<?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:blogger='http://schemas.google.com/blogger/2008' 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-4187156070350715202</id><updated>2025-03-04T14:05:53.753-05:00</updated><category term="noticias diarias"/><category term="Operaciones del dia"/><category term="analisis tecnico diario"/><category term="niveles y tendencias claves del dia"/><category term="Eventos fundamentales"/><category term="Articulos Interesantes"/><category term="Aprendiendo el mercado forex"/><category term="Euro dolar"/><category term="forex"/><category term="Estrategias de forex"/><category term="mercado forex."/><category term="Curso de Forex (Videos)"/><category term="mercado forex"/><category term="euro dólar"/><category term="AUD/JPY"/><category term="Forex. Análisis técnico"/><category term="Petroleo"/><category term="Revista Forex"/><category term="fraude"/><category term="Dias festivos mundiales"/><category term="analisis tecnico semanal"/><category term="análisis"/><category term="EUR/JPY"/><category term="analisis"/><category term="análisis técnico"/><category term="dolar canadiense"/><category term="mercado"/><category term="mercado de divisas"/><category term="noticias"/><category term="usd cad"/><category term="Anuncios"/><category term="Artículos"/><category term="Notificaciones a los Usuarios"/><category term="analisis tecnico mensual"/><category term="análisis del día"/><category term="dolar yen"/><category term="Artículos interesantes"/><category term="Calendario económico"/><category term="EUR/USD"/><category term="Horarios del mercado forex"/><category term="Indicadores"/><category term="Medias Moviles (uso)"/><category term="SSI ratio"/><category term="analisis de bitcoin"/><category term="revista"/><category term="Entidades Reguladoras"/><category term="FXCM"/><category term="Heiken Ashi"/><category term="Libra Dolar"/><category term="NZD-USD"/><category term="Revista forex online. forex"/><category term="abalizo técnico"/><category term="análisis del día."/><category term="bitcoin"/><category term="bitcoin bajo la lupa"/><category term="bitcoin espejismo."/><category term="bitcoin review"/><category term="bitcoins"/><category term="chart"/><category term="criptodivisa"/><category term="criptomoneda"/><category term="educacion financiera"/><category term="errores de los traders"/><category term="mercados financieros"/><category term="noticias forex."/><category term="nuevo blog"/><category term="revista de forex"/><category term="revista de trading"/><category term="todo sobre el bitcoin"/><title type='text'>INGRESA AL IMPRESIONANTE MUNDO DEL MERCADO FOREX</title><subtitle type='html'>analisis del mercado FOREX, información del mercado forex, noticias, graficos, articulos, estrategias, sistema de inversión en forex, fxbot, MIG BANK, invertir en forex, finanzas forex es un fraude, como detectar fraudes en el forex, no invertir en forex macro ni en vanfund</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>447</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-7323386103974861112</id><published>2018-06-19T10:45:00.000-05:00</published><updated>2018-06-19T10:45:01.131-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="analisis"/><category scheme="http://www.blogger.com/atom/ns#" term="analisis de bitcoin"/><category scheme="http://www.blogger.com/atom/ns#" term="analisis tecnico diario"/><category scheme="http://www.blogger.com/atom/ns#" term="analisis tecnico mensual"/><category scheme="http://www.blogger.com/atom/ns#" term="Curso de Forex (Videos)"/><category scheme="http://www.blogger.com/atom/ns#" term="Estrategias de forex"/><category scheme="http://www.blogger.com/atom/ns#" term="EUR/USD"/><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="Horarios del mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="Indicadores"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="nuevo blog"/><title type='text'>MUDANZA DEL BLOG</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://forexavier.wixsite.com/inversiones&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot; NUEVO BLOG&quot; border=&quot;0&quot; data-original-height=&quot;823&quot; data-original-width=&quot;1476&quot; height=&quot;355&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNCxSmAaxC7RoDlbsPpAehOvFp9FGsUb6dkA3Yt1RdJ42TckgaP3hB_RYdWclp0YgtgQaY3CAsrr_uIG2fLd8Vr_JFwHcgYoEVVDo534R8fvOHkMCgkSYL1HFuxpt6w15ExB70Q1e4ulU/s640/nuevo+blog.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Hola a todos, acabo de crear otro blog en otra plataforma que será más fácil revisar el contenido y tener herramientas que les pueda ayudar a todos en sus análisis y operaciones.&lt;/div&gt;
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https://forexavier.wixsite.com/inversiones&lt;br /&gt;
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saludos y éxitos&lt;br /&gt;
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Econ. Xavier Rodriguez&lt;br /&gt;
Esp. en mercado de capitales&lt;br /&gt;
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https://content.yudu.com/libraryHtml/A43836/Englishedition37/reader.html&lt;br /&gt;
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de abril - junio 2018&lt;br /&gt;
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Saludos.&lt;br /&gt;
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Hola a todos, primero quiero hacer un comentario y análisis personal de esta criptodivisa. Coincido con algunos analistas y entre ellos el famoso Warrent Buffet multimillonario y el mejor inversionista.&lt;/div&gt;
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Bitcoin como criptodivisa perdió su rumbo, tiene demasiados defectos por así decirlo, empecemos a nombrarlos:&lt;/div&gt;
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1.- Es ideal para lavar dinero, algunos dicen &quot;pero si puede lavar dinero con cualquier divisa&quot; la respuesta es si, pero es más fácil hacerlo con el bitcoin puesto que es anónimo y el criminal puede obtener el dinero directamente del usuario final sin que nadie sepa nada.&lt;/div&gt;
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2.- Quién en sus sano juicio puede aceptar bitcoin por su trabajo como servicio o vendiendo algún producto? bueno, si hay compañías que lo están haciendo, no se cómo pero lo hacen, por qué soy tan duro en esto, pues porque el bitcoin no tiene ninguna estabilidad, llegó a estar en 20,000 dolares, pueden creerlo? es una pregunta retórica pues si, estuvo en ese precio, yo había realizado análisis, pero no los había subido, se cumplieron todos, el único que subí a twitter, mencionaba que el bitcoin llegaría hasta los 6,000, bueno ya está en 6,300.&amp;nbsp;&lt;/div&gt;
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Hagamos un ejemplo, si te dedicas a vender carros, digamos, uno que cueste 20,000 dolares, y cuando el bitcoin estuvo en ese precio te compraron un carro por un bitcoin, y luego de un par de meses ya vale 6,3000, entonces perdiste mucho dinero. No hay estabilidad, no es como las divisas que operas con los 4 últimos decimales.&lt;/div&gt;
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3.- Tienes que tener una clave para tener tus bitcoins, esa clave es muy larga, se te pierde y pierdes todos tus bitcoins, no es como tener el dinero en el banco y que sabes que si se te pierde tu clave, simplemente vas al banco y te dan otra.&lt;/div&gt;
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4.- Decían que nadie o que era muy difícil de hackear esta criptodivisa, pero en realidad no ha sido tanto así, pues es lo que se ha visto últimamente.&lt;/div&gt;
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5.- Solo hay 21 millones de bitcoins, que pasará cuando se acaben? nadie más puede comprarlos?. un mercado limitado, hasta el mes de abril ya estaban minados 17 millones de bitcoins.&lt;/div&gt;
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6.- Para que se necesita el bitcoin, si ya se tiene dinero electrónico, todo el dinero que usamos para comprar y no es el billete, el efectivo, ya es dinero electrónico. Y lo veo hasta más seguro y se hacen transacciones más rápidas.&lt;/div&gt;
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7.- El bitcoin solo está funcionando como algo especulativo, y mientras más regulaciones hayan, va a perder su potencia y llegará a valer 0.&lt;/div&gt;
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8.- El bitcoin ni siquiera debe ser considerado una divisa, puesto que trabaja como un commodity, han hecho una copia de como seria el ORO. Pues así es como funciona, con las diferencias de que el oro es algo físico y no se sabe cuanto oro puede haber en total y el volumen de operaciones del Bitcoin todavía no puede compararse con el ORO ni con ninguna otra divisa.&lt;/div&gt;
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&lt;span style=&quot;background-color: #141d26; color: white; font-family: &amp;quot;Segoe UI&amp;quot;, Arial, sans-serif; font-size: 14px;&quot;&gt;https://twitter.com/forexavier/status/994927113324191746&lt;/span&gt;&lt;/div&gt;
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Si tienes una opinion diferente a la mía, esta bien, no tengo la verdad absoluta, simplemente es mi apreciación en base a lo que conozco, en base a lo que he estudiado e investigado.&amp;nbsp;&lt;/div&gt;
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Todos los comentarios son bienvenidos siempre y cuando sean respetuosos.&lt;/div&gt;
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Saludos y éxitos&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Econ. Xavier Rodriguez Torres&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Esp. en mercado de capitales&lt;/div&gt;
&lt;br /&gt;
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&lt;!-- AddThis Button END --&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/3112751298155459874/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2018/06/bitcoin-bajo-la-lupa.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/3112751298155459874'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/3112751298155459874'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2018/06/bitcoin-bajo-la-lupa.html' title='BITCOIN BAJO LA LUPA'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzdHlt-w2qEgYuRpnVfBNGR5mxV9wtGM4Xhv-h9By55ps_bmVnRDLBfyGo-QnSK381YSgPmUfYMbaiRM7FdPlB-KxyYDOzcJvEawx9cj8OrqQxSRHdVuJ2vfAmlrJKoayRPmmh6LPAZOk/s72-c/bitcoin1.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-7404081200820520810</id><published>2018-06-13T14:41:00.000-05:00</published><updated>2018-06-13T14:41:04.633-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="analisis"/><category scheme="http://www.blogger.com/atom/ns#" term="analisis tecnico diario"/><category scheme="http://www.blogger.com/atom/ns#" term="Calendario económico"/><category scheme="http://www.blogger.com/atom/ns#" term="chart"/><category scheme="http://www.blogger.com/atom/ns#" term="Estrategias de forex"/><category scheme="http://www.blogger.com/atom/ns#" term="Euro dolar"/><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="Forex. Análisis técnico"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado de divisas"/><title type='text'>ANÁLISIS TÉCNICO EUR/USD 1D CHART</title><content type='html'>&lt;img 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&quot; 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&lt;div style=&quot;text-align: justify;&quot;&gt;
Hola a todos, retomando los análisis del mercado forex, empiezo con el Eur/Usd, observando el gráfico de diario, notamos que la tendencia del este par sigue a la baja pero está comenzando a consolidarse y sin darnos una señal consistente para entrar al mercado, por lo menos no en esta temporalidad, pero sabemos que si en una temporalidad menor es recomendable solo tomar en cuenta las de tendencias bajistas puesto que no debemos irnos en contra de la tendencia del mercado.&lt;/div&gt;
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a+pSutEsUnAmmsCBgtbbxfoKZ3DxSPTXDQDSzUtzraKiQip2mG4dbuGW1/V6MZbhnGsmkL39mhkykD1lEwGXCJzsihQhlBP0EuESlU0vheQ2RcfUqVPZhUOHXWwusU6ri2Sw9HYxvZxuI9bA9+q3m8jkULH0IoBFL+AEtJ5//nl//CWxpRyMGejl272RjmCWXuJ3yQC9gll6kSseAbHu3buDbgYEUMnNj26Go0ePZrG+Eu1wY+kl6iHCMCcLsETTLlR/3Dywhyo7kb83uqmPbqJqRsCLAtzv2JGPlBRg1KheOPfc5uoCOeRIVN08E8hAL8+kNHNNXUpdzZIZeBEo4FZLXkANlQD6NMJutfca7MiWZ+emJ5s3kdPZzSE7C7lwzDUTyN4j6EXFiLG5eLHWnRjpfLCYXCI8e/XVV/Hee++xmECTJk2q1lJejviF1eVR/M6a3mn3RjtJgpWrftsJbw6ZmF7cgkSM4yX+TaCLXB0JdJF7I1mOGejlg16hYnolG/QKFtOLLOEolteiRYtYrDSKgUYQjB4gKK6VTEy48F4t3pcuuiKS5ReP/0ZrW6iYXqQNpSErMaeYXtwajMcBS0QNnUZF94Hd+1GOrxKNburjleiavffeJixfvo8JM3RoB/zkJx3VRTIAx2jmiQJ6hST6NaqnSvBcOpq5hS7heHl3ssgKF1Ai3crLyxHpet1qH014ZA1kH822qMQiC7WjZbj74WQh5+V1FI61JZ7LTCkoKKikDtStWzee+5G0bQ+2eyN3naKXcHEXOKed44ylV2BML4p5xnfSI0umMWPGgNxCxd0bk8m9cejQobDbvZEHqOfWhDxOmpMlVCJdrKKLosrujQS6CJJxN2MOp0kbcffGZHRtJA10HtgTaV7p9sXopq5cMmhGwe0pyD0dffo0Y1Zfqakp6mIJOZJBN1cCGVDomXxmrqlLqaOZCWQfn4Hsww1nQrkWRjqQfbT76xUsc2MhJwPG1FeNxM9hoFecj7HTjS2R43F5MWQ6DwSihZwXbYi3MnQ0i7c+hqO9Rjd1VY1m6poZWGg0C6bApk1HMXv2epw5U4ZWrepj1KieaNasnp5oBkxr6WbWNS3ZzD9BNGRzO9fcWh7JvJTHYh3hDC4ezf6GExRxl9Bw1kGXQCj45hWMilQ/dC3kZK4tjSUjKbIY6BXnw2ygl94AyjwQcNfPAwcOsEpEazm9WuM7l4xm8d3D8LTe6Kauq9FMXTMDvYxmoRQ4cqSIga89e04hPT2Vga+ePZuGymb7vblG1WUzmqlrZta1yGsWTTgj80IfzvaFM7h4tPsWLijk5KYXKXgUTy6NIrjTsZCTnUMmkL39ummgl979JGZymYcovaEwuqnrZjRT18w8sBvN9BTQy2WuUXXdkk2ziopKzJmzEatX+/6Zc/XVnXDppe2VhUs23ZQFsslgNNNT0eimrpuuZuEESuGKw+Vlm7nVkixcSOR0stDKjZuebB2JmE7VQk5lrplA9gZ6qd814iCH7o0tDroW1iYa3dTlNZqpa2agl9FMTwG9XOYaVdctWTVbuHAnPvtsBxPsggta4qabeiiJl6y6KYlkSWw001PP6Kaum45mXsIjanE8lke6xWMgexUg4mWQfoJRum56iQiy+LyX6ZuKhZzu+KqvHImdo5ql14YNwObNwLFj0et4VhbQrRvQs2f02hAvNevc2OKlb+Fsp9FNXV2jmbpmBnoZzfQU0MtlrlF13ZJZszVrDjKrr/LyCnTokIlRo3ogMzNDSsRk1k1KIJtERjM95Yxu6rrpaGYC2cdnIHtdIOIVlAzlEioDgBItXpeMy6UbCzmZMVdfNRI/RwD0IuC1dGnsdHrgQAO+Qo2Gzo0tVJnJ8L3RTX2UjWbqmhnoZTTTU0Avl7lG1XVLds327j2F2bM34PDhQtSvn87AV+fOWSGFTHbdQgpkoJeORLZ5zFxTl9KtZl4BkXhwaSR1eX8TNZC9DCTRHXMvXEKTEYzpWsjJjKX6ipEcOQKg17vvRtfCyyo5WXzddFNyDIRuL93e2HTrjfd8Rjf1ETSaqWtmoJfRTE8BvVzmGlXXzWgGFBeXMfC1ceMRJuANN3TDRRe1Diqm0c3MNXUF9HKYuaaumxvNdOGHCI+8dKGTecn3qs2hrJYi2ZZ4AYbhcAlNBggWzUD2pO+ECRNwyy23YCBZGFmON998E2PHjmVnhw0bBvqclZUFnu+1115Dnz59MGvWLHTt2hVbtmzB6NGjsXbtWpbnsccew6RJkwLSi+Wor2je5AiAXn//uzeFelnKb3/rZWmJV5abG1viqSHfI6ObvFY8pdFMXTMDvYxmegro5TLXqLpuRrMqzT7+eBu+/no3OzFwYFtcf30XR0GNbmauqSugl8PMNXXddDXzCh7FC7Cx9tcLq6VkA2N2bnqR0CDewRifa7L9UNE0WCD7Y8eOYcyYMZg/fz6WLFlSDXoRwJo8eTKmTZvGQNeUKVOwb98+TJ06Fc8++yxycnJY/qVLl+KLL75gcIv+njFjBktDrp38IFiWm5vL0lA5PK/6iuZNjqDQ6/zzgb59ga1bga+/rl7hJZf4Ym/RcfYssGQJsG0bIJ6n7/LzgTlzAF5ejRq+PIWFwJdfAvv3+z7zfBRTjNdnoFfwgda9sXkzfeK3FKOb+tgZzdQ1861zhahbt65e5iTNZTTTG3ijm7puRrNAzVas2Ie5czexk127ZmPUqJ6oW7dmNWGNbmauqSugl8PMNXXddDRLduDFn9dMIPsyqACWWHYJlQVK0UhH12hFRQWDRCIktmuLyniIVpbWlYPKJnBFVlnjx49nMMrO0kvMx4EWB1dPPPEEg2HiIcItfp5bhQ0ePNgPyezAmPrqpp/DEXqJgEqEULyqzp2BQYOAggJfHLAhQ3zfEMQ691ygadMqCMbzENTq0gVYswb4/vvARvPyatb0BdI30EtuUJ1ubOWFBTj+/tsoLziNWs1bIvPqnyGlVq1qhQZLd/bwQRz/aC4qS0tQu2NXNLriGn/+gpXLUPD9t+xzo59ch9o5ndnfsvU69e4v75/A1xuLUTc9BY//vDG6tqz+sE15ndIdO12Oe/51HEdOlaNH61p4bHQm6qSnsOq27D+Lh/5zHIUllbi4SxoeGpHtb8ZbSwow8+sC9nni8EYY2K223AAkUSqdh6gkksexq0Y39VlgNFPXjHIY3dR1M5pV1yw3N5+5O544UYysrDoMfLVr1zAgodHNzDV1BfRymLmmrpuOZiaQvQlkrwM+Y9UlNBogSyUgfzQD2XNrLxnoxS20rrrqKkycOJEtRqJ7Y9u2bZmrJJ2jg7s98vPchZLgGZXFXSXVVzX3OfzQi4p6802fNQIHXuXlQGqqs6WXWP3IkQAxFYJe5B7K/+ZWXJT22mvtYRh9R/nr1ate35gxhe57mWQlVJ4tRcFn85DWsg0y+l6Awq8WMAXqXnZlgBLB0lUUFeL0R+8io/9A1GzZJqC80t07cGbFUtS/9iZUFBag8Kv5qHvZMKQ2ypSq12k43lleirV5ZXjwhgyszSvHv74uwROj6qBxPR+04odTuoxawJMfnEGftmkYcWEtTP3kDMsy4eoMHC+oxMTZRfjVJeno0zY1IN2y7WX+uo4VVOC5j8/g3msy0Ll5apLNHNNdo4BRwChgFDAKAKdOleD997dh586TTI4bbuiMvn2bGmmMAkYBo4BRwChgFIhhBUJ5l8hCL9GCi8ftevnll5l1GH23ePHiai6NHG5Nnz6dQa6Ygl7Tp0+v/Oabb/DSSy9hxgyfHyZBrxUr3sTnny/Gv/41FXv2ZFRzbzx0aAs+/HAyfv7zabj66izm5khujNzqi3vzVFRUWXYR2MrMrJol3KKLLMA6dgR27PBZgonulE7ujTRgd911F/M7zc7O9vun3n777f4BEP1NY3huumqa3X9zyNoq/+O5aHjplajZtDmKc7fh9LeL0PjGm5Fat56/vmDpCGadXLQAmdcMZ3nIsqt0725mMVa4bhXK8o8zy6/K0lLkf/IearVuh4xuvaTqdeowWW+1zU7DLwbVA7fY+u0V9atZXTml69aqJh56Ox9/uLYhsxBburkYf//8NJ7/VWMcPV2BFz46icdvzkRW/VT864t8rNtbySzB3v+uEHlHy/CnGxuhqKQSD8/KR7+cWqwd5qhSQOc/h0Y/Y32jMwfMXNNRzcw1HdXMXAuu2vvvb8ayZXtZoiFD2mPYsE7sb6Ob+mwzmqlrZuZa5DXTsfaJ1xhepK7Y31i1WtJ1b4vEWNK6lsguoeGyGItmIHsZ6GWNwSVyFwpe72S5RXCMXCefeeYZvPLKK4gp98bVq1dX3nfffSByt2hRV7a6nj17BrNnT8CVVw7Gn/88xjamF4deTz89DZde6vPtJLfFkyd9bo+HDwMffVRlwbVhA0AujKWlvvheZPXVogWQlwe0auUDXkVF1WOI2UEvmoCPPPIIxo0bB6v5nEglaYDIFM/O/1TvNhJ7ueweosgtUQRW9PnEZ/OYGyJBMH4ES0dukUXrVvndIkVwdvrbr5GW2Rj1zhvAijrx+cfsd91z+knVa6cih00/61+HQS4n+BQs3Xk56QFgi9wZn5x7Ag8Ob4Sjp8rx3ooiv7vjwrUn8e/FpQyIvb7wtB+2UdsIqtFBEMwcVQqYB3a92WB0U9fNaKaumXk5NJrpKRA61+LFu/HRR9tYwnPOaYaRI3uitPSMiVUYWrqAFGZdUxTsx+RGN3XddDWLBCSJ5TpIt/T0dKWYVvG6U6VXoDJagexjCQTqgDE+12TzqvQ3WCB7Wk1CQS8CXpdffnm1eF8iCOOWXk899RToh5gMwTDRAmzu3LmxFcj+yJEjlX/6058wZMgQFBaOYSsrAa233x6Pxx9/EVde2Rbjxk3ArFk+X80//nEJOnYcyNIsXToZM2ZMw9atm/HSSzMwePBU1KyZgeXL38TRo7m48sr7sGzZBFx8cT8899wr2LFjLW69dSb77r//fRhXXjkM06a9ic6dA7fBpHrefHMJCgoGwg56kaB08N0DxMBoRBjJpO7RRx9laTgco4FIxMPuxma17HKCXsHSlezZ5bfsolhgPG3mtcNxatFnzLLLCr0orpdoUeZUr904WC27nKBXsHTtstP8ll1kzSVCr5W5JViVW1oNej3x80y88NGpAMsuA73srxTdh6hEvO5U+mR0U1HLl9Zopq6Z0c1opqeAXK5Nm45gzpyNKCo6i5Yt6+O66zogJ8e4O8qpZ9Y1FZ2sac39QF09Hc1iGUaRApFoX6JbLamAE1mYF8uB7MPRXxldZEAWzbVIB7LnK4kVeolGQps3b8Ygsl4SDu5FR3rynR+HDRvmj8/FXR/Xrl3rj+lF3IUHs6d4X6InnvqK5k0OFtNr1qxZWLFiBXr3DoRWjzwyCfPmTcHGjfsY0KpTZxX++tc78dRTs5iF1uefT8arr07D/Pmb8dprMzBq1FRcdFEGNm58E2vX5qJ9+/vw/fcTWFyw226biuLiVbjsskEMfD344HA8/fQENGkyGO3ajcFHH01hFl/Tpk3C228vxQMP3Inf/nYWJk0KhFV25nV8y0ySRNw2kz5TcDXuT+qNZLFVirH0qnJHNJZe4Z2bOg9R4W1RfJRudFMfJ6OZumYGehnN9BSQz3XkSBFmz16PPXtOsee6n//8HPTqZcCXrIJmXZNVKjCd0U1dNx3NTCB7E8heBywal9A6AbsvyoK2aAayV19REiMHg17btm3D008/jf79p6FWrTrMtXHAgFtw44398MYbE3Dppbcwq6vevc+wz506DUanTudj1qzJePnlaSAqSNZWjz8+FcuWZWDTpjdRXJwLcpu8++4qsNWkyRZ/nszMLNx11xSUlOSgV6+rMH36GNx77yT86lcD8cMPZ1g+asPTTw8MUFqEWrTNp+hTSvSVIBcdU6dOZb+TEXqZmF4mplc4liedh6hwtCPeyjS6qY+Y0UxdMwO9jGZ6CqjlqqwEA18rV+5HjRo1cNVVnXDZZe3VCoq5D4EAACAASURBVEnS1GZd0xt4o5u6bm4104EfXrnLyUKDcKQzVktFkLFkErU3LqFp7AJVuWbIAorunzzgvMqujzLzXn3FSI4cDHqR+A899BDatLkFp05RLK4pGDfO50JIMOraaycxl0Y66Lvs7By0b3++P5D9wYMU6NRn6WV1b+QAjbtE8uD3detm+cvi0GvDhvkBqt9990y88ILP5ZIfomsjP0c+pg8//DAzqWvWrBl++ctfMvM7MfZXMrk3isHlyQWRx9yiwPPiESwdgbPj77+N+hddivTW7fzB6qk80S2SAt7zeGFpjRoHpHOq1+nSemtJgd8FcfXOkgBXRTGPU7qMWjUCgtCLboqiW+S5HdLx0H+O4vxOGSxYvTXgPY8DRsHwzVGlgNuHqGTV0uimPvJGM3XNKIfRTV03o5m6ZpTj44834+uvfQHuzz+/JUaM6KFXUBLlMnNNb7CNbuq6udFM5eVd5gU8nsozVkvqVkvGJVQdeJHRTjQD2auvKImRg0Ev6srzzz/Pgs+T2yJBrQsvHOMPaE8WVwSteIB7svQKBr0IjNFBMb1kodd//nMXrr9+Mpo1q3JnHDgQ6NkzUGin4GqUyur6SD6mtLvjtGnTkJXlC7afaIfTjY1DKwpIX6t5S39Aemvweqd0pBOlPf7RXFSWlqB2x65st0Z+0G6OBd9/yz5SgHyK50VHsPJktCdQ9fXGYtRNT8HjP2/MdmEkYCXuykjl2KVjc+B0Oe7513EcOVWOHq1r+WN40XcU4+uh/xxHYUklLu6ShodGZPubRCBt5tcF7PPE4Y2q7Rgp0/ZET+PmISrRtQnWP6Ob+uiHW7OyCiCthnq7Yj1HuHWL9f7rtM9opqOaD7Bu316A2bM3oLy8Au3bN8KoUT3RuLFvF3BzVFfAzDW9WWF0U9dNV7N4AlThsCwzVkvqVksmkH2Z9MYHYqwvPtdk4n+pXpehAtmrryiJkcMPvdasWcMCl3Xt2gd33jkL6ek++EQA68SJfcyKKy9vFd56yxdriw5utUWWXvx8vXrZzDqMIJks9CLAxkEZWZWVlGzByy+PxvTpL9vuHMB3FOAB0njMLgJidEyaNIn9FndyTIzhMg9RXo2j7gOBV/XHYzlGM71RM7qp6xZOzb7bBby3GigqBTo2ATo29f3u1ARIjXMQFk7d1EcxPnIYzfTGieu2b99pBr4OHSpAvXq1GPjq0iUx/8mop1RVLjPX9BQ0uqnrpqOZ6ou1qhsc9SLW6zBWS+pjZFxC5VxCrXCL5lq0AtmrryiJkcMPvYqLi5lLYPv27Vk8LDK9o0OMvE+flyxZwkCU1YqKuxhSNH/6KSgoYDG9xJhadnlycnL8roiUliL80zFz5kx23npY3RvFHQPEnQGSwbWRtNG5sSXG1HXXC6Obun5GM3XNzDUaW5oR8HpsHjDxGqBWJbDnJJB3AthxBKhTC+jTGhh9gV6bYyGXuUbVR8Fopq6ZdV0rKSnD7NkbsWHDYVbYT3/aFRdf3Eav4ATOZeaa3uAa3dR109HMBLI3gex1oKRxCVV3CSWdTSB79XXNbQ4/9OLB1NwWGO78FLhe3K3RqT672F/hbls0yte5sUWjnbFWp9FNfUSMZuqaGegVO5px4PXQNUD3bPpvZlXb0tKAw0XAnJXAvlPA2AuBATl6bY9mLnONqqtvNFPXzGld++ST7Vi0aBcrkKAXwS9zVClg5prebDC6qevmVjMd+BEOd0PqeSTbYqyW5KyWTCB7eZdGu7h3JpC9+prmRY64g14Ut2vixIl44oknHON0JYNbIx98tzc2LyZRPJZhdFMfNaOZumYGesWGZhx4PfAToEeT4G1asx949wegXRZwywCgRUO9PkQjl7lG1VU3mqlrFmxd++67fXj33U2s0K5dszFyZA/m9mgOY5mvOwfMNaqunBvNIgmZYs1F0lgtqVstGZdQNTDL3RxNIHv1dc1tjriDXm47nGj53dzYEk0Llf4Y3VTU8qU1mqlrZnSLvma5R4DXFwPDugLntJBrT0oK8MlWYP1+4DeDgJwQoEyu1PCnMteousZGM3XNQq1rO3fmM3fH/PwzyMqqw8AXBbpP9sPMNb0ZYHRT101Xs2QGXmSpRrqlp6dLByZPtN0rdaz1TCB7easvE8hefS3zMoeBXl6qGYWydG9sUWhqTFVpdFMfDqOZumahXg71Skz8XF7OtQfeBc5rBVzRRV23RTuBb3KBZ0aq541GDi91i0b7o1Gn0UxP9VC6nT5dwgLcb9t2nFUwcmRPnHeeJHXWa1LM5wqlWcx3IEoNNLqpC6+jWbIDL/68Vl5ejlizQNOBUZECcsYlVM4l1ASyV1/HvM5hoJfXika4PJ0bW4SbGJPVGd3Uh8Vopq6ZgV7R1eyNb4AD+cDtF+m1g3L97RugZSbwPwP1y4hUTnONqittNFPXTGVd++CDzfj2272skiFD2mPYsE56FSZALjPX9AbR6Kaum45mJpC9CWSvAz6NS6i6S6gJZK++pnmRw0AvL1SMYhk6N7YoNjdmqja6qQ+F0UxdM5WXQ73SEzOXF3NtxS7gb18Cj10N1HURUqiwFJj0CXDHEKB/+9jW2wvdYruH3rfOaKanqYpuS5fm4cMPt7KKevduilGjeqFmzRp6FcdxLhXN4ribnjfd6KYuqVvNdOBHLFsjyVpuGaslOaslE8he3qXRBLJXX7/ClSPl/vvnV1LhNWok3wNIuESNZLkVFRVm7DQEN7qpi2Y0U9eMchjd1HVzq1l5BbAnH8iqA2TUVK/fmuPMWeBYEdAmE0iNkVvl/v370bJly4CmutXNvVLxV4LRTG/MVHUrLi5jMb4qKipRs2YqMjNrs9/JdKhqlkzaBOur0U19JrjRrLKy0v/ckkIBLgEkyznqJ70PJ0t/vRhfmmtcNy/KSxbtwznXnn76J0EXDXK1nDBhAm655RYMHFjdjYE2BBw7diwrY9iwYaDPWVlZWLp0KQYNGuQve+bMmRgzZgy2bNmC0aNHY+3atQHpxfOU6bHHHsOkSZPUFzSPchjo5ZGQ0SrGzY0tWm2OhXqNbuqjYDRT18xAr+hodvAUkJoCZGbo1W+XK/8MUF4JNG/gXZluSlq5ciXOO+88A73ciGigtLZ6OveDsrIKBr5KS8tBL0cEvjK8oNLavYhsRh3NItvC2KzN6KY+LrqaJQtwcIIzpBt9x/UzEKcG0yMY+KQ5Q2lCpTOaBsLkcM61Z54Z5rhoHDt2jIGq+fPnY8mSJdWgF4GqyZMnY9q0aQx0TZkyBfv27cPUqVMxd+5c5ObmBoArK0Cj9HQQ3CJINmPGDJY3I8PDB3L1JZHlMO6NmsLFSja3Jsyx0o9It8Popq640UxdM8phdFPXzY1mH60DvtwEPHiFer2hcjz5OTCkO3Bt71Apw/89PWDSw6Z4uNEt/C2OzRqMZnrj4ka3OXM2YOXKA6ziYcM6YsiQDnqNiLNcbjSLs6562lyjm7qcOpolq0uj6PpIuplA9mque8YlVM4lNBYC2VMbnn32WWaVNX78eAam7Cy9xBVHBFeUNycnh0Ezp4OgF09DFmJWSKa+mnmXw0Av77SMSkk6N7aoNDTGKg2Xbnu+fhHF+bvR+YbngvbYmm7bB/fiVN6KgDw16zRG1xGvoOTkPuz4eCIqzhaz75v2GYk2l4xnf1M5h9fOYX83aNs/ZL12jTpy8izum74ND4xohx5t6zq2O+/gSUx6a19Auo15hbjn/7ahsLgcvdvXwzO3dkLd2j6Xlclv5mLh2nx/eeOubIlfX9GCpb3/H9uxblcB++7xW3Jwae/MkDPk7JESbLtvDdo90B11ezib29ilO/DGTuyfvtNfR+bQZsiZ3JN9zl90BLkPrWN/8/NUxubfrUTpIZ/m/BDzhWzwjwnCNddk64/HdLqaLdwELNgI/Lwv0Db0lFKWJi8f+M9qYMT5wAVRju9lB71Oni5Ew/rO17Byh5Mgg+5cSwJpgnbRrW5ffrkL8+dvZ3XQro60u2OiH241S3R9nPpndFMfeR3NTCB7E8heB3yaQPbxF8ieW3vJQC8Osa666iq/hRitSKLbI33mrozNmzdn7pAEk8mF8rXXXmMLWJ8+fTBr1ix07dpVfUHzKIcfenlUninGKJC0Chxa/iryN7yPuq3OQ5thTzjqECpdeclp5H3yAOq0OAfZfcdg7+eTkd33F6zcwn0rsX/RM2h56f2s/KNr3kLrKyazv3meZhf+P+kxOHa6DBOm72Yg6olb2qBbK3vzU7t0/NxvhzXFoO718dQ7+1m9fx7REkUlFZj05h787KLG7DvxoHRHT53FlDFtkHe0BE/M3o+Jo1o61k15y46VYveEDSgvLEebJ7oho1s92z46pdv/1HbUapuB7DGtAvKd2VyA/U9sQ8uJnZHeNgN7Jm1B3X4Ng6ZzqltadJMwQIEnn3wSDz74oGtV3vq+Fr7bnYpbzi1Fh8wK1+U5FbD+UCpe/jYdf7yiGP3alIetHl7w3DU1sf5AKjYeDIx/dGzbV8jqfFlA/T2al+PM2RR0yKpAh+wKtG9cjpysipBxyMoqgLQYiVUWdkFNBTGjwIYNR/HBB9tx9mw52rRpgBtv7ITGjaPvAhEzApmGGAWMAkYBo4BRQFGBunWD//NTFnoFs9Si7xYvXlzNdZEswwiU8ThgvOlO5xW75iq5sfRyJV/0M+v8Nyf6rY5+C7zWjSy1zhYdR50mXXC28KijxZVMuqMb5uHwD++iy8/+irTagRZNZcWnsPW9u1G/1bl+ay+upqyVGU/PrbTIAmveiqOOll483S2XZWPBmlP+dHR+0sxcTBmbwyzE3vj8AFZsPcWsvQh62VmPcSuv0YOb+q27yCKsfbMMZgVmdxRuPIVt96xBy3EdcHTefkdLL6d05YVl2H7/WjQd3RaZlzYJqIKsvPa+tA3d/nYeajZJR+7kDex7bgXGE9P5jPZ10OLX6m44Xs+16F893rbArZteYQnwwkKgvBz4nwvc7dQo27O1+4HnvwIevi58Fl/LcoGZy4G2jYGR5wKNagKpqUBaGm08A9StWxvHjhWzz/xn/8EiHC+rA7JI23UcyD0K1KkFrNtX1bPerQI/0zd0rqgU6NgE6NjU97tTk9gJ2i87LjrpzPWpo5p3btv795/GnDkbceDAadStWwujRvVA167Zeo2K8VxmrukNkNFNXTc3mulY+yTCzo1kmWKsltStloxLKKByzXA3R3GuWV0fqTy7c3Y7Qdqd49ej08ohA71EN0W7cpwgFll8kevkiy++GGDV5XRefXXTz5GSl5dXeeutt+Lzzz/3lyJrgsb9PPl/6mkXgOzs7IAAaPpNU8spBmbjOWX7IVsTD9Y2ePDgoP6sduWF2imB8hAVpSOYr6y1bJ0bG03khx9+mBVl3UlB3LHBLsAd5bFqzdPRfPjiiy+iujOD7Fjq6CZTtix4ckrHoVbTc25Cds/rqlVJro5b3rkDLQfcFvB9MBgWqt267o0cYPXv0oABK4JXdEwekwPR7ZG9VP/o+kh/k2ujFXrxfMHaquveaHVVrNWsth9y8e9a/74zGpyfyeBYg/6NA+AWwbTdT29C52f7MjCmeoRrrqm2I1bTu4FeWw76gNf5bYGfOXhHPffcc7j33ns97/4PB4DnvvQefNGuk29/B+w+Btx8HnBOc3qgqt78Vq1aseCi4sEffsRzZPNGQf0pFi3fpJkAIf1NEI1+V6YAW/YDeSeA3fnAzmPVYRm7jh2AmQjVeLpfXQR0be657J4XaK5PPUm91I0C28+evQHr1x9mjbn++q4YOLCNXsNiOJeXmsVwNz1vmtFNXVJdzVRe3mVfwOMpHemWnp6OeGozzY5ojhvBG9IsUcBnOPshgiw+17wGXjR3GzQIvuNSKOhFnODyyy8PiPdFeSZOnIgnnnjCH+Ce5t59992HRx55BOPGjWOQi1uAPfXUU6Af6/loBrX3Qy+K1M+DmTmZrFmXXTvoFSogmvrSLZfDbgBl+yFXAxh1Jf9UHehlN4Gs9cqkseZRvbGJAemoLHHLUlEvumjuuusuBjCt/rci/RV3eaDyxAtCVtdopFPVTbaNbqFXMCsvagNZitEhxgyjPLu/eBo8Blh6w0AXvlBt14VeVK4Yn4vH7KLzi9bl46UP9+Jvd3ZDnfQaDHQ1bViTATGCY4dPnvVbhP3u5c3o1a4u+y7YoQu9CFrlTlqPnCm9WCwwsto6e7gYnZ7pg9S6aRChWM7jvatZg7mx8mIaFRYilKlxqDFK5O91oRfF71q4GbikE9A/yJS3g0NegbD1h4BnFuqDr/IKYPsRYMdhYAf9PuKDTb1aANf1sIddfC7IQi+duUOALCUVqCz3gTHxp7DQZ1nGrc4KCqo+83SfbwI++AF4dgRQV50T6zRZO4+5PvWkC4dun366HV99tYs16KKL2uCGG6IX+0NPleC5wqFZqHbKui6fLgbq1w5VWnS+j4Zu0empd7XqaBZNcBIrkMlYLakDNBPIPn4C2fMVxspMRKC1efNmDBo0KGAxuv3225kb46pVq/zfiTG9eDyvtWvXBsT6Es97bYiks1raQi/rdpVOnQll6UXC0ZaXdLz99tsBQcxEayES8+TJk37AEqw+skw6dOgQBgwYEOBHage9rP2g9ooDKVooObWT2s4to26++WbWl+uuu45ZYwWzmBIHw2oBZdc/MqsVSalY9syZM/3WX9YJ9MYbb6Bv375+IMcDxjlZaVnBGrcuowB1IuRyskyzkl5Kx9vdtm3bgD7oTMhI5dF5IJBpm1voRVCrdma7aq6LVDd3jbRze6TvCX7tX/Y6C36vAr50oVcw90YezJ5rJkIwOkeg69CJUjRrVAtNG9UCtxYLprEu9LKWKUKw0iMlQd0bZesM1u5wzTWZ+RgPaXSg1xvfAMt3AndeCrSsE7yXdnDI7pyuVhuPAB9vtHcZlHUrzMkGOmQDOVlAu8ZAyRmfZRY/7CBdOKGXrhZivvc3AgdOAROv8aK08JVhrk89bcOl2/ff78c772xkjercOQujRvVE/fq19BoZY7nCpRnv5ukSYP+J6hDdzhLT7lzT+sDl3YFz1P5vFnaVw61b2DsQhQp0NDOB7E0gex3waVxC1V1CSWc7Czkvrb6isOzEfJWOll58i0kOk8h1kYMecqngxG/GjBlwcm/ktJAATL9+/ZhVET2o024BBF/ooL8JvDzzzDMsqj+5R1I9fEcBSifWd+edd9pG/3ey9OL9sPqSilZNnFzatZPSUR/p99GjR9k2n/fffz/at2/PzpMOdIjAShx1KzyyawelJ+j0yiuvMDNB2hKUayP2i2tIY0EWdQTT/vnPf+J///d/WSBorq0V9jnNQrFtlIb3JyMjww/ReF1OZYh18Z0aQuWJhatC54FApt1uoBe5LhLYanvZPWwnRn5w10Wy5Aq2KyTt/rhzwePocOVDAflDtVsXeokxvAhyWSGYWC9Br1mLDwfs7kjf28X4cmqvLIAKlU50V9zzsm/3MHEnRzHGF8X8Ojwrz28VFkpLu+/DNdd02hKLeVSgF4/fRf24/WKgRoh49UM2V7k1ftntxx1VWwlvdBb3QF19uOsgt3Qil8GiokALKTpHVlL0m1lSpfjcCstKg9eq0gc790bdPnmR7+VvgDaNgV9f7EVp4SnDXJ96uoZTt127TjB3x+PHzyAzM4OBrw4dGuk1NIZyhUuzY4XA+6t9lqK0RlJMvvaNfT+0i23Fj+7RIkgnWbiLM61bRWd9lrNLfFEKMLQbcHm32LD+CpduMTQ1PG+KW8104Ec43cIiZQlmrJbkrJbE8TAuoWns+lW5Zuj9u0aNGn4vEKcYXrpxvTxfUBKkQNuYXlaTNXJxI0uorKwstiUlD1BGECgU9BIj+PNdAO64444AqyICO9zKiMoU84hQhSCa3Y4ANBZ2Mb2s22mKYya6+RH0smsnh3M5OTl+Syvu2idCL4JETocVQDkFhuPWYKNGjaoWE02M9cVjbnFLLlps1qxZE9B+0frKaWtQDrw4KLPu0CCOiVMZ3Ors5ZdfZhBOJm5ZrFw3bh8InPrhBnoRtMr76nkGtkRLLTuXRqrf6gpJdZ/et9o2AH4w3XWhl52lFwXEJ5fGj747il2HzjCXRbvYXzxwvWgB1qRhzaDTIxTM4pmt6azgSgxWbxfIXnR9PPDGTpzZVVQtsL3KPA7XXFNpQyynlYVePH5X//bATb2Du/7x/qoAo1jVSKUPsQa96EX68c+AkecBQ7vHpsLm+tQbl3Drdvp0CQtwv3XrMdbAm27qgQsuaKnX2BjJ5bVmHHa9vwb46TnAlV2B+sFvoyGVIBCWewL4ejtw+DTQpzUw+oKQ2cKawGvdwtrYGCncjWYqL++RglH0T/VIQDVjtaSus3EJVQdexA2iGcg+RpapiDfD0b1RBFsiELICqlDQS7Qe4mCFwI4Y2d9aptWXlPuBcshmFwTNyb1RrEd0GSSlRR9Vu3aS1ZU1hpcIrcSg76ILohWu8eDuwaAQB1sE06zB4K2gjJeza9cuvP766/j6668xduzYgMkTzHfWar1HGa11hLIWI0hntbqTgW0Rn+EOFbp5IAjWByv0cgJZdnDMLp4XD1xPO0OKR9M+I5kLJJVzeO0c9pVXMb2cIFjewZOY9Na+gF0eCVo9NMP3r2Gy9nr+N53ZTo50UOyuhWvz2d9D+2T6Y3ZR+dy90ZonmLZWmOUEwezOE7zaP30nK75e74YBllvid2KQe0rrNp4XlRGuuRYr15LbdthBLx4bkJf93S7gvdWh43dZ26ICjNz2I1z5VfoQa9CLNNlxDJi7DujbxruX5/wiIDOEW6vseJw8XYiG9YNv7y1bVjKli9S69t//bsE33+xh0l56aTtcfXXnuJXZS81mfQes2eOz5iLY1dDj2Hm1awM7jgKfbvZtqjH2QmBA8LCbYRsXL3ULWyNjrGBdzZIZeBFUM1ZL6lZLJpB9mfTGB7ESyD7GlquINccWeolwxrobo6qllx1MCmXpJeYRlRCts6zWVXbQy+q+J8I7q6WXXTuDWXqJOyzKwCxKHwwK8Vhb1F8ReolAcPbs2bBanV188cU4ePAgk0lm10erdRbX1y7WF3cNtc5G0eWTrP/4EQqURWxWS1Sk+0AgUXTCJjGa6Q2t0S24bnbQSzxHwOuxeb5g8R2Db0hTrSIVYKQ3uuHPpdKHWIRepNDRIuDdtcC+U+5enikOEW1gQBYoRaU+N66OTX2/OzUBUmsEHw+7jQPSU8vRr11q1K1Zwj+TvK0hkusaQS+CX3T07NkEo0b1Qnp6qrcdikBpXmi2LBeYsQxo3RC4upvPfTGcR82aAG2q+eYKoG1j4JYBQIuG4ayxetle6BbZFke/Nh3Nkh140agZqyU1qyV65jAuoXIuoVZXRZprFRUVIJ4hWjHqujTaXb/RX4liqwUhLb14jC3dmF7BYBJJESqmlwhYyL3RCYiFsvQS3SZ57CmqX4xNxi3IRFc/gmMclokxvSgvh0LBYJbomkh5RIsqXvb06dPx17/+lW3rSYfoTirGNJs7dy4WL17sjyNGVmgjR45E7dq1A3QR46WJ0y3YFqVin4PBK1EPEXhRPVYXydia6oGt0XkgiOX+RKJtRjM9lY1uwXULBr1E4NWzKVBcrDYGKsBIreTIpVbpQ6xCL67Wmv3Auz8A7bKAX/QHWku8sJNV19dbffGG6KBYQ+e2AI6fAfLygd35Vbteym4cQJAsh4AZgbKKM3hndQb2nvS90EfLmiVyM8qbmiK9rm3ZcpS5OxYUlKJ583oYObIHWrVSpODedF27FDeaHTgJzFwO7DoC/OwcoF8Eg81TLLB69YC5a4C1e4FfXQR0ba4tg3JGN7opV5YgGXQ0M4HsTSB7HfBpXELVXUJNIPvoLLS2Mb2oKeLuf252b3SCXmIMrueffx4rVqyw3b1RdNOTsfSaP39+gJK8H9wai3Y3pDIfffRRtqMkxSqzwjQrvOFukRQjjH6aNm2K4cOHM9dHvluijHsjNUzsN485RjCNwBe1iYivuMskd8EUg8uLdd54440sEJ7TTpKiBZd190pqD+2GSeCRA7mHH344YJdNGnuxbVYXUT5XKMi+UzD/6Ezt4LXqPBDEYj8i2SajmZ7aRjc96LViZyWz8Jp0LdA9Gzh7Vl1/FWCkXnpkcqj0IdahFylGL9CfbAXW769urdU+C9h1rPruc03qA5d0BLo19c2DCssGBlRmeSVQM9W3eQAP0H3mx10w6TP9ULazJYHjxjVbuRd4fx3QLjs61iy6s4n+SUY/kT6isa4dO3YGs2evx+7dJ5GWVoMFuD/nnGaR7rp2fbqakXXjZ5uA7k2B63toV+86Y506wFfbgA9+AJ4dAdT12KXSqYG6urnucBwX4FYzHfgRiZhb4a7DWC3JWS2ZQPbyLo12ce9MIPvoLK4pBQUFlVQ1gZNoHcGsh6LVJq/qtUIjr8rl5YS6sVGQewJmTsHoQ7WHLswFCxbghhtuCJrUatEWqtxofx9Kt2i3LxbrN5rpjYrRTR16Net1Hfr/v3mYeDXQLas65HAq8bnnnsO991bt2KgCjKx59Ubb+1wqfYgH6MUVSqsFbD8E5J3wWWvtPAbUqVUFwnKygQ5ZQHY9IK3ce115iVbN5m0ENh4CbjoPuKB9+Or1qmQ7S0mvyg5WTjTXtTlzNmDlygOseVde2RGXX94hEl12XYeOZm98AyzfCdzaH+hYFU3CdVvcFPDeBuDgaWDiNW5Kkc+ro5t86YmZ0o1myQq8yAvIWC2pWy0Zl1A1l1DuvmgC2Ud+7Y0K9BKtrqjLwYKuR14Sb2sMd3D3YDc2Am4ff/wxs0jTPcjl85prrgkKzeLJrZHr4OaBQFfLeM9nNNMbQaObGvTKPQKMffwrPHvnZeiWraY57Ua7b98+fyYVYGTNq1azd6ndgLt4gl52ipWnAKnsufOmoAAAIABJREFU33CRO+w0W7sfeP4rXxy5WAdfyQi9aHZ8+eUuzJ+/nU2Ufv1aMHdH0iKWD5V7QWEJ8MJCAJXArRcC6SHi1UW639OWAm2zgF9fHP6aVXQLf2viowZdzZIZeJlA9urAy8lNL9F29fTKwtAEso/u+hkV6BXdLidW7bo3tsRSQb03RjejmboCejnMXFODXn98F5jz4nisfO9FZcETAXq56UO8Qy/lAfcgg5NmsQi+7FwZkxV60dCvW3cYs2dvwNmz5WjbtiFzd8zO9mhbTw/mlrUI2XvB6jzg74uBC9oBw3vJW7qGocmORRaWAk98Dow8DxjaPbw1y+oW3lbEV+k6miU78KIRNlZLalZLJpC9vJujCWQf/TXUQK/oj4GrFujc2FxVmCCZjW7qA2k0U9eMP0RF031cr9WRyyW+tJMrz9ECYOL1TXDgwJGQjbBaRUkBIwDVrLpaCVGhBUuxkA0IQwKpPji010Av9QEJplmsgS+nTR9OFVeifoTiK3GFY+V+cOBAAQNfBw6cRp06NRn46qZqIqo+bbRyhNJM3J10cEfgwtZa1UQs045jwNx1wG2DfRtDhOsIpVu46o3ncnU0M4HsTSB7HfBpXEK9s5Cz27lRdzfHeF6/wtV2A73CpWyEytW5sUWoaTFdjdFNfXiMZuqaGegVWjP+Ir9iF/DqIuAvPwXatQx0U3QqxQqIpIBRDEMvO3dMFRdNA71CzzdrilCarTsIPPsFcP+VwCVd1Mv3MgddK2Xlldh+pCrY/5z5qzBoQD+2E+WN5wJZEQrPGkv3A7L0mj17I9atO8Tkvu66Lhg0qK2X0ntSlp1mdruTDukKlJ3xpMqwF7JwK7BiD/DMyPBVFUtzLXy99LZkt5rpwA+vXMCi6RpnAtmbQPaRmH8mkL23651saQZ6ySoVo+nc3thitFthb5bRTV1io5m6ZgZ6hdaMXuRPnanE3bOAcRcD3bNsLLEcikkG6EVdHzFiBN55550qFZLY0stuwwE3mxCEgl4k+vpDwKebgab1gcu7A+cIhoGhZ7g3KXquG4dGu69Dxoke6JnWlUGuDo/djfZ7f0DdopNYOGsV/vsDcGNfefhVVgGkacaKisX7wfz5O/DllzuZ4AMGtMaNN3bzRnyPSjl1uhAHiupix2FgB4HLI77NG2h30ks7+XYnLSvz/cTT8bdvgJaZwP8MDE+rY3Guhaen3pXqRrNkBV4mkL068OLPuOXl5SD9EgF8hrsfsRDInsdWv+WWWzBwYPWFm2J1jx07li1Iw4YNA33OyqraSYViho8fPx4vvvgii/lNGxIOGjSIpRfjtIsx3O3K8W7FkyvJQC85nWI2lZsbW8x2KgINM7qpi2w0U9fMQK/QmhH0emZ+JRrXAW7s4UsvG1Q+WaBXNRWTGHrZzQ3Z+WI3G2WgF+U7C2DRdmBJrq+Uod2A/h2AFg1Dz3G3KZblAo8s2oezdQ7gZJOF+KzvA/xCqSp63z4UlAELtgC5RwFylROP3q3szxWVggG0jk19v9tnAelpoVscq/eDlSv3Y86cjawDnTtnsQD3DRpE2PfTRr6Fm4AFG8pRUp4K2pm0U1OfSyCBVJSE1juWU1B8r0mfAHcMAfqHYcfTWJ1rMT0mhYXQCauQzMDLBLLXg1bk3pienm6AlwT0i4VA9seOHcOYMWMwf/58LFmypBr0IqBF8UOnTZvGQNeUKVPYBlG0sV1GRgY4yFq2bBlmzZqF7Oxs3HXXXSwPATACZDNmzGC/P/30U+Tm5mLSpEmsnJycHFZ3tA4DvaKlvEf1mocBPSGNbuq6Gc3UNTPQK7RmHS69CyPHT8PEK4DycmfoZWfNE27o5caCKHTPq6ewdWW0K8gGelFbf/e737H/tibyES3oxTWtUQPIPQF8vR04fDq81l978oG3vwN2HwO+y/o7iuttYc34sttzttCLt7EiBUijnzQgNbXq96lTVX/T+coUYP1uYM9JYNdxYOcxoG46YAVhzeoDjSzTKpbvB7t3n2DujseOFSEzM4OBr5yczIDLQtbK7XQxUL+2uyuKYhUu3wncdlEx2jdyWZi7poQt95p9wIzvgRd/7l4vayNjea6FTVCXBetoluzAiz+vGasl+eDsJpC9vFaxEMie2vDss89i9OjRzFKLYJSdpZe4/JAVF0EsDr0IZh0+fBgrVqzwgy4xPYdmVA+BrsGDBzPQZS3H5RKnld1ALy3ZYieTzo0tdlofvZYY3dS1N5qpa2agV3DN8o4DNz/6FV6/9zK0qFeVVjbQfLihlxsLIp3Z4gZ6UVu3bdtmoJei8LKWXtZia9cGDpwAfjgIfLnV9y1Zf13eTe+lv7wCAbG6uOtbr5bANV2BSzfe629CKOilKEFA8tIK4MApIO8EsDvfZzVGLnhW1067+4EMSJJJ46b9Z8uBmqm0C1spC3C/ZcsxVAK4aGgP1GreMsCtUNYaTtettbAEeGGhrzd3XQoUFxShZs3EhdKzVgOny4A/DnMzgtXzmmcPdT11NDOB7E0gex3waQLZe2chF6lA9tzaSwZ6iRZaBLSmT5/OgNn9999vC70IipF113333YcJEyaAu1AS9KKyrK6S6qubfg4/9NIvwuQ0ChgFjAJVChTuW4mD30xD26ueRM36LRylsUt3YuunOLjkBZYnvXEO2l79NFLTyf8D2DN/IigPHc0H/QGNulzF/qZz+xZOQUVZMfuclpGJdtc9H7RuM16xocBTC2pj1ssT8eUbD/sbdG3eJP/fH7Wdwv6u07mz/1zRtm3+vzt37sxADx12+ezOUVoxn2z5kVDMqb3Wuu30sPYpEu2NRB0UM4IesPhh189o971WLWBHfg0s3ZmGIwUp2Hgw1d/eHs3LAz7TF07nzpxNQfvGFeiQXYH2jcvZ34WnUxznt9N1YdXMzTiRRVjB2RSs3J+KJbk+v8dLO5Xh4pwy1tddx1Kx81gN9pNRs1Kq79TPDllV/czJqkCqZmwxglybD6ViE/0cqIGUFAS0IW3vFtTLz0NFZQpad2+DCwd1YLq2a1yB4iKw9PRDFnz0U1rqs4ajv1NTK3GisAZW7Avse/92ZciuRyjN+fhhXyreWF4L57ctx896nkWx7/aU8MfzS2pjcOcyXNmNHILNYRQwChgFjAKRViCUa7Ms9OIAi+AYAblHHnkE48aNq+bSyPsnWnPRuZiFXqEEivSAmfrkFND5b45cyYmdyuimPr4ymp3KW4EdH09Eas066DriFaQ3tI/4bJeOn2sz+G5k97wO2z7wWTZ0vuE57Pn6RZzetxpdfvZXFB3ejJ0LHkeHKx9Cg7b9cXTDPBz+4V32XVrtBuodC3MOGd3C3ISYKZ58/umHjvdXA6vygGduDtypUWW3QtESS3rnQ4XdG42lV/SnTihrPmqhm3HStfSyU4asv46f9ll6ESzygROgqMiXmj7TQZCFXHk5aKHfFRQ3LEhsJ93rwssRpL5sPw4s3kFWbuUoLktlccAoNlWHxkDTDCC9ZlW/qV/Ud+5myfpfA9i4B9h7ymdJxi3aZK2u7NJVVALdmxNMBLo2Bcp/5C1c7+++34NPP/G5hnbt2gTXX98LtWpVgUkZjWhsqe9fbPa5tTrtlknto/hdlObSzsCANlVu217ONZk2RyNNXj7wnzXAr2lTEuf/eSk1zdxDleRiid1opmPtkygBzI3VkrrVEs014xKq7uYozjUvLbzo+uXXo9PKIQO9rDG4yMqL3CLXrl3rL1YMWi8CMkrAY38Z90b19dvkcFDAzY0tmUU1uqmPfijNCD7tWfxXNDv3Zhzf8hmDVXbQyymdFV4RBMv76nlWDv2mg/4uObkPW965Ay0H3MbgGAGx4vzd7LtYPELpFottDlebKGh9ZWUlyK3xzreAp64DLugeeegluxuiG5iio6G2e6NdYHuHYPc67YpmnlBgEy77aQciIh3LTUbfWIBevJ0Ekw4cO4NmmRkyTQ+apiZBsjSgtNgHCMWfgoLAz2fOVFlmUTqChwVFPnfGYAeN5/Dhv8aHH25AQUEpmjSpi+uv74nmzdX+SUL1ZWQAO48AS3bCv1vmT3oAq/OAhZt9rRjSBRjYAUizGIMlA/Si/n+zE3hvPfC/NwFZgtu67mQx91B15XQ1S2bgZQLZqwMvmi8mkL068BLnmtfAi+4zDRoEv7eFgl4EvC6//HLHeF+U3xq8nlYpa5B6EYTFRCD7vLy8yltvvRWff/55wKoq0jv15TZyOUQRZYKkWXcl4C3lBHPAgAH+YG30nXWXAtqZQPWQaZdqmZSe+r5792689NJLbEeFeDtC6cJ9hx999FHP++f0QPD6669j+PDhAVuzivOAE2tRa9FPmc5PnDgRTzzxRLUy4m18rO2VfYgSYZWTpReVbU1nB724RVfp6cPYv+x1Zj1G0Eu09CKLMCqLH+0uf4DBsFg5ZHWLlfaGqx09143zFz1i53R0bwpcOUSwBNzn225O9+XeCRhJgSsHcGKXN5xAxECvwNln1UNlbsjO47/85S/405/+FJBcas7IVuBROpW+R6L98QRwuB4nTxbjww/XIy/vBFJTUxj46kHmYZoH7ZY5f7NvA4DsesDgjkCXrCrLLmux8aSZpiT+bP/dAGw9Cjz5M7clubNacl97fJag89yR7MCLRtpYLQGq8yA1NdW/U6hqXtp4J1GsBEP1IxYC2fPVzAq96DN/d928eTMGDRoUsPDdfvvtAWxEhF6U0GoBNmzYMBa7i8aXXBxfe+01WMuIxsqawqEXuZyEiuAfjQaGqlOVHAaDXhQ3JDMzEwRZONyi9OTDmp+fD4qToQO9QvVB53tqF+2kQAsMBZOLlXbJ9kUGaBFM+uKLL9juEl4fdg8E1m1ZxTrpu4cffrja9q52sDQUIfe6L5EqT/YhShd6Wd0byYLr6MYP0fGaJ/xujLu/eBo16zT2u06WFZ/C1vfuRv1W56LNJeOZqyNZm/E8kdImWD2yusVCW8PZBg69Gu69EpedGY37LmN+aVVVKkIvKSAi6/qmAL3CCRSkoZdNv6oFsndpARXOuSBbtp0espscyNbh9W6QsvWqppOGXhEa93gCONYx/vjjjZg/fzWaNWuGSy7JwaBBOWw4dIH2qRKgQXroEY0nzUL3JnSKf34HkCXf+MtDpzX3UHcaWXPrPHeYQPbGakkHWhmXUD1wZ2ch56XVl7crSmKUFhJ6iVCJWz1RJP7s7GwWm6V///645557YLUMI2DBSSGneyQZET96ACGAQMdjjz3mhxqivyinhFlZWWyby2nTprH0b7/9tr+u77//HmPHjmXnZ86cifbt2/u31aSHCzKzmz9/fkA9waAX70/Tpk39Jnp2W3PatZPTTL5LAVXKtRPbRVt4nj59GgsWLGB+sSL5FDUjXfbt2xdAVsUpR+2igy4aSseDzIlB48Q28O1CrWNCFmLUzg0bNmDWrFlMR7J04mSWyhDbyOkw6UrnT5486d+9wW7M7SzQxGB4BOv4vCISTMeSJUsYgOV9pLY7zQ3eR7v5FKw94gOBWL84H7ne3CKNPosWXLwfdJ7mPzfrFNudGMuErxeyD1G60IvqINB1eO0cVl+9Fr1xtuh4SPdGUWMrBIsF/WV1i4W2hrMNBL1qFjVHky2/xnODOqN1I2+hF7VdG2DEIfSyumga6AXgR3CqMo+154xKJR6klbZkTBDopQug7PLZjfGAAT/DT396JxuZXr2aM6uv1q1bs+epcB3JBr1Ix2e+BPq0BW6+QF9Vcw9V186tZjrwI5SlC5//sZzOWC0VMesclTGiuZaeno54GF/VvtGVF45rgd4fa9SoEWAhZ4CX+jqnmiMk9BIBxdGjR7Fr1y72cs8hxE033cSAC73oL168mEGavLw8Zur28ssvo1+/fn7QxbevpEZSulWrVuHOO+9ksIUgGpXLt88UrW4oHcEagiFieZTWzr3xySefxIMPPgjuikZtJSsustSig+AWQTQCavzgMOzmm2/GJ598wtpHB1l53XDDDSw95ePtJLhF7RXbOXfuXLZNJ7VLNP0j3WbMmMHKJOhFEIX0ovNcp27duvn7z/vIdbKCI3FM6AImEMNhjOg/azU/5Bq0bdvWPyZcQxGwUZ/o4P2wjgv/jup65pln2PjR4VS+dVLa7e4gjhVth0rWdq+++iquueaagLIJkolzjeYG15YScuhHf/O5RXmsFoHiAwHvb06O77+9ok8yt0j7xS9+gbfeeou1i48Ht+giazTR99kazE/1oozV9LIPUW6gl9h37u7YfuifsP3DP/pjeFEaMci9mIdDr6bn3BQzLo6yusXquHvVLoJezdbfhbPp+/HBZdf6i5WCDpIWYVJl2XUoDqGXtRvU9+2b1yCjfhPfV7xPaTWA3Xu8GsaIlhNuSy9p66kI9DoU5Ek26KVrUSm7BlC6L75YjXnzNqKkpAwtWzbEE0/cim3b1oVttJMReuUXAU8uBMYOAIaoRwdhY2HuoepT0o1m4XjJjxcgYqyW1IAXvz5NIHv1uF7RDGSvvqIkRg4/9LLG9BKte7iLHwUh5rBIBEkEFZwgDwECHvOIYAaBAg44rHnoOwIGBKNEiyzyLxW/cwqM5hQjygp/gkEvghoEuvgOY9RmgjnkQsjPiflFHQhi8XZSmzmMEcEMQS86rJZZdI6n55qJn8XpJroGVlRU4Pnnn/dDFzG+lNgGAnIcSlrLF9tkndaidR+BOTFwnagrWd05lW+FdjJx2ET/4ldeeQUEpDiMEr/jkIqs6QgqUl3WHSMojdVV0u6BgPITZOOuolYfZ9HVkltzkVUc38KV5zPQqyoAvUpMLxGWpabXD3BbFCEXD2Sf2Xkomva5iQGwtpfd43eB5LG/gtUdyeXbzcNnJNsZ7rou/Pz/0HDPT3Co64v4slvVpgNSL6mS0KtagHoAdueq9TXeodeJzZjz4njcdO2lqHFqa2D3NuUDF18ENOgCZHYD6ncE0mqHe7g9Kd8O9MhuQiDTABXoFQpKydQXLE0oyJPs0EtWf6n1RLAKPXKkgIGvAwdOYdWq7/DUU79B584/gmO3g2rJn4zQiyTYegT470bgD1cATeuri2ruoZHTLJmBlwlkrw68TCB7NUsw0ZqLW8h5aeHFr99QgezVV5TEyBHS0ot3027rShH+BAMgHGARXKFyuAugFXpZA6dxl0nRUoqghgz04tZhvP28LPocDHoR1CPIQpY7ZNVGllt33HGHH/aIYIvgnNgHsgLjUGj27Nl+UCPCONKAAxwRKFFdstCI+s/dOnn/uFue2B6xDXZ5uAupFSrZbUtKVnbUP27NZQWdoqspb5PoosrPWV0bnQARB3sUYJgCDY8bNy4gzpp1DLkrI7lnXnXVVQGurVaN6LP1IUoEXDSu1naKcbpEgGYXm8y4NwZCL4JUIpji42FnESa6NzZo29+/IyO34DpzdDvLLn7HY4FVnC1GjZq1Yyqel91cS4xbh1ovzpwFhv/zBI63+w+K629Xh15uXBdlmioJ1dzuFBiqKSoxvVB6Aji8AjiwmBU7+bWFeGDqB/aWXms+BfI3AwTEaEe58mKgfjugXnugQTugThsgtVao5kX8eyk9XLjzqUCvUFDKrTihNk1IZOgl45Ioo7/ueJaVVWDePArx8Bl69z4HQ4d2wYUXtnU7pNXyJyv0IiE+2ACcLPGBL9XDQC9VxfSs45IdePHnNWO1JG+1RGuacQmVcwmNpUD26itKYuSQgl70kv/BBx+wHnP4YLX0slo8Wa2WCBpwSy8n6OVk2WS14AoFvciKitrJXSVVLL0IepGFFPX31KlTDNCJFk5WaGbVgfpJwVG3b9/u10oGelG5MpZe1h0X6GGguLg4wALLrg3BrI/s4rZxazwVSy/u2hns0rDCJSdAxMESucQ6WVKNGjUqAGByAHX33XczuBpsB0XrQ5QVXonxwMT+/OMf/8Dy5cvZThTiYd2pQoztlhhLhd5DVKL03U0/zAM78Ooi4O2DS5Df5j0mZShLL7KgJOtU8ZC14NAaqyhBL+vLvjPkqQBO7QRO7wYKdvl+p9YGamcDLQYBjbqzeGbbtm1j8TjY4QSDCHgV7qteVgyCsGSHXuKcd9LCS8s3lWvHS4Ajc217Cb3+sPsVrD2zA30yOuKFdnf4r5dF7QdiadsBQO9z0K9fa1x1VTcVSUKm9VKzkJXFWIKyCuDeD4CJ1wLdFDfMNPdQ9cHU0cwEsjeB7HXAp3EJ9c5CzkurL/VVI/FzhIReIqQgKyceb4nH7SK3P3I7U4npZQe9rDG9qDyCQPRbdNOTsfSyQi9r7KlQll481lbz5s39wdS5BVewmF7cbZAs1qwB6sWYXnaWXrIxvUT3RbJIohsbBcOjWFYcVHFgY3VRFa20xFhkdtZn1rJ4cHkx3pdTTC8eQ8suEL8VeolAkG8+QONHlm908LhpXDNuhUbx4kTNKPA9L4vHdOPzzAomqVzrAwHl5fHqrJe9tc3i91Zo57RRQiIsJToPUYnQb7d9SHbdftgLPLsA+KHLn1FZo7Qa9LJzP7R7OZR5MdYeqyhBL2ufbMHG7v8CxzdUt85KzwZqNfR3mXT897//HRp62YlUUQIU7I06CJOHgEInImHp5aIO2TkZan5LAcBgsFO2IZLpvAQ4Ia8DSf2lreHsLEd/rGNdsx74cMQDTIX27RuzAPf160tszSihm5eaSVQXc0k+3wpsPAxM/qla05L9Hqqmli+1W8104IdK8HNqYyzWYayW5KyWxBhtJpB9GrvmVOazCWSvs6q5z+MY04uKXrhwIchFTrRa4RZD3MqmYcOGzOrF6soWbPdGO+hFoER0qxN3gwxm6cXd9qy7N5KVAHcBpPaRu6O466RTIHs6z3dipAcxa1B6azut/eaWWDzQPekoY+nFoQ0BM+o7uVRSm3mcKj7UInQSb2wiJKTzBIvENvB2cBdSsd1W11XrLpKUl0MncfdGiiW2YsUK290b7VwbqRyr2yCdo/r57ot8swLRustpd8dgfXKaS9yi649//CNz1xR1FYPRi5eWNR4Y/86uL4nq2ujFQ5T75So+S3D78Bmfva5q9T2zgMs7AxOL7/WfFC297PoXcejlEPurGoiQfPmWHbOgL/tZY4Ddc4GMlkCHnwF1WoQsNkA3h7bKxkaCLAizwLeQjQySICT8sMvrYkykIYlkHdLa2vTDQK+qXROrjYuk/tLjGQR60dDsW7ERH364AcePF6FBg9oMfLVrl+lmarO8yQ69SINHPgV+fiFwcUd5OZP9HiqvVFVKN5qpvLzHS4B6WSBnrJbUrZZorhmXUHmXUG7NZQLZ66xs7vKkFBQUUIQP/7aZssUlskWLrAbhTGeFW051ubmxuW2/1epMtjwxPpZsHq/S0WKzYMECXHHFFcpzPlQb7OJ7hcoTT99Hc67Fk07WtiazbnNWAhv3Ar8fDEhbqji8HIaCAuGYI+GEXnZ60LkupWUYXXgGl9dsCrQbDjTpJ901GegVKnZUsMpefOEZjL91eFA3S+nGSoAfqTkjCUTs2iUNSSTrcKNtKOAnpQV1UrKtbsbJS4DjdB3w9jFALtkn6fEMAb2wbx+Kikrx2GMz0aCBL7bX1Vd3x7nntnIlm4FewMq9wIcbgBd/Li9lMt9D5VUKTKmrWTIDLxPIXh14mUD26hZe5BUmzjUvXRpNIPvgK6aBXrp3FI/zWYPHi66JwarSvbHpNN9qcSVa46mU52Q5pVKGblq+Q2Pr1q09hV7JAIEjOdd0xzcW8yWrbrO+A1btBn55PtCigYFe1rlZ7QX9xGYWlP7bLz/ERdf+Bmin6ANkhYVh2JHSCmaYZdPvxwUE1EeLwUCT84D0LOXLMRT4sS1QEohQXjv3yfRKoCQlMM6cbpwsWTArE7jdOj+SCXrRWAWMgaTVopfQy8cPW+Ff//oSK1bksal34YXtMHRoZ+V5zTMY6OVT4vlFwEWdgGt7y0mZrPdQOXXsU+loluzAi5Q0VktqEMcEsle38OJWhzTXKioqwCEYzT+6Br2EYG7WkETMqw29ElGMeOyTzo0tHvvpdZuNbuqKGs3UNeMPUXXr1tXLHIe5luUCM5YBrRsCN/YCmv24Rb30S3sSWXpllldgaHEJ7qz4ERC1GIyeQ2/Dhi27tUZe19JLJkg4hwAUq5Ef1fL9CO5QfBSo3x5ocxWQLu8W5in0qigDavhibfCjXbs22L3uK7+l2tYjS1FUowbqVFSgS5OBVbtZWl02JcGaLPSSSWd3vdjFv6s2UaitaTUAihwujJXshJo69VlMmHBfyOReARypdUES4KpAr5BgU6hz1YfL8emnm5kmnTtn4/rre6F27cC5FVIw497ol2j7UeClxcA/fg3UTA2tnHn2CK2RNYWOZiaQvQlkrwM+jUuodxZyBnipr3UqOQz0UlErBtPq3NhisBsRb5LRTV1yo5m6ZskEvQ6cBGYuB3YdAW7sDZzXOlAvqZfbH7PYvVDbvfBLQQC9YWO53Lk3lgMQ3+gCd2DkwOVQjRQM6zaB7cBoW6dC+0NCL0l4QFXKWCM5wjLaHfLA18CeT33gq/VPfDtNCodM0HrnOSNoy/tEoGfNp0D+ZuDUVuzdsxet6xUE1Pntpnxc1P9coH47BrjuOPYBctPSkFNWhleybnDcGdPOvU6m/Xb5bPsku5GC01ygnTdP7fD1fcG/gYpKoHsgbNxbUK+aHmjUDSBQKRxWjd6atxS/+M0DQGqtgHTxBL3+55aR+OeMOSGvpID5zMekXhqwZTd27jyGefM24vTpEmRn18V11/VAy5ZVG0mELNxArwCJ/rEcaNYIuOWi0MqZZ4/QGllTuNVMB37Ixs2K5XQmkL0JZB+JOHUmkL36muZFDgO9vFAximW4vbFFselRrdropi6/0UxdM8qRDLot3AR8tgno3hS4voe9Tm6hl5767nJJQy+noO8iUCDAQHBCAC4HU2sgP7UGxMAIqAaNAAAgAElEQVT+slZXdj2zggiZ9qtYx1jLC9nWknwf+Dq9q9ruk53OGYLtO31uY3Q4taNTThtsX1NlnYXTu4HU2tVgDTblAxdfBDToAmR2Q4e+V2Hn7j0B5adWAuWCK6PjnCw9Eeiy+dpCYOl+4NRZv/WUlFWaLMySTUe9KTkBlByrHlctBb6+3/EomBYWSy/ZeGNWa7h138xD774XVBu/MynZyKinBn2o+VKw0Dq5JfVxchlmlocWuOcI/CywkGk55HqgxSCcTOmAefM2YPfufNSokcIC3Pfs2Vx6kfEKFEpXGMMJjxYC05cDd14OtG0cvKHJcA/1eqjcaJaswIs2MTNWS+pWS8YlVM0l1ASy93q1ky/PQC95rWIypZsbW0x2KEKNMrqpC200U9cs3qDX5MmT2W6sKscb3wDLdwK39gc6BgnjlDDQiyyK2tUD/vNyoGWQALTQoB1QvwOAGoKUgZZfKrBJdjw8g16SFmEhoRdveFkBUHQoANR8u2K1lNXVhs070LNbRz8srKataOklQC4pKGVnzWcVm2DJi+OB7NpARhpw8XXMSuy6X9yJeYs2+MeYj2fNykos6P68rxRJWCOVTnQdtc61Oq2B1HTHOn1NaQXRNVX2HMu3Jxco2BswfhUptVCjstR5XBwmrey4BGSX1RHAr8eOwBt/+S2Lj8cOijHX/GIgrV7Iy8g2jhhZei18PaC8j1c1xpr1J1h5gwfnsB+Zw0CvQJXmbQDyTgEPXRtcPfPsITO7AtPoapbMwMsEslcHXiaQvR7w0glkb+f66GSV1qBBg6CLBo/Rfcstt2DgwIHV0r755psYO3YsOz9s2DDQ56ysLFBM7kGDBrHzYuxxMea3mN4ar/yxxx7DpEmT1Bc0j3IY6OWRkNEqRvfGFq32xkq9Rjf1kTCaqWtGOeJJt5SUFFRWsg19Qx6FJcALCwFUAuMGALXI0iTIkRDQ685BQM/GAfCDQZg6baq5f4USMBLQK2TcIicLK0nIIA29bMSwWnA5xtcKpa0koHOlN9XRoCbQJMMPO/0WUBYLojXpNdG3TkdHqysV98b6FRUYdiYw5hua9AfSGzlPLzd62OR1GuMzhSeQUW5jcWa1brTTp+RsQPuZZpZzdpZYUufIopJcaVsM8rsMh7oWbb+301EAj8vycvDF+kZASiqz9iJ3x9RUEXJXL9VAr+qaPLYAuKEvMKSb8yjF0z1Ua66FIZOOZskOvPjzWnl5OcjqK5bdMGOpfcYlVM4l1AqtohXI/tixYxgzZgzmz5+PJUuWVINe1o3ZpkyZwv5hRrDqvvvuY/8Yb9u2LSZMmIDBgwezsgiK5ebmsjSUPicnh50nSDZjxgzQJnIUsD/ah4Fe0R4Bl/Xr3NhcVpkQ2Y1u6sNoNFPXLFGh15aDPuDVvz0wvBdQTkZMIY54hF5+aHRkFbB7LvDZ98DcXGB/oVaQcFEiVxDGQeuQL9WSMEvK8kgyuLtdUx1dGTu0wfadVS6JoeYU+94N5AEwfPhwzJ07N3hVjjCI3DN9cdsCLL2ajwsaX8sW8pAbncW1bk16LVhjvoXUxI0ektCLXBR/97vfsRfDwMMaxy7wWzdzXtZSDWRVKGHVpasjy/djzLqtK7/Dh9suRElKQ7Ro2Zi5O1K8L6cj5PUZslGJl2DTIeD1ZcDfxgIZNe37Z5491MddRzMTyN4EstcBn8YlVA+Qkm7p6ekBcDXcgeyp/GeffRajR4/G+PHjGaSys/QSVxw7cCVaivXr1y8AgInp6dmKwzD1Vcz7HAZ6ea9pREvUubFFtIExWpnRTX1gjGbqmrH3o8JCxMvujTKWXrO+A9buBQZ3BC60BKsXFdKK3fNjATHzcnjmMLDzXaBoH9BuOND3+qouauyMJ+rjBgBov1THOPTSshyzgzwjRgDffgtcdBHwzjsBUIo+iDHUpOaaBAxytOCy7KSoaul1ukZgzLeQq5CdHi7G3Qk2bdu2zQZ6BW+dmzlv146wbmQhA3VL8nFk3XzMW1SEA/lpqF27Fq67PBNdencCrDuAmkD2jpPjP2uAtDTg9ksM9Ap5fUsmcPvcoQM/EsEyylgtyVktiW51NNcI3kQiAHyi1BHtQPbc2ksGeomWW7T8cBdH7t5I58jqi7tK0veUZ/r06ez3a6+9xlatPn36YNasWejatavkKuZ9Mj/08r5oU6JRwChgFDAKxJMC9erVQ0FB4I53vP3f7U7F7NW10LpRBUadexa1aYe4IEfnzp1BL8b8uDavyo//o7ZTYl6WtKPLkHbkW5Q37IazLa9m7a3TubO/3UVC33Q646SHVTedsp3y2LXfrh0y6dxo4XXf7TSTPSejr7WvMvo4zRddvWXaydNY+67bXqcx1p2jTuNOsUNmzpyptJ6o6KGTVmV+V549jU8/2ojNW/ORUlGKId3248KuZ1BRqzHKm16E8vpddJqQNHlKy1Pw6MLauPOSEvRsIWE2nDTKmI4aBYwCRgF1BUL9o10Weolui9ZW0HeLFy/GU089hT//+c/VoBePA8bzcRhmPa/eO/0cxtJLX7uYyOn2vzkx0YkoNMLopi660UxdM8oRC7rJBqi3s/Q6cBKYuRzYfQz4xQVAnxbAk08+h3vvvddREDuLjrhyb9wxGzi6Cuh+G9CgY1U/baw/rBZtTqLIWr5pWTv9WGlIqyUXFj/Vxk/GEsZBDDcWP3ZF2ln8yLrDhdTsxwptg5zTdz9a/KlYcPE+eLVrp1UTN3oE6BbEVdJLSy+ZlTWsVl12DdCY319/nYslS3JZaeeek4Wr+x4JCIB/pk5XZDRuJ9PdpEvz3T5gwWbguZHVux4L99B4GxBdzZLVwovHyDJWS2lsqqvMAzs3vUSxyPK6H6L7Ip9rXro08nELFcheBnpZLbysa6DVoovH93KK40Wxwsil8sUXX4yatZeBXvF2J7O0V/fGFufddt18o5u6hEYzdc1iBXrJuC1SW63pvtsFvLca6N0SuL4nUFrq0yAUmHGCGrIvrrIgQm9EguQqLwI2/Z8vQfffAKmWmEUSbm52patAwFDaButzSN1cQK9q464BBXjbvYZe9syi+m6FdvMvpGaSQCSWoJcbPXShlx38lQW9nl/HXhToML9DQe716w/gww83sg1B2rXLZHG+GlTsYvCrougwatRp6j7Ivhf9i7EyUlKAv30LdGn2/9l7D/C4qjN9/J2umVHvtmzZkizLtlzApgZTbDAOxSRL3wB/kiUJ2R+EDZBkEwgJgWXTKJuEsCGBJwXYDUlgE2wSHIopNhiDjZvcZVmyJUuyuqa3+3++M7rSzOjOzLl3qkb3PM88kkanfOc95547953vez/g2hXhxqmfPeQvlhLM5BAdySYDsqU/wk0VsvfJClVUQ0L5QkKzRcieTpN4pBcRXqtXrw7T+6I2999/Px555BGWyZHqUKEQSSkhe9JL/d73vofbbruNkVyiZ1gmRe1V0kv+vSSrWii5sWXVBDJkjIqbfOBVzORjls2kl5T3VyjpRYTXQxuA714JNERkP45HzMjx6pJCVRERoWx5JlqNtAL7fw2ULwcarpfujZP04n3Y5/XI4Z1aXNx4Sa8oxCYPIcJja6ZIr6TtNV4ceesB4CWEefDlJb3i1pPh6cXjWZfouaB07oracWqjSfXd1TXMiK/+fjsKC/NYZse5c0vhHGiH2XEwzPsLZacB5kpFJuZaoyEv8Mz7wB2rgJqQBKXqZw/5K60EM1XIXhWyV0J8qkL2U0fIXjxJIkmvUELrwIEDWLlyZdihI+p37dixY/x/4nuUlVEUtif9rtD3ybuLRPN37dqVXZpeYvxnSwtw4ACxgPIP2WS1KCsDFiwAmpuT1WPu9qPkxpa7aPDPTMWNHyuxpoqZfMyymfSS8v4S3wslvBZVAG53+NxzjvTq3hx8EJ1xPlAdfrMPmzkn6RWJj5yH/XjYxtqFcUkvCXJFjleeSnpNoM9D8nBlwVR2rMhuxUuqxQvjpIFp7pHhjTx7Xs51IHuCKWgwaY1leDe6XF6sX9+Cw4f7mGWXXbYQTU0lE+L/QweCZ46rD8grV72/KA+qDnjtENB6Crjv8okFVT97yN/ciWKmhPxQheyVkR/Z4uWmdM3VkFD5IaGZFrKXf6LkRoswTy8ivLZsyZ6JnXeeSnzFW41Eb2zx+s/V/6u4yV9ZFTP5mE1F0mtbm8A8vL5zObCwnLQdJs878mGQ17OJF0Ee8oa3r7j1oul3STVMA+nFS05ImacUN16ijYcQiYs3gHR4evHimEzMeEiSKUX88Hqq8dbjCI3m2T/pqsOznvFsefPNQ/jwww5W7fTTZ+CyyyK+zaUMsf07Ve+vMSCJ+HroH8CVS4BVC4Jvqp894u2yyf9PBDOl5AdZMdXbql5L8ok7NSRU3r4XwxxD91qydb1EAlr+yZHbLcJIr5deyqyHVyTU5PF1zTW5vQCJzi6RG1uiY0/l9ipu8ldPxUw+ZtnygT2WV1forKoWX4mzvrIB918GNJUCggBIadjE8/hJ9MFeKREha4Xi6XdliPSSNYeIykpx4yW9wobj9HqRo2fGS1QlglFk22RixkOSJHptJHPucfviJbN4601D0osw/uSTE/j73w8gEAigqakS69YtRl5e0DsgrKjeXwyOo0PAk+8A/30zYDaopFfc61SigtLPa1OdtErU20z1WpLvtaQK2fNroCUiZC9FjEXzEownZK/kTMmFNmGk169+lX1T+vKXs8+mbLJI6Y0tm+aQCVtU3OSjrmImH7NsIL2a99w2bnjLkmeDv5NqsFiI2QLw5n7ggV++jUfvuAgLyif+HTeMS8YDLy+CSokI3v7Bo98l1VnkXGNoHnWOZfWjbtJFdCjFLVtIL+71S2LFZGKWc6RXDG23sPBGGWeAor2WxPWW0xXPevL2194+gL/8ZTfsdh/KyixM4H7mzCLp5lLeX9WfAvT5vMNN+Xp/3BO8Td1+gUp6KVlMJZ/XpjvhJX5eU4Xs+Ukcun+qQvZ8QvaRBBVdo/RFCGlihZK1yfT6UnJ25HKbmKTXGWcAp50GHDoEvPvuZBguuCCovUXF6wU2bwYOHw7+PXMmsGpVMNvXn/4UfE/sT6sN/m23A5s2AV1dwb+vuw4wGsPfU0mv2NtPyY0tlzc079xU3HiRmqinYiYfM/FDlKiZqKyHxFrxkF6/fR/48O8H8LXnv4CK7g4ghLCJS3rxiJ7LnIJSIoJrmK5NQM/W+PpdUTqL5+VGzXj0jbhslVlJKW6KPKwS8PSSwkjmVJNWPZmYTcJRBhmUtAkluSOp65/m+fvf/35Cn0rGPBXttSTPibe7ZJJeNGZv7xDeeKMVx44NMkKHiK/Fi2fENifU+6u0GZhzFa/5U7peQAN8/S/APWuAhhI7MnkPnYpAKvm8pgrZq0L2SohPNSRUfkgo4SzlIacSXqk9baOSXqEEFQnbR5JejY0AifvbbEEdMCK4qBCJRYX+tlqBwcEJ0otIsvnzgZ07gY8/Dp8YEV4lJZOJMJX0ir0BlNzYUrulpkbvKm7y10nFTD5m1CLTuEmSXszZSwObS8B/vRmc153XV0Hr9cOrNeUu6XXot8DIMaDpVqCgTtGC5iLppRCIiWYhJGlkX3KE8hXZkWAjpaQX17AyyCCu/jJQKRpJFYZbDsxTCloeElPOkoiYvfbafuzY0cmarlxZhwsuaIjfzchR4MRGwNEJzLkaqFgev80Ur7H9JPDaPuChy1XSS+5SJvq5Qwn5kWhoIc0x0+OqXkvyvZbUkFD5IaGqkL3cEy059SVJL5Hw8vuD2VSieXqFmiB6ae3ZAyxZApjNALUnUkz09LriCqCyMtwjjPqgtkVFwfrkGRbq/aWSXirplZytHt5Loh8IUmFTtvepYqZshTKNWzTSq7TuXNzwHx/g7Drg+tMAV1mNJImRE55eo23Aod8BBXOB+Z9XtpBjreKKuXOGPCZkRJTGKSVwIsdM0NMrFfNX0mdKMcsiMkjjBwRdfIR4600H0msSWlH2vJTuoRTSoZht29aBN944xKotWlTFvL50urEwiFjLdGoH0P4yYJ4JzLkSyK+Nv6hTtIZeDzy5GZhb4sHnzjVO0VlkxuxEPndkmniyWJR5ziQjC6LqtSQfe1XIXh5ZqwrZZ+ZMpFGjkl61tUBHR+zwRtFsMcyRvLrI64uyLpJ32NKl4eGNojeX2E70ILv66uBYdXVqeKPcrZDIjU3uWLlUX8VN/mqqmMnHjFpkGjcp0qvfDqy77218+wsX4fy5QCDAYvImkV68WfZ4iDE56CWViOjeHMyMVnUOMHPMJVmOMXHq8oZApUPLKKm4xcOIkwBIl55ZPHOj/T+lmMm4ppTaL9nOJ0Df4Yf+mB+6Yz7o2/0I5AGGA+GpWL0L9JPe8y00QOMU4Jujg3+uHr65evhrtBBMITqAAKYS6aWxCxCs4fbz4h3WVgahLUWERe61Q4dOYcOGFrhcPsyYUYArr2xGRQWnblf7K8BAS5DIn/1pwFTCO6UpVW/ICzz9nh93rNahtnRKmZ5RY5V+7pjOhBd5qqleS/K9llQhe3kaaCKpK+413pBGVcg+8SM1IU0vGl70CqPfQ8MWIzW9Iv8mr68ZM8LbqJpe8hdU6Y1N/ki51ULFTf56qpjJxyxbSa9nNwOPP/443nvmnolJ8T6gS9TLWtKr9Y9A3w5g4ZeAQo4QIgVLzEt6pUPLSIrA0doFBBQ+8MeEg5MAmNakl4L9lGgTwy4vzH93QeMMIFCvh1Cvg3aeHtpGPbQ8zjJ+IHDIh8BhH9Dqh+aoH4JZM4kIs1lcyKu2jpub7DMgURyovX6fF6Ytbmj7AlyEXzQS0F+mgfs8E3xr5k76YoDe4J271PXZ12fHhg370NU1DJNJj3XrFmH+/Eq+6bsHgeOvBV9EfOUo+fXafg8O9hvx/ekhZ8a39nFqKfm8Nt0JL/HzmipkL4/EUUNC5YeEintNFbJPynHH3UlCpFcs3S8pIftQq6T0vVTSi3vdxisqubHJHyX3Wqi4yV9TFTP5mGUj6UVeXp//DfD2g01oP3QwN0kvvwPY/0xwbgu/COgsyhaPoxXvAy9HVwlXcfc4YLUbJ3n4kMeO69N5CJRwhE/xWiFFevESp7xjpKFeSj290mB/6BBEeBU8PgrPvxfAuNKQtNEDDgGBNj8CR3yMBNO0+pjnmFChC5JBiwzcxE8iRvGEXhLJa9zsgfE9F9MtDFxkhOYSI/QK975vMADhDQ+0b3uAlha4T/4Vnt43EGgNCtNKkrpRCOFoey0QELB+fQtaWrpZn6tXN+Kcc+bwQyWSX6PHgBwUuyfcfrXdguW1wGdP54dlOtdU8nlNFbJXheyVEJ9qSKj8kFBVyD4zp7Ms0is0m+ORIxNi9VJC95GkV6jwPWl8Sel7qaSX/E2g5MYmf5Tca6HiJn9NVczkY5aNpBd5eVE4411ra9AZKkDOS1hwenol4tmUEBEx0grs/zVQvhxouF7ZoslolQ2kl+jRoun1QefRAA1BDx/dfAP8hRoIr7hgeNXFiC8p8ktp+BePl5vq6SVjMyVQ1bjLi/zHR+G7vwD6c5JHeEUzabTDhrwP9UEyCMC33/hP3PfGD8K8ChMK6VUYoknhmUKFFsIqIwwrDCxLYjKKIAC+6kuBWTdAY54F3z+fz66lC3u+Md79pgWPBX+XSXqJHbz33lHQi8ppp9Xg8ssXyjPdfhxo35BzYvd0Pxj2W/Ct9cAvPgc1zJFjVyT6eU0J+aEK2SsjP5KhRZZJ7NWQUPkhoaqQPcchloIqikkvhyOo96UN+eLYbp8QoZfy9Ar1DKOHrsgsjirpJX+FE72xyR8xN1qouMlfRxUz+ZhlG+n1bv2zzMvr59cCC+sUkl4AIgmthB5uJWBVTHqJ+l0zzgeqVypbMJmtMkV6hXq00H1YWG2C+2wfLDXSmkBCXwD+l1zQtPqh2+8NmyURBeMhXIv4CROe7Ha5QnpxE4NeATAkiWnh3IvGDz3If8oG4YECaM7iXz/O7iWrifcDIoO8273Y9MBrWL34wrAwwncHP8IFJWeGtZcKIYwWVqh1CQjU6RiJq23UQTtfD8QT4x8VgIIU4T/GoPkKl0D40VZGJD931of4/VkfordgFImSXgQUeXuR1xd5f9XWljCB+6KiPHlLFSp2X38tYOYMl5Q3Stpqi/eD1w8D+3qghjlyIJ/I57XpSniR1pLqtSSfuFOF7NMnZM+r6yWSoBxHxbSqEkZ6vfQS0N+fPfMvKwOuuSZ77MlGSxK5sWXjfNJlk4qbfKRVzORjlm2k1z3Dz8LrBa5fJqFDw+vpJQFDIl5dUqgqIr3SoN8lZavU3JNNAkaOa9rshmmzh3m0aC42Qr88SHRwXaNOATBHkAKjAgJvuIE33RAEDdwrjfCca0KgUCZ5kMAeUnZ1Jd4q3l5TogulETTwNungazLA26RXTILFC+cTbdMPBKC7Ng84k0e0K3HMou61CMJp1apV2ETpuJUU0twPfoGePSXUbUwQQETyc79+FQs7a/DKkj24+7pbg7ZG8fT64Q9/iG9961tx53Py5AgjvkjvKz/fxIivujoFKu6i2P0UD3kMvUYfewc4c64a5hhvE3HdCyQ6mc6ElypkL5/wihamN9W91+jSSPW1kEkheyLP7r77btxyyy04j7IPRpQXXngBN998M3t37dq1oL/LiJQZK/T30aNH8cADD7B3Dh48iBtuuAG7du0Kqy+O8/TTT0v2E+8cS/b/w0ivlpZg9sVsKbQOzc3ZYk122qH0xpads0mfVSpu8rFWMZOPGbXING5i9ka9uwS1Wx/Ff/0TUGJOLumlDJnoreIREWEt06jfxTvPZJOAoeOa/+iAcYcX/tssMJ4d7tWTjL0m7PYh8LobQo8fGifCsvj5arWAPgYRliOkl3ZEgPEDZbpQATcQ2O0FWnzQ7vMhIAjQc2RN5M6kWKaBaasXRHwGPfyM0F5iSp13U5RNn4y9xns9ZU29CNKL7KLz9ezWeXjgr1ej+uzZcF5viUp6ySHD3W4fI74ow2PwwWMBVqyYJR8KZy/Q9tKUDnkMvR+cGAL+5xPgqxcDNcXy4ZguLZRcn6l+yCfss30M1WtJ/hqpQvZTS8i+v78fN910EzZu3IjNmzdPIr2IwHrwwQfx5JNPMqLr4YcfZlIoTzzxBMxmM/v7u9/9Lh566CFGeonE1vnnn8/63bJlC5577jlW/+WXXx4nx6hdfX09q5OpEkZ6kRFEfJFGVyY9vohMXLBAJbx4NoWSGxtPv7leR8VN/gqrmMnHLJtIr7LWG3BjwaW4cUwIOJv1mLhJrzTrdynbAclppbEHkP+sA6B4srvzYSieTD4l9RolAe+eAPyHfMCYeLmQp4G32QDnVWbpSWU56SXlOeUYsaOwzxQm/k/ZCpOmC0WRpEojDiUzKQKaKh20lxihWaa048T3ZFL3WuLmpK0HEscX6BoMKew9WwCBx23w+wDb42dC8I0Ga4ToJsohvcTu33rrMLZubWd/nnlmLdasma9srlM45DHyfrChBTg+Atx/hTIopkMrJdenKmSvCtkrISXVkNDkechJhS/yhjRGetdJnXPU16OPPsq8su666y5GWkl5eoW2jSSx5s6di7feeotVofZEot15552MKGtqamJeX/Q7jUNElxQZRuRZJsok0isTRqhjKkdAyY1N+Wi501LFTf5aqpjJxyxbSC+jvQblh/4//GLVPJRbg/PIZj0mLtJLDN1Jo36Xsh2QeCvDYR8sz9rhP9MI/W3mMC3N0N5Tfo0e9yPwghPCMT+c15jhWRERTpdFpJfGJUDX5Z+UydIQ4XXladJBR95Z9UHxf+08PXQzdNCUygztTHyZ+XoYDAAKMxHyDcBXK+V7jc+MtNeSCtkMJcKE3zog/H4fbPsegG94d8KkF01w585O/O1v+9lcGxrKsG7dYlgsCglP8dysvRwoW5Z2/JQMKHU/+P7GYIjjqgVKesz9Nolen0rIj0yKqdOKJsNm1WtJvteSGKanhjT6wItBpoXsRW8vHtJLykOL3hNJLylPrzvuuAO///3v8dRTT42HUBJ5Ru0iQyXTeRqPk17pHFQdS0VARUBFQEUgNQj853/+J+67776wzq/+7tv4zNpLcdWicAHz0EoWSrE7VhyHD7PfrugIxutTebU2eJPLdNEN7IKhaz2EvBnwzv4MAqbyTJuU3PF9AownBBg7BBg6AjAeFxDIA7wX6KC5JCRzTHJHldWbdpsA/R+88NXoMLxOB1/FBEFEOhDPP//8eH/p2kO6EcDQGYDxsB95RwBoAY0zAN9cLfxzNUC9FkK9BtpI2ats1I6StRpq5UwjkJ+fD5vNNm6GdeGXEJh9C0YP/wSjOzaMv9/Y2IjDY2erXJuPHx/Cxo2HMTLiRkmJGWvXzsfMmQVyu2H1dUN7YTr4C7ib7oC/eLGiPjLd6FCfDr/dYcQT1ziRpw/3vMu0ber4KgIqAioCmUTAah37djuKEbykV6R2l9hdKOlF74Vqet1+++0YHh7Gt7/97ewlveIBlMnFU8eOjkCi3+ZMV2xV3OSvvIqZfMyoRTpxE/W7aNyWJc8ygw90A4+8Cjz2GUAfizPJIi8dSU+vHNCmibeDRIF6ImtCPY+0jfrJZI1EZ+ncazS85zkntHt8TPjevdIUdXpKwrriYSX+XxRz1/UFoNVoEFikB5r10C7SQ2uN762Vbsx455Xt9VTcJlZokvcXaX/N/SL8Nddj+JU14xUTvQ5GR93YsKEFbW0DrM8rr1yEpUtnKtsq/buA3Y8DS+/Jeo+vaJ6/z30MmEzAVy5UBkEut1J6fSbDW4qyIE5Vry/VaymYPUTOPqDwRpPJNGXXXO58eb254tXLpJA9D+kVS4MrkvQKPUvV8MZcvrNkeG5Kb2wZNjvjw6u4yV8CFTP5mGUD6fXgK0BzFXDxhCOXLHIi0Qc1JahNesjJkdabFwoAACAASURBVCxksbAQBep9/2qB6XRloUuZuEbdu33QP2mHZ7khKOItUZK9h0Sh+TAx9wuNQKl8T7hMYKbkmsi2NipuMVZEFLxf/mu4v/w52K8LXhfJug5ee20/duzoZH2ed14dLrywQdn2mCLEVzTSy+0D/n0D8PVLgaUKNP6VgTY1Wim5PuUQHfEe6DNFJCQ6ripkL4/won2ghoTKDwkVnw0CgQAThw8liVOt60VjxyO9iNRavXp1VL0vqfBGMRNk6P9CPcWyUsh+ahznqpUiAkpubCp66fW+yRW81b2mbCXTiVukp9f7rcD/bgO+v5bPdqmsg8l6UOOzIFhr/CFnCosv886XR6Cet6907rVQm7xDAvCEDdBoYLvNAsEaTj7Vz67D0eNtvNMIr+cToO8I1+YSzMkTc88UZsrAyJ5WKm4cpJehBLjpKGy3WOE5zZA00otG/vDDDrz55iFmxKJFVczrS6/Xyd8gU4D4iqXx+H4b8FYr8Pj18qeeyy2UXJ+qkL0qZK+E+FSF7JV5Nkp5yKWD8JIivYgEu//++/HII4/gwIEDWLlyZdjxSCGLYvZG+ke88Eaxrqj39fTTTyOyj0ycv6qQfSZQT+KYSm5sSRx+ynal4iZ/6VTM5GNGLdKJWyTp9W9/AK5cCKyYrcx2aiVFhCnvja+la7ADeSdfBRydwJyrgYrlfA2nWC39Xi+szzviCtTzTiudey3SpkAA8D3rhO4jD+xfsELjFaA/6IXhoB/vb30fF5ScGdbEu0CPSFF5qfd8Cw3QugQE6nRAgx7aRh20M7RAsXyvLikcM4kZ77pmYz0VNw7Si7FTHgj/bcfwQ0WYMX8WS/2erHL4cB/Wr98Ll8uH6uoCrFvXjIqKfPndE/HV8TcgS5OCxEts8uRmYFENcO0K+VPP1RaJXp9KyI+pGtJIe0Ccr+q1JN9rSQ0JlR8SKuUhly7CK1fPPJ55qaQXD0pZXCfRG1sWTy2lpqm4yYdXxUw+ZpkkvX6CZ/HBEeDuqaZ30r0Zgc53oC1fAsy5ShnoWd5K1KHS9gUgrDbBeFl0PSw5U8mGa9Tzdze0b7nD9LUKzi2G02eXM5WJuikWms8GzJQBk9lWKm6cpJcgAL91wPuLP2N077eDjZJIfPX3O7B+fQu6uoZhNOoY8dXUVCl/c4y0Avt/DZQvBxqyy20qHul1cgR4bjtwzQrgzLnyp56LLRK5Pqcr4UVaZKrXknyvJTUkVH5IaORe4yW8pOpJhRqLBHQunm2JzEnzjW9sZGlPtNrkfGuaiDFqW/kIUDywunYqbvIRkN9C3WvyMaMW6cStxdnOjCT5brN9DirzAVPwS6ipUdyDgM8BwVQKjd48NWyOYqUmAAght1X6W2MToLEFgi0KNEChFhoFEUnRgEnnXou5OPSpIkRDfvv27VixIjvdMLIGsym221XcZC7YwREEvPQaAJYsldk4fvXhYSeczmB23oKCPFitkWlK4/cBBABXX7BiHmXFzY7nAp69RlPvGQVmFAOKps4DzxSqw4OZ1HQEQRj/zKIZ06abTu8RbjRvEb/piAHtCzlrTnUJJxUrrSwMUrnXfvITTk2TKXSmJcNUlfRKBooZ7EPpjS2DJmfF0Cpu8pdBxUw+ZtQinbiJpJfeXYxiTRHKYmctVjahlLQKf9iiULmpSuZrXAK0NgHwCaDfxSLkaQCDhpFdGkv8rIJKYE7nXpNj36FDhzB//nw5TdJWN1sxSxsACgdScZMJ3M59gLkGfs8AhIV1MhvzVbfb3aAMj1TMZiOKivL4GkbWGvvyAeZyQJscL1RlhgRb8e41lfiaQJkXs9B1kUN05CopRPMiHOjzh0ri8GFAOImf19Q9xE8YpnKv/ehHE1mDEzl7c62tGt44xVc0ERfmKT71hMxXcZMPn4qZfMyoRTpxI02vvKH5KD16DX6xeh7KpwLpJRFWEy+cRdlKpK6V1i7AuNmDsGyCl5iC3lxiGRXC/06BOencaykwPyNdqpgpg13FTSZu5DVTeSlw1v/Cdk8BPMuUZWiNN+q+fd1Yv34f/P4AZs8uZuGOxcUKvGa7NwMn38sKnS8594NdXcDjbwPfvXJ6hzoquT5VIXtVyF5JaKsaEio/JJRwzqSQfbz7SK7+XyW9pvjKKrmxTfEpJ8V8FTf5MKqYyccs3aTXso/vxcyd38Zw9T+w4VOfU2ZwOltFEVCW85CTTnOlxtKe9CP/d3ZoqnTQXmKEJkUPszzzVK9RHpTC66iYyccs3eeaMguzrNVYqBgP8fXYY4/h3nvvVTyB7u4RRnydOmVDfr6JZXasry+T31+W6HzJvR+oxFfiX7YpIT9UIXtl5IeUJtNUek8Vsk+vkD2Prpf8w356tJhEerW0AAcOAP39mQOgrAxYsABobs6cDVNlZPUDu7KVUnGTj5uKmXzM0v1weMnzB+DOb8VI5VvYtOAxZQanqxURXrsfB5beA5QtCxtV7kNOukyWGqfwSRv083TA5xR4UyTZcPUalQ+oipl8zNJ9rimzMMtaiaQXmbXNAzw0yjy+fvDGzyYRXDU1NQlnefR4fIz4OniwlwGxdu0CrFgxSz4ofgew/5lgu4VfBHQW+X0k2ELJ/YCIr40HgTWLgIsXJmjAFGyeyLk2XQkvVchefuZG8V7g9/tB+OUC8ZmueYR6yKlC9uk5ZMNILyK8tmxJz8A8o5x3nkp8xcMpkRtbvL5z+f8qbvJXV8VMPmbpfDj82ZvAy/3vY3DWS8zQrCa9YhBeZLuShxxlq5NYK9P7HljeckHzeGFiHSWptXqNygdSxUw+Zuk815RZl4WtQkkvyuj4ERFfNnz1uhfx7rwjYed1MkgvEYFNmw7jgw+CCU7OPLMWa9Yo1NZr/SPQtwNY+CWgsCGtACu9H7T2A89+CJxTD3z+U2k1OeODKT3XpjPhRYSN6rUk32tJKkxvKnmq0cWaiX0v7rVkE16EfWFhdnwmzfhBGGFAGOn10kuZ9fCKBIc8vq65Jtsgyy57lN7YsmsW6bdGxU0+5ipm8jFL18Phix8Du44Dr1ZNhMRkLekVh/CaKqSXxg0Uf2sImnutwNLU6PPI3XGJXqPHj26XHLKodCYKi2fINWdK1E8Us9BJ+v1euBwj8PncCPh98Pu88Ps98Pk8EIQA9DojdHoDtDoDdDr6qYfBkAeTuQBabRLTeKYB+WTilgZzMz9ECOnlcdmYPf+2/r/xL++swi/Ofw+PX/K1oI01NRO2dnYmxe5duzrx6qv7WV8NDWVYt24xLBYFZ5ao81V1DjBzVVJs4+lEKenF7r8e4DcfATod8LWLAWvmdfl5ppxwHSXXZyYe/Gmi2TQu4aZ6LfnGv3jk8dzS6XSwWoMCstm0ltluC+01ErM3m81hHnK8JBgPsZjwQZJjHYSRXr/6VfbN7stfzj6bsskiJTe2bLI/U7aouMlHXsWMH7OBU+2wjwZTv5dWLcBAzwH+xjJrbu6owGut1fjXZUdwu+fZ8dYvmG+N2VNRaQ2sBXw6L13tu2P2VVw+GxZrSXzLRQ2v2ssnhTSGNo73kDPUfxwO22DU8Yx5VpRX8XsjxJuf1EAzXi2GwRDA8HV8WgAajZYRHiLZodPpodXqGfFBP+l9nd4Ig1FhxrUEkyZ4PU50dexFcWnIQzeA0eEeVM5shNGUHwaDwzaA/t62mGs+u35F/D2RpBpEMHV1xN6n1bMWwWAMD0NN9Fwj3IjoctgHQL+b8gpAa015O1kGMGjYGgMaCAE/I78owxUrGsDv94FIECK+zJYi9pOIsGQWGu9E245kdsnOteH+o4ysoxfNWavTsT2s1xuhYwSfEUZT+sPhkjrRJHTmHltfsau+7iNw2ofwaftTWLdzOb76j8tgfXAuAiVaxaSXx21HX3drVGu7e1x4+90+jNr8KCzU46Lzy1FVGYsBooxsOmh1WkBDa0yZ3HQwerph6VoPwVoLf/3noDPQeqeWSYp3P+BZopf3ANtPBImvpmqeFlO7jpJzTRWyV4XslRBFqpC9srBOVcg+/WdsTNLrjDOA004DDh0C3n13snEXXBDU3qLi9QKbNwOHDwNiO62WxBSBTZuAri6gsRFYuRIwGMLrz5wJrFoFjBHFTFNMHE8lvWJvCiU3tvRvs+wbUcVN/pqomPFjNniqg3l7GE1W6E1F8LmH+Rtz1tzfa8K7rWb02XW4ssmGOQU+XNX94/HWr1R/M2pPLpcNZmsR8gvKuUbrPLYT+YWVkt4oTscwrIXlsOaXxu6Lw8NL7CDeQw6RiuRVk5dXMGnMgN8Pf8CL0oo5XHOjSrHmJ9VJ3mENKp7XwfYjNwQZ/EQ44UF0CKDR6iAEAggEvKAHV2JLCE9aG/qfnJLINTo61A3baB8s1ol1JHuH+k9gTuPZ4+nbRXvsI/0YGuyU3ENE7owM96C24Qw55idU1+f1gDzVoq27wz6I8qr6pJFetFaDfR3wetyM5NEbTJP65p0QkVLMOyzgh9ftYMRnSXmt4v4ix6X+jx36AKUVc3lNiluPzjWPc4CReKyQJ1PAz5g8mgcVukbJ082aX4Y8IvTywonTuIPkQAXC52THXsycO6FbONzfyUivi4eCuotf2XQJ/l/nFRj+98KESK+B3vaYX2TYHT784/U2dHSMsnHXXDIHixZG/+JDPK/G1xhgZxUVS9dfoXOexEjFGvits2C2FiPPXJgSAize/YB3m2ztADa3AbecAyzMTcfVcSgSuRdQJ0rIDx6voHTpJSm1RfVakq/rpYaEyg8JpTMtcq/xenipQva8J/7kelFJr1DiKpSEErsQCSybLagDRqQVlT17gCVLAI8H2LkzSHL19gKvvgpcdx1gNALbtgFnnRWs86c/TbxP5BjpeOXnTxBoKukVe3ETvbEp3zpTu6WKm/z1UzHjxyxVpJfNrcXmNgvebQt6q1xQ58TKOgd8TqJPkL2klwzCi+YR7yEn06TXjCf08Fzih/98H/+m4KxJYXFEgJDXUEn5bJh5POjG+k7kGu05sW/M02zCM8frdkLQBFBR3TjJ+ulKevl9HgwPdDGCkB7yk0/kaODzuuB0DCK/sIKFlQY9xZSXVJFePGQ+EaA+vxdej4MRJoUlM9i8cr4IPkCjZ6Sxx+1AZU3T+JQjSS/6R8umn7Evj0e/Mx/QkQugAMgIbyQSNh7pJRqw6Z3j2L37FPvzzDOq8alzZypaDkPfVhgGd8JdshyuwiXweBwsdLe4dCb7widZJd79QM44204Af/oE+PE1QFkOc7CJ3AumK+GlCtnLJ7zo2lNDQpWRxKqQvZyTOzl1JUkvkfDy+4Nx8NE8vUJNEAkt8uhqaJhoI75PHmCUjVEkwK64AqisBI4cAebNm3g/cloq6RV7oRO5sSVnC03NXlTc5K+bihk/ZrFIr7/sLUBLtxHkqSWWhZXusL/p/WjvlVn9OG+OE/NKPPD7NfD5Ncw7iEpWenrJJLxoHvEecjJJehW+roX5hAbuuz38G0JBTSK+KGzOYDKjpGw2l9eP0muUiIn2w9tQXF4b5tFFIYyFJdWwSngETkfSi8iLns79MBjMzHNJEypOrmCNYzUhgoiIDI/XiZKyWcxbinlTKSiZJL1CzSWPIdrTemMeSitqWVhv1pcx8iqmnYIfGD4CjLROvPQWYGBPWLO3d/fjoqXhnlVS73n3jkJj0cF/9mfht86Dz9oAn7keiIEX8zzsbYOlgI9Q3LnrFN559zizr3FeMS5dMxd6vVb2cmjtHTC3vwhfUTPcNZcjEPAxLzZrUQUKyBaFezbUkHj3A7lG/3UvcKgP+MHVcltOnfpK7wXTmfBSheyTF6bHozel7jU7TCYTkunhJWIaT8iexrz77rtxyy234DzyNoooL7zwAm6++Wb27tq1a0F/l5WVob+/HzfddBM2btyI22+/HU888QT7vC6+J3azbNkyvPjii+zPG264Abt27WK/P/TQQ3jggQcydpBGJb1qa4GOjtjhjaLVYpjj4CDQ1hbehpf0IoItbyxMRA1v5N8PSm9s/CPkZk0VN/nrqmLGj5kU6bX9RB7+tLsQs4q8uHSuHZXWYAgQK+xZVoBWE/yiQasV2E+Hkx5CBPbcQP+ze7XI044xXBLmZB3ppYDwomnFe8jJFOmltQmo+I0e7ut9QNNYWBf/tlBUk3n92AdRJaFHFdmh0mvU5RhGX08bCooqw7ocHuhkYVkUvjdprGkW3kiEV/fxvbAWVLBQxnQVIj/tI30oKK5ESTl/yG6ofdlCerFTTgDz+qJXWVV9CjzlOFdGisziJK9QuiSc0KK/fY5gVkN6FRFJNQu93a0wW4rHyb11n70R6//yB2YgEUNFZTOZFuK4xlt/AMINe+Bo/wX8lrehf/Gn0NmPQO9oRUBrhmF0b9jkvAWLw95zmOqh1/jgMc1hL3feHHiMsyeRZRrBD0GjQ9uxYbz+RjucTh/Ky81Yu2YOyssVaLAFnDC3/yk4rznXQdDkweUcZvMmIl2vVyCaHzLTePcDzhUPq0ZZHUlq5WuXKGmd/W2U3AumOwlBq6p6Lcn3WlJDQpPrIcdLgvEQi1InVShxtXnz5kmk18GDB/Hggw/iySefZETXww8/jM7OTkZwPfroo6ivr8fVV18dlTQjgowKEWFbtmzBc889x9qSYH+mS0KaXmS86BVGv1M4I5VQHTBe0ovCJMVQRzW8kX9bKLmx8feeuzVV3OSvrYoZP2Yi6fX4f/0SX7r7P/CHj4GOQQM+s2AUi8o9455Z/D3y1cwq0qv9FWCgBYgjWi81s3gPOZkivQrf0MDYp4XvK6n18orEhLw4/D43I75IMDxaUXqNDvS1w+tyIs8ykeaawizttn7Mqjtdcrjp5OlF+J883sL0y/ScIvPBMFUPE68njSt6BYXBSRRcz4izWGsZCjqFutJaVM6Yz7ST5JZsIr1E20WPoJKKOUzAP6Ul4AJG2uN6YjEyK4K8QuE8JuQes0QQaERU93YdZISWJsQ7K1TfUZL0okHKz0Ng/n0YOfB9BI5sY8M+9thj+Po9X2NEVbTCwht7jqLEaIfJ1Q6jO/gKaPKQ5zwU1sxtaYIm4GTEWLd7Dv76QSE6ewG9XodL19SicV4wKYlIjvGujanzb9APt8A55wYErLXweVzMW7FsxjxJ4py333j3A95+Iuv96C3g9DnAjWcq7SF72ym5F6hC9qqQvRLiUxWyT56HXKoJL+qfiCvyvrrrrruY15WUp1foySYSV1T3tttuG29D5NbRo0fDPLciCTOpOpk8NRMivaR0vyLF73lJLzHskbzG5s8PEmgffwyo4Y2xt4eSG1smN1y2jK3iJn8lVMzCMaNvQuglVUTSa/Gau3Hr9/6K+aUOrKlzsKo/e/IpfPHzN8pfAI4WN9qeGa/1h/wvRm1htw2ismZ+aoTsT+0A2l8GzDOB+msBc7j3EMc0ssrTix5OKcxPqzdiwVM16L2mF/5GO880wuowbz0xW6NOzzL0EYFCRAhPcTlHYKRQxxjePkqvURKAp/A5yrYnFrdzFIY8CwutlCrThfQiwokIL8InlocXkThupw0u5ygTbw+ub1DcPpihU8dCv3weDzxeB1z2YUZ6kfYRkY30M1a4JNnhdA5j5uwlLAuonBKP9KK1Jo8y/qJBUXk9Rgfb2RzEF81RjhcchTvaRk6hYkajco+vSI+taN5aPGQWTyhjHJBonXq7DjHCK1KLjYv0ooOi6T54LXMw+kYwfXlNTQ37pj1WiabpJRJX5C067lEm+GH2dSHP24k8zwnk+Trx0keN2NMe1OFau+AgVs0/AoepATrBDZdhFtymWvbymudCp4+evcMw8DEM/R/BXXUR/IULGfFL2StpjSljrZKSKtJr0AE88gZwy7nAqgnJNSUmZl0bpfcCcSJKyA+l4vHZJG6vei3J91pSheynnpC96O3FQ3qRpxd5d33605/GnXfeyZ57mpqaWMjje++9F+bFRXVXr17NiDQxhPLpp59mx4oY8khtM1XGSS8y4IUXwoUnIwms0L9Ji0vMuBgajihmYlQqZH/66UGtLzET5E03yX+4yBSY6rgqAioC0weB/Px82MhFNUrZcVyHH7+RhzvOdWNx1UQoY2NjIw6TyGEKyhUdE7Hyr9Y+nIIRonepdffBcOIVaJxd8M5cB3/pRLaytBqSosHydvlR+Lof3kfkEQ4pMkftVkVg+iEQcEFrOw6d/Ri0tjb2EnRm6Ib3jWPhL1oEjd+JQH4de/nz5yJgqQV06QtJlbMwkfcRK4U6aE0QLt6JU9+ZBf3aiQcER4ruG2QvkWNbt3Vhy5Z2Zn5zcxXWrqmD0X0MRmcbDM6jMLraWJilyT6Bt9u6KOxvakseZFpnJ9z5i+EtPgMecx08prlRwyzl4JXsuq39Wmw4aMCq+T5c2Jj8xCTJtlftT0VARUBFIB4CVmvsRCK8pFeopxa1iUV60f/vv/9+PPLIIywsMrKQxxiRYqI+WLw5pOL/sjy9QkkvhyMYxqgNibSw2wHKwEjEl/g/8T0SuBczPlIcPWWpEYktkSijNaJsyKKXF01Y9fSKveyJfpuTik01FfpUcZO/Sipm4ZiRV8b4N+dj/xK9vzbtOoXH36vAJ8/+M7aufxZ+TzBFPJUFzcux+5PNKKusk78IcVqsOnDveI1NCx5LWv+dx3Yiv7BS0ivJ6RhGkbcNpoEdQGkzMOeqhMeN981+OsMbaX7WwnJUPWMAzjbCeEVyH57JK4iyAfb3HkNBYWXM8DWf183036LtHSXXqG2kF6NDPbCQUPp4ETDUdxy1jWdFDcGbDp5eHpcN3Sf2o6i0RnJPez0uDA0cZ95wpZVzucMVpTpz2Adxsn0PjCYLCkuiZ9Oj9aqYMZ/V4y3xPL3stgGUVsxBnrmAt0umfRPtg7XX6wJ5uw4NnGAeT5QIIZZHo59065yjqJq1cCIMTqnHVhK8tbhBCLleRod6g/Mlj0AJDTyqyuXpRQQU3VtedcH3gQcjjy6YMCeGt1e87I3Dg12YOWdpXM/S/ft7sH59C3y+AGbNKsa6dc0oKZnQYhE9x8ijkbJQOuwDsBaUjYWojiVaCPhgGXgXlu6/AkX1MAjD8AlGWNxHwqD1FS6Bxu+Az9IwLtjvz5sDIYKgjHc/kL9e4S1a+wHS+DqnHvj8pxLtLTvaK7kXkOXT1cNL9DZTvZbkey1ReCMJsueCp186vQ7FvcYb0ihVL5quVzwhex7SS/TwIm0uKpFtIkMXidR66623ogrVU+gjhVT+7Gc/Y55imShhpNdLL9GkMmGG9JhEFF5zTfbYk42WKL2xZeNc0mmTipt8tFXMwjGTIr3ovW1tAh7aAPTM/yXc+UGPrleqv8l+FjQv53qAkb86wRaZIL107f+HPEcrtM1fCYo4J6HEe8hJN+lV7KpA1eMaBJ4rZgkGUlGIKOhq2wmDycoeIiWLBhgd7MaM2sVhoYhiXSXXKGkPaTS6MBLF63Ui4POisibkgTvCoOlAevV2HoRGGwxBjCxEQA70HUN5VQNKymuTsiX8Xg+OH9sBrUYXnWjzOtlYNC5vSTfpJdpFpGDvyUMsPLiUBM0NedAIbmjtXdDZO6BzdLCfgi4P+tFw3SlJfa38uVnnsUXabf29baBEB9b8UmhihCvzkl6rVq3Cpk2bELhrGI6/fhWe3jeDkKaB9KJhenpGGfHV22uDxWJkxFdDg/SZRNk4+3paEQgEUFQyI4xU043sh6X1N3A0fAGBgvlwuu3IMxeioKgqOJ+AD3rnUejtreOC/YLOMokIGxGqYcmf0BuUqzXGc53YPcBvPwJo+b52MWCV+G7DFwAUJLjkGT7pdZTcC6Y74UWLoArZyyc+1ZBQ+SGhsfYaLwmmVMiexo5HeoWGKYYeTiIRJiVkH9mG5vG9732P6YBFC4dM+sEXp0NGevkDwEmHFbt2A0Nt6TYh+niURbO5OXvsyUZLlNzYsnEe6bZJxU0+4ipmE5g177lt/I+WJc8Gf9do8FHzFXjoKxtw59l9+Kb3B+N1Ukl6kcjxvfcGPbzSSnqNZezy+73wz78VlkJpbxj5Oy27sjeSp1fNpgr2Tabxy/zeNUrmTbpKxw59iMLi6qgaR/RwbcqzorBkxqQh5F6jpKl07PCHzFMpVFSd9H+shRWTsjmGDpjrpBeRkOR5Je3lJYCIV/IAJHH5ZBbaA8ePbIclvwR5UQTeR4e7UT2rmVs/K22kVxR9LVfPTnhO7YLFPwjoidRwwW+thd9SC38+/ZwDaLRM+4kyiDKx/ox4bMlbSboWiTQ2GMxhSSCi9cJLeo23f98L/33bMPzh9cG30kR60VBer58RXwcO9LKh16xpwplnSuv7UZKGkcEuULbXopJZYZpzocSXv2gh6Nwon9EYNaOjNuCB1nksjAjzwRQWQsnrISZvNYO1/68F+LgD+OqqYCbl1l6g9VTwZTECF8wHPj0Fnkvk3gto7qqQvSpkr4T4VIXsp46QvXgmRpJeoaGJBw4cwMqVK8OOz9tvv51pdxHRRp5fGzduxEMPPTTu1RVJcImNybuLRPN37dqVPZpef/7EgB0njGioACp8QGAAsE9E4yi5byTUhjy8FixQCS8eEJXc2Hj6zfU6Km7yV1jFbAIzKdLrzXO+gDfPvhVXvP0UZv75CXz21OPjDeKRXqHEldyVCRU5ThfppbV3wNz+InxFzRgqOY89/JOXQ7JKtnl6zX+kAv7/LIShLkVuXiHAkVdMV/selFc3SIbLBfxeuFyjmDF78SS45V6jJGB+qvvIhOfFWI8UCkXeZCTGHq3kOuk1OtQN22gfLNbJ+5rIDo/bxsLFeDMwyrk27KP9ONmxN+oeoOyARqMFBSXVXN0mTHpJEFB22wisvpOxMyKGZEP0WWaje9iFvMolMJiD2QEnFUGAbfQUZs5ZFlPUn2vSKazk9/vGSJ4uFvZtMEa/Tvw+z7hXphTpdfkV/8S8uqIV/zkvsKUqnAAAIABJREFUwd3/Plwn/pBW0ku05+23j+D994+xP1esmI21IRpjkTbT2vWfPIqishrodBPah0R8mXregbvqQrjy6uj7IVDWTt7itI/CbA0JveX0EJMKleQZc1sn8O4RwOEBey6iV30F4HQCv9sGNFYCd6zi6SlzdeTeCyItVUJ+5EJ4m+q1JN9rSQ0JlR8SSp9xI/car4cXT5hj5k6e7B6ZeXqRy67fG1v0LFXToJvfX/YB244BXz4fOD05UQKpMjfr+k30xpZ1E0qTQSpu8oFWMZvALJL0+u37wId/P4CvPf8FVHR3YHj3NlmkF092rmgrlm7Sy9jzJvQjh+EtOwPe0jMgal7lKulleteNkiP5MP1H8ki9eFdfx5GPWBiQSUJjSYCAof4TmNt49qRu5F6j1A9p85hDPIrIa2N0uAe1DWfENDPXSa+BU8fgdbskPXjstn4UlcyMHoYab4E5/t91bBe0egPMlmLJ2qThRBnxeIos0ivgAkbaY5NZAEgwnjL7sZBmehXRz3mAJoQYjiDLCLeutl0oq24II0VC50BZSq0FpYxMyrZCnpGjw6dYOKPRaI4bzkhhf0Qci96CUqRXtPUV5x4oOxdY8TsMb1kL4Xj0UIxkaXpJYb57dxc2bAiK19fVlWLdusXIz5/I9BrahjwgR4d7x7xHxzS+AIR6fA0LZaiY2cjCXXlKvC9BqA8pDzGpUEleIswvALoJ88fNpGeW53YAbf3AHRcB87JvmzJb5d4LQtdhuhJepOekei3J91pSQ0Llh4RG7rVkEl50/YoENM/5Op3qjGt6ud2ZIb0IbHIhpm9WNh0EKguA1QuBpcmLlMnp9UzkxpbTwMSZnIqb/NVXMZtMeml9Ftx48ufsH3deXwmtNwCv1pSTpFeJ0Ie83jfgN1XCPePTEExBjZdcJ70qHwe8V+lReGkUnS35l1LcFv09R0HC5oXFk0MYqfHwwAnU1J0+iTiQe42eOLaTkSqhwtsk3q7TG5kwe6yS66RXT+cBpk8kpedlGznFvLBMeflx11JpBftIH/PCi6YXRsTCrLrTuLon0qv90GaUVETogAkB6Ozt8A/sRz5GmMYWhR/C54hNZtFDtW0Y1vwirvFDKw32H8dw/wmUlEt7+giBAEZHe1HDRNeD36BnQ3HYBnHq5CHm2ZdfVBmVtCNbaQ40T/LKpBDV/MIKNgUlpBe5RXlP+yV83kE43/1WVChSSXrRoB0dg4z4Ghpyorg4D1deuRi1tZMJWdprp04eRMAfmEQKi8TX6Jyb4bLUoaJ6HtfS8pBeUh0lmwgLHeO9Y8DWY8AlC4GLF3JNI62V5N4LROOmM+FFRIHqtSTfa0kVsvexsD+5Ivix9hovCaZUyD6th1EWDZYVpBfhQRkdbW7gg3bg7aD2My5eAKxeABTwfRmURbCmzxSlN7b0WZidI6m4yV8XFbMJzMjTyzRSj8qD/4IbF8zA9acBrrIJpj6nPL2cvXDufQbGwDA8VWvhKw4XNMll0svUpkHpC4D7v7QoKCyXf9EobGEfOYW+3jYUl86S7ME+SqTLvEmEjJxrlMKuTrTtQHFZuHs1hfQR0WIhXaUYJddJrxNtn7DMg0QARpaRIdLUWgiDcSKrncKljtosEPChdf9mRgxIhVDSHqmavUiafPE7gdGOMG8tl8eLPFdH2Hi+gvlMX8ttrIKhYjEM5c0Ap1i8nL0WOcmTx1sAAUy3TKq4XaPMy5G86bKhkPfj0f2bUVw2K+6a+3weDPZ1sGyYFII6MtwzHvqtlPTy58+HsOxnsP/6EvirpEOsU0160TrYbB5s2NCCo0eDGa+uuGIhli2b/A017d3OY7uRX1A2yZtLJL4GZl4L65yLYMqLnzFUKekltXeSSYQdHQCe2ZqdWR+VXJ/TnfCi/aJ6Lcn3WlJDQuUTXrH2WqKEVyj5lg33z2yyIWtIr1BQjEbgUF8wpr53dOoIR2ZiYZXc2DJhZ7aNqeImf0WmC2YPPvgg6BWrnP7Bgyg78s+wVWzFxnNvhd8PoEYh6RXSLpZQsZQ9kRpeSdf0an8FGGjBiKYUQu06yXT3uUx6lf2vDp5yJ4yfMyO/IH2kF2lGdbXviuoNQ5gXlVTDbA0nDeRco/bRPgwPdMEaMa/BvnbMmXdWzCx07APbSD+GBjslcRFI2JojRFL+KRS9hY8yHx7dzsgGqUKec+VV9ZNIi2iYxSK9nPYhFJXNjBp6mKx50XyIeAsNAyMChvAlTy8i3lgILJFcQweBgb3AYAtl1Qjz1hIK69He04eSivpw0wQ/C0e0U3bFijnIkwinjTYXOXstsg/SJGs//BHKquoltbsojNBhH8DM2qXJgjKhfgjzY4e2oqyyLmo/5OFEenwu1whmzGpmYvy24VNJIb1oUM+ihyF84W7Y/yUYlRGpA5kO0kuc/MaNB7B9+wn256c+NRcXXTTZY4t06cgjtaBosu7ceKhj3edhmRtfHCuZpFdiRNhsCLpwopuyPv5mG6DTR8/6mNDmU9hYyfWpCtmrQvZKiE81JFR+SCjhLOUhx0t4qbpeyg7GrCS9xKkQ+bWvG/if7VNDOFLZEiTWSsmNLbERc6O1ipv8dZwumGk0GtADTKyy5rnDsFVug6NgBzYteCxYlYP0omoLmpdj9yebJx6gkkh6yV/VKC1O7QDaXwbMM4H6a9HZExRspnCvyJKrpJexR4OSP2oxdP0A8heXppX0oix2PSf2R8kcCEQjXeRco6e6D0MICGEhel6vG16vgz20xyu5Tnr1dlEom0YyvNHjccJoMqfcE4nC6fp62pgN5D0DQWBe8XneQRjdPSjSOaBzHA+GJJLrVEkzULoYKGoC9BMP57I0veIt/Nj/5ew1qS4pfJTCAFmmRolCyRQoxFHK047TxKRVi0d6UUII8v4rKp2BsqqG8XMymaSXT58P7Q3HYbsrH755ekTqQKaT9CJgP/roOF5//SDDeMGCSlx55SIYjRPhqLTniDim0M7Q8GlxUbRDe2Ho3gRj43VA2bKYa5Vq0ktqcCmPsIDWTHQyvAXN8BUshi+/aZwEe3kvsP14kPhq4ssvkbT9KdVRotenEvJDFbJXRn4oCY2jNc+WNVJDQuWHhKpC9ik9/qJ2ntWk1/jNUQv8fnt04chR1/QNgUz0xpaZbZf5UVXc5K/BdMEsHulFovW/O/Eh+uqfg9Zjkk163XLrbXj21z9XRHpFfrufdM8uZy/Q9hLg6ATmXA1ULGcbpfPYzmlHehX9XQuDQ4PRG3uRX1yZVtKLvLCG+jvHtYAmEY32QZb9LFJTivcaZRpPh7eiuGx2WOic0zHEPIsKS6S1xELtyHXSiwS5yeMuVOR/fP6CABJlr5q1MKa2k6xTViJDot/nAoYOQ2M7Bu1oGzB6VFpzK38OoIuuA5GNpBeR5d0n9qE0irYXEbuFJdWwJDErrKz1CKkcjfTyepyM7KIvA8jrjvS7QksySS/q1/2yE9rtXozeU5Bx0ovsaW3tx/r1e+FweFFZmY9165pRVTURrjgyeBIO2xBLTCBV3J3vo7z3L8DSe2ISX5kgvaSJMBd0owegH90Lw2gLSG9N43fAZ2mA3zoPO20N+PvxBly0QBeu8yVxbSvdi7zteO8FUv1lC5mSCWJH9VqST9ypIaHKCMjQvZZMDy9VyD76KTklSC/R/M3tQeHIPZ3hE1pSM30F8BO5sfHePHOxnoqb/FWdLphJkV5iyCNlmf3lO8DHC78OjS/oDSbX08vrcUFAQBHpFfntflJJr7FQRpQ2A3OuCtsg0470EoBZ39Fj5JteuMsH0k56nTp5mHkbRhNKHxnqQvXsxSwzXBgRZbfDao2flIa8QsjTJlIonx7gq2oWwGgiz6HYJddJLwofHDzVHtXbzu/3we91oWLm/HhQTf4/Z4ZElC6ZLCrPqbkVOmg2kl5k09EDm1FaMVfSg9TrdkCr17P/Z7pEkl6k22Ub7oHP50ZFdSMKiqslwzSTTXoF/AICdw3D9RkzKq6qQ2fnxIfhdHt6iWsyOOjE+vUtOHFiCHq9lhFfCxdWsX97PQ50n9gfVZvQ6RhEsTAA46GnYxJf2UJ6Re5Djd8Jnes49PZW6OxHoHe0wilYkO/YE141SdexnOtA6ee16Ux4qUL28gmvaGF6U917LR2EqypkL+dES05dzTe+sZE9uQUC2uT0mOJeKF2wWOh3egUEYMQZFMKnQsL3VhNgkNb7TLGF6e0+EAhAq50aa5deZGKPpuImfzWmC2bbt2/HihUrxgFqcbaz3zWCFhbnbFTkAyYdsGfPbixZEq45I77n93sphRf27T+I5ubFAGnnjJVg6KQAnd4UfGfP7onFiOgvcpUixzzkCuqqUJmfJy16HnelKVObZwjQGgBTCaCZnDGNHl60OgML7Ygs9ECo1emTmmkt3l4jEXYBArSayWcfu6EJhO9kAfJoWETOT2vTQOsGhEoBND8dzY9EW9JQaH+QPTpdNPsF0P6SyioYDzfRfL/Py+YVHq4avV+paQeI9PF7o6w79eXjIs+SBSnhRp5ZUqFUNAaFB+oNpkmi8NEwY/25bKwN08iKsveJJKe9Rj8lixAAAh7A75540b6l93Wm8NekcWg3R+lXJnAUMqsXz5yItoQNzUEqfDnaMLx7LZaZXq+L/Vurkfqwlv49FN1WAW6XnXn1EVakOUZY6vSGmOsTeY1otDqmxxbcj37WPi7m27dPmLViBYRRARgKYGdfS9j9h2zq7j6JqspKyWnQtRpMvJCc/RQ5yPCwC06nh71dUGCClT6EjxFf0e4dZDPZo9P4AUcPYKkCIjSzglhNnc+5GgjwCxr0O4IIVRXS/hbCr386C6TOAK0p+FCThKIEMzrzxHbieTbd3qP505zpuWq6YiB3zQkn8TlUbtvpjHMq99qPfrQmCadI7nUx5UiveEvg9gE2D+ALAAYtUGAGzPS5JEeLkhtbjkIha1oqbrLgGvuQPnU+eMqf3USLaKSXwVWOMoMVxWbGqeDo0aOorw8XhhbfE0mvY+3HUVdXn52kF4VcuAeBgBcwFo/pAkkjN91IL0O3BoFSATCPPZymkfQiLxJ6MNZqpUk29qCogSSBwXuuUVgWZQQMzQoYfADFGMkT/wrKddKLEPB53YzgiLYWRF6zD/mCHzqtgRGj7JnV5wT8ruBPKpEEVxIfbuOvVLBGNpJedE4GfF5GqEuVQMDLRPylslfyzjs59YKkl0hwEgnOQx6lgvRi26krgBMDXZixYOKLDtqne/fuRfOihZJTTjXpRYPa7R6Mkt4IALPZgKIiM/OGoxLtCwrCiJFxlIwhCvHFe64lZ62T18uQC3B4gpEoeZO2eADwKyHD+YhwJZiJWqbTmewhDGj+0xkDucSnSBKqhBc9G/ATx6ncaz/84SXJO8hyqKcpFd4oB3f6lmVHJ7D5aPCLk4sXAKsX5J72l1IXZjlY5mJdFTf5qzodMGvec9s4MC1Lnh3//dIv/hSnXfZveOBSwOuNj91wfyd8fg9LWa8zFsDvGR1vlBXhjf27gI6/QSqUUWp20ym80fKJFgWbNXA/EPRaIG2hdGl6jQx2YeBUx5jWlvQ3/qQlRSFfUpn2eK5R8jDpOLJtUmZI0hErKq2BtaAs/gafBtkbCQQivdqPfMQyG+o0PmjtXdDZO6BzdLCfgi4P+tFDYXh5rPXQ6nRA8SJoy0+DlsKFQ0TlucBNcqVsDG+kKbocw+jpOoTi0onMt6FTp/+Tvlw0sfskwxS1u6AXoT1quHG0hskOb2TftlAmx90+DHz9KEzPz4cwxo2TfXX183GgZUeYOT//xS/x1Tu+AkoMMHPO0vieZQmCeuBAL375y3+gsrIaNTVFWHVhBfIM7qhrODJ8EtWzFjNvWoj3pRnnA9Urxy3J1vBGHqi2Hg8+h9AzyMXSfORENzxhz1KhkoXzWBbW0GK3DcOaH64xx2OvWGe6hjnqdLpxiYDpioHFIi/MURWyV4Xs5Zwtmaybs6RXKKhHBoH324DeUc4bTyZXRObYPA85MrucFtWnEm6DDqAkvsROytdtKmGmFAwp0uujY8D/fQLcfAZQHV8uiQ2d1aQXPVjsfjyueHAohtOJ9Kr+uR6uVX5gpY9BkA7Si0IBhwdOsH1TXF4b9cGUwhI9HjuqZy2S3OI816jDNoDBvhPILywP62Owrx2zG87gFmbPaU2vkIdP76k9EIaPQGsqhMbvgt9aC7+lFv58+jknGKYUUgJ+N8uqRSG4FL5nMOYhz1zECBPSSpMTdqv0HItsl62kF3k1dhz5aELfMMJwErsvKKrkJmKThVey+kkV6UXf5HpPfxo+zwCc736LmRuN9KJswUSEpYv0Iluamk7DN7/5NHp6RpFn0uK8cwqwqLlWEtbR4R5U1jRNeK6OtAL7fw2ULwcarmdtpjLpRfYfHwH+ezNwTj3w+U/J3F2RIvgklTB8BCCcxBdlbx0I1xHzFy2CTnADhQ3BVxH9nEyOSVkznckeVcheHuFF+0cVsk9cyF5KA41X3F6qrZhJVeZpk/PVpwXpRatI3l6H+oHfbFV448nSrcDzkJOlpmfUrGzFbdQNdA0Brb1A66ngy2LMjkQN2YpZMjdSJOlFhNdDG4AHrgDmyfjSNB7p5XAMMG8eKvkLJtK12w7sijmdpgXLcDCkzrrOH4zXX1/z7bhQ6If2I+/IM7IIL+p0upBellYDSv+shf2H7nFplVSRXuRxRWGGLscIBvs6mEaXJb8kaigXERe2kR6UVzVMyhInLjzPNdrfc5TpbYWK5JNHk9s1yjxBeEvOkF6j/bD6+yY/RJLW3dgD45DXhBGfCUUV4eHMPFj5vB74AxTGFyTBSMuPMkKa8qww5uVH1SDj6Zu3TraSXmR/6753UVbVIKmJ5naMIC+/BIXFQWH0qVaSQnqxz68aFjYzXoj0sjYCp/0cjicvhr9Wj9CkJq9Uf5NVLWgOZt+lcmLzhrR4etFYlHClvb0D69fvw759J+HzurDqojqcftpkvbHRkV5UVDfAYAz5Zs/vAPY/EzR84RfhcAPkfTKVi90D/OYjgJxAv3ZxUHc4aUUiO6TdNgKr72RccgwN/ww0fm7clOlMeKlC9vIJL1XIXhnhFW+vJUJ4EQlWWFiYtOMllzqaNqSXuGh04/ntR4A2FTeeDOwMnoecDJiV9UNmG279duAvnwRJLtKAaKgA6sqBulKgogDYtB947yhAOQvITf6sOmCGDBImGQuSbZglY06RfYSSXr8teJYRXt+5HFhQBvgntOjjDh2L9CJtFbdzItyx6uyJ2PueD9+I2ffysy/BjpA6N9rGHgwA/CH/izHbGu2tKOn6EzxNt8M4U97XzdOF9Kr6nRG+BQEIlwW9vKg4bINMvJrCrJQW0tshnS4im0jDhjTS3E4b04AiEsSSXxw3EQCFHxJRVVYVnXjhuUYptLGgeEaYNxmFkZnMBSgu40+GMCVJr4qZMLh6wx4E/RrTZI8IiQyJ3Sf2Ma8/Iqvjio/H2Cjk3eT3utle8HmdMJgssFhLGP5EfEYVxFe6+VheBwHHDn0QNROi3TbAQjilQmajDcuz13hMbj9M+7FK0sOQEhMYTOao4Y88/WeyTrJIr1WrVmHTpk0TUxkTO/c03gPNtQ9i9OsFskivxx57DPfee2/KoAnNMvzWWwfx7jsHodcbsHRpJVZdGH7GkOdpcfksmPIKJtvT+kegbwdcdbcgr7I5Zfams+OX9gA7TgBfPh84Xdr5LSnmSF6fEuRY6GDTnfAiLFSvJfkkjhoS6mCkvOhdxXsdRdtriRJeobZEO0xojLvvvhu33HILzjvvvKhnzgsvvMD0ix944AFWZ8uWLVi5Mhh6fvvtt+OJJ56A2UwJUoCHH34Y3/3ud9nvmzdvZv2K4zz99NNYu3YtqL+yMj4JjaQchBGdTDvSS5z//7UAH3cEv3Fpqk4FtOnpM1kfPNNjbfaMki24iWTXX3YCVy0FLm0CCmIkXjhwCtjSBgw4glmBVi8ElkrLoSQd7GzBLOkTC+lQJL0s/UtRvfffGOHVVEpi5vJGjUV6RfYU+m38aIgei6jFElpfDFUR37uq+8fj/xa/3Zey1DDwMQz9H8NWfDaMNecyTxM5ZTqQXiWOKsz4hRHDP/VAp5/wqqCwIfLISqQw0XiWDUrHshwRaUIC3byFyBaNVoPKmU0xRb3jXaM0j5PHW1BUMjNsaAoxqpgxT/rBM4qR2U56aQIuaB0nxzW4NKNt0OcVg94PDfmxaypgLSyNuxREHA2cOob+njZGDoZ6ysVtHKMCafx5vU4WDknEqKWglIVDko5VIuRa6JDZTHodb90OS0GZpMeb122H1mBEafmcRCDOWNtkkV6TJhCS4c933zA8zUacO/f+SfeCaJ5eoaRUKsAJ7Z++MNj0+hZ8sC2YzrC2tgCXXjIXVmvwg47TPoj84mpYrMXSpnRvRqDzHWjnXgmUTXhFp8LudPW55Rjw/rHUfoaLdy+QmiuF9hGBIffhnfchfyrUIwxMJtO0xkAqXC7We2pIqHzCK5qHHC/hJVUvco2inWf9/f246aabsHHjxnFySqquSGI99NBDjPQS29HvRGiFEmKhvx88eBDPPvssvv/97+Pll18eJ82oP0r+RWNnqkxb0osA39YJvHsEuOUcYKHyL/EztXZsXCU3towanCWDZwNuL34E7DwOzC0Nkl1FMtzde23Ari5gc9tEooZUe39lA2ap3j5EeomE131rgSaFX0gkSnpFI8KUkF6mzr9BP9wC55wb4NCWIL+oQiW9IjYSkXpzX68BioDA9RyZClK9Ecf6Jw8x28gppgtVUd3IPMNilXjX6MhQN+yj/cyzSCw0xlD/ccxpPEeWl1FGSS/vKGAI9wzxue3oO/BXlGiGobMdocSKYRpcdl0ximafC4M5/OE6HmaReFM4amf7bhiNebAWlCdVo0sMeSVvUAoJyy+sYB6GuijZDXm3YTaTXl3HdjEvNykSmMJBSby9vLqBd6pZVS8dpJdwzAfNncO4+ku/Qmv5KTb/eOGNySS9pLzGQvun86XjyMdw+8qw8fV2DA+7UVhoxKVr6lAz0wqncwTW/NKYum3urm0wHfyF7LD8rNoMEcY4fQCRXyRyT4U8+C+Ynzz9VrnnWiRWU4GgkkvO8JB5qteSfK8lVcg+OUL2ydT1inb2EVn26KOP4oYbbsBdd93FyCwpTy8isebOnYu33nqLdUX1iMx68MEH8eSTTzJvLfL6eu655/CDH/yAvW677TY0NTWNDy16eZ1//vmM6BLrh3qHpfuMntakF4H9cRfw4nbgx9cAZfnphj/x8RK9sSVuwdTsIZm40SFAL96y9Sjw/IdATRFwWRNQO/H8ydtFWL1DfcEPT+Q1RqmxU+X9lUzMFE00BY0i1+7Mt3+KohNrMVL9Fl5b/v8UjyiH9KJBIsmspJBeASfM7X9ic3DOuQ7QmuFyjqqkl8SqDry7H7PeqYDjDi90pSHaOYp3QOIN3S47XM5hFvpYVlkf08NLHC3eNUohenq9CQZj0B2dCnmy0YMpeZHJKRkhvUisufNNwNk7SbhZKFkMt2sEmpLF8BXOh99ax7IrisVhH0R5VX3Y3Ol/8TCTwoTIKSIKB3qPQW+g8NSypHl+iePRGB7XKMgTrLh8NiPYlIY+ZjPpdbJjD9NzCt2TIgYi+Sd3b8rZx6msmw7Si0hB/0sufPjuHvzrDX9g00kn6SVFoEW+d+zQVpaswOn04x+vt+FY+wiz85KLazGvwcL07ShhQbTCHgadh2UnYEnl2iarb3Laax0Mkl+UbEuUt2ioDMpczKsAdOG5MriGVnKuiR1PV8KLwsJUryX5XktqSKj8kFCevcbr9aVEyD7SayvaoULeWVSieXoR6UVeXT/96U9ZvZ/85CfsJ4U3Ll++PCyEkkgv6i+TIY7jpNfgoHR6dK7TdYpXevOYAft7tHjg064pPhPV/EwgkJ+fD5vNFnfo1j4tXm0xoL1fi6sWerG0WoZIVNzegSG3Bp906rD1uJ6JcF84z4cVtX5UFciMzeMYK1eqhK7djuM6/PiNPHQv/hk8xna8Whs87NNRbr75Zjz//PPjQ1kaG8d/dxw+PP57Y2MjDof8fUVHMM6eSqi9WlsbjK2/g79kGby1/5SOKUzpMcqe9iLQoAGuC0/7PqUnlSPGa7xD0Pe+D33PO2xGvqoL4au6AII+4luqgBfQxogNzxE81GmoCFjzJ/a+feyzx87v7MUHc9rx3Fkfjt8LeO8jiSAaeU+ivqTeCx3j7bePYseOLvbWmWfW4Pzz67hM0A3tZR5f7qY74C9ezNVmqlQyGIBhlwbDbg06R7Vo6w++zAYBVy72Yvns5H5enCq4qHaqCKgIyEfAao2dal4J6UVWhGp6feMb38Dx48cZkXXnnXcyfTDRo4veIzKMfoq6YVlFerndsQGSD/nUaUEEwe93BMPE7lo9dewmSxP5NmdqzTS51iYTt0mZlSJM3dMJvLkf6B4GFlYC69Kgx0reX6QZ0ZdE769kYpbc1VTem7h2YpbGnuafw2VuhSagw6YFjynuWK6nV+RAiXh6ifpd3rIz4C09I6xr1dNr8pKa3vdA++oAHN/3Qq9PL+lFHjg+n5uFspGmE4mck7aNJb+UeQ/J9eyJdY26HEPo721nIXOhhTJHzqo7nXksySkp8fQiva2R9skZx8yVQM1qoDR6dknKknj86HYmyC5VkunpJdU/ia6TZx7hYhvuhc5gRJ65EEZTPgtPTbSw5AcuG0or62SHJ2ezp9eJozvYftfpjZMgoutBCPhQXj0vUfgy0j5dnl40uc+8cR8e+Os1+PHqN/GTZbeOz1f0Ih4e7Apmb5wdop7e2ZkwLvE8vShxB4UDF5eGi4/u2t2Ht9/pQEAIoLGxDNdccwaMRunwbdGTgRnbvwvo+Bsw43ygOiionGuFnkWMRsBkAt4/AvzqOT1LAAAgAElEQVTkDeC7VwJnzuWfqZLPa9PZw0sMfVS9luR7LakhofJDQulKzqSQvVLSK/QECg1v/Pa3vz1OblEYJIVOktfXU089BTW8kf/cTltNvR740ZvAklnAjWembdiEB1JyY0t40BzoQCluUqGMUqTXyWFgWxvw5oEgWKuagDNmANbJn+tTima/I5gpKBnaX0oxS2SCvgCgV+Dazzsmrd22NoFlabz/MuDLvfdAIwS9XlNFepGYOKVp11AK2Sil9vyrxv/T8d4r7PdbPf8z/t7vjMEU45HvFQ9ugdl5FANla+A2Tc7QodVoWfY/Vcg+CKXGDRT9+xBOXtcJy7mFksLhFGIV8MfT+dJAqzNAF0dzi8YM6nT1MQFnIkPyLEUsax5l7suzkA2xdbti7e1Y1+jAqXb4PE6YzBOprP0+L2yjp1DbEE6O8lw/CZNe0QgunyNMaB7mKsAYReQ6xNBMk16hmBHJ5HHbYLcNMgKMsrXSWlMYn3EslI8SG8gugsDOjqqaBZLhgNH6y2bSq/3wVhSW1Ehee3RWkph/aaWMp33ZoKauQcpILzq7NBqWlVMsRIg+edkTuGvZ/0PXXRPZZ5NJekXqd606MJEBcvx+WRNCbnV2MiK/58Q+FBZPFs5t7xjBaxtb4XJrUFVViHXrmlFdPXE+iXMLI73ozZFWYP+vgfLlQMP1qVvALOm5pRf4sUziS8nnNVXI3sfCG1Uhe3kkjhoSKj8kNJNC9nSsKSG9qA15dNFzcG1tLQtdFAmtUCH7UI+u1157TRWyz5L7yCQz7H7gwb8B158BrE2DN04ycFByY0vGuFO9D6W4SRFcoe+JXl2kzVCeD5zfAMwvA/ycnumpTCV+uD+o/dVni6/95fUDhghORilmtFd4yCunF+gYAFp7gdZTwZfFCCybBdyQAiKaROutfaejquVOiKL1kh/iFWz2WJ5epNEjIMA0TqKWiAcHqhfNNvZNe8dhYP8zwe4WfhHQWRRYHb1JrmZvtDxnh1arQfdle1FQPEPywdthG4DH44yeXSzIZI15bLkZmUmC80ReEdFBGlqRhR5WSaCeiJGS8loUlUo/9MtdxFjXKHlBMeH1EFF0l3MERpOF2SC3xCS9/B6MjPRNkGmCHxg+MtmDK5Lgyp8L6OR5nIl2ZxPpFYklebuQpxaJdjtGBxjpqTcYGQGZl0ci7vxzJgKWvNaqZy3iFtHPZtLrSMs7qJgxEc4dih1hRtgUl82Wuz2zon4qSa9Vq1Zh06ZN4/Mk0quvuxUVL8yEOx8YWBeUNeAlvXg+e0R6dfGQXkRc9p48jN89/3/46h1fmbQuPT2nsOUDGzq7bNDptFi3bhEWLQr/wmYS6UW9+B0pvedlxQYKMWJvN/CTt/g9vhL5vMY+s/l8SIVQPGkZ8QjKZ6qe6rUkj/CitVSF7KeOkL14pESSXvT3/fffj0ceeYSJ1IslVNOL3gsNbxSzOtL7omj9008/jWXLluHFF19kovah799+++3IpIg92Tnthewjb2wdI8AfPwkKSH72dKAsy6M+E72xZduNPV32KMVtEuml0WDUUoq3zr4Vb375cWY+ZeE5vQawaoMhs9FKvKxHqcKCvL92dQczl4r2nt8YJJz2dgEtnUG7icALLYuq/djXHc6ELamZXC/ae5ECrXNKgQPd4WOKdeorgtdgvgl47n3gxHAwy+o59YmhQsTawbExf3foEARNYJJo/bXXXos///nPCQ2UCtKLDJIKJfncp5fif75/eUq/9Y5Neo3AWljGMnAlq0g+5IR0PtDbDn/AywiDyOL3+yAE/CipiE3kGPZ7YX3ajsBTRejq/igq6eW0DyG/uBL5BeXxp0ei0jQ+BPg8LgwNdDIvMbO1RJJQIzKC+vf73aiqWZRwGFy0c43CJzuP7ZpEHhDxVlY1F3nmovhzi6ghkl4F+QXQ2rugs3dA5+hgP0lAXj96aKJF6RIgiQSXlLHZTHpF2kvefpSowGHrx/BAFwKBAMyWQub1x5OpkUJiiRCqnsX37Vy2kl5k19EDm1FeJZ2dkUJGjXlWFJVMzfTaqSS9IveUSHoVaCuR/4AR/dcG4GgOcJNePBkdlZBeZBclfDjj3LU40LJj0qVLXyqUVMzG6290YBelpAZwwQUNWLly4kuhmPeD1j8CfTuAhV8KeojmcNl9Eth4ELh6efxQR6WfcQm+6Up48YiLT0ciMB4BqYaEKrtm4nnIpVLIPoePyZhTU0kvCXhGPMA/DgHrdwOfPS27ya//n70vAZPjKq89vU/37LtGy8xol7VZlvG+gPcFi8WBOPECJiYhgJ+JccIjwWYzJuaxmOcAeYZACLYDDrYBSzY2IBtsyYuwZMnWPprRjGbR7FtP791V7/tvTfd0V1d136qu7umZqfrUn6Tue2/de+pW1a1T5z9/Lje2hTrpadx6cCNlUHw7tOnH7J9/3ngDfnXFP6J+7BQu+fJHsK4BiESY8CPrls0LI2sDORag6Jq2USlr0JAXEARgw2JgPX0WAaEAQGXin2DQD4vFk/IdhQX7/VIZIsroQ/8mDOi3+Gd8EuiZBE6NAZ2jQMewpOISROCMRcAZjVKWIsxEZaSMbl8v8PTbQGsdcPO5wFKOjJfBKNA1kq4ciwnS+L4f+B5CZScBIbdQRqXDkDPppUJwpcyZ8aPA6VdwaO+fsOHKv8+rv0lf1wGUltUxBZN8CwS8KC2rzphyXutUzUZ6jQyeZKE9Llf6WwkKR6Tfqusyq0MqvzqJ6LUuuK514dSJPcaQXgoD9XmHJC8tUlkp+BZRFXq493mHsWjZeuYDpXdTu655JwZZmB15J8U3wmh8+BRaVp+bMdQ2pS9JIYnRkcMQJ9pgcZTBEgsiVtqMmKcZsbJmRN3LMDk+gOZV0xJNMQpY9Idt8uBBCso+8g6qXapY3Dc1goamNWmqKj33Ap7+aCnD/MD8kxgb6QaFIJdWpCrylNryeUdY2B+FxmbbipX0omNGCkQ11StlFnWXVqX50GUbb7H8PhukF3n2Od6ywfUzO/r+KYo152xlZFM2T698kV6kbKR9ZyK9aB5T9s7XXuvESy9Jb+M2bmxiqi960ZjtfoD+XexeOJ99vuJzmnjB7/wxu+JL73VtIRNepmpJnwrPDAnVp4rMpJDLhfCi62VFhf51ZLHcP/PRD4n0EqMIhbW/6c1Hh4qpzYkQ8PvjwMkRYMuy/IRY5TpevTe2XPc71+vrwU1OesXNz//pP/8aGw+/DCSZwuoJFSBMeRae+cB+IghUZvFazrrw1NAxIseIlHJp9A1/9ghweAAgxRYpweJpvVtrgU4FgssXAlY1ACvqgOW1QJUDKJl+9jYqlFFp2Pkivf72ox/Gjx74W2mBTxsz870QkGey03AseIqe7nqHPXwqkTbB4BTcpZV8SiienYGIVElir7YNnj4Om80Jp9OdVoQ8ZMgvSW6cnFywZEcAjpMx2L9YxojafJJetF9SO/R3H0ZZRR3sDuUTLRoJYXK8H0taNzHzcz2b2nVtsO8YrBY7HK4ZvCjsiMzzG5eeobyrLJ5bEVcTxqIulNRvgmhNNSskkmVitActq8/TMwxddYggOd19CFU1yqQXqdporHYZ8ajnXqCrg5yVfFOjGOo7zs61iqpGEuQr1iT1Him+GpeoHL+kWsVKevl9oxg+fQKVKscs4B9n5zEp4ObiNlukF2FV8j92xAasqH3wzOykl0I4vRLeXEovAMlq6fGRHlRtnrkOeGVqr4nx01jcvCmhhD12bBDbtx9COBzD4sWVzOfL7UbG+wHr6wLy+eIhvvRc1xY64UXTyFQtaVctmSGh2kNCM821XAmvZGXeXLxv5rPPjPRydD2JqZ4OoLwFIE+NihbAswywFdh1O58jzaFtUqf89ijQOwncel7uIVY5dCWtqp4bm5b9E7ngnodZ4PXglkx6/bT8x8z8/Iv/bxvOOL4bYZs7hfTiIa9mW+mlZR5Q2WxEhNb29JYnf7DuceDUONA1rRwj1Vg8NJLILSK5qin7UQZSrdhJr7/9yIfxo+89CHi7gKlO6W9bCVBSBzRdDFRlf9jVi7G83kDvUeb9pORPFQz64PaUG6rGyDbXBnqOMmWAUla8SCQEm92OyurFisN3Hoig5LdBiJ/ywNEqTZB8k160j3DQh77ug6iobFRVfJHyhZRhlGWNxqd1U7quUShdZ9sbqK5dBotlxjydfKHKKmpRXrkI4DWVT/LcCvgnWNiSPBtkvM9jw11oXXOB1iHoLk9m8QN9R1FZnZolLt6gd2IATc0b08IH9dwLdHeSsyKRVERUBqbGmHJNLekFqffqF69mSRAybcVKeo0Nd4OIrdKyGQ+R5HEQCUyEiM0+Nxchs0l6EY6lX3Pin3b8K/7h+c/NKL2stvSXawaTXsnHcLD3KBrOvSLxVTLpJQgx5k/XtCw1THdoaIoRX/39XpSUOHD11SuxcaMymZ0y7xeQz1c24kvPdc00sjeN7PUQn9nC9MyQUGUlGK9CTi8JxrncWFDFppVeMYSGh9IfrmJBGRG2VLfJ7HxAdX8f8NTbQEut5C/UVAQvH/Xc2DIdi2TPo7i3k9yLicLQbDoSTxXTHNCDW5z08oxsxqKDn8G91wNnnNGAqHV6QZ6k9DJJr8Ie7bAAOLPMSa7MUwZ1Oyel13TYIoLDgPwa7KoDnIW/8NADuMNRoqhSIqVXSUkpyqvSs0XqhTMb6dV/6hBcnnJFEo5M54kMq1DoDxFeZd/xIvzP5XBeOPMgXQjSi7CgEMYhpmxRN64nBRZldiSCRk0Vpoar0nUtFJjEUH87yitJNQRYhCCs/tMID72NKkcQ1qkuwO7R7LkVDHiZcXZ5ZYNidyh0snkVhU4W5mYR9E1gaKBd8bhTBynEaunyLWnZMfXcC/TOa631hvtPgJRfauo1UhC6SspQWaNM8Mb3V6ykV3/PIUmxqUDaCaIA73i/rsyiWnHOV/nZJr1sXRa0/csJNP7LGgx7+hiZTtkw09YnHKRXxkQqSWufFCxFEV3tb6Ll3R9QJL3oWkfhi9X1LWmHIBoVsGPHIRw+PMA87666ah3OO48z4cYC8fkij69vv6Qc6pjrdU0P+VHMBvXZfKni4zVVS9pVS6aR/dwzss/XPa/Y21X39BJCwFRPOhFGSvuKNUD1OqB0CVcq8WIHQWv/fnsMONQvEV9nzLK/Ku+NTSl7HnkbnaAsebJseeSztKFJ8nZa0wC09c2oasiLqdSVv4x6Wo+F3vK8uCW3T6RXnPD6l2uBdbWAuDg1PXe8fDbSiyfrkd6x5ateNiIiX/s1ql3e0Awj9qeZ9AqNAEN7U8MW688FXFVGdCfnNoYH2plKyOlMDzkkkslus6NSxUtJz86zzbXujn2M3KAHOPkWCvlQQsqzcjKJm9nihFfsC+WwnZ+qHCkU6UW9GRs+Be/4YEaiIhT0gh4I6SE1WZ2VDUul69r4UBvE0SPwhHphmzoBiIAlFkDAXoeypecDlSslhbfGrInkQ0Uhm2qECxEWTFml4mOWbSxaf6fwRTKFV1Ke0YP12MgptKw6Ny1cUI4ZhUlSMgJKQED+cLGo9IlGgyAl3rIVZ2vtmu7yTKV3/HVGWCop/8jMnuwj6xetyriPYiW9Oo7uRk19i+Icj0SCsEBErYrJvW5QC1hxtkkvGqpzpx323TYcue1UwUmvaCSAgd5jWHLRexOoJyu9AoEJpvIrLVdW+lGlP/2pHa+80g6r1YqtW5fi2mvX8R3BBeLzRcQXeRB/8KxUc3s9a9w4sAuV8DKN7LUTXjRnzJBQ7SGhPHNNr8KLzt84Ac13sVw4pbQZ2ZPqgOLmx44Ck8fZ4nk2Qm2K4fC80Q08uR/4P38B1OqzXzFkGEo3NjUDb3k2PsqyRyou8kNaXgNQNr0Gz4znkVoHB/3Arw4Yl1HPECA0NqJnQXDWa19GbftfY3LRTjy/9VPSHlXekJqkl8YDAoDHB017qzM1ipL0Co0B3c8D3s6ivpaSLws9hCplSyQvKkGMqZpR6zlmmUgvIgJOnfgzaupbFZumsLvyqka4k3yAnG9FUPZdL8T7ymE5Nz1UqpCkFxEQfafegc1qY1kd1Tbv+ADcZVWacCVz89LYsHSfnv6EogKsNhuE8jWIVqxBrHQ5gpEoC/OrbZzJkKb1OAmxKLrYcUhXaVBbU5ODqG9aw8JiC7ERqRUOEOGZroRkYVRTI1jSuiWtK/J7QdeJPSyZABGqLHGDKMJis8MKCybGSS22lSvDolFjphC/ybF+RUUdHYNAYByLmzfPOdKLSFNKPFBdp6zeIRWbp4xM7JWVhEbhm892ioH0ovG5/92BSfsUcEdzQZVeU95h+MaH0Hj+lYqkl29yGLWLVmQN5X7zzU787neSwX1razW2bduI8nJX9kO3QHy+Dg4A39yZqvjSs8YlQBcy4WUa2ZtG9ryKQCPKmUb22S/hRpfQRnrJ9x4eBwb3FK06wWiw5O09cwg4Pgx8/YP53pN6+yMTPgwHS9PUWmTgTUbfy8nAe5rQioSk7Hq00d+RGGBT9sjlGlByRr2/2Crtb65sehYEVz3ahqmGPfCX78NL674tDVWJ9NIbKsBRbzbxzaa+ybVv2YhCo9ufTU8va7AfVeEOifBadi3QdKmknC3SjbL/BaZGFUkaQYgi4JtgmQeN2jLNNVJADZ5uY95YSlvQO4463xK4+xywdUZh74oBHsD2ITdwjrI3UCFJL/ZgEQkhrlazO5Qf3ojcmxjrRePitSjxKCj+FHy4YhYXbGIIqFjJPpRJsXdoFJX1qUqgqclhlt3SU8aRBjXDQW0/8grqGlcomq0HfONMBUYJEAqxUQiuxWJTJNlIsUWYNyxek9YV+b2g9+RbKCmtTjO8p4r+qVFU1zfnlGFTKxakLjvdfVDVo44yPrZmSRhQjEqv0cGTLGupGvFLfmUNS9bAoaAu1YrhbJUvFtLLMmWB5ws2BG6vROQsV4rRvNo6htcOINN9+/SpdxgJXX3mjLdfXOlFRPQU+Rc2k5o180KU7gejo2Hs2HEYo6OUmczFiK+WFo7r1wLx+ZJ7fOlZ4y50wovOBVO1pJ34NENCjVXI8Sq8lMrJ/dNm695XrPvNjfRKHlUmH5pyeptcGF+PQgP9kz2A0wncdXn+9+wNAX3jqeGILlsMwahNIrhIsVULLKYX3dH89ye+h3hGvcYK4PIzgM3F++yeAEXrguCnrwL/1fMGhpc/BmvEOUN6KcHMQV5pCW/MtwKKd6bMBull1NiV8J4N0ss21QHb0OuwhsfhqF0nEV4ujoU770HKU7lgYBJjg10oU/FvIgXMkpYzNYXiZepqprlG5t4TY6cVQ2Iqf2eF83AUTsENyyoHxBU22NY4YFltAzIkNSg06UVjJ+JpqL8N1bXNqg99lF3RNzWMxYuaYQuPpSi4lHy4fJZ6lFbUJKAlpYV39DQ8svAhMpknvy2l8FAtU6i38y2UeJQJonBwCk53qaqxvJb98JQ91f4myisaJHWWbKNMh6R2q65LV6XJ7wWDfcdBMnZXSXlaOyGWtKEM5VWF8zUgwurk0d2oZeRi+jY5fpop2DIdy2IjvYjw6KLkCnU099PXhhROSgo2uqbM5a1YSC/CMPTyGOp/swQTX62EUCojmRTWLLzK6ORMjcnHKhz0YnjgJAvNLd+wNfFTnPQKBr1wOT2oyOJHRxXj9wO/P8J8vk6cGGbtXXfdOpx1FofBPRVeAD5fycTX+nofSkszJ7iQn1umkb1pZK+H+DSN7POrkOMlwUzCK/tqwTjSK76v0DhA/jTyjGM1G4CW92XvkUEljHpY5unON18CzmwG/uocntLay4z4gF+/BbQPAaTgosx0rdPqrWqHH+XuwoSPZOq5Lwy82gXs6pBUZFesAy5fB5SXaB9vIWpoIb32dAL/70/A3nX/BJARGqCZ9NL91pSDQCsEXskLz3ztL5dsltnO93wSXEp4JHt62W1WWPpfhnPkTVY0WHUmQuXrUL0kPdQqX9jm2i6RL32nDqKqRpnRlhQwy+B0GRPrnYn0IoP0aDScQkq437ag+lkbhGUCRq/sQ9OF2h6WZ4P0omNCWTHpAV/N08buPQ5b/8uwRcbgsIoJBZeaD5f8ukakGijJQ8nMww9ltwyHfVi8bGOu0wLDAx3M90op7JXmDKnyGpfmP8so9aG7fW+GUDkvw7i0vC5tzHLMKJTX76OMgjPkYbwSkWfhsB9NBmDHCz4RVh1HdqFu0cq0KqQGnBw7jeZVmRcfxUZ6EVE3NTGsOu+DlNGxvE6VZOfFbrbLFRPpNT7SjeZdGxHtF+H9hOw6nQPppYYxJWGwWO1wOt2KpBfNgcYl67iSdcjvB7///TH8+c/dbNfnn9+Cyy9fzXeoF4DP1zv9wLdeBD53ZRCXrNO/ANdDfphG9vrIj7me3dA0sjeN7PkuwLNfynjSS2lM/j6g8zeAvxdouRGon3nrky8I8h0qldzvMT/w9Z3Ah94FXJeaeTmn4Z0aBX5/GPj1fuCGTcBVa4AqWSRMvtU3egbQPg7s7gAGvcVreM9LenmDwGeeAO64EPjU0D0JOBLhjUoA5bCA5M2qlI3k0XPcstXJ91zjJb2Uxi6vy0syZhuz3t/jpFfZ2GtwTJ1EzF6OSO27ECtbycywRQiavJr09sPIeuTfVF2zVDEbXyjsZw83ShkT9fRBda6JIno697P9kELEMQBUPm+H8zQQ+lAU4bMCILKFvKS0bLNFejGy5sSbLPNlPMzREp2Ac/hNOIZfZUOI1F2IUUcLqpdshlspzDFpoMnXNSI6utpeR1XtshQ1TcA/Do+nikthkQ1D8h3zTgwokklUd2K0F0tXbM1ZUZatH3JyQV7eNzXCwjCVsgTK7wWULXFssFMxGylh6p3oR33T6oKFOBJxeLrrHcVEETTXwxE/Fi3JHFpcTKQXzflT7X9mCkDylUvfRJaQYOnysxRVe9nmQjH9Xmyk17KV74Ll8z4EznEieEUSIZLDmkUJ73DAi4HTbYmXJHKlF81byv7KGxKvdD/Yu7cHL7xwlO1+zZp63HDDepSUKIevp/RxAfh8HRoEdhyMYWuLDTfpeBm/UAkvHnPxuU5Q0blg9PE1Q0L1YZpNIadX4WUa2auvAgpDesX3P7QP6HoacC8Gmq8HypWNiLUuWngegqnNfBIFpLb+9SGgoTz3ED8ynN95BBiYBMiy4Oq1QJXKC5t8ExFaj0W8vM0G9E0Bvz4A9E4At54HnK8cnaF3FznV4yW9vvU7oLYU+MB64D1Hiof0KiSpGwc6n3NNSYn1D10/wIFAO850r8R3W7QlDuANzchpEmWo7O/4A1yDv4NQsgixJdcj4pgJYZyrpNfQ6ePszb3LlR4yQYbaRCwsWrbBEIJDca5FRYgnphA+NIzyoXI4eywQS4DwuhiED0nx3BRS5/JUaCbfZov0ghBEcOAd+Hr3oNwyBZvvFERbCQRXLSL1FyBavpaNi7IJkhE7ZXPMFMaWfF0jI3A6ZuWVi1Kf+aYVFkoEkNbzgfbR332IEWtKm983yggxo8hQtf6d7j7EvJ8cCv5oRPhMjvexrItKoXTyewGRTN0de1FTv1wx7JR+F8WYZmJVK7bx8qSIkYzs0z3sSHVGmVOrVZI6xNsoGtJLFNHfcxiCKCoq6dg5HPIxYr1uDmdtjONejKSXtVOE8EM/Jm8rhdA0HfNtIOlF1yryoPOUVsPhkBauctKLlMEUKp8pa2Py+aK29jh5chTbtx/E1FQYdXWl2LZtA5qaKrKfagvA5+v0RADPHHajZ0LKNM+7/jaaEJlr7ZmqJe2qJSJvXC5XImPgXDvm+SACeTAwjeyzX6qNLlFY0ive+65ngNFDhmUr41WI5JsoCAnAyyeAXSe1h/iRoujFo8DOoyxZFC5ZAZy1BKjNErmYTyLCqMn2zgDwy/1Ac410821KT65l1K642+EhvZ59B/jTceC+q4FIBOAOkcthAcml9JqlkMd8zjU1bHnwSKurgA/3seOeQSoFJzuAnhcQ83bCX/seoG4rbM5yxMLeRIW5SnqRmT2ZS5dVKGesIALE6XKjonpxrigmPFziDbmfCcBxOIrYZADhZTHm1SW2ChBWiLA6KI2wtJExckMTmV+7NfWhIKRXLAB4Tyn6cgXsdQg7F8FWewYjvER7+oMb+aoRsVNTr5ztjgacfF0jtQypupLVYaIgYHy0G61rzlc0n9cEGjlfkd/Usd0srNBqTffSopvZ5EQ/mpo3KRrDa92fUvlwaAq9nW+rZvOMRkMgD6n6Ralm/vG2lO4FPSffYmFXyRlAk/dN6jby2FL73YhxURuEb3f7n+Epq1E0dJfIg3pFQiy5D8VCepHyb2L0NEtwoLQxgnKsF03NG+e0gX3iejQxhElSQk6HytpdlYiGJtjPLNFD7eKs6k3euUTX3+H+dtXrM4U3ktKLkeZPBhA9HMPkndNhjjmsWVL6J4oYpJBqESnnRjLpNXbgdfh9I1i8bBMs1BeOLdPaY2IiiO3bD+HUqTFYrRZGfG3YkEr0q+5iHvt8xTF7qxd46m2gtS77+pvnQZ2wnM/lTNWS9uNrGtkba2SvpCbUq/pSu/ZRe3fffTduu+02XHTRRaqXyMcffxwdHR247777WJljx47hpptuwoEDB3DNNdeAfq+trU3UHxkZwS233MLKU7vJ5anQV7/61URbHJd+w4vMDunFrppTQP+rqZkfa7cAbm3pqbUYghtJeimpxpK/o6yOr3YCwz6AlFvJ26Yl6d9tXCwRXBe2Aus0QJBPIsLI2VZSAmw/BBzo0Rfy+OUvfxn0MWrLRnod6wfIvP62c4BF08IWbuIkhwUkF4FbRKSXUerJOU96JSfyqNmAibKzEY2F4XR65g3pReQBIxfqVEgXEfBODqBh8WrYHdpIJ/l5Hb+uOfaG4XkqAGGZDYH3hTBW0o7KmiWKChwp9GwAy1ZoD6T2+ygAACAASURBVJ/PC+lFJNf4MWD0IDB2SCKZon5FXy7KgNnV9mdGBiiHfEkECI2Psjkme3QlY5d8Xes79Q5cJWWw22di4smInXzD6xdxeuBwXHCH+k8wjzUKmVTaSI1kgYg6A/cZ3w95WvV1HoDDVcrGqrQRWUjEUGnZzMJMDbP496RaJL+12npKwqOwiSKmpoZZyKSS4T0HbFxFyK9rclxZ5SUKMVDmRlKwqWUAncFJROfx11SJQQrprKlvQYk73bxfraPZ7qHyekSaD59uk8zrVciOgH+CZd+kvsyHrSiVXtPYi5+dgP/yEoQudKVnodbx4ihOqPunxtOUncmkV9+rv2XJO9xl/Fldeda5zz13BPv3S4vtSy5ZwT5c2zz1+ZJj9uxR4HA/cLAvFZW/Pge4+TzpO9PI3jSy10NoZgvTM0NCo4kXucm+d7wKOaMJrzgx9cILL2DXrl2qpNf999+PL37xiwmiKk6UXXLJJYzYot9pixNi9O94nXi7u3fvxqOPPoqHHnoIbnduzwVc1/MshWaP9EruWPIDY0kd0HQxUMVnfjtbpBePAoWGGIwBbjtgtQIU8kd/08fvl9RgtNHfpPQqdWo/pDyLAe2t5qcGEV+UfZLeOnWPZQ55jAqAPSmpE6W0poc+o7ZMC3ZKFvCPTwL2U7/GVz7xgcQuTdJLepuRvBlFJHOTXqD1+RL09s4wyUp1lfqllmVK95wKDAIj+1OJ+0UXAvYyJBvZzxelF+HU330YdmeJYogj/R4OB1h4EpEBvGorS1CEWJKaTSzc5UPNc4CtO4rYzW6I54RYWFRZZaOqYigU9DKfpYpq7Zn1cia9hCAw2ZWu4iLJQ/UGoGYjULkWsKvf9Cmb4+hgBypr1LORkR8SqbcWN2/KGKonGbu/mZat0OcdZsSakqG73vOAiIrB3qOqIY5xHyxSCEr+YrLMcTp3TA/Zw4MdCAemVA3P4/vOlN1Q+V4ggjzsPKU1jIRR2oh08nlHUNe0SpVw0zk0Vm1qcgBjwz0sI6USSUS42x1OrjDA2VR60VwcHeyEf2qMkSFK2TVpvERgesf7pUyUChk4c8FytuoWM+mFtyMQv+3D+INVEBnvlXRf1Uh6UcgvHWNSVNK1RX6OJ5Neg2++iIYmKWyb96UZ7zr39de78OKLbaxtUnuR6ovUX1m3eejzpYQZPXvQZrdLH4dDei5R2vSQH6aRvWlkT88I82EeFGIcPAo5owkvau9b3/oWU2vdddddCUWW/BpACq7W1la8+OKL7Kc4sUWk1ooVKxKkV/zfVIYIrt/85jeYnJxMKMjkSrGs1+I8FygO0is+SKWHyPqzAZfyG1qqNhukl5Z95vn4pYUB5Xt/RrRPN14KeXxinxTyePO5AGV/bB+UMlTSx+NMVcONtP0Rn7n1PbpMOZX6nIn0euA54PnIbzHR9FtYoo5EpsZCkF5KxAwvwcq7gNR7DJUWUXpJL16jeR48eEkvveNOq8dB0s9X0osIF0pDX5UhhJFM7cnImBRZmTxbrGMCXM8H4eiMwn5U8uSKb+G1NuBMF6x/7UJgahCjw10oK69TzfQlkRunsaT1LF2eYppILzWCK03F1QLYtGXPIi8ci8WWMWyOyA63p4LhK9/i1zVS7tAclOM/NtzFlEE2u443LKonkIjuk2/B5SpTJX+EWAwB3yhsDhcjaWx2DsPpDCcsPWRTKBcp5ErL61WJNDLLLiGsMhChaveCKe8wRgc6VUPxqHtEvJGSzeFyM3Iqm+KK5xpE/njjo73wTQ4xM30lHzJqh7JMLm7dnPBNytT2bJBe0UgIUxMDGB/tg93pQll5Q0bCc2pyEFW1S3UTsjTGSNifEWIi05KVjzzHI5cyRU160cAe8SEctmDqFo8u0otecHgnhpifY0lJBbsuKW3JpFe0sz1xHeddP/CSXrTv48eHWLhjKBRl/l5EfJHfV9Ztnvl88WJWk56kdl6HL2Yj80zVknbSygwJ1R4SypM0QS/hxWNkLw9DVLs+8qi5qC6194UvfAH33nsvvva1rzHSa+vWrSyE8pFHHmHNn3nmmXjiiSewdq300mM2tgTpNTbG8TakgD20edtgG3wV1vAohNJmRBZdAdGZLod+7ykpzpS2Z5slqZ1n9Uzohr9NeutD2+rVq9GW9H+9w9GyT737WAj16C3T8212HO63IRCxoLlaQEuVgGVVAhZ5BDim30CRMGDjuZfj7u/vQp/Xipu2hnFOS0wRomAUKFGwluHF87/fdKJv3IqnGu+BRZA6EJ9XvHNIPv+U5ovSd2p9lM/bfM9vXqx48VBqTz6mXPCg9m+99VY89thjiV3J/69lTEplLZEJ2Eb2wj70Gvs5Wn8BYlWbIJYo+1vlur/5XN9+WkTZqzGU/SEK/9U2xLbZYS1SGC3hcViCQ7D5OmGdOsk+os0NSywAoWw5+8TKWiF4mgGbLLXufD6I5thMBEwE5jwCliBQcncIo7c7sey9a1PWx0rrZb331UKvWUZGfHj++TYMDEzB5bLj2mtXY+VK9ZfnyQfScepXsI0dQHjlR9n1vdi2hx9+mCk0jNqqq42LoDCqT2Y7JgImArkhUFqamejXQ3rJ6yQTYvTvyy+/PEF0KXmFkRKMysl9wHIbqbbaxaX0Uuq7rxc4/TLQ/Tyw7Frp45rJhEYqD5sIxCxIKHKg4nnE+1YpG4SFUHrxqnZ43+ZkG9Ns/U6EFoUy2rJwrvFjt68XeHralFNNIeYPAyvrgZUN0t+r6gFbUqgkjVXp7T5lzPzlXuDeq4D3titnauQKkZPNPy2he0rHgVfpZdT8VpsLRim9lPDgVtEphDcaPneFEDDVA3i7gKlO6W9S7GgIvc6s9ArAOznIbeJr+PimG6RTjjIxNixZp2kXpLKhbHmknlE0L59ujSkvIiHEYiFQnaqealS9VQLXhB3CcsDyQQdQa2EhMRQqRlm/opEgU2uUVi7D1HgPy8aXTZXE6kSDWLRkvaZxJBeWK73s3uNwDL0Ka2gEYsQHVK6Eo3YD+xtlrXkluCbG+li2vkwZD2PRMEKhKSxauiFFPSNd1zzoatvDEgokZ3oklZ7LXY5qlUyLusGbrkgeWEIsAo+Kd1a8/Vg0imiUwmD9TMVESixS35D6i461zWZncyIxL6IRNn8ikQAgWlgZh7NEVQEl7YcyNpK/3JqsoYeZVL80nu6OfcxIPlu2SzbfQz7EhBjrK/ljlbgr2TGgD2UkVMq8ST5rdGxi0QjsNgfzJ8sUAkrznco3LduY9dyIY55N6UVzjsIQtWwNSzZjdOCo1FeyHrDQ+OzMk46UXbyKqlDAy+zuKAFFwvNBS0emy0ohvftQXaecSVTKdOlAdQH9wopJ6UWZXElpKd/K9lag7OUaXHngdnz/4a8nfr7gkvfhjd3PSnOXeBEL/bHCarPBandI56yNT7GZrPRC3JpAYZ2utu7Vs86NxQRs334Yh8nICsAVV6zGeedxesUVsc8X7zqPF7NkpVc2FdRCCFszVUvaVUs8YXqmr1e6r5eWuaZX9aV2K9VDepEpPXlrf+9732Pm9XESi/5/5513gjzCkje5XxjVJ8KeiPvZUntxk168JIyOtQpfldCYRHx5OwEKL0ra9ruc8AgC1tRfJD2Q3Pxp4JQPCMeQuMEa+LBcCNLL6BsbH8jFW0qOx7NHgMMDQCACrKgDVjUAK+qBZdXA0W6gewLoHAVOjgClrvTEAesXxZjCLHlb3wR8aDNALwS1kDBKqMn7y2VQrwJ/sZBeDz74ID7/+c+n9JJnnqqFMhJZ/Yczvp1oj6ctKtzSshRdXT06JyspBJOPuwBMnkwnuGJBoLxFup5UtACuOsDJn3Y0E+mls+OGV6OHRCJPKAud1o1Iu/HhHlRWL874gG71A6V7bCh7wwKLRUDggiAiZ4cRq5VIDXpgtlrsECHSMxUjBmw2F5zu6kSWs0x9i8XCIJ+qxc2buQkApfaI9KosK4VrdB8cw6+yIpG6CxGufRf8YRFlVQ0svLIwm4iejrfgcleo+klRPyj7W2lFbUrmPlpEOewWDPQcSfM2I0P0BvKfciuHIOU6NjqePR37GInFZ+4ugggfUaR5YGUfQRSYtxN70GYzgp62rbDa7YywYE/eHBvNCSKqKFwu25bNkJ2I2+4TUpIByujIsxHJROQUGfxbrdLYaI5Lc94KK/1fFNjwLDYbC1FUC2NM3h+drxQG2NTCF9YYr5uN9OIZk7xMciZCPfVp8BSqS8RJ3aKVXOPPfC0wSa9M2RszYed52An/YhHjVwqJYus2bMXRQ/v0HdrpWjTf4xlG163fmuLFqfRyWm0NwEvgKHX25ZfbsYtSqgPYunUprr2W8yVPkfp88a6TeDFLJr1MI3vTyF4P8WmGhGoPCSWcC2Fk3xbsxX+P7ERH6HTK5TESieDo0aNobm5GZaX6s01XVxer19LSAnmdwcFBjI+PY9WqVWydQ5sgCDhx4gQaGxtRXl6Ozs5OLFq0iPlBK5XP6QajofIKVxNurr0C3KQX74VWQx90Ff23734T/+sf/ilRN670WhOJ4ge175eUGa/uAAJRyUH+whuUibAcMuCZpJeuQ5dTJaX5FxOzK8Rop6JFKkfGnWTaSX8PDvqZIoJeUtN33/jGg7j77hlCJ1fSS64Iy4X0SlOXKc3dHOYzOzBE8mTwH1JVVNpJqiemkMvyA83G3t2RUE892/MEVkei8Fst2BKaURcc6o1hwxKZq2rVujSS+7UjY7jg3LNSSalyCkOQyfmgQmglk+bUvpzg8iwDbLl5Hs130ouO8fhIN/NzYebUCtnYyvZYULbHCrEeiF4SRWz9zANVtosBzwM1qXDIu6qBshmqmI2r7ifiBXx9CeP58NDbsDorILhqEam/ANHyGc8BIpcKS3qBqaB6Ot9CTV2LKhnAjL+JAFm6IeElxd4cRrzsQdOdlE2Ryo4Pd6NlzXk5kwuZjh0RPT0n9zNPshIPP0mcbT5o+Z0M050llAGwlcs0PxvpRfsmVV3vyQOMRONVt2jpM09Z8i9j2TuXrOMkFWdaLTbSSyLvhkDJDVimRgOSG5hKrynmc0eYat2s/Va4fmLH8PtjiExbBeZKelFSE5booXEFPGXVaQloeEkvemn2yU9+Mi2JjnyMmV7MHzx4mqm+6Dxoba3GDTdsQEUFB4FdhD5fvM9iekivZEz1kB/zQQlmqpakhFVajiXdQ10ul2KGQlPhpZy5kXDhmWu5Krw+2vENvOk7rvWWMC/Lv6t0zdwjvXgyt0l0oyxESU6EPfAI0DUJDAWBw9JbIN7NaNJL6WZt9I2Nd2zFWo4XD15FYvKCINdwOx7MciG9lNrnVX8p9k0tfI9EFBVrgOp1QMVKgEKLp0P8jg/tTiOpWNtHxlLJZVJFlS4DproTdd95dQc2bTknQS5917cXx+12HHfYU5RePDhSmZaWZeh654/p6iyZAhRKhFYaOSZXfvH2InO5hUB6EQITo73MULu8sjElW2PVM1aUHbIieFsE0Y38ZFcc1WykFxkoRyJBNDSt5lbfsLaDI0DnryWyK8l4vt8bgrt2LaDgGzkbpBd1dXSoEwHfRMaHWAr7iwkRNC6W1Au0+PSOdcLhcKfgQnhRCKnWUFY9ZwMRX72dB2C1OlBeReblcjJaT6vZ68yoShoyGtfLW+IhvahONBzEwOnjTKXlLq3mItSy95qvBBnyU3bS+qbVGZMcqLVWLKQXEVN+7ygL/6xtaGUhuEZtJumln/SiY+DcaYdtlxWnPyP5pX7k9r/Fz376I82Hh67LZGxPqsyGRaQsLWdt8KxZ1NZJ5MUrzxwt71i2NWJf3wQzuB8Z8aOiwoVt2zaipWXGKiXjQNv/BxjeB6z9KHdmec3AcVbINs54M0rKfKVdmEb2qeF8pmpJG+EVX3fEYjHNZBm7r0bVSSGt5Ntcay/bXNNLeMWN7Eeik7j0yN2cV5b5X8xhsfORXkaTPLlAy016Kexk1YplOLF/+mH5h18HWiskRdhl24Cmi7lvZkbjkQshwvs2JxfMi6Eu742et1w20ktxkZYDEDxZCLU0z7OApPYe/u43cdff3Jg9fM+zFJg8AYwdBSaPS1FFSQqoT438hpFUad55divQUgb8/PsJ/6ue08NY2lSXUGLdcPOnsePFAwn1lNEqOgk3JfIqP4QWz3FaKKQXW/B4RzE80A6nw41yWw3qf+GE1S4i9HdRiB59JrlqpBcpRCgkyuUuQ239chYOybUFBoCuHRLh1foBoGUb4G5IVNWUvZFrh7kXInVW14k9KKtoyJihj1RdFdVNLFMjEThDve+guq45pQP0EErEZHnlzJhz76F6C3SchvpPMIKDMhBqVuJp6pwIIoXIC66+KbuHl7xpXtIrXm9i7DRGBzrgLqvRRUBpGRqRmqSIIn+wmoblunGcXdJLZMrFoH8S4UiAzcGaumZtZDUHaCbplRvpRRC7f+BAoAwYf5+2FxV0rQoFpxAMTjFyncLeifBO9nzkUaznk/Si8QWDUWzffhBtbcNsRl133TqcdVb2EGhWOO7zVd6a5i3MMT0NK8K7xuUtJye9FjIJQeomU7UkZQLTMg94w/RM1Vcqwad1rimRYGqYVlRINhYb3rnDsGvPfGiIK7zRaJInF+ByIb1S6sbDwSodwO9+CJx+RepW0yVAw7mKb/zj/TYSj1zbMkmv1NmkdKNXUn/xkF5cpvU5TOZc2lckvSocQL07hYB6bc9b6aGAsvA9RXVcNAjYZ+T/WubpquXLcOJkdwKZXM7ZHOCd1aoLifQioMmEPvTWadT/3IHwliCit0jm3Xo3OekVCQcRCIwzw+y6xpVwl6Zn8k3si/wfA4OJ0EWm6rJ7JPUiEV4l6Vm8ipH0Yg9pvnGc7jkshYCp+FmJgjDt87QJwWAYE8PtKJX5j40Nn8KS5Vsykmd6j1Wmen7vCIb625mXVVlFXVYzeC19oAdtIlKCgUmUVzXqDj3USnqx+Z5E6pGShUzuHU63Ieovgc6l0BTzOyPPOyk8rEYLNGllC0t6iYhGI5KnWTiIUMjLCC4Ku6NxlOTJU84kvXInvSxTFpTe58TohwT4N6gTX3TukV8d+1CSiZAfzpIylFXUwl1WC7udwx5AbsmQIQGVEUqv5JNi587jeOONU+yr885rxhVXrOE7v+LewiqJtfgaya0U7xqXt5xpZJ8azqfFXNwkcSQShydMz8RqdozsTdIr9XqrSHqpGU9T1ZfWTRtP5+ohpOO6n2sWvBSSQan/FB5F5FdwWHq+mA71+refPof/dXeqj1i8+7nioYVMUIJsPpJevOGevOWUbv48pJeOKVqwKiljonn78F1AXUlaqOGqzZfhxElpcae28bwR1DJP5e0tRNJrbOgUJsdPswe88poWeEclM8hi2iLREBx2FxqXnpFzt9zPBOA8EoHlCivGzhrGxEgPe8vvcHqYOoUegqw26Q0iz0akV8DbDwrLC4V8cDo9TM1ED86qme1G3wF6d0qEV1LoIsu46FkCOMpUd91xdBfbh1Ifp7wjWNyyqYBG9qndHOw7nlD7qA2A1G+Ec03jOvgmelI8n5h/kncYzSvfxQO94WWIcAn4RjE6dIodT7u9BM6SUkbAUSbGTJkKUzsjsgyHFD5Fc0KIRlBWWY/K6iUsm6PeTQ/pFd8XqVt8k8PsXCc1E5FfrpIyRoCR9xfPnCdCkI4RYUOKNfLuiqvyyJeNW82YAQA6BieP7TaUcKqsW4nxwTaWfICkwbQPIkNikTCc7jK4pxMauOhYOz16Dw93PSK9Th59lflHxTebzckSK9A2W9kbe7v2J5JNEGZEStNG3nNLlp+Z4r3HPViFgjQXu9v3poxfT3uud0pQ8UQ1Tt45iphbYMbElGyCNpZoQqDvYnC7y6W5XlLK5j0X0ZXcoVkkvagbb73Vi9/+9gjr0erVddi2bQNKSviyUSI5sVbNBqDlfXqg1lWHNzKEt5xpZJ8azmeqlrSHG2YL0zMJL2VMeeea3jDH3sgwrj76v3VdZ5IrfXXp7bi4bCP+ufs/8IYvNZGgvHGlss+suR8rXalWBgORsUR7yb8nf5/c9o+X/yM2eZbj/t7HsH38Nd1jYqTX17/+ddxzzwOJRrgeUucg6ZWCUiYz8ConsGtHItTrtVdfS1HLUKhXh8OOkCV3ElALmaB0lOcb6aUFD96b+nwkve684y/xva98fEah+MhOYDcZc0c0Zyw1SS/d10/VivQAQg/ntFltHghkiFuEmz3poVBP9xx7w/A8FYCl1QbrRz1AUzyDS4y9/Q8GvSzLIClyopEQM1ynh3iWwc4qqcHYQ5UQlR6q6IEqFkXDsjMRCYzC5SmHy1WmTh6Ex4C+lyWyi7YlVwBNlwIuTq+W6UFTtj/at9pG4WVEZMzGRniQYX+2jcKKbM4KjA4cTTFbJ+zJgL2moTVbE3n/neZAODTF5kTAP4lQYIqRXja7i71ois8JaS7EEkQKjY3Mzj2l1UzlFyeW+Akz9aHlQnolt0qhiEQ+UjhiwD8OIRplY4iTXza7g/2bslKSQoa82GKRkHQu2BwsPJVIXUoCwEOWaT1Y3olBrVUylrfaSwEhyM5nq8Um/W21MVWXEcdFa2eZ4tErha3RRqQSqQCraiRndromEzHMk9FT677VytOcICIzvhFmQtSX+D8da7omGrERcer3jRvRFGyPW4FBK0Y+Jiau1RYrZeCV5qpmgkulV4rRF1S2tzdRg8rIlV68LzyzgdHZOYodOw5hcjKE2loPI74WL9aQgMPXLYXN+3uBlhuB+q3Zdqnp91wECDzrY2r/gQfuUeyTlvC2+URqmKol08i+UPOZZ67pJbzopP6Xnh/jN2NSNnI927aqC3DfkltRai2BGhkVb1dLWSKwaLvj5LdA/653VOJ9x+9j3xEBNhSZYL/FNyLSrq08B2Exim/0/SI30kuU3HswWrI4caOZa6SX3jAxXl+kNSubcfytl2Sm3lZ4BAFr6i9Szg6ZYYYl38i0kDxKTS5Y0kuBtNSiBJyzSq9kNWJJ3YwXXQ4ZHXlk8Frmqan0Sj1T59s5SqOzDsTgeToIW08Ults8sF6Y/Q05C4mJhJiShcgARmoIQgoBRg/79NBMmJWWlqYCqRa2SN5cSy4Hajbrua/PmzqEr98fSHmojg9uNkm7bADTwzqpdGbmBJFdRIARiWJnZAoRA/nKmmgU6ZU8TqZ6mp7j0jyX5jvNfXb+WO2M2GIkn80Om9VuSAbDbFgb+Xs+cDO0f95hTI71J0JDiYgsLatlobCztRU7Zsm4RO+ZRPh8F4JXGEPKKWGelfTiXefl8BJ+cjKIHTsOgwgwImu3bVuPjRubtE2RoX1A19OAezGw4kMpfpHaGkotncuzGA/pRWUCgRmCMb73hUp4kXG6qVoyjewLZaCfba7pJbzo/B0Qxw1RedE1IVelV/JV7c7GD+Cvai9LkFdy0iuZEKN6VP6GqvPxx8n9uKH6AuNJL+5MdhpuMrwZ9bLdHHI1wJa3z0N6qeHhEoAV0Sh+UPt+ycBbnh2yrBWgTHYy/yTqQ/J+4+27ROD5M7SHjs63B2pu4irHxdCcIr0oXGtkf6rvXO2WtIUVz3zOuvCcLmDkYourrWwn/xz+fb6doxTK6DgchbDJDudt+VE/pTwcZgpbdDdm9F+cw9NGV9fn0kO1rgHmoZKJmT5Qix23idE+BP0TKPFIyh3yl6usXZKzP5o+tKRaxY5ZCunVFoP4Qx+C17sROTP7Sw09uGR7QYYc13lanj2ef/4o9u3rYcO4+OLluPTSldqH1PUMMHoIMCjkkWvtlMELrTdJMSd/9oj/X056LWTCyzSy10540XzhDdMrlIKqUKQVzRfa9J4zRhjZq5nbPzj5y5xUXskXPyNJLyUll1p4I6nH7l70F3io/ym0uBpTyDLtF2ephoUpvdZ8Dr6oF6E//wC5kA5qneBRkvAMwGjSiyebDDceAFKyQxIR5u0CbCUpWfCICFt15mU4sV9Sjj3b8wRWR6LwW63Y4lwsZbx74BGgaxLoDwDHOjNCM98eqNXw1n2sVBYEc4L0UlN1qcwIHoyUqvK8EdSr9OIm0XkuAHO0zHw5R+OhjMIyG3CrB44WzsyJOo6bf7wXnvE3cw5b1LHrOV1lLj1UFwvQJmb6jkSx49bfc4SpRh3T4YM+7xBqG1ey0NjZ2oodMzku4d0ROB/0Yuqz5QjngfjKN+nFY92QPOY33ujCzp1t7Kv16xcx1ZfNpvE+Ry8pTz5lSMijXtKLZ70WLxMtH8ehTT/O6eE9lwf/YqtrGtlrJ3F4wvRMwquwRvbXnvgXnI6MGHKrM4r0kqu8qHPU9hbPShbeSL9/vP46PDP+Gp4dex1fWXo7doy/ju8N/Jr9lqwQ0zswifSqfhfELT9A8C834PzNUlwlbQmTdpk6if2oQibwxtprvRnRLo0mvdJA432rpISHyncPf/ebuOtvbkyERhLRlZxR77u+vThut6PDbsfzSz8llfvh14HWCiAQBa7+64zpkefLA3X8WHAfY95jNddIr+gU0P9qVlUX1wmvMHa95yfPIkrpusBNYnINaG4WmuvnqO10DO5fB2HrjiJ2sxvOSzkyc2k5VBEv4CM/uvbEJ2ZxwVbWZIYtasFxjilJNA4tb8XnGhGRNyA0NlzMuFHCg56T+1BVu2x6VCJI+bVsxVZYcsgqqxGitOLFjJna2PJJfMmfA3he3Oldi/Aeu+PHh5jPVzAYRVNTBW64YQPq62Wh9jyNJYc8Nl8PlGv3VCw06UWKHSIwclWwFBuRpUWJY6qWTCN7LfMlFzKPd67pCXP81dhu3NvzE54rVdYyRpFecpXXeaXr8K/LPo5dUwfxxZ6fsn7E9/XM2Ku4ue4K5ieWvPmEYE5m9hLpRZujEsJ9PfjT+EHc997t8JYEU0gvnpuRxIUtQTZJrVq5bMhzEyLZGlL7nZdI/l7KPgAAIABJREFUAaDkI8YbXrZq+TKcONnNepHxBl5fAjz5NSCeHnnpVQD5OCVtc/2BWn4ouI8x77GaS6RX30vAwOvSMW66GKjKMaseR3Yk3gUkN3kl2yf38dR7zs6BenPpHLVOirAOx2DvjMHWGYW9KwbRbYGwyQHbzSWw2QwEPDgCdP5aIrpk2Rb9Yjk8VanZXgzc87xtai4+VM/2wTAx03cEihm3odNtLNMnJT2gjTJjUqaE+qZV+gZrUK1ixizTEPNFfPG8/JYb2XNHX2iwYJGPfXjYh+3bD+H06Um4XHZmcL9mTb2+WRAPedS4rtO75sr6XEEFensTzx7JSq/kARbqwT8X0iAfdU3Vkmlkn495pRRyyTPX9BBe8fP4yqOfM0TtpUR6kfLqI3VX4WfDv2dKrPimRpCpKbWICKMt2cg++f/xdo1VesVbFUX8+MHf4PKj6/GV657Fd676B/WLfA5x5NQoz81ONyGi79akqF7T8tCuhxjkIh2S0yPHglII5LRnmN/WCI9HJtcntZB99iT8euFXvVmrNKg0h3iPQdGFNx7/KTDZCay6KXeyS+0A5EAUcp8HJumVhv5skF7WMCBoEGTZD0fg2h2CbUSEJSBAWGGHuMIG6yo7rKvtsGpoK+v5P3UK6Pm9RHi1fgBo2ZbmTzdXHw6zjj3PBUzctANsYqYdM6pRjLhRMofxkR5MTQ6jompRYmCUubKucXnC30vfiHOvVYyY8Y4qQXzdWYbwOcbcEHieA2aD9CJMBEFkxNehQ/0MossvX43zz2/hhSu1nJKCv/5cwCWRskob95pL4XmK57lCKbwx3o+FSniZRvbaCa/4vSAWi2GueGlRn4thjmczslci39Q8vOTYk1ozV7VXckbG+LXhqbFXmCpLTnplKquk6Iq3F/+t0SFlXFfLEpk30mvDO3fgg29cgPfvPxtbLSsRbbEh1mpHlD7NVsBukfrKSXrxXHzVLvpc6Xr13YJUa/Eq1bh2y0EyaMKHbpz+gZRQScHihHXyeGp3qtYZpxbiGqhxhXK50Sv2QiXE75Of/CS7QNOmZZ/GjXS6pfEjQPsTkvR9ze2GNy9vUC9RyI2RSXqlHcO8k15REfZT6eosS0BUv35TBjmfCOeuMJyvBFnWKuE9Tlgvc8JWp9HDhHfWJhvSV6yUCK+SWsXac/nhkBeOfJQzcdOOqomZdsziDzppGVb1NWVIraB/Ev19R+CwuVBaXseyftJG3wuIYdGS9ew6N5vbXJ9rod0RWH8dYM8EwWtLIFTndq/gybwuJ72kxw+OiJIclF7Jc+SVVzpAH9q2bFmC66/PUYGf7NUqe4mdnPiKe82lEw810qsYyIDZDK/Uai5eKFVQMRNKvGF6JlapoaNa55oW1VdFRQW7ZhGnY24zCMyEN9J3opgAyB51YK/zexBORGHpiMHSHgU8VgSvK5EMLQtAenHFsxt8NLluprz75CC9qCledZLSbv1+Lzye8tSflN4qLbpQQf0VA2BkvBIvMOrltNzoeRZMSvOU981h7qPJ0ELywqfxfGDxZXndXbxxnjer3BmTlHpskl5pqOST9HLtCsG1KwxrUISw3AasJGWWDWixQzgZTbl+U5ii42g00b/oGQ6I9VaIlznhONuBvDwPhseAvpdTDenpWlSSOVRkrj8cFuRkVtiJiZt25E3MtGNGNYoNt2BgEt3te9GweG1iQJFwAMHABBY3b4bVJmXams2t2DDTg0VsUITwdACOZ4OM+ApeVQIhXy9Kpgmdtra2xEtK6rPel3d6xkt1SO1Fqi9SfzU3V7Nwx8rKVK8ZzW2HxoHQSMpL7OTEV3G/3067Dc+t/07G5pXwuPHGG/H000/P1FNZm5lG9qnqJtPIXrsKiidMzyS8CmNkLyfGTNIr9dKpSnqxC/10Ro94lcgrYTj+z5SUyeX6JFPGpLS4XEQV5xsYrrY032kyV5gN0iutR5z4UL2sD9TJ5Ar9O3kjRVjam6algM1lMKr8zWkhvbhaVcBy1kgvyuozsj/VpF6RjOQama5CeSe9FHrFtU9do5kblbKeozqH4f4fP5z7Ioh+0gPXWRwp5YnvSn7u84pAuYHKByEITHalGNLD7pFCF5dcDtRs5h7pfHg45B6sgQVN3LSDaWKmHTOqUYy4Dfe3IxoJocRdAd/UKGKxECO87NMZHPWN1LhaxYiZ3tGJwwJiTwVhaY8BWVTFevdB9ejl5s9+9rOspBfvOlopmQ9P//r6JrBjx2GQ31dZmRPbtm3E8uU1PFX5ywghYKpHltndwrKboWINUL0OKF8J2FMJN6U1Vtq6g4P0Mo3sozBVS6aRfaHUjrxzjVfhJS9HFx6T9Eq9/KaRXvQzScBFUfK3l2+x1yOwPeCFd/+nERl+Wfp5mvRSIiw0he8l7Yy7Lf7bCVdJQ0kv3jdS8p4ZSXrF21b0+RKAyZPpb5roOTh+gy1dAjjVfQe4QNVQaF6SXsnEo0YzUw3QcRXlIqA4FYpcO9Tp38fb9lwoZzTpZfEJKPuxnylzcXcZHFUGEle8gKoRXDJDergbdV0/5tPDIS+kRpQzcdOOoomZdsyoRjHiJghRnDz+GkRBRHXtUlTWLoXdboz/lD6UUmsVI2Y5j8srQOwVEDseBaajQsQSCyIbHAi8z51z89SA/B6qdx1DbXHVVek1ZXSkzI6U4ZG2a65Zi7PPjmcI1TbUbORbfC3sFkQ813QHMHYUICsTejSTvaxetfkynDh5KqUD2UivOBaBQK9ixwv14F9sCiBTtaTd10trmF6xHfPZCh3VO9d4SLD4SW2SXqmXN8vU1JRYVlaWQnJlIr2ourgnAsv9ScRXBtJL8SbDEQI1W6QXV1ZGDfc2XTfYfJBevH2mmyllU0u+wRaQqMk36VWweaWk6qrdkmbYzXtYjCrHOx+NJH+5wlCNGmARtmMk6eVoi8LzYx9i5zhhv8ONadua/I6aEmnQfKbrQvxDCi45wUXJNQxSic7Lh8P8HiXWuombdpBNzLRjVsxzjTI10hrW4ZQ8O4tpWzBzrTsG4fEAxK4YAje6ET47N+Ix36RXNgJKPod27jyON96QSKZzz23GlVeu0TzNsq3FVNfCtEb39aa8rH5tz1u44NyzUpJcBSx1cJdVpvRLvk/6vxLptVAJL9PIXjvhFb8XmEb2hVHI8RBedP7GffEos+K/D27XfH2ajxU+2bANCdJramoqMUYiwZL/rzT40hU3IrbqMwj278DYn77Firz31H2Jos82S2koabv11lvx2GOPJf7vWb068W9/W5tiPbW2ZuNAyPuvpQ+rV68G+RFo2eT4aKlrdFlLZAK2kb2wD73Gmo7WX4BY/XkQbaVG7yrjHNK7M565pjRH9e7P5m2DbfBVWMOjEJw1iDVcgFi59gWR3v1nq8c7H5XK5XIeZOuXlt8tMUDUa0UXEQHHLCijtAwwXjYqwtkjwnlKhOOUAGe3CKEEiFxqg+XK3AyEebpjmzgM+8CfYAkOwRILQChbzj6xslYInmbDCC6evphlTARMBEwETATmFgK2P8fgeEJAuMmKySusiLQYc9/iWceoraOV6sq/e/jhh3HXXXdlBPvtt/vxhz+cYGVWrKjBNdeshtvNYTMw3Wq2fWp5Btq8cS0Ovv48rL5uWP2n2N9xfzChdBm7Xwtly/CRT38JP/3pzxLjoj4MD8sSYc2tKWb21kTAREABgeQkM8PRCXSETqeUmpycxNe+9jV85CMfwcaNG1UxpNBy2qhcfOvu7sZzzz2H22+/HS5Xuh3SwYMHWUj65z73Ofb31VdfzfYR//7ee+9F3Gi/UAdvhasJdfbKGdIrOZwxm9Ir0cljUYgP+RDc4kDgL6W3atneXkwXmhlnb69i9jzDFT+FQla2H10ql9lUemXCKTlMr2YD0PI+w1HNx3FXerslN0bNaSBFqupSGhPvfOTyiMgJNMDiEyGWZiGgFDITEvGTbMhO3Yiss3N/ZxEtiKy1IbrWgchae95JMD1Kr7hBvSUgQFhhh7jCBusqMqm3w5rbS/PMR03JeL7pUsAlpRMu1LZgFBEGA2riph1QEzPtmFENEzftuC1UzISfByDujyJaY0HoIhei6/nJIUI530ovpTVib5JXsdqR7uoaw/btBzE5GUJNjYcZ3P/iF/+Be+65J+vkyLZPLWthpXVdwDcOd0zBKF/m7Vuz+Rpg9c2svwtZ4RVXxphG9trngd4wvYUe5qhlrikpvJTwU/L1UroYjYyM4JZbbsF9992Hiy66SPV6df/9koCJysW3xx9/nP2T6ittx44dYy8NvvnNb+IHP/gBLrnkElZ29+7dePTRR/HQQw/B7TYm9D3rhVZWgCm9rrvuOrz88rQ/F4DLLrsML730El9bPhHCd6YQiwJTHy/F4jXLkPVmwRHeSDvnfUDn6+gcKlWspFccwskOoOcFwN8LtNwI1G81DFwtN3rencrnkVIKbN62UsoVkVeXrv5nqKR07ukhb5R2YT8cgWt3CNZhIYWoUiKuKMOgkcQP+cQKb0eAQ1FYD0chiKKh3iNK49WKm2aDer0HPxYAvKcMMZ7X2wW1egv14TBXHE3ctCNoYqYdM6ph4qYdtwWNmVeE8IcQsDMEUbQgdLET4QtcECqyK6/l91CuZwNeb1KVZEdZn2OmD7/XG2LEV2fnGPvmySe/gX37fp8yOZTCJ5NJr3zYbiivO9IzttckefGbRvamkb0e4pPmDSmL9NSNk40LsW4uRva5EF50cdJLehGp9qUvfQl33HEH1q6VMiXLvyNS7JVXXmHkFmWQ7ejoYKQZEWgrVqxQJcu031G112CkF1VLlsJpbwYQf+qH+FoEl/3mr/Crw7/N3AQn6aWnH/OiTrGTXnGQh/YBXU8D7sXA8g8Cnqac4c8H6SXvlFI2IO6OU0KA/ldTMzAWgVcXd//VCnKE/Wklb5J3ZR0U4HwrAlIwkQ+VeLkT1itd2bMHyjMO5jxQWQPdAoTH/YZ5j+RCeuXdoJ5IrvFjwOhBYOwQpSxJ9+XSaTxv9GFZ0A+HOYBp4qYdPBMz7ZiZpJeJmT4EpFri21EIvw9BHIjBEgCiLTbEWu2IttoRW2KF6EolwnStPQpEesVxeP75o9i3rwfvvPM2/v7v3493v3tlAqJsHqlq616uyBmVA8GLWTLpldzUQiQhCDNTtaTd18s0spfSoms9Z4yca7wKr/g5Lie96P9f+MIX8MADD6C2tjZxKZArvdTKkbrrpptuwoEDB3DNNdeAiC9qh/p1991345FHHsEnPvGJWVV50aAMI70YQjtD+NMXd+Lcv70sc9aWeUp65eI1lFJ3rpBe8dOi6xlg9FBaRhm46gBnqpFmtoVSIUgv6gPvgiClv/FxFtDYPxteRvxORJTzlRCyhf0pYZZtzsdVXbYRAZZGG6xXOmE5U1togxFjzNrG62GIjwYRWWxD4FoXYsulm5gRG89cs7dHUfojAw3q1cznKfVT9QagZiNQuRawz47EOBuuJhGRDSHl303ctONmYqYdM6ph4qYdNxMzGWZjAoR+AUJbFGiPwdIRg+i2wBIQU4iwqfIgSuo1+sgWmPSikZG5/Xe/+yQ2bdqM9esbccMNG2C3WxVtX7Ipvag9LkWbyjTkWXdQVSXSS+vD+2xlv8vHfk3Vkidhgs47D7SE6S30kMZkTI2aa0qhj3EFnfa71PyuYSzpBWB12Uocu/dAVuVEtnj2uQb7jAdP6s062mwF7DL5toJPEd3og9eVIEyEwFwjvdjBEoDJkykZZZiRpkaCqChJr2RFW/P1QHnrXJueqv2lULqS/RHg0x6WBTs57M9+lGRWM1tojRWu40LKd1L4Yeqcj9Va4Ho9AucrwWlVlwu2CxxAk173+cLBnav3iFJPsy0+XS+F4Ho9BOFyF5zXpZtCahr96DtA704p22JadsUWydx2Dmzmw6G+g2Tiph03EzPtmJmkl4mZPgSy1xL8IoSTMQgnoowEs7RHEXOJEFc4Eby2BEK1shl+2gu4WSC9aHSbNl2Kj33sfgSDESxaVM58vrZsWZtm+8JDemVHS71EtnVHvKac9OIlOuZrOVO1pF21xBumZxJeqRke8znXCm0Un8u1qpB1DSe9En5gScoJ/40lEBpTH3iVfJZ4Y+gLCRDPvpI9eJxuC2LHo8D0zVossUBOHhBRYA2KEJbbgJVkTm1DdEiA85tTmPpsOcLXJ5EqWcw0eW9sPOMwvEx4HBjckxoKWH8u4KpS3VVRkV6UAadrR168ywzHWmODLJTuP3yw2QHrZ8sAuaF8BIBMkKX4cEiZFNuiaXNebLDBcoUT9q1FqOrKhpWS98jFLgjZTPdV2s10jnr+0wdHVwzCp0rhWKeTFCwS8/lssGr53SQitKA1U9bETTtuJmbaMTNJLxMzfQjoq+Vtn0LJ761wPBtkxFfwqhJYJwXYO2OwdUZh75IUYuQTFrp4+sXRLJFeRGa9/fZxbN9+GH19E3A6bXj00a/gwIE/JgYvX+fmY93L+2yQTHrNVyKLgOcdm6la4scqjqmRYXoLiRjLx1zTGuao74o8d2sZTnrJoYgrJ8Jn2DOGPOYSuz5b8HN58Ch5Eqn4FIV3R+B80Avv/k8jMjydWCBPpJeSsabSd4Zhm2z6TpKi8hagrBWoaAHKlwOQ3t7l4+YPpJt3ZlwQUGhY9/OAtxPIU5ZKw3DV0RCF0hHhZbnAAcvtUtZVno374XBMAFTexvLsp5jKJHuPRNY7ModtayC97Eci8PzcD6y2w/4ZlbANMQpYZGGWYgyYOFGU5vNGHjfuuWbkTudBWyZu2g+iiZl2zEzSy8RMHwL6asXPUXFYQOypICztMUCW2dhG7sTfy55NPu1ZI0cj++QRJa9fX1z7LUZ8Hfz5C9La9uQruOD1X6muc41+BtJDeplG9qaRPS85mI8wvYVEeBF+RivkTMIr+/0l76QX68JpAcJ/ZTaLNvqCn33ouZWwH4yg9DE/Yuc4Yb/DzcK4jNjSiK88kV7ZjDWNGItiG6FxIJQ9jfJ+lwNbQiQ3mt6q1gGyVMvQ8p2MaPPbGuHxlKV2MU52EeG17Frp46rOGxSz0bD7mQCcRyKwXe0CrtAWSregHw7bohCeCmYN21Y6psmLz7jHmX00Aut7PLDEwxnVyCwKV0zeajYVrfm8kfN5Qc+1HIA0cdMOnomZdsyohombdtxMzLRjpjjXvAJQrrDo5sgmn+aTlSfS66V132aD3XXhh/Byy4Xs31tuuw7XX3+G4stdo5+B9JBeyUdHD/kxHzLxmaol08i+UOSbkXPNJLz47i2FIb3ifclgFm30BZ9v+NpLxR9arcMCRCM8eBS6EF78ATjP/omk+Drw84yd5L2xyRuZDdJLXUk2o8TKj9Ir3W9MsDhhnTyeCguRaOTXNQ/JLsfeMDxPBWBptcH6UQ/QpJ2lNRfsALKEbSudrKHBcVS/3QNn53FYqzshLumEpboMmEgitJTIrIpVgEUW8qik/tJ+GSv6GuZc03eITNy042Ziph0zk/QyMdOHgL5aWs/ReDb59z/7cfzX27/MvNMcSC/5mlZx/bpkCQ43rMP2NdchduYWNDdX47/WPYloWZj1K06OGf0MxPtsYBrZp4bzGWUuXijiJB9m/lrJy3yE6S0E/PI510wje+XLfmFJr+k+KJlFG33B13drlWpZfCLEJP8eq0+Ec1eYGXNbLBYI73HCcqUT9nyFcFksCDe9H9YVn4T/oSsQXameSY73xlYMpJfSMeZaNORyMFXq+v1eeDzlqb+SGmyOGH3zQmIdiMHzdBC2nigst3lgvVC/x5bWhSdvH+diufg1zHY4SY0IILJegGPkJFDfBdR3sr8FmxtWTxCoWQm0rgYqVwJyQmuBkFm8x9qca7xIpZYzcdOOm4mZdsxM0svETB8C+mrpOkd3hrD/22/ijHefidBFLkTXq6x9ciC95GtaNdKLRt1f3ojt93wfQ0M+HLWcxPAFvQgs8hYd6bVQFV5x8iif5uLFQFDl4/gaHaa3EAgvIqXyOddMI/siIr1YV7wiYr8PwfJiGKIIPHLiv3HL//07xBq0K1D03UbTayWruBxJmevIeF6st0K8zAnH2Q5YZMkYjdp/op3pHYRbPgbb1Q9h8r5yiKXKuMxl0usfun6AA4F2nOleie+2fIoNPz9Kr/QjpBc3w491HhuMZxQVNtnhvM2d8550LTxz3msRNyAEgcmudH8tWdZEv78enqaaIh5I8XXNnGv6jomJm3bcTMy0Y2aSXiZm+hDQV0v3OcqTlKZApBeNPHzyFLZvP4jtB95iQIye04dntv0L+7fRL/5517imkX1qOJ+pWjKN7Ol8zAc5KCfz8jHXzDDHzPeYWVF6ybsU3ReBuDMMy5CAWK0l81uZiAg4UlmntFTFKmNWKhdXcRFBQL5c4uVOWK90AeVJ+/CKqf/Xd9/mr5XEqkV+5AN6BHjvkvlPTbemdGPjMaQvdHijGplV6H7EDwLvgoD/oBVXyURG0TtL4dqsrhTU0mvdC08tOynWspwEF0vOYEv1SlvQuOk8niZm+oAzcdOOm4mZdsxM0svETB8C+moZcY6qJqXRSXoprWkzKb3YyKc9em/8xTdRcbiefXXLJRfgqqvWFgXpZRrZG28uvhBUS/kM05vP+BmtkDMJr+z3l6IgveLdjPXEILwWgfWPUqw7pR+OnO+CtTsK+7EIHMdiEC0iklVYjJE9wwFLQES0xYZYqx3RVjtiS6yw9cZSUhoLJVCoa4el0QbrlU5YztQf+pUdag0lkqVkogjh/imE6q34Wve/45577klp6MEHH8TnP//5lO+yhRHy3pg19FixaDL5poX0SjMazbUjCvXnK+nFlVFUJ55GLDx17rqw1XIguJQ6umBwM/AomZjpA9PETTtuJmbaMTNJLxMzfQjoq2XoOSpPSvM+yh4+vU2TUjyqKy1rWqUwyPL2GtS8sQRrSpZi5cpa/O///WF0dp7QB1AOa1wlTy/2XBWNYj4TDmpjM9JcfKHgl88wvfkaEkpzw8i5ZhJefJfOoiK94l2mcMfI3gjwYgjWIQFW8tFabwc22GHd7IBVnnQuBohtUcSOR4GOGCztUYglFliCIoQVdogrbLCussO62g6rUwZMoVVcPMdFRnqBPMa2vQl/138i1PebxNsiLeRV8k1XSz2e7qqVybrPPEi6efs7H0kve3sUpT/yGZ5RNI6poQtP3gOV73KxAOA9lTVEUUnBxdu1eYkb7+B1ljMx0weciZt23EzMtGNmkl4mZvoQ0FcrL+doPCnNn3cg0P5viPlPSWtrBeWXUq9zIb2oPXq5+9BD/8HCHcfHgzhx4iC++tXbsXRplT6QZLV417imkb1pZJ8ryZmPML2FQBjmUyFnGtkrX0aLkvRK6eqoANTo8PkKikBJvs23DLk3KTZChvkisX/xreYcCGd8BaGxPyOw60vsW27ySnYT566X4/BM0itHADVUt7dF4X7Sn7eMonPyIUfJHF6IAGOHgNGD0t+wADIPrlwILqVDlpcFu4a5MReLmpjpO2ombtpxMzHTjtmcvB/oG6ahtcy5pg/OfOJGSWnefvQtrP77sxG62FUw0iuOhNcbwrPPHkJHxyj76oYb1mPz5sX6gEqqpZf0WqgKL9PIPtXbTMs8MDpMbyEQXqaRfc6XOF0NFD/ppWtYc7/SZZddhpdeemlmIKT+Kl0BYd19EM/5IAI3unFR6T8nfo+nPaYv0qTZs0B6yYk1tbdihQhlVJoNvAuCuTCTrGMCKr42ichfueG6Ri6DNG4E+Vx4auqlEpklxoCJE+mKrdF3Upuu2QRABKo3ADUbgcq1gD13k/9M/S8a3DSBPLuFTcz04W/iph03EzPtmJmkl4mZPgT01cr7OXosCvEhH4JbHAjcvXqmk9PhjvQFb6ZxpTUtT7jkCy8cw9693WzfF13Uine/e5U+sKZr8a5xTSN708g+V5LJyDC9XPsyl8Ih86GQ4w1zpHJ33303brvtNlx00UWq15rHH38cHR0duO+++1iZeL1HHnkEZ555Jp544gmsXbs2UX/37t149NFH8dBDD8HtduPYsWO46aabcODAAVbmq1/9aqKtnC5wOiubpJdO4ApeLTnk8bUQxEeDeKHsbfzsvNdxaNHpRNrjYiW9FPtVcBBndsi7IJjFLnLvuuIbXggb7HB+ZI6TN6TCssp89bSQWXLFVsUqwGJLxVFpH9xI6yuY9wW7vm4VdS0TM32Hx8RNO24mZtoxoxombtpxMzHTjlnB5ppPhPAdH6LPPg/foXshRr0JKxGl9auWTOM8pBftY8+eU/jDH44zkM44oxHbtq2H3S5bw3BCyLvGTSa9TCN708hei8IrPsfyGaY3n0kwoxVyvITXyMgIbrnlFrzwwgvYtWuXKul1//3344tf/GIKUUXfrVixgtUnguvFF19MkFhEkN166634xCc+kSC95CQY5+Urb8XSSK9Dh4CjR4GRkbztM2vDtbXAunXAhg1Ziy6cAnKfLwD/9n9/gfNPrMHp8km85/qLEF0vEQbFqPQySa/8TNXSH/tY1lH7Z0uRPEXysTfDF+zkpzV+LDXUUEmZxUNmKam/8gGCjjYNx01HH+ZaFRMzfUfMxE07biZm2jErGBGhr2tFW8uca/oOTSFxi254AJbGa+E7fC+ih3+b6LCSGX38x+RIC6UR8pJeVPfEiWHs2HEYfn8YjY3l2LZtAxoalLO3Z0JTD+mV3J4e8iPuIzSX65qqJe1hjnR+ulyuBZn4IBdlmZFzjZfwonLf+ta3mPrqrrvuYoSVktKLCKzW1lZGatFG5Ygs+8IXvoAHHngAtUTUJG1EbnV2drJvXnnllQTpJVeK6bsDGFcrhfQiwmv3buMaz7UlUtyZxNc0igqk14Z37kCl34MP7D0X/3j4fRBFC8t4efN/fAI/+eV/zcCfQ3ijXNLNe0yV3oLNViijUp95FwQmrhWVAAAgAElEQVS8452Ncu7fBKRspA+Uw27Pfw8UF568ZJOaYis51JBCDtOUXlHAUoDB5RG+Qi7Y8ziMgjZtYqYPbhM37biZmGnHjGqYuGnHzcRMO2YFn2sWC8ItH4Nl6U3wPXIlhCabos9XPpRecXRGR/3Yvv0Qensn4HDYGPG1bl2DJvB417imkb1pZE8TKxeiMh9hevNZ4VUIhVw2I/u42kuN9IpfbEjZJSe96P9q4Y1EcsVJLypHIZRUljalcEhNFzUDCidIL2rruefcGBvTYRpvQEeUmqiuFnD99YE8tT63mi0tm3nT45uaYp0/t+OuxCD2rHgY1kMirC/FgEER/gts8J0vyaI9q2c8CvxtbXjvKSk2l7Znm6UJLS8T/3316tVoa2tLAevhhx9mDHGmTWkfcwvx4u6tZ08Mlc9E4f2iA47GPCRsUAk1tHo7YPN1wjp1kn1Emxu2icMpYMUq1yt+Z4kFIJQtZ59YWSvE0maIaalYixt3s3cmAiYCJgImAiYCJgLzF4GysjJM/ecErO0iRj7hUFwfa1njUsjPY489phmw558/jsOHB1m9iy9uxbnnLtXcRrYK1dVJCbOyFTZ/NxEwEZgTCJSWlmbspx7SK+7P9f3vf5+pw5IJLvLvok3pu3hHSA1GJBqVkSvFCgVqitLrhz8s1G759/N3f8dfdl6XVFF6xcd8aNOPZ4b/VgTiI37JlPMvPex7ubw6TXWlkKZZS0pmXpPPYjlGvG/BiqW/yf2gTI2epwIQbnbDuSWLCopXiaWU1VAWasjILDEEVKyUPpX0t4JvlhJovP0oRsBz7JP5dl87gCZm2jGjGiZu2nEzMdOOmTnXTMz0IaCvVqHPUcqeHouJED87ieCVJQh9ePlMx6fN7bUovfSNWqq1e/dJ/OlP7ezflNWRsjvybLxrXNPI3jSyz1VVZWSYXq59ySXcsNB186GQ4w1z1EN6UZ0777wTX/7yl5l5vRKJlYn0ItKMBDMknEk2v+e5nhlVJiPp9a53AVu2AMePAy+/rLzLxYuByy4DwmHgl7+Uylx6qeTJFd/GxqTfSHB08cWAwwFEIsCuXUCyiOjDHwacToCSFvb1SbVN0msGR7oRi+LMWxkKb4xvKaQXW5GSKecUYlFg6uOl+IuP/iWefPJJ9XnDS3oplKNGc/E7MGoya2mHd0Ggpc1ClJ3J1OiE6xqJ0ExsWkzfs2U1VAg19E1NoLSsshDDnFf7KPSCfT6AZ2Km7yiauGnHzcRMO2ZsieHzIdvbZH0tz99aJmb6jm2hcYtnTw+/GYH9YR8mnj4HYswvdb7ApBft8siRARbuGI0KWLq0ioU7VldnTlzEu8Y1jew9SPYiM9pcfCGQOKaRfeoc4j3mRs81XsKLril6SC+ql2xkn03pReW/9KUv4Y477mAkVyZCTN+dQXstVdIrTniRSTYZ2yuRXnHCi1R0cWKLuvDe9wINDeqk1p49wLnnphJlRHhVV9NCyiS91A6jJtJruhHxp36Ir0Xg+5tSRFZnVgVxpVo2SS/tZ1mONaxCGNZAJ+y+dpS8egSWhi5YGkoBvabvSv3hyGpY6IVnjrAVTXUTN+2HwsRMO2YmEWFipg8BfbXMc1Q7biZm2jGb7eta+N/8EH78E/iP/euskV604/7+SWZwPzg4BY/HgW3bNmLlylQz6WR09ZBeyfVz8Xiay3VN1ZJpZM9LWuVaLp9zLduVVk56qZnUJ3t6JZNllPnxmmuuSQtVlBNb8ZDIAwcOFJenF72xi4c3xgmvWAyw2ZSVXnHCi8I4qRzZTMWVXkqKrbjKa3AQePbZVGKM1GSVlVI7pBgzlV7K01VOelGpSy+9FC+ryfDizewMIfa7EOAHoi02xFrtiNKnmdL+ZfaDypYJknahJPMulPQ724mt9jvvgkBv+7z1LGIMoiUpJbUQhT3QwQgum+8E7P52iDYPLPSWsbsZCK2A9YNnwFKpEFaY5xBCc8HOe1RTy5m4acfNxEw7ZrP9cKivx7Nfy5xr+o6BiZt23EzMtGM229e16JQI643H4Dv0z4iM7pkVpVcctXA4hh07DuHoUcnn66qr1uCcc5oVQeVd49ZUAJC9D5/LpFWuIWqmakm7aikfYXq5Ekq5zoNCZCLN51zLZmSv70o892spKr2I9GpuBk6dUg9vJNKLsiuSCmzz5hnVVrL6i+ARBGD/fmBiQgptVCK9Nm2S9rV8uRnemGlKKZFe3IuoGCAcj0JoiwLtMVg6YhDdFkTW2xF4n7pMWi/pRePQkqa50KcS74LAyH4lK7bihJZgdcPhPZjYTbRiEyO4op6ViJWuQrR0JWIlLSjZIRQ0U6PSuLnnmpGgzYO2TNy0H0QTM+2YzfbDob4ez34tc67pOwYmbtpxMzHTjlkxXNfCLbfD2voxTO65eVZJr//f3vkHWVGe+f57zvxiGAZFcKOigAM6CBhX3c3FBa5KdsUfcS2lZNyLZO/GP0ylXG5xb6y9XkpULK5VK3sts2Yr1F12y6BZQUOyUZJgsugqRN0kepEfCyq/JWyIo/JzGGbOObfeHnvsabrP6efp7nO6+3xPlaWe6af7fT/9vM/b7/c879M2vVdeeR9vvLHP+t+rr74Qc+Y46sl8dpDnM25/CY37C2jcW0DD3n407iug4Y+agD/7fA1Qz4KXEQrMGG1paUE9iC5RCTtRb9OrF/Zx+ZrZ5tje3q4Lthm3irymlzujy2R9mRcPfvABMGmSt+hl1/ViTa/y3hZK9PI4dd/uAvBPPcgfKKBnbitOX918xlFhRC+v7ZJJGU9Ril5nZGtZaq9/xpZT0Opv7QDyn//M5nWu5l/0WoXr+x8biebzavd2VT6w67yX3OTcyEzOLAmLQ12ra2tFX9PxJzc5NzKTM0tEXMvl0fel59B3dCtObVpqdaLWuxk2b/4N1q0beHN2R8doq8D9iBEt1v+3/qgH+S29aHmvOAR4/2VNyJ8qoXhxAzCxEflLGpC/tBH4bLNBvQtetq8VCgWkIVMoKtEqrMgU5za9LPtkHBlykrpeumicbqvIRS83Dru+F0Wv8I4Stehlt+j0a6fR8L0eFC5qxMk7hqH4hc+32wWq8wUgyQKXF3mt6BUkW8tczy9jq9Qw8FAS9NOysRctG08He1Nj0JMqj+MDuw4cucm5kZmcWSIWh7pm19SKvqbDT25ybmQmZ5aIuJbLoW/kVOQu/xv0LroWvdcPq7noZbjs3/8pXnppKz799BTOPrsVt0+6FJNfbUbxogb0zM1h5OS2ocD7z9zK6DzAZOwYASMpYkothCdmLfWLs9zi3KYXVpCrhQ8FbXPUvkbBq/L8IhK9vN7m6H57o33MoUMDtbuc2VtmO6R5O6NXIXvTVGZ6lb9h9htlnEdF9RBl6qkVvncKuXdP4/T0ZmtS9/skedtiZZcfOCKI6JUr9KDh1AHP+lrlsrXM+T2zv4I27rPjWtecRPPbfei/rw0tXyz/EgLhqVWHR+Vrqoun2Ijc5DePzOTMErE41DW7plb0NR1+cpNzIzM5s0TEtdxA7du+c/4T8v9lPfovbsSXpi8Z7Mwrk/9G17EIrI4fP41139uCvf/eDfSVcPucyzD9z8eFfrtqljNsyvWNWUssZB9UtAp7XJy+FkFoyeQpIhe9DKX//J+ByZ9tMe/r+/wtjvbWx6YmwPm9TZail9zHon6I6ttRQP7bx61J/cR/df1K9FnzsiB69Zw4htY2157n4mk0HduOxmNb0XRsG5DLedbXkmZrSe9q7kQRI1aeBEolYNEINJ1d/mUD0vNrj4/a17TtSJsducnvGJnJmSVicahrdk2t6Gs6/OQm50ZmcmaJiGufiV5W60slFJ48iZ1b9+B/z1mPLRccRK1Er8btfWjZ1IuG7hJ+1Lofb506ZB5bcd11EzBr1vkwLyjTfOpV8DJZQcxaYiH7amWHxelrLGTvHfmGiF7f/z7Q3a0JkfHYjB4NzJ0bz7mzcta4HqLMpI4P+nH8L4Zbb3t0fpIsegWtr9WPFrScGKiHYH/62qfByEt97VPR3z4N/SM6UWrwL/Ifhw817upH2/89gcIfNqPxnlbka1fC64zuxeVrcXBM0jnJTX43yEzOLBGLQ12za2pFX9PhJzc5NzKTM0tEXHOJXqZNj/z93+Pm/3cVRvQOQ0fn+MG3ohfG5lFqie+HyoaPi2j6ZR+aXz8FU/KkeF0zcn/cjMZReWzadAAvvrjTgtzZOQrz5/8+mpsdbwcPgL+eBS8WspcLXsZfot6mFzaDqlqiVdhtwGY+iOOlCSxk7x/ohohe27YBmzYFiIpVOsRsh5w6tUoXS+ll4nyIKv74FEr/2ofTlw19w2NN6ncVTwN5V6F9j2Lx7rchmtvqVV/raOk8DB9h3tXs+Hhdo4p+0fJKL1re7EVxdguab5LV/qpGM+P0tWq0v1bXIDc5eTKTM0vE4lDX7Jpa0dd0+MlNzo3M5MwSEdc8RK+pW+5BY6EBUw5ehFWF+4HdBeR29aM0LIfcKaB/fMOgENY/Lg80DhXCcgWgJNCj8p8U0fLTU2jc2w/8XgNK1zej6eomK7PL+dm5sxtr1mzDsWOncMEFIzFv3lRccEGwN7nVu+Bl+xoL2cvqesW5TS/LPmnmg6h9jXW9ys8xQ0Qvc6gRvnbsqG3Gl8nwMtsjKXhVfkCI/SHqUBHFp0+itK+Anju83/BYuZXyI/LFU2g4tmNwq2EJQNOxrUNO5CVmud+GaAy8sr+C1PSSt1pvMfwfT6BpXwHFb7ShabLgSUh/SbFl7L4mblE6DMhNfp/ITM4sEYtDXbNrakVf0+EnNzk3MpMzS0Rc8xG97N5su3zl5x07BZT29qPwXv8QIaxxh6ki//nHvEkx11OqKI4ZsWvYT09Z//TdMgz5OS1oMG9fLPPp7j6J733vXRw8eByNjXlL+PriF79QET4L2TNrSSMyxblNL8tZX1FnyFHwqhjicIboVdmERySJQNUeot48jdKqU+i7oAE9N7agcPHQLY+hCrf7ZGw5txr2tU85I9MrzDWTInqZ7YzDnz4BXNKIxv+mq79QLX+smq9Vq0NVug65yUGTmZxZIhaHumbX1Iq+psNPbnJuZCZnloi4JhG9vLro9dbEAlB8rx/F9/uBXQXkdhdQHAY0ucSxwpQmlDoa0DB3GHJjgte7ML724x/vw69//RurRTfcMBGzZ18c+AZoxI+w271M42p9XWYtsZB9tYS2OH0t8ECvswMpeqX8hgd+iCr1A7nwbwAs/lMPSpt7URy7F4VpB5AbuReNJ3fBa1uhqZHlzs7y+s4rY6sw7KKK9bRyJ0ootelqJ3iKXn0loEl3viBulD9aQv6jAhr3FtCwtx+N+wpAK5C/vgW5BG5ndPcpsK8FgVFHx5Cb/GaTmZxZIhaHumbX1Iq+psNPbnJuZCZnloi4Flb0CtptL3GspwS0yp9LbV975ZU9WL9+l9WCq6++AHfeOaVia2otPNWyJhOzluR1veLYplct4SmrvsZC9t5hjqJXxfBfwwMCCFWeD1GlAnDkA+Dors//aRwOfLxlaGfOubzyd17HnHU5Sp8cBz4cj9KnF+P0hEvQO/0yFEboRDXPjK0yApT9xpr8R8UzfhXrm9wY6LveS/Noea84hIexzZVy6OtsQH9nE/ovzKN0dvithoNv2PmoiNypEjCxceCXu0ubkLukAQh/iao4KR/YdZjJTc6NzOTMErE41DU7XqvnngN2DhR3tuomdHUNuR59TYef3OTcyEzOLClxzRSNL5k3ajs+Xt/pehi9ldPXtmz5Ldas2Y6+vgLGjz/bEr7GjBnuedF6FrxYyF4ueLGQvT470YxRFrKPPvaVOyNFr+ry9r9a8RRwdF95ocpDgCqcNQUNR4a+hRDmuP6TwMiJA/+cZf49CchFpK44xLjSu/0o/qwXpd8W0fjvfWeISO5U7aCi1JkCVANa3vJ+Y43mFno9fBZ7geK7fcC2fuS396NoXk09Jo/eGS3on9IkuozJ6mp+47T1hh3zBsbS7BY0XN8MjAqeni66YBUO5gO7DjK5ybmRmZxZUhaHupbHYGXErvvvB8aNGxC7zMcULN2/H3j8ceCuu6yv6Gs69uQm50ZmcmZJGaNpFr0Mw0OHjlkF7g8dOo62tibMmzcNnZ2jh9yQehe8bF+Lurh41rOW4tyml2WfjCNDjnW9ys8xFL10c3BwK69sLb9MLIVQ5Z3pFc1WxuCdBHCsBLTLU7D9ruElQJXKvLFG1NagC52Piyj+62ngX3pRKuXQO7MZp2e2oOjeUtlfQuP+odsWS605lM7NI/flZjReJRPMpH2p1vF8YNeRJjc5NzKTM0vK4lDX8oitjOD1ne8Af/7nwF/8xdCT/8M/AN/9LvD1r1vCF31Nx57c5NzITM4sKXEt7aKX4djXV8SaNVuxZcth60bceuulmDFj3OBNYSF7FrLXiEzcEpqMDDmJ4GWOXbRoERYsWIAZM2b4BuZnn30Wu3fvxoMPPmgds2nTJsycOXPw+GeeeQbz58+Hfb4VK1Zgzpw5MHajR4/2/V43E4S3ouilZSgRs7y2FboFrhETgIYWcWvq5iHqkxIwKjpRTcqtXEbbwFt4iih2DGxbzE9qRMP5DcidE117xY4Rg4GUWQxNSOUpyU1+28hMziwpi0NdyyO2uugi4JFHgK99zfvE//iPwJIlwIEDFL2U6DlG5eDITM4sKXHNS/S6/vrr8corr+g6FbNVOV9bv/4DvPLKXqsF11xzIW677bNMWEebNOIHC9nrxI+0Z4LFtU0v7VzMcCo3juLMkCsXXrq7uy2hav369di4caOv6PXoo49iyZIlWLp06aDo5RbB7Os4vzd2HR0d1jX8vo85/PmenqJXEPKFHuDY/mA1soJkawWo1RWkWUl5GAja1iQdp3749Mpo8yo+mqTORtQWNbOIrp/W05Cb/M6RmZwZ54PPmJksr7/9W/OTZHmI5tfNhQtx4itfQVtbst+cq/OGeK04RuV8yUzOLClxLckClxfVSr5m3ur4/PMDpVEuueQczJs3Fe3tAz+816vgZYqaM2tJLtzFsU0v64JX3L7mV8jeZGQtX74cXV1dWLhwoSVmeWV6GbFqwoQJ2LBhgxUT7Ewvp6Blxx07y2vWrFmW0GWywVatWoXHHnsMDzzwANzfP/HEE2htbdVNBiGtcvffv96qzJg3hYf4GSBQKgKFUwP/9Pd8/p3JxHL+A3cmj0FZ3eyeYrHIe6fwW3KTQyMzOTNjQW5ybmQmZ0ZfG2D2x5tWYcqIU9j+Px4rC3HK3/xPbD/eipevmc85VOFuHKNyaGQmZ8a4Fh+z06cL+OSTHvT3F9HQkMeoUa1obs4PPrOY7DZrSVQq1c13ZoyafttjtR4ZSO+58Q/DiazyIgZx+trjj88pGzjsbC8/0cs2NiKX+ZjjnBli5jt7G6MR8JxbJY3oZexWrlxp/dveQml/b2991EW2cFaDole406TF2kuUKgGFXuSKpwf/XcoZAbAENLSi1DAMyLcA1nf8kAAJkAAJkAAJJJXAn/ziGUxtP4Vt/7286DX1//wvbDvWgp/90d1J7QrbRQIkQAKxEigUijhypBe9vQXrOiNHtliF7vkhARJIL4G//usbyjZeI3q5T2jEq9dff30wo8stbiVS9Dp+/LiV6ZW59P4gb0M0Hfd60+GI8YARu1LwqZTCnIIu1KSJ5CbHTmZyZsaC3OTcyEzOjL72GTPJ9sa//EucuPXW7D3/6NxHZMUxKsJlHUxmcmbkVh1mL774HjZu3Gdd7LrrJuCmmy6py22OZntjS0sLslCfzGTgVKMf3BKq4xy3r5WLHFGIXu6MrlRsb8yE6OUncFW5vpZuagpnxYcoHT9yk3MjMzkzPrCTmY6Azopj9DNuppD90qVnvrnRxmre4PjQQyxkr3MzCjhKbhyfOnDkJuemYfaLXxzAj36007rYZZeNwS23jMfZZ7dXRTiphjgT5BpxFhfPaq00FrJvtMaM9P7G6WuVIoZG9DI2ixcvxrJly6w3Mzq3PrKQfSXi2r/7FZWP6G2I2mbVyk4zsdWqrUm6LrnJ7waZyZlR9CIzHQGdFcfoZ9xMttd3vgN89atnvsHRvLnx6aeBr38duOsuZt/oXI3cFNw4PhXQmCGngqb1tffe68aaNdtw5EgPzj9/JLq6pmLs2JHiBX21soyCCFmStjBrSZ61xEL2csGrVoXs7WDiFr3cgpZ9nFPYMt+Z7K6ZM2daf7ZrehkBzC5mv2LFCtx7772wi9X7fa8KahEYJevtjV5vNSz2AZ9sAz7eOvBvUyi+TgUur/utndgi8J1Un4Lc5LePzOTMKHqRmY6Azopj1MHNCF/33w+MGwdMnjzwhx07gP37gccftwQvjk+dn5GbjhvHJ7npCMittL5mslUOHvwY69btxf79R60C93PnTsakSSMgEY+iFqOqdT5mLcmzluLepifNoEqLn8bla0Zoam9vlweNOrConeglqbllisqPmgqcMw04qxNorM2rLpPoD9qJLYl9qWabyE1Om8zkzLg4JDMdAZ0Vx6gHt9WrB8Qu8zHiV1fXkIPIjL6mIyC3oq/JmXEOrR4zt7jwwgvb8ctfHrTeZHjDDZPwJ38y0WpMVkUI29cKhUJdCHxR3cs4t+nR12TjzQhera2tg1uSddEju1bRi15e2VqlAnDkA+Dors//aRx+ZsbWyElArmEobZPpleebRPxckA9RusFJbnJuZCZnxgd2MtMR0FlxjMq5kZmcGeMamekI6Kw4RuXcNMxMxo4RMJxZVT/72ft49dUPkcvlcOWV5+OOOzrR03Mys6IQs5b6cfKk7P5yS6h8S6gR8+L2NXnUyL5FONHLr77Wx1uGkvN8Q+IEoKEl+4Rj7qFmYou5Sak4PbnJbxOZyZlxcUhmOgI6K45ROTcykzNjXCMzHQGdFceonFtYZs4Mmx07PrbqfPX29uP889vQ1TXNqvdlPlnLxGHWkkzwMgJpXNv0pOJbtbbARuX3cfqaPGLUh4VM9DIi16c7y9fX8srW8sr+qg++sfcy7MQWewMTegFyk98YMpMz4+KQzHQEdFYco3JuZCZnxrhGZjoCOiuOUTm3MMy8hKwPP/wUq1dvxeHDPRg+vAnz5k3DJZecLc4KSrowwawledaS8TVuCU1Whpw9zuSRI9sW/qKXX80t1tdKlEeEmdgS1ZEqN4bc5MDJTM6Mi0My0xHQWXGMyrmRmZwZ4xqZ6QjorDhG5dy0zMplbjU1DcMPfrAT7777W5RKJXz5yxdh9uxJQ7ZDpj07h1lLLGRfLWE2Ll9jIXv/eDkgepUKaOs/VLnm1ojxQMMwefSlRWwEtBNbbA1KyYnJTX6jyEzOjItDMtMR0FlxjMq5kZmcGeMamekI6Kw4RuXcNMyCblX8yU/ew4YNe5DP5zF9+oW4/fbLMrPNkVlL8i2rcW7TC+qTaTwuDl9jIfvysdISvZr2vYDmT98BRk4c+OesicAI1tySTzPVt9BMbNVvZfKuSG7ye0JmcmZcHJKZjoDOimNUzo3M5MwY18hMR0BnxTEq56Zh5lXI3i9za8eOI1i7dqfVsI6Os3HzzeNx3nmjUp/1FXdx8TSKM5XazC2h8i2hLGQvj2lRWHyW6dWPthFnRXE+nqPKBDQTW5WbmMjLkZv8tpCZnBkXh2SmI6Cz4hiVcyMzOTPGNTLTEdBZcYzKuYVlVknoMFvA9u07gjVrTJ2v4zjnnOFWgfuOjlGpzvpi1hIL2Vdri26cviaPGPVhIStkXx9MUtXLsBNbqjobYWPJTQ6TzOTMuDgkMx0BnRXHqJwbmcmZMa6RmY6AzopjVM4tDLMggpdpkTnuo4+OYt26PXj//U+sRt5226WYOvVsDB+uy36pluDg1z5mLcnvWxzb9GrtB9Wo6xWnr7GQvXfMpOgln0sSZRFmYktUR6rcGHKTAyczOTMuDslMR0BnxTEq50ZmcmaMa2SmI6Cz4hiVc9MykwheTmHixRffw8aN+1AsFnHttRPwla90Wo3Wnq9WtoZbS0tL5t5KGaeIwy2h8jc3mvsRl6+xkL1/vKToJZ9LEmWhndgS1YkaNIbc5NDJTM6Mi0My0xHQWXGMyrmRmZwZ4xqZ6QjorDhG5dw0zMIKVK+9tgfr1+9FLpfDlCnn4o47OlEsnk5V1hezluRCZZzb9ML6ZJIzxqrha/LIkW0Lil4pv7+aiS3lXY6k+eQmx0hmcmZcHJKZjoDOimNUzo3M5MwY18hMR0BnxTEq56ZhJilk77c9cM+eo1izZhuOHj2Fc85pwV13XY7x40dZHUiDgMGsJXnWUpzb9JIsWoX157h9rVzUMNlgixYtwoIFCzBjxgzfQ5999lns3r0bDz74oHXMpk2bMHPmTOu/7733XjzxxBNobW1Fd3c35s+fj/Xr1+OKK67A6tWr0dnZiZ07d6KrqwubN2+2bJYuXTp4LnlUC29B0Ss8w5qeQTOx1bTBCbk4uclvBJnJmXFxSGY6AjorjlE5NzKTM2NcIzMdAZ0Vx6icW1hmYRb0v/vdMTz33FZ8+OFxNDTkMW/eVEybNiYVWwaZtcRC9tUS2uL0tXIRwylQbdy40Vf0evTRR7FkyZJBocrY3XfffXj44Ycxbtw4SzSbNWuWJXaZY83HiGNGKHv99dctQeztt9/GqlWrBsUxeSSL1oKiV7Q8q362sBNb1RuckAuSm/xGkJmcGReHZKYjoLPiGJVzIzM5M8Y1MtMR0FlxjMq5hWEWRvBy2v7zP7+PX/7yIEqlEmbNGosbb7wUcdaWikKsYNYSC9lX6yUMcfqaXyF7k+G1fPlyK/tq4cKFlkjllellhKsJEyZgw4YNg2KWMwq5M8WcGWF+/y2PYtFbUPSKnmlVzxhmYqtqQxN2MXKT3xAykzPj4pDMdAR0Vhyjcm5kJmfGuEZmOgI6K45ROTcts6gEL3vRvd1g7JIAACAASURBVGHDLvzkJx8gn8/jyivPt7K+isVCYrO+DDcWspdtRY17m17UPpmU88Xla0EK2dvZXn6ilx1xnBlc9nf2Fkfn9kbzNyN23X333XjmmWes7C9bGFuxYoVl6tz2KI9o0VgMil7RnI5nIQESIAESIAESIAESIAESIAESqHcCO3Z04wc/eB+nTxcwdmw7brttEs49d3i9Y2H/SSA2Am1tbWXPHUb0sk9sb2N87LHH8MADDwxudXRubzT1vpximRHRzN9Hjx4dW9/LnZiZXjXBHt1Ftb/mRNeCdJ6J3OT3jczkzIwFucm5kZmcGX2NzHQEdFYco3JuZCZnxrhWPWZRFLL32774298ex+rVW3HgwBG0tTWjq+tyXHbZmMQVt2fWEgvZVysTLG5fKxc5ohC9TMaXEbGeeuopa5ukqfVlF683Wye/9a1vWf9vf0xRe6/vdRFOZ0XRS8ctMVZ8iNLdCnKTcyMzOTM+sJOZjoDOimNUzo3M5MwY18hMR0BnxTEq5xaWWRwL/2PHTuDHP96LLVt+Z3Xoxhsn4qqrRqNaNZSC1BOLs7h4HEyjqGMWhEu5exTXNr0k9M34aVz3LU5fqxQxNKKXsVm8eDGWLVtmZWrZWx+/+c1vDilqb4thK1euxJNPPol77rnHEr/8MsAqtTXKv1P0ipJmDc4VdmKrQZMTcUlyk98GMpMz4+KQzHQEdFYco3JuZCZnxrhGZjoCOiuOUTm3MMziWuTbwsnPfrYLP//5bhSLRUyffiHmzp1qdTDu6wa5RpzFxbMq4hhfKxQKiRIvkySk+rUlTl/zK2RvRxK36OUWtOzj3DW97Hpe5u/Oml7ON0I6a3eZ7C5TNH/z5s3JqulVaf+nPOTSohoEwkxs1WhfUq9BbvI7Q2ZyZlwckpmOgM6KY1TOjczkzBjXyExHQGfFMSrnpmVWLeHprbf24cUXdwPIYeLEUbjjjk40NRVrLpwwa6lRLEDGvU2vWj5ZbVEyLl8LUsheHlGyYcFMr5TfR+3ElvJuh24+uckRkpmcGReHZKYjoLPiGJVzIzM5M8Y1MtMR0FlxjMq5aZhVW1w4dOgk1qzZisOHT2DEiEZ0dU3DpZeeKxZdohQrmLUkz7iLc5tetX0y7FZP47xB21wNX5NHjmxbUPRK+f3VTGwp73IkzSc3OUYykzPj4pDMdAR0Vhyjcm5kJmfGuEZmOgI6K45ROTcNszgL2fuJAUeP9mD16i344IMjyOVyuP32ybj66vMQpZAVVIQwxzFriYXsJf4Sxk/j9jV51Mi+BUWvlN9jzcSW8i5H0nxyk2MkMzkzLg7JTEdAZ8UxKudGZnJmjGtkpiOgs+IYlXMLy6xaC39bNFi/fg9ef30fSqUSvvSlL+C226agmlk3dn+ZtXRSvMU0rm16YQSlNNjG6WvyiFEfFhS9Un6fw05sKe++uvnkJkdHZnJmXBySmY6AzopjVM6NzOTMGNfITEdAZ8UxKucWhlm1BS9b3Nq0aR9++MMdyOfzmDLl9zBv3hQ0NeWqmvUVZ3HxNAgxmgLw1dimVyufjPO6cfpapUL28oiSDQuKXim/j2EmtpR3PVTzyU2Oj8zkzLg4JDMdAZ0Vx6icG5nJmTGukZmOgM6KY1TOTcsszkV+kMytQ4d6sXbtThw5cgpjxgzHLbeMxyWXfKFqWV/MWmIh+yB+qhEH3WMrLl9jIXv/eEnRSz6XJMpCO7ElqhM1aAy5yaGTmZwZF4dkpiOgs+IYlXMjMzkzxjUy0xHQWXGMyrlpmNVa8LKFhE8/PYXnntuCXbs+htkCZgrcX3nleYELhIfpB7OWghdi55ZQOSunWFYNX5NHjmxbUPRK+f3VTGwp73IkzSc3OUYykzPj4pDMdAR0Vhyjcm5kJmfGuEZmOgI6K45ROTcNs1oUsi8nUL388gH86leHrM5ff/0EXHPN74nrTRlbiQgWd3FxSVvSsh0yzm16aWGgyQ6L29fkUSP7FhS9Un6PNRNbyrscSfPJTY6RzOTMuDgkMx0BnRXHqJwbmcmZMa6RmY6AzopjVM4tLLOkiDOvvbYP69a9h2KxiN///fNx112Xo6EhJxKyJMJJnMXFk8JUKgRW4hfXNr1K1426H9U+X5y+Jo8Y9WFB0Svl9znsxJby7qubT25ydGQmZ8bFIZnpCOisOEbl3MhMzoxxjcx0BHRWHKNybmGYJU2ceeedD/HSS3vQ21vA2LEjMXfuZIwYgViyvpi1NFxcP60a2/SS5pNRCHJx+hoL2XvHTIpe8rkkURZhJrZEdaTKjSE3OXAykzPj4pDMdAR0Vhyjcm5kJmfGuEZmOgI6K45ROTcts6SKC93dp/D889tx4MAR642O8+ZNwxe/eJ4FJso2M2uJhew1WxU1IlicvjZy5Eh50KgDC4peKb/J2okt5d0O3XxykyMkMzkzLg7JTEdAZ8UxKudGZnJmjGtkpiOgs+IYlXPTMItSPIpajDLn6+09bRW43779Y+RyOdx00yWYMWMsNIKDX/uYtSQXEePcppd0nwzTvmr4mjxyZNuColfK769mYkt5lyNpPrnJMZKZnBkXh2SmI6Cz4hiVcyMzOTPGNTLTEdBZcYzKuWmYJa2QvfNNd05x4dVX9+PnP9+NUqmEK64Yg3nzLhdvyfMTK+IuLh5GJEmqbZzb9KIUNJPGL25fKxc1enp6sGjRIixYsAAzZszwPfTZZ5/F7t278eCDD1rHmP+/++67rf+eM2eO9f/mM3/+fKxfv37wPFdccQVWr16NcePGWddZsWLF4PGjR4+WB7SILCh6RQSyVqfRTGy1amuSrktu8rtBZnJmXBySmY6AzopjVM6NzOTMGNfITEdAZ8UxKucWllnSBAK3+PGrX31obXcEcpg48RzceecUtLc3hc76YtbSSXGttDi36fkJn9XagmhGXlxjIU5fKxcxuru7B0WqjRs3+opejz76KJYsWYKlS5daotfOnTvx8MMP46mnnoIRrszfDx48iCeeeAKtra2Dl3QKYU7RzBzf0dFhXbtWH4petSIf0XXDTmwRNSN1pyE3+S0jMzkzLg7JTEdAZ8UxKudGZnJmjGtkpiOgs+IYlXMLwyyuRX7UAsbHHxewdu0OHD58Au3tzbjllgmYNu2CUFlfzFpiIfuo/dTvfHH6ml8he5PhtXz5cnR1dWHhwoWWmOWV6WXEqgkTJmDDhg1W8LEzvZyRaNOmTVi1atUQ0cspjJl+myyvWbNmWUKX1/HyyBbOgqJXOH41tw4zsdW88TVsALnJ4ZOZnBkXh2SmI6Cz4hiVcyMzOTPGNTLTEdBZcYzKuWmZpUXwsoWEnp5+PPfcu9i+/XfI5/O4/fbLMH36hersHGYtsZB9tbLI4vS1SoXs7WwvP9HLjjgmO8tP9PLK3DLfzZ492xLS3Fsojehl/m4EtVptcRwUveQhlRYkQAIkQAIkQAIkQAIkQAIkQAIkUBsCL7+8F2+8cdC6+PTpF2DOnItr0xBelQQSQKCtra1sK8KKXu5aX+Zi5pyLFy/GsmXLLFEr0aJXJUAJuIdsggcB7a859Q6T3OQeQGZyZsaC3OTcyEzOjL5GZjoCOiuOUTk3MpMzY1yrHrO0FLL3y8R5662DWLt2O4rFIi677FzcddflGD68SZT1FXdx8bRl0hnvq9TmOLfpsZB9v7pOXbnIEUb08qvNZTK5zHZIeyukLXpxe6MuhtOKoldkPsCHTzlKMpMz4wM7mekI6Kw4RuXcyEzOjHGNzHQEdFYco3JuYZlVEjqqtQUsiOjibMv27f+Bl17ag6NHezFmzHDMnTsZo0c3Bi7OHmdx8bQyrSQ8xblNr1r1tWrhz3H6WqWIoRW9nNsX3dfw+hsL2Ve6E/y7iEDYiU10sQwdTG7ym0lmcmZcHJKZjoDOimNUzo3M5MwY18hMR0BnxTEq5xaGWdrFmRMn+rFmzXZ88EG3lfU1b95U/OEfXmhBrNQ3Zi2xkH21hLY4fc2vkL0dSdyil3tron2cs6aXyeSaOXPmkGB07733WoXszeehhx7CPffcg87OzsFj7GyvFStWwD7W+aZHeWQLZ8FC9uH41dw6zMRW88bXsAHkJodPZnJmXBySmY6AzopjVM6NzOTMGNfITEdAZ8UxKuemZVZJFKpFRoxWhHjhhW14553DyOVymD37YsyePb7iVjFmLbGQfbV8PE5fq1TIXh5RsmFB0Svl91E7saW826GbT25yhGQmZ8bFIZnpCOisOEbl3MhMzoxxjcx0BHRWHKNybhpmWRK87C15prj9unXvo1QqYfLkUfizP/sihg1rtoB69ddwKxQKgbdDagW5SlsG/dqXxHsU5za9JPY3qnteDV+TR45sW1D0Svn91UxsKe9yJM0nNzlGMpMz4+KQzHQEdFYco3JuZCZnxrhGZjoCOiuOUTk3DbO0F7L3E4q2bv0PrF69DadPF3HhhWfhzjunYMyYYZ5ZXyxkLy+cHuc2vSyJg26xLG5fk0eN7FtQ9Er5PdZMbCnvciTNJzc5RjKTM+PikMx0BHRWHKNybmQmZ8a4RmY6AjorjlE5t7DMspZhc/Ik8P3v78CBA0fR3JzHrbdOxJVXjoV7Kxuzlk6Ks9zi3KYXVVZVEv05Tl+TR4z6sKDolfL7HHZiS3n31c0nNzk6MpMz4+KQzHQEdFYco3JuZCZnxrhGZjoCOiuOUTm3MMySKBBEIX6YLY7PPbcFb799CPl8HjfffCmuvXb8kG2OzFpiIfsofM2M2ErjKE5fq1TIXh5RsmFB0Svl9zHMxJbyrodqPrnJ8ZGZnBkXh2SmI6Cz4hiVcyMzOTPGNTLTEdBZcYzKuWmZVVqoV6vIdxDRQNuWt946jH/5l70W1KuvPg9z5owbzG5i1hIL2Wv9SiqWxelrLGTvHTMpesnnkkRZaCe2RHWiBo0hNzl0MpMz4+KQzHQEdFYco3JuZCZnxrhGZjoCOiuOUTk3DbN6ELxsYWLzZlPnayv6+gro6BiFu+66HKNGtcJwYyF7WV2vOLfpZdknq+Fr8siRbQuKXim/v5qJLeVdjqT55CbHSGZyZlwckpmOgM6KY1TOjczkzBjXyExHQGfFMSrnpmGW1UL2fsLJrl2/w7p1e3D48Em0tzdj7tzJuOiiNrS0tJxR60uaxWPuWJYFG2ff4tymx0L2MgHS6afyqJF9C4peKb/Hmokt5V2OpPnkJsdIZnJmXBySmY6AzopjVM6NzOTMGNfITEdAZ8UxKucWllm9CDb9/cDzz2/D1q2HUSwWccstE3HddZMs4PXCIOx2vji36WVZbIwzQ04eMerDgqJXyu9z2Ikt5d1XN5/c5OjITM6Mi0My0xHQWXGMyrmRmZwZ4xqZ6QjorDhG5dzCMKtHsefFF3fgzTcPwRS7nzVrPG66aSKynGUUZd+qsU0viz4ZZ4YcC9l7x0yKXvK5JFEWYSa2RHWkyo0hNzlwMpMz4+KQzHQEdFYco3JuZCZnxrhGZjoCOiuOUTk3LbMsigtBM5nefvu3eOGFbcjlcujoGGnV+TrrrOEW/HrmUomfEW+4JfTk4MsQgvpLnBlyLGRP0Us+a6TAQjuxpaBrsTaR3OR4yUzOjItDMtMR0FlxjMq5kZmcGeMamekI6Kw4RuXcNMwo7ADbtv0GP/zh+zh69DTGjGnDvHlTMHbsCGZ99fvXlopzm16WfbIaGXLyyJFtC2Z6pfz+aia2lHc5kuaTmxwjmcmZcXFIZjoCOiuOUTk3MpMzY1wjMx0BnRXHqJybhlm9FbL32uJnGPT2AmvX7sQHH3xsbXf8ylc6cM0141ncfvhwTwZxbtOLchtm0gS0uDPk5FEj+xYUvVJ+jzUTW8q7HEnzyU2OkczkzLg4JDMdAZ0Vx6icG5nJmTGukZmOgM6KY1TOLSyzpAkE1RI/nFlLa9duxxtvHEA+n8fs2R2YM2citzl6bPWMc5seC9nLt03Ko0X9WFD0Svm9Djuxpbz76uaTmxwdmcmZcXFIZjoCOiuOUTk3MpMzY1wjMx0BnRXHqJxbGGb1KngZgcWdtfTOO934yU92WTdg6tRzcfPN43HWWSOY9eXI+qrGNr0s+mScGXIsZO8dMyl6yeeSRFmEmdgS1ZEqN4bc5MDJTM6Mi0My0xHQWXGMyrmRmZwZ4xqZ6QjorDhG5dy0zLIoLlQqxO7MIvPKWtqx4yOsXr0Vx4/3YuzYs9DVNQ3nnz+CWV+fZX3FvU0vqz4ZZ4YcC9lT9JLPGimw0E5sKeharE0kNzleMpMz4+KQzHQEdFYco3JuZCZnxrhGZjoCOiuOUTk3DbOsiguGXtC++WUtffjhx3jppT348MNjaGpqwNy5k9HR0SZ+Y5+kLUHbXOvjWMhetwWxGhly8siRbQtmeqX8/momtpR3OZLmk5scI5nJmXFxSGY6AjorjlE5NzKTM2NcIzMdAZ0Vx6icm4YZC9n3W9sbW1paPLcvGnHn+ee349e//g2KxSJuvPESfPnLHdbNqbXwVMvaV3Fu06tWLbda8Is7Q04eNbJvQdEr5fdYM7GlvMuRNJ/c5BjJTM6Mi0My0xHQWXGMyrmRmZwZ4xqZ6QjorDhG5dzCMqtXESdI1tL69e/htdcOIpfL4eqrz8ftt3ciy+JMpb7FuU2vFmJUpf5GJXIG8TVtW+QRoz4sKHql/D6HndhS3n1188lNjo7M5My4OCQzHQGdFceonBuZyZkxrpGZjoDOimNUzi0Ms3oVvLwK2fuJLtu2fWRlffX1FXDhhSMwb95UfOELI60bVW/8qrFNL4tM48yQYyF775hJ0Us+lyTKIszElqiOVLkx5CYHTmZyZlwckpmOgM6KY1TOjczkzBjXyExHQGfFMSrnpmWWRXEhbCF7PyFr//5PsXr1Fnz00Sm0t7fgzjunYOLEszOT9dXT04PW1tYhWz29vot7m15WfTLODDkWsqfoJZ81UmChndhS0LVYm0hucrxkJmfGxSGZ6QjorDhG5dzITM6McY3MdAR0Vhyjcm4aZlkVF/xEK6/+SrOWGhpasHbtDmzb9juUSiXccMN4XHtth2dNMIn4JmlzHPctqOBljsvn82hra7Oc1LRFYusW1bTb+eJgEHdbpL6m2eopjxzZtmCmV8rvr2ZiS3mXI2k+uckxkpmcGReHZKYjoLPiGJVzIzM5M8Y1MtMR0FlxjMq5aZixkH35QvblRKt1697Dq6/usQSgGTPG4U//tDO12xylopVzm57U1sk0jG3cAlUcolrcGXLyqJF9C4peKb/Hmokt5V2OpPnkJsdIZnJmXBySmY6AzopjVM6NzOTMGNfITEdAZ8UxKucWllkci/w0CBNhiotv334EP/zhTutmTZo0CrfcMgHnnntWqrK+NMKTvU1PY2tYhc0Oi/q61fLTML5WKetLHjHqw4KiV8rvc9iJLeXdVzef3OToyEzOjItDMtMR0FlxjMq5kZmcGeMamekI6Kw4RuXcwjCrV8FLUsjeL+trzx5T52srurtPYMyYNnR1TcOECWenNusriAAUxza9qIWsapwvCCvn2GIhe3lcC2uRK5lNyPyQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQIYIUPTK0M1kV0iABEiABEiABEiABEiABEiABEiABEiABAYIUPSiJ5AACZAACZAACZAACZAACZAACZAACZAACWSOAEWvzN1SdogESIAESIAESIAESIAESIAESIAESIAESGBQ9Nq0aRNmzpxpEXnmmWcwf/58678fffRRLFmy5IzvzRfPPvvsIMG7777b+u85c+ZY348ePfoM+40bN2LGjBmkXoGA4bd79248+OCD1pHd3d3W/Vi/fj3uvfdePPHEE2htbbX+Zu7bhg0bMHv27MH7d8UVV2D16tXo7OyEKd63aNEirFixwjo+y/fAcLrvvvvw8MMPW303H7v/CxYsGPQ9891DDz0E47N/93d/N8hm6dKlgZhnyYHdvmb+328s275m+6X5/1WrVg36o9NP3XEkK8zKjUU7JjrHrnOMfvOb3xwci844mfUxGoZZ0Ljmnney4G9+3MKM0Upzetq5+TFzPt/4zaGMa97PGMYndu7ciYULF+Jb3/rW4NxqzweMa2c+l1Vixrh2pq85x6j7+aHSs4dznWLHMOc6Jqtxzfns4Hzudz53+MU1+3nFft7L4trAbz4Iws1vjNps7fWyc92Qdj/zW2/u378fXV1d2Lx582AXnc9clcZnva4NgnIr52vlNJgs+Fu1+2CJXk6xwDTAiAZPPfUUduzYYYle5iHbvNXCiCe2eGALB+ZmPf3009bxRugyxx88eNBaCK9du3ZQvDEPTStXrsQjjzwyKNhUu7NpuJ7t4M5Aar7r6OjAHXfcMeQe2AuYP/iDP8B3v/vdQbHH3C8jRph///SnP8Xrr79u3Q/zZgm3KJQGJkHaaPzLBGXzsQU/Z6B1Tui2L06ZMgUHDhywhC77WOPfRmAsxzxIe9JwjNvXDBd77LvHshFZzfFmvBvh2l54OxeQNjPDz74f3/72tzMldFcai+YHAvdDkM1t7969g/HQycopPJqHBzvm2j8cpMGXyrVRy6xcXDPXy2oss1l6cRszZkyoMer0r48++ugMISOLvjZ58uRBXxk3bpw1h86aNWvID3uMa/7PGPYC8c033xycW+1nD8ONce3M57JyzBjXvH3N/QOcMxZVevZwHpvFtYbfHOp8jnALD5WYOZ/3zFrP+QNm2ueBcnOoeX6txK3cGDXzpv2cbNbF5gf0e+65Z/DHgLSzC7L2cfqWcy7g2sB7ne70R/tZI8j63anBZPF5rRZjxRK9nA/CTnHL+TBj3yAjvphFrREJTJaM+ZXPzjqyFXATPB977DHrnywFg7hvkJn0J0yYYGVumY9TjDH/bQcUO5PEPFgtX74c3/jGNwYz64ydczIz98i+Z15ZT3H3qRrnt33x1ltvxV/91V9Zv0abxY1hY4Qw8wu1zc/2UePbdjaje4K88cYbrb95Ma9Gf6pxDS9fc1/Xmcll/mb7mgnEhp/52IKqMwaY77Poa7Yw6uUXfjztMfq1r33NetCyF9vuLDmbvd/31fCJOK4Rhlm5uOZ88MyKOOjkX46b8zjpGHXODVljGISZOy4551DGtTOfMYyvmdh2+PBh/Nu//dvgD2uMawPZ937PCOWYMa55c3MKEc4YJxmj9fTcYfxo8eLFWLZs2ZDnf/v5q9LzmvHRLP8g7jcfBOXmfK5wzpsmkcB83OuHOJ6fqn3OIHOo+xlVMj7rcW3g92wfZP3ufEbL2vNatX3bvt6g6GWr/OYP9i+hRoBxZ3qNHTvWmujdvyq4hQOTlWQUcPN5/PHHrX9nMX02jhtnmJuPLXo5MxqcE5VJnfTKnnP+Yuae2EygtrOZ4mh7Lc/ptQXDHcRN+9y/UpjvnNmOJpvCj7lb3Kllf6O4ttPX3OdzZ265fc3pW24u7qyxKNpa63O4t8969d/N0/7V+YEHHoD5x86UdWd0OdPtsxQnwzBzZwW745q9LcP4RZa2srjjkdmq7TfWNGPUzsKcPn36kK3ytR5fYa9fydfs7VPO7FSvrBDGtc8Xw/Yzhvnh6P777x8UvRjXhpZS8Hou82PGuPZ5CQqbm3nWNT+QmxIe5uPcOiUZo37rkrCxpZb2fnHNMLOfN0z5Euf2xiDMnPOp13NyLfscxbWj4mba4n72MNv8Xn75ZWu7X5a2N1aaQ+0dXs5kliC+5ryf9bg2CMrN7Wvm/7P6vBbFGNeco6zoZW/zMlt2TEC94YYb0N7ebokxXsKBVxC1BZYsbtvRAA9iE1T0MttHzcf5i4OXCm/X9DIPEkbIdG7tCNKetBwTRPQyQd3965j718FKgT8tPIK000/08qr15fY1v8WhV221IG1J+jFB/MLN0zAyH/fWZL94mLWHzzDMysU1p69kjVlQ0UszRt2Lc3edpqSPwXLtC+Jr9kOlneHgNYcyrg2IXs5sfa8fghjXzhRvgjBjXDuTm7NObZgx6rUuSXNMKzcXmIylr371q7BLSDjjVpC4Vq+il5Sbe01lfMwu4WNKxjgzPrPqa/b49BO4uDbw/xHEJAQE5eb2tSw/r9VqrJTd3uguOm//qmy2f7mFA3dqsltI8BIkatXppF/XLXp5pdGbbaXuveTlaiKYPmcx9dt5L4OIXu5fAr0EmiApvkn3oaDt8xK9vMayV90Cr8VhFn/FsVkG8QsnT+evO+5aQn7bGO0xmhVhOgwz+2UUQeNaVpjZC51y26e0Y9RpV4++ZtjagrPJXH3yySfPKMHAuDbwIp158+adUbzY/Php6oeazErzaz/j2tAtoUGYMa5VLh2hGaNeP2gGfQ5K8nHltuk5dyRImdXz9sag3LyePZzf1dscav+Iawv3XhlMbtHa3gVSz2uDINy8fC3Lz2u1irkVC9nb2x5Nmrv9q7BprHOrk9+vK86byEyv4LfYLUR4FRY0xXmdwqN7UNlXq6d7EET0cnIq95AUpJhj8Dua3CO9fM1ZaNFegHvVjnAvDrNYQNZ95yr5hVuwdo9Rux6fczJz+mQWfxwIy8z9K6L9UGV/n0Vmpm9+3Py2ZwcZo+6FTpZ+pfZj5p4r7THqV9uFce3zFxY5BX97oWiyvhjX/MdnUGaMa5+/ACDsGLXFbFMP135bYXKfuuQtKzcX2DV7nVtFzfHuWl9ecc350rJ6LWTvx81vTeUUb+wx7KwZLL+7ybLw8zUvgctvDcU59MyX/jm3hLq5lVu/O+vuZe15rRaeb4le9oRhv4LVWVPGDACzvdF87O+dN8j9mmFznF0zw/y3vbXO/TrdWnQ2Ldd0CxH2Lz2m3oG9f9yZsWTv+fV6naz9YgL3nv+0sJC0s5LoddVVVw3JjnP6tn0duzaQF3NJW9JyrNPX/MayeRmAGfvuh0nnxOYc686+Z6k+lS0AmonHORad/XXzdD6EO+t2OesKOb93xtm0+FCl58Kt2wAABCxJREFUdlYaS37MgsY1c/2s1fTy87UwY9T+xdUZ97LGzc/XnNzssff2229bL41hXBuoaVkurjkzok1BXcY1PTPGNW9fc45Ru6aXeblEpTFqxzW/hWOl+SkNf/cbn87vtcxMbcysrs+03MqNUVPg3viaXVO0XuZQL4HLr4Ye1wZLB58rKnGr5GtZfl6rRewdFL1qcXFekwRIgARIgARIgARIgARIgARIgARIgARIgATiIEDRKw6qPCcJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkEBNCViil3t7jfMVrM6UY680TmfNqEppejXtKS9OAiRAAhEQcKbMm9M542K5eOn1IglnmnyWXn0dAWaeggRIgARIgARIgARIgARIgARCE7BEL6dwZS/oFixYAPOWRrt4qbmSXfTQ7Gk2H3uvqd9iza/AfehW8wQkQAIkUCMCziL0ttBvXhtuivH6xUunUGbXOXPWoDPFoVmkskY3lJclARIgARIgARIgARIgARLILAHP7Y32om7ChAmWsGVEMbsguhHDZsyYYX1n/m6KTJqPuxisyXjI4ttAMusJ7BgJkICYgDN7y/4hwB0vzQsUli9fDvNCAPMGXPtNP87i0Eb0cr5GW9wQGpAACZAACZAACZAACZAACZAACZxB4AzRy/2WHlu4MpbmTYyzZs2yMhLsj/tNg+Z7r1ebkj0JkAAJZI2A8/XV5k1T5eKlne3lfL21/Z3hYsQyO4s2a5zYHxIgARIgARIgARIgARIgARKoBYEhope75owzW0siepmF4MqVK/HII4/Afp1wLTrHa5IACZBAXAScPxB0dnaiUrx0i17meDuT1rSR2xvjulM8LwmQAAmQAAmQAAmQAAmQQL0SGBS93As4A8S5KHNvb7SBeWV6mYwFexFXr2DZbxIggewScGZ42dlZleKlW/Ry1lI0pLxiaXYJsmckQAIkQAIkQAIkQAIkQAIkED8BS/Qyi7HFixdj2bJlQ7bXOIUw0xR3IXuvhRq3NsZ/03gFEiCB2hHwy2StFC/LZXrZPyq4t4/Xrpe8MgmQAAmQAAmQAAmQAAmQAAmkn4AletlvYXR255lnnrG225jshZkzZ1p/st865jzOnZ3gJ6ClHxV7QAIkUO8E7C3gK1asGILCjo3l4qVXTS+T7XX33Xdb5/J7C269M2f/SYAESIAESIAESIAESIAESEBLwPPtjdqT0Y4ESIAESIAESIAESIAESIAESIAESIAESIAEkkCAolcS7gLbQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkECkBil6R4uTJSIAESIAESIAESIAESIAESIAESIAESIAEkkCAolcS7gLbQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkECkBil6R4uTJSIAESIAESIAESIAESIAESIAESIAESIAEkkDg/wN2IjA6Eby/2wAAAABJRU5ErkJggg==&quot; width=&quot;640&quot; /&gt;&lt;br /&gt;
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Como ayuda en el gráfico hemos puesto las bandas bollinger y para respaldar a este indicador añadimos la EMA (Exponential Moving Avarage) con una medida de 144 que es un numero fibonacci y nos ayuda a ver si el mercado esta alcista o bajista.&amp;nbsp;&lt;/div&gt;
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Aunque esta sobre la linea media del primer indicador mencionado, el mercado se puede estar consolidando, aunque sigue por debajo de la EMA 144.&lt;/div&gt;
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Esto puede verse relacionado a futuras noticias que se estén esperando, revisar el calendario económico y si no saben como actuar ante una noticia, dar clic en ella y les explicará sobre que se trata la noticia y como operar en función de lo que se espera de la misma.&lt;/div&gt;
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Saludos y éxitos.&lt;/div&gt;
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Econ. Xavier Rodriguez Torres&lt;/div&gt;
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Esp. en mercado de capitales.&lt;/div&gt;
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&lt;!-- AddThis Button END --&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/7404081200820520810/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2018/06/analisis-tecnico-eurusd-1d-chart.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/7404081200820520810'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/7404081200820520810'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2018/06/analisis-tecnico-eurusd-1d-chart.html' title='ANÁLISIS TÉCNICO EUR/USD 1D CHART'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-6422638024081035424</id><published>2013-12-26T14:08:00.001-05:00</published><updated>2013-12-26T14:08:56.897-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="abalizo técnico"/><category scheme="http://www.blogger.com/atom/ns#" term="análisis"/><category scheme="http://www.blogger.com/atom/ns#" term="EUR/JPY"/><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex"/><title type='text'>Análisis técnico EUR/JPY 26 dic 2013</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigBw4Hr61lezSlMkynk-KkJ5Ae00ognVd6JjENkR8s6r7ksuwH0fcP5QOKEg3ec6jHKFsEPRqzHjCcok48NL31GBlSINQmDyIe_6QeWKvA1ahCA0wzMPPhwVkyzswGKS4qjNg06grgKqc/s640/blogger-image-1450066247.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigBw4Hr61lezSlMkynk-KkJ5Ae00ognVd6JjENkR8s6r7ksuwH0fcP5QOKEg3ec6jHKFsEPRqzHjCcok48NL31GBlSINQmDyIe_6QeWKvA1ahCA0wzMPPhwVkyzswGKS4qjNg06grgKqc/s640/blogger-image-1450066247.jpg&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;br&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;Hola a todos, espero que hayan pasado feliz Navidad. Normalmente este es el mes donde los inversionistas toman ganancias y se van de vacaciones, es el mes donde menos volumen hay, pero en todo caso veamos como sigue este par de divisa. Aunque parezca trillada la frase &quot;Siga al mercado&quot; pues es muy cierta, hubo algunos patrones que podían dar a pensar que habría un cambio en la dirección del mercado pero son más importantes los patrones que se muestren y den indicios de continuación del mercado. Todo rally!!&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;br&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;Yo sería cauteloso y dejaría al mercado correr hasta enero.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;br&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;Éxitos y saludos a todos.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;br&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;Eco. Xavier Rodríguez Torres&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;Esp. en mercado de capitales&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/6422638024081035424/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2013/12/analisis-tecnico-eurjpy-26-dic-2013.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/6422638024081035424'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/6422638024081035424'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2013/12/analisis-tecnico-eurjpy-26-dic-2013.html' title='Análisis técnico EUR/JPY 26 dic 2013'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigBw4Hr61lezSlMkynk-KkJ5Ae00ognVd6JjENkR8s6r7ksuwH0fcP5QOKEg3ec6jHKFsEPRqzHjCcok48NL31GBlSINQmDyIe_6QeWKvA1ahCA0wzMPPhwVkyzswGKS4qjNg06grgKqc/s72-c/blogger-image-1450066247.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-1999436002950607145</id><published>2013-12-13T15:48:00.001-05:00</published><updated>2013-12-13T15:48:06.769-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="análisis"/><category scheme="http://www.blogger.com/atom/ns#" term="análisis del día"/><category scheme="http://www.blogger.com/atom/ns#" term="análisis técnico"/><category scheme="http://www.blogger.com/atom/ns#" term="EUR/USD"/><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="mercados financieros"/><title type='text'>Análisis técnico del EUR/USD 13 dic 2013</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7yT0K_Z2opY_lOdwejqMg-wTtOtDwdcyhk7VumHrTHjHme4DHwDjhm-bmue56YRrvVxYC9ISsNtqtIrYZ8kgtcxd7AgArnV_EsTDkAqlavEcx-X7muq1Qq6e2x1W5oglcT9W9AXtNebI/s640/blogger-image-769458960.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;br&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7yT0K_Z2opY_lOdwejqMg-wTtOtDwdcyhk7VumHrTHjHme4DHwDjhm-bmue56YRrvVxYC9ISsNtqtIrYZ8kgtcxd7AgArnV_EsTDkAqlavEcx-X7muq1Qq6e2x1W5oglcT9W9AXtNebI/s640/blogger-image-769458960.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIhKdQ46ftZpnAh0T6M8w2iJkF9NUiWxtKQzm3PlMhVFVsvGVfa6huDPoPZBGfoCq_vIctQGS7B_fMKMoGMmNiPSoW7xvu9tJEsRQeCItPEqPLGbk8x6uWhnXq5jqIl4vpOghhKPftKbo/s640/blogger-image--1885710433.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIhKdQ46ftZpnAh0T6M8w2iJkF9NUiWxtKQzm3PlMhVFVsvGVfa6huDPoPZBGfoCq_vIctQGS7B_fMKMoGMmNiPSoW7xvu9tJEsRQeCItPEqPLGbk8x6uWhnXq5jqIl4vpOghhKPftKbo/s640/blogger-image--1885710433.jpg&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7yT0K_Z2opY_lOdwejqMg-wTtOtDwdcyhk7VumHrTHjHme4DHwDjhm-bmue56YRrvVxYC9ISsNtqtIrYZ8kgtcxd7AgArnV_EsTDkAqlavEcx-X7muq1Qq6e2x1W5oglcT9W9AXtNebI/s640/blogger-image-769458960.jpg&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;br&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;Hola a todos, tal como lo mencionamos en el análisis anterior, el EUR/USD está en un retroceso, en la temporalidad 4 horas sigue en su tendencia alcista y en la temporalidad diaria sigue en su consolidación, ahora, yo me inclinaría a entrar en compra como lo mencione antes, y en la temporalidad de 4 horas, se están observando señales que piden darnos la pauta para ingresar al mercado. Si en en el RSI, muestra la entrada para la compra, habría que combinarla con dos cosas más, una vela tipo toro envolvente y que este lo más cerca posible de la línea de tendencia alcista, esa es la entrada oportuna.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;br&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;Saludos y éxitos.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;br&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;Econ. Xavier Rodríguez Torres&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;Esp. En mercado de capitales&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/1999436002950607145/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2013/12/analisis-tecnico-del-eurusd-13-dic-2013.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/1999436002950607145'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/1999436002950607145'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2013/12/analisis-tecnico-del-eurusd-13-dic-2013.html' title='Análisis técnico del EUR/USD 13 dic 2013'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIhKdQ46ftZpnAh0T6M8w2iJkF9NUiWxtKQzm3PlMhVFVsvGVfa6huDPoPZBGfoCq_vIctQGS7B_fMKMoGMmNiPSoW7xvu9tJEsRQeCItPEqPLGbk8x6uWhnXq5jqIl4vpOghhKPftKbo/s72-c/blogger-image--1885710433.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-5466226056031721859</id><published>2013-12-06T11:02:00.001-05:00</published><updated>2013-12-06T11:02:36.805-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="análisis"/><category scheme="http://www.blogger.com/atom/ns#" term="análisis del día"/><category scheme="http://www.blogger.com/atom/ns#" term="análisis técnico"/><category scheme="http://www.blogger.com/atom/ns#" term="EUR/JPY"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado de divisas"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex"/><title type='text'>Análisis técnico EUR/JPY 06 dic 2013</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFSVvY-58oZ55HZsv8sQKLZ5pplVXicZLGdxVfJ_olj1VXupg0u71aQ3fA9j0TSbA8L83fdaRtNVDvLR_teKg56Zen2PTCgc2XxQe8u0w2Yks9xgfkWgP1mgmsB2eBHbXJLeIM1c0AfFw/s640/blogger-image-919540146.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFSVvY-58oZ55HZsv8sQKLZ5pplVXicZLGdxVfJ_olj1VXupg0u71aQ3fA9j0TSbA8L83fdaRtNVDvLR_teKg56Zen2PTCgc2XxQe8u0w2Yks9xgfkWgP1mgmsB2eBHbXJLeIM1c0AfFw/s640/blogger-image-919540146.jpg&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;br&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;Hola a todos, tal como les dije ayer, por más que hayan señales bajistas, algo que he aprendido es que predomina la tendencia del mercado, al entrar en contra del mercado se asume un poco más del riesgo común en las operaciones.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;br&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;Ahora este rally que ha despegado hoy, a roto inclusive la resistencia de los 140. Que va a pasar, probablemente suba un poco más o se quede ahí mismo, haga algunas subidas y bajadas hasta tocar de nuevo la línea de tendencia alcista, línea que no la tengo dibujada por lo que veo este gráfico a través de mi celular.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;br&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;Éxitos&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;br&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;Saludos&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;br&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;Econ. Xavier Rodríguez Torres&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;Esp. En mercado de capitales&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/5466226056031721859/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2013/12/analisis-tecnico-eurjpy-06-dic-2013.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/5466226056031721859'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/5466226056031721859'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2013/12/analisis-tecnico-eurjpy-06-dic-2013.html' title='Análisis técnico EUR/JPY 06 dic 2013'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFSVvY-58oZ55HZsv8sQKLZ5pplVXicZLGdxVfJ_olj1VXupg0u71aQ3fA9j0TSbA8L83fdaRtNVDvLR_teKg56Zen2PTCgc2XxQe8u0w2Yks9xgfkWgP1mgmsB2eBHbXJLeIM1c0AfFw/s72-c/blogger-image-919540146.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-3298639889836478467</id><published>2013-12-05T12:37:00.001-05:00</published><updated>2013-12-05T12:37:48.054-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="análisis"/><category scheme="http://www.blogger.com/atom/ns#" term="análisis del día"/><category scheme="http://www.blogger.com/atom/ns#" term="análisis técnico"/><category scheme="http://www.blogger.com/atom/ns#" term="EUR/JPY"/><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado de divisas"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex"/><title type='text'>Análisis técnico EUR/JPY 05 dic 2013</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivcVS9qppZiUO5Fkee6wgl_YKVoyDSjd5QDYwK7BXOtsELuXGSAvbuyaWTwWGr7E96OY2qeyA6kCfUNfpQ2iv8_mqYyBx9GZblmfVlg4iBZOFipHgKeC4xxv8lROs8JmxjPg7w8VI703c/s640/blogger-image-1588065545.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivcVS9qppZiUO5Fkee6wgl_YKVoyDSjd5QDYwK7BXOtsELuXGSAvbuyaWTwWGr7E96OY2qeyA6kCfUNfpQ2iv8_mqYyBx9GZblmfVlg4iBZOFipHgKeC4xxv8lROs8JmxjPg7w8VI703c/s640/blogger-image-1588065545.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiLOf-btDGUPtbPPjZdT2-kzb-INCjWY3XxgECxn-_peWGOkj8sG3wM2n4lCpX6iM5_NYp8di7cGxIUCZvGs2BHaQERAOZ_XiqdMeNdguYItoEKh7KKJ3UFICKbr123R6BLoqCbwCnnDw/s640/blogger-image-1961456092.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiLOf-btDGUPtbPPjZdT2-kzb-INCjWY3XxgECxn-_peWGOkj8sG3wM2n4lCpX6iM5_NYp8di7cGxIUCZvGs2BHaQERAOZ_XiqdMeNdguYItoEKh7KKJ3UFICKbr123R6BLoqCbwCnnDw/s640/blogger-image-1961456092.jpg&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivcVS9qppZiUO5Fkee6wgl_YKVoyDSjd5QDYwK7BXOtsELuXGSAvbuyaWTwWGr7E96OY2qeyA6kCfUNfpQ2iv8_mqYyBx9GZblmfVlg4iBZOFipHgKeC4xxv8lROs8JmxjPg7w8VI703c/s640/blogger-image-1588065545.jpg&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;br&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;Hola a todos, los que pudieron ganar pips con esta entrada en corto pues felicidades, los que no pudieron pues nunca se lamenten por pips no ganados, siempre habrán más pips para ganar.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;br&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;En esta ocasión veo que en la temporalidad diaria hay una cuña alcista&amp;nbsp;&lt;span style=&quot;font-family: &#39;Helvetica Neue Light&#39;, HelveticaNeue-Light, helvetica, arial, sans-serif;&quot;&gt;muy pronunciada,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Helvetica Neue Light&#39;, HelveticaNeue-Light, helvetica, arial, sans-serif;&quot;&gt;que es señal que va a haber un cambio de movimiento en el mercado, y veo que se forman patrones bajista como twistter top que son las velas tipo doji, y en temporalidades de 4 horas, esta rompiendo de a poco el soporte, yo entraría a la baja en cuando vea una bella tipo oso bien pronunciada, caso contrario es mejor seguir con el mercado que está al alza, y si hay patrones alcistas, ahí es mejor ingresar.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;span style=&quot;font-family: &#39;Helvetica Neue Light&#39;, HelveticaNeue-Light, helvetica, arial, sans-serif;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;span style=&quot;font-family: &#39;Helvetica Neue Light&#39;, HelveticaNeue-Light, helvetica, arial, sans-serif;&quot;&gt;Éxitos.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;span style=&quot;font-family: &#39;Helvetica Neue Light&#39;, HelveticaNeue-Light, helvetica, arial, sans-serif;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;font face=&quot;Helvetica Neue Light, HelveticaNeue-Light, helvetica, arial, sans-serif&quot;&gt;Econ. Xavier Rodríguez Torres&lt;/font&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;font face=&quot;Helvetica Neue Light, HelveticaNeue-Light, helvetica, arial, sans-serif&quot;&gt;Esp. En mercados de capitales&lt;/font&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/3298639889836478467/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2013/12/analisis-tecnico-eurjpy-05-dic-2013.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/3298639889836478467'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/3298639889836478467'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2013/12/analisis-tecnico-eurjpy-05-dic-2013.html' title='Análisis técnico EUR/JPY 05 dic 2013'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiLOf-btDGUPtbPPjZdT2-kzb-INCjWY3XxgECxn-_peWGOkj8sG3wM2n4lCpX6iM5_NYp8di7cGxIUCZvGs2BHaQERAOZ_XiqdMeNdguYItoEKh7KKJ3UFICKbr123R6BLoqCbwCnnDw/s72-c/blogger-image-1961456092.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-2291000433700476346</id><published>2013-12-02T14:37:00.001-05:00</published><updated>2013-12-02T14:37:53.216-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="análisis"/><category scheme="http://www.blogger.com/atom/ns#" term="análisis del día."/><category scheme="http://www.blogger.com/atom/ns#" term="análisis técnico"/><category scheme="http://www.blogger.com/atom/ns#" term="EUR/JPY"/><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado"/><title type='text'>Análisis Técnico EUR/JPY 2 dic 2013</title><content type='html'>&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrEmxp4NCw06OQRw62ZGzD9NaBevgcqE7CfhoeQeG4SEUpxPZrWNKWiWFGSJNDkdIfRxuQvG4nGcA5ID8N1ojMtfDFYwmEqJQlwd3nTQUDEPXXk551LF0rbzTnAh2_ok-__ar4z7afrpo/s640/blogger-image--1354995671.jpg&quot; imageanchor=&quot;1&quot; style=&quot;font-family: &#39;Helvetica Neue Light&#39;, HelveticaNeue-Light, helvetica, arial, sans-serif; margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrEmxp4NCw06OQRw62ZGzD9NaBevgcqE7CfhoeQeG4SEUpxPZrWNKWiWFGSJNDkdIfRxuQvG4nGcA5ID8N1ojMtfDFYwmEqJQlwd3nTQUDEPXXk551LF0rbzTnAh2_ok-__ar4z7afrpo/s640/blogger-image--1354995671.jpg&quot;&gt;&lt;/a&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrEmxp4NCw06OQRw62ZGzD9NaBevgcqE7CfhoeQeG4SEUpxPZrWNKWiWFGSJNDkdIfRxuQvG4nGcA5ID8N1ojMtfDFYwmEqJQlwd3nTQUDEPXXk551LF0rbzTnAh2_ok-__ar4z7afrpo/s640/blogger-image--1354995671.jpg&quot; imageanchor=&quot;1&quot; style=&quot;font-family: &#39;Helvetica Neue Light&#39;, HelveticaNeue-Light, helvetica, arial, sans-serif; margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXTDzTzUAk-ui_6iytCGmyFOD21cjM19O024X3f_mQYybrlxwbhUHimqZ8bizfr9eUZfxxajHHKV0jXIgwpAGOmsAoqFLSVB_uG_MLpPaDBYxmbspzExE3ulRVlt58MSqxPXj2MowfFRg/s640/blogger-image-182517083.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXTDzTzUAk-ui_6iytCGmyFOD21cjM19O024X3f_mQYybrlxwbhUHimqZ8bizfr9eUZfxxajHHKV0jXIgwpAGOmsAoqFLSVB_uG_MLpPaDBYxmbspzExE3ulRVlt58MSqxPXj2MowfFRg/s640/blogger-image-182517083.jpg&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;Hola a todos este par se ve que ha estado rally por mucho tiempo, ahora tiene un plazo de consolidación y esta para entrar en corto o a la baja aprovechando el doble techo que ha tenido y se observa tanto en las temporalidades de 60 min como de 4 horas.&amp;nbsp;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;En temporalidades mayores se puede observar el rally y ahí mismo una leve cuña alcista lo cual es otro indicio para ir a la baja. Recordar que hay que salir por lo menos unos 10 o 15 pips antes del siguiente soporte.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Si eres más conservador, no tomes esta clase de operaciones y sólo toma las de compra cuando el mercado esta alcista, en este caso tendrías que esperar a que el mercado realice un movimiento previo para que te de una señal alcista y luego ingresar long o comprando.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Éxitos.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Saludos&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Eco. Xavier Rodríguez Torres&lt;/div&gt;&lt;div&gt;Esp. En mercados de capitales.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/2291000433700476346/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2013/12/analisis-tecnico-eurjpy-2-dic-2013.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/2291000433700476346'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/2291000433700476346'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2013/12/analisis-tecnico-eurjpy-2-dic-2013.html' title='Análisis Técnico EUR/JPY 2 dic 2013'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrEmxp4NCw06OQRw62ZGzD9NaBevgcqE7CfhoeQeG4SEUpxPZrWNKWiWFGSJNDkdIfRxuQvG4nGcA5ID8N1ojMtfDFYwmEqJQlwd3nTQUDEPXXk551LF0rbzTnAh2_ok-__ar4z7afrpo/s72-c/blogger-image--1354995671.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-8175055154404538643</id><published>2013-10-04T12:36:00.000-05:00</published><updated>2013-10-04T12:36:22.739-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="analisis"/><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado de divisas"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="noticias forex."/><category scheme="http://www.blogger.com/atom/ns#" term="revista"/><category scheme="http://www.blogger.com/atom/ns#" term="revista de forex"/><category scheme="http://www.blogger.com/atom/ns#" term="revista de trading"/><title type='text'>Revista de Forex edición 19</title><content type='html'>Para poder leer de forma gratuita esta revista den click en el siguiente link&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://content.yudu.com/Library/A2gxyf/EnglishEdition19/resources/index.htm&quot;&gt;http://content.yudu.com/Library/A2gxyf/EnglishEdition19/resources/index.htm&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Si desean verla en sus ipads o celulares pueden bajarse la aplicación y suscribirse directamente.&lt;br /&gt;
&lt;br /&gt;
disfrútenla,&lt;br /&gt;
&lt;br /&gt;
saludos&lt;br /&gt;
&lt;br /&gt;
&lt;!-- AddThis Button BEGIN --&gt;
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&lt;!-- AddThis Button END --&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/8175055154404538643/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2013/10/revista-de-forex-edicion-19.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/8175055154404538643'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/8175055154404538643'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2013/10/revista-de-forex-edicion-19.html' title='Revista de Forex edición 19'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-725500075618584279</id><published>2013-01-08T18:11:00.000-05:00</published><updated>2013-01-08T18:11:05.304-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="revista"/><category scheme="http://www.blogger.com/atom/ns#" term="Revista Forex"/><title type='text'>Revista de Forex</title><content type='html'>Estimados les dejo un link para que puedan leer (en ingles) la revista de forex que frecuentemente la ponemos.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://content.yudu.com/Library/A20igs/EnglishEdition16/resources/index.htm?pagePrefix=en-jan2013&amp;amp;customParam=814060fe91792bc63dda5da09862fbba&quot;&gt;http://content.yudu.com/Library/A20igs/EnglishEdition16/resources/index.htm?pagePrefix=en-jan2013&amp;amp;customParam=814060fe91792bc63dda5da09862fbba&lt;/a&gt;&lt;br /&gt;
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solo se la puede leer online, si deseas bajarla en pdf hay que suscribirse o pagarla, por lo cual recomiendo leerla online.&lt;br /&gt;
&lt;br /&gt;
disfruntenla,&lt;br /&gt;
&lt;br /&gt;
saludos&lt;br /&gt;
&lt;br /&gt;
Eco. Xavier Rodriguez Torres&lt;br /&gt;
Especialista en mercado de capitales&lt;br /&gt;
&lt;br /&gt;
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&lt;!-- AddThis Button END --&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/725500075618584279/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2013/01/revista-de-forex.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/725500075618584279'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/725500075618584279'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2013/01/revista-de-forex.html' title='Revista de Forex'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-465819033336192551</id><published>2012-11-05T18:12:00.002-05:00</published><updated>2012-11-05T18:13:56.983-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Aprendiendo el mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="errores de los traders"/><category scheme="http://www.blogger.com/atom/ns#" term="Estrategias de forex"/><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="FXCM"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex."/><title type='text'>Trading Mistakes to Avoid - Michael Boutros | FXCM Expo 2011</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Este video te puede ayudar mucho, no importa si eres un trader de algunos años o principiante, yo estoy cambiando algunos métodos después de ver este video, siempre es bueno seguir aprendiendo y perfeccionando tus técnicas.&lt;/div&gt;
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&lt;iframe allowfullscreen=&quot;allowfullscreen&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/v3XDj7B-Ifc&quot; width=&quot;420&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/465819033336192551/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2012/11/trading-mistakes-to-avoid-michael.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/465819033336192551'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/465819033336192551'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2012/11/trading-mistakes-to-avoid-michael.html' title='Trading Mistakes to Avoid - Michael Boutros | FXCM Expo 2011'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/v3XDj7B-Ifc/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-4655453895177388462</id><published>2012-10-31T10:43:00.002-05:00</published><updated>2012-10-31T10:43:46.311-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="analisis tecnico diario"/><category scheme="http://www.blogger.com/atom/ns#" term="Aprendiendo el mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="Estrategias de forex"/><category scheme="http://www.blogger.com/atom/ns#" term="Euro dolar"/><category scheme="http://www.blogger.com/atom/ns#" term="euro dólar"/><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex."/><title type='text'>Análisis Técnico del Euro Dolar 31 Oct 2012</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgikV6LRHYbPbuLslpr27r00lx_9tn6VCbLsmGDDa9Na-Fls0oGMEU18YtZp3mC6rOdNnkgLWAnkJ2m-JoFzb1nUjmOO-uxNjeiCyQP8hB5pyRzFXge_T1aAopMPBbb-iRNScpAL0_Mxg/s1600/euro+dolar+diario.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;150&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgikV6LRHYbPbuLslpr27r00lx_9tn6VCbLsmGDDa9Na-Fls0oGMEU18YtZp3mC6rOdNnkgLWAnkJ2m-JoFzb1nUjmOO-uxNjeiCyQP8hB5pyRzFXge_T1aAopMPBbb-iRNScpAL0_Mxg/s320/euro+dolar+diario.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Hola a todos, hoy en mi país Ecuador se celebra el Día del Escudo y en EEUU se celebra el famoso Halloween. Bueno en fin, empezamos observando el gráfico del Euro Dolar que por fin parece tener algo que decirnos, en la temporalidad diaria utilizando el nuevo indicador Heikin que hace que las velas japonesas se vean distintas para ver mejor una tendencia, parece que está realizando patrones alcista justo en la linea de tendencia alcista, y en la temporalidad de una hora se fue al alza, realiza un retroceso y ahora esperamos el patrón o señal que nos indique ingresar en esta nueva tendencia.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRgh9UjMAJ86ExJhOv4_Nd5p-Uiz-cjHBzHqPs1ESENw2ifsGkDPYdvC-t6mMvhYtTe4thd12-jn-KcUC6pMcgBW10bpm81FUrYkHZTgjvPV75MJiZrx9_uEDGMKz2qPw8a6Py9ulKx2U/s1600/euro+dolar+una+hora.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;150&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRgh9UjMAJ86ExJhOv4_Nd5p-Uiz-cjHBzHqPs1ESENw2ifsGkDPYdvC-t6mMvhYtTe4thd12-jn-KcUC6pMcgBW10bpm81FUrYkHZTgjvPV75MJiZrx9_uEDGMKz2qPw8a6Py9ulKx2U/s320/euro+dolar+una+hora.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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subo los gráficos.&lt;/div&gt;
&lt;br /&gt;
Saludos&lt;br /&gt;
&lt;br /&gt;
Econ. Xavier Rodriguez Torres&lt;br /&gt;
Especialista en mercado de capitales&lt;br /&gt;
&lt;br /&gt;
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&lt;!-- AddThis Button END --&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/4655453895177388462/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/analisis-tecnico-del-euro-dolar-31-oct.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/4655453895177388462'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/4655453895177388462'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/analisis-tecnico-del-euro-dolar-31-oct.html' title='Análisis Técnico del Euro Dolar 31 Oct 2012'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgikV6LRHYbPbuLslpr27r00lx_9tn6VCbLsmGDDa9Na-Fls0oGMEU18YtZp3mC6rOdNnkgLWAnkJ2m-JoFzb1nUjmOO-uxNjeiCyQP8hB5pyRzFXge_T1aAopMPBbb-iRNScpAL0_Mxg/s72-c/euro+dolar+diario.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-1198690926432464533</id><published>2012-10-29T11:27:00.000-05:00</published><updated>2012-10-29T11:27:31.369-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Artículos"/><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex."/><category scheme="http://www.blogger.com/atom/ns#" term="noticias"/><category scheme="http://www.blogger.com/atom/ns#" term="noticias diarias"/><title type='text'>El mercado bursátil está cerrado</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqanNoyTMn5NAB-S5_I32ZsPvN9ieQdJUhcDBwW0I9_D1AEwvCPtuk_2RXItl3pto5xWayFGoPmbs8GzxauXAIIL79milK6y9jNVnAc8q6OizRXLQzeakc1B7YCLgAWFi1Wm4O4aRiKBI/s1600/Capture.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;58&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqanNoyTMn5NAB-S5_I32ZsPvN9ieQdJUhcDBwW0I9_D1AEwvCPtuk_2RXItl3pto5xWayFGoPmbs8GzxauXAIIL79milK6y9jNVnAc8q6OizRXLQzeakc1B7YCLgAWFi1Wm4O4aRiKBI/s320/Capture.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Cuando ingresé a mi cuenta en Fidelity, salió un mensaje que dice que la bolsa estará cerrada por el Huracán Sandy, y puede también estar cerrada el día de mañana, que para el miércoles ya se regulariza el mercado. Esto no solo afecta a las operaciones bursátiles sino que también al mercado forex en sentido que no se puede operar ahora, asi que operadores, no operen, no abran operaciones hoy ni mañana y tener cautela el miércoles. Esperemos que no suceda nada en el mercado bursátil.&lt;/div&gt;
&lt;br /&gt;
saludos&lt;br /&gt;
&lt;br /&gt;
Econ. Xavier Rodriguez Torres&lt;br /&gt;
Especialista en mercado de capitales&lt;br /&gt;
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&lt;!-- AddThis Button END --&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/1198690926432464533/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/el-mercado-bursatil-esta-cerrado.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/1198690926432464533'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/1198690926432464533'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/el-mercado-bursatil-esta-cerrado.html' title='El mercado bursátil está cerrado'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqanNoyTMn5NAB-S5_I32ZsPvN9ieQdJUhcDBwW0I9_D1AEwvCPtuk_2RXItl3pto5xWayFGoPmbs8GzxauXAIIL79milK6y9jNVnAc8q6OizRXLQzeakc1B7YCLgAWFi1Wm4O4aRiKBI/s72-c/Capture.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-9212233201639282173</id><published>2012-10-29T10:04:00.000-05:00</published><updated>2012-10-29T10:04:27.629-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Aprendiendo el mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="Articulos Interesantes"/><category scheme="http://www.blogger.com/atom/ns#" term="Artículos"/><category scheme="http://www.blogger.com/atom/ns#" term="Curso de Forex (Videos)"/><category scheme="http://www.blogger.com/atom/ns#" term="Estrategias de forex"/><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="Heiken Ashi"/><category scheme="http://www.blogger.com/atom/ns#" term="Indicadores"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex."/><title type='text'>¿Cómo utilizar adecuadamente el indicador Heiken Ashi en el mercado Forex?</title><content type='html'>&lt;span style=&quot;background-color: white; color: #333333; font-family: Geneva, Tahoma, &#39;Nimbus Sans L&#39;, sans-serif; font-size: 12px; line-height: 16px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;table class=&quot;contentpaneopen&quot; style=&quot;background-color: white; color: #333333; font-family: Geneva, Tahoma, &#39;Nimbus Sans L&#39;, sans-serif; font-size: 12px; line-height: 16px; text-align: start; width: 526px;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td valign=&quot;top&quot;&gt;&lt;div style=&quot;margin-bottom: 15px; margin-top: 10px; text-align: justify;&quot;&gt;
&lt;img alt=&quot;heikenashi&quot; height=&quot;225&quot; src=&quot;http://www.udeforex.com/images/stories/articulos/heikenashi.jpg&quot; style=&quot;border-width: 0px; float: left; margin-right: 10px;&quot; width=&quot;288&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 15px; margin-top: 10px; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-size: 10pt; line-height: 14px;&quot;&gt;Investigando sobre el Forex, usted podrá ver que existen muchos indicadores para utilizar al momento de operar en el mercado de divisas, de estos muchos tienen gran popularidad y muchos otros no, pero que de igual forma le pueden ser de utilidad en determinado momento. En el presente artículo se explicará a detalle, sobre el indicador Heiken Ashi.&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;span new=&quot;New&quot; style=&quot;line-height: 14px;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 15px; margin-top: 10px; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 15px; margin-top: 10px; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;¿Qué es el indicador Heiken Ashi?&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 15px; margin-top: 10px; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-size: 10pt; line-height: 14px;&quot;&gt;Este indicador también es conocido como “velas japonesas modificables” es utilizado en el análisis técnico, por lo que podemos decir que es un indicador técnico, que le ayuda al operador a predecir la tendencia del mercado por medio de la implementación de fórmulas. Fue desarrollado por un operador japonés en los años 60´s y es de utilidad para&amp;nbsp;el operador debido a que muchas veces en su gráfica de barras o de velas japonesas, se le es difícil ver de forma clara cuál es la tendencia que predomina en determinado momento&amp;nbsp;y con el indicador Heiken Ashi es más fácil ver las tendencias.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 15px; margin-top: 10px; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-size: 10pt; line-height: 14px;&quot;&gt;El indicador forma unas barras de colores diferentes que le muestran de forma clara cuál es la tendencia del mercado. Si usted utiliza las velas japonesas parar operar podrá notar que estas también tienen dos colores diferentes según sus valores, pero en el caso de este indicador, este hace un cálculo para establecer la tendencia de todo el mercado en cierto período de tiempo. Con esto se formarán velas con otros dos colores, que&amp;nbsp;serán completamente diferentes que los comunes de las velas japonesas para lograr analizar el mercado y usted puede establecer los colores que sean de su agrado para este indicador.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 15px; margin-top: 10px; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;¿Cómo funciona el indicador Heiken Ashi?&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 15px; margin-top: 10px; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-size: 10pt; line-height: 14px;&quot;&gt;El Heiken Ashi realiza un cálculo por medio de una fórmula, donde utiliza los valores máximos, mínimo, apertura y cierre del par de divisas que desea operar y así determina cual es la tendencia del mercado. Posteriormente también este indicador le podría ayudar a encontrar una posible reversión del mercado.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 15px; margin-top: 10px; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-size: 10pt; line-height: 14px;&quot;&gt;Las fórmulas son las siguientes:&lt;/span&gt;&lt;/div&gt;
&lt;ul type=&quot;disc&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt;Heiken Ashi/Cierre&lt;/strong&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&amp;nbsp;= (apertura+alto+bajo+cierre)/4(Media de precios de la vela actual)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt;Heiken Ashi-Apertura&lt;/strong&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&amp;nbsp;= [Heiken Ashi-apertura(Barra anterior) + Cierre(vela anterior)]/2 (Punto medio de la vela anterior)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt;Heiken Ashi-Alza&lt;/strong&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&amp;nbsp;= Máximo (alto, Heiken Ashi /apertura, Heiken Ashi/Cierre) (El valor más alto de los tres indicados)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt;Heiken Ashi-A la baja&lt;/strong&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&amp;nbsp;= Min(bajo, Heiken Ashi-apertura, Heiken Ashi-cierre) (El valor más bajo de los tres indicados)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 15px; margin-top: 10px; text-align: justify; text-indent: 0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 10pt;&quot;&gt;Depende de la plataforma que usted utilice, este indicador posiblemente ya se encuentre entre su lista de herramientas o indicadores, por lo general se localiza dentro de los indicadores personalizados.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 15px; margin-top: 10px; text-align: justify; text-indent: 0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 10pt;&quot;&gt;En su plataforma usted determina que colores va a utilizar, para fines de explicación de este artículo, podríamos suponer que serán de color blanco y rojo, que de hecho son los colores que predeterminan algunas plataformas. En este caso las blancas indican tendencia al alza y las rojas a la baja.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 15px; margin-top: 10px; text-align: justify; text-indent: 0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt;¿Cómo operar con este indicador?&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 15px; margin-top: 10px; text-align: justify; text-indent: 0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 10pt;&quot;&gt;Por ejemplo: Si usted implementa este indicador y localiza varias velas color blanco, significará que podría iniciar una tendencia alcista. En el caso de las rojas indican todo lo contrario una posible tendencia la baja. Estas velas pueden o no mostrar una sombra inferior o superior.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 15px; margin-top: 10px; text-align: justify; text-indent: 0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 10pt;&quot;&gt;Entonces deberá poner mayor atención a estas indicaciones para implementar correctamente este indicador y obtener ganancias en sus trades:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 15px; margin-left: 0.75in; margin-top: 10px; text-align: justify; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt;&lt;em&gt;1.&lt;span new=&quot;New&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;strong&gt;&lt;em&gt;Si usted localiza varias velas blancas sin sombra inferior le estarían indicando una fuerte tendencia alcista, en este caso se recomienda mantener abiertas las posiciones a largo plazo y agregar lotes en esas operaciones.&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 15px; margin-left: 0.75in; margin-top: 10px; text-align: justify; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;strong&gt;&lt;em&gt;2.&lt;span new=&quot;New&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;strong&gt;&lt;em&gt;Si usted localiza varias velas de color rojo sin sombra superior le estarían indicando una fuerte tendencia a la baja, en este caso se recomienda mantener abierta posiciones cortas y sumar lotes a su trade.&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 15px; margin-top: 10px; text-align: justify; text-indent: 0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 10pt;&quot;&gt;Ahora bien, para encontrar reversiones en el mercado, deberá buscar una sola vela con un cuerpo pequeño y con sombra. No importa si esta es roja o blanca, de igual forma le indicarán cambio de tendencia. Si este fuera el caso usted debe abrir trades contrarios y cerrar las posiciones que tenga abiertas si es así. También este indicador forma triángulos que le pueden ayudar a determinar el final de una tendencia. Por ejemplo, en la mayoría de los casos, las ultimas velas de una tendencia se van reduciendo de forma progresiva formando una especie de triangulo que le servirá de indicador para tomar acciones en el mercado.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 15px; margin-top: 10px; text-align: justify; text-indent: 0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 10pt;&quot;&gt;Por último recuerde combinar varios indicadores para reducir el margen de error y obtener operaciones exitosas.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
fuente:&amp;nbsp;&lt;a href=&quot;http://www.udeforex.com/Analisis-Tecnico/%C2%BFComo-utilizar-adecuadamente-el-indicador-Heiken-Asi-en-el-mercado-Forex.html&quot; target=&quot;_blank&quot;&gt;Universidad del Forex&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
pd: esta nueva forma de operar trataré de incluirla en mis análisis.&lt;br /&gt;
&lt;br /&gt;
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&lt;!-- AddThis Button END --&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/9212233201639282173/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/como-utilizar-adecuadamente-el.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/9212233201639282173'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/9212233201639282173'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/como-utilizar-adecuadamente-el.html' title='¿Cómo utilizar adecuadamente el indicador Heiken Ashi en el mercado Forex?'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-1747926283120180172</id><published>2012-10-29T09:58:00.001-05:00</published><updated>2012-10-29T09:58:44.663-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="analisis tecnico diario"/><category scheme="http://www.blogger.com/atom/ns#" term="Aprendiendo el mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="Estrategias de forex"/><category scheme="http://www.blogger.com/atom/ns#" term="Euro dolar"/><category scheme="http://www.blogger.com/atom/ns#" term="euro dólar"/><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex"/><title type='text'>Análisis Técnico del Euro Dolar 29 oct 2012</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju3LgTyeMFSx7kgVd5vbCMxkuIywK6303DRuJWaaDXFQnAA2dnPhZWb5SFDahXZvYBVgNjBaqFrV3eNxoZ88M3haF6PknjlC_afhyphenhyphenqmG_2fu2KEwP0Izcb0nkPi4CL-_0edU5V6JGFW8E/s1600/euro+dolar+diario.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju3LgTyeMFSx7kgVd5vbCMxkuIywK6303DRuJWaaDXFQnAA2dnPhZWb5SFDahXZvYBVgNjBaqFrV3eNxoZ88M3haF6PknjlC_afhyphenhyphenqmG_2fu2KEwP0Izcb0nkPi4CL-_0edU5V6JGFW8E/s320/euro+dolar+diario.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Hola a todos, viendo el gráfico diario del Euro dolar nos damos cuenta que no está haciendo señales de compra, sigue en una consolidación muy amplia y se dirige por tercera ocasión al soporte del MVA 200, lo más probable es que con este tercer rebote tenga la fuerza suficiente para tener su tendencia alcista, caso contrario romperá el MVA 200 y volverá a la tendencia bajista que estaba antes en el mes de julio.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Por lo regular es un poco difícil de observar el famoso Hombro Cabeza Hombro o también llamado Corona de Rey, no estoy muy seguro pero parece que en el gráfico diario se lo puede apreciar un poco así mismo un poco se lo puede ver en el gráfico de 4 horas, esto significa un cambio de tendencia en el mercado, esto es, si antes estaba al alza, y está señal, esto significa que irá a la baja, pero el cambio de tendencia no se refiere a la tendencia tan pasada por asi decirlo, ya que en el Euro dolar la tendencia bajista terminó en julio, el mercado hace una correción al alza y esa llamada corrección puede ser parte de la tendencia alcista previa del patron Hombro Cabeza Hombro o Corona de Rey, para luego así el mercado retornar a la baja, por eso es que es un poco difícil hallarlo y luego interpretarlo.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
saludos&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
Econ. Xavier Rodriguez Torres&lt;br /&gt;
Especialista en mercado de capitales&lt;br /&gt;
&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlEBTUgpl-W_V8WsZXH2kXTUq-MFrzOFKpJ1gyMm7i_Bul-ygBy08Eoo6EQxSjE4avScWGyk5QCyrkZc9XfjhBT9pb8BG39qPEj2AJ-NSfg2JNGi9uKZ-N-32fMa8bKwteFqM-vLbe04Y/s1600/euro+dolar+1+hora.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;148&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlEBTUgpl-W_V8WsZXH2kXTUq-MFrzOFKpJ1gyMm7i_Bul-ygBy08Eoo6EQxSjE4avScWGyk5QCyrkZc9XfjhBT9pb8BG39qPEj2AJ-NSfg2JNGi9uKZ-N-32fMa8bKwteFqM-vLbe04Y/s320/euro+dolar+1+hora.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Hola a todos, viendo el gráfico diario está a punto de romper el triangulo que ya hace tiempo que lo venimos mencionando pero no lo ha roto con una vela de decisión sino de indecisión por ahora.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En la temporalidad de 1 hora, vemos que está en tendencia bajista y que está realizando un retroceso, he realizado un trazo de fibonachi para ver al hacer la correción realiza una señal o patrón bajista justo en una resistencia fibonachi lo cual nos dará una pauta hacia donde se puede dirigir el par.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
saludos&lt;/div&gt;
&lt;br /&gt;
Econ. Xavier Rodriguez Torres&lt;br /&gt;
Especialista en mercado de capitales&lt;br /&gt;
&lt;br /&gt;
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&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD86cJCxr3IhDr-C-alhwBu6aH76jY8XSUCKgwhRfyk1eh0Z7UDZYo9Y3hKqGt9VhGYInpCdectoKzVWMUR8317rZZskvhqHknfvOpMntai1rS84ulgBpHm_2irGnMyLGBk5ljlt4Jlcw/s1600/aud+jpy+30+minutos.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;148&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD86cJCxr3IhDr-C-alhwBu6aH76jY8XSUCKgwhRfyk1eh0Z7UDZYo9Y3hKqGt9VhGYInpCdectoKzVWMUR8317rZZskvhqHknfvOpMntai1rS84ulgBpHm_2irGnMyLGBk5ljlt4Jlcw/s320/aud+jpy+30+minutos.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span style=&quot;text-align: justify;&quot;&gt;Hola a todos, ayer a la final el AUD/JPY fue a la baja como lo esperábamos, pero ahora viendo la temporalidad de 4 horas, parece que la divisa se quiere estabilizar hacia una tendencia alcista, está rozando soportes del indicador PIVOT y la linea de tendencia alcista interna, pero todavía no veo una señal alcista en patrones de las velas japonesas, el mercado está ahora en indecisión, en las noticias del calendario económico que lo pueden ver aqui mismo en el blog, podemos ver que hoy no hay nada para el AUD y JPY pero mañana si hay una noticia para el JPY,&amp;nbsp;&lt;/span&gt;&lt;a class=&quot;ec_b_11&quot; href=&quot;http://www.blogger.com/blogger.g?blogID=4187156070350715202&quot; style=&quot;background-color: #f1f5f8; color: #06529d; font-family: Arial; font-size: 11px; text-align: justify; text-decoration: none;&quot;&gt;&lt;span class=&quot;ec_b_11&quot; dir=&quot;ltr&quot;&gt;Retail Sales (YoY)&lt;/span&gt;&amp;nbsp;&lt;/a&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;, no es tan importante pero si es una&amp;nbsp;noticia&amp;nbsp;con una importancia mediana.&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaGUbJ_kP6ENfi7Xftt5818LUqnmRZlDHVAHGb0ZwOOBpUffwp7eKxdJhIg9lQpjJbfB1_9rHSAhlsIsg9aCYo6cAxyP4GbZd1kxcooN-VZDcRGH9v9reurV4esFeNWHaA2VEN5NTDoe4/s1600/aud+jpy+4+horas.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;150&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaGUbJ_kP6ENfi7Xftt5818LUqnmRZlDHVAHGb0ZwOOBpUffwp7eKxdJhIg9lQpjJbfB1_9rHSAhlsIsg9aCYo6cAxyP4GbZd1kxcooN-VZDcRGH9v9reurV4esFeNWHaA2VEN5NTDoe4/s320/aud+jpy+4+horas.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;En la temporalidad de 30 minutos vemos que también esta en un momento de indecisión, con el MVA 200 y &amp;nbsp;el soporte 1 del indicador PIVOT y está próxima a su suporte anterior trazado manualmente. Por ahora habría que esperar a que de una señal alcista entendería por la temporalidad mayor que es de 4 horas.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Saludos&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Econ. Xavier Rodriguez Torres&lt;/div&gt;
Especialista en mercado de capitales&lt;br /&gt;
&lt;br /&gt;
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&lt;!-- AddThis Button END --&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/3914148497124911113/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/analisis-tecnico-del-aud-jpy-26-oct-2012.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/3914148497124911113'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/3914148497124911113'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/analisis-tecnico-del-aud-jpy-26-oct-2012.html' title='Análisis Técnico del AUD JPY 26 oct 2012'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD86cJCxr3IhDr-C-alhwBu6aH76jY8XSUCKgwhRfyk1eh0Z7UDZYo9Y3hKqGt9VhGYInpCdectoKzVWMUR8317rZZskvhqHknfvOpMntai1rS84ulgBpHm_2irGnMyLGBk5ljlt4Jlcw/s72-c/aud+jpy+30+minutos.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-8072578022457000817</id><published>2012-10-25T13:41:00.001-05:00</published><updated>2012-10-25T13:41:43.294-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="Horarios del mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex"/><title type='text'>Horarios del mercado forex</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8fAhOttoahb_FUTDaf_f4beHB-Dhdb088WeIxyGPMmydrBANxIA-tPzZ09VAzL4Sic2PyONzu3JCCeZOvEBX3nJW72pUexqRG8ShuzRtw6HvYYy5Bfqudl737kCDKPIJbbotyTG-mObM/s1600/horarios+para+operar+forex.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8fAhOttoahb_FUTDaf_f4beHB-Dhdb088WeIxyGPMmydrBANxIA-tPzZ09VAzL4Sic2PyONzu3JCCeZOvEBX3nJW72pUexqRG8ShuzRtw6HvYYy5Bfqudl737kCDKPIJbbotyTG-mObM/s320/horarios+para+operar+forex.JPG&quot; width=&quot;297&quot; /&gt;&lt;/a&gt;Hola de nuevo, muchas empresas, brokers, publicidad en general siempre están diciendo que el mercado forex está abierto 24/7, pero en primer lugar eso es mentira, y en segundo lugar de qué me sirve que esté abierto (hipoteticamente hablando) 24/7 si no siempre se puede operar el par de divisas que sigo o analizo?, la respuesta es de nada me sirve.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmd4dYaBaec7BT6R0wKeQpAuFoNgs9zgEmOIHJM0iJVQY_E47XlpMIaoPeVNZIRCn_MvtOFuh2s3QcupV7amWVy3t_ptg9wq3-uewOcUKKJlK89b5QaQIt5XpMWrhxw7H-VzxcmeosUdQ/s1600/horarios+de+apertura+y+cirre+de+los+mercados.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;82&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmd4dYaBaec7BT6R0wKeQpAuFoNgs9zgEmOIHJM0iJVQY_E47XlpMIaoPeVNZIRCn_MvtOFuh2s3QcupV7amWVy3t_ptg9wq3-uewOcUKKJlK89b5QaQIt5XpMWrhxw7H-VzxcmeosUdQ/s320/horarios+de+apertura+y+cirre+de+los+mercados.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Por eso es que subo unas figuras que muestran de que horario a que horario hay suficiente volumen para que puedas operar, con esto podrás hacer análisis con tiempo y luego esperar el volumen para que se forme la vela esperada o la noticia esperada para que puedas ingresar al mercado obteniendo ganancias más rápido.&lt;/div&gt;
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Jamás se debe de operar en fines de semanas y feriados, entonces, de qué sirve que esté abierto 24/7, de nada. solo se debe de operar los pares de divisas cuando las bolsas de valores de cada una abren y más aún cuando otras convergen y hay más volumen.&lt;/div&gt;
&lt;br /&gt;
Saludos&lt;br /&gt;
&lt;br /&gt;
Econ. Xavier Rodriguez Torres&lt;br /&gt;
Especialista en mercado de capitales&lt;br /&gt;
&lt;br /&gt;
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&lt;!-- AddThis Button END --&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/8072578022457000817/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/horarios-del-mercado-forex.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/8072578022457000817'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/8072578022457000817'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/horarios-del-mercado-forex.html' title='Horarios del mercado forex'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8fAhOttoahb_FUTDaf_f4beHB-Dhdb088WeIxyGPMmydrBANxIA-tPzZ09VAzL4Sic2PyONzu3JCCeZOvEBX3nJW72pUexqRG8ShuzRtw6HvYYy5Bfqudl737kCDKPIJbbotyTG-mObM/s72-c/horarios+para+operar+forex.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-5384597196217900403</id><published>2012-10-25T10:07:00.002-05:00</published><updated>2012-10-25T10:07:50.789-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="analisis tecnico diario"/><category scheme="http://www.blogger.com/atom/ns#" term="Aprendiendo el mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="AUD/JPY"/><category scheme="http://www.blogger.com/atom/ns#" term="Estrategias de forex"/><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex."/><title type='text'>Análisis Técnico del AUD JPY 25 de oct 2012</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw8h3Q5177PlSRhxGAUZrYRXvLO0v_08X_8ySLsfZVDFbQjnNR6bjKa9Ps9Ae7PpSmkOIvGKdpU7RZN0ZghiqZK72GDdTe9D4VKXj8XlAYWvpHRmKLE6J1G3BEKmU46gTbaefmdbIZbF8/s1600/AUD+JPY+4+HORAS.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw8h3Q5177PlSRhxGAUZrYRXvLO0v_08X_8ySLsfZVDFbQjnNR6bjKa9Ps9Ae7PpSmkOIvGKdpU7RZN0ZghiqZK72GDdTe9D4VKXj8XlAYWvpHRmKLE6J1G3BEKmU46gTbaefmdbIZbF8/s320/AUD+JPY+4+HORAS.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Hola a todos, hoy podemos ver que definitivamente los indicadores nos están diciendo vende, vende, vende, ya se están formando los patrones bajistas en la temporalidad de 4 horas, y en la temporalidad de 30 minutos ya se formó el patrón, el par debería romper la linea de tendencia interna alcista para continuar a la baja.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBcJreU-6prBaIy7FrKVCL-s1vtXViQyzLEQN3MbagCjGwsQMlaUUZhZfAhGdlhTuiRjY-iqY-np6nZDJPwUl179u0Wwpbhw5P_umldboRfKE0H-NQrP14OXE0eMUL0K_jY13tl9V4m9Q/s1600/aud+jpy+30+min.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBcJreU-6prBaIy7FrKVCL-s1vtXViQyzLEQN3MbagCjGwsQMlaUUZhZfAhGdlhTuiRjY-iqY-np6nZDJPwUl179u0Wwpbhw5P_umldboRfKE0H-NQrP14OXE0eMUL0K_jY13tl9V4m9Q/s320/aud+jpy+30+min.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Aunque no lo he puesto pero en la temporalidad diaria que sería la madre de las temporalidades para definir tendencias, todavía se encuentra consolidad, rozando la resistencia y con estos patrones que tenemos nos ayuda a decidir para ir a la venta.&lt;/div&gt;
&lt;br /&gt;
Saludos&lt;br /&gt;
&lt;br /&gt;
Econ. Xavier Rodriguez Torres&lt;br /&gt;
Especialista en mercado de capitales&lt;br /&gt;
&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKgPO6-mI_Cw7-3Kf1SKsGw7Ts0T_6a-qUps018SPtDC_zyxtxddulBmauZZEs9D97YmuuePSq2TWRlpqZmX13ARSteqXKB08PZz7bKUYxlCLk3U8JPRvOhPOqPj_wxcXkIYX31L_vIQU/s1600/euro+dolar+diario.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;150&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKgPO6-mI_Cw7-3Kf1SKsGw7Ts0T_6a-qUps018SPtDC_zyxtxddulBmauZZEs9D97YmuuePSq2TWRlpqZmX13ARSteqXKB08PZz7bKUYxlCLk3U8JPRvOhPOqPj_wxcXkIYX31L_vIQU/s320/euro+dolar+diario.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Hola a todos, en este par vamos a analizar las temporalidades diarias y 1 hora, en la primera podemos ver que todavía no sale del triangulo que dependiendo del criterio del trader puede ser bajista por su tendencia pasada o alcista por su nueva tendencia. En cualquiera de los dos casos lo mejor sería esperar a que en este gráfico se defina una tendencia; y esto lo podremos saber cuando se rompa el triangulo sea a la alza o a la baja, o si prefieren operar en temporalidades menores se lo puede hacer pero con mucha cautela.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7zCOpj_FBgP2zKKdMm-gnENK3hVFFwqXZNOl0d1bNCS-C9ecQ34E15hGwnUNEFu_zv-9xQP1TfsuhYSpFPbJ1rsvTcX8bvNaMccj6z7ta5L3HrDHILpZbOlu6xNroWnpBhWxGm_Q99Nk/s1600/euro+dolar+1+hora.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;151&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7zCOpj_FBgP2zKKdMm-gnENK3hVFFwqXZNOl0d1bNCS-C9ecQ34E15hGwnUNEFu_zv-9xQP1TfsuhYSpFPbJ1rsvTcX8bvNaMccj6z7ta5L3HrDHILpZbOlu6xNroWnpBhWxGm_Q99Nk/s320/euro+dolar+1+hora.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;En la temporalidad de 1 hora, el par hizo una corrección a su tendencia bajista, romiendo la linea de tendencia bajista interna, esto significa que irá hacia la próxima linea de tendencia y lo hizo, así mismo realizó una señal o patrón bajista y nuevamente corrigió a la baja. Si deseas entrar a la baja, espera a que nuevamente corrija al alza y realice otro patrón o señal bajista para entrar.&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
saludos&lt;/div&gt;
&lt;br /&gt;
Econ. Xavier Rodriguez Torres&lt;br /&gt;
Especialista en mercado de capitales&lt;br /&gt;
&lt;br /&gt;
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&lt;!-- AddThis Button END --&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/1703709986619947201/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/analisis-tecnico-euro-dolar-25-de-oct.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/1703709986619947201'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/1703709986619947201'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/analisis-tecnico-euro-dolar-25-de-oct.html' title='Análisis Técnico Euro Dolar 25 de oct 2012'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKgPO6-mI_Cw7-3Kf1SKsGw7Ts0T_6a-qUps018SPtDC_zyxtxddulBmauZZEs9D97YmuuePSq2TWRlpqZmX13ARSteqXKB08PZz7bKUYxlCLk3U8JPRvOhPOqPj_wxcXkIYX31L_vIQU/s72-c/euro+dolar+diario.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-2581023264658227543</id><published>2012-10-24T11:01:00.000-05:00</published><updated>2012-10-24T11:01:29.007-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="analisis tecnico diario"/><category scheme="http://www.blogger.com/atom/ns#" term="Aprendiendo el mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="AUD/JPY"/><category scheme="http://www.blogger.com/atom/ns#" term="Estrategias de forex"/><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex."/><title type='text'>Análisis Técnico AUD JPY 24 oct 2012</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU16rBSTmW6ZNVbW_VCBP-bVr3ADB-D2QCHDdR-cxCzehdHG_NacXTh34HNXgEFi4Nixrj_zfYzxpev6GN5hRqzU46GFtlPIokrCi1S5zHShGQMztFRPV6SZGRpXif5cb22Lgeix7RVxA/s1600/AUD+JPY+DIARIO.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;151&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU16rBSTmW6ZNVbW_VCBP-bVr3ADB-D2QCHDdR-cxCzehdHG_NacXTh34HNXgEFi4Nixrj_zfYzxpev6GN5hRqzU46GFtlPIokrCi1S5zHShGQMztFRPV6SZGRpXif5cb22Lgeix7RVxA/s320/AUD+JPY+DIARIO.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;Hola a todos, hoy mostraré tres temporalidades de este par, el diario, el de 4 horas y el de 30 minutos. El primero vemos una consolidación que no nos dice mucho, verán una vela alcista otra bajista en secuencia, hay de hecho una estrategia para operar este tipo de velas pero no se está dando, normalmente cuando en el gráfico diario hay velas pequeñas por asi decirlo, hay que observar que la siguiente vela sea más pequeña que la anterior, y la siguiente más pequeña que la anterior, esto nos dice que el mercado no sabe a donde ir, está indeciso y que podemos poner en la siguiente vela, una operación a la compra y otra a la venta pero por encima y por debajo de la última vela para que cuando rompa el mercado por alguna noticia que estaba esperando, si rompe al alza ganas, y si rompe a la baja, también ganas porque ya lo estabas esperando. En este caso no se puede hacer pero te dejo la estrategia para que la puedas practicar primero en una cuenta demo.&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUNRWQ3NHizK31IDFVolo7dCwBnGbUQIC-kNYncqyttTP58oZR14zUKmuldUaPK1buSm9i9Q9fP_EEYt49H69J01u9C9gWsq_8UswvZ7ottt9D2E-pqHqSg7S4A4f0U4UFQjB2dnfCoJQ/s1600/AUD+JPY+30+4+HORAS.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;151&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUNRWQ3NHizK31IDFVolo7dCwBnGbUQIC-kNYncqyttTP58oZR14zUKmuldUaPK1buSm9i9Q9fP_EEYt49H69J01u9C9gWsq_8UswvZ7ottt9D2E-pqHqSg7S4A4f0U4UFQjB2dnfCoJQ/s320/AUD+JPY+30+4+HORAS.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Ahora, en el gráfico de 4 horas, nos muestra dos rebotes en el soporte que señalamos, hay dos puntos altos, esto es que el nuevo alto es más alto que el anterior y que se está formando uno nuevo, marca una supuesta tendencia alcista pero débil, por otro lado hay muchas señales de cambios de mercado, está el RSI que indica una divergencia super marcada y el estocástico que muestra una sobre compra, todo nos dice que es momento de vender otra vez.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz7QkuAvS_SMhUcep7Nf9KZqvS4-INNY71xRWZc2n-oYZ3s_PUIGJ36iA5sLGb56QiZE_hIaaEtVIXRXpXs91lAQka5O4c4RZOH6NMoS5684fBAawmCYuh-ITvPYAqbWM3itwNoeqLXZg/s1600/AUD+JPY+30+MIN.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;150&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz7QkuAvS_SMhUcep7Nf9KZqvS4-INNY71xRWZc2n-oYZ3s_PUIGJ36iA5sLGb56QiZE_hIaaEtVIXRXpXs91lAQka5O4c4RZOH6NMoS5684fBAawmCYuh-ITvPYAqbWM3itwNoeqLXZg/s320/AUD+JPY+30+MIN.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Ahora veamos el tercer gráfico, el de 30 minutos, hay consolidación, y al parecer hubo un intento de romper una de las resistencias pasadas, está haciendo méritos para la venta tambien, esperemos a que cierre la última vela y puede que podamos entrar a la venta.&lt;/div&gt;
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saludos&lt;/div&gt;
&lt;br /&gt;
Econ. Xavier Rodriguez Torres&lt;br /&gt;
Especialista en mercado de capitales&lt;br /&gt;
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&lt;!-- AddThis Button END --&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/2581023264658227543/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/analisis-tecnico-aud-jpy-24-oct-2012.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/2581023264658227543'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/2581023264658227543'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/analisis-tecnico-aud-jpy-24-oct-2012.html' title='Análisis Técnico AUD JPY 24 oct 2012'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU16rBSTmW6ZNVbW_VCBP-bVr3ADB-D2QCHDdR-cxCzehdHG_NacXTh34HNXgEFi4Nixrj_zfYzxpev6GN5hRqzU46GFtlPIokrCi1S5zHShGQMztFRPV6SZGRpXif5cb22Lgeix7RVxA/s72-c/AUD+JPY+DIARIO.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-2292578463298605258</id><published>2012-10-24T10:39:00.000-05:00</published><updated>2012-10-24T10:39:40.611-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="noticias"/><category scheme="http://www.blogger.com/atom/ns#" term="noticias diarias"/><title type='text'>Noticias del Mercado</title><content type='html'>&lt;br /&gt;
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&lt;i&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;El fuerte descenso de la bolsa de Nueva York, debido a la publicación de resultados de empresas estadounidenses peores de lo previsto, contribuyó también a la caída de precios en los recintos europeos.&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-family: Arial; font-size: 8pt;&quot;&gt;&amp;gt;&lt;/span&gt;&lt;/i&gt;&lt;b&gt;&lt;span style=&quot;font-family: Arial; font-size: 8pt;&quot;&gt;InfoBAE&lt;/span&gt;&lt;/b&gt;&lt;i&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;strong&gt;&lt;span lang=&quot;ES-AR&quot; style=&quot;font-family: Arial; font-size: 10pt; font-weight: normal;&quot;&gt;Las bolsas de Europa en baja. Londres – 1.44%; Frankfurt – 2.11%&lt;/span&gt;&lt;/strong&gt;&lt;strong&gt;&lt;span lang=&quot;ES-AR&quot; style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;;&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;span lang=&quot;ES-AR&quot; style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;París – 2.20%; Madrid – 1.64%; Milán – 1.81%.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;El Panel de Líderes de&amp;nbsp;&lt;u&gt;&lt;/u&gt;la Bolsa&lt;u&gt;&lt;/u&gt;&amp;nbsp;local con fuertes bajas. Los anuncios de ayer sobre el envío al Congreso de una nueva Ley que rija la actividad bursátil provocaron un clima de desánimo en los inversores.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;i&gt;&lt;u&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Algunos titulares de los diarios hablan de intervención del mercado de capitales y lo cierto es que no hay ninguna intervención&quot;, aseguró Vanoli en declaraciones a Télam, respecto de las medidas anunciadas ayer por la presidenta Cristina Fernández de Kirchner&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;.&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;b&gt;&lt;span style=&quot;font-family: Arial; font-size: 8pt;&quot;&gt;Fuente:&amp;nbsp;&amp;nbsp;Ambito&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Wall Street mantuvo hoy su marcada tendencia bajista hasta el cierre de la sesión y el Dow Jones de Industriales, su principal indicador, descendió el 1,82 % afectado por la publicación de unos resultados peores de lo previsto en EE.UU., como los de la química DuPont.&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;El ánimo de los inversores estuvo dominado por la incertidumbre que sigue afectando a los mercados europeos tras el anuncio del descenso del PIB en España durante el tercer trimestre, así como por la continuación hoy de los resultados empresariales poco favorables, una racha que comenzó durante la pasada semana.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;El caso más destacado es el del gigante químico DuPont, cuyas acciones cayeron hoy un 9,06 % para liderar el terreno negativo del Dow Jones tras anunciar un derrumbe de su beneficio neto del 98 % en el tercer trimestre y la reducción de 1.500 empleos a nivel mundial.&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;b&gt;&lt;span style=&quot;font-family: Arial; font-size: 8pt;&quot;&gt;&amp;gt;Fuente InfoBAE&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;!-- AddThis Button END --&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/2292578463298605258/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/noticias-del-mercado.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/2292578463298605258'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/2292578463298605258'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/noticias-del-mercado.html' title='Noticias del Mercado'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-2033001155182728521</id><published>2012-10-23T10:47:00.000-05:00</published><updated>2012-10-23T10:47:21.875-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="analisis tecnico diario"/><category scheme="http://www.blogger.com/atom/ns#" term="Aprendiendo el mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="AUD/JPY"/><category scheme="http://www.blogger.com/atom/ns#" term="Estrategias de forex"/><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="Forex. Análisis técnico"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex."/><title type='text'>Análisis Técnico AUD JPY 23 de oct 2012</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiammtEAWGQyYf21oMoDipzVHRH9URtbt6Vqi-w8uQyS7y_CODz0PenVIW55Z5DiaCG5n9lYWNJrnTjXFeMCRyLI6YjGKXv_hphpEZGuasQeZK1tNLHTfHpNhoEcP8z5eQijvKLCL0ZvSE/s1600/AUD+JPY+30+4+HORAS.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;150&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiammtEAWGQyYf21oMoDipzVHRH9URtbt6Vqi-w8uQyS7y_CODz0PenVIW55Z5DiaCG5n9lYWNJrnTjXFeMCRyLI6YjGKXv_hphpEZGuasQeZK1tNLHTfHpNhoEcP8z5eQijvKLCL0ZvSE/s320/AUD+JPY+30+4+HORAS.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Hola a todos, ayer y hoy ha sido un buen dia de trading, corrigiendo el error anterior la operación que dejamos ayer a sido muy buena, con 57 pips de ganancia con dos entradas puestas, son 114 pips. Vemos que en el gráfico de 4 horas parece que faltaba de dejar correr un poco mas la operación, se podía haber cerrado una y la otra operación dejarla correr moviendo el stop loss al punto cero para que no hayan problemas de perdidas sino mas bien de no ganancia que no es lo mismo.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6Ye_DiIY94x9AvDLucla7XiRlRFJht6eKyNIg5FVXDwKeF5LYdI35KYJu90ja6TFXIZ0QciuXZxZA50mtu2ruTlTZP_o4VXEiwla0bPn8w21iFyFeBokA0orNJ28AB5lcuenYY8kzR1Y/s1600/AUD+JPY+30+MIN.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;150&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6Ye_DiIY94x9AvDLucla7XiRlRFJht6eKyNIg5FVXDwKeF5LYdI35KYJu90ja6TFXIZ0QciuXZxZA50mtu2ruTlTZP_o4VXEiwla0bPn8w21iFyFeBokA0orNJ28AB5lcuenYY8kzR1Y/s320/AUD+JPY+30+MIN.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Pero en el gráfico de 30 minutos parece que ya se acercaba al siguiente soporte y para ser un poco más conservadores preferí cerrar las operaciones, ya depende de cada trader, puede que siga bajando como también puede que rebote en el soporte.&lt;/div&gt;
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saludos.&lt;/div&gt;
&lt;br /&gt;
Econ. Xavier Rodriguez Torres&lt;br /&gt;
Especialista en mercado de capitales&lt;br /&gt;
&lt;br /&gt;
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&lt;!-- AddThis Button END --&gt;</content><link rel='replies' type='application/atom+xml' href='http://tumercadoforex.blogspot.com/feeds/2033001155182728521/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/analisis-tecnico-aud-jpy-23-de-oct-2012.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/2033001155182728521'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4187156070350715202/posts/default/2033001155182728521'/><link rel='alternate' type='text/html' href='http://tumercadoforex.blogspot.com/2012/10/analisis-tecnico-aud-jpy-23-de-oct-2012.html' title='Análisis Técnico AUD JPY 23 de oct 2012'/><author><name>Xavier Rodríguez Torres</name><uri>http://www.blogger.com/profile/00527691802871741662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F3aKTdk-ZNPxOXg4CIqHEW-88u1PbB3aZlLUPrRyi_7eKQXtw-Of6KqLottpfqjoS1bdgMttWW2yQe1iITm5Ax-szxp2w6H-X9DZwjrwrsqfZGR8Gc3E3tv3INqIJr1IIKivqHBHlrox51j9px4RBwhIq7goCzH6JEXg51Se3kxCpWI/s220/PhotoRoom-20230827_204812~2.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiammtEAWGQyYf21oMoDipzVHRH9URtbt6Vqi-w8uQyS7y_CODz0PenVIW55Z5DiaCG5n9lYWNJrnTjXFeMCRyLI6YjGKXv_hphpEZGuasQeZK1tNLHTfHpNhoEcP8z5eQijvKLCL0ZvSE/s72-c/AUD+JPY+30+4+HORAS.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4187156070350715202.post-7468238299809109974</id><published>2012-10-22T12:47:00.000-05:00</published><updated>2012-10-22T12:47:37.345-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="analisis tecnico diario"/><category scheme="http://www.blogger.com/atom/ns#" term="Aprendiendo el mercado forex"/><category scheme="http://www.blogger.com/atom/ns#" term="Estrategias de forex"/><category scheme="http://www.blogger.com/atom/ns#" term="Euro dolar"/><category scheme="http://www.blogger.com/atom/ns#" term="euro dólar"/><category scheme="http://www.blogger.com/atom/ns#" term="forex"/><category scheme="http://www.blogger.com/atom/ns#" term="Forex. Análisis técnico"/><category scheme="http://www.blogger.com/atom/ns#" term="mercado forex."/><title type='text'>Análisis Técnico Euro Dolar 22 oct 2012</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwu27zpCe1eFFXZBt8dNcNbOwS6ddP2d7KSoKlaSvdaNZ0gkim8Cmi-lPhPErzx2YZLh_TOR23_612Hmp89V24DmmG8Cfp330FIJSOe26mxBINCDNOF2znnObMktj0x3wZLhdIMwaMbjA/s1600/Euro+dolar+diario.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwu27zpCe1eFFXZBt8dNcNbOwS6ddP2d7KSoKlaSvdaNZ0gkim8Cmi-lPhPErzx2YZLh_TOR23_612Hmp89V24DmmG8Cfp330FIJSOe26mxBINCDNOF2znnObMktj0x3wZLhdIMwaMbjA/s320/Euro+dolar+diario.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhilixqFp83x4zoQlL0HBx7qmoGvPuiowqfXx_AIRbPNcvvm2ZwRg413JmWlIbvUhKiCc0VC1HcH4V5BhtTFzXFGhQd81qHU3e_zifVSsJRfLkjKx_EpgeqZhMosACg9qlKAqhubQhNm9w/s1600/Euro+dolar+4+horas.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;150&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhilixqFp83x4zoQlL0HBx7qmoGvPuiowqfXx_AIRbPNcvvm2ZwRg413JmWlIbvUhKiCc0VC1HcH4V5BhtTFzXFGhQd81qHU3e_zifVSsJRfLkjKx_EpgeqZhMosACg9qlKAqhubQhNm9w/s320/Euro+dolar+4+horas.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
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&amp;nbsp;&lt;span style=&quot;text-align: justify;&quot;&gt;Hola a todos, revisando el gráfico del Euro Dolar diario y 4 horas, encontramos que en el diario sigue en la consolidación dentro del triángulo que se formó al romper la zona de venta a la zona de compra, todavía no confirma la tendencia que tendrá el mercado en este par, para esto nos podemos ir a la temporalidad de 4 horas que está un poco mejor visualmente y que teníamos una posible estructura que iba a tener, como pueden observar en el gráfico yo me había adelantado dibujando letras donde posiblemente la divisa iba a realizar movimientos y nos iba a dar señales, por un lado los movimientos se dieron tal cual los puse pero la señal de compra en la letra &quot;c&quot; no es muy clara, por lo cual no me da ánimos para operar a la compra, mas bien hay que ir a la temporalidad de una hora para ver como sigue el comportamiento de la divisa, lo he visto y tampoco me gusta, está muy desorientado este par, no veo que haga movimientos a los cuales podamos anticipar tal vez esto tenga mucho que ver con las noticias de Europa y toda la incertidumbre que esta bordeando ahora este tema. Tal vez lo mejor sea operar pares en los que no intervengan de forma directa el dolar americano y el euro.&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
saludos&lt;br /&gt;
&lt;br /&gt;
Econ. Xavier Rodriguez Torres&lt;br /&gt;
Especialista en mercado de capitales&lt;br /&gt;
&lt;br /&gt;
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