slZ2j1incAbHVhRckxDYXk1C36KYyxrgCfxa2TEZFZvtLGRGsM8SsD3nmQ75KRsDPWhrCBc04c1UCI6r1jKg3xNyMeCVDvIARuCEwRmjSiCZdVKdrjFBkqy0Z0dIQL2AEr4kRnDkY0WSIPCtRYBIYAbL35oM/+95f/OAHP3ib8N93vvOdn3+4qlNlo0Tzi8sImlDVzIinjugtnmoiVmDFCndEuoe2SAMjuoLZq1JTjRF00VVZ6tBAeG+Xa/dj+xFS/BQj98CbfhhMdwbTncH0g2D6c52jgRFnhdZmRpxXBuoYQeYdpYvRlRrjwvMS6zVj8tBY5tBo7uBo7iApe2AsfVro2Nw5tPXJKDDEPhL3MFN+zRE/p3IdowiOjvNOCQ3EpsY5g/8YVXBdZjw6TPvs1sOdJPZOEnsPTXzREd0+wvr+z3/1ne98h3jzf/CDH/yn7/75OycvXhDpbujcx8e5q6/d3TrC2TTI3MfTHdf5904or2oc7ZbgSY4SZ8QJ49RhZfSgPLyXpdjwoPfTW48+bH8CZiM2jHKPmicP6QM7OKoddPEuof6g3r9+PLp2MF7L6OTqQQbYthIw4pNeMljwubKftrKf/um4gNDRQBnxKTm6Wz+5WxferQvv0oW3q3wf9TOJjFjH02/TBjdK7dspwkuO6CVHdAddvE5kaWDEsRHuEiMWa8HnEiO+WkbUSQIiDknMNNUk0O6GC25gxKwbfvbymkTxDy1rEr6542/1wo+++BIwAtvnajaAzASRmWBxJog+1GdEZrva7YuVZ6lCz+NRH10+S5fPMuSzdPnsAMs/LpAMsjiPR8kMuZouV9Pl6hGucIQrpGMfPhwZG+XwY+VZfxaeUOnAOxPfn/gCJIDM+DFGeJFn3sVghIcYQkeDyAji6d7O3IwzV3Xmqo4cfiLGjC0/Y2sqRZgLM+Y8kRHVZkMYXhzMEERG6FoYohUjMlVFBmPEKxhCRDREqiRIlfipOkPwaoBADdHACNwQTGJaMYIZLzJiyC2O4hKJdYnEukhiXSCxBhxT1FiBGivMgxHDL2TEqN5BZMSwPQyqEZ+zZE+Ulh6d6xJD/NQ93cCIXkd0VKQfZIi7ucp7Rv9Dz/QdS+jEgOgaw3l+WHdk0HjPlX4YqGPEFbWtqRrhambEF87EFaP7JE95kqc6yVWe5CjxBZ+HxviHx4UnWclDo7kaI0jZw7RJHBAgByjCo2zVvjHeXhLnpNh01Rm/bI0fZCV3j6Z3j6Z3jyUPsR2bHw1+1vF4cw8ZMGIniX1a47noiO6fkO8i89fc61n/dARk2zD7pHrquDJ8mK3c2tm3oePJqo4uMBuxnSw4a4ufMkf283X7WPKDYstJ0+QxbWwrObFpOLVxOLVxKLlzIrbm6djabjIwBJiN2CO1bqFLPhtkrB/l7FXY9yrCnxINMRhfMxj/bFxVY8QgfdUQg8iIlX30DUz3yr74xz1TKx55P+oKr+xLbOZHiIzYpQ1tkTo+HuGtejy65uHIRrJ4uza4TRvcqg2uJvH2cVRHBLp1ZOFmTaCBETt4eiIjtvK0i8CIpRHLJUYsLiMsGCOsuTI6JwHVSwJu0d1wEs7daMzrdzcaP/taKT73FZ/7is/86F5PMwFkJohU8SjcfvPkVKw8y1FFO4ftgBF0+ewwF+ocMjkTSZXT0/6kC3fDmEjaRaXjH5L4oocjo0Kjma3Wyt1+4ju3CjDEDGYIwIhnCzUEcRKiPq16GVU8jhy6RSl6sFYeHaisAaIwYy5Ua4YgnvRdA0SJCAWwv3WLi7mSHmMEbggCIAradEGTRjRpRJ1GVOkikRH4NlNzGUKcKouSJVGq1JIROCBqjMAAAQyBM6LOEAmYkPxcjAChRwv0WIEWK1CxLHo1oj+UGrH4xjUUb6xxAAAgAElEQVS2cY1txOLvD2UBI546YnfUrttqF7EUgTOCwpbT6SIaXUSjCcl00ZNApl3nua+0UKIQOQpdZAofBhoZcdsdPc4U4ow4wRLfCSRP8yPbHpm3d+q23FPvHZlqkyVv+RO3/NO3/Mlb/uQtX7KBEYfG+IdGJxsYcZSZOsHV4obYM8Ta0UfbS+LgOSk2HWRihsAkcVxs30Vi78IMsZPEPioy7qLwd5DY20nsgzzNBfvUad3ULmp828g0yH5OfEM3eWMvDRgCzEYcUTp3sZSbR9jbyIIjKs8ZW2zreHLTcApnxMah5IYRBW4IUI3Ad64E2SX2NTNipyK0ha/dzFVt4Wv3GQOfUYUNjNgutW1iT35w27C2Q7K+U7W2X7tHP9nAiL1SR9sI73IvHWSnwgUYsVUbWCcwrWWpNkhszYxYr/FtE5qOjnCOjnB2EEYsX8iIOUYs5d+easSLFnwuMeKrYETJki1bsmVLDpMEhErChhqiip2zMGN/JUm8QndjsQyBfOlDnvuKz3zFZz5k1o8+wqsBQnSTMYZCJbbY++jqPmacJp8F6aEneqmOMFKyRRN3e/tH+CKaXA1CEojHJfIeOvPBMOkhaUzlD3ngoiWRDtS/c8uAf4MPmcEYMestLJwR8zEEgREVG1S1wlVrvgEQM+ZCFcQEDJEHJ3NWjDCx3oC6QZ8r6bHXtSt1wXe8RrTAEJmCJl0XdRpRpRFVuqhMl5W17a5rjGhtCIwRwhaMaDREMyOaexnfTEb0h9JYMjgj+kNQfxDqC0J9QaiBEb3uBJ0uwhlBpQm7LaEOo//zCUmfI/zE4GpjiZsZ0emOPpEZOmj8ayLtZZX1ljNyJ5C8oLRcYqnvqqcuMfQnedYO/3QDI07xNS+tRhxjp75wJE5wtUeZipMC/VmpFazUwHOIKd9DNMRoetdo+qggumuMizNiN0Wwg8QG2U5ibydNnFS7dpITuCG2jUxvG0ltG1XhhgDVCLBSA89xfXDTSKqBEdsY/k1jvPXYLpZb6NIGRmyma5sZsUcb3G8K7jcF95mC+4yBLUIdkRGrBpi7Nb7dGt8uiui6M37dmdhJFm2TOBoYcZosvtLLwBlxgirFGYGnJSPWa3zr1d51au9nau/iMOLbWI1Ymo34KhlhJjACBN//GD1boUkS9hoj0BO8mjzxqt0N/EPv3C9aBvvscy/y3Is8w06amPEj1eaYE2lzIm2IFqnyWTxjkjJFZuXoDFyd4eHoOFWuBmHrzW64yNIZB1hssdkmMll5ZlvLt507Mz5kxovMeJFZcBqWp/DM09CYmDvehhdNpQh3/WRlsyEchNhzVRvGCEu+wRAzpkIVTb5qzFeM+YoRrqBHe2OMwA7nRBlRF4IhdLmiLlfUZYvaLKLNItoMoskUNJkGQxRUaUSVRpTpojJdwg7OwHe8ri3NaOxlJEsgwmRJkCKmyG8Yq0wWuY2liFa9DIIhGAmYGc8z428eI/ptkw2MeOqMPfanr8ktlwWaS3xNu8nfwIhOX2KEKRyl80G6Vda7geSdQLJNpHlk9Q1PZZ84gm0CZTMjrllChykCnBH4bMTWTueW+7atj1x7h5KXtNNfOBJ4LhkCDYw4wlY1M+K4ONGm9x2cUOxnyk6qnMek5gZGHBbqt5GSDYzYwwruIAuBIXZQxbtZygZG7BMYmxmxmx87agwdVLoOKl3HLZE9YnNTNcK4mTW1djC+/Av5h+2KlY/tG1mhA6YQkRH7jIGNNNH6R0PrHw1tHp7YIXfs1Yd2yB3bSRzAiF006U6l98WMOD3K/8oYMUdT41tUjViajfjaGYEm9yJJ1JOi6oDRTY1qM30v6G4QfrGeywTz/E0deQ66BsAQPmQGP2XUh1SaY05UuKYqiNgRm9Aa6ArVuFg2IhQPcgWDXAFFrnLDRR9S4ZltSrc3Up7xwwWGStvy3VoF+9sLM97CjAc9VHN2rnLC66ZhoLJxXQYwRLbqyFbQ5Cr2XMWWq1ihqgWuWvJY7aEpqCHymCHgcqMYoJIuV9Q1X6kPaogsZohMQZ3OE1JQpQvKNKJMFxXpkiJdVqTRszNkDcs7ib0MQoTJkiBZxMNPFnnJIjeJEFNniOnCxHRhYnquXgbMSMCMOMSI55nxwhvHiO5gbkxswBkxJLM8CWQe+9OPAulHQA94MEY8NfvG6AKcESMMIWDEJY39Alt83+C8KlSekWibGfFYbuliyjrJglsi0zVjuMOVuuVKnZqwnhk2XaK69z6SnJV4wC6WeK47Ese5GiIjzmu9DU2NXaPpc4YY2H7qkiN2yR49b5lsYMRxpb2ZEQeFiTPmqeNq73G1t80WPyyzNzDioNS2m53YNJz69Gng06eBz7pDG4eShzRTxy0RPIcNwXXDrBojhlkH9f7DpvBGiu4wzXhWFNhDFm8V6JoZcZHMu95Pvd5Pu95PPyK1gS0st4stG4fZm4ZYW/mm5qbGQYH5m1KN+BbtG7HEiK+ZEYSCxAskgbc5miTxgiEJ4rO/FSMKXxMjfEjFDRcFVifXZOtlTozxhRqP79HwyO3+QYpcBSKwOs2JtMIXoitUGl9AYLQIrM7XZYQXwRkx48l/VYxoXJfRxAh7Fh2btUIVC1w1z8GIFoZoYoSuiRG6JkbUDDEHI1TpfAMj5OlyjRHELSJaMUL4OowAhmATDPEyRrx51QiwUqPXGgZ5Esi8lBG9altLRtz2T1/S2C8oLZc09nZPtIERnVrXEIU/NM4bGucPjfMfyhyAESfG+T2uxGAwd1/rOis2NzPiuiNxiik/SeKcZqsuGAJgxHIvObrmlnpdh3LDI9MpRW0XS8CIS47oYb4OZ8R+jvKCfWo/J7ZtZHpDt39Dt39Tb2jbSOqkLtZmi+M5bY5sGeXWGEHinjRNnjRFt4wH17bLtnVq198T7hH4wC6WeI5ZIge13l3DrJ2DjD1U0QGt57ApfNgU3jzCvGoJtHvibXLjFp66gREneZrrAzScEVeG2cQzNfbqJ/fqJ5sZsVMbOkUWA0McZyi2q7zfcEa8ydWIpabGH40RJfTchFetScw44BkHURIN3Q3iIxCr0jfUJLwLMcS8GME12QAXOnoH2h8+VtocvWPkCx13KHLVmETeTWe1d/VydAaWWssxmA3RaYUvBOoTr8mIKmaIGXd+1p2f9RD2/ZzHC/fchiCuy2jJCGuuYpmbEXMYotxkCAwN4EPilbkNQWSEKp1XpfPKdEGZLijSiCJdVKRL8nRZnq7IMhUZ4dQM3BDi+naGMFkS1huCnyzy6g3BbTLExNy9DMwQb3A1oiuY7QpmnwazTwOZV2HEI8ckkRF4U+M24VyuDv90AyOeinRERvSwVIARp1mqOyrHE+vkFY7yvMLZwIh2Q6CLIuwlcXpJnO4x3nVT+KozftUZ30vmXxFabuvDbRzlGZWzmRHXVc7PR9lXe8ZvUgSXDP4L9qk2c2QnJbCuQ7rzkWbzA+Ehkf+crY4RZ23xE4bQwVHu/hH2IYbsuD4IdrFEj/f0pdqEuj18fTMj2sSmjkEGSJtADxixjaM6ylWek5v2MsV7te4GRpzmKImMuN5Hf0VG7NCGwPng6Cnh32xGvMnViKWmxtfLCBOREQ3dDcI50XN2N6D6mgRMwES+QRKE7gZCyELGDzFGeJFZbx0jWj/m7RkYrzpce/j4/PUbQ3Tmg76BS7fv9k9wOrp7bnQ+utTeITJaXMkMR296ZT3UMcKLMqLqKVTdGCMWITggQLA774TqZipxQNizFVu2bMV+lBa4gi7HwAGBGcKAGWIOQDR2LhqLEJghGgChyRTUGCNU6bwqBStTeWWqoEgVFClEkSrKUxgjcEMQACFumIqYLgqTxTpGTCP8JMJrWYqYLqCMSOQnEnlWorEIwawB4tvFiAfB9EPHZI/a1q2ydmkd9wLJV2FED1dJZMRTnh4w4oY1dk5oOjOhOic240dz4XnEVvWRuIARvSTOA64GMOIwmfvQEekOpm+qbCfExgZGfK73PSGxQR6T2B0c5QX71Hn71N5x7m2L/5F/+qJYd0hoaGbEFZn9wQgb5Aq2GTZ6vKcvdU7UmhE3Rjk4IzoGGce0nsOm8CFTaJfUso2n2aNygBM+iYw4IrMQGXFxXPANYoRyaTZiiRFfPyMyJfxw56aaBHoIE4oJuGptYARUdUAzuCScMAj2nEN3unzmzj9zF5658TFDpCmvPH7YGOS5B3nmQWY9yKwXmfEWwCO8MlesySzOiP4JzpW793sotK5xyuV7D2486X48PDLG4VH5QrZSY5mKszT6F7zV3Kkxwo0xwrVYwe4teqvxva4hfKASBQQwhC1btoJeFVQ2wxV0SScARKFqAIDIVwz5ih4YAi7roHKt3gCVdFBJC6DwwmiAIbKIGtABiworQqjSeWUKVqbyilQeMEL+MkY0TFYCRtSVIuZgRM0QczOC8S1mxINg+n4wdT+YuhdMvSIj7pn8A1QBYMQAWXjbPAUY0XA0VwMjnjDlREY8YsoBI05KTOc58na1/TxPec7gb2DELZGRyIgHZB5gxAGm5K4t9Mg/fXkORtwhC3BGPBhht+mDp20x9HjPUc4elvywxtPAiNMKZ8cgk8iIkwo7YASeZkbsMwaOC3WAEecpon214z2XGPENYcTSbMTXzYgiURImjBENkrAQJIFjAj16AzzMsOUbzvrjxV35Z67CM1cBSOK5u8kQbpDC/PLMjTxzI7NuZMaDzHgKVW8BfZwHvMGIXBVWaAIunwdC8Mc8S2fCJTHA4fcwJq49etJ2o/2Lh4+udNyR2hw8rb5zaIQqU2rC0XkxolIrRRSq7vzMYhnCmZ9Fbyw868RX3kIz6D6VYGFnrmLL4ilbsTU45lzZDFXMcMWUrxrzVUOhashX9MTAZR0IVNZCpVqAEurTeAUAAiRTUOFJ55V4UrAyBSswRshfxgjcEGgvY7oknC4Kp4uCaYIhphHeNMKdrhur5NR6GaghGhjBaDIEPQ4x4jBjiRFzM+KWL3nbFrlv8N/X++9YpjpcqVdhxH2xiciIu2ITYMTnzvgpmfWExHRKYSee8AkYcU3jacmI0zrPQbrowBj7IFt+SudtYMQltadzhENkxAWVZ64TPmvVCEOwfZiFG+KLUQ5oaryUEXuNgb0G/15DYK8huFcf/IYxYmnB59JsxNfLCGOmiAaXRK529LMZewLVYQKqWKFq/WaXLzqAw1lAJeHC0VAfF/LchX/Na2fWVZh1F2bcBfDwrngKFV88NSlT4gm4fEK7myxTkmVKhlpPVWjIMiVLZ6KptGSZsr2rZ5DFoUkVV+89eDgyytLo+RaH3BvUTSVsGdhTKL9OKp5CxYNUUENgjHAuUhzwbMNNxu+/DSzszFWs2Qq+MylghDmL/hBNMNrCwPWggys6HBBwWQfXDKFp0oM6i6ibr9QHNwQOCEUKJiSvSOXlqbw8VcAZIWvJCGIvgxDBNAoIIiM40wVi2ARAtGBEXRECoscheiy3xIiXMqLDm+xwT3e4kx3u1Csy4roj8ZCt6iVxuijCTq7mmnUKZwSeZkZcckQfUgQ4I24K9YAR520RPOds0QZGtJkj90a5uCFujwtecFA4salxXOv9nC7pGGRcH+efUDn/JBjxsmrEt5ERS9WIr5kR2VdlRMO22d8cRgQtDiIjzEIJMAQeJ4R4CmWO0UqWKe8MDN0fGBrlCe/1D7GNFmVgki5Xqb0BvsHM1ptemxFIxY1U3EjVXai6ClXXIjOi8SbXGAG9hBEmqGLKv4QR2rkZoW5ihLqJEapXYIScyIh0SZYuy9LlV2SEYF6MYH1jGPHizbD/JBlx3ZG45ojjeUVGXDEG20WGdpHhqsZ9wT71Kow4a4ufM4TaWcoHI+zbVPE5re8VGXHUPHnEFMbzrWDEUlNjiRFfPSNKpmzZNAcjCJhokkT9NpctGFF45kKeN2Piq2aEhCdsYIQmHFUGJkFfY1Qse0KhPSSN3+zqETncTK1BbLFPlqo+qECVKS3JrCWZbeCCMZ5qXahADVFxIVUXxojFAURTKQLdCuzVqhGmXNkEv4QR2kZGlOrFgKEBfEi8UjPEqzJClirI0kVZAyNSL2KEAE2dIXjTCLfeEA2MYKFpMVlJxwyxxIhvGiMuYrngiL46I87a4mdsMWK+jYxYWvC5VI34+hlhIDCiXhKE7gZUmUMSlaaaBLo51YskgXoCJYULmTcgcEbMuHBGIBUPUnFDSNBonZQrJ+XKoM4ktDjIciUxYxI5z2CWu7x3B4Z6JzhkubJ3gvOYQiPLlf0c/oOhEZnDJXd57w2OMFRarsFMkSkN8ZQHKVszME2pmdAaJrQGmlLjgBAPUiakjhHOfNWZn3EuTBKOpiIEUQ8tqhF1QQcjTFAZdDQaGZFvUYdAGYEVJNQ55EVBDUEYicgUlJmCMoMxIt3ICFkqL0vXGCFNl6WpsjRVlrQcjMANkUAaDZEo8KYLL2FEHGbNsUADAOIFjGDEipghEHq0QIvWGEGJFoAhGhgxNvXCpsZkHSNwQwyghkgRJJHBJJHrD+YwRuSaGJFFGRHIoIzwpx/704/8TYwIEBmReikjbvkTGCOmF5cRnzcxos4Q9uhF+0sMARjR1sSIFxsCY0SkjhHmyWZGNBviQGtD+PcaAnv1QSxNjCAYAmNEsIkRNUNs0QY2a/yLtIuld43C18SIwBpCR2NVkyE+rl/t+dUx4t9RRrh+XR/UEALnv/IdGCPsvyBkAQeFt2DEj1jmH7LM/4Dm5U/Qv2/KH/2h/g1ihCFTNGSLhmzJiCdXMuZKplzZBJ5AUMWMZa7uRi1w40kcjjzIbGMKs87CrLMw62hO/tVfzDgKVWeh6ipU3UjVjT3I3UgZjzmZHZcr8QjsbrpS64UK4XJVancxtAZFYJIsV+FfcG+Y9GBkTGh3j/BFrgwULleFZpsiMOlGyoZ4iq01BAqlQKHEUGnNySzxL8IMUXEhFWeh4sxXHPnqnN/+K2WmYRtycG8b7zlUxU5CaWBExZKrEAcjcEbo0JR1eVCHKIFoIDxFDQQKDy9kRA5RAUZkC6osAATGiExeARiRhhVpWJ4CaWBECTeE5MWGSCD8RL0hEgVuopER7BcygjEHI+gxmBErMGIII1bEUgMEPVqgTRVo0QI1igKCEs2Tp/LkKXh8CtABHpuCcEOQJnOkySzIyGR2eJIAiHBmEKMDoQiR6g+l+oLJvmAKS7ovmOkLZvqC2b5gri+Q6wvkegO5nkCuJ5AF6Q5kuwIoIJ4GMk/8adQQvtQjf+qhP9VJTCD1AMv9QOpeIInnbiB5h1CE6PAlbvkSt3yJdl+83Zdo9023+6ZveadveaYXgRGO+OeO+BVHDA9qCBwQtqmL9qmaHjBAnLNFzlknsUTarFNt1uhZawzPGWvsjBV1Q00PBECcNEdOmCPHzZFj5kk8wBCHjSE8h4yhQ8bQQWMQ5IAxeMAY3G9sBMQeg3+P3rdH79+jD+zRBfbognt0wT260B5daI8uvEcXRg2hDTUYYhuIJrhNE9iqCWzVBLZo/HgWixGrFd41Ct8auX+N3A/0gAMCNYTUt1Lqw/XwscT3scT7kcT7ocT7ocSDZ4VkMRnRUHv4tcD1a74T5N/4zn/jO/+VjwLiV3zHr3j2X/Ls/8Kz/4Jnw/Nznu1t7kKbGm+xjT9mm348Yf7RhPlHE+YfTph/OGH+BzwYKZrR8PdM098zjXX59mGiNSP0maI+CxhRNGRLhix6WqMxVzLmykYIMKJsgiog5kZGVFo80po2mWgZ9LmYX2Cq9nzFka84CxVXzRCV+qd72ZTM8u1ursUhD0zaIYRtsiq9AUs8yVBp5YFJN1ImOgPElMxSFGptcNJfKPEMZqk3aEqW9fHyME/lTBecGYih0urjqQZGuHBG5CsOuOKAK3a4Ov/vDp5pcetaGKJqI/xEiAE/LDM4+7vREBVtvowGLmvgkobACDVURJNDVC9NtqAEwRihyOTRpGE5SAqWp2AZYESqIEsj0nRRmipJU6W6UsQLDJFA+Il6Q9QzAl3qSRyMiMOsOMyMt1qgUc8IeiyPtzAYMYQewwARLdCm8rSpPHUqT5mqAQIzBEQMKD/ghsAYUQPEYGPtAQACGAIPQRKBTF8gixkC1UO3P9Ptz3T5M0/9ABCYIbD/qR/6Up2+miEeYLkfSN0n6OFugyF8CcwQ8XZf/CaaxE3fdPtiMgKlAxoiIGxTF2xTF2xThKpDDRBtdYmctUbPYHo4Y42dqRUeUDqgerBMnTRHMEOgdMADDHGoLpgeDIEDhsB+Q2C/IbDP0AwI3269b7fOv1vn360LYAnu1oV260K7deHdmB7QaEI7NMHtGhQQmCFQOuDZpPFvUvsWhRGr5d7Vct9quX+13N8ACNQQEi+gAx6cDngaDDE/RvxW6PiN0PHvAmdd7QGjw7/xHP/Gc/wrz/GvPMeveDVA/JJn/xeMDrXUG2J++0a8xTb9mG36Mdv8Y7blR2zLj9iWH7ItdZggMqLeDf+rPkASf/RH+x+fEbpsUd+Q2nnQZWN9UEbAFQvc+qH12nk1cLwwFRtcsecrjkLtEe5Cyi6krAxP0TU6slxJ1xhp2uyYvDomr1LVZWW4pJ6KT5gsbJNFFgi7kLJ6Kt7NYt8ZJj2k0IbF0jG5clSmGJMrH1Jo1x4/7egfoGl0HAsC3qFj0HarV0USaYQuL/iLCKmVIhz5ih0GWej3aIWrC7nJFhgs9awrRdQAkS9r85gh4JKaCAioqIaKLzdEDlFijKjpAYscY4QsBcmIjEgh0hTKCEmyJEmWxMR9r/GRiASCMiJe4CcK/ESBh4UbzzcyIpEHacGI+snKJkZA9FgeuAEPDgjaVJ4agalTMGUKxgExHoHGI9BYpK6FMRrJkSazI+EMnuFwZogAiIFQaqBWe6ilN5jsDUz3BpJYUr2BdG8g3RvI9Aayvf5sjz/b468BosuXfupPP/Wn8SJEzRDeZKcv2elLPiDGn7zvT973J+/5k/f8ybv+aTwoI3BDeOPt3ni7N37TG7vpjd/0Jm56E4vIiCuO2GV7FA9ah8ANYY2ct0bOW4m1B8wQljCes5bIWcvUGUsUz2lL9LSlrvZAzAlz5IRp8rhp8php8qgpjAdlhCGI56AheNBAMITevw/tXzQbwrtb59ut8+/W+ndrA1iCu7WhmiE0QTwYI9AixFa1f4vav1nt36z24QGGWDRGyLyrZT4CINAixEqJb6XE+4nE+7HY+5HYg+dDsWeF2LNC7MbzQb0h5ssI+28Ejn8XOPHaA2oInhMFBNfxr1z7r3hofsmz/5Jr/xeu7Rdc28+5tp9zrXjebsr8GPEW2/wW2/JjtqW1JHBGNBuCYSBkiRE4IzKvxwgTXDHDiyeJRWWEk2AIF1Jmmywyl8dXKA6yzQ8pIYAAEGOyRHz8k2UKocVGkcpudvU8ZbCoah3ABCEu4h8HHGkyBCoJZ40R5cVhBDR/RoCf1CswotySEapXYIRybkbI52aEFGVEUdLECOFcjIgTDLEwRtBfnxGUJUYsMWKJEW8GI160b8QSI74KRiC6bFH3ioyAUUYsmiQWjRFlRwH0NcpERpjj06FydZAdaGCExFv37GdodG4oHypX+SYL3+HWxZP1hlD2cqwNjBiTV5sN4URTcWCMsMEt9hH/+qoRuCHgBkO8oBrRYIiXMIJoiAZGEA0xByMQSaqIG0JcM8TcjIgTDDEvRtCbDEEDjIjm6wBBMATKiAhMjgBAoIZYYsS3hBH7FpUR25YY8UdgxFI14qtmBEgLRpQaGGEELXYMEw1DEvPKIjKi7MSDlJ1ISewNUFUantl6q0/7hBEblVfwiL1lJ1LCw7HY+War3OsflytVU3FDMtPD4Y3KFXjo+gDxj4MQ3wFNoewslB2FsqNQtufLtvwiMWKB7Yz6XaeaGaEhMgKTRHMdQpkrKJuvEA2RLSiyuCHgOkPUGAHjjJAkEUmySCxFNG821cwIFBCvwAhWS0bUFSFy9FiOFs3SohA9CjcXIfCpiBojMEAAQzQwgrTEiD9FRixVI74djLAsMWKejNBmEF0WpKjLFvW5oj5XAjFAIGUDVDbCIBVcEs1LQOeRRShI5Cu2fMWWL9sLZUcBrwegStDGk9p4kqpNNQjAlKl7/BuSGbE3IPYGDMmMwOUdlyvHJbKbPb2dFNqoXDGmUBuShYZ34NrLzYxQTcXF3oBqKm5Mw/Z82b4YjACliHnfYZQRcN1wpbZQBtEAQ+RLahhPUQ0XVYAREKKCEGUOT4HwGr9SUOYAIDBGZPNywIgMLM/AMmCINCRNgcDSVF6aKkhTBYwRxZaMqDPE3IzgJAjzlXMY4gWMoC2MEc2liJcyon+JEW8aIxa3GrHEiK9xNmKpqfH1MAI731mXRQ9srEkCKumBJLAjpGuSaFr/OX9J1J/49ZqGeAkjQKxQiaYr4wJQhEvaeNKQzLQoJyClCZNFG44EyxWpyzMgEKmm4lao4ERKqqnSmAJ9E7albIUa/6A0ECbLlXKvn20wMXSmRalGLNQQYH0NYASMlSIKFW2hrAHJl9X5kprACBVcRAMhShAMDQoUDXVX0GCMkGfzaDKwDCQNS9OQtI4RsDSVlzQzYrrUbAh0gUZ8LkbkASPYzaUIgiFaMoJWM0SWFoVoUZgWzTf2MjBDNDNiLAKN4RUIPK/AiKVqxBvHiKVqxBvLiKURy6+FERqMEdos0ngGNH5gNMYITBLoQlAz1LRt9muGKIl5Jl+xEhjhQEBKzdHEp0VeP8/hIkmkTK2OplIz9IbmLxN5/VKXO1CuSF1ulsnc8Fl9Mj2mUJHkCopay3d5LFDemCmKvCWRt0RWhQUWT6BcdUH5camCwIgFfYNAA/O8w1DZBJWNEHoIuA4u6/LlmiEKmCHyBD1gUWKMqFlh7tT0gEWGMQI1RBqSpHKSFCRJwZIULKlnhHi6KJ4uioiliPpeBp5WjMiz64Mbgv+rA44AACAASURBVBWHmTGIOcdkJQYIkBwtCjcUIWgYIJoZMRaBxiZzo5O50cm65Z1ghecSI/7EGLFUjXjTGLE0Yvk1MyJT0M4lCZwRUI0RBrhsqC3cKJsXholFYARcsebL1nzZVsAl0cIQ8nCEJFeQ5IoeDvdWb682PGnPZMflipbaGJPJx+UKht6gT6YbPktRa8H7gDBNnjFFiSSvkOSVHk7qAcmgDU9LnR6yQg0YYYXL1gUwwrIojIBrjEAnIYAh6hhRam2IV2CEvIkRLQwxJyMQcRMjmkciavOVREPE85x4IyMm5mYEvaEU8TJGUFswomaIuRix1NRYYsQSI74xjHitasTSbMQCGAEOem4hiRojSnq4rCcwYtEkUd/amI8hcEagBYmSo9CCEfjjv4fDbe/tZao1Lggel8lbmmOu6JNpoiFIcsUjmgUYAuTOsOMp3cKzuXSJjC1fttYYMc9vEO9NLJwRYMdrDcYIdSMj5jLESxjxOoaoZ0SyIEkWxEkEN4SoZogWjCAagkMIO163NGMikZ/ADIEyIlZnCFqTIaiAEVNwy14GbghKBCI3GWK02RBzM2JwqRrxZjJicZsaSys1vqnViCVGLIQRWGplCUwSeqIkCMElYVpgd2OBoxVwxQKXLXDZmi/Z8iV7vuRI59wev9vjd2Ry9kIRD0kmx3Ozr//akyfjcgXTaNYn0wy9YVyuoGm08nCE+EeaY8zkiO9DksmfMFwkWZmQCtNQshdK9nzJli9Z4RL45y3ke5y/IXJNpQi4pMmXNBgdaobAGKHEDNFchJDnCvJcXt58hQgIzBBSzBCSNCRJ5zBDAEYASeTFyYJ4uiCeRoilCFwPLdZ5xvK8WJ4by3NicC1xmB2HJ+pTMwTOiBg0RxEiS41mqVMZ6lSONgW17GWghpiEyJPQ+CTBEOFssyFepamxVI144xixtODzTWPEi87UWGpqLD4j1JkCHkJloqjNFbW5oi5X0kF1aWAEWpPIzTdQ2Uw4sOO1A1fMcNkCl6xwyZYvOaLTAZkCi9wZn8YFwDSaGwQg8vpFXj/X7uQaTd4CInW5J0zmuQFR1MSLmniRorER34Rrh3BDdE2kbg/5u5gekcdvzuat+ZIFLlngkhle0PdoWtjtJQ5GAEagbiBEmS8q4aISLipgRAEhCgiRQ0AJdZHl8s1X0GTzsmxemoWlGViagSUZAAhIkobE6RyaFAgkTsHiZF6czGOMQOZiRK0UgRmigRHsWCMjWhqCMYchWjKiRR1iEsIYkVsII5aqEW8oI5ZGLN80RsyvqbHEiPkygngwI+qJLAIwockBTNQd/NhaErn5pv7AjtdP2QyXzXDJApds+ZLb6iQywmWx4XpgGs1jChV43TXB7uPxwetOCnVCpw+UyqZ4Yi5GyMNFYsmBpgsxjWa+y6OJT2vitU9de2x+NBpSeKdpSrUsGLGihiiZ4YV8jwu9vYZ6RqhRNxBTVOSLCriogBE5jMghRA4VZFBBlmsIJoamK9JcXprNS7OwJAtLMrAkA4kzkDgNghpClM6JUiCQKAWLkrBoOi+aLoimC6JpBO1oJFqs8MQN0cwIdhMjXmAIfKaS2pCpDGAEdQqiTsEvMAR5MjeO9zLCWRDUDcQQDLFUjfjTYMSfSDVC9i1kxFI14mthBDjNWZnOK3FPZNHTn9XZIjgqGk89I0oGCNuoat5p2ijztWKCyiaoZIZKoCDh0ZtxQwRkcgmVTqwcsMxWwAKySoNf7GZzb3T3ck0WhkbHsTmIetBNpzg2B01rfkAO9nKzREkY0gj+ZeoYwjCUGIbSfZJVF4EDpYrE6Ra4/SgjoJJpYd+jESov4PaWDFBJD5V04PTOGiOKivrIgSFgRAYMARWkwAevFgkwRBYWA0NkIBGgAyHCVFaYyglTkDAJCQEjEnlRoiBKICDCuesQvFieG4W5MZhLLEVEoUZGxCCQmiGiOUY0R4/W6hCYGxqSpU5BLXsZqCHCufFwbixcA8RoOEsKZ0nhRjcsMWKJEX/MaoRyqRqxNGL5TWBEBmdEoyTwggSKiQUaAhwlulBJlExQyQyXrHDJjjY15CBjXH5DI6N5ToIkk/dy+epYQh1LmHMwkRF0naGLSutnCi7eGr34QEJkhDqGNBctJsxWnski8/jGZArFZMwCl8xw0bRgRhgWwghs8w8d9CJG1AxRx4hXlUTNEHMzQlhjRA5jBDwXI1rXIaL1hsAYMREjlCLmMMQrMSKSa2mIRWfEUlPjjWPEmzRiucSIpRHLbwYjCqosMldNoq67kavlj1eQAIwoWuCSNV+yx6adHp/L43PEEqNyJZEL/QIRXWcYkynuk8Ye05ng4qBI0scTCD0+WWiygQU0rX6Ux/ekIYrAd+bG2EsZoZtOCT0+gcennU6DwQjTojBiIYbAthHTQehG16CjMach5qhGSF6QVoZoYIQwnROmMEYkc4IkJJyGGhghxBgxpyGiMDdKNARgBAQYwYrDrFg9IwiGoBOHITA6UIiJZCmRHCUCUdBFGcReBkQO55oZQUJTJ4YlRvxJMuJNqkYszUYszUZ8/YxQ4IxIF4hzEnXdjVxTdwMdwMR3vWw6JvTVshgFiZIRKpngohkuWvNFa75oQ4OI/cERqRzPsFTONpjceYRvtd8bHR+RygdEkpv9gz1cPvgCilZvysGKCMI0l+iG0hOmu3OIYZmKjrCtbbcYI9IyyLiqZMsjc6Royxet+aIlXzTDRRNcBP+8BTJCnyvN7/aCH40uV9RCRQ3Y5TpfVNYZotjQy2hmBA6FF4QIiAZGCFNZQgAjcsJpSNjEiDl7GYRwgB7wxKAJrJFB7GgAQzCiOfpUlh7N0hsHKjPUqQwlkiYkQ4nk8PJDrQ4RzuEhMoIUzpJCmQZDDIfSzZJYYsQSI5aqEUu7WP7JZA5GpPLKuSRRK0ggL2fEPFM7tmMewRhRNEEtGGHLI9LQpMDjE3h8Yn9Q4PFJPT5/sWyIJZhGM/gs0RkjUjnTHMG50C/In7nFe0oTDvFlt4d14CJFW9L+/+3d93cTZ7748b/pe8/dZNNIL5vdvbubDS2N9B5IQgiBtC333gChBVIA08EGA+62rF5n1C3Lkq06M+qaLmmKyK/fH55nRjMqxhhn4W50zvsH8xwIBPmcefF5npmp9DJEOyNCHEgMrfZ/MKgyYrV/w/7ejHB1OxLRbohVMaJjL6OVucqaK22MqENGaB8R0Y0Rhg5GTBfaGTHZjRFdDLFKRjA6RmCrYUT/bMQdzoiP+oz492FE/ymW/yJG8G6q1n0moWEEygpoD0bcGibU05qru8qCXyuENIwAkgizfLTWcOcaKgsuWMmLFo8hHBn3+meisWitYU6k2hhxZhZTf/4lh3TOzA97qkixHKCY3nRopf4BVEYEOSF4C/+DAeUMyi0ZghW8nICqT5dSDdGDEXpD3DQjuu1lqIbQMKLMW8o1S7lmKdct5YalVDe3DNGFEQaY3hB6RgBDTCqGgIzI67YzRjoMcQ0wgliOEVdx9irOXNEb4jJGX8LoIdUQ/WnEvykj/i/d8NlnRP+I5e1gRA223C0bDZQRUKYlCXAjqB+m9cRNrmiet61/wpW0khVgiDZGeMvkVcR32eE6O4ucNfFDDkltLEB5CmVPoRxi+Plaw1Mon7fYhxwutUE7qf35Qw5pLCDO1xorrsWIsIYRvf8vpBWs3NLfs48Vvazo5eBrtzy84ObBXkbLEC6+4eQabScr7Yw2YAXe1qJDTc8IXjEEp+xldDUEZIQZMKLEW0o1S6neMoQGEAojoCQMec5Q4HSMyLPtjCiwoHZG5JnRPNOxlwG/vkZQ14gbMQJjrmDMMNYCBDDEJUwBxIoZ0Z9G3DIjiNvGiIDCCL+alhHZ28qIpZWfjdi4JoywdTDC2pURsV+IEev679S4UxhB1dyUyoi6h6576DpCNxC6gTANhBEQAAglL7gssaKGEa3Amb6Vr2hAIGmuoOq/xW+8EuTEIAsYIUZq4nxNHAuE7UvJlCCNIakjl1NtLFAv+UAbx0bGvhk4fdZkHXK4riC+EV+xTR6mJeGmGBGpCZGaOMeLHYyQbr42RnRNWH6lxQhORHjRw4saRgguXnBxgpNrwNiGg6072LqDqesZUbPTNRvN22i+17qN5m0Ub6U4K8VZSU5hBKuch1AYUYGMMJd5c6lmLtXVFEa0Ha6EkjDkOUMBnKzk4Sgiz04XuKkCBw5XThYAI7jJAjdR4CYK7ES+xQgoiRw9mqNGczRoJEePEPQIQY10Y8Q1gruGcx2MAGkZAQKSAHpgQEMEPUQARtAdjFBTGVHtYAR9NsOAzmR0jACGWBEj0i1D/JCpfp/RMeJIJyNSpYOpLow4mKgcSlQOLVUPLZGHlshDCiMOxqsH49UD8cr+uIYR8fK38fK+eIsRe+KlPfHSN70Z8Q9Y7u/RZRhBfAXLfQkZUQR9ESl+HimAds/lte2ay+8K5z4L53aGczvDxKdKO8LEjjD+SQjfHsS2B7HtIezjEPZxCPsomP0omP0wmP0wmNkWyGwLZLYGM1uDma2BzAeB9AeB9Af+dMsQoA5DKIzA3vVi7/iwd3zZtyEjsoARb3hVRqRfR9OvoenX0NRraPpVNP0qmn7FC4KM2OJNbfEmX/ImX/QCQ7R6TmHEZmAIJPGcJ7HZndzsSm52JTc7U5uVh0ZscqQ3OVKbHKmN9tRGe3KDPbleYcSz9sSz9hYjnrEtPWOHtRmijRF/tMVbWeN/tMb/YG0x4mlLDPSUJf6kOf6Emgn2uDH+uDH2uDGmACL2qDH2qHHhEePCI0bIiAdhqh7gD9fNzq8zqoyY72BEpIMR4btb9Rmxxoyou6m6m6zDL+iGh2546AZCC8AQiiREGCuikBGSH6b1gRRgpcCKVwIsMIQc5OSgzgcrXIGnB0KcCB5CNV8Tp+aiPqKQEiRLtHLo4nwvRowFwtbYkjuVvWS2nTaYRv2hEdQ37g0dOO9Vf/KgnXERZT/JrJAREbCdURPDvBjmxBDXenKDIgM5wMl6K9xopePv2c+KK1/xsZKXlbycpGGE6AJxwBBKrOBkGw624WAaDqZu10bX7XTNRtdsdM1O19QVddFG12xUzUbxVoq3kryV5JTnQ8AzlbCKUhkwQmuIhqnUMBYbqiQUQ9QVRvCGPGTEdIGfznPTeXY6z00VuKkCP1ngW4zIcxMwdjzPjufZMVCujRHMKMGMEEASjJYR11qGgJLoZMSlDkYMtiQBDMEMEfRgixH0BYw6fxOM0Bsiw5zJMHAUkaZVQKiMON6VEZ2GyFSPZqpthgCMOJQqH0qVD6ZKB1OlA6kejEh0YcQBlRHxis4Q8fLeeHlvrLQ33p0R0BAaRvw9mvt7NPe3aHdGdBiiAADxRaT0RaT4OWiusFvfrnD+s3B+Zzi/M5z7VGlHOLcjnPskTHwSwrcH8e0h/GMY9lEQ+yiIfRjMbgtmtwa0ZT4AqXrwp9+DZd7zZd9TAKEwAn/Xi7/jw97xYW/7sm/7sLe82Fte7E1vVsOIzOto5jU0/RqafhVNvQoZkdEzIr3Fm37Jm3rRm3wBMiL5PJp8Hk08pzBiM5rYjCQ2axnhTm5yJTe5UpucaZgjvdGR2uhIbbSnNmgYAQ1hTzxrVxjRAxBtjPhjGyNs8T8ARlh1jPidJd7OCHP8CVP8cYURjxljqiEeMcYeMS48Ylx42Bh9yNjJCPjDdcboOuP8OuP8A0aVEfN9Rtw2Rriohlsb3fDQgocWEFpAGBFhRA8jgi9QRkQZCeRlJB8j+UFaIjBSgNGjYdkVoIog2yIC9MEKV1g5yEpB5WmYEV6K8KITL04GI9OhyAUTenyiPGiX1K6ionExNbOwZMsQk+HoNZfHEJwbtjn3njr7t6M/IFki2ZBmI4sTYcydbwx74ufMrkG7a9DumllYivCCO19GS2SEF5ZpjhfDvBjmpZDuiIPiA7YNDStYYcFfsqTzwYpXACNQTkI5CeEkDye5OcnNSS5OdHGik9UmOFnBwQgOpuFgGnZaW91O120U0EMrG6WtZqNqVrJmJXkryVuqvKXKWaqcudKeqcyZyrypXDOV66ZSwwSfWdkwlRrGkgAkMQsZUVeqGQq8Ic/P5PnpfG06DxjBTee5qTw/ma8pjOAURvBaRozn2bEcN5Zjx3LMKEGPEvQowaiN4Ew7I1qA4K/h3FWcvYqxVzB2GGMvYyxkRBY2lGWGsvRQlhrMKozAmCGcGSKYQYIeJOiLOH0Roy9gLUacw6hzWWpZRlBnM/TZtN4QGeZ0mjmVpk+m6YE0rTWEyohjKfJYktQyooshMtV2Q+gZcaCDEQeSFSCJg4nqwQR5cIk8uKRjBDSEwoiWIeJlMIr4Jl76Jl7633jpf2JFFRDQEAoj/h7NQ0PoGfG1hhFfRnJfahihGKL0OWiuuBsULqjtChc+Cxd2hvOfgkLQEDvCuU9Cue0hYntQNQT+ESiIfRjEtgUxLSM+APkz74N8GkP4s+/5uxjiXS/+jg9/24e97cu+pWHEG97MG17FEEjmNTTzaosRmVfRzCvezCvetMYQ6RcVRkBDIMnn0CRghGqIzUhisyex2ZPY7E5u0jNioxMaYoMjtcGe2mBPru9gxF/trVFE514GNIS9+yjiDyBr7Pcgy8LTYDsDGMISf8Icf1ybKf64Kf6YMf6YMfaYMfaocQEY4mFj7GHjwsPGhYeM0YeMqiF0jFinMOIBhRH3wyL3K4y4r40R0+G7p3sy4j97MiLcwQiNJCb7jNAwwkU13GTDTQluSnDTgpsWPWoMSEIgIGQlyctIPlry05KfEUEBRgzQUoCWAjezEmSlECuH2KYyXZCDrBximytcCbFyqPV6DinCSRFO8lVYd67iq7C2tDBok0HjIXHIEZwORqYC4ZOTM5fd3u8GL313cWjXvv27D3734d/+cWZyJlmXjZEFSwJzYsVBm1vtjNF6esY4ivivutARbzDCiRHw9MyOL8KcBAzRwQg5wMkBtqkZNqxgBcwYGMnHSD5G1LTSFS8jeVkJZSWElRBO9nCyh5PdnOzmJBcLEkFORk1w0KAGyE7p0qzU1WwkqGatgnhLBcSpmcucWTGEuVw3lwU1U1kwlUVTSTSWBGOpoRy0bBiLwmyxMVuszxZrhkLNUKjPFOozhdpMoaZMJmrThfp0oTZV4GF5fipfm8zz6lhiPM+N57hxIAmCGSOYMYIFjRLsKM6OEuwowY0S/CjBjxDgRVw86CrBX8U55W5PdhjjFEkwl5SGMGaoNZZghnB2CGeHcGaQYAZx5iLOXMQYIInzGAU6h9HnMOocRp7DyLNZ8myWPJvRBnc0zmTYMxn2NIw5lWZOppmTaWYgTQ+k6RMw6niaOpYCkT+lyJ9S5I8p8ocU+UOK/D5Ffp+uHgVlqkfSIEUP6cqhFKh8MFU+kCofSJX2J0HFb5Olb5Ol/cny/kR5f6J8IFE5sFQ5sFQ9sEQeWKweWGxtZ3wLU85DxMt74uU98dKeWOmbGBhCQEO0A2KhNYcAgPg6mvs6qtBhnvhqnvhqHv8qgn8Zwb+M4F9EiC8iuS8i+S8i+S8iBTCB2B0p7Y6Uds8Vd4HChc80qYDYEc7vCOV2hHKfKG0PEdtDxPYg8XGI+DhEfBQiPgrhH4bwD4P4tiC2VdMHQQww4v1AFjDiPaV3/dl3/dl3fWDzQsmLv+PF30bxt1sTiOybXuxNFHsDzSoTiMyrSOZVJPMKknkFTb+Mpl5G0y+jGdAWb3qLN/USNET6BW/qBW/yeW/yeTT5HJp8DkltRpKb0cQmdGkTktiEJDZ6EpuUNroTG13JjU5QaqMztcEBW+9IrrfDnlXPQ9gTz9iXnrEtPWNb+ott6S+2pT/r+xMAhF0HiD/Y4r+3xX9vi/3eBvXwtDX2tHXhacvC75SessRUQzym9Kg5/qgp/qgp/ogxDsYPCh1iD83GHjIuPGiMPmiMrgNiMIAvwEmI6LrZ6AMwqIf7ZufvM4CAHiL3GiL3zkTunZm7ZyZ8z7RiiOnwXa3m7pqeu2s68ptpqAcIiDZGaFNI8f+U/mMy9B+T4T4jyOMp0kkJLkpwkYKbEt2U6KZFNy25ackDYkAywsgII6NMU0n20rKPlvyU6KdbBSgpcFMrjBhkpBADQQB2LhQfKCtsz5Uw2wyzstpcq9ZbLn1l0U2IthQ9Nbd48NzQlC9sCkYmXej3g1f2nDz31Xc/fn302D+Pnfz84JFP/nvPwNj0mD8SIOvGeOaizaM2MGk8O2WMs0Kkwl62eXq+UZOVwpwcUoLzEmgCOcA1A2xTo4QVrLCyn5F8tOSjRX0rWvHSklcZICGsjLAywjY9bNPDNd2sDHKxkovR5aRFkIMSlslONtqyVesga6UGspR5beYybyqB6uZyw1wRNUmmMkg0lgVjuWEsCcaSYCyJxpIwW2rMluqzxYah2DAUGoZCw1CsG4q1mSJQRWOm0Jgp1KcLNaiKfH0qXwOYmADl+PEcP57jxgl2nGDHCW6c4MZAOPiCHyNqo0RthOBHoCFqV2H8FYK7gnPDODeM8cMYN4yzwzh7GWcvYWqKJ3B2COeGcHYQZxVGsBcx9gLGKIygQUASZzHyLEaezVJnMtroMxn6TIYBhjgFSrOn0uzJNDuQZk7A6BNp+niaPpaiftL0Y4pqGSJFHk1Vj6SqR9LV70Cp6uFU5XCqcihVOQgrH0yVDyTL+5NlQId9idK+RHFfAnxR+jZR+napvH+pvH+psn+psn+pun8RTiBUQ+zTHIbYEyt9o2xhgP4nVlQN0TpQuQAnEH9vASL3VZT4Kgr18CUogn8Rwb6IYF9E8M8j+OcR4vO53Odz+c/nCmD2sCtS2jVX/AwULuwEhfI7Q/lPQ/lPQ/kdofyOcF6jBzXi4yDxcRAa4kMYvi2IbwviUA+a3geMCGQVQ2Tf9Wff8WPv+LG3fZq82Nte/C0UfwvF30SxN9HsGzDsDRR7Hc2C8cMrSOYVJPMyknkZyWxB01vQ1BY0vQXNbEEzL6GZl9D0i97Ui2j6BTT9App+Hk09j6aeA4ZAU5uR1CYkuQlJbESWNiKJDR5N7sQGV2KDK7HBmdjgTG5wJqEeFEA8C4OG0Ohh8c+2xT/bFv/U0X/pJxBg80JxQ+x31oVWloXfWaJPWaJPmaNPmheeNC88YY49bo49ao49Yo6DHjbHHzbFHzbFHzLGHzICNyw8aFxYN6umcMGgNq8Uvd8Qvd8QvW92/r7Z+XsNSjORe2bmlCL3zER+Oz33W2CIqfDdU+G7psJ3TYV/Mw2aA3UAYk57yWyXRLdu+3X9zmAEKTpJ0UWKLkpyUZKLlly05KYlNy3DGNnDND1ME9GEMk0vLfsoyUeJID8l+ikxQIkB5esVrdBikJZDTDPcgkIzxDbDK1xpJS+TNVm8aEUuWpF9py5+d+7SpMtnDMwbw4sHzl7+50+n1L4ZmNp/znvBXB0PiNPz8JeABibM52dsMUacJ+tDVqTn78XKIVbdbWkVYGWIg5sOMsJLiauJFlFaRGgRYSSEkRGmibDXoSTYpodtupmmm5HdjOyiQZKak5KclOikRAcpOkjBQapftLJXQQ01W6Vhq9RtFfA0iJq1XLOUapYSuCmDN5dqplLNWKyZSg1zWbBUJEtVtlQlc1UyV2VzRTaVQZKxLBrLorEsGUsgcbYkzJaE2aJgKAiGomAApCg2DGClIBgKjZmCoop8YzrfmMrXJ/M10EQOxANAjBO82hgODQEaJWojRG2EqF0j6ldhtSsEf4Xgr+D8MMYP4/wwzg3j3GWcu4xzlzAQewkDQwhuEMYO4swgziqMYC9gjGII5jzGnMPocxh9FqPOYtSZLowAGxnsqQx7Mt1qIM0OpFnAiONp5niKPpaif0rRP6YotR9S1A8p6vskeTRJHk2SR5LV71JAD9XDqeqhVPUQ2KRIVpQ9C9UQZeCGvYnS3qWi2r6l0r6l0reLpW8Xy98uVmD6LQz1JMSeWAsQ/6OchNAdg5jPwaOUmpMQX0eJrwEgosSXUQIA4ot5CIjPI9jnc9nP57Ddc/juOXz3XG73XH53uADGDwAQO+eKABCfhgstPQTbxg+57UFie1DRg5LGEMS2ELEtiG8N4h8E8XZGBLH3A9n3QP6M1hDqnoWyc4G/ieJvIvgbCPY6klXCXkew15Dsq0jmFST9MpLZgmS2eDIvIZmX0LRS5iUk8yKaeQFNv4CmnkfTz6Pp55H0c2j6OTT1HJrcjKY2K4zYiCQ2IEvrPYn1nsR6tyZXYr0zsd4BSq53JJ8F2fVbGPaWIaAerIt/0tx80boLQ7t5YY3/Huoh9jvrwlPWhacsC08BOliiT1miT1qiT5qjT5rnnzBHnzAvPG5eeMwce8QUe9gUe8gMe9AUf9AUf9AYX2eMrTMurDNGH5hdeGB24QHDQmvYAMQwE73fMN9qJnrfTPQ+qIfIPYb5e2bm75mZ/y10Ayjy2+nI3dNzd0+F754K3TUVvmsyfNdk+DdTuv5zKvyft/uq/H+u7oxwkKITAAIyAl5RFEOAK03Tw1z3MNcRJYURso+SdD4gdUrouULClQClMIJpKjOJZkjBwUpWVsKIQZsPaOCMwfGPH05+tf/ITGDBFstcsvu+H5749szQt2eGvjo88uHfLv/zqPnwudCB84uDtuZlZ1RlxBXP3FXP3CUrcsmKjHijvX6jECOHmE5ArJ4Rfkb2rRkjmghzHWGve5TckBFNN9NUP3eQEzJCclKSAoj27C1GwGyQEQ1bpaE8V6puKdXU9IwQLRXZUpHNVRkaopMR0BDSbBdGKJKAhhBmVEbkASM0M4kcbILgJwhuguAmCH4CMALXMqI+RtRHifoIURsh6u2MwPlhDSMu6xkxhLFDGDuEs4MaRlzUdAHXMeKclhHZLow4rRhCy4iBDkYcS9PH0jpGQEOkqO9T5NFUD0aAIYSGEfs7GZEotloq7Vsq6wyxcbLQXgAAFq9JREFUqOxi6E9CwGMQekZoNzJat2OohgC7GIohOhnxucKI3RpG7JrLK4YogXaGi6BPQ4VPQ4UdocKOYH5HMP9JMP9JKP9JKL89lN8ezG0P5j7W9FEI9mEo92Eoty2U2xYitgaJrUHiAyiJVu8HsPcD2HsBDMwh3vVjCiPwt3z4W17YmyAUfwMFjACSwF5DsddQ7FUk+wqShUMIlREINMSLSsoQIv08CgwBGJECjNiEpDYiyQ1IcgOSAIx4Vk3HiKSWEX91JFrZE8/YE8/Y1S0MyIh2QFjjbWcgwEaGjhHWhSetUZgF9oRl/glL9HHLwuOWhUfNsYchIOIPKq0zxdeZ4uuMsQeMsQeMCw/MLtzfKnr/bPR+Q/S+VmDbAv7wXkMUDCH0jIiohlAYMQfnEH1G/MKMAFcL2QVqXUuabhpcY667meseJQ0jmj5K9pOyn5LUGYNKhMBKV6QgLYVoOQSIAK/ETU3LrazEEGFGHvG2QHDO6Dp08dqZaevhi1ePj81esCDnjK6LVuSrw5Yv9o1NIOJM4OeDZ0OnpjnTouzCKZC/KtzwdwGMCDJykJEDoOUY0bnYZcXPyHBvYq0YwfysGOK6m70OPlw303TRIGAI2UnLTgokOci2gCFEOynaqyBgCMFWUWsoL9yqg8dCtBhRbGNE01xRDKFjhKQ3hDhbEmeL4mxRhG4AktAZogHmEFpGTOfrUzlQbZKoTRL8JMFP4LBxXMuI+hjRGCMao0R9hKh3MKJ2Ba8N47VhjB/G+Ms4rzcEN4Rxgxg7qGHERZzTGQJnL+CMMoeAjDgLytJnsrSWEacz9OkM09UQJ7SjiDRzLE3/lKZ/StPdDZEij6R0jDiUqh5KVcFexoFUpc0QgBF7E6W9idKeRFFNYUSljRH79IzYozIiXmrbyNAy4u96RoDDEF/diBG7NYzYNZfbNVfQGKL8Wbi0ExQqfhoqfhoq7ggWdgQLn6iFCtuD+e3B/MeaPgrlPwrlP9S0LZTbFsptDea2BokP2grg7wfw9wP4e35MBQRkhB9/y4e/6SW0vQEYgeJwCAEMgWKvotgrSPZlJPsyktUwIvNSCxCtnkczGkakn0PTm9H0JjS1EUltRFIbkOQGT3K9J6ljhCfxrCux3plUDbEeGiL5jCOhy56AJyh7MKLtRgyVEU/bYk/bWox4UssIKzBE9AnL/OOW6OOWhcc0jICAMC+uMy+uM8UfABlj94NmF+5rC4qhZ/cYogoj5lVAKIyI3D01d/fUXJ8RvzwjKPWCoUQrFxVGvcxc12JCw4imn5T9pBQgJYiDmyxISUFKCtHyL5olWbxgQdROGxzaH17zRg0x7PBQ9tC50Iz/5wlUOnwudHKaM8Saq/i9grQcoCEj/GvRGjFCRpgmwvyMMD97mJ/dzM9tn6yLvg4+dCfVbPt+6GCEpOihlQYQsNZ7OyEj6uZizVzUMkKyVJqWStNcaZrKTQUQsJYhimJbKh1ahsg32prO1duaImqgSZwHTWDcBM6N4+BsRE3DiEYbI64Q9Su4nhEYr+xlQEYMYtxFjL2oMwR3oQUI9gLOnsdZ1RBns7S2TkacyjC99jI0owgGGiJNa/cyVEOshBE6Q/RiRKILI/YtdmGEekdGT0YsdGHEV6tixGeQEeXPwuXPwuWd4fLOUGlnqPRpqPRpsLgjWNwRLH6ikcT2YGF7sHAjRuS3hfJbg7mtwdwHwdwHAULb+wHifT/+nh9/1493MEJvCBCKvw5CNIZAsZdR7GUkuwWkMgJpNwRgxHNopoMR6Y1IagPIk1zvST7rSeoY4U7ekBF/cST+Yk/AuzAURrQ/mLI3I37XmxFPWFuMeMyy8Khl4RFLixHAEA+YFx8wLT5git9vit9vjN9vjN1njN03G9Ma4t7ZhXsNCytgRLQ3IyJ3T83dNTXXZ8QvzAhSapfEjRnRRJgmSje9VNNHyX5K8q+WEQFKClJScA3RkGcji7n5GDaXLIIVJ04ZYtglZxCgwRDDtIa4YEEu2nwhWr7mbR4dxvecQPcOoIeHMhcs1534agzRhRHs6vMxspeRvLTkpcVVhHYwwgMZoTcEc12ZRrQzooshOhhh62CE9t3fvRkhAkOYKx2G6M2ILoboYMR0ByNahujJCH6MqI9CQzR6GgKvDeP8ZXw1jDjfmxFnsvSZLHU60+rUShmhGKLPiLVjxNZVMMLXzog3+4y4sxgx12fEL8yINkmojKCbLua6q4skmggNGKEcjyAlPymuJkoKUFJQuQDfYuFMZdGCqAUylcueufMWBDQTw8BPGw8n1MXzFmTIGQzSsisvX7A1z1uug8bDzVX/MXSMYGXfLeRlZS8jobSEKiZYRQgtIjTc1OhkhKs3I7obQs8IWwcj9IZYjhHmimyuNM36UYSxLBtL3Rmho4NaXugwRKO3IXoyYpSoKYZo9DZE7TJgBM5rDdFiBMZeVAyhZYRiCPZcByNUQ5zSRZ/UMGKggxGdhugzoj+N+NUzYr4/jbg9jLCrF4mujOgYS8C7NmgZpWUvLXspcL+G5CPFVeSnJD8lBcCl95aL+GNxC6JmmLKcsyBq561eT5EfCy2dNbn3nb18csZ+zoKcm3XanYF5dH4enfdFCDsmgW71D6NnhPcWQhkJYSQEamDVSQjd9NBwntS5l6FhRLshOrcwlt3LENr2MnoxwlQWzWUZ1LmX0cmIZbYwbmovYxlG3GAvQwHEZZy/pDBiCOOGsuwgxg4CQ6h17GVojkQwZxVGgL0MYIiTGVJTixEDaXYgxQzo5xDL36DRZ0SfEb9KRvQ3NW4XI6qaf272lISeETRkBErJXkr2rtYQqiTWihFzkZSWEcZRg5YRQBLj/qgvT1+yoSdn7FfQedTm1f6SQJFfkz8JPNbA3LIhACNu1RCih5Y8dLPNEG5mBYbozYguexndjkS0GQIwwlhqmEpiuyE6GNF9DtHLEJ17Gb0ZMYFxExg3jkFGjOKQEdd6bmf0MAQ4Wbm8ITR7GZ2G6MmIdHdGHF+WEd8nSXifp2qIPiP+BZsafUbc6Yzob2r8sowQwaT6BpJo7W5ARiCQEZKXlLy3xoi1kkQoXdaaAImk2gxxzTuP4NU4f92Xp6965wO0rP35cQsSShRuSQ9qDDjWIHuZ2zmKaD2NlJY8tOzpvZfR2xDdGdFlL0MzimhjBDCEOoowFmvGYt1UEpfZy+htiO6M6LKXkatPEd0ZAQwBGDGGQUaM4LWOUUQXRixjiAugLoZglzfE6Qx1SmcI8mSGOpmmB1RDpJiBlM4QnYz4IUX9oBoCPC5CMUSfEf/6sxF9RvQ3Nf4t680I0Ap2N9x0000rjKBklJJRUvKSopcUvVVhFWklsSaF4sQ8Oh/xx0Jxwk9Jo6Gls2bPWbPnoiPgyDEzcWIqFLct4qPo3PRC1k9J8+h8zOxRCyUKt/QHoCU/Lflo+BRqdC2CGqCEVeemBDctuRl5ZXsZsrKX0XsO0fu+jF43aJiLNVOBNxV4Y4GfLfDGYt2oYUQbINZwL6P7DRrAEFl2HGPHMHYUY0dxbgTnr+G1a3jtKl67ok89EtG2lzHUZogso2XEDfcyoCHS5KkM2cmIgTStAmIgxZxIMSdSEBCdjFAN8X2SPJqoHk1Wj+jrM6I/jfhVMmKuP434VzDCpvzL0l5VDtCRkoOSQU66qU2RhOyhZQ8lI6SEkBJKiuiqDOGtCl4SPAETXoB/iRw5xoaRSKUBfmhOl6cWssZEAfwwlChEZuzuS2POwZHAlNWn/LRbae0ZcYuGoAQ3LbppWXtfhu6TpZrwEydb3wOtkUNbYPDQFjhQqaa+ulPZyDAVa8AQgBGzxbqxJMAhRFk2lqVZUAkkGoog7WnKxnShMZ3vTH0yhLbaJHxQRG2SqE0Q6oMiuHEMNqYaAmNH4Fu4WoYY7jhWqZ9DsINZ3V5GixFYd0boDJHV3pTRaQhyIL1CRrQM0WdE/2zEr54R/U2N28QIq/YKQUogOynZKdkOLi1009EuCdlNyx5K8pASQooIKaJVYZWRgpcSfb+YIW6Yu8gPj87aLR6b0z/iCq6NIe4YRrhbAUbAzSnwUYJPFgDCTsl2UrYr3wA2UgLfEta2KoK1IljaKgtAD2YQfPF33aTdxSjUICBgdWNRMJYkY1meLcvAEIayZChJhpJoKIkzRXGmKMwUhemCWmO60JgqNKby2upT+fpkrrPaJHj6NTAEAZ40xY3j3BimphgCY8HLPG/KEBdB6l5GFjCCuYC19jJURnQaQrkjo2WIAW1paiBFn1D0cKKDEb0M8X2iejRRPZqoHklWv+szos+IXwUj5lewqdFnxC/JCEvnpUK9kICrCyXblUuOk246lZcvuCnJTUqequipCkhVQKqNVaQy4nZlxarXkHCMb8b45jUkbMWqa/NfXmtGuMnGqnORDRclumgJ7l+ogKCbdqoJPmIbKYMP3VqV2r4fLBWxzQ3msmBW0aDPBABRqitnIGqzOj3wswXekOdmC7VZyAgFEGXJUJZmSiJouiiApgAdNE3m620p78voku7FGeA0paKHliEw5hrOXcX5ti2MnvdlZNmLAA2dYfA5lWra2zt735cB6FDVRJ5IUSeSdCv9HOJYkvopSf2Y1BgiUW0ZIlE9kqh+l6h812dEf1Pj358R/WnEbWdEpTcjSIUROknAFzj9ezDCU6kP2b3ePIXglSG711Xkbv2/qX2v5lodjFgDRlCSupfRZgg7JatDiDZGWKodhqjcjCE6GGEo8IYCZyjUZouN2VIPQ/RmxGQHIyZ6M6KLIfSMGFEYcRVnASOGOxhxCecv4fBAZetMZTdGnM/eyBBZ+nSWOp1dASNSPRkBDKEwguwz4o6YRvSPWN4R04heD8PuH7H8xRkhWKqipTsjJBsl62cS4IUL8D1eblK8dUaglHjbBxJXvJGr3ogpXVoDQNDgaVFrOopYA0YI4L1rnYYAH3FXRlg6GGHuzYgehqh1GII3FDhDsWYoNgwl0VDqaojujJgsNCbzjQ5DdGdED0P0YATGXsG5TkaohhhspRyG0OpBm+ZMZYch6NNZ6lSWOpWlTrbtZaRbjDiRrp7oZESyuyGUvYwWI47AKn1G3MZpRP8plnfGNKJ/xPJfxghQV0bodzcclOygJCcluSjRRYprwwhSWOULI+7AWk+NXLPWkBHwXgxK1gwh5LbPWmXETe5lNFayl2EocIYCN1PgZoq1mVJDpUPnXkYnI9Z2L2MUY0eyzAjGjGAMZATGKW/v5LWPqtQ9oVJ7plI1RIY+n6XPddT+vgwwhwCGUBjRsZcBDFHpZMTxJH082TLETwnyxwT5g6IH3ShiqQIN0WfE7TsboTLijT4j7ogbPvuM+KUZUQXBf31aSdFKShATFEi2UbKdlu207KAlBy05KRFKoiq6q4Kn2lhdCCkglIBSq3lhxB0YutaMuMUdDZeSkxLAe1wdlOygZTutmUOAj5iUwIfeGkJUlW8MdQhRacC0gCg3TOW6qVQ3wpQ5RJGfLXYMIYAhACOKCiPK4kxZmUOUhOmSAoiiMFVUhhCFxmShPlnQDCHy9Yl8bSKv1wOMHyf4MZgyh8DZUVw3hACAuKZlhG4IwV/C+SGcG8LbGXEBYy9g2jlEF0N0MuK0wgidITLkQKY6kFEAAevOCGCIm2NEotJnRH8a8athRH8acZsYYa4I5qpg1kqCFC2KJKyUZAWMoGUbuPzQkoOWHLTopEQXKbqqgrsquKuN1eUhGwgl3MoLI+7A1pYRbkpwaUBwszlBlOCgxJYhaNlGQ0aAj9hKSlZStJCqIURLFX5jmDWMMIHK2urGsmqIurFUmy1BRhhAGkbMtFIYUYZNlyEjpkBFYarYmCyqhmhMFuoTIA0jxkE5bfxYTjUEP0pwowRkxAhIs5dxDWOuYsxVjLmCscMKIy7h/FAr5VVbekNodzG0bliOEZnuhjihpjDieLpyPFU9nqSOK0OI40n6uAqIJPVTguxkBDDE0aXKkaXKd0uV7xKVw5qBRJ8RvRjx4Zowon824g5lRP/xU/8SRpjUq4UaCSVhoSAjrDRkhI2W7bRkpyUHLToo0UmKzqrgqjZc1YarWl9FbrLhoYS13QW4A/PcQoARzmp9NZF1J1l3kHUHJTgo0U5pDEHLNlq2KoywkBL40M1Vse37wVQRTCogKg1TpWEsN4xAD0qzQA+aDAojZnR64GYK3HSenS7wWkZMK00pjJgEhig2JlQ9KI2relAaA3TQBPWgaURhxDXNEAIw4kqWvoKxwzinGmJQ0cOgnhEXNHsZXWYPGers8ozI6PcyNIY4nqkeT1daparHk+TxBKV2LEEdS0BAdDICAAIYAjJiqXJ4qdxnRP9OjT4j+tOIX54RlRUwguoz4jYAwkOLblpwUYITMILUpFHCcisaRtgpsd0QtDKKoKAhOhlhqnYYotJuiE5GGHozYrrATRfY6QI/rTCiZYgVMGK8gxFjK2DESA9GXFUYMYwxw1hPRlzEuYu48nwIcBdGb0ac1RjiTNsNGlnqZLbbHKLPiDuJEf3nRvxfY0T/uRG3nxENU1Uw3YAR2oHEGjPCTQn/NpLoQYFWbT9cwYrgosDGRHcirGRFywidIXSM6DKNMHUwwrgCRhhKNUOxOyOmC9x0gZsqsFNFfrrUmG43xA0YMV6oj+frHYa4ASNGCG4E782ILGTEZYztZITmrd/sBZy9oDxR6jy2HCNUQ5xuBXc0BrLkQJYcyJA6QOgNcWwFjPgRMqLayYjvYOU+I/o3fP7KGNG/4fM2MgK0PCPAIQlaWntGkI1bedjzHZhbGy24acFFCy4afn3jFf2v0jLCQdYdnURYyQol2Gmxcy9jGUZ028to10MnI1Q9dDJiOs9OF9ipAjtZYKeK/JSGEVpA9GLESvYyOhmh6qGTEVezNEhlxCWMuwTOVGr3MvDWGzvV51t3ZcSZDHVGb4hTyq0Z8FSEwogTWbL7ECJdOZauHEuVjy3LiB8T5I9L1R8S1TZGwFHEYhkYos+I/qbGr4MR/Xdq3HZGVBtKgpqZFMykCLJQuqyUaKUEGyXYScFBCk5ScJKrZ4QL3FPQduldVbddD52McIFowUkLTmgC/Urnz2lboRoOsu6o1h3Vmr1as5M1O1mzV2uOau2mVmxkw0oKVkq0UJKFEtUPV5uJFDTfA8rgQVddbRZUVqsZwByixM+U+JmiNjiEAIbQMKLedh4CAkIxxIRiiBVuZEBAgDr2MkZw9hqoNYegr2TpKxh9BVMYoRqCaO1ltL/1W32ulP4MBHjKtWYXg9bqYRlDHGsrVT6WKh9LVtaEEYeV+zUOJyqHkpVDycrBZOVAsgzanyzvT5S+TZS+TZSgHpaKe5eKe5aK3ywVtO1ZKu5dLO+DdKho6bA3Xt4bK++NlfbESt/ESv8bK0JAaOjwz4XCP6OFf0bz/4jmAR3UvlbdECW+nId6UAEBDTGX3T2X3QXDds3hu+aIz+byO+eKO8PFneFSGyBAWkNsh+U/DuY/0vRhMLdN31aFDu8raFB7z4+/58Pe82Hv+rC3fVltb3mxN734G6oe9Ld6vo5gryHYqwj2KpJ9Bcm+jGRfVgCxxZN5SelFJPMCknkByTyPtlLpsBlJb0ZSm5HUJiS1UQOI9Qog/qrmTjzrSjzrTDzrSKr9VU8H0J+hIRb/BA0R/y9r/I/6/mCN/8HW6ve2mGKIBWCIp6wLkA46QMw/bpl/zBJ9zBJ91LLwiHlhTRhxT2fqKKLrNEK7rwGanvsNqM+IVfX/AUuNCjs5RuFCAAAAAElFTkSuQmCC" width="640" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Aprovecho para deciros que ya queda menos para mi vuelta. Gracias por vuestro interés.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-4821200937794274614?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/4821200937794274614/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/las-proteinas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/4821200937794274614'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/4821200937794274614'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/las-proteinas.html' title='LAS PROTEÍNAS'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-1466498145777094104</id><published>2011-11-08T09:00:00.001+01:00</published><updated>2011-11-08T09:00:09.977+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Actualidad.'/><title type='text'>YA SOMOS 7.000 MILLONES</title><content type='html'>La NPR explica de una forma original el crecimiento demográfico sufrido en apenas dos siglos.&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="455" src="http://www.youtube.com/embed/VcSX4ytEfcE?rel=0" width="700"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;Vía: &lt;a href="http://www.fogonazos.es/"&gt;Fogonazos.&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-1466498145777094104?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/1466498145777094104/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/ya-somos-7000-millones.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/1466498145777094104'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/1466498145777094104'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/ya-somos-7000-millones.html' title='YA SOMOS 7.000 MILLONES'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/VcSX4ytEfcE/default.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-7465182363238820974</id><published>2011-11-07T17:11:00.000+01:00</published><updated>2011-11-07T17:11:59.330+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Conmemoraciones.'/><title type='text'>MARIE CURIE</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Hoy se conmemora el 114 aniversario del nacimiento de la física y química &lt;a href="http://es.wikipedia.org/wiki/Marie_Curie"&gt;Marie Salomea Sklodowska Curie&lt;/a&gt; quien fue la primera persona galardonada con dos premios Nobel en dos campos diferentes, el de física en 1903 y el de química en 1911,  y la pionera en el campo de la radioactividad.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Marie Curie es , quizás, la mujer más excepcional de la historia de la ciencia. Destacó por ser: &lt;/div&gt;&lt;ul&gt;&lt;li&gt;La primera de su promoción en la carrera de Física.&lt;/li&gt;&lt;li&gt;Primera mujer en doctorarse en Francia.&lt;/li&gt;&lt;li&gt;Primera mujer en obtener un Premio Nobel.&lt;/li&gt;&lt;li&gt;Primera mujer en conseguir una cátedra en la Sorbona. &lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: justify;"&gt;Google ha querido rendir un homenaje a esta científica con este "doodle"&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-zrrh93VW4-A/TrgCxRLCmzI/AAAAAAAABJc/JH-FmhVE2-A/s1600/fotonoticia_20111107090147_485+%25282%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="195" src="http://2.bp.blogspot.com/-zrrh93VW4-A/TrgCxRLCmzI/AAAAAAAABJc/JH-FmhVE2-A/s640/fotonoticia_20111107090147_485+%25282%2529.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-7465182363238820974?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/7465182363238820974/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/marie-curie.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7465182363238820974'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7465182363238820974'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/marie-curie.html' title='MARIE CURIE'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-zrrh93VW4-A/TrgCxRLCmzI/AAAAAAAABJc/JH-FmhVE2-A/s72-c/fotonoticia_20111107090147_485+%25282%2529.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-6112375654041999312</id><published>2011-11-06T16:49:00.001+01:00</published><updated>2011-11-06T18:49:25.525+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Humor'/><title type='text'>APLICANDO EL MÉTODO CIENTÍFICO</title><content type='html'>&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-R3iaUBe8Rcs/Trarg-dyeQI/AAAAAAAABJM/zyQmIDK_jqo/s1600/humor_grafico_039.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="351" src="http://3.bp.blogspot.com/-R3iaUBe8Rcs/Trarg-dyeQI/AAAAAAAABJM/zyQmIDK_jqo/s400/humor_grafico_039.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Fuente imagen: &lt;a href="http://taringa.net/"&gt;taringa.net&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-6112375654041999312?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/6112375654041999312/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/metodo-cientifico.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/6112375654041999312'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/6112375654041999312'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/metodo-cientifico.html' title='APLICANDO EL MÉTODO CIENTÍFICO'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-R3iaUBe8Rcs/Trarg-dyeQI/AAAAAAAABJM/zyQmIDK_jqo/s72-c/humor_grafico_039.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-5843007167500529656</id><published>2011-11-02T18:56:00.003+01:00</published><updated>2011-11-02T18:56:00.284+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Actualidad.'/><title type='text'>EL HIERRO SIGUE TEMBLANDO</title><content type='html'>&lt;div style="text-align: justify;"&gt;La isla canaria de El Hierro continúa temblando. Ahora los movimientos telúricos se concentran en la zona de La Frontera donde se están registrando sismos de magnitud entre 3 y 4 grados en la escala Richter.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Las imágenes pertenecen a la web del &lt;a href="http://www.ign.es/ign/resources/volcanologia/HIERRO.html"&gt;Instituto Geográfico Nacional&lt;/a&gt; (IGN) en la que se ofrece información a tiempo real sobre la actividad sísmica en El Hierro.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-gsNdgvlYsu8/TrE6fHIgv2I/AAAAAAAABI8/Jaf9rSWfHas/s1600/Sin+t%25C3%25ADtulo+%25282%2529.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="337" src="http://1.bp.blogspot.com/-gsNdgvlYsu8/TrE6fHIgv2I/AAAAAAAABI8/Jaf9rSWfHas/s640/Sin+t%25C3%25ADtulo+%25282%2529.jpg" width="640" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;b&gt;Eventos sísmicos en los últimos 10 días&lt;/b&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.ign.es/ign/layout/sismo.do"&gt;&lt;img border="0" height="580" src="http://1.bp.blogspot.com/-D23vT4ts-7E/TrE6n0k11RI/AAAAAAAABJE/d7mk4gz0vGs/s640/Sin+t%25C3%25ADtulo+1+%25282%2529.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;IMÁGENES DEL FONDO MARINO DE LA RESTINGA&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El vídeo muestra las imágenes captadas, por el robot Liropus 2000 perteneciente al buque científico Ramón Margalef del Instituto Español de Oceonografía (IEO), del fondo marino de La Restinga tras la erupción volcánica submarina ocurrida en la zona.&lt;/div&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="465" src="http://www.youtube.com/embed/zGKHmAvQrNo?rel=0" width="570"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;RECREACIÓN DEL VOLCÁN SUBMARINO&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;El Ministerio de Ciencia e Innovación ha presentado una recreación en 3d del volcán formado en la isla canaria de El Hierro.&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/4vlJTZEG8A8?rel=0" width="560"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-5843007167500529656?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/5843007167500529656/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/el-hierro-sigue-temblando.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/5843007167500529656'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/5843007167500529656'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/el-hierro-sigue-temblando.html' title='EL HIERRO SIGUE TEMBLANDO'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-gsNdgvlYsu8/TrE6fHIgv2I/AAAAAAAABI8/Jaf9rSWfHas/s72-c/Sin+t%25C3%25ADtulo+%25282%2529.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-3880881793897574640</id><published>2011-11-01T21:57:00.000+01:00</published><updated>2011-11-01T21:57:24.830+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fenómenos naturales'/><title type='text'>SURFEANDO ENTRE RASCACIELOS</title><content type='html'>&lt;div style="text-align: justify;"&gt;La pasada semana tuvo lugar en el sureste de China un fenómeno natural que permite la práctica del surf. Se trata de la formación del &lt;a href="http://es.wikipedia.org/wiki/Macareo_%28f%C3%ADsica%29"&gt;bore o macareo&lt;/a&gt;, más largo del mundo, en la desembocadura del &lt;a href="http://es.wikipedia.org/wiki/Qiantang"&gt;río Qiantang &lt;/a&gt;(Hangzhou, China).&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El macareo es el responsable de la aparición de una ola conocida como el "Dragón de Plata", capaz de recorrer unas 30 millas río arriba y que puede alcanzar una altura de 3 ó 4 metros.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El avance de la ola hacia el nacimiento del río a 40 km/h deja imágenes inusuales de surfistas deslizándose por ella y rodeados de los grandes edificios de la ciudad de Hangzhou.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;No te pierdas el vídeo es impresionante.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;iframe allowfullscreen="" frameborder="0" height="415" src="http://www.youtube.com/embed/Z2GWtB7MGVs?rel=0" width="660"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Fuente: wikipedia.&lt;/div&gt;&lt;a href="http://www.youtube.com/watch?v=vlJ17QxzL_s" target="_blank" title="Silver Dragon Qiantang"&gt;&lt;br /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-3880881793897574640?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/3880881793897574640/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/surfeando-entre-rascacielos.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/3880881793897574640'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/3880881793897574640'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/11/surfeando-entre-rascacielos.html' title='SURFEANDO ENTRE RASCACIELOS'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/Z2GWtB7MGVs/default.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-3103274498606959681</id><published>2011-10-31T00:02:00.004+01:00</published><updated>2011-10-31T00:02:00.132+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Halloween'/><title type='text'>EL SÍNDROME DEL HOMBRE LOBO</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://blogdefarmacia.com/wp-content/uploads/2011/06/hioertricosis.jpeg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img alt="" class="aligncenter size-full wp-image-10279" height="243" src="http://blogdefarmacia.com/wp-content/uploads/2011/06/hioertricosis.jpeg" title="hioertricosis" width="207" /&gt;&lt;/a&gt;Se acerca la noche de Halloween. Vampiros, hombres lobos, zombis y demás criaturas sobrenaturales están a punto de invadir las calles de pueblos y ciudadades.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Aprovechando esta ocasión, vamos a hablar del mito de uno de estos seres extraños: el &lt;a href="http://es.wikipedia.org/wiki/Hombre_lobo"&gt;hombre lobo.&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Existe una enfermedad denominada &lt;b&gt;hipertricosis universal congénita&amp;nbsp; (Síndrome del Hombre Lobo)&amp;nbsp;&lt;/b&gt; que estuvo relacionada con la leyenda del &lt;b&gt;hombre lobo.&lt;/b&gt;&lt;b&gt; &lt;span style="font-weight: normal;"&gt;Se trata de una enfermedad de tipo congénito que se caracteriza por la presencia de un exceso de vello repartido por todo el cuerpo, excepto en las palmas de las manos y plantas de los pies. El vello puede llegar a alcanzar una longitud de 25 cm.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-weight: normal;"&gt;Esta patología es poco frecuente ya que sólo hay documentandos unos 50 casos. Se conoce que la anomalía se debe a una mutación que se expresa de forma autosómica dominante y que la mayoría de las veces se transmite por herencia familiar, siendo díficil que aparezca la mutación de forma espontánea&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;/b&gt;&lt;b style="font-weight: normal;"&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Sino fuese por la presencia de pelo, la mayoría de las personas que padecen este síndrome presentan un buen estado de salud. Sin embargo, el rechazo que sufren por parte de la sociedad, debido a su físico, los hace vulnerables a nivel psicológico.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Lo llamativo de su aspecto los ha llevado a ganarse la vida exhibiéndose como fenómenos de masa en el circo.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;span style="font-weight: 700;"&gt;&lt;/span&gt;  &lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Fuentes: &lt;a href="http://medtempus.com/archives/extravagancias-fenotipicas-ii-el-sindrome-del-hombre-lobo/"&gt;extravagancias-fenotipicas&lt;/a&gt; y &lt;a href="http://blogdefarmacia.com/que-es-la-hipertricosis/"&gt;blogdefarmacia.com&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-3103274498606959681?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/3103274498606959681/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/el-sindrome-del-hombre-lobo.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/3103274498606959681'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/3103274498606959681'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/el-sindrome-del-hombre-lobo.html' title='EL SÍNDROME DEL HOMBRE LOBO'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-8460970165635786213</id><published>2011-10-16T10:22:00.002+02:00</published><updated>2011-10-16T16:23:52.561+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Humor'/><title type='text'>RECURSOS ESCOLARES</title><content type='html'>&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-AfdkCr0SySY/TpnP_AjE8PI/AAAAAAAABHQ/XHZKCYQm8mA/s1600/82.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-AfdkCr0SySY/TpnP_AjE8PI/AAAAAAAABHQ/XHZKCYQm8mA/s400/82.jpg" width="310" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;fuente de imagen: &lt;a href="http://profpablojere.wordpress.com/page/15/"&gt;profpablojere&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-8460970165635786213?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/8460970165635786213/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/y-tu-que-usas.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8460970165635786213'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8460970165635786213'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/y-tu-que-usas.html' title='RECURSOS ESCOLARES'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-AfdkCr0SySY/TpnP_AjE8PI/AAAAAAAABHQ/XHZKCYQm8mA/s72-c/82.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-2749559032629201517</id><published>2011-10-15T20:13:00.009+02:00</published><updated>2011-10-17T17:10:34.058+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Bioquímica.'/><title type='text'>TEST DE AUTOEVALUACIÓN</title><content type='html'>He elaborado un test que os puede servir para repasar la materia trabajada en clase.&lt;br /&gt;&lt;br /&gt;&lt;div align="center"&gt;&lt;iframe frameborder="0" width="600" height="600" scrolling="auto" src="http://dl.dropbox.com/u/27844492/bioquimica.htm"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-2749559032629201517?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/2749559032629201517/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/tes-de-autoevaluacion.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/2749559032629201517'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/2749559032629201517'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/tes-de-autoevaluacion.html' title='TEST DE AUTOEVALUACIÓN'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-6741519154721544935</id><published>2011-10-12T20:08:00.001+02:00</published><updated>2011-10-12T20:10:14.686+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Actualidad.'/><title type='text'>ACTIVIDAD GEOLÓGICA EN EL HIERRO</title><content type='html'>&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-KlX9iG0mma0/TpXNVN2htOI/AAAAAAAABHA/iRDlWWRmyqU/s1600/266px-Santa_Cruz_de_Tenerife_SPOT_1320.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-KlX9iG0mma0/TpXNVN2htOI/AAAAAAAABHA/iRDlWWRmyqU/s200/266px-Santa_Cruz_de_Tenerife_SPOT_1320.jpg" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Imagen por satélite de El Hierro&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style="text-align: justify;"&gt;Desde el pasado 19 de julio la isla canaria de &lt;a href="http://es.wikipedia.org/wiki/El_Hierro"&gt;El Hierro &lt;/a&gt;no ha parado de temblar. Durante este tiempo los sismógrafos del Instituto  Geográfico Nacional (IGN) han registrado unos 10.000 movimientos sísmicos, siendo el de mayor magnitud el que tuvo lugar el pasado sábado con una magnitud de 4,3 grados en la escala Richter. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;En la madrugada del lunes cambió el tipo de ondas que indicaban el inicio de un&lt;a href="http://www.osman.es/ficha/14221"&gt; "trémor volcánico"&amp;nbsp; &lt;/a&gt;a unos cinco kilómetros de la costa de La Restinga y a unos 1000 metros de profundidad. A partir de ese momento los datos obtenidos por los expertos apuntaban a a la posible erupción de un cono volcánico.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La alerta continúa en la zona por el riesgo de una erupción volcánica más cercana a la costa lo que podría ser el origen del nacimiento de un volcán.&lt;/div&gt;&lt;br /&gt;El vídeo muestra una animación sobre la evolución de la actividad sísmica que ha acontecido en la isla en los últimos tres meses.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="425" src="http://www.youtube.com/embed/-v7AfuRmygo" width="530"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.publico.es/detalle-imagen/401125/?c=http://www.publico.es/ciencias/401125/el-hierro-en-alerta-roja-por-el-peligro-de-erupcion"&gt;Aquí &lt;/a&gt;puedes encontrar una interesante infografía relacionada con este tema.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Fuente: &lt;a href="http://www.muyinteresante.es/los-temblores-en-la-isla-de-el-hierro-podrian-anunciar-el-nacimiento-de-un-volcan"&gt;muyinteresante&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-6741519154721544935?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/6741519154721544935/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/actividad-geologica-en-el-hierro.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/6741519154721544935'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/6741519154721544935'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/actividad-geologica-en-el-hierro.html' title='ACTIVIDAD GEOLÓGICA EN EL HIERRO'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-KlX9iG0mma0/TpXNVN2htOI/AAAAAAAABHA/iRDlWWRmyqU/s72-c/266px-Santa_Cruz_de_Tenerife_SPOT_1320.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-6451013722984318187</id><published>2011-10-09T10:54:00.001+02:00</published><updated>2011-10-09T10:54:00.105+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Humor'/><title type='text'>PALOMA CAPACITADA</title><content type='html'>&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr align="justify"&gt;&lt;td&gt;&lt;a href="http://4.bp.blogspot.com/-4AKpsMqQCDc/TpA7XEYH6tI/AAAAAAAABF8/LcV07_fJLA8/s1600/ch1030.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="300" src="http://4.bp.blogspot.com/-4AKpsMqQCDc/TpA7XEYH6tI/AAAAAAAABF8/LcV07_fJLA8/s400/ch1030.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Autor&lt;a href="http://www.lacienciaconhumor.blogspot.com/"&gt;: J. Alejandro Tropea&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-6451013722984318187?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/6451013722984318187/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/paloma-capacitada.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/6451013722984318187'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/6451013722984318187'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/paloma-capacitada.html' title='PALOMA CAPACITADA'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-4AKpsMqQCDc/TpA7XEYH6tI/AAAAAAAABF8/LcV07_fJLA8/s72-c/ch1030.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-703672447495132061</id><published>2011-10-08T13:35:00.002+02:00</published><updated>2011-10-16T19:19:49.533+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Bioquímica.'/><title type='text'>RECONOCIMIENTO DE AZÚCARES REDUCTORES</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: justify;"&gt;Con la siguiente experiencia vamos a poner en práctica lo aprendido en el aula sobre la capacidad reductora de algunos azúcares.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;1. Partimos de las siguientes muestras:&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-t7VwgkXxhdE/TpAtM6pyePI/AAAAAAAABFo/X3cR_oriSGI/s1600/glumaterial+%25282%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-t7VwgkXxhdE/TpAtM6pyePI/AAAAAAAABFo/X3cR_oriSGI/s1600/glumaterial+%25282%2529.jpg" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="" style="clear: both; text-align: justify;"&gt;&amp;nbsp;2. . Ponemos en cada uno de los tubos de ensayo 3 cc de la disolución de las muestras anteriores y le añadimos 1ml de Fehling A y 1 ml de Fehling B. Las muestras adquieren un fuerte color azul.&lt;/div&gt;&lt;div class="" style="clear: both; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Tev1SjmnU7U/TpAvl6o88XI/AAAAAAAABFw/CFd-ObDPCeI/s1600/pict35+%25283%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-Tev1SjmnU7U/TpAvl6o88XI/AAAAAAAABFw/CFd-ObDPCeI/s1600/pict35+%25283%2529.jpg" /&gt;&lt;/a&gt;&lt;a href="http://4.bp.blogspot.com/-Ej21C5B9v90/TpAw-y8AVCI/AAAAAAAABF0/aPHuyir0-b4/s1600/glumaterial+%25283%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-Ej21C5B9v90/TpAw-y8AVCI/AAAAAAAABF0/aPHuyir0-b4/s1600/glumaterial+%25283%2529.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Ltp1ttFPtP8/TpAvEdJfw1I/AAAAAAAABFs/fAuw6ZhKkfc/s1600/pict35+%25282%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="" style="clear: both; text-align: justify;"&gt;3. Calentamos los tubos de ensayo al baño María o directamente con la llama de un mechero de laboratorio. &lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;Observaremos lo siguiente: la reacción de Fehling ha dado positiva en tres de los cinco tubos.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-IpkU_55I45E/TpApySf9AKI/AAAAAAAABFg/c-6AdBHMLvU/s1600/Dibujo2.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;span id="goog_218984823"&gt;&lt;/span&gt;&lt;span id="goog_218984824"&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-SOtnhb1Tlf4/TpAzCz2fuPI/AAAAAAAABF4/1_roKkm5JVk/s1600/pict34+%25282%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-SOtnhb1Tlf4/TpAzCz2fuPI/AAAAAAAABF4/1_roKkm5JVk/s1600/pict34+%25282%2529.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;1. ¿Cómo podemos explicar estos resultados?&lt;br /&gt;2.¿Qué tipo de azúcar contienen los dos tubos de ensayo que no cambian de color?&lt;br /&gt;3. ¿A qué es debido el carácter reductor de estos azúcares? &lt;br /&gt;&lt;br /&gt;Espero vuestras respuestas.&lt;br /&gt;&lt;br /&gt;Fuente de imagen: &lt;a href="http://payala.mayo.uson.mx/QOnline/Prueba_Fehling_y_Lugol.htm"&gt;payala.mayo.uson.mx&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Recuerda que tienes hasta el miércoles para contestar. El jueves se publicarán las respuestas recibidas.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-703672447495132061?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/703672447495132061/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/reconocimiento-de-azucares-reductores.html#comment-form' title='17 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/703672447495132061'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/703672447495132061'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/reconocimiento-de-azucares-reductores.html' title='RECONOCIMIENTO DE AZÚCARES REDUCTORES'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-t7VwgkXxhdE/TpAtM6pyePI/AAAAAAAABFo/X3cR_oriSGI/s72-c/glumaterial+%25282%2529.jpg' height='72' width='72'/><thr:total>17</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-6664233376025716473</id><published>2011-10-05T21:18:00.000+02:00</published><updated>2011-10-05T21:18:51.045+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Bioquímica.'/><title type='text'>GLÚCIDOS EN 3D</title><content type='html'>En una entrada anterior os recomendé la web de &lt;a href="http://www2.uah.es/biomodel/model3j/redir.htm?monosac.htm"&gt;biomodel&lt;/a&gt; en la que podéis ver los monosacáridos en 3d. Ahora es el turno de los disacáridos y de los polisacáridos. Cliquea sobre las imágenes.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;DISACÁRIDOS &lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www2.uah.es/biomodel/model3j/redir.htm?monosac.htm"&gt;&lt;img border="0" height="248" src="http://2.bp.blogspot.com/-xuH8pMEYWvY/ToyrhJ8cWSI/AAAAAAAABFQ/nZwOJ7vN_8Y/s400/Sin+t%25C3%25ADtulo1.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-weight: bold;"&gt;POLISACÁRIDOS&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www2.uah.es/biomodel/model3j/redir.htm?monosac.htm"&gt;&lt;img border="0" height="211" src="http://3.bp.blogspot.com/-UGY1XAg2kRs/Toyr0X48iGI/AAAAAAAABFU/lMR1xd1Y2lQ/s400/Sin+t%25C3%25ADtulo2.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-weight: bold;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-6664233376025716473?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/6664233376025716473/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/glucidos-en-3d.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/6664233376025716473'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/6664233376025716473'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/glucidos-en-3d.html' title='GLÚCIDOS EN 3D'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-xuH8pMEYWvY/ToyrhJ8cWSI/AAAAAAAABFQ/nZwOJ7vN_8Y/s72-c/Sin+t%25C3%25ADtulo1.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-8367830038056274893</id><published>2011-10-03T16:34:00.004+02:00</published><updated>2011-10-03T22:25:54.037+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Conmemoraciones.'/><title type='text'>DÍA MUNDIAL DE LOS DOCENTES</title><content type='html'>&lt;div class="csc-textpic-text"&gt;&lt;div class="bodytext" style="text-align: justify;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-rZjaedjXcIw/ToCT54w0hVI/AAAAAAAABE8/kWf7m3H8Bjo/s1600/4dcb2b056a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/-rZjaedjXcIw/ToCT54w0hVI/AAAAAAAABE8/kWf7m3H8Bjo/s400/4dcb2b056a.jpg" width="284" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Bajo el lema &lt;i&gt;&lt;b&gt;"Los docentes para la igualdad de género" &lt;/b&gt;&lt;/i&gt;se celebrará, el próximo 5 de octubre, el Día Mundial de los Docentes. &lt;/div&gt;&lt;div class="bodytext" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="bodytext"&gt;&lt;div style="text-align: justify;"&gt;Si quieres felicitar a alguno de tus profesores, agradeciendo la labor que realizan, puedes hacerlo utilizando una postal virtual. Cliquea sobre la imagen, podrás elegir entre tres modelos de postales electrónicas, selecciona el idioma y rellena el formulario que aparece. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.5oct.org/2011/index.php?option=com_content&amp;amp;view=frontpage&amp;amp;Itemid=300001&amp;amp;lang=es-ES"&gt;&lt;img border="0" height="136" src="http://3.bp.blogspot.com/-nOCU3StJ8ZQ/TooYqn8mkII/AAAAAAAABFI/lEgeWdT_PB4/s320/Sin+t%25C3%25ADtulo.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-nOCU3StJ8ZQ/TooYqn8mkII/AAAAAAAABFI/lEgeWdT_PB4/s1600/Sin+t%25C3%25ADtulo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-8367830038056274893?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/8367830038056274893/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/dia-mundial-de-los-docentes.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8367830038056274893'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8367830038056274893'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/dia-mundial-de-los-docentes.html' title='DÍA MUNDIAL DE LOS DOCENTES'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-rZjaedjXcIw/ToCT54w0hVI/AAAAAAAABE8/kWf7m3H8Bjo/s72-c/4dcb2b056a.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-1326441736915292285</id><published>2011-10-02T19:44:00.000+02:00</published><updated>2011-10-02T19:44:31.793+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Humor'/><title type='text'>TIERRA POBRE</title><content type='html'>&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-WOrR2PtAVZ4/ToihtQVt5pI/AAAAAAAABFE/4laoy11LfzY/s1600/20060420063515-elroto03.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-WOrR2PtAVZ4/ToihtQVt5pI/AAAAAAAABFE/4laoy11LfzY/s1600/20060420063515-elroto03.jpg" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;Imagen: El Roto (El País)&lt;/span&gt;&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;Fuente: &lt;a href="http://turcon.blogia.com/temas/humor.php"&gt;turcon.blogia.com&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-1326441736915292285?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/1326441736915292285/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/tierra-pobre.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/1326441736915292285'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/1326441736915292285'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/10/tierra-pobre.html' title='TIERRA POBRE'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-WOrR2PtAVZ4/ToihtQVt5pI/AAAAAAAABFE/4laoy11LfzY/s72-c/20060420063515-elroto03.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-3739507898051503137</id><published>2011-09-29T19:20:00.000+02:00</published><updated>2011-09-29T19:20:48.039+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Bioquímica.'/><title type='text'>GLÚCIDOS EN 3D</title><content type='html'>Pincha sobre la imagen y entrarás en la página de biomodel donde se muestra la estructura espacial de los monosacáridos, disacáridos y polisacáridos.&lt;br /&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-0jwDRbEpEA4/ToSlI2_PUoI/AAAAAAAABFA/aPBV1uNs0n8/s1600/Sin+t%25C3%25ADtulo.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="221" src="http://3.bp.blogspot.com/-0jwDRbEpEA4/ToSlI2_PUoI/AAAAAAAABFA/aPBV1uNs0n8/s640/Sin+t%25C3%25ADtulo.png" width="640" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;Imagen: &lt;a href="http://www2.uah.es/biomodel/model3j/redir.htm?monosac.htm"&gt;www2.uah.es/biomodel/model3j&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-3739507898051503137?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/3739507898051503137/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/09/glucidos-en-3d.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/3739507898051503137'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/3739507898051503137'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/09/glucidos-en-3d.html' title='GLÚCIDOS EN 3D'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-0jwDRbEpEA4/ToSlI2_PUoI/AAAAAAAABFA/aPBV1uNs0n8/s72-c/Sin+t%25C3%25ADtulo.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-3181527804260933183</id><published>2011-09-25T19:25:00.001+02:00</published><updated>2011-09-25T19:26:04.235+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Bioquímica.'/><title type='text'>PROPIEDADES FÍSICAS DEL AGUA</title><content type='html'>&lt;div style="text-align: justify;"&gt;Las moléculas de agua son capaces de establecer entre sí numerosos enlaces por puentes de hidrógeno, siendo éstos los responsables de la mayoría de las propiedades que presenta este compuesto.&lt;br /&gt;&lt;/div&gt;&lt;object classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" height="530" id="seyretpl" name="seyretpl" width="600"&gt; &lt;param name='allowscriptaccess' value='always' /&gt;&lt;param name='wmode' value='transparent' /&gt;&lt;param name='allowfullscreen' value='true' /&gt;&lt;param name='movie' value='http://www.atl.org.mx/components/com_seyret/localplayer/player.swf' /&gt;&lt;param name='flashvars' value='width=600&amp;height=530&amp;enablejs=true&amp;file=http://www.atl.org.mx/seyretfiles/cache/pro/localfile/bb480bee7a91d89030849691bbfb7c1d.xml?random=i1lxu&amp;image=http://sddv.imta.mx/videos_atl/cultura_del_agua/_thumbs/propiedades fisicas del agua.JPG&amp;autostart=false&amp;logo=http://www.atl.org.mx/components/com_seyret/localplayer/logo.png&amp;skin=http://www.atl.org.mx/components/com_seyret/localplayer/skins/seyret_default1.swf&amp;repeat=false&amp;fullscreen=true' /&gt;&lt;embed id='seyretp' name='seyretp' src='http://www.atl.org.mx/components/com_seyret/localplayer/player.swf'     flashvars='width=600&amp;height=530&amp;enablejs=true&amp;file=http://www.atl.org.mx/seyretfiles/cache/pro/localfile/bb480bee7a91d89030849691bbfb7c1d.xml?random=i1lxu&amp;image=http://sddv.imta.mx/videos_atl/cultura_del_agua/_thumbs/propiedades fisicas del agua.JPG&amp;autostart=false&amp;logo=http://www.atl.org.mx/components/com_seyret/localplayer/logo.png&amp;skin=http://www.atl.org.mx/components/com_seyret/localplayer/skins/seyret_default1.swf&amp;repeat=false&amp;fullscreen=true' width=600 height=530    allowfullscreen='true' allowscriptaccess='always' wmode='transparent'  type='application/x-shockwave-flash' /&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;Vídeo: &lt;a href="http://www.atl.org.mx/index.php?option=com_content&amp;amp;view=article&amp;amp;id=293:fisica&amp;amp;catid=72:ciencias-naturales&amp;amp;Itemid=480"&gt;http://www.atl.org.mx&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-3181527804260933183?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/3181527804260933183/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/09/propiedades-fisicas-del-agua.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/3181527804260933183'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/3181527804260933183'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/09/propiedades-fisicas-del-agua.html' title='PROPIEDADES FÍSICAS DEL AGUA'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-16049839369068309</id><published>2011-09-18T20:55:00.002+02:00</published><updated>2011-09-18T21:02:59.910+02:00</updated><title type='text'>CURSO 2011-2012</title><content type='html'>Coincidiendo con el inicio del nuevo curso escolar,&amp;nbsp; vuelvo a retomar mi labor de bloguera con la intención de seguir aportando recursos educativos que os puedan ayudar en vuestro aprendizaje de la Biología y Geología.&lt;br /&gt;Este curso me seguiré centrando en la materia Biología de 2º de bachillerato y quiero dar la bienvenida a mi nuevo alumnado de 2ºD y 2ºE.&lt;br /&gt;Aprovechando que desde este curso somos centro bilingüe:&lt;br /&gt;&lt;br /&gt;&lt;img border=0 src="http://i950.photobucket.com/albums/ad343/elrinconcito/gifs/blank.gif" alt="-"&gt;&lt;img border=0 src="http://i950.photobucket.com/albums/ad343/elrinconcito/gifs/blank.gif" alt="-"&gt;&lt;img border=0 src="http://i950.photobucket.com/albums/ad343/elrinconcito/gifs/blank.gif" alt="-"&gt;&lt;img border=0 src="http://i950.photobucket.com/albums/ad343/elrinconcito/gifs/blank.gif" alt="-"&gt;&lt;img border=0 src="http://i950.photobucket.com/albums/ad343/elrinconcito/gifs/blank.gif" alt="-"&gt;&lt;img border=0 src="http://i950.photobucket.com/albums/ad343/elrinconcito/gifs/blank.gif" alt="-"&gt;&lt;a href="http://elrinconcito.net/Gifs-Animados/"&gt;&lt;img border=0 src="http://i950.photobucket.com/albums/ad343/elrinconcito/gifs/Mensajes/Bienvenidos/GIF032.gif" alt="Gifs Animados - Imagenes Animadas"&gt;&lt;br&gt;Imagenes Animadas - Gifs Animados&lt;br&gt;&lt;/a&gt;&lt;img border=0 src="http://i950.photobucket.com/albums/ad343/elrinconcito/gifs/blank.gif" alt="-"&gt;&lt;img border=0 src="http://i950.photobucket.com/albums/ad343/elrinconcito/gifs/blank.gif" alt="-"&gt;&lt;img border=0 src="http://i950.photobucket.com/albums/ad343/elrinconcito/gifs/blank.gif" alt="-"&gt;&lt;img border=0 src="http://i950.photobucket.com/albums/ad343/elrinconcito/gifs/blank.gif" alt="-"&gt;&lt;img border=0 src="http://i950.photobucket.com/albums/ad343/elrinconcito/gifs/blank.gif" alt="-"&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-16049839369068309?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/16049839369068309/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/09/curso-2011-2012.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/16049839369068309'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/16049839369068309'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/09/curso-2011-2012.html' title='CURSO 2011-2012'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://i950.photobucket.com/albums/ad343/elrinconcito/gifs/th_blank.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-1062799501112528220</id><published>2011-06-26T09:11:00.005+02:00</published><updated>2011-06-26T09:11:00.322+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Humor'/><title type='text'>FIN DE CURSO</title><content type='html'>&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-ueNF-Mn1fLc/TfyWFSPsnxI/AAAAAAAABEg/PDjF3STufKk/s1600/553033442_39e024de23.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="184" src="http://3.bp.blogspot.com/-ueNF-Mn1fLc/TfyWFSPsnxI/AAAAAAAABEg/PDjF3STufKk/s640/553033442_39e024de23.jpg" width="640" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Imagen: &lt;a href="http://albertromero81.blogspot.com/2006_02_01_archive.html"&gt;albertromero81.blogspot.com&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-1062799501112528220?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/1062799501112528220/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/fin-de-curso.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/1062799501112528220'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/1062799501112528220'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/fin-de-curso.html' title='FIN DE CURSO'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-ueNF-Mn1fLc/TfyWFSPsnxI/AAAAAAAABEg/PDjF3STufKk/s72-c/553033442_39e024de23.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-9078675700321136234</id><published>2011-06-21T21:17:00.001+02:00</published><updated>2011-06-21T22:31:58.748+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Estaciones.'/><title type='text'>LEER EN VERANO</title><content type='html'>&lt;div style="text-align: justify;"&gt;La estación veraniega acaba de comenzar y con ella el fin de curso. Es el momento de disfrutar de las vacaciones y podemos hacerlo acompañados con un buen libro.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Como ya es tradición, mi compañero Andrés del IES Vega del Guadalete ha publicado en su blog &lt;a href="http://msquelibros.blogspot.com/"&gt;msquelibros&lt;/a&gt; una guía de lectura en la que tiene en cuenta la edad del lector para hacer sus recomendaciones literarias.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Seguro que encuentras algún título que te sorprenda y con el que poder llenar algunas de las largas jornadas estivales. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-7lht6YSFeIQ/TgDrJ8fZDKI/AAAAAAAABEo/GB9b-sqOEa8/s1600/1308656224696_guia_lect_verano_2011.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-7lht6YSFeIQ/TgDrJ8fZDKI/AAAAAAAABEo/GB9b-sqOEa8/s400/1308656224696_guia_lect_verano_2011.jpg" width="283" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;a href="http://2.bp.blogspot.com/-9s871uYfXq4/TgDrQdvQcjI/AAAAAAAABEs/NDcLTXKNcAY/s1600/1308656224696_guia_lect_verano_2011.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: x-large;"&gt;FELIZ VERANO&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-9078675700321136234?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/9078675700321136234/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/leer-en-verano.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/9078675700321136234'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/9078675700321136234'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/leer-en-verano.html' title='LEER EN VERANO'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-7lht6YSFeIQ/TgDrJ8fZDKI/AAAAAAAABEo/GB9b-sqOEa8/s72-c/1308656224696_guia_lect_verano_2011.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-2064323133344957312</id><published>2011-06-19T10:18:00.000+02:00</published><updated>2011-06-19T10:18:15.276+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Humor'/><title type='text'>EVOLUCIÓN DE LOS EXÁMENES</title><content type='html'>&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-4QTUKtGA2jc/Tf2v8bLvO2I/AAAAAAAABEk/2RAe-HUX9bA/s1600/examenes-twitter.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-4QTUKtGA2jc/Tf2v8bLvO2I/AAAAAAAABEk/2RAe-HUX9bA/s1600/examenes-twitter.jpg" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Fuente:&lt;a href="http://errantesengris.wordpress.com/2011/01/18/vinetas-de-examenes/"&gt; errantesengris&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-2064323133344957312?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/2064323133344957312/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/evolucion-de-los-examenes.html#comment-form' title='4 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/2064323133344957312'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/2064323133344957312'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/evolucion-de-los-examenes.html' title='EVOLUCIÓN DE LOS EXÁMENES'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-4QTUKtGA2jc/Tf2v8bLvO2I/AAAAAAAABEk/2RAe-HUX9bA/s72-c/examenes-twitter.jpg' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-7268179508185687724</id><published>2011-06-18T14:02:00.000+02:00</published><updated>2011-06-18T14:02:50.512+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Citología.'/><title type='text'>HISTORIA DEL MICROSCOPIO</title><content type='html'>&lt;div style="text-align: justify;"&gt;Hans Janssen, Galileo, Robert Hooke, Antoni van Leeuwenhoek,... forman parte de la historia de la microscopía. Los instrumentos que desarrollaron denominados "microscopios" permitieron descubrir un nuevo mundo que hasta ahora se escapaba del ojo humano.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La observación y el estudio de este mundo invisible abrió muchas puertas para el avance en diferentes campos de la ciencia.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En el siguiente gráfico de ELMUNDO.es:&lt;i&gt; &lt;a href="http://www.elmundo.es/elmundosalud/documentos/2011/03/microscopio.html"&gt;&lt;b&gt;Una ventana a un mundo diminuto&lt;/b&gt;&lt;/a&gt;&lt;/i&gt; se muestra cómo ha ido cambiando el microscopio a lo largo de la historia.&lt;/div&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://www.blogger.com/goog_1704993621" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="317" src="http://1.bp.blogspot.com/-k9PpeqsLD1w/TfyOONSbSqI/AAAAAAAABEc/6i3pr9KXqpk/s640/Sin+t%25C3%25ADtulo1.png" width="640" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;a href="http://www.blogger.com/goog_1704993621"&gt;Imagen: &lt;/a&gt;&lt;a href="http://www.blogger.com/goog_1704993621"&gt;elmundo.es&lt;/a&gt;&lt;a href="http://www.elmundo.es/elmundosalud/documentos/2011/03/microscopio.html"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-7268179508185687724?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/7268179508185687724/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/historia-del-microscopio.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7268179508185687724'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7268179508185687724'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/historia-del-microscopio.html' title='HISTORIA DEL MICROSCOPIO'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-k9PpeqsLD1w/TfyOONSbSqI/AAAAAAAABEc/6i3pr9KXqpk/s72-c/Sin+t%25C3%25ADtulo1.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-7678488756379111295</id><published>2011-06-14T19:58:00.001+02:00</published><updated>2011-06-14T19:58:32.877+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fenómenos naturales'/><title type='text'>ECLIPSE LUNAR</title><content type='html'>&lt;div style="text-align: justify;"&gt;Entre las 20:30 y las 23:30 de este miércoles la Tierra se interpondrá entre el Sol y la Luna, y la sombra terrestre será la responsable de ocultar por completo la Luna. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;El eclipse lunar es el primero de los dos que se van a producir este año. Será&amp;nbsp; un eclipse total y podrá observarse en toda Europa, África, Asia y Oceanía. En nuestro país, el fenómeno completo se verá en la costa mediterránea e Islas Baleares; mientras que en el resto peninsular e Islas Canarias no se podrá disfrutar de su fase inicial.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Las Asociaciones Astronómicas españolas van a instalar telescopios en diferentes lugares para que los asistentes puedan disfrutar de este fenómeno, en el que se espera que la Luna adopte tonalidades rojizas.&lt;/div&gt;&lt;br /&gt;Para saber cómo se produce un eclipse lunar total cliquea sobre la imagen:&lt;br /&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://www.blogger.com/goog_40049176" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="264" src="http://4.bp.blogspot.com/-w4V7-fJQz8Q/TfegIugJBlI/AAAAAAAABEY/WUhP9HCxLKQ/s640/Sin+t%25C3%25ADtulo.png" width="640" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;a href="http://cultura.terra.es/cac/interactivos/eclipsedeluna.swf"&gt;Animación: cultura.terra.es&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;a href="http://www.sky-live.tv/" title=""&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/a&gt;&lt;strong&gt;&lt;/strong&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-7678488756379111295?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/7678488756379111295/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/eclipse-lunar.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7678488756379111295'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7678488756379111295'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/eclipse-lunar.html' title='ECLIPSE LUNAR'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-w4V7-fJQz8Q/TfegIugJBlI/AAAAAAAABEY/WUhP9HCxLKQ/s72-c/Sin+t%25C3%25ADtulo.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-945291654469528819</id><published>2011-06-12T11:52:00.002+02:00</published><updated>2011-09-18T20:57:14.145+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Humor'/><title type='text'>EXÁMENES</title><content type='html'>&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-5Y1QEqluC_c/TfSLsW0RNrI/AAAAAAAABEQ/7MOVdtlMC_w/s1600/mafalda-miedo-full2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="373" src="http://1.bp.blogspot.com/-5Y1QEqluC_c/TfSLsW0RNrI/AAAAAAAABEQ/7MOVdtlMC_w/s400/mafalda-miedo-full2.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Imagen:&lt;a href="http://lianaarm.wordpress.com/2008/06/07/tarea-5-evaluacion/"&gt; lianaarm.wordpress.com&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-945291654469528819?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/945291654469528819/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/epoca-de-examenes.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/945291654469528819'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/945291654469528819'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/epoca-de-examenes.html' title='EXÁMENES'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-5Y1QEqluC_c/TfSLsW0RNrI/AAAAAAAABEQ/7MOVdtlMC_w/s72-c/mafalda-miedo-full2.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-5380122811913771814</id><published>2011-06-07T22:05:00.000+02:00</published><updated>2011-06-07T22:05:51.306+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Microbiología.'/><title type='text'>¿QUÉ ES E.COLI?</title><content type='html'>&lt;div class="contenido-despiece rc-canal-seguridad-alimentaria contenido-despiece-general"&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="contenido-despiece-texto"&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-fTwSlLaeEqY/Te50JtTZLDI/AAAAAAAABEE/l2fmnl-sVGI/s1600/E_coli_O157H7.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="165" src="http://2.bp.blogspot.com/-fTwSlLaeEqY/Te50JtTZLDI/AAAAAAAABEE/l2fmnl-sVGI/s200/E_coli_O157H7.jpg" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Imagen&lt;a href="http://biologia.laguia2000.com/monera/formas-de-nutricin-de-las-bacterias"&gt;: biologia.laguia2000.com&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style="text-align: justify;"&gt;La &lt;i&gt;&lt;b&gt;E.coli&lt;/b&gt;&lt;/i&gt; es un organismo procariota que pertenece al grupo de las Enterobacterias. Descrita por primera vez en 1885, por el bacteriólogo alemán Therodore von Escherich quien la denominó Bacterium coli. Posteriormente y en su honor fue nombrada como &lt;b&gt;Escherichia coli&lt;/b&gt;.&lt;/div&gt;&lt;div style="text-align: justify;"&gt; Forma parte de la flora intestinal de los animales de sangre caliente, incluido el ser humano. La mayoría de E.coli son inofensivas pero algunas cepas son patógenas siendo capaces de provocar infecciones en una persona sana.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Una las cepas con mayor virulencia corresponde a&lt;i&gt;&lt;b&gt; E. coli 0157: H7&lt;/b&gt;&lt;/i&gt;&amp;nbsp; (&lt;i&gt;E.coli Enterohemorrágica&lt;/i&gt;) que produce una potente toxina (shiga) y es la responsable de causar el &lt;a href="http://es.wikipedia.org/wiki/S%C3%ADndrome_ur%C3%A9mico_hemol%C3%ADtico"&gt;&lt;b&gt;Síndrome Hemolítico Urémico&lt;/b&gt;&lt;/a&gt; que afecta principalmente a los glóbulos rojos y a los riñones de los grupos más vulnerables, como son los niños pequeños.&lt;/div&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-P3s2EnJuQNQ/Te54KI8nFtI/AAAAAAAABEI/6ZpAg9ZNFPM/s1600/sociedad-sindrome.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-P3s2EnJuQNQ/Te54KI8nFtI/AAAAAAAABEI/6ZpAg9ZNFPM/s400/sociedad-sindrome.jpg" width="368" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Imagen:&lt;a href="http://finanzasyfiscalidad.com/cienciahoy/e-coli-la-bacteria-de-los-pepinos-importados-desde-espana/"&gt; finanzasyfiscalidad.com&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style="text-align: justify;"&gt;Mientras se intenta esclarecer el origen del brote mortal de E.coli que afecta a Alemania y que se está extendiendo por otro países; los investigadores han logrado identificar el genoma de la bacteria responsable de la epidemia concluyendo que se trata de una nueva cepa que ha surgido de la combinación entre dos variedades de E.coli y que contiene genes letales que la convierten en una variante de gran virulencia y resistencia a antibióticos.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La OMS ha confirmado que las vías de transmisión puede ser de persona a persona a través de las heces o por vía oral, por lo que se recomienda extremar la higine personal, sobre todo de lavarse las manos después de ir al baño y antes de tocar los alimentos.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-xsvGdmfEldA/Te6CJc2TUpI/AAAAAAAABEM/NEI38j0rn44/s1600/infografia-e-colii-contaminacion.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-xsvGdmfEldA/Te6CJc2TUpI/AAAAAAAABEM/NEI38j0rn44/s1600/infografia-e-colii-contaminacion.jpg" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Imagen: &lt;a href="http://infografiasencastellano.com/2011/06/01/e-coli-de-la-contaminacion-a-la-intoxicacion-infografia-infographic-salud/"&gt;infografiasencastellano.com&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-5380122811913771814?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/5380122811913771814/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/que-es-ecoli.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/5380122811913771814'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/5380122811913771814'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/que-es-ecoli.html' title='¿QUÉ ES E.COLI?'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-fTwSlLaeEqY/Te50JtTZLDI/AAAAAAAABEE/l2fmnl-sVGI/s72-c/E_coli_O157H7.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-7283173299857544542</id><published>2011-06-05T21:28:00.001+02:00</published><updated>2011-06-05T21:31:02.721+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Conmemoraciones.'/><title type='text'>DÍA INTERNACIONAL DEL MEDIO AMBIENTE</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;a href="http://2.bp.blogspot.com/-nEpIrs2RgE8/Teu-oZJ8vvI/AAAAAAAABEA/S6qP-fM4T7M/s1600/D%25C3%25ADa-Mundial-Del-Medio-Ambiente-2011.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-nEpIrs2RgE8/Teu-oZJ8vvI/AAAAAAAABEA/S6qP-fM4T7M/s1600/D%25C3%25ADa-Mundial-Del-Medio-Ambiente-2011.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;El 5 de junio es el día elegido por la Naciones Unidas para celebrar el Día Mundial del Medioambiente. En esta ocasión y como apoyo al Año Internacional de los Bosques, el lema elegido ha sido &lt;i&gt;&lt;b&gt;"Bosques: La Naturaleza a su servicio "" &lt;/b&gt;&lt;/i&gt;.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Este año, la conmemoración es utilizada para sensibilizar a la sociedad sobre la necesidad de conservar las masas forestales ya que se estima que 1,6 billones de personas depende de los bosques para su subsistencia, además de los servicios que estos ecosistemas nos prestan. Juegan un importante papel en la batalla contra el cambio climático, actúan como reguladores del agua, ayudan a reducir los impactos provocados por las tormentas, son el hábitat de muchas especies, ....&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Más información sobre los servicios que nos prestan los bosques&lt;a href="http://www.oei.es/divulgacioncientifica/reportajes_507.htm"&gt; aquí&lt;/a&gt;. &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-7283173299857544542?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/7283173299857544542/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/dia-internacional-del-medio-ambiente.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7283173299857544542'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/7283173299857544542'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/dia-internacional-del-medio-ambiente.html' title='DÍA INTERNACIONAL DEL MEDIO AMBIENTE'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-nEpIrs2RgE8/Teu-oZJ8vvI/AAAAAAAABEA/S6qP-fM4T7M/s72-c/D%25C3%25ADa-Mundial-Del-Medio-Ambiente-2011.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-8987030958815498328</id><published>2011-06-01T23:21:00.001+02:00</published><updated>2011-06-01T23:26:39.036+02:00</updated><title type='text'>LLEGÓ EL MOMENTO....</title><content type='html'>de cambiar el estrés, las noches sin dormir .... por los exámenes, por otras preocupaciones : elección del modelo, de peinado,...&amp;nbsp; pues se acerca el momento más anhelado por vosotros: la graduación.&lt;br /&gt;Para todo mi alumnado de 2º bachillerato C y D ...&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-jhPUJIZMR6o/TearqsOPxPI/AAAAAAAABD8/1EP2EBXtx1M/s1600/PveYBUymHvGG.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-jhPUJIZMR6o/TearqsOPxPI/AAAAAAAABD8/1EP2EBXtx1M/s400/PveYBUymHvGG.gif" width="273" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-8987030958815498328?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/8987030958815498328/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/llego-el-momento.html#comment-form' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8987030958815498328'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8987030958815498328'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/06/llego-el-momento.html' title='LLEGÓ EL MOMENTO....'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-jhPUJIZMR6o/TearqsOPxPI/AAAAAAAABD8/1EP2EBXtx1M/s72-c/PveYBUymHvGG.gif' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-1499274591088821808</id><published>2011-05-26T18:44:00.001+02:00</published><updated>2011-05-26T23:29:05.312+02:00</updated><title type='text'>LISTADO DE ALUMNOS</title><content type='html'>Alumnos del grupo C que han superado el 3er trimestre:&lt;br /&gt;&lt;ol&gt;&lt;li&gt;Carlos.&lt;/li&gt;&lt;li&gt;Isabel M.&lt;/li&gt;&lt;li&gt;Francis.&lt;/li&gt;&lt;li&gt;Alba.&lt;/li&gt;&lt;/ol&gt;Alumnos del grupo D que han superado el 3er trimestre:&lt;br /&gt;&lt;br /&gt;&lt;ol&gt;&lt;li&gt; María C.&lt;/li&gt;&lt;li&gt;Alberto F.&lt;/li&gt;&lt;li&gt;María G.&lt;/li&gt;&lt;li&gt;Miguel&lt;/li&gt;&lt;li&gt;Almudena&lt;/li&gt;&lt;li&gt;Patricia G.&lt;/li&gt;&lt;li&gt;Natalia&lt;/li&gt;&lt;li&gt;Joel&lt;/li&gt;&lt;li&gt;Mari Carmen&lt;/li&gt;&lt;li&gt;Patricia M.&lt;/li&gt;&lt;li&gt;Juan M.&lt;/li&gt;&lt;li&gt;Luis&lt;/li&gt;&lt;li&gt;Àlvaro&lt;/li&gt;&lt;li&gt;Alberto R.&lt;/li&gt;&lt;li&gt;Alejandra&lt;/li&gt;&lt;li&gt;Marina&lt;/li&gt;&lt;li&gt;Alejandro&lt;/li&gt;&lt;li&gt;Ángel&lt;/li&gt;&lt;/ol&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-1499274591088821808?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/1499274591088821808/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/05/listado-de-alumnos.html#comment-form' title='4 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/1499274591088821808'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/1499274591088821808'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/05/listado-de-alumnos.html' title='LISTADO DE ALUMNOS'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-3706597590909487856</id><published>2011-05-25T20:48:00.000+02:00</published><updated>2011-05-25T20:48:04.166+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Bioquímica.'/><title type='text'>SÍNTESIS PROTEICA</title><content type='html'>Aquí tenéis dos animaciones para repasar la síntesis de proteínas.&lt;br /&gt;En la primera se muestra todo el proceso de biosíntesis proteica en 3D.&lt;br /&gt;&lt;object height="544" width="425"&gt;&lt;param name="movie" value="http://www.youtube.com/v/2RZLCeOzO3c&amp;amp;hl=es&amp;amp;fs=1&amp;amp;rel=0"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/2RZLCeOzO3c&amp;amp;hl=es&amp;amp;fs=1&amp;amp;rel=0" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="525" height="444"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;La siguiente animación nos descubre el proceso de traducción que ocurre en el interior del ribosoma.&lt;br /&gt;&lt;embed allowfullscreen="true" allowscriptaccess="always" id="VideoPlayback" src="http://video.google.es/googleplayer.swf?docid=-7024021845458390299&amp;amp;hl=es&amp;amp;fs=true" style="height: 426px; width: 500px;" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-3706597590909487856?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/3706597590909487856/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2009/10/sintesis-proteica.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/3706597590909487856'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/3706597590909487856'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2009/10/sintesis-proteica.html' title='SÍNTESIS PROTEICA'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-8636815065718280221</id><published>2011-05-24T22:27:00.001+02:00</published><updated>2011-05-24T22:28:18.593+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Inmunología'/><title type='text'>RESPUESTA INMUNE ESPECÍFICA</title><content type='html'>Cuando un agente patógeno invade un organismo se ponen en marcha los mecanismos defensivos innatos que suelen ser bastente eficaces. Sin embargo existen gérmenes que consiguen burlar estas barreras siendo necesario desarrollar una respuesta que solo sirva para atacar a un agente concreto.&lt;br /&gt;La respuesta específica la lleva a cabo el sistema inmune de dos formas: humoral y celular. Ambas respuestas actúan de manera coordinada frente a cualquie antígeno.&lt;br /&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;1. Respuesta específica humoral.&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;La finalidad de esta respuesta es la producción, por parte de los linfocitos B, de unas proteínas denominadas&lt;b&gt; anticuerpos. &lt;/b&gt;Los anticuerpos reconocerán y se unirán a los antígenos específicos provocando una serie de reacciones que conducirán a la eliminación de éste..&lt;/div&gt;Como consecuencia de la formación del complejo antígeno-anticuerpo se puede producir:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Activación del sistema del complemento, que termina con la lisis del microorganismo. &lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Opsonización de los microorganismos. Los anticuerpos se unen al antígeno, presentándolo a las células fagocitarias y&amp;nbsp; a las células asesina (NK),&amp;nbsp; para su destrucción. &lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Precipitación de toxinas disueltas en el plasma. Así, son fácilmente destruidas por los macrófagos. &lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Aglutinación de antígenos en una determinada zona, facilitando la acción de los fagocitos y los linfocitos.&amp;nbsp;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Neutralización del antígeno, impidiendo su acción contra la célula. &lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="449" src="http://www.youtube.com/embed/_jMHEED3TUA?rel=0" width="525"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;2. Respuesta específica celular.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En esta respuesta están implicados los linfocitos T que se encargan de eliminar a las células infectadas y a las células tumorales.&lt;/div&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-vRNG-ywKxSs/TdwRd62CVOI/AAAAAAAABD4/wWpR5CHb8UM/s1600/respuesta_celular.jpg" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="640" src="http://2.bp.blogspot.com/-vRNG-ywKxSs/TdwRd62CVOI/AAAAAAAABD4/wWpR5CHb8UM/s640/respuesta_celular.jpg" width="466" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Imagen: &lt;a href="http://la-salud-y-la-enfermedad.wikispaces.com/Defensas+frente+a+las+enfermedades.+Sistema+inmunol%C3%B3gico"&gt;la-salud-y-la-enfermedad.wikispaces.com&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;Para conocer más sobre la respuesta celular visita la web del Proyecto Biosfera. Pincha &lt;a href="http://recursostic.educacion.es/ciencias/biosfera/web/alumno/2bachillerato/inmune/contenidos9.htm"&gt;aquí.&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-2C8A0WuHXFo/TdqQoWOGhFI/AAAAAAAABDw/J2nX8jHqJv0/s1600/Sin+t%25C3%25ADtulo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;span id="goog_789395405"&gt;&lt;/span&gt;&lt;span id="goog_789395406"&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href="http://www.blogger.com/post-edit.g?blogID=1874095961560853402&amp;amp;postID=8636815065718280221" name="Tipos_de_inmunoglobulinas"&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1874095961560853402-8636815065718280221?l=biologiaygeologiaguadalete.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biologiaygeologiaguadalete.blogspot.com/feeds/8636815065718280221/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/05/respuesta-inmune-especifica-i.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8636815065718280221'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1874095961560853402/posts/default/8636815065718280221'/><link rel='alternate' type='text/html' href='http://biologiaygeologiaguadalete.blogspot.com/2011/05/respuesta-inmune-especifica-i.html' title='RESPUESTA INMUNE ESPECÍFICA'/><author><name>al blog de Biología y Geología</name><uri>http://www.blogger.com/profile/10229240309549085136</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/_jMHEED3TUA/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1874095961560853402.post-2042812057604347767</id><published>2011-05-23T08:35:00.002+02:00</published><updated>2011-05-23T08:35:00.307+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Inmunología'/><title type='text'>BARRERAS SECUNDARIAS INESPECÍFICAS (II)</title><content type='html'>&lt;div style="text-align: justify;"&gt;Formando parte de las defensas internas inespecíficas encontramos la de tipo celular (tratada en una entrada anterior), la respuesta inflamatoria y la respuesta humoral.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img alt="" height="416" 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
