<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1763048384664579229</id><updated>2012-01-24T21:37:08.195+01:00</updated><category term='comunicaciones'/><category term='Wireless'/><category term='telepresencia'/><category term='software libre'/><category term='tenedencias'/><category term='actividades'/><category term='apple'/><category term='Lotuslive'/><category term='seguridad'/><category term='rsa'/><category term='Open office'/><category term='fabricantes'/><category term='Vmware'/><category term='red hat'/><category term='cloud computig'/><category term='estudios'/><category term='tendencias'/><category term='Innovación'/><category term='curioso'/><category term='articulos'/><category term='Productos K35'/><category term='redes sociales'/><category term='open source'/><category term='calidad'/><category term='opinión'/><category term='trucos'/><category term='cisco'/><category term='greenIT'/><category term='ibm'/><category term='Pioneros de la informática'/><category term='Ahorro de costes'/><category term='negocio'/><category term='colaboración'/><category term='Psicologia'/><category term='Mac'/><category term='internet'/><category term='correo'/><category term='clientes'/><category term='windows'/><category term='sociedad'/><category term='informática'/><category term='Futuro'/><category term='Post-PC'/><category term='equipos'/><category term='opera'/><category term='leyes'/><category term='K35'/><category term='humor'/><category term='ubuntu linux'/><category term='linux'/><category term='virtualización'/><category term='inm'/><category term='Historias de la informática'/><category term='HP'/><category term='almacenamiento'/><category term='personas'/><category term='productividad'/><category term='movilidad'/><category term='conocimiento'/><category term='planificación'/><category term='soluciones'/><category term='aplicaciones'/><category term='empresa'/><category term='Ciencia'/><category term='economia'/><category term='backoffice'/><category term='citrix'/><category term='proyectos'/><category term='desktop'/><category term='energía'/><category term='software'/><category term='derechos'/><category term='Tic'/><category term='empresas'/><category term='certificación'/><category term='novedades'/><category term='utilidades'/><category term='nube'/><category term='Fujitsu'/><category term='eventos'/><category term='microsoft'/><category term='kursaal'/><category term='Humanidad'/><category term='Tecnología'/><category term='donostia'/><category term='organización'/><category term='CEO K35'/><category term='partner'/><category term='Emc2'/><category term='google'/><category term='reflexión'/><category term='tareas'/><category term='servicios K35'/><title type='text'>K35 Blog</title><subtitle type='html'>Mapas para viajar hacia negocios inteligentes</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://grupok35.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://grupok35.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default?start-index=101&amp;max-results=100'/><author><name>K35 IT Managers Group Team</name><uri>http://www.blogger.com/profile/16136335710182132329</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-xHJ4HBS1J7w/TsUpwfh-9MI/AAAAAAAAAKw/ecb_nKvjQEo/s220/k35_300_300.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>392</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1763048384664579229.post-2929086301902328541</id><published>2012-01-21T16:19:00.000+01:00</published><updated>2012-01-21T16:19:21.790+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Pioneros de la informática'/><title type='text'>"Nunca te fies de un ordenador que no puedes tirar por la ventana", Stephen Wozniak</title><content type='html'>&lt;br /&gt;&lt;div style="background-color: white; margin-bottom: 0.5em; margin-top: 0.4em;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://mmadan.files.wordpress.com/2007/06/wozniak-tn.jpg?w=480" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="295" src="http://mmadan.files.wordpress.com/2007/06/wozniak-tn.jpg?w=480" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;b style="font-family: inherit; line-height: 19px;"&gt;Stephen Gary Wozniak&lt;/b&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 19px;"&gt;&amp;nbsp;que&amp;nbsp;nació un caluroso 11 de agosto de 1950, en San José, California, &amp;nbsp;es el inventor del primer Macintosh siendo ahora un maestro de escuela que ha encontrado en la enseñanza y en la filantropia su verdadera vocación. Un referente para los técnicos e ingenieros de&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="line-height: 19px;"&gt;hardware&lt;/span&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 19px;"&gt;, ya que Wozniak siempre se &amp;nbsp;ha enorgullecido de ser ingeniero de&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: white; line-height: 19px;"&gt;hardware y suya es la frese de "los desarrolladores de software son unos cobardicas".&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; margin-bottom: 0.5em; margin-top: 0.4em;"&gt;&lt;span style="background-color: #fafafa; color: #333333;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 22px;"&gt;Desde muy joven demostró su inclinación hacia la tecnología, tampoco era de&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="line-height: 22px;"&gt;extrañar&lt;/span&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 22px;"&gt;, su padre trabajaba como ingeniero&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="line-height: 22px;"&gt;electrónico&lt;/span&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 22px;"&gt;&amp;nbsp;en Lookckheed, era uno de los ingenieros más destacados de la&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="line-height: 22px;"&gt;compañía&lt;/span&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 22px;"&gt;&amp;nbsp;en tecnologías de guía de misiles. En su infancia Woz&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="line-height: 22px;"&gt;recibía&lt;/span&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 22px;"&gt;&amp;nbsp;por parte de su padre lecciones sobre electrónica, remotandose a electrones y atomos y esto creaba una gran fascinación en el niño, sentia que su padre estaba haciendo algo importante. No podía ser de otra manera, a los 11 años fue capaz de construir su propia estación de radio amateur y para los 13 comenzó a diseñar sus primeros ordenadores que sentarían las bases de sus siguientes éxitos.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; margin-bottom: 0.5em; margin-top: 0.4em;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 19px;"&gt;Después de salir de la Universidad de Colorado, Woz y su vecino,&amp;nbsp;Bill Fernández, construyeron un ordenador juntos (más tarde apodado el «Ordenador de Crema de Soda», debido a la cantidad de bebida que consumió durante la creación de la máquina), como no, en el garaje de los padres de Fernández.&amp;nbsp;En esta época, Fernández le presentó a Woz a su mejor amigo y compañero de clase, Steve Jobs, un "crio" 5 años más joven, pero como mucho más tarde el propio Jobs comentaba, "yo era algo maduro para mi edad, y el era algo inmaduro para la suya, con lo cual&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="line-height: 19px;"&gt;estábamos&lt;/span&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 19px;"&gt;&amp;nbsp;en equilibrio y conectamos de inmediato " y lo más importante, los dos eran apasionados de la electrónica, aunque Woz sacaba años luz de ventaja en conocimientos a Jobs.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; margin-bottom: 0.5em; margin-top: 0.4em;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 19px;"&gt;En esa epoca, Wozniak se interesó por cómo hackear las llamadas telefónicas internacionales gracias a un artículo de&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;i style="font-family: inherit; line-height: 19px;"&gt;una revista&lt;/i&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 19px;"&gt;&amp;nbsp;que hablaba sobre técnicas de&amp;nbsp;«&lt;/span&gt;&lt;/span&gt;&lt;a href="http://es.wikipedia.org/wiki/Phreaking" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; color: #0b0080; font-family: inherit; line-height: 19px; text-decoration: none;" title="Phreaking"&gt;phreak&lt;/a&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 19px;"&gt;&amp;nbsp;telefónico» En este articulo se mencionaba un dispositivo llamado&amp;nbsp;Bluebox. Este aparato permitia usar el sistema telefónico emulando los tonos de llamada usados por los interruptores de teléfonos analógicos de la época (y la herramienta básica para el phreaking telefónico). Wozniak fue capaz de construir una versión mejorada del Bluebox y Jobs lo vendia por cincuenta dólares la unidad. Wozniak es posiblemente uno de los hacker telefónicos&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="line-height: 19px;"&gt;más&lt;/span&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 19px;"&gt;&amp;nbsp;conocidos, con&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="line-height: 19px;"&gt;anécdotas&lt;/span&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 19px;"&gt;&amp;nbsp;como llamar al&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;a class="mw-redirect" href="http://es.wikipedia.org/wiki/Vaticano" style="background-attachment: initial; background-clip: initial; background-image: none; background-origin: initial; color: #0b0080; font-family: inherit; line-height: 19px; text-decoration: none;" title="Vaticano"&gt;Vaticano&lt;/a&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 19px;"&gt;&amp;nbsp;con su BlueBox, identificandose a sí mismo como&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;a href="http://es.wikipedia.org/wiki/Henry_Kissinger" style="background-attachment: initial; background-clip: initial; background-image: none; background-origin: initial; color: #0b0080; font-family: inherit; line-height: 19px; text-decoration: none;" title="Henry Kissinger"&gt;Henry Kissinger&lt;/a&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 19px;"&gt;&amp;nbsp;(imitando el acento alemán de Kissinger) y solicitando hablar con el Papa (que se encontraba durmiendo).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; margin-bottom: 0.5em; margin-top: 0.4em;"&gt;&lt;span style="font-family: inherit; line-height: 19px;"&gt;Woz tenia una idea que le rondaba la cabeza desde hacía tiempo, crear su propio ordenador personal y se lo comentó a&amp;nbsp;&lt;/span&gt;&lt;a href="http://es.wikipedia.org/wiki/Steve_Jobs" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; color: #0b0080; font-family: inherit; line-height: 19px; text-decoration: none;" title="Steve Jobs"&gt;Steve Jobs&lt;/a&gt;&lt;span style="font-family: inherit; line-height: 19px;"&gt;. Este se entusiasmo con la idea y animo y ayudo a Woz a desarrollar&amp;nbsp;el primer&amp;nbsp;&lt;/span&gt;&lt;a class="mw-redirect" href="http://es.wikipedia.org/wiki/Ordenador_personal" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; color: #0b0080; font-family: inherit; line-height: 19px; text-decoration: none;" title="Ordenador personal"&gt;ordenador personal&lt;/a&gt;&lt;span style="font-family: inherit; line-height: 19px;"&gt;. Por aquellas fechas, Woz era empleado de&amp;nbsp;&lt;/span&gt;&lt;a class="mw-redirect" href="http://es.wikipedia.org/wiki/Hewlett_Packard" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; color: #0b0080; font-family: inherit; line-height: 19px; text-decoration: none;" title="Hewlett Packard"&gt;Hewlett Packard&lt;/a&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 19px;"&gt;&amp;nbsp;y tenía la obligación contractual de presentar sus ideas a la empresa. &amp;nbsp;Jobs insistia que no lo hiciera ya que veia que se le podía escapar la oportunidad de ser parte del proyecto. Pero Wozniak no&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="line-height: 19px;"&gt;cedió&lt;/span&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 19px;"&gt;&amp;nbsp;a los chantajes, rabietas y presiones de Jobs y presento la idea en HP. No hay más historia, HP la rechaza con un contundente "¿Para qué quiere la gente un ordenador?"dejando vía libre a la ambición de Jobs y decepcionando a Woz, que aún así tenia una fuerte implicación emocional con su empresa y se sentia mal e inseguro ya que entendia que estaba siendo poco leal con HP, y que sería cuestión de tiempo convencerles. Tras convencerlo definitivamente con un&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: inherit; line-height: 19px;"&gt;sinfín&lt;/span&gt;&lt;span style="font-family: inherit; line-height: 19px;"&gt;&amp;nbsp;de artimañas, pasaría poco tiempo para que Steve Jobs presentara el invento a la Universidad de Berkeley, donde tendría un éxito espectacular. A partir de ese momento, comienzan a hacer ordenadores en un garaje, a mano, con carcasa de madera,&amp;nbsp;&lt;/span&gt;&lt;span style="font-family: inherit; line-height: 19px;"&gt;&amp;nbsp;ayudados por familiares y amigos y&amp;nbsp;recorriendo&amp;nbsp;las tiendas de la zona para que se interesasen por la nueva máquina que lo cambiaría todo.&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; line-height: 19px; margin-bottom: 0.5em; margin-top: 0.4em;"&gt;&lt;span style="font-family: inherit;"&gt;Nace la empresa&amp;nbsp;&lt;a class="mw-redirect" href="http://es.wikipedia.org/wiki/Apple_Computer" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; color: #0b0080; text-decoration: none;" title="Apple Computer"&gt;Apple Computer&lt;/a&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1763048384664579229-2929086301902328541?l=grupok35.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/2929086301902328541'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/2929086301902328541'/><link rel='alternate' type='text/html' href='http://grupok35.blogspot.com/2012/01/nunca-te-fies-de-un-ordenador-que-no.html' title='&quot;Nunca te fies de un ordenador que no puedes tirar por la ventana&quot;, Stephen Wozniak'/><author><name>K35 IT Managers Group Team</name><uri>http://www.blogger.com/profile/16136335710182132329</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-xHJ4HBS1J7w/TsUpwfh-9MI/AAAAAAAAAKw/ecb_nKvjQEo/s220/k35_300_300.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1763048384664579229.post-1725337603668096115</id><published>2012-01-21T11:26:00.001+01:00</published><updated>2012-01-24T21:37:08.203+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Historias de la informática'/><title type='text'>1000$, un dormitorio y Michael Dell con una visión</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://i1-news.softpedia-static.com/images/news2/The-Best-Product-Line-in-Dell-s-History-2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="195" src="http://i1-news.softpedia-static.com/images/news2/The-Best-Product-Line-in-Dell-s-History-2.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: white; text-align: left;"&gt;&lt;span style="color: #333333; font-family: inherit;"&gt;&lt;span style="line-height: 16px;"&gt;Dell empezó con 1000 dólares en el dormitorio de una universidad en 1984, ni más ni menos. Ni siquiera en un garaje como&amp;nbsp;&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;mandan&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;&amp;nbsp;los&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #333333; font-family: inherit;"&gt;&lt;span style="line-height: 16px;"&gt;cánones tecnológicos.&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #333333;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 16px;"&gt;&amp;nbsp; El protagonista, Michael Saul Dell que&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;nació&lt;/span&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 16px;"&gt;&amp;nbsp;el 23 de febrero de 1965 en Houston, Texas, iba para médico y estaba cursando la carrera en Austin. Pero el destino le deparaba otros mundos por descubrir.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: white; font-family: inherit; text-align: left;"&gt;&lt;span style="color: #333333;"&gt;&lt;span style="line-height: 16px;"&gt;Su vocación por las computadoras&amp;nbsp;&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;comenzó&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;&amp;nbsp;cuando tenía apenas 15 años, y con 19 años mientras estaba en la universidad comenzó a vender computadoras que mejoraba comprando material sobrante de inventario de vendedores de material informático. Su empresa se&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: white; color: #333333; font-family: inherit; line-height: 16px; text-align: left;"&gt;&amp;nbsp;llamaba PC Limited y como ya hemos comentado, su dormitorio era el centro de operaciones.&lt;/span&gt;&lt;span style="background-color: white; font-family: inherit; text-align: left;"&gt;&lt;span style="color: #333333;"&gt;&lt;span style="line-height: 16px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: white; font-family: inherit; text-align: left;"&gt;&lt;span style="color: #333333;"&gt;&lt;span style="line-height: 16px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: white; font-family: inherit; text-align: left;"&gt;&lt;span style="color: #333333;"&gt;&lt;span style="line-height: 16px;"&gt;Con 21 años ya facturaba 80 millones de&amp;nbsp;&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;dólares&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;. &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: white; color: #333333; font-family: inherit; text-align: left;"&gt;&lt;span style="line-height: 16px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: white; color: #333333; font-family: inherit; text-align: left;"&gt;&lt;span style="line-height: 16px;"&gt;Después&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;&amp;nbsp;de las dificultades lógicas de cualquier emprendimiento y un tesón y perseverancia que distinguen a las personas que consiguen cosas a las que no, la compañía estaba alcanzando tal&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: white; color: #333333; font-family: inherit; text-align: left;"&gt;&lt;span style="line-height: 16px;"&gt;éxito&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: white; color: #333333; font-family: inherit; text-align: left;"&gt;&lt;span style="line-height: 16px;"&gt;&amp;nbsp;que el joven pronto abandonó los estudios para dedicarse a tiempo completo a la venta de ordenadores, sin olvidar que tambien tenia la suerte de&amp;nbsp;&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;pertenecer&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;&amp;nbsp;a una familia más que acomodada y le&amp;nbsp;&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;permitió&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;&amp;nbsp;disponer de 300.00$ para ampliar el capital de su empresa. Ademas contaba con un as en la manga, la experiencia le estaba&amp;nbsp;&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;demostrando&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;&amp;nbsp;que iba por buen camino. Con 20 años&amp;nbsp;&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;fabrico&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;&amp;nbsp;su primer ordenador de diseño propio, el Turbo-PC.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: white; font-family: inherit;"&gt;&lt;span style="line-height: 19px;"&gt;PC Limited&amp;nbsp;&lt;/span&gt;&lt;span style="line-height: 19px;"&gt;publicitó&lt;/span&gt;&lt;span style="line-height: 19px;"&gt;&amp;nbsp;los equipos en revistas de informática de circulación nacional para venta directa a los clientes y con el valor añadido del ensamblaje personalización de cada ordenador. Imaginemos a los frikies de la epoca, "Uau,&amp;nbsp;&lt;/span&gt;&lt;span style="line-height: 19px;"&gt;adquirir&lt;/span&gt;&lt;span style="line-height: 19px;"&gt;&amp;nbsp;un equipo a medida y personalizado y además te lo&amp;nbsp;&lt;/span&gt;&lt;span style="line-height: 19px;"&gt;envían&lt;/span&gt;&lt;span style="line-height: 19px;"&gt;&amp;nbsp;a casa!!!". La compañía obtuvo 73 millones de&amp;nbsp;&lt;/span&gt;&lt;span style="line-height: 19px;"&gt;dólares&lt;/span&gt;&lt;span style="line-height: 19px;"&gt;&amp;nbsp;en su primer año.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: white; text-align: left;"&gt;&lt;span style="color: #333333; font-family: inherit;"&gt;&lt;span style="line-height: 16px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; text-align: left;"&gt;&lt;span style="color: #333333;"&gt;&lt;span style="line-height: 16px;"&gt;En 1988 la compañia pasó a llamarse DELL Computer Corporation, y aceleró y aposto más si cabe por la historica obsesión, mantra o visión que Michael tenia desde sus inicios y que era la esencia de DELL, &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: white; text-align: left;"&gt;&lt;span style="color: #333333;"&gt;&lt;span style="line-height: 16px;"&gt;"En el negocio de la venta de hardware hay demasiadas personas. Eliminando los intermediarios podrían ofrecerse máquinas baratas". DELL perfecciono increiblemente su sistema de distribución y realizó importantes&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: white; color: #333333; line-height: 16px; text-align: left;"&gt;&amp;nbsp;innovaciones que siguieron impulsando la competitividad de la empresa. Aplicando un ingenioso método de producción bajo pedido que no acumulaba inventarios, llevando el outsourcing hasta las últimas consecuencias para recortar costos y parcelando la producción en decenas de países, sus ordenadores baratos se vendian como panes.&lt;/span&gt;&lt;span style="background-color: white; color: #333333; line-height: 16px; text-align: left;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: white; color: #333333; line-height: 16px; text-align: left;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: white; text-align: left;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="color: #333333;"&gt;&lt;span style="line-height: 16px;"&gt;Tras varios patinazos y fracasos como la venta en grandes almacenes y en tiendas, en 1996 DELL&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #333333;"&gt;&lt;span style="line-height: 16px;"&gt;consiguió&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #333333;"&gt;&lt;span style="line-height: 16px;"&gt;&amp;nbsp;ser la primera&amp;nbsp;&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;compañía&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;&amp;nbsp;en vender ordenadores a medida vía Web, de esta forma&amp;nbsp;&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;consiguió&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;&amp;nbsp;en 1999 ser la mayor&amp;nbsp;&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;compañía&lt;/span&gt;&lt;span style="line-height: 16px;"&gt;&amp;nbsp;en venta de equipos informáticos del mundo, superando a Compaq y manteniendo el liderazgo durante varios años.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: white; color: #333333; line-height: 16px; text-align: left;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: white; color: #333333; font-family: inherit; line-height: 16px; text-align: left;"&gt;En menos de 20 años (si 20 años, que estas cosas tampoco suceden de día un día para otro), la compañía pasó de una facturación anual de 6 millones de dólares a 49.000 millones, con más de 40.000 empleados de más de 170 nacionalidades. Michael, por su parte, llegó al cuarto puesto de los hombres más ricos de los Estados Unidos. Hoy está fuera de los 20 primeros, pero no creemos que le importe demasiado ya que está el 25 y mantiene una fortuna de 15.800 millones, según la revista Forbes.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="color: #333333;"&gt;&lt;span style="line-height: 16px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1763048384664579229-1725337603668096115?l=grupok35.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/1725337603668096115'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/1725337603668096115'/><link rel='alternate' type='text/html' href='http://grupok35.blogspot.com/2012/01/1000-un-dormitorio-y-michael-dell-con.html' title='1000$, un dormitorio y Michael Dell con una visión'/><author><name>K35 IT Managers Group Team</name><uri>http://www.blogger.com/profile/16136335710182132329</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-xHJ4HBS1J7w/TsUpwfh-9MI/AAAAAAAAAKw/ecb_nKvjQEo/s220/k35_300_300.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1763048384664579229.post-8333993942083629802</id><published>2012-01-02T10:20:00.000+01:00</published><updated>2012-01-02T10:20:08.865+01:00</updated><title type='text'>Kaixo 2012</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-ad7ZCWt2zmM/TwF2oSnev6I/AAAAAAAAAMI/Rmygm3pcDyA/s1600/feliz+2012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-ad7ZCWt2zmM/TwF2oSnev6I/AAAAAAAAAMI/Rmygm3pcDyA/s400/feliz+2012.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1763048384664579229-8333993942083629802?l=grupok35.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/8333993942083629802'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/8333993942083629802'/><link rel='alternate' type='text/html' href='http://grupok35.blogspot.com/2012/01/kaixo-2012.html' title='Kaixo 2012'/><author><name>K35 IT Managers Group Team</name><uri>http://www.blogger.com/profile/16136335710182132329</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-xHJ4HBS1J7w/TsUpwfh-9MI/AAAAAAAAAKw/ecb_nKvjQEo/s220/k35_300_300.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-ad7ZCWt2zmM/TwF2oSnev6I/AAAAAAAAAMI/Rmygm3pcDyA/s72-c/feliz+2012.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1763048384664579229.post-1374199692085713535</id><published>2011-12-21T12:28:00.000+01:00</published><updated>2011-12-21T14:37:15.763+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='tenedencias'/><category scheme='http://www.blogger.com/atom/ns#' term='K35'/><title type='text'>3 de 5 innovaciones que nos cambiarán la vida</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Gd4OkppmnMM/TvHgqk2CMmI/AAAAAAAAAL8/gmLbQuEF_qc/s1600/k353de5.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-Gd4OkppmnMM/TvHgqk2CMmI/AAAAAAAAAL8/gmLbQuEF_qc/s1600/k353de5.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="background: #ffffff;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Hay&amp;nbsp;innovaciones que tienenel&amp;nbsp;potencial de cambiar la&amp;nbsp;forma de trabajar,&amp;nbsp;vivir einteractuar entre los seres humanos.&amp;nbsp;Si observamos&amp;nbsp;lastendencias del mercado&amp;nbsp;y de la sociedad&amp;nbsp;así como&amp;nbsp;lastecnologías que están emergiendo&amp;nbsp;de laboratorios de diferenteslideres tecnológicos mundiales, podemos hacernos una idea de lo queviene aunque algunas cosas suenen a pura ciencia ficción. En K35creamos la iniciativa 3 de 5, una lista anual de cincoposibles&amp;nbsp;transformaciones&amp;nbsp;radicales y de las cuales 3 secumplirán ¿cuales?&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: #93c47d; font-family: Arial, Helvetica, sans-serif; font-size: large;"&gt;Aprovechando la energía de las personas&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;Todo lo que se mueve o producecalor, tiene el potencial de generar energía que puede seraprovechada. Caminar, correr, andar en bicicleta. El calor de unordenador, incluso el agua que circula por las cañerías de su casa.Los avances en tecnologías de energía renovable permitirán a laspersonas recolectar esta energía cinética -que ahora sedesperdicia- y utilizarla para abastecer de electricidad los hogares,lugares de trabajo y ciudades. Imaginemos que pudieran conectarsepequeños dispositivos a los rayos de las ruedas de una bicicletapara recargar baterías mientras uno pedalea. Tendría lasatisfacción no sólo de llegar a destino sino también de generarla energía para algunas de las luces de su casa.&lt;/span&gt;&lt;br /&gt;&lt;span style="background: #ffffff;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Un grupo de académicos&amp;nbsp;delMassachusetts Institute of&amp;nbsp;Technology&amp;nbsp;publicó un recienteinforme sobre&amp;nbsp;la generación&amp;nbsp;parasitarias&amp;nbsp;deenergía,&amp;nbsp;describiendo&amp;nbsp;por ejemplo,&amp;nbsp;el conceptode&amp;nbsp;como recolectar&amp;nbsp;energía que producimos los humanos alcaminar. Estas iniciativas cambiarán nuestro concepto de generacióny gestión energética hacia modelos de autosuficiencia y autonomía.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: white; font-family: Arial, Helvetica, sans-serif;"&gt;En Suiza, laboratorios deinvestigación junto a empresas proveedoras de servicios públicos yuniversidades&amp;nbsp;han desarrollado tecnologías&amp;nbsp;que permitiráa los consumidores&amp;nbsp;&amp;nbsp;cargar sus vehículos eléctricos ycontrolar sus costes de energía mediante el uso de teléfonosmóviles. La aplicación permite hacer un seguimiento casi a tiemporeal de la carga, con el fin de poder administrar con mayor eficaciael coche eléctrico. Esta tecnología ayudará a hacer más fácil eluso de los coches eléctricos en un futuro cercano.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: #93c47d; font-family: Arial, Helvetica, sans-serif; font-size: large;"&gt;Nunca más necesitará una contraseña&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Su constitución biológica es la clave de su identidad individualy pronto será la clave para resguardarla. Ya no tendrá que crear,guardar ni recordar múltiples contraseñas para diversos accesos.Imagínese poder ir al cajero automático del banco para retirardinero en forma segura con sólo decir su nombre o mirar hacia undiminuto sensor que reconocerá los rasgos únicos de la retina desus ojos. O hacer lo mismo para verificar el saldo de su cuenta en suteléfono móvil o tablet. Cada persona tiene una identidad biológicaúnica y detrás de ella hay datos. El software permitirá componerdatos biométricos –definiciones faciales, digitalización (scans)de retina y archivos de voz – para armar su contraseña digitalúnica basada en su ADN.&amp;nbsp;&lt;/span&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Esta información, conocida como biométrica multifactorial,servirá para que sistemas más inteligentes puedan estructurarla entiempo real para asegurarse de que cualquier intento de acceder a suinformación se coteje con su perfil biométrico personal y seaauténtico. Como siempre, podrá optar por que se incluya o no seincluya la información que usted desee proporcionar.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: #93c47d; font-family: Arial, Helvetica, sans-serif; font-size: large;"&gt;Leer la mente será una ciencia y no una ficción&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;De Houdini a Skywalker y X-Men, la habilidad de leer las mentes hasido un deseo inalcanzable para los seguidores de la ciencia ficcióndurante décadas, pero ese deseo pronto puede volverse realidad.Científicos de IBM están investigando cómo conectar su cerebro consus dispositivos, como un ordenador o smartphone. Si piensa en quetiene que llamar a alguien, sucederá. Si quieren escribir algo, nonecesitaras decir una palabra o golpear una tecla. Sólo bastará conpensar. También podremos controlar el cursor en la pantallasimplemente pensando adónde deseamos moverlo. Los científicos quetrabajan en bioinformática han diseñado auriculares con sensoresavanzados para leer la actividad eléctrica del cerebro, que puedenreconocer expresiones faciales, niveles de excitación yconcentración y pensamientos, sin que manifiesten nada físicamente.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;En breve, comenzaremos a ver las primeras aplicaciones de estatecnología en el sector de juegos y entretenimiento. Más aún, losmédicos podrían usar la tecnología para probar patronescerebrales, e incluso asistir a la rehabilitación de un accidentecerebrovascular, y ayudar a comprender trastornos cerebrales como elautismo.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: #93c47d; font-family: Arial, Helvetica, sans-serif; font-size: large;"&gt;La brecha digital dejará de existir&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;En nuestra sociedad global, el crecimiento y la riqueza de laseconomías se definen cada vez más por el nivel de acceso a lainformación. A corto plazo la brecha entre los que tienen y los queno tienen información se reducirá considerablemente gracias aavances en tecnología móvil. Hoy hay siete mil millones de personasen el mundo. En cinco años, habrá 5600 millones de dispositivosmóviles. Significa que 80% de la población mundial actual tendráun dispositivo móvil. Como cada vez es más barato tener undispositivo móvil, los que no tienen un gran poder adquisitivo van apoder hacer mucho más de lo que pueden hacer hoy.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;En la India, usando tecnología del habla y dispositivos móviles,pobladores rurales analfabetos pueden pasar información a través demensajes grabados en sus teléfonos. Con acceso a información queantes no estaba disponible, los pobladores pueden acceder a informesclimáticos para decidir cuándo fertilizar los cultivos, sabercuándo los médicos llegarán al pueblo y encontrar los mejoresprecios para sus cultivos o mercancias.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Las comunidades en desarrollo podrán usar la tecnología móvilpara proporcionar acceso a información esencial y atender mejor alas personas con nuevas soluciones y modelos de negocio, tales comocomercio móvil y atención de salud remota.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: #93c47d; font-family: Arial, Helvetica, sans-serif; font-size: large;"&gt;El correo no deseado se convertirá en el correo prioritario&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Piensa cuántas veces nos inundan de publicidades que consideramosirrelevantes o indeseadas. Esto va a cambiar. Antes de lo que creemoslas publicidades no solicitadas pueden adquirir un cariz tanpersonalizado y relevante que parecerá que el spam ha muerto. Almismo tiempo, los filtros de spam serán tan precisos que ya no nosmolestarán con discursos de venta no deseados.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Imagina si fuera posible reservar las entradas para tu banda demúsica favorita en el mismo momento en que salen a la venta y parala misma noche de la semana que tienes libre en tu agenda. A travésde alertas que le llegarán directamente, podrás comprar entradas enforma instantánea desde tu dispositivo móvil. O imagina recibir elaviso de que una tormenta de nieve afectará tus planes de viaje ytal vez debas considerar un cambio de itinerario de vuelo.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Diferentes laboratorios están desarrollando tecnología queutilizan el análisis en tiempo real para interpretar e integrardatos de todas las facetas de nuestras vidas, como las redes socialesy preferencias online, para presentar y recomendar información quesea útil sólo para ti. En las noticias, los deportes y la política,podrás confiar en que la tecnología sabrá lo que quieres, para quepuedas decidir qué quieres hacer con ella.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span class="" style="background-color: whitesmoke;"&gt;&lt;span class="" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="hps atn" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; font-size: 16px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="hps atn" style="background-color: whitesmoke; color: #333333; font-family: arial, sans-serif; font-size: 16px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1763048384664579229-1374199692085713535?l=grupok35.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/1374199692085713535'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/1374199692085713535'/><link rel='alternate' type='text/html' href='http://grupok35.blogspot.com/2011/12/3-de-5-innovaciones-que-nos-cambiaran.html' title='3 de 5 innovaciones que nos cambiarán la vida'/><author><name>K35 IT Managers Group Team</name><uri>http://www.blogger.com/profile/16136335710182132329</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-xHJ4HBS1J7w/TsUpwfh-9MI/AAAAAAAAAKw/ecb_nKvjQEo/s220/k35_300_300.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-Gd4OkppmnMM/TvHgqk2CMmI/AAAAAAAAAL8/gmLbQuEF_qc/s72-c/k353de5.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1763048384664579229.post-315903298390837093</id><published>2011-12-19T09:53:00.000+01:00</published><updated>2011-12-21T15:49:21.984+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='tendencias'/><category scheme='http://www.blogger.com/atom/ns#' term='K35'/><title type='text'>Decalogo tecnológico de K35 para 2012</title><content type='html'>&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://3.bp.blogspot.com/-Aa8CymQgzc8/Tu76eKet8yI/AAAAAAAAAL0/zBdcDWelG8w/s1600/k352012.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="172" src="http://3.bp.blogspot.com/-Aa8CymQgzc8/Tu76eKet8yI/AAAAAAAAAL0/zBdcDWelG8w/s320/k352012.jpg" width="320" /&gt;&lt;/a&gt;&lt;span style="background-color: white; text-align: left;"&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-size: 14px; line-height: 20px;"&gt;En K35 aprovechamos nuestra posición privilegiada respecto a los principales fabricantes tecnológicos del mundo para conocer y detectar las grandes tendencias tecnológicas para 2012, de forma que trasladamos estas tendencias en forma de&amp;nbsp;decálogo.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: white; text-align: left;"&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-size: 14px; line-height: 20px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: white; text-align: left;"&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-size: 14px; line-height: 20px;"&gt;Conozca lo esencial y relevante para el 2012&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-size: 14px; line-height: 20px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-size: 14px; line-height: 20px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;1. Virtualización de escritorios. &lt;/strong&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;Liberarse del coste que supone el ciclo de adquisición, despliegue y mantenimiento de los parques informáticos, así como el acceso universal y desde cualquier dispositivo a tu escritorio y recursos de trabajo, es la gran virtud de la virtualización de escritorios. Según estudios de Quest, más de la mitad de las compañias destinarán el 25% del presupuesto TI a proyectos de virtualización, incluyendo backup y recuperación, escritorios virtuales, gestión de redes y gestión de rendimiento y capacidad.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: x-small; line-height: 20px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;strong style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: bold; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: top;"&gt;2. Movilidad.&lt;/strong&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;Durante el próximo año se alcanzarán los 1.200 millones de trabajadores que utilizan móviles para su actividad, que representa un 35% de la población activa, según la consultora IDC. El tráfico global de datos móviles crecerá, en consecuencia, a un ritmo anual superior al 100% entre 2012 y 2014, según un informe de Cisco.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;strong style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-weight: bold; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: top;"&gt;3. Dispositivos de consumo para empresa.&lt;/strong&gt;&lt;b style="color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px;"&gt;&amp;nbsp;&lt;/b&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-size: 14px; line-height: 20px;"&gt;La explosión de dispositivos como tablets y smartphones, nacida en el mercado de consumo, se ha contagiado al entorno corporativo. A finales de 2011, se habrán vendido más dispositivos móviles inteligentes que PCs (450 millones frente a 400 millones). Según el informe World Technology Report, el 90% de los profesionales jóvenes españoles creen que los&amp;nbsp;dispositivos&amp;nbsp;que ceden las empresas deberían usarse tanto para fines profesionales como personales.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;strong style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-weight: bold; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: top;"&gt;4. Bring your own device.&lt;/strong&gt;&lt;b style="color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px;"&gt;&amp;nbsp;&lt;/b&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-size: 14px; line-height: 20px;"&gt;Como subtendencia de la anterior, las empresas empiezan a dar libertad a sus empleados tecnificados para que traigan sus propios dispositivos de casa para trabajar. Estos profesionales demandan acceso a los recursos y aplicaciones de sus empresas en cualquier momento, desde cualquier lugar y desde cualquier tipo de&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: #666666;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-size: 14px; line-height: 20px;"&gt;dispositivos.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #666666; font-family: Arial, sans-serif; font-size: 15px; line-height: 20px; text-align: justify;"&gt;Esto permitirá que las aplicaciones estén disponibles en cualquier momento y desde cualquier lugar, y rebajará los costes de adquisición de las compañías.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;span style="background-color: transparent; color: #666666;"&gt;&lt;span style="color: #666666; font-family: Arial, sans-serif; font-size: 15px; line-height: 20px; text-align: justify;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;strong style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: top;"&gt;5. Consolidación de Procesos que migran a la nube.&lt;/strong&gt;&lt;span style="background-color: white; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: #666666; text-align: justify;"&gt;&lt;span style="background-color: white; font-family: Arial, sans-serif; font-size: 15px;"&gt;En&amp;nbsp;&lt;/span&gt;&lt;span style="background-color: white; font-family: Arial, sans-serif; font-size: 15px;"&gt;2011 un número creciente de empresas se han ido incorporando como usuarias de&amp;nbsp;&lt;strong&gt;cloud computing&lt;/strong&gt;&amp;nbsp;y en K35 hemos ayudado a muchas empresas a empezar y en algunos&amp;nbsp;&lt;/span&gt;&lt;span style="background-color: white; font-size: 15px;"&gt;&lt;span style="font-family: Arial, sans-serif;"&gt;casos&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: white; font-family: Arial, sans-serif; font-size: 15px;"&gt;&amp;nbsp;a dar un salto relevante. 2012 será el año donde se consolidarán procesos de comunicación y colaboración así como un fuerte&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px;"&gt;&amp;nbsp;incremento de la migración de datos de servidores propios a la nube, de forma que proliferarán clouds interconectados. &amp;nbsp;Tambien se está observando la organización de comunidades de cloud en torno a mercados verticales, como sanidad o finanzas.&lt;/span&gt;&lt;span style="color: #666666; text-align: justify;"&gt;&lt;span style="background-color: white; font-family: Arial, sans-serif; font-size: 15px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;strong style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: bold; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: top;"&gt;6. Vídeo omnipresente.&lt;/strong&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;El vídeo supondrá un 50% de todo el tráfico generado por los consumidores en Internet en 2012, un porcentaje que subirá hasta el 90% en 2015. La comunicación, formación y colaboración basada en video serán unas de las formas de comunicación más utilizadas entre clientes particulares y empresas.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;strong style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: bold; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: top;"&gt;7. Redes sociales.&lt;/strong&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;El nuevo espacio de trabajo colaborativo en 2012 será más móvil (cualquier momento y lugar), visual (explosión del vídeo), virtual (externalización del escritorio) y social, con el cada vez mayor uso de las redes sociales. Según cálculos de IDC, las plataformas de redes sociales para las empresas crecerán a un ritmo del 38% anual durante los próximos cinco años.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;strong style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: bold; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: top;"&gt;8. Seguridad empresarial.&lt;/strong&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;Los nativos digitales son una nueva generación que está&amp;nbsp;irrumpiendo&amp;nbsp;en las empresas y están replanteando los estándares de seguridad. Según un estudio de Check Point, siete de cada diez trabajadores ignoran habitualmente las políticas de seguridad en la red, y uno de cada cuatro sufrirá un robo de identidad en Internet.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;strong style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; font-weight: bold; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: top;"&gt;9. Internet de las cosas.&lt;/strong&gt;&lt;b style="color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px;"&gt;&amp;nbsp;&lt;/b&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-size: 14px; line-height: 20px;"&gt;En 2012, el número de&amp;nbsp;dispositivos&amp;nbsp;y máquinas conectadas por Internet se multiplicará de forma exponencial, hasta alcanzar los 50.000 millones en 2020. Esto supone más de seis dispositivos conectados, de media, por cada habitante del planeta. Desde 2008, el número de objetos conectados a Internet superó al número de personas, momento en que se inauguró la era del Internet de las cosas.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: Arial, Helvetica, sans-serif; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;strong style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-size: 14px; font-weight: bold; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: top;"&gt;10. Computación ubicua.&lt;/strong&gt;&lt;span style="background-color: white; color: #666666; font-size: 14px; font-weight: bold; line-height: 20px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="background-color: white; color: #666666;"&gt;&lt;span style="line-height: 20px;"&gt;Va&amp;nbsp;cogiendo&amp;nbsp;forma la que conocemos como la tercer era informática, donde convivimos con&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="color: #666666;"&gt;&lt;span style="background-color: white; line-height: 19px;"&gt;&amp;nbsp;múltiples &lt;/span&gt;&lt;span style="background-color: white; line-height: 19px;"&gt;dispositivos a nuestra disposición y&lt;/span&gt;&lt;span style="background-color: white; line-height: 19px;"&gt;&amp;nbsp;que no son directamente manejados por el usuario, sino que trabajan de forma autónoma. Las tecnologías evolucionan para trabajarar para el usuario sin que éste se de cuenta, sin robarle tiempo ni atención.&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: white; color: #666666; line-height: 19px;"&gt;&amp;nbsp;La domótica, los sistemas autómatas de reconocimiento de voz, los automóviles que no requieran conductor (en fase de investigación),sistemas de IA y similares. Muchas tecnologías aún estan&lt;/span&gt;&lt;span style="background-color: white; color: #555555; line-height: 19px;"&gt; en fase de desarrollo pero es probable que en 2012 asistamos a los primeros productos basados en estas tecnologías.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: Arial, Helvetica, sans-serif; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: top;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: x-small; line-height: 20px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: #666666; font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="font-size: 14px; line-height: 20px;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1763048384664579229-315903298390837093?l=grupok35.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/315903298390837093'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/315903298390837093'/><link rel='alternate' type='text/html' href='http://grupok35.blogspot.com/2011/12/decalogo-tecnologico-de-k35-para-2012.html' title='Decalogo tecnológico de K35 para 2012'/><author><name>K35 IT Managers Group Team</name><uri>http://www.blogger.com/profile/16136335710182132329</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-xHJ4HBS1J7w/TsUpwfh-9MI/AAAAAAAAAKw/ecb_nKvjQEo/s220/k35_300_300.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Aa8CymQgzc8/Tu76eKet8yI/AAAAAAAAAL0/zBdcDWelG8w/s72-c/k352012.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1763048384664579229.post-4634042868797333579</id><published>2011-12-13T09:09:00.000+01:00</published><updated>2011-12-13T09:09:51.122+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='K35'/><category scheme='http://www.blogger.com/atom/ns#' term='ibm'/><category scheme='http://www.blogger.com/atom/ns#' term='google'/><category scheme='http://www.blogger.com/atom/ns#' term='microsoft'/><title type='text'>K35 obtiene la máxima certificación Cloud de Microsoft, IBM y Google</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-bFxMVAuXAyk/TucAhaHonDI/AAAAAAAAALc/vGkZ-1wHKfU/s1600/googlereseller.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-bFxMVAuXAyk/TucAhaHonDI/AAAAAAAAALc/vGkZ-1wHKfU/s200/googlereseller.jpeg" width="181" /&gt;&lt;/a&gt;&lt;a href="http://2.bp.blogspot.com/-Yu7tkk0zfCI/TucA6qM70cI/AAAAAAAAALs/gJCaGQ89o9o/s1600/microsoftpartnercloud.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;En K35 hemos consolidado las soluciones Cloud que ponemos a disposición de nuestros clientes de una forma sorprendente, certificándonos en las tres plataformas principales de soluciones cloud empresariales del planeta, &lt;i&gt;Google apps, Microsoft Power Cloud e IBM Smart Bussines Cloud&lt;/i&gt;. Así hemos demostrado&amp;nbsp;nuestro compromiso con el Cloud Computing para acercar a&amp;nbsp;nuestros clientes tecnologías&amp;nbsp;y soluciones innovadoras&amp;nbsp;de nube basadas en los entorno orientados a empresas y que garantizan disponibilidad, &amp;nbsp;seguridad y confiabilidad. &amp;nbsp;hemos extendido nuestras capacidades y competencias al universo cloud,&amp;nbsp;garantizando una capacidad probada para ayudar a nuestros clientes a migrar entornos en la nube, así como para incentivarlos en la adopción de productos Microsoft, IBM o Google con precios y descuentos solo alcanzables por empresas con nuestros niveles de certificación.&lt;/div&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-Yu7tkk0zfCI/TucA6qM70cI/AAAAAAAAALs/gJCaGQ89o9o/s1600/microsoftpartnercloud.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-Yu7tkk0zfCI/TucA6qM70cI/AAAAAAAAALs/gJCaGQ89o9o/s200/microsoftpartnercloud.png" width="142" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-KGED27VwN_A/TucAmLstLaI/AAAAAAAAALk/sZ7-qdfue0Y/s1600/ibmsmartcloud.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;"&gt;&lt;img border="0" height="115" src="http://1.bp.blogspot.com/-KGED27VwN_A/TucAmLstLaI/AAAAAAAAALk/sZ7-qdfue0Y/s200/ibmsmartcloud.jpeg" width="200" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;¿Puedo tener el paquete completo de office en la nube de forma que pueda trabajar este donde este? ¿puedo disponer de correo con espacio ilimitado, seguro y disponible desde cualquier dispositivo? ¿puedo disponer de avanzadas herramientas de seguridad si hacer grandes&amp;nbsp;desembolsos? ¿Puedo disponer de una plataforma donde compartir mis archivos desde cualquier&amp;nbsp;ordenador&amp;nbsp;y desde cualquier lugar de forma sencilla y&amp;nbsp;transparente? ¿puedo beneficiarme de aplicaciones que me ayuden a gestionar proyectos de forma más eficiente y colaborativa? ¿Puedo disponer de servidores en la nube y que complementen mi infraestructura local? ¿puedo comunicarme con mis compañeros y clientes de forma más sencilla, eficiente y económica?&amp;nbsp;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Están&amp;nbsp;son algunas de las preguntas entre otras tantas que tienen respuesta clara y sin especulaciones. Ahora tienes más opciones para repensar tu negocio, optimizar el IT y alcanzar nuevos beneficios para tu empresa sea el tamaño que sea.&amp;nbsp;Preguntanos, consultalo, te mostramos como empezar y como sacar provecho de ello.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1763048384664579229-4634042868797333579?l=grupok35.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/4634042868797333579'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/4634042868797333579'/><link rel='alternate' type='text/html' href='http://grupok35.blogspot.com/2011/12/k35-obtiene-la-maxima-certificacion.html' title='K35 obtiene la máxima certificación Cloud de Microsoft, IBM y Google'/><author><name>K35 IT Managers Group Team</name><uri>http://www.blogger.com/profile/16136335710182132329</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-xHJ4HBS1J7w/TsUpwfh-9MI/AAAAAAAAAKw/ecb_nKvjQEo/s220/k35_300_300.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-bFxMVAuXAyk/TucAhaHonDI/AAAAAAAAALc/vGkZ-1wHKfU/s72-c/googlereseller.jpeg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1763048384664579229.post-5607027843533069299</id><published>2011-10-24T16:43:00.001+02:00</published><updated>2011-11-17T16:30:17.312+01:00</updated><title type='text'>(No)Pronosticando riesgos tecnológicos "improbables"</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span id="internal-source-marker_0.5826527865137905" style="background-color: transparent; color: #333333; text-align: left; vertical-align: baseline;"&gt;&lt;span class="Apple-style-span" style="white-space: pre-wrap;"&gt;Durante años le he dicho a todo el que ha querido escuchar que en las organizaciones se toman grandes riesgos informáticos y hay una fuerte exposición a los eventos improbables, y lo más curioso, muchas veces no es una cuestión presupuestaria,  si no de confiar en exceso en nuestra experiencia pasada y por otro lado nuestra erronea forma de entender las probabilidades de que algo "improbable" suceda.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: transparent; text-align: left; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.recas.es/wp-content/uploads/2011/10/agua-300x225.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://www.recas.es/wp-content/uploads/2011/10/agua-300x225.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: transparent; text-align: left; vertical-align: baseline;"&gt;&lt;span class="Apple-style-span" style="white-space: pre-wrap;"&gt;Viendo las nefastas consecuencias de las últimas inundaciones que han afectado a particulares y a muchas empresas de la zona de &lt;i&gt;Donostia, Ergobia, Astigarraga o Hernani entre otras&lt;/i&gt;, me venian a la cabeza infinidad de conversaciones con clientes, compañeros o diferentes personas donde el denominador común siempre era (es)&lt;/span&gt;&lt;i style="text-decoration: none; white-space: pre-wrap;"&gt; minimizar los riesgos tecnológicos. &lt;/i&gt;&lt;span class="Apple-style-span" style="white-space: pre-wrap;"&gt;Y eso con un poco de suerte&lt;/span&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="white-space: pre-wrap;"&gt;, ya que en muchos casos simplemente se omitían&lt;/span&gt;&lt;/i&gt;&lt;span class="Apple-style-span" style="white-space: pre-wrap;"&gt;. ¿Cuantas empresas o negocios hubieran amortizado con creces cualquier inversión de protección de la información capaz de dar respuesta a una incidencia “improbable”? &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: transparent; font-family: inherit; text-align: left; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: transparent; font-family: inherit; text-align: left; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Reconozcamoslo, somos muy pero que muy malos haciendo predicciones y tomando decisiones correctas en base a estas, y &lt;/span&gt;&lt;span style="background-color: #fffffd; font-family: inherit; text-align: left; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;hay aspectos fundamentales que hacen que esto sea así,&lt;i&gt; la inducción y nuestra precaria capacidad biologica para hacer predicciones fiables.&lt;/i&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="background-color: transparent; text-indent: 217px; vertical-align: baseline;"&gt;&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: #fffffd; font-family: inherit; text-align: left; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: #fffffd; font-family: inherit; text-align: left; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Empecemos por lo que los científicos llaman “Inducción” y mostraremos el maravilloso ejemplo q&lt;/span&gt;&lt;span style="background-color: transparent; font-family: inherit; text-align: left; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;ue Nassim Nicholas Taleb usa en su obra “El cisne negro”:&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: #5e6568; font-style: italic; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: #5e6568; font-style: italic; white-space: pre-wrap;"&gt;Si vemos&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: #5e6568; font-style: italic; text-align: left; white-space: pre-wrap;"&gt;un cisne blanco, ¿podemos afirmar que todos los cisnes son blancos?&lt;/span&gt;&amp;nbsp;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: #5e6568; font-style: italic; text-align: right; white-space: pre-wrap;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;Obviamente no. &lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: #5e6568; font-style: italic; text-align: right; white-space: pre-wrap;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;Y si vemos otro cisne blanco, y pasan años y todos los cisnes que vemos son blancos&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: #5e6568; font-style: italic; text-align: right; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;¿en qué momento podemos construir una ley a partir de las observaciones?&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: #5e6568; font-style: italic; text-align: right; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;¿En qué momento es válido afirmar que todos los cisnes son blancos?&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: #5e6568; font-style: italic; text-align: right; white-space: pre-wrap;"&gt;Existe una asimetría fundamental en este problema, porque un millón de cisnes blancos no son suficientes para probar la teoría, pero ver un sólo cisne negro es suficiente para echarla abajo.&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div dir="ltr" style="color: #5e6568; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-decoration: none;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;span style="background-color: transparent; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; vertical-align: baseline;"&gt;&lt;span class="Apple-style-span" style="white-space: pre-wrap;"&gt;En el mundo IT la inducción es determinante. Que algo sea altamente improbable crea un comportamiento de negación, de omisión o de evasiva. Simplemente como no hemos visto nunca el problema, construimos nuestras leyes particulares y solidas afirmaciones que acaban negando el problema. Pero además a la inducción debemos añadir sesgos como que creemos que a nosotros nunca nos va a pasar o que tenemos mayor capacidad que la media en hacer pronósticos, &lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: inherit; white-space: pre-wrap;"&gt;eso si,&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;span class="Apple-style-span" style="background-color: #fffffd; line-height: 19px;"&gt;cuando acertamos lo adjudicamos normalmente a nuestra pericia, y cuando nos equivocamos, al azar&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="white-space: pre-wrap;"&gt;. &amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="white-space: pre-wrap;"&gt;Por otro lado, es curioso y decepcionante ver como bajo el paraguas de lo improbable se da por hecho que algo no sucederá. &lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #333333; line-height: 21px;"&gt;Nuestra baja eficacia a la hora de hacer predicciones o jugar con las probabilidades guarda relación con la fragilidad de nuestra memoria, &amp;nbsp;ya que gran parte de lo que recordamos no sucedió tal y como nosotros lo recordamos, si 5 personas ven un accidente, es muy probable que tengamos 5 historias diferentes ¿? Como dice Punset en El viaje al poder de la mente:&lt;/span&gt;&lt;i style="background-color: white; color: #333333; line-height: 21px;"&gt;&amp;nbsp;&lt;/i&gt;&lt;/div&gt;&lt;blockquote class="tr_bq" style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: #666666;"&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;span style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;span style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Nuestra memoria está sesgada por nuestros sentimientos y creencias actuales&lt;/span&gt;&lt;/span&gt;.&amp;nbsp;No&amp;nbsp; recordamos simple y exactamente lo que sucedió, sino que lo filtramos con lo que está sucediendo en el momento actual.&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 21px;"&gt;Los recuerdos y acontecimientos que mejor se fijan en nuestra memoria son aquellos&lt;/span&gt;&lt;span style="background-color: white; line-height: 21px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&amp;nbsp;asociados a vivencias emocionales&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white; line-height: 21px;"&gt;.&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;div style="background-color: white; color: #333333; line-height: 21px; margin-bottom: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;Antonio Damasio uno de los referentes mundiales en el estudio del cerebro y la mente humana comentó en &lt;a href="http://www.lavanguardia.es/lacontra/lacontra.html" style="color: #3c78a7; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"&gt;una entrevista&lt;/a&gt;:&lt;/span&gt;&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="line-height: 24px;"&gt;&lt;span class="Apple-style-span" style="color: #666666;"&gt;¿Cómo se anticipa nuestro cerebro a los cambios y amenazas del entorno?&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-style: italic; line-height: 24px;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: #666666;"&gt;Se sirve de percepciones, emociones y sentimientos… Todos ellos son inseparables del proceso de pensar y, por eso mismo, mente y cuerpo son impensables por separado.&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;div style="text-align: justify;"&gt;Por mucho que lo intentemos si problemas graves&amp;nbsp;relacionados&amp;nbsp;con la informática no han dejado una huella emocional es casi imposible que se realicen&amp;nbsp;pronósticos&amp;nbsp;fiables o que de verdad tengan algún grado de&amp;nbsp;éxito. Por ello es tan habitual que un director financiero, director general o un gerente minimicen o relativicen los riesgos tecnológicos hasta el punto de obviarlos o incluso negarlos. Cuando ha habido problemas han llegado filtrados o edulcorados, o&amp;nbsp;simplemente no han&amp;nbsp;tenido&amp;nbsp;problemas graves en un periodo de tiempo,&amp;nbsp;con lo cual estas&amp;nbsp;personas con poder de decisión, tienen una falsa seguridad y no son capaces de dimensionar los riesgos tecnológicos con cierto grado de acierto.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #272727; font-family: 'Lucida Grande', Verdana, 'Lucida Sans Regular', 'Lucida Sans Unicode', Arial, Verdana, sans-serif; font-size: 13px; line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #272727; line-height: 19px;"&gt;Nuestro mundo solía ser bastante comprensible; las reglas eran básicas y la gente se comportaba conforme a lo esperado.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: black; vertical-align: baseline;"&gt;&lt;span class="Apple-style-span" style="white-space: pre-wrap;"&gt;Durante cientos de miles de años nuestra capacidad de adaptación y supervivencia se ha basado en este mundo más simple, buscando y aprendiendo reglas sencillas en un mundo menos complejo, &lt;/span&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="white-space: pre-wrap;"&gt;como la comida que huele mal nos enferma, si veo un depredador huyo, el fuego quema/duele, si me enfrío enfermare, etc&lt;/span&gt;&lt;/i&gt;&lt;span class="Apple-style-span" style="white-space: pre-wrap;"&gt;. &lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; vertical-align: baseline;"&gt;&lt;span class="Apple-style-span" style="white-space: pre-wrap;"&gt;Ese mismo mecanismo de adaptación nos hace creer que podemos explicar cualquier cosa, lo que no es cierto en general, llevamos relativamente poco tiempo conviviendo en entornos complejos y nuestra capacidad para explicar y predecir no ha evolucionado lo suficiente, de hecho es mucho más limitada de lo que muchos están dispuestos a reconocer.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-color: transparent; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-color: transparent; vertical-align: baseline;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-color: transparent; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;span style="background-color: transparent; font-family: inherit; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: #333333; white-space: pre-wrap;"&gt;Seguiré durante los siguientes años diciendo a todo el que quiera escuchar que en las organizaciones se toman grandes riesgos informáticos y hay una fuerte exposición a los eventos improbables. Y que&lt;/span&gt;&lt;span class="Apple-style-span" style="color: #333333; white-space: pre-wrap;"&gt; lo más curioso es que no es una cuestión presupuestaria,  si no de confiar en exceso en nuestra experiencia pasada y por nuestra erronea forma de entender las probabilidades de que algo "improbable"suceda.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: inherit; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: inherit; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: right;"&gt;&lt;span style="background-color: transparent; font-family: inherit; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Jon Bengoetxea Zuriarrain&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style="background-color: transparent; font-family: inherit; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1763048384664579229-5607027843533069299?l=grupok35.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/5607027843533069299'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/5607027843533069299'/><link rel='alternate' type='text/html' href='http://grupok35.blogspot.com/2011/10/nopronosticando-riesgos-tecnologicos.html' title='(No)Pronosticando riesgos tecnológicos &quot;improbables&quot;'/><author><name>K35 IT Managers Group Team</name><uri>http://www.blogger.com/profile/16136335710182132329</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-xHJ4HBS1J7w/TsUpwfh-9MI/AAAAAAAAAKw/ecb_nKvjQEo/s220/k35_300_300.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1763048384664579229.post-536566767881530692</id><published>2011-10-24T16:34:00.001+02:00</published><updated>2011-10-24T16:35:14.159+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='clientes'/><category scheme='http://www.blogger.com/atom/ns#' term='K35'/><title type='text'>K35 acompaña a Arteleku-Tabakalera en su evolución tecnológica</title><content type='html'>&lt;div class="plain" id="parent-fieldname-text"&gt;&lt;a 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" 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" width="200" /&gt;&lt;/a&gt;El Centro de Creación Arteleku-Tabakalera, fruto del convenio firmado entre la Diputación Foral de Gipuzkoa y Tabakalera, impulsa proyectos creativos que aportan elementos innovadores y que tienen un desarrollo audiovisual, abarcando múltiples ámbitos artísticos: artes plásticas, fotografía, animación, cine, sonido, escena, etc. También desarrolla de forma prioritaria líneas de aprendizaje y de encuentro, dirigiéndose tanto a creadores, artistas y profesionales del sector audiovisual, como a usuarios habituales del centro, y los ciudadanos interesados en la cultura contemporánea.&lt;br /&gt;&lt;br /&gt;K35 hemos sido selecionados como compañeros de viaje en este proyecto que es especialmente interesante y emocionante para nosotros. Nuestra misión es la de ayudar a evolucionar tecnologicamente a esta organización además de gestionar su compleja infraestrcutura informática. Arteleku cuenta con un riguroso centrode documentación especializado en arte contemporáneo, salas multimedia,espacios de cesión temporal y talleres de producción donde las tecnologías de la información y la infraestructura informática juegan un relevante papel, y requieren adaptarse a las necesidades cada vez más heterogéneas de los creadoresactuales. Artistas locales e internacionales y todas las personasinteresadas en ampliar sus conocimientos en arte y creación contemporánea,encuentran una estructura profesional de apoyo además de espacio físico y recursos tecnológicos con los cuales trabajar, investigar y exponer.&lt;br /&gt;&lt;br /&gt;Gracias por vuestra confianza.&lt;/div&gt;&lt;div class="plain" id="parent-fieldname-text"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1763048384664579229-536566767881530692?l=grupok35.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/536566767881530692'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/536566767881530692'/><link rel='alternate' type='text/html' href='http://grupok35.blogspot.com/2011/10/k35-acompana-arteleku-tabakalera-en-su.html' title='K35 acompaña a Arteleku-Tabakalera en su evolución tecnológica'/><author><name>K35 IT Managers Group Team</name><uri>http://www.blogger.com/profile/16136335710182132329</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-xHJ4HBS1J7w/TsUpwfh-9MI/AAAAAAAAAKw/ecb_nKvjQEo/s220/k35_300_300.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1763048384664579229.post-7802945398768614586</id><published>2011-10-13T19:36:00.000+02:00</published><updated>2011-10-13T19:36:04.158+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='virtualización'/><category scheme='http://www.blogger.com/atom/ns#' term='tendencias'/><title type='text'>Bring Your Own Device, traiga su propio dispositivo al trabajo</title><content type='html'>&lt;br /&gt;&lt;span class="" id="result_box" lang="es"&gt;&lt;span class=""&gt;&lt;/span&gt;&lt;/span&gt;&lt;strong&gt;&lt;span style="font-weight: normal;"&gt;La virtualización de escritorios sólo parece que genera ahorros en el departamento informático pero no debemos dejar pasar un detalle que quizá sea más importante,&lt;/span&gt; permite formas de trabajo completamente nuevas&lt;/strong&gt;.&lt;br /&gt;&lt;br /&gt;El esfuerzo que se hace para facilitar la administración de una gran cantidad de PCs es muy grande y principalmente pasa por la uniformidad de los dispositivos informáticos para los usuarios finales, o sea, café para todos. En consecuencia, existe la posibilidad de que la mayoría de los usuarios finales soporten el peso de trabajar con un dispositivo inapropiado, uno diseñado "para todos los usuarios por igual". Ejemplos a miles, &amp;nbsp; pero como muestra un boton, ejecutivos de alta movilidad que deben cargar con enormes y pesados equipos portátiles porque los usuarios de portátiles de oficina necesitan, entre otras cosas, unidades de CD-Rom.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="description" id="activityPageNodeContainerFFFG5e182d39ba074e4fbfee4c2bfa344b4e_description"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a 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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" 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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt; Los usuarios finales se vuelven más productivos y comprometidos cuando eligen los equipos más apropiados entre teléfonos inteligentes, portátiles, tablets, netbooks y PCs tradicionales (generalmente para usarlos desde el hogar). Quizá nos suena exagerado, &lt;strong&gt;pero el 92 por ciento de las compañías con más de 500 empleados sabe que sus empleados ya están utilizando dispositivos no provistos por la empresa para tareas relacionadas con el trabajo. &lt;/strong&gt;&lt;strong&gt;Y en este sentido la virtualización de escritorios tiene mucho que aportar ya que permite que las organizaciones puedan administrar de forma eficiente el uso de dispositivos en propiedad del empleado para tareas relacionadas con el trabajo. Esta es una tendencia llamada “Bring Your Own” (traiga su propio dispositivo). Según la investigación desarrollada por Citrix Global BYO Index, hoy cerca del 28 por ciento de la fuerza laboral ya está utilizando dispositivos no provistos por la compañía y se espera que ascienda al 35 por ciento para mediados de 2013.&lt;/strong&gt; &lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1763048384664579229-7802945398768614586?l=grupok35.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/7802945398768614586'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1763048384664579229/posts/default/7802945398768614586'/><link rel='alternate' type='text/html' href='http://grupok35.blogspot.com/2011/10/bring-your-own-device-traiga-su-propio.html' title='Bring Your Own Device, traiga su propio dispositivo al trabajo'/><author><name>K35 IT Managers Group Team</name><uri>http://www.blogger.com/profile/16136335710182132329</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-xHJ4HBS1J7w/TsUpwfh-9MI/AAAAAAAAAKw/ecb_nKvjQEo/s220/k35_300_300.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1763048384664579229.post-1275308886048173036</id><published>2011-10-13T19:09:00.000+02:00</published><updated>2011-10-13T19:09:45.792+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='virtualización'/><category scheme='http://www.blogger.com/atom/ns#' term='tendencias'/><category scheme='http://www.blogger.com/atom/ns#' term='K35'/><category scheme='http://www.blogger.com/atom/ns#' term='Post-PC'/><title type='text'>Construyendo plataformas para la era Post PC (I)</title><content type='html'>&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="" id="result_box" lang="es"&gt;&lt;span class="hps"&gt;Estoy convencido que lo que escribimos en este Blog&lt;/span&gt;&lt;span class="hps"&gt; ayudará de una u otra forma a comprender la profunda transformación en la que está inmersa la tecnología informática. Una transformación que nos lleva de un mundo PC-Centrico, limitado en el espacio y en el tiempo, donde nuestras actividades dependen del lugar donde tenemos un PC y del tiempo que estamos ante el, limitaciones que obligan a realizar muchas tareas solo y únicamente delante de un PC. La transformación Post PC nos lleva a un mundo donde el centro deja de ser el PC y pasa a ser un elemento más entre otro muchos y el usuario se convierte en el protagonista y centro absoluto. &lt;/span&gt;&lt;span class="hps"&gt;Así, las nuevas tecnologías que hacen posible la era Post PC&amp;nbsp;&lt;/span&gt; &lt;span class="hps"&gt;ayudaran &lt;/span&gt;&lt;span class="hps"&gt;a los empleados a&lt;/span&gt; &lt;span class="hps"&gt;adoptar una&lt;/span&gt; &lt;span class="hps"&gt;nueva forma de trabajar&lt;/span&gt; &lt;span class="hps"&gt;y ser más productivos&lt;/span&gt; &lt;span class="hps"&gt;al ser liberados de&lt;/span&gt; &lt;span class="hps"&gt;las limitaciones de los&lt;/span&gt; &lt;span class="hps"&gt;PCs físicos&lt;/span&gt;&lt;span class=""&gt;,&lt;/span&gt; &lt;span class="hps"&gt;sistemas operativos actuales&lt;/span&gt;&lt;span class=""&gt;,&lt;/span&gt; &lt;span class="hps"&gt;y los enfoques&lt;/span&gt; &lt;span class="hps"&gt;estáticos&lt;/span&gt; &lt;span class="hps"&gt;de gestión&lt;/span&gt;. Al Igual que un simple fichero MP3 permite disfrutar de la musica de forma más amplia e implica infinitamente menos limitaciones que un reproductor de CDs a la hora de compartir o reproducir donde estemos y cuando queramos, la era Post PC y especialmente de la mano de la virtualización, nos liberará de las tremendas limitaciones de un mundo que jira al rededor del PC. &lt;/span&gt;&lt;span class="" id="result_box" lang="es"&gt;&lt;span class=""&gt;&lt;/span&gt;&lt;/span&gt;En la era post-PC en la que nos encontramos, &lt;strong&gt;el control de los datos y los ficheros ya no puede pertenecer a dispositivos concretos&lt;/strong&gt;, tal y como ha ocurrido durante los últimos 20 años mediante el modelo tradicional de cliente-servidor. &lt;span class="" id="result_box" lang="es"&gt;&lt;br /&gt;&lt;br /&gt; &lt;span class="hps"&gt;&lt;/span&gt;&lt;span class=""&gt;Por todo ello propongo no solo construir infraestructuras consolidadas y virtualizadas, sino ir más allá y construir plataformas Post-Pc. Plataformas donde construir la base de todo un sistema de virtualización que pone al usuario como centro. Sistemas que proporcionen a los usuarios una experiencia total, independientemente del hardware que usen para acceder a aplicaciones y datos. &lt;/span&gt;&lt;/span&gt;Plataformas IT donde los departamentos de informáticos puedan provisionar &lt;b&gt;a la gente con nuevas capacidades&lt;/b&gt; &lt;b&gt;y &lt;/b&gt;&lt;strong&gt;&lt;b&gt;a&lt;/b&gt;sociando aplicaciones a la gente, asociando información a la gente… y no a los dispositivos.&lt;/strong&gt;&lt;/div&gt;&lt;br /&gt;&lt;a 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vdbbzWbDCtu2bZv7iaklKtGAPD1dwkNtReimDRsTPL07Q1bJ/X2ij+gGZn3QrYc9D2ApDF2pAtN+6+1sT2F6H+gBZsK8r6ujEB7pulTnlm1tgpJhobr0gYdcW0uL/roKYy3tXZTiD30DWvf2QRzKhjjgkqVQed4fwImy41GKXsdH6fW/CxoCQnWBNtCRB9elPuTtpIboE1171AF0iNJ6RMfOduqnvkP9lZ+nr4v+kOpAG9OHtmzdkpoIgODnkqrCurt7ra0dfJPrcYUPsV5l29qoA3VL34TRIj3qkJ3d0A/89LDfRPcydHW1qXzyCE+Ngc6OhFvrNmiX2qm9lTbHUVml1Ud7a6v7jE2U64rKSutVP5Fn3T39BmlpNfJ5HyRPt+CpP3UJf3B0+lXW+HjVkHTMOoSaurxtbOnSOFCY2sl0fwJt1qbx06nxjQLQo3J6FdWjtG2qFv26Sx/Ut7NLhVfUCA/53L2gTt1PHVFe9PRLQejtV/+TIt2ttsso4v2B6tFGfd5PhSaNQb1dw1Bk2ZUpUKbAiBR40TN0mGe31PMBSdlgHpQEH4Y/jm3QONR3R8eANTWI5TK+9d3a0mtNY3SdiMZ6W8smq62ptpr6WiVWABn0xwe2mGBtTa0z1sbGRqupqnaG5Qywv09wtljThElSJqptsxhp85hk5qQMwMDUkBG1AouDp8Dv6yQ9M77oPLxDuNbWpTQtLX3WNFZMGMaitOJ/JvScwVdlcCS/hH8qo62115prhWdtpTP6ytp6Z1Cwni2KG9uEqBYs8BBi4AUYcOwWA68UB66qThsHKROGXldTpafauiVA6+rqCgy7vb3TGhqbxLj7xWz7rL6+xra1dqiMBuuQAGuoT5VAWNdkMDdu2ii6NDocJ4bKdYcQhVkiASCUKteDQqIKV6vM/p4e4ddt9WNUUZwTTNhDELnWrVsdZk1Do7c9ClRvV7uNaVA7SnEgXdu2dqttbBbz1yVDqnSn0tAGdXqvFZjuji5rBGd1GIQsZdfV67IhHOXwgCf9QXXCVdIIhEVjIPSAq6TtbZ02pnkM7F+KmESLtECRyuneq+8aCZYqCE+nECI9om9NncpzOkhIKU232rxGCKJY6b+UKpRM9W4EupctBaWqVoczRQMFC5LDp21RGukrIp1npii+vUgPIrXGTLfauFY08RIEQ0KyUn0b1yehXFWtGTO+ykNgU+fOjg6rb2hQHdvU12qtuib1mVYpeE3N47x5OqVx1jXUeXtAA0pDb8X58JJP33O5qnqh4FUJ1jbVmaqBJ7SsguwKqxVKW9XZmxprNfaSYgJc9AGhaNLRND6VnoyKoLl4pQy+gdMtpWlAwrle7Yrisa2txRqbxqrmajclq9TY7dDgYCOdurNThPw93Z1WI9y8wwDPW1UA9d9k0cIHFxxBZVemQJkCiQIvWqD3iHOh2X/5WxdJePVZQ22zNUrg9HV1ikd26bTLNs1uN9myJUvtTWecYtdfc6fdfuttdvxxx9nqI5emkQh3ce2dWXqvBrnujZJQZLD2SKIOiLNWi2PAKGDkCDlxO6trlLagQd9fXW/PbO21H/7kUmeA615YK7/CGhBKEgLk65KQfPe7322TJ42zCy74nnVoxnPKySfbjBkzJEA0bxN/ePyJTfajH/3Iw97x9lM1AzMT/3TGzmTo29/+gT399NNWI4E1RkLuuOOOsUMPXugz62qYrjAfEKB+cTV46BPPbLALvneRjZswUTPYVsdt4oTxYoAVdtCKZXbg/vOl9GhGropefuXV9vDDD9trhdOBByxxnGFSXZrphkCHW3Z094iZ1/gMqLaObycJEsEaG6qsrbXT7r77brv33nvt/vvvtyOPWGXvfc85Dq9PQrunV6qPJGuNFAbcgPDuFo2rqmrEoJ3CLithzDjyxIy3Fu4ut27dBps6dbK/82ftxi02ftJ4Fx4DEkKNgtMppo3wMZ/9aeaodM9u6LIrrr7GnnziCdu07nk79z3vssNWLlYf6U9lB3dWWvDyZYYMkW1btljz+PEUlyqscBQORFZlTZ2EVo+UkBrvM0889bztu+90zRoxxFfaw488aJf85Kd2ymtOsqOOPMQFn1sQRLMKSa36MQ1SRNRPpNH19IsGqmagAhl6NP1satSiipSVqlqlVR+tqG+wNRs77IeXXKW27VAW/auplHK6zebPn2tz951thx42z/sGM/YxjZWyALXZeGmBLApgvwL3Xs1UqzSTrVLKPjQPuVZ1tqamJhd+ruwhaeU2bNhgkydPtk2bNmmMNYpm1dYiC8jEiRNd6FNXlreBcs0vb7cHHnlMgleWImmwDQ1jVGa/zZ65jx104HLbd/p4fTN8ZNmQ4tevOv/ipgfthl/eaFs3b7Kpkyfakv0W2mtOPFZlSblRJ0X8gifwXekRWj/48fX29DPPC5daa9221Zo1Jgf6uzWOsT512xtOO0VwFkiRkuLeKToJ5+rqUAxkNdG4r1H9oTcPPVBdyOqFT5/6JWOls6NNyoD6UjgQLwv0oEbZL1NgOwokTr1d8PYBPltgRicX67po3ZdccokYe4eEU70GdrvPtqbvM8Gqa3vs+TVP2Rmnv95Oe90p9tSza+1LX/lvMc4aW7ZyqbV3tNrUKU2aKfVKUGn2LWHFeN3aKtVfgrxe0woGOIIPId2oaVBdfaNt2bA+CXRp8Mxu1qzdaBd8/yf21FNPaebc4MITxlkr5lHFrEymgVNOO92m7jPOfvKzn9nD9z9o++2/zOYtmq2ZbZqx3//wo/bvX/6KrVp1pJ36hlMlSMUchcwddz9tn/nMZ1xAMssYP7ZZTHyrXXzxxfbmN59pf/xH79FsU+JcTKwqEyrUYc3z6+38r3/TZ6gmEyXMuVdptolhLluy2D70R79np51ynJQVs5tvvdO+973v2YxZ+9oKCfTWdlVas8YazcLauxKjr1D9u/s0i5Qcq5Ywv+SqX9nX/vMb9vGPf0wKwr4uNJ9bt8X+9byvunIwadIkq2+aYG/qHLAx9WKMAllVoRmPuCsrD2o2V5SqZa5AlmBixnqBEjG2uU6CXk2AMqV2YQLbqThky9hJk72sSD9GgnaLdCwZCTQbrXbGXCsGnBZPKm1Ti2aUEmQX/uDH9vX//o4Ln8kTmm3Ltk4Xa1gYEDgoh/Qp6IRfL5zpad1Ctq5pnOO2ZetmWQAapSxIWVMsaekwA1JINmztthtvuMm+/s3/tk+pvebOn22NasOrrrvFvvr1b9v0WfPs8FWHuOSolvBGp3ErrvJXS4IwS5T+4coYihIT5irVmf7E/Qpp4yd0kzgWLZ9+dp39z3d+YOvWb1G79tiUSRMkILvsmWefcmF49tlvt98/943WIKsRrlZ1VDYJRfUDKROMm9qqBq8HwqwChUovTaIn/Ycw2rpVpq4BTZsbx02ye+9/xL74pfPs4AMPsnN/93dsnIQ59G1qaswsD2nW/PPLrrJvfue71jhmnOqtPq6p9LPPPa1+UGfHHrPaPvyhP7QVy+dqLNVYi/r/pz7zb3bDzbdprK6xJqVhkaSrs8Wuvfpo++M/+UNbvHCuzOl0AOEsItEfqMulKucX191gDU3NPlZrpHhXS0Hv7mz12faMWTNt8ZIFMvVrLNY1pPamPtRd5bC81YJSyyAQTOnWEvx9VtOkl0yRqRfd3KH04yAMkwDvHQSUXZkCZQrkKbBDAj3W6hiMIczTDMLswx/8AzHEas2Eq+1nP7vM7r7zLjv88CPsmOMOkUm712bsM90kV2Se10ynWgyybqxVN2kGrNk8s9kqCW6xC63RiblK5tQ3ycysb8Jk3RSDY+XdtA4rE3ZjtY0dL6EiKwCzsgoJkfETp0uaaBZS12jv+70P2vRp+7g51fmEZukNgj9t5mw3EWIu7RCn7JKmILnhG3rEN61+rMyAkuItkvCbZW2YMabKnl7TZ//6xfPs9jvvduF93HHH2TiZdO+99x77yle/bOf/19dsyaI5duYpx/usUhNLVwLgyPWYmrWOOmXiNHv/B37XZ1Ub1q23W391k11zxaUSBt+3A1ceatOmSaGRgjNQKeZeIYVIwrFGQjaWCTCBgidPjUzI0IT5z3d/fIVdecX19snP/ZuvY7bIorBFC6APP7HG9pmzyC688FsOQ8YOQz+o1GwH5Yb87AVAFvaLqLKyiz5mmmhKWApvCTvapFVpsHjqPw2ghlA+ZUYQUj4mdJg6NNbENbWVvlEW6iRgmdnD+BtFL+lcduevH9b+CrOPfvQv7V1vOVqFS3FrG1BbJhM5ylASfYlVtwm4dBgxey1JgKtgjZfQxPGOMEDoalnYLSytWr/9yRXX2mVX/MI+f9509Y0knHusXspMjXUN1Fmf4FCGinZcoHG7kMI6wQybekGfXtLpodyt7T02STP0ymoVJEIMSMuj3Br1tw46dVW9ffjPP2z7TJ8qy0+bXX75pXbLzTfa9370Ezt01eG2bP8ZyiMai5BAAP6AZqX9GgvgsUWEr6qs8+Ui6QNqe5WihJjKx6hdWHICZ/J+UwrEj392pZ10yukOZ+OWHpsg+kk/kADWMotoqOazZlmFJk3ex4446jh7/elnWIvwevrpJ+26a6+x6266zQ6QQrB0xVwpS7I8ffeH9q3vfM+Wr1hpf/qRs235kv2sZetG++Y3vqo+dKHGaJV9+lN/bVWiD8IcPLqkZNaLZih/VVLCT33D66UIr5Ii36q+pDHZ1y3B3mtLlyz0vlMlRZy60o3q6rxH+ZIF9apTI0ATltvxq1UeaaE/+2/GsD5GCPsbQqgrpOzKFChTYGgKMGJGdAjxoRwCvVYD/XUnH+WDEYb0wH332/0SeIsXL7TXv/5YX692JqDRulnmy9rmCdYhG9+1N6+xO+++XhPxLjtCDGbZ0qVa/0wMQ/vg7Kprb7Dbb7/dTYoHr1xpxxx9kNYHq8UAe218s0x3mt0wbcP6tknSDKHV0DTJjjr2RFu2sNaZBwyEB8aBv249a4xjrKF5rJg86/9JKBHXLYnJevA4mRsrxWRgKrfccZtddfW1dsIJr7YP/vGHbN4caSFyRxy5UmuNXXbfffeIqUkSij7VNeK+Koiy2BPUr5lc/ZixNnvOfDv8yKNs7swUd+hhq+yhBx+2Rx5/2vGePqtJszAxyOaJVlHbaJUCA7LX3fyQ3XTTTa48MTucMWdfO054jJto9pX/vMLueugJW3HsyfaNCy6y159yogvai370Y6sdM1F7Gprsa9/4nh1zjJYFDpjuM+i77sAMf5+vxe677772asXNnN6g2anZU+u67eKfXqI2W+zr5nfeeafNmzfPjjrqKLccnHLKKW7exZyPMrds2TI77LBldtddD9uVV19tk6dOs0MOPsCOO2w/zV77NNvX2rhoSbvr0y6+/Ff2wvqN0rnGebuiNJxywuE2panCnnxuq/1UM73NW1pd6Vm+Yn87aOVymzhWedUIzzydlkKOftWRtnH9Orvzjttt9aoj1CbHSICI7prJM8v80SVX2GNPrrWFBxxq3/jORXbgwQepzyyWgJhoE6bPsa0S3Dfc9ozdc9ft1ivLECblN5y6Wv1BUl1ukzZFAmOL+miflk4wm7/hhENlCWJzl8y/zBhVoUoJWPpGTd0YKTJjrUn7J0567fE2a5+sfY88zP78T//Mnn32aXv8qWdt5QEzXAG594Hn7Ve/utm2yEIzWQJ35YEr7NBDFltzs/qx3GZ1o5/97Crle9Y3PmJhgf4rZH1hpn7HHQ/YPQ8/LmvHRLv8upusTdrJyScfn4SgUGuQEoUxB6tSi6xkG7e22oQp+9gxr94/WSPsMC1lNdqtt91u9zz4iI+H9Vu67DsXft/GySpw9tln25lvONoVj2pbaBPHNbqFY8J4rc9raaBBijh9m7qzX4R3loNYHlix8gB73WtXOkzGEg6xDWVliLHnn3/BrrzySpszZ441jx1vN978K1cqTjxpld1571N22x33+JJCpTST2TOm2PHHvMqWzJsquvf6vodaXyKi5LxL6+70sbIrU6BMgSIFRhXoMHGeEOzhE6aJn5i2GKumUwzgrrat2qy2WbMONiVJ81bYVu0SH68Zb8O4CfqusetvvcNuu+9ee+R/77KNa5+z+VrL/thffNTe+IZjtBZv9i//8hW75NKfu3CBYXznuz+wt77pTPv4R9+nGV8yETtn0dQPgV5T3yyBqhl6VbfdcMtt9tzzc7RWXOEm996eDs1imu2g5VM1a67ROnKfZppiBmKASqKZR5r9tLRutQ1bNmvWqdVIhWliZndIsLGGv2LFCpubCXNmt5hy33nO2zVLe6dNE+Nzjs2UAu4imDBgdtG3tnfYug2btQkoKQ7MQJ56Zo3Wd7s1I5N1QvjDpqpqx/gyQ5dM6uwwvumWJ+wTf/0Ze/TRR23u3PkOZ1tru73ribX2trPPsmtuvMOeeG69Te6psfO/eL7gdWlmpVn5RZeoDSpkfm6zu/7ty1IQmmzRktfZZ//hPLv+uuu0JPGk9hbUi6mOkSC+3s455xyZYJfYb5583v7x375kU6ZMcTM/5Z5xxhnWOH6K/e0//ZvdLGWADXJPPvmkr/HOnTvXFixY4Ez40cd+Y5s2b9Z+guU29wuft4UztJ7embpUuzSbp9ast89+7h9s/VYJeZmNL7vialvz3LN29JGH25O/ecL+7M/+1B5/Zr2UqHrf6zBWlpLfec977E//+G0+Kbvz14/Yl756vl19zS9s86YNosnDole9hOgx6o/atS6aP7+hx7514Y9kVn5BysVU+/y/fsne/I6323GvXmybWtUOmkn/TDP3u++Rsvnru23LuhfUnrOlcI23I1ftrzq12T/967/YDy6+VIrVeJ8ZsjHx2d9/n33gnLfIwot5XEqeGrZa4SiC7WpDTk20aDMflgqaHsvGZu2Mf+75NdpM1iprk6wCCrvq2vvty+d9yR6UQtWhzRkspSxauNBOPfVU+8hH3umWo3/456/apZde6vszsG6wlv6jSy63973vffb2txxnXz7/m/bQY0/ZFCkn37rwIjGxEUYAACAASURBVLXZc3aCLEPajG7VsjaN1SZTcEDQNo5plkm7wc3cyEL6GLhtUR9i+YJ9B9qnak8++7w98/w6mzd3gR13TBLmHExoUP8/ctUK23+/f7Vpk8dprV8zbvWrrn4tK0njZPMaygN7MjZu3GD3P/KATbl9qsrWWrs2wbVr/E+bOsVWH7xIpniza3/xS/vP//pv7SVodno8+PBj9hd/9QmbM3+5ffZv/1mK/V02c/ZM39vSsW2L3XfP3fYvn/u0jWmqd54i1Id1Gi5lV6ZAmQI5CiROkAsY9OojBpYgWZWNHszv6TsJetNs1TRjxoRZI1ssx6+qlBi2TsoJEua4Vs0aOtq6tLu5z9733vfakcd8yr7yH1+xb3/jW3b7vQ/bam00u+76O+xb37vIjj72GPv0pz+h9cl++9QnPiGhfqGdduopdvDymb4Tl/U2bKLsnJb1TwKnR7OfFjv/K+fLaiCxJrPfgBgj63mvP+21tmjeH2gNnnTaeKepH8drYLaSuT5LHTdunE2cMEHmSwl84VcnBv78mme1g7zeZs2c5owyNgNBhrFaFx5TX6nZUJtNkVmZk1WtMhHWibGiENQ3jdcaZbMEe6997fyfOKPuaG+xm6//hQThOjvh2DNslmYjwGoa16TlBnaUNzpO9z7wgGZX0+y8j/yZHX/8wXbLrb8RA/yYXfOLX9gH//Qs+5M/+ZDWJbvtscefsK9e8C07eMUcmzlFQqW3w77zne+4YP74xz+uGdFEu+yyWzXz+5ktWrTIPv3Zz/qmu/O0zv6Nb3xD6/sNdtiR/08bzsbJOtJk7dq49AZtHvvs3/2tw2C2yDroI7951D75yU/aoYceav/8z/8kwXO5m2B///f/0I444lD78z//K7vxumvs1ltvtQVnnGyV2iXepVk6M7iFmmldeemP7d0f+LD95n+fsc986pOaGSOMzf7+c5+ztdoPce7vnWtvfds7bK0E7cc+9jEtR3xLexwW2/HHHiTajLUZs2fZQ48+Yh/5kz+yV60+Qubc1BG1lC5rj9mc2TVSAj9vf/Wxv7FHH3vMvvntr9tBBy30vjF2rE4FqC9w18Db3nGmfWq/v7IfaFb6xS98QXsXfmXHHbu/XXrVHfZtWTpOf8s77K8/+1Htf2i3v/vbT9t/f/tbdtzqg+3Q/earldSXRF92mGM50MEwzdC121w7xb/5ze+46ZsjhbfedosE+rOiyxF28OEr7ann++0/zj/f7rrvPvuE+vGZp5+imfp99sUvftH+85vftVVHv9qmzZhmV/3ylzZZS1N/93d/J1P1RPv5pXf4Js0F+y3xpYAv/Ps/ab/Ep+2qq66yv1FbvOH002QO1yxZmFWyD0K+dBe2a2h6LKuP+vBNv7rTvvHd+fbCC2u0ee1Jmdyv0hLPJDv44IP9YMNj//u0rNhV1iyluVGCF2uK9nv6WjYUnjBeliwdYRzDFnmNGI4S9ktRr2NzoGbe7FFhHf6aK66wK664XBvZumQNkFiXUF+4YJ7N+Pu/t3mzxtqkKdO1F2Gcdrh32FvPerv94z++2mZqbf/XDz6k5Y56+6ja7Z3vPMkefXi9feIv/sxuvuUOKb7rbL+FU7U3ZUAKBtigqvCI+AP4mUtdQdiVXZkCr1wK+H4e0M/684g1obOPkI5bJYoJ8gn9XQPIxTJFpGFTUYlA5F8WIyaiSbqvp9ZocbymQpt0NBPXuNYsS8JRA59jW2Or6kyGSlsts+gZr1mkWYTZqzVTu/C7F9mvf/OkjouZ3Xr3r7W2W2f7Llhs6za1a2dwgy1YtNB+ee2VMsHfJoF+hh976tIM2K/DqJHZWHj06kjXeJnTjzj0EJsjBtmhGXeXhDlD/0BtQpssRrVps4SnZi7jZN7eprVLajZWTBHXtmmb1WI6l0Cv1ayc35nhwphqFijFqJAJY8TXWL+l4o1aaqDcBu3mVpT2BkiB0Xo+75o4ao2ec8hak9cGvwsv+L5vXGrftkl06bK3v/mN9t53v82mTkJMyIKxZZ2NBRExS44CfeD9p9lZZ59mzzyzxe685381Y79Ra4rabNTV6ngsmtdsExp0XUvPFlswc5wtkDCXPmOHLJtr3+3ebM0142ylhAJy78brL9fMstXO/Z2zZWZf4juOz/3Ae7X7+3676eYbJLxaFL9Nvwnf4SbRs950mi1bLPux3BOPbrKB7hZbvXq1nXz8YaKdKW6O/fziFjtq1Up73WsO9XSLZ8+1O7ThTuir3qyvagd3pY7AaRd5tfrCeOWbp5neE9qMOF8CZbrqfenlt9kTa57Wev80+/OPvEu0NtVllr3ljafYV8//mv3k4gvt1JMO0iy4RUslsuIsmGnvf/87xdyrrF7tw6JIH0qD1qPV82yG9iJMGd9oj/a22iErZ5kONCiN2qeiXRaDzXb6695tJ5+wwvvDUlkz2AOwtW2DqYtpQ9id1jxupjbSLbP16+nLVbb8gBV29eUX2e133CiBPlOQtCO9RpvjKnsk+GTdqVVfaZS5XxsRL/rR99WPanUCYJ1NkFJ4wmuO91MVU7Tk/8NLbtVs+nE7XGbk0992ipYizI56zQF2729Otf/59gX206uvsd87910SemPtkYcetb/73Ge0nLHKVmqZ6VOf+hst1aT9JNL1pGSNVZ3bbPLEepu7T61mxk/bLbfcKiFep/7cbbP2XaJZ/3LdB6Gd8w2Tbc26TXbeeedJ71VbSOke29hn7z77jfY755zi+xMGtPQ1oJ391XRYdURm8wx5jtg3qa+zKZL9J32ycnG0tEHfpICuSH9M5MjaJfvOtfkLF/tSAbP2Wgl1LBAN9RrQcmxcXaslF+r1/t95l3FgQfqove7EpQr7R3t2Y7/971MDdsWV12sZqlPWq4m+OY6jc2yG9aN0AKJ4b0H8ogN9xnLZlSnwSqVAQUUVD/VuTkWQNXkXERGOT1iEZ2mRSzvpKB5RlMqs1pojMwQGVZc2obVrp1W/pqxsBIrSJP9k4tZOYl0o0aipPLNl3MBApx87mjR1um0Uc31mjY6dySx8zXU32E8v+ZlN0Oy3XWa4ZcuX+yacrTon3igu0sSsQZtk4DF9shg0UFjNgL3trWdojXWWjk8lhk5dEXZg3KMZBmvePMzciNPSqZt2x2mjHbub+yUgxk9M5J0weYqbVDdsadH6Y0rbpSnh+LGVdtc9D0rgPqMZ3qts/ASOBUkJEDxo4HTWzK1Hx+WmT5tmH/q9D/iMHrPo1ElNtnD+dJs6nv3OaXMWx+AqVO6mTS2m/YB2x30b7etf/7qb3LEcEP/CCxv8SB1Ml41nPdq816+NgXBGHVG2cRIU7S1bdSRsrc2fva9vBF6/QevBVF5NNWnSFD8vrS9ZImq1+3qcTNjbbP26zdrVro1rMj/Uax/ARC3Sp9qLZuKUbS2tMuc2+wYtGHmdhAcwSav9S+76dctIq3aZ92k3WZXMJV5/Cfh+aT+s6Y6RzO3VBosqMfZuLDRSWra1dNjGLW22dNlytkL4GW7qPk30qmaaqbJpn1btEhzTOE74T/UNUhQJXJSFCnH6qir2u4sM0IINa6LN2uee1j6Lhb5xq2XjZqsTvFrtQyAd4p8ZJqbjTimFXH7CxsC1otWPfnKl/eAnl2mJY6vWuRu1rLCf0rJvgpzs+GdXujDQZ48UF6wzXObylx/6fe2vmOY79d3SM2WiLZo/xXP19yiNzp03qX+OVxtpE7dbsmbJ8oHwW7NGmxilkP3BH3zIvv5f3zT2L9x2690qz2zRgoX2Jx/+Y1dEOMqlBS5v1006KgiN77vnXm0y/KjW8xutW/sJTn7DW2z10cttnJa2MIEsWTjf3va211vb1jW2eMEsm6LTBTOmT5dKLVIJj1lTJlmzpvmbZNmKi2XWS+mdpOxb1VGuvfJyLeUsVH+aoZLZGCjDu8xPymqNuquhV3Rlue3kk0+21772BNPpxYITaX38wxcapZR36NgfR0S1fcXbmuF73wPP6rjpz+3KG++ydRu32fKlUvJl1dmsTXkVUgpQurDkoER7C9AhSl0ujDSMv7JfpsMrqR/QpeGTTIic6eHjcn07BWR/Ixw/3nMJZCMeOiKlITIx6VweD4NodB1tg7It7ZrlDUyU2VjCZZJmFVUSntpMU1EhwePJGmWua9eGNF0e0jjgwrNH8bUyW7PLGPO4lhalvWvXl8o79thj7eSTThBD1eUpmzf4THmfSWMliDXKxSXQ2gVQG8DAQOb1qg6Z3Nd62Tpp5UwHusDn2S3Mml/T2DqbOFXHzu7cYM+ve8baeg/TzMPB2TOaqmERqBw7xTpEJIGwRQceaV0/+Kldf9eDduLTXVp31XEnaSYbVf4Xv/k9N39+8uN/ar9/zhlikr1+NAzBLIuzja3VmezKNls0a4K95bRVxv0pbNhl/RHYXP+KiXyM1v67pST099cbF5iB81e+8j/aBHWPvfWtbzU2pNUrc2fnp/xYno5k+7rk2LH7aBPZc2KOOhcvQQE5enoabNp0bQSrm+C0xHpQWTVO674TtNbZ5bfXoQCtXSflROejx42fKUVlgnCplV5QJxP5ZCkP1ARYagXlraoerzXZaRJeWCNUtmZ+dfWTFD7OhQB1mThRexaqx4rhj3f8u2USra5ocAsB/Q0FpFPr6g2Nk4XXBK3jy5w7cbbim1VnMW51MeiDoHju2RYdfdTRrr4xfgNZc9N0vddLcRsva4cEstKy5ZHd1FyugmUIV1U51rZKCo0ZM1VnwRe7QkfUuHH7CO+JEvzNmu2LTvSXftGlUqcLuutlNpaS0Vml5Y8FduYb326HHH6YTOpSxmS16NiyxpYv0C51lQid2ReHWRq/pna8TgRMsNnTG+2EV6225Qs1e1aB7MzPUPKd9ONEoCpZiqp1I5wm2dq8JtoLj14JrToJuVkTJ/iMd5XW8hct+kd7/PE19tgjj9pDDz1kP734J/Zf539Xgn2FLZqbaEhbjh0HTqa9HUfaZz759xK13bZZ+xjmzFti4yUoK1rXWkN/i+0/d4q9/dQDpXQc6Ge7OUVOe3AEjT0Ci2epLUWPp3Ts8zItdb3udYfqoia1l9L8/Lo77S//6jN25OEH2b9//p9sLEqR6kK5nCqVvmYazValDA1SfrTXzfugnzhVHdnMTlqe7r5Wm6jjqTX1ugtBfUGTfQ//z298Wbvub7WTz3ynlkPO8X0AH/7DD9pvtjytDa5pSYyltDFCUncAik5gT0+HJxXf2ImCPQwl0H8voeyX6YAN+xXRDxgL6RQIQh3nhjDv5+k7C04fQ/7VgMq5JNAVwODbYSezJMNKky53jbIl+kyLGXdvmwZxhxi2ZmgSD2IF0uyFdCUblLaKweuGLglZjNaVOttaqfAtm2V2FnM55KDldtEPLtDGqSds3tyJbgb84kXf1dnztfYH577XmT4MgWX8fjFeZi012sWDUODqVXbGb1w7068I1WZczUR045lmypgw5+471Q459HC77PJr7cc6VsSMa9HS5fbo/z5v/3PBhS5tOX6DMMOSe5Q2Ch197Ku1IesqrTM325vPOFNCr9Z+ce21dumV1/hFHytWHqiZokSgDi1XY7LXRR0IJuveap0tz1tX6wvWJik8ceZ432zUow1aA7r2s5ar0qSScQ1ng2Ai4KdNmeos68H7H3DBcPSrjtJmvjr713+/3J54/DGZ7cf6Wifmyi26AW6L1hCee+45e0zT8wXza+m/PmPcovKYmE8Ukz38sCNkvv65LtS5QObec23q9H185/ojjzyiXdTH2NKlY+03D7VIoCPtYJZJ4WCzoVteNANFe4K+OmSgJLqlThsPuMVMstA7X7uOK3GFJ8eYcNyYJjIk9qtOpcmWzNW6YlTTwjbMCXJLl863hTLL3nLLLXbeF7V+/YY3+Ka7H/7wR36y4U1vepObp+klXdqJ2NA4Rpvh0qxPqw/e3emvkF7dy/Gr0tEm1rFvuekemYD3lbBFsanRksYWx5slE/Jw5Snn3rmNTVshbNURh9jlV19rDz5wrwTLEW5yP+8LP9btrG0S6G/yPCiQHNGjjyOBuYq3Q/XGlN3I+WwFQ3PgiywuuKDXIcuW2BHatX/HjdfZ+V/6th17/Am2Qebnn110oQ7U9dlbzzjdfv3AVvv03/69TZk8zc4991w75+zjdEHQMrvysst9zX6ilg/UTbTy061+3W8b1220X/96oy3df7IdtP9ZsnolRQfUeHrb11uNxqC2vvkaO7P7zvYtUsKEJ8cShXtNzXhbOHuSfeDdZ9tn/v3r9qX/+Kpb1g47/BCt8d9kP9KY47jbsuUHajlCgptKZQ6S63CBcNLmPdHyZu1ar9DGuXrdEcFlTvQN6MtpiuVLdFxUy2F0LWbzbJQV+VypWSvNcqtuHNxvkfrCzGq74po77DePPWCTJjbZVt0gaTZZY4PjfVwmzdU2IMENByz5JSewSZh7j1BHK/uiQZkOr6R+ELbddHaEHj3YRV8fHBpf3DdJHto8uWqdGI73zC9GFt+KSXwBPyuFI1UdMivWa92WH2lo27ZZG9+2ip5iGj5001E0hiLm4r4erWlK2DOoedqVtnJAJslG7nU3O/HVh9gdp7/arr/+Cnvrm2/RTKzOfvPwQ7ZaM6d6zexhWOIJEhK6YYzb0oChdbeBLu0+1sdXv/wNX9fr0tEk7Ar1Ygh1ki4f+chHXKAfuepEO/64++1GHQn7l89/VYyN1VgxyY3r7ezTX2dnnny0TZQwopz9ppv90fveYZVdW+wX2th1xw1Xi1lVGgJz+X6L7ayzzrJVByzQLWKtvhlQfF0OE7CUF61bN2k61t22UXfW63KVqvFeX2zC1UhHnGyKrEO2tqy1jZueFON7QYFL7VWvWqFLO35uf/M3H7aJsn/Walfyps1PSZmYodl1i82cMVYX0MyV8vIL+/KXPmfHrl6ljYN/KGbdKzjayDZzgjYgid4S6KfpKNJd95yiXe1X2f/764dkARmvM8nPatPZUjvjzNdo+ULMvmO9zO6a/1R0aHbco30Lmv3CsLs3SWDLbN+3zWfQtGFnx0b/rqnu9pkqJtGtW58TXK3HDrT5rvMK7N7QACYs7l8hlbO+Tr1Ms8aOjnUSmPvbnJmmNfGz7L/+s0UbxP5Bx5ouVv3bdXa/19781jdLEdnfmXaLZpudXZs1y1ZB+u+U05/uLll0ZArh3gJmlNU1vXbEqmX2wEO36tz0X9iZbznT/uj3flebHterv7U4bvQ32hU8mpvpQ50yr2st97Sj7Jc3XG6/vO5ie+tbbhe+Vbp86D47/dQT3YJDvX0fnl4wAwOjs3ODhFyr6EH/7VYbS68gXp2T9FxKIwu1LZgzy86ScvL8c2vsa/9xnl180Q9FP1moZJN+19vfagcs28d3nM+dO81+8uOLdaTxdpnFteMbxUf0fN2px8r8r3ElXenggxbJKtRv3/rWf9gTT96nNfZPyQqmK381CsZpkZ0b29C/GrSHoUYWsu522c/BQwrzGJm7U7/TRUMya/uyicxT55z1ZntBR0v+5/s/sH/81Mds1uyZ9tyap3TrW5194F1vl8B/h+l0oZSxdP8Egh3Fmzo2oyBp+eoanSC48Rc3+AU2jbKlswyBYoVSdsBnPij6NGrZTP2+ogkd1jOLPdhrTzpDNzSutS/88+ft+9/7jvATbJmbGLfPPv2UHb5ssfpTWqdnVKVFmGx8CQwujaRgaGBFSNkv0+GV1A/o08l6xvAIR+hoLq6Pzqer+sQn/+aT+YA0INLfbPwVol2Y6wufYcOfATFwnQiXYJPwllSfrzPTR6w+TLuPp4jZyuYtrs/Pj1b01onx63ztEatt3/lTpbFLiAtQnQTW4YcebEv3209nk6t1PeXBOvYyySZq7W0fnQv/nXefoyNrH7EZWqQTLxE8za6YnWPSr+RSGpmMNYU6ZvXhtnDubK3F7afd3Mts5fKldsiBB2qmMEcm/GN0pWWjZsENmqUfY/PmzbM5s2bZON2ydfCy+fbG007UhqG36FrMMV4GzJ9Z1xxtHz/lxBNsutZFp01sFvxZdtrJJ9rvvv89dvQRh/nmuHo4twjRoyka8we/l1vciZvTjtT56VVK5zvvlapXd4LTTNwRjoCq4lyzlISZs6bZ8ccdYTOmjBd+B2ldVaZyMeL5+063v/jzD+qc/nzbZ+o4/547U2u0Wh9t1ukB0hx+yAG2ctl+IrPuoddupmOOXq0Z8EJXoFiXPuk1R0kJ2Eez0Vpdf9usa2+Psw/+wfvtEO2Op56V4tKaU6kNVtoByxfLXJp0RXDl2tNVhx8oWs2RiVndTgrI+HH1tlqz2tmiHwye62Rnzpisq2YPsFnTJ6tNdQ83io32THCckSt8uRp03vy5wuVYbRzTpknl23/RbFuy/362eD549NoS3Sr2wT/8gG4VfI1pq4Hj1qBrTsdIMTrogP1swVylE63AuUoSE/NqjywwSNExDZW+Ia1Z/We6rjY95MBldoDWZHu1Tj1DpwmOXHWQTdfVpxx140glpxcOO3S5LVk83yZpGWi1ds/PmzdLwrZd699z7L3vOsvOfc87bP5MHYlUeVxp6nVReW6dkFWF5ZdDVizVRs0l2nCmZQE1bDKXSWmQIGXscBfKASsWSxivEr10VE5r1rNnz5Ey8z5773tOd/MzVq7XnHikTgTMk1Wl0Vq2rLX9l8y3v/roh+0knYXnBAWb1PbVbv9q1XvGNJn6Z0zVjv9DdBy0xpo1BRdZRIv0o0CsOU/R+vjh6kdLRQOuJeYYZ7/ac0DXwXJsrVJr4Ry7q62rtFcfd5AduEInCtTW9PETjl2tjXNn2Zm6unXm5LFSTqWAswFRdMMu16v1K5SDHllOli5aIOvQPPXPJX4pzYrlyzR+V+r8/TIdZTxIFy+Jprp0aoJOKxx2yCGqwxzfQ4Dwnj9XSyOy7DXJ+rJQ/fmPPvC7fi1yoxSNVx2+ymaKB3RqY0udxgiMi16Z7g9EtDOvSX4KQyFFFSj7ZTq8cvpBkqL0Yw2IQf2Zvs5CEuHbP4PHAvFFV9ETB8uzMPEXd5Esvj0QLoWLSb2Yap9ug2uRubuhutlnMGjhXItNvh4JdB3ukaatH2DRN3eks+ari63kJIo1y+IYULe0enbScv90vTa9YdaDkXL8hh93GCfJtFFnuqdoupJ2OHMblQa1GJMunTXdN2P8DgrouZCSz2wFJJhdwUD4RbVKMf8G/VAM6IMfzK9ODwwRh/m4Vtvv+8S4fWOOGFefhEA1tkK5PnFqyFWl797MvOi/jqY4TMO94uCseYuf2zaZpmFYPewPkBnSBZHCKReFqJONYiziq/Auce1a4dYppluvmRb4dWfv7boythGcErvSkgW/qiXGqgqSFu2uS1aPhCPQae5UoW2yHnDMZ4w2N8AAA4YSaUOglAsh0qSNbq26zQfGSu5wnGNAYIJ7h2ZiHEOjFp09alNnsqRMpx63yjzLuukYLbTqp1ZUOl0RHKi1fgBE2/dr6pqEo9pFIS1aBhnLuSvhjpBgHwYHHcnR7vVK9N6qO9AnaFMgizf0n37Nhmt8uowBdkB461y3zjfLBuA026y7BCaOTxcAsRzD2isDI7F/ag8VatSv+CEZrfN7CrTjamtX21arP0F7sKY8sPAZOFJVClOn2px7D3TlifqclpPUD6rUl9nkiY4GapjnMTGj53HUkb6lruECX13cHaZ70mMh0J5Dt4h0ZvWmfEV52S0aMFzEw5o3jvvfuWoYF20jKe3r9xj+WdoiL5vvONpJSo5LjpViBA3ofX3SIPqleLPmz76V9nZtNNUOR2LbdENTnTZ7UBz9qq9XP5qjIx78iEtyiuDKPfUZTmTI83zkxXVqkyF3sFMuY4uH+vNNGpS7qIs+PYyxwg2J8AVquU2z+QnNUhg0i2fPCTDIH0BirZEgHHChmZdZ9st0eAX1B/htsuzqhY6cZ8AE8U143ikM+VFwJXkqeksEug+eLHUxLUMmcwDLZphsu+3WgGf3a412yvg6okYoA128RQjxAym6S1yXjNSLe4g/+zowg5hiOdZWqV3ypOUqTS6rkdzQAOcuc7FeDWgUhA0btkmYi/PpvV9MgStB+eDHWtrlc41sHxdgsOO+r1Mb07SmLEbnVRNH6BJiCCzEDL9UxlIBO5UbxLyqhH9ry1Y/8+w1FDL88liNbsVIv3KF4BEzEjPv1togx9MQaLAQxEWXzL/17HiTQzkRPYWLGK9M/ZgMK8WAESlugtYaKJeUuExSWr1qlz9MW6bKTFCzFs3aL7u9t2pmm3bBa/OW1j4bdCd2OIQs39ST/QoIUGCAV4dgjNExvsT0a3UUiaNHbC6jNcClXxsTlUb7CHq0c5ALZ3CYSuu1I5tZaJsaq7lJNJfrlWBHeHUqLYLdYahc1lERhtCDc9pVUu6YDeqnNxROraV+SQDQPyrUP7ZJcaiSVKN+PTIXe4OKJigsnK2HtlWyuoA3dGhSu3ZrhshPyUIjZ92iabd+tINz9IyAHuXnl9LS7XSiPXZ+uT5f+xdV1J6s/fPDIChB7HPgu0qWhTYpcNxAiCKGkOMGwnbdHcBxLXVtGYPSzNQlLtNt9QFqjJm/RhcCsVCUyWiviqJcoDNTp41RXBkqKDsMG+49ULdSOyBIJcTUtQBLd0bZ4MdXJk3UuT65tS88Z9N1Nl1JfU2aG9vqJNy3tWrJQBcTsUTR6MqOFAcUTWHCLXcoFIwvTiGwbl2PlUTtX6NCaA+V5ke5NYzcyUKv8SHlkyOYdGD1DZYWKmQF40pcNxFAUyqCMiEa9SsdM30u2WEvC2OuXn2IfoHrUxsNqG/Uqp15x1Ux5qQM0rcYl94GuoGuSzN4lk60R9CXdqCFurbTDMUHJdDBJtAOK/7A8LBwgHXZlSnwSqMAXdtXKGEOOPo477m+7kKdOLlBgjwFwe4HuYrOrr4BrnMMBywGG4ywMFTgOgGNG/brpAAAIABJREFUArNB6lzPpZPYms7nuiOerBViArrQw1VsGAlbjHER72xH31wqjiupSArU36hkpClE6IVyqjF1M8MLVzK8nREpzi+kiHo6glmGFEbxyWXfGUBm6Lg8YfMl+DXfJMjSw5hxCE1cMLmYNQeejgFJPXmxdM+0M3+iXQp5Ev7xya+XJafZWxSehZDVgyi+JC4lIUFpRMDLgMRFH7S11zkx8BQrXJjRIQhIJ1DgkPAAjvoZ4QFDIdvhmAARo/9RNn6GdJiDCukEz12W1vsxAVEP8oVTGi4dUBS2AjdxsRlEzgcaL56NPMDTQ10Ik++4ij7EUCp+qfPZeBRdEgn9EaiBcYrO40fIEFAjCVqHOiCzVuwMCPXkC3/lJKRKNHMMPQ84M4tXiPIQ5Khl8KhPlEZ+VFZm6kW6g6mW1pQuWlnqkMJEw0EuoBAI8ChgUCIFo1wxzdesPpDJkhbysD4TjteIz4LpOvnSImnZL1Pg5U4Bn53Tn0v6dCnemuvIcpxCOfYrvT458jEkc0NEP7ilEEVkExsX5pwjZ8NYhUYZZjzPgGDEwUQAUFgoDEaueLZH4xAimp27UCcf4Z494hH2TF8oG2AJh0EVI72XA8CcczjxrQ9sh1n27WQbyUjvAkOJ3AGUQHyKF9tLr8kvfKgaEe4JS74V5tFODolx6OLsFJ8ZCWUoTQjEgOstIKbqdVc8NkVnmsLPp4UlPqx5qHDye5leTO6PI5TqrPiKqITqDAqcL+8XbvjuErq5/LlXkmTJUuhQiVM9i7kyfBG07gQgylJSrAmOR6ENsnSAVlInG2Xmwfo3f/R4OOKGDOSNsAy3KAvBSxqmrNFB9FakGfE8CV/e0re/FMvP4+HpFe+oiLai74A2aLqvuFDe8goKdgpAUC9Qy/uUV2gHT6SEkShDYxBOhbAsHd+yZrDVPTN0CxfQEy6ChyCvcHpE4bIvaDx6EUrjCozIA4UIoyt6cuDqXeoW83nB0T+PS3VhyDEzhmahL5Ol4PJ9U2nBpKgUFFLpRTYOV6AEKd+XeQ8Y8I74BpZA5WlCVFXED+WPNn4YH0PlK5Sf4Tbc967C39P5h8M7wne1/gHnpfJHo99LhdcOl5v1aedX9O3kCsOWcYe2m8kRLmRz5+OKkZs4Vxbq4xVLogaF8mgSnQ6kSR3wgRPJBDQYpABg4IsZPEeuMLK681kabyqIQQJXcDiKd4UAbR4X8YTrk8qTsKRMUhakKu8Ok5dwMCWZ1ykq52A+Q7mhgp0BZnh7fC5zyGJqiAv0ojjESpUsEdDA6+F5s9gozOvt2bM/iiggrHpHezhnJE6Pc8/MdxoOEZ5Plwev98Sw8YW5FDLlTk4VYGMY8N1XaNQxkgz2yVnIrfeoeZYKeBlREtmyDwZZbEzwpAlOARL5gKt2L/TjoAPpAROJ8Z0eEYEPHiSKh9egO63Cd/JSv6OsLCD6aDYTTwio8EL6LG8GJlVZkRDKccrRAPrKAI+QLAIQLO/PWfkyNRdgexnKH2U5nXKWq0J4lndIL5+IshDflI+gdhGtd+GlZIkkevHoLJ8CMfnTN1BBSIjYRkCTImpH/irBJiy1rQS791vyF/vUgCvrCF0lzJynd1pFSN6PEgjTOyaKIWf4AFCcwyVNvoPk3r2ciB/CZ+IBIYZjsLSB1xqYQ+T3fpPlJ97bNud7ntx3afyu5vd6C/5wftYm2+G1HR5Z/UrDh4Mb4aPhXwpvb3+PSv9h6r238RyuPO/KCUdGL6Myhg66FmO1SkdotFPGY7WW6BtcYa8VrFVxKYS3lTw5XbqlVVitQVZrzRpIrqXLZ6NalTY5BcOlSxUK8qzKLF+r0vIRzI5ZFiMvcZPi9zDxzGBGciF4SFPo1jAjwcNMiik/8CLNsNCyRN4/SShHWldk/KtYv+zTvZjg5suIMGrM0bPE6KJscMtDSI1FSMpXbDCoV8AH+gzBeHzdc4hw6N2v8ESfAmXAiJIKflgIkkKm4JxzOZnhCs7egQb56mKDvjO6Q3/B8T4BbnIV3r6EDm4BBENyKV2hvqQUbHbl5ukVtI1cLiv1MThN4JFKA6ZWitUPmJmmDV6UqxV10YfdC+rHAuzpZBlyRcdNvYKrLjQYdipZqHn93IBC+VkvA2d6ngstlDlXZlPdiEnjICqd1vATRP5GOqDj2OKJQBnCeQEpnFzJsoKfoEBpdxrg4ON9weucgsHAcUVxieKIUkZozEqIfzLdVmCfFA/eKMvppA8wq9Lympvs9Y5La/Wp1qQrLE2k6JLWT/hmUckDMTlwI7+f8XMaevCof7AXhOPNl7xAfDgXHWi4+GIHHTrFS51/aKz2Xuho9d97mAxd0mjtN3Sul0eoOrCPRWEDR4V/0b+DS4Bk9PYe3YtRL3mcLO+MSTo9g5gJQWb5Jv1Avw48iWtxb3J7B5t+tMlMG6Mk4wuTEonrNNAzX55/A44Co1DCS91IcaRNiOWrMBhCwYwp5J2xKZr16ViTLh3LpZBGKt8ZluBlvK1QcCmMQkT2UlomwVEOfh5efjzQeJE378d7Bn6QN1JcJBwJ38Ar0uZxi7AiXRPu+W/y57/Jn/8uhR8wR/OHwmOoPEPVv7R80oDHzvpRXikuwAcWD+/hSBcP5ZXmi3T4QZfw83HxDnzGFv5ILl9fyoxvYNOH8UvxjXAUgFBYyIcgx5dRzvHHghf5A5c8fMoj3hUJveRxJj2O9KUuaENeXPjpq/gXeEPlL6YY/o0yYGXDwR4+5+6LAf+R3Gi47en8I+FG3Gj4jZb/pY4fjX4vNX4jlQ/u+THHN0/peKCPE8ZYRQry892citqmTdPj9dskaSTLk6vo0U8a8ZON7IJmB3glu1DVys+9sNXWb96q3cT87KFmEtL0XYvXjCrNz6RNSHt3kzMbY3ymRrHZUM5mbGmGqPBCPMUqTTYjZZdsiiNcr95CAUclCXGca/P+lvsDDJJGmXorTVcoP5ctkY2yNP8FdS8zJdg+fy5SSQozC70joNF68GF4zFKxHKTZaoJHZFpfB7eYSeGn+JhBZ6m389igOKLDJjOCK1VgS1NzdneQdSWbcQdI2nhoR4Ux7Wb08f0TASvrA2Rkc6Q3UkofsIJG6ZBFsb1TW8a3UAuNSA1T2jaelnUi+p+uFlZhGiG6Wg2/UlulNRt3+vodweyKFw5VuvgIv58t5tJ3KUp1SIcl6QxSaVUvysIMPcDMVX2eajJLrhI+SUimWbr+kkhAos6pb0f9HBcfppRDYfHoVQ7YzK6Tkx/0TB1bOQMuZeASfHySVmdLB963uDYug08/rOJ6ZDWf59S310lpOGraK5+6NMiCweYc3yGvzpI21qEuUz+NPyxQ4gBgAXTw7Yt0XvUoM1Ik36uhP762Lz8pFaQtpmMM8AMxTj7hN5TzOEU4vEgAvRhn+k5wiQcOOA/2OWMyVHiki/EZ36X+S52/FJ+9/T1a/fc2PqXljdZ+pelfTt8+osQfWSqDj7gV1fsvHT2NE+754LhrV9s2XWAmuaFjzFMmjNXdKJM8RalCqzNjOq2rUc9Z4F4NiEoxsBYdMv3xpZfZtdfdqOMpOhKmsF4xPwY9Ax4hgKk3Dc9sQPvaZAxY4eOMRoPOJYrCC/GBrBAWDNhF3pUOfI6Y5V0IQsI8Lce2hIl4krtgANlnsXwCCowzixXx+HUtRWQBeAEpBbExMDnqlsrM4zAg5ui1Fiw6Swj0tBmJIhH4CAjWOPMCPVOLJGzIM5wrCLThEmwXnvCM4FAYijXMx4v55cw1kSfvby/Qc/lVHzaEJYcwZ5e1BGzUx+OQKBzwIh0MN6BndcamTTrylPpKGu1ZFGwIwAyG8lSoT7qeW6UzkcDo41e+hAsCXtfsunPBzfFD4VKlH/2mHN0XbwO6ZCUrAJN9bOQcUF+lDJ/Nqv/SUqldlV3oYmbmKB3ODdKOj8r2egdyqX7pqJjSe2ry6CkQIQkgohIaWTwBTjtekst6S66MBBG8Uv+ib0HrhBfdFoFeIa0k1TGl61VEn7RYBDptUs+JFqXr1zhjfLMEQBOlWojqEug6EJmhTD9GoJMzKdrsok+0AB/KTn7KT/9gfGXtXtK+Xmf1mVT3IoWUYVhXTAUOiW60VVqSQHFgvO09nyqNVB57kkaK39P5R6PHaPiNlv+ljh+Nfi81fiOVj/Sr1QZ0FGfGQIzxNC7U01U57mGp19nNPh0t5XdCqnQq5/jjjrL3v/t0uJyPNvxwGpVKrLPYnB7j6s0GneHmV482bdpg999/v40ZN0nF6i5uPczUfROahntau5VA8BkUQ0tPgVHpczSB7lireGdIMJ1AqfASAdv5MYCVWf8588ysChbCViv54AF8+SHQHD+HBK7JcYMdykkiZBZID8m5lB8GkQuMV6VFFfKmcGYuBirmSCMi3HEhkJMwF35ipKRPszJtR9IeAE+Z4Rt476jvciVXXy90iD/FpsnXj06T8Bwiiwc5/sPCh2GLMNDMN0fRtRAKMFgYGYwcQQnxUr1pJXcZfRCXI7pMoXPtNUuY4MO4KUfloTDomlrasbKvWd/MC/n9bt2DoKIRPpX6ARxnrJXb5Ctln2bsCHofFsKTdnRrgvpSpqTRJKmPJBrRpi7MKUlwqVWv6qbekWGmDFm90lATSO+XGQmgk7vwwV9xCgNWopMn0J9imhSSBFhiEPQxUqRywRPcqV/kI6bQFwEgvOiDfcrYpz7IgyCuwQLkcbQb4yHNFBwUOCCw5cc37RDpAFsthSxqz3e4wr6SqD+wSlzKCV6K8D8pQWpXaE/rRDvnMoOM0hOP0kWtHcQQPsc2R4qvyjaNDpdfA3jE/MPl213hlaLfSPjvKn57Gv7uosP/RTjcGFojgY5SHKMIflN0Gqe6C8N/78PPv+rOh852W7hggf8YGNefZFtqC1k8qEE3lnVJE6+vTZeodOlilXn7zrKVK/az2oYmDUUEeTbgXQhC3lQwAzcNdgUVXvSeG6BeWj6OgEJ8GtCl0Z5nmD9kLaYXo+AjAkv9YWAQ7Cj4nxESEVUsbJiEMKtiQxSPig1O7scPCkHFPA6+FO8X+12Av4MvO1r/wGdIsFldMlgpaRIgXrdR6Tck0GEDHb64eaDkvit1aio2SXr/0CCR8KLolF59mHDTr8Lh+/0HxTYLQZjaWnmVJjmEXHIRlK9OMZ3SDPrIMo3i5WEN1c9CIQRMwruk3pnA9GIGAUsFl/ZFaBL1QRErZkm0cIU4ZU0gi6lzocLFRSj0TDQeFPliPnK083pGu+X8AliQVqLIMlz6crjaJ0e/Mj1eXvSgPzN+UM7DoaQmB0+Vwqxh2dKin9bWRVps8q2Qgjp/0Sz/xVJM8c55fVItWOIFFS3tbQMNfg1nigzYugBNN5XpFjNdG0kmwmMApaIoDhNA8st/yxQoU6BMgTIFyhQoU+BFUAA5WhDmxfzclspNqw36iUN+yXKz9rVN1E8wcrWz5LnvemcvDM4FOpviuAaTGWa3TO49uoiDKzg5Z04yhHcI8JDd8a0on5cOgQdRZVemQJkCu0iBGHPDgSmPveEoUw4vU+CVTwFkLXdjcQszY50txmFXbNdvaEzSb0AjvcPpTgzdOC5zOw7BHrZ8fsGMu69rdUdzCPA8c4l3CikzFSdf+U+ZArudApnyPSzcvMV92ETliDIFyhR4RVIA2cpR8h79jgj7ler4oZTMIdgR5nn5q18h7dD+NtneueLVnaz6stMXv4triGyGKXXbh5SmKH+XKVCmQJkCZQqUKVCmwM5RIKbSbJpjCs3OFR2w1UY6BDw/zpVO0RSlMLZ1l/xekKYD/fyilHbUVeg8erUM+APKHI7ZQHGTBUAoMPkvp/N9I507LeMZm9XK/iuin2iXjO/K1070IX02rPrmtnJ7lunAJsdyP3jl9IPB8jThzV61tFmVo859EtxVtRwuRPgyF9fOeN09Uq2L4MQZ9J03uCtJX69+txTJr93rxVm50hVcGNcLAemlvGUy3xq0Qvm7qO2V6VHuD+XxUB4PZT4wEh/Ii1QpYpw6cef9Rm9Jfqdwn6Brcs0xU6zpblGXzz0OmeXcN8X19fUMpB9aIa3OvWl2zm8WE8a3/+LaUDJ9qLA8guX3MgXKFNh1CpQX0XedhmUIZQq87CmQLN2OZk4R1DWuKYgfHREv8OVwbVrH9XXrDLtueB0k0HvzB12VCLClDkWhuNe9NLb8vdcpkGfyO7MrSvlQ2HAobG6RycMaoiIl3WOIFLsWFBevDAtllPoVf+99WAi7FBFWqyjH8R0Fp10qcGczR/u9nHDK1yHwy4fl3kfrX0H/XJbBr6PAT2ZKZSlJly+30KZKQ3jhe3BJe/Yr8KMdMzyYUFVlzHu4wqNfDhc/Kv2Gy5iFjwZ/lOyJliMl2l39FvplsMD5JWnDkeo5Wlx+hp5byt4+W34mjWRGYheldkVPvmcrKgnv7cEUs6Q40gG67O99OrBFgqtl089lcjXB8O2ge38kuAfHk581GfIRP9KaU5VfJDQ4/0jl7e7+AJLUM+pb6kc9dne5AQ/6cPNDaTmE9+na4ZoqTF4vHX0CT5DQ/YOFNVTdJVdAaiT6ldJzd3+X0i3w3VF/V9t/qPwwrR0tf2+kYzz6tXdD9LOh8M+352j03dX8e7r+o+E3Wn+EbrIrq7frTsGsy/sWMs1buGRyNPrs6frtGnyNZ9Ug3fQeflHeiO3IDZbM2UWkaf4N74I5DfUQl39IE+nLfqLZ3qNDEsY094tpB4nHQj4GASNhOJ+r1pnT7yl/NPzhvOA7nL+n8Aq44JenV+ALvSozYb732n34fgZ90pWsSgNy/k3bjky/PR0f9BrODzoP54+G33BwI3yo/DvSXuDToz8BZ8/6aTz2oaQz1rzPJX8o/PPjYTi6Rfho+UvLK/0OOC/WL4VX+j0afjsUj+TO+jvwoU+FNo4NNW5Ly395fyPEi+M6je+4epm4wcJcSfVzFCUzdAJxoo8Dy/seUf7zklOARg5H++ys25n8DOQ96UazuI1Wv72Jnyx5brn1PSmjIbYniTYE7NJmermgV4pXKephaS4Nj+9RfkzQeVSkHcrP04G+EuXR76Lv0a44vvPlkT7/nVLtmb+BW+AVeI5W/mj9f7T8u9o+o1EjaDxcunz7DJdmR8JL67G74O5I2S9VGp+LlRReUbqGHvEkpp/n/YjDz8bAEDpCPlX5fU9QIAY7sEcbMFH+cHny4ZE27+8o/Hye3fn+UuMHsw8agEvov6zR+UbT3VnZFwGrry+xMvAJPAETdNtVHAPOcKjlyxwuzUsZHvjn2w58fI1VftAnKWua071E7Rr9LE9PcM5/v5R0fCWUHW0NrtDtt4F+pYqLX/rKSbbSh4SE5X19+jc+gp4nXAAu+4kie5QOrClTTPi8pmKH9ZO5RUaaLOGg9AFnOH8H4A+Ct7vTD4dXhO/u8krhqRzoBvPn/GeVnwGVSVZ3NuzRepfiMcR34FMl3GBi3r5BF86zKg/uxfrAC7hD+S8W7t7KN6ApbFqDFG3E0PL0oj0DD+gX7drvG0t2jW4BdzSfcQmGQed8euid/96Vdvy/Cqev11fMnU75/un1jXGwC/1/79DtxY3TwC311Ky/DvT3JBW/EKqejStN7bvwFE7q0jjm67FLr+yLPnuWHv6rO6Kzb2ZD7RqlPNLHphtuFuK7r0dX+/brp039V8vUoQJeiT9a/HD5dlc4m11G2rS3p/GjfDa/UU6VLlSur9XPrvLzSKJTn+hXValfTxiF/nsjvr9X10PqZ5AH1NRBL/Dc1XYYjb6jtU8en8BrZ/wq/Ub7SOl3BH7a1KhxktGDTVTkwwd+tS7uqNbPRns7qZ1pb8KjnfdG+5Xyzx0dn6PVf3fQbyT672r/Gg2/0eBDp8pqWacYj2q3ao3HGv2uaCXt9zIYl6Xtut03srZgC/eP9Ef1GR5/JRlSDivL9gI9gGbqa2lGCsIVhHoY31Nw+e9eoECpbWmkIvNplQ6TcXd3t3XqJ3LxORozkgvT5EhpdiVuNPhxzG64MuIOheHidzUc+EErfrSoqanJn9paBEBhEOxqMS86f7+OIfKbC+DY1dU16Fhi3CXxooErYywxDAdjtPYbLX40+MOVG+Gjwc+noyz6O/Ti4b1RvybJM2bMGM3gpTwqzI+L6f2laF/K51pPxiY+zyvZjdY+u9z+Gp/AoO9DM8bo2OZmH6O8D31sLzfhGnZReWeoPhQPzeTkDoEh/86kV/Lt5HAqSD/Oki3ClRbsGgIZ9bz0fKsUu/L3TlCAjs5lQTzr1q2zuro6Z1oNDboLeBShxGDhQTjUcBWw3mEy+AwYGKMPHMEhHGYYQjYuKcqXEe/hA2ckB0zKBWYwYvIiUCkXQVZfX+/1yAte8uBGgz9S2cRFHaDdhg0b7JlnnvGy582bZ2PHjvXslAtNwYvyom7Q3QX/aIWMEB/0BC5P0DbCt27d6rkJhx7RFkGroMNwRYTwCtyjn4B7e3u7CzvSEE8ZvEebU2cY6c640vYIWg0HY7T4UnjDwRku/Mknn0y/Ny1FbenSpV6fqBf+3nAdHR3GWKSvQ3e+abdoz5FwoE2gAe2CH/QIutF/gUO7koZv0pCP56V2gedweER9hovv1Q+LUb+o+5YtW+y5Z56Vgtbg7cnV5Qj1rrZ2p0G12nSgT0tl3OBWI6UN4eZnU5OQIzjvBmSxCUecrPiyGCnEw3VPABe+uJCMVOEX80VI3tcPqPhnsf67py0k0NW6Zfd/lgLBjPERPNu2bRvEpGEiIzkYC2lgBNH5gIWDScCAQogQBpMI5kE+4oZyAWu07hfMFSECXOCDS9Qr8gOP+BjclE2eXRWolN/W1uYMo1maPzR84oknvEqLFy+2cePGFYQ+uIAXeODAM9494EX8AWYprfimHGiPQA+a59ORL2izI8WCa7QxNATvqA905J2+wMM7YaQfrn2jzMCJ753BJ/LvaR86btq0yVpbW70tUdSoE/2Huu5pR/k8lEl7IpDoc9CX8gkbydH20DX/BM1LfcrJpwPuaO03Utm7Iw78R3LgPJxDJpK/V2mi71ZpbMDjtm7e5GHL9l9ijbK+DPBj4nIV1Rqb6rcaVGSWXwq9NKCIXwhKUVuZdNRXioAWaPSew5EjdINcKbwUWRTopekHZd7pj6G57U6DKWd4uVIghBo+s3PMizFImAmMxmQZKMG8SwUHcJhZACOfJmgBQyEcN1o5kafUBwazQMriPc/A+A6BDwOOMsKHIRK+Kw5hjiCHscL0od/EiRPt2WeftQceeMCOOOKIgtCOcqO80ZhVpBvJp460AQKW97ygQRDly4i2ClqRh7CRHDDBGz+UD9qMJ/LjUw5wUWhIz8N3aZ1LywJuuNK0fOfjI13eL82Tj+N9tPyl6Uu/se5gacEa8dBDD9nMmTP3qpCjfgjVoC39jTFFu1G30fpvfjzk65anC2XwkJYn2pk0oykMeZh74j2P51DwR2p/nzGrDgh0EdCz14h2kyZNss72Nrv//vttyuSJNldKWkW1+q/6NHuIRAylVXp4E7shBzkpSLlvfrI0m0wXQr1Hk0hr9P36mXFOhquxUrzP9onLvsMv5E4vo9W7JPkOf5YF+g6T6pWdEOHNbA7mFUwCpjGahg5jp/Mx04UZ8B4MAorA4PNhIQwiDQwTFwMz/AgD5kgO+DCgmGkDHxjBmGDElM839SI9jjzUbTT4I5VNHDApmzLWr1/v3wh06Pnwww/7bIBZerigBT7P7nB5mtFmKCr4GzdutGnTpnkRCASevAs65cNK36FPCI9g9HlYxPMAK2gfdC0trxR26XfQJsJ3hEb5uke+vL+rNA4lDSHAcsratWtt7ty5+SL2yjv1REGjLWJ8Imx3pP+W0jFPE96BiaO9aMP4BnaMq71SySEKGa0PjVb/bk6aaKzXic9AL8Y/PG78+PGueNOmtO2Yhnqna7UEcBoXyPOktLpiIAE9WHCrz4t2RVqK72k4h8ndaa48iH/+CWiWFkkvWmffyuXfg2ELjofu/j9lgb77afqyghhmw5aWFh/IfGOSokMyWGJwj4Q06SItg4BB6B1aMHgHJowBgQC8YPykycMP5hw+Zebfh8IB+AgQ0jFTx6c8whGq4MUsPcomnnfiST+awjJUmfkwGAOCk/rBKGAYMA5m6igrxBEe9Ig6Bw7gtyccONCOU6ZM8bpSXxzlgQN0oB14H8kRT7pIG/gSDkwe6hzx1DlovSP0jfLBJ+/iO+Lzcfn30eKj3vk8O/OO8ARGWF6e1Jr6vvvuW1CaqOuedEFvfPZoTJ482ft1WJ52pPyRaEQctAY+YyHaFLj0aRSal7PL84+h8OzT6Y4q+haHTVTXzvYOa9f5xFrxiJkzZthD9//aWue1WK1M7fRhbTn0dEELPwEkwLJ/pWVxvTs9tYfMhbBgJpcJeD6gqTweZvBB/9Snt/8mS0obsAjZM64s0PcMXV82UKOzwfyjE8PEGOAM6NEGDPnpqCGoYQgwA2ABgzgGCjNl4khHWAj54eCnzp8NnhGoRVnAiAecA2/qAR4IlmDMlAszBD4POO2qg3YIdna4U0/qS7nQZvPmzS4AeA9aR912tdzID51xwKVcHMoMeBAGbahn4IAfdQ+cPNMQf4ADTGgW+SkPeAEferMLnHjoDA1w5BuNvoFLvug8fUbDb7T4PKx8GTv6joJCnYADDdasWeP9mvy7CntHcKB+MUYQrlhcwAeaR5vuKJxIF3jjx7ihHGDigM83YyXSRt697e9q+8IfoBM8IOqoXxA1BH1dXY3vf+nqTstELnwluKPO3EtQKRolJ8UAc7wcM3Om4ohfXqUOEZrueNCb3/XgYaPzligLQLyPVl+B3yVXFui7RL6Xf+ZgCsyyYFgw8OhYwUhGqgX5C51SCWEKMPIQ4sxscHRUmGMweeJL8+Y7c/7dAYzwJxgQZYMzQpSBzFojYdQtFAjKZR2SeAQw9d3mtru6AAAgAElEQVQVB5OlHOoFXOpEmbwzSwZ+1CXoSprd5YAVihPwwQOfOlMu8fjUF0fcjrRr4Eda2o0yok70E+qII5yyov8AHxpTHjSHkY7kSL8rblfzj1Y29aN/QUdoEW1HuUHT0WDsajztF/0UHMCJvhX9aiT44Em6vM97PBMmTHAFDLi0K/2HNgslmO+X0oHnrjraCSGOq6tJSmYI+KADpvJqSXBEc2+vaKsZuI6vI71deJNXVEy0zHzCBrQmzoZ2aKz/7twHb7VTKf7DtRnphotLUHfP35e2NXdPHcpQRqAAzBfGG4wCxsEAoHMRN1oniw6LD6PBwdxZ78Pc/Oijj7rAY2Yxe/Zs3ymMEHzuuefchMimsXD5suI94EeaUh8GywMzAm829rEuxoxx3rx59qtf/crjZsi8hvmZNdAHH3zQ60bYfvvtVwpyp77Bk7Jh+tCLd2hJHaEruEEX/KgL77io404VWJI4YOLHO/DBJ4QRPg/x4EY8ZRM2Gg6JGfZ5ez6ZHeHC7MvmMDYDUs4jjzxiL7zwgs8eFy1a5EsMYfJ/MQIh6rEjNMqnLSGNf45Wv6Hy5MPoy9CJekC7UBoRCKGs5tPviXfKBw9woI9RLvTlO/rScOVCn1IakIdwniuvvNJh01enT5/uD/Bpd+JHgz9cubsrHJqP5MBzJNcjeqFw9+jGOPoqp8ioE0KbOlcqQEez/eHd18D13S8p7TSQEV6hqQgi+Uqeh0EjNr2x9Q0HrQmr8EtrCEnhEYefdyltBj8fsYfeX/ECnQEA0ej80bGjQ0dniE7LwPltc1FnaAOToPPzDt2IC9oMR5eIZxYHk4PhIcx/+tOf+vEtwoH5/PPPu4B95zvf6YLg1ltvdYG+ZMkSmzp1qs/+aCPyczQHgYxDQFIGAzu0amASxrdf+CE82QPAWjV4f/vb37ajjjrK5s+fb3fffbe3/fHHH+/lXHHFFb77HOVi1qxZXlcGOo4yMJ3joxighMTMyBMM84f04AODiP4Wgj36HH0wmCRxuIgbBuwOBedhxDs+ZYEXDtx4wkWbgxPPSI4+Qb1olxtuuMEef/xxb79zzjnHaYUJ+qqrrvJd/fvss4/NnTvXGWf0BfIys0dIQEvg0B9Q9mhHHCb6oDvtyCZC8sUu/VjKID34Aod4+gv1RNhRZ+Joy+g7vPMQR7ngAHxwi/0OQYvhaBA0ol2BQVm4aMPh8u2ucNqQOlLXqB9hvJe261BlUnfS0Y7gj4PWd9xxh7cb1izqBs2g96mnnmpHHnmk9x3qSNnQG3qBw9NPP+2KMXSDFsCmPRmzjGMUWXAL6xewSRPtHktS5OE92hB49BPKwSc9eSmDfgX/II6TBijpxx57rO2///6jrvEjKntUd24srKmSQiuY3h/0S4g9XeniLMpJ4wU+kPoKOCO5wcsFOIRDsPMhmmqS7o7LhnCZ/Yu5u8P3wB34E/2PX3/bG+4VL9DpMDgGAQ2J88aST8cjLIjKd4RFWs/wW/In6l/qj1T9oBPryORj1sbgYwPPsmXL7KSTTnJ6X3fddc4MmLEffvjh/gCX9mHQ8sBwGczAgpkw6GEgOBgEs0KYzlNPPeXMg7I4801aZhe0MYyFGSRMC0b0xje+0WfsnAln5k5eZuqnn366MzEYGrtcw3SO5QDmhimSXf8Ijh1xpTTj++XgdhUP6g/D48HBaBk/zMhhqNCTNoVeCGJoHmfvoS3ftCNtSz7agLah7YL5w0wRtPgwbRg9tEeAE4YwonzyA4+HkwT0FYQz7U9a8pKPvkeauXPnFpRAYAKH/kp6/Gizkdop6LcjaUeCs7vjAp/Abzj41BMaMs6gH3SkvW6++WZXqo455hg79NBDvR0vv/xyu+WWW4yxgvWK9iEfbQOtoVuc2KBtgQfNaQPoDe0J42Ec0VcYt5Qfew/mzJnj6Rmn5GWsk5cxSB8inHyMZcqk79DH5qotSYsiQvtSPmmBPbJL7UyaRDPJAF3x6++aVxccM2r/VrxohuAuCvJCqlf8yyteoEcL0IB0boR3CPCIy/up0ffe+li+7JfyPeqNH4MSfPgeyUFLBl8wDARzDG6ELSZuNOzVq1fb8uXL/Z2BClMhLbNk3tG6GZy0EYyBPMTde++9PstCCJ999tkO+7LLLnMGDnOhDOCcdtpptmrVKmcGfMOEYEBYCqgP+ZlhomwgpDgjDlOAWbzpTW+yBQsWOOwLLrjAlYPXvva1XgZ5R3N5mpF+R4XFaHB3Jj7KjDz59oywF+PTJgjCUIhhwrQ5dCMMeiIAEKgxK0cQ/PCHP3QrB3hAb5ZWEB6PPfaYXXLJJS6Q6TPM+FGgoPfKlSvtzjvvtOuvv94VN/oJfeDAAw+0ww47zIURFhbOD8+bN8/LpJ0XLlzoaWD0V199tSuBCAXCjz76aG976sADntCK92irkejy/9l7z2e9jvPAs28OuAAuciAymJMYREqkTImUaEmz8ni8mnJNlb+5tjbNlrc8/8F+9vetHXs21Fatxx6PZ1Qjy2lkWZZNJUoUSQXmgEhk3JzT/n5Pv33fc1/cBNwLEFdCA+895/Tp0/HJ/XR3GdvG/jSPWx1KHax3tV7L1UNcsC8Mjpt97djJYN357oknnog+FlcUkhTUHHP7XivKt771rWCgCgL255e+9KXoQ/FHbVnhWXw1P/HxC1/4QuQrPju2WrkUyoUNrXGWo/AtHPzpn/5p1EXNXuH/+eefj7ylGY7jCaZ4bKtj/eUvfznyUSB0eahWIduiFW65MDub6VfBj1guhh5dtvANhZskcfyCSWvDmpm5uK/3ei4hhjy7ts+nK2XPNW0M6+7GqGXp1UWuEh2BQiBdjJEXxPZTB910/kQYv/1lD4UwFQJhX13vTwYuckm41YQk8BJgia0M8o/+6I+CmVqG2pnILSMW4b2XAXzwwQfBUDWFS+gl7C+//HIQeYnwd7/73SAC1s20EgnvNQ/6/Te+8Y3IU4neciRktk2p3vcGCYeM26vEy+VHEgfN8ppmrY/EzvKKZno9fVFgzW+sg7+bHcr4LVXO9dR/sbSlTeZve2Toam8Sfom4Y6G2LQNw7O13+9E+lxG/+OKL0bcyBr+xvu+++24wCbUyx0Oh4Gc/+1nkp2YnnsqIv/rVrwbTkIgLJxJ5p2r8RiKvQObYWZZj9p3vfCdgwG8tV6byk5/8JGBApma+li/OW88ihC7W7sXiyniu1OdLjcV6xBe4Wqx+i8WVNjuO9qGM2ekk+1yLl3jgONomx1ZtXU3ZsRKn7HuZvtYYmfif/MmfBJ6KZ/qiiMcydZm9ad17QXrgxkqOs8ze78Unx04hwXeOle9+93d/N+l34bNjaR0V2IUHlQDro+Dwox/9KAQzcdexlpGr/S/W5sY4+6wxrjyHVl6088LdQ1NfRpBvkOU2CjMX/ja8hi6gVhl5Md2VeAGtIKgDX+69Ougy91/2UNps+4sQU67GrRRMK0MUGQ0iuIxW85oILqJLWJW4TSPyK837jchfzHJHjhxJX/nKV4Lpy2hlHBJmEVhiIAGX4TsmMgPfacqVaat9S5gkRtbZeOtl3jIdiffjjz+eXnvttSBcEigJ+yOPPBLvZUjW1bpLRIQZif5qx19YsTx/9qd1WE3frdS3N/K+lOvVeq0l2B77wP4wL/tRQcg+dUwtQ4KslUXccqx8luA7XjJbGYVEXAJu36ilSZBfeOGF+E4mblrH7Hm0tAIbmlTV8IQfGYHpHN8CI+bjO+tnOTrnKVxYtnH+FC7URB1X22J9S7/YJmFwuVDSl2+WS3sz3lVxs9ShwJrlGbdc8PsCl9XvjXcsjbPvtYiJm+KEwo8MXS3avlYrdywU2LSYmd6+83uFqy9+8YuBxzJe8Va8MV/HSjqg5czxUaizv9XAHRe/Na3ppAOWp4DhmD766KMxXWe89ELY0Frj+HqvwiCcrATfAf54rDfDrNXKsxKe7xf7tvD00quhkBcVXfUdTZxZ8ujy4t1eDkKZT1Z7v9y4fFzvNjxDF/BKKMAvIFbjy3sH2DS+N0gQftlDlWDYfn/GlWvps6X6wfcSVhmixMB7kV6kFJlljhIDNexvf/vbQcAl5oUIF8IgwvuTqPiTCInAEgjLML318ud7CYOILUEQyWUmpis/05lGK4FCm+XIbEzns+2T8GuK14R7AmHDn4KCQoDMR4JhWasJ1rf0W+lH63Kzg2UuFkrZ1mUtwe/tL4P39ocmU/tTjUphSsHNPrSvTSPzdi5Wwm0fSpSFCxmF4yWcmI95aNnxvWMhw1DrU7N27I03P2HLbwsDMp3p/dZ2Oqaa24UzmYN1MW8ZgcKEac3Hn8F3jpf5ryYUmPJ77+3z0r+r+X690lTrUdqyUt6ms71+W+iaVjI1XZm24yEOOD4KTT/96U9D8BUXxatiUbO/vBfn7DfHQPwSV8xDPC3jZH9bnu/FWwWxMsaOlT/rZR6azhXSpQmOecnXOukv47MCmXVzfA1+b32ES++XC7MzMGCc4TzDvvQZIk7N5F6+reKI9/CM0NoXp/9x7kop1EPKCHVmXl7cntc6N7w967dirRoRrzBzCYoAovmpEO0C+GXgff5VCYVYeLX95VeNX+ze/pHAFYZmn6kpy8A1kWraMy+Jg0SjEGXjJBA++61EQOnceAm+iCoRkJB779Ug0ZBIWBfN4yK1ZUiATOO7wrgdV+MsxzIkOoUYWIZlumxNJvAPOO2Zh5q7z7ZJgrRYmxvjSl9VryVNVPoW/FmMsZc6rPVquwrhdEzsT8fK/rSv7G/70zGWyTpVovPSb/7mb6bf+Z3fCUuLRN+xcxxM4897fwoFPjuWmnXNV0FQzc8x0FJTGIk463vzU6PzW8fResgETOc87mc+85n4TuHD96V/Spn2iXVeqW8ax7QMZcmvPN+q60r1bXwvPhhKO+wvx8sxVCDTKuXYat342te+FjirBl4sGlpeHHPzVQO3z8Qp34vPxtsX3pun72TC5ikt8F7tX8HKsq2HOO9V68vv//7vxxSdgrSWH2HId2rw5qlA+Id/+IdhknccFSAMCtyFljS2ufpMBefny6Ou1pd59ZImMmv8E8y8FgmnnkUrr/9KPEJSbX49M3N5Bekafo1Zf9zPG0RDr0lVMfexkAnnNYY5romBQVADQDX7XErnL55nyz+0tQMJoNsdgFmY+sfd8beq/EbCVAV071cKBWlFLu9FaE2uIr+EXW3NfERm36s1SVAkGhJXkVdJXALtt1XNTWIuofdb7w0SChHdb/TKtVwFCKV4fxIgNcXCsC2zmGUl+AbzkjioOUjwNf0pgDinKJGRCFUJf3y0wp/Sb6vpsxWyWtfX61Ef+6IQ6DImEmCJrnPZMmLHVCKrJiWxNzhNYj87zeE4yWwdN/OS0ShAmZ/xjrHfF41P2DEID2rfCgNafEzvPK5anYxdBqAlQLOuUyo6zRVYFBY061uOMGM7hDNhzvJNt5r++TjHtoqfpa7XUx/7q6R3jLx3zOyrl156KdahFxy2b1wOpnBkv6ox/+LNN1L/4ED0l/3sqhXfiXNTU9nK4jy0TH9kJPurTLLzmn1rcDxNO806cOMGB4cR1p7AQfbRsOSNjWltm8BacDEsPU888ckQxr7+9W+E/424rOCucGgZjpttKo6xwsHSQQaL5QyOi8xB27GsBI8oU2LFurWQZ4QJPUhfQ3yloMzEKxFL3BZtXqc77+O6RNpbEd3yvxEsqABTKbQKaCXuZlw5zjaCXS9/0WtxTq4c6/Ywt7EDEDQ7wvQMmt2MxMIIEpPOuRMRubnJbQxTunhhKL351gdo5swDtXYAnGobO1Ifkn9PT3cwHfA9gCBOymGzgcWDGxV4jnitrJidoYBrrkt9v3iutzrWcRRBRFaZoH0wOenpZc43Zu07TFAxL2RbFv6mp51jVeK2n9Wu3W61Dca4F7PentQ/MMjmDa3p4KHD6bOfex5CfCgNDKpVsYMcAtY9994X37XwTfemnnTo8BEQF0/58Ym0d9/+tGPnLiwpAzD7jnSAb3t7t6V/eum7aQ8C2FNPP5UuXOSwDAjUM88+k7ZsZQ0rzLi9A618Wy9p9qTLEH0FDDXKomnI2CVaSv8yI9sv09ELV0ccGboMQGZi/xSCuNjV7+03r6aXeaiNGCREMj6FBN/LSCSeBvNaDxyq5hNwTv6WIXOUSSoQWT/rZijMrsqk48USf2yP/SRhtf+OHDkyr6H7/OSTT4YgZh9K6DWd2l7rZR1kCgpKMhOFJ6+WbT7Wze+sr/2kJmcaGb6auKZ8v/cbtT+FQQm69bEcx1WnLMfNMbVc89HqZhlaW5xr9RvrU/q+9LtxK/3sO9NnZjQY9dLZz7gi5CzRdTccbZ1KKPWzfIVk22577HthynaWNOW76rNtFu6MK4KM3wij9pvjan72n8tJ7TOFMNPffe89nFSGAAyON0PnFJoe/cTD4FdbGujvS61tzWk7eHTkyKE0isA1OTGWtWxoSCf4Qxfhvf5o4PPE+FTavmM76XeGwHfgrkNR/0sXr6StvVvT4489mY4cPcLhZm0BR7t37YUm9zH2HTUB4CHaviVohe0QnxUEd+7cTVdR0KK/LLy3tcdG7mkSWJuRP3DOOSw+TSDAnDl9JlbfdHdtAkdYBdHhKgjhpZYnjVAM8K+z53VGLv5abMZn7/0182y0D8KIrMqvpaHzV98xLpFGPuaHYbo3XfmZia9y/vlp7X/nz0MvwFKytLK3IsjQLaoUB98gMM87307m9WBAIt7mns21KnFgPXFu5cfIBJD0942k994/nS5fGUzdPVvT3j37YQDuvT0EgDal999lCcaubWkvTGjHzt48KOQ2Np7NvgK9iFCQwvFYXVh1wtVldyOp7LMlhkui5Fhq6hS5t27NfWh7DZOTzjMt3Qa/NW0hGBIeNW0JtVpVJ8ShEEUJhe99V8r1XWE6lue936ktqOn53rQyJIm1Gt4f/MEfpIcefiD99m//dhA2v5NwFeLlGHlvPaYRMCR+agrWVSZjGb5Tc5BxOOeqR65Lp9Rc1DILU26Ee8uqButme8zTtllfCa1t0CSsx78OPr4r9Sp5rjcOCZ9l3BQmZAAySYWTUjf71XTWsYxTtT2N946ZbfRnKHUubTAvx8U+VoCw30yjIFDGQ0arlm2Z5mMdZNxaaaxXCaY334JnxpufccKmGr8M3DHye53ynKt3MxQZt/2rMGaepc2WtZZQ6mSeCr3Ci3Bi/ralWv+1lFP9tvStcfal8GWf6Pjp3Lf9KD5YB99VQxmfEmf9S396b33N3+/8KSDYR/ad8FDKC1hthQY05/RaOv2+zd3UqNMcwvvMLMIYhEXYd3zsD3HWfH3evHlrGsUaKpM2+L7gQORBPUr9rFOpnzBsOvN3f/XZ2dzP1m9mZi7G2PQ+q/kvGmpz263tLdFXs/Sfe7d3ohjMzjEHD11wt7gffP97seR17+5Ma7pQBuwv8w+6VjO/y+QNReOe7+da/PxzjVbGfu+kn4Gj1985nvQY/VfC/H2tviW+XEu55Xmt1zq2rTWnG/zeps83nxulpSzzGMtcLx3mIHW0I1XyT2BqaeEADp4NUzCkt99+P506eZ4j9JBKH/hE6tnCzmUf9aUf/fi1tG//TqS9LWlwZDQNDQ+kvitXg1jshQj1bO4KadV8ClKIEGUQCnD63rrctmG+A6+toUBre1pA1PFxiWF2VLJtEun2dnfzqmsMjTlopZiby2CSiYQOddmk2tUlI9HDNB/yMI1pbWQ4I77IKCEYHWFTitHsle73l5gGkVBt3YJjWj+m+ImpeFYal0n0D1xN27ZnLUWi5ngURiExtz3ma5CpdiFx+60IKrOVQfmzbb53zbOMRXO9a2HNz/IlLuZnPZcLprdMiVWGvWwSLAROrdX31bA4/FRTXN99gUPrbDvN33pJqK1XIZre+872GewP3y0X7CPzLAKAeGA7/c5+9L3M2jz9KQyVsbU8224/lv63fN/L/K2f3xgXBJy8DaVP/Uahy/Smk4krJLmcyjE1b5dEqcn7jXUxTuHNejoG1nstwbYa7Cvb5nhaL8NKfReJ1uGPfWOwn2yTTNg+sf+qdfB9qVsptvpsPgUGSh9Xn03rsz/7rRsr2tgEyz/RIudgOPapDLowd/OYAP8np4qi05aGR8aCgcLvYcjZMjA+kfGoZ3N35O3YW1fxVDx0zLTyGdxzfWo6n5ros/TDtOK631mmFhuVDMfGdwtDDZ51VydMk6YFWG2tCSJ+oyV3Cgugpn77sfSR9TCUZ++vzX/xONMuFqrfV+8XS3sr4j52hj7fyNq4KbHJ1gsDzZ2UB1G4b2/L20n29w9DDM6lU2dgEO3d6a5D96R9aCsKdD959d1w/njt9VfT//yv/zvMTTtSV+emdPHSR2kQ865a4FWQV1Ph7r27AO68BKYMeKlTdeBL3Ea72n+2Q8Ig0ngt2qwIvFIbTW+/eDUvvylEodxLSEREkcefaX0ngmr6LvOqMgjfG6yLBKsHKV+k915kVANwuVqpt9/6jUjuzzRqUb6XKHkv4bAdhQBaH3+aGV2zLLE+evRo5FM0ydIu0y0XLMd6y7TM37L8xjrbBolvqWtjPiv1bWP6pZ4tr/S/bbE/rJP9IZPzvf1vMJ339r/1y8RxqZyzICszta5aNxxr83aM1Vg1fdrHlmFelm0ax8GyhSWdFi1Xbduy7RsZk8/Ww3SGMk7CheX5bH6Wb5n6OhjnGPned8KDZdj/5mU55m359nsjzi7d0qXfWJZ1slyFCutjKOUt/eXa39gO+8x22F772vLFG/utjGspyTZXg+NisA0Gx8009pM/+80yDOZrfsYb53j7/bRmUkyjRajze9/7bWtre8Q3o8mPjg7zU0hzW163gO4PAcgqeGypCkMH9FlBf3pyhvw5RKlJCwB0ZgYLlt7nFsXVrVqbOR2lH6FeQUDFwjZYbsFjzeLWdWFQKKzHiQ/d3WXLYFZLQBOs39jwUPj3SANsl+2Mvqv1n/eWt7A3r4+ZV+sVeRNRrr6r3lfT3sz7j5+hN2Hqs5ODj9cZuY1WIwdlGWRMjczBOp09MTEbc5fnz11M45OzaeeeQ+muA4fj3es//RATy09wnHo3NiY5f/4CiIqGCVAxTZSBkUzGkd5OfHgyJPLdF/agxe9J+/ftpR4AG8ApUBUkq3d+AaLlGUA9/e1xJ1EySFwlmhJ5Ca7EWUI5Pj65bEVFBH8FsbwKqCV+0yYORqC/LEfNXWQTB4vpSUcan0Vq3ys8WT6fQLQwB2Iaa8KTxPm6acxtEh3nUq2nWprIWJipBM/y/YmM/mQABtMbTGPdihail7vpzFdiaT291xogETXtcqEQF9vsd14lhMbLbEr51T4KQkE6r+sRqoTB+puvY6mpW9O77xUsDBI4x8M+si/sh+WC+cg4zLcw7DKetk1GZ7vtq9IHlmEdLLMIDebjd5ZnuebnO5/N1/oYZ/A7vze942u8zNR8hVPn1S2rfG86f+ZretOJn8JvERaWa+Ny76yb42k+treU7TcrwcZy+a72ne0pcOJ4hpUKODW+wPlyeVlH+6qkNS/jCjzavgLn9pk/+9txsU/F3w4sbNqa/cb9z82vlXnpzk73fHB6ZTAYeHd3D1c1fGlGc+CnjLyjEwbfDsNHUx+fAsd9huaqNXdQ3jQm8Dk08xmuqE7Uh+PLgQdu047tvdSDjYDGsqWoHfrQXPOfoiK1shp6oGK+7qSeM9RHWLH+7Z3sUQAhFz/7ESjuufuTgSu22T4yePVnHBMMEWebDQVjG5/j5RJ/Strq68Xiqu9v1v3HzNAFRglzmYfInWpjY10h+K+pWOAeh5FfvHAZrfw8gzeVdu3cn3bvPwjwpPTWe1dh5K+kn/30jXTlcjb1TUzDeJjbuXJ1gEHSjI7ZdIoBDwcvNCxM8A7o0PBImGSvXsmbXGzfvg0Cls14zudY/kYOIq79p6SqtisD0KlIRNcRaSWnDImB/STyC6SFKNgn4oeIVIBXQmt5BsuUAMsQNGP6Ts3Kcg2m89uR4VEk9TwP5rPE1fxibGqanMhnPczDe/MWeX1uassM3DwL4yn1MJ2Mwm/9zrrbD76XcMoQVgqFUQXyUy/boPe8woab1limQUJa+sG6WWZ5XqmMld5X87Ed5m/bXO5lXRR47E/7218p2++q3y5Wjn1hKH3ks+NgXzlWMjrzjLHi3vaaptTBeOtUYMSrdfFnGoN1sH/8znvz8xvTlPTmKzxKiDXDm65o+Kb32fyEw5KXUyml/6OgG/hjHnrTm7eOeHpVe2+9LPdWBPvQshxP4avskqjgU62DfbBYKPFeC3zYR6VvjStjZJ/7zvGNscTRLb6HSZZ2W8Y0Gntra6bL0luVKtPlfBUacBimOk0I6hOjGS+7dE7z22kEOxS1dsoYHR2MOMvPMIawgb1+ZCzD7BZ8ehzzOfq71XGGF+i8BvdPTdCFNvyksvc49aO88CLnT1wtn5tp6iY+qCyMjgzjR3UpcEIBKVtcoBe0OwJtr1VIE0xue46Z/1v6cz5imZtq2nJfrst8dtNefcwMPbcLMAlACWlJbzg6XSuQDFUdfQBP6tOnzqW+q4OpZyvesIfuBzhamY8dTN966eX0zrsn0kfnryIRcohD1xY075F09qMLaRAJ7fz5y+TXmjZ1u0d11vZnUNcFUiVykencufN8czUYnWslRSyZusDvfP3CkKU8RI6F0bfpUzuSswgmYdCBKvwIIGJ9/VdirmlT1/JMTYY2h2Y9p1c8bZzifnoqI7bIbR85DxZMhPexYxPxITWTtqsToqidjZ/5GC8xUcgeHsFDHlOehGF8NJtlZ5DWRX68NdMoZrOhoXxCk8RHRx2RXUc4kUbirmBmfrYvntH+rZN5+KwwIWFTsDD4zniDV4nJckGmJiMynemFF/tEwu+Uje2uBvtEwhj9sQQBrqZfzX2VQNhO8zdoDmLV+/sAACAASURBVJcJaRqXMflOJihxs522u7F+jeWZl+2xvxRybKPf2w7ztP2FMZR+NU/fK3zZ90UIKPnYV6YxH+uuUGA5MYZ851gYr1CkMOJ9GSPzFS+tjxYVn83X70ubfGd648pYNrZrtc8KuZavtUXcL3Xx6u9WBNtoO4RVGZDjYL9UBeBSj5Xq5Hvz82dwDByLMoaWY7/F+EBDZcjFstbW1hHpweKYNx8DJ1vaEOzwEDc/58/BzIAzLW6j4NqmLpQtruYprATsgcOW5zg55oFzODGPE2ewbOGms4Nlbni6K9DrJ+XxpjPUb8p5fQhEK5aDMZm9jJs/tsgRqV5HyNO6WfYsStyVq5dDiN/Oapnjx4+mzVggFCwmo815PK2rdIrqXRNW6t9rPmiIqH4vP5OD3cpwWzB0G+ygFG2RruZZL8im9PY7b+E8xVxSS1e6575H0u5dneni5dn0Mqb1X7z5Xvrw7KU006RmovkNDY+59YEhnHSaBJB2JEG0CfKPjQO4afVUe4AlE2mYA4xKLdz1kidOnERavwyxvhBm3927t9eh51aOyjqWJYBJYEU05+UkWgK/68ftg+HBC8uWVgiDyOnP50JMReoqwTcjEdV0IrH5i9CWX5BdYmUeEnPT6ZTTjVChGd46lrxNL/Hp7OwODcr4giylTpYXBISyRFJ/BhmAaS3LuKLpeW+eEhTLV7u1fssF05ufZXov0bUPFY5Knar1Ma/yXOq7XP6reWc+9qf19t6fZcvAjx49GvG2TSZQTNf2rX3oGCwXzKv0m9/4Mxjnz3JNY3/ZLsuwXH/em957x8+xL3WzbOMMfleIeHlvvMzU74UPx8HvZf6mMU+FJ/ORsdmOEm/brVdhFuZ1o8F66XQnIxU/bHPph3J/o3mv5jvbVeDL9AoWlquVQt+EIoja9mooz9bV9P6M87m8M70wW55Lu7zahwrXasB521TgAOYzPZvHvwlB23Q6xYljpQxXFumdrnDd3tGcriKkN7eAdzyPk3YWk7uatJZQNWy9zZ0PrWvaJKUcNew5TOuWIXxEfahTs6Z6pt+8ljbldjdyX/tDpszxuqyLN63wY1337UMzZ1mtfWn+Bi+OtfU2LYWi3TfmGUlv6E/p4/KxzPzjCPPL1m5W4QKUnWpnNgY9HgWjcuasHusCkv199sw5lqGdwCzam3bu3scyNJYdABs//9mJ9PKPXw3T+wya92wrZ/UOsVUhzHx4aBwt+3Ia6OvHs5p1tSP9HK/5xfRvfv9/4v5y+tbffSMdPbg/JMNZylYDkaEHILBmvQVmbz1dq+3ykZ07d4QW1NXdAUHLpmKJTGYCmXkozd6eodQvE2dQJgBZQlik/2AAF7O5USAvjMj2eO+vIMRSbRQxEZ/jdfV7IxqfI1El3hp2bZJR1MvzG5FD3wlDPY+Pp5/tF4mERFfNUYauqd5n4xeD66j4LfojIZQhqi37U4jx2XhDvf9uUYVus2IKwyjwLWw5ZuK877SyOJaOqXhd0tuMRiJ9s5rmGFk/y7bMMp4ycz3vZfr+TGeaUkef11JHaa+8OLZBRclRE4YtRjMpKZ55Gc9azKI8UpiqJXAUa9eEQjPWIBi5tFSGCTcOTb4JRq6znfmq2WdNG5isPJtnNeRlXJaxEN/L8q7SXunDLEvOsuNcViQU/hxHBfit4Gkn1kFx1DD/XY1WWZ8IMV/vHeXRJus+H3iWFxnK96VeZdlatMnv5kMWuMtjnbEvbE95X/KrP6/t7qZr6KVDBdhCZARIkSrM2Wh5I8xjt8FQ2xmQkyfOpjfYrrC9rTvde/8j6cBdvWwmktgD+qP0wx+9lj46ezE0766ubWlw1DlYgH1ihh9ObzD1kWH3kobzw+ybcKQbGBgJ7Rv5FWk1m1472ntj0AWAEbw21WpGR8Zjve2mbk2002Hq9b3zepMTmnCzKVhCYBAQbY/enrdzqCJM7vM8n+y9hGwbUxiOTZXg+U35Gb90YJ6NsRTB80YNBRGvfc6A2xjPvDd1qCNFBTG0yRPq9V8KISLZkn/qiLhkkmVfFM3YcZfg+1N7LHCw7Me34GUZR3HK8ZTwW+cynr7/VQ6Of4Hl0g/2SWGMjqc0qsrM6zBXJeTl6/W/Wp71LLBqXWRKXqU/jqeKkelKvb13jH2+0bAUQxcfZeg5yNQQDmHM8meLwybAlCj1oV7DQ1d4pcaO5o3Tm6byORit3u2q4eW5XKH88T4/5xIC/xXqKbe5JljId0s8BD90hngvI4bplvyszRzluBa+jTXpLmfWSa8T35pbgaNlzG50DNb7u5vO0Is5rQCiDZARFmBkKNB8tsBUB9I7r/6M+ZjJdOz4g0jO+xiglH782hnWmZ9gDv082NWatm7by1aFI2gicHnmWIaH0Ehg4DL2gQHmXAeGgyG3KCXiCFfMdT092dvzCnM2XQx4d6yhboeJK8nlrSldt2h9XQetpCcS6UCmc0UTJnznow3GSxSunV+P1x/TnyUYb2ycAGLxz12ORNUOGFIbc2Pd3XiEGldj6NWKSzD8rRTmEH6KhF+uWgNiktyyRdAlnkXQVjZ6KLCh1F0QxKJz+daZUGPw+cG/OV7isVwo+S2XZqV35lH9rZT+Vr+3/2Tm/sq4FYa+Hu2/1e1Zz/JK+wssl+cynsZXmWLpP+NK2vWsz2J5WU4pt9SrjKfpC730vtTL9I7xWuooQ9fC5jXwFHxUQxcvZejFCc3yg/mLr5JAnmdwpptkU66ONoT0hBUW/FRj1os9GCxXn6vx1zyTVbSdfOsMHLwOhk0dSnzQLuejfVW7Wg75e7SpjtX64ihsqMnnpc98j5RR+tMW5ZBxuf5Ui16ny1rGYz2qcNMZulqugCcTtLHFTClAqjFfvHCF9eF9wXh7t+9Mjz3OemGmNU+eGE6v/+xNzO4nGQrMJsyTj03AZJy/SThATY8xl345gH2U+e9hnKeGcJ5zGZZz4i6ZkOQ7T+e83M6dHuzQyfrzC+Fh2T6kQ0gzzHsnns+en+0uZUib1NU53c3sNqcH5ZYt+Ti/PKcjQuWlQZpfN0KQkQfS0Gv+A0ciyNyVYEXoAtyN7XGMqsSu8X1o5px05KYUOeRr1taNgZmTB2Qgvy5MWEythZjT4t5yEMRF3do3OUHxq1iaoZecFr+uFcEWa39uU6lfvS2L1+DmxgaxBa9KPW1v+VXreXNrcXvnvhgM2Df+Fnu3WNzNbGF1vAqTLnUoY1jSOM7em67c32jdhNyaBZo7cJeITDUzMw1sRjbPtNR5bdVwmP80GxpN4QjHBjGtzQoVvAsG69cgMUSlaOAlfsln2qPgUPC7tDu3KdOTEldoQXlmVhzrAPRFAaCCA0aVfit4YX7173Lu6/23MX9p760OhdLe1HIL4hTzuyYk54b6rg6lq31sRgADve+BR9matYN57ZS+/Y8/Se++d4rtXV0zzJaeLZ0w6rk0wZrmgf4hzIosWcLM3tLsftzDzJeP4tw1FHv3ahpqRftEfksTAL2ess6VHzy4Y95JSGQoc1LuI+7e4i4RcT7NujonpAa+Y+c2tPNe5pzzkit3INqzJ29UYIdJTD9+k+ZSGmpjfCZgslcBrwB84DHPzonNB+/ph4wYjfnMp4qbFkV2HBgjcfWVHxvKNT/xGDWIJxHZtecVqhL3Iu48oaltvVgQvpZN/VLe12Nu+l0j4t70ApcpYDH4mx9bvqsStGWy+ZV7VXCg9FUZU/urxH0cnWLZhamXsfNa6lfqVOrZGF/er/paQ1O0l3n2Y1RmpfnGndiwr/MAwuKANs0GMnNYM3HVDGZvHdCLYcyybxw2ob3ZLof9FUQOTZ84r9Ll6rPadEwKcc1tKRWSTpVW5LjyWK7mY5qcjjS15c+uYy/MH3YQofRT47WUsJZrybPk8XEw8lL2TWfomrDV0gvh0YQtM1djb2aZ2dHj98I48WjGGfeHP/qAteRvpmE2K+jhUJXeHVtg+sOkh+myuqiFeXa3d73afylNYJp3R6KJUc7phZmPYnrPDDYPt0ghchjnxgiaX7LnrMuPPJMbIGRJWmxyguAwB3SYVqenrVu3obH3ct2MMDCKA94ZvJr3ALx5vry0pXTiRrgGkBVMoMICYQa8GsOuY888loQjDH2ydJCRi+x1JIy0jc9ELkYkjbMefl0nZFoFiAlGXanw0pW486bWf6WPY2wd3+qY3umla3qg9FPji4BJYLNowY3v1/O54IB5Wm5h1D77rjB1nxvDuoxvBcXEw0bxXSslNaFy/CYxs7N5zPQEKxGgp/DNTNed9sLqpre8SWMhEVFezV6m7p3X6rPgWUzofpjBdV6UiNoUZzgeeG/+deHG9K0IETFFUKM5jf0pbWrsp8Zn877R0JhXpqk3mtvav7vpDF1mbtBj8/x513tfCSB1XnrX7rtizubV18+kN37xVpjGN2/exklau3FWm8Q8LiNn/WptWdOpkx/xjFbcxlwhX54+fTaAy+1cJ9j9TceI2JcYJsRWKEiJMGnm1/XmNlgXBQmFDOeEnDtvdv0jEqga+9WrE8HUN+F57UAZ52ERZ8+eZk3jsQpgZCl+IzB2N+ixLSJSATZ07+gPr00IPgK9xMsQaUlfmENELvNHx5gqGWj8ruRbsqi+V8KWceeT3PJOb7EuXf8E8NolKXHynh/nKnNTRXiiJSY3MTQS1FL/cm18fxOrsmTW1qX8SqJCaBr7v7z/Vb6WvrEPqvfVPlkqvppmPe4by/G5xDmmKhnl2fIK3FXjbrweugobnAcXl7zLDNJY+acbvcywiYxex9PjI9DbURziMLXz3qnNQEstdN5VrzDakm/WnHmslVN/tj3mkWth28r8d8HzOR3t6JMcvFpiSe/4ZVpc0puuwLzfZfwMSlfJx1TrHwp9Xf+cV5/jTWfonublmsoL5y+FF/ux4/enXjyrneu+eGko/dP3XmVU8DLt7EmbevJWgx4QMDTCZh7MmWtaH0D7HhudxnluM1q9e3kPsmnMcAyQy3RGUN9n2MTdo/gECjXwJuZ2NL30cdavZ/S6SU1Hhwe6OP/kBiPZs9vBNw81810sU3Ne2fXJQ0MDsSXsjh3b0okTHwSQKAw4l++mM34nst0KT8rVD+e1KTOSFITgPf0jk3dqwqDJXKTR5BbCuMgjUdFtldBUbFbc5y+qDBVjmWK4hjTyrYb5ZzKdv68kiHrx7EoEB8T+jHRI4BrsZObWgz/8KNNLDZG9K8FZu1KzEle/KsyEQa8etUxqE0UxC1IvfKgTl4Xxq3la2EP5i5XKW02+1snfYv18Owgcq2nDzU5T+max8RP2/Bnsr9Jni6W9WfVsrJ/P/qpKQ0ljHcqYr60+VVzOWFSNaUZYlsHOhJf9GFf8l6ALbtuqwO07n3OoX0vdmubXkmccVFgIbAUnM9yL6wsxwDY29nuJm4H5I0PgTa8pP3+XTzvTEW6hIOQ3jqmO0Qoq1RAmfy2LofEvhpXV1PV761+CWZrvQia+sCBzXhjj1/U8fFrvsGaGrqYsg9Bbuizx8equQ6dOnWFHMtaDo21v2bIrHWADh258yU6fGk0vv/ITdi0bZx/2QzBGdgDjPN0JmPcYy8hGYOjjYzjSIRiODE8FU1erdvOXMdKNs23gxARbvGKav4p23sQmBpp/JmoAl3TUwoGjDNUl1qa7i5yngrmczV3iZGhNTZqQ8sYjwyMDqa0/hUf74NBVzvfel44c2ce+8B+GR7hMXg2/q9utQ91mM69jXe8BubH8MjFa7NvwYq91RCAG93GmL/0lQHpiUgY758AAWRDBHd20YEQHFvgjsbJ0OKHwhfNlZus0yHQNeQriWQ/v49mBWSKEAOE78goPeXJ0Rs2fvjdNaOoFuRtbaNnmrLzRHJgF8TGSetdLNBNaguBlvV1iaBJJT/nePf7Z/4K65jq3Ud85+kRiVco21xIUNiLUCEqJjwx9WMRioKWnjcMnbIO/qHftitzJs+XVa82ra56NWyk05rFS+l+l98v1TZWJX3efCIDVsROQDDW4FweWC6Ve5VrS+ryauJJ+tdelaiNc+k6NPH5giXA5qwMcmz+53nwO+qqJvAVh23fRtFrbG+sazI8MA1+4+l409dlyyjruRoG75LOAefqtDQyaQ7+Io0aQn/WpZRwRluF4GO2t1KCUxWMOJMqOuwoGNYG/kU7V4oUNBYgorkaPpCVx0hxjb18o8MReKhSabR2WTRp+ev17RLf8sBU+peIZ8GblzLTQ11rV1npZM0OXmQfQQsjcmMV/VtgNWDSxX7h4JX32uc9zpGkbjm5X03vvnkRrHkUj3pqOHns4nb90EUEAiw4/l5954IqMfZy13xOY111TPs29TNQ8J9HsJ9iByt84HRUmGzrYTs5daJcCjHa6XpkEzf161NupAtAEebQygAoeMiY1bw8cmJrqrt3ndZ/wgXCqU5goG3Zs39EbWnlNoKetax2CtXwvGq4yADyZ4dWv5cvghwJXBFGAEBAcf7jn6jg7uvSXfVaQpY9NfabJWEEdmwXwqURMvRCDq89l3Wj16hetFO5YFQ1dRC4E1mthoLNiaCVEPOV0sFzFylqaQSGh3Ju/MNPGEasBk+w1EPtesO44b2DETmhYc3Zs84zv3OScSa5T3NfyvX7MK2NDj+CkaZimk2ZnaJOwp/ZAXNfHC0BRrzt/1rEHApDAB2C6MKd1zH3dsirQaYaB3lxlbcHXJBRIunMw8ylM7O4oxxZw8a61hoe2LzRgLWnVoOZrmEfXfCOGSlNcZmaI57hb3Z/578jGHINx++n8TWM+tXIaGLV0Qx6VPwMXzY96LRWmZAIEhYIm7ktSx1aaYkDECfo3h3QeVlt2ujPWbWxb2jitkQNjItBn9lup0qRni7Db3nqGtTP00GbsYhpNZR1vzUSa1F0DbqNt/FtvfZR+8cY7aVvv7nTkyG7SsBc7hyJo+laD8QQ0vxlHA1dLH/U4vrHp8EB3bbrOa/7cAMZlaP58LqYyD7W3fOdc47AXPDCLtmQ5xTnP+jin3k6n6/DhevWSj/UIoYGr9651zyd0cZgA5eX88zGDtveXgxYzZkBpAHUeRpuWg9AuEvJE15II4AsEzltHTiKhDrGZjxq6DF1GLsMOrroahq4QCGxo1hdt7N8SAvEEplooCF283WP+XWaris01178w9Xo+ft4+DYunLRPsZsXG0SAR8Dk1mobYk6AbhNsGQw+xwPKtD/+8qtm7v/RaQ8CoU0D0n0KvtdR82G7eVcq61oLufH/LeyBonqUWWBVcvAeWHPfblalX2YhGBuubea0AKWNCwcGjfQKG7l4TIVrTLGmm3856zkYFX4laMtgHVYz8OPtksbKDqZfaNwgktlF+FrvekUZ/H8c3+Bp0Qj6hlaDVHelIm0+KMzOmeIkbHuL8kc1beLYHsQZy7oULe4SNlmD8pl2/sGaGXp/jyQd1tNe0EXc50kR96fK52JJSbV2N2EMtptgveHh4LBim2orm9szQZer5AAyZeGbw4/PXYOgwehmy9zJfYSo7VhQtrzB0AJMTf+x4GbrfWCeXzg0NcIY227nK8FuZDDIfQxEuPJXNgXLu3Z/1lqEb5wDLyJ2TJ4P4bqP+CUZu5ekHmzJvAo+43Cr7NsMwoBITZ/n4xTEsHhNYU+SnU3MAfDBlZVWRtzDp/KxGb96NV4F8hrIlEMGwgw7ar5nhValAjo1X8SfPg5FDTUOfrzv5yeJLMHeGjTHEURLrTHsrjpFoyZdYPXHh7Pl0eM9WkIvUVKKRQOXntY2xeQRBE1Al9LXg/gj7du0oj3euG7gHYoytf2V8fSxj7/3tGAo06p0ejM6jrFGIZqeyZu4hKbOa2QOjoXvgsTQDVh7NCfrhc8lokUZWGWj1fpGkNz0q8LBSSq5PbkslesGt/C2W5hI7b40Gl8vUo1OvMxwYNcU0sT4GrrhSufRwmBacq3t6mGMm/STHw5IRyoRWYizSzCd3QossfZnuW1CX1TysmaELtA601QrTg+QUKUdnMR3NBgbeCqbqOu/LlweZEx9Ll5lXb8a5TCe3q6wT9wStYN4w8Ykwr2cNWQaqZl0Yu0y8MHKZrOYNy7UOGoS9xi/qYFfJfPOpTZrMt/bkIz2LFu4MRxNH/vnswCk1lXzd7lXt3P2xJ5FU3VlN03w4xpGz1ybasKG1dDCyGQQWia8NWaKUmXue/Fw0FFPxjJrubBpS4KKPZthBz41lAsmBTJl5oEhAqbHcRDwlNFxjpydU+zyKjAWQXjsbIsbROqlZLx7yzlSRKUx8sRbQOl5zwp4cG8m4iR3yxhDE+tn/4KNL/ZweNZ4OzHmEbL0EBTWNEEatBwEyD+fpZhR42EJzBmvBEKdYvf322zTunnSA41zvhA3cAygkmeYEpAM3FWC6DZu1sHbgBXA571mO78wsO8BN4M2uY/Ec3u1tCPF5Xp3GAL/hZxMwDX6EQ+zqGllwqfG6uq/XlqqUWXJpfI74opmXRLVrXoMPf4HfTPLzW5VCpx7lP9Kwd997J509wb4prM8fZRtzHYr3790XB/4ceeihICbsSpvG2YgHtR2aCH8kIuhkQ3lrfVwXhj6nhMe/vHEMzmyYa2JvXRougwxNGpUqdm3bOxJMVi24vw9mCWPUSa1o5BPjpq/FYYYfY792vy/MXAbvc2bm9eZnZq527jyHXMjusl7ZXC5D72rfFHUsddK7vrkp5+UadRl6YdqW08dZ6kNsMzs6NhwMvwXgdltjg4LCL2vIgJZ3cJJReiqRQMiQhYPiCFMj4Zw4JfPzhKYsSNkfMseCMA6Bzw5HhGuu5KsQRprQsO3SkqZGGJdm6OaogOGAWMsSaoIIBSvmqXo3eSwkyxMn0NIvXe1PZzkud4gDAnBTof7XooB1svg8xvMVKgVc1zXMrvYfeeoU49b/E9P5JDEtRnfCxu4BYd2xjXHmXpgp8H/7tqyGLyHIe1+DcXZ/k5lP4HTsdq76GeVDWHgfOJHFFdsrQxO3V4Md0UeVzriV/dNYVuNzpVpL38IXHF/PrWgtOAvRmhwfTn/5l3+ZXvvJK+nsyVOpA/7Qzqod1J+0pScf4vTwww+npz79TNp5/ChHxMJjmL6YJV0489Xo09IFX/+ba6nZdeYh4552jqUy1xiN59nTbnRIy2c1b6ZTOECF+XFnZCZZkqajWpi50fSCqTuHjulCb3ZN5M6ju4ub72Ts/saZ05nCtBFLrxAk3BAmhypoUZD2IIJ1UQDQZL6pEwCtaeLGOZ+ZmjyWEa93gNfTgiYh+v5GESYmKaefZW99fVdivsNtYONEIfJ1NzoBeuMH+qpo6GFpsUUwc36KQ06JMNsT8z6jsaafcaDvGDoYMSsb+FztM5igX5LebinPQQjMcrGghaDmVONoxfzUNenKuC7s7Fm/hbAUIVKBIwfrK8JozkcAYVrApStaXC7DzM+xfLLfZYwgZCvu7XOUL1zSxCDGErDs+X9NRW4oQgGxjf3qgwjWctjEFsTWe3svc2uWfSds2B4QOhVItRBmWIepizeCK7hw80MBoAL/ucRrsaak433B96gz8Ti8QYzBEWjrJHt2oJnDuyCh4DVepKHB0xRJqoJ3YYpe5fPLhZLWNNX75b65We+ivo2ZF828cahKu2wg7VQY9wpxwHLbl95+8y1WQL2T/vjf/7/p8oXzsd9JL+d/bGZpdDdOuAMoEQp372OJu3DxfPrSb/xG2nfvvfQhSiMW6SZogtOT2aVw4dg1VvF6ntfM0C1MYqXGnKXTTBjtvHKUncy5k13dTBNL1OAGI5g7JaQz036bmfskjDu82WMeHfM71+LdLgP2pxm+aOcBIJg8IsQAcO9zGYz5umWmPjGBRk4nW99iWnee3dDamk34xkuELWcCocMDXy5duhJHZ6rF53n0+CSA2THesMF+qvRVbofMXILET6YejLE1TSK0uRXviMIXqrpkq5nTc2aZPw+uFBSMzCRi8d9+dmzsIAtZ7Oq0kuvgs0DgJjfeG8rV8VoYcj4ig/9dnZCDAgg1iXpzrG7cU0fGzHb0sZfBOZYvXmWOq4kd/5x7n5gYjE+FpzkdXyqDWcqvROVirvOvWrj1Mj8nBqgRpn6WWzKHPsS1lwNV7oSN3QPBKKpwG6Ap/mRYviWtsyhRY6UQOFnqJb1EMsdZdIZd4KYwt0OQA4VFY3d2m2au1+k2z0G3ndUiMo5UY1YqfOH7ar8tfHNrngLfS1csV6REQDqEQnOVjdFeffXV9PWvfz19+x++labZcMdlrz14ss/RVyMoo53btqXN7LUSG5nRnz/+/vdDSfjKf/tbae/dx1MHWrx2ZFUPMl6u5Ot+ty4M3fnymGcJ6ud63zzf7By6Uc5F72hlT3Ye3GSmd8c+JEG0YLTxUaQVNW+Zudq6xFWGqslbQUDtfATCp6ZvnGSxAEIQYgklcz8S7bxsLi9D07QBuU+9m3uY12C53Hvvpb27nggNXaa8fRvHsjKf392T50LsWJmHHvZ6cHrYyzgAbt0VJARev7Ntk9S9A0/p2zVISJSmDfOMqQBujfDU3pqAXw2wbBLarHEy6jnuZ+mTEebLB/H4H9P5Qws3VhlN4VNYMtymNYwkod3rrU5eJb95gM3557k6GX1kQh1dnqhpDwuATJVy7V+FKn8KUJqmfGfQuqKpb1oLjVmSv+vsc5WzYChDb3IFA+M5Czx1YEk5e+5ymNmHMbOHgECavC7dsZzk9DnaSjdIxLy6tnQWQSE7w0RBFnbDQWuSGrmtoMvCOdPjMYVj/lNXNZ0yQDwbeSfc9j3giI1B0DuYznnpe99LR44cSUcOH4n9MNqBY8dU3HA8hcjFQnXcF3u/GljQG919DqSf4ohAJd1sxz9I65lOb/IjwzS0TEdgkM4HmBQbxtCGSRzh3H/CzWT8GeawWIqPIbD7HO3JdC//rcFqrWm5rvmhDs3mtBCmzce05ZpT1P/6zn+G+fYbV/uVI8F0bQAAIABJREFUlJFHDT1Luvo1N7iKvdHXlWGI8sOplrbVMi10M0hXVADnX6ZrO+Blw4P96c//439If/EXf5HOnTvH80D0Wbt0iWXVs/T3TpZjd3GdYtrCn0tWXdH/T//4D+kK3//rf/P7qWfHTlbZ6JfVDR2Cn1F4qXe1beX+eq61Yb6eT1aX1gpKPNVQZMzex97pMO8pJEI1b3+jMGvN8LFpjBvHaFbH3F20c+NlqBJ4zecxKPNVkLnnoZCVSPhnPKc3RgPABOouXTgX0wF+ax2sl/dOA5iXBN1nf/l7175PRp1l6p2YUPbvPxDr5rdu2Yam3gOiZHAexwt0wwf6Q44YZkOgH/ynv1iCAaC7vcwwzHwM4uCaSZm5jDyYfZAoTfFZuw7fhbjPjHmx59zPZXlhsP5MJBixvNFDJhqBaNRL4uSYFAZfxtc+Vx+PTXMgPnnFQQqm6al4jt8klW2CGJ0+ezFdunIVrXiUKRTS0r4y3gth6eaMpGWVciRSSvPtEFPxQgn+TtjYPSAzd3+BK31Xw+oSwhsamGMdwuNNbV5GWLe3NsSSKAAcNKwJv16ZSoR2juNQrPbtccXBzGEkc27nCg2bkZmTBik2hGxuqH1hhVmBqjYjaKiMsZirqy9v4/tGprmqqkJDOjChz0A/vvaf/nP6q2/8ZRrB2jcFz9rc1U2/Qe/AcdftxnQE/VroS6FdgzByTfU/f/219Cd//O/ZEG0odWHdbOabeQFiVZVZOdGaNXSBJzRCysqEGP7AfaxX5J1m976rfenoseYguH3sz75pi05uZYlaMavjCFdbvqZ0KbN3jj1r6XWGng8LsCwYAh0p0sS9kg5MwDqIVGp2vtuEZNXcPMO+76dBuLuDQfT0bAHAh6lbdxD/ZufDBXoYgXO6YyBIc8zfj6bHnnyCQ1q2sKvdQCCHGw247tr88/ztyp18e6dApgMSFcqV5ulEGGWeV1Z7HmDjmEkEMB3K8slo9LcyQPS1gMw3K4TC0KrJCnJpWWGkQggLvOBOZuzYtrYhplGu0zRFQAgNhIz83h2jVN65JT0KhwQJQaQFz7MR6j6KQHbmjPv/IxRiDgMqGLcs1Fkn87zZIYRICrGXrN/UJO2DsCpQeq7BXWw3fCds3B4YxxvcDauO33tPOnzgILDIlApLlLQ6OfZq6ouGldFm0c+uiQT4OytHOYs3UzJn5nzV1vxp6YKLA4QgicdPuxwNxQfbJI5dOMAZBz6oHGVBRAouXlnJfB84z4yv+FriMqE35e0fCr0pNS3P9AghU6DybsEVq6TvX2Vn02/912+m9995N4RxN6Ry9ZPLtNuxeIRyAf2UzqiAGqd1Qx7hVafuYdJ/62//a/r0s8+kRz75VHTfeoFBqbOjs6ZQp+dkVTPVmKHALPHV7K7Z2qBWovlcjTyYN9pfaOrOy9aYeWjqoaXnjqlq55EJf4JpA7gCrxq510ygJdL1n+mL17rxO3fuDIQzvU5y40iovleSKvPmmq0s05+7yh0/fg+/u+N8dAfHdH4viW7SBLCRg7jqAGqzpi3K5Wqw+JGhlU9jZtfDH+sJAs4U/aJ2Lgss/e+neac+Bamlf5KVWM9OvtV0xjdhvnf5IA7zUe4ocDCERcffKGOgkDENQ7d8Gb0/7xUuiI57mfgUts0xVkhM4QmnhWEEGHv3w1ORzwQJZynHLYJl6nzOT4vDzWfoAaO1pRGt1LOrsy1t3tSVent7OdFv+0aGnjt1r/UA0BUmWHe9VLmRgXai1a1G4A/BVOF0id/KnQwwA8uT4IrB5bU6I7txlitR3EdDWjaFsuIcL4Q5NfFef5WxEffYkJ45PUk+0O+iMMVz5OgfhW5pXRaGvcZPunGbh9Kv1WoWZp7jssBSfT9/D01iONMA/i7/5T9/Lc742M78+BAbppnHCNPAOsB1wtfy1AQ0jH4eY2p4GuEpW0NaUmd3VwjvpvOY77/9q79OU4zLHErrMqXPV+N6bpYQH68nC+CAxtlwpTsB2gdlHpc7ydDVsm2ogC5DlJlOQcGL97omdr3ZM7MfjbntEXeKo2Pc+1bB0jIUEjStF4aSGSvvZUVIxr6fVeuq0GktBFcvfxSbywRgU76ChWmdl+/G43hmBtMu80nWzQMFrOumbo9R7QlE9aAWmb7b1Wom1Tt6FiJNFoTbH6iXHE0ZNMPFDBBad9Z4Y2ka88eD+BcMDHFUIu9k5ErmMT/t6NaEJvNdiBzXluR70wsdhriNq5CCOZC/ccVq6OYvjsEwB/No8mvpmOGIXGAGTUEHOxm4ECB8tbDzWguZyaBtxJwMm00e2FyQDYsG0kcXr7LFMJoSJlGnD0JgqdXbHKg4f2IAfboT7vTADfWAq0AKbJuBsLxsCOBbNsV1vdRU7tSSByxJD6WDhp+8+tM4KXL/nt3pgfs5oppDplxjPisTR7schwbPsLVrW6vWxowOfpvxGZpamoFZPXB4vlbmnwWQiNLsXlHk5pPdhje5baVhDRWsN3jhC3iW/levvPIKluaraUfvVugNPj7Q/y6Y+RS8Cykq5s2dL29ytRcdKlw0wSfGoKUjWEHkeW6R3cUhZD/4zj+lzzz9bHrms5/LhpMlqrSwIqt7WheG7ugHfVykTBmqBF2TQxsHeUhEZaTNTV1ZU8ekkTXi7AiX59DzWnOJewl5MHyC1CNRZqYCc1eyJORD7alHIJRxoBYSpB3ptnxaC1yLXpytFC6EfRn1bGyiIJOWccxl5zuuO7bvwquxPxDj8OGDMX1QJLEM5LnsqMAG/qMWHNYG+wMBSmfBIZzgNLk3Y74Oz/EgXDLk3Ec213vnrJdjjI30q3wv8ZGZTwDwMwzEDGZ9Gbo7KA2zfNFzjrthzq4V90Ql/zUJZ2ji5sHyd2YKuDJf6RRiK3siN+OMMnC5P31w8nQaYM6rjY2L3Ncg1nxCeBxrPgFW2P1JQUNYucnzgAqO4qv9UDW5a7XS0/2OyZ2O2eBBmrN///442MmmjAPDwrdm2Dbozs0MMnMnYp3ndfmwtPEq0zl/9md/xnbbb6VPPPxQusSyqUMH72LetiVt29ydNrG5iQJzD8rM1GTeF0R6FjQNhShwlEqXuIzfwrFtyczKzaRk5M4bb4RgW6qhPC9Z/fICmvGz116HLuLvhWLaCdN2k7TzOMVtYyp2HDoTu2RiYu/u7ubwsc5QXNmMMo3CV7T4unlae1dnOnv6I3jKzuB3r/7ox+mZF7+YCcPCqlWred33a2bo9lO1rwQGa1niuliWIxNU+847q2WG3tWZma0Hsqipu7GMZvcyfz6NaVXmkrXwerty/vk5D0qtN9TiJPsgkkFCqiY9NjSZnv/cc+nZZ55C28tLhBQo3Gd+5+4ddDjIByJ4ClsJ1sWB0LqgleD9999Px44diQGzfJ36yha35ZsNe4W5yeia9GrHJD0FQXAN/pgmOpi4zDSQ2HGtIXEgPM8ieDBF7pYKjkedMGgdxMaCqm2ZmtknyFPGrgndH8Ui0eK8A8x0Yz7vhIm7b4Ee93UkZKSxwjTHt5ImBEZO9Btho4dzFy6lK1gWKBVGrikfwioholz+R1vURLRMxIY4S1d9qSZdV7ztt34uk9Pkzm6PCClt7B+/Da3pzvz5dXXmbZi4nSWQune+8967TOFMp8ce/gT7XWwK20+AVuDPzav4JIpSO0uC1dT1HSpWULVKGZBrpU+fOgHuzqTDd+1LLzz3bLrn6OHYxXlmijl+/F9zAErBiYzvYnxm8PMqC+8yrVcQlpkjQAfea66/fUOhGdUaLhZXf18IQhCLWJ9/6tQp+AAe67TcqYtu+MhW9meXP2xlA5lJnaORbFQateC2oEB6bsToeF6ZpSLpVKPlOiZaRM98eBL7PESs5mBdL39td3UudoP5FMadP2egJV/0Rd49DuKFGVTvy9g+FejR0WKcOfJWzjVXM9e07nUUwLSxY7j6u9WrmppMXcYcDITOLOb2zNQzo1DbCiYOhXcI5phTh1STv84Kc+l//b3/MT34wHEkqjPphz/8LoxgkoHYlC5eaApmbb3zObuYrmiMEqcmd5ctiRzTODKcPn0ytkBUAnPD/SDQlhUAbQ63KoheuY/z9QbLZQzCpsZVmVsnPwfNfnVfgAnmdjRvt+LhPxZWEvvFlAQA0+SivEg9F/EFCSKBf+aD+RRCYOQsGrbz3VNsgUpRaRbGLfMNWwsEaRJOO4HjmNuk6lk/Q/5BZCg0bzFsvyPsUeQM1gE93NvRTpwr/IDtFwdwhOvwjF5M8IM49LV4wp6kh0oU4hS1tSyIIM2ZD+W2XOdfxE0Z9ZJLJmcL0/BUE3rKOGX4lalbb+oMDju/JswrLHYiud8JG7cHpnAoawXWtObpEyEjnMb83Q5sSrEWh6XraK9Ao0k74Ir7eK5f22tKiks1Wwto8npseCjt3rE9BGMVG1fsKHT0X72MZt6Bxn4wPf3Jx9PxYweD5smsQMuYXuPzWLoZ5yuI7JRdZYJiUlldFPXxA4N1JJhPNZQqlzjf16hJiVpwje/96DqDuFwt2nxyjeoZVduRy6kV5IcLiEFEJCbAYxniqdMcn41lwzCNEnr00MFY/re9tyemc90ivBmaJVXQeqiD9cjIULpw+VKMwUD/ED5cu+P8knOXWXmDo/ils2fTrqNHI8/1+rN2hl46Pq5KbbnRrmGUjPWyGxa8lXnRvrSLeWmZeyZm/aGBT+KYNsGWg2MTOGBx5u4oRE7vdhXtFgUBtHcZtjvR+a1ao5JwaH70wixpnRPSY72JedVB9onfvWdb+vUXP5ue/tTjaP4jMPK/ZzvDIebip9PF8+eCcfVu34rwoGCBOZ5ab+7uYT6E+fVmNo8Jz0/WqjNYPx/sS+c/Osv91vBcbI/TshjsQB6ujRCzXiOTC2jIrWBsuZbX9EvVcYDoLPR4zWkFzwjcZO9uKs47CVA7CK+TmDukdffAxM9dDGY5Qd+mVjZMoJHmkvNgLIJDK7gZr+bMr1aOHRMCGJJR1AGp1e1ZZdD8j7hpEMelb2ros+QxjqldKjA0nPftb2IMYnzZmpdRDwuK5n8POhAh1eQVtnR8cy/Vc6wzP3HiREjFmuDH3ScArcXpAtNngUCGDIGlTJ3sFNzaOGltojatI6PFmkZ66sh716Ib/MZ/pf1luOf7k74R9P3u2qDAw7f0a5ztTgL9LibZf2EYK8IwToe9dxj6td12k2MKblhMlcDfSLGzbrLETOKeXXvR2nqDHMwAf+NoxF2dCpMCVIajKKvAiUBTCwE/5SEgbf6hdtOI7/X3wrLWrLw511RoiNK5buC/v+9Scr+DthYPCYExIUSeh5FMn59M758+l179+Zvp+ec+nZ588vG0b89ehOx8poXM2ukv6x+B/Jz+FC909OvAqQ7AJj+UJ9e01xi57cg+BfmzaBeIkZusD06tv7lmaxn4AO0ooYxFpFdZ8KaGWHIWQ+k200b+zllHIEUtrXWId8ZTtyqf9sFvc4/yt7axmOli2rEkpnzrqyWRBqd2po6n4FUGGfdY/0Dau7s3PXzf0dT79KPpnbc/4Ljwi+kkW8BOwMxVUDZv3ZzmOOJ7So93aM040xu+6dnem6YQwCbo51rXRb7r8WfNDD1Gq/Ry1MgOzhHe6XHZxtzN0EBfuuvA8QA+57F14pChqg0LaF4FGolfMASy8L4Hbdr5dw8LmEEts4Mn2AzBOVDnKzRzjI3MkP/ltKmng7PXn07PffbTzHO0M/f9JvMWH6YDB/alB595Nszs3/n7viD+k5ObqVt3aHDu167U5TxYO6fkaJ7S6W0zzE2BZBqBowup1i07xzEHd3bCZIAFir6FoSB147WwmNVWpeF7gEom55jZ3zJ2N8uQ0U1hInamO5zhasjivLXjKgNXgp9SzRYZonjHTkHODAFW0mpBYfYi+gt6QBwMlasEyE9H3FiI8hTMhjhq0HGYE4k0zZOgg/WawscYgpmCgRrvDASmrR3nSoQ/DPexL/soxEUkahch+baJQnRcCXy3OvOEktpJTai/JkpDvI67/JDbYr/mNzmVTz7ntzm/pfre+NpXtX6LTT8QnHzsBpZ27dqV9jDls7BwPrsTNlQPdOFgO4hg6e5hBy8fTJ9+6mmcpWTkawzzQAkcxX25Alvz76RBKlCWJm5YZsbBYRx5L168iEkd3Rt8kenLjLcxzSNeegy19f67b7+UDh0+knbs3IOVdDpt2Yx3PlbVEZSrZgQTWZ8439HO1Kl5YbkcQ/N0uksv7kAliyVlYbI+VaroY52ZxxPvV+igld7XsrnmEkJDJXalfObflz6u2Q7Mxyg3oHI+fBN8oI8zIC7ij3DvwcOpi7hp6M9H8Jd7j38uHTv0Qpz78eGHp4PPvM1Ux1vvvoUvEHPpCPBN7U0hCLV0MK1JoaMw+qrwU6nymm7XztAt3sFpHMGo1mxIjJqqPzp7ObzL9TDX1Khqq4l9FPP6CHO2wy5Vw9TrLm0GgU7m3XflcjDuLpio5niZfhu91IYU5ub4Q0P9YQp57LEH0pe+/Pl0/313s3fu6XTyw/dgAGPpt/7Ff5M++ckn0vGjB/h2Lt195FB66aWX0gcffMjgaH7ajCDQlaU2hAw13RoNDgTQecl6Cqw6+Hkt76OiG/0P/VyQ0TGUqdvHk5P0r9tCosrK0EOUDCeYPD5ZxkUqZg4xA4AX06l9y8wzSDh9ooasACQjn+M4NeeuHVsZvNMdkzDxmQlM7FwzhaBM3ud68D33ru9MY7Wd5CBQgWjEa950akZ4akXCakUrL/OARAYcBdJSFpkHgfJOs3eblapJ/sYtHQRwg9egmvG0mj9FaNDsWYL9oLPmEAR1+x0NvXTLhry6HbLOZY8++mhWCNC8NDhpNZSBtmUuu2zbCnTlRDX4mvccb4C3qkonKgL/Tn2phAj/Ebh3ZY5Thfv27Qmcbgb+2qbzSV/6EvlT4ZxgU5mv/+VfsS3ypfTYY48ioIuHnLIGHgmzWkXNexKaPYIFTctYF/t4SA8mYEpl6W6miZk2WIcyPZYrhOABccmCPtUlmXT0enGp5HUrr/Krndt3pB3sLNqBZXiUDYR27dyeRpm6uMimZdu2dcYJa/uw0BzYdzDdd8+DqYtjU3V4feudN9Pff+fv0wenPkxX0OjdJnbTFg4Iw9N9G1vD9sY56evbmvVh6PN1qg1ozPkEBY2Bi81l+t4LKVGnATVuCb7E3jXpMvWxUY8m1TO0AEWWNNuRaCY4NMAzZpV2uhWNuFdrm8BMf+TIvvTlL38xPfrIA2lg8Gr64cvfgW5PpUcevT/92mc+lR544BjAOIk5dyiEi9/4519Ozzz7VPrrv/7b9Dd//c105vT5YAJ6LnazXnAKxnGBgboLB5J9+/ekrb2b06c+9RSmK3eIA0GRUqXrAY/C5EYPMEWwj/bAnCE+8Q/N3Ikg70Pst7FBSNTEZZ5q6aJozSQlAyc+do3zCqNUINMRxL7SrB7QYDaUY2oZnYw99iEYdddALDSsfde73RB7/qN1m4dWGM36po8NHMhU+HH9eVuzpnUsNqRpRgtpwrw15XcgnyGIiBX1AysTdcqM3PouGmxrgcO4z7B8bdpc12vj6zH2QwiBREU1uCqg2F4FxTsMvd5XG/FOuDMo+G9ig5cdmFnl4WrE4tONB78F7gr8xbWWG2AcwMRFWGoFVsXGEFyFeGBOK+gga57Pnz+f9zzYuSPgUGdgFSppcjsm9Q62xnYK6798/Rvp++w5/tWvfjU9eN+90GOWuM22YVpmWgja5wZd09N40rsqyZUjtE38y4y5Vq9SvSCO+aH63mkuQ10zpX3ztCW/u6V/7VMD/EqN3KnXEqyrR8WOs5zaI2Sdht2E8L2ldSdTEaz1h8Fv7elMb7/1JsvZLqVjR+9Jz37q2bR3z4F07szpdBFF9Pz5s+nXP/9COn/poXTuyiUY+1mW0mJtptndLKeVlklm8riVktd2XUeGXhutReqzdeu2YMASMbV1Na+JCZyS2MHEzezVzPUc1wM6Lz+DCJKdWqDbZI6z+UEHcxBt3Pf3X04To4Pp0JGj6clPPpu+8OLzIFJHOnf2dPro3GnWXB5Nn3/hs3ilH+IbAB6zqwOAwahWs1kcWHrTv2Sj/H/2pS+n//v/+f/SD77/Mp3/ERI282Ag5BbWn29GktrEBiBf+MIL6fHHH00HDx4AgKkXYx4SLKbgX4Yg8gezwzQOW1/YJJko70ORDQoigckMfR45eT+jlkBQMw5iEhq5Jm2ZMftJmwfFZFM7jByIjpP2ICRjrDkfw/yXGTqe9Wg1mvPdKGMcomJ8OybAmKZBpZeATnFlxp9jCNEgwqcCwYDMW0BAzfEKim1iKO/UkqKNPBYebV0jroLAxi0dCqLbP7V7wb2huxb7PvaFpz0uDczCBdu+IhTqQLUHSb8Q5sW+vRN3+/eAhpcxLETu+qc2d2Af03Zo6WrEEYSTZQM4FaHAWD2xInXwu/krIAfMBejVYC/E6gBL/kDrwncJeikjFW/ffff9dPjwYfyK9gXMucJHnPLHhG6aYa+H0dFZVvwwh45V4d/+4b9Ldx8/ml588cV0393HoYXb2SiFPUEmh2FoMKG2zpjy9CS2LpiSAkUOWXCNVlNBT0M05NnsnEJ8XBAHfVhPZlYr5fovMvaqwBQ5ZD+bdhzAXvz8C+nDt3+RLp85m7qZw+thbHuZutjc3ZoOH9rN+SRnwjcrNHb66xzPnlkyyH4YI8P9aefe3empx59g6vdQ+sErr6efvfEewoO+S9nf7PorvPQXhcstnWLFNzWArFLLhm/cFUuJTk9ApVgF1+HhQYgca4gxs3pQS95BTOYhYGSNTwKtp2BLCyZXzPKjOG30bu5KD3zqM+nTTz+d7r3vGFr5lfT+uUsxv/1b/+KfpUc/8RDnzqqlcd41m99L8KfxbJeAh7RI/q14PnfF/Htb+r3f+1/CXPbNb34T56qz6dLlC1GmnvCDbL6/d++e9MCDd8NQYETMHxWhOxCr5NnQ3o30GH1Sa5QExDl0mef0FP3WjJCFFC5jNmQm6I3sNIf4tKZVy+xiX+NZwJUXrhufJD/oDEydH39k5hPmjzae+5Sxp2+bSeua9hZ+4dVrXnzjsafuI6B5foqM2syD6yxe8k0iIY6Q+cjbfMiL2/y6Va3rc9sQJsJKoPbC93nlBd/B7M17vj21tsQl0yET518RZKpprvPePtZhxzIlsgo3Wpg8V77XvbV/hcOiY1Dpj4DPyvPtdqt5XQHt+PHjsQ5dZj4OzCr4dhanstVUWrjLaLZAxpsHx1oe1WcVnibNliFQgxc1Ri2z1ndEeNMCeuHChbT/rrtimaSaue/tVzV1/VSUdC9cusQOhpvS7r3705mz59J/+LM/T4994pH09JOfxKzMgSO0ZZBpUR1oN+P8pw/TCD4veWtb6hE0oNSOLHlfDfHM6xopqb1fwO6ryW/JfamLV9mXnKxRrGpmbB965BEswI+kv/ngfU5VQ4hBgLvYfyW9g7f61h1YZPhYy3MndGo/zHsaAegKR6qOYxVmljjmzvft25fuOX43PGU8Xbk8kB647/7Uylisd1gjQ7cL/BkczMbuiBdhrlZTUordse1gSLIjo5whOyNDdz4Vggv0+XNuFF0O2NYhQwc0mAxOaehl6eDhvenFLzyfnnvuGRh1SidOfIj3fD/OCFfhFt04wJ2gGmMcLo+JCAe5cMgjoZLzdhb0uy/4YF8/Wvg21m46b84cP6emfelLz6dHHnmIw+q/gSn+bwB08uDs8052KZPwZic+N2/IXp9qjLZbx7nslJLbudH/Rv/L0JG6Z2CWMvL4xbhqKs+CV5ji5Ur0n9scqgw79jGvTTSpgom7+xy7vQQTc4z9Oa3i8ashyIEY08OTsYzRsmcwk6v561iXp1TYape4QhxkhprsZ/mZVytUS0YtUVJokKggtoVpvpX3zVh1fC+h1LFHj38R17HzapmrCwWuo6H1T/y8Iar+Mt9pIVJLN1lsZsONHsTOoSvg9u7e1fjJnecN1ANa3OWJmrY1s+/G+tfJNKGrM1YVCgyBS43005ilQoZIU/BjihGpNszCbtPsdtjF3O8U4VVonmcabNu2I+bOtXK1o127N8IATNk0O1hSJU5c7RtkWpPVJGim3/y7f0iv//SN9Nxnnk2feurJUMZclTSAE7H7cMziDyOOI7rXqgm94Lbgq5GZ0XtnQ3nmMs/cI+Y2/yONYIyffvqp9KPvfgeTe2vaz4qnKQ5o6WflwEMP3xdW3cFBNp3hxLtNMPxjrPPfyc58E6xPV1iY02RP+zvZafT4sWOMWCtW5BckBHlpzTp2wSqhbqUS82AFcC3C1GOxPUDkqTN37bubdcM0kPXdmt5npzUaZYCQHM/Ouu1nZuapCQ9mNPC9u7exMcxn0wuf/wzLQ3ak8xfOholjBkC20ybHcTCanUjvvvdmOnniXYBzWziDyIC78LLXAWRwIG+/13e5L919993pADu/qSEiZ2D2H8Pcviv99//D76Znn302ffd7/xRau1q6Pxm6Aolhgu0TC2Mv82cr9c7t/D4s01SwIKFX56ud+kBaCVOxfuuG4H/SD9M75P5A/Dx6xMU/RpMEfh4ObzBtGbGbBNnfmtrLBkKzaDLuwOT7zOxyToXRerXv4c3hxKZmrvl+BkKi8547NCFFoLmTN/FtYI9VcrndHLDjZjTtWGsWBhm79XdKwJY0hNKYhugbfZSwUmLUS+uHRLsTAqqX+/49MHMrfCds2B7Q4ixcSstC8KclglAcdMS1tUFTXbShwkDAXYYP0ywCmfOfAv21ez5UO8camc/E8OQ0d0Z06jInUXgU3hUe9dkQpxQ8Cu06cOBAzP9fudIXNM6DmWKJKE5xx+9hLp2llf/lL76Rvvv9H6Rf/8LnUXweQXZwmnQq7WKd+yxOdaKhxVkraUDchQm71NO6GF+zkvpYCzFXXR7cjIsEAAAgAElEQVRu8VUaVrRzi26kFFEd8ZepiIcfeyzOAuljajfB0I/BmO9+8YV05eo5zO6H0uVLbDXNrqJIUwwJqwWYWu7atT0snu04TZ5E4HO6wymKY8fuTkfJL7a4dK3sOoYVcyvEdfEyHaDam/pNRNQlsxSmnqx1yQzZ9xbnAhmxJvdZdmjziFKBbZq9hXswhU/CNEdGBnHcaEsv/vrn0q/hxHb/fcfR1EfSqZPvpT7m0eMMYCThBx64D5NsJvDOASk5uguX898S0/A0Za7CRf0XL76RLl++yjdZ025BQhXYu5gbEihV5x548D5+90QbZBrmEZ6eNSQqzLzW6o/lktlDrWgbYGAcqmNVhiW/XPqvzm3BF6OtOvLkfCQEOiLOomFbhF6rzpU7bjqJSBQmIWLNMH3nhjVty3hFYfh2ONrIwMzfdBIcze2zqDNq52PsHDjBHHkTKw/cmANRDiYLs+YdCm3qYMzKfF+MA6b4KZYr9uPo04wQobetjJuqUE+WgeCL0dm9JaZmRE0Fh/ZOyAtphT2FRs36pV+y8MHfGtwGry3dVMHsEHBq8bWeLqlWdbXuMY9OJ7fauYQhnPZOnz6d7rv/nrQbpyRDFqRK7SJqXf4UmCjtLJkuFV/e36prY71uRbnrWabgo8n9LkzamlUdQZdyylRbAM4yonXIa2hh4C8IAyOthgJr5QoAE8QRhdVCd5EmYObToxzAghndzZ86mcLxSM8JnLkMmv3FDU/3c8ezQzAfHYCndG7DATgcS6G/XexuJ74rlLh97Aj0WOtbD2Z4/ZV0+vvjP/nTdPzlH+F79MVgaGc+Ope2QGf1c3I+uIn2lvqKo2XzGfFPIlKsBlGx2h/h0H+OifdlbBqvZhxxpUMrmeS0+YX35VuTlPrU4+rpIgv6PeNCtuY5TUgG/HhLP884feF2eghtn/vc59Lffu1r6epAfzq4J68ekDlP4DB3kWkNd6T0s62s/f/o9JmYVt6M89ws/WhwT4DvfO/l9NBjT6lFshZO3K8Qm0i1tj8rMvTVZW8zDNXKeZ+dpFwv3sEpUx5BqmNZ77YennG4Ypx1+eu7ej603i1bOpFyzsPQR9LjTzycXnj+15hrOAYz5oAXvj179iQaex8dPZseeui+EBQOHz0WO/VcunQBYGwHAN1EoScYjjWS8DuHHwQbgN+//y46lg32wSEtBTKgHMpduTbGl+df3msANpJ1IJkMGnSQIalpzzFXrX+DzF9vc2+c10a1Du1YZVfGbtrYxpX3U3B49xuI09EY52l8JRQUJCazaBLOtweTDYQX+SSEGWaCCZNp0XyUbNXE3dwi7OjUJ4ggZvXYMhYGPk6ebrmomV7Ruw1kzAIY8Gm9rK51r4nmtlPzpAG5pB5sjMx3ETNoPdHq7mTmUzgptXCOgeB+hb3mt+7sTUePHg1pfXW53El1O/eAcO50opbILRDpUALAixWD8FU4zhKJcy6Z6TldLq+Jj2C6cJs0yfI0FSCtX3PArL4aMlLrIAjLoA1q5CpNMmZpYjNneYvbrjjyEBGdv/xGxqcpPosi7EPO8ivp5759d4WPwJmTp9L//n/82/T4Y09gNn4eMzOOcnzr2upZhHZXqcQpY7RrAiusgr8BVANPcdaDvsgDrI+nItp3dWYbSeN5hW7JCdfxr5aC+WAfR0ejjmiZxSLh8/F77kkPP/qJdALP9rNsUObytZFR1vufv8Cc+eVwPmwD34dYoiY/8ljuSyif7Z6bjrX40oUrQQsPHj6S82f4kQHWNawTQ7dOQI9mFkMQQm+U2Ny1qBvTdQ+dcBkAG8fTnaVr44MA4hzLwnYBhB1BuPtBim3butNv/vOv4r3+2XBum5ubwmvwNLu1nYKOT6Gp3xPf33///QBGSqfPnIoNFFyOUUz77p4kkAg0szCQ/j68DUfeADj70xNPPME6So6xY493T/JCObTC/lkiLPduiU82ZHQeu2DijJrMRyQE3eYZvJq3CBiBPpZRIyMFEy+MP8tomsrJg192fJOZO8cHI0c7dT/kWTRxN3+RtyocUAo3fA2RcTjU2IUjp2bcojXMml4Z9GYo2ywYiMjAiWz5E+fU3VVwHG1EbcVpg1aY+ybrSyGa2L1az/xssVlgsGSnCCLQaDficGbwWmSrwXct6WouMnMJZZTBB7tg5vaR1gedjeLFajK6k+a27IFgmkwd6fOhgKhTnEGTu34SvTULzI1WXrDMsCNM+iSDRrjGWjU5NsjuluwTjqatnIq3ED+EZJJp5TJoqZIO6uvjRl5aKN2roWUH9SRhONBx2mRTW9590Z0zZbiZoWN9QHu/ytprNfy9e/emQ0ePIRgMpw9PnU7/7v/8v9Jzz34KZ69jrAJiK1Qdm8BNhYMWO0b/F/MLJLcdTKWGw404mOlKlZlX73Ptb83farnIJRn3+TsH/dHSrA6hJVBLxaef/Qzngwyls++/n06eOoNCog/QSAh05z6CscPjnNK1r9Tsf/DKD9lUpiNtw3rzwUnSc3+MqQzPzXD3SKnYeoY1MnRaWSpUmLm1877G1AWYDkzjruP+8NQ5rAzd7Bi3N5zW2gCikeErANnlmPf+yldeSM+jld9/73EAdBJvy5N063T67kt/HwRZE+UTTzxGJ7tN6GCcT/vOu/nAeTfK17zk5jOXL3s86zRArMkdpg1waYLqcB0h9RAvNm1iW1CAfn27cz2H5tblVQdokQwmDdJ5DSc3CIQOcnkVgvGMSMbH0Mw1k/ssn5SITcVzZugy80m209UE6NrwSVYqTPNTO1fQaia9dAf2zED4Ix64aXajdk2L5BVOiWgiITDAnEPUoD6zbNkIuqVO4rzGrnVg3hjav+eoqxm0s242vNzJJwZdLYK0MfdOTqGhIyR6IE0zdVVzEW4VFGX68Y11i2Ck915rgWquFKyHhHiC9ragCfnJIOY2Te79bFO8lxOb7oSN2wOTWJ26mEa8B+1Nk7vBMwg6YOxbVmLmQTMV70qowFZEaRGTuWYmHcwcHJnDgjnOMahT7J7YJoMP5g2O8rnMU3wWtudBl7xKnEKG1gS91bvZSrlVnAB5Iz3pvAbMwtT9RguZDsUKuWr3Kk7SWqc1Zdjf+8HL6cc//nF68MEHcVZ+Lu3evTtpileI2MfRrXrSu4V3KxKGQrbHizajRYXFDQHddIZCg8q1GhcJbuIfUb1ebq6P2B8MAjrRxKqoGaZzWzq6030PPZz6WREwcOVquowm3sF4uJza47ZnpgdDiLM/nWJ0+VoLwtOojoQIAa6/P4DD3DaYfRM77yn8BH2qDtQa27lGhm7pjUC4sEbFmUyzzTjzPYN4pM/gwDaOI9sEkq2E/bnnnsTh7fn0DJ6EnV2tnA70IR0xl554/KH0PtvnjYwMhNegZtgLmDLUbj788MMAlkOHD6SjR4/GshHnKAwOjlJqUE9GJqQurgirQad91mxsGgXJO0Hcl1VmJpcZHXHRhzXiQCfZb/5M6/y4GjjbrYcEq8erpm+d1tTO1Qx8r0AX++2jnXt28CzPMvjMVM2UgVHbZo4q5tpgqHkvZokMc4FoIiKIdYnlalItkKgJouDcuQzcsZRRK0C4v7ROd2zKT33wA+A7sl8yOF+oFWCO79oouwNC5zRCBIUMYCmHwszLtRa9wkVmrpbu0cGS7r6+obRl22amjB6ad7RcIYs7r2/jHujgtKw+Dj7xvOwjR46kxx55lG1SnU6cZQ51OG1flcAmTPMroBbtrQGtwiYg6QRYCLxYNidgylMw9TmsnQqfLRAylRbQjQBOArdZdMz0TebpZk8u/3SaSwc5t1TWv6RTPxO+dWdGf2WHO5m6zNb59sBhvlPglTZopjc4tblz1+7I8/WfvZFeefX1sIB+6Uu/Hg5kZzgDQ7rvNFnsAArnNF+XEsdqFfK0jDozjWzjz2Jx9bfrd6clQjVhQQDn84oZpw1zHRGpwhcG5E37Dh5J29kZbg7ryPjAlfT2z9+ILeEfgtnfe+zuoFcfnjqZzl88l+59+MF0VWdE9oN/8MDRtPfovakJvwRGZh3ZeL3268DQ65ktuAsAzQ5Bkttd7FvtEXRnzp6iwVOhkc8gyb74+c+yicHnYz7izBn2wR2aSofZ/e3w4UNo8r3prTdf5dvteMfvBxha0uuvvx5zQZrX73/g3nT//fcyl74NzXsTUl8+9lTgNjh/5G5ISpldnR7jyu50OuN5bCDA6fnBse55QcV/tR5EnCo4i7DlF4yUHePkuTJMgTC/y3xORtoEE5eQyLzD29xnGSsM3flyzeAz9L87TM1yZZBCMze3Jpg4EdKgQCq1ALkveJ6fYegyWwmS5Voft3pVqm1q8R5ihrYvwYmDIpj7U9CI8YdoRD58p6AiU4+Wan0QYUs7ITLuUzANXExAOJvnPHsg5mGizIWEpTDzcl0ZViQWJQ+h0o2LDMKkjpu8vhM2cA8A4hzKsik09D04Sgl7YwiU3fgM9a6KmS/d+CD5wecFEmCO5btTMNPJiSGImwIoOAEcabotuNnEUuCwMgVT4pb6yMzFHetmTmrNatrCecsOzPEQRufeM55lXLNWwq1z6NLKzVhWXS1UvvV7rWdq6s04xN114FDg6s9+/ov0BnPMn376UziRPRfTcR1oqTJy/VU8R0FcNu8WhYqKEFPwxOutRIsoNwrMfCNuqRe1pFupNwJS9LF7ZMAzFOA8YhrvgRj3YSwXYyzlc9O08B+g/loqDhw5nJrZ1Kwdr/gOtno99tBjaeveg3ZsCPco8clFOJUusNvXFG4eQ69VSwaqZOjBJzLkEUxF9973QPpX/+pfYvbpYLu8JwGuvvQBS84kcE88+SQ76mxj0Jkfx0R/gQX6sYMbm+PbYcPDbMGHKetTn/o0WvkRdnRzPTmADfF3brUT80gJ7bXj7jwVbJLlcJ5H7VayBtgBf/1dZxdUIW09R8JKfcxBRBO8vGTGnZmoDDSYKUQBXk0StWcZONSMCITYIAYyU/hrMHOnPOZ3hHN5GggA5wzrYDjuIGzJwOfcYjY0bBEdYiLhQUM2fwmajE9CUKwCbC4IM0YjkaHXiIPWAE/p04HFOb/Obh2C8s96BzGkTRrcZex5PbpTCr4zeK/znp7CoDH1CFOgE2fzodzXvomxL3Hzia65QXRgvXxrOOy5e5ja1AV8OhRMjx47nA6w9OdO2Lg9AJgBPcB8bQ7dcyZaYXBq6DLILj2kbyDUIQuAFf5ZHjY5hpkdzbxJRYQ8BU8gF2ZsanFS2MZ6BV40BvFJQVsckIEpBMus26CHKkfNsS+HTDfjvtuS+pOJi0OmNbgxmEzcOM33Z05/FFOZvTgau032vgNdWFAH0o9+/Er68U9eYafNL6CM7Y05ZWmvdROXiwVA7/FqKEzduGDsNupWBPokpAivUB7v7VaftDq6nC8eoGETjO0YUy2xEgtLskv/ZhDiVCpOcISzJ9tthV814RTXhmDXQ98cvv+BtJml0nQ0WSNkmW/QkPVt3HVys+svPKRAbEa7WD8+C2BeunwuPfzwwywdO84i/K506sTbmNk70iceezAdZX5B85JMIW/aArtlfuLIkSMBPAKSXstuDONBAiKTm8NMAuyGdiQ+AVvNWzreEqZT5tE1o9KJsJgg6JO8d1mUhNb0MYD8XVUog3BT4azGNFZTIdpvQKbJ8Hi99ap9n/vBJWzB9oKh2i9hLoN8NMsJ6dTMIE2tZgsTBkGdO5epK3HGBjKOH9tKugPcHGq0c+auN2+CWmhuk/zMOQc+NxHTHm4TKSOf5TCYwKua+VHNOq89Jz/KckwtyIse92KFFpYwKar9k3MnJ5kV06BEzPb4D4MifcS3fBZ6iu/IEHkiPHNDa4e4aIL3DPYWtJKmOHiGMvhCBDSfHGwBgW+NKrERF3/ymHjrO4USBU1jxxBuduIM9+lnn0m78ZI1zjrcCRuzB5zSUVtzXlpmt3vHznCMa4XbFrN3HT4cbWGHazBhQSjDUvCRWheIgXLneTM79G1idAjtHNMtHtfx3i+BGzXHED6dnwa+VV5yGTkzcaAE4TAvp8tLtZwSaO+D4dR2LBNvDMFUQRTxw28MMmMVKstSS1dg7tm0hdMwNcmzzI26ubrEEyk3Eze7aTPfTqQ//4//KX3iE59gm+4ngql3wOQsxxMr25iasN3q48G8LajWEVXGbnQQuMCmeGr4k/vQsaj3dUOS+UfHwCBPyGH+G8ouvQXZiHtTlz60P5qx+O5BQOlFED999SJL2GbTHiwxrWzG45JbrTJ7mCPfut3NyzrTh2wpvrV3e9q89y5yYqkv21w364xNlYMtlerU6rLWy4oM/ZqOXarE+V6pJnCGIjNTlytMsbyiaWaCudSBNMEetzPjrZgsDqcjR44w59Ibo6GUY7c6D3WBzhB4lUQ9XN6jACe4dxeeSTR/veXVHtX0I9RGw3XN0WN8qyNGIBCIw+xNwEsn5p96dTMwVGu9qvt6BqtKvnSi5UZ0sXc2soAdt3KoWrBKmpIXhNpzPTZSRZLs+Q2rQiN1Zys9UwVkBaoptn71HyAMM4bRMT3SBjDL2UbQRiRebMdPeZjFYbJqybPs+ueWrLOcnKbE6jK1KTxrZfrNMORAXISqGbZnhf2zSxIiFqsYpilQOGvzOEbKm0BTnoNRd3C87dAI/hYcPzjHmE5xKEQTbu2ueZ3AsUyTXTjYsZa9hfcBO1hhxiB+bu1rUPCwT3LZETX/JxyCqHMLUzA2XChq1nLA3OSMFh3M76nDtaLCkWvlyUXCyb/5ISj9T/21XOTA1X6304nXAqHAVabm3fv7/OVLaf/g/rSXHQkNEo1COOyL5fCupPO75dIt936l7/z2VzWstn8dbbGpG7zoYRzFCb3cjQuqwh/vM/259ip4uI2WwqSEWEFTnJSR50WW4Am7Vk5xdsU0PkdOUbUBfwFWwnRkro8GsAOAtbZ2hhAamy8hPPs+g2CBJxk+tYExzShEA686uqkty6y1MhhUmsQb16m3sk+ITNwVLa5nbwV2Yx6cb3Rcts3CkgxKwXoQc3QHDF7Nvqu7Jz316WfSa6+9ll5+5SfstvZ0euaZZ2JP+VFMbe7k2YRFYTu767VA24eZ29dD3uNbx0bYurtmYbVOGV5pMwqBwTn4uNpr8Bbf+8a/uc3+pU9zcpSF/DwP9zXrXJNmdAOv3WdDAUvfAq0ekY/pmN7IDq04cbMBzw9/+MP0j997KW2GR82OzqUehJRjTBHv3LU97cC83o0FWQ1eS9z5K+ynsu8om52wooVzWNvpZwfGMXAjrKJ05kqs/e+KDH2tRbiXsBKgnpFPPPZ4zGv3IdnoEaqp4ujRozEYmuaV+gRCtyIUOHTe0BzkTyATkNTSDx06UGPmeZBq6LNIVfOgl/dZN3TQN0IozGH5ulbbUr1f/qvaWxkQXZhRQCTJP8mJv9hkAQAXWYPhKAITH5I7TH8aR7gZkBd+Gpq4u8Gpmc8glM0C0HMyalV3fkEkQZg4yIVEszByCcIc89fChp71g0zHeDJb1yakfgSIsx+dRxo+yPAhgIm0/CZZrTA+5pGqs0EwXNNOhfIqBsztOvYMs4xETV1J0LoGQ4ZEyXtbApFr2jqv/n/23vvJsuM60Mx6Va+8aW/QALobrmEIgAYUSZGE6ESKQ2kUFCVKWml/WTNaN7s7MRET+5v+CEVMbGhHGsVotdrRkJREUUFRJJdOoncgQAIEgYZroH11l69671XVft/Jm/VuVVc10EA3iSYqu19dlzdvmuPz5Eks9zDcyBIEs4e62fpVvi8RML58glA6nSMcBZ8OokunvFiHS0ScZtByxHEWgjmIOW6KfjkNQ68H4qDw7XQd9oCxD5oQdOnSBEFETAto7O4aqck6h4le3zCgggR8AU8SPK/zT3jzDEaOtgsXRzNn202YuiZ3V4WFsxaA7HSRMR+4Rcp/PVNULklYvRyMipPih6ZzLaklfodauc/qviTdMi00J/O4tl2GL20uGr5PFQ78TU3NYH19Y2j6P/rRj9LDOJDJ1B944IFo+w42wjp19lyETJUOLOK5vwyzH8YZr8P5GgOOT4qoXc06bkET6kkatjFZz26ty1PvYLVlrMRDl/XpSxD3EJwWEexjygS+02SpmeN1hhj3P/rBQ+mJJ56A9uFkSKjXJfaNP89uawNMhrc7Cwgi02FqV2ifhYZAARGeKHe1mnqxvtTHaccwsVxugEpVr+B4zRl6Mefogf77v//7sdTMsJcyc+/ZaTJymXY9acJy7aNzPf6UIDX1KBHqeWnS6U1Aei2lzUDzarUfOKsYVkb0HplhEJjgmRAQmRz9DsAvIbU6dkuYmSQsPWgJOjm21cz5GWQizOOY3bIFAHMf5EYQh3sHQbL4Ycx2UxAUpYl+JPoWar+xp0dg6nff/Tryax7MG0mImBIP5ZAGczPu/+yadpFNb/je3l3kRUsgxPAezNnmDSc5nmtryNYLCSmklLbaHn8lWX4IAJRRzmkZS4MQJrAKZOoIAeYdyUE9GqJ46T3TGk2RumC2n0MwHWGayLm1OQSdITQQ4yhshPn89vbf66kHBmHmU9Cl48ePBz6M33ksNjJZz2bqLVr/xKuAF2DKoEoZijjqpLkwwxpnhFxwTZxRspbBRVhmEFEYDY0VwPN+gT+/5rONqX7PxwXGXTVkkpaWOXOZurjgTzwq5/WjdNt8MnLfC9ykHtKF8vO+faPA8+Y3vzmmJtRwH3/8cXaxvD/dfdcxdnQbCRpvHSzLaJQ0aO3b65n6pW3d7HnVq5SY+6G03bzRV3SA9/qC74i8joI/vdnpZwcGlLdXO/T/DDTlJyyRfuaZZ6Kde/fuJ577xTSIxUTF0zGax8dhFD4VDnTsSpeMvtdHUBmKglBh+uAen4B85jH0wk9exfRT4YYyXjvPBfcGIHDQSqc68AJCSeVaQDCvC/TVzhUMdMzwvj/Lyxr9Ve6RUpFX4XEjM7cPXnHrKSMKCWKSGy270jM2VFrmtYOJh6ad5X8ficgGiVhi+9NAEs47MPc2GrTL05w713y4ivlcjbeXcow2FyngGMbMsF+cWQAemDrh3izmdQNbHEAr10+igXesO1dl4Y7gQISKHcQMb4SpmKunnmM4HYF+fAdTIOZOWbeCn3USPoKw8NEwZ1ZMPc5ptkFyJFBKCAbTyMhvHbNFQT+OlRYCRWOJcLeY4TRpgulOASmkAISc8LwaBDWueMRdy6IKIdSMKIDSF24XrDY3Dz48++zT6VZ8RpBUI/f2n+uzB4SWcZiCCoq0yt3HXO0hTAqNrr8uCYpVnfrEBJwBY8Kek4DBkrVesRpoiV0mlzCzq6krjApzvi1MCYPCd8BuwNnlmbl0op689lY+ZhxQ09Zz3Xtq5uKOipTXWzF07/szj0lcUyjwXqHxLnFT87auhp6VdhsPXmXtc5/7XHryicfTRz/6W4G/4vm+gzBKaEsbId9ybGdJnq9viX1x+eeljdLOjfzCOjXof2lJB/w0jHVTp+qqTH2Dpi8ao53f5DnqfBFNfIgAM7fE8clHH074tbN8bQY/ioXUIJR7G8Y9NDyCUMeqAKKWLqyw1I/yFrBUD/VrbnfsUCToK7/f9yJOk/X2lX643PGaM3TNLjLkYtaxgjbGYxl4O12mbwPN63MluG9961sRM9jrHL51JY4Cjfl9/7WQNmPkV63dBUPEC37ipuPgb5V+d7cwGatItpptfvHMpWiorcyVQ3DkzDB817DmteZo5THG1tznHmHolCnzdI5PkmaoSvgw5sRMNAbR1t0RSqcat9SdZH5v7579bDMKQ4XINJlzFxZ8VtKqS2HC0KgGLmOmEXxDmIo2iEDc943CyG1qaOgVQ1erz9GseN/Xqx+lQGjwXg2HH2BzkDlMzPohiVgIdVmFYNuF5ZcJtUjLHf7HkTpkCl7K92WTb22n67kHym56rsSI1RgMqUs4FfKAjiz8bWhghpF8s8HUk06XQbhh5m20vEXMtmFmxwGOadow3StchzgADoE2ABYwzDGmxbYAI3F5DdK4KIzXL/vMa78rPRVXZOgmLaDSVnHeFHhUve95+dXpd6HhMvIyPSrOeq1gIP03yVS9r3X2rrvuSl/58hc53skunBNMw+5n3/a9USfrpRVO3DRlXyjbQ6NtV5kcr9oe/Rf5covL9UpYMuJBlKEwZP3bTJVIR5567lna38/y5sFgwP39br+MRs60nULOInP5cwQxc9ObsdEJBACnGVE8DuFTg+C1cOopmDLCGPXUgbuP6bWh0bFwFtRRbqAfhzkUlov0be8QYYEjVK4mftoB/bna6ZozdIHF5CCavHZQBZbCkCXS5bl51LCMpOXPc/PmeMIHw1RpHt91YEoZ3vt5TLLCeqojZf3+yz+XvEghciqIHkvSIEltCInaqWZ258N1RmGqPBi90aZ0lpPYLCOZGk1phZ/z4tqVltHKIVW0QIbaJQQyykA4Xm0OjWfvWJBgH8Ea3Md8CiQyEMuhmw6jwI6mcfLt3rUvCM65yQsRsANOShnZHOYOeM49Cg89IJXTMxJTtZ8IYlGRNU33tlQiaK9SbfLJzG07H0EQ8BeEkns680UOAiG10a4l0prjGhCpnCyN71JAJiNBa+KRb4ZsQf4ZBJMxAmyovc3TX+62dvQwbWOVR3kvl7f993rqAUdfDXwas/jzzz8ftG33zj1pmCmVPK5dvCrtAsLWUjwN2IFpIXSuAsd5aRqbaCMg6ETpXLz5hFHppDCvE5g0NBgyXxKXhLd6KnSiHMuzeMf8FYO2nEJLVb70fJchW2bgU3Us+b1XP7fcQoN9pwgB5vFcxUvr6u7du+NajV0TtVq7U1DS9R/84Afs2XF7Onr0aISH9t0+cHiJuuhPFbSiNIBjt730DPiaHa+7Ger5LcvkvXivqpcCxgL7u3vs60Nop67uINfby9JA6jyHxm1/GJteuiGNHBmDOaPEzLIsT4Dk8PIAACAASURBVCHgwA2H0mkinbJRN3QBbRvaMwQTH8bDv0kfunX03oM34DczRqQ4vjM8R6hx40+MENZc60Yeh6jgVfpzzRl6vXPrWrUdLbMuDN72KMl5bYPf+ta3xnIHzTAm8yvVuWDfVAYoLl4jfwpwXsvmRrhXkFamq+ONBChM7vR/g/uuK5SwtPR2BWCdEne5hnPZHTQKmXl46MLM4e6wS8cqawcKpNEGNHrDPzrXtIKwcOPNRwPpncvrzC6Glu6cW/Zcx2kFpCrzzRIJNW3jUs9jgh/ArOWcmzEOXHI2gFk83qVsUVlnO8PJmkK44KZHU4d6mQLROUqsmAwL4SBrPjB3CQFt1/Tpbm8trgcUbvieGwFoDoWkWUyk/KXqG7zWxpdAZq7D4AL11CluDmn/MYJv3HLkSMy5lXe3j9dfDxgFcAKh84477ogd1wb10AY31Lqd64YfXSbBjJyGAmdWoYVLOIG5NC28qoHePp4ZSTNipAOywn2sGKFcQddzHboE9ALDl/lY4J6QLw4K0oWeiM/lXPwSD8UFtWtTYdjm2YyhB95U5XpueYXWS7Ol8/XyZOh+R2btczVh669wYb5QAqs6Fc3ceqxvY4hDcQ+kpTEK+JcKNt7LiYEgj3XTqXZ6ahYFYSam8Lwv6hthsofltPLvARQKf5Fo9xz7n6tk9O/I91zO20OgnwTD7sxPIlfgG8Pya6cPQwtnvnwQS8c4dKwfy+NFpiYXoAUdTO9uIDVO2F3bb9jYy6Vu/S+Xq/vsmjN0B6mY3f2sg6cGVYBFICmVLsDgO7t27Yo8R48ejdo6ECXkoACnhPdaTxkJC8C+kt4obKhbRiCvjBiJtHhjKwtLVmJ3M8ZjIEzWIDlER6a+zJJE58tZoxYmKM1lBmxhgOO9MLQjEPThKNaHBNvLfNV+/CRcDjM5NQdy74jtGoWHObzX3fggzG4QzR7MWgVuhA0FvedPnooKG+mtl7lpqVw25+Xd9lyEonk/MBSkV7gQfUJTD4JIvZwugEAqtIiUwiD4zSsSr8y4MUhSEsQCpt5CcteEr1SeBqTWMP0gtbaxmyg+yjRwxxIEZIAleWoks/gENEBiBdM8VdB9Z/vs+usB41kIZ6fZPlPYGx0eC+EyIGMDWnVJd34QuCJ+ICguYWpfwMy7gs+J1q0GwQnCkoSAiatYNruHnwfgCn280pRphbAvZJq68CpzFeesv8/VWsu1dDdyrzFG3uTcn3mti0d/5vVXt7ZG8JqqXPOYFM59XxP/yZMn07FjdwQjlNHvZgmb5u9FzgeH8ZWS026RLOOyqfa85BW/yxSAfGSoHysvdEhGnL3cxegsuFi2vGuQGO4y8AHrA63rxWzuuPejtDTb0+nCKRy3sTw0cYLrQwha5rsDQ2Np7/4Dwdyb+ggt5nbMEwJba0AnlNeedIDogn7xaqVrztCtqCackiTKG1MZ6JLP6wJcJa+Ao+buM004HssglTw/j0dQp9us2mm5KTPdqh+8X/q25C/Hde+oKQOwKMva+JAkMZ0jpmp274EBX5yaBnHRPADuXtZ5ORbzBEiYGNmZ3C5wanqKeyA6jNE166GZY6Z2Halr0V1fvsBSthZzi4NoM6Oj42mMUIhjMPCzOMc40SiSSzr0mrfOfkNTvw4lSswKc0aQjrknvrUTxB8jiMNZEH/lfNYKZMyGujQilnPfDaw9Iq8R2ixPG7v1k5G6pEgPd78lkquFDBj8xeV0zGVCoqJf1cCtl8Z6LQ0rCC2a6noQIkJ/YQ1yzNEr/JAvo6YsnsQNu8N6OYw+tx62wchaQxAGPh91WDcevnuZdCV56+N/Je9d5vPX5FG9nn7gSuu61fsb72+s/Gbf2ezexvfq1ws4r8mcVFYEM8feX0Qy1G7utYMPBMScsNM6XnJc5Z0l1pmHNzvTVmpsam4AIUxELZapSvDQf5G0kAG38QXOA3ZhLsYc97yBY6ipMGLhTQdX+yHucbR9gQ/kk5kXK2lhyOKC922Pipfadsnn9VpZvF9wxzIKzfZ5ySNNL+/7XfHRcs3f0zMS2rvKmczce357pfKPWnFuD7yKJBEQhyjDk4xtnMU1x+jgwLD4dtynHuFAS3laM7TiLaEoPProY2HFO3DgBmKdsO0tlsZSjrRBIcJr69LsHQkBR4Zvn4u7u5hWsa/60eZHEgFjlgmqg+ZtHaSRQ5jmd+/bH6Z2iF9qUQ95ljTQNjpF2CbfKLEynKrR9G4flb50bMyvL4P3TKV+cVH92ezeT4Wh1yuxff7yeqAAcHlbhDFtNqj1PBufr7sWSSzHuWJ+luilBKPDMyOmxdx0ZOMBBEQtW2e2srmCO5VJbGSk8i3Zn8u6oC8UCaBSbgdA1jy9e+9OnF5uQHDoJ2DMIsFVJlnv6bI3zNFIrprxFfhk5L2s+y7AHOYtKuZ8pWZMAd7vidpjAP0uPOsXMGMNBNLRBs3sIIIep7GEJNpl+yBmdo4mNttIJQvh0cmvpxdHS77jNyQZZAxfAfM7l2kDeSOk9A5lN9icoc+AM5jimiB/JrlZQJDwuIa9L0KBNjDzoWnxfj9a/Wm8Zb/73e9icr+ZebkyH2/FttP11gPC/ujgaLrvvvvC6iI7nSY8dT8rMYaGst+QMz4yckC2y3gMnoS/icx8BQFapq31XDgLHkZ+IVBhsaSKp5XLV3QsTNejuFLoQjnKeE1ei28yIvPJeEze8+d1oUXer5+XcksZHi3Xn89aLdZ+00/9CLbifaxeAncXsVg01PTxiNcnp55K/er3LnduXIrY0xyM9psKDpZhPZ0KkHEa6W4ehWFk1P0+shJgXhm6QpfJd+I9CEhMw3kTJWcYwXx859403890IX0xyHK1UVboDODYO4C1BnfeyKdWosXFMvoEBMr33P1NPCowKST4TfvV7ysg2S/1PvWzJt/ZLG0z9M165VV0L7PZ9RXabIDX5+hebTXwazkAbCAmgCaf5nNDq8ZMOjAtE4cSheQq0SllRgjdYTcv0BSNQwkMS0bci0m9DXDOgbj4+cYStPGJXWzXOAbTbOJBivONwTfwCN2BV/sizDEkAMzfMsz4ua6d8340FkFXM7jVkKj53G/KQC1zfCfzfpjtndfOoWLJQWOcGnCtug55Eknr3VchghK7CKTlgSfiF9/oIklpo+FrI2oU0jc9QCaFFcg4zm2LvITowVpWltIRo7mXskV/SzH2l2KBEfQUlgx1ad2t8x4CkBj+eAJiYJHb6frtAVybgPP59Mgjj8Qy27uO3c38KPBQNUnFUWbeq2ldABACgJ8Vpm5aCIQGImnEMwVW4EY4BSgEiwz5uaASGc27FYvhATDZBdmc8UX+FtpRx3XvyUCEeX9ey2D8hZYKY/F+YeCF2fnMvB69V37ilefm734v0xVN2FrbZJz6BsjcdX6embqYDP196MabCKOK2RqHuA4M1zJMBR9L88IRzk4K6afcrR/zezJ0p7hUMmTgp0+f5dx2UmeGQivf+XMXYifQAeKua4HQEhcPITqhODiIgdS5s1ULVBQa0K8mUyOjhHZV2XGf+B6E+yGYeT8e7cwrUo5lQGP8ZtXHud8yHJQa219FOLLN9lOZni5jYl96Xvqi9HEpw+PPnKGXytUrtX2+dQ8UBNk6x/onG/PXrxs16T/eAl597k+iEaY9EEImpENcWMCc2wNA1b5bmrUB9lU2KFhWUxfBYHSGp8R2iMbMEhZM6fsOHIx5qBk1aeatXP89MDRMQAkYGhJCbwfTvJI/0rBA2sLsLU5JCDvLkkyFBBBUvICC5X+c+znec1rAcmTgbtITCOv8AU55MnjLtDwFDpeZaXWgiTzPbRVpJTDgKHbS3Ac6wsW8OrfMKiprKfCdIBWUG99n7lPRA8NmauAIoxesFoyclLixUvhelabclYmdAYX785Pn00HMd9vp+u0BsUMmoF+Hntw6xTnaotYy+DEEHgQ4FGaOGZ1F5uHN7rzripYenN8imAkAJYMWNoVX4RKAgxdkeNJQH3AI7ORk5gJr1a0tDgWvC/77Dc+FQ/HDcxlJocfe8ydjMcmEfFZ+4sulZVa0oyrPd0oq5VqeP/E9phPI4HSb3u5OxSFlI+gQehlGP+T6dY7lXY9UO649vpQU71KfFv0sQzfUbWbazHODr9bBOPUdwrIae77dzu2sCyMyeH15JDNa/7J1kH6HoRs+tx8tv4+5tV7q3gttHGR5GwQl6FEmKrmv7S+FtjyNSAuol9vYOuhlDEo/2zb7yPul/Rvba3kb08+coW+s0Pb15j2wcfDKdYQQrF4p98rR23XA3LzkfLcONL6vhm6wBdg4SKSJOs8J9vEsEIuj0vVyi1CNvcz9YV5Uol/EdG6oVNdsGhGwydKsXub4zmJmPs9cvGvM9+AIojZt/gvnz4WkriZtcr5JBHK5iPPcIc3DrEW8QYI0aNIX6CVtMmeXmiyBTMaaznOWau/qxyStCpRnUkRxTapChw5vscZe4kEbwBnyy+jNp7nL3LyOtUHaGe3lnlK+jF6NPaJ1kSe2Xp2HIOIw149Q04uPALX1kyFcNHpY48re7C3i21uTCZj5WfrhscceS3fecVvk2/5z/faAmqKwtgMtbYTlSiatMvqWxE5rOrWp4QG3LkVLC+xjgdNZ7GcOk2kCdL3kzTiVmahMPE8v6ecRRfJHxg3My4DjvCrWci+TCvybpZx7FC08FvpQZyjeM3kURz0W5mw9/ZWUy8qVrJfv83LtuWX4nvjmz/I8Wr75AqfJ47kafrxbveP7m6Vcj7UO2ixLrjdlKuSL5/2YxN3Ey50gh4ew6ME0NfWbZOjSG31/8qoZmam4bv0rOiCRsA8YAwPRoL5A+0bTEMO8Ql6FBc3wWiKXySst0nIn7Yg+5p4KhVa+Dkth83RAt+qlf82r4GMfSfvsn3p/dt9Yf7bN0Nf3x6vuarNB3Oze5SpeEPCS9wB0oCR+PvMU1gRjZP4ZrVJgVLkMkxEA3IFQLaONZ6ZnuFWkaMxULYhWB7Njk7nxCXYhkrgNgDiaop0vd2/0izOs+ZxvEQ2RMkVstPUpwinqACQSqM1bB5eemSSIEoE+nlv/iLjFtV7rqyChqYM2vsJmLR0IgMw8nlFnz3upuEhhGZHk0FyTMxitEkrsrAbFDOsAZfVRjgwbfKPNIF70R2By7hve95latyKF74dnvEvaOFdQGED46BsYyd8kz3Is44PoI5q7Law134WZ78iRI2knwk1w+Sr39uH66wGha4alZk8++WTA0fjo3WjlwCz3xadgfVldh5kTNAZT8tIiAVzQ3gGHwA9bLcHPqauRBd5SBuwEvJSZCy4wPX4ml2O+1J36Cu53j34zCo+y/JPxL3+/MBaZa2HqPi/MvU5TvF//FeGgHC275JdByahkUOK9HvXT07PpwuDFWAOv9jvE3DMrwV3H7KuRyvsbj+X5lkfxH/rRC76roetYbRtsUzBLmLC46UYxHWLny9SbrKhxnjvz7izAlO/6HdtKkQ4e7xD8B/8gCoGxD+PoNoYAPwhtgtkzYFpXMl2S3kg/UFygEwai8f4yVsQGfjgmv2Hd/JV+1+xune0vn+dvB1TFdbxY+7PN0GudcT2cOqDrkpC18V6VwbwCRklel/c99gJUOp8IHjEvLBPnOv9g6nxKIgKI8R6sEEaaPWwzULcB5nGAuNEEQNF+h8dGiKG+L+3csTcc4QznLgDrZdsHgx8YYm6Ob7gZg0nA3cG+wZq8ZNh+d2Wlmq+DbFnHBtKygKxzkAhhWcWZzY1cGs3hYOAt57rR+p0bc/mcyKpO3Mcclinmr0BqVGlaAyFUmgYJRzCXGe6xw9IyLRJNytRRB7GDcrROZOIchdT+WBe3A3abzJi357rdQgtRaqfTemlvA+/ZBvVpY0VoYlY0Xbg4k8bZN3pkZDSdIZTxwZ3b+6HXuvW6O50ntsAA22S62ZS/ZkyxgE8uP4Npj7hJkKZTPZuZY21hbl9VM4eoa+kJuKbVEesAeA9YF6dJgbvk2TyV+1383jxf927Bf79h8jqYjPhVu+d3Sz3MI/MzmbeYycu1eWU2muB97rk/z8Vvj/UkXvrzmQzd505XGOZbs7vxLHzuJkp9LP3C/l7VrbSXY1XXerlbnlN/80u7Tpw4QZ/nePVaUQz52s84mMVkG8znzzYYpllrYekLj/remCqyEjQGsR66SB/yfr/BomD0yxDPsoY+3uMjWSyDNtAES7Hvoq8x05vHPrEOHstYydBdKeDPPPaXzzz3tzFtM/SNPfIzuRboBdj6cfOKAF/BZD2aZLgxsAUq8+0YdE8FTpNAUI4BEFy6REtDN/ATjFpgCa0VJx219FjuAvTlV9WAKceJZRk8EG0QmrnZBSRq9gDeN4bpio0JVoiGBhBq9JZp9blsoz0V3xcoCxL3EilpD3sGLysV027LLoREoHZ7R+seHu4BvBmICzBrchdxVkDQ1jLOZzB097cXoC1nFdUl5vkxbQWiWGsZtsvNmLMcgvCONzpp347hNIbD2iwhbBtKy3SGyOx3Xf7m3L197fecn7f1PbR9VasE9RtwTT2ivCY9N3Fw/s95Tfdp73EJEeU1KX8ZwrSC0LITZj7J1q9PPPlU7G1AcWupjCkfoIw8BdF9uHYWJ1Qp0qUoXT3YPlzFHih4ub5I7w6hjTkWwo3wEBMrwNEwSzV7mGpRgCQ+coR0NTa7c+bSYXHOX/Y9gZhXZcQKCzII5+KjTN/viOebJZ/5yOcFJkq+da8IU+bzR9nlHb+hcGv9C8NwBUjAoipqlT9O+GM+f6aoH+ceS309L9elTPOWc4WDovF7VGs2rvtp1nhfZLvRm2+8Kbzblw2yg+Og1jArW6+P5W2WNrbfPOEURx2XWOP/3NPPoHDsSSOMjSEkdGjro3wtjQrv7s8e74DHKz4jn21xl8e1JEPn0lGxR10WBzGgX12Zw8947fYb5blsdjnoJfWnAf7zmd7uYY4HNHS61RTIZ/K4VLTO70nHwt8A4ljaJp0pNHCboa+NyqvlRJDw53B1jwxvBmDuhuTOsSRRrIKpeMO1jxnolDTzsHssCCakCBhBbGR0VR7L9RzjDhHTYEZok/PsdDY9p5MZmjJrLHvYiACSktogBPCJiUnzOXcA0pGBsXTm7AzzUGNpx9i+kNxjmRabDcgQlU7bME81+iXM8Q2Yp/P9vQgRhowd0FkIwuf8UkCzxVcEZCU+BpwHJlfIVFEs0CG6y97qUP82zHwRsaQ31rvmHaKyVpzN8Y3+UVrI/BhLYQYRVJoQ15W5C+nOY4fTb77vwXTrDsqYPslaVIicDJsulJFLRZo6vYiQmu8pxepphtda4XiprWTiRj9SP7diNeZzexVCxPuNZYg6wSZ83/rpOTvF3u6jRLc7fOsdEC7Mf5YZ4x8FU67Jcw72Df/Xp5zbGprsnUuyxJP8ZzOkrz1+1Zy+0nq+3PclxfVUlomt71N7e30+r1Z1/iQRaoFduNh4BOZ+034iWcIMYBNkAGncuIOppYU5lksx/oB9FNUGLxrAhWbbij8CUTJDGaul8ofyY921p9UoSxuy30yGQaebIs4CzGMFXDAY0jDmY4VMYUOcUhOVaBjkSYEj+oqyFdixIXFHyxg0hw/7s3zhUjrjtTEq3HCmMGqPRZMU/jMOkL/KU47el/aUPIUmSYtkVAr4MnXxyLXo5uuBfswTWlUtth+G6vsm+TqIR32qo6qIQkrciC41WyRpVhku6Y8LQ0cxW0+MDKUzJ55LOxEe3HOiw9an7Q44yLSgEeum8G0JAYA94MeHd8Q8u/jfhx+MG7XQtUHbYoUNtM0lqQ0sihFYC7O5c+q4t0ed2/S1CoYrGGK3PF52nIuShJSPpbHBVCNhqmmD4yrdVABcom4upYtANz2DaZbpyZHx0YAAlZQQbhgbzf1OadbTtoZe742f6bkkwlSO+ar8FY5LElFNHguD9lgQRoQSaTzKYOoMvTDy8p4EDNBJHbjRAoSobQAYJVYYNwYhmL0kQGIA4vONQDDO9dYchOH1NGBUYN8KBEJteVkiRM0KAXK/8kWd1miWjm8u9RBQ+yB+blrQYh3mlupHtM+Wbp40BErQrFNpjzmzV7DLxCA2CCEXLkymnSMgKYRj9cJcuvvwnvS+X7gzHd6JiWz5QupDyIj3JBi+H1cQqGhHvsp6Eg/KQFSZ7OegfiHF8xDEXdVisDQPIhNkQioAAYGChBneKYpp+uOJJ4+nN9x/99q3qk/WDhWxstzyzdrT7dOfVg/IzE3lmAWqfI/Il4uE/BzsDXP7zl1sakK+FmMtM19pE3AETbPFNqg50JH8h8F0SINxO7CbD67yq6kc81X5W9UFyt5AQlDm1Iu7rzkUXtMRQhlGOT4Gc8TyZNJ6hF4aNMEpon6YlAyVpSpRA5mEeC4eBYOmnsHMoSGmqDfHoCngW7kueFcYb2Su/visWOSkKaailVuO98Qfmbnm9hLeWQavwJAF5/zt0vshQtmHBUkDP8pTsVSqmPvNNsUUAUxyGivAudOn0hzhXpdYKjioUgEzVHCZIxaA6/9HcI6bmz7Pt91Qhn7ROgIua41UeHBIbLcQkNvtmnnwHXx2hU0DOugKnrVVNtYjaIqCiPfpPwuhBK11/pwqdMoxltxirbBuHaby7Dd3bHOK0j6CjIcwmJfW5saHAMRpHUa2Gbr9e52nAC6gpTBykaYgS52h+7ww9GiyIjg/DcltGF8Lhr60hKm7RVkdABmRkuXgKApI8GaFELQDMAFqdiUaHCOEo1qspm+lcQA0mKnv8M96aQ5vYT72t8JPZidStiE0S0Rkc5kHJW85AhlxNn/MZ9iHHUK2TDhWtH0RBjkYAcWfSL+aZtn+cDfBW3qIt7xw8Xx64Nb96V+8/b70Opj6cM88S+bWf7v+Pc8D/zb/fL4bBE8Tu1I2uTlqvmvz0/IxSNCMHuZZ6SzyrxDAggAU9MMEc/dTCBfju4h+SH0jITxJhLKoxqGOqduMPbroav8pgmcpt8x7Fph0I5T1CXJeAwqZeVwCB+7ChT4Lo0RrQo6bY1+CuRkc4IBzWU1egElp4oc/TjOB736hMMruncufCaNqdisIzuXcN/rRdBeJDSFO2ALBqgOuhH8H+c2rQ9qwVriojzpiTsGQqF2Y+3X8hFGV1TQyF9/N/ePcby7Le/5kMvVz6VChSzJX35f5206flTlimblMnIdRifxcH5Vg4Wv3oiG5mhv+rh+nYtnsMCauQJm6eC6dO/MCTolzafLM7rSXWBB6suujs8RmUMbROHjwEHic5/ato1NlLXwfTLGEkDpHPwAA9oDjp8UurBde0E+l7VuNo/n9mSIPgkIsXxR2UCwGGbcxxiT6gjIXGbNOhy159btQALGZ0hzrYt+UQYsSXa2zna7rHhCASvK8II8mLRm7DL3c8yg8CEjmlag0kChD+0ZDX+7DAKlALzOX0lQMWIYv5GgugvUHhXDqaGgUz1BOVvHydMcxGVpsamKFKDuqRnCFBvGSm2jvEh6189AAFAB4Z0VzIMet09bPtC70dYwqheMM59ZOkyWrQTjX6Q8Tew+IwPx1Y/F8um3fcPrgL96bfuHOm1IvDL4zMwnSZkJQ78eofq1ft66bBIx2iqF0pgf+0xx6IvqPjSBwhBLnRmDsqRcBiDpN4MV79PAhwr9mb/g1BlExjyAXEBbLjM7epAK51mTZ5Nn2ravRA/awIycDVxBez8jLF9oGVGJCdurCeaxACMX7dxIQZY7fPLvsncdfIzO5JjCedwQEm+CglinDrI9vEHiHvEpbMYXyXMkiNG+0OTU68VOcd574zjvvTN/5/uMwBuf5Ma/z/QUcPwNgMBWPj2FS5vtu9WoKRiXccinuCMsRw4EXZKmFZkhD/Anj8R5NqOOO5+VXmLvvivt1bV2GVTZpkXm6XMx8lu111tDzN/zOWl+Qp5us2QaO1n2YhSiYNnN8ac8OIkpiVp9BKekDB4eZLx+kH5xbX4VWnr94FuF/Ku0/cIi5dTRtFAQiaUQfKNA4frkOtp2x5DsKDVo5bO8A1bJ9pZ62vdtX5d1u5cxHsVFGS896/HpGEGqsl1OSksU5gmU5/djbY0x7VRRj+tPf9oH0iTGI86hNLnuboXf7+Lo9E6DqYF4QymNBkAJcNrIAndzH9zJwIoXLUMCPVeZ24NQwKgCLp3keT90DgoHuq0TfZPlalhC5IPktk98pyXsGcpDImArAi9ylDvm9/G5576UfqR2MvBegd/57hSA0S2i5HYkv93V6GW8up3n2LH7rXTem3/ngO9JdB/Fqnz/DmvZF/AZ4b4V2Vh+0LvZHactLqUcwdL7lKgFbbpCbQgAtzL3U9YKePXc2jezYk8ZwIFzAC//HP3o43Xr45rRiNKlq9EJb5J1g6HHP2myVSj87etvp5faAUJ1T7scCC+We14rBTiKVnNULcRiEWWq2PXzoQLrl8E3AeJOl5vOxjHMoNHWItQxABgijynHCwZ0Q2KqRlkDXUuDG+lu1p+tPxSXxy1gPDSxl8yyN28ne4h/60AfTE8efTF//5g9jjtelWENonAtsDqTZbZ49vkXVXqbMDJpSd4yzzbGSRNsdddNKIU74K/iNoh2pWcWOr+NzwZ9yLIxdRq2ioWZe5s99JjM/e/ZslNdAi++BwZmkFyWuetyo/6n1Gb3ZfYKgZFIgCWIGbWBeArwbTOPETm+2h2CLmNdh8u5m18JSqO/ixTOn05P4Qfzqr3+E/E4doiwMEAETvJbB98QkvmVW9FIspQN7Yb6awQ0oZX1LclxM9kHpm/LMY/jY0HaXyUm73KnNoETzs1NpCm09/Hdol7s0NmmMqydKKxWmdF4O+lsvlPNthr6hQ663ywIwwrfIISAp3cbcEY2J6GYeASxTMUV5nu95P1MPs6zAzMWBDpPeLW47z2NMd7XQ0O9B7hWYplJ8zAvp2AOTN+n1vjG1YGgirMLmowAAIABJREFUsknmG96dvKs5X6Sp4cnGV+N6M2ToZsz1sC7OXUXceM5XlK4pewDHvqXJF9Iv3n1T+pcP3p/uvWlHGmZ3pNbsJF6s7EvOkiI3g8komkst/eRVPt+asopg0mlalZ1dVLXtA/osyL9CBRjWweSuFWN+hihVaO7Lq8T51iRK34yDyPaaX1GplxBlqbuMCg9MtWp46jvb6dr2gJCdrSeMZq3/u19lukqCDO0+c/J5VksYUmhvukiwpAYEV09qpkcZOv5BtLOFCyySgVZCbThb1Qb38vDe/XI5kzHOs2qCSVhcNQYwoy/AaJbT+9/3nqAD//HP/jx989vfSWfOo4mCp4Nwr5iXZdmWSc0voj1SH2bWgjkJXGAooIwWSbvFA4Mt1XFjDadhfuV+zmf7sgBQPyoIFCYubTpw4ECY3y9MnouNbfQxKIK/eS0/LF01xh19E8hipaj8pmMSzeJP2OtwhoU50og5HO3ca54QATBT4mGAuC2sZwNYzVw3bkjoMy88D06y/h2k7cWZVR8iY0soscXcNafWTaYpLQt6ybXTCI6n7fW59fTa89I3G8fVa4Nn2cEvnDqZpmnQHlbArOJ3s4x5fTk2isKCQL83CcSl1p4nR2kA72a4LG3tHrcZercvrsszAUOg8ShA1U1Vnit5h1MFUnzMf6klBIIKbBVDDABR/zaJjMZE5z3DIbIMrQNAO0cuoxHJXNLWANAE6obzg8z9RB029KB12r+L8I3kL4BuIBlgPb4dRIEyRL6tkmVslQRqjOppkXn5pTC1yyxZFwsiDvWwT3XPUjp843j6zfc8kN5wdFdavvA8swg8Q6vo0B+r2rUqubcgXvnWxuty/5IjggP/1xixtY0gIfSxR+u/hAZifGe9XSfPnWbL2NvS/ffcmfaxbE+hQOKZE4ST8SotjmO5qHLkg8RqO12VHpAqkySWAft2LIBVZ+DmKP0NFnBVEkIhWhULy2OTlYvnz+CvQSxvuPggGnMEHXIdNYMcYwxsqpmHNkwROnSGNFAVF7BeL7585jJH0UfNsAU8L+vXgtnWpWAT7Pb1rnc/mG657fb0d5/6+/SpT30qPfr4T9jrPAvfxINiKoyVLaxqEQ0McmJ4Z4MfyYyKBqnEapXEX1MXH+kx6i9NqTNun9evfU86ZF5/ZU7devqudVVrV4vwmg/Fd/zjdZN316U6PfBcqyKp+1b3zIo3dUil7EUsEqjjaS/Od7vxGB9DoH4BZ1mWvZBnNB3AqnH05ptD8II8EU3OKHLZka8sJVRhMUCNTN4pivgSR+mQZnl/maZpM4AK0V7piL/igyAc5emNbLUZRHg4z9a7rdmLqffwjcDPCMxbwaCN5QIfDKPJMcjGu3CJowSDLzIOFUytQaa9sK2h5174OfkrMomMhRmJWBIPJV/Pfe5cdwE0oUIf90BYGJ1mJYGSP8G8XVu5DKMMFmkmygj4AYJXMVkLaP3aGzdI712kJzvfMBXALt8W0UVYAbWOjpG59qe8X7u1drpM25wHXGKZSRvEtmzkYma+2EUJZr5jdTH9q49+JO3rm0+jnenUN0qo2JlZoL4fH7VdaYaoXSLu5b6/9rEtTqyfP7vGvtF5xrbG8hQQsAnRHGOzjnnW1KoCDbMc5oUTT6Wv/dNXw7N3N5vTiJo52VcIP7Qpa+q5u6uH24dr3gOQaITZjcy8fLYw8+7SNjRJPNmNqbB3944waXdYHtlhrFfhmGJX7J4mXDDGWSDO+CCsug9BWftcvlE/Xg72Sz7N1RM7d6ZFQisvsrJiCOY0NTXDfuIXw7P+jttuTf/DH/yr9EsPvjP9zd9+Mn3yk59Kx585ZcybCHAjrgf8w9U14+q4qtDeh5Osa8AB5Qp3s3Ba4F1hVTgvjN76eC2dKcnrehtss4541vncuXNx9P2i3XoUkRRQ9LVZNlRulerlxK2KrpTn648KvIwl7QhpinnyGZj3Etr3wF42ieI7ht49+/yJ1M8W0CM7V2CkY+l1x44xPQKaRhNYbgtDdaluaTOSAaOYBb/yPdeq9y5mq6j1D6GEh7bL9tZTt5x8V9EdChZbMSu2qGiojHRYtqazYQMBcGlulqNCGMoX3vT6EDutZ1nRv/UPcL5B/NnwdPvyZ94DDpopk4HNqxPAXuUzR2jmAJcmrg4m5Zhj41pkc5tQr31nGdO5QDhPHs3GDQjTKsLyPIRhbh4pnTCGooZe486nZ+FZIJS0WSMATiATeeo1LPzJXGSLYAhBOJC6zUpBtks5Niz2HEsq7S3X0bZyseGoo88gGzrMhzmxN40Os05+apKIXGfS7cduTB9+59vSoaF2GmMn9R6WpsgltRB0WDM6g+OfnucdPOTdMnVjKt8tkaHqzTOvz6MHYhmA7awEptxJWQuLdagZsYdYDTAPAXcKQqZxcD+bsqA5KC7ZE1EFBCURWeJvf3qv1Mxvda/sfTvScSg5IsMV/yntvOIXr5MXXrx99qxQ3oXB3Ne5tx1/13L7VA1NK4vBSAwNjFSLZ7sMvJUmz57C2Wpn6t05HjEWVlx9oXYpAgATHoyGaH2CEAMvMi7LXDeGAQjdkS71XztW/V6u3ad7ATO7uO49NV61X5mhYZOXWFXheug3veH16fbbb08PvvMd6WMf/0T64he/mJ4/xU5vMD3N6QZIMQSqTMh92AXrRTznXaUh3XC+1nqvZ+BZi5aG1J+ZX7O69TG/dbIvZObeVyP/0Y9+FHX2eclXGGB8Q2HHMjbCmf1jZ1b9VH8cfeKzeMsjOKJQAJ4df/InCF27IAEoIXDsFbT1YeZEvvnNr6W7X/9G/Ft2sw3uAPPsI2zFTEhrTNzzCyy7I0+s34c3RzhqpjZ0anSEbNMsbbK/bXNRnKy/jN17Jo8hrPhW1YceAYe0TB8POZ/fx/p1fAsgHFGP2KWROvRQ91FjzdOO7Oeg9RS6HbBkS0t741PbDD13w8/vX4EpCAtN9HwFJNHs5a8D1i6vEvQFb08DXbQkTjiWidgD/bIaARPTNMTLyG2alkSSkFLXCIFAC8EDxtVsZEce69e+69x9/bnX/pOUarPOXsReKR5gLdARh/vKrF0v41o+NXJynz1PEAoICjVMM5izJ5qddO9dN6dfvOemdGiMti+eA/gxe+IgR0bmzgkVyydl6iYM9nF8RX80+0Gg6ykLOTgR4oQk8vYifUcOmQPaUI4Bz+YUHTQ86tVrfSBGgfAVzRJZefUyKTP1y2TYfnTZHrD/uqne1eVcc6vjZvQ0HExgMlx5DoFdxTfC+U7DuS7Oz8DsR4OZMzkKI22lBbzdh8G3LZNwwxibghnFWf6z8br26LKn+T3xBvyhnjpuCUQK3jrpfeCX35fuv/e+9JnPfCb9w2c/n772nYfSCyfP0jSWdxmTHG3QZassvFxjvtINy/VXmJM0xWuZV/mVZ+W+DM4kTHvPo0zbn+94lLn7zL0cvOc+DTLDzAD1QbmMzukg5e6L76z7432fg1smo9G5eVI/nu5nmbNu0B8H9u5Lu9nx8flnnk43YbU7cPNNaWaa9epzTFmwc94QAXpiIpJ+jDbyMVoRFFB6qXZi0B7pom2z/fVU2hw4Tdvq196zZu5GOYDg1YeQEDvzwcCZLUTgWAKmcB6kyAZwJ33JqyK6X1CukMnX02V6q55t+/yn1QMyuauZBCKRQ2BT4l0BWURGr9s4vrUx6yxjChb32gTEwNqDIwmbSCxAlNghrDHA3C+QI+CoUct8oWZAMJI8gNxWKBDYuKtJ0aM5Ym/wADhYrQjNLwOgKJERI1i6N72msDBJWqjSpww97svYyeH1JkfNgiyeS70totYtz6Vbb9gJMz+S7r0ZB7g0A3Jg6m5ogcB5h3IVAli4Qp34plLHK06lxRQUBNoCu+WGFiYyMwZK2200g2n2gz9/7kw44QzhfayE30sMaB2bGK1MhBE1Qit6xfXbLuDl9ACgFing2vEkMlhEMpSQyyhZljZLBLiLrG/etXsnTl4whz2EMmbuc352Jhi7y8fmp6ainMCdOCsle5RRMuzlVjz3Why5kqTxlkJ4qQf89F3L8J8BoIZhYu4ueJFIaG3WVd9AXX/vd387ve99v5z+n//yifTlr34tff3rX8c5zX3KE3sNjIZW7Tr22FSIsvSil45obZO5LRGAyuTOZDJmGVQwqYqBBgMkXz1Jc2TW/nzute8MDw+nvfiThJWBe96XRpXAMvUyLj3P7YZAxKNo+1qmPHrHjx8P8/4u1p5L/1we1mI9+je/8fX0wANvxUWODXbAydOY4HsJV40vbZpmSmBs1940rwkRIcd6uhmUtKkwUfd+aNN2KVXQWPJEv9tfVTtKv0j84h95TM6jm9c935ex8GS/C8rGsqPFEEM/AgNaOZ83qp1z97wU7wo30rGYy+dOuevDbYZeddGr4eCA15PAcDVSATLLilCrVaG9aK2rAFMfjE3GMz4wxHw06yExM40CuyOYiacxv/ewvEsmmNk17wDYoUcDZB0ZI0xVbhvCIkdgGa4uwFp/iQ1QyX/vy5gjH9cUlH/mosyswSsNd6/L/c2OvIxnb5P5uPNpZHk23XZ0T3rbPbekY/tH0ihmdsO89oqdpBA6YJgSVj2OdeTTdHalpDMKq/7YBHCSZG9kgSMPoS1WyMlaiBYNyCEClasPMIdi3tzBuljjuhsZKmH2Nwxu013a0JKMA6925Xavjp21zMljgQk7eTu9sh4IQK0Vke0q5YZPxUkJNnZrYBgmhlCGB1xawms6HK0Yp3m8pS+yDn2cVRM9zKU3MaGqubtk0+1RK15TiuVoyRLkQJPafeGpjPW621tcWA7wHDBS3qW+cS106jBHcBTqJ9Nt0gZDFLuUsgnjPXRwX/qf/8f/Pr3vl9+TvvCFLzC//klM0A+n6Yv4lrjMDdxaIFSxoZBXYeAqBLnueVqvCKt1OiWjrie/a7KOPvPaXzn3mQx93759wdAlEqFw+C31hg3lmX+zlMcqP4l+hc7I9mSKF/AnGCWQk9ukPn38eBqF1t2AAOEuZo8/+qO0H2e4QWif/FrsarMXxYWzZ9KOXYS05vuu9HEZX1ZMRFFxnfEjv34QMmD7QKbuz7aWX2HowlG5V46IR0xtEk0QIb9vYDT7I/F95/Fj+SuwxYeZUplJg8BTuOhDqxV4gvaEjr++N7YZ+vr++JlcOdj1FAiy/lb98RWdFym4IJ3AJMKYlL6ZXiPoCkyded0l4gYjxqeZqbMgNcFYhnDI6DeSGRq9QCoAaR4HyCU7QZbUeoEuGbV29qxJ87x2DSpkyiUwWkbJVxNYuHWJqV4GL9P1uPG517LNHhyQRlpn04F9g+mXXn9Luv/Wg2jmC6kfa8M4a0/DlA1RXYVALNNY2+8ucwMrRoCyPusJkP3y8hMVlZqEFSOXYr+7Rl1PaGfMFf9Ls7UQrGLqXCaAxIKEi3o1h9xLWSGImgUxczpBYKDc7XSNekBI9tdN5co5c6ek1NJQ79IqwYgWcLIyeMwqWrualVYi4dEkQRe/jKoorFmuIMGFj6ujcBBiLjcy/OW8XFblrF37zuUS5QjFpZySNX8SJsOjBSKhmUbdp1uBEo3PKQHnbCcwO7/h3rvSbUduTm9785vSxz/x1+nTn/50eurZc5QLEwdd9XsRZtWs1dBNsaUy33YnQWlMYWSFWXsvGE/AMLwZJl6uhevyy/smoDzAXAPeK4bfWzH9qtfimy/rD3SohTBy8cJ0OsTOhrfccls698KJdObMWXZ4uzlNwSx/8PD30649B9Kxe+5Ns4R81fTdz3tTZ86koQlWojh2/Fow1zZK0IqaMjguXrf5BZ3iue1bY+B0WKG50V88r4+p8OKoGclO/5oRBIpBBP0VY2MgNK7Yr5jzpQTt+WpaEFqrFVA/G+GLz12Sthn6JV3y072xKTO/ilWIkIUVUglgAp2AlYHPeMYQoJ5Fgp1AGDDBDwKsI4iIBL1CImQeEFu8QRNiORXvmZz/VeuwPJXzzHBhQAC5wWnqRyOmIZPzDuUDxZbl0XylPh6jPIuHgQdPtHzx5jJHPUTH0SLuPLIr3X30hnQvYV33oeSuoFU08QFwXa6hLm3rstKzTBHC3LeqWQsmS2qDHJkgxuUV/smauC8psUuaK3qXrWO0UZNki36lWSgLhMFkKeA80fvmZmbSLCbQvTvYrYulf51FyCemC7dubRAARILhemU19Y3MJl9nRuC3t9Mr7wGG55IUIyqcMI6a2d3PfA5zemt+KuY11b5dJjmAdjXGcqPBIaK1MbbOC7v6Q61wsWKm3cKzCKl4bCpCcvc594ClzepTz7PxvDCLfETQDVwFpsDf0TF2AKMNauYdVnkYq3yYDYKYwE1zk2dQApcJvDKaHsQT/r7X3ZM++CsfSP/5r/5L+tSn/4GpNxg/4aCtrXjaB/ORObdoYwvN0jnuPoJM+T1/5jEVBl+uc33AzRozDwZOXsuL6UDpVFWGz4IuRDuiyJf+x/ESG600y9PU0GfwFu9DqN/HNIge7WdOnEjnz59PN912NM1h5l4gwMy5s6eZYmQs0eQnmSpZIE77AQSgXp3SUAZy3WHiwII0TWFEz3OT9NH6rrXJexXdjQz88XnJY/yBTkzPuDYeAQLlyuoOIIEZO2SVOAFDOOkt4avhfhi5MaUky7KvecOXammbodc642d96mBf9VQrM5CqQjygDWaJKQkmM9jLHr7gQA+ayG1HJ9K/+OV3s1cUZkMAbQlGLLCiNlI13uFvDqoAMwewM3O3LMnf+qNzPCsCfXVfkbTXciwuADILGLa5aOIe9fsu1zLhLDCINH67e1RUWJi9kA7uGk+H9oymCUPMLuPkx9GZdRn1qhoJjBG2DhZkZu5mLA01dO6zkjiWvlmHl5vEq5z4xgZSXOYL1Wg0UWpasw3uAb2budfGCtoTmp9EzZVt1nyI6HW97MQGR+fqyol7qc328ZX3QCyrhKiuMGe+wJx5G6auk5LYEPQUhqb39mnWErvJxsG9+8N03EKLN/rZ2DDjGEnYyOMbJ8ImQtsa6OSbFSOuLl7iITPLTDsUgOPaSy6WsTCIN/IWzdfuCBewheAxTXS0fhy/mjAOA8zM4g8wANN777vflW695bb0/vf/Svrj//Cn6Tjbjj73/JmojXAqs0aHjEK9jngWlF2YuAK0zKx4ffuidZK+md+fzz2StTpmhugN3zfFsUa/4uYlf2zwJTerG/mB355A09Zz/Iknnozd1twQRsvKt7/97XTrsTtiC+hZLJWtYKYw99OY3Pf2pHOnTuEBvys1xwn6QnF640jX3MVNx2IWCkWKtnOP6NnRTndtM5V2295g5vS7/SJd6MHC40Y6vmuScetzabkLrggAdrw3x/JaN9FhR51MXsgjbdtM1tlm6NGVP60/jLaMRWSIY/e7ImKFg2s3t2bw5X014py9Oqy9W04EHJOAlZ3AAB60CvFEJHadtFv59WDiMaLZ6OhYuue2w+wCOMQe4cwZ4gwjIEsUQsO1MAiaKdahcz+2geTa+sYPRqtGIGsWaUs7rINI6tHk/YK8fiATBu9331l7Hm+s/6Ou09s4CIFFgtX5jV/TwDF48+oEt4RmHGZtTWS5wfHN6H/rYKdXKdeIbHFt/9YShHfz1H0/Pzff+nsist2luLNsn4DMC2robKc5TeS43cNo4VolICRt4tKb1zEdAkycAcm9LsLbnyaONodjrfrx5MX+BAPiT6lh94w3vWknXG/HF2t0PO/iSz27fWh/1lO+ktH6jgMH/gBXC0QXXMCTvYcpkgEIsKMhU5M4D42Np90EctkxsSumSzoQX/FqAg/qlmuZI5U6lA72+srSi70RzEOgQAB3rbx6dQNBMu86qCWOVSsA2DLChpsijRAfwWVz7u6l1j4I3rSATZfc3XrL0XTkyJH0C7/wC+nvP/2Z9Fcf+3j6wUMPs6QVXKPs2IyIzhJXY7UMeO5Ug0KrKeAe2M/z7vlaXC73Sx7R0vCn0olCq4rjnT44MUUn/oXW3QXP+EgFr3HwD6lM+cW4Uk/noO0X/RmWWCp6042H0sXTJ2Hsj0e0une87RfTCbzel7BS7sYkPz2LCZwgULsnpnnnPKFyifJI2WNY/NzIRYc4nYRl6CKrCkvgDUI4GhAm83xZaF6/AYYcEmEJHF+mb3WEk2m7A2MPZvVhosL14TuzDA1u8b47wk1OTqYx3nPzmn4YutMkvSzBDUsplFjr+2Zpm6Fv1itX5R4DfUnK92R0wWCU0Bm0AAGARMArQSsECGE0O5atL0gkyqCd72eAsUghJ3+jgu/awMtsNRTlo0gvULgxAPam1A8jn4CJz8ycT3twUlllOdtqh9CIDfdEB+kBNr1QRVpWU4fXqNunLmDCmyDKkmZGn7vm1Do3AVIjLfWhtQTwUlWfLyyyWQmI7pyZeXsJCuPzkaFRmNxMECAdedy4YacBMwgGoTPL9PRUEIsxvFBPIzVLLOeYx+zH5N6HWMvsHl/QKYV41Wgly0i/TTzHDaXYac0l35ulfGMvz+GZPza6I3Y5iu6nX/I4xEjkfrRr7cvSkVxm87cPcu9HvztOIDfydgg9ISzwXKT3vg5uKhxq6C7JkQG0mDdrwSSWqdvq8jCCd5O+YVoAhF+krrM8WyUgwEgPQWeYW3PdugTN7Wn1hNenIRJ1y2y+wFG+Xf+bt5LlDlRJyKAqVT055160u4KZ+ntr58KUqTpccqx3UM750/srkS/jU+oXdeWialPc9rzCjXq2rB9nsUaUcryMutAnE/fnvDn7mc8R22CeXdN8LqyFwyLnABv5ceJCqy1+KUWABcuCSXXxN+O3smX+bohkua8U9Eo7yrFqmGNmCguTR2hE5OUYKRqURzaaKETEswwZxkcArHjP3PiQCACUJk4Hy6dCDaxmnttHvWH6JSwqAXOEuX0EYvlf/6c/SP/yV38l/eVf/uf0sY99jBjxTwPDMGBeMbCK69Vtr/WSAVlHV27IzIX36BvwIfwKeEcm1xZHwQerM8JeB0ZBG8BaQKfFe5khWnE5FwXnilt5a1r1DieVRmP/2MRYKVNUD4Gb9i2wDE3aJ72bm7+Q9h2YILjM4fTUk0+nzz/9bDp44+F0+503hPXQ+Wv9I/ayFe6pMycJH72Szpx6Jt7T32B8x06+wfQFUykLaNdjCHN43EJjxC38k6Bxts+pM/vBVQUGilnA/NaR1iJguOKAzkAR4lszeLnT7kaTDV7oh/mp8+nEiRfS888/n6bmH0lzTNFNnDqTjr3xgTSirwYwF3SccnqhvxvTNkPf2CPX7LqgZnUsRFTorFJhKuV68+P6csL5bPOMG+6uf0+yotbdPzbKKeZetMVBGKcayApzZjL43azZnkOyHYPB90yw1GOaaGuEgu0HUEdGMVXDkIdHCTxBWyR0bRBhFC8aCcsqHuYRxx0AHCZqlpsuLKKVDjvnxiYJmi7dlmQFjWAUJ5TJMyfC0xVsTtOYKveO802i0Tk/12gsR0jNecxQS9OLaRe7vDXZ3qi/4YK15TSLx7HCwghe4y5LWV7OyOQc3yhhHkU8I0MN4BuwImJLaJCMl2GyDZAxaNyG3ioMoXu7NlDdm7YgriSR0hb9B0xF+5XAK8AYK1rTWmhCZBzGYW9kZCiTIbUm8pj61WIgWSvEBGjhgNW/AsFAONKKoheAzyiRv5mA+Y71l5heDn4ca1M5ShU977bdM+twPR2prsNStY2zS1PBs3KMHDKz7ktxxp++Yj0SgDto1jC1xZkLwM4s4JDXS7uZj1qtfW3UxRZM/yJC7RkcqAxadIC422rnBgwxEuEIDK+b7F+1+4x7wWUVSl4kyRhKinGuXZf75SiziWma6hXhJI81N+JeflCKCOGgvLzxSJ+NQR+m2YLYJV//5n//1+mDH3g/jP0v09/+7d/iOHc2LWGmtlwDnai9dugbmbGMXNhX8FZwD+Ed+BcXvG+KSHTg4dap9E05dnNuDe+5fdHo6NssSDleMtJlGWqnwfw08+lo7D987FvpzNkL1Gk13X7XneFxPwvzXcI6OU7b3W9iCbp2DsXi/PlzOK2y5zzTYR4VVAzbqnKyA0Zv7H7FbQPziM+OxBTL38KpDhx3G1fXl8vYtci5JG1kaJh3VlgCOc1SOVZPEALW8T5y5EiY3OfV/FF2wrKhtQBLipYClyO2odWDvVLRbtpm6N2+eE2erToPBKLNI0UOApSjSJfuz+s6zVkI0i42UWg7nwPA94TDFhGN0MY12WltGoR4zc/MAcA43+AEtER5Mq4WGv3ogf2K7NGvxk033rSBFBSVZ5FwNc+NEOlNorDvEEEdMDNJFMcPHUqzIIomODdWWAXBZNhNolaFpYCjEvI885qjEwTzQIt1rmmqlRm7zFiCYpq5MAWyss8w3x0EMZybalNHNbIwB1bEJTJfgz8iZyHIEjrnMQtRk7C5BEaznc/0YejlJ/HRt8H2qwX1s91qH33P3EKwW6c6XIZXSFe+y+NyY5N2hL62kXpL5HgnRJp4Fyqx4Zhf8b4PLj3G7bjvRy99f2N5V/eaT9KG+Pn5kurMu2KY65teBJfcXLoeSxHn9K/mZH8rWK2WMLEvgAeaoE0S0WznMLN31B5Zt8067xtuuAG/CLQ3CjO0qbHc9ZMwdOcrSQV2LMNzm3tNUwaItU/MYCkLD3QarBXuda97XfrDP/xD5tffn/7xc59Pf/6Xf5VmaK9e8zrK2S3isFYp80+ypNR6q3324aDWXnDqyeKxbADTMqVrmvi2mLICDWhjEVtieFsI9k6b7CZ4zJ1335XOXSQwEBaDRZeGUadFmK51dFxPYA3sh+nqC9GA7rTA39johUA1mt33o7U3VvDXgUkvEie/reUCvNVSGBYK6GofiBk4jYLhdq3LlC+TN/LcThSnQQSDQbh7g75YxR+og3VRq6XOs1Ozi+RB6SI1ECJC5gbuXEVJF1+Sthn6JV0NmbJOAAAgAElEQVTy2roxB+EaZQODnTh+RALgZbRt5gF3HTyYlgkrKXPMdA6TMAQuomc51wZwt0CEYdZUw9F5fTlNT82mvUduYiOUC2nq9Nlg+Hq19wPgYwgMauQLmM9HYeRNpPfZM0RyA7naMO2xfXvD/C8z18xe5s+VeOOcei0tTTLPhakLE/rAxHi6QICWnaynXaUdOpiYbxEBoYMkvostLefPnot6Ope4hKZgst62UcRzdf21TBKzQpQLQ5eR+/P7qyCzTEIzbkNnOL1cJdtI80wEYNVgigIiO6QGxPSCpmDN+JqDc3CcLlo7At2rS1u1kR1kJheze/Feeb9+tHfURLP14dKjLK2e3+//tK5tYYxenYF7s+J61cE7G1K3lyS0ti1M45h9MU+lDuu2NbEv4c3eI+yRSee4GMuq0DgHbod0umQsp9GwtLqotQm7Ljvynl7LVyMVGCpHy/RcYeTlpxeHfZmS+OJOhiZheBiHsgcffDDde//r0zve9e70f/3Jf0yf+8d/hOHlNeTzRDiTFsQaeOiIEc7sI5mUZZWU91svV1d+XCd70BRL3qpF0jBjsw8ibLQWFZwR0Ni6+E1vfgALi1Hy6EteVntW+O8H3/pQEnZCYwwx3Uaom2WVwDxLTNvgpkqJdKuJZtCCnp0kDsHcLGZ4hBuxcJhVAwpCRqNTYLfcFsw9M3NorD4LmMznwG9pAIQINq2THXCDxfGZZ55JT2F6H913kEW4wNnzJ9LdNx2lbJQVvu/YO33ai5WynihmO72We0CEVRrtxfv1S5//HI4g02gWOwCY3vT2t74Fx7IOkaZg2M5lAUhz07Np0CUvMEjDWl5k6cfxp57GieYWPEFHcQ7al049+1zawTvDSJ9q1S0CcczOL2D+HgMYs7nTHY4mXziFSW8MZF9lvups+tbf/z3wupLe8Y53pBHmptzAYQe7Iyljz2AFGB5epYwdQRxcjnfu9KmwCjz92E/i3n63GRwchqmzWYvzVucupGG8jpfQ/PWun2QDC6XuJog8xPaIOsr0Ye6/lkkC5g/8z0KJRIB/ChRaHWLeFmaOIYJWaq5z7pb8XBuDewFCsLIgU2ikQShOH/upS7Ui+IwMiIkLdPu1JnTJZSbAhZ3k+eG1bPmELCv0izl9b7OjRC7ub3Xc4r2tyrua96NtMnOlzZKiKxSJSsvp1W73lFxrT30X2kjCZIMG10Yrd2rIGOiuER7EgtJHH4VDKeOoqVRiqoa1AqNXC11GwJJZybRMCpVavWKg6nWLp1f+p87Ey9ub3SvPrvxY+urSN6UPmsv7wOMhNEXXrp9neVcThrTvhgPp/bvem+6///70pS98Mf2n//sv0j/90z+Fp7ZBlBYJe+w+3wqumdFRPn3p1B5dCV1gj4VLP3lldxAWyujHOFOgQlpOPNHUzdg6PrZjvI+pPMZOgZ8BD0fgIZwDxUenYcJUzrnCdAMGfeMNB9Oc0ycwXn2CBtHuh6Ax4q5LUkfwPNdquKxDLs65qyCybXdfCfefX23pi8QkGQJFE6HI3fkUdAx1q4beHB0JMz2dQd8S+wOByam4m266KQ1B63741LNp8vHH0ww08oajd6Qx4tH3QatNm/XdtaVm8dntP6/mHmiyuUN4UgIw3/rWd8IRTQ3jySefjKU4H/nob6dJzE5qGwfR2EdwVCvXe/fuTSdPnua9bybDXLZh7krCOs78t//df5MmYODPHj8ezwxqsQQCnz13NkxRY4SiG0Iw0KN1AcnXd/SovYCk+3/+8R+n/+Pf/bswWT799NPx3QkY+8kXXog5LrUE6zg4MJwGMWueYOmJ5rNRmPXpkyeDgR48ACKisT/50CMxv39w/wGEhwmIrdsaLgaREanWMYNrMFASj0J86xq6RE4CsYoGF3NsfFumIfN3P2udapxj7GPmwB283BfZBDlinToCFetl8ACACGHCrEy/kWGLP2vIX2MwVI0SDId7PSeIthRcal41Mgh7RdTjfIvmhZAT647IDDNfdu6UTXxazJkqvDYZG8UdhStV4Zh/5SjDdiyDgdN5wqLmdaecvC8OqOEZAW0BTf+VpAI7luG5zarfeyVlv5R3ZYK2D/KANYz5YNq+G1yXMS/hO9DER+CmgwfSf/17vxuC+F//9V+njxGc5pFHHoniF9BoTaXP7J88n45Yi7AQjmKR4+X9kZlvHGOXldlRAQ58T03asdJyt2KwKa5jdoV3tRL0QA8aOJTI1PU2j81PEBR2EgJXy8SOVQSZfXvAE/CTj4mjbZi0eDpCee5SF+vCKU9lQnN7jBHTPQp8q1gF2IEFwdAledU48m6UA03U0U19e5EpxBk862fZ6nWBYDi4MqX7Xv/6NI/j8G333Jd2OIVZwcASAkAPdvdtDf3lwc3P7VsyFj3S3a6wF6n7wV96d7r9jjvSN4jv7I5IT/74J+n73/9+MH3DMz7wxjemr/zTP8f8+hGiS4XHKus7LzBXrZnIMJjPPvtsmJ+++s9fSz/+8Y/TYfIdPXo0Pffcc7FJgtKtBPCXf/VXcfyaSSdeeD6QSCn4zjvvTnfddQ+WgXb6NKEorZ9a9b333JM++9nPhlTsYKiNv/8DH0if/Zu/S1NsqCDReeQHD6cffO/7QTzcWUoz9mOPPhqOOdNHZjAR3suGB/PhmDY7jef7+EhI6NdycEXsQoCDoUNgRGQJjG1ze0Yn9CMfxEJdSWc1lxTqvNMr5XELW5a4tOZ9jjAjETL2ey/LDUOv8G7mZtCASHy1Oit3qss4dO+Zy198d5OjtFFNVI/4TY9Rg63f36rcq3GfmlFj2yJTt0RTaTdPvLeB2tenHey70Myxgizj9LQAM1/CWXOFvtZRydjtq4Z7jd7xLzoc9xS0dEx0VcLoKEvT0P5cc67mdSOCpCZbp6ZmMJ2Oux/3VUwFlizS8+5IvsyPbOifjaVoNg7rA7g0jgWuF1qh4+kC/aTgoilaGVHh5ejtR9O/+d/+dXrve9+bPvGJT6S/+eTfpWeeO5EZKd9xOmIJE7xrtPVw71d7p+9fbnL0HO5oQq0dXQjgOcxS2qBAoeIyx7RVG7wXP7S8RCx64ETHtyW0aQV+nR4VqIfYbTKEAXp5BQFPDd7P6PfSQEuWOTsvr+9LAyuN33BMdAx0U6tlHGBGY6lb9UxcAvdDmKfTQqCUKVNNhUZD8+rIexKl5CTTldPOvz/5TBrde0Mw9A71dw/7RcowDTTWO8R5b1tDtxdew8lNFsbQfttI4q59lNHouCXD9VzElECpgRuEYZjzp556Kp677/Jdx+4Ihq95/Nd+7dfCXKRWrTn7Jz/5SfqDP/iD9OUvfzk9/PDD4Qn89re/PczsmubOsTRDL9h7MdkJ6F/5ylfSd7717fR6pNJTp8aJK/3N9MEPfjB9/vOfD21bT+Lf+q2PRN6vfvWrrIt9KIQEmbvfMsDHvXffE+aqR2Hk3/jGN9KRwzcHgrgMRDOWc6UT5D/HtIDty8Q6I8i1AIPoTxAcOhHEoQdnqUHOJYBqdA0Q35SXxOlMBLGgL2QWbbz8+5mj7aBFqgG4VWeL+uuc1Q8RgUJCFBAIMDtnUcCS1pEzb0SiBjyptbNwAt6VFfrWZkdqtun9bv785e715uVci+eZoef25b9+parxGoPPT/xb2F+3H+gEvSPZjMiY+ossa1zGu909zJ03tz8qwwjnWE4cG4k2hNcx0mv6AvOnw+M7A0fUOGVyHYi8jEDYXtXR6iqkOiO3uI3XV+ETmxYhM1cQDUYFE27BkE1qszJ7zc32iUvSZs/jBY5ScP+b3pBuu+VI0IM//g9/kr6MAvD448ejb2SuC4vAIQxN5nVtknDA2FYHLXluDzuPtjyLT9A8jmuaxl0NOjOJnw+WQqO+aTnoR9kYxAImA7d+rkoJjZ6jxQkPMmyT7faZadloj9yn5LgWK1yrb9hW58g1rysoFHrQz3tOY7SYlphfmAZOnN9vppuJK6+18SJTm7PtFebmieO+c0+68fARLI3gulMffCF2/4svrf+zzdDX98c1uwpHp1rpIokJurFp6iJszlDyB6Dyxtp1VU4pZO1+daN7TQ025DWLzHy28mR13XfM6wKAattZe28G89HcLuM8gNf7m9/85nBAk4n2Q9wOHz4cefWKN/qZyC5hk2ENUb7Pv/f976bbbrstziUEYYqiPrbz8cceC/P+//Jv/206/fRT6U//9E/Da1jk16z/RqwCBzB5TU6yAxJz7gdgzG4koYChJr4TwvnQQ+di3tx6Knw412lULJFDwrp3N2ZCsNE184uTF4IAqzEYSKP0adVl6w7dPts4DtVrpU/BdvNuHGfbF/d5Zn+6TeUsPgWus1eAGkFb0Mkw2I1lwShkJA3MvbJfvXNVC/JyNjR1TG0zMIkR7qMjyNl5Xy2fvoTAWI7vWVtXGgzgWSwjsw5Uhcf88Shl4lua7uPaF7y/4egt01ZHn2z17KXcV3gM5YrvbnaM0i1oQ73imj8KghlXyEDzZcPoV1Hn+OO7NNM9rcU1e8dIh9FXLIdcnj4HM59KLolcoV+1jiowyazb9HEf8G0/hRmXooJgM47o6WHZarAXr3Cqr0cIaIyBsE9v8xxTanR6rk79PN+hPtXz2F+93OTo+nGTG4LkVB3LZXVXjTKnqrdr3/O+TMdUliuWcuOm9yk/MyY3XoFZ0Tbnl9U6xWMZUC4ya5/yr1xnBE61a97PefAchxn6rI1g5Pl9992X/uiP/ih94UtfTn/xF3+R/uEzn8UvZjK+I+75nkmmKHw6llwwHuwxrrAAAy4M03ylrzw3ZbDgL32iU1v+l+9Hb0SUl5V05z2vS5/6209g4VpOB7EyXsA6t8C49jcpH237LD4BQyxFs/wZogHOML3oeQTdAp5y/1Rm9Pzp/BcNvyGjzx201tfRFvrR9qml29YG8+qWY/+bP5dJZ2qWZ8rxxDPHmS58ASEg90mTFTk7992QDjCHv//IrfgC7Y317OJ2k1U9Chv91Vx6vUrbDL3eG6/B8xWQUgCUwTpP/ud//udBmFxTqjYt4H3xi18MrVxN/a5jx0LzFfFdDqYEryDwnve8J9amDg29Ox0/fjy9613vimd/8u//fUSieuc73xnzan/M/LiCwb333huAbiAGkfY73/lO+uEPHw4mrCbtc7X8J554gv1iJtMdt90S1zJnbH7pLW95S/rrj38i/d5v/w6m+M9EHY4cORIbS9ieG284xFzfrjD/qw3vnGDrRM3YEmeeW39NcCq61zL5LZP92GzAXPtYf85HFUycSlitEHizOkiKDZQhiwoveOpq7PAVhJUliKbMa2CcNf5DoDHz74b5lJk5dWJSYzSpv/tPqT60VDin29kG6aP8uPdyj/GFqiwpK6UFhX2JRxnrZb/P062e+y0Fn5xCh5Zdr9XC+9aGT9ArkjrIYQwHd4H7lp7ss1MwDpaWoWGplatVlShoMm1LzwQbhsNrluf8cRTDaWiceDafws/E8vewkkN4a4RqX3KVMnw5p8IEyvXP6mg9CkNVEJH5DFB/O0pHtjpD3bSOWnhopnCnCdm+ifGKkfB+T3r3Lz3IHuyvSx/+8IfxlflE+gwe8RcmL4a5exWYFRcVAMSRtQSerrtee7D5SdQhBqcMMXDjNZP/g6yIue3Y3enRh76XTpw+n5YmxtJ+FI9F9nzog+EuoJkvIvyaXHZm8tv2hc7BJYnLsHeeOX0A3iEU9CBM6wDZT96cH0sadFHLhf2p1i8d06lXfwMtn8KH39GieOLE8yE49UCb3AXSOuuYJy2eZEvXNvRiaBdz59zrRTjvaxIsiwoJi/rPZAgtNdw2uXd74jV6lhGayE54Vv7u73w0EFjJUmn5LuathZ5xvEBlfmohEwRbeMcvvi0AVWQ/dOhQzJvvQTP+yEc+HIigmV1m+lsf/c01hnrjjTcyn/4o2v2b0h3M0au1+515Nk649dZb0n/1O7+NOQyHJAQEGd2tdxxLB/fvTY+hvd9+6+F0D+tFd+5wzfo8DK2V3vTG1+NFiqc4GrdrY2WQo3iMGgzCNmkNECl/+PAjaOMZkdSgTAbBaTL/bP111LvWSUJgf0a4SDxrRfTyW0HDzpG9oIVB/+PPWpUkVJKY0Ls575MRQzgNUDG/QmxxlrrZqgZrZTHqBTHIe8tXzNziJGzQyhW0ATfJCS0VBhdaoUQ4SISZSubuMfj+Jvdzod18L/c6a4xbl3O578dbOCHZApPX/rzOfakn9VLEMgitHC09YrPbqTDwlTaaGnsBNLjvWzmwjAJBLlHWFEwhnip40EfxUfvKU3byAl4HCJQkY5dQS9Q1ubtph9M7zVJAvJH/CJ8W81KT+etp43V5dqXl+p4rTPQJ8F1/tkcGiwNBCL6lbKd11jqjXh8aonZcb1C9HrHkFHP3QTTN3/jIb6S3vPkB5tjfnf7qL//fmGIbhrZo2QuHNPrOaIoqDn5L/C0C8Vo9LnOSxQH/5vFzfHowt4ygQLzjPe+DeZ5IZwmrijxM+9gamqhsY8ypay4XXhSAHT9//Sg0y+CKUdlsj3XJsAqDD1yyzVglcCpGRYjVO/NEwWzBwKfV8tl4aYF5+Vm+Z58aR942KbjYPufotUjdcPDGgJvdO8fSMAw/cJu6GHb7DJaEZ89ezAG3oB9RbaquFbCP+iNyXNIbCOoZZS55sn3jFfZABqpSCPpTOY1j6XZ9ntanjTfydcm/BqzVsG2MFLfVd3yvW0b3iyKTQKYDSCfmtJRADQqBuRYJ1OMQzjDOBbkc4yKS9Q6YtbsBiSwCqdGSJDkiZx8EtsF9A0rs2b8vYln3E/zlwgsn01e//rX0+vvuT4eO3JhOPXcydoFSUh0ZdRlLjvvsEg8d63TUi+1dYbrOZ83iZLTj0A3pLPPzSrliZS8M+uyzz4ZZXm1CiXcnQofIZ7s0eUYsZepo+TqwKESIoM5pedTTfNMkASN1+yyT4O41TeeWUrUpJGbGpESKM1CJfMMHflNv1EUYxyrHaebLvo+g8bp7jqW9rl3G8aowILgu5zUYAOvLN8OsaFtEab7FinQCYvSmkYndaZzNJ1ggzAezGa8D83Y5lRqw9NYSJXWOk8nzSLlZ5eqSI5971aboXmpXmlDrtbU6287QsSTaaEFwcfb2ZhklEeAWicpFYHP6hxUDAr0p+r8aOy4bMDvLFVYirGgczejQNpn+wFls1970g+9+B8vT3nCK02HMEJ/CL6uc1qWi8QkvJq0AkRykWiqm8W6bZCjWIdelZC3vl3J9bjJvHKvy175XmfLjIX9c5aJwaX5NzFqw1Cpl6DIen5nq3y1le38NbhUWo37VsYI056CFVZma1pMhBG+AMj307e8wt/6VUBScUnvggQdiakyPbwmQy+N8r24hqH/Xb5vC5lT6JNqcxzGwhPd7xHfa4lrxT7KS5pnjPwlHRaNdzmOdaUZcB/a0n9XbPPu2+M0BfFekGX5TBu+acY8m8dkpPQX0GQJcSSONirkE/XS3PW1FCnNafPbt2RsWT4U927OAp71Hpx1VMNqUY1mjRK7TCbPDErk++53+fP48AnvfUPrgb/x2GjhwiLKhIwiOBr7pY6wUMCvoiXr5Z5uhr3XF1T7poqIlb8Vof9YMXeDtgVGvAmjGU16AcRtTWecWGekyziIC6qDzNoQeHGFt+SymygHmb/TklHlahmumZ0CQMRw45vE61wTVASEGERYWIKAGlnHv4PmZ2bRzz06WB7HGFwFgxcATEM0OhEOmPAzA9lIfg0CIn24S08K83IFwGo1OTUjEmofBS2REFBFPQmxdPHf6QC1Dhq5HbUFETe4uHbG+IqVExvNN01Vi6Apc1qmPEI2IE2Fyn0GweOiRH6b77r0rDfMd936W+QdxBNkj7nTFpWK9M/cMWStEhaZQaU/Ory61IF0ICaMsyRvZfYDQfZhLmddt4fHTgFgvLiFwQKmQs6I//Qavxc920/WXTYXPbZXJsq5lChp9mQ/oo5WZTTdTece2YoxBW2YNMOJPj7E2geXZydNEEDwH05hn2RFTFDKE6BP6XgJLo/SADnjyWVWgGp/SkczRe0brW8Uk6h7j//ylL+Jfsi/dccutPIOgU04QdWDeVMqggLgOrdYz4CPSizD0wrBDOuOFUl6XpG9RzoswdJ3FdHQTH8QTPfVtt7gagmiFH1sx9FL/tfpUJupyLf1oahmjT+fQWr0/XAWxcqMi41yonRuOmQ8GDRDH49vci7jnuYfW2lxd5oMVI0V/0ocxRvlJ0ATprtYSte/JUy+kZ558kmkR/GigHwP97OvAdF4b+vToDx8jtOvZaLvf7ie/9EHBP+hbxcxdfaKQI30xn9vLtqE3LZY8UtkIc72D5bq7sCYaaEh6JvgE3nKiz4Pn3nRMh1mtIt1rQgCEQ1cQNLG2dViqJkNvjOxIH/jwR3V2AlnpI+rRpk/1cTAhspfWVtfrLrcvXms9YCATnTI0qWvqHsOELWKJBDG3hSTZB2OU0Mk8hZ840lG9MikCxgwQBGb2HDGNeb4IM1fbkYlpblvFJDyFE5pL3tzNabUzACE1FCshY5knEjnUBMIUxXOFhDbOSd43KMU0SOazYeIuz7CcQ0/PJTR456nGmE9XajVyXB+IYjmZCGnaGor6Z86VhSuJiciZNzi4xpyoAqRC2OwP/2lStF/9hRmOvqXDI3fQpqiWxDnX2QcydeciHReZOPpLzk+WYbxeFyE8iwhTakMDMiSYjAFzLGqQANPmXmstxVBckIG1e1Ha5n+6tdj8+QZ6skWml3/7xeoond0qT5dHVg5cwOrS3EWEyguwOUy7w8zbsiFmXmFgOZaUzavGJtebXYaSx4UxqZi5R3M6Eh3naFm2IBMS/oIZAr/Ooauhl/Gv94D3tqpzPV8531jGxut6visp1/fULkfAexCDdeVsRIOVS3yz7cLslgJv+SjHjfWpXwvnq5Qr0x6B0YmPywTtWWHu2n7VEieu9/ItGWgwu03KrH1u09MsDOdHFY+P8htYUYLZwzx3oeWOI0xEYBZoHlFeqA8QjoPqc6dZdnt6kjoQnhUGPYzC4lE6qIBnXxiS1UiXXttGNXADaPUPE8sdq6FTk2PAlLs9Gu7V1RLisYqQZfmea9Tt0+LxPopVTSFhkPnxAXBW3xati7MLnTSDcnXnHXej1WRhB7U8Gihc6ZwZfjAicy1daoSvPdw+/fnvARFokLWy/pSY8dYID3ZN1QMwzBnW18o4jZXeq5RLRLddeJF3Ku3WKEstNm8QdgV+l4AsgsAShV6QSU37wEGcOqC8izBwNfYlAHyeNecKBsOEVpzHaeQiMY4liJq21MQN8KDGYIhXvWnn8AA1bvwKCKf0rObtGmEZuBKxRMH5cL/bBBldhjdHgAbn/UVGhQjnNtsgTCEamRltoaFfpaEXiYMgQDjCoQ3kzcw8z6PrVi1jUOsLE33FrLmKGiwjcIUQUglJagGrlVZnYAtNs/1o7B3M+c4J9mPJGNmxJywBhpxs894iAaxnDTsJs7ft/qyTHrhhZyxa4iZtNt+rNWlWzWOZxY46I5HkYfdJO4DPYT392VZ3hi1QZxA4AYZYOtizCrxridH6Ee3EeiMjh0iGFg7cxDhEFzgeeZ7ZrGHChmi3wIvhMUN98h1+wuwS/S0u+K6hfOupXsf6/a3O6/k932o06vksa+16qxeqD1pf924QxmS6arLiSw/qYj/46JzwZVMIN7mNa/VTYKy+K33IWradRp8ozEJjBmDkIDzfboW3tng8jPLAgJIvr9U2b3HsvGwdLnmY64NoyxO8yIH7NmNuoKBVtFyVAPc9H9J1AiZJGKB0dmohnThzMdbFO+WggKbm7MqHwAEGPfqFMZCh2lf9MOAVrA6DrDUXUoxVr1VQgaIXmBKuemxz1Rm2MbZjpSzEgehz95Vo0veGo+3nXaCPyHQI+/rGYHW7+24YOnXBHCT4AVvUlu/JzA2puzG9yhl6RtSNlV5DMhqYU4V40a2XNrLkejUcHVsHvAD8ldfJ9uX2WsZaF1QFhYm3XqjUJ8zHvpdNu/G4qoCBVkIiB5H0rJxgmZcOZjLiRRjtGNK7Edec8/G4Syc4IsJJvGSiKwCk2qAATkFp6gxbm+L13qLccDIRQZnLnTpzPrxCG71Io3icL02eJ9zsQJolHKvfH8LMFABfiAv3Fgm9qMNOP6ZjQ7q67aiBKYxlPI6X6iRz97EtKhKt81ESoEnWw/dRhtYG780j5VqG26YONCEYILLSbTG9Kzm/WMpdVfW0NKJKkAcGM4/n2r11zBHCaPfzc3lM/yqSNv20yrx38XJHMmIM6/AbRVYM3nl/TcVqA5kAOJwyMXT1GFY1zmG2giUcVUj1ztM3JjBhLvelafrh+488Fhs8TOFgo2nVbVxD6wIm2hCYvOQNJk8D6rV4qdd6hL+c90r5pd+2Ol5WoKANDQkmSaHIcTVJRN1QtxeGPcy2tHceuyXduG83QYVYE0ywnh3AWn8PHsjA1wBzl+hNUUK8W2GUsCgB75PxmGBc9RQMk88phEr4T508E+Oyf/cecGMk8EL/DPev1iGvnkIY8MY6WLF869/9jm9J+EsKzdN3BCiOhWmvmeOrjOV+eW/te6Xs6rsG3plnqu173/teCPGGcD3CMlC4BtfML8PcZfiRgoaUErtH6U3RiLt385n10IRsimAylNtEYB8Yzs6py4yH8+n64ixBLxzrJv3p9Jvf7uHbWrSuNEX3VN24DCwEfaPtS5jFNXE7tmrRxts3YFIH7d2dF2MnM+kVVhevWzxr9A/BcCtHOZk4zNQxt0x9jKgscDWDs91Uev7suRCujZC5i+WoozgaI6rHCNoXva5y4bvWSS/4DtNhMvBepoJUmPTHkY62Gd7xXfvS4aN3pL4J/IXooxB0qKfVM9kGhfgB+rOefuZz6IJwPa0HZ0C6IINQ48OAeVoVR67pqEtJUa7PnwwAACAASURBVL3Ecp57YuvvlXxX6bj2oUxwLFWA1eEpmrL2fD2yl3yb1aJL3HwHRKCsjGf5Or9jwVnj81qiZP8IWNFPmAIlCOscr8xI6pa/9XU9T5xXiF7mgJUcRSjrUJKXEluFTNvurxDfBgRBPwLr53s9OiXFi/naBvp+ecf1wBKo+IQEQG0iLrjHtal7tO+th22vEnnMlb/hve4z38tacn7utYjovVJmVs2iC7lHKxqYbKmjhFumUvJZp2gTyOsYaOZvUfFVhJ85HAG/+8iP0n333J0miAXdt4I5LhrVhZXcpqzdVzW3c6J/ynWvTnZLUzga7UoLq7vSyRnmJw/cnn783Jm0AtF5nFgCvUSTMqb20jxOdAyARNzNciAhEAQsKnj7W1PbaBWu9Oh4Xe49CdblnjsWPn85KcaFQDBCd6cHQakaVc3oA/RpE4Z+lm15Dak5TOjNN9x3LL39TXelxXNPp6H2RfaXBrZk1BWDy4yw0sK57TXkNqom/OVk/+UL59CxJeHlPpq+/bVvYInal47ceAjFEuIMwQ3v8fJadbS8bll+o8IT6hChf2nL+sR10Lhcn4BnG17Ll+td3gJGyF/6NNe/EgYdC8Bdz/bh3fvS4wR7+tznv5COP/1MehpnU5nJr//ar8byMqO4zSPA67vhfafmhO1gjpSv+VnBsIdpNxmw5nKZfz9m7GWuZTgGadHJzrpGHaPhVftgTqZsDqfOG/q5tMmASpFvrQ/y+93n9kXum7V+tS/J75OM7dU7OWvkj3cC93vSWebW/+zP/lNEtYz5bIQJ6297VGTCWikDj19ezaCykKdZEFCwZhrnQEfgE889m04T+XIevx+kGczwo8DeALHdsT5qOpd+SbOkwyR3rbSulmeMjzNnzrEP+mx6y9vezh7td6ddN9/CO9Tf/sJ6VIF4vLvZn1eHhm7b1hDGanaJ7FqlC9WOjBlI1p5dDye0sTShHF9+tTOAxvt1ILUPJU7RlxLv7sNCVK1EMPOKEcNv1hGYwpBK3QrieG1p3RKr82rcyoj0GMxhi+STLsvaIlN1O3vvU2ogJwwTYhLtEmtpg2zeT/tdZqT4a+ncDawu19xaS9Xzkq865urX3ivtkZnHu/Sj3478a4Xlk+hDv8VTskQQkIrwyN7t/tCGqVd2btPJUAXIjSJYdoZWshOrQR4mW5ST36uqUd3hwLcuuc+9oUGiTTEfuNgzhgPhvnTy7Hx65tR0mlomYAoMfAozfLsF+15EvAizHRppHybNBtqjhKUzV30/90/px5/GUUFIISiP4pUfYU9M6wjnmL57CEmqVz/3+tTKVudY4sdc6PBuJmqH00WmeL7+0I9ZTnQhPfj6W1kVgEY/ey7gK3eyPZ6Zeb7e+m/wUx47XsJbjt8Nc3PsgVfHSYuKDlDOj9ZTYTqF4faKryWt4a43qvsVPOVr22otu+8EI7QiAYuloO5RphQ+G4x9Fu4zyZ86eSp94f/7Urrp8JH0oV//jdA6P/7xj6ePf+KT6Sv//NWI0PihD30wpg5ctbKMkLJcmZ8tz6BFDQLzdBCcZHRhLncs9Juh/cJ9ZubWBRzBySunqu62FUneXg+4X6t/t23VC5c9lP6MgkrOKEtRkhSFb0YPfCTjzwKp8/s79+xODebTZeZuoSSTdTy1GgxWUyoGoJHJ+1NTt4wl8iMjsYR2TzrCLpIHj9zKcrUpNPdZNrI5GxssTbL8bIYluotMLfpNLZwKBPv3Hwyrxf69B9MD73xvBKA5RdjX/f8/d+8drNlxHfj1y/nNC5MHA2AQiEwABECCAcykQIqSqBUVKHkp1Za0LpdrXeW1XXK5HP532bX2rtehLNmyxLhaJYqkKJEgQZAgiZzTBGDyzJuZF+bl/Pz7nf76vfu+eTOYwUAAuT3zvXtv374dTp8+5/Tp06fZ5jewFSNXmbj9XQS/0sbzXAuUz/P6Hz86EzPKCcDXyoueKGWve4iGmVSkzleQqPacv6hHiExwM9Hwu/pQn77+/c/4s9XPAIgbj7rMSC7TI1QaLBFZfazd1PNfs1oXVj/IxVTf53sGBTfeW15s7eGuEL3IiwHmKUIKpcF8uWoJbEWdoRvMI2b38cS7KBfG5gyQOFNJrKNtjJ74ynxNz3XFzGt5rn/O760gOgIe+CLSle+ICySkQK7RBupq+eathJ9pKrNx46PAciG1H5jOd2vQzc/ESficybu2FjMYjPWgEOEIJzzaYWldDTmfnN86YSryX0tpOpmJM5x51sLdzz7F3tW9B19NJ0em0zB7+ptR/bqMopp5eQHCgOW7s0AJ7VITyyUwm5ZVf9DRcgp4a6/2qVB+I+WKLzIa2HrYCuhr3q5cYWauKl64T3MkZXhTY+10GDefjw2fSO/Y2Z+2XokPdoqmWyJUYW1E/XNOde5flz9cthHO3T0YjRLs5wWXrFDxenjHmxmq9Yp7QVcJ1fdGy3xl5BqTijPLjBMZyRx7pj2AaYGZ30MP/zTpJ+Kuu98VPh0eeujB9KWvfCX9wwP/kP7j3/8DfE3siCUitTsyLl2WaqcSA0N6g62GOGU5GqvG8puCBGvRWaCtVPBn8PbIkWNJd9a6r7buLoe5z1umq+ZBeHncs/He+5OZuyzQDoOPpUdm6H7biYAtiZjGUHeGWfo4jH0Bu58pdvec5eApPURqEW8/iScrCKETuKOdZTmsp38gDpsa3L7LmYAWgyLzJUHsbWfoF1PbzKBIWSP+cegCxNOm2t68TsWDlNfIIND5klVaEo3/8IJw4X/8yUY9NJ+IIJECRkYXsJDxcc+/rPJXMs4wkSAJP8NGTElwluB99TmDucbhaoniAA/uc+41hptrRB342gyoV/akZYY5x8LICk8MBs13dql1z3+5QpCyKxHKrS1fSLiVYOuvUYsAUG77Oc8uWdRwpeBM5EFpBgWgqJf1rT3HC/5EM+IPZQdeRkHxerUtPAV8IXTGLSLJL6+wbQrGKwPQg9RWjln0XfWb1TKq8WvZr6a1fjPue2WW39Lekw7sO5L2HxxB3Y71P1AaHzsb5QvERtYBGzBS9BCJZQzEMCvmHVWnTrn+uR9yy6zBW/MsUzaIG7mXL/5qf2rEtgRTauG3yL3dqfDYyHqlODaN9kL7hZY2LJEHm9LosX3p4UefTFf0vScNtPWgtWD/cdQAFBLZCF5L62uvznuRmet6WBfFejF0djfLNqh21LCbMPic5dCXNyOUupW86p+Nz3FrNfd5sWaV3dGFXQUdPjXFYSLEO8N0BipTn2ALl4creZCSTpo+9KGPxCFJzz//bPrP/4v/Kv3a5341/dKnfzG25VlOzPhDUGWmia2KSwzmraMihcyY4cKs1ph5gbBfrw9rtV0f/1Y9aZSmZ8sh7HGstz4u9HzZietVmbbMOzQQrPsXJm67or3iC3TH+Ca2kUU8mCN8PV1S+O7cfUXYAbg/XWM7DXUd92fRFGnfM4Jfjxn2wJ84PZJePXQ43TyAi2rXxVWdBmYCocrYfz24/OwwdHv2nIo7zP1XCzIeECYP/ExwfeP7rMISwMbkjNxWkAPIFl/VHuNScqnGvYn3MIEIpQpR/urDm1ZQXouGCNamxMEczF0QWIcgmNYloMSV+4jnthaK0U49U9nouRoH6gYB1TNZzt8MkdS9oE4zX+8lsPoMV5go1cr1UgVvC+yfHFbzj4jyfWaIpZ5eTacTlxBg7Gfiog6Va7CGKFtBhgxJp2W41/KcwZbzswalHtbLYDlZNezLnIfxvrVYtzaXEGnLQ+3qwHdgZmJby888a79qcuMuFPI31RSMDxjXIkx6BsvdV/YfZrcAmoDGLgwOW9MMswNnDTLNRoiVwq3V1d+AqtFsWJf7sJrrpdxH11/KB5W0Ab9ak226eV3K1azshyVwa4G2LZkhsF5mhg4V5YpmBKOmRXBiCathnYW0dm1Kjz/9fPrkvbenLbv60gpW1jkXLnUh+uzCXRLEXAbnViNn6GHM1YgWBit3t4DVGbnXlfD6jwVvTOm91anGlXgivY3g+/Jo/8eWKYTK+B4A++zyS+AG/iAU6Pswvmpta04HWE93prpz5870vg/cx/Gdd6Y///Ovpa999c/TP/3C76TPf/7z8DC2uHH+dx9bUadG2TUAVsn4Glk/d3u0+TcDc41U3WmxUVir7UZv37o4+8j66m5axh2zc4SRHk7RU+hxlm6fapjrNY/nXD/Ho9sWjfPn8xJCpNpHZ9/m577+WbdLIsTPA5MGrOrbceI1B1wUuttnl1KPJAmNwPGTp9MujIQ1TM7r5dKO10HAOlC9vQy9WtfSwzKbWvB1EOyQVGwaiWrpXA4swS9sermuxYPYtXeZaazlndPUf1G+/Pm5ZkEmwykzBNtca6cIFAgh5IzjB3yle2UOEsYugtVZprAnQxlYecacZvVZ9prdiub34V88Oqn2LSUsrfYfqeGWMsz8XYZp0Fy/sTqUG/3GN5GN1JxQZRLOmI1VtDMEA3bQkAjjb6xRcx623b6uv8ZH+VOYuWlIVXuOK3FkttpeZ6sONYZoCAzxvfnGDZX2JksBfrYaCuxLRDxTp/jH1QHf4g+r6WUGr9J7+HLHqKsacj7E2J5CleOxUljt2by1/p9iffw4uwhOIe03dO9IY0j8zStsQ2TWqm6B+QR50Y/kiY4AONAjwHUZL1ltjUUlHD1BzpdyNblQP39Ybc8GSYSfHvUM3tvvl3INzNIALfd8wNoOiqUIMlsyQ9aUlplReb/A2dzdfVvSsQMpnTgznjb3QMBbgQ2wKLCuv+banf+vszIZuvYQMga/l5i71OL2TC2d38xQ6mee+X49/KvvTWNdnBn6kyHJoEzjyWNqOocwwjrFgSnTg7MxM/Ub+2wGxn6UraLXXHV1+pf/8r/ktLS96ctf/mL6m69/ixMU/yD9wic+yeDD4xnbQtG1h5U6p7KEH/hOYBJCA3DJ+GSuP5tBQcT+Ey4KOMLI4PKBBnLCzT6WoZcZu1fTGq/K3bRx+I99r5aoNm5d0pqe9Ye9DHYzy9DWFk5+60LIbOLaQf5dvZujHL8ZR7g6PcpOI7zLBUq/AZC9vQzdCseAhlCux0uiJawOWedZdS8rDQX3ghBUr9XkNtB8JFNrxIpbyz1/tiZ+g8HSqqHuucoFTBbtr6Z/g/fBrPzWmTHZChDKsjjbHsXa3lp1oum8awrAEQ/zj0Tko5o+q+a5+oEf816mmq2aZdR5Vhv5kiZmw2QTPUbmWdAA0blfLb/WC5FsFfiIp2bvH+KCBnOX17v9Nvec+TgbDqas8BFqbt7zmfu7s6GQCcij+hzfW1fJvq02v/xsKW5bibjaNcAAoTMEU2ewZl/r5G10wCZex5+AszCMvHN8lYlJULUqNs4taB7TqMrdtbRRZjc7emC88f1anuXO+NV3VrMWSpwzK11ENjLzPHbyRJplv4tbY+bxHuf+6BUEB9ePs4Eh6ZZg6sIZ4qEFtsZcC+xrLTARHhlBLvZK8hrxqlXtnEup6zkv/JSfW+EN9mPgyiVc7Ys2+4qfApOCi0xKuwzbDHnFvsA1ZN61dqYZ7BX6sCuQiO579Ui6lrX0Lhi6hnXVIHGtVasaveG9M/OtbOX0bIL+gXw2usdhdrM9agvr0jOsm74ZoTCJklf9s/E5bn3NXd8VBw0yLmeNbgdrZsuUTEx18wRainbg0t2bLdmbF3FD2kw+rOu+sv9AOs0WU89f+K//m/82/fSnj6R/9b/+m/S3f/vN9Hu/93tpD8cTb8ZDnvCfwCq+DQYJt0sNqLIzXkXRP7N/HJPj1HuWceBsW2tyGXVLKztDMAJUAGfghkc7n00jb9LDXpyI6E4TY2h//mF0yrgV1i6xTbI1UkQXviEwNOdtkAo8/kyr4BACELRGL3DOMfSM2cqWSylwDtyV2wtA8+1n6IXDiIeZjgbAIJ9cJS9rg8vn+jYFHTZt7YXXajrzMdtyXSX8pTDe/TyHwrwLXLzK0GLmAyCEXma6vuCnFZyz6AKwAof4kPdcg/F5Nb0f1a7xDAJappF564VKz1pa1ezEg5JBVONF7Y/wD4Kbc/cLssi9IvOO4v1DyExA4lzrN66lyhkbbENOa50yU/a72lytrm0lviBY9TkElmiPBUfhBSKBM2oCZA1+60zOtuVSbKuhVpG4L3WvPXDJAxWXs6jaJLjOAFhxC3We6j2GbiS2zbnda99udFefRocx3f1bke4PwhCZlcIhW2EmswEwjwBlnRkwN6ACbnAmQXVXmJmTMsrTk1a0QQEpvrmEqxVcpTJCI/fn+qvw2Sh+ffpsx2H9cvzFXN22t8T2KQXQlWUEp6iL+KgGic4EvzTgcnYku58OBzsYArZ1p8MnTnMmAQ6P5rB0r4WNmGR5d76rMzwZ2ZEjR1C3LqQteCJT+7JIv5w5duxNN4o7Xz02irc9C2gKVB17MI/q5RVsOMRBZ5Uyd7VEZ8aOpePHjwdjUUWssaZ4K1PSNsBZvMee7sBB1DvfeQfr6zemBx98KP2n/+I/S//sC19Iv/Ubnwv1u9i8AsNbmp8JQ7FW4LDMDHd9KLhQixXn3sZQ2u3auQzXNruWLmyKMK5Q5ExdLczkRD762H6P2Tz1976o5p1o+L2w9+ds3lPZzNsT2oyzDLg/LoNbwm1sO3GdwMp3g8DbIeAUKcjjevLyupD6GWDo1JGBwDSjVllmHWzWXwkjHslOIcMIShJc+p9243Nc6WcyZjkhUQEcnUQIwBauHQAQQSuCeZSGup4bHrMgaeECNKh4TidALz2cDyFzfCHAwYjMXkKzQSjpyqv6543jyQtxTm9UHmriINWBij5/ZzC6GmUtTKOPYRzBbOIkMoMOHnRv6EDWH7qHR2TGbNVy3QocVpGvVrjvyy+iIKT6ydboSCRe5Nlzf/XKpKTpcX+Rp7MlOElkz3V1xgjGLi6xj1iuTJAPe5eV7BGVBwdtbKYzXYvSk1x4m+Pe884daCJFqVf1ag6lLd5HXbyphA7wxdmyOKSE7YDUcY2DuIdDZSTWGv3ccutNaccV2zk/HR/z8hzwR+m+lRlwrn3O1PKq5USesJOQ3k0SkjxdVMqroY/flbr6/TmYWMPNdShKRZrYUuSMfxEL9gVgu8xa+iKC1QKERoc02XkMbQNHPJbRo1eZmEdQc6ADoTZUgDIhD8XR+YxgkEi5f9se8bhIXVZOYbXrth0bPItDEr+R8Gjg14qWoAXf2Io/GqK5Jqtv/xyPx0Dq6Li2LI2nnIEEHMlLnNUndjt7xdUwzMEQ7O85cNdnRcRW+t34JiqnI6PpKdTZnTQE+IVRlg5DxEXSC+sVLf8B4iLtaWA8zIKfXRgqzS9OIkLRHlSeEyxN9GN/lA0wM0z8GzjkuADYbjeMUHteo0b5vf3YBK2RuHvvGGSUBDPwLPXyec4kQBf5lvhS9ire1F4UXCjX8n25Fhyr1a5Er7uaRljIQHSeEzNEZpyF4cjoxXN/lqNFt20YYtuUhmHdeHmTxnovg3M71dnxaU4yvCZ9+CMfY0zcmv7o//rfocHD6Q//8A8D3nQAeYGLM1nQz9otqrXarhg8tXqatkI/SeO/aijtd4x5X54jDc/kUE1+yffisX0qvuue2qvwUcXuvbARJmBM3CsU+XNWLWyE7/jZfBUHhJM8SE2Fzx6t6hTA41kbwPnALfol1PSU3MZ4mlvgqFSWy2655SYYeh9jFrs4XDYbgmZyPbeVBW5VeK7xufj4bftjAxmMrnM5gXSLhegwhRqkDc88zmHgVxCOqTh3+AQ+vcdZaxAB+zH1F+h6ETO0drTj7rM3IyRGKjKuQbz2iBCzpGumjDakUMM8RKYFQ5Cf1yAfDIJjr/O/IVRGAIr7VhBNZvX973w3mqdnotPsiZQZirAim3Dr5tngjEYUET28buQBzH3WJV3MgEiJcim+mIcJajHumb9BSBHSHHzaoDkj9pen3CIqDE7GTmEry3jvinyIJvhtJK3hqwPG+joQJPLWex4m5AyiGzVWFMB3hcCZR/XegVMfV322jvPMphyIAUb++L0Mp6+/N7bzhMU0jkuYAoKIzLLbszOIJk7wKksDUcgGf8zLn21YoC4y0WkcvSgoyAg7ujL8N/j0IqNcmsrC0rJwBqiOI5mK/31nLynIVuHivYKcWoIpGNvoMO576ZoW1PQKaLouDWchCtpYOiE3BOxdIxSi4lOe8a2kAfbfKihOQ+Q88EJL+imIXQvqRRnw6IiMXWHbc6BZ8ybOZ9MjfjAmUQGDN0oaM4zjGda6Ozo49hLXl8JJRqSQh4xI2ZgScRhNC9uDJqfH0wB9IT7ZNdkFLjlS9yaM/tw/bcjwARjeA5usD1IDlN8bv45RbPBsmo2CFsseHewMr8zyphA2tbBvo031+9A3yuONlr1RXhcbZ5mOLWmAY0kGZVypi33r2OnsVLuUHawMDm6J/ti7dz/eIPsYfx3pv//v/of09b/56/TAA99Pn/jExxDash1BL8ITHXGx1Xnb0uka2vbZfgV7x2mmOSyRARvpgjTHw6kcK/ZxCG2OH+Dld46lYNAKc7V4sU1BaphlNfNXdW8+5m1wTPrN0MipEBjEcY9UNZgE9AkuDlpfUnjbuZmMvBF1pId/LDATakNyVkKZUZqHmRuOnjgTRhlaX0poBOx111+Tdu3cDQHKkrHGOctwjyn2+J2d8ED5iTQyNhxS1hTHGu7ctj2ICFrTmNF0oP7QjV8e5vnvJUHuvIlrnGj1/fnyLunWiMrqJ5d840CUhNM4rcQgWk0gUQ8M7523vjMkyX379rFd4iwIuRlC7bap2UAuZykRwCA+g2HH55BImQO03BmoWFV7X72Klq1IkiKgZQv/hmkk3pC6IaMgvCHyjExMCNdwxi5B8eWKEnKBhXcFXjAVPl9kgDQzEDzXerk2459WeOPdFD7es17KjDYODtBqcMBVQ2xbYybLVm0GsNbf+a1CZV9/PpbUg2T6mXHK7Ji7wxzZP4p2gfFIO/gwN7Oa7eq9g9gqlGMkl8HXJRxyODvyRwtX03pTX791Lzd6AJbVoNBlHv4roHTvsXXNFc2ExP3o9pMnRbkbRC1PKzNkt9B4DnQzTFkPV20w5ZOnT6YB2u/582dHRlIvgo5n1c+ypqgwMMPMXteV9p36Cg3BFJLcfyvzbAa+rcxWKSIszufQqqywTtuJ8D1DHgoQoorj1tnQAKfxSQwncanZjTBeZkQS1yXU7BNTCELMgHyenuEIVAIyUmru6A10ULhweUFGH8QXK3jX0QO7avDxG4N4WPA0x+S49VhS3px7VSWtpubYsWNMOuZTLzMuCbgzEBml/rkvFKple3+x5V4oz+q7av718VFPIxm3Oo1ZWgCvlxCsCAsY9Gkw69hWC2Z/qIqXzopboRnju6uvfk+80x6EhsdJi9LnRto9g1Ano/pZDou0wbXxhSmuaHOmESZVn/fgn18aOsJ2PtvQ1jYTV13XOqaN82rawsxDaAdmwkotsPGmMTDqoC/QMNDSeNN6neH41X4OxGqCF6k5LeRJDVMj6tOCD0E+yecCpCbKedsZekgs1NIjM1VfxiSTMdAK4dNF5lNPPRN7BB0cGp7cdsutqbcLSYfqQzMCABIKx5B59fa2pO1beyG7Dt+EuhnjozOnUWm8nHZs3ZZ2bunH3SVrSCSYxzDE06j+UULpmX+UzNcy1ZLSpQNHnu3PltygAXHNzGKuvmZPOnzoaFhjNnEK1yT7UKeY4TroNsGwXKtc3cNeq3MhAl6LRFlKrDKczMSR4EE8TwpaQTqfwyMX7JF9uOxDhZyrQdDATkMlv81+pzNDN0/T5r3f1L9gL/Ghdq+pv7vZzztOvmoBGlkTbcdZh4NtGqLjQQkXE6r1Nn15lpk4E8UUmkE9HQxqg
