<?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-27158697537021065</id><updated>2011-10-10T10:35:53.275+01:00</updated><category term='un partido redondo(l´entregu3-tineo0)'/><category term='26ª jornada(uni b)'/><category term='todos los colloto-el entrego'/><category term='33ª jornada ( l´entregu - s. aller)'/><category term='todos los lugones - entrego'/><category term='suma y sigue(l´entregu4-nalon0)'/><category term='justa victoria(l´entregu3-valdesoto0)'/><category term='todos los entrego-andes'/><category term='valdesoto 2 - l´entregu 1'/><category term='resultados futbol base 14/03/09'/><category term='7ª jornada(uni b)'/><category term='todos los r. tapia - el entrego'/><category term='todos los el entrego-covadonga'/><category term='resultados futbol base 20/12/08'/><category term='16ª jornada(lugones)'/><category term='36 jornada(s. martin - l´entregu)'/><category term='arbitro del comercial - l´entregu'/><category term='figuras entreguinas 3 ( cuca II )'/><category term='una victoria para soñar'/><category term='resultados futbol base 7/2/09'/><category term='temporada 1962/63'/><category term='todos los l´entregu-uni b'/><category term='5ª jornada(navia-l´entregu)'/><category term='todos los el entrego-comercial'/><category term='8ª jornada ( real oviedo b)'/><category term='arbitro del valdesoto - l´entregu'/><category term='todos los entrego-santiago de aller'/><category term='s.martin 0-léntregu 0'/><category term='nuevas secciones'/><category term='sufrida victoria(l´entregu 1- campomanes 0)'/><category term='17ª jornada tda. 2010/11(astur)'/><category term='todos los el entrego-san martin'/><category term='mal partido con derrota(lugones2-l´entregu0)'/><category term='22 jornada'/><category term='4ª jornada tda. 10/11(urraca)'/><category term='arranco la pretemporada'/><category term='38ª jornada(r.tapia- l´entregu)'/><category term='derrota en fumea(nalon4-l´entregu2)'/><category term='31ª jornada tda. 2010-2011(piloñesa)'/><category term='todos los l´entregu-urraca'/><category term='prosigue la agonia(campomanes0-l´entregu0)'/><category term='todos los siero-entrego'/><category term='temporada 1960/61'/><category term='todos los entrego - 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mosconia'/><category term='buenas sensaciones'/><category term='arrancammos de nuevo'/><category term='l´entregu 2 - andes 1'/><category term='27ª jornada'/><category term='s.o.s.(l´entregu1-comercial2)'/><category term='felices fiestas'/><category term='todos los uraca-l´entregu'/><category term='un año sin Norio'/><category term='todos los el entrego-astur'/><category term='33ª jornada tda.2010-2011(tineo)'/><category term='semana negra(urraca 2- l´entregu 0)'/><category term='derrota en Cangas(narcea3-l´entregu1)'/><category term='todos los llanera-l´entregu'/><category term='temporada 1954/55'/><category term='todos os l´entregu-r. tapia'/><category term='situacion limite(comercial1-l´entregu0)'/><category term='objetivo cumplido(unib1-l´entregu3)'/><category term='todos los l´entregu-llanera'/><category term='empate y salvación(r. tapia 1 - l´entregu 1)'/><category term='todos os entrego - praviano'/><category term='victoria importantisima(l´entregu 2 - tineo 0)'/><category term='punto ser punto(berron 0 - léntregu 0)'/><category term='un partido que vale un ascenso'/><category term='todos los entrego-mosconia'/><category term='todos los campomanes-l´entregu'/><category term='resultados futbol base 6-12-08'/><category term='2ª jornada tda. 11/12(aviles B)'/><category term='arrancamos nuevamente'/><category term='32ª jornada tda. 2010-2011(lugones)'/><category term='otro empate(uni b 2-l´entregu2)'/><category term='28ª jornada (racing de sama)'/><category term='resultados futbol base 18/04/2009'/><category term='cerocerismo total(llanera0-l´entregu0)'/><category term='31ª jornada(mosconia)'/><category term='calendarios de preferente y 1ª juvenil'/><category term='todos los entrego-vetusta'/><category term='todos los entrego-camocha'/><category term='11ª jornada ( santiago de aller )'/><category term='32ª jornada(nalon)'/><category term='una tarde para olvidar(l´entregu0-urraca3)'/><category term='resultados futbol base 28/02/2009'/><category term='arbitro del salas - l´entregu'/><category term='cuando toca sufrir tambien se vence(valdeso0-l´entregu1)'/><category term='esto es un chorreo(l´entregu6-s.martin2)'/><category term='todos los entrego-berron'/><category term='todos los entrego-piloñesa'/><category term='todos los el entrego - siero'/><category term='luto por minervino'/><category term='7ª jornada tda.10-11(llanera)'/><category term='léntregu 3 - r. tapia 1'/><category term='nuevo empate en el nuevo nalon(l´entregu1-caridad1)'/><category term='18ª jornada tda. 2010/2011(narcea)'/><category term='victoria para depender de si mismo(l´entregu1-narcea0)'/><category term='todoss los l´entregu-uni b'/><category term='temporada 1943/44'/><category term='23ª jornada(comercial)'/><category term='l´entregu le hace un siete al uni b'/><category term='todos los el entrego - tineo'/><category term='todos los el entrego-pumarin'/><category term='primer ensayo(léntregu-titanico)'/><category term='cayó el jorobu ( l´entregu5-narcea1)'/><category term='todos los andes-l´entregu'/><category term='mala suerte( l´entregu 0 - praviano 1)'/><category term='ha fallecido lelito'/><category term='temporada 1939/40'/><category term='eo'/><category term='13ª jornada tda. 2010-11(lugones)'/><category term='TODOS LOS VESTUSTA-EL ENTREGO'/><category term='regreso a la senda de la victoria(léntregu 2-caridad 1)'/><category term='resultados futbol base 12 /09/09'/><category term='23ª jornada tda. 2010-11(urraca)'/><category term='fallece delfin'/><category term='club covadonga de la oscura'/><category term='los reyes dejaron un punto(narcea1-l´entregu1)'/><category term='resultados futbol base 16/05/2009'/><category term='27ª jornada tda. 2010/2011(colloto)'/><category term='todos los san martin - el entrego'/><category term='todos los el entrego-la caridad'/><category term='todos los el entrego - lugones'/><category term='temporada 1956/57'/><category term='l´entregu2-mosconia2'/><category term='resultados futbol base 21/02/09'/><category term='38ª jornada tda.2010-11(uni b)'/><category term='20ª jornada(piloñesa)'/><category term='hacer como hacen'/><category term='excesivo castigo(oviedo b 3-l´entregu 0)'/><category term='todos los entrego-s. martin'/><category term='34ª jornada( s. martin - l´entregu )'/><category term='15ª jornada tda. 2010-11(valdesoto)'/><category term='35ª jornada(l´entregu - praviano)'/><category term='todos los navia-entrego'/><category term='todos los tineo-el entrego'/><category term='temporada 1950/51'/><category term='todos los urraca - l´entregu'/><category term='salas 1 - l´entregu 0'/><category term='siero'/><category term='tda. 56/57 promocion a 2º division orense'/><category term='redondo nuevo entrenador de l´entregu'/><category term='12ª jornada tda.2010/11(piloñesa)'/><category term='todos la caridad-el entrego'/><category term='todos los uni b - l´entregu'/><category term='x en el nuevo nalon(l´entregu1-siero1)'/><category term='temporada 1942/43'/><category term='el sporting b se lleva el IX memorial Tinutu'/><category term='todos los l´entregu-campomanes'/><category term='cuarto derby'/><category term='se impone el fútbol directo(valdesoto 2-l´entregu 0)'/><category term='l´entregu 3 - santiago aller 2'/><category term='28ª jornada (la caridad)'/><category term='arbitro del colloto - l´entregu'/><category term='racing de sama 1 - l´entregu 0'/><category term='27ª jornada(vetusta)'/><category term='todos los entrego - luarca'/><category term='resultados futbol base 25/04/2009'/><category term='promocinon contra el mosconia'/><category term='todos los uni b- l´entregu'/><category term='temporada 1953/54'/><category term='tda. 57/58 promocion 2ª division(baracaldo)'/><category term='victoria balsamica(la caridad 0-l´entregu 2)'/><category term='todos los entrego - narcea'/><category term='menudo impresentable-l´entregu2-piloñesa3'/><category term='urraca 3 - 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l´entregu'/><category term='arbitro del l´entregu - andes'/><category term='derby aplazado'/><category term='otro aplazado'/><category term='temporada 1954/55 promocion y ascenso a 3ª division'/><category term='uni b 2 - l´entregu 2'/><category term='13º jornada(mosconia)'/><category term='25ª jornada(urraca)'/><category term='4ª jornada ( l´entregu-comercial)'/><category term='tda. 56/57 prmocion 2ª division(plus ultra)'/><category term='triangular en laviana'/><category term='datos principales del U. D. El Entrego'/><category term='temporada 1949/50'/><category term='22ª jornada tda. 2010-2011(s. martin)'/><category term='alerta naranja(l´entregu2-unib3)'/><category term='arbitro praviano-léntregu'/><category term='resultados fútbol base 16/05/2009'/><category term='26ª jornada'/><category term='temporada 1961/62'/><category term='34ª jornada tda. 2010-2011(valdesoto)'/><category term='todos los piloñesa-entrego'/><category term='6ª jornada tda. 10/11(pumarin)'/><category term='reparto de puntos(l´entregu1-urraca1)'/><category term='todos los s. aller - entrego'/><category term='resultados futbol base 24/01/2009'/><category term='1ª jornada(piloñesa - l´entregu)'/><category term='26ª jornada tda. 2010/11(llanera)'/><category term='el nalon'/><category term='menudo partido l´entregu 3 - r. tapia 4'/><category term='empate para comenzar el año(tineo1-léntregu1)'/><category term='21ª jornada'/><category term='todos los nalon - el entrego'/><category term='santiago1- l´entregu2'/><category term='FIGURAS ENTREGUINAS 2 ( SECADES)'/><category term='11ª jornada tda. 2010-11(comercial)'/><category term='10ª jornada ( berron c. f. )'/><category term='situacion insostenible(colloto3-l´entregu1)'/><category term='p.a.(progresa adecuadamente)'/><category term='torneo juvenil valle del nalon 2009'/><category term='todos los l´entregu-colloto'/><category term='manita al siero(l´entregu5-siero0)'/><category term='cuarta derrota( s. martin 3- l´entregu2)'/><category term='reaultados futbol base 21/03/09'/><category term='l´entregu 2 - hispano 1'/><category term='todos los entrego-nalon'/><category term='temporada 1955/56'/><category term='8ª jornada tda. 2010/11(colloto)'/><category term='temporada 1959/60'/><category term='20ª jornada tda. 2010-2011(siero)'/><category term='l´entregu- san martin ( 08/12/08 )'/><category term='32ª jornada ( urraca - l´entregu )'/><category term='decisiones arbitrales'/><category term='brillante victoria(l´entregu 5-berron 1)'/><category term='mal partido y resultado(pilo2-l´entegu1)'/><category term='l´entregu cede otro empate(léntregu3-aviles b3)'/><category term='(todos los entrego-valdesoto)'/><category term='l´entregu 2 - la caridad 1'/><category term='29ª jornada tda. 2010/2011(campomanes)'/><category term='goles centenarios del union'/><category term='todos los entrego-la caridad'/><category term='30ª jornada(l´entregu-santiago de aller)'/><category term='ultima hora(redondo renueva por una temporada)'/><category term='todos los entrego-comercial'/><category term='nueva derrota(Léntregu0-colloto2)'/><category term='todos los lugones- el entrego'/><category term='5ª jornada tda. 10/11(la caridad)'/><category term='21ª jornada tda. 2010-2011(aviles b)'/><category term='todos los entrego-siero'/><category term='todos los colloto - l´entregu'/><category term='l´entregu 1- narcea 2'/><category term='temporada 1964/65'/><category term='congelados(l´entregu1-s.martin2)'/><category term='arbitro del l´entregu - hispano'/><category term='arbitro del s. martin l´entregu'/><category term='arbitro l´entregu- s.martin ( 8/12/08 )'/><category term='encuentro suspendido'/><category term='9ª jornada(la caridad-l´entregu)'/><category term='6ª jornada (l´entregu-urraca)'/><category term='temporada 1955/56 promoción permanencia 3ª'/><category term='arbitro l´entregu - luarca'/><category term='asalto a la Isla(comercial2-l´entregu4)'/><category term='dos tiempos bien distintos (navia3-l´entregu1)'/><category term='todos los mosconia-el entrego'/><category term='todos los entrego-navia'/><category term='punto positivo(tineo0-l´entregu0)'/><category term='otro paso hacia la permanencia(l´entregu1-covadonga1)'/><category term='descenso y ascenso'/><category term='24ª jornada'/><category term='todos los entrego - tineo'/><category term='resultados futbol base 02/05/2009'/><category term='punto positivo ( siero1-l´entregu1 )'/><category term='todos los entrego-narcea'/><category term='cuatro picotazos de la urraca(urraca4-l´entregu1)'/><category term='temporada 1948/49'/><category term='1ª jornada 11/12(comercial)'/><category term='19ª jornada'/><category term='victoria in extremis(l´entregu1-pumarin0)'/><category term='38ª jornada( camocha - l´entregu )'/><category term='por buen camino'/><category term='resultados futbol base 3/01/09'/><category term='historia del futbol de el entrego (6)'/><category term='9ª jornada tda.2010/11(mosconia)'/><category term='fin a la racha(astur2-l´entregu0)'/><category term='CLUB COVADONGA'/><category term='35ª jornada(l´entregu-at. lugones)'/><category term='resultados futbol base 17/01/09'/><category term='15ª jornada(valdesoto)'/><category term='20ª jornada'/><category term='14ª jornada(andes c. f.)'/><category term='temporada 1940/41'/><category term='arbitro lugones-l´entregu'/><category term='todos los camocha - entrego'/><category term='tropezón ante el colista'/><category term='todos los valdesoto - el entrego'/><category term='34ª jornada(valdesoto)'/><category term='arbitro del racing de sama - l´entregu'/><category term='19ª jornada(r. tapia)'/><category term='temporada 1952/53'/><category term='todos los racing de sama- entrego'/><category term='todos los el entrego-narcea'/><category term='malmuy mal'/><category term='36ª jornada tda. 2010/2011(astur)'/><category term='arbitro de l´entregu - praviano'/><category term='13ª jornada(nalon)'/><category term='no me gusta como caza la perrita'/><category term='21ª jornada(narcea)'/><category term='un punto mas o dos menos(mosconia 1 - l´entregu 1)'/><category term='37ª jornada tda. 2010/2011(narcea)'/><category term='el nacimiento de el entrego c. d.'/><category term='29ª jornada(Berron)'/><category term='35ª jornada tda. 2010-2011(covadonga)'/><category term='HISTORIA DEL FUTBOL EN EL ENTREGO (1)'/><category term='todos los mosconia-l´entregu'/><category term='todos los el entrego-r. aviles ind. b'/><category term='10ªjornada tda. 2010/11(campomanes)'/><category term='25ª JORNADA'/><category term='23ª JORNADA'/><category term='arbitro del l´entregu - la caridad'/><category term='derrota en el último suspiro(pumarin1-l´entregu0)'/><category term='3ª jornada tda. 10/11(san martin)'/><category term='2ª jornada tda. 10/11(r. aviles b)'/><category term='TDA.57/58 promocion 2ª division(turista)'/><category term='minimas derrotas'/><category term='todos los covadonga-el entrego'/><category term='FIGURAS ENTREGUINAS 1( FALITO)'/><category term='temporada 1951/52'/><category term='sobraron cinco minutos'/><title type='text'>L´ENTREGUDATOS</title><subtitle type='html'>HISTORIA Y ESTADISTICA DESDE EL UNION AL L´ENTREGU C. F.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://lentregudatos.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://lentregudatos.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default?start-index=101&amp;max-results=100'/><author><name>entreguin</name><uri>http://www.blogger.com/profile/11345921601730133182</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://3.bp.blogspot.com/-2vV76wba_Xo/TlyT4bjfSVI/AAAAAAAAANA/X59WCB5hcOU/s220/images.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>444</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-27158697537021065.post-1247573929530611216</id><published>2011-09-13T10:50:00.002+01:00</published><updated>2011-09-13T11:09:10.718+01:00</updated><title type='text'>4ª JORNADA TDA. 2011/2012</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;PRÓXIMO RIVAL&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;img style="width: 106px; height: 143px;" src="http://www.telecable.es/personales/innostf1/insignias%203/tineo-2.gif" border="0" /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;CLUB DEPORTIVO TINEO&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;DOMINGO 18 SEPTIEMBRE&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;17 HORAS - NUEVO NALON&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;CLASIFICADO: 5º CON 5 PUNTOS&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;El próximo domingo visitará el Nuevo Nalón, uno de los conjuntos que está llamado a ocupar la zona alta de la tabla, el Tineo.&lt;br /&gt;El conjunto tinetense, de la mano un  temporada mas de Froilan, intentará el salto a superior categoria.&lt;br /&gt;Los tinetenses marchan quintos, con cinco puntos, tras empatar dos encuentros en su casa con Campomanes (2-2) y Roces (0-5) y golear al Andes en su propio campo por 0-5.&lt;br /&gt;Será sobre el papel un buen partido y una buena piedra de toque para el conjunto rojiblanco.&lt;br /&gt;&lt;br /&gt;Acontinuación publicamos los principales datos del Tineo, así como la actual plantilla:&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;table class="infobox_v2"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th class="cabecera fn org" colspan="2" style="text-align:center; background-color:transparent;"&gt;C.D. Tineo&lt;/th&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;Nombre completo&lt;/th&gt; &lt;td class="" style=""&gt;Club Deportivo Tineo&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;Apodo(s)&lt;/th&gt; &lt;td class="" style=""&gt;&lt;span class="nickname"&gt;&lt;i&gt;Tineo, Blancos&lt;/i&gt;&lt;/span&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;Fundación&lt;/th&gt; &lt;td class="" style=""&gt;&lt;a href="http://es.wikipedia.org/wiki/19_de_agosto" title="19 de agosto"&gt;19 de agosto&lt;/a&gt; de &lt;a href="http://es.wikipedia.org/wiki/1912" title="1912"&gt;1912&lt;/a&gt; (99 años)&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;Estadio&lt;/th&gt; &lt;td class="" style=""&gt;&lt;a href="http://es.wikipedia.org/wiki/Campo_Municipal_de_San_Roque" title="Campo Municipal de San Roque"&gt;San Roque&lt;/a&gt;,&lt;br /&gt;&lt;a href="http://es.wikipedia.org/wiki/Tineo" title="Tineo"&gt;Tineo&lt;/a&gt;, &lt;a href="http://es.wikipedia.org/wiki/Asturias" title="Asturias" class="mw-redirect"&gt;Asturias&lt;/a&gt;, &lt;a href="http://es.wikipedia.org/wiki/Espa%C3%B1a" title="España"&gt;España&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;Capacidad&lt;/th&gt; &lt;td class="" style=""&gt;1.500&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;Inauguración&lt;/th&gt; &lt;td class="" style=""&gt;&lt;a href="http://es.wikipedia.org/wiki/1993" title="1993"&gt;1993&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;Presidente&lt;/th&gt; &lt;td class="" style=""&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Flag_of_Asturias.svg" class="image" title="Bandera de Asturias"&gt;&lt;img alt="Bandera de Asturias" src="http://upload.wikimedia.org/wikipedia/commons/thumb/3/3e/Flag_of_Asturias.svg/20px-Flag_of_Asturias.svg.png" height="13" width="20" /&gt;&lt;/a&gt; &lt;a href="http://es.wikipedia.org/wiki/Roberto_Fern%C3%A1ndez" title="Roberto Fernández"&gt;Roberto Fernández&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;Entrenador&lt;/th&gt; &lt;td class="" style=""&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Flag_of_Asturias.svg" class="image" title="Bandera de Asturias"&gt;&lt;img alt="Bandera de Asturias" src="http://upload.wikimedia.org/wikipedia/commons/thumb/3/3e/Flag_of_Asturias.svg/20px-Flag_of_Asturias.svg.png" height="13" width="20" /&gt;&lt;/a&gt; &lt;a href="http://es.wikipedia.org/w/index.php?title=Florentino_Fern%C3%A1ndez_%22Tito%22&amp;amp;action=edit&amp;amp;redlink=1" class="new" title="Florentino Fernández &amp;quot;Tito&amp;quot; (aún no redactado)"&gt;Florentino Fernández "Tito"&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;Liga&lt;/th&gt; &lt;td class="" style=""&gt;&lt;a href="http://es.wikipedia.org/wiki/Regional_Preferente_de_Asturias" title="Regional Preferente de Asturias"&gt;Regional Preferente&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;&lt;a href="http://es.wikipedia.org/wiki/Regional_Preferente_de_Asturias_2010/11" title="Regional Preferente de Asturias 2010/11"&gt;2010/11&lt;/a&gt;&lt;/th&gt; &lt;td class="" style=""&gt;4º&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;td colspan="2" class="" style="text-align:center;"&gt; &lt;table class="toccolours" style="padding:0; margin:0; background-color:#fff; width:100%; text-align:center"&gt; &lt;tbody&gt;&lt;tr&gt; &lt;td style="text-align:center"&gt; &lt;table style="background-color:#fff; width:90px; margin:0 auto; padding:0; text-align:center" cellpadding="0" cellspacing="0"&gt; &lt;tbody&gt;&lt;tr&gt; &lt;td style="background-color:#FFFFFF"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_left_arm.svg" class="image"&gt;&lt;img alt="Kit left arm.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/7/7f/Kit_left_arm.svg/31px-Kit_left_arm.svg.png" height="59" width="31" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td style="background-color:#FFFFFF"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_body.svg" class="image"&gt;&lt;img alt="Kit body.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/8/83/Kit_body.svg/38px-Kit_body.svg.png" height="59" width="38" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td style="background-color:#FFFFFF"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_right_arm.svg" class="image"&gt;&lt;img alt="Kit right arm.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/c/cd/Kit_right_arm.svg/31px-Kit_right_arm.svg.png" height="59" width="31" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr&gt; &lt;td style="background-color:#FFFFFF" colspan="3"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_shorts.svg" class="image"&gt;&lt;img alt="Kit shorts.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/a/af/Kit_shorts.svg/100px-Kit_shorts.svg.png" height="36" width="100" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr&gt; &lt;td style="background-color:#FFFFFF" colspan="3"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_socks.svg" class="image"&gt;&lt;img alt="Kit socks.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/e/ee/Kit_socks.svg/100px-Kit_socks.svg.png" height="25" width="100" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr&gt; &lt;td colspan="3" style="font-weight:bold; text-align:center"&gt;Titular&lt;/td&gt; &lt;/tr&gt; &lt;/tbody&gt;&lt;/table&gt; &lt;/td&gt; &lt;td style="text-align:center"&gt; &lt;table style="background-color:#fff; width:90px; margin:0 auto; padding:0; text-align:center" cellpadding="0" cellspacing="0"&gt; &lt;tbody&gt;&lt;tr&gt; &lt;td style="background-color:#FF0000"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_left_arm.svg" class="image"&gt;&lt;img alt="Kit left arm.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/7/7f/Kit_left_arm.svg/31px-Kit_left_arm.svg.png" height="59" width="31" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td style="background-color:#FF0000"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_body.svg" class="image"&gt;&lt;img alt="Kit body.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/8/83/Kit_body.svg/38px-Kit_body.svg.png" height="59" width="38" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td style="background-color:#FF0000"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_right_arm.svg" class="image"&gt;&lt;img alt="Kit right arm.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/c/cd/Kit_right_arm.svg/31px-Kit_right_arm.svg.png" height="59" width="31" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr&gt; &lt;td style="background-color:#FF0000" colspan="3"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_shorts.svg" class="image"&gt;&lt;img alt="Kit shorts.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/a/af/Kit_shorts.svg/100px-Kit_shorts.svg.png" height="36" width="100" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr&gt; &lt;td style="background-color:#FF0000" colspan="3"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_socks.svg" class="image"&gt;&lt;img alt="Kit socks.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/e/ee/Kit_socks.svg/100px-Kit_socks.svg.png" height="25" width="100" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr&gt; &lt;td colspan="3" style="font-weight:bold; text-align:center"&gt;Alternativo&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;table style="width: 689px; height: 95px;" id="table4" border="0" cellspacing="1"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td align="justify" bg width="23%" style="color:#FFFFFF;"&gt;&lt;span style="font-family:Arial;font-size:85%;"&gt;Gabri, Noé, Jonás, Borja, Víctor, Hugo,    Diamé, Edu Juan, Ibias, Diego, Imanol.&lt;/span&gt;&lt;/td&gt;   &lt;td align="justify" bg width="23%" style="color:#FFFFFF;"&gt;    &lt;span style="font-family:Arial;font-size:85%;"&gt;Borja (Covadonga), Iván Torres (Uni "B"),    Borja (sin equipo), Fran Cuétara y Marcos Suárez (Tineo)&lt;/span&gt;&lt;/td&gt;   &lt;td align="justify" bg width="21%" style="color:#FFFFFF;"&gt;   &lt;span style="font-family:Arial;font-size:85%;"&gt;Alberto, Jose, Sergio. Ñelo (Retirado),   Gabino (Cudillero)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/27158697537021065-1247573929530611216?l=lentregudatos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lentregudatos.blogspot.com/feeds/1247573929530611216/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=27158697537021065&amp;postID=1247573929530611216' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/1247573929530611216'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/1247573929530611216'/><link rel='alternate' type='text/html' href='http://lentregudatos.blogspot.com/2011/09/4-jornada-tda-20112012.html' title='4ª JORNADA TDA. 2011/2012'/><author><name>entreguin</name><uri>http://www.blogger.com/profile/11345921601730133182</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://3.bp.blogspot.com/-2vV76wba_Xo/TlyT4bjfSVI/AAAAAAAAANA/X59WCB5hcOU/s220/images.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-27158697537021065.post-7971870107905523575</id><published>2011-09-13T10:46:00.001+01:00</published><updated>2011-09-13T10:49:48.153+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='todos los el entrego - tineo'/><title type='text'>TODOS LOS EL ENTREGO - TINEO</title><content type='html'>Estos son todos los resultados de los enfrentamientos de ambos equipos, en terreno entreguino:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="font-weight: bold;" align="center"&gt;TODOS LOS EL ENTREGO C. D. - C. D. TINEO&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="font-weight: bold;" align="center"&gt;J G E P F C&lt;/div&gt;&lt;br /&gt;&lt;div style="font-weight: bold;" align="center"&gt;6 6 0 0 14 4&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div align="center"&gt;TDA. 70/71 - 1ª REG.: EL ENTREGO 2 - TINEO 1&lt;/div&gt;&lt;br /&gt;&lt;div align="center"&gt;TDA. 71/72 - 1ª REG.: EL ENTREGO 3 - TINEO 0&lt;/div&gt;&lt;br /&gt;&lt;div align="center"&gt;TDA. 72/73 - 1ª REG.: EL ENTREGO 2 - TINEO 1&lt;/div&gt;&lt;br /&gt;&lt;div align="center"&gt;TDA. 73/74 - 1ª REG.: EL ENTREGO 2 - TINEO 0&lt;/div&gt;&lt;br /&gt;&lt;div align="center"&gt;TDA. 82/83 - 1ª REG.: EL ENTREGO 3 - TINEO 1&lt;/div&gt;&lt;br /&gt;&lt;div align="center"&gt;TDA. 83/84 - 1ª REG.: EL ENTREGO 2 - TINEO 0&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="font-weight: bold;" align="center"&gt;TODOS LOS L´ENTREGU C. F. - C. D. TINEO&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="font-weight: bold;" align="center"&gt;J G E P F C&lt;/div&gt;&lt;p align="center"&gt;&lt;span style="font-weight: bold;"&gt;8 4 1 3 11 7&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;br /&gt;&lt;/p&gt;&lt;br /&gt;&lt;div align="center"&gt;TDA. 01/02 - 1ª REG.: L´ENTREGU 1 - TINEO 2&lt;/div&gt;&lt;br /&gt;&lt;div align="center"&gt;TDA. 02/03 - 1ª REG.: L´ENTREGU 0 - TINEO 1&lt;/div&gt;&lt;br /&gt;&lt;div align="center"&gt;TDA. 03/04 - 1ª REG.: L´ENTREGU 1 - TINEO 1&lt;/div&gt;&lt;br /&gt;&lt;div align="center"&gt;TDA. 04/05 - 1ª REG.: L´ENTREGU 0 - TINEO 1&lt;/div&gt;&lt;br /&gt;&lt;div align="center"&gt;TDA. 07/08 - R. PRE.: L´ENTREGU 2 - TINEO 1&lt;/div&gt;&lt;div align="center"&gt; &lt;/div&gt;&lt;div align="center"&gt;&lt;br /&gt;TDA. 08/09 - R. PRE.: L´ENTREGU 2 - TINEO 1&lt;br /&gt;&lt;br /&gt;TDA. 09/10 - R. PRE.: L´ENTREGU 2 - TINEO 0&lt;br /&gt;&lt;br /&gt;TDA. 10/11 - R. PRE.: L´ENTREGU 3 - TINEO 0&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt; &lt;/div&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;TOTAL DE ENFRENTAMIENTOS&lt;/span&gt;&lt;/div&gt;&lt;div style="font-weight: bold;" align="center"&gt; &lt;/div&gt;&lt;div style="font-weight: bold;" align="center"&gt;&lt;br /&gt;J G E P F C&lt;/div&gt;&lt;div style="text-align: center; font-weight: bold;"&gt;14 10 1 3 25 11&lt;br /&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/27158697537021065-7971870107905523575?l=lentregudatos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lentregudatos.blogspot.com/feeds/7971870107905523575/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=27158697537021065&amp;postID=7971870107905523575' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/7971870107905523575'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/7971870107905523575'/><link rel='alternate' type='text/html' href='http://lentregudatos.blogspot.com/2011/09/todos-los-el-entrego-tineo.html' title='TODOS LOS EL ENTREGO - TINEO'/><author><name>entreguin</name><uri>http://www.blogger.com/profile/11345921601730133182</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://3.bp.blogspot.com/-2vV76wba_Xo/TlyT4bjfSVI/AAAAAAAAANA/X59WCB5hcOU/s220/images.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-27158697537021065.post-5681606371228206917</id><published>2011-09-12T12:06:00.003+01:00</published><updated>2011-09-12T12:31:32.923+01:00</updated><title type='text'>L´ENTREGU ESTRENA SU CASILLERO DE VICTORIAS</title><content type='html'>&lt;span style="font-weight: bold;"&gt;SE IMPUSO AL FILIAL ESTUDIANTIL POR 2 GOLES A 4 EN SAN GREGORIO&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img style="width: 100px; height: 135px;" src="http://www.telecable.es/personales/innostf1/insignias%203/universidad-de-oviedo.gif" border="0" /&gt;                     &lt;img style="width: 82px; height: 111px;" src="http://www.telecable.es/personales/erf1/insignias%202/lentregu.gif" border="0" /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;UNIVERSIDAD B 2 - L´ENTREGU C. F. 4&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;Hubo que esperar a la tercera jornada de liga, para presenciar la primera victoria de la temporada, del once rojiblanco, al imponerse a domicilio por 2 tantos a 4, al Universidad de Oviedo B, en el Estadio Universitario.&lt;br /&gt;El encuentro fue raro, con fallos e imprecisiones, por parte de los contendientes.Fijense si fue raro, que en el siempre tranquilo campo del Uni, la parroquia local estaba muy soliviantada con el trio arbitrial y hasta falto poco para haber trifulca en la grada, por unos improperios de aficionados locales a jugadores entreguinos, pero la cosa no paso a mayores.&lt;br /&gt;Del encuentro señalar, que siempre estuvo controlado por el conjunto rojiblanco, al que solamente los errores y la falta de concentración, le pudieron costar muy caros.&lt;br /&gt;En el minuto 25 una falta botada por Dubo, se traduce en el primer gol entreguino.Cuando parecia que con este resultado se llegaria al descanso, los rojiblancos cometen el error de encerrarse en su area, a falta de cinco minutos para concluir el primer tiempo.De ese dominio local, nace el tanto del empate, obra de Emilio al filo del descanso.&lt;br /&gt;Tras el intermedio, vuelve a adelantarse el once de El Entrego, tras una gran jugada de Javi Suarez en banda, que sirve a May, para que este, solo en el segundo palo, anote el segundo gol rojiblanco.&lt;br /&gt;El encuentro se increpa por momentos.Una falta sacada rapidamente por los locales, ante la pasividad de la zaga visitante, le sirve a Biesca, para batir, de tiro cruzado a Adan, y devolver la igualada.&lt;br /&gt;Los locales, se quedan con 10 hombres, al ver la 2ª tarjeta, dsu delantero Hugo, al lanzarse a la piscina, en busca de un penalti.&lt;br /&gt;Con los de Redondo dominando, en busca de la victoria, los entreguinos, marran una clara ocasion, cuando el disparo de Javi Suarez, lo despeja un defensa en la linea de gol.Pese a todo, la tenacidad tendria recompensa y Miguel, antes de ser expulsado por doble amarilla, pondria por delante a su equipo, al culminar una jugada dentro del área local.&lt;br /&gt;Como consecuencia de las protestas por este tanto, los locales perderian otro jugador , al ser expulsado Alex.&lt;br /&gt;Con el resultado nuevamente favorable, un centro al area, lo golpea un defensa local con las manos, señalando el colegiado el claro penalti, pero dejando sin amonestar al autor de la infraccion.Esta vez Vallina no perdonó desde los once metros, como en Tudel Veguin, y anoto el cuarto de la tarde, que cerraba la cuenta rojiblanca.&lt;br /&gt;En definitiva, primera victortia de la temporada, de un L´Entregu que debe pulir esos errores que le cuestan tan caros.&lt;br /&gt;&lt;/div&gt;&lt;p&gt; &lt;/p&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/27158697537021065-5681606371228206917?l=lentregudatos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lentregudatos.blogspot.com/feeds/5681606371228206917/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=27158697537021065&amp;postID=5681606371228206917' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/5681606371228206917'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/5681606371228206917'/><link rel='alternate' type='text/html' href='http://lentregudatos.blogspot.com/2011/09/lentregu-estrena-su-casillero-de.html' title='L´ENTREGU ESTRENA SU CASILLERO DE VICTORIAS'/><author><name>entreguin</name><uri>http://www.blogger.com/profile/11345921601730133182</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://3.bp.blogspot.com/-2vV76wba_Xo/TlyT4bjfSVI/AAAAAAAAANA/X59WCB5hcOU/s220/images.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-27158697537021065.post-3299186158148211388</id><published>2011-09-06T10:48:00.002+01:00</published><updated>2011-09-06T11:10:47.842+01:00</updated><title type='text'>3ª JORNADA TDA. 2011/2012</title><content type='html'>&lt;div align="center"&gt;&lt;strong&gt;PRÓXIMO RIVAL&lt;/strong&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img style="width: 106px; height: 143px;" src="http://www.telecable.es/personales/innostf1/insignias%203/universidad-de-oviedo.gif" border="0" /&gt;      &lt;p&gt; &lt;strong&gt;UNIVERSIDAD DE OVIEDO B&lt;/strong&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;strong&gt;DOMINGO 11 - 17 H.&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;ESTADIO UNIVERSITARIO&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;CLASIFICADO: 7º CON 3 PUNTOS&lt;br /&gt;&lt;br /&gt;&lt;/strong&gt;&lt;div style="text-align: left;"&gt;&lt;strong&gt;&lt;span style="font-weight: normal;"&gt;El próximo domingo el conjunto entreguino se desplazará hasta la Capital del Principado, para medirse al filial universitario en el campo donde la pasada temporada aseguraron la permanencia en la categoría,  en la última jornada de liga.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: normal;"&gt;Tras verios meses, el objetivo es el mismo, la victoria, pero esta vez para inaugurar el casillero de triunfos, tras un arranque algo irregular.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: normal;"&gt;Por su parte el conjunto verdillo, nuevamente de la manjo de Simon, será un dificil rival, que siempre intenta jugar al fútbol en esta dificil categoria.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: normal;"&gt;Esta es la plantilla del conjunto universitario para la presente temporada:&lt;/span&gt;&lt;br /&gt;&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/div&gt;&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;div style="text-align: left;"&gt;&lt;strong&gt;          Entrenador                        Siguen                               Altas                                  Bajas&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/div&gt;&lt;table id="table4" border="0" cellspacing="1" width="100%"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td align="center" bg width="24%" style="color:#006600;"&gt;&lt;b&gt;   &lt;span style="font-family:Arial;"&gt;Universidad de Oviedo "B"&lt;br /&gt;  -Manolo Simón-&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;   &lt;td align="justify" bg width="23%" style="color:#C0C0C0;"&gt;   &lt;span style="font-family:Arial;font-size:85%;"&gt;&lt;span style="FONT-FAMILY: Arial"&gt;Camilo,    Diego, Xose, Avendaño, Concari, Alvaro, Marcos, Jony, Manu, Moreno,    Hugo, Ramonin, Viti.&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;   &lt;td align="justify" bg width="23%" style="color:#C0C0C0;"&gt;   &lt;span style="font-family:Arial;font-size:85%;"&gt;Álex Wimply (Gijón Ind.).   Robert Nespral (Vallobín), David Rojo, Álvaro Meré y Carlos Viesca (Alcázar juv.), Rafa (Navarro juv.),   Emilio (Sporting DH).&lt;/span&gt;&lt;/td&gt;   &lt;td align="justify" bg width="21%" style="color:#C0C0C0;"&gt;&lt;span style="font-family:Arial;font-size:85%;"&gt;Jose Peláez (Universidad)   &lt;span style="font-family: Arial"&gt;Jose Massri (Retirado) Jaime Laviana    (Vetusta), &lt;/span&gt;Iván    Torres (Tineo), &lt;/span&gt;&lt;span style="font-family:Arial;"&gt;&lt;span style="FONT-FAMILY: Arial"&gt;   &lt;span style="font-size:85%;"&gt;César, David (Praviano), Javi González (J. Estadio), Pozuelo    (Siero).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/27158697537021065-3299186158148211388?l=lentregudatos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lentregudatos.blogspot.com/feeds/3299186158148211388/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=27158697537021065&amp;postID=3299186158148211388' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/3299186158148211388'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/3299186158148211388'/><link rel='alternate' type='text/html' href='http://lentregudatos.blogspot.com/2011/09/3-jornada-tda-20112012.html' title='3ª JORNADA TDA. 2011/2012'/><author><name>entreguin</name><uri>http://www.blogger.com/profile/11345921601730133182</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://3.bp.blogspot.com/-2vV76wba_Xo/TlyT4bjfSVI/AAAAAAAAANA/X59WCB5hcOU/s220/images.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-27158697537021065.post-3625054848317761924</id><published>2011-09-06T10:46:00.001+01:00</published><updated>2011-09-06T10:48:00.636+01:00</updated><title type='text'>TODOS LOS UNI B - L´ENTREGU C. F.</title><content type='html'>&lt;div align="center"&gt;&lt;div style="text-align: left;"&gt;&lt;strong&gt;&lt;span style="font-weight: bold;"&gt;Estos son todos los enfrentamientos entre ambos equipos:&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/div&gt;&lt;strong&gt;&lt;br /&gt;TODOS LOS UNI B - L´ENTREGU C. F.&lt;/strong&gt;&lt;/div&gt;&lt;br /&gt;&lt;div align="center"&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/div&gt;&lt;br /&gt;&lt;div align="center"&gt;&lt;strong&gt;J G E P F C&lt;/strong&gt;&lt;/div&gt;&lt;br /&gt;&lt;div align="center"&gt;&lt;strong&gt;4 1 3 0 8 6&lt;br /&gt;&lt;/strong&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div align="center"&gt;TDA. 07-08 - R. PRE.: UNI B 1 - L´ENTREGU C. F. 1&lt;/div&gt;&lt;br /&gt;&lt;div align="center"&gt;TDA. 08/09 - R. PRE.: UNI B 2 - L´ENTREGU C. F. 2&lt;/div&gt;&lt;br /&gt;&lt;div align="center"&gt;TDA. 09/10 - R. PRE.: UNI B 2 - L´ENTREGU C. F. 2&lt;br /&gt;&lt;br /&gt;TDA. 10/11 - R. PRE.: UNI B 1 - L´ENTRTEGU C. F. 3&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/27158697537021065-3625054848317761924?l=lentregudatos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lentregudatos.blogspot.com/feeds/3625054848317761924/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=27158697537021065&amp;postID=3625054848317761924' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/3625054848317761924'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/3625054848317761924'/><link rel='alternate' type='text/html' href='http://lentregudatos.blogspot.com/2011/09/todos-los-uni-b-lentregu-c-f.html' title='TODOS LOS UNI B - L´ENTREGU C. F.'/><author><name>entreguin</name><uri>http://www.blogger.com/profile/11345921601730133182</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://3.bp.blogspot.com/-2vV76wba_Xo/TlyT4bjfSVI/AAAAAAAAANA/X59WCB5hcOU/s220/images.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-27158697537021065.post-1217163529402371596</id><published>2011-09-05T11:38:00.002+01:00</published><updated>2011-09-05T11:58:58.084+01:00</updated><title type='text'>DECEPCIONANTE ESTRENO EN EL NUEVO NALON</title><content type='html'>&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-weight: bold;"&gt;L´ENTREGU CAE DERROTADO ANTE EL AVILES B EN UN FLOJO ENCUENTRO&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img style="width: 92px; height: 125px;" src="http://www.telecable.es/personales/erf1/insignias%202/lentregu.gif" border="0" /&gt;            &lt;img style="width: 97px; height: 131px;" 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" alt="" /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;L´ENTREGU C. F. 0 - R. AVILES B 1&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;Primer encuentro de la temporada en el Nuevo Nalón y primeros tres puntos que se escapan del feudo entreguino, al caer derrotado el conjunto rojiblanco ante el filial del Real Aviles por cero goles a uno.&lt;br /&gt;Se esperaba mas del once local, sobremanera actuando en casa, donde es prioritario amarrar los resultados y ante un muy rejuvenecido filial del Real Aviles, equipo cuya premisa principal, no es otra que intentar amarrar la permanencia.&lt;br /&gt;pronto se vio que los locales, no se encontraban agusto sobre el sintético naloniano y es que los de Redondo, llevaban la manija del encuentro, pero les faltó imprimir un poco mas de intensidad al encuentro.&lt;br /&gt;Ademas a muchos nos llamo la atencion, que hombres de la talla de Adan, Hector o Guillermo, no apareciesen en el once inicial.&lt;br /&gt;Pese atodo, la primera aproximacion con peligro, se porduce a los dos minuto de iniciado el encuentro, cuando el remate de  Germán, sale fuera en el segundo palo.&lt;br /&gt;El encuento, fue bajando en intensidad y el conjunto blanquiazul, solamente se limitaba a estar bien pertrechado atras, sin ninguna aparicion de peligro.&lt;br /&gt;Cumplida la media hora del encuentro, un centro chut de Miguel, se estrella en el travesaño.&lt;br /&gt;Cuando parecia que el encuentro llegaria al descanso sin moverse el marcador, una falta lateral sin aparente peligro, botada por el Aviles en el minuto 45, la peina el central David, ante la pasividad de la zaga y el guardameta, anotando el gol, que le daria la victoria final a los de la Villa del Adelantado.&lt;br /&gt;Tras el descanso, dominio infructuoso del conjunto local, que gozó de un par de ociasiones para igualar la contienda, ante un Aviles, que al contraataque, ya en la recta final, pudo ampliar su ventaja.&lt;br /&gt;Ademas, mediada la segunda mitad, se le reclamo al colegiado del encuentro, un penalti por claras manos de un zaguero avilesino en su propia area.&lt;br /&gt;En definitiva, decepcionados salieron los aficionados del Nuevo Nalón,de un encuentro, donde vuelve a quedar de manifiesto, que la linea ofensiva del equipo, es la zona mas debilitada de la plantilla, desde mi humilde punto de vista.&lt;br /&gt;Pese a todo, demos tiempo al tiempo, a que se asiente el bloque, que ganará muchos enteros, con la entrada de Angel y esperemos que May, aunque habra que ir ganando algun encuentro, que mejor ocasion que el próximo domingo en Oviedo.&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/27158697537021065-1217163529402371596?l=lentregudatos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lentregudatos.blogspot.com/feeds/1217163529402371596/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=27158697537021065&amp;postID=1217163529402371596' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/1217163529402371596'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/1217163529402371596'/><link rel='alternate' type='text/html' href='http://lentregudatos.blogspot.com/2011/09/decepcionante-estreno-en-el-nuevo-nalon.html' title='DECEPCIONANTE ESTRENO EN EL NUEVO NALON'/><author><name>entreguin</name><uri>http://www.blogger.com/profile/11345921601730133182</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://3.bp.blogspot.com/-2vV76wba_Xo/TlyT4bjfSVI/AAAAAAAAANA/X59WCB5hcOU/s220/images.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-27158697537021065.post-573372319328440466</id><published>2011-08-30T11:35:00.002+01:00</published><updated>2011-08-30T11:45:37.940+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2ª jornada tda. 11/12(aviles B)'/><title type='text'>2ª JORNADA TDA. 2011/2012</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;PRÓXIMO RIVAL&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;img style="width: 115px; height: 155px;" 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zzy+y0porNAG/pegcJGn4e3ZWaA8UwL6ZYbTYIjRzfbwQES5z2eF3nrJzMz5z0e9DQgjUQzN4P93MQlJUaOIRmTZV+Py2JJEXHFiBwTOvNTgt8jv7/+zOlteVu35W39MZcifozY8/k6P9710aasjZuzN1QergBHET4h2mdsmRkgo4z18Ll2XaFjx3mP5+LFy+BwNFWoUXwb6+FhhbraeMRCAB7d5rflbe3p7n7xEwb9GvrwzgItaGh2q55ahLBQScc5jzcoB6qVL0sP1z85iaSu3ar3tggs/ODcOgu0j+ukGiCKEJuyNtafOY0OKbtV7y5VP/lCmk8Gb5Zo4rU1NT5fZ6FjB1qr6s+c/pFUJn5E2MM36vN1AmO2zAw8sKSIokFfW1Nzd2Sk8nAFtgXIKI4cnayOXHm4AqXz4APF5bNCrl3nbRGCw3OZzBZuvEHyM1mH8AUXzsrbIgS+i0P5Djt+W95WUGr8k5OVhyssKSI9p/WQsHgP+3Osixcv467krlVjQgt1zQN+sx4u1LyqqkSzKWsjG9NevHjZbtWjrI+Lsy1v69DgIJx2AiFVJuh+sVDW981Ybz72wHUGwwsPkHZD8zjiGUuKCBuC5HhThRoOld2qlzlFd0dGbJkZMInI5oeB5+GQV0hYk/gSXalAILApa6Pdqg98F+dtEZBome3gAqekEbPb8rbiCRJ57YEC1fxQ2+oDRcLLzTEi8bs2Ndldq2YHvoPDXVWiCTWvyrXLM1KBmRmkPYO3uPEGpd0ablOi63/e43nk9wONa1OTocC9KWtjoWOHLLf8xqw3HHuP/H4UCdC1TSXs4JPv8QTIn6C3bd/ePSiUQXrocR1H7W204KAOdvKoJYAJDeA9ruMcOboXD7EiPwKa90LfK06WC6XF8cF+KYfx5AvuQJEQrjE8UCAd4m0RHDm62Raus0yZsCZxc/aGl1jgvj8xsSlrI2WhJOdzTNHn4XPtuoFq5YEiodCxg/0TaGF8fUpAkgbVGrQgob+RdS6ohVc06Okre7mXdJmsNxB7UAQqdOzYt3cPFBD27d0DNRRk6uFhTk1Owu7hO6bKMka6YsyIu1Rty8yg+25Pd/emrI1VJRp3rdpZoJVmTXrnwYDu6C++UPv+eNdHCWsS4eY5cnRNFeqgl3vyhZREzXrPhqQFm4r8dpAHu2XWw9mterTbDQ0OPke9YaETy3rPZrfqUdjEbMDgMFdVokHl3W7V19bUwGMcHR0tdOxw5Oikpo0xZXBMUenSUr8vqvDtbW2BQKCvtxf3yk1ZG3u6ux/5/e1tbWtTk9emJh9zuSCrsZCK1Ipbbxr2SBGIiIWWFJH6DAIzMxRgbM7eQLdV8MJEgx6cqSdfcKEzPx2oVsKvQ8vMtrytWe/Zqko05G2yiU0M2XpxChX8rmMu17a8rXR6IGoOdvKOHN3tVjXSOagxPJz7aBcvXs6yr4crGHygAM8meIuD24kcEmr659yNsgTpc6z7ExPb8rY6cnT+u6rAd3Gs54luQLtVj859XHCwRh8OqOAVg/sG1BHXFN8IzpZtjSdLSH2DL9eSv671RmEPc7MQpA0NDjZf+AopNfoiEc4BZvguQaH6+pREZQbqOsuUoDXj7s5zHJ7T1cYHvouD0SOeR9ArxTC2zIznLqbhBg+nl/ZivmjYn2bJTjI4C7SB7+LcJzTwJGGQs+zrZbf/ysMVBAYkYIP9XOshQTToq03m3Wbjv6hUINasTU3elrcV6aXnvtrnPR40c5BaId7OkaN77FEETq12l6qrSjQok+JioiozPaYMfS9lqi6fFVDCQd4rYU0ivFAq1t+fmIAlPOZy9XR3oxqEDsnnPvNlst4o7OEGyeY5fL5O3FxBUMZtFfgsLY6/fFbAnRh1qs4yJYAHk9LT3T06Oor0tyNHN92vCD5QoEkHWQ2oPAS9XFWJhue45gtfPcc5Dw0OQpMPN/XsJINTFP87I/2cLfOcLbP55z/LFw3uE5rpMSVMCrAXGVPhw8JCBh8oQD3rauPvdajsVn2P2eTXCX6d8HfjP1zU64t0+uwkA4whKijPIUD2ZGYGHvtgpySSjZEs0nl6uJBnFZob6s+cHhocvDsyAsmMqhLN9Jgy8F0cGLCh7xXBYakJGExXImcjNyZD2kxgBgTulW76Vjz20NqDSADuDWt8oFzEqjmAsD/uUwXHFGM9vPuEBiomzgJt6MxP4cvJ03SBwObsDZUuLe7WjhzdwwEVHM7gLQ6bG0gIBAJIn/p8nbU1NWB7HXO5ZKPwamtq6s+crj9zGnJmgNz+NEvNP9oAOfawW/W3W9W3W9XIZOAkO8uUWfb1ss0Hu4foi3Y2KiVlZnOP2fR34z8AgTgu6vW7zUZsdAiinXM31tbURJ37d/Hi5Z7ubp+vs6+39/7EBEwuHI2qEk1wTIGuedT0HTk6ZH3tVj06LWj1dHcjTRr6XuFtEdBkeLJcADt81sPB6YC7QbGD7BtBDAyfVib1u4LWysbe0OCgrFCbsCaRzXYg/MP/OnJ07hMaUKJuNAlovSMHD5EeuL+RnlhtTQ22dWlxfKVLK81C6FIEh7lKlxb7AMwYMq1s7xwbf9J54n13Gk1k5dij+ec/a/75zw5bUh05uqBX2tBwiQOnViMQ3Za31efrfOT3Q816bWqyZJDHlEiKwlmtdGm3G8Rv0lIj4YejQpewhdfSWbGRFZ0txWZ4gOw/XAm7VX+vQ4W4N9S2GkRTJDxtmRmRRU7wbzBEHiQEvK9EEPVwobbV+HNEB0jVUowKni37pbMycCtorWDsTU1OwiGBf9jX24v9Jxr0hY4daI3BNwdCMASIvj4lMZvREHTO3QjBhcceBfIrUcM2CqWkmh4zhwQFPeyDLby2yKgrM5srdAkX9fr65GT2OL8uoz45+agl7bAltTzFdNiS+llGOjAGsLGoa/75z66mpxUbxdLieJAzq0o0T77gADwc2J0gCThydDeaJODB7nW18Tjny2cFS4p4fl0GwS8SgfBF65OT6ec3aakX9Xo66pOTq03mMrPZKYr5oiE7ycDeuRoPaojFOuvhII6GLHFkTnJT1kY4EQhicbs85nIBUUDgY48CzfJIyfAcB8tMgQO6KOHHgvL2fD7/a1wrGHs+XyfPcbKwBz2mrJGBhkLwFnenQYW7LPoJUEyHBG1pcTxKBbAnHxZ9wN6thwYHbZkZkOVD1wImkASHOW+LkC8aPk23fpaRfjU97Zu0VHZbY5d/k5aK/7qanoaDHhPMcJxfl8EC72p62naD2HhQA4YKwlECHkJT+qSlxfHT/QoWe/67qqz3bNR2xJ4hHXSeMhzSyUc+YE/7/LqMo5a07YYkZ4GWBkLMtnBo7YPPKXMXz3s8a1OTwb8JjikGO3lSBAXPE/dTu1XfeFADhZvGgxrqMMZ3ui1vK1VoQ6FQe1sbksyvdsO97LWCsYcrLnM2AEjEeDB34By6S9UkNcm6lBhvcPmsELzFoayHkA80X4RttswMyEC4a9WOHB1N/4HDudNoor34TVoqa1t6zCYWclEPwEwGQvzXl6lmiPw9+YKT1P4Y7KFF6JjLhSANJT5pNtiYEk1PpcXxKPo5cnSfplvxynR6MlAt5aBPhJcCknGej+s4UjejkM9dql6bmoxmxfa2tmMuF1qNw/eIYQVE7Mk8on8CoURpcTwmT3S18eCCIjyWkVQR1S+9WXGZrJWKvSczM8DeQnaPmJYTl5TEbI4MyuGXjvtULDUM7hxlRJFmJK5W4Ls4eJuBYYWzQLs/zSLDDOCHbfpU7C1yYE+DFZ1r17HeprNAuzl7gywuRRM91bvR9IDIqrQ4vtgoEmBk8Humg+BHr9NjNmUnGa6V8xhCNuuRJHcDp1YTB4Aiupt1c3cH3L/6udLi+IQ1ibLPMhXJ3u5SlBbHoxSxLW8rS/UE17zQseNVDDx8dWvlYQ95hU1ZG6lKvm/vnr7eXjChUR1yFmjvdaiC/dydBhW++IWYzTAX4byll3vsURwoEpDsxndPPMnfffI2JVoCwwp0DFRkrqOAjTb3M6Eu0inFP+uTk+1WPawHtjIlORdqzPuw6IPS4ngWe7/75G1gb7tBJOOMWwMLp2fFnix0fF+fgHAU2MPNggw1TBY8ESkEGFPQBXeXqnmOi9rwAfY20UeDw2H/k+K98x4PdgJCX/z+5W+7V7BWGPbujoxQYjPLvh5Iw3XHYwBvrIcP9ks57oQ1iQvND5ianMyyr0dPKlhR9zpUjhwd+l+GBgchd2vLzKh0aafHlOBwwu4Fh7muNj47yUCFAZnpI/jRLxeCXCRW8c+jljQU0wl7gN+BImEh/woKhSivBx8oQAOAxc4XDTLssb4x/XMpOAT8WOztNhuJmcBiD19BoWNH84Wv+np7QZGj29l0lyLUtvpaOc9z3EKMzaHBQVTz0JUfHFM0Vaip54uGUoAYSPnPFTExYoVhD+N4wM985PejRRoBHtJfGHVAwGMF/CLX/YkJ1JfAzAgOc6XF8ZF1M7QdYR+jYgbsXT4rZCcZWKP3THaPnhP1+d+kpVabzMAeOlNDZ35KZkTW2UQL2EO8R+wWpBMRl8p8RRZ79Junwo+wR0WLCl0ClUCefMGNNyiRHHLk6CIJrujDwv1xtkMifC9SJIAMIc9xLPzw5UJtzZaZ0XzhK4wWPeduRBVE1ty4DNdKwl5PdzdYf+wvwZHHIUU7/RLJa3HgheawR3KaqJJHvWXibp31ng3YA1BPlgvZSQYWeEvEHutkLvLkSJ+TTW8uxeeEdhOcT/icbDgq8zmXDj9yO8nuXdTrc+26x3XS3GnYPbQ4RTJmAoGARD0d5oJebqBaCcmJRb6pqclJcGgun5XgV1WiASWAj5iLhHbH5a9PsZKw13zhq6iNArgp2q36G01CcJhDg+ZTgRcKhfyTk2T3gsPc0BXVQn8FpXdJjwh2byy8oZ8Ve1FjvKjPR64FFX+K91AI2ZS1kb21o7Ucdx+40LJ4T2b3ZOh61pCPdTsJe+MNSmAP976s92wLde5uzt6AKxm8xV0r59FZsviXhXYw1CdC30vkPnibMhOHXPdLbCh5RWslYa+vtxe1ncjiG89xyIIEvVIvz1I8/vozp8EyC3wXF+znJtslASLZ057MzIBTJpFa5hzUhbD3TBnOqIkWOrKTDDTZ61o5D+zB+USNAQK10KiFegVq1sjgOwu0yFJQPhanFxVpS4efDHt/N/7DRb0etwk23nOXqu1WfWTmA18ZyiHBYe76cR5ZykAgsPj3NTQ4CB0djEPrauNBPYtq95Y/02UlYY8o7R8WfeDzdQ4NDra3teE34FgG+7lr5TzLgl9okeItEt8PB1TBW9L4K/RQ0zMDMzP79u7B9+2uVZcWx0s+51jYmETWGJYY7y1u9L5JS91pNFWVaEJtq8OiDGd+SsMV3KVqdFqsTU1G/nCwk/e2CLQ1HTm6sR5JdQYcmshg7zkQGGn3eswmVCDBa4GTjLSQzD4PDQ6CU0b5rcaDGuoheqq8zcWLl1H3QzLpZLmA1ofamhqIXNHM0OWf7VwZ2ANUkEomeiTb+gXtholLSohkLc5wpwZNcCmlKNHLYWdj33xY9AHsCeQYYE9QW/ffVaEBlIpmC9m9pZi+xe1etcmca9dNtsfBkrDzgzAiD2EV2nPwmCTVHDk6dAmcLBe2G8Tz6zIWcjiXnmVZxO5lJxkIe5QcQmaINPP37d2T9Z4N2vUS9uYuY31yMvoqntqijm4VqWu+S4EaEqU9iftiSRE/LPrgpWhVvaK1ArCHNk0kMz8s+oBmf4sG/aasjaAywglEpWhxrRT0QYsG/e/fzjxny/zju7/ITjJcPivMdnDk0dFIHUrhnCwXAt/FoXt1rIenTSPzOSMTmEuxe4s/7X19QqVLO9vBAVTo6CVi50C1EmP0breqx32qhwOq6THlt4P8yXLBlpkBMbVcu+7IHKnlBQvrLEpl8R7ZPeiRHSgScCXRm0fdJFLTw4Mw982Ro6tPTsaLZCcZFinGYoHFQp2KjQc1bPye5IcAACAASURBVMEJJQ3o0AHMy1buZQVgD/e5D4s+ICY7zCCSH6JBj5BmyitNnFvkpWh0Y0XmOgDvnC1zp9FUWhwfagtnMsAaab7w1f2JifsTE/BsS4vjEUGxqbbtBpGt7BGtbIm4eioCUWEni0c+JzvLsvWQNC6z0qWtKtG4T2hAbUGv7SKMFrbGsHRvk011yuI9YA+kPHCpwed8ODICzXl476QyGHwgxWzn12VQh2GRTo+GvUXCPyjk43sf96ng7FhSxKz3bJT+DQQCeFrWe7anRpKvZS137E1NTtoyM7Ls6yNT1SSZ/O0gj5oPIuy7IyM4ZKNFQDezpIiyNrmjljTk6JDDOFAkRJb4MODOXauGNG3wgYJ6cyKTnCyNcyHPMzLYW8hUAn6iQY/GWVi/qhINsId2e+jA49zQjtjVxvvvquxWPZUWohq9Z7WBMuwRd5zynJRoge8QmfEC/GCykInFrYHtbyozm0EcY4lmGN6CbxZtRDB9wX4O9YaoOWrcuJdni8Nyx97o6Kho0EelqB9zuaT05pz+BzTIIK0Dd3Fz9gZEbsis5IuGz+aa5WD0wr3hpWo4crl2XdQUGVr4vC2Cs0Drv6tCoI/aelTsLd30LR714aXQ0BBqW43+erh21DcgTRcb5kCVJDmZXHuYQr1QpLd0u8c+gWhl+CWM81SLYtbD0YzbqAUGJDkRreFb+++5JNDfmXYKhH9Z79nw3UEsh/1yEe1j7vydBhUCvEgdGnDll2fOc7ljj+xeZBvYtrytCWsS4cB4WwS7Vb/dkFRk1BXp9LvNxiKdvkin38Jrqftzp9G0UIsqGCSwe5GanFjn3I24YTsLtCgxLRF7iyNtKRD9Ji11t9lYVaKhrnCq9UlT0dtWT3njprsUJOsyPabENUFf0uKR3nNYPxZ74LVkvWcD9mD0FiK+3Z+YsKSIwJ67Vp0vGvBFyLAHW0qptS28NjvJsNNoyhcNOHYaTZYUkZq/cOeN2b2XvHD5Pt71EbmdILmjtOC/qyLXBbtB1hXaYzbVJycjwJOhjrCHbL67VB3yrHIWaCOlUEKh0Me7PgJH5HefvA1OMHiGZWbzVaYViCzVUwO5pz6OjPoQUEEQhTJDMH1T3rjgMEdzZ1FPd4phh3MhoxcVgUvktZDB3GU0YYAmMitE+I4kdp1zN0JUBkbv03QrvoWFvruLej2dzDdpqdRqfM6W+VlGeq5dhxHWkMxh6xlPZmZQv40asCyHtQKwB9YYOpcxNpVGwKL9mXpDyXX5O9OW1mM2XY1okCPU0Rd/Ua+HPUGgsm/vHvrC0DmB2BLB1clywdsidLVJ8xiconiV4UxHpUcvnmh5agTYYzaVmc3gTELNiYrsYeyNKTCbBboyxHd7JqO3FM+TrTF8mWrOFw2YHY15DFQFgZgfJT/Q9rU2NRnfGqJlug/KvrhIYYu/z3Uhs98j3hpBJvKcaGWAm4ogcNnyqpc79nq6u5FToQZtfk6xmFwX2mfnbJlsYMM2ehLSqDectYG0uQ8UCbS5s+zrUdLAbB2ILEEm0H9XNdjJY/bQuE/lyNEdtUTHXmTSZXE2GZ72Zaq52mSuT06WvRq1ycH0kd0Lta0O3uJwJl1tPEK+/WkWFntfppohBvGs9DFZikV2YPeDlnn9OI+UFQQCJZ3FucuIsewAHvzh43PAuzrX0bsQ8FgRAPaS7jYbDxQJJDjAlvjosGVmxOK9Z17EFyt07DjnbjznbjzmcqE6l2VfD9cFd1DwSyL1Tgh4rJ8ZNeoDYnebjfA8McELuiN9Hp7qZt4WobQ4Htbvd5+8XVWiCQxLxWv2TSPBFtUeygwjEFJsFDHXzpGjy04ywKeFWaB2ATbqu1bOP/Yogrc4iCOhdQhxFM7nqCWtUJ8Io+3I0e0ymuqTkxc3cQS5RbBHKRbwgXDOeIuqEg3qkNRwWFWigVOKy0i3BrpdRgVe5D/ZU0I0QRxuFPHBof+w6IP6M6fPezzYMMuTWr18sfdkZgYqqJETEeBdUKqayIqRSRRgLzLMi5pxQXSBPSrpo3hWPa7jGg9q0LEOyKFgzZba3bVqSrrIsBcVeFGzmvhnvmiodGkRvAX7uRtNgrNAmy8ayszmL1PNVEYbqFaCR/LkCy7Xrrt+nA/2c2gvxJwwEFnKzOadRhOM5GR7HGZQXz/O59p1F/X6pTiWkR0P7C+lLqcOqZgOwWwkWpwF2v2//CcMZB+oViIbBLaNI0fH3hoisyyLHJEBRb4o8WkwbzBhTaJMUQIFiYU6P17jWr7Yw8DHzdkbIikOSLRADYHIigshKvI3C/0ens9FvZ7nOJQcMGAAG+j6cR7SEjT94/JZwVmgnR5TsoU+1oJ9mWqWRX1R3VE6ylNMzgJtsJ/r8/BVJRrSVsM/sWWBPdRCsOfsVv21ch7iC+jx/d0nb2cnGUhye7aDC3q51kNCVYmm9ZAQ9Eos8EVKDpHAY9Me9HsEySCRUekfxQ+IvkGaGvesoSuqhwMqW2YGS0j4htFuioq0hbBH/9xuSIKyIFqrNmVtjJwchok3y830LV/s3Z+YWKiyJ11KJnI4vy5DZtNkRo+t5kUFHht47DSaEFbB+knSdy3cbAcnpfKHFUhskBoKMork4+0ymnCD325IOmqJgrpI7KGIV+nSBvs54mRiovLNOj7o5YK3uIlLyvEG5WxHWBAF2IPdw/Onx5QPB1RDV1Ro8J24pGw9JPnJcPzuNKhut6rtVv2XqealGD2EVfmiAVml8pR5ZnCn0YQuJ5CncUjwa14128EFb3HBYY7ajik2ZondC5m4RewePWZDPshDRm4YdBW9lDGgL3EtX+yBthe1sseyad0nNKzNYUM7+icBb6FDVqNziiK6B0AceVwn3c4JgejfQ8LTf1eVaw/nWspTTLl2nfuEBvXur08JuXZdeYrpqfAD9qpKNPAeUbm606CCxYM/6S5Vgz6Wa9c1HtRg2ib5nBC8KC2Od5/QNFWoGw9qEH2VFsfjCRC3vtehwmjBL1PNi9g9KlTmi4aqEs3EJWXQy92s450F2mKjSE8u1Ce2HhLIDlPrupQB8nLBYQ4t/xjnghslm3pdorfJ4o11Oyt0CWRy0a0buWGQpl5uCc/li73QHMb27d3DXk1wMjEEDzaHlEgIbGyihQC2EAKbI7QxwTLDDC0wJ6lnfNbDzXZw012K4JgC3M7BTt6WmYEKR5nZnGvX9Xn44C2u9ZCAyO1mnbThnmr3DltSgQ0Mr71WLsmkP/YorpXzGC0E+hgs4VSLoqpEg1HsdxpUEKhHghFPc5eq7zSokAWd7pfmRWNYV75oWKjw0MNIQuwympwF2ilv3PXjfFWJBpK1B4qEXUapql5sFKGSRAqiEvbmSo7onQcBncilMuA9EwJlZ4t0C2gGEKSTbRiaIvYig19exVrW2Hvk94ONvjl7wzGXq7amhqSmQeNEXoH191jsEagWN3qs3SMEonkHniciFny72FXBWxwEAoG97CTDQUvadoOIqCbo5bD1aT6mI0e322xcituJOgdlDsPEsQ4u2M9hhB24Y0hdlBbHI5BzFmivH+eDtzgkVBDjSaqHHVywnwPfJTCsQGaIjM/iRg9TNW/W8cheOgu0A9XK2Q4JvRW6hDKzGdgD2Q0njKs03aUg4H07yCMDtFBicynwY80dpT1RYITJJWVH2YYRDdG5Sq93LWvs9fX2QpCDLe5Bo5/66LLes4GyuJDdiwz5FiG40IFqu1MUMacBzifiqwNFAtTXYUbAz8CwB0yKBst5ul+BxgJgb3+aJarbKcMeFfEe10mWhLby16eEpgp1U4XafUKDES6OHB3mscDMwhF1l6rpGKhWSk5yl8JZoKV5RnTFnoq97CTDzToeIxYgvOks0CJhA/8Trib5nGioBz6bKtTIAwN4TlGMrOY9q92LerbUQgFSNTQ8eWZkn2iQy2Mvh7V8sUfFPQyauTsyUn/mNHSpIPQACjXbnLa4z7n0kA/HaLrlol6fLxo6y5RoLEIngTRWckxBg/iQ3pjuUpwsF5DQD3ql7f71KQFNLrAzCxX66Ogxm7KTJGI3ZBeAPbiXqHPApZSUZsYUSMMAHlQYxE+pmbWDwzlg5hlOZiG+iyzDWahPrCrRoH8CSB6oViL32+fhZzu4qRYFVAwRdCHp8tijgFTZjSYBriYBbyEKy/OVGXCe7+sTWg8JKHvSbAzM6xsaHKw/c1pSFVlm8Fu+2EOwJ7teo6OjIJQhwfjtIG/LzIA67ULYe2q6hcB2JN1aZjbvT7MgM3k1PQ3hBHSK0AZKQsuYyoD8ITp3kNXALT/o5e51qHLtusFOXpYNilpVp18ieiEtalgSyYXrVwDnwTEFqotI6kx54263qpHGxFAE2YF4Dw4q6eSyjIJFsIfzmW3hpFuPh5tt4R57FFQ5gEdA0SnCY7pDAXj08c+vyzi/LqM8xVRmNqPA+EyJlki793fjP3yTliorM1hSRBl5GvfxqI0Or3EtU+xRkjOy6xGKHSgwYP+x2COqBAvFp+Y5z9kynaKIghjK6Ll2Xb5o2G5IAkv4WjmPGzlS/JKH+UARGFZcPitUlWgaD2rwX8iOAHuOHN24TwXKG0WSMvjJQLjTaGo9JMDOgOBGCZ5gPxccU+B4OKDy31Vh/Jjdqscx3qAEw4Oy/FQdme6S5Fu62njQSg5a0pqjybfIynqURZSw7QlHvFPeOHz2Spd2vEEZalsNW32tnEe1nYoKlhRxu0HMFw0Qtigtjgdci4y6i3r9s3qeUbFXVaIJeVYBe1EVypahgNIyxR6Ke1GbUHq6uzFvEdizW/U1/2iTYQ+76ql5TjKSTlF0FmjRgxsc5qb7FVPeuIlLypt1PDiKcKscOTqwt0qL4zG59utTAqrtwVvceIPyWjmP+DDUtnq6S4H6OCqBaB2MSnwhEELdmabtIbyEpb1+nId1hYEliSRSZV6bmoy50+R5EqcE50wFyekx5eWzAqVeI1OdhMbdZqMjRzLC8DmB5/EGZesh4XarGlmf4JhivEGJWojdqkdjAbzQKW/cuE/V5+FvNAlDV1TjPhVKL7MdkjJVvmj4+6I8sqjYY+8UhD0wqhcK7SAwuazczmWKPai1R1U9ghAA7B6psj+33Wv++c/QijJ0RTXWwxNXE7dzqqchfEIeH3UzJDxgDWAqpYzLnGMWvMUNdvKYBBR8oMB2xyAuHKBuZicZio3ScDyptu7lcu06zNCitybPFhqV8Kx2Gk07jSZkF8rMZszEW5uanPWerapEQ94gUpQ3moSuNt6SIvZ5+LGecNmjPMW002gq0ulB8qQ9XWwUDxQJmJyOz0W29E6DCrcA9uNXlWiulfNgkz2u40hOu6pEg/xQ40FN40ENrrAjR9d6SEArMMRalp7q/Pt8uuk3aak7jaYDRULIswrYk6lIYiGEeaoQ0w+5lin2QnNOAtu2F5qr1SSsSYQCF9Q+2ACPJYjJsCdDIBk9YG/cp0IWvs/DXz/Ou0vVCF2wq74+JaBJh3oFcL8fuqKCWFPrIYHMAltWBp4hZg7rh3M7vy4j166rdGlvNAmVLm2uXfdlqnm32YiSOjGPDxQJnWXKxx7FxCUloG636ncZTUfSrbjFOEXRbtXn2nWwYBf1+vIU0/v6BPztQLUSVou6CiCm6G2R3OCdRhOKE40HNYABuZogaqK6gBvKvILHLW7cp8LJoy0o6OVQ60dkGGpbjcQM3hp2uNKl/fqUgFtSrl0X9HLOAm2Z2fwcuRYWftKE0Lkp06Cw+JkSX/2Z0+DfR5bdX+NavtiDYDu17dEcWXhZ7hMawh7sHva0zO49NcxD9S9fNHhbBFTMkLFA2MYW1u51qL4+JWD3j/VI3ikCzjsNKnRPY4OONyhJOAzwQ46RdIGupqftMppAYQHlqqpEs8to+jLVjFebbeHGG5Rw3u40qDAXqdgoVpvMLAfg/LoMTGM/UCTsNhtH0y1sDrBCl4CWiNZDwpQ3DsQXJGxQ4z5oSXPk6EJtq3FcP85nJxnYijlIMwDe4zoOsmgIaxF8QnPFWaBtPKjBAENgz27Vk7sLENLNKDimuNEkOHJ0X58Sgre4XLuu2mR+pnoD63OyJpqwhx2yKWsjJt2jke+pAnY//Fq+2KutqUEdr9KlhSgtLB4EAlnsIXvGlvIQPi1S2SOjh5/70yzQlp1sj4OtY2vERM5C/gBBV1cbP3RFhVx/n4dHgRs+HsmKOQu0v/vkbTzoauPJ2lxNT5Pcy2EueIsL9nPoQvpmbv4J+Chw4f7V9g6aGCiCpTvLLqOptDgeZGvwVNiwDTv1ol5fqE905OiaKtS3W9UYNO8UReQbYdxQA7zToMoXDdjWIEmG2lbjE9HHIdda4rid0HS18bDb14/zdxpUiFTZSwHzK/kC/RzuX3Acqko02UkG5JOfz+2kuBTJVWAvy74eWwXvDsMLqmfM7j19jY6OwpeDJETwgYKElkFcgM+JXEtkEwPlDxdyNdnqAqwfusKvH5d4ZDRNbqpF8fUpAX1DwTEFTgbdfTSBDJPG0DS9OXvD7z55+/px/mYdf69DNe5TjftUMJKVLi063MG3zrXrvj4lwJw6cnSHLZIKQ31y8nZDErKsZWYz2wTM5mkwGbPPwyN7UVocT09mzYJ/bpZ6sVGak77bbMSLwOdElhIDscvMErsavVTgoz2u4x7XcfBdB6qVJ8sFKBfh44OuRZPYWJVOFGbcpWrol812cH0e3lmgHeyUqu3IP7HlvqUgkFxNwiGcCLJ7OJmqEg219kN+brmZvmWKPXQqSNrDY0ocwTEFJdbZBqKjFrlviTxnZMtC1FwLhYvVJnN2kuFOgwq1NSqsUXJ/ekw52MmfLBey3rPhtgprnJ1k2GU07TSaioy6IqNut9noFEUQ/8FsBg0F9WXCz2FLKnqCLClitclMmU9Zha0nQvXsG0m5LKmqRBP0Su5cn4dH0Ngzf0CXLIH5DSPlhNfcbkhCjhTQpSfDAqN8gmoe6RThYxYZdTuNpl1GE5qMnQVaZH0OFAnXyvkwBW+usQhxLOTciV/WHKFQthS7R+eJf4IAEGpbDeWIXGY2PftTNOifOizgh1zLFHuQ9Otq40nAmOCHuefE56IeAhmill5gYE3ldkPStXIe2JO2TgcX7OfGenh062HKH8JOZ4GWtWaRyLmo11ebzMVGsdgoHrakRtb3ysxm7Ptqkzkq25PFCftL5EImLilDbauJvdl4ULPTaJI9k81JyPhi+Flk1Nmt+uwkgyyOgr+KoLFCl0DNe6PpFrwOwks4ruhUSliTCGFp+CzwNsl7h3GGIDzp68hoLkuM92TPRy8FCDdg3tKsQnoA1lvU7r7XtZYv9kSDHu3hBLzAsNQ4F3ygGOzkEXusTU2mqcsL+ZZLsXtABVi5YC2iqD3ZHgerVenSbs7eYLfq4Skhtxbs56a8cSAWy0p27F6PymK5mp6WnWRwn9BgIjx01p6KPTildqv+Zh2PNEa4rcEbF/k6smY81irWJydDbWXiktKRI+U8Ig9ZOTuy8n67VR28xVGqpsxsFg36rPdsSBRTvDfbIUXOYMCyc5Ge1e7Jnr/LaELVngohkfCjDqPlo1G9fLGXsCZxsJOHp0dcKswAwgwa+J9rU5NRH6OWhYVQF7XKx2KPcg+I9xC7A3WDnby7Vm236rFjmn/+M6rFweZgqDLUjWTOYVTUfZOWWqhPRKYE+XpngXa7IYla3aPCjzhurYcEmDtYG0eObsobF/rrqnsdKmeBlu2ZYMHGHuUpJjTd0utkJ4WzNVF7i2RHmdnsLNCONyhxEZCqQT9uj9lUqE8EqRrKZaDCwjF+OKACz+5qRBffM4GQ/gQ5OZrEwjJ78BgHhJti2JNWYGbmkd9/f2JidHQUww9waTDJCaJgkqs5rGiqUFPt29siAIq3W9UoFoG1lC8aEFY9FXUsSgEnsFuCtzi4LigN36zjx30qjPs6x5A/80UDWR7gx31CY7fqiQsqC9JkwENqZ9ynAjkr2M+Bio24ixAYFTBoI0Bnrd2q3202ZicZEPsFvRysaKE+URb7wUukXI7U8sf0GblL1TuN80QiovJd8OB9fYKzQIt2PpBUML3wqCWNngYuKHoykD1uPKixW/XEs7v6jGItlLlFH32RUbdrTo0GHKDHdRwxzsnekiXMtevAlKJdh433yO9/LfnP14M9NCVAaRMkVwQJtsyMTVkbPyz6ALKzAFhgWEGME3et2tsioF1AGnY5zAWGFYOdPApo0BHbbkhaxACino7sKAs/5B7vdahAoUKzNiwJtQg2M821qL9dP85DmTzYz0Guc6fR9GWqOSphGogC8G63qiHN4sjR3WgSUGzo8/DoBt5tNlabzBB9qU9OLjObARhJP8LLwVHcaTSNplvqk5MtKWJThZr+C24wZmvRi1ToErBZGw9qIJ001aKQSpodUqtEkVG3uNGr0CVAQh9lA7DJploUCOdgctmIEW0Z6D/CVcUEBdRUZEavJ0IeV3ZU6BKoeNhZpkRShx246SzQYj5hmOHt4Z58waEnC+qd2/K2Uh2C3XWVhyt8vs4fLCD8obF3d2QEsRy6qqgURkxFcAKlAnqtGsYNnWAS33Iu3st6z+Y+oaEJzHSgdkzc+UjsERckO8mA/iOCn1MUS4vjJ9vjYMqQEy8zm1ngXU1P259mwegiKiXfaBJQgoeRzLXrYL5kQWB9cjKoJAAe+oxQpagq0dzrUKHa3ueRiCa4GqintR4SABgIt0A66Zu01NF0y2i65bAllUwi3OCbdZLCEo3mQ0+T9Om8kmBZdpLBkiLeaVAR/OA8R6KuPjkZnuT145LBf+xROAu0a1OTYUJv1vGIe1lEoQ9Lotp1cEEv5z6hyRcNYLSRId1lNGUnGZD1YQnWMotHClF0wKw9ruMAbGRW8RPiGngM7CFPRhcE1hiXCIQYFOV/mFLED4q98x4PqCpQ2utq49lAjrIpDwdUXW28u1aNCiz6UEqL49E3IGVchiUjc69DJQWBzEG1h0j4YesPdvIPB1R4BSTcgD0q9MHMAkIy4JHDOdshDRaHKFhThZpay2G+4AkXG8XdZmOxUdxuEGGux30q2MnS4nhEWV+mmvEiyHwEb3Ghv64CGKZaFBIpxMsBM5fPCrl2HVKaAB6OapN5bWoyWSEcU964yfa4yfY4eLbBfo7aXu1WfXmKaTTdsttspBYNEFwA7DKzuUKXAGu5c85gElXlToPKkaN7X5+AugKEpEqL46tNZjYfQ15iuEYvivXJyexzinT60uJ49GG4S9VIukZi7319ArHbZD9ljAjEeyj3obqIqaZoxWQFnehgdUQjyYyvYv1w2AMHOteu87YISJYglgP8WOQQO56mK4Np+XBARalOmrrsLNA+HFDB+gWGpZ8QxqK8CAu/7CQDubLs7Fi2OAEfrzzFBA4KC7yr6WnEuoR0wnaDSF6fpBkBWYd+iYZGg9rdJzT3OlTwLdHlYEkRv0w1E3gOWtKAwKoSzfXjvCT3MIeiyfa4m3U8WijKzGYWdXQgdwqQSOQvBrRDV1TINNqteqRD6Q/xvrihAFogteKuB4lEUMNCbaunWhSYrQePF1Eoki5k+iIzpahYkC4o2Uaa1U6mLNeuq9AlROZUaLTtvA4pj9T2weZaWLtHv1nkYKEYOLUahfhteVtfaWLmB8Kez9eJdByUpKlYx9bugJzpLukgKKKi7T6hIezdaBIeDqiCw9zDARVI9JBnJ8Qii82aLEqTZCcZ0NeDLjhngfagRa5dTaEaa/FQiapPTkY5C56h3aqvT06mfb/TaLJlZlSVaJB2n6ewMsxJZucWh0FiSDbIwIPGAviBcMgPFAlkhOGKIxRc6ChPMW3hpb4+uFXkz8OZl6GOjmKjiDQ9WVoW+SjiT1xSNh7UwFM9agmfvGjQS054B1dVotltNsqCxkVqdAAV2hrQoGS36iPdTjztWjkfal5FqEMWhwVeZ5nycZ2EQAR+UbEnSc4xmRhKh6IygeEqr7Tn6AfCHmjQmFpOJTv/XVVgWEHjy4PD3JQ3Dmk3yGDCiEmgGuakwc6MDYSFBNOFGIaQRv9X2zss7ZhwdSTdita7SpcWbZ0k78dCVHZcndOuReYTZT2QM2Q7+MtU806jCYOKTpYLX58S+jz87VZ1n4eH4AqZHUSD9cnJ1SZzmVkqwRcbRUQ+kKUBVQ2tsbnMgHU6WI4lHXga/gS8GeIDZCcZthtE8FGKjWKZ2VxmNiOpAzYp/goNQRgofadBhUYHeNH5oqE8Re7uHrWkWVJE6E8/9ijA7ZaxTxYCHorjdqsepZ2oRo+N92CHkc/E2RLYSFlHZhjnQY6EHrsUob+uQssv6dARDpEXtWVmRHaxvaz1Q2AvMDOTZV+fa9cFvovDgWQJu4EqXdrbrerZjvDVkcEPSq/oG7h8VoDVejigQkPKdoOI7bvTaMJjtuIny2fW/KOt2CgSXBE7lZnNlPlsni85AfolegL6PDwsWKVLi1ANxirSjIDRgvwBJhKDTQ8YkGWjLAhuB5UubeNBTeshAdRkzFKfalFMtsdNXFJS5CY7ENfNdnCT7XEIEdlj4pIS4L9ZJ+Efb4Tty2LVkiKCmIIDFE0izWEyRKShxgMUuNFnDPjtNJoqdAmRdk/mheaLBlR0EtYkFmqEhRItBL8KXcJusxGBaIUuAbYaDftotkDShXU+51m8ljBXCcRuugIozVNFHqpnPl/nK8LFD4G9JzMzm7M35M6NT0DjCczXYCeP8gCsEOWpSAZTFgciIR74Lm6sh6dGaZlG4BJpnBT4jftUqBzipl5sFPenWQ5a0mATQEFGjoTSFSfLBVmoxu5FTBEqM5u3G0T0s+L2TJ2mrYeEm3V8n4eHTK2En1vzHDzUzYgvFg7b6JjzYNk/pIYgHAv9eah3Ff0hkjFQvL5Zx7ceEsiq4PLCU91uSAK5DPyBqNEmQk3oR8y2SKJmqJfgDyt0CdUmDtyMiwAAIABJREFUM5I3uKpEygm1rc61h/ton6nct92QBEcDHib0mtjIUIY95Ktwv3Of0KAxCr4rSwE9UCSIBv3Kxl5orhEWjT/oP8h6zwZCJmoGwTEF1PUcc6o70MAMA29M4a5VA65wNdFAdGRO7m6JqMNRkbkORV7EjejlmfLGeVsks0Ai6pUu7c06XsLGMDfljat0aVngUW4GSAPMkCmtdGmbKtR9Hh4max4AAJW/rmLxFok91KwnLilx3G5V0wEhBqha4BioVmIIHgwmbObEJeVUi2Je0kV2LHACOIfJ9jg0E5OdhIVEdhcthQiPcd/ZbkiiBgi086GxiEreaKgnJQ5KI4FOVKR7ZvkWHNlJBtbVDLfPe+RhHrhKkveEr94rCXNAgfvJ3DAJtCO9urL7D4S9+xMTm7I2gn+MT476HkIvb4sw2MmjlQZemSNHR207yGHCTmLCM2wg2zh7jmkIWgqHEzq2wQcKpGrYDKSUFLkl/ZRMRD833aVAah6zZqtN5p1zJSmyaY0HNUAam12UJy3mb/eJS0psbjI4SI1QFIe9jgfkHdFjWYwX9aCJsFRKBQBaDwmwwPNuDQsdc0DFvYD0Y/AW2UkGjCtDLwj8N6AL5jdsmf+6iu44yKbiw1L33VPL61GPQn0i2mclaSmPRE5iydwD1coDRQJKCHarHrdF3BqQx8KBC5UvGl61jPwPV2NAVR1hD2SDwV+hNAB0bysPVxxzuSBvujY1mc0l5Np1aNZEUaHxoMaSIso4mU9lkyHdkmvXDXZKMyIxyxtOC6wcWSrss5t1UqUbURC61Ci1gyfT9pK7eYwBgY2ilhwWMwQhaHhBzr3xoAZ9gDfr+KErqnsdqqErqsFOftwn/Rzr4cd6+OkuBfxG1MdIJyJwajUewCqy2KaasgzMpOxwrZy/fpyHAudiULzFTXnjhq6obtaFoYgOOtST0E90p0FFkSeuJzn5dqseFUKIf8pM39IPJGlh6IhESheWzRJvy9taW1MDpUnaeLbMjA+LPsBUYwTnm7M3vGpxlx+a13J/YuLuyAjRdgIzM329vZWHK6AKQYr5o6OjlYcrCh07gNWT5QIUKStdWltmxtenpAIdSBjUjbKUMO+zjHR0D8BrXZsqRS+QS4HfCDU7yH5RLyalLuGCSoLQcyEWW4ub7eBgGTDDgN3lQBcsDyVUIA8hszySlzs/upMVP2kOWaVLC41aWU4vnEyPsD8U7AHSSMOgK59le1AeCDeCOw0quYVkz/AWN9ked6dB1XpIgM4FsQXZVC1aeOGvwlnNTjKgRIFBFAvlORdyR5FxQYAHgosjR2rho27aTVkb9+3d097Whg32yO8/7/EAbBcvXmbL6LIt+urWMu1joPXxro8S1iSO9fCoxQe+i3Of0OTadeSO4p8QQYiEH/KcsH7NP/9ZReY6DJdkqGdJkUWCYqOIOyJcYkzhIqIZ6zQiJENinYrRdMel7CUqDfc6VGFEEYmZjrkEL8ZEAhhStbM/nO+lMiaKhJC+JDeP9DkpYy7PrbdIwRVoKOGczTDzs19yhscblKxsFItGxGx3GlTyewQDS5hiqGmgnJOwJnELrwWZRlaioIZ3kGmfCj9KtIDVTaV5IrjA/1xkONFrX8sdexhzOdg5r5EP+5uMAHRT0MHwWUY6W1cgKB61pDlFEWEk9i6aBmD0kJyEzB6iIxS4wJaWpxznwp6bdRLYZJvy61PC7VZ1mMM1PyEJXJGKrowbRdigEksk6lBWWZuavNNoopTjYUsqOlbdpWqg7qkIDHo5eovw0aWY7lJEJlpBcCPVM9mnrnRprx9nAl2Z7z3nmqJIaMvMyE4ybDck1ScnsyUKR47usUcx6+GgwL/LaFqo3oD6BKoaKAzgo2EsIWU48dlRpotUDXzta7ljr72tDQoRwQcKtocdXzkCP5TdvS3S/ZXKx05RdIqSIrIjR3eyXGCtJbrFSSQTLiVEimiDspuV8EbSSZRiQWgkGcY5mMEpJZqOtKdvcQjPCHtysoVHei+2tinR6L6LQz/H2tRkdPpRUXvXHLezzGwGAjFERdY/Oo/SAXjPx3ZgWIGskoS6ligHW8CAvkalS8uKROGCyBNODMsHPUQU7203iPgispMMlJwEIww5j11GE1XzinT6IqMOJUHYeSqgXyvn7Va9jMiyiFL1a1/LHXuhOVVT9wkNyoPTY8obTQIypVLmk4l/xnp48LDDLMpatZSeeSA9odKlRdidnWTIes9WWhwvpbw75kNujnY0UK2U4Y0KDzQGKBJm845+BevaITVCEVokMGi6LfXpj/XwJ8sFlLkJdSgeopkND9CkV2wUMZQvEoHhd5nDHplTmugid4k98gsigyKAykZ6lOFA+W7ikpLsPzgScFgeDqhut6pR2kXRAhkaSdu7eRUuPmYPwu+tKtF0lillrQxgluE7rSrRsJwyqHcPDQ6+7l0cZa0A7D3y+5GVolQ7FMEoa4oqhWQDxxSIDCFtBmsJ1EHmCKDNnZtFfq9DJfMAsbce13H4ytnbubSNmARDVJjJwTbMTfcr7nWEk4GUXSRFExYbEvaAigcK/10V1JmykwzVJvNouuX8ugywT5ximJkJA4j6B7zoYqOUj8VAFfYt0ItAw6u/HeRBdsNZOedEpiGwGSUo9SwKyA6prIdZ05S/lQo5zD2IcDjdpbjRJLktgJCzQIum2+jvMuerD1SHOw+25W0tdOzAPsEHQdAum4uyfNYKwF4oFHrk90PkNMu+HlK5yIj2dHfjcqMpC1/w5bOCt0Xqo73RJMAGos0MRQsoVYbDEty/m1fNzk0aoGQJUuTYf+RohbMg8yOlebTpYW7cp7rdqkYyHeG+LTMj7t381Vt2r9rxh5/8tmbVjj/EvZtvSRFJzQ7aXtLE1jEF5lRi9ALyE2hTEA169ApEMkuglWJJEQ9bUoneDaokIRAVMGAPyV5Hji7e+g7O6ie/rVm9ZXfcu/nx1ncw3YGsDRI54d2/EBTnMkaUsL3dqgbJ1jGncXq7VT3dpQgjcM4qTnnj+jw8WJ34TundcS8APRrpHwAV6slUiEP9IMu+fnP2ho93ffTqWCkvvlYG9tgV2dbh83Uec7k2ZW1khx6y0w9BRz5ZLkicmFscKPOSy+ThxhvmqaZXlWgkryYi6mNzj7KOp+kuxdAV1denpCmwWe/ZbJkZ8dZ3CGxvffrnt/b96a19f1q14w/45Vv7/vST39ZYUkQkSCTsebgpbxyYBrBjaKrYaTSBCHp+XUZURiX9c7fZiGdC/RKhFEgbQKBE2euXGh3j3s1/69M/01n95Lc1b+37E86WhSLsCcAwUC21C0RGrTLKsuQmDHOBYcW9DhVN7SQSb9j69SumuxSwipgyTTVVFAxlX2uWff3Huz5qb2uLzGEuw6xm5Fp52FtkDQ0Otre1NV/4qvJwBQ6UKNAsSzOGyNw99ijIyiF2D0OOocDPzo1YQD6d8hMwTRBmRuYAYIt7N1+2g7Gt497NX5uaDHZyvPUdS4oYb30H/5tr17Ej3aFrkrAmEaHdN2mp8K6dorxtgoAnQ+BnGelw3vanWSiRKBr0ND13sj0uOMxVlWjire+89emfV2/ZjTkqqCzjDBf5IJBagGsAuZTIRjhK21LqiHUKkG4BCOGOSjcyWMJbEvHFXaoWDfpNWRvpO60/c7r5wlc93d0rAmCLrDcKe5Fr3949dqt+sJNHyEcG6mYdT6k5QI4wJi9Me7hZDwdKJJv0p1w/eZILmQts5cin/eS3NaJBv3rL7rf2/cmSIpKcK4Bxo0nq8aP4DdYMagtRqcwEQnie2UkG9BZ+mWrebpB684BwmNbAsCLXrqMTWL1l91uf/hknJrtZ4DYhs4r0tHjrO7lzcrRRkjot8kIl9Tcj9QXBf4oJpaZ+b9iiwmN/db08r2u94djblrfVbtV/O8gHvovz31Uh3ULRv9Qb7lnQa2LdJ7anifpu497NhxtJYIP0EzarHJOf/vmtA53Sg0//HN7xc9gDMJ5gUuwwh0F5yAEiy0KeJ9T4ZNYPqMO7o7GV4j2ElHSgjBEYVjhyJOxJd4GD/1/49OZOkjBmy8xg7Ta5zfBXkd+XlTTI84xSSJzfnDnYGS7e4KtBePnkC85ZoE1Yk9jX2/u6d9NLXm849iBUQQlSmmH0cEBSJVosXGHhx2wgbJeT5QK8tVU7/oAdyaZSwmCLPOZ2c7z1HdGghyMHVgebbpGSkA8kHW7ULWHHkOcUDfrI2rpokLIysJPIsrCoC0+Q7pIkMxDswecMn/xC589AMd76Dj44vQJ5zngjCgijpqZkCJQsoVcaHI8QHelKqKcsw+L4C643HHuhUKj5wleFjh22zIxteVu35W3F3EzJBWXzLgscct9pbug5WQxsPimVEmncGBdUZjri3s0X/9f/vLXvT/HWd1iEhM78FO+FN5oeU4a+V/jvqty1anQMwOKBmJqwJhGWDfU9sn6U26Sm7HnY6+AoySka9Kt2/AHggdGmYG8pUFy14w9RPWfW7sl5AkRMnSv00XcRnBMdtWVm4FtDpBd4xbJFr2W9+djDCszMPJmZmZqc/LDoA4iLnCwXcDRVqKHmj843dAM89ijAb5pXX5pr5304oMq16xD8iAb9T35bE/bW5rugiPdkfprkhe77E6yfs0Arg8eshwt6OexXaGqAy/rtIF/p0tqtekjfkrljeS1gh1DZkKYRzMNDBzfdr8DLniwXCDw4xP/1P2ywJxr0cpPOQvFAJ/4XNxFK2FIlA4wWUqB7OKAa6+HHfaqhKyoUgS6fFaD0AX4M2ufhYc4EZt48c0frx4I9WujiBY8e4ig7jSYIWoNZhiYGtv2E5gpAigvmyFmgRXICdTBKTsB0IGdoy8yQgY1NYyBFIYvEqP422R4X1stgp8E8kKg5GEBLPica59B5HBV1LPZYAx58oEBehzV3dMKy3CZ9NIJi3Lv5kuWcH7VCk4+UmqgXjFoKUfbIFyUCICkpoufgDYYcrR8X9h75/bbMDNGgp+QEDvYxablDy7naZC7UJyasScTwcfLWTpYLCWsSsUexL6Pk5aOBjfLypBXJYo9KfGx4SUqKYU237+KQZYUNBGG19ZBAiX7ZFB5Z8oPFHl4NYnCXzwooglO9BK5yVChSlAuXNe7dfNaAP/mCu36ct2VmbOG1EFCDQnbkvBfZF1Fk1CWsSVy2ZJSXuH5c2IPRQ9YeakVQB8LPfNEAAa/9aRboc2JbwItjC9/YtSiOhd2wiN0JXgiBTaJoecI0mifMpA4ZQibbo/QxyMahBR8ooIHfVCHNN18ceIQ9FNxkrxmmxQ5z0/2KoSsqNBAtDkUcce/mo8zAOrdBL3ejSaAkLXSH96dZnKLI+hr0LSSsSTy/LuPLVDO6q9940/cjwh5r9D7LSE9Yk1ifnNz885/VJycftaQdtKRhZiWS+AlrEg9a0kj/hwwUGyz576qgZAFzFwk2UiUJc//n0xFZM8XCQyJk9c+N3ZxLSLAghMIi2M9T3ripFsVjj+IJI3EXNnRsyNoyjyQg0/MOv37/XEakX2q8GLqiaqpQy6CIT400MuVpKdib7eCgsmO36mHxcGHR7bXbbNyfZjlsSYU9BF0uO8nw4zF9PyLsweiB5wErF7U2XZ+cLBr0n6ZbR9Mt2w1JAB7rShELGcHSt4P8jSYpZ3OjSRj3qdChN6+lXXZEkiEZ5tpjjwKSmE0V6qaKKAoudKCtnvrrIwVdKFiFCAVJbrJULzpI2JtVKGYbNagRkVoW8LIsV1tWxkCZxF2rtqSI8OQtKSLUrCOP8+sycEM8vy4D3Og32/T9WLD3yO/Psq+H0atPToZ7s9DXj2Q9WjPZ27msAMAOk6CiBTYrOvQg8DyP4M+0os52SEPMsYmp9SZ3vgYuyXtVurQnywVMkHbXqi+fFW40SQeUYK6V89fKeVCNIc3C6rLI9JSox6epQo1mXwlmc/2Hob+uovZ59gH1/obaVoeaV4U8q9g+jEjs4Q51slzA5JYvU81UDomqMoh7Yr5oSFiTSBIPb+T6sWAPRXZ85Yg0IimRV9PTULAeTbegMA3FIXkBgMGebJiExAa+xTSnMxIpIOlDLkkm4kLyYRBHgjKStNH7OYlhzDQlhY9+RnEQOJ/fXxduP2+RGs9hVFkRThkaSbxMJvdEH2qyPS78XtGiVirrSdfnu7jAd3FQE0ZlkiWaskxU3Pu+TDXD9BU6drzujfMK148Ce6zRwxdPM2JZBFpSRGCyPMW0NjWZysSy+hjipajBEjlsrHsma3WnLU6CgpKPurBaJu17mY6L1B0/J0odtc2c1FnI3ka+PuTDoOzEtheSdgbcVBmMZfQDQiBJ0OIORfVJ/12Vs0D7vj4B3YYUUdP1h2wHvh0yfcu5CegF148CezB6u4xS3vKoJS1flAYeZCdJKi8U6B+1pK1NTaYacWTljSrscrUFhqSPNlmZtMTls8LQlfniQvMlqAkn0WX5ZAqft8JOoIS9+ccirwAw08/I/524pIRwJSsGcaBIAAlB1korY+SFEzwdYdNH8HPMzes8bElFh9RhSyq+DmQ796dZQBuoT05+s03fm489pDfRX4uZcqSjfDU9DUQQgBC3XrabTnZQyyll/8PNe/2KoSsq6hAFIRhNohIxf766mQwh7APs+5t1/LVyvvGgBnqepOsMs0mauaQSTf+k55AfixeBNxvF0s63t5Qoon+S3BiiR8Kh1Fc+v98KB5VSIguJ3w7yjhwdnP/9aRbwNnebjaSbBN9k11y2mee4NzXqe/OxNzU52d7WhvnSaHMGryVfNBy2pNJcWEARXeSRwJun5tAVpQ8tSlM2o00W6fXBymEEAsQpgBZAiDRb2fZfFLLRub8pa+OmrI2bszdszt6wLW8rHmzO3oDfZ9nXUzsF23VKwofQkoA1dp/Q3KzjJWG1+WiU4RCnTTgk/znc9xh5UAcDw8vBRAAqn+I4vy4Dg+PDrbHv2T7e9VFtTc2b1z2E9eZjj1YgEBgaHDznbvx410dZ79loU8LtPGxJhULrrIeLGuahJE2Dndn+a/iT477waIdwDMZkNal4QAYEMMNWA7QgOgKl4Pozp32+Tp+vs6e7e2hwcHR09P7ExCO/f2pyMhAIPJmRuI7088nMTCAQmJqcfOT3P/L7R0dH746M9PX29nR3+3yd59yN0CD+sOiDbXlb0eaPiwBMknQvNDXCIvkRUJSEM1oU0AskU0/9/uEReS1yzxPUcG+LkGvXYdoM/A58F6BQY+75qx77+trXjwh77PJPTvZ0d9fW1HxY9EGWfT198fc6VBjIxibNn3zBhZpXBb2cTPIAJo66rSm9SRsUQstk1lik2TIzNmdv+LDog8rDFec9Hp+v8+7IyA+526YmJ0dHR/t6e9vb2mpravbt3QM5HOhuwDwCTu4TGskqDoehyEaY9DHJGMpFNzo41vOE9at0aXHZ16Ymb8vbeszl8vk6R0dHf7Ar8NrXjxR77Hrk9/t8nYWOHaJBf6NJQFMfq4DwuI6DtARBbuiKaiHIYSPCuDlydGtTkwnY2/K27tu757zH09PdvTz9qKnJSaARgvxZ9vVkGEmKauiKimSOZBYexACAcJ4l7AhLtlBCGKLaFy9epkEAP7YVw560hgYHJRHeMUkshLYRsguNBzX3OsKz1CMdsDsNKhoJyIr5nHM3rlAPCtMyKFomkwhQXT4rsCBkS5oQyScQQhtu3CcJGQf7uT4Pv2wla3+wFcOetJ7MzBQ6dtit+rEefuiKCoKtdOeW+tDm0vqUlnzsUWCyFJriKWI5527s6e5+wyhRd0dGgEOyh5hX8fUpJtbt52Q1D5JdxMX8+pQw2R6Hka5vngzEM60Y9sILsx9g5UqL4280CSx7g8Q54VwR5JCE3JS18ZjL1d7WtjydyZe7nszM+Hyd9WdOb8vbCmMoDY2pVVMSGJWYcDGjn4OgG0AoGl7tWMkVsWLYk5bP17k2Ndlu1XtbBOTi4HwSIRMPaFQiQQ5JuR9gZNTyXEgdsyCsKtF4WwS5WDBRXr3cQLUS8kcf7/rodZ/+61wx7IVCodDdkRHU33H/pgNFMDoolsuyr0de7g3zKl9k3R0ZgSXEuELkZnANZdeTlZSural53Sf+2lYMe6GpyUkkOUnIiLSQaXQjhNYtKSKEkH+0Vm4pq6e7+5jLhZhQdlC5H23++OebSlt56ophLzQ1OYnidV9vb19v79DgIB7jAf2+r7f3R1V9esEVCATYa8heSdlvYjWG2FrWa7yvr6+3928XLlz9/PPmo5WRx18+O3L188/x828XLoz39Y339T0cGQn4/TPT06/79GMryophbwWsmenp/b/8p51G0/v6hPf1Cb/WxBdqhCKdvkin32027jYby8xm/MRxJN166Je/qPlH2x/f/cXpf97g/tWW0a6u1/0hYku+YthbAev+xIRTFLcbknYaTXTsMpqcorg/zbI/zfJpuvXTdOt/Z6TjZ0XmuorMdcdtmcdtmZ9lpH+Wkf63Cxde94eILfmKYW8FrPG+PhZ1C2GPEHjElnnEllnzjzYcMewtzxXD3gpYd0dGdhpNMru3cwHsfZpurchcd8SWeXwOfkctab3/p/p1f4jYkq8Y9l7+mpqcfDgycvXzz5t//8lIe/uLv+DwX3zPZPdg+gC8P777i6OWtBtH/v3FTyO2Xu6KYe+lrUAg0HvtevOhf//PnE2/fzsTyY8Lvyl88fr7/21sfF+fsJDdkxk9snusz/nn//qPF/+AVz///JjLNfwX30wgVt58CSuGvRddM9PTw3/xNR/6d6Qif62JL9QnFhvFT9OtR9Ktx22Zw3/xveBbXP38819r4p+aa5GFfCz2XtzuPRwZ+VfbO/+iUjlF8eD/+/80H60c7+uL0XpeZMWw9/zr7shI89HK/8zZtNNo+heVhrABVflP061IM7646Ws+WrmF1y7R5yTsHWfgd+E3hS/4YZsP/fuvNfF4a8wtOWLLvPCbwr9duDD1I6CPv4oVw94zL/iWx1yu/WmWLbz2fX1CVEj8d0Y67f4XNH3/s+ffFrF7kT7np+lWwt4f3/3FZxnp7l9teRH8w+jRJy02Sh/wSLr1s4z00/+84S+fHYmVEJ91xbD3DCsQCPzfxsb/3JJXqE+MBAPwQGFYReY6cvle0PT9z55/g91j3xHWFdiLmupk7Z77V1teJEhrPlpJRg8f0CmK5Nket2UetaT98d1fXPhN4Uh7e8wRXeKKYW9J6/7ERPPRyv2//KfthqSoaY9dcz/JHMm8vhcxfVHtHgAQ1eix6ZY/vvuL47bM0/+84blHt5LRY08AaGejSjjYwPlfPjsSc0SfumLYe/r624ULTlH8tSZe5l5GAq/YKAISsHus1/fcpu/JzMyRoiLW7EQW96KGfCzy//juLx4+L2VZZvTo3cmzZd+ITD0c0RgCF1kx7D19/e3ChchUBwu8XXNWiI5Ir+9FTN/+X/5T1KhyEbsnS3U+N/aiGj0We1HhB2MLBMbK+gutGPaevu5PTPyr7Z1IP5N2oQx7MEdkef747i9gCpp//8kzmb4nMzMPR0Z6r12P+u5PtXsvBXtRjR4b00aFHz4yKDUvpbT4Rq4Y9pa0/mfPv21VKpcCPBZ7RyKcsYVoLgG/f7yvr/fa9auff/4/e/7tf/86/z+35P3nljygLirwFiowLFRmcP9qy5//6z/+duHCSHv7aFfXUsK/hW46u+bsHt6FEHgkwvp9lpH+l8+OvOxv4w1ZMewtaS3CLGEhx/5kE/0UBTX//hO84Mz09GhX198uXGj+/SdHior2//KfnKJYqE9EZ9D7+gT8XMTYsgWGqHZPxm6hnobPMtKP2zLdv9py4TeFf/6v/wAUoxrkhYwewlq2Z4I1gCz8Tv/zhueOM9/4FcPekhYsQGSuRQY8FnsLmb4//9d//Pm//sP9qy1HbJkYNL3LaCrUJ2LcNAzpLiZ/s1BsibeQoY79JzGqI3MhgOKRdOuROfLNhd8UNv/+k6uff044vD8xERln7pxfV6zIXIfPSM0TRyKw99z51Td+xbC3pPVkZgZFtkVMXyT8IlsKYP1gebBl6a+iuq8wMniXnfOTOrJIj/0nfhIeosLv+FxpDsdRS9pnGelHLWkVmev+96/z0QsfNa/LOpw4gEAyfazD+eJ8mjd4xbC31PV/GxsXIpdEOpwy0xe59REmAScyvD31iLR4kcCT9TSwIJQ9oH/icUXmujKzGaZ4IeARtgl1bODH3mViwd7/3973xzZ1X+2HCW3ZStXykvYtb2gTquSbKFhVSmkRY0xlWlUpVBlDe9XieK1qQUda/iANTBGDFG0trxLiKA15Q1MUJWzSkpV2wniLJhMZhWbBUTYYSeioWmaGi9KkE6mUFEuv0fz949jH557zudd27PhHeo+urBAcO7nXz33Oz+cYmIm9eE0v8WAQ8lHqox/xjggYACqSMNmjEnUG2GPIpARFD0cEbAhOvCMgD9sJ6qyksEEZj8KPzS6ZM7sGZmIvAXPYbLLQZ8x7SH0o4tBBPuWg8oDPlNBSgirRw6AGiMSIgMRfCbCHQaZdm+DBMI/xXqoK+l8HM7GXgCmzncztRNTRPCRz/CjhwGedQQK+eKOo6EBpyRtFRQwqTZs2KI/6xyyIUtBQ2ltUCDnJvUWF9HZgDEtGtlYRZMpIT8Z70MBtJloMzMReAqbULJIOJ/tkyyIY8/Hgc3y0pPRoSSk8GcTFTu7e6arfM+xoGO10TJxunzjd/qmnG46Zq2fkAf8FzxztdAw7GlxNDSd372zeUX30B9+rf8xSW1y8uzDsSdL2N3boAU9ijwKPZZXMREtMM7GXmBm0NStRx4CnIb3yMkd5WYtlXdOmDVBtG3Y0AHJujfXP+gbmfQO3/e65W+fwuO13wzHrG2Bfz0aeDI+Bzz3hwz8w6xuY9Q0ALEc7Ha76Pc07qg898zR4lZAhXdhiAAAgAElEQVRTUSZ17KJ5AP86CT8p0GQmWozNxF5i5mpqYCEf+1AqIRdFXXkZUETv1i3OXTWupgZgM4AHxRh8J4UHhfGsb2Dm6hmA4sndOw898/SB0hJr4ZqagtV2EeBJt1P+sbK2boqjxbQljr3A7OyJun0nd+9MPvDwX7p0om6fVeiFMWeM+ZYdEYprsazr2bihf3uVq34PMhsFg/Exc/UM+yKeJ8cDRcA54vDApqegosjSm9RNlbebw0Ikxky0xLSljL2Z6WmHzVZz/30199/nsNkW/FGA4b3a4mJZW6f1LgY5RB0MlQ47GoDfYjIbQ85tv/urL67Q4//mbskDvk+fhh5pPAe4qbf9buBDIEMMbpEGrWJog3qhyHvQs5aSREvwzp2lOoi0ZLF3fdR7qGobtCNCoq9365ZEFfsCwSCMzCo7Wqza7ioKOWQ5Bjn2iZ/3DQT/OTBPvkPR9e+7X4VCoSTHwO8Gg/+++xXCEgAJ8A7+k787dX1vjfVPnG4/UbfvwKan7BG2R/jB1zRhI6nPuasmSSGJwOxs847q5h3VU5OTybxOdtrSxN640/la5XqcPIByMFBQ/EHIhOc8DK0qUUeliqh7CUNrQ0cOTpxun/UNAJno4e3yR+feuTh8eGjkEfc/qsf/BWBbbPvt37/4z2PD63suHh4aOXv2T5c/Ooe/lXRKgYfBHWU0aNVmYpD8acjXs3HD0JGDC0PO1OTkoapttlUFuwuLmzZtWHp6MEsQexf6+qyFa2gvYq1WxGHc6TQmky9nZyG0U3bxW8WnDfcfOHfVjHY6bo31S5bDDzfgzXpm5P85P8o/68s7P/Pt4el8z1T1+L/Sc35++/cv8g4PhY+3RhCHfX8dmrl6RlIxRoaferqBBlk0SJUyZPs4TtAmtOF5wnMe3BZ45TeKino2bkiJ0HD22FLD3oW+PjnwhtjDNuKhIwf1opEJz/kDm57Sk0ICL0uTWYlEdEB0BpA7PDSyvufiQz2X8lrH8lrHlr97ZdkHN1YO3sz3TOWdn0k39t4aiR5H/wK/zyPuf1jPjLxzcfjyR+ckCOdunQv4B2aunhl2NByq2oZpJ7v2fqRsYYVSe5zcdaGv77XK9XjjQ4d2icFv6WAvEAi42loZ4ymxh5VfBr/gnTtAd8rBGStxMsOphfKyno0bIG8pUQcfXITcyv8dW946trx1bHl75Hj3Sv5Z3wq3/9vD05nEXrN3eevY8nevfPO9T/L++BkcCEJgQkmD4Ig276i2k8Qvyzyx/jJQUhrtdBgTINw9mdsCIgAdlZaejRuWTNlwiWAvEAicqNunpyBWqxUvwk5f564aTH76L11q3lGtdDIVrYzlZV2PVypRB3Qxc/UMOJYr/3csj0Eu27D31ghiL3/gJh7L3FMAQnBHZUCICKQcKHs+JQHq5WDm5+ZgcElKIaIABzyOdjqWgBLhUsAe8JWBdJ/EHnWEfIOD405n/WMW5dSMRB3EdRJ1jOjAscwD1MnH9rFvvvdJ/llfvmcq49jLa/bi77PC7c8fuAmP+W4/0ODKwZtPDn0CNEgdUcqBh555Gr19g+QnRoAs6v5ydvbk7p162jBMdg1U7nMdfjmPPQCeQTaSRmhyihw+B45KC3Qb05EZqgWGLYsGqPN6R6xnRjCcC9MdOwjpLX/3Sv7AzW8PT8ORJdhD4K1w+1e4/fnwOHAz74+f5Q/cBBqUjmjgc8/M1TOupgYcs2JnjxEgCFgMHTkI+6ihlqA3qstSOKg9lesqTLmNvfm5OWPg0UKwcoq86/FKaEfEHmKcE6d3bugCG3Y0zFw9Iz3Mvr8OWc+MLH/3ShhXxqiLYO+b732ywu1fOXgzM7zHQr6ID4w+ZxR42kd0RCEfwzjwsw9PnajbV1tcDEBis7bs5LeVlMKaNIfNRmcFZayO8R67deb0brMcxl5MxmM9wbIIjtN0TLsBnlz/mAWdTFf9HqgcYLFu3jcQ8Ie5DvAGRKegu3Yj7GUF7701EsUegR9jPzwYAqUXOnG6/VDVNlvhKmVJhhEgTMpDQ6lBrC6TN/BF7sZ+OYw9GZfLMM+qqv/SaTpHBHts4hvrB/3bq8DJZKi7/NE54Dpd91IvxUKwB6SXed6j6RaAnxaBiL18zxQ85nv8y9xTy9xT6IXSTAwEgeCCoifJXFAqXQGT8jDfRMuGrF+vQ2gxIfzSc+pSazmJvWAgCOUEYwk9hBxFIM6SUy0THKKLwjKSyYSmZxrazVw9c3iIJDCB7pq9+BgDdQR7kGjJCt6T2NMiUBP+eaagLJnv8ed7ppa5pyATM0tyoUCAn3q6m3dUYw6Gxt5AZeDP48AuvWPq3Sup84nbJnKx7peT2JufmztUtU0pVmvVlnrx9ik7gKWUEF5XbMVgdDfvG+j761C0OB5BHRxq1OmB8N0r+Wd9Wc17OghE+AHwVg7eBA5c4fY/OfQJCwKRAFkEiJcAJ+UPCM0oGSNQcSdGfT0bc6/pLCexFwqFpiYnlYKZ9Opa9b+QzgzVzAO6Y6gLO5ntnOjymr0rmi+qUWcQ9ZHiXlbxXkz4UQ4E+EUPt3/l4M3DQyOsLzTwuWfidPuhZ57G68XmceVgBBsNocCT1If56tyCX65iLxQKXR/1KuHHeK9WZ/6aBR4AvJ6NGyCZSYE36xt45+Iw0B0lOjXdtaqAJ5GZxfFePPCLIjBCfYhAcEH7/jrEIsBbY/0nd++UV4qOBbKJJAY8JjbF8i4AvxwaOMph7IVCoXPd3QbrCijwJOOxlDdUESZOt7MSAtBd3tvj4WRmhOgSQ50Ke/lnffmerOM9Nep04EcQ6I9EgGH4IQHSFKhMwLB7JVYUmMoGQ12HDvUlum0ms5bb2AtFdgboDdexMgOLIhwRuoNGp0893Qg8KNyF6a7ZKxmPe5Ii7xIP9rKQ92JQnwp+NAsKB0xmAAF6vSM0ARP43DPa6VCqzeu5JB0qt9MhmkX7t1flEOmFlgD2QqHQ8cbGmvvvk7MLeozH/EwI8GjRHL4Il8tFaKcBngp18WMvC+O92MBTwi9CgBSBSIDvXBymQ4y3/W7IfxqwH4OfkvpYb2DOSVQsBewF79xRbmZVFvdolRYeh44cpPnMWd/Ap57uF3/9B4orRXRH6I7xYZzYy854bwFuJyNAcD6xCJF3fmaZewpqgHiSIf/psNkMUmVKSW9lqrN365ZcHGxfCtgLhUK3fb5DzzzNFMRkcoUxHjQlsd780U5H/WOW4ldP0BhPL4RDyAEfxoBfjsR7C+A92oFNCRAQuHxs7tmft0KXAjoXEP6x7AsrQmAnJ/M2WY0hRwXRlgj2QqHQx9euGazpOhxZwkxTmrSCd9vvDvgHXE0NsJQrjD39xEkYaW+NMPjlerwHGIuR6hQlB334+Ve4/YC9tpJSWMJOfXvIvhg0SNCsmBJ4OdrUElpK2Aupqg54E2UqWpDSDHzuoRlwV/0eW+EqaOotfvUEBHt6RAfAo3S3AN7Lwngvhs+p4j3F3IP2O98enn725624/IxVcSD7wrqU7NqeMuVuzVyX311S2AtFqg7s9kmH9yTwbvvdUHqi6iNR3tPWyqMUB4yXBO9lZ7wXV5JTup2qiYcwCAn2MGyD5BaDn/EcA81LY0UhGMiZioK0JYU9nF5nvIeTe3qM17yj2raqgGEPRuzgExn+Gkt8kdEbxB4SYEI+ZxbGeynkPTzyzs8g9mhRh8HvXHc3jj4w9gPPkyqg5VxFQdqSwt657m6Z7aTTXxJ4n3146ugPvgda6PSSl/6ih30KwwhsV2NvAXnOJRPvMd4Lz7yT85b3x88AezRjqYQfsJ8UIKbjsyC8m3MVBWlLB3sgDainUIbJFSXw5L229Bc9+e6pfOzYcPsRfoi9qOe50FzLko33Bm7CS6HjALkW1orpKC9Twq+6+CFl0gWxl6OJTWZLBHu0tRrht7swGiqAvpUE3n8/9F8szADsrXe8B80ZkSOKvTDkIrzH0i1mvLcicp9CT2H5u1cqf/rLYyVr6VACjq5L+MnMJ95DsaCXW23TSlsK2AO1Dybbbo/oOjpEHU+P8awRfZe9RYXrHe8tH5vD9qiVgzfhXh4O+cx4z5j3AMC9fw576W+PV/70l3Rii7Ff//Yq2lc0c/XMibp9NPaDfmt0O8FfzaHWTaUtBeydqNunXMUMd0oQ1cEFI5BcUQIP3RvAHkAiOiQqfE4z3jPmvaiAzbtXKn/6y71FhXJ2hAoHIvuBAu/J3TuV4uL4I0NHDuY0/HIee+NOp54QNYg+0HQ2ZjVlOpvOGR0oLQHeA2DEw3tmvCd5L5oZfnu88qe/xPkgpWIVgx+U3WnPJzoy9AdzcVwdLbex9/G1azgQLXObLZZ1/durQOOI1fGUpSQsxL9RVMSwt0LkWsJOZhK8t5TiPV7WU2EPd76z2TyKQLhRUg/lwKanWADv0HZy5m7CM4exNz83J1uosRwE83i40hWupat+DysnIE/SNkLEHmBj5eBNzN1peI9QnxnvxeQ9xB5TgqDYg64X2vYwcbq9luw/oglPGB3KrZk9ajmMPajmMYeTtm6yzt1hRwPdqErhatV2XR8rWavlPe3niWBP9pR9PeO9hHhPUh9TDaQXbu7WOdDFkgVbhF+OdpblKvb8ly7h7ZBmw9DbZPmVidPtBgqQbNzhaEkpYg8EEaKfJ/3auhnvcexFevEk9uR8EMUeVGLpwBHNu9Ca7cI8z+CdOynZiZukZQX2QOX2RN2+cacznpOI3qZyaQar2EJFgW6Nk4xn1c74Ie9hknOF26+5kaciz7mU4j2W59QU97TY0xsOYvCDQJ1myA5VbaPwW5jnedvnO9fd3bt1SzZ4qlmBvXGns+re/wAsvVa53mGzudpar4969XCI3mbMMA/yK9CuacB4tHmCYo8nOd+9oqwxxDW89zWM9/R5j67pU7Ifrzp87pGBH+vwNMh5Bu/cmfCcP1G3r/4xyxtFRUdLSrser8x4dT7z2AsEAvSWZi9cY1tVsLeoEFDkqt8z2unwX7oESzNCodCXs7NyTo+GeXRC7Lbf7arfo5fVpKQHtAmfiYXx3td2fs8o3muNwXtSAYnlXTSBX1ODbFoylo0Aojv0zNPWwjU/KXgQM6XgHGWW+jKPvQt9fXLyAKd+HOVlnRXlLZZ1zTuqXfV7LvT1sUkF5m266vewIXRAl0FiExGInwka71HeCzdqEOyxlk4z3lsA7xmI3tLAD+bcacWPep7Qnoabie4Gg9dHva76PbDajcryZk9faIax9+XsrJSsolUglDM6XF5mjzRbGhQVPvvwFF4q6F9Rkp5VAI8K1DHe0/icqespW0rxXpK8xxDIRJBo4Pepp5utGaPw69265fqod9zp7N9e1WJZJ/e6yca0DE4AZhh7F/r65NQP7VvHqwKrghB7VFYVn8m8TRyHVb6+TLRgvEd579vD09Hink68F6/bacZ7Orxn4HlCHoVqnLmaGvBmTdvl6Vito7wM1jzURvYC0Hs6jRIzSH2ZxB6L9CT2MA3tiKyqUYptOiLDYNLblCTJ8GYlYNaL9zB3R3kv+b4WM95DJ5M6OMqaOy05SM9Tekkd5DNjJ58riGUYsNNz2qVlEnuw1d5gQzrgCpYEIfasAng4FEt7xw5seooNQVtJ0yZKd1LSSzjPmXRfixnvUYVpPUEkKDlgNMFyngx+DoE9uOLMRaIh5fVRb3rOPLOMYS8QDB6q2gYOp+yEthL40T01dm1gho47TYjN+wYMmjYRwJhxod9nvBcZ4fNHcy3anrJk+lrMeI/5nAbU5ygvGzpykAUUcsqBbepjK00Z2dLaYHrOPLOMYU85f4DAozJV+EjZiSkI4JY88DYNWljs2ncx5r3omgHCeymsMZjxHuM9Bj+Z82SuDWsnRGaj7hJbbNShxV5X5vaHZQx7DptNDt1R+CFg2BYhrOPhVRntdNA0NEyjK7FnF1xHuVHGezjEsBh9LWa8p4z39OCH1XY63i49Jrw1w1ZNYD9crkIDQkp9WJxIp2UGezd8vlrRjWnVhmFKTLJr1lFpYSkWV1ODchrdLrzNRHgvRp5zwX0tZrzHHE6WLJE5T5rKnrl6hu70k7GDQbs2I9X+7VXp7/DMAPbuBoPHGxuVpGc3hF+taKKFDBj1Q+ofs+gRKX2UvKfMcypq66nrazHjPRbvUUhQBFLM9G7dguW+gH+AjThQ+GFUojzwvXB/WPqLDRnA3sz0tN7OSmPSYyeUkd6sb8BVv0f5snYt0aUw3kuyr8WM95S8h48OLfYwr0ZDDFmmkv0rSuBJhzY95x8tA9jDeroy0WLQhkLlpWXw/amnW5lisRJvk71+nHnOeOK9hdUYspP3MhjvsagP4Uf5kHYvzd06N+xQrHOwa8f8DHgvgxmXDGBPjv9QgloY6cmkM70F2sWrWUlJPfl4b8F9LWa8JwsMeH3hURmtDR05mBD16WEvsxmXdGOPZln0ynoSgdA6xNKb8ZAe9Sqlz8liPz3eU8Z7pl7L4tX3mKPI4Ad71WNSH17NmCEfzbjguEwaLN3Yc7W1PnfPPcY1ACUqJOlhulmP9GrJ6lkGRYnMhcR7pl7LItT3KPBYzpOGZ0h9egnPmNTnEG5nZ0V5Ontc0o29v12+3Lyj+r8f+i+9JekUfrTBhZJeZ0U5Iz1letOqyrIYcGzCec4lpNeS1+zNhnhPOp8UgQZRH22wZtSnxB5LoiL20ul2ZqbGMO50Omy2nxQ8qFQZQ1TQDjJ6lwIZY6o+JochWEFvUXhviem1tI9lPN5TpiVlxkUmPKHNRVnrY8UGveIhhHy9W7ekze3MXD9nIDDhOY8cqBenybuXPOlK0lPCTMZ78dT3UtbX0hoFXuZ5b8E+52LW92TIR7nOoY364BYcpT5VhalWO4zWoV0cjSW+jkpLW0lp//aq0U5H2orsGZ7fCwSDxgi0C+xJZ0PZyCJJLwneS0VfS7uRzxmT9+4Gg1/Ozn587drZs3862dV1vLFx/+t1L9lerHn+hZrnX3jF/vL+1+uONzae7Oo6e/ZPN3y+2bk5vZdSYA9+4UzHe8pEi9JFRPhhmwtT8mRuJ8qByjaXjkoL0N1opyPNC/0yrxkRCoXuBoODbrdEoF176+qKDFzRriK97k0ZNBrzXqJ5zoR9ToG9b773Cfqcerz35ezsoNu9//W6pzd//9G1D9+bnx/nUWmp+NG251qPtXi9I/NaHHLswS2jfSy/988xgJeWPGc8gR9ij9WZIJBhd1uGPfoumUIdWFZgDwziwOYd1cbZKsyygOqm8WYFPBjk5OOi97W0axEIiY2Bm0B9DHuBYHDQ7X7F/nKlpSJ+vBngcP/rdYNuN7z4b//+hR7pxQBe6niPSlMbsB/zFWXCk34eAp97hh28u9quXX6aca6jlkXYAwsEgzRnRdXgOiot1MWf9Q2c3L3TYJ0QXGM6+yfBxtKq6exrQfjle/zL3FOAvZnp6dZjLZuffEIPSCWPFFdaKp794RZwNfGoef6FZ3+4pdJSYUCPT2/+/m9O9b5zcXh5ZHF8+LeKE3gL4D0V9ug2IoeIwSg1wSgQm0VgUR+ts8vBIivhPYa6jC9yyDrshcROL7haXaKh4bMPT8ksCx01gquFQ1zUz2QIxG/CT6FeC5BSavRa2nU9z/yzvmXuqSeHPmk91qJETqWl4iXbiye7ugbd7hs+37xOLHc3GAwEAjd8vkG3+2RX10u2F5W0ubJsfd7+3+e9PY74D4d5iKV4SI/AL1HewxE7JfAY78kZPFbp7d26hQ4WsUqvXWjIDx05mCWL2rMOe36/n9VJkfdoAyc4GJL0EHjUpUHZHBr1sa/T3deihV/e4aHvbKxmIHl07cPgK3650Mzb/NwchIsS0t/ZWJ331gjiKowcD1mYrgRhKniP0heCDb4ZFoaM/BfVCkHdB8pjrNgLYQj7SCD2MigPobSsw96E5zybZz9AFnpRhxNyMxJ7NLbG66qUObOKyJDplCl5byF9LQxv5Pt5zd5vVe2lqHjwgdXFDxUUP1RQaamYScUd+uNr10oeKYbXfPCB1fS9vvGzrvyBm7DvBRdch/fLK+GHwFsQ7zFZB3bAtCscHZE75t6iwt2FxfTCsV4LaHLCbOfM1TO00GfXYi/jWtTUsg57xxsbWbEBTzR1OJW9LLSWCkkw3+AgHuNO54TnPJb19ULEBfe1UPgZYS8Czry3x7/xs66VZesl6oofKih5pPje/Pz9r9clf0pfsr1IX5kh8Dsbq/N7/4xLdlGiJsp+DIEq6ouT96Rww7jTSa8RO/CSwRd44Vj6TTPUJ9zO2uJieGZbSWlWbSzKLuwF79xhDifct+BqUddCWdajuxENTvSFvj42uUuL+AnwnsrnjEF6CDxBdxQbFIGTExPJnNJBt1v5ysUPFdB3z9v/e9y7FL3jMPglHe9JtaKEQi+8L7Mojn02mNuJHdVQoMqgGC6z7MLe9VGvVTvfEL7DlZdRh3Ne3+HEncAGk8gTnvOS9yj2FtbXgomW2MB7a4RGd4AxijcKj2So724wWPP8C0h68l0oAS5/4VdY6KeLBzXhX3LxHlWXg8xHQslGKndAOy4AVDTbidrVNF/QlWV7arMLe2w3A564Fss6V/2egH/AIMNZq50Z6dm4YWpyUvkut1VqMbWRdSiU92DOIP49RIpgjwR44SccHqJ+ph4pIU4eXfvw5MTE/NzczPT0DZ/v42vXPr52bXJiAo6/Xb78t8uX8Z/wvzd8Pr/fHwgEDEiPvovG/4z8yZT9uP+50Poem2ddAPZq7r9PJlEw26nMBdRqNxZlT7olu7CH4mUouA/BHstlDTsaZEldxgB6jXmBYFD23eLbSd7T1efUyXPGCbwHH1gNH32EGfsnHpWWis1PPlFpqYDyXaWlouSR4kfXPvzo2odLHimmX8N/wTM3P/mEfCn5+gr4nfVF/vApjP1iwy8+3mOTOwvmPebmsCI7LRGzvqhhR0NqPqxJWxZhD4M9pjfsqLTQlXpzt86dqNsn9+mx21v/9iqD92reUa3cAyHjPalLrdfXsqL5oh7wwvB7a4QCz5iR2JHo85U/ooQisiv6nwC/8B8uqW+hvEcTLQvG3o9XrKDhPQMV3p0/9XTTrt0DESn4rNrPnkXYuz7qlcvTsbqAbXszV880bdogKQvTWfEMYsEdVPYfwT1Sj/eM4z3ucFLstWuAh9jDR/ZPhEqlpSJRyClxVfJIMYUifV/6ppT9vvneJ2EgeaYUpb8F8R6bZF0A9ujYJ2uyxw8JVhrwmTQYyZ6QL4uwB8GesrKH/dPslsYoi2LvQl+f8Xv9eMX9emUGsW9d08+p19eiwZ6o49Hkyiv2l13OMx+8//7v+vt+c6r3d/19cLicZwbd7kG3G0K4Gz7fDZ/v6c3fN47W9DxV9FfhpT6+ds3rHYHXh7eGd4df4IP334cqPP6S36raCz03kbK7yHzG5D0d7CXHe5qrxgZc6Lawk7t3KkO+7KnyZRH2TtTtY8Ps6CqwYE/ZzoKXAYYgjeUWIdWpV5qXvAd5Tr2+FkUrGclqLm8fW/7Cr/Az/ZLtxUAgEP9pOdnVxep+xt4jfcK9+fmtx1rif6+7weAr9pdp5T3c5wkA8/h53S/peC/RGgNNB8gbrnHIhwnwLKnyZRH2mndU00gai3U9Gzd86unG+5lesEfD7ph+xW2fT2qEYs+EMe8p+1ok8MLfaR/L2/972s2caKvK/Nzc5u9WxnQslWhcQGfM/Nzcj7Y9R+t+0O2JbqcSfhrSi6O+R3PRgdlZOJRh2PzcHD4B7s4sN8aGqpVVPhYZZkQBXlq2YA8Ec2m8h22ZNNib9w0oB/Yk9mLG05DqpC9lV/EewE9d31MmOfXzK1AtWMDJ+c2pXqxGyBqdQW0wIdJDu+HzYf/nyrL1y1vHwuxHsMfhR7AH5yqe+h4EaXj4BgfZbxKYnW3eUf1a5foDm546sOkpWrWzalspcJwPywx0poGiFJ6WDemWbMGerHeHu8PKy3A+0nh2AXv24tQYVi5jYbwXJj1aYxB9LehwsjxnXrN3+btXaPPKb071LuzkzM/NsajPwOeE/33wgdXJtIOePfsnTHsuf+FXdNpQ0XGWOO+xUTroQ5LYm5+efq1y/Y77V/6k4EEZI1A9iK7IRiqYaQjrdj7ztF6FPRtGGbIFe+NOJ8Ne+DqVlzFHQqkEQe9/cbbtudpapVYapFveKCrSxntT0Xu5Pu9x4Gm9zVfsLydzfn5zqte4zMA4cMGkh0bzLnmHh3DQXl3x01JfzH5OpT6fkvcY18mkNEucUj0R2thJPSODvot0WrZgj7VQJ9TGya4BxNwx3xG6Otl1hSkVGe9palYR7DGZFg3wtLnNR9c+fCO5vHYgGHz2h1tYd5hB3mXzk08sePIIbGZ6Gsf/vrOxGkcNac4T4cdSnQbze3S8i2ImUexhMZaJSuB2aEi36N2g5Xul37IFe0wonsIJEy23/W4DLSp6DeI5s7KcKHkPW6vovTxaWtAWGBjwvvGzLuSNJCkILGaDGC3f/a7fqMQSp0GcGW22jlBfJOc5paG+uOf36HLmOHlPWYnFAZcOVboF1JOkJwVebjakOtOHvbvB4Pz09Mz09G2f7/qod8Jz/vqo91x3t6up4XhjI7u94S2NTiXf9rvpknsZ7GGihXnzwTt3pI+hXIcEr0Z9Tsy1hFOdrLYuWqgl6SVPQWhQADB2OB98YPWPtj2XEpFJINvorO3b43rUF32Mb25duXtZYu9LHd6jGGZCLFgKnvcNfPbhqVrtWna8ofdvr3LV73HV7xk6cnDc6fRfuuS/dGnp6JTdDQYv9PU5bDY4DlVtq3/M8lrl+tri6CgkyOOyginWbSB6RuAp1TisxJeAS9i/vYplsW77fMq0MuzQkNRnzHvhPjJ90oPBPGSMk11dqTqldArWwOH0ekdS9Y4fvP++kvowDI4GfnHzHmolUVclps+pmNYg9mwAACAASURBVG4RmoJw9fW6W1hzGT0AwD0bNzh31QAmRzsdvsHBRQXkImLvts93YNNTz91zD+apKLfAMLJBDA2nI2aSkwIVG/bYb3J91Nu/vUpWtJUbkeAFKe9hWk/yniQ9SG8i6VVaKlJFemDHGxvvzc/Xy3OmatwWjVLft6r2IvWBz8mpL454j+lzLizeoz1ijPcMUp0yNUCPsHJMeVlbSSkcHZWWtpLSxdvLt4jYm5qclCeO6aOACIdVK+KAfjyUQY2TnDLRIl35C319b1aUy4S7q61VlhnshWuoz8lzLaynTMl7b41ggj4lkR61L2dnNz/5hF5hvdJS4ff7U/uOJ7u6sAc1760RVLPHQQcj3tPX52QYiD/eY727XVrtaraYlmkUsDs1RS9VIqS/VU5ib9DtlmNyVrFroVboZLL2H+wSGu102ApXGWCvZ+OGtpJS2U022unYW1Qou/jGnU6Jvd2FxXuLCin2NKPrIt6TpIcdZMUPFSQ5da60D95/XzkOm1r/Fs3v92OpHWt9iD019cXBewlhT/IeuI4Me3B86umej8iWyeQc9VeZ7KdStdp4ICYZW0TsTXjOK7GHGLMT1Xe69oSeVoo9vU5OluSUw5Gu+j22VQWyu1qOycMLUuzp5TmlOkuYBt8ex0aWH217bjFO7L/vfkWn0TG3+aNtzyXUKRq/vWR7kRcbonX2FPBePD4nDdv0eK9LyJbJ/UTQDUNzrfIL+oK9W7csxikNLSr2xp3O6uKHlOEc/aBL0qOndeJ0e+BzDy67iKebjI3M3g0Gm3dU19x/n6uJD03Oi0Y2+A0l9qIjfCLeM3A4F4OFwD6+du3RtQ8zt/Nvly8v0tv9rr/PwO2MUt9C473kea9DG3SAxIGeUjWjPuZwMuzlJO/RyqYEjPL7UlOAdVEbFBigTCTP1Pzc3JsV5bZVBSfq9slf8lDVNjZEy3zO6AgfuZdr1NSpw0nKesUPFSweGEKh0MmuLoq9lAeW1Px+P+imwXADcTv9+Z4pBrzF5j2KPbjojPdoI9Rop0P58cNkHvtxGfLlJO+dqNsXP+qsRHyKtjvQcfWTu3dSuQ75I8ok59TkZP1jlpqC1f3bq6RG1cndO3fcv/K/H9LspmXY04wytI/RXIvEHi3rLZIHCHY3GNz85BPgeW7+buWiNgffDQZxuOFbVXuxx4W6nTTkS3m8J2Xe4aID9liZgeXnYvpKMuFJ/9mzccMindVFx57yLzfgQ4o9mrMCARzZ1EKLe20lpbKbbNzphGxq/WMWWas5190txSPUPqch74WLDe1j6HAm2cAZ0z54/33KeylpZDEwbO+EIntkZ/UUbTdfVN5jzo5BvEc1y/QmreHdAbr4iEhmPaKLdEoXEXsnd+80DvaUPidlfCY+xWo1VtUEl7x+rrZW26oCe+Gaw+VlsrtlwnNednUC9lAqLxzYCN7jpNc6ltfsTUOwF4o0W7JRvSRbRo0NQ76VZesh5FNnOxPcv5dkvCd5j8pUz906B60tEnsHSktYMze+FAsgcxJ7DptN6VgqS+oSSLROCoec3GMTXEo5AOjShmfK8oP/0iVJzvbCNRR7MXkPHU4cXHjwgdUu55nFO7fAQjTRsthM6/VGc0g41pDv9kd5bzHjvZj1Pepz4hQfriU2vmUz9lua2MNqXjzY69LuVZ/1DciGMpYX7d9eJfsYHTZbzf33QRTnamtl/xuYnZV6gYC9vPMzRKkyei9H3lvRfDEvE4kWg6bqxQM8rfJp0y1T4BokmudMSX1P5lpYLxTTyY0fe7gzbIlgz5j3pPxGnNjDQrxsQcCLB9lLmYkJqVKdtlUFCfFeONgjVfXF6C8J/0WBgBwmwhJfCvu25fviSBFiT7fKl/b6Xqp4Dw9a6FuM8xlKJ/awhm4Q77F7IVs8FBN7smEaJKitkeylc1eNTHVKjSZ74ZrSX/Rw7MWM94gmUqWlwmDjeTIGHV56vHdvfv7xxsbFeF/a2AndLcvfvZI/cHPBvJfCeE92ouAY0YJ9Tpp3WIzzGUo/7xn4nCx4k/GeEntY3GtfUyTDOehcsUaGYps2KYSxZKoTfM5veb5Q1vdwjkF2tKBCxObvLsoFu+Hz0RQLm2nAYzEa2UKhEMMe3VnNq3zp5b0ubY0hJu9Z44v3HF8f3mM+J4v3YB5EviAt7smLd667G2I5nB+R+mXXR71K3qPxXrSfk/RSa7D31ghVZ1mkrCNLsehR30u2F1P+1l/OzqLPGS3xRXhvAXnOJOt7BrzH4r2Yqzuk29mhbS5L+ckEy0C8p4fABeQ52d1L4opujQKgygs8NTlp1aY6AXv57imFz6mX53xrJK91DLH34AOrUzvLEwqFvN4RvXlZNsv34AOrB93u1L5767EWqp4UXhPt8dMRxwzW95LhPXnkPPZkfQ9bqK2RpAs95N1IYk+5mg8TM7K34+TunThAuLeo8I2iIrkKY35uTi79A+xFb+px1PeozwkYSG2qU/ZPG2hGPPvDLSnsqgHVwOKIaDz4nFBbp/LBi1rfi7+nTPKeckSTru+TwMtt7Cl7yqyk0oAzRHSOgV4SKhihrK0z0UXl73Coalvzjmo4+rdXKbXiYTUKvnhNwerSX/TkD9zU1Bh0eC8qVUawBwW3FPp+g263VKfWm+IDkCxYklAa+rqY5wSHU7OqNlvre3q1dbr2nTVS41hDruZajjc22gvXgCgDSpRKvFn15xjkUjUD3ktmtxNLdQLvLfvgBt7XUfJVl/fgn2RyD46U+H7YTqkEm94M++bvVs6nItf6t8uXKaTvjWxph5OjkbRZ5Poe3W1iEO+xVY21xcWsXxc/ZnR0iA3ydeQ07407nYeqtoGo8GuV6+2Fa2yFq2yrCn5S8KBtVYFtVUFNwWrbqgJlGN0RadFEuUWDGeQuwy2z8diFvj6a6gTeA+xF7+sR3lPnOY/+Ja9VU1vHmbrku5yhddNAF1AmPIF4U9LXRte1h/ta3hpZ4fbzFe2Z470uw15quz7pAbo6K8pbLOtaLOsc5WVwHCtZe7Sk9FjJ2raS0hbLuuTPodIWV6fsbjD45ews7EwFbbJxp/NcdzccJ+r2OWy25h3VmMBkgqdyhojOMdCaRGdFeTL7RK+PeploUvGrJ5Z9cAM+YSzXYsB72FNGiSLJXhOmzJnQsfnJJ5KkPtZDE4732sfoetqF5TlTW9+jr2MwQ0Q/YJ2R6lT/9qrerVt6t27p3151cvdO566a0U7Hhb6+0U7HuNO5eEqeWaHPSUWpWaUBpU5hdlaP95JcqnZDuwXaXrim+NUTtGeK5lrUfS0gIXF4CJKBxUSxL8m0B1WIiCfPmUIVCbqunW5o+OZ7n9C17FFJG7mPYdHqe3o+J9UZUWIP83mjnY7ro96pyUlYt5IS/zwhyyLsUW8eRxvZVieldjUkOZP5BYKBIFt5C9iDqAY/W4z3WD8nwA8FIyhOTnZ1fTk7OzM97ff7P7527W+XL3u9I7gNDw+vdwQ3781MT8OP/Gjbc3oJlTipD17K7/f7/X5Y0a58a3j3j69d8/v98CMu5xmWPoUZomXuKSX2lLwHWaiU93Ma+Jx6m8CsZMFO1+OVGd+AmRXYA4loeYLC8/+fe1AriT0NJkGUI7OJGugFMt4jI2pqraSo2wm8d/QvNNVJAQML02E9ekzAwAp12Jlu8BzjV6Dw2/zkE7B9Np63LoYN79+tZLIUmGihwIuOWcUX7y1YI5BdeoP5vU893VHsEV+JqRxkfCVDVmDvts+nLOAAqPQ0ArGZMyUS32yfcPGrJ8KtG0QJT2oEMuwpU505ekhHFxMtlPFo/TOefQxUGzcm732p09dSq1Uipz5n79Ytn314igqZM21cDFIyvoooK7CHy/co9uDkMm1c+jS8AMrLlqiNO53UoS1+9QTowK4Ij6hpesowwGPpFgj5EHtxUk2cNMg4E7pnwA/Ezel0vkH57gv4fSotFTTYyz/rY6SHQwxx6lLHrwmv53OyIgEFIatL0X4MmmXp314VWJyBj/gtK7AXisizsxtbi2WdQY8Cvfklv0H7b5cv018AsIet+lHe087vKbBHQr5nf7jlhs9Hc/QUAPE8whde74jf78c4zeU8Q7el44Eb2yFyu+HzTU5MsPH2+H+B4kii6IbPV/P8CygYwYCnCPbi2McQ5y4UvX0M9khSQG7z699ehYV11gNMHSVX/R450ZJmyxbsQWeJdCrobWzeN3CoahtfbVFe1r+9SvoPM9PTsOCCHlOTk3DIpNZtbaqz+NUTy9vHoHOK8Z5SGzeabiFu56NrH56ZnqZ9mAnRTkqm0UFDfmGkB9P3wTt3sIsaHE4sLWCwpxvvqbCHDSXocCZU36PRPt3K0BURa8EBos8+PHWgtIR9qLoer2wrKc2Gtc/Zgr0TdfuoRDTeoliJ7+TunbhsvZYsppUveLyx0baqgHbM1D9meTOy9UJ2lt0NBin3hnmvfeyb732iyXNqdcqM3U7UhJfUF/+RZFMotmImin9oDAiRTWAG1YU4dakl6eE2kvY1RXrYg45cvc0ZjPcMinsHyCKUr9cOMGPDYR9rpG6OOehoytg/gCljzFm1lZTKJCfo4cLVUsaHytse3QJd/OqJvNYxwF5YlcSQ93B6Pe+tkby3x5lSYJwjCNLlS4kEC1Kf3q525bvfm58PDXF0Fwq0tlLqS2gPEWUqAMywowGq2KOdDpn0D965c6Gvz9XWCgcLTKC5gorksiUCw44Ghr2UdEGlyrIFe7BvXaakoE0BpalxJQOed0d5mdQFlDE6Larq1SRcTQ1q7MHaHZU+p5L6aIML9jS/Yn95AdSXkkkINnEbJ+nVPP9CKBQadLvxD8nv/TN2+SyY92iE1rNxQ0IJD+VyYimmjNg7UbcPF3jQLiilplb6LVuwJ4foaJkBo2dIdVLsKeMEWbSwarHn3FUj2yxpe00Ye60k5BM9ZXo7wOAJSH1Pb/5+IBBAFfc4Xb57U7rNi0Z9cf4OXu8Ik8T9lucLABuyHwVenLyHZT0IKBIqcB9vbKSBCRuexoFPgyQn8G2SXVCpsmzBHuiFSRexxbJObjOsKViNUXvX45VK1U1jiQ7l2f/42jWaawmDCgW5RC+1mveEZhk2dsm0h4HL9+jahz++di1Vp5fqeSq3Z9JHhD1dfAk9nLh2D2cXwolNUtyLyXuUphLF3o9XrNAr9EFFCpfvwaZUlkEwuPOm37IFeyFVqhPXPqM6NaRbflLwII4/Kgs1rrZWKcHCGpEkYucjW6BthauivNc+xrAneU8R9TV781rH6AZMv9+vXJ2nR3op369wsqsrTqf30bUP3/D54LdF0oNJBVQlo9pkCfEeK+slw3tWLe+xZetUkdoeR7Sffssi7LEhOtoqzbY6Ie8d1VkLKqXHpBiM9FQhQwNXF3gPGCzc2KnCnjH10agPsiaQM4z56V8MqT8mLmgQ6QHsgaUx0gPsRVWoqbdJ9q0b1/dYSWAB2Ku5/z5lDwbwHuvkpBvjsi3JGcoq7NFwi6Vb6EQW3M/gf98oKtLLWMotCwx7ygsAoK0pWE15L7/3z/lnfRx7kUcW8umpSDz4wOoP3n8/FAohAAxcvkVarkAHgvQyq5iYReB942dd3/J8EcZVdAGDBnvGvLf83SsUe7SslzzvAaKU/hFiz07mQrOhkxMsi7AHHdXyrka7W1CwDLyIN4oUuoDKRiQaH+KEpfwdMNVJeS+sTSI0AmkvC4NfdEPDWyPY5gK+HIirG9DOIm3MBHvF/rKxvKfLeYZKkn1nY3X+wE2I9HCiKhrpRYCXNt6j8R7enSGDQlugZq6eocpa9JnZ0MkJlkXY+1LIs6NHobylAfbkyKwyycl4T6/MAKUODe+1cuxF63sR4BlRn7be8OwPtwTv3DGW+lvUrX03fD49rZd78/Nrnn8BZvaYt4mr9nD7gobxBjSCEcbxHooSLBR797OMAFzTtpJSvWCPPjNLOlrAsgh7oYivqOzYpCHfsKMBhADqH7Mo9TYl8HDTL2JPqWsGuNXUGATvaeI9UmEPw69dEfhhlxkEfrTgxrzNRVKVpgZqf7LYAJlV3PV1b35+3v7fR2TI6OHn3iZLciaS50yIglxNDc/dc4/MxuGYNQ322NXHLuqhIwcz3skJll3YYxLRLDdFQz5YZ1n/mMVhszl31ZzcvdNhs8Fx6JmnGfD06rDOXTVw4I8376gGXRnsKYuKwBpiT+N2thvlPAFgMusIsdbM4rtD83NzMukCKZbWYy3RosILv8IxheigkAzzEuQ9JhUB599Vvwcf6YHXtHlHtcNm0xt2wdUdVFZLL9MG1903OJjxMkN2YQ9cPnljg7IpDfmO/uB7sNESHuELlGBiwEOpAoo9CNA7K8od5WVvFBXtLiwGHSdrZHYWVg6A/AH9PMl4D31ORn16gR8U0Gqef4F9+iEZkwZjPW4wr7D/9briyJDet6r2Rqrn0boC9JSrgZdIfY/2lGE/J1yItpJSUCs6WlJ6tKR0b1GhvXBNzf33yX7OWrIzHSII1CZjlT1ZYeqsKAcEZra7JVuwd9vnO97YyG5s1Kmg7UJYaUBRXVi3AI9s1ZGdnH3WTIgIfLOi/EBpCf1xmFsPN5TBxysW70WxB/BrF4Hf4SGEH+RUaJfzYu+pZbb/9TrqeQITRvMr2qZNA8ZLlPdYLzW9Ckwn01FpOVxeBvfN3YUajU2MIBDA6HDe9rv1tMnk5ETX45Wu+j2ZQmDmsYeo+/GKFQZrhliLOp1hp0LXVPCTyYHiBaDqi3iND5SW4M+GdakRdZHPXALYU8FvuRZ+kPnET38Ku1jiMUhm4rtL4NFhBWQ8Jfbi5z1UA5FXgelkwj/hnohiyoBAdGGwN43OqkMqTq+riQEeOdBVvyf9hYdMYu+Gz+dqanitcr0cD0HksPV66HZCt56M61Byl+LQTjxPGLjEyw8XGO+veJeFPUQRj0v7eSJ5zmhEJ8oMFH7R5wj2Q95LeSOLsf3mVC8tLTBXk2tv4no9nSOh+T2AjZSjpf/simiz422RHrRWwYSooQSlV2FSwg9epHfrlmFHQzr7PDODvS9nZ11trXqoo/cqmshis3xMtgzhyh6pC4rsd7i8DEAIX7CrC/vWYQ8RTakb8B4P+QT1aaYcSKc17fBcpN1d0miiVQM8t4bxMNgz8DYT5T06b24gCI3Ya7Gsg8vEBM7ozB7NgUuHk2bamOB0ZhGYbuwFgsELfX0HNj1ljDrECc2O0Ia9Wd8A1HDkHQ5/ln6HwY8KZjGnFNplYO8s9uzHE++pqU/JfvBMUngAqZWUiFjHY1Bhp8c3ftaFomyM9BTAO+tLhvewZUJiD1GHF526J4hYmqqhC3MCn3toOwuLD5H3JALp0tm2klLl8vCUW/qwNz83d6GvD8Yf2X5zijq6lkjKUdFsJ6hQyZeqNVzpTv1S9DAp9g6Xlx0tKV3veG/52FxY/Q48LrFvXWIPFTs58Fjsh3tU9v+ehn/35ue/ZHvR6x1ZvKvwt8uXGfBWlq3P2/97HFNkAmQ4phCFnBJ4ifAek1rp0EFdV0T8T4aF9AlUJEJmOGVStEPAr0PkYFz1e9JwE0wf9i709f14xf2yzZLlS5Ca4F4lOwBptpMpdtJzzRBIX19+BzeQwTseK1mL2Iv6nIY9ZTTwU/Oeiv2gjEEJEFzQV+wvD7rdgdRd/rvB4KDbDfO79L2Wv/ArTb843T9BywkMdUnwHqU+VG3p0D7q+YToiNL/pcOy2HRhkDigjCpfDbCXnqn29GFPTsfqhWoUhAx7cJ+b92kqOUq305j3rCIpikG8wJ4flg3o8R5Ltxi5nVr2izasDdzM7/0zjQCxAa31WMvkxMSCQRgIBicnJlqPtdASAuYz8/b/HueDI9jz0z85jL2zvuihYr8F8J6Mvij1UdIzAB4d2FOW1Fmwp6xqsP7SdDZ8pg97gUCA6W0wwDAwWFViOF2PV/Zvr8LeTiY8zHhPj+WsAuFWwntvVpQj9iDeo4kWjPei6izM51RiTwU/bFj75nufLHNPVY//i/ZzURp8evP3jzc2fvD++5MTE/Nzcwbu0N1gcH5ubnJi4nf9fccbGyXk0MnMO/oX1iwOTZu8T5oCD+EnqE+X9/T3McjMh9LzZC4owx5dvTBxup2qktEPg9SQZwik6ZbkNc7jtLTmWlxtrc/dc49eOUEPk6wLCc44KLhg16ys5zAPU/KeRKDkvWhXh8CesrVFkeqkMGMIbI/qwQD2QqHQDZ+v9VgLatFKHFZaKn607blX7C/vf73ueGNj67GW442Nxxsb979e94r95R9tew4SmMofh03U71wczjv6l+gqpfaxcBdBBEL5esDTcTtTxXvM+ZTAY5iEuzC0s8CqnJiVKmPspdPhDKUZe/5Ll8DtVMotKpewS7ezK7ILGks6MMku3U76mvHwHlafWLyHvJff+2e2j0HmOXXdTgm8SM/aCrcfsQf25ezsoNu9//U6nOVJ5tj85BP7X68Dgd1QKPTbv3+Rd3hII2sPPieL4iTjLSDei4/3lCGfEiQs6U33y8rogzqc7NVoYpO+VzqlXNKKvUAwyDabx4zQalV9mD0bN9DdYBOn25WhnXxZPd6jRVvKe5B4YD4nwx4yHjqcVK/aiPdQCcbjzzs/Q7EXPWOBgNc70nqsBQgtfrxVWipqnn+h9ViL1zvCwsXf/v0Lytsa6kNy0ztSlOdMNN6TpMfGylxNRlkWPYcTMi4ZcThD6a/vudpaq+79DyXvGcBPZlxoj8ttv5utpLVqywl6vEe/gBukHu+tiCxCSRnvRdIbAG897FGbnZu74fMNut0nu7paj7WAk/mS7cVX7C+DC9p6rOU3p3oH3W6/32+w8U/De1r4GaFuMXnPIN5jkR6W9XCuBUiPTsrSg7VnGGAvzQ5nKP3YQ7eT4UTpcFLqk7lgWmxQUh8D3gJ4zzjei668jDPeU5NeeJddTOylyjj2AH7txPPMEO/pxXsyxQINnEh6BqUFpcOpl2hJ80h7BvpamB5ZTOqzi4wLFkBxXktJfVYCqpi8ZxDvoThnzHhPypYZYA9SiwC8eHgvVabGXiTqiwG/ReY9hoemTRuMSc+4tCBL6qycgN+BT1SaR9oz0M/pamtly80l8GSpnXXxKamPJTxlyJcS3ovpc8ZFfe9eQYczK3gvfuwtPu+xYI+NfUGkh01kygZO+pnBGnqLZZ0coaA0mOZhogxgbyYig2ngJVK+QudBuXSGUp9MeNKXkrzHoKgX78XDe8B4RrwnsXfWh9jLAO9p4cczLunlPUl69J/sotOe3pmrZ5p3VCunpXFYqYNMq2APPcNzRgRzMzPHQDcfMOqjl0c2OkuhK0p9erU+xqKMFVMS7y2E90j/ZIZ5D7CXUd6LB3hY06ORnnRtaiOTYmwMFz9OMnOeke0omcGeMuNCXQVoWqfni7EfvV1hV9Ftv/tE3b6YUZ8y3ltwnpP2lOU278WZa0k178HV1GvsZJHeaKcDPR0mBEjzK7AkBw7EHr2Ps5t4RoQDM4O9u8GglK+liSlHxEGHU2YrXEXZiXW6UL0AZY01ad5T9JTp9VLrkp4KeyvcJu/p8h5zC1lhSdb07NTVLC8bdjSMdjp6t25psawD6Rca0bA7eEaEAzM2tw4q1MrZfpBwdFRajpaUvlFUVP+Y5VDVNpaQxHPXod0+A36IwVCfMt2SqjxnovW97OQ9I/ilmvccBHUd2q+pw9lRaWENFXJcCBmvxbIOeSx45871Ue/QkYNHf/C93YXFcLtnEhKZUqrOGPbm5+YOPfM0W6dWG1njfKxkLShJnevu9l+6dDcYpM4kg1/X45XUFYGks173TPLxnh72YvS15Ei8l6n6HkOdTLEMHTlIuylc9XtoigWB11FpcZSXyb3CgUBgwnPe1dQAoub2wjVHS0odGV2Nkkm9lnPd3TTjYltVYC9c07Rpg3NXzYW+PtZWNzU5SVXM0PmE68SKrSDgqUy6UATGmedk8Z7BHENCvJed8V4M6ktLXwuNA7siw+l0eIUqZeHnAV6wU2c1Fdr83ByAsHlHNQA1U+sZMok9KDbANu3XKtc7bLZz3d0GnazQj8ZudXCd6JJ7DAZklxkDXrLxXkJzDDkS78X2ORe5vtdBhCQw9kNvE9SQmndU40JZ+klIKGMZmJ31DQ5e6OtLgzyE0jKsEXiuu7t5R7Ux5NDkwoZaHVVwrPxIz9OuE/gZ5Dl14z0xOJtQnjM7473M9rUw4GEV1yDFYo1jo3B2Wub1OROyC319yo3byuLPp55uWcSn1JfhvpZsjfcyxXusokCvKVsHwC4ojfzlbpystRzDXiAQOLl7J/M88dQrPU/GezRcjDPPGc8cw1LoayG5lrTFeyzP6dDPbd72u+d9Aw6bjRX0DpCllunROEqV5Rj2QqHQ5MQEa16hcyJwtWijrcFkLePARPtakue9LIz3MtjPKUlv2NGgyW02NdgL12Ckx1Q30zn2mhLLPeyFQqHjjY1U3pOWa1hODEJzObDLxAIxXl/EOYYciffSXN+TjIctLLSSDrlNA28TVjKk5wSmynISe8E7d1htkF0GaDSjg+3KwC8m7yU0t76APGcWxnsZ4T2Hqm8Ti0bQrtS8o9q2qoDlNmmKJT1nL4WWk9gLhULXR71WbUco9Tw7iIIVKnkaBH52M97LULwnGQ/CPBT/n/UNzPsGTu7eKZPVuB8u57xNsFzFXigUOt7YSKmMyjBimK7JTQsdK1ZtV8Z74bWPizPHYMZ7rIyOXUp437ztd8thBVbQG+10pOfUpdZyGHvBO3cOVW1jnicL/HDCCAI/5YCfldQY9HSpzXhvgbyngz26CYxGfax3TBnmWbUbZ9OpbpRay2HshUKh66NemvO0GwZ+2BLB5ico78GP4z6Gr2F9Lz28x9aA6ZXRP/vw1KFnnlZuZYQf7N9elYveJlhuYy8UCp3r7mbzEHQyEi4nnmOzTgAAEc9JREFUHfDTS3vSkM94H4MZ7yXJe3QHmExssvyKnEnH69uzcUNmlzYnaTmPvWAgeKJun+zzhJZ2uKEOOxpAxxrvpsotDnjADjDAHi6gw3u5Wd9Lkvck8DoimxUwQIDCrFKIBcOKno0b0j9snkLLeeyFQqGZ6WmDkoNs9Qxr96tkjBn26A46vJdDisVgH4MZ7+nxHo30KPBoRcFA61Ze2d6tWzI1hZC8LQXshUKh66NeWsGjrUaYtsYtDnBnlfDDwA/2ztLaerTEp+2llvAz63t62JPpTZwP+uzDU6wTkCU2WU2PhojOXTUGE0PZbEsEe4NutzLpQsu1vVu3UPZD+LFChb1wDexbJ6uPNbzHfE6mCW/GexJ7y9+9UvnTX75RVMS8TSXjyYqC0uGkMkfOXTXzc3PpOXsptKWAvQnP+driYpZxkW6nhB86n2wuyV64pvQXPdGGMrpvPZZmBAytm/FeNC3cHua9zsjSZkBdi2Wdc1cNY7zRToesKFhJJkwp0woZtUyN4S3Ych57fr8ftrfH9E/04HdrrJ9lPncXFpf+omeZewo021doP096uZZEeW8pxXuU9PBcReH37pVnf97qIBLRQFaS8aTagJU030qXlcJP6kRkueU29ubn5mCfpmxYkZouBvBjg7b2wjXFr56IfgQHblInKupqJj23vmTjvcgZg2PZBzee/XlrW0lpuHuzvAzqeBR4wHh0Gp2Vf1hFnmEPvvANDqbnHKbEchh783NzDpsNqwsMfrsLi7HYwC6VMvaDrhd4EcAe3rOjt3BwOIlmhFz4/PWM9zjv4dPO+vLP+vLOzzz789bOivLOivKOSgt0rkjGU8Z4DHgdpA1Nudkrh+CXq9hD5TLl5qdarZYuwM+Y/QB+MGtbU7C6+NUTeW+Pa9CCwDP0OZcnolO2ZOO9CALha8BeW0kpZJuxcwWBR1WwlA0PrBwve2KQ+nKo6pCr2DvX3S25jpXpkPpoTYnmx6Duh4UHdH4OlJaEsacFDxJalOJUtfWvYbzHUad9/Pbw9LM/b5U3u8DnHignSFeTMR7LjionjwB+OVR1yEnsjTudysXReMHYgAJd5NAhHJVhRwP2fKIoyIu//kNeszdPiR8BP7l69uvZzyk5MN8T5r0Xf/2Hzz48BbvRMcXlqt+jLCcwBR06baScc2fwayspzYkG69zDHlYUlHRnJZeNXkIaMHQI/xN6PqnSxKxvwHpmJM8ARa0ChF/XeI+iDrkOevGWuafyPVOHh0bmbp2b92mA57DZ9AI8q3A1JfAoAlnSJVeminIMe1OTk1COU5IeOJm1OvKb1HtB4Udan0WlCZjXnPcN9P116D+PDatBpYXfktHnXADvcQSGi6JTeednnhz6pO+vQ0h3dDoBdmwYMJ7supa85xDYy6DOdKKWY9g7UbfvuXvu0QvzaJaFfo2YZMEDZT9obmI6S8F/Dlz+6Jz1zAiL65TQQuB9DeM9ZLwVbn++x593fibf7a8e/9flj84F/xkVO4LMyoFNT7HpBLsAHl4sOfQg3U52EdO/UWhhlmPYg4E9pcOJV446n8wRpbdSFirAlevZuIGFf/O+gZmrZw4PjfznsWE1Ats1HMiyMl+TeC+Cuimgu0fc/+j76xCcPU2A19RQK3YDU8eELl2EL3DWlsFPDrwD8HJonC/HsBcKhbzeEYQfu4p6vEcvLWCPrf+lsV/X45XS/4wSoDa5ohcEfl3iPU1051/mnlo5eBPobt7H/Uy9BbGU4uBgO09l7CeTnFBdyK1xvtzDXigUutDXpwz5aIrFqs1zIuoQeLBb881IkyEboAb/k5aA4cP0zsXh9T0Xo/U9FgGqOHDpxHu6dOen0d08oTs4e+BnKtdjIKe9WVHuKC/r3boFsEdXJmLIIJUmaNSQc7N8OYm9u8Egk+jUQyDNcNLLBls10cmB2y2tATrKy3o2bnDV76EEOHP1DBBg2AU9+hd1DgYR2K4DvFyM93RCO3QyDw+NwPmZ19Ldyd07ZSFBgaXysqEjB2emp4eOHMS7J/sRvX5OkFdKz9lLoeUk9kKRvhZlC3Wt0F9hoUKLZV3Tpg1sCTCrQ3RFhMqVBIgu6Irmi4hA7ny2Gx65Fe8Jusv3+NHJPDw0cvmjcwH/AOYzQb8d6M6gYg6nGh4peFxNDbJ+C+wn5xhypaIgLVexF4rAj6pFyLyLbCiDcsLU5OS57u76xyzo28DYHpOOxPYXIECaAp33DQT8A17viPXMyPLWMUCgroepwl7W8p4B6jDAW+aeesT9D8xkUicz8LnnU0+3Ad3RM9xZUd67dYt0F11trSwrg9THooMcBV4op7EXisDvuXvuUV7jWu1mdpSgw4ajCc95NrTCShFIgPARGe100BTorG8g4A+XAV/89R/UBQZD7OV7prKN95TAi/apuDVcRzOZNJnJGqPtqrsh6jjqtV9OeM6/VrmeujZwc6S3xdwFXijXsRdSaSWx8MD4Hnnb53PYbFI1kCXWmAt62+9mLui8L8yBK/9XIDAneK9dYE+byVzmngKuQ9SxlmgQsT36g+/ZCeSUaRUqxWlci/v42jWapKHyx20lpTkNvNASwF5Ih/1wgKgjommlN1sZCAah7sSm15UEiEWITz3dNAgEDsRMzPqeSBxomGvJH7iZFbzX7A2HoDKuc/uXuafy3f4nhz7BuI5x3axvYOJ0e/OOavQSlahDHwTymRf6+uLZ13Xb54MRTXjBsL9aXpbrwAstDeyFIuyn1Kh2lJf1b6+KOdbl9Y7I+XesT7ByPAaBsDaAxYFQjn/n4nCUBiUC370Cn3WgvgzwnsBemPRw8OePnwHRWc+MQKGcxnUUdRDaQe3OLtwHSXf926sSKsTNT0/jxa0tLn6jqGgJAC+0ZLAXEplPuOpHS0rj73W47fPBTCBTT1IOIsHHCOoQwIGsFRsdUaBBBGFeaxR+WcJ7K5ovIvby/vhZ3h8/Wzl488mhT965OIwJTIo6mLpC1DGuU+a68LY12ulYQM/X3WDQ1dZac/999sI1rrbWxTgt6belg71QpO4HZffdhcV7iwoTbTIKBIPjTicQIFM9kwhEBYSejRucu2omTrfLYYjgPwegoVEDwlbe2pIlvPeI+x8IuXkV0cGE8cTpdofNRrmOlsJlFQHpLsmh8nPd3UuD8cCWFPbAID39k4IHXU0NC2ur9fv9xxsba4uLmROrbG4CDgQt0P7tVaOdjltj/YHPPTQUxGhw3jdw+aNz4I6u77m47IMby9xTeednMpNrOTwEpLe+5yI4llAwYJAD1AU+90AOE7IpsAqPQU5ZRYB708LobmnbEsReKBQadzpdba3BQFKrt6+PemHPEesaVbqg6IU6Ki29W7cMHTmINMhACHwCX3u9I31/Haoe/9eTQ59Uj/8rPbvCf/v3L/7z2PD6nosv/voPQHHIzxJyICQF7iUrh+phjwIPPILro940/F05Z0sTe6myQCBwoa/vwKanqu79D0QgJUDmf2Iu1FFeBjQ47Gj47MNTECMxELLcDHzWv/riyldfXPm/uVvBO3f+fferf9/9Ksk/AV7k/+Zu/d/cra++uAIuMfKbxBuy3Kxv4FNPNxAdTkLaBdLwfqSUeOjduiUXVWvTYyb2YhvkYJieD2M/RB0fMCsva9q0wbmrBkAITCjJEPtF8ZHOvCEmEZkGBzwn8LkHkEbfCF9ZiTfKcq6mhuYd1QdKS2yrCijXKYnOrrof5aJwWJrNxF68xoYnYir5MAQCCPu3V6E7ip94WqnXOygg43lmPM8HfgOKuzXWP9rpOFG3D1jOVrgKUCcP1i7LumGx1xn7GYYdDZm+dFlqJvbiNZicMGgLlltU9UDYYlnXu3ULkOHE6fZbY/3Ih3DECbCY4FRSaOBzD/Dbp55uV1urq37PoaptEMuBjsPuwiiVWQnY6KMUd6ADWWway3Q7lWZiLy77cnZWb2UfGw6EASU9iRGc+2yxrKM47N9e5arfA1D81NM9c/UMoBFwQjE5H5kSoFQ5H4EW/BcSGtLazNUzt8b6J063u9paw/7kpqfC/Fa4qqZgtV1QGY3olFxHJ7Dgb8c/nw34mLkWpZnYi8umJietKjlQvU8hm4uXiq706/CTy8s6K8qhVgFodO6qGTpycNjRMNrpmDjdDgxJD4AofEG/P3G6fbTTMexocDU1nNy9s3lH9aFnnqZgk13OFHtKHEquY6iDcWSlDqrpdirNxF5c5mpqkO3a8rNIJ3HpRLyEnPLAJ+Bk/bGStUdLSuHrNyvKmzZtwOPoD7539Affw6+bNm2of8xS/5iFziXKUI0+4jy4JDQJPIPoDoFHOZ8Kh/Vvr8q5JUFpMBN7sS0QDNJNKRJ79MPKOJDGgQ4BLcYYyJb4CF/gc+AAbB8tKUV1E3lICBkc+FMAXambAkGgVcR49JdHHMq58p6NG0y3U5qJvdh2w+cDh1Nv2xFFID4qtSXhn4gfphFEXTh5wP/iIwPJwg6Dt4aX3VtUaNdW8+jfS+8dCDzmdgL1LaVesFSZib3Y5mprVWrDSCeNytpR0kOtCvhovllRztiJgoE+6kFUecSJMSXSKOW2WNb9zyNrAEgn6vZJAWm2ooTBT4Z80GaQEzsS0mkm9mLY3WCweUc1VBdkc5kB6WHYA5/C/u1VvVu3dFRa3igqAj7RC7Sk6yi/TxHFECuhi5En8hKFGWZ6jpaUHitZC/PBQ0cOXujrgzb0qclJ1ldAd+IZUB/Vae/ZuCGHlDPTYyb2Ypiew2kVwR5FCJs26t265bbPNz83d33UO9rpcO6qgaxjTcHqmvvvo5/mhCI0CTw91EnXt8WyDsBGi/6jnQ7/pUuyHGcgS8WwLYVPc2tHQjrNxF4Mc7W1KrVAWZLwgBBR7jDs7Zifnr4+6nW1tZ6o23eoalttpJBtW1VgW1UABTfZw0Xf1ID6EHi03dRRXtZWUuooL4NfrHfrFlf9nqEjB32Dg3BfMDgJQH16ApvKPCfzOUGiajEvVO6ZiT0juxsMSjUXA58TeYDpJRu7W3eDwY+vXZuanLzQ1+dqajhRt695R/Vrletfq1yPwNPLrzL4Ucaj3AszvsBs407nbZ8voehLT5ERBFQOC6lvlmvBBhez0kDNxJ6RYUndINEiiUiK2CU6HHQ3GAzMzs5MT18f9X587RroVSrDLb00DO3tarGsS55zpiYna1WifbUquegO7RmAoSoz3mNmYs/IJjznrYVr9ASwlW1WVJUQSC/5mdHro169t5YxHsVeav092dEKvwYmltg8MWhqDB05mCtLmNNsJvaM7G4weH3Ue6JuX21xMR3hY/zDsJdy5VbI9xhgTx4005iqlXSS+uDPZ7MLLZZ1yHUm6gzMxF5cNjU5ebyxEXRcZMqBIgGxBxFOSopamGtNiPeMkz0LM0l9B7Qi0/BXmwoR8ZiJvQRsfnra1dZ66JmnpZYZTfoh9lK1Gee2zydjLSuZYJIHizlTtYqVJTwx1wLp0/7tVeNOp1lDj9NM7CVsgUBgwnMehLqYnBliL7VpvUAgwKrbFHtK+DkWZ5IAN0DBL1BTsHpvUWHTpg1DRw76L11Kj97MkjETewu3Gz4f0KC1cA1QAQQ/gL0UroMLBALKLfPG2FsM3gtFoj6Y6jhUtQ3bX0xL1EzsJWtAgyfq9h3Y9JS9cM0bRUX/88ga566aFNay7gaDVBdd+pwSfrSyl/IJOmgJuD7qNYkuGTOxlzIL3rkz4TnvampQLrVK0mDfS5y8R4t7gL0U8p5pqTITe6m3QCCQ8tc83tio3DSoxJ5cOWj2UmahmdjLDYOWLuUAoV7zNB2f09vBZFoGzcRebpirrVW5Y5DO6bKRBeS9tpLSidPtmf4LTONmYi837Fx393P33GNQ4tPrqOysKDexl51mYi837EJfnwSenj5vz8YNPRs39G7dAnpnvVu3mOLQWWgm9kwzLTNmYs800zJjJvZMMy0zZmLPNNMyYyb2TDMtM2ZizzTTMmMm9kwzLTNmYs800zJjJvZMMy0zZmLPNNMyYyb2TDMtM2ZizzTTMmMm9kwzLTNmYs800zJjJvZMMy0zZmLPNNMyYyb2TDMtM2ZizzTTMmP/H+AjCSCnliV+AAAAAElFTkSuQmCC" alt="" /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;REAL AVILES B&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;DOMINGO 4 SEPTIEMBRE - 18:30 H.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;ESTADIO NUEVO NALON&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;CLASIFICADO: 18º CON 0 PUNTOS&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;El próximo domingo, en un horario algo tardio para no coincidir con la etapa de la Vuelta Ciclista a España, con llegada a la cima del Angliru, se enfrentarán entreguinos y realavilesinos, en el que será el debút oficial ante su afición del conjunto rojiblanco.&lt;br /&gt;Los entreguinos, intentarán agradar a la parroquia y conseguir la primera victoria de la temporada, que se les escapó, el pasado sabado en Tudela Vegín.&lt;br /&gt;Enfrente, tendrán a un filial blanquiazul muy remozado, que intentará lograr su único objetivo en esta temporada, la permanencia y para eso intentará sumar los tres primeros puntos a su casillero, tras caer goleado en la jornada inaugural en su feudo, ante el Roces por cero goles a tres.&lt;br /&gt;Esta es la plantilla del filial blanquiazul para la presente temporada:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;p style="text-align: justify"&gt;Álex  								Martínez, será el entrenador del filial  								avilesino, después de comenzar la temporada  								pasada en el Atlético Avilés y acabarla en el  								equipo de Liga Nacional tras el cese de Manel.  								El técnico praviano promoverá una renovación del  								filial apostando por la juventud con la llegada  								de once incorporaciones, de las cuales nueve  								proceden de equipos juveniles de Liga Nacional.  								El cuerpo técnico está pendiente de cerrarse,  								tras rechazar continuar Calleja como ayudante,  								"buscamos un preparador físico que también haga  								las funciones de 2º entrenador".&lt;/p&gt; 								&lt;p style="text-align: justify"&gt; 								En el equipo continuarán siete jug&lt;span style="font-family:Arial;"&gt;&lt;span style="LINE-HEIGHT: 16px; " class="Apple-style-span"&gt;adores, 									&lt;/span&gt; 								&lt;/span&gt; 								&lt;span style="LINE-HEIGHT: 16px; FONT-FAMILY: Arial, Helvetica, sans-serif; " class="Apple-style-span"&gt; 										&lt;span style="font-family: Arial"&gt;Fran,  								Samuel, Marcos, Álex Robledo, Hugo, Suero y  								Magadán, que serán al comienzo de la temporada  								más de diez porque siete jugadores harán la  								pretemporada con el primer equipo, algunos  								podrían quedar, otros abandonar el club si no  								quedan en la primera plantilla y otros recalarán  								en el filial, es el caso de &lt;/span&gt; 								&lt;span style="font-size: 12.0pt; font-family: Arial"&gt; 								Javi Pena extremo zurdo, Juanín mediocentro,  								Josín mediocentro, Piñera mediapunta, Sergio  								mediocentro, Héctor lateral derecho e Ito  								delantero procedente del juvenil de Liga  								Nacional, que ya debutó con el primer equipo al  								final de la temporada y es un jugador en el que  								el técnico del filial tiene muchas esperanzas  								depositadas.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; 								&lt;p style="text-align: justify"&gt; 								&lt;span style="LINE-HEIGHT: 16px; " class="Apple-style-span"&gt; 										&lt;span style="font-family: Arial"&gt;Son  								baja en el equipo &lt;/span&gt; 									&lt;/span&gt;&lt;span style="font-family:Arial;"&gt;Raúl Paulino y  								Marcos, que suben al primer equipo, el lateral  								Millán que jugará cedido en el Valsa, al igual  								que Manu, que lo hará en el Navarro. el  								delantero Kaki que es el último fichaje del  								Tuilla, Busti fichado por el Muros Balompié,  								Patía, salido del juvenil que jugará cedido en  								La Caridad, Raúl que posiblemente abandone la  								práctica del fútbol y Berto, Diego, Moisés, Javi  								Riesgo, Dani y Kike que de momento no tienen  								equipo.&lt;/span&gt;&lt;/p&gt; 								&lt;p style="text-align: justify"&gt; 								&lt;span style="font-family:Arial;"&gt;Once jugadores reforzarán el  								equipo, siendo la mayoría recién salidos de  								juveniles:&lt;/span&gt;&lt;/p&gt; 								&lt;p style="text-align: justify"&gt; 								&lt;span style="font-family:Arial;"&gt;- Carlos, portero procedente  								del Raíces L.N.&lt;br /&gt;								- Iván, lateral derecho del Barcia C.F.&lt;br /&gt;								- Iván Jesús, central del Navarro L.N.&lt;br /&gt;								- Enol, lateral izquierdo de La Braña L.N.&lt;br /&gt;								- Bastida, medio del Mosconia, que ya jugó en el  								Avilés, llegando a debutar con el primer equipo.&lt;br /&gt;								- Vivi, mediocentro del Llano 2000 L.N.&lt;br /&gt;								- Rigo, defensa central, Borja, mediocentro,  								Álex Fdez, mediocentro, David, delantero, y Juan  								Pablo exterior zurdo procedentes del equipo  								juvenil de L.N. al que entrenó esta temporada  								Álex Martínez&lt;/span&gt;&lt;/p&gt;(Fuente la pagina del Fútbol Asturiano)&lt;br /&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/27158697537021065-573372319328440466?l=lentregudatos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lentregudatos.blogspot.com/feeds/573372319328440466/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=27158697537021065&amp;postID=573372319328440466' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/573372319328440466'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/573372319328440466'/><link rel='alternate' type='text/html' href='http://lentregudatos.blogspot.com/2011/08/2-jornada-tda-20112012.html' title='2ª JORNADA TDA. 2011/2012'/><author><name>entreguin</name><uri>http://www.blogger.com/profile/11345921601730133182</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://3.bp.blogspot.com/-2vV76wba_Xo/TlyT4bjfSVI/AAAAAAAAANA/X59WCB5hcOU/s220/images.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-27158697537021065.post-3525650637034704068</id><published>2011-08-30T08:51:00.001+01:00</published><updated>2011-08-30T08:52:32.490+01:00</updated><title type='text'>TODOS LOS L´ENTREGU - R. AVILES B</title><content type='html'>Tan solo en una ocasion se han enfrentado estos dos equipos, a orillas del nalón, la pasada temporada, en la que empataron a tres goles.&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/27158697537021065-3525650637034704068?l=lentregudatos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lentregudatos.blogspot.com/feeds/3525650637034704068/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=27158697537021065&amp;postID=3525650637034704068' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/3525650637034704068'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/3525650637034704068'/><link rel='alternate' type='text/html' href='http://lentregudatos.blogspot.com/2011/08/todos-los-lentregu-r-aviles-b.html' title='TODOS LOS L´ENTREGU - R. AVILES B'/><author><name>entreguin</name><uri>http://www.blogger.com/profile/11345921601730133182</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://3.bp.blogspot.com/-2vV76wba_Xo/TlyT4bjfSVI/AAAAAAAAANA/X59WCB5hcOU/s220/images.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-27158697537021065.post-5764510309964206498</id><published>2011-08-29T09:29:00.003+01:00</published><updated>2011-08-29T09:48:26.348+01:00</updated><title type='text'>SOLAMENTE FALTO SENTENCIAR</title><content type='html'>UN L´ENTREGU SUPERIOR SOLO SE PUEDE TRAER UN EMPATE DE TUDELA VEGUIN&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img style="width: 103px; height: 139px;" 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" alt="" /&gt;                  &lt;img style="width: 93px; height: 124px;" 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;U. COMERCIAL 1 - L´ENTREGU C. F. 1&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;Un L´Entregu superior a su oponente, solo pudo traerse un punto en su visita a Tudela Veguín, en el desplazamiento correspondiente a la jornada inaugural de Liga, en la Regional Preferente.&lt;br /&gt;Los de Redondo, fueron netamente superiores a su oponente, pero no supieron rematar el encuentro, cuando tuvieron la ocasión.&lt;br /&gt;Se adelantaron los rojiblancos, mediada la primera mitad, con un gran gol de Hector, desde fuera del area.&lt;br /&gt;Se inicia el segundo acto y tras una de las múltiples faltas con que fueron castigados los entreguinos, cerca de su área, el colegiado decreta penalti, por manos de Guillermo y que significaria el tanto local.&lt;br /&gt;Pero la jugada del encuentro llegaria con empate a uno en el marcador, tras cometer un claro penalti a Jose Antonio y ser expulsado el defensa local.Vallina, fue el encargado de ejecutar el lanzamiento, pero su disparo, sale rozando la escuadra y con el las esperanzas de victoria.&lt;br /&gt;Todavia gozaron los rojiblancos de varias ocasiones hasta el final del encuentro, la mas clara, un acrobatico remate de Jose Antonio al travesaño y porsupuesto, un tanto legal, que le fue escamoteado al equipo rojiblanco, ya en la recta final.&lt;br /&gt;Y es que cuando mas volcados estaban los rojiblancos, en busca de la victoria, pudo llegar la derrota, en varios contraataques.&lt;br /&gt;En definitiva, una pena de resultado, porque por futbol y ocasiones, se merecio los tres puntos, siendo superiores a su oponente, faltando solo rematar la faena.&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/27158697537021065-5764510309964206498?l=lentregudatos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lentregudatos.blogspot.com/feeds/5764510309964206498/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=27158697537021065&amp;postID=5764510309964206498' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/5764510309964206498'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/5764510309964206498'/><link rel='alternate' type='text/html' href='http://lentregudatos.blogspot.com/2011/08/salamente-falto-sentenciar.html' title='SOLAMENTE FALTO SENTENCIAR'/><author><name>entreguin</name><uri>http://www.blogger.com/profile/11345921601730133182</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://3.bp.blogspot.com/-2vV76wba_Xo/TlyT4bjfSVI/AAAAAAAAANA/X59WCB5hcOU/s220/images.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-27158697537021065.post-3370378188997249335</id><published>2011-08-22T11:31:00.006+01:00</published><updated>2011-08-22T12:11:57.331+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1ª jornada 11/12(comercial)'/><title type='text'>1ª JORNADA TDA. 2011/2012</title><content type='html'>&lt;div style="text-align: center;"&gt;PROXIMO RIVAL&lt;br /&gt;&lt;br /&gt;&lt;img style="width: 121px; height: 162px;" 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" alt="" /&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family:Arial;font-size:85%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: center;"&gt;UNION COMERCIAL&lt;br /&gt;SABADO 27 AGOSTO - 18 H.&lt;br /&gt;CAMPO DE LA ISLA&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family:Arial;font-size:85%;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;El próximo sabado arranca la liga en la regional preferente con el desplazamiento del conjunto entreguino hasta la cercana localidad de Tudela Veguin, donde se medirá al Comercial, conjunto que al igual que los rojiblancos, logró la permanencia en la ultima jornada de la pasada campaña, y que tras una profunda renovacion en su plantilla, parte con el objetivo de mantener la categoria.&lt;br /&gt;&lt;br /&gt;Esta es la plantilla del once cementero para la presente campaña:&lt;br /&gt;&lt;br /&gt;Continuan de la pasada temporada:&lt;br /&gt;Collado,Joka,Angel,Marcos Paz,Jorge Vazquez, René,Javi Diaz, Ares, Raul y Pelayo.&lt;br /&gt;&lt;br /&gt;Son nuevas incorporaciones:&lt;br /&gt;Santorum(entrenador),Alvaro,Carlos,Adrian(Rosal),Chus Antuña, Diego y Berto(sin equipo),Fran(Pumarin)&lt;br /&gt;&lt;br /&gt;Son bajas respecto a la pasada temporada:&lt;br /&gt;Rchard(entrenador)Javi Garcia(Siero),Javi Suarez(L´Entregu),Loredo(R.Carbayin)Quinos(Nalon),Chino,Gonzalo y Dani Marquez(retirados),Dani Fdez(erasmus)Berto y Omar&lt;br /&gt;&lt;br /&gt;(Fuente Futbol Asturiano)&lt;br /&gt;&lt;br /&gt;Estos son los principales datos del conjunto de Veguin:&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;table class="infobox_v2"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;th class="cabecera fn org" colspan="2" style="text-align:center; background-color:transparent;"&gt;Unión Comercial&lt;/th&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;Nombre completo&lt;/th&gt; &lt;td class="" style=""&gt;Unión Comercial Club de Fútbol&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;Apodo(s)&lt;/th&gt; &lt;td class="" style=""&gt;&lt;span class="nickname"&gt;&lt;i&gt;Comerciales&lt;/i&gt;, &lt;i&gt;Blanquinegros&lt;/i&gt;&lt;/span&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;Estadio&lt;/th&gt; &lt;td class="" style=""&gt;&lt;a href="http://es.wikipedia.org/w/index.php?title=Estadio_La_Isla&amp;amp;action=edit&amp;amp;redlink=1" class="new" title="Estadio La Isla (aún no redactado)"&gt;Estadio La Isla&lt;/a&gt;,&lt;br /&gt;&lt;a href="http://es.wikipedia.org/wiki/Tudela_Vegu%C3%ADn" title="Tudela Veguín"&gt;Tudela Veguín&lt;/a&gt;, &lt;a href="http://es.wikipedia.org/wiki/Espa%C3%B1a" title="España"&gt;España&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;Capacidad&lt;/th&gt; &lt;td class="" style=""&gt;1.500&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;Presidente&lt;/th&gt; &lt;td class="" style=""&gt;&lt;span class="flagicon"&gt;&lt;img alt="Bandera de España" src="http://upload.wikimedia.org/wikipedia/commons/thumb/9/9a/Flag_of_Spain.svg/20px-Flag_of_Spain.svg.png" class="thumbborder" height="13" width="20" /&gt;&lt;/span&gt; &lt;a href="http://es.wikipedia.org/w/index.php?title=Severino_Chamizo_S%C3%A1nchez&amp;amp;action=edit&amp;amp;redlink=1" class="new" title="Severino Chamizo Sánchez (aún no redactado)"&gt;Severino Chamizo Sánchez&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;Liga&lt;/th&gt; &lt;td class="" style=""&gt;&lt;a href="http://es.wikipedia.org/wiki/Regional_Preferente_de_Asturias" title="Regional Preferente de Asturias"&gt;Regional Preferente de Asturias&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;th class="" scope="row" style="text-align:left; width:36%"&gt;&lt;a href="http://es.wikipedia.org/wiki/Regional_Preferente_de_Asturias_2009/10" title="Regional Preferente de Asturias 2009/10"&gt;2010-11&lt;/a&gt;&lt;/th&gt; &lt;td class="" style=""&gt;15º&lt;/td&gt; &lt;/tr&gt; &lt;tr class=""&gt; &lt;td colspan="2" class="" style="text-align:center;"&gt; &lt;table class="toccolours" style="padding:0; margin:0; background-color:#fff; width:100%; text-align:center"&gt; &lt;tbody&gt;&lt;tr&gt; &lt;td style="text-align:center"&gt; &lt;table style="background-color:#fff; width:90px; margin:0 auto; padding:0; text-align:center" cellpadding="0" cellspacing="0"&gt; &lt;tbody&gt;&lt;tr&gt; &lt;td style="background-color:#FFFFFF"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_left_arm_blackshoulders.png" class="image"&gt;&lt;img alt="Kit left arm blackshoulders.png" src="http://upload.wikimedia.org/wikipedia/commons/f/f8/Kit_left_arm_blackshoulders.png" height="59" width="31" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td style="background-color:#FFFFFF"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_body_blackstripes.png" class="image"&gt;&lt;img alt="Kit body blackstripes.png" src="http://upload.wikimedia.org/wikipedia/commons/9/97/Kit_body_blackstripes.png" height="59" width="38" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td style="background-color:#FFFFFF"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_right_arm_blackshoulders.png" class="image"&gt;&lt;img alt="Kit right arm blackshoulders.png" src="http://upload.wikimedia.org/wikipedia/commons/1/14/Kit_right_arm_blackshoulders.png" height="59" width="31" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr&gt; &lt;td style="background-color:#000000" colspan="3"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_shorts.svg" class="image"&gt;&lt;img alt="Kit shorts.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/a/af/Kit_shorts.svg/100px-Kit_shorts.svg.png" height="36" width="100" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr&gt; &lt;td style="background-color:#000000" colspan="3"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_socks.svg" class="image"&gt;&lt;img alt="Kit socks.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/e/ee/Kit_socks.svg/100px-Kit_socks.svg.png" height="25" width="100" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr&gt; &lt;td colspan="3" style="font-weight:bold; text-align:center"&gt;Titular&lt;/td&gt; &lt;/tr&gt; &lt;/tbody&gt;&lt;/table&gt; &lt;/td&gt; &lt;td style="text-align:center"&gt; &lt;table style="background-color:#fff; width:90px; margin:0 auto; padding:0; text-align:center" cellpadding="0" cellspacing="0"&gt; &lt;tbody&gt;&lt;tr&gt; &lt;td style="background-color:#FFFFFF"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_left_arm.svg" class="image"&gt;&lt;img alt="Kit left arm.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/7/7f/Kit_left_arm.svg/31px-Kit_left_arm.svg.png" height="59" width="31" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td style="background-color:#FFFFFF"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_body.svg" class="image"&gt;&lt;img alt="Kit body.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/8/83/Kit_body.svg/38px-Kit_body.svg.png" height="59" width="38" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td style="background-color:#FFFFFF"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_right_arm.svg" class="image"&gt;&lt;img alt="Kit right arm.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/c/cd/Kit_right_arm.svg/31px-Kit_right_arm.svg.png" height="59" width="31" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr&gt; &lt;td style="background-color:#FFFFFF" colspan="3"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_shorts.svg" class="image"&gt;&lt;img alt="Kit shorts.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/a/af/Kit_shorts.svg/100px-Kit_shorts.svg.png" height="36" width="100" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr&gt; &lt;td style="background-color:#FFFFFF" colspan="3"&gt;&lt;a href="http://es.wikipedia.org/wiki/Archivo:Kit_socks.svg" class="image"&gt;&lt;img alt="Kit socks.svg" src="http://upload.wikimedia.org/wikipedia/commons/thumb/e/ee/Kit_socks.svg/100px-Kit_socks.svg.png" height="25" width="100" /&gt;&lt;/a&gt;&lt;/td&gt; &lt;/tr&gt; &lt;tr&gt; &lt;td colspan="3" style="font-weight:bold; text-align:center"&gt;Alternativo&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;span style="font-family:Arial;font-size:85%;"&gt;(Fuente Wikipedia)&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/27158697537021065-3370378188997249335?l=lentregudatos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lentregudatos.blogspot.com/feeds/3370378188997249335/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=27158697537021065&amp;postID=3370378188997249335' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/3370378188997249335'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/3370378188997249335'/><link rel='alternate' type='text/html' href='http://lentregudatos.blogspot.com/2011/08/1-jornada-tda-20112012.html' title='1ª JORNADA TDA. 2011/2012'/><author><name>entreguin</name><uri>http://www.blogger.com/profile/11345921601730133182</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://3.bp.blogspot.com/-2vV76wba_Xo/TlyT4bjfSVI/AAAAAAAAANA/X59WCB5hcOU/s220/images.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-27158697537021065.post-297816025975504442</id><published>2011-08-22T11:28:00.001+01:00</published><updated>2011-08-22T11:31:28.714+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='todos los comercial - entrego'/><title type='text'>TODOS LOS COMERCIAL- EL ENTREGO</title><content type='html'>Estos son todos los resultados entre ambos equipos:&lt;br /&gt;&lt;br /&gt;&lt;div align="center"&gt;&lt;strong&gt;TODOS LOS CLUB &lt;span id="SPELLING_ERROR_3" class="blsp-spelling-error"&gt;VEGUÍN&lt;/span&gt; - U. D. EL ENTREGO&lt;/strong&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;strong&gt;&lt;/strong&gt; &lt;/div&gt;&lt;div align="center"&gt;&lt;strong&gt;J G E P F C&lt;/strong&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;strong&gt;2 2 0 0 6 2&lt;br /&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div align="center"&gt; &lt;/div&gt;&lt;div align="center"&gt;&lt;span id="SPELLING_ERROR_4" class="blsp-spelling-error"&gt;TDA&lt;/span&gt;. 47/48 - 2ª &lt;span id="SPELLING_ERROR_5" class="blsp-spelling-error"&gt;REG&lt;/span&gt;.: CLUB &lt;span id="SPELLING_ERROR_6" class="blsp-spelling-error"&gt;VEGUÍN&lt;/span&gt; 1 - U. D. EL ENTREGO 2&lt;/div&gt;&lt;div align="center"&gt;&lt;span id="SPELLING_ERROR_7" class="blsp-spelling-error"&gt;TDA&lt;/span&gt;. 49/50 - 2ª &lt;span id="SPELLING_ERROR_8" class="blsp-spelling-error"&gt;REG&lt;/span&gt;.: CLUB &lt;span id="SPELLING_ERROR_9" class="blsp-spelling-error"&gt;VEGUÍN&lt;/span&gt; 1 - U. D. EL ENTREGO 4&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt; &lt;/div&gt;&lt;div align="center"&gt;&lt;strong&gt;TODOS LOS U. COMERCIAL - EL ENTREGO C. D.&lt;/strong&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;strong&gt;&lt;/strong&gt; &lt;/div&gt;&lt;div align="center"&gt;&lt;strong&gt;J G E P F C&lt;/strong&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;strong&gt;2 1 0 1 3 2&lt;br /&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div align="center"&gt; &lt;/div&gt;&lt;div align="center"&gt;&lt;span id="SPELLING_ERROR_10" class="blsp-spelling-error"&gt;TDA&lt;/span&gt;. 81/82 - R. &lt;span id="SPELLING_ERROR_11" class="blsp-spelling-error"&gt;PRE&lt;/span&gt;.: U. COMERCIAL 1 - EL ENTREGO C. D. 0&lt;/div&gt;&lt;div align="center"&gt;&lt;span id="SPELLING_ERROR_12" class="blsp-spelling-error"&gt;TDA&lt;/span&gt;. 85/85 - R. &lt;span id="SPELLING_ERROR_13" class="blsp-spelling-error"&gt;PRE&lt;/span&gt;.: U. COMERCIAL 1 - EL ENTREGO C. D. 3&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt; &lt;/div&gt;&lt;div align="center"&gt;&lt;strong&gt;TODOS LOS U. COMERCIAL - L´&lt;span id="SPELLING_ERROR_14" class="blsp-spelling-error"&gt;ENTREGU&lt;/span&gt; C. F.&lt;br /&gt;J G  E P F C&lt;br /&gt;4 1 3 0 8 6&lt;br /&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div align="center"&gt; &lt;/div&gt;&lt;div align="center"&gt;&lt;span id="SPELLING_ERROR_15" class="blsp-spelling-error"&gt;TDA&lt;/span&gt;. 04/05 - 1ª &lt;span id="SPELLING_ERROR_16" class="blsp-spelling-error"&gt;REG&lt;/span&gt;.: U. COMERCIAL 0 - L´&lt;span id="SPELLING_ERROR_17" class="blsp-spelling-error"&gt;ENTREGU&lt;/span&gt; C. F. 0&lt;/div&gt;&lt;div align="center"&gt;&lt;span id="SPELLING_ERROR_18" class="blsp-spelling-error"&gt;TDA&lt;/span&gt;. 06/07 - 1ª &lt;span id="SPELLING_ERROR_19" class="blsp-spelling-error"&gt;REG&lt;/span&gt;.: U. COMERCIAL 2 - L´&lt;span id="SPELLING_ERROR_20" class="blsp-spelling-error"&gt;ENTREGU&lt;/span&gt; C .F. 2&lt;/div&gt;&lt;div align="center"&gt;&lt;span id="SPELLING_ERROR_21" class="blsp-spelling-error"&gt;TDA&lt;/span&gt;. 08/09 - R. &lt;span id="SPELLING_ERROR_22" class="blsp-spelling-error"&gt;PRE&lt;/span&gt;.: U. COMERCIAL 2 - L´&lt;span id="SPELLING_ERROR_23" class="blsp-spelling-error"&gt;ENTREGU&lt;/span&gt; C. F. 2&lt;br /&gt;TDA. 09/10 - R. PRE.: U. COMECIAL 2 - L´ENTREGU C. F. 4&lt;br /&gt;TDA. 10/11 - R. PRE.: U. COMERCIAL 1 - L´ENTREGU C. F. 0&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center"&gt; &lt;/div&gt;&lt;div align="center"&gt;&lt;strong&gt;TOTAL DE ENFRENTAMIENTOS&lt;br /&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;strong&gt;&lt;/strong&gt; &lt;/div&gt;&lt;div align="center"&gt;&lt;strong&gt;J G E P F C&lt;/strong&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;strong&gt;9 4 3 2 17 11&lt;/strong&gt;&lt;br /&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/27158697537021065-297816025975504442?l=lentregudatos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lentregudatos.blogspot.com/feeds/297816025975504442/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=27158697537021065&amp;postID=297816025975504442' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/297816025975504442'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/27158697537021065/posts/default/297816025975504442'/><link rel='alternate' type='text/html' href='http://lentregudatos.blogspot.com/2011/08/todos-los-comercial-el-entrego.html' title='TODOS LOS COMERCIAL- EL ENTREGO'/><author><name>entreguin</name><uri>http://www.blogger.com/profile/11345921601730133182</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://3.bp.blogspot.com/-2vV76wba_Xo/TlyT4bjfSVI/AAAAAAAAANA/X59WCB5hcOU/s220/images.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-27158697537021065.post-8839394768452035156</id><published>2011-08-02T12:15:00.003+01:00</published><updated>2011-08-02T12:32:11.483+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='el sporting b se lleva el IX memorial Tinutu'/><title type='text'>EL SPORTING B SE LLEVA EL MEMORIAL TINUTU</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;img 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
