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term="privación"/><category term="privada"/><category term="probable"/><category term="probatoria"/><category term="procesal"/><category term="procesos"/><category term="prohibitiva"/><category term="proof"/><category term="prostitución"/><category term="protección"/><category term="protesta"/><category term="punitivo"/><category term="pérdida total"/><category term="pública."/><category term="público"/><category term="quality"/><category term="quechua"/><category term="rama"/><category term="rama judicial"/><category term="razón"/><category term="rcn"/><category term="recluso"/><category term="red"/><category term="reforma judicial"/><category term="rehabilitación"/><category term="researchers"/><category term="resource"/><category term="responsabilidad"/><category term="rights"/><category term="ruanda"/><category term="sede"/><category term="seguridad"/><category term="sentencias"/><category term="servicio"/><category term="sexting"/><category term="silverthorne"/><category term="sistema"/><category term="skype"/><category term="smartphone"/><category term="soldado"/><category term="sospechoso"/><category term="stefano"/><category term="strauss"/><category term="supercorte"/><category term="superior"/><category term="taliban"/><category term="tentativa"/><category term="terreno"/><category term="terror"/><category term="testimony"/><category term="thiopental sodium"/><category term="tools"/><category term="tortura"/><category term="toyota"/><category term="transferir"/><category term="tree"/><category term="trolling"/><category term="tutela"/><category term="uprimny"/><category term="usb"/><category term="vecino"/><category term="vehículos automotores"/><category term="vejámenes"/><category term="viale"/><category term="victimizar"/><category term="videos"/><category term="vig"/><category term="viola"/><category term="violacion"/><category term="violating"/><category term="virginidad"/><category term="virtual"/><category term="vulnera"/><category term="víctimas"/><category term="web"/><category term="wikileaks"/><category term="zozobra"/><category term="íntimas"/><title type='text'>Derecho Penal y sociedad</title><subtitle type='html'>Este es un espacio dedicado a la socialización de artículos y temas que atañen a la sociedad en general con respecto al Derecho Penal. Sean todas las personas bienvenidas y con ellas, sus comentarios!</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>103</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-6511732773083845050</id><published>2012-11-17T15:44:00.000-05:00</published><updated>2012-11-17T15:44:51.866-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cibercrimen"/><category scheme="http://www.blogger.com/atom/ns#" term="criminalidad"/><category scheme="http://www.blogger.com/atom/ns#" term="delito"/><category scheme="http://www.blogger.com/atom/ns#" term="derecho. penal"/><category scheme="http://www.blogger.com/atom/ns#" term="impunidad"/><category scheme="http://www.blogger.com/atom/ns#" term="TIC"/><title type='text'>Ivan Salvadori: “La lucha contra el cibercrimen no es una guerra perdida”</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;http://www.ambitojuridico.com/BancoMedios/Imagenes/medi121017invitad1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;192&quot; src=&quot;http://www.ambitojuridico.com/BancoMedios/Imagenes/medi121017invitad1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Además de los 
beneficios para la economía, la innovación y el desarrollo, los avances 
tecnológicos traen consigo retos para disciplinas que, como el Derecho, 
están en permanente evolución. En materia jurídica, los desafíos más 
evidentes se presentan en temas civiles, comerciales, constitucionales y
 penales, entre otras ramas.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La tipicidad de conductas delictivas que se producen por cuenta de la
 tecnología es uno de los temas que genera más debate entre los 
estudiosos del Derecho Penal. Con ocasión de su reciente visita a 
Colombia, ÁMBITO JURÍDICO conversó sobre el fenómeno de la 
cibercriminalidad con Ivan Salvadori, profesor de Derecho Penal 
Informático de las universidades de Barcelona (España) y de Verona 
(Italia).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;ÁMBITO JURÍDICO: ¿Es eficiente la lucha contra la criminalidad informática en los países europeos? &lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Ivan Salvadori:&lt;/strong&gt; En los últimos años, los 
legisladores europeos, impulsados por la Unión Europea (UE) y el Consejo
 de Europa (CE), han hecho muchos esfuerzos para luchar contra la 
criminalidad informática. Así, todos los países tienen normas &lt;em&gt;ad hoc&lt;/em&gt;
 en materia de cibercriminalidad. Muchas de las legislaciones penales 
europeas están en línea con los estándares supranacionales y, en 
particular, con el Convenio sobre el Cibercrimen del CE y la Decisión 
Marco 2005/222/JAI del CE, relativa a los ataques contra los sistemas 
informáticos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Sin embargo, la cifra negra de criminalidad, esto es, la tasa de 
delitos y delincuentes que no son descubiertos o condenados, sigue 
siendo elevada. Esto explica, en parte, que sea escasa la aplicación 
jurisprudencial de los delitos informáticos en muchos ordenamientos 
jurídicos europeos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.: ¿A qué se debe esa impunidad?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;I. S.:&lt;/strong&gt; A menudo, las víctimas de delitos 
informáticos no denuncian los hechos, porque no saben que han sido 
víctimas, no conocen la existencia de soluciones legales o creen que es 
inútil poner una denuncia. Las empresas y los bancos prefieren resolver 
internamente los incidentes informáticos de los que son víctimas (&lt;em&gt;phishing&lt;/em&gt;,
 espionaje informático, estafas, etc.), en lugar de denunciarlos, por 
miedo a dañar su imagen y perder la confianza de los clientes.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A todo esto hay que añadir que, a veces, las autoridades de &lt;em&gt;law enforcement&lt;/em&gt;
 (de aplicación de la ley) no tienen los instrumentos legales y los 
conocimientos técnicos necesarios para averiguar y perseguir de manera 
eficaz los criminales informáticos. En este sentido, es oportuno que se 
siga en el camino de la armonización no solamente del Derecho Penal 
sustantivo, sino también del Derecho Procesal Penal de los países 
europeos, de conformidad con los estándares internacionales más 
avanzados, para facilitar la cooperación entre las autoridades 
competentes nacionales y garantizar la persecución de estos 
delincuentes.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.:&lt;/strong&gt; &lt;strong&gt;¿Es coherente el Derecho Penal y la legislación en esta materia con el constante avance de la tecnología?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;I. S.:&lt;/strong&gt; El rápido desarrollo de las tecnologías de la
 información y la comunicación (TIC) y las facilidades con las que es 
posible conectarse a internet desde cualquier lugar del mundo, además de
 haber facilitado la realización de ataques a bienes jurídicos 
tradicionales (patrimonio, honor, intimidad y libertad sexual, en 
particular de los menores, etc.) ha favorecido la comisión de actos 
ilícitos que afectan a nuevos intereses jurídicos, como la 
confidencialidad, la integridad y la disponibilidad de los datos y de 
los sistemas informáticos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Frente a estas nuevas amenazas, se han evidenciado los límites del 
Derecho Penal tradicional. Con el fin de superar estas lagunas que 
existen en los ordenamientos jurídicos, sectores de la jurisprudencia 
han intentado extender el ámbito de aplicación de los delitos 
informáticos a través de interpretaciones analógicas en&lt;em&gt; malam partem&lt;/em&gt;.
 Paradigmática, por ejemplo, es la tentativa de subsumir en el delito 
tradicional de hurto las conductas de los empleados infieles (o &lt;em&gt;insider&lt;/em&gt;)
 que, de manera abusiva, copian los datos informáticos almacenados en 
los ordenadores de las compañías con las que trabajan, sin tener en 
cuenta que los datos informáticos, por su carácter intangible, no pueden
 ser equiparados a una cosa mueble.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.: ¿Y qué debe hacer el legislador?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;I. S.:&lt;/strong&gt; La rápida obsolescencia del Derecho Penal 
frente al incesante desarrollo de las TIC ha llevado a los legisladores 
nacionales a reformar repetidamente su propia normativa penal en el área
 de la criminalidad informática, con el fin de eliminar los vacíos que 
no permitían castigar los nuevos fenómenos criminosos que se realizan en
 el ciberespacio (&lt;em&gt;phishing&lt;/em&gt;, &lt;em&gt;hacking&lt;/em&gt;, &lt;em&gt;cracking&lt;/em&gt;, ataques de denegación de servicio, difusión de programas &lt;em&gt;malware&lt;/em&gt;, &lt;em&gt;botnet&lt;/em&gt;, etc.).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Para evitar continuas reformas penales, los legisladores, en línea 
con los estándares de las organizaciones supranacionales, tendrían que 
emplear un lenguaje neutro en la formulación de los delitos informáticos
 en cuanto a la tecnología, de manera que los nuevos tipos puedan 
aplicarse, tanto a las tecnologías actuales como a las futuras. Sin 
embargo, esto no significa que se pueda emplear un lenguaje 
indeterminado o recurrir a normas penales en blanco. En línea con los 
principios de legalidad, taxatividad y precisión, los legisladores 
tendrán que introducir tipos delictivos claros y delimitados, para 
evitar la multiplicación de normas contiguas y los consiguientes 
conflictos entre ellas.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.: ¿Existen herramientas adecuadas de investigación para 
hacer frente a la criminalidad informática, en especial en los 
organismos estatales?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;I. S.:&lt;/strong&gt; El aumento exponencial de la utilización de 
las TIC hace que los delitos contra la confidencialidad, la integridad y
 la disponibilidad de los datos y de los sistemas informáticos (&lt;em&gt;CIA offences&lt;/em&gt;)
 sean más frecuentes. Las TIC facilitan, además, la comisión en internet
 de delitos tradicionales (difamaciones, difusión de contenidos de 
pornografía infantil, racismo, etc.). El trabajo de la policía y de las 
autoridades de &lt;em&gt;law enforcement&lt;/em&gt; implica el descubrimiento, la 
recogida y la conservación de pruebas electrónicas para la averiguación y
 persecución de los criminales.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Para una lucha eficaz contra el cibercrimen, es importante 
proporcionar a la policía, fiscales y jueces los instrumentos legales y 
los conocimientos técnicos necesarios sobre el funcionamiento de las 
tecnologías.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.: ¿Y cómo se deben preparar las autoridades frente a este tema?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;I. S.:&lt;/strong&gt; En los últimos años, muchos países, con la 
asistencia técnica de las organizaciones internacionales, han empezado a
 realizar cursos específicos en materia de digital &lt;em&gt;forensics&lt;/em&gt; 
para formar a las autoridades competentes sobre las técnicas más 
avanzadas de investigación. Muy importante resulta también la creación a
 nivel nacional de una red de contacto 24/7, con el fin de garantizar 
una asistencia inmediata en materia de criminalidad informática y 
fortalecer la cooperación judicial entre los Estados.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Los países a la vanguardia en la lucha contra el cibercrimen han 
creado, dentro de sus fuerzas de policía, grupos de investigadores (&lt;em&gt;cybercrime unit&lt;/em&gt;) y los han dotado de las herramientas &lt;em&gt;hardware&lt;/em&gt; y &lt;em&gt;software&lt;/em&gt; más avanzadas. Es deseable que estas reglas de &lt;em&gt;good practice&lt;/em&gt;
 en la lucha contra el cibercrimen se extiendan a todos los países del 
mundo. En este sentido, hay que apreciar los esfuerzos realizados por el
 CE y la UE que, en los últimos años, han promovido la organización de 
cursos específicos para formar policías, fiscales y jueces; han 
elaborado reglas de &lt;em&gt;good practice&lt;/em&gt; para la búsqueda y recogida de pruebas electrónicas y han formulado líneas guías para investigar y perseguir ciberdelitos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.:&lt;/strong&gt; &lt;strong&gt;De acuerdo con el carácter de ‘ultima
 ratio’ del Derecho Penal, ¿es necesario involucrar esta área del 
Derecho en aspectos referidos a los ámbitos informáticos?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;I. S.:&lt;/strong&gt; El incesante avance de las TIC ha favorecido 
las relaciones sociales, económicas y jurídicas en el ciberespacio y ha 
facilitado la circulación de las informaciones en internet. Así, en la 
sociedad de la información han emergido nuevos bienes jurídicos, como la
 confidencialidad, la integridad y la disponibilidad de los datos y de 
los sistemas informáticos. Para proteger estos intereses jurídicos, 
muchos legisladores han introducido, en línea con las recomendaciones 
internacionales, nuevos delitos para castigar el acceso ilícito a un 
sistema informático (&lt;em&gt;hacking&lt;/em&gt;), los daños informáticos, la interceptación de datos y la difusión de &lt;em&gt;malware&lt;/em&gt;.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Sin embargo, el legislador penal no puede justificar la introducción 
de nuevos tipos delictivos únicamente por la necesidad de superar las 
lagunas que existen en el ordenamiento o para aplicar las obligaciones 
internacionales. Antes de introducir nuevos delitos, el legislador 
tendrá que evaluar si existen otros instrumentos técnicos o medidas 
preventivas de naturaleza extrapenal idóneas para proteger los nuevos 
intereses jurídicos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Muy a menudo, las TIC ofrecen la posibilidad de adoptar medidas de 
seguridad y dispositivos técnicos de protección idóneos para garantizar 
el nivel necesario de protección. Paradigmático es el fenómeno del &lt;em&gt;spamming&lt;/em&gt;, esto es, el envío en masa de correos electrónicos que contienen publicidad no deseada. Si bien algunos Estados castigan el &lt;em&gt;spamming&lt;/em&gt; con una sanción penal, como EE UU, más oportuno sería adoptar, de conformidad con el principio de &lt;em&gt;ultima ratio&lt;/em&gt; del Derecho Penal, medidas de protección técnica o sanciones administrativas.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.:&lt;/strong&gt; &lt;strong&gt;Es evidente una tendencia hacia el 
control de la información difundida en la red. ¿Esto supone la 
criminalización de aquellos medios de comunicación encargados de su 
administración, inclusive cuando se trate de opiniones de terceros?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;I. S.:&lt;/strong&gt; En la sociedad de la información, se está manifestando la tendencia hacia el reconocimiento a administradores y gestores de &lt;em&gt;blogs&lt;/em&gt;, gestores de &lt;em&gt;forum&lt;/em&gt;, &lt;em&gt;news-group&lt;/em&gt;
 y proveedores de servicio de internet de nuevas posiciones de control 
preventivo sobre los contenidos y las informaciones que se difunden 
mediante los servicios que ponen a disposición de los internautas.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Sin embargo, estas razones, sobre todo de carácter 
técnico-organizativo, conducen a la exclusión de la oportunidad de 
introducir nuevas posiciones de control y de garantía. La interactividad
 que caracteriza internet hace casi imposible un control sobre los 
contenidos que se difunden en la red.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La previsión de una gravosa y, a veces, inexigible obligación de 
control sobre los contenidos llevaría el riesgo de limitar la libertad 
de comunicación y de información de los internautas, puesto que los 
administradores y gestores de blog, &lt;em&gt;news-group&lt;/em&gt;, periódicos 
telemáticos, entre otros, tendrían que actuar como verdaderos censores, 
sin tener, muchas veces, conocimientos profesionales y jurídicos para 
apreciar el carácter ilícito de los contenidos, opiniones o comentarios 
que se publican en los espacios web que gestionan.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A eso hay que añadir que si estos sujetos tuviesen la obligación de 
controlar previamente todo lo que se publica en sus medios telemáticos 
de comunicación, se limitaría notablemente la posibilidad de actualizar 
en tiempo real los contenidos en el web.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.: ¿Y cómo hallar responsabilidades? &lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;I .S.:&lt;/strong&gt; Esto no significa que el administrador del 
medio de comunicación no pueda responder penalmente por los delitos que 
se han cometido por parte de terceros mediante el medio que dirige, 
puesto que se le aplicaría la normativa en materia de autoría o de 
participación, cuando se demuestre, por ejemplo, que haya colaborado con
 terceros en la comisión de un hecho ilícito, como difamación, 
instigación a la comisión de delitos, etc.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Para garantizar un equilibrio entre la libertad de pensamiento, que 
incluye el derecho a la información por parte de los internautas, y la 
protección de los derechos inviolables del hombre en el ciberespacio 
(honor, dignidad, intimidad etc.), parece más correcto introducir en 
perspectiva &lt;em&gt;de lege ferenda&lt;/em&gt; la obligación para los 
administradores de los medios en internet de comunicar a las autoridades
 competentes aquellas informaciones que puedan ser útiles para facilitar
 la investigación y la averiguación de los criminales y la obligación de
 bloquear los datos ilegales publicados en sus espacios web, si tienen 
conocimiento de su existencia.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.:&lt;/strong&gt; &lt;strong&gt;¿Que percepción tiene del Derecho Penal colombiano en materia de criminalidad informática?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;I. S.:&lt;/strong&gt; Con la Ley 1273 del 2009, el legislador 
introdujo el Título VII Bis en el Código Penal, dedicado a la protección
 de la información, para incriminar, en línea con las recomendaciones de
 los organismos internacionales, los atentados contra la 
confidencialidad, la intimidad y la disponibilidad de los datos y de los
 sistemas informáticos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Lo que más llama la atención de la normativa penal colombiana en 
materia de cibercriminalidad es, en primer lugar, su severo tratamiento 
sancionatorio, que en muchos casos resulta desproporcionado. Por 
ejemplo, el delito de acceso abusivo a un sistema informático (art.&amp;nbsp; 
269A, C.P.), que pese ser un punible básico para la comisión de otros 
delitos más graves, como el espionaje, la manipulación de datos o el 
sabotaje informático, se castiga con la misma pena de prisión (de 48 a 
96 meses) prevista para los daños informáticos (arts. 269B y 269D, C. 
P.), cuyo desvalor es ser más grave.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A veces, el legislador parece no haber tenido en cuenta el desvalor 
de cada acto ilícito, como en la normativa en materia de daños 
informáticos. En contra de las recomendaciones internacionales, que de 
manera implícita requieren que se castigue de manera diferente los daños
 a los datos y los daños a sistemas informáticos, el legislador 
colombiano ha equiparado el tratamiento sancionatorio. Sería oportuno 
distinguir sobre la base del desvalor de las conductas.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.: ¿Qué otras contradicciones ha encontrado?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;I. S.: &lt;/strong&gt;También hay dudas respecto a la excesiva 
anticipación de la tutela penal. Como ejemplo están los “delitos 
obstáculo”, previstos por el artículo 269E del Código Penal (uso de &lt;em&gt;software&lt;/em&gt; malicioso) y por el artículo 269G de la misma norma (suplantación de sitios &lt;em&gt;web&lt;/em&gt;
 para capturar datos personales). Se castiga con una pena muy elevada, 
de prisión de hasta 96 meses, la simple conducta de quien produzca, 
distribuye, envíe e, incluso, de quien adquiera un &lt;em&gt;software&lt;/em&gt; 
malicioso u otros programas de computación de efectos dañinos o de quien
 diseñe, desarrolle, ejecute o programe páginas electrónicas, enlaces o 
ventanas emergentes.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El legislador ha anticipado excesivamente la tutela penal respecto a 
conductas que se ponen en una fase preparatoria respecto a la efectiva 
puesta en peligro de bienes jurídicos, con lo que se violan los 
principios de proporcionalidad y de lesividad de los delitos. La 
verdadera finalidad de estas incriminaciones, más que proteger bienes 
jurídicos, parece ser la de facilitar las actividades de investigación 
por parte de la policía. Pienso que sería oportuno que el legislador 
diseñe estos delitos en línea con las recomendaciones de las 
organizaciones internacionales, requiriendo que los programas maliciosos
 sean objetivamente diseñados o adaptados con el propósito de cometer un
 delito y en donde se requiera, además, la intención por parte del 
autor. Esto evitaría una indeseable sobre-criminalización, permitiendo, 
al mismo tiempo, el empleo de estas herramientas &lt;em&gt;software&lt;/em&gt; para actividades de investigación y para fines de seguridad informática.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.:&lt;/strong&gt; &lt;strong&gt;¿Qué se puede esperar de la criminalidad informática hacia el futuro y, especialmente, de la lucha de los Estados por atacarla?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;I. S.:&lt;/strong&gt; El incesante desarrollo de las TIC creará nuevas posibilidades para la comisión de delitos, como el &lt;em&gt;hacking&lt;/em&gt;, el espionaje y el fraude informático, los sabotajes, el robo de identidad, el &lt;em&gt;phishing&lt;/em&gt;,
 el terrorismo, etc. La accesibilidad a internet a nivel mundial 
favorecerá no solamente la difusión de informaciones entre internautas, 
sino también el intercambio de contenidos ilícitos (pornografía 
infantil, material protegido por derechos de autor, contenidos racistas y
 xenófobos, etc.).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Internet es muy difícil de vigilar por parte de las autoridades de 
policía y puede proporcionar un elevado nivel de anonimato a los 
criminales informáticos, lo que dificulta su persecución penal. No hay 
duda de que la criminalidad informática representa uno de los mayores 
desafíos a nivel global. Sin embargo, la lucha contra el cibercrimen no 
es una guerra perdida.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.: ¿Y cómo utilizar la tecnología para combatir estos delitos? &lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;I. S.:&lt;/strong&gt; Las TIC constituyen un poderoso instrumento no solamente para los delincuentes, sino también para las autoridades de &lt;em&gt;law enforcement, &lt;/em&gt;que
 pueden emplear esta tecnología para investigar y perseguir a los 
criminales. Una lucha eficaz contra el cibercrimen requiere de un 
elevado conocimiento tecnológico por parte de los expertos y respuestas 
comunes a nivel global. Es indispensable promover la armonización tanto 
del Derecho Penal sustancial como procesal en el área de la criminalidad
 informática, de conformidad con los estándares de las organizaciones 
internacionales y, en particular, con el Convenio sobre el Cibercrimen 
del Consejo de Europa, que sigue siendo el instrumento más importante en
 la materia. Habrá que impulsar, además, la cooperación judicial 
internacional e introducir a nivel global nuevos mecanismos para 
resolver los conflictos de jurisdicción.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;u&gt;&lt;i&gt;&lt;b&gt;Tomado de:&lt;/b&gt;&lt;/i&gt;&lt;/u&gt;&lt;i&gt;&lt;b&gt; http://www.ambitojuridico.com/BancoConocimiento/N/noti-121017-14%28ivan_salvadori_la_lucha_contra_el_cibercrimen_no_es_una_guerra_perdida%29/noti-121017-14%28ivan_salvadori_la_lucha_contra_el_cibercrimen_no_es_una_guerra_perdida%29.asp?Miga=1&amp;amp;IDobjetose=13559&amp;amp;CodSeccion=96&lt;/b&gt;&lt;/i&gt; &lt;/div&gt;
&lt;a href=&quot;http://www.ambitojuridico.com/BancoMedios/Imagenes/medi121017invitad1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/6511732773083845050/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/11/ivan-salvadori-la-lucha-contra-el.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/6511732773083845050'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/6511732773083845050'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/11/ivan-salvadori-la-lucha-contra-el.html' title='Ivan Salvadori: “La lucha contra el cibercrimen no es una guerra perdida”'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-8544929882207113705</id><published>2012-09-11T12:33:00.000-05:00</published><updated>2012-09-11T12:33:22.306-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Cibercriminalidad"/><category scheme="http://www.blogger.com/atom/ns#" term="ciberespacio."/><category scheme="http://www.blogger.com/atom/ns#" term="crimen"/><category scheme="http://www.blogger.com/atom/ns#" term="criminal"/><category scheme="http://www.blogger.com/atom/ns#" term="internet"/><title type='text'>Cibercriminalidad: la delincuencia en “el otro espacio”</title><content type='html'>&lt;br /&gt;
&lt;div style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;
&lt;a href=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTUnSgtr_znpGLaBojtsK1o8anEMKgr1TwFfP12lsL_cm92qKqPqfeD3g7V6A&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTUnSgtr_znpGLaBojtsK1o8anEMKgr1TwFfP12lsL_cm92qKqPqfeD3g7V6A&quot; style=&quot;background-color: transparent;&quot; /&gt;&lt;/a&gt;“Dime qué haces en internet y te diré qué te puede pasar en el ciberespacio. A mayor interacción&amp;nbsp; e introducción de&amp;nbsp;objetivos en el ciberespacio, mayor posibilidad de ‘cibervictimización’.&amp;nbsp; A mayor autoprotección, menos probabilidad de victimización”.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;
Así lo afirmó&amp;nbsp;el&amp;nbsp;&lt;strong&gt;profesor Fernando Miró Linares, de la Universidad Miguel Hernández de Elche, de Alicante (España)&lt;/strong&gt;, durante el&lt;strong&gt;&amp;nbsp;&lt;em&gt;VI Congreso Internacional de Derecho Penal&lt;/em&gt;&lt;/strong&gt;&lt;em&gt;,&lt;/em&gt;&amp;nbsp;que se lleva a cabo en la Universidad de Los Andes, en Bogotá.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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De acuerdo con Miró, el término “cibercriminalidad” no es un concepto esencialmente jurídico, sino criminológico, que se refiere al ámbito en el cual se realiza la infracción. “Estamos en dos ámbitos a la vez. Estamos en el espacio físico o material y estamos en el ciberespacio. Esto es tan simple como que el delito cometido en el espacio físico es el delito físico material, y el delito cometido en el ciberespacio, usando las tecnologías de la información, es el cibercrimen”, señaló.&lt;/div&gt;
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&lt;strong&gt;Según el catedrático, hoy por hoy existen tres clases de faltas relacionadas con internet&lt;/strong&gt;. En primer lugar, está el&amp;nbsp;&lt;strong&gt;“ciberdelito” económico&lt;/strong&gt;, que abarca el fraude y el&amp;nbsp;&lt;em&gt;phising&lt;/em&gt;, es decir, adquirir información confidencial de manera fraudulenta, como una contraseña o información detallada sobre tarjetas de crédito u otro tipo de información bancaria.&lt;/div&gt;
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Por otro lado, están los&amp;nbsp;&lt;strong&gt;delitos políticos e ideológicos&lt;/strong&gt;, entre los que se destaca el “hacktivismo”, (entendido como la utilización no violenta de herramientas digitales ilegales o legalmente ambiguas, en procura de fines políticos), el “ciberterrorismo” y las acciones raciales, entre otras.&lt;/div&gt;
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&lt;strong&gt;Otro tipo de delito, que también está en alza y es cada vez más preocupante, es el “cibercrimen” social&lt;/strong&gt;. En esta línea, el “ciberacoso”, el&amp;nbsp;&lt;em&gt;bullying&lt;/em&gt;&amp;nbsp;y la persecución en internet son los más comunes.&lt;/div&gt;
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&lt;strong&gt;Una oportunidad criminal&lt;/strong&gt;&lt;/div&gt;
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El crimen, señaló Miró, se produce porque hay un agresor motivado, un objetivo adecuado y ausencia de un guardián capaz.&lt;/div&gt;
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&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; margin-right: 1em; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.google.com.co/url?source=imglanding&amp;amp;ct=img&amp;amp;q=http://www.antivirusgratis.com.ar/noticias/fotos/RedesSociales-Hacker-3-FDG.jpg&amp;amp;sa=X&amp;amp;ei=c3VPULTFFIXi0QGznoDQCQ&amp;amp;ved=0CAkQ8wc4Hg&amp;amp;usg=AFQjCNFUu6-F_DkBDcsA9zkwCLaGnkDP7w&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;http://www.google.com.co/url?source=imglanding&amp;amp;ct=img&amp;amp;q=http://www.antivirusgratis.com.ar/noticias/fotos/RedesSociales-Hacker-3-FDG.jpg&amp;amp;sa=X&amp;amp;ei=c3VPULTFFIXi0QGznoDQCQ&amp;amp;ved=0CAkQ8wc4Hg&amp;amp;usg=AFQjCNFUu6-F_DkBDcsA9zkwCLaGnkDP7w&quot; style=&quot;background-color: transparent;&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;www.fotosdigitalesgratis.com&lt;/td&gt;&lt;/tr&gt;
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“En el ciberespacio esto es exactamente igual, por lo menos en cuanto a la presencia de los tres elementos. Sin embargo, la forma en la que se producen estos tres elementos, en la que interaccionan, es diferente,&lt;strong&gt;&lt;/strong&gt;porque aumentan las posibilidades de contacto entre agresor y objetivo, crece el protagonismo de la víctima en la ecuación y disminuye la importancia de los vigilantes”, indicó.&lt;/div&gt;
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El experto aclaró que para que un objetivo sea adecuado en el ciberespacio, tiene que ser introducido, tener valor e interactuar, pues esa interacción representa la visibilidad.&lt;/div&gt;
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&lt;strong&gt;“La clave para ser victimizado en el ciberespacio es la interacción.&lt;/strong&gt;&amp;nbsp;A mayor interacción, mayor posibilidad de victimización. Según los bienes que introduzcamos, podemos ser victimizados por un delito o por otros. Finalmente, dependiendo de la autoprotección de la persona, la victimización se produce o no. A mayor autoprotección, menor victimización. Quien no tiene antivirus, quien no actualiza o cambia sus contraseñas puede ser victimizado”, explicó.&lt;/div&gt;
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Finalmente, señaló que el uso del correo electrónico, las compras por internet, escribir en foros y blogs, consumir pornografía o realizar transacciones bancarias son elementos de interacción que, si se hacen al mismo tiempo, incrementan el riesgo de ser victimizados.&lt;/div&gt;
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&lt;b&gt;&lt;i&gt;&lt;u&gt;Tomado de:&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;a href=&quot;http://www.ambitojuridico.com/BancoConocimiento/N/noti-120910-14(cibercriminalidad_la_delincuencia_en_el_otro_espacio_)/noti-120910-14(cibercriminalidad_la_delincuencia_en_el_otro_espacio_).asp?Miga=1&amp;amp;IDobjetose=13235&amp;amp;CodSeccion=40&quot; style=&quot;background-color: transparent;&quot;&gt;http://www.ambitojuridico.com/BancoConocimiento/N/noti-120910-14(cibercriminalidad_la_delincuencia_en_el_otro_espacio_)/noti-120910-14(cibercriminalidad_la_delincuencia_en_el_otro_espacio_).asp?Miga=1&amp;amp;IDobjetose=13235&amp;amp;CodSeccion=40&lt;/a&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/8544929882207113705/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/09/cibercriminalidad-la-delincuencia-en-el.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/8544929882207113705'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/8544929882207113705'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/09/cibercriminalidad-la-delincuencia-en-el.html' title='Cibercriminalidad: la delincuencia en “el otro espacio”'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-3272354331527076062</id><published>2012-08-22T14:50:00.001-05:00</published><updated>2012-08-22T14:50:18.411-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="condena"/><category scheme="http://www.blogger.com/atom/ns#" term="federal"/><category scheme="http://www.blogger.com/atom/ns#" term="imputado"/><category scheme="http://www.blogger.com/atom/ns#" term="inconstitucional"/><category scheme="http://www.blogger.com/atom/ns#" term="menores"/><category scheme="http://www.blogger.com/atom/ns#" term="niño"/><category scheme="http://www.blogger.com/atom/ns#" term="penal"/><category scheme="http://www.blogger.com/atom/ns#" term="prisión"/><title type='text'>Declaran que es inconstitucional condenar a perpetua a menores</title><content type='html'>&lt;br /&gt;
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El máximo tribunal penal nacional analizó las condenas que recibieron en 1999 tres menores acusados de delitos gravísimos. Así, se adecua el Derecho argentino a los estándares internacionales en materia de Derechos Humanos.&lt;/h4&gt;
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&lt;span style=&quot;line-height: 1.3em;&quot;&gt;La Cámara Federal de Casación Penal determinó que la condena a prisión o reclusión perpetua para&lt;/span&gt;&lt;span style=&quot;line-height: 1.3em;&quot;&gt;&amp;nbsp;imputados que cometieron delitos cuando eran menores es inconstitucional. El fallo, firmado por los integrantes de la Sala II, Ángela Ledesma, Alejandro Slokar y Ana María Figueroa, adecua el Derecho argentino a los estándares internacionales en materia de Derechos Humanos. Y lo hace en consonancia con una decisión de la Comisión Interamericana de DD HH que consideró que el Estado había violado la Convención sobre los Derechos del Niño.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 1.3em;&quot;&gt;El fallo, de 137 páginas, tiene aristas controvertidas, porque trata los casos de tres menores condenados por delitos gravísimos en 1999. Hoy son mayores y están en prisión, pero a partir de la sentencia de la Casación, el tribunal que los condenó hace más de una década deberá mensurar nuevamente la pena, que –queda claro– tendrá que ser inferior a la de perpetua. Y además deberán analizarse nuevas circunstancias como denuncias sobre torturas por parte de los reclusos.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 1.3em;&quot;&gt;César Alberto Mendoza fue condenado por el Tribunal Oral de Menores Nº 1 de Capital el 28 de octubre de 1999 por dos homicidios calificados, tres asaltos a mano armada, una tentativa de robo y lesiones varias. Claudio David Núñez escuchó la sentencia del mismo tribunal el 12 de abril de 1999 como responsable de cinco homicidios, ocho asaltos –dos en grado de tentativa– tenencia ilegal de armas de guerra y asociación ilícita.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 1.3em;&quot;&gt;La condena contra Lucas Matías Mendoza –sin parentesco con César Alberto–, lo halló coautor de dos homicidios calificados, ocho robos agravados y otros delitos menores.&lt;/span&gt;&lt;span style=&quot;line-height: 1.3em;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 1.3em;&quot;&gt;Las tres condenas estaban firmes: habían sido revisadas por la propia Cámara y también por la Corte Suprema. Es decir que tenían fuerza de &quot;cosa juzgada&quot;. Sólo en circunstancias muy excepcionales un fallo de tal naturaleza puede ser revisado. El ejemplo clásico es un imputado condenado por homicidio y, después de que la sentencia quedó firme, la presunta víctima aparece con vida.&lt;/span&gt;&lt;span style=&quot;line-height: 1.3em;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 1.3em;&quot;&gt;Aquí ocurrió que los tres casos llegaron hasta la instancia de la justicia supranacional de la Corte Interamericana de DD HH. Ese tribunal todavía no se pronunció, pero existe la posibilidad cierta de que el Estado argentino sea sancionado.&lt;/span&gt;&lt;span style=&quot;line-height: 1.3em;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 1.3em;&quot;&gt;Los camaristas subrayaron que el informe 172/10 de la CIDH establece &quot;un estándar de reconocimiento de derechos fundamentales mayor al que rige en el orden interno&quot;, lo cual implica una severa contradicción: el Estado adhiere en su Constitución a tratados internacionales que se contraponen con la legislación interna.&lt;/span&gt;&lt;span style=&quot;line-height: 1.3em;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 1.3em;&quot;&gt;Los camaristas realizaron lo que en la jerga judicial se denomina una &quot;interpretación pretoriana&quot;, y declararon la inconstitucionalidad de las condenas. Ello no significa que los condenados saldrán mañana en libertad; no se anuló la responsabilidad sino el &quot;quantum&quot; de la condena. Sin embargo, fuentes judiciales reconocieron que un abogado podría presentarse ante el juez de ejecución penal que tenga bajo su supervisión a los tres condenados y pedir sus excarcelaciones hasta tanto se cuantifique la nueva pena.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 1.3em;&quot;&gt;El fallo subraya la ausencia de un régimen penal juvenil acorde a los tiempos que corren: &quot;Se impone la necesidad de una reforma integral del sistema que permita el adecuado cumplimiento de los derechos de orden superior que han sido lesionados para evitar que se produzcan situaciones análogas en el futuro.&quot; «&lt;/span&gt;&lt;/div&gt;
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otros casos en Mendoza&lt;/div&gt;
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&lt;span style=&quot;line-height: 1.3em;&quot;&gt;Además de los tres casos que alcanzó el fallo de la Cámara Federal de Casación Penal, hay otros tres jóvenes que fueron condenados a perpetua siendo menores de edad. Se trata de Diego Arce, Cristian Roldán Cajal y Ricardo David Videla Fernández, cuyas sentencias fueron dictadas por la justicia mendocina y por eso no fueron incluidas en este fallo. Los dos primeros continúan detenidos mientras que Videla Fernández apareció colgado en la Penitenciaría de Mendoza el 21 de junio de 2005, cuando tenía 20 años.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 1.3em;&quot;&gt;Arce fue condenado a los 17 años y lleva más de diez años preso. En tanto, Roldán Cajal fue sentenciado en 2000. Las condenas fueron avaladas por la Cámara Penal de Menores de Mendoza.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 1.3em;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;u&gt;Tomado de:&lt;/u&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;a href=&quot;http://tiempo.infonews.com/2012/08/22/policiales-83997-declaran-que-es-inconstitucional-condenar-a-perpetua-a-menores.php&quot;&gt;http://tiempo.infonews.com/2012/08/22/policiales-83997-declaran-que-es-inconstitucional-condenar-a-perpetua-a-menores.php&lt;/a&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/3272354331527076062/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/08/declaran-que-es-inconstitucional.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/3272354331527076062'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/3272354331527076062'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/08/declaran-que-es-inconstitucional.html' title='Declaran que es inconstitucional condenar a perpetua a menores'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-7556796246241292210</id><published>2012-08-18T14:22:00.001-05:00</published><updated>2012-08-18T14:22:30.168-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="droga"/><category scheme="http://www.blogger.com/atom/ns#" term="Petro"/><category scheme="http://www.blogger.com/atom/ns#" term="Procurador"/><category scheme="http://www.blogger.com/atom/ns#" term="rehabilitación"/><title type='text'>¿Se la fumó verde? por: Rodrigo Uprimny Yepes</title><content type='html'>&lt;a href=&quot;http://dejusticia.org/admin/imagen.php?table=autor&amp;amp;field=foto&amp;amp;id=6&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://dejusticia.org/admin/imagen.php?table=autor&amp;amp;field=foto&amp;amp;id=6&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La propuesta de Petro de crear centros controlados de consumo para adictos a drogas ilegales amerita ser&amp;nbsp;evaluada y debatida en forma reposada, pues está bien orientada, aunque su sustentación no haya sido buena.Su justificación esencial es que muchos de los problemas más graves de los adictos a drogas ilícitas derivan del consumo en condiciones de ilegalidad.&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;Esto no significa que las drogas ilícitas, como la marihuana o la cocaína, no tengan riesgos. Obviamente los tienen, como también los tienen el alcohol y el tabaco. Tampoco se trata de banalizar el drama de quienes caen en la adicción, que puede destruir vidas y familias. Se trata simplemente de enfatizar que esos problemas son mayores cuando el usuario tiene que acceder a la sustancia en un mercado ilegal y tiene que consumirla en la marginalidad.&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
Muchas veces esta marginalidad, más que el uso de la droga en sí misma, es la que provoca los más graves efectos al usuario. Así, la marginalidad obliga al consumidor de heroína a utilizar jeringas usadas, lo cual incrementa el riesgo de contagio de hepatitis B o VIH.&lt;/div&gt;
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La ilegalidad evita también un control de la calidad de los productos, lo cual es muy grave para la salud pública. Si el alcohol estuviese prohibido, un alcohólico no podría comprar licor certificado en expendios controlados, sino que tendría que recurrir a compras clandestinas ¿Imaginan ustedes las cantidades de muertes o de personas ciegas por trago adulterado? Algo semejante sucede en el mercado de drogas ilícitas. Muchas muertes por supuesta sobredosis no derivan de un exceso del consumidor, sino de la pésima calidad de la droga ilegal.&lt;/div&gt;
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Finalmente, las condiciones de marginación e ilegalidad reducen la posibilidad de que un adicto decida acceder a un programa de apoyo y rehabilitación.&lt;/div&gt;
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&lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
Las llamadas salas de consumo han sido entonces creadas, en el marco de las llamadas políticas de reducción del daño, como una estrategia para disminuir la marginalidad de los adictos y atenuar así su sufrimiento.&lt;/div&gt;
&lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
Estas experiencias son diversas. En algunos casos, como las salas que existen en Bilbao o Frankfurt, simplemente se ofrece un espacio protegido y seguro para que la persona pueda consumir más tranquilamente la droga que consiguió en el mercado ilegal. Este espacio es entonces aprovechado por las autoridades sanitarias para atender eventuales sobredosis y orientar a los usuarios a formas menos riesgosas de consumo. Algunos de ellos deciden incluso participar en programas de rehabilitación.&lt;/div&gt;
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En otros casos, como las salas de heroína en Zúrich, se va más lejos, pues el Estado suministra, bajo supervisión médica, heroína a consumidores que no han logrado superar su adicción con otros programas. Este suministro médico de la heroína permite entonces que esas personas tengan una vida mejor, a pesar de su adicción, lo cual no sólo reduce su sufrimiento personal, sino que disminuye los problemas sociales asociados a estos consumos problemáticos. Algunos deciden incluso dejar la heroína.&lt;/div&gt;
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Estas salas de consumo han salvado vidas y atenuado los sufrimientos de muchos adictos. No entiendo entonces cómo pueden ser contrarias a la dignidad humana, como lo sostuvo el procurador. Y a la larga son además un buen negocio para la sociedad, pues los costos en que incurre el Estado son ampliamente compensados por la prevención de crímenes o de enfermedades más graves y costosas para el sistema de salud, como el sida.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
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&lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
Es obvio que una propuesta audaz como esta no debe ser improvisada y debe estar integrada a políticas globales frente a las drogas, por lo que es desafortunado que Petro la haya soltado sin un buen sustento. Pero es una opción que Colombia debe evaluar seriamente y que no debe ser descalificada con un mal chiste, como lo hizo el procurador al acusar al alcalde de habérsela fumado verde.&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;u&gt;Tomado de:&amp;nbsp;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;a href=&quot;http://dejusticia.org/index.php?modo=interna&amp;amp;tema=estado_de_derecho&amp;amp;publicacion=1257&quot;&gt;http://dejusticia.org/index.php?modo=interna&amp;amp;tema=estado_de_derecho&amp;amp;publicacion=1257&lt;/a&gt;&lt;/div&gt;
&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/7556796246241292210/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/08/se-la-fumo-verde-por-rodrigo-uprimny.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/7556796246241292210'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/7556796246241292210'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/08/se-la-fumo-verde-por-rodrigo-uprimny.html' title='¿Se la fumó verde? por: Rodrigo Uprimny Yepes'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-3326683339644570742</id><published>2012-08-02T10:30:00.000-05:00</published><updated>2012-08-02T10:30:02.536-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="dolo"/><category scheme="http://www.blogger.com/atom/ns#" term="eventual"/><category scheme="http://www.blogger.com/atom/ns#" term="penal"/><category scheme="http://www.blogger.com/atom/ns#" term="preterintención"/><title type='text'>Corte Suprema aclara diferencia entre dolo eventual y preterintención</title><content type='html'>&lt;br /&gt;
&lt;div id=&quot;cntr_conte_parrafo&quot; style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;
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La Sala de Casación Penal aclaró que el dolo eventual se genera cuando una conducta implica un riesgo y puede causar otros, cuya producción no es impedimento para que continúe el comportamiento. Por su parte, en la conducta preterintencional, el agente orienta su actuación consciente y voluntaria hacia un resultado típico, del cual se deriva un segundo resultado distinto y más grave.&lt;/div&gt;
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En ese sentido, concluyó que la diferencia entre estos delitos consiste en que&amp;nbsp;&lt;strong&gt;en el dolo eventual, el resultado no excede el propósito del agente, porque actúa a sabiendas del riesgo que asume&lt;/strong&gt;&amp;nbsp;y de que el resultado lesivo se producirá, si no hace nada para evitarlo.&lt;/div&gt;
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De esta forma, la corporación negó que se configurara el delito de homicidio preterintencional en la muerte de una mujer causada por el suministro de grandes dosis de opiáceos con fines distintos a quitarle la vida, pues el victimario no solo omitió prestarle ayuda oportuna, sino que mintió a los médicos sobre la sustancia suministrada.&lt;/div&gt;
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&lt;strong&gt;(Corte Suprema de Justicia, Sala Penal, Sentencia 30485, mar. 28/12, M. P. Augusto Ibáñez Guzmán)&lt;/strong&gt;&lt;/div&gt;
&lt;div&gt;
&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;i&gt;&lt;b&gt;&lt;u&gt;Tomado de:&lt;/u&gt;&lt;/b&gt;&lt;/i&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;a href=&quot;http://www.ambitojuridico.com/BancoConocimiento/N/noti-120730-01(corte_suprema_aclara_diferencia_entre_dolo_eventual_y_preterintencion)/noti-120730-01(corte_suprema_aclara_diferencia_entre_dolo_eventual_y_preterintencion).asp?Miga=1&amp;amp;IDobjetose=12926&amp;amp;CodSeccion=84&quot; style=&quot;background-color: white;&quot;&gt;http://www.ambitojuridico.com/BancoConocimiento/N/noti-120730-01(corte_suprema_aclara_diferencia_entre_dolo_eventual_y_preterintencion)/noti-120730-01(corte_suprema_aclara_diferencia_entre_dolo_eventual_y_preterintencion).asp?Miga=1&amp;amp;IDobjetose=12926&amp;amp;CodSeccion=84&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/3326683339644570742/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/08/corte-suprema-aclara-diferencia-entre.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/3326683339644570742'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/3326683339644570742'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/08/corte-suprema-aclara-diferencia-entre.html' title='Corte Suprema aclara diferencia entre dolo eventual y preterintención'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-65756869182557011</id><published>2012-06-19T12:04:00.000-05:00</published><updated>2012-06-19T12:04:29.599-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="abogado"/><category scheme="http://www.blogger.com/atom/ns#" term="acusatorio"/><category scheme="http://www.blogger.com/atom/ns#" term="fiscalia"/><category scheme="http://www.blogger.com/atom/ns#" term="penal"/><title type='text'>Miguel Ángel Pedraza Jaimes: “El sistema acusatorio está desdibujado legalmente”</title><content type='html'>&lt;div id=&quot;textoacambiar&quot;&gt;
             
    &lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;300&quot; src=&quot;http://www.ambitojuridico.com/BancoMedios/Imagenes/medi120613miguel%20%20ngel%20pedraza.jpg&quot; width=&quot;500&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;

&lt;div style=&quot;text-align: justify;&quot;&gt;
Los males de la sociedad, expresados en sus altos índices de 
delincuencia, no se pueden curar a partir del Derecho Penal. Así lo 
asegura Miguel Ángel Pedraza Jaimes, uno de los abogados penalistas más 
destacados de Santander.&lt;/div&gt;
&lt;div&gt;

&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A Pedraza, litigante, docente y tratadista&lt;em&gt;, &lt;/em&gt;le preocupa el 
afán por criminalizar y judicializar diversas conductas, que ha generado
 toda una inflación legislativa. El Derecho Penal, a su juicio, debe ser
 congruente y dinámico, antes que un legajo de normas dispersas y 
paralelas.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
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&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;ÁMBITO JURÍDICO: ¿Qué es lo que más le apasiona del Derecho Penal?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Miguel Ángel Pedraza: &lt;/strong&gt;En esencia, el estudio. 
Entender y comprender la teoría de la conducta punible y sus categorías 
de tipicidad, antijuridicidad y culpabilidad. Conocer los tipos penales 
de la parte especial y la determinación de la pena. Y además, concebir 
adecuadamente la estructura del proceso penal colombiano, con 
independencia de si se trata del sistema inquisitivo, mixto o del 
sistema acusatorio.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.: ¿Algo por lo que haya pensado en “tirar la toalla”?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
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&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;M. Á. P.: &lt;/strong&gt;Sí, en los inicios de la implementación 
del sistema acusatorio. Eso era un caos, nadie sabía cómo operaba, todo 
era improvisado, tanto por los fiscales como por los jueces y los 
abogados. La mayoría de jueces eran autoritarios. Las garantías 
procesales no eran tales, imperaba una absoluta reserva investigativa, y
 solo a partir de las primeras sentencias de la Corte Constitucional se 
empezó a despejar el panorama.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.: ¿Es cierto que el sistema acusatorio está a punto de colapsar?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;M. Á. P.: &lt;/strong&gt;Es cierto. El sistema acusatorio está 
desdibujado legalmente. Todo parece indicar que la congestión, la carga 
laboral, la mora judicial y la inflación legislativa acabarán con el 
sistema.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.: ¿Qué haría usted para solucionar la crisis?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;M. Á. P.: &lt;/strong&gt;Considero que la Fiscalía General debe 
implementar una política de selección de casos, para que no todo 
conflicto se resuelva por medio del Derecho Penal. El Congreso debe 
moderarse en su afán de reformas al procedimiento penal, pero se 
requiere una sustancial modificación de la etapa del juicio, debido a su
 excesivo formalismo, sobre todo en materia probatoria. También se debe 
discutir el régimen de libertad, en cuanto la propia ley lo ha vuelto 
antigarantista y antidemocrático, por haber convertido la detención 
preventiva en la regla general.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.: ¿Es partidario de que se faculte a las víctimas para el ejercicio de la acción penal?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;M. Á. P.: &lt;/strong&gt;No. Nadie discute que las víctimas tienen 
derecho a la verdad, la justicia y la reparación y a la garantía de no 
repetición, pero no las concibo con poder absoluto sobre el ejercicio de
 la acción penal. Ello conduciría a la privatización de la justicia y 
asistiríamos a lo que alguien llamó “la dictadura de la víctimas”. Es 
más, desde el punto de vista procesal, no estoy de acuerdo con la 
facultad que la ley otorgó a las víctimas para solicitar medida de 
aseguramiento en contra del imputado, suplantando el poder de la 
Fiscalía.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.: ¿La justicia, en particular la penal, se ha mediatizado?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;M. Á. P.: &lt;/strong&gt;Los casos de impacto público y connotación
 nacional siempre han sido seguidos por los medios de comunicación. No 
resulta prudente que se produzcan notificaciones y condenas a través de 
la prensa, pero es indudable que la labor investigativa de los medios ha
 contribuido enormemente a enterar a la opinión pública de los sucesos 
penales importantes.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Á. J.: En días pasados, un colega suyo afirmó que abogado que
 no filtre información a los medios no existe. ¿Qué opina al respecto?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;M. Á. P.:&lt;/strong&gt; (Risas). El abogado que dijo eso, a 
propósito, también es santandereano, y profeso por él un gran aprecio. 
Creo que su afirmación fue exagerada en relación con el resto de los 
abogados. Pienso que no se trata de filtrar, sino de tener la libertad 
de entregar a los medios la información o la opinión que nos soliciten, 
sin poner en riesgo la labor de la Fiscalía o la imparcialidad de la 
autoridad judicial.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;&amp;nbsp;
&lt;/strong&gt;&lt;/div&gt;
&lt;hr style=&quot;margin-left: 0px; margin-right: 0px;&quot; /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;
&lt;/strong&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Miguel Ángel Pedraza Jaimes&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Estudios realizados:&lt;/strong&gt; Abogado de la Universidad Autónoma de Bucaramanga.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Cargos desempeñados:&lt;/strong&gt; Conjuez de la Sala Penal del 
Tribunal Superior de Bucaramanga, profesor universitario, cofundador y 
asesor del Instituto de Victimología de la Universidad Santo Tomás de 
Bucaramanga.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Cargo actual:&lt;/strong&gt; Abogado asesor en Derecho Penal y 
capacitador del Departamento de Justicia de EE&amp;nbsp;UU en los seminarios 
regionales de atención a víctimas.&lt;strong&gt; &lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;&lt;u&gt;&lt;i&gt;&lt;b&gt;Tomado de&amp;gt;&lt;/b&gt;&lt;/i&gt;&lt;/u&gt; http://www.ambitojuridico.com/BancoConocimiento/N/noti-120613-06%28miguel_angel_pedraza_jaimes_el_sistema_acusatorio_esta_desdibujado_legalmente%29/noti-120613-06%28miguel_angel_pedraza_jaimes_el_sistema_acusatorio_esta_desdibujado_legalmente%29.asp?Miga=1&amp;amp;IDobjetose=12605&amp;amp;CodSeccion=84&lt;/strong&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/65756869182557011/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/06/miguel-angel-pedraza-jaimes-el-sistema.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/65756869182557011'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/65756869182557011'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/06/miguel-angel-pedraza-jaimes-el-sistema.html' title='Miguel Ángel Pedraza Jaimes: “El sistema acusatorio está desdibujado legalmente”'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-3794389603652013737</id><published>2012-06-13T10:00:00.000-05:00</published><updated>2012-06-13T10:00:12.470-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="constitucional"/><category scheme="http://www.blogger.com/atom/ns#" term="corporativismo judicial"/><category scheme="http://www.blogger.com/atom/ns#" term="magistrado"/><category scheme="http://www.blogger.com/atom/ns#" term="parapolítica"/><category scheme="http://www.blogger.com/atom/ns#" term="rama judicial"/><category scheme="http://www.blogger.com/atom/ns#" term="reforma judicial"/><title type='text'>¿Es aún posible mejorar la reforma judicial?</title><content type='html'>&lt;div class=&quot;cuerpo_blog_post content&quot;&gt;

   &lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;img border=&quot;0&quot; src=&quot;http://dejusticia.org/admin/imagen.php?table=autor&amp;amp;field=foto&amp;amp;id=6&quot; width=&quot;100&quot; /&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Rodrigo Uprimny&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La llamada reforma judicial me despierta sentimientos muy 
encontrados, pues un ajuste constitucional a la justicia es necesario, 
ya que el sistema judicial colombiano, aunque tiene enormes virtudes, 
&amp;nbsp;presenta profundas deficiencias, algunas de las cuales tienen origen 
constitucional. La reforma tiene además algunas cosas buenas, como la 
apertura a la colegiatura de abogados o la supresión de la Sala 
Disciplinaria del Consejo Superior &amp;nbsp;de la Judicatura, que ha sido un 
desastre. Pero el trámite de esta reforma ha sido muy errático, lo cual 
le resta mucha legitimidad. Además, los textos aprobados tienen graves 
ausencias (como la falta de regulación de la tutela contra sentencias) y
 tienen implicaciones muy riesgosas para el Estado de derecho en 
Colombia.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En otras columnas o blogs he expresado mis críticas a la manera &lt;a href=&quot;http://www.lasillavacia.com/elblogueo/dejusticia/25925/empieza-el-debate-sobre-la-reforma-constitucional-la-justicia&quot; rel=&quot;nofollow&quot;&gt;como se ha desarrollado el debate de esta reforma&lt;/a&gt;. &amp;nbsp;&amp;nbsp;También he cuestionado la &lt;a href=&quot;http://www.elespectador.com/impreso/opinion/columna-315167-reforma-judicial-ciegas&quot; rel=&quot;nofollow&quot;&gt;falta de sustento empírico de la reforma &lt;/a&gt;y
 la carencia en el gobierno de una visión clara de qué es lo que 
pretende con la reforma. &amp;nbsp;Igualmente he intentado mostrar elementos que 
le restan legitimidad, o &lt;a href=&quot;http://www.elespectador.com/opinion/columna-347735-reforma-justicia-y-cooptacion&quot; rel=&quot;nofollow&quot;&gt;al menos estética, a esta reforma&lt;/a&gt;,
 como la idea de ampliar el período de los magistrados que ya están en 
ejercicio, o las tentativas de algunos congresistas de usar la reforma 
para blindarse de las investigaciones judiciales.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
No soy pues un fanático ni un admirador de esta reforma y realmente 
preferiría que se volviera a tramitar con mayor seriedad. Pero dado que 
todo indica que se va a aprobar la próxima semana, quisiera centrarme en
 tres propuestas, que me parecen muy problemáticas, pero que pueden 
corregirse, si el Congreso y el Gobierno tienen la voluntad política de 
hacerlo,&amp;nbsp; pues existen formulas técnicas buenas para enfrentar esos 
problemas. Aún es tiempo de realizar esos ajustes.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Primer tema: ¿El fin de la parapolítica?&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Tal vez lo más grave, la reforma, como fue aprobada en séptimo 
debate, es que acaba con el importante papel&amp;nbsp; que ha tenido la Sala 
Penal de la Corte Suprema en la investigación de la parapolítica. Esto 
es, la reforma podría liquidar estas investigaciones judiciales.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El tema es complicado pero podría resumirse así: hasta ahora, la Sala
 Penal ha investigado y juzgado en única instancia a los congresistas y 
ha hecho una labor importantísima en el esclarecimiento y sanción de la 
parapolítica. Pero los congresistas&amp;nbsp; se han quejado, con razón, de que 
ellos tienen derecho a la doble instancia y a que haya una distinción 
entre acusación y juzgamiento. Entonces, para corregir esos defectos, se
 aprobó que habría en la Corte Suprema una “Sala de Investigación y 
Acusación”, que se encargaría de investigar y acusar, ante una “Sala de 
Juzgamiento”, para que luego pudiera haber apelación de las eventuales 
condenas ante la Sala Plena.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Hasta ahí la cosa parece correcta. Pero, como dice el dicho, el 
diablo está en los detalles. Y tres “detallitos” de la regulación &amp;nbsp;del 
proceso a los congresistas acaban con el papel de la Sala Penal en la 
parapolítica.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Primero porque la apelación no se hace ante la Sala Penal sino (sin 
ninguna justificación clara) ante la Sala Plena, con lo cual la Sala 
Penal queda desvinculada formalmente de cualquier proceso de la 
parapolítica.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Segundo, y más grave aún, el origen de la nueva Sala de Investigación
 y Acusación es muy riesgoso pues se establece dicho órgano será 
conformado por 6 magistrados&amp;nbsp; elegidos por la Corte Constitucional de 
seis ternas, dos provenientes del presiente, dos del Fiscal General y 
dos del Procurador.&amp;nbsp; Dos de esos magistrados los pone entonces el 
presidente pues quien hace la terna, condiciona la elección; a su vez, 
el Procurador es elegido por el Congreso de una terna, uno de cuyos 
nombres proviene del presidente; y el Fiscal es elegido por la Corte 
Suprema pero de una terna presidencial. Si uno tiene en cuenta todos 
esos elementos, queda claro que el presiente tendrá una influencia 
determinante en la conformación de esta “Sala de Investigación y 
Acusación”. Y como será esa sala la que determine si una investigación 
contra un congresista avanza o no, entonces esa influencia presidencial 
en su composición aparece injustificada y riesgosa, pues los compromisos
 políticos pueden llevar a un presidente a querer bloquear esas 
investigaciones, como lo intentó reiteradamente el entonces presidente 
Uribe.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Tercero, el nombramiento de los magistrados de las dos nuevas salas 
es por sólo cuatro años, con lo cual carecen de un período 
suficientemente largo para ser realmente independientes.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Esta regulación de la integración de estas nuevas salas de la Corte 
Suprema es no sólo muy riesgosa sino contradictoria con muchas de las 
cosas que ha dicho el Gobierno. Así, se pretende aumentar el período de 
los magistrados de las altas cortes &amp;nbsp;a 12 años, con el argumento de que 
así se refuerza su independencia, ¿por qué entonces se elige a los 
magistrados de estas nuevas salas únicamente por cuatro años? Y si se 
decía que había que evitar involucrar a las cortes en elecciones, pues 
se corría el riesgo de politizarlas, ¿por qué se pone a la Corte 
Constitucional a dedicar mucho de su tiempo a elegir a los integrantes 
de estas nuevas salas?&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Ahora bien, este tema parece tener una solución técnica bastante 
simple. Si lo que se quiere es independizar la acusación y el 
juzgamiento de los congresistas, y que exista apelación, pues puede ser 
razonable crear estas dos nuevas salas. Pero no veo ningún motivo para 
que los magistrados de estas salas no sean elegidos de la misma manera 
que los demás magistrados de la Corte Suprema y que tengan su mismo 
período. Tampoco veo razón para que la apelación de las sentencias 
condenatorias no se haga ante la Sala Penal. Basta entonces que la 
reforma diga que los integrantes de esas dos nuevas salas, serán 
elegidos con el período y el procedimiento de cualquier magistrado de la
 Corte Suprema y que corresponde a la Sala Penal resolver las 
apelaciones contra las sentencias, Así se solucionarían los defectos del
 actual juicio de los congresistas, sin afectar la labor independiente y
 trascendental de la Sala Penal en la investigación de la parapolítica.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Segundo tema: los riesgos de “corporativismo judicial”.&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Es importante defender la independencia judicial y el autogobierno de
 la rama judicial. Sin embargo, el diseño propuesto para los nuevos 
órganos de gobierno de la rama confiere un poder excesivo a la cúpula 
judicial,&amp;nbsp; que podría generar, junto con la cooptación, una suerte de 
corporativismo judicial. Por ello, en &lt;a href=&quot;http://www.dejusticia.org/index.php?modo=interna&amp;amp;tema=sistema_judicial&amp;amp;publicacion=1224&quot; rel=&quot;nofollow&quot;&gt;un estudio disponible en nuestra página web&lt;/a&gt;
 hemos propuesto una estructura más amplia de ese órgano de gobierno. 
Creemos que es necesario que voces distintas a las de las altas cortes y
 del gobierno, como las de los usuarios de la justicia y de la 
academia,&amp;nbsp; hagan parte de esos órganos de gobierno. Igualmente hemos 
advertido sobre la inconveniencia de reestablecer la cooptación plena en
 las altas cortes y por ello hemos propuesto una combinación de 
cooptación limitada y concurso de méritos, que permitiría una mejor 
composición de las altas cortes.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Tercer tema: los riesgos de rigidez presupuestal sin autonomía suficiente para la rama&lt;/strong&gt;.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La propuesta presupuestal de la reforma para la rama judicial no es 
la mejor, pues no garantiza verdaderamente autonomía ni recursos 
suficientes para la rama peor en cambio podría introducir rigideces 
presupuestales inconvenientes. Por ello, en &lt;a href=&quot;http://www.dejusticia.org/index.php?modo=interna&amp;amp;tema=sistema_judicial&amp;amp;publicacion=1213&quot; rel=&quot;nofollow&quot;&gt;otro estudio, también disponible en nuestra página web&lt;/a&gt;,
 proponemos una regulación alterna, fundada en la idea de crear un 
“situado judicial”, de base constitucional pero de desarrollo legal. 
Esta fórmula creemos que es suficientemente flexible para evitar 
rigideces presupuestales de orden constitucional, pero suficientemente 
vigorosa para amparar la autonomía de la rama judicial.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Como vemos, al menos en estos tres temas, es posible introducir a la 
reforma judicial a punto de ser aprobada algunos ajustes que eviten 
estos tres riesgos innecesarios. Las fórmulas existen. ¿Tendrán el 
Gobierno y el Congreso la&amp;nbsp; voluntar de enfrentarlos?&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;u&gt;&lt;i&gt;&lt;b&gt;Tomado de:&lt;/b&gt;&lt;/i&gt;&lt;/u&gt; http://www.lasillavacia.com/elblogueo/dejusticia/33843/es-aun-posible-mejorar-la-reforma-judicial &lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/3794389603652013737/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/06/es-aun-posible-mejorar-la-reforma.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/3794389603652013737'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/3794389603652013737'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/06/es-aun-posible-mejorar-la-reforma.html' title='¿Es aún posible mejorar la reforma judicial?'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-6962405559102992100</id><published>2012-06-12T10:00:00.000-05:00</published><updated>2012-06-12T10:00:02.062-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="estatuto anticorrupcion"/><category scheme="http://www.blogger.com/atom/ns#" term="legislativa"/><category scheme="http://www.blogger.com/atom/ns#" term="penal"/><category scheme="http://www.blogger.com/atom/ns#" term="politica criminal"/><title type='text'>La inflación legislativa penal</title><content type='html'>&lt;div id=&quot;textoacambiar&quot;&gt;
             
    &lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;Foto: Thinkstock&quot; height=&quot;300&quot; src=&quot;http://www.ambitojuridico.com/BancoMedios/Imagenes/medi120515informe.jpg&quot; title=&quot;Foto: Thinkstock&quot; width=&quot;500&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;

&lt;div style=&quot;text-align: justify;&quot;&gt;
Las riñas en un estadio que muestran los noticieros de televisión. El
 escándalo de corrupción que destapa la prensa. La radio relata la 
tragedia de niños que mueren en piscinas o en el transporte escolar. El 
despliegue que todos los medios de comunicación les dan a los menores 
abusados sexualmente.&lt;/div&gt;
&lt;div&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Del escándalo mediático surge el reclamo ciudadano de una reacción 
punitiva fuerte. Luego, los congresistas o el Gobierno presentan un 
proyecto de ley para aumentar las penas. Finalmente, se expide la norma.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Este mismo ciclo de influencia de los medios de comunicación y de 
reacción coyuntural del órgano legislativo ocurre cuando una persona 
estafa a miles de ciudadanos con una pirámide de dinero, si una modelo 
es agredida en la cara con ácido, cuando un conductor borracho atropella
 a varios transeúntes o si un futbolista patea a una lechuza en un 
partido.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Lo descrito no es ficción. Es la realidad colombiana. A cada problema
 social, se reacciona modificando el Código Penal. De todos los códigos,
 el más reformado es el Penal. En la última década, 33 leyes se han 
expedido, para hacer más expansivo el Derecho Penal. ¿Por qué ocurre 
esto?&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Fenómeno global&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La punición como respuesta legislativa y estatal a los conflictos 
sociales es una tendencia mundial que, por esta razón, ha sido muy 
estudiada por numerosos académicos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En el contexto americano y europeo, por ejemplo, son conocidos los 
estudios de criminólogos como David Garland, Roberto Gargarella y 
Roberto Bergalli, entre otros.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Todos ellos coinciden en afirmar que el expansionismo penal obedece a
 sociedades con un alto índice de desigualdad económica, con órganos 
legislativos débiles y poco preparados, con medios de comunicación que 
se financian vendiendo lo escandaloso y con una ciudadanía poco o mal 
informada.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Iván González Amado, presidente de la Comisión Asesora de la Política
 Criminal, no discrepa de este diagnóstico. Además, manifiesta su 
oposición a este fenómeno, que denomina “populismo punitivo”.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La manifestación más drástica de este populismo punitivo fue el 
intento de establecer, mediante reforma constitucional, la cadena 
perpetua para algunos delitos cometidos en contra de los menores de 
edad.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Para González, propuestas como estas solo dejan réditos electorales, 
pero no solucionan el problema real de la violencia contra los menores. 
En su opinión, peor que el diagnóstico son las consecuencias de esta 
inflación legislativa penal.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Las consecuencias&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Un país sin política criminal, el aumento de la población reclusa y 
del hacinamiento carcelario y la no resolución de los problemas sociales
 son los resultados de este populismo, asegura González.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Por esa razón, tanto el nuevo Fiscal General de la Nación como el 
Gobierno Nacional han insistido en establecer, por primera vez, una 
verdadera política criminal que no dependa de expedir muchas leyes para 
aumentar penas.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Sin embargo, el Congreso insiste en su odisea punitiva. En la 
actualidad, por ejemplo, se tramitan proyectos de ley para penalizar el 
maltrato animal y la conducción en estado de ebriedad y para aumentar 
los castigos en delitos que lesionen con sustancias químicas o las 
víctimas sean adultos mayores.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
ÁMBITO JURÍDICO muestra el inventario de leyes de reforma penal 
expedidas en la última década. La inflación legislativa es evidente.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Leyes que tipificaron nuevos delitos&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Número&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Tema&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 747/02&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Trata de personas.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 759/02&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Comercio de minas antipersonales.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1028/06&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Delitos sobre hidrocarburos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1032/06&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Nuevos tipos en materia de telecomunicaciones y derechos de autor.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1273/09&lt;/strong&gt; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Delitos informáticos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1311/09&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Uso de sumergibles.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1329/09&lt;/strong&gt; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Explotación sexual de menores.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1356/09&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Ilícitos cometidos en eventos deportivos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1357/09&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Nuevas formas de captación ilegal de dineros del público (“pirámides”).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1453/11&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;La&lt;strong&gt; &lt;/strong&gt;Ley de Seguridad Ciudadana creó varios tipos penales.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1474/11&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;El Estatuto Anticorrupción tipificó nuevas modalidades de corrupción pública y privada.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1482/11&lt;/strong&gt; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Nuevo delito de discriminación.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Normas que han incrementado penas&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En total, 24 leyes ha expedido el Congreso aumentando penas de varios delitos. Ninguna las ha rebajado.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Número&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Delitos &lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 679/01&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Omisión de denuncia.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 733/02&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Secuestro, terrorismo y extorsión.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 747/02&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Tráfico de migrantes.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 777/02&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Tráfico de moneda falsa.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 788/02&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Delitos asociados a las materias de impuestos y aduanas (reforma tributaria).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 813/03&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Hurto y falsedades.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 890/04&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Aumentó penas para todos los delitos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 985/05&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Tráfico de personas.&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1098/06&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Agravó penas de algunos delitos en los que son víctimas los menores (Código de la Infancia y la Adolescencia).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1121/06&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Financiación del terrorismo, el lavado de activos y el concierto para delinquir.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1181/07&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Inasistencia alimentaria.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1142/07&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Hurtos y otros delitos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1220/08&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Delitos contra la salud pública.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1236/08&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Delitos sexuales.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1257/08&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;La mayoría de delitos en los que son víctimas las mujeres.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1273/09&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Delitos informáticos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1326/09&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Agrava penas para lesiones y homicidios culposos en transporte escolar.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1329/09&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Tráfico sexual de menores.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1336/09&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Explotación sexual.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1357/09&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Delitos asociados a las “pirámides”.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1393/10&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Delitos en materia de salud, por emergencia social.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1426/10&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Crímenes contra defensores de derechos humanos y periodistas.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1453/11&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Aumentó penas para varios delitos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1474/11&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Delitos de corrupción pública.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;L. 1482/11&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/strong&gt;Delitos cometidos por razones discriminatorias.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Leyes de reducción de beneficios penales y garantías procesales&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Una serie de normas ha reducido los beneficios que se les conceden a 
los condenados y limitado los derechos fundamentales procesales de las 
personas enjuiciadas, como las leyes 1142 y 1154 del 2007, 1312 del 2009
 y 1453 y 1474 del 2011.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Así, se han aumentado las prescripciones para muchos delitos y en 
otros ya no proceden las rebajas de pena por confesión ni la concesión 
de subrogados penales. Del mismo modo, en esos punibles quedaron 
proscritas las vigilancias electrónicas, las prisiones domiciliarias, 
las ejecuciones condicionales de la pena y otras medidas favorables a 
los condenados.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En materia procesal, por ejemplo, se han aumentado los términos para que se decreten las libertades.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Crecimiento de población carcelaria &lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;Año &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Presos&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;2001&lt;/strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 49.816&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;2011&lt;/strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 115.626&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;u&gt;&lt;i&gt;&lt;b&gt;Tomado de&lt;/b&gt;&lt;/i&gt;&lt;/u&gt;&amp;gt;&amp;nbsp; http://www.ambitojuridico.com/BancoConocimiento/N/noti-120515-14%28la_inflacion_legislativa_penal%29/noti-120515-14%28la_inflacion_legislativa_penal%29.asp?Miga=1&amp;amp;CodSeccion=84 &lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/6962405559102992100/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/06/la-inflacion-legislativa-penal.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/6962405559102992100'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/6962405559102992100'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/06/la-inflacion-legislativa-penal.html' title='La inflación legislativa penal'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-4770800878271397637</id><published>2012-05-22T19:35:00.000-05:00</published><updated>2012-05-22T19:35:41.799-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="documentos"/><category scheme="http://www.blogger.com/atom/ns#" term="licencias"/><category scheme="http://www.blogger.com/atom/ns#" term="Ministerio del Transporte"/><category scheme="http://www.blogger.com/atom/ns#" term="pérdida total"/><category scheme="http://www.blogger.com/atom/ns#" term="Resolución 4995 de 2009"/><category scheme="http://www.blogger.com/atom/ns#" term="transferir"/><category scheme="http://www.blogger.com/atom/ns#" term="vehículos automotores"/><title type='text'>Fundamentos de declaración de inexequibilidad del parágrafo del artículo 447-A de la Ley 599 de 2000, adicionado por el artículo 27 de la Ley 1453 de 2011.</title><content type='html'>&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;III.  EXPEDIENTE
    D-8798    –     SENTENCIA C-365/12 &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; margin-left: 5.65pt; margin-right: 5.65pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;M.P. Dr.
    Jorge Ignacio Pretelt Chaljub&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;1.      Norma
  acusada&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: center;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;&quot;&gt;LEY 1453 DE
  2011&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: center;&quot;&gt;
&lt;i&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Por medio
  de la cual se reforma el Código Penal, el Código de Procedimiento Penal, el
  Código de Infancia y Adolescencia, las reglas sobre extinción de dominio y se
  dictan otras disposiciones en materia de seguridad&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;a href=&quot;&quot; name=&quot;27&quot; target=&quot;_blank&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;&quot;&gt;ARTÍCULO 27&lt;span style=&quot;color: navy;&quot;&gt;.&lt;/span&gt; Adiciónese a la Ley 599 de 2000 el artículo &lt;a href=&quot;&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;447A&lt;/span&gt;&lt;/a&gt;, el cual quedará
  así: &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;&quot;&gt;Artículo &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;&quot;&gt;&lt;a href=&quot;&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: black; text-decoration: none;&quot;&gt;447A&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;&quot;&gt;. &lt;i&gt;Comercialización
  de autopartes hurtadas. &lt;/i&gt;Quien comercie con autopartes de vehículos
  automotores hurtados incurrirá en la misma pena del artículo anterior.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;&quot;&gt;PARÁGRAFO&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: navy; font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;&quot;&gt;.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;&quot;&gt; &lt;b&gt;&lt;u&gt;El que
  transfiera o utilice a cualquier título los documentos, licencias, números de
  identificación de los vehículos automotores declarados en pérdida total,
  incurrirá en la pena de prisión de cuatro (4) a doce (12) años y multa de
  seis punto sesenta y seis (6.66) a setecientos cincuenta (750) salarios mínimos
  legales mensuales vigentes. &lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;2.      Decisión&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;Declarar &lt;b&gt;INEXEQUIBLE
  &lt;/b&gt;el parágrafo del artículo 447-A de la Ley 599 de 2000, adicionado por el
  artículo 27 de la Ley 1453 de 2011.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;3.      Fundamentos
  de la decisión&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; margin-right: 1em; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcRSYZO3HTcJ6DGUm8_Tr3hwp0fIGPdsgCzmgG5Zk8t0ySNkW2oa&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;rg_hi uh_hi&quot; data-height=&quot;183&quot; data-width=&quot;275&quot; height=&quot;183&quot; id=&quot;rg_hi&quot; src=&quot;https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcRSYZO3HTcJ6DGUm8_Tr3hwp0fIGPdsgCzmgG5Zk8t0ySNkW2oa&quot; style=&quot;height: 183px; width: 275px;&quot; width=&quot;275&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span class=&quot;rg_ctlv&quot;&gt;&lt;span id=&quot;rg_hr&quot;&gt;grupos.emagister.com&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;Le correspondió a
  la Corte determinar si el parágrafo del 447-A del Código Penal, vulnera los
  principios básicos del &lt;i&gt;ius puniendi &lt;/i&gt;y la libertad económica de la
  actividad aseguradora al sancionarse con la misma, conductas permitidas por
  el ordenamiento jurídico. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;Indicó que una de
  las obligaciones del asegurado en el contrato de seguros es el deber de
  salvamento, consistente en la obligación de aminorar las consecuencias del
  siniestro. Este deber está contemplado en el artículo 1074 del Código de
  Comercio, de acuerdo con el cual “Ocurrido el siniestro, el asegurado estará
  obligado a evitar su extensión y propagación y a proveer al salvamento de las
  cosas aseguradas”. La doctrina ha señalado que el salvamento se inscribe en
  el deber recíproco de colaboración o cooperación de las partes de la relación
  sustancial en el contrato de seguro, para evitar el daño o disminuir sus
  consecuencias. Se ha sostenido que de no existir esta carga, ningún
  asegurador querría afrontar el riesgo, si el asegurado no asumiera el deber
  consistente en hacer cuanto pudiera para atenuar los daños del siniestro. Las
  previsiones sobre las que se calculó la tarifa de las primas quedarían
  desvirtuadas y al arbitrio del asegurado, si pudiera él inejecutar la carga. Observó
  que en virtud de lo anterior, después de ocurrido el siniestro pueden
  permanecer indemnes algunos objetos que en el derecho de los seguros son
  también denominados salvamentos y que pueden transferirse de acuerdo a lo
  señalado en el contrato, actuación que se funda en la subrogación que opera a
  favor del asegurador, contemplada en el artículo 1096 del Código de Comercio.
  Esto significa que la venta de un salvamento es una actividad plenamente
  admitida en el derecho de seguros, si bien no se encuentra regulada de manera
  específica en el citado Código.  &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;En el caso
  específico de los eventos de siniestro relacionados con el seguro de
  vehículos, la Corte señaló que se encuentran la pérdida &lt;i&gt;definitiva&lt;/i&gt; y
  la pérdida &lt;i&gt;tot&lt;/i&gt;al, cuyas definiciones se han tomado tradicionalmente de
  la resolución 4995 de 2009 del Ministerio de Transporte, si bien el objeto de
  esta norma es el registro de vehículos y no la definición del siniestro.
  Precisó que la pérdida total puede permitir la realización de transacciones
  comerciales y no da lugar a la cancelación de la matrícula del vehículo
  automotor, de forma que en Colombia no se encuentra prohibida la enajenación
  de vehículos por pérdida total, sino en otra serie de eventos en los cuales
  sí debe proceder la cancelación de la matrícula.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;Para la Corte, la
  redacción del parágrafo demandado puede llevar a tres situaciones
  insostenibles que vulneran claramente el principio de legalidad: &lt;b&gt;&lt;i&gt;(i)&lt;/i&gt;&lt;/b&gt;&lt;i&gt;
  &lt;/i&gt;asumir que el concepto de pérdida total mencionado en el parágrafo del
  artículo 447 A es el contemplado en la Resolución 4995 de 2009 del Ministerio
  del Transporte. Esta solución genera una grave contradicción interpretativa,
  pues de acuerdo a esta resolución, la pérdida total sería aquella en la cual
  se pueden efectuar transacciones, mientras que el parágrafo del artículo 447
  A sanciona a quien efectúe estas transacciones. &lt;b&gt;&lt;i&gt;(ii)&lt;/i&gt;&lt;/b&gt;&lt;i&gt; &lt;/i&gt;No
  asumir la definición de pérdida total contemplada en la Resolución 4995 de
  2009 del Ministerio del Transporte y al no existir ninguna otra norma que la
  defina, su interpretación dependería de la redacción de cada contrato de
  seguros, lo cual vulneraría claramente el principio de reserva legal, pues no
  se configuraría un tipo penal en blanco que remita a una norma extrapenal,
  sino una conducta punible que depende de la mera liberalidad de las partes. &lt;b&gt;&lt;i&gt;(iii)
  &lt;/i&gt;&lt;/b&gt;No asumir la definición de pérdida total establecida en la Resolución
  4995 de 2009 del Ministerio del Transporte y construir una definición de
  pérdida total por el juez en cada caso concreto lo cual además de vulnerar
  gravemente el principio de legalidad afectaría la seguridad jurídica y el
  principio de igualdad, pues en cada caso los jueces podrían adoptar conceptos
  diversos. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;A juicio de la
  Corte, la norma demandada es inconstitucional porque vulnera principios
  constitucionales esenciales del derecho penal: en &lt;b&gt;primer lugar, &lt;/b&gt;no
  cumple con el principio de necesidad, pues no desarrolla el carácter
  subsidiario, fragmentario y de &lt;i&gt;última ratio &lt;/i&gt;del derecho penal. El
  parágrafo no solamente no es subsidiario frente a otras formas de control
  social menos gravosas, sino que contradice lo establecido en el propio
  derecho de seguros, penalizando una conducta admitida, regulada y
  desarrollada por otro sector del ordenamiento jurídico. En &lt;b&gt;segundo lugar, &lt;/b&gt;la
  norma tampoco desarrolla el principio de exclusiva protección de bienes
  jurídicos, pues su tipificación no se orienta directamente a la protección de
  los bienes jurídicos que podría tutelar el delito de receptación como la
  administración de justicia o el patrimonio económico, sino que se dirige a
  facilitar la sanción de otras conductas punibles a través de un mecanismo que
  lesiona de manera desproporcionada e innecesaria la libertad económica, pues
  los salvamentos emitidos en virtud de la pérdida total del vehículo se
  presentan en el marco de la actividad aseguradora que ninguna relación tiene
  con la comisión de las conductas punibles que se pretenden reprimir. El contrabando
  o la receptación de vehículos o autopartes hurtadas son conductas punibles
  muy graves que deben ser sancionadas penalmente, pero para ello existen en el
  Código Penal otros delitos específicos para sancionarlos. En &lt;b&gt;tercer lugar,
  &lt;/b&gt;la norma no cumple con el principio de taxatividad, pues señala una
  descripción tan amplia y ambigua que no permite definir el supuesto de hecho,
  pues no establece la relación de esta conducta punible con la comercialización
  de autopartes hurtadas, sin que pudiera señalarse con certeza, por ejemplo,
  que exista un nexo entre el uso o la transferencia del documento y la
  comercialización de la parte de un vehículo hurtada. Tampoco existe plena
  claridad sobre el concepto de pérdida total. Una interpretación estricta del
  parágrafo implicaría que desde un punto de vista netamente subjetivo, el
  agente que comete este delito puede ni siquiera tener el conocimiento de que
  con su conducta está favoreciendo la receptación de la parte hurtada de un
  vehículo, mientras que una interpretación amplia orientada al bien jurídico
  exigiría que sí la conociera, situación de duda que no puede permitir de
  ningún modo el principio de legalidad. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;Por último, la
  Corte señaló que un criterio de razonabilidad exige que el Estado utilice de
  manera racional las conductas punibles que trae el Código Penal que permiten
  sancionar de manera estricta a quienes participan en el robo de partes de
  vehículos, tales como los delitos de favorecimiento, receptación, concierto
  para delinquir y hurto, pero no autorizar el derecho penal como una
  herramienta simbólica frente a comportamientos que ya puede reprimir sin
  necesidad de desconocer las garantías de terceros que no tienen ninguna
  relación con la conducta punible. Tampoco la norma demandada cumple con los
  requisitos exigidos por la jurisprudencia para la restricción de la libertad
  económica. Establece una restricción que no es potencialmente adecuada para
  conseguir el fin propuesto, al no tener una relación directa con la lesión o
  puesta en peligro de los bienes jurídicos de la administración de justicia ni
  del patrimonio económico, ser manifiestamente desproporcionada, pues afecta
  una actividad lícita y permitida por el ordenamiento sin que la misma se
  relacione directamente con los fraudes que pretende evitar y resulta
  innecesaria ante la existencia de otros tipos penales, como la falsedad, la
  receptación, el fraude procesal o la modalidad básica del comercio de
  autopartes usadas consagrada en el primer inciso del artículo 447 A del
  Código Penal. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;ecxMsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;Por lo expuesto,
  la Corte procedió a declarar inexequible el parágrafo del artículo 447 A de
  la Ley 599 de 2000. &lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/4770800878271397637/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/05/fundamentos-de-declaracion-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/4770800878271397637'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/4770800878271397637'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/05/fundamentos-de-declaracion-de.html' title='Fundamentos de declaración de inexequibilidad del parágrafo del artículo 447-A de la Ley 599 de 2000, adicionado por el artículo 27 de la Ley 1453 de 2011.'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-5228392628572330055</id><published>2012-05-15T11:15:00.000-05:00</published><updated>2012-05-15T11:15:43.233-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Carlos DeLuna"/><category scheme="http://www.blogger.com/atom/ns#" term="crime"/><category scheme="http://www.blogger.com/atom/ns#" term="death"/><title type='text'>Wrong man was executed in Texas, probe says</title><content type='html'>&lt;div class=&quot;first&quot; id=&quot;yui_3_4_0_24_1337098051045_197&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;http://l2.yimg.com/bt/api/res/1.2/qu9zUk4EvBtKU9IHQ0hM1A--/YXBwaWQ9eW5ld3M7Zmk9aW5zZXQ7aD0zNzY7cT04NTt3PTUxMg--/http://media.zenfs.com/en_us/News/afp.com/photo_1337058087896-1-0.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;Carlos DeLuna was put to death after &amp;quot;a very incomplete investigation&amp;quot;, a report says&quot; border=&quot;0&quot; class=&quot;  vlz&quot; height=&quot;145&quot; src=&quot;http://l2.yimg.com/bt/api/res/1.2/qu9zUk4EvBtKU9IHQ0hM1A--/YXBwaWQ9eW5ld3M7Zmk9aW5zZXQ7aD0zNzY7cT04NTt3PTUxMg--/http://media.zenfs.com/en_us/News/afp.com/photo_1337058087896-1-0.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;He was the spitting image of the killer, had the same first name and was near the scene of the crime at the fateful hour: &lt;span class=&quot;yshortcuts cs4-ndcor&quot; id=&quot;lw_1337058874_0&quot;&gt;Carlos DeLuna&lt;/span&gt; paid the ultimate price and was executed in place of someone else in Texas in 1989, a report out Tuesday found.&lt;/div&gt;
&lt;div class=&quot;first&quot; id=&quot;yui_3_4_0_24_1337098051045_197&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_205&quot; style=&quot;text-align: justify;&quot;&gt;
Even &quot;all the relatives of both Carloses mistook them,&quot; and DeLuna was sentenced to death and executed based only on &lt;span class=&quot;yshortcuts cs4-ndcor&quot; id=&quot;lw_1337058874_3&quot;&gt;eyewitness accounts&lt;/span&gt; despite a range of signs he was not a guilty man, said law professor &lt;span class=&quot;yshortcuts cs4-ndcor&quot; id=&quot;lw_1337058874_2&quot;&gt;James Liebman&lt;/span&gt;.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_205&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_208&quot; style=&quot;text-align: justify;&quot;&gt;
Liebman and five of his students at &lt;span class=&quot;yshortcuts cs4-ndcor&quot; id=&quot;lw_1337058874_4&quot;&gt;Columbia School of Law&lt;/span&gt; spent almost five years poring over details of a case that he says is &quot;emblematic&quot; of legal system failure.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_307&quot; style=&quot;text-align: justify;&quot;&gt;
DeLuna, 27, was put to death 
after &quot;a very incomplete investigation. No question that the 
investigation is a failure,&quot; Liebman said.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_307&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_203&quot; style=&quot;text-align: justify;&quot;&gt;
The report&#39;s authors found 
&quot;numerous missteps, missed clues and missed opportunities that let 
authorities prosecute Carlos DeLuna for the crime of murder, despite 
evidence not only that he did not commit the crime but that another 
individual, &lt;span class=&quot;yshortcuts cs4-ndcor&quot; id=&quot;lw_1337058874_1&quot;&gt;Carlos Hernandez&lt;/span&gt;, did,&quot; the 780-page investigation found.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_203&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_328&quot; style=&quot;text-align: justify;&quot;&gt;
The report, entitled &quot;Los Tocayos
 Carlos: Anatomy of a Wrongful Execution,&quot; traces the facts surrounding 
the February 1983 murder of Wanda Lopez, a single mother who was stabbed
 in the gas station where she worked in a quiet corner of the Texas 
coastal city of Corpus Christi.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_328&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_387&quot; style=&quot;text-align: justify;&quot;&gt;
&quot;Everything went wrong in this case,&quot; Liebman said.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_327&quot; style=&quot;text-align: justify;&quot;&gt;
That night Lopez called police for help twice to protect her from an individual with a switchblade.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_327&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_371&quot; style=&quot;text-align: justify;&quot;&gt;
&quot;They could have saved her, they said &#39;we made this arrest immediately&#39; to overcome the embarrassment,&quot; Liebman said.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_371&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_317&quot; style=&quot;text-align: justify;&quot;&gt;
Forty minutes after the crime Carlos DeLuna was arrested not far from the gas station.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_317&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_318&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;http://l2.yimg.com/bt/api/res/1.2/1i4.v.KuhUalKs1Uu.lBXg--/YXBwaWQ9eW5ld3M7Zmk9aW5zZXQ7aD0zMjc7cT04NTt3PTUxMg--/http://media.zenfs.com/en_us/News/afp.com/photo_1337058609453-1-0.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Flaws in the legal system continue to send innocent men to their death today, a report says&quot; border=&quot;0&quot; class=&quot;  vlz&quot; height=&quot;127&quot; src=&quot;http://l2.yimg.com/bt/api/res/1.2/1i4.v.KuhUalKs1Uu.lBXg--/YXBwaWQ9eW5ld3M7Zmk9aW5zZXQ7aD0zMjc7cT04NTt3PTUxMg--/http://media.zenfs.com/en_us/News/afp.com/photo_1337058609453-1-0.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;He was identified by only one 
eyewitness who saw a Hispanic male running from the gas station. But 
DeLuna had just shaved and was wearing a white dress shirt -- unlike the
 killer, who an eyewitness said had a mustache and was wearing a grey 
flannel shirt.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_318&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_411&quot; style=&quot;text-align: justify;&quot;&gt;
Even though witnesses accounts 
were contradictory -- the killer was seen fleeing towards the north, 
while DeLuna was caught in the east -- DeLuna was arrested.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_392&quot; style=&quot;text-align: justify;&quot;&gt;
&quot;I didn&#39;t do it, but I know who did,&quot; DeLuna said at the time, saying that he saw Carlos Hernandez entering the service station.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_392&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_422&quot; style=&quot;text-align: justify;&quot;&gt;
DeLuna said he ran from police because he was on parole and had been drinking.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_420&quot; style=&quot;text-align: justify;&quot;&gt;
Hernandez, known for using a 
blade in his attacks, was later jailed for murdering a woman with the 
same knife. But in the trial, the lead prosecutor told the jury that 
Hernandez was nothing but a &quot;phantom&quot; of DeLuna&#39;s imagination.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_335&quot; style=&quot;text-align: justify;&quot;&gt;
DeLuna&#39;s budget attorney even said that it was probable that Carlos Hernandez never existed.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_335&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_326&quot; style=&quot;text-align: justify;&quot;&gt;
However in 1986 a local newspaper published a photograph of Hernandez in an article on the DeLuna case, Liebman said.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_326&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_325&quot; style=&quot;text-align: justify;&quot;&gt;
Following hasty trial DeLuna was executed by lethal injection in 1989.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_319&quot; style=&quot;text-align: justify;&quot;&gt;
Up to the day he died in prison of cirrhosis of the liver, Hernandez repeatedly admitted to murdering Wanda Lopez, Liebman said.&lt;/div&gt;
&lt;div id=&quot;yui_3_4_0_24_1337098051045_319&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;

&quot;Unfortunately, the flaws in the 
system that wrongfully convicted and executed DeLuna -- faulty 
eyewitness testimony, shoddy legal representation and prosecutorial 
misconduct -- continue to send innocent men to their death today,&quot; read a
 statement that accompanies the report.&lt;/div&gt;
&lt;br /&gt;
&lt;u&gt;&lt;i&gt;&lt;b&gt;&amp;nbsp;Taked to:&lt;/b&gt;&lt;/i&gt;&lt;/u&gt; http://news.yahoo.com/wrong-man-executed-texas-probe-says-051125159.html&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/5228392628572330055/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/05/wrong-man-was-executed-in-texas-probe.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/5228392628572330055'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/5228392628572330055'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/05/wrong-man-was-executed-in-texas-probe.html' title='Wrong man was executed in Texas, probe says'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-6883750435567200819</id><published>2012-05-10T14:15:00.000-05:00</published><updated>2012-05-10T14:31:18.871-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Andrés Guzmán"/><category scheme="http://www.blogger.com/atom/ns#" term="cadena de custodia."/><category scheme="http://www.blogger.com/atom/ns#" term="computador"/><category scheme="http://www.blogger.com/atom/ns#" term="forense"/><title type='text'>“Las evidencias digitales son las más manipulables”: Experto en información forense</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMblj-ZeQT-VCwzNn5B0wao8qDFqpMOZVBo6C0Sprr_GPNLNivVnDQe0ykt6dwDE4u5e0AAmoHo8zrss0V81uKm4ZRVDA4dBxe5l-fsaqhxXN4dUfDbgfEK5GVDnlpz9nqQtyy4s1drXo/s1600/USB+.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;160&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMblj-ZeQT-VCwzNn5B0wao8qDFqpMOZVBo6C0Sprr_GPNLNivVnDQe0ykt6dwDE4u5e0AAmoHo8zrss0V81uKm4ZRVDA4dBxe5l-fsaqhxXN4dUfDbgfEK5GVDnlpz9nqQtyy4s1drXo/s200/USB+.jpeg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
Andrés Guzmán, experto en información forense, aseguró que la 
información de los computadores y las USB encontradas tras la operación 
‘Sodoma’ se podrá mantener inalterada.&lt;br /&gt;
&lt;br /&gt;
Explicó que la cadena de custodia, en la cual están los computadores, es
 una garantía constitucional que certifica que una evidencia no ha sido 
manipulada por nadie, desde el momento que es recogida hasta que es 
presentada ante un juez. &lt;br /&gt;
&lt;br /&gt;
Guzmán dijo que las evidencias digitales son las más manipulables, “pues
 con sólo el hecho de prender un computador hay cambios en la 
información”. &lt;br /&gt;
&lt;br /&gt;
Sin embargo, dijo que hay métodos para que esta información se pueda 
mantener inalterable, dijo que es necesario un embalaje físico y que 
antes de sacar la información se realice algo así como una “bolsa” donde
 estén los datos y no se puedan cambiar. &lt;br /&gt;
&lt;br /&gt;
Finalmente dijo que es muy probable que se pueda saber si alguien manipuló la información contenida dentro de los computadores. &lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;b&gt;Tomado de:&lt;/b&gt;&lt;/i&gt; http://www.caracol.com.co/noticias/actualidad/las-evidencias-digitales-son-las-mas-manipulables-experto-en-informacion-forense/20100927/nota/1363341.aspx&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.caracol.com.co/audio/las-evidencias-digitales-son-las-mas-manipulables-experto-en-informacion-forense/20100927/oir/1363341.aspx&quot;&gt;Escuche aqui la entrevista al experto en manejo de evidencia digital&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Imagen tomada de: http://www.flickr.com/photos/65851038@N02/6832262416/in/photostream/lightbox/</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/6883750435567200819/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/05/las-evidencias-digitales-son-las-mas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/6883750435567200819'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/6883750435567200819'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/05/las-evidencias-digitales-son-las-mas.html' title='“Las evidencias digitales son las más manipulables”: Experto en información forense'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMblj-ZeQT-VCwzNn5B0wao8qDFqpMOZVBo6C0Sprr_GPNLNivVnDQe0ykt6dwDE4u5e0AAmoHo8zrss0V81uKm4ZRVDA4dBxe5l-fsaqhxXN4dUfDbgfEK5GVDnlpz9nqQtyy4s1drXo/s72-c/USB+.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-178268462698466374</id><published>2012-05-08T10:55:00.000-05:00</published><updated>2012-05-08T10:55:04.791-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CIA"/><category scheme="http://www.blogger.com/atom/ns#" term="Estados Unidos"/><category scheme="http://www.blogger.com/atom/ns#" term="tortura"/><title type='text'>Ex agente de la CIA reabre polémica sobre la eficacia de la tortura en EE.UU</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;http://imagenes.lapatilla.s3.amazonaws.com/site/wp-content/uploads/2012/05/cia-300x193.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;size-medium wp-image-510520&quot; height=&quot;128&quot; src=&quot;http://imagenes.lapatilla.s3.amazonaws.com/site/wp-content/uploads/2012/05/cia-300x193.jpg&quot; title=&quot;cia&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;El ex agente puertorriqueño de la CIA José Rodríguez, el interrogador
 de los principales líderes de Al Qaeda presos en Guantánamo, ha 
reabierto la polémica sobre la eficacia de la tortura con la publicación
 esta semana de un libro en el que detalla su trabajo.&lt;br /&gt;
&lt;span id=&quot;more-510519&quot;&gt;&lt;/span&gt;&lt;br /&gt;
Rodríguez, que está siendo entrevistado por las principales televisiones
 de Estados Unidos, ha defendido tanto en su libro “Hard Measures” como 
de viva voz la utilidad de métodos de interrogatorios agresivos para 
obtener información en la lucha contra Al Qaeda.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Las revelaciones del libro de Rodríguez, retirado en 2007 de la CIA 
tras 31 años, justifican el tratamiento que recibieron líderes de Al 
Qaeda capturados como Jalid Sheij Mohamed, supuesto cerebro de los 
atentados del 11 de septiembre de 2001 y que estuvo recluido en 
prisiones clandestinas entre 2003 y 2006.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Sheij Mohamed, que confesó haber ideado los atentados del 11S de la 
“A a la Z” y uno de los más importantes presos de la Base de Guantánamo,
 fue sometido 183 veces a ahogamientos simulados, alojado en celdas 
frías y sin ventanas y privado de sueño hasta 180 horas seguidas.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Sheij Mohamed comparecerá este sábado ante una comisión militar en 
Guantánamo junto con otros cuatro terroristas islámicos para responder 
por cargos que le podrían acarrear la pena de muerte.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Rodríguez, que dirigió el programa de prisiones clandestinas e 
interrogatorios de la CIA estadounidense tras el 11S, dirigió los que se
 hicieron al pakistaní a través del ahogamiento simulado, en el que el 
reo es colocado boca abajo y se le rocía continuamente con agua con el 
rostro cubierto por una toalla.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El proceso militar de Guantánamo contra Sheij Mohamed, que promete 
ser largo, estará condicionado por las alegaciones de confesiones bajo 
torturas aprobadas y consentidas por la administración del presidente 
George W. Bush.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Por su parte, las revelaciones de Rodríguez han alimentado de nuevo 
la controversia, entre otras cosas por reconocer que decidió eliminar 
las grabaciones de interrogatorios, ya que esas “feas imágenes” pueden 
poner a agentes en peligro, algo que le valió una reprimenda de sus 
superiores.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Ayer, en una entrevista en Fox News, Rodríguez defendió que “estas 
técnicas ayudaron a salvar vidas y permitieron detener complots contra 
Estados Unidos” o detener a los principales responsables de la red de Al
 Qaeda.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En una entrevista este domingo con CBS, Rodríguez aseguró que el 
supuesto cerebro del 11S y hombre fuerte de Al Qaeda solo comenzó a dar 
información útil tras ser interrogado con las técnicas agresivas.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
“El programa consistía en instalar una sensación de desesperación y 
desasosiego en el terrorista, en el detenido, con lo que concluiría que 
era mejor cooperar con nosotros”, relató Rodríguez.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En su opinión, Sheij Mohamed era “uno de los más duros asesinos” de 
Al Qaeda y sabía cómo lidiar con la tortura e incluso contaba los 
segundos mientras era rociado con agua, ya que conocía que el 
ahogamiento no duraba mucho más de diez segundos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
No obstante, en la entrevista del programa “60 Minutes” Rodríguez 
reconoció que Shaij Mohamed le mintió sobre quién era la persona de 
confianza que transportaba los mensajes de Bin Laden.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Pese a ello, el puertorriqueño, que también fue agente en 
Latinoamérica, asegura que su trabajo y el de otros agentes de la CIA 
contribuyó a que hace un año se diera muerte al líder de Al Qaeda en su 
refugio de Pakistán.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Este fin de semana, la senadora demócrata por California Dianne 
Feinstein criticó en un comunicado la “poca precisión” que supone 
vincular el éxito en la muerte de Osama Bin Laden a técnicas de tortura,
 ya que el “correo” del saudí se localizó por otros medios de espionaje.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Pese a todo, el relato de Rodríguez permite arrojar algo más de luz 
al lado más oscuro del papel de la CIA en la persecución de la cúpula de
 Al Qaeda en los primeros años de la “guerra contra el terrorismo”, como
 los vuelos secretos, las prisiones clandestinas y las torturas. EFE&lt;/div&gt;
&lt;br /&gt;
&lt;u&gt;&lt;i&gt;&lt;b&gt;Tomado de:&lt;/b&gt;&lt;/i&gt;&lt;/u&gt; http://www.lapatilla.com/site/2012/05/02/ex-agente-de-la-cia-reabre-polemica-sobre-la-eficacia-de-la-tortura-en-ee-uu/</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/178268462698466374/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/05/ex-agente-de-la-cia-reabre-polemica.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/178268462698466374'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/178268462698466374'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/05/ex-agente-de-la-cia-reabre-polemica.html' title='Ex agente de la CIA reabre polémica sobre la eficacia de la tortura en EE.UU'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-4146707890715696431</id><published>2012-05-04T11:44:00.001-05:00</published><updated>2012-05-04T11:44:41.200-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cadena perpetua"/><category scheme="http://www.blogger.com/atom/ns#" term="Connecticut"/><category scheme="http://www.blogger.com/atom/ns#" term="Hartford"/><category scheme="http://www.blogger.com/atom/ns#" term="muerte"/><category scheme="http://www.blogger.com/atom/ns#" term="pena de muerte"/><title type='text'>Otro estado elimina la pena de muerte</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaG2bWJEnpxHWWjkcBskdHsa9RQfHJtN7EwhGJvTGOh8VKsOUZrzPZfodNsgfeJkq8p6ChH1l2zQjdNzTYl_s4jb8J0ADcDkYPxD5VFEwaOHXTgMlb5Kd6qqh0pj5VbvERAVHoaI_UU-Ei/s1600/pena-de-muerte.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;210&quot; id=&quot;il_fi&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaG2bWJEnpxHWWjkcBskdHsa9RQfHJtN7EwhGJvTGOh8VKsOUZrzPZfodNsgfeJkq8p6ChH1l2zQjdNzTYl_s4jb8J0ADcDkYPxD5VFEwaOHXTgMlb5Kd6qqh0pj5VbvERAVHoaI_UU-Ei/s400/pena-de-muerte.jpg&quot; style=&quot;padding-bottom: 8px; padding-right: 8px; padding-top: 8px;&quot; width=&quot;280&quot; /&gt;&lt;/a&gt;Connecticut se convirtió hoy en el decimoséptimo estado de Estados 
Unidos en abolir la pena de muerte después de que su gobernador, el 
demócrata Dannel Malloy, firmase el decreto que sustituye la pena 
capital por la de cadena perpetua.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
“Esta tarde acabo de firmar la ley que reemplaza, con carácter 
inmediato, la pena de muerte por la cadena perpetua sin posibilidad de 
salir en libertad condicional como el mayor castigo legal en 
Connecticut”, afirmó Malloy tras firmar el decreto.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Durante un acto celebrado en Hartford, la capital del estado, el 
gobernador Malloy dijo que éste es un momento “histórico” porque 
Connecticut se une a otros 16 estados del país y al resto de países 
industrializados del mundo que han abolido la pena de muerte.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Sin embargo, Malloy señaló que ahora toca hacer una reflexión 
“sobria” sobre la pena capital más que celebrar su abolición, y 
reconoció que es un asunto que sigue dividiendo y “que no conoce 
fronteras” ni políticas, ni de género, ni raza o religión.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El gobernador de Connecticut recordó que siendo joven era partidario 
de la pena de muerte, una posición que fue cambiando con los años cuando
 se dio cuenta, siendo fiscal, de que el sistema de justicia está “lleno
 de imperfecciones”.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
“Aunque es un buen sistema diseñado con los mayores ideales de 
nuestra sociedad democrática en la mente, está sujeto a la falibilidad 
de quienes participan en él, como en cualquier experiencia humana”, 
añadió.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En los últimos 52 años sólo dos personas han sido ejecutadas en el 
estado de Connecticut, “y ambos lo pidieron voluntariamente”, según 
Malloy, quien lamentó que el dinero de los contribuyentes se ha seguido 
destinando para pagar “apelación tras apelación”.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
“Ahora que nuestro estado logra ir más allá de este debate divisorio,
 confío en que todos podamos redoblar nuestra esfuerzos y trabajar 
juntos para mejorar la integridad de nuestro sistema de justicia y no 
minimizar su falibilidad”, sentenció.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El pasado 13 de abril, la Cámara de Representantes de Connecticut 
aprobó en una histórica votación y después de varios intentos fallidos 
por la oposición de una parte importante de la población la abolición de
 la pena capital en el estado.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Desde 1976 los jurados de Connecticut han dictado 15 sentencias de 
muerte, de las cuales solo una se ha ejecutado, la de Michael Ross, 
condenado por varios homicidios y quien recibió las inyecciones letales 
en 2005 después de que renunciara a apelar.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La última ejecución llevada a cabo en el estado de Connecticut fue el
 13 de mayo de 2005, cuando un hombre de 45 años fue ejecutado con una 
inyección letal en cumplimiento de una condena por asesinato.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En Estados Unidos la pena de muerte es legal en todo el país para 
delitos federales y militares, y se aplica tanto en el ámbito estatal 
como el federal, aunque ya son 17, con Connecticut, los estados que se 
han convertido en abolicionistas.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Desde que se restableció la pena de muerte en Estados Unidos en 1976 
han sido ejecutadas más de 1.280 personas en los 34 estados donde se 
aplica esa condena.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;u&gt;&lt;i&gt;&lt;b&gt;Tomado de:&lt;/b&gt;&lt;/i&gt;&lt;/u&gt; http://www.lapatilla.com/site/2012/04/25/otro-estado-elimina-la-pena-de-muerte/ &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/4146707890715696431/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/05/otro-estado-elimina-la-pena-de-muerte.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/4146707890715696431'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/4146707890715696431'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/05/otro-estado-elimina-la-pena-de-muerte.html' title='Otro estado elimina la pena de muerte'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaG2bWJEnpxHWWjkcBskdHsa9RQfHJtN7EwhGJvTGOh8VKsOUZrzPZfodNsgfeJkq8p6ChH1l2zQjdNzTYl_s4jb8J0ADcDkYPxD5VFEwaOHXTgMlb5Kd6qqh0pj5VbvERAVHoaI_UU-Ei/s72-c/pena-de-muerte.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-6821326137251462895</id><published>2012-04-23T11:37:00.003-05:00</published><updated>2012-04-23T11:37:46.747-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Fiscal"/><category scheme="http://www.blogger.com/atom/ns#" term="imputado"/><category scheme="http://www.blogger.com/atom/ns#" term="justicia"/><category scheme="http://www.blogger.com/atom/ns#" term="robo"/><title type='text'>Declaración de la víctima no basta sola</title><content type='html'>&lt;div class=&quot;notatxtboldfuero_penal&quot; id=&quot;notatxtboldfuero_penal&quot;&gt;

    &lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;
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&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Foto: The Dark Thing&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La Justicia absolvió a un imputado 
por dos robos por falta de certeza. El fiscal había pedido la absolución
 por insuficiencia de las pruebas y el Tribunal destacó que no existía 
&quot;ninguna prueba independiente susceptible&quot; de dar por válidas los dichos
 del único testigo.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; id=&quot;notatxt&quot;&gt;

   &lt;div style=&quot;text-align: justify;&quot;&gt;
La Cámara en lo Penal de Jujuy, con 
el voto de los magistrados Luis Ernesto Kamada y Antonio Llermanos, 
absolvió a un hombre, imputado por dos hechos de robo, en virtud del 
pedido realizado por la Fiscalía y ante la falta de certeza sobre la 
autoría del acusado. Las pruebas reunidas en relación a la comisión de 
ambos delitos fueron consideradas como insuficientes.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En particular, la Sala II del Tribunal 
de Alzada destacó que, en torno a uno de los hechos objeto de la 
acusación, sólo se había aportado como prueba la declaración del 
damnificado y que no existía ninguna &quot;prueba independiente susceptible 
de provocar la convicción necesaria en orden a robustecer las 
afirmaciones vertidas por el único testigo&quot;.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Entre tanto, con relación al otro hecho 
de robo por el que se imputó al acusado, los jueces señalaron que, si 
bien se encontró documentación de las víctimas en la casa del supuesto 
autor, esto era &quot;insuficiente para autorizar que se le endilgue la 
autoría de los injustos por los que viene acusado&quot;.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En el caso, un hombre fue investigado, 
acusado y llevado a juicio oral por dos delitos: robo calificado por el 
uso de arma y robo calificado por el número de intervinientes. Llegado 
el momento de los alegatos, la Fiscalía –finalmente- decidió solicitar 
la absolución del imputado por falta de certeza ante el Tribunal de 
Alzada.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La solicitud de absolución del Fiscal se
 fundó en la falta de pruebas que generaran la convicción de que el 
imputado había sido el autor de los delitos. Respecto de uno de los 
robos, sólo se reunieron escasas declaraciones testimoniales y el 
secuestro de los documentos de identidad de las víctimas en casa del 
acusado. Por su parte, en relación al otro hecho, la única prueba 
colectada fue la declaración del damnificado.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Primero, la Cámara Penal manifestó que 
el efecto procesal de la petición del Fiscal era vinculante y que por 
ende &quot;no le es posible a este Tribunal emitir un fallo condenatorio en 
esta causa&quot;. No obstante, los magistrados decidieron analizar los 
fundamentos que brindó el funcionario del Ministerio Público al 
solicitar la absolución del imputado, para determinar si el pedido 
estaba adecuadamente motivado.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Luego, los magistrados jujeños 
analizaron detalladamente las pruebas colectadas en ambas causas, 
principalmente, las testimoniales aportadas y la declaración del propio 
imputado, quien negó su participación en sendos hechos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Acto seguido, respecto de uno de los 
robos, el Tribunal de Alzada manifestó que no estaba clara &quot;la exacta 
ubicación de los documentos de identidad de las víctimas, hallados como 
resultado del allanamiento, habiéndose limitado la autoridad policial a 
consignar que se encontraban en el interior de la habitación del 
imputado&quot;.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Dicho eso, la Cámara provincial aclaró 
que, si bien no estaba en duda que los documentos fueron sustraídos a 
las víctimas y que &quot;fueron hallados en el domicilio del demandado, en 
ocasión del allanamiento practicado&quot;, &quot;la sumatoria de tales elementos 
resulta insuficiente para autorizar que se le endilgue la autoría de los
 injustos por los que viene acusado&quot;.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
No se puede considerar que el imputado 
sea el autor del robo del que se lo acusa por el hecho de que los 
documentos fueran hallados en su domicilio, pues las pruebas son 
insuficientes y &quot;no se han producido otras probanzas destinadas a 
demostrar dicho extremo&quot;, agregaron después los jueces provinciales.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Entre tanto, con relación al segundo 
hecho que se le imputó al acusado, el Tribunal de Alzada destacó que &quot;la
 única probanza producida fue la declaración del damnificado, sin que 
medien otros elementos acreditantes que la robustezcan&quot;.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
No se trata de &quot;una minusvaloración de 
los dichos del único testigo y, a la vez, damnificado en la causa, pues 
sus afirmaciones guardan verosimilitud&quot;, lo que ocurre es que en este 
caso era necesario adjuntar alguna &quot;prueba independiente susceptible de 
provocar la convicción necesaria en orden a robustecer las afirmaciones 
vertidas por el único testigo&quot;, precisó la Cámara.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Por lo tanto, el Tribunal Penal de San 
Salvador de Jujuy decidió absolver al imputado por ambos hechos 
delictivos, en consonancia con la petición del Fiscal, debido a la falta
 de certeza sobre su autoría y la insuficiencia de las pruebas.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;autor&quot; id=&quot;autor&quot;&gt;
Dju&lt;/div&gt;
&lt;div class=&quot;autor&quot; id=&quot;autor&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;fallocompleto_n&quot; id=&quot;fallocompleto_n&quot;&gt;

                 
   &lt;div class=&quot;fallocompletotxt&quot; id=&quot;fallocompletotxt&quot;&gt;

     
     &lt;a href=&quot;http://diariojudicial.com/documentos/2012_Abril/PENAL.JUJUY.ROBO_CALIFICADO_E_IN_DUBIO_PRO_REO.-.doc&quot;&gt;&quot;M.A.C.V. s/robo calificado por el uso de arma y robo calificado por el número de intervinientes&quot;.-&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;fallocompletotxt&quot; id=&quot;fallocompletotxt&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;fallocompletotxt&quot; id=&quot;fallocompletotxt&quot;&gt;
&lt;u&gt;&lt;i&gt;&lt;b&gt;Tomado de:&amp;nbsp; &lt;/b&gt;&lt;/i&gt;&lt;/u&gt;http://diariojudicial.com/contenidos/2012/04/11/noticia_0006.html&amp;nbsp;
          &lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/6821326137251462895/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/04/declaracion-de-la-victima-no-basta-sola.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/6821326137251462895'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/6821326137251462895'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/04/declaracion-de-la-victima-no-basta-sola.html' title='Declaración de la víctima no basta sola'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-72861725204749834</id><published>2012-04-12T17:43:00.003-05:00</published><updated>2012-04-12T17:43:52.713-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ambulancia"/><category scheme="http://www.blogger.com/atom/ns#" term="balizas"/><category scheme="http://www.blogger.com/atom/ns#" term="choque"/><category scheme="http://www.blogger.com/atom/ns#" term="crimen"/><category scheme="http://www.blogger.com/atom/ns#" term="cámara"/><title type='text'>El conductor pudo haber frenado</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;http://diariojudicial.com/opencms/export/sites/diariojudicial/img/Fotos_para_noticias_3/Ambulancia_-_choque_TELAM.jpg_897418334.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img align=&quot;&quot; alt=&quot;&quot; border=&quot;0&quot; height=&quot;155&quot; src=&quot;http://diariojudicial.com/opencms/export/sites/diariojudicial/img/Fotos_para_noticias_3/Ambulancia_-_choque_TELAM.jpg_897418334.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;La Cámara del Crimen confirmó el procesamiento del chofer de una ambulancia en emergencia que chocó a un colectivo y produjo varios heridos. Pese a ir con balizas encendidas, “ello no lo eximía del deber de detener la marcha&quot;.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; style=&quot;text-align: justify;&quot;&gt;
La sala IV de la Cámara del Crimen, integrada por Alberto Seijas y Julio Marcelo Lucini, confirmó el procesamiento por lesiones culposas del conductor de una ambulancia que, mientras se dirigía a una emergencia, provocó un choque con un colectivo en el que resultaron heridos varios pasajeros.&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; style=&quot;text-align: justify;&quot;&gt;
Se trata de la causa “C., L. s/lesiones culposas” que se inició en octubre del 2010 cuando se produjo la colisión entre ambos rodados. Según consta en la causa, la ambulancia se trasladaba con sus sirenas y balizas encendidas, convocada al efecto.&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; style=&quot;text-align: justify;&quot;&gt;
Sin embargo, los camaristas consignan que el artículo 61 de la ley de tránsito 24.449, en lo que aquí interesa, establece que “los vehículos de los servicios de emergencia pueden, excepcionalmente y en cumplimiento estricto de su misión específica, no respetar las normas referentes a la circulación, velocidad y estacionamiento, si ello les fuera absolutamente imprescindible en la ocasión que se trate siempre y cuando no ocasionen un mal mayor que aquel que intenten resolver”.&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; style=&quot;text-align: justify;&quot;&gt;
Señalan, además, que “ante una emergencia las ambulancias tienen permitido no respetar determinadas reglas” pero “deben extremar los recaudos para evitar producir daños mayores que aquél que están llamados a neutralizar”.&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; style=&quot;text-align: justify;&quot;&gt;
Agregando que tampoco pueden desconocer lo que establece el artículo 39 inciso “b” de dicha Ley 24.449 que ordena “circular con cuidado y prevención, conservando en todo momento el dominio efectivo del vehículo, teniendo en cuenta los riesgos propios de la circulación y demás circunstancias del tránsito. Cualquier maniobra deben advertirla previamente y realizarla con precaución, sin crear riesgo ni afectar la fluidez del tránsito”.&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; style=&quot;text-align: justify;&quot;&gt;
Por ello, los jueces explican que en el caso el imputado “creó un riesgo jurídicamente desaprobado que se tradujo en la afectación al bien jurídico protegido”, ya que más allá de que transitaba con las sirenas y balizas encendidas, “ello no lo eximía del deber de detener la marcha cuando la situación así lo exija”.&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; style=&quot;text-align: justify;&quot;&gt;
Asimismo destacan que el Manual Operativo del Departamento de Transporte del SAME reza que “un equipo de emergencia no sólo tiene que estar al tanto de todo lo que hace a la conducción del móvil al lugar de los hechos, sino que tiene que saber llegar rápidamente y sin exponer la vida de la tripulación, suya, ni la del paciente… Tener sirenas y luces de emergencia no significa que se pueda ir a cualquier velocidad o conducir en forma irresponsable”.&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; style=&quot;text-align: justify;&quot;&gt;
Por todo ello confirmaron el procesamiento del conductor de la ambulancia por lesiones culposas y trabaron embargo sobre sus bienes hasta cubrir la suma de 50 mil pesos.&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;&lt;em&gt;&lt;u&gt;Tomado de:&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt; &lt;a href=&quot;http://diariojudicial.com/contenidos/2012/03/30/noticia_0003.html&quot;&gt;http://diariojudicial.com/contenidos/2012/03/30/noticia_0003.html&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/72861725204749834/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/04/el-conductor-pudo-haber-frenado.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/72861725204749834'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/72861725204749834'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/04/el-conductor-pudo-haber-frenado.html' title='El conductor pudo haber frenado'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-1586130914531843207</id><published>2012-04-03T09:00:00.000-05:00</published><updated>2012-04-03T09:00:02.944-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="abogado"/><category scheme="http://www.blogger.com/atom/ns#" term="Córdoba"/><category scheme="http://www.blogger.com/atom/ns#" term="estafa"/><category scheme="http://www.blogger.com/atom/ns#" term="procesal"/><category scheme="http://www.blogger.com/atom/ns#" term="prueba"/><category scheme="http://www.blogger.com/atom/ns#" term="tribunal"/><title type='text'>El in dubio pro reo no siempre llega a buen puerto</title><content type='html'>&lt;div class=&quot;notatxtboldfuero_superiortribunalprovincial&quot; id=&quot;notatxtboldfuero_superiortribunalprovincial&quot;&gt;

    &lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; margin-right: 1em; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a 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&quot; 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&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Foto: Luca Zappa&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Un Tribunal&amp;nbsp;anuló una sentencia 
absolutoria, –basada en el beneficio de la duda y a favor de un 
abogado-, pues no se valoraron todas las pruebas de la causa. El letrado
 había sido acusado de aprovecharse de la relación de confianza con una 
clienta, mediante abuso de firma en blanco y falsificación de 
documentos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;notatxt&quot; id=&quot;notatxt&quot;&gt;

   &lt;div style=&quot;text-align: justify;&quot;&gt;
El Tribunal Superior de Justicia de 
Córdoba admitió los recursos del Fiscal de Cámara y la querella 
particular, e invalidó la sentencia que había absuelto, por el beneficio
 de la duda, a un abogado. El letrado estaba imputado de cometer los 
delitos de falsificación de instrumento privado, defraudación por abuso 
de firma en blanco y estafa procesal en grado de tentativa.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
En particular, la Sala 
Penal del Alto Tribunal provincial indicó que &quot;más allá de las 
imprecisiones y distorsiones sobre los hechos en que habrían incurrido 
los familiares de quien había suscripto los documentos&quot;, tenían razón 
los recurrentes &quot;en lo relativo a la denuncia de omisión de ponderación 
de determinadas probanzas en el plexo en que se insertan&quot;.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Existió una &quot;absoluta 
falta de consideración de determinadas evidencias que, de haberse 
integrado debidamente al análisis, la conclusión dubitativa no hubiese 
podido mantenerse razonablemente&quot;, precisaron las vocales María Esther 
Cafure de Battistelli, Aída Tarditti y María de las Mercedes Blanc de 
Arabel. Las juezas agregaron, también, que el fallo absolutorio poseía 
&quot;un defecto captable como fundamentación omisiva, que vicia la validez 
de la sentencia impugnada&quot;.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
En el caso, un abogado 
fue imputado por la comisión de los delitos de falsificación de 
instrumento privado, defraudación por abuso de firma en blanco y estafa 
procesal en grado de tentativa. En concreto, los familiares de una 
clienta fallecida denunciaron al letrado porque habría hecho firmar a la
 difunta mujer una serie de hojas en blanco, que luego completó él mismo
 en forma ilícita.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
El abogado, habría 
asentando en los papeles en blanco, firmados por la clienta, un negocio 
de compraventa de un inmueble de la difunta mujer a su favor, para 
defraudar a los sucesores. Además, el letrado presentó ese documento 
privado, en calidad de boleto, ante un juez civil junto con dos recibos 
faltos que acreditaban supuestos pagos parciales por el bien.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
La denuncia fue 
radicada por los familiares de la mujer, quienes se constituyeron como 
querellantes particulares. No obstante, la Cámara decidió absolver al 
acusado, por aplicación del beneficio de la duda. Entonces, el Fiscal y 
la querella interpusieron un recurso contra dicha sentencia absolutoria,
 alegando que en el fallo se habían omitido ciertas probanzas 
fundamentales.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Para comenzar, las 
juezas indicaron que &quot;el estándar de revisión de la absolución por duda 
debe acotarse sólo a los supuestos de falta de fundamentación, 
fundamentación ilegal o fundamentación omisiva o ilógica&quot;, y no se 
pueden atacar sentencias absolutorias con base en &quot;agravios enderezados a
 procurar el control de la aplicación de las reglas de la sana crítica 
racional en la determinación del valor conviccional de las pruebas&quot;.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Acto seguido, la Corte 
provincial señaló que tenían razón los recurrentes &quot;en lo relativo a la 
denuncia de omisión de ponderación de determinadas probanzas en el plexo
 en que se insertan y en la absoluta falta de consideración de 
determinadas evidencias que, de haberse integrado debidamente al 
análisis, la conclusión dubitativa no hubiese podido mantenerse 
razonablemente&quot;.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Está acreditado que &quot;el
 imputado se había ganado la confianza de la clienta&quot; pues &quot;esa 
confianza surge de la propia relación abogado-cliente y de los propios 
dichos del imputado, quien dijo haber sido amigo de los herederos de la 
mujer y haber tenido una amistad con esta que perduró treinta y cinco 
años hasta su muerte&quot;, precisaron las vocales del Alto Tribunal.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Dicho eso, el Máximo 
Tribunal local analizó en forma exhaustiva las pruebas aportadas a la 
causa y determinó que numerosos elementos importantes habían sido 
omitidos en la sentencia absolutoria, por lo que no era aplicable el 
beneficio de la duda.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Por lo tanto, el 
Tribunal Superior de Córdoba admitió los recursos interpuestos por el 
querellante particular y el Fiscal de Cámara y, en consecuencia, anuló 
la sentencia absolutoria de Cámara y ordenó el reenvío de las 
actuaciones para que se realice un nuevo juzgamiento de la causa.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&lt;b&gt;Tomado de: http://diariojudicial.com/fuerosuperiortribunalprovincial/El-in-dubio-pro-reo-no-siempre-llega-a-buen-puerto-20120327-0005.html&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/1586130914531843207/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/04/el-in-dubio-pro-reo-no-siempre-llega.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/1586130914531843207'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/1586130914531843207'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/04/el-in-dubio-pro-reo-no-siempre-llega.html' title='El in dubio pro reo no siempre llega a buen puerto'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-6576909816322650269</id><published>2012-03-24T09:00:00.000-05:00</published><updated>2012-03-24T09:00:07.307-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="acusatorio"/><category scheme="http://www.blogger.com/atom/ns#" term="derecho"/><category scheme="http://www.blogger.com/atom/ns#" term="penal"/><category scheme="http://www.blogger.com/atom/ns#" term="Wanda"/><title type='text'>¿Hacia dónde va el sistema penal acusatorio?</title><content type='html'>&lt;table border=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td&gt;&lt;img alt=&quot;Whanda Fernández León&quot; height=&quot;84&quot; src=&quot;http://www.ambitojuridico.com/BancoMedios/Imagenes/medi-110517-22%20%28whanda%20fern%C3%A1ndez%20le%C3%B3n%29.jpg&quot; style=&quot;border: 0px;&quot; title=&quot;Whanda Fernández León&quot; width=&quot;188&quot; /&gt;&lt;/td&gt;
&lt;td&gt;
&lt;br /&gt;

&lt;strong&gt;Whanda Fernández León &lt;/strong&gt;&lt;br /&gt;

Profesora asociada Facultad de Derecho, Ciencias Políticas y Sociales de la Universidad Nacional de Colombia&lt;br /&gt;

&lt;br /&gt;

&lt;br /&gt;

&lt;br /&gt;

&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;br /&gt;

&lt;br /&gt;

&lt;em&gt;“Un sistema penal es vicioso cuando se apoya en tres presunciones
 falsas: la culpabilidad del acusado, la veracidad de los testigos y la 
infalibilidad de los jueces”.&lt;/em&gt;&lt;br /&gt;

&lt;div align=&quot;right&quot;&gt;
&lt;strong&gt;Carrara&lt;/strong&gt;&lt;em&gt; &lt;/em&gt;&lt;/div&gt;
&lt;br /&gt;

&lt;div style=&quot;text-align: justify;&quot;&gt;
Todo indica que si el sistema penal acusatorio no es sometido, lo 
antes posible, a rigurosas rectificaciones por parte de una comisión de 
juristas, expertos en derecho penal y disciplinas análogas, este 
colapsará. Tal como opera en la práctica, el modelo derivó en una 
rutinaria, tediosa y anticuada lectura de memoriales, inexplicablemente 
escritos antes de las audiencias –como si sus autores adivinaran todo lo
 que va a suceder en ellas–, frustrando de esta manera las expectativas 
ciudadanas sobre la instauración de un proceso oral, de partes, moderno,
 con debate jurídico, argumentación sólida, oposición dialéctica, 
sesudos análisis probatorios y razonamientos inteligentes.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La justicia punitiva de hipotética vocación acusatoria que se imparte
 desde el año 2005, no protegió los legítimos derechos y garantías del 
acusado; no efectivizó la tutela judicial de los intereses de la 
víctima; no se apropió de los atributos y experiencias de un sistema 
milenario, menos imperfecto y arbitrario que el inquisitivo medieval; 
por el contrario, socavó el régimen de libertades y estimuló el regreso 
de estilos judiciales de merecido desprestigio.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
O el país se decide a instaurar un paradigma adversarial cimentado en
 sus más proverbiales cualidades –el juez plural, en primer lugar, para 
delitos de alto impacto–, o se resigna a perpetuar el singular trámite 
en vigencia: impróvido, lento, inelegante, decadente, permeado de la 
hibridez que genera la coexistencia de dos estatutos históricamente 
incompatibles.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
No hace falta un gran esfuerzo para comprender que una estructura 
procesal secreta, simplificada al máximo, con severas restricciones al 
derecho de defensa, sin contradictorio, sin equilibrio entre las partes,
 sin fase intermedia, sin controles materiales al libelo acusatorio, con
 jueces contaminados que deciden la suerte de las personas enjuiciadas, 
es arbitraria y retrógrada.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Bastó que en algunas sentencias, las cortes aclararan que el 
prototipo creado por la Ley 906 del 2004 no correspondía a un proceso 
acusatorio puro, para que muchos magistrados, jueces, fiscales, 
delegados del Ministerio Público, abogados defensores y operadores en 
general, asumieran que esa obvia evolución y esa mixtura natural del 
método, antes que comprometerlos con su consolidación, los autorizaba 
para desnaturalizarlo, descomponerlo, tergiversarlo, hasta convertirlo 
en este trámite ignominioso, que a diario desafía los ideales de una 
justicia penal de calidad.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Y si este preocupante panorama no es suficiente para justificar la 
ineludible enmienda del sistema, es imperativo agregar que los fiscales 
tienen facultades jurisdiccionales; que un gran número de jueces de 
conocimiento, “independientes e imparciales”, decretan pruebas de 
oficio, intervienen en las conversaciones previas a los preacuerdos o 
permiten que procesados analfabetos o incautos estipulen su 
responsabilidad; no hay investigación integral; además de las dos partes
 legitimadas para el examen cruzado de testigos, todos los 
intervinientes y el mismo juez, contrainterrogan con exhaustividad al 
acusado y, en otras ocasiones, cuando este, indefenso y carente de 
recursos, exhibe la desnudez de su pobreza (como ocurre en la mayoría de
 los casos), se le seduce o intimida para que a ciegas admita 
culpabilidad, aun siendo inocente.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En síntesis, la Fiscalía no debe “formar parte” de la Rama Judicial, 
ni ser órgano “administrador de justicia”; la Procuraduría no debe 
participar en el proceso penal. Urge restaurar la etapa intermedia e 
implementar controles sustanciales a la acusación; preguntar al acusado 
cómo se declara solo después de la formulación de cargos y del 
consiguiente descubrimiento probatorio; reimplantar la declaración libre
 y voluntaria del imputado y/o acusado, tan arraigada en la cultura 
jurídica latinoamericana; dar humana y justa solución a la práctica de 
pruebas de la defensa y sin fingidos espantos, reglamentar la 
institución juradal.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
TOMADO DE: http://www.ambitojuridico.com/BancoConocimiento/N/noti-120314-03%28hacia_donde_va_el_sistema_penal_acusatorio%29/noti-120314-03%28hacia_donde_va_el_sistema_penal_acusatorio%29.asp?Miga=1&amp;amp;CodSeccion=53 &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/6576909816322650269/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/03/hacia-donde-va-el-sistema-penal.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/6576909816322650269'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/6576909816322650269'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/03/hacia-donde-va-el-sistema-penal.html' title='¿Hacia dónde va el sistema penal acusatorio?'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-1399188597977052738</id><published>2012-03-22T09:00:00.000-05:00</published><updated>2012-03-22T09:00:00.488-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="barbitúricos"/><category scheme="http://www.blogger.com/atom/ns#" term="pena de muerte"/><category scheme="http://www.blogger.com/atom/ns#" term="Texas"/><category scheme="http://www.blogger.com/atom/ns#" term="thiopental sodium"/><category scheme="http://www.blogger.com/atom/ns#" term="Thurmond"/><title type='text'>Pena capital en EE.UU.: ¿cuánto vale una muerte?</title><content type='html'>&lt;span class=&quot;antetitulo_articulo&quot; id=&quot;sumario_articulo&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
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s76bePN58mfiN2dAcDLCws8dA1ooJvJ0Xg1lQjOFu/13F6dHnz7uQiya3i9MsOOmcdPkLXf4xdpQf5rVZU8LBrmQ057z9bs5+UJfkpnmys+sqR47vK9Af8uSiunX1xW1+CV82zpwxV65O3O0Lduw1q8DkrIAFDuA3a+jbsBlmTmNAmyC55tMFZLQZserKSPM5tj5eNHRntHOFxl3bnXuvXyaN+WMzHa9QzWSCUzFz2GzhzHl0cZj1dKFxruGnv0Dyq7X8m/3diZKLR1HsSymYFTfPn3tscP/+3f0PAtxtW4PZHXvFd9vVl29r0N0fdyjc4fmxH/ux/Y7Ua2DkonNnClPvKXfH3B2/C4Ymti5GkteFVXFlkzcfXFx+5j/92X3eY4eem6PlI7lTEuZrMWjcRir28DjacPSjdWjlZDnlwjDzZ+ZKenbGrV2XX2GZ+NKVPP1scz65j/RbSc4W8yv/lDX50ptN0U3sxlr9I8CWk0kzZbwZz1utseW70f1WcqYN3608dKsvZ9zkRXLz/4xDa/kieTOe5U1y38yOKWfKKmfXnJqy9j+gsEkqCMDPZHwzxdYYZnPaZEDjN9dVkqwJcIJpnpyMLwj15/RPedad0zeLXHd1r9159XLjomOr4yiwx5UUXsWou8Vbt467qoqHdXYpUvgUpzDg0fgvOfruSCvAipExnN3BVazdRZKnOPYoIpsebHdBPVaAh26+1vPlE9tfpinM/goLPvweV+DnU1h+/Md/fF9z/Omf/unek+EOuy/vzHnMwA981ycGBdpcr8151kuHdfPPve8D+4XDc+di74JXcYQB7vKAr/gAPv6Yd2HW1o2Cdm4MfGg0+umZ6/RobaDipF9bPopnXU9OPZlrS775xg+3PwqZ9nfxDsMl3WbHam97aOqZOqaedX7FttKeW79uLtmzv472u52f/vtusJ/zQT5sbco0Xn3bHssX/B2d8Wrn9Nka73SvPMnBi8chp9a8mnzbnjgKkQ1gbDPEREBJHoi1t16RNZ4bAZAKUgavgJqfRs6gGOeoDMvprSVD3x1n8tgz17vQKJj4rR13Xjf2uzr8PlbmhwLBLjwH7bEB8SuwewG8+GRgXTNPNp8mwxr56MPlzrILAR3m50EHzIqzwjgfJeQX8mBH0x1tQe8C5HFQnwLI6PFLd9kwZh88Ped2MXB3DUdvUbjrZa/HIv/+3//7/fHF93//91/47uqZGR44SsRsdm6s2BvP4ro7a2vxFCNzxskkFx8fTx3G0elrzZ07n/TkXcd/3dqlkotBmMVTWwsvOVp6nDdXbrS+uecRWieTPrqD6urfae85e1Z65+XTpF/9do7vzebwtxcnXXLXtXk+efN9Mla+cxjwF4NJn514ysm1QFvD3z5KvrnWps6wtm7t0HNFZa3Y3Wiz65ucc1P4uXEOjJeyNpI5wNcDTUdGrIBz1KSdG2yuw+tIt8Kh4LjzmkUMnmgUmfjqFcUCoddag08xPQrzcWXNT2iNs4WO7sb0iiLe+pKoIoHfuiO85KFzx6nIzfX46WHrLPrxVdgUULyK57wosd/bD+i66JJXrCrY7my9jmeNnJ7j9zjh3/27f7f9ccUf7I9CigmZ5JBRfsx+xrxkbN0aOcmq3527NXRk9wmNL/hgYi8X9fFM+VPWpM13+fcc9kmf/PC2SeOzbg3WcKR7nqPXskGcmouuc/2Kb8pc5U8s53wQ/Tk/T/un3JX2Ov1vNr/KfjOZqw1TbjFYdU0ea8Vo9vkyf65+tV5rPHGvuleck58c5+XYDcwVkFWR84AGfvaNk+G84ohvKpoGoI+n8blz/BWC7qrrm5/4rLmDs+EVHB+ByVUw2Jh93WFWZNFYq+jVkz2L69Ud8XEbEvYKWhcctrZ5Kqr1Fe/W0+HcgY7OAgQrvT0GsK5F0527eXSzuMPnubC+eODtbpcM/DMZ+ZUdFbbeUoifLDjZwWf+SMWfGZPVnV0xyq/5aephl1hFCxd5HfGUTxU189rMr+RGm97iPWXvzBdt1dV56xPvlDHlTtopFwY+IaMLg/Vw6zufMtgglmGJfrVl2ngOz0q/2pZO/XX8k+cczZTxHzJO1ncrE132rnpWP4S5vn2fv1f+GeNz43N+WnV0fg7jpC2nYbr8rQYKKJ7F4zqwE8xMpHhzqCQq+doUASHDeNXRXBstZ6BPBj2McI6+DY/GvMRVfH0kxu88Xuc2QhsDTxgqKL5cM9bwdvTReHV0xZKOcLd5YHPQGb78k22wpFvh7G7c+NntrQPr3Q1XsOufffvbLp8540OXb7LZc1xr5MHlDlkhz1fhyDfWfVpwjgZe/mRHd7poYHhse57pr+e8+eCRg2e9MOSHbJ5+JpNsMvXTn7uTLlrz5US0rcst9mjTp41XOZNuyo5Ony+KZb35mUOdp2vKe/jwuLO5rvCmZ+prTAe+c1gvavWlvybuc+OJqfFKt/rqnN5zNKuc/9Dz6/BMOVPvtGXSiMPK095uX0ZDRrnXuPyun/afs2n1Bb6Omct4j/NDytSH/lYguzIgmAm+GrYa7ZULPBLGxkwBOucVvZKWPi09Fc1p0EzwHIUHlo42hPWpl5y9IGy07uz06cyWdE7Z5MOK99ati1eBtrn8Y62CYo6eMPPdlGW+zdOXWgqfA25FC5buhKKnw0FWmNHj8+y2wpov2GEdrTW68IcNXgVUkZ13/XR7HmyODIe57DHOp+Txo3MYosGrPbEVT7p9UfdDP/RD+x+Z5GfrYck//OKAe11PtrXGXWDcgZO7yp55m192wVubtOlq7c369JRjzsvJ5joPZ3ZOeyu82brimRinzmRch3Hquo7m/4/5t8Lx/1VHvnsrOW+GI79Nn7R/6tGci4/18qe+GHXeY6KJ8TpdM87lSXLw46NTf8OGqgA0mTGYajMxZiIat3EvhW4bx7xNq9mkioI+0PGt8nPSdAqeHFJxNNddmDUbtELE6IoOGgWjuWShN78tbD9UsxW8h9tbC9s7vd6LfWn709hbt7eX/+/7M+H7W2Hxa2WKmme8XpW6sRUuP7eoSB7rvWuJxvoD72be5AM2H+9h6vHjNb+V9Z3f77E6p8f7muZfe+2V7eP+8VOSPZ/NnxVntrBZIVdIjSu87O85rWe5zvM5X7C9GIkzf5vH7ws/vOYk3oyZOFpDi+/pZ7dHO0/eOv0fv/a/b29YbG9DvOvtp3ubjJvbHb5eKz+M5VpFnXwYim2JCQPZevWZb/izd1n5kC+91+rX3W5s72E/tv1p583HN9nbIYZeszO3pfl+NKd/sN2l+1NtR/kAA53yos2y5/P2J9ebmv3HlG5uYBzOzT+8v+2PDd+DDQuZN7c/v37wxoZ5+w1ouXPa3vW9/cSG48bDi+fwfHY8N7x/f3vEc2N7z/jBln93+Mmnntf3Q9z3d3/fOJ5dw5M/5gU0rPyaD401dpUL7Rn21Bqf83+69Nc18rX2fOfm5ng9J7P9ml1o5ARZ4dLLlYpZOViOpHcHsbXsaD3Z8lUr58JmnQzykzV9YTxvjPC1Pv0jBx7c2/JoyweH8Wn7xCNH/FWs/a0eVBeM5fFeeCknNOMubLkElUMypnN9AQ/UCj7aDLaevnjTd66ftOjhDbM1zuloTbHw/FAB6SNzzoIj+jDprUvkkhnugmNcsYNx2lTQkhHflDkLSeN8jX7qpdPmMs8+a87bcOmGI1vM9Ygi+eSw07nkm5vUGH06yCrB8/EaJ+dhzm/myPLHGy4OftHsgx/84B4f854Plw8z1nNu2gNDRzQztubyb7lYH6biE9Zz+sszNOSdsyu+aK/rJ95iQmZxOCdn6mscbzk39Z2jn3zxnuPJv+dsXOlXOXjeqhXXGd/J0/5d5cy9lZ7pq9UvkyZZq85zfkJ7DkO8+edcn87ph3XuXM6uNSq85a7+RndFXV0AIsy5AmZcoUvgPCd0dcA6l8xJxwAA3qpJ4K7YFb8MqJiU5M6jIbfiS2+Bpjc70FozV8HzsXmVa82cQ2t9OtK44hgd+X3ZZc56vHSGy3zPX6035n/jHjNYy9YSoDtTjxMcsyC5E8bvblhvTTx77EGGOIeluPGPVpxL3PxU3OBX1L9/e5XM2NsN/qiCzPx9LunTg4esbClP4pnraKIrP+lZ/Uk2mcklYx7Wk9N40pvT2lB4axNDcxOzOTQzX/kQTbz14atvHq8jjPqJr7E+fZcALwZTV/mQnpV2nk+djdMxz1cZ00etvRk9mvJDryWjPjs7n/JWfdPexvjzYzHAVyymXZN/tW3as8Zsxm7GKHumPjrCxOb9ZyFni2B1RELW+XMOaU7f5o0/gwN67hnKxFMRmPqnLHK06VybRnO326tWsJifeBWjaMmp6PXxWuB8xJwFdL6ixoHk5TMF1Bi9Rl5y0e7yNgwz2YzhqKhWoMmBw7lCSU6bKL10KLxoesc3PGhceGBSuBUpjUzv9OLhR3jINsar58vpr2KYnXoNLWyaHw3y12uKfJ8ykrcTnGkzjpaTa2xNY0fYJj72wFUeZUt80a46gmF90qS/+YkhnnM06LtQGB9xuvqRn8f8KfCFrqk7+fG0VozNpy8bO0djbtK0Nn2FRs5N+njSt/ZhXfspf/Lk71VO9Ot8+GDS6le64p6ccE99xmycNPlz+rEagm76Jxvjn/2aN9EWi8t+e9RQgcfT3kEPg0dbYdcXj1vdhU1AOQPhCnoCOsZX/7VICs4Z8J18x8aaPLsHl5ZjTSdjyrLuXJvOYWA2sdHH3llkjKOJn90KUkVqX/esZusrjvjQtOlXnXCQE10FFU7zZGUTvda7wy0oevx0GFfcZtDpQQMr/r5Ym37ojpcOuskzR16xhYGO7MCPrsS37rw8MD9jYuwxgz8r9k6vNxz8oYU3Kazd23w/Me0no7GB7mnbzIn0ogsT9l32ZtcqC91sb5Vf6Gf+kJsv9OXanEumPr/S2TwZ5p2HJ7lhm3JXf3Y+9ZjDk5/m2mqvtfRFf07/I44a+K+zddLns3MyJj+9fFCPL3x4s3W1Yfo1G9DEv9KvNstp+YFXDk28+c5ae1JfLpKNZ/o4+as/i3M2p+vSzhELcuFy7K+TIXYn5O4pAIgIC7D+3HgjedMG6DQ6fSX8XDsnCMiw1OOdGya+6RROh19hqqDlHLzsLejZWSDIg4svPCjHr3jr+SrnJQ+fOQVNYcNXQSTLWtisFSxr5CZ7xUm+NXLJgymMxUzfo4iJh2zxVBTTyWaHIl08s7NzviGTnpIof5OZjnpzfO2PLOBQcD/6Ax/bf/sYjS+jyDKuTRlTZnST1qtZWr6Bsw1ibuZBa/pk6KfcKZtctBPDtCuf7ARLSw7f8tOUMfNI3GCsTX3NJau19DZf7iQnm6ZOc6st8U2bo5nmTJujbW6uLS64tPmcrMkfTj390x7j1rNBP+tQ9BP7Kr8YR4u/fTf9Rle0ZMjdbkzIF0vz7XN7aOJL/urbYkZXn8ZgeOi4yH99teOR/+yyzX0uUdak6PzevUd/rSyQ1hmgTXnOA5mjd6Jrmo/LGtoZAI7JSQXBerjM0esvr9hV8WF4r3PlcHxok5M+tG9sr8tZ3514UYw6j94aWQqkwoYPNnei8EzHhyNb0CiuyVhpex4Lc3ZkG13kK3jkWJ9JZN1aSeicnX3Tm93ZVZzI0Yqh3tr0bT7KL+94xzv396bpYw+Z9Dxz8WM85cIay+av6x9ub5vk5/wKizHfrDmwA98annwc/8Qw6db18nPN25UuPatvZoz5HMaVJmzJmD5O/8Q7/XPOjmlPMiePueI3dcY3+5VvypsyruPBz75VZ/TWxU+eGSdz5mP8yWrtOtvNzwN9udneTn++10+e7Ixu9VdYJg8d04ZiN2Wlrz2+226jVoUBtChRUmo8gayGl5wTpPEEk+E5cwZgyr9UNAatpzcZZFrbi+OyyTIejZ8+rHi3IXJcBWI6ctqHfqu7j2zgbImnAKNNXgHl2/zT3Ay6cf5PTnRckExy27zpZWMXSuvp4g98Gt2KU7KzTZHWzBe3fKavmM217Jj+CWMXGF+s+W0Hz3kE+XGzAAAgAElEQVQ9bsjWlWf6G94VQ/R6WMjRnJfo+OiJd/oN3dQ99TXeBW5tpTM38ye66/rpNzTJT253P9GtOsM/9TZHlnH+CMO0YR1PnPFNHdfZMbE3nvqu45vYwtJc+FfefFNcV8xvZu9KO7FOvRPLav+kk9ft6WpK/VqbzsmXhxoeespD/b62/6zs1Y1A+3P/DKQwBa4NlqCNk9j98Puz89y4TUpgSm2OxiklTxJmpHm38TloBqOxtTmGkT49HYrNXCfTmiM9flsAXUd4eiTgvbtb229u9h7e66++dnr6yadOd1/f7la3G/b06LvrnHepMPoDA+/KViT4M5oKa8WwQtOXdPD3DBdu8vC6UzJ++eWXNgyeMfsDDP8jhli4Y7i3vS73zP6uIKz37myPLLbel4HG3/ue7acct/9B2Rdp5NDh9TpfwmlwdXeucDc341NM8zus2aPXPAp4fdPrr9bM+Qu2l17edG6/VXtze59V4ze+cTdM5zyefNLvAHsl0AaQwMfhHehj7khoucOv/CZvemPFGOZisyvcGputldfmyg09W2bOOi+XxSr/P/7E9lFz2zze8yZzz60tLx7b7NY/8fj2vvP2BYv84fv9/V4Xvo32/uYPMq98dejsgrn7c4vt63e3H77f/icS2+tVMd7eRaZXr+EPc/lhPszGYTOGvwsUvi7MaPBMWvQ189G0r+b6OVpzeDS2ZptzcYEdlnxrPr9XtMr7evLIcXSTIHc0c+xBe9iod0E+MBwy2O+G8shrPNkGkyMc8JXT++TW2J7/1LztdD+y0zvk3s8lf/Pm/g63fn8vfC+R2x7cxuJX3Mo3MvZPpylb+4CmzHqO+W5o8aVUP5vz5nJC+qJrfepfMc3zxjmt5POlmg1onq7kzk1GJ3qJUCDCQW6Jgie8yTcnERQ0hQ09XebwocNTIKdcdOnLt+my8a0LUhuPHHNaCdRHe3zZ2XrPcq11199GoI+M1e/TR2GaMSB7xrOLKXv7wRw+//jHP74XwzuvHclfXGBJ3oHh6svZq2T/zr8KzG94HHOThyebwk3eubbmTTSrneanfyZfPMV36ikHyrl8GnbrjaeO5ONzZNcVzdXmP2fXtCNbJv634plYGk+ZK//UMbGuvOf4pq3x5pfWimM5Y76Ytg9Xm/kNfcetW8cz2jC13v6tJ7t4TbzFoh79nGsPzXhOe9BOW9O3F94MnkbMcQ4wN8fOKwDGNsNKmzFrYOYGT9fsC+o6N+eN05mBExMd/byhIpTD0HRHo2C4i7ImWApTd4DJVPysTfvQaeasK7zzeTQZXa0VJ/ycPoPi3J0ouoKDj16y6IC7Kzx7SkIy6X755ePPgbtLDruih5dccsJOX8WiWNGnOY9un7iYKz/0aNHFS5+P/NZ6rIGvBM2u8sT59IM7W838uVZit57+EhiONmE440EzW1jq07uex5ON59aby5Yp25w4wcqf5fr0Gx2rbdPGsD+K+fBTeXmdPdmFrmPaYL08zNZV1nqezOgn31ybfOlJV32+sT5zAS+a7GvcXkNf/hebjfyy4avgykt8s/Bap6+bj/akPizlaUKnD8u52fdfU0WfjWss03uJKwKMOW0GZQ0QutWRU0YAokPbkY4p81yAp4ySdvKumCf9qlcBU2T7dr+gKlwap7dxZ2BsmLAJFDrFTEtG2NC1Uawlt4IZD5o2WwFFU+DpLMno8rx0Fn2Y0zPxF1S05JHjYqLwWjMXfcURTbjSLy7o1uRh3yxmM377Xe2FXnrY5XFD/7PGg3tH8ekOXjzQ5bM2kvP8CtfMMWvOZ64UqwobnnxTPM/lySpj6iSj9Ylh8lw3Lp768oWM9UK26ihfyiU9nuYfxXvlozlPZnL1EwufdB7d2uenfHGdjStf5/HHt/o0bMVUzKeuc7Gd9rBh8ho75n5Kt7kK6uSznh/yyWpnmCb+adP06/SpsX2TH/LLpA+X3NgvCKvzrnNuxs4NgXYNbBt0ygUgvsA5L9miLQDOVz3N4Z9Y6M+paBrnMHe8jv5XBjTwtGHxN4532mSuK2QbItnwW2uzlAx0kKHAdGc9A5WeNTDxCSKZHiOUpKufYTHXJm+dDI8cyOjqSkaFrzca0E17jbUKdOvFpEKdv9Fnr7mS3Ty9XVDgKzHDa01z7vcW8ie6cMz+oLu6tSn+5Q9s2bILvmhhT37znceT3nSiS8fEsY6dTzo48wV/wOeYja5ihd9Yy7/oi8GB86qQ5quJd9pCzjxfdU37HgG1nSRz5uSU1XjlS2brUw7fsKs41JcrzmtTDhladM75JR3G/OZ8+iLsxaG8OZcHUzddE//UBeJcW/3ju5bwJrN+8sEy9+pbPuOdjs45E3RJb246GZ+5eWTgXEv+CnqCn+Mpw7himJyChIcD3WH1X+eEEQ0+hyLQ5iiQAu7IcWg4roDTRUYbhNx804ZLxtQZjX4NBJltSHLJr/CWSCUZWlgE0h1shYxcvIqstfjNs9WdKXq806clDrkzntNGcvGwa+JIv08UfcFIN79b00q47radFzc/CJPf0TbOV+XU9DH9cFTUrWXPHO/KRyNzPaYt6U/39NEqa55POrzF0Xz4z+EwhzZ9bNL6UvCYv7rT37zzSKGZtuCb5+xaj9Ynlvjq88fqpzDqszc5za08raOfOVZBNS+v4nOeP8rv9h6a9iC5ZKB/wxdbw9byopzj/9W2eb76aD2fF7t1zTl9sMGbruRnF7pyIhlv+Yw3hzHyMPTRLwbaxCmZSq0VlII1nZy8AlSfrtbxrM6zVsGcOnNGAWCw4OpLbGNOUqB6vppzrAl2PGTPwjud6GN2MsjB29EjgpIlP2YjLNEUPDRshc2cu9MSiL0FLRnWOswZa/yCl3w8zudcMcu/E1sxK9EruCVVCVRc+1F1/zMyzPj9NKRC7HHD6eHx13l0KSi9hZB/fUOszZgb1/LJmsRouqvO5nIiGy6FjEFy1v4cbXMTzzm6FTvZ+ZTfpr+nLGP+1NC7MPFhxfrAOAvq+fdOsyVs07Zyxtyb2bP6Y55PucZT1tS9yrhUOHjQzHzvC2Hz7BbTxm4cHHxkTn7bbxoZcsjFyBo70ZlHR44jX7YefrTtLT0Z7ZO5B/Lf3NuNrYkh3nOt+fCVy3iuveNN0BReghFUAlU8Ap5h0dQHMDDJmlcJvM0zvvOwZMDExtHTEcYc3pdSfqYPTcU048kSuFdfP34QfDq44M2A5we9db113+A773lqcuiLRnJNu+FPTvjZXQLwSUlk3WE97PkFjRbOeREhC72WL2EyX+zWmCQ3rBPzTOBsJJduBcNF6Od+7udO/jNM7/DC4tjuAy59P+UXJ6+M0VOeVKR24Fvri7t4ZyHLT9bmpsmuCxGX8rNnnXc+bV5jFf3s8+GkDcOUN/GW29aN1w3ehSS6Q/bVl4+uR/mqfmKa9r0Z3TmeKW/KyZZ17pxPmjuHbdU5czP6mY/G8l5uNZ/PyYp/4mtPyfGO8qm9Q5fx3F/G5sRq0qWnfD/XH/8F/NVf0ha75IR52kju/t+7B6QN3O2/+Rj1GXEIPwrj49t7jMeV53zyUhiYnKRvTj9BrY5KbwmcjIk1BzXXu56ulgqC/wn39x77/f09y/2dyw3Tgy04T21rLz7/wh7gnsV2p0gv+wVQAbHeF0PmyW2t4pBN6LU+1uvhp7feWxD4bbboyXXu0Yj/nr071h3vRYEjVyHXYJ2PI/gOj99NyKd0+CMSGL3Tmz/FjD7PqHxc09vYN/YXvo9C6L3hW9tv3ZJlzuEvyRxo722/hdvvj770wounv/qf/PT+xRo/f+Fznz998LkP7L+V2/NlmHv8kC9mMSlZy0d9cWGbOGl8CP8+t73H/PjN7fHKdvRO9u1bxycZ6xvYPdZ7PC8uVLe2+Te2sQzey5oc3Tr8DrKevL19kepd3W3F0Tvd+ybdiLcsOt3b/EDC/S2nYKJD/NzF9/vB3eGzA36YyNDf3V61896v962f+J537mO6vUs+dV+eb+9F++2L3hne3xu+uGjxlXbE9Op1Kr9dDEv5fGHuTsv3+Zqc9mKFKJ7W2puHjOMur79cPd4v73c33AyQd/T378N21AuyXnnlpU3vgfF0Ov6z190fF3eoct8e8F93aXKX/7rbzdf58/jrRrHwiWDz/cPt3eHt2F623n1OLluqDxX03Vebf+5t71HvbXuf/IbvHPzONp+Rt/+2rne0N3u38fHO9ib6ja3Ybix37h/vpt/fYnr7hv927OrLaXrESu7gE2eHnN3y97jpbUMCwzAHoG1y6+eOu3ePzXAgP/6NzhlnzfNjE18VXjo08wV2BnwmVLxTV+O5to4FsUJDX5s2vQWk85KxBGyjJFefn4x3B+/F6WjWHK3xwUxaaxXddJFhXII47wif9eSQbZ6c1s1ZR1dBN0dmCdi5PsyNO58+nXPkrLTZ2kXOl5jmXBSOH89576Ue/Kvso5B/50focoYsrX7qn/jRxDPz7VLhxSD+/K5vbpXhvBxIP/9W+MW1TT11p9PczOnrsKQXjvyZbfNcik37J/bVL8mqfzR2V0imznTlm6im7DmXT6yXg/nLXDrRFXvr06fmrfOTZjzzvv8zMJz8HW305JXf5b2+Qj7zYbU3PCvW6O5vb+WEKdx02Xe7vy6eMYdl+jC/pGP2+281IGBMm7axeQpq04Ac2ZWs87WPv0Bc8V0V2xnMdGR4DnGuTX7nzes75jxH+AEXxdaVn/FdTNiZjdbTiQedwBmzoast2dayx3p0xuYFZgaJPn5uE7ZGbrTGeNGZc+dqLpoD/3Fn1cWyBNVr9OPXK4S9wWCOPHMTN7p81bjz1Z9rXHbGrfWKHR2aV+Bc6PpdXnI7yKzlq+OvgA4aa+ltvbh04Sw39XTCFW3+rScv3OmdMV5xRVuO1U/cU+akn3mZXHPhjW/aSK5cmPtt4jvGVxfI1YYZo9Vv+USfjmTrYROOyVde1keXPfVwJD/+Q95hT/tj4ovH2twf5p3nv9anrnyW/fmd31a67NVr7ZV4py10dSQrLPlq1ZnuMKXP+cOb3/mFZvbMvUzH/n+uBRJzTtsFXRSSnALM2uYLynOtoJkrAK0XJPMVjXSsulbHrfrPYZo0bPAXZTapj13T8d2Nr4U1Z5rnD32BKSD5zNp8VBA9u9AkI5xTzkyydHicgZdMBd3YkV528Ak/JZsc5+g8ZkHbF3P+9JRO5z0vc17C8VU+mTGbfiIbjx6ftWJo7M62uMH94Q9/+PT+97//4r+Fv/o9jRmryU/Gupa8/Gh94uOH7n7mGr6OcCar+XKyGDqffHOdnmynp5gVFzLQhGHSkNPFIXvDgg4vOekujlPWtnse8U1rZF/XJn9xzIZ4Njdt+o/9fI4+34R36pr05/Bk25Wu45OO+fKumJPPB/DlR3zO0XvMIG/lfAc6bcbTefLJo2fKCWf+CGO0xSdceI37A4n4Wo9/2hqedCWjnMl2OvcfQo+ZUJMZZp4D3qytgcFTM+6OxRjtTOKMWR049cW30qx6VozhYqwCOzeHOc8ymy/w5qcvukqZxx9e5wUATR9pzE8eciuO6LUCbI2udIbT3bE1BcxcR/bMBKU3vNbxdWfeWhcXyQtLsc0GmGALR3qSm5+LXfZMf85PBvT4ScjPfvazp0984hOnj370YzsufNk888MdLx1Tj/X0wz/X4Mj36CaO5M6+vIlv2pfc9IVj9hPrjD9/TXvyoX7aOvP9nHxywoR34gvXxDB9dc7euZ599e3lwyePfnqMrzyN55yOOTfzOl+He641Vz63Nj9Jopk8cy91s4Fm5i6bikV7sU+LbIDJ+qp/2nvO7xV+j8LIldfy3FF8xf9087iAFud8POOQzfX49ge8BTtw0+mBXul2S76LxqhV3ppcM2BhSN+aAGibW9fiSb6ekTanO8EXX3z+cpPHaw1NPPCyuXmO1iRIAc+pzitoFUz05CWnzZm+EkHwtPr8RE8JVKBaIyNfmavg0VHgw5ncznvrosJL9+Gb7/y4Zo38DjqTn10lJj0S3Rci1jx6cJfiWe9P/MRP7H5nB135JTvI8CVL/qS3OJgjr7lwHzzHO9Rkd2GPdspqjoz8vwu8aNGiW8dIYMkHxT7a1qfcMGfvqmfF4HzuL2P25OsrpH1qvCo65UG4073a0fyUNXFlX/1KP+U3XvnzhR5NfeNJn2+ssUF+Zq85653LKznTPkCPptwrV5KvZwd6dHKmfJlrxTK5E2c5M2VbT27xr39j0xdt+sIZH9ppxx5nixkDXEKum8/I6Fagzc/eeBqSDE7h3Kk/vfFMI1YZrdXPAMRPHod4SP+Vr3xpd2ByOMO44lhAjoJ0FGTFTXLYEDNQ5KLrzpQOstfCm8x8S5+5vt2vGM1k6c2K9BXk7Ev3vPrSTzacJQk65+joc67VH3Yer7pNHcXgulgUc7K8xyuO007PeJ3T67ly/iYvPW2e4h+maaM5dIp7casAk2nceVjRpcNcuNC3NmnycT0etPQme2Iytt7ReTT69Gf3nMvO+nyZb9Id7yOYty9y4Cw/44kmG6dN1mZswrZZsedBtNE5n1hWHeFNzmrHlAeP9Suaq7/s45OKYvjDw+/ylp3luPMZ+zUG0//pI9+hhSM7yV733oxT4/1/e97a1Fdswmudnmimz6KZMaH3Ro7epV+0lbHzwCObhsx5awGYGzIZMzCckBFX2s+PZmIU/JVydU6BFzTv2xbgAsIB2ky2knTqQzOTJL1oyGBbhXf6M6frw5Y+CeWIPh+iIzMc63o2mC95SqBwkBFf8hQv6xoZxtmfbmvFo7l1bZ13d9sbDZ5PO2fX1772tdM/+Sf/ZD+33t0Lnd3R6yue5/p108Bnro3Z3ZL5FVdz+Subo5vzjfNPesqTuanWfD2Xc+nGN/03x2iiq09/+pqfWGd+oj9nx7m5c/45JzeZ008r71ybGGELX7asvGteywFHOY/efvUJkm9h1Ip7OVH+T/7GU96aQ+RNDDP2q+3OkzX3ZPuu/UtG9p6L2dSZvr3wTuWAdi6xZ2IRuiZeCs2XqOjIaGM31qOzcaac1mHRWjev0RF9zmnz2tAOTtC7s3PH2BG/QJIPY7gE+Inty6fXXvObCN6t8wWcYuivYo4xPe7qfIROdxjJ8S0+3fnNePqTLeY0MmCAEw3ZBReNdXYqVmgUrHvbe6W+BPGitv6JJ7wr6Idp4Nzu7rxbux0vv/rK/vufT2+/0ev3Xc09+fTxn32SRxfd9LHbOWxwm+M3+n0RyS74rEevd24eVjIOfz62PU548vTHf/yZ06//+v+50dzY3tN8+fS7v/s7py996YsbvefO9His4tONGMgjF4HjPV368lHxgY8vrFWUYaATbevW0IivdTzZyec3tt9a5rOb2/uxxvy4kW34PTuWa774kZfH3TXZhywX5CNf2UzmlBuWOZd/9OIHy+3bT+16/Tbxzf15oLiJu3dyt99mvf/y6dYT2yeV29vPgG7vhj77tnduv2e8/Xj9Fr9bt487+vKVzuLCNrrnvjO2jq5mnF+K90Hz6Bd/c3+l58hRueoG5epxzPGFk3y0z90k+ERy0KDrnE/JqPGrPHOEna7ubo3tW396XhzbI8UADX+YzwfsOnLxeBfYmjiav33L+9jew97wbu/S7u9Hb7i8v+s9XTkZ5nLt1s3tPfmN3uF94IfbH2F1zPMtGy9xwFWeZtuOb+N/bPvh5rv3tmfEF8edu9v78e5SGFXA6gtYV4ycV4Auven18ouiezV3NbKZp/yclR4g5zq9Wn2Bo2MeaEo0GFtjfB9LXDgURrLYWXE8CsvxpU320YM33XjC2IZqDo01wX3EyZstZDtWu1bs6Wnjpl8vcdKdH7I3m/MZDObY7IifjIpRWKyjLbbGyTWXH1cfhKX5iY3MLnL5gly4/BWbcTbSkU6y6OvtC2slPho+r88H9fjoFd+KibkSvzjCecT6Kr+nH8k/5+fdKWfa9Ne6nE/Jy95ph/Vilh1hQV/O4HGg2YvL1l/y7n+YcRzRkNG6cfqjS+fUfdBfPWZI/8zdYrlJv8yXcGfrtGnakk+n7gPboz+Cnjx0YkZ/F1T5M2tPOtFme/r1eLsgF3P80WQj+Y5p6yov/NO+czaHv778mLjopU9frIz318kMEJcoJbPzPfhbS+h+Ms5v3DiegTBktsCYD7T1nNlcxYD8DE4+2u4CrTsqDp3XTzvITk+b0J+xzkIUvuj4oHEJk7PwfWcSHT9SLti1glpg41kDg37qoMd5hdPdkrnmi00xQNtGRdN8ydsXaX2xBiN6vmRjumdMp89mvKbd2THtMufO3Ctl7pZb+8Ef/MHTz//8z++fFsJb7MKMF2YXxXJw5ot1vsRffqA3j55OLVzlwpzDO+2xNu1ebUnWLnhprZ2jCVMbOszZbH1iCZM5bRYL+Kybu3nxf/7tOC+e8ea/sE8bjMudmUOTlr4V7+Qpt+Dw6SSs9YrxqptM9OTg12auHT67+g6kNTxi3Plu8xbj9tIu6KJlW/7Jp+ns02+FrlzBV1zam52nj4rpO+Pkr7bO8+2y9Ej+HTyHfyau4pvfb/nT1cPBV3cMFhHmkAwvYTPc/J072583bu0qKFfPeM3b7BrHOjijYmjes9cjKFdXbud0KEQFcRdypqU3pyUrx5Gh+TNa34LXsqXCT0+0OYnjNPPG6cJLvkArcuzS8JXAxjk5vrDNJC+IZCqU+LqTXvnoMYcmXRVbsTImu4sBe81XeGEMO73hNoePnelY/Rhvfms9XnjEUhH2p8kf/OAHT5/85Cd3nL35gTZ6/fQn/fwJr3n4komWbeVP9vfIJn+GSd8c3M1nQ3OPbKCNZ20T40ob9mRNzGxAn72TJh3wzQJhnn3pnHQTf3rQ0ZGd7SlzE9s8Pydn2nWO1uOt5J3Tva6FZ/ouGrLmTUU2iyf8eIyrFfIGpvxHtpbt0/78mU+dt7fDHbbZk5Hvossn6Na56aN9vD22mLjQe0SVDjTldXtWf8vmLEH06+aucGZwPVrtmWeOXwuicK4lM6DrmnM8bZ7WgeI8jUMUo2jP9eSHZXUA+uzxTTtb6OvOMh16esnScji5nllW0LKJzHAqvO7qrCXjrYKFroOugg+XZGuthNWn23jywlthdeeIjsx8566wQoD2SIyrTzi7wVsLA/7wF9P0tzmar1CEBy/8vljry8w3tudjXUj4nwwHW32SqJiWoLCHgdwuIunGlwz8s7Vh51x+ay6f0pfvm8vOyZMvop8bKj9M2dbb/Ktu5xq+6NjIjmxiQ/l35NnVjx09YuzFCVwdyZ90yTq3tuKffGHvT7rpuPLTo4UlH+GPLlnF8qC5+gQzfR0/e/tdhm6C4DefbL3zeIpLPi0++m4kjCe27MCrrfFO9tzP8UzefXxx9z9x4aMz/vaHXO7G4tYsbARpAFecCtjsJ9Bzjraeswp8spOTAT0Dnnpby/k5J+N2kKMVCAamJ1rnMNLTM19FoWDghWniJCcbfAmjWbc5NGsKblcy5/RUJOhbg1aCkMP5jmjMVUTIXfmHqfvaI0Hdvgh0zo7+6g0Wtuor5MnAX8yKEfzm+Dtb8mP05jvIap0N05Zih4a/ntz+49Do2Zj8cswdMvzZjB+uMLamx1sju2e85vFU0PXOsy/9ZCfDePqitWnn9EV2rf0loG2APjv0q7+m/uiyKxum7WRn/+6P8RE/21Y82VTfnsju/JpPJn0+Seakmf4yjw82h7XwJG/6Ph9Zs0fizb5oyXKj0LvfcgR+/Yppxeq8AlcvD7I3PyYnDK0nb+bHzrP83u/kM/Y/nu791tiRHLzh6ELcvkd/y5dPM4jGEjohAVkTkqJj7dG/bKPYvF6bDpsyWmvj7sRbo7ck5HCFaMWArjlGcHDnyUlGtim8DniO/spZaHOe9TYD/T3fNadZJ9MjGkWtc/wKcbbn9AKR3IpUwShAdBkrRGRZ1692mUPnIJOeYubcx3y82drHtXDFl5/ypfl8T04HfY78iL45NEphtGEWD7iO/4fOt/pXX36azyd97Jw2hae59K45YH5i2rGMi8Nqg/NadM6jW9emrKk7fFNGc8nLP87LzYlnHaPjl+JdrKav9phv35CbK1ar/eSWT+2rYjKxoZk6ytXyqv6we97p9jzz6qKFN9npxz/nzB8+OW46jONTiNUbumDV81mvJaJjZ/Gb/RyTSVZ3lTCUh/lk2pfN+ui8rVGuhn/lWX10c8NGt5ZP0ZS/cpwO5+19uG9laEyHs48rLYbughJsvcPc8XNwu97vcI45TqWUssnn3DG/uDqkPPpvd+ThOkdzXQJyAPwcS45ihPb4ecerIhn2MOVItN05WmveWEET5ApAgQ8L39FfcljvKDDznH3mBQpPwYK9NvE11sPoEFh/Qaafjz/Q5L/4Ziyyf/oxnWFEP/UX01v7a1rH3Wb+4XMYbJ53vvNdO1+yJ2705idfdObY3mY0H2Zr5ntMNf1Jfpjrp85krPazNx9NmuK78jmf/pry0kdmuMOFzng25+xhx6SXA8mydn/7dFNeTLzG0bF5p914Zw5OOdM/aK87DtsPpGE++qsLM97Zkp1vsrs+/OjMTRvtJ3tT7lZ4ZwzP2Zw/0ZGVH53DkA/O2ZiPKrw3bx6fEotluuPNt3P+xvaaYL4JS77Wh8eYHLzajXlHl8IUrc7LWTvjxWbLGTPxWrcBo9Pn/OTgyUFoNTQwOef8jJiOi98ap2VUWNK5F4AtGNuO2o/3Pff+/f+9986r34m977dlt49vxi9t757qH9ue6aJ5/sUXTm97x9v3zUh32Lszpcv8K6+RtT2bevXl7T3a7cut7ZWfV1/ffgXM73pux2Pbe6Lmbm2/0+mt2zt+H3U7v3t/+2uyu9s7x3e2/4pn0/vUM0/vuO5s7xHDBcf2wuF2bIq89+p9063HRyde8m5t74i+8O3nT29/9m2n1155df8W/IntN9GGoQkAACAASURBVJKffXr7f+a+8c2tOHlm7Jm54su/An+M/V6F91q9K3x3+43QpzceY+8Jm/fu66Z5i+Hx/qvHLr44QGO8z2842fBgk+s9YpjZ8Mr2brQ18RGvmeQluotFvuXP4jgTHa0Y4K8vvv3VHD5rXaSsl08levkZlnJI38ffigD+mW+t66Ppzqr8JMcmc47GhdmFvvyBLbvD69McOlgd/szaxcT/3NGc93/9rqzj+A3b3qLx/YgvnxQbX0oe79sev/am6B7vC9+7v91xPdjGfqN2e992+7yyYVI4FWc3Dj7BuCM73sc1Z937zcZ+S1et8N5xPjl+X0PBPmS+WR8+eo1f3fbJ63e2x0sbni19dl1+w/buls/e90b35JPerfeJ8vjDG3nCp8Wsm5Pd31s+3n1921NbTt538bLfvau75a094If22UgPnd6hZRcb+CxZ5Za4lpN0OkfTnas1eos1/fac31Hefupx/81nWDZ1F7/9rXY82O3p/Wa+3X8InbCapJvJalyil7xo8Wluz+f8MXd1V5wRFa7WycQ327rxfOxWhKd+9DCRq5fcGpoaObXuWCWyZ7uSnxMVn/jDUWDbTGRYa97YWo7PB+jQmC9BzGVz8sId9uanjplg6HyiCF/0s5cYbPNcrIsQ3SVGsQ37tA0dfdaKB4zm0FWAJs78nG33tt8rjdYaf8/n1XRoaKbddKDvQpZv0MHTEc8sauFVqC4L1BZX8rJjygjD7OlzhG36Jd5pa+vZ3Xn4kjfPp+zW8TU/edhHL/5+JJ8fFZMZj+KIrvmwJE9/3dy6RsZqQ3Jgevzxq9cPzdOvTV3Oz82vutof9HVBNVe+9MdIXktE40f1p6+Mi0k68aOdB9vJRztxGk8653TLWXk0HzXEl107kNFmHPLL9Dk92RtGvs7f+5drhEzmVcFMxBTW50A855KTQSVrTmuD6GdSVTjMA66YtEHjISvnwVxhnQ7Gk7Hf3v4KRnHSFHIHWf4yLTzpJTc7yNPYmT505rsC0hGN+XlHNH2R/QUjbGHmo8nfPPo33ji+8LousdHg74JCduOJZ/JPbPiLYXlgDgZyNeOZA82ZdwddLmRXctzN1dLpvBiK07nHBfiL9+GDq8c8sDpg6y2OdGRjOsI9MbRWTA4brj46T1kwJDP80c9+xgtedpmbes/lAxq20GO9i+f87qBYoDWe5xNTtq5YOp/6wzblWZ940bDDx+8ps1jHqy83imtz+NJrTn50R5nd9i/79fZm38Wg9Yn36aef3WGRk7zO9RWy8JSD5NAxca7j4pR95Vxx1z+8+CH0aGZ/YDr8tvqFbLY6wjT133ISgBQTmKCSIqZo2qz+25OAFgAOiS5nBTin5cjduIsknUalTzKad17QZhJ961vfugxu/Ax1sOv1i3dDreG30d35Hle44+rNloKYvWFiE935xHyyjduYYUSb786tlyjWsmMW3nTBMzGQ6XzyO4cXfnb1p5Z8JokrvGRNTPSucWguurBFp5/5ASf9/uS6j/zRuGNx+DF0uOCYcsgulnBWSN190J9Ner5GT1+Pxczzmc1VntTD1GGuln3hQJOvo8/m8nj28a1+Kf7pIbP9lC3Tp1NO+KzD0N1XFyO64kVbXh++ePSnTvEnxzicc3zpjG0wbV3nw6if/mw89aRXTKKHr31tvT3FLxUhtMlxoSkH/KGT3PBpBm37dPrCeNrrvPjne/IcYS4u1ttD+TRcykA5hi+Z8U4Zxmg8ymAHnOHID52TH2Y8xvuvk+WEEr6EqSChmXTWa3OccGuAWbM5clK0Ux6nc3A6o03G/OskNDD10SDHht+6I6fp/2wrzOxi/Hvf+97dsenXF6D0zSTB739W0ju0KRt/CTdlzvG8a5yBTCa8aEqCfKjPX9Mu8yVOtL0zK2H5m3/SFe4Zk/ylnxsknfmADC17zMOSbPNiN+fRuxP1nNIfrTzx+PGcE9+0SXHB1xeerZfQ6QgL3rDku+x33jo54dkZthb+aFY5kz+e+mIwZay66HNoZLX5zcmv1qbs6MSsnGrP6PtUFbZz+pM71/JNfKtt2RNdfi6nwn6dXvNkTD3FKPsnL/l8MPPGulbMO9fLZW/meMwgjx3411zMV+SwPzsq7BVsMlvTz6LrvNjll2zg/y76+Tebp7/jr/Dmn+xzXuHFV35e/tc/MWTEZETcsSbAk08+fSks8CkggwETuHENfY86GBD4EtamXP/AI1zJ6G6q+TBwKpsEjQwyFQKFl0PhskZnCVwC5APna1LhLTnpePyJ46NYc3jxTSfDhja50RyBPzYm/gI0+QuUfpVBDjz9DkU+jDY50778U29t1Re+NZ75okR2Pn0hFvA4XFD3Rw3bHjOfHn34kpNd4SiWaN0RazB1iFkXYLI60HchNXYkG29y6ulb16eu8KTX+YpxFzpaMk2FBb58Ws9vbWx0+c1+EE+t+MKo5Tvj9IRHr+XTuX7OjnCIjaOCBEf05vwPM9P+fI2mg97VRxPXtJmufF5+dTNEtzl2+hnXLsrJTk/+mH4t99pDfDr90f6aPTlhoEPDl5/3/Ll6YnRp4064tXjRyUk2H/vh6rU+c+wqLvTg2x81dGRIm6nznEFBLWd4IN0m6OrUxkBP8WwZaM4YbcWTHFjw0OnoT3LJSn+BzIiwzD6bSiqy6YKRTDaaoytHpxe2EifnmsOjYOvJJ/upZ45HIdO51rVsgMuc8+nvI/DH8z38aKI91g4fZDdM8U8/silcdBRs+MKPHm+26vPXnIO7GPDXtL/xXPd2w/xoHFa6Fc2nnjj+MjL9sJGbf4rBtMda9NYbT9vpyacT4y74gp+u4pj8lTaa+CZvdhaLzvPbtKm5KS//zbVsgF3M2SF+/MWPeHp0Yy36+nJgldn5lG9cToU9fHpr7Y/VtvREb10sZg6ki8/QaRNvMszBl41dcNCb6+arefZ/3/d938Vd/1G0YK0oJm/P9e1RZ3a0h463Mq4eH1rP3/VoHWSYI3N/bWhrM0eyIRp0jdn08OHB034i038+3Y3Hio088rf/6frq41CGWSQUQRvJ2IGm40j+o3AZpxz4AkZxxkyDyNc4fiZgfNbQzI0ZLmsFOp2dx6enz58Kz59u7K+7sic70c82dTWf03O8nn60a2DyK17reOlMbnNeyZr88KA1F8b0m+vIfyUtG30bPn+Upi+38jseRzHt3Hp4wxKdc236KxvMiZ0LmS9CyFA48CYHb3r4KDnW0ZvLFrGOvg0c77ExjoufOXqaS1++mXGa+vNDfWu70qWld8o0LjZhDmc+iS+fJjY5K0bnGj+IH3nlvLWwmudr+yWecq9zuieeVee58xVvMUjmyhMe8/nC3HX0M34Vu2KOz36cOdONFj7fWdy+ffwfhHSlp3g7L9bzAnK8QnbxyeoCZ36Z+9RcNwHJzM9k73i3VzH1+OqNHZpX4MqFfPLg/vFTCPZf+OJxzse3FKYeB2SYBYSc0CtY5nI6RdadxyN/cjJAgfHrZfHtSC/WWmf4fKAtmRzTuXNc0YCneTLpSH+9udc3G7xfd3u7q3jH296+v2PnKul4zM9ubvX/8e29195Z1bNbAfO+qvfxDl02wfFbs8cbEYJ+vPPab+Z6x9WXjWT6QRDv6+HpXdmj0NhAfOdu5uF2YTh+lrNn3fklX8GT3FvbO53et8VPB12wObpz6FWcEgOtj2zpg8srQsfv0tr0RyyPN0j6P9nQuCt1cTwOby/0DvCBTRE/3mG8vd31ep/Y+5S3n92ey22YX335lf28uEhKcS62MDcmj91zE7WR+KXNaa6c84ciX//61y9zIB+QZUxfMvHQRb65+XiLfdvy5kt3P+7YXEwVEndAm43bb67e2vxl7D3UTcwuP7/MXE0fnHTR4zAOw4Ht6lOF33+mz6b2zu5Xv/bl04e3/yzUhj5+t/fqk0r5rkevtdnJp2cW5gpdvkbf3tDLEfujGDnfC+i2tv+XNrt8uXa8i2q8zex6j3d8Dzv5IBzZHla0cKGBB52jC6f40mtdHfKFrDlFF93xm772CzlidMRrzz1747Ft7YYY+R+uX9j3HN298XLk7eGvaha55Vd53hsV4ivm+/7a3n/OZvMO9vPHgUOecJd9fjwukuMv3Xlp//3ex7ffU37hxeO3t/MtvfuX+4x1ojG+3jjn5MS5UdoA9fiM66/WH719J6tAT550r3LaQObxtl4CTfp98aKFNRv0NkFXV2T7hrgo4NFnQ/I5UuIqxvgFFF9XP/7DE35JMy8mydkTemslXj0+44pOY3zTJ87RJKeYeKug+bmBCnT25JcZr+bWmJhfcZubvNa1ubnnMzlr7uD4okKYjdnSxaF558bJpu+55567vCtprY/mbhqmffxFlwON2HVTkUy40n9gP34PYOolpyM/5Nvd6Is2ZSbX3MzZxsW1uNPnmL6pQMohe1KuRT/lhwn/Gt/0x6dHM3GsNK3Hk3/E4+YWv3jTC8u0A+7pi+iaS197JkzZpC+P4o2mnDsnH01+hLWjfWN9zqOdNk6fbtnt9LKlF650TF3h87pduZG+bOlGoVxCV37eiohGk/UpJqzWuLUM5BRz2trHuzrOfAHJ2ZeKLtbMVyjjj7Y+o9d5WOMpwclytFYQ5ibLBryC9va3v2N/NerLX/7ytold4R9uH6tf2Qrx65utx58fo7XB00PexEuPtTDOc7T0zMSLNtuzEV0xSEZfFjpvAyTLHPnFJEyPxuiIW7Gf8Zo+NZ+s8JUHcFkjg+7uer7xjW/sP3rSXU0xLw7oFc/pl2IS1hK/DRT2fEHWtCe+aQeZ5meu5L8206TJrtUXE1uYVz3JC0c86TNfvPV0RZMt/UWbN0PIs66FMT8239rUNcfTbvrDMnNy4kbjnO8f3y5e0c+8njLQlnvT//konPYIm2csWmMzfeEms3254s8G83PvlHvdLE1fW0ObndOvYZ5xD+PMrdaby+/iVkt+uLqzbk+2vv9WQ4YxeoIw5tC5eSlAn1NSGJic3byPUZMm+dGRk8zWLhm2QYEy1+aOBz1DJn+BDI/zrjzo+uiXjnCwM15ryf7oRz96+ot/8S+evvjFL27/vc0fn/7oj/7o9PnPf35/pqkgx1ci5k8ywmnMjhK35MqPJUXz6Z99AQtjuN1l4tcq1AUbzc39z32vHsOgyzc700XrgjTn8K+81id+G8bHfjptrOlDPvvpn/6ru8/N1xvbHGzyEW/iyY/8lSx9523wfDc3fDHLnzDlm/wF/4yR87nWGLZyj/5kZ3v95A8n3um7fJgcfRgnXfss3OlAM/0+86i8sD5zZOKMPjl66+Hs3Fx6sn/KaT1foJkYk78LuWjxOGUzmmmzObnXxTnZ5sW23JgYo6kXp3LeuE+2dK9Ysyvs5/ZCmKd/VtvmOX3lVDqtO4ole4zTe1l4c1QMAZrAzoGcfMbX0Ux5gQ5sa83r51yYyF8DzdHn9MYvqBIPn97HN/I4QEu2IPextHk0n/nMn5z+yl/5j04f/ejHth/3/tDph3/4R06/9Vu/dfrt3/7t7X8t/speOHI2vh5JzG+mzRfEGZgKcwGZfsHDhvCVMNGQA7Og04mWrTOxzKVjYsw3dGhkVrTnnHn8JUtrMwYlnbU2Flx4Pve5z10WPmtkOcSsREwvXVNu2OcFEY1zh9bGjM9c/qo3N32eT83BmG3TP8lJbv2knWthb11vLj/XmwsPH+yx2p4pzwIzaSv82TIxZgcax7Qn/dMXu+Ktzbnpl7Ct66sPkpGtK7ZVZzrgLT+KrbX727NQsuwBbZ+7sGn6In3T7nKzXMqn5vv7AXjyTbZMn62xQZ8udHCtxbMbDLxetyvfp9zsIGv6vT2w/9c/OT2HWCy5rTe/S7hoGdQ5moy4bjz5G3Na9DP4zcEydUUT7vCFccXqnPEORcL7gW3+ZMGS88jT0gmfu9vkes3FH2L86I/+6MlH6d/6v35zvwNW/PKZQPVwn64C34YoAbrL7DHFjINx/jSeiR4/e7SSNrvasNbIyJYZ651xNNjTr++AsY09fZtP+yY+Pfp4vvrVr+4Xs77A5SMbQisByU4uDNNf4cne6Ud87pLMrfjIgSF59OX7fIFHbO/fP37VLf/CMo90Tt3hmTEpRunKRn2+QWO8ymJzdN2tzRxNNsx0zj3h3DxbWy826Ym+mE79aLUZ88b7wmgrDTn5M5+EoTXy82d5fvw4zrEvfceCpguz3pG8dGZTcPI9Ojrn3SRf8COafBf/7Cd+18RsKZ/inzZOvfzqXB/uHqd0MYCrXDMHG72XhTfnUKLNc+Pm9DMwlK7r0ZRkO/PWSsDWk1PiNR8teoZ1jq472HQyLKzN7QwXDX93goz2eCBH7WsXf8mWEwtGzlZ0OczzNoVDsaXnPe95z/7f2zz+xPFWxqc//el9PVs4m95sdp5vC2xrXVGzc43BTBA0yVLE2AAfXVqBnjLyc3LyTTTOZ+F1PmM844ROS29/8tsfqcCk0LaRfv/3f//0kz/5k3vBVaS7W+hOGaZySE8X2R1s7QjvxNPG0xf/ae+0ZeWPbtq6G7c1c9Pv4TE3j+ia65wM9pif8ppj057bF0/ijPmWn/TZgj/dbe5kTJ1onCd3+nDmdvLyaXGaGJO7A1/a9JmlaNNL3tR98+bVd0QulHuuXrwvSxY7k2E898KMQXtm5gh6usis8CazC5G3evLb6pvpW4HItub1M6eco9HMO+ipvsASzokr/fp8dvmoIQUWZjKlgMGO1qNvwwco3is5B8id8aJloNM27CqbfHM26DR4yjCvTbwFMZ7WOAT8vnn3Gk/8ZNB3Tg8Mios7WOPu2MwpJD/yIz+yz3n95VOf+tROp7hrFTMYBEKfnomvTZCvW+t8+itZ1go4/nSVXJMnH5k718zn/7kefT0dFQUY6XJhYhssXe3RtPn+xb/4F/tfDH7kIx/Zn+vWkpM/ZsIWQ3pdzMgyh7ZEp4/fzc/1kr/NSEY0xvm0fK43n5+ihyk/hqnYXJ1ffTqINn+RPefCMjF7VS1ZbJPvxWLmSnZla7LCDXty8n20E/scR4eXnGlr48uAnRlM+qlzjqf93RQ8tt3yNp+P4GL/dXth4i5O2ZxvoinG7YVkTn/QP/kVXvyr3cmexbMCCrt4zZjlyzDCgm7Nu/2OFzCLNkbBTtG8a5tONF6TdTonWqDIDVxgKxT+WgRtTpmGm3OV7GMDnBmALkeVE+HJ0IwXcDL073nP9272+nLHf0lzJAB6B5vJhU0RgfuFl57ffm92+wLoxvfsReapp57ZMd3e/iLr4Rt39/9f7AMf+MDpb/yNv7Hf6f3Gb/zGXpAVG/gVB3JhpZ+emiL92va7tccXkBUFG0gh613R49kpPvLYCB95ZMPid2+feOrJ/Xdw90BvvH4Ptz+3roCIZUWx+D3cfOHVzJvbe4j6B/e2C8SDLSm3MfojP91ZHHemR4L6Zv7B9oz7q5s+n0LE0G80HH+l5q0POPD7w44/+IM/OPlfh9sA+YJf+GrHvNmHXpzKuZI4u9HAr4kPWo08NFqvkOVzdtKrldvlGhpvqng3OrvY4feIvSN6/P7w1RdIbeRylByYer/ZO8B0OHdh947orZvbntryzBFfv3+7//btxu/7gHzgQuOcbe0Ltlqnj/3yyGuEu91+d3f/Xd0tr7b3S2/4Ld1tqHeOhqxuOIo7fxwFxM2Li87x+7u7o7Y3Wf0W7r6fN51+4/bepnN/t/eiQN/dMN25eO3N/I0tF0m5sa1fSSRqy6dt/RBL1vbXnk8+u/2Gx3aB2SbJ9V4rWT5Fet/eu8Xk+N8dyns5Mfe7eeda8ZdL7Osmib8ePNy+8N326Wl73/d4L/rIE7aT2e9KJ+uwzyeu4xNJccnu3ScXfiifnJNnL4qPN3nkirn5CdS5/Nz1IqwYAIohA427S0nh4cGrK2TAZmElz2GN4jZLYCoE9PnLFK2krMebbICTh6eNOZ0fLvxhrcdTwilGkrDNl610aSV3mPxYh8cL73vvc49sXHb5H5bdsfhWHxZvP5DzO7/zO/sdsHdQk0PPOuaXewrdhtnRelj2idGmj6IpCeJFw4b8F3vynVubOqNdcUyZyZl+Ql9sGuv5orxB/4UvfGH3hzV+0+QA+/0aFRo85Qn85JaLzos1GeEnp0KN1xp/yA/n1sjAO21BQ6Y1R7kwe2NHLd+sPjp3XqzhLAfb6Pkg+57dLtZhoavNiq99ko7osjObyuEw1yeDzPTNtbCRk3/DnN3mO4r99MU5/zSnTwee/Bu/NaFxsTEWNzidoxHDVed6nl3TV/Dmo3xWnKePstlc9HDkA3NrjmRPNDPvsm/aPHGY7/xW/0cXATaLBYCMHZ5tTkEUWs8BbZaSYDrb2NU6erLjt2bcXSCaKWM/2ZqriKOX5RmX0fo21sRVomSk876IyS53Yjk8vejIq7Djd6Dd0uYC7/GFDn0Od6zdtfni7mMf+9heiL33S6dCz390aY3p4ru7d68+qlrLD2TTXQsLGi2M5E7fwS8Zw4c23ilvzsdfYkydm5U7f/L0GlrjLrjJIws2PP01kI3E7+7k5AOfWEM7c2vqL57o2MhX4WxD0mMu2jZfWK1lezaFc+qdNMathWf6b53r/Jwd4Qrj9KsxOxzxGrNBPtkX/QFFcZuxnTiMtYrE7Kct5zC2B+iYeyuZ05fGq7x80/zcUys9XNbDruebHieV08WxeIdNX+yb60JVAcaDJlz05Y9o6tG1Xl5MHxjPCxa85qIp/+ma9kezzmU3+lvHn8Ye37b18QaIPsZNxxpTNltOmnPoapTNViAz2J/b5fBkp8e53+W0+dBIRI3D6slPZljTb56eHGNMho3v44D1dOlL/AJyrG3/DdDz3943g3N/h33IP/7E8e697b/52eYVZ48dBMqjB7r6s8dsrdA451/6C05+ypbpC7ZGx9/WuqMkq0Qzpt/RZoetY8bB+LDj8GfYZnKgyUfxoks2X/rvhfhTfI5PAcevvvlU4fjmN//s9PGPf/yyiKCht49g+WDFGLYuXOGDI3+2KfgEbvMOvOtmC3N25N95bm7aZ42sGaM5DnM+S7dem7alh/zkGkdLlnOx5Js+GbARTbKM0YUrDPrs14czm6a9Kw/asKSnuWzTa/r0pCMszadr+sdacWo9mc6tsdknIDFXjOXU1Gmc/8KR3fjzZXVsrrWuz6fhy7/FZdpTHq02w4yOrvww/ZG+MOA3rt2yOQSbQQzNOTm8jwExUZhSNDnCnPHsKSEP7wwGEBWInvGiTe50gCCgrzjnrJyTzgwyb87BropQc4qFZ0rhSa+eDvT4HGjY6MfWv/GNr29OPp6r9etDnvm+9vorO41PDgotfne6/DaDYp78AgBPQcmm/JlN09YCiT9bSob05Nc+RbCpOOaftacj3+JHP1sxyd/FFwaxeWXzJx53suSYQwMvH7xj+3/rPvGJT+y+6CMkWnlnzkUVff6mu82h58swTj9laz4oVmg08+VefObzh96RzfGhmX5f6eObWFZZZFqHCf5ynb38BlcXHrzmopObLqrZV5FAk55ismKhc+LNpmlbNofBOXnT7nxCZzjQl7PTXvPibs4YvViufixO6LR0Jped9tO73vWu/SLdJ6Jsii+82VHcJ2Z+1ibO1uNLXnTtOfNTJ3zJmX35SlfxzmZ0xTx9aKbdt2yGig0hJVRO1tcYOYNkvvU5P41aC1kyAD90PVqwS5LofEklEDYquebD6FwCp7vgWofLUeIKqkOC5wTrEytMFa3s98WRu+PPfvazO63XU9C89uqd/S74pZdf2GWao5c+SWPzvPvd775MRgHU0kfXGtTsmH5G70BbQliHbyZbtqMrmdGXFMlMhn735YZpXmTCl4/D7FxLjl5MPIriB3abo1thJceG9KXjX/gLf2EvuujwWOcv2NCECY85sipMvUONL7vZjs9czZx1rZw0Zls2TV/CSRc99HWOZuKZ/oq/ftKFvd5a+TV9CdOkYQc6vnE49ylUz09hQ1O+tHfCUT4Xo/RZn3ZFb47d5Sz6fBc+tNM+PBXU8JtL/pqP8ZI76Y3TFb58BY+9xm5z7LpxEb/wlH/le7JnnvfIdLVh0hpr4ZuYrIWtcT09xu0ZcSouU37+RZ+P8rN+v+OtUT6DYIwpY1uf9AU9mpn05gAELgOBIzc9x7eKVx9fJz89FW6G4J0YnZtPNywlKvmaHo2NryCyJ934cmT0+GthffnlF09/+qd/um8MRda39vjSbQ7unsnhZ7OWvvxkjk9m4c0f1sIBW+cFdK4bJ5tuWOjomJsze3eBW0tfvsRffCaWaPPDxES35uLCVr7lh5deUjxu7H9g8lM/9VOnH//xH9/vgj2KKWFtjOLZhTDcaLJX75tumNhTrOiFuTubfNZ6OOunzdmSnenLR+XStNXapIu3+SlrYiQDTke0sPCdPDOX783xhQMfH9EZrbkK8SyA1um0PnGdw7wH7KJN7NkczrlmToMlOut0smHmWz6qD5dz47BOf5HJZq9gutvvcZ3xxDF54MnP8qg9b37mBX0TyzpGny35L5/ryQ37xG8On1Ze0hUWfGEqfvp48O+/x5tRhBvn4F3yRTM3WwlVElhL8OyTbZ3CWsXnwfbqUoZMvckwZ2MzCnjnxpJQwGxqSeoC0t0DHeTDqOAWcIXTHZS7tL78uv3kcZcftnwQ7nr//TRnVsTNl1jG+aHCDWeJmYx0hBN/LXudT19P3pIjnvibJ3/6Eu/0eXTpSo9+XYsmmZdAt0G277K3T5V4Pdf2SMEflbCPj83xvUcw+ccXj/wiFi5U5vEros7LR7Y5nNODZm4wfGHMR22O6Qfj/BQdWeSmu/OZ0+XnancyzDe+rkeTftjlLB3ytrt+NPTzGZwuUNY6z9f68qkYt5Z/Jo5JQ0f2ktve2H17lYKXOTBty0fNwdoY3qnnnG+KRfFcYyPu7nJ9ee7L8eo22QAAIABJREFUaW/AsFMhpmuV73ziQ+toHk+5ka5z/Rqz9Eyc2Tf5p81w0FfezSJb0U+efuq81Z1HyZcBCTU/nY1Zmw7ZJy5atJ27A+oLLa+O4T8MOZLhie0vv6axgUcnMWYreRTafifYHRGeDEVPvnO2CUJ3Er6owyuo1smDt7E1Y8XaPAyPPaboPzj94R9+5tLm7mzRtkHZIAHwzWdMOdx8Aazg0OM9Ur+R6/D+5xNP8Ddc7pQUF4XDlfvqnVHvh96+/fi+SWGuIMFbPNk2E3LfZBeFecbIu7/v2OQ92PRsL0+e7m96vBfs3HFz+/KTjeTCbeOSY45trz3c3ml+8onT3e33bD/8Ax85fehDH9r9zbavbc/F/e6xVsLyjdh5lgdH8+UAn858MM6WcoJdNUWquMHmPH342LDdn+xzm4f3sTl23vPe7fb7rQ+2d007bm6/g/v6dpF9Y3sP9v72+7P37rnAH++08gEdR9yPd5w39+x+I9OYTLK9S80n3kXdgnj5Xuru++3cu62Ofr8ZPjcPviv41re/eXr/c+/ddXUHXK4WOzEwLk/Lv4p6ecdX7bmrInW8bYQGPf/xG5nik+x9Hymu8O7+2+7Wt/M9PtvapvxSP1oNnvYp/Ntu3A9+5L++KN8oUe85Gr4+lZJTjlnzrq93iXdbt7X9wiF3trlo4RcXNPK07w68rrkFaJN3fHq+8tNrWx3wm9uHfr4PB/n0l4d659HS4VweC+8RQ5863Iy5EPDlRe7c3S62Wy68vvV7Xdhyxf7afHP1S/6MSDnBjtZLeucpjqYEwN9Yr1WEOD3gGa/nLI1ctILmMK7ArjLRw6MppjnIeXqby2HW0sFh065d0EXDj7crPT2wu1Ou0E4d5LcppozG05/G4Q5f5xOD8ZxPH10afcnyhxaNS5BzOFb5nefviXPGc2LGE5bmS1K+6VFMMbX2zFOS87iAwlfru4XW0j9xsLc4TL3JyEcTr7Xm8Ycz/tabf6v+EvDFoJxPx8o/da62sB+OLi5o2wMVdc93FUPvj7upKD74Gs8+GXQV/zA6P4fvsceOvR3d2odv9RW6dS7/ZOu0+Yj31aew6bv8RJcx+/OPIljdaH31N735Ul3J1rlv8+30d3rzZ/6ZdjTWo59+PWw6iv85n4fznF9mLPb/Zfg6o0rWmbQZqHcojiv/PH/Xu969O1UyMYJjKoDoJFpOpCe5kqsr8WrEDGAbv6RYNzKZgkgXeXT7WGOsUCRrbnCBIgcv+goJ2i48YWIbWvyO9E/MM3Dpyc4ZDDwzHkeSHMluDY50lBBPPnl8SYevBJvxyrfhSQcaPDMB80W2TzzFFH28+YPecNs0Dmt7/LbfLY63PizFe+KdNDOW5g9/HD3/teFWe7MZ/Zu1KTP81/X5Ih+FZdrWWnsErjnX/CwU4ZNH6PtPHt3BdYeqt9a5HEBfsVp10CMmMy7n/IcuX+XD6Mjk/3kezcznjeAy9nis4QuDu93sLj/JXOfINu+maP7l3uSBtZjmfz7hh27q5o1hGPJ353jP5cyMfT7NpnDks3A475g84Yu/PCmPrn7Bd5uZihsrmG12CjKiYuPK3LiCqo+HE21EDtWstaGAYpBWktJRMYOh4Bcoc2grYNYzchd00cyhSxeZ6Vv/JDNb0TvY2BV3BhQG62RpBZxN2tRHZrimX8NOVoFqPez65tDU8OQ/41py+NI4PJOX3in3knkb5OPW852enye+fGQOBvmhb5zN/Lbj2tZW++kJM3lzfcY5PNHn0+JQcWper+Xj+Juf5+mvnxjmOHsm/YzdrvCi4WvNVLmJNx8Zt4fQ82/xEj955/l4v/eRv6/rp09Wm+hcW/RhgnHm7YzHxI++tWmPxyXFo+LEnvT4b3LyYbElp7l89v8ydufPvx1nYee/kq4WS5ZkeZW8yrvBO2EnrGGnmCRAQbZKTSpVMzBJhUr+gqnKzA8pkiog+SWpqclUZqCykhQhgRBCALMYLxhjDBjviyzb8iJL1m7L068+3/e9z/3kiqTre6rP6X725+nn9OnTn/Mtd9jHK1+AKZ7zB13CSwY1e8a7p+Z4qfXVXx1N+ErX6ZIf9U9eE/7UPvm4OvmjOX14QWeDhAAFRcbBqCSakfRRUPtzn/vcU99edt0PFWo0WKYhtef4eHaNfokvg0/hgz+lNwWAr0iSdAUr8ZqNwXc9aTPm5KlPULSfOFrgciI6M0HlrFnDw6tAz7FT9s7VSvjJ6Dr98U7/6WB4BQQes6Rv9LtWz1I//PQ6tX+ysSM4Mijgk4cdr1lr1Qoe5FJmUE/dtMc7nI2wypSxc/Rn4p8yTn9MmpPfqZ/iBaYDTPLm78v8em66bFkfWuk74bOVOj3wco6+pzB97EoH5w60Tu02ZZw80hH8qe0OW1y6Qey15hN90zM61emYTLteMqdL8mVH9ZSxGCk+9TfG5RP06a0U31O2SQuvxinYYi46aKDHLvWFc8hxycdgJ23n6TLPiy/wdOgGk32KFXJ1hJ88+fyCxCgpMQClHYQvMQHM0JDBOSKgD/HK6bkXamAzAvgEL3mltPaMGN0SFSXjCS6cnBn/CeMcPljn3Q3NJpxHYw6Wgj0e6dusBA6jTgdPeaJF/mynTZmOKxiCz27TFs6zQ7jpo51M6hlYcMhcEKT7qe2yl/5oxjtZkvu0PVrJh78YkjTUyQyOLPpnnMzzaS8y5W+46CdDPKNZPPQkg+a0bzrNtlM/wblmvehI3+pTuOTPzvVv2c7f/yYrmlP/9KtGQ/wEA89kpGvj0XsLMUrHnqroDTdZJh+0u572nDymD48Xtuc/MNn/wPPyX8LFUw5Ir4l/qlM2PvXXtAmYEmXxGZ6bp1lukyO6kskYm7YuJrSl86zxKxlGO7uotWW//K5t8shmE2/aFg+FLOUQNJIj2HwVz3CK4ws+5NIsNIMU3IARSrCY5oSUm0TnwHHuJQpjlPSmYdDuOhqTFnk4Yw66U1lKiKft00AZI5huKluxVTKcczKnV4Gj7g7WAFB3w3JeUEwHaJuDLD5q7ZNP8pJh2jmc2pKPYy3f+EHHdDb47HVod/lscdolfefAy9/alGhNWaOr5iMlvOkrNLSXbMBlU+f6462Gi546O0794aIXLLgZn6cy6oNzattoPpH9t0LnJTlOk+XUI3rpqo52+NMOaLEJGnQoGTh36J9v6bVlqzkR6MaL9pUOdKeuybK8cNEvfcEsO6VXNpvtTDKvg0nu+iZcPIuBdK69XRj000Zv47Mba/Lou1JMTlviWw7DT8nu0w7as6n24i2Z8Jz2zD/RSN/iO9jJI1uc8q99f50MoZhJJtM4+maJyWSeIhMuBh7RpyIzgMBn2MmTAhXyTSXiq70BWH+0MgAajMaZx9at4zsC+sHmyPCiHX/tAgBcN49mumDZKhnSJVmSIXudyqZ96jltN2lFB76Sr7SzwfGv5S9fhzr1WXiTB3rTh6c2qG/SSobouJ4BahDZxuMwIHZZ2+QUg8mNokdJuGzHL9ksXnRj2+ybrbQ7nzONZJp19MB2PmWuLZz6rlSDiW/0LqO1twJevksgecOd/frmQC6RgqF/L5fYppu9Ghy8cKdNTvkn75XatZErv11Y2+mU/J0crvGcup7GAjpPFCfpfmo/9JVkfOSRY/bf7FYfvl1PHa7EKz2Shd2iPXmntzalPNS1NuenR/ynTzeBcxqnfpj0wEz5kgfNC/aCNvuKYEISzkCRuEpADaiZtMKbhukcLkPOOxhhEnA6d/KNJj4Zo/NoayePAWrQO9dW0KgFssc2OxkErX2S2n2Y2z+v9Bnagl+NR3dnznfu5pGj4FojljDaj4tnOumnxxwgcNlBwSN754iJ65zNk8N3cNF7+OFHNr81RBYt32O17/DSt3rxw5udswO86y6cL6ksOr79iu6aV5n0rMmOwS4I3Xglcra2l9N+5uNNOnngqKOfP9DHS78ilhwel9mIzW9c3+jdPBej/AWHvF1nW9d8iS5+Cjg206eA1d+MsPZsHi2w7PjY+npcMNqS/ZIOx7eF7Zs+WJhdHjc0NzVw+TQbdL11WrKw44WF8+jyEeta175+2fDa9U3fa9e+4Gt2cuNHidMNxQtJdjv8RxdHY+sZz3jGlp1OYO0PVTcpIod93z3tgJs60pNs21aPrBd2y37iwHd6V3Qu3l56ruWy/R3lYyxO/xRLaPqurwPejpnFC+4Xly6Ow6bWW8X8sWRJX3RXtC85jCm+O2LImCK/vejijk3YBu4xuZHsL9FKF/IdvC5ffkr3vu0g7g77HDFkTy37oa+dTkdtbLc3/tK7F3wcxR+bz/EEvzxBl/gnX3EIb+e+FQv2stNtv+9YfhMjF//1zzby+QCaNUJKQp8mynmd0A0016ezk+gVGJw8B0uGKXFdGiCXz+pqB6egIRlJTupuFOQje/Twx1tCBvdEZQYyfMZvsKM97TVphFedY2a7to5wc5xrsNOR6ZdO5HFwrhKtiTfln/LN8w0//gv07Iv/KZ18DFZfwcf+bHr77bfvH0doJ+/9n71v+wYe+FO/FmvFRTJ0M2R3us7tiGDoLsHD0x8+Ho7au47uqT7ox6O+YpMMyT191vkxOC/xw2P6Ar3ol1TJPQdztqmuv8Sb/LOeusx2vE+vk4ndL42BS/aRlOClZ7GFTufVU7/Zdtjh0nLTxPP1QfTjPWWftupc/6ksUy/9yYYmuyb/9Bc4Nj21H9jJo+vgulbTozh0jl79xW3yJP+0Hz2SfTM9L9ov7uONscZKbSUa7THUNwVxPQlHp/+5dBrMYOFQTJ1jLneaL+Ef30EAR45mmRnZHS6l0UxZ9CTKPes5H7yu0UMH3sH7UrCGT57pkGm8eKVfNjqtwc0Aqj/9ognmSjYPPn2yLbyCILzawDSAg5/1pNn5hTUrm2XqCkaZfOa1/hKLGYdE6Icm5PNEgJaZoFoBn/0mz2m7dAmOz/SjKZnzp5pMEnxwk0bn09YzbpNjypPe2iqdx38mL7ThGC7RyVf68v2kNXXLjsGpHeKT7Yrr+Ez5TnU9tVk2USto8JOkftwoL619mmvFG3w6wjsdk+lZuxou+vFJn0u2Pej0RAquvumfaCTzKa/aw0/O4g+82DCmp62uZBuwU44SNFjypwuZsvX0A/jiCX+ysC2/tWbdzTUa6E68P3EfL0BE2xBPoJwaY20JG+Fq7ddcc0zHM1SGyHke4xU4jNbPUgXIFPRKzkLLgKccegoa8JLTwM2p2veUf8HYqI7Hw49eWmNMDnUGy4lgW6+mF37JBD4H1YbXlBkMPPQmLlnqO6XhOts6JxOHOi/5OM+2p3Q24SuU+OjKj/FSK8lKXiUc7Y55zabFCHtnZwPB43f0Ju3OJep8n2+mfc2ikyW+8WCP7Jw8yZvdioMpQz5V45lO6Vk8dcPuOjsXG9ksvORDt4nBVv68aIcbfraf1w3g5A4+maeezk/hwNc29az9wD+SIf0sC6T/lG/KNmUGM+1QossGU1/nYPExTuk2x0V0yJR8+W3qNnVHMxnQ7Ry+MeEId/ovmzT28hXYSnjxQLMnkGiBoUN6oNN1Ps+e2ie/2tWXJd7pAEiuu4sQIsKICVi1toRPuWn8Rx659P+HwIFHs8OAxUt7zkbHnQM8HjkD3YyjdrRcEEw6NEuf+OmE/undUZsC/9QByc2pBcjUMf1rm/jzHH980EiXiRus/gmb8yZO+hZ4yX8lmClX/NTpNXVB5xQmXtqzb/iuszW5+e2YVR3JZ9J2TpeC2Xnf7+X/4qs4CB4PclUXi9pKnFNHcMVTNp06TDuDU9KnPrTzFTk7Tu28IuZizCQfmGJt4uLjpkF/7eyk0Cef499kAb36kudUTtfBqIObdTib2SrpKJl88YuXdpOEE1x+OOU57aKPLop6xq1zMtG3rYZNXsILNz2eyB/JnezpPOnALfHqF4vZP3jXM4bpUtzh4Vp/fFzXPut0O2x4+QvWycs5Wqfl8ufM1YtpQaN2EBYDQV4hLIMqOYaQnQd30003XwwGbRmHgZz3KDkdEJ2UhpexGlTRDz+YGTzJAgd9RlCcS9heut23vqerTFjnGWwOJu3dZeN/JaNGb8JkV21kLKgn787TO37Jzf4FNljtYKu1TXmdV9ByfSpvgX4qR7Dh6U+u2ccerslQULNt9lwnO04MArV2evA/OE844dYPRpuj+EO7uEyO+pN91sFeNMD5CdrFiJr8aDvPNsV9tk6WabvO07PraOdftskP6QVG29SHHK4bV2wxb/TRnfzmuf7ioPap5/RvsOCt8ZZ4Jvyp/dAMj7060MhvanrNXOEFFti+zdEvWLNFuDM2Oz/VOR2m/MWOuptwY706u+THYj766E7+6aofrCN/6gPbZGPmL7q47nCNBpxZNv50UsYArGBGWIS0CQSPDK59hxV8gw1syTRhMbBdxLW+aVADUTHzTNEERGsGZTKewsEnV7Cnzusa/xxjsDsv8WaYeE8Z0Z804wc/R2wlnqBEUzc6cE4dkW5g0i/7T9nS8RS+oNKeTOH9STJG5xSm9vR2fXruOnnhgyGHwSU+BKVrsfHA/cdSgrY+4Vngw5uzknhNfnSZdnCOrnia+l7JBdkxeYPBJ7rasqFzsPnq1DYTP529rUcLjeKMfPTVHr3slX1do58t4LgJGQ9osQvc5Jw2iIY6uk/UH2wy4uO/bOMx7RAv7Y6uT/Hzq+TqSOfskRxTbjhyBt5K/gUjOSnooKEupk5pJUsyquFHt4lhCQ+d9E4eONqnDFNH5+l+2OqYsMEPT12SLwHD096hXYzSuxIf13sKm3A6nGOoJkAJ053KYU0OMe0GUoZDB7wSHecJOPucp0R3SW3BJEPKqKMbHHyFo7SBySHa9c+EGw20W28q+W9C52XKGY42tOiiRqO+iRfulehN/Sbu1M356TEdSz8FDHp0DF57dphy7+/onZTJ41Tmy3DPeZ3iz+tk0UY+tmGj4sbXyaIZnmsxBj7+6ZIO+kpgxYq29mM3U8bPoUxd8Jj0r6TnqVxX0jO/XQn/GCOXxo/rYrBEUoJKX/FesgALTjloHTMp7fBaN5/xNn2X/FdqQ3Pql2yHHJd+VDJxsyX+bK4+pT1h9Jfspp3mefgzp2Rnfc2OG6+n4zl+2QAOvrWzZX5Go/bonco/bZLdo11N/ug0McCnSaJ+chaXEz/ZTvmcxtaFj33sYxcHMiMiLqE2o8BEm+uY67df08c8MJiCEgadBPdyLeXB6S8oCjywzpXptITVhka402D1RbOaozlVknVO/j4yrU1JR/zRAacwqptLsszgCIaOkkAOgIeOa/ZyHg11j1jOC1aw9vi5Xdnbt1RcRNagWPssndszibdCFkEAh9ydu8422tmRjGy1A/H8e7hoTD+k2/HNX/SPDfvqRx99bM2+3NAuzQzgpl+D4wg4Oh97Mh955OGF53/4HYN2y20H6EiOZEJrylkMkUkJPhsefC79VNu/g2JDyde3Tn0D14G27wujvb8l7DvDDx4zOHSzVckwP9QHjw2TR38ysamjeOv8Al+T+fz4gjhdeB1k8F1e32NF96Floy3rktt3jPn988veXkI+6fq17LL2Dt/2zGftPcCfu+/+i77cOo0xQmb6att+Hkk/2MOOZpHHhCH/29Nqf6u9tld5+b3uziv6ts2ObxSvScuSWztakzYa7NeEix3qL6a0FS/HPxB4ZI3DzxF5F3BijK0VsMZFcYU22x968euBQxa8D9r44mOcXfq/fMd4PPKPp+0dD+d68UPfw+07zWQ1XpODbPTBGy25zvo0WZMRf/3GYDLpI3exiu6eJCz+vtO8bWwj9fk3ry8885nP3IpkkEPwY8BpQyCirt2Fg2EEAoRbkM7rFNGWMzp3Ha1kUHeAo1gOnfj4NnDANDDIVOCBd3PQxrjoOG8r2Z133nn2/g++7zJ+W5lV4gVnypic2iRTxkcTHHn0M7iSPTgt3tob3BzaDxySGd0GvPMvrn//DrdA0Neh3z/i5J9KsK7ZxMD+HynT5v8j8GDgkLsEgB9bHAP+/GXYuonkG/BgO5pBTP8VuGCzaTzyYfKx44Sf5/kpHySvWltHsqb/rKN3JZhkmHabuPFLDvWkE/4cW9rYKn1PZ/Wn8pzqG//4qNlaO7qup97adjI4L/EuFtWTZroAz4fO063zrqvz75RfG1kkq2b28JPZOZhZim0wwU69ygf4wm1cFgNTl2SasYDmKQz/bDud54FuCOCK62kv58lnfCrJnS6uL8zgjfEcPIIdA4xKCpgneEkiI+forn10OWWmkhlDksqJtZFDW0JrR4OTGALvZFFHlwMlVTLRCw26wANTUo6Puxn8AmIaCb/4oJNBS5rB9g8t0ZGI0TKjVhdQkn+/nNMXvb1Uc77dio0r06HXXn/cjeOH7tTDdT7ITtmDDv+9Es6EzV9wCyLnE2b6qnaw/KNmL3o+svQDmz/RabCA67zgRQs8nbIp/2kHS3c3O37QDk9fcqqTP7nmdW3ZCHxHfek92/GOV/SmTZLhlFfX6VccwQ2/8XZKg83im02nbKe2mzw6b3xPOtHSZuadHNmXPGzvuoMs01bZuXb8Ziy5VtToFRdg4k9fPmxMxRdvfcmszjfTntqbZcJp5hrP+k59XOxGcwu6SvKDT+/TsQZnxn646vDyZzSLf7Yq7i4QMmWmcgmrLUNAmvAIE3AqMo0K9sKFSx9Kn0J2XuLEB3zGThYOqw9twpsJ2JHQjynqhw+G4g4lJ5ARrQypvT3DBQU66JNJcU2e7nKS57Oe9ayLaz1ocHa84PaT2dYiOR9MiQRtcJLyTtTjX+OgMx1OrgfWT16ThTynTpS80U7v/JHP+lbCJnKFQhYFfjZXz2OiJYO27B4N9phrYmQ1qIJNNzV+8YUPrhlwOtJhPlHk3+JtxlryV6fLlFObfvhPpKO+juDRSOZTu8zrKU+6RSP/FH/JJwazS7Bqbd1YslU46aQ9f7NN42famQ2nTaI79Ym++vQAR2Y+yv7kKlbFXrpOu0YnmeAoYCaPdEpn/IqDeOOlf+JqazaKh3+aK4bg+Em0NjBTVm3K6RhHu2PKFnz2Q1sBy64ObcWrvvhmn/jhWdxqu2xXw6Z6XgJM4ZROmILTdYlqEoeXEBk3xlMAMBk9Q8WDKC0LcIZkpS4IwHnZp6CR0TpPl2TMQCUlP6JAT5LMuHD0g0VnJhUwSg5n9G4M2vVLFJYQ9BX0RzAcNxU0BYg+ifypT7lt88AvOzonM7yPfeLjF3XLF+C6GXTTwDucOQP2v9r+pJKe+Ug97YfuadDk+1Ob5RfyheND+eTp5lOCrd+NKvhsmAyn8ZMs6IHpyQKe6+Jmxle61IZG9gU/YZ2f6ho+WLjzSM7sO+2RTMHwZUkAXP1050MFf335sXM0TuUMPx3QL860dWib/EpY6vx4aq9ob6HOS7Kc1umnHZ15rS258FOKcefhZPNJ+/Q8OfKH/uir0SjxtmsjO8562jIa6uhO+U95FQNTFm3haD/V37VCvll24k2AKVQEICRY/Rkvp+fA+qcjwcYDY45wnRKTBl59h9RAbUDCKWAEL/yCeCaZGUgpqg0ddc6MHh5mHH7qqqCrwE3mEhx8MvjIjv7u9D3KkccAUuM3beSnrXj5D7styKNPjttufcpF+7OFEi6eX/IlX7JpusE4JPU9E151MtIrOxfEU59N9AlKvsrH4aHdkS2zzyRVH3yJUKJ1QyEr+FuefPxCsHcD4Og9bxjRnXVy0auB4wapnc8U/kBv6qC962RLpyl3sZDd8IbXEY7r7Dzlm/aKbnCTjzZHOpDZeT4uFsVTiSO9yI/PpH+qA3wyotmYgpN8+me782Q4pRtOdfpOuFMfZUf1leTAq0N/OmWX7Hxq22TWnz+DTR7t9MO7MXnoe/nkIbypV/byk/b8Vr++2sjuPNn5LR2ypf7snB7FEZqzxGM/J0R0KjiF0D4JxjhjR7zr4OFIahlFYDUAg2lddAoOz0ExgzkjwClgS4jTGck82+BoJ0POjL7HdPzRTPf0hANeUZNdn8SJFlzXzjlHIimgcyoabiRm1pJFM2Vw9NWW7cnQTLgZHTpenoHHt+UL19k8e5DDeYlkOvtPOp++mnDZIVvNPjjhZXPX5Hb0JLF1Wm/NFXBuINMH2qfdO59tZsT5IT+Sia3mv8dBK5mT77RmI8f0MZh0qD1a2tMzO1ypnvJuZVeZbXDQ4nPH5AM2/cimBF/f1Lv+YODO2E6XCQfmdHyBK07j2/Wsp8zOw8sOYpHP4dA5XHCOki5cZdrbdfSzNVmcK+rkzg9d40OGxhy8xuj0UfImTzKowcGbvkL3FAdc4yr4ZAt26hmv6cf4Jdv+9+4KghGtkxAKhRgXQX0JF+GMGXzJwLVfrunXNpNlwplBTkFPA9a1o2QEtpIzXE8arsNzPmVOdvBkmjPrYKMHlk0KuPhpl0SbvU47ubGALzmCMdMlv1kgGm3Xa724wC/BNqOVaP2r8OysVvDIX857VNXGn/hfkvXyO+4mMEr21hT96lPYCXPal/3Jwh7RcD79lF/S6ZRvvmILeqBHL0tOdFWKgWSfOuiPhzo71e566uc8WTqfbdG+Es6pDaYu9U2aM0ajJ/76sJA28olLsMWd82nDKd8pzfriDw9MCSo7qCeua746PcRT8Uke9GfyCy8ZJ76+00QJH2xyNlaKk/RMtvBrT49TuvqNsUp8JhyadJlxMeMjnHgHr11J5lkXH+THq6PrcE/xL+5qwARwgZnAAr+1VUzK7AjFlMICqB0FGQlM9NC3f3Aa/qBx6Z/9gSnoyJIh4bjOYfFVH98rbYBJ0vPjNIeDyaY88IBfy9kF4APcxwsC8jW48UOTDNrxtOtgy7H21/qe5s03PfmYua79ln15C/0cSFbw6YGe5JsDstXe0bCC+qP3333RJvkgx5MZHhrwouG6AMpnh32PhDvtNpPknf8wAAAgAElEQVQynM1jJXPn5LZf1I8sbDt7dCU7Zc8cfKt3nYMpFtT6tOULLzKuvRakF2nrozhrf6a9wfaO+rnoVfaKLnmLiakbGdCsrVobucXa817wvEPm5YuH137N4mDf3NcE0ctJPlLTYb+sXL5av4Q99sie3wSLGTyya7alT0s36M7B0kDH1zH7tg28yFmxsHb9bbu4JkPfYb3KoMVzHY8vWb7gaWXV9vleWPqLDUc+5jvXnsQOXS1LXL2e/B4QDee2IouXvmQ1szyuqx9de4bZUF868lszQrZ1kP9ifC/q9hPThR3FhfjOHtHJj+WB7QeSnSenzuu3X/bBhx/ae5nbz2qvsP3Me3wtWa+77thj7wmGTFdfXQK9tAugGGocwGWnR5Y9r1oyXP+kGzZ9tLdevr/7xSOODlscyRMdMqvJyE+NdbW+JqN0cuST+o1dZft/9aMPp0lP7WCKO+foZL8LnRRUJZCSD6IxSXkODE6waXetjml1DpmO2QTPi6CaJWW1TdzaZz8Yj+tT0frJQlGziQzCUYqgM9PW35oyGumXPnTPSbXB6Qaj78IKGn1KScH1TmrLTpZa8O0j4Qa4NjDwDbBsOW0fzWnH6OMVfuf0BuuoDQxZ0z9f6o8XmuCmrdGo/aHzr4d1vYN92U9hC+1TrgYcXtp9EHzGhnYw6VUwlxT0o5td/P8x8jny0dSvvuylb9oiPcOpPxj8HNNu0w/ZYvohWuCiN+lmS21soPA1HdX103PH0Ko7wChkAjf7wCrZIn8n2+487+98+gNNuPlLnTx4TT+e0oweuA5t2bH4SKZ0rH/Sq23GQTTDRzscdaV4q64v27jOp+lbbJzKdCU94pscZOTn/Ki/mJvtMw5nLAZ/UYHzk73UkMFDUBdUfiVUmUahKBj4FEiwlDtVdgowBaOY4NIWzQzSgEiegmQa3Zf8J+2SnIQL3x5aydkLH7qg4dEfD3ztw5Uk6RGf+uAr+JFzOoru4J98y82bfmvXlgesS0vs4Gcg4OduWUDpb6Dh47oBFy88pi1rV5MrP13JfmgW3M7xb+bTgC6wJl3yZQt42Q8O+ea6K72DJcuUm63RavDzTYOhpyg46BbEDRp00G0d3HnxkP/RnSU7aYM/9XBdOdW168uInV80NvLZKYz2ya/r2tyk2jXjHL1044tpH+fsoh0sfd2o59bE9FI35pIJfrEKn72vu+74YFF9p3ZOhujln/StPuV7el0sgu+IJj+dypqc2b46OekUnXDBkA+94kStdOMGq63JRjExZYqHWv/kHV906tc26ZzKATb4zpNzxiQ6cJX9P9dKfA3G7h4xSNBpvISi4CwNQm3OTxlrh6scQhwvp7rOEOGXWOBMA6UAJ5TsKAveYPVv581mewmGLjizTUHpGs2nPOUpO/H2Ei/5tYHLFulRwHTDuudTn9z4rbsWEOk48QUH2bJBdk2X03oDrpLe1XR0TD/py0ZwgiEbOHWzcNf5xowUXnLDJSe7gb/1tqfsazDd1NjKubb4OGcTNzyJOT96dM0++YKs2RlOtix40wPcDeu/VCtTxhJu28km/AY+Kdn1tN11dsi/2rLljqe1PxT9jumj9M8vyRGf9ESHbuQtCdXWzYkN2FR/Nxt2y06Ng2gnL3h8ohfPxrUabvBknIliyp6Ok1e2qJ74teW3+JzCpvOpLPDATnuFW/xMu+ubiW0mN7ZKl2CmfGDRmnbQn//DDafr5Mgm4U97g51l0loMLuvr4oL/75QxG3wSzrxLTUIFQgJL1qdMXV/GfADUXpD6gUU0OSYlMoC2kmszJn0N+BVTOzHQoxtI/Okh2BvYki5aHmPxlCQEOadlSLTQ1qbAjZdrcM1iNt21hqXGh6zwO/BwPgMBfvLRo4GzG1eZtnAOHv+SZXaZARkuOPzo1w9M6NcNFT14SjpZ10O7xByfBtFnPnvvTqT33nvvvmm5efEDWr3Yy3bJhEYzYWviChvQNV8UP67zebqrG8z4uQaDjxp9OvX0EGwxhV+0Zhtch75KbeGcttefbrPGd9Kqb9Ji12449OefZvjpBb64o2MyF/uNyxk78ciO8Q522kSf6/Cjn27q8Kc98Jiw0TmlHcwcJ/HDM5+n44TL3tPu6NHrieSctNMJbfBK+jjXD57t9RfXYGYJZ9bhh5fcePFN8uWDK9VLkctiJJ4X2lUwjVkwCZAEvJKg2igWfPXESZhTJcE4BCUalJDQSvquG6holHyaPaW8pQZGIP/eBbBogSkJo6MPrwbr0572tH0t8b7/gx/YyRccXO34lYBKIOTPRtXamsHCaVA5z+HpOW0y2+jlOidOuOhMGyZfNmlmSg4J17V13XYBkAOP9FOTs0fa/Q/4VkkGj7aSrLiQYD+3Xurwg3N6F7hsyUZdZzPtyaLvc+uzkHhO/vgVxJ3j34BSK2jOJwTXtdOhxBtuOqAdXLZ2PW27AVYp9urL1vGKZjpEb9bRmrzCd7OaT0Ng9KmzZzI067UdTx+bF/cla3jZPFr4T7mn7Nm0sQQnfvD0azuNv3SaejsH3xFOdTJEDx9HSW/KdSWbZZP+XdiVbJ4Mky57sA+5wul8ypvt0nvK71w55ZnMs3Z+ale+k7vUDjo7fAjpSuWCTgJ1INqgUOufRpqCac/54WX8agYJLodkPLUN91MGCsFpDdAabPjT6CUCidf6rYGoFJQcAwZPtCQlh5npu971rrMPf/jDOyhuf/Ydu185DRBtBT994o+HhLD1Of/uYjaDk4PhzMGT86YNc/i0HxrBdidnF8V1e4PpI8HOm1H6lxTRJ08BGF26CpT9Fax1A5Ig1BKvGS65t2zra0rJhnd2EFzsh//0J5roXLTlmlicxtepHcgGXq1v3hg+v79AdcxOpt204QU++umYD7THaxtvlWkPtrpS2X49v1msNPPfJJpTmqc09HfwlfhiT/Iq/IU+O5EZv5IzGG1g8lEJLP3YvqUxcOwFRpnJDv4N6788iwVlxkH6gWeHdM6WV6rDyYZgojtjIFzynranw6wv2vrc/2Riv2D0xyc501N7ts4G8Oo/1SPfTdrO2SC9pp7FV3jRY1vHqb1P29ci5H8Tg2Tev1xLcA0xTYnZn6HBN8C3Rc5LdCY9XRmLggnWQPPZSIGx/xX4SiQT1gzWMfGSocRi4As8cJI4WOu2PWpLIgL17rvvPvvEJz6xYSRdcF/6pV+69Z0J5dRR7NDsjl4ziF2bEc42eqGZDbrxnDqT/eCVPE59QD6ywDe46MlGDro1ow0PfTgFKfr0wiN58gWe7bJ48HMP7EHcTQpMNODaokMOtIsJ7Wg34NNtxkd0mlG7hkdeBT2HRF9fa/LZhUy2BSlos2342tK9tmLHdTIFk2zB1J/vZzxnS/LtLWrnSTgak3fnybiFHQV/diO7GfpznvOc/ZK3JYi3vvV3tm4veMEL9nIZvzS77cZARvDZHVzjxdMb+GZZ7OlpRVJX29bX0030pg3IVvzSU988pi7h1a+Pfq6LPXVtV6KDB57ZNJ7TX86nD11XJl7xmBx4K8XW7CfLjIVgTuWGHw845aviY9JpjIEvR7Clc8eU+6IC5yf737srBW8A00n1a8vIZXsBoczAdQ1OKXFmbHAC0M9ozRpdE1Kg+L5msy2BxCj6DoN9cQXSZ3byNED9+OBw8BfOPvKRj1z8Ka/kbQuSRGvgCj6JRUDiJwif/exn78dpvPf3T9fPdn2e0SB77JFjd0ODzvc0+6bq1n/lDW3py9DOsw2dc3DBM22TndmDfPZK7g2z63h8rRcrBtqNNx//fv7pz3zGxUFK/gblofsxSDbSKtP58eEnfMxo2YJ957r3DE40LsaBhOt7rPbirsHlSI9iQN0ggbvtuXzGd+wMh0xkmIOwJAHX93vpC055aH0UiEyXAvyg6dq+4PR/zD7q5bMZf+jQlQzFX3QalCWZ+rtRFp/pkX1dw9U/B2ky2kv8hbVX2YPP1mFdf3FtIr5q/RNJ7d4BvOktb97xbYfNRz5617bLS17ykr2j5ud/4RfP7rzzzrMXv/jFZ1/+lV9x9r73ve/st3/7t8++6qu+cj2N3X72vf/T950vt1x91hLZ9dcdLz7Zj/72pRtuj65v7JLhSN72/h62FPv8QWbnkja8P/iDPzj71Kc/vuE/+tGP7gmJfbD2xPpqmae5q5cuj62nSriSuP24j69B8PkvHLN0P/BRfF6Srq7FKdmcq/E88E02TAg8abCpJxbnl+LriDFxpf/Si/tNb8mQn7oWS+lTjDUmDxjvFTxFHBMojnKuvnZ9c5gd+FXswC9OimP0i2Ew7IhuMaY/WcRSsVLM0+7alSOuMRbW+FAvhEufhYQQ0znIEKg0KAnIQATp8ekUJlhJMoMU7A1g/HoEYyzJ8J577tkzAnwp1cBhIDNZwcsQEjpYwWt7WPs9wTFEA0oQSPKSbT9l1f+e97xn43GkpCRIJe2WHcDgHR3X0y7wXDumI9gh3Z3rU6ZT6V+SvGFt9yGjGSz+zjvoMr+Xmt27q6Iz9WUverRk0I2HrPRwOM8P5Crg0jd5t9CrzEDjr+D00RM9MGji3zq7fvD3P3TsnZ43KDLD0fZ5G+vPcYvB5Nv2PZ8lZ3t0k7Hg1wYn2bK/tqkruMoTtU/fTVjw+rpJZIt8WUyzBzuApefb3/72PQloAItXSe69733vJv/ww8f4+qM/+qOzX/ovv7jpi384Zravec1rNhx+flhAx+tWwnjwwUd3nGh/9NHjpnDV1ce4vPHGI4bEUzc0cZHNTVTI9T3f8z0r/Tx29u/+3b87e/nLX74nM7/zO79z9u53v3vzMd6e9rSnXnxq+sxn7t063f3Rj1/8wcnNt9y0Zdi+Oh8LcB3FnP7i9HiyurSc6QaV/9nQQU71ER+HbmDQKfkW09qz/ZVgioH/nr8nnPN0SA7X8amPDMVs58VgNE7jLT57jTej5aRTYafC+gggQBgmXHVCzsSQUwgwFcopYDlD4pEwzGglSoGKR7M8+IJHkmzWZpD3IXCKo4UfHB94dyc0u6YXZ5IRD0Fgu5n/vqEvmCljCUqdofVPJwefvbLF1NM5HvBKOC0XuH7KLbduPRvQaM5ihjHtSsfok83Nys3PrIJujpYO2Bhu8kU3OV2zPZgObdP/bOy69ulv5+RWK/TppuiaTLc8+Zhd9RKQf8jLv0e5PGEWg+DY/b41S1fIRx882ECNZrLOgE8ebUrydz71mf3hTR315/9Jh3zkufbq49d64I6EcfxqzyzuoXXTeeAB32a2Hv3oil3b7K4+e9GLXryTnMnAq175mrOf+ZmfOfu5n/u59cu8Y2eMGP+yL3v92Qc+8IGVoN999rznvWDrcNVVEtz6ZdWa7R+JgF0sJa16PTiZwXHF44/3Ld3jqTE/wTF2/vbf/tuL/pctus87+z/+z/99J/k716xbnxk324otNn/d61579opXvGLVr183gmeevfpVr90319/93d89u+uuuxfO8RTFp4+vWfBDD66feF91PGp/8fGVE9b52fpPxnD41kRMzDz44LGn+5qrLv07djad/nBeHJC9PMTu4qeJWTFYv/YmGdN3+ZctD/td+mVcfOMz8Q7bX/7Ep7/cUC6buUL/jJdTvfY+3gpAwndAZrACERx4inJOCQPeZAKPMIrzylSmBKavOzGainVYM1gJCl3JxLXaNQfOA5zEbSByrOuSMHgBRQd9dNN2++237zt6XwwzO+CwjAcOjR6lkn0mvpIamdHP2M71kbEkq54z2oJl7irIjupsziYzKZKRHZqll2T5qcfsyT9a+SAe+QV9bcoM8nTphkbvbiDoh5Ov+dBANktz44y+83j26IumQi+PfMkLbg4ecFed3+TbwQCn+KTvjKlkPtU1WWtXJ9Nsc06WU7iu4cRP2/Q/28AlM/kUNvOUlS/FsNnkn/pTf2rPNr/ma77m7NoL1599wzd8w47H//uf/l8bx2Tij//4j8++9Vu/9ez973//XoZ4+OHjq3eSq88eXnvdNWuZ4FP7xov+kWyOtftDzuMpBy03QPLxzc/+7M+e/fzP/4c1Fm48+/3f/72zt77lbYfNH3t83RBedPZX/vJf3evQZuWeKN/9nnetWfDbVqJc/+bq6mvPXvmlr17LJC/bNwN86UovYwyvu+66a19//OMfX/VnVqzet2126y3rC33XX9g3IrKYHD30kH93dEwM2NKYoH92LU7yVfYvRuQYtBsjweWD4qkxzyfRuJL/p38bC5fH6qWJF913fjj3d/BT1tNYKo7Ue2ENsiB2lHwQUAQOQxlYBVfEYzYJnipGOGUq2kBjYAkDbXzVjl6CeSTCozsYA1tqcEiiEhn6agPTOXiBVvK2jkUvd+2v/dqvvXg3J0/ylwQ5Mh3J7PzR9SiYLdRsNY29Zz3nM1ayOycLu7V84FqgHYnmki3w/8Ja11amTXIYfo8tfvRnp5YRWkowy5j2RqckHY1ugK5nIEx/TL2cR0OdPcKf/KIBjr5eEEm07EA3epN9Jkd00NQGxvcEkitfs682/rzp/Obrmi7xnzjJEZ8G7qmO29Dnpb5pk3SsBkomJbiSu2u+Xmsha6ZnUrc+tL9i5fMrgd1w/Y07oZrt3XTjzXvGd921NxxPI+t7Ib/9xjef3fWR4xsdbPGVX/mV+6ZlFmzHjXg2BiSwt7z5bXs9uORriUyfpCXOyUeWT37yEztZfvCDH1wTiuNTnOQ2TvRbvviN3/iNs3/zb/7N5vOWt7zl4tjzkvkHf/AHz773e793+y790fqpn/5/9/LDH7/rPTsuPvaxT6wE/qztGy/GzZXM3Itt/hanbgjk+fmf//kl03/eSfyFL3zhjglPAMbGvhGvZZJsyieKuljYDaPk/z121gGXH/CfiTqUCVfbjJP8WjzMOrnUpwXeE8VZeuifsTRpXHBnbYBJbK0vlmgDTuESzzQW/HlwSswLjIScyjgvMfd2/7gTPrQHsDsoOl4qWBvTxnEM3V3OuZdGkjTnqh1wu4mgaWlBkIPv8ZlR8NUGRiCnR85R0zkjunYOXnvJtUTLbvqa3dI/3Usc5EiW0/8QAZ58DrL5EHqJ1w0ETzbJ8QVbDlaTsaAky2kwTd+ZOaczX3Q+AzJbTL4lZHoa3PyjpuNMnF5YFjvhiykw9DLjZf/o6XNODvK4ySjO0daukK9BFV119t5Aq6R717XB11eZ9kv3YNM/m6r5gjzXrB8AiS3JUcw5yEwn9vBURU+JCDx74dsSGX3+8T/+x3s2et/99+6kiL5Y/vVf//Wzv/yX/8pS9vGdxMS19VwzUjKt2+y2lS2VkiT6d9314WNCcuHQ74EH79/yWYr4jd98w9mNN92wlzSedOOa5Nxw7dk3fsO3nP2lv/SXNs9f+ZVfO3v+85+/ZbFU94IXvPDsf/1ffuTsb/yNv3FmDfrVr37tHotH7B9PteTfdtiJ2NLjNVtnx7OedcfZS1/60rM77rjj7F/9q3+1ny7Nqq1Ff+pTn142XB/IOf9lIBuxOxrGkHLoeGmWmh+K7/yxb4ADfl+clxkjtV0pJvTVPuOCfsVG58VZcNXFTXLPsTRjyvkFTsloBX8KMgZkwhsoEYSYEPqUjJEC1Yczjsc3AkY7IzQ7QhMtidVji4TWf5MFK2AdYDhaYDr+8A//8OLsQKLK0HQRIOg58DYg8DFoGtz0MEAcklBGzrjpP9vJJrAUgUiHOavNFuSZSaSlFDSjf816ewxO0nfQnRyOfYM4f/LNdniSpSSpxk//DAB8u45Xck3Y5FOjpYBjY/Vc6hDg6doNcK5Xa2NbdMDiY5dI8ZXv+Uhs0dvLm2JJvyLW8iOazmfczCAu/uBlI7DBTF038fNSO7jsNPud7779FvyIf3DZq8T77ve8b8/4vvzLv3zLLY5MBNyIvLASw5KuHQOSo+QjgTaeyOpJgb2e9vTbNq7JkC+PmRF6CSYO2NluBvz5wFOf3QHXXWfXyPFrvuuvP39UX26Ey8b8Z5yY7ZpBN97QMVn40R/90Z0M+UDMWSqwTIA+WLNryyNs8c3f/M171vqFtZaL/i23rK+JreF/9Vr2MIv9/GPnfjpSwu5jhx/5kR/ZN4u///f//r6BmN0vL2+a9Ma7CURxTT794jD/FxfqDn4Cq4BDa8ZZ59PHV4qJK7XN2EA32fACj190izf8klfbEx0XJKeQEJmIro9ZyRGEGQNjcBlrCn0lRtGNNvyUQJ+gaDMyR/Qo/bKXvWxfo0lxTrOob91LAJs11AdfkKnxQd95ThEoAriEmdHgh9cAg5PxnCd/uhkEggdeuquTv8SqreUQOrMXmGa0Bu9n1p2/hKv91KYS73R6gTQDNRnyY4GhXSLvOltlG3Tro69D0d6AULOBOHHDoXvr1fokRvB0iX768+215/ajGx+QH44E5aZl2xCbgC3ZTz2Kv2kDckradENPCedKttgAT1DAz5KPo1fMguNvNpiysIvEJqnZgfB1X/d1OxGHV5x3zWZgHRKxpTBJ0dKYl71i36z3/vvv23Hxj/7RP9qzaf7+kle8cvNm/2//9u/ccGanbPGZz3xqw+AnYbIlmclnB4WxIxYldk+O+H3TN33T9tuv/dqvbVz9ro2r3/zN39w3jF/+5V/a9H/4h/+3sz/7Z//strPlIf576MFjpms72zVrd8Ia1ZfdvMn62c/ev+jesNezv+qrvmpNlN55LHGs2bZ+saWePs8f2sjVWCxGqxsDxRsbH/JdeldVPEw/X6ntCcJj80626ffgozWvyRG/4kn/1PGC4C2oSloBNRBPBXVdAhBIMeJ0pcFA0GkU9LqDJZg2A1JAM6QgFnDWZF17uYXHDWuNzHcD/vN/+aUdWPqedNPxzQU80QObovYg2hHgv/Tah3v/A5/bn3AE4/ugdDWoyYyWYPzQhz60r8lYwrXnD23taCev/i3fOgzIknf8yRhtg6mbSTNbdbOmy5y31gqVq9fbb7TIWDCBc84eW9/FO93JdeonfXPGGuz0n5d7+fm6RZfccFoqUWvrGm96ZY/8K5kq2g1Usu2BtZ5xzaTERLPkcPcNaH2XFX3bxh43u2Hr84EIx77PnlTSX23/723rAz72zK7NS/uHFo+sfaz20V69EsFOdPbXrpJPyDMHxe5c6690evDx9aIO+Lr2EskarfXaT6+ExlcPPvzgTja33nbMBH0nGL1v+MZv3o/SaJjVmjHSnb3wlSTFSjdpcU7vEvB73/fus5e89EVnP/hDP7DHABxJ0cTibW97236iE5fGqRj9/u///j1e/r+f+n/2GPnqr/7qHUds7hHeS7c3v/nNe6mAvJ/65Jphf/ije435xietpY9bn3pMEJZ+v/6G3zx7xzt+b/ufPMWVa/T47aMfvfvs277t285e9Wrj8dE1A/7YeSysuLjhWJrysm/bedmefdnlkTXG+Ik9P/c5k55H1g3puXv2DP6qR1Z8rDXwh9ce26c+ef0Iao1TfPd/PV5jwH7ivZVynV+9li++sHxhTNcHz75hdhU/3fiNXed8sPlz6aqL28ZIPhJfx3eLJe0NveQwQfKi/djxRZ+Zu9B3iGMTIznF3n4HufdT6pJb7UnAsayz6+MfcY59vAUlwfeAWcFS4kjYAjiFXKcgnNlfYu4nwRJIBmCo7nQexfS5VvB0V+4TjhImPHI14PFyaC/J4137hOMYxeARzGYIYGfJkCVRdEtk4OKjLb04ksySSfbRJ2ANDMkCXcGrzWCjZwM/nFO7TX7Os5PzeEeDvAUcOvSOXvrlq3C7zkYSLx0kCAPb46frEnB65h90+AJv525qDdTsw75oOPrQdP4HExw6fsvORuSRePRJMujjaVAo+siisGc8m0XrI0+DDty0XfJqz/9ouNmQDZ7CPmL2A2sr1074K5kdj/W2WH1hJdaPbvn4c/NaCUG8otHNKd5iL73EHXrkZWtJ00z0nX/wjs3zl3/5l7d+/sfea1/72rNv/MZvPPu+7/u+s7/39/7e9omZK5l+/Md/fPMRz+zgyYvfzGjf+c53XlzmIIPr+z77ud1HVnBsQga6qz/28Y/u8yYPzrOVmqxe+P2zf/bP9tY38r3whS8+fLt8du2112+YY+IhQV21Z8pkZpNHHz1+FYn/F9eN8Bijh521WXsGl2/xb5zMeC9myOS86+20kzLHY3B8Pts7D7Xr2e6cDI2t8tusydp4wAuOUj46zVmN0b2dDOEG1hQAoYKUABFOIG0GRMz0E0JAqPVzLhoMayAKmmY++ApghQJkcHAIfHThoqO/4AAPN76bwCpXUjZY9EroOYHuZCajfufa8Il+iR+d9AZHHnTQLNHShe7kb0YLL+fDRz+butaX7LXvhvNCrmTJ/hM/ekdAH0sH7JUfkakvX9OvmezTn/q07RuzIwPIAAev4BOvdIg2P+lLXwMCHXTV+rQ9uF6gOCePa7QLRjTMYiR59vSojZ6YMnDh3Hjjk3YbvhJ09oCDT7NENkcjvWds4FkSrl8bfDdj8pHJ0oc3/K985Sv3Cyk3f0nG8hR4cOyAF3no8/GP333xRa7EaHYqDjy5kdd6qZ0IZq94s7F1T/LQ12M9eiVH67u/+qu/uuHNZv/9v//3+xH9O77jO/Y6KR0lNvxd85dYsxZrSxraLeuwzVNve/rWg/zWkvXzP12Nw6c//ZnbDr0cph97kxWOWa1zOzboYlfDBz/44c33mc+8fd9A2BAP9kGLjuThIzcbdmjiUUyVG7w4FHtkwa840e8o7tTszf9s0M0hetPvzk/xo127Ohzn6NQXvroC36GER6bTxBtd9MJp3M3rCwW1QAAQM0Qp2QCsHXJCgmHYDDKNgRaaHsNKmPCm8brWpqCnuEa3GVCKGtTzJRjYjIFWJcO5Zphm2HQlEz4OMqIHpl/ETf2nc/ARVGq4BpayH0NX4jYLmgGrD35JRp0z8EAjh4NNx9O6RJN+6nlsIc5L9nOZn50dYv4AACAASURBVMCyv4FSzY4G2rbnjceaJbsUA5MXebpG89TXHrPoZuB0wyIHOIddDfCyq7q40u5bF3wgIYA3SLM1uHa27OWIpUsJ1Dn4Zp58mD3job9zffynLnGS1w8JvEuwPutlWMks3z38MD3gPLjlOvhb8z5+IfnUpz5ly8yeCp5gugn7oQB+liC8KJNQ/ST4j/7oj7c8r33N6y/iSsT0ElNv/K03nf3ar/762cPrX1Tdcftzzh57dO12WT9OsOvg+c+786KueD3rmXdsGD5gy+Kcf9HDn4/MeNXsSvej8I2xdzxZ0HH9jXIkqMMexxOH2H/b296+lw3e97737BeLtrOxHT8++KBdHX6J+um9xmv9mQxs4rMA4sOTxBceP5Jo/qCLQmZykoWseDuKK23FeuMK3hw74aijWRwXixMn+o3LaPmBCjnwSb5ggzmlo/+URzD1XeCAki/BMFFHvMEEkcIdjNhdrAFtcBsgPaYWgOFSygBRF8T6BCsaeDaIOUMwP7Z+u6+NIgJLgvRioiSYMdFRTo2R4dWtFeLdoIRPXrMafLRPB2ULdJ3TCcyxl/J4GYa2Q382JAt6GTpH7KBbcPWTJfycHg6YqSe8qR/crqMPBk4+MPtwbhCeJl/X/jdZ8myhVokWOdAiF7/TW8EXPbV19JIh+GYA0bj63Hd48LH2YNBiI/HX4zceZoje/GvPV/jDCwe94omMDgmrpEKmDnpKSBKDR372cM3nJb7ij1/huXa0YyC/ks/hhiCZ/sqvHC+f/Njhda973fYlGeh5zC4f3nZ/4doNYL8umc2MvVR7xzvesWLy+Cqcm7dZI53xIqdlBLKYRUvanq7QZStjw8s19jF7NUlx9ORCt+KaPOBLyPlL/zXXHGv6XpDZrXDE4qVlLb+Ww8PPlYvPpz3tGevl3rfuH3i86U1v3Ht1/SgEXeOWDHQmr9m5g35uXpv++l9oV6+1X3RnbPEh/egvLiozxsGzPzrBoaM0jho/1foOHS69xMuf0Z64Ew8umPCDr52cjmTQP/k7J3MHPOcXJCMnlE5ZyCnIYJAlWYHtPMeB8Qa3ZIt5jDiAgcAaMM4zKrgGjnb9OaEBahbhDo1HdNESzO605E0JdTQzaIYqcQi69lJuxFXwfmTJ2WBNbzjo7GMtmGeLHE3HZro5he30RyMe1TnG9XQO2vNa/9RlBqC+7ItXtMCULPiiAdiNqiSSjPA6//walNkqetP/Hi8NIoO9pwL2or/jxvViBPz0cYGo3RqvGKJnviGPxI2O/3AhCf3+7//+TkRf//Vfv/aLvnq/HPLz1Y997O6Ni1b45MQP3ZK5czEabdcO66hsghc9xRV9xJb+D3/orq2bZFECR4M98bvhhuN7B87RaPboZ7aWBMzgJDk3C314oAdfYrb39f77zeqP/5LsRZNffVnS+IEf+IFNk73UlhusLyuWOiwd4Et/+hqr7VGX1JybhGi///5P7Hg+Etyl9WpbvsR+yZDdJfWSt+UC8kvM3azJXkzZoiYho30kxvNPna4XY9q++qu/ct0wnnr20z/901tefrM9jbwONygzX0+E5LS0cMS7eDhu+ujQv8TLhqfjyHXjhD2MA7YpF9VX0nNdPKsbU7vxvDQmg4V7il/cBhOtxiUZOvQlx5S3MYuWot7/7NJRMmkWq7NgbeAJVs5xrXAoBhRgZNdw0EspRk0ZbQ149B2uS6LJImH0+BGd6JKhMo2hLb7xmYlGH/kyJBjn9KHzvPFoJ/PkkyHhZUg08cjYFxHOZXFN/+mY6QR8SvJg0Q62Gj76sx1PyYHs+tir5GGASbwGmP7oop2cM8BKXOzLPskbrHVB8NqPR8VLd3AyGVBoFIjZLXkNNrTIQ1f9BovEIbF+cv3stS1+b3zjG89+7/d+bz/2+5WhGdXb3/67F38cswfuKuiIQXqKu5nw3Axs9pcYnb/mNa/dSYf+1iJtRZQM9MG1N5adJB6xxY7NHtn1wtormw/A04VN2OsP/vD39pt5537sgI6XT9/1Xd+1Eyvb/MRP/MOzD6wZrnVj7Wa1/P7II4e9JUbJUjErdjT28OUT8rCbhOkge2uiG/G8gGUL+GBMNPyggt0c9JfYbWPjS7B+tEEn/jNzNsuW9C1pOH/0kYMvGx6JeT3+r2WPx9YyAT6f/exDe/LlRxj/9J/+04vrz+Sk10c+8qGLM99PffqezWulp6XPkUhdl3jpKG4U7eh3Xjxqm+OzxDvhDh5HPige9U/am/BJG7yO+uc1/GiXB+ZYSsbolrviG031xf8ynNMYizJmN5zL2AIdEQaKKHiHYKwf4wZcTJo5dE3QDIomh6u1gVUMZLTRa0CXEMgUj9mPhqO+lMVPO7ySHLyM8vh602rgRAu/nOXcozRaZDsNhJIumdP9It3zuyc89Mg/AwYceeiq5NScBzaa9aOFJ7ySAz9JahIGHbPXlOk0OKKHJ3+TzSDkS/iSEHpkM4DJ4ahkW20lfzbM1uDQc1hDBi9Rgi95mXlKgvuTm4uvIgGD8XNWyeH1r3/9SmBfsnHJpC6ewLluySO7ixuyf/d3f/feFeDDLmykX7JvicxsVEL80Ac/smeariUqiYlcbLL9uzb6k48t+ISer3rVq84T4PoP1o9cngjsAPit3/qts7/4F//i3ob1n/7Tf9o4ZMWDHvyHFtuRiQ70kajJ2TgAQwb4cNhMDY9towPXeQdb0lkCfeUrv2TTzDdoNo7xe/Sx4/8QWl+2Hc7M/b/+11/efCXeO25//v712VOe8tT9tGl5w0+FySQ2Hvv88WtPMnsB+Iu/+Iv7xteYQZfce+a7toPmv+Kb7HNc4OuAn6xgyK8OXq0E67x+5zNGg61/wm0if0JBn/0mPeCNKbY8Hdv6wcML13XH9jFnJTzDakxRgIgyMiNkrMsILIPHIKMUMKfJqoQWPgENlPBTqAGv/bp17JnW2spz9frHjM942tPX+Uqmfoq6EPDCxzEV3cqtNj9JfGR9JUqwPnD/esN672ePteOlE70lVvsBJYBbnrK+l7oe35qdkZN95g2GLeIn+NHICepsVNu0Fb2mA+jrJ8M78FYg6YvG1n3pa7uVREKmkiwZ6LMfRc/XaOGelh1w5/kS3YJEXSCjg5cZTTZEp6Wl+VnK6H9hvVBjMzsSHljb/Y6E7+YpVtrX7Ga9gm3tk9T/wFqrR1NClWwkM8sUBq8EIelZXyWztViD1XYoyxBmT2bBZmSSolkxmt/+7d9x9sI7X7xpeDsvIXoR5gcHXu7Y4P/Y+ubrgw8cE4YL1ywbrhnmU2+75uzOF7zs7Ov/9CWLwSOTGxH5HM4feuiB/ThPNrGBt8Tyvvd+eMn5vJWQju13YsGMEg3+9LUxH6ThF3tvzeA///mH19asd+6bplhg+5tuunXhHLs9bM3iA76xj/QYixLK48v/PgF5OBP89dcfv+hbz0lLCe3G7ZGsaCUuH1u/JFvPZPs7Er6KtkJ90/jiF48xf9tT1ncT1sTj9mddc/byl716G0MYoW+JyfGud/3h2b/4F/9ir18/97nPXks3N5697vWv2bH0qc/cs33aze6RRx86+8AH33c8NTz5+G/ad3/srou7O+gjhn2pjZ/V7KWdnbohNHZmojzNQ67pyF7Gg1ICnOdeGqJ9vCSzbmzWSk/5wXLlYRs42s3EbRuE53yx2P4gY2O9/NhY3+Ns41/aW08u5ZoVh1x0Yf3CsNr3jS8Y0DOxlmS0IZRRYlxy0OccXIJlMAwPZY9ZcoO8djV6hGN4NAS5w7nHIgOPUxUKgheox6PgMUPQN5NFNEuMrumTXMmkRlPJaGB7PNdGDm0GFIeiabCou1lxRM7OCWh36FeynfrUab7Hi0Y8zIwkFXo6nnn7s/ZsCe8Jg5+jr5vFE/14qOHRJX+6bpZItp30z2fn6E86+mcb+RV04emTRNhDXzOw9AEjwPnVo7/DrEqStxbIn/iJAclNsjOj8kEYs0OJzGTAOq1fUrGn5GsG5lFYYn7Fy790n8P1GG+54L77PFofPz9Pny34KunKHrOAQ9+sG88KlYsRCd52LzNytRmjHxRkQzYotuA0+Mx64dh6Zf3ajSQff/zjn7oYw9o6mgU307Y0QfabbvI/Ci/dRMHTpXhuLCbzESdHIk5/Mh7nfhB9+cugI84vrNnu8Z8yXv/61+4XZ3/37/7ddaO5Y9/UfOOBH9ws7XAwTsmZ/vzmhaDE7X0M/zp68kg28ULe4mXmj+xfPLvuPHxtxWTwaDQ2jvg7xiO4YIuJ5J204U/6YgIcuzh31A/2ieSqPVuf1hd61EzIEEoa+iE1uPTn5PloQwgBMAfqlRKPfo4KzoBRwBrEkg0nNRBKgCU8g9bB6fgrGYCBplF2EC7ZwSdLCQh9/c1oJXoJn1wlBDCSHhz4GQ+PBpvE7Fof/uC6GWibTiwotAWLtkFWom2Ntlluv+iBU/JHh5weWx9d+2QV/Y4Cp1rww6NHCZxcp8GeT9OjIL3mmmOJBTxZT+mXbLNrdMnCFq7VEq5HeucSlsFpZmswarOVS6zxvZtlS01gzewNdLNlj8K+GfB3/s7f2b/Q+pf/8l/utWCzUTNGe19NLdiRTCW/baTzkq2yaX5hg+KNHRyPPnr8FBodcWH7mQMueFul4DRjV8OzjdKjOt0sX1jPlqzf9KY3bVi0+O95z3vhTvTp6JEc3eIODBsVw2asxg95JGGzWgUfv8IyS6vQy7Y3OzPIqxR3C3zxOWZ5xTV4dke7Nv5ww/jhH/7hs3/wD35sy+IjO2bA/KnQ3/ihh1h20zSW+MTTARzxnC/wUeipjWzipBxUfzZ2fXroI2M08ykajc3o0bl43oxXyb9dw49HtIILX51dqoOddbRPYbtG98IUNISEVDNYCuhn5GaiBC24S8LTQPo4klG1E861AYamYLEw32PXETzHwMQLrGSsCAD4DM25gnk/Ji8aBZM+NKahzAjJJkEmu0EMFv3r1mCF0115t53PbPFFK7nB0CMerg0QssYTTk6czoCXHZt1mq089Sm37aTi0H5K6+61RmbQmYmxoxsV/nQX7Deuf2aIj1JypKcDP3j55lQPOPiFPwMDrvbH1k87C2Tw7NZNGHxPBHinL7hsZOmBLHs9cdmL74Ilm+8P8CW7e9FlVnn/fev/ht17/DrMtZ+7isOv/Iqv3rD/4ed+fn9W0f5Re0Hf9OY37kdqj/0SlfjyKyk2v8pazHm5ZNvj8fKQ9/CxvvSfduAjBa1ihG5gtN1005FQ7rjjOWs9+lXbVvTVz07On/rUp+8+/LqxWPv8wFpjlpze/e53rXXV/7L7zdiNCcsvdLEjAB282I7NnIu3kjde4jA4fYef1jKYx2o/JV7bxZRjqWGN2zVrJltjTtJery0vJh99ZH1s/QybrG5objg+EfnyV7x070Ixc8+vkvDxMu+uPdsVz/Tha3JLvsmnnQ78xL6NsexcPIIJ1rmDfR1KYy6YCeu8I7+f0nedr0/5TBnydzDRaYxM/uFtAVeZcnSuff0boMsXjmenc/2nZQZod5wSbIO+ZGtgFoTzMbpky5j6KSGh41mS3QKe3xEpD0bNidoFnt9DO0dPn1Lg7cG/hiR6AkQC686KD3r6BLhrd2yPTjkYrWlcMGTtwLfzCVuQZD8BR9ZqNxM81X45Ri60uiFFl+36OlXbi8xg6WWG2KyIDnD5QGELAR1PMtK7xEG+kjF/Kfk9uxT0fnuu4HkM5mOrHbscvj5eyOnLVsVUA0TybAuTmS8/09mAfuBzx5e3yCepGrRo7f/OsNZsk0efdVZ2kHAtTXiL/uhjD++Z85//839+49x3n88vHssMPvZN5zm4pn5H7B1JdPpxK3xebBerr7GAhjL1ZIv8zVbO6c1HjQ106A7PcokfbijaHGaJfQ2sF3xkZA99aLXzQl3c8KVz/m6MdBP3IkwstCSUn8mAXrF6aQ/vkdzILP76P4jWtm3129/zvf0ZO57wUIM1ITBb9yRDbzYgE3+5aeILlqyKa7zJrDiv6GOrYIpFujmCxSNbB1N9Sit60TzNa9klewSHDth8fVHIdQJGCWfqMPlHe9YXZ7wUOg1QzEqCJTUEUxYheAwvcNSY6+cUh7W86E764JqFFthoCTL4+iXLZrxkwY/jrOVJXA4vn7ThBTcjRcdnCdHifMEKVpCURPY/szxPKoLAeU5KHgEaXfo/UVBkeDTQwkPdjLXBoa3EaEJGL7bAr+TsXLs9kQbhB9bsqEErORmg/nOBF4bJxFbphU5+khS6ERZw2viL3Qqc6NAvOP/4sH7tnZfEfaxmxgM+rh2HzQ5adLd+66ZpcEok+D/4wD1rRuTnyrcuXV9y9lf/6v+8v1UgiSps/6//9b/etNjEWu8nPvHJPfPzcus5z33mvgl90zd909n9n/vsTtxmWGC9gHrGM46nG/YoPnxJyzV9Hn300oDfDM9L/u6FFV9kF+fscMSB9VI6zq/YiZHjZZcXVW4E6OBpOQSeNVu28gMF8XDDDXanSNIP7VnmRz96fF/asoqtaXDEiImBJZd3vOPt+5of4IttEwdjom1n7PDkJ3sC8Nj/oc3fEghfHPKbWF1aSiKPA13+cTP3r33Y4pD1qs1D7ClNlJq9uzmawcP3NMZOxr9xbMyRUYyWgBojdCje0Z1jrXbyOi+O2UOM5Ud4hz+Oma5zJb/VN2O9/mqwnYMLd8ZzdCf94iGcTeS/U/a3GiYCIimrrt+5wap2FHiMr4AzqBizJEg4MxMlo4ED00BSlyw4QMkxGRkveGig3aP5vpMu++JTwkJ7OuPW2++4yK8E2owrB9PruLtfGoRo6ieLejo1e+lrxqg/3Y6AP369447fCxMwdKJHNvH1rpKufrJJTGr2ELR0xkfytYfU4Dp+N/+xsxc87/kXk2GBg3Z8snM+zd4Fy5RfHx1Ogyqfo6s/GuAaEOmTbfiU3hIQn5gF4SUpuHHi7/ybv2l9+WrNbPuVFvz8B97hf4ShZYDbCwvXY63H2099+mPbFv/23/7MGuTP2sn9lpuPx/FjvfHDO76aCJCldwloXnfd8bPa6d98ryZ/fdtp5yXfu2nwE5uQOx8cuJdiQjs74u+x3v9fI/cddxyP6z4N+R//43/cn2ik87d8y7ec/Zk/82f27N4jvsKndMFPYuQLNpHw0GIPa8mWAyRNMfS6133Ztq+nAkXiBif5uqn7SXM+bBzMl9vWuMUg+e0UMcbxg2OniScYP3yxjU5CRoMdJFr1kbzv3+3FTfFEFzoUi9O2zotD58HM3FPeQHfC5wN1vmwMB5d/gj3lHb/6T2Ng9p+eT1nic1rvGS8jToEohBhhOUF/AxkBBnXob/N7gqMnkUgeZjTogFXQaeA6B8eRcKIvOZa4OQt88iWrAdXLqBvWR1SStXbBraB5683Hdh8wyabfgb8ZM/p4wscPnqKt81PjFkQCmMzNqCWTvpOqLdkNFsnC45hg1I6mAG0HB31dC2x8yePfuxtM+JGHP5JVMmPbbKdGFyw90gUfftNP5+DoiEe68Ds4NMgLzja7dIgmPDT1P7I+65it2KF2crn2cs6LIwOfbuR37gcFHrVvfNItm36P5XTL1s7Jxi7s5obDtviif/h52ey+48cY99zzyU1fP97dwPhdLPZEpk/c8s+Tn3ysgaOFXzqyBd5eYEnQcBo8YBR8FHAONpMA+RkMPLLDk+zNFunqCcZLNi+e7r33k9vfEi4bmFS8cP2IAm3//df3p//aX/trmxb52SB+bupm+3Ya4KFdoa9kSf83vvFN2+d+nKKfzcnCniZFL33py8/9eHyMXyw6yHLEwPFuBY2bbz62wUne7GEZzBKE3SXZwnjmP7zxa4sg+RtfxRZb8CPZlTnGXBd39envSN/8BGbSOYXLNsHlS3Dh6TvlRa/yzpRHmyP4WUdHjW+yVuO513g5lAKMycCuGUeCcNTHYccs4RgQCIPtTgkXHsIFB8H1N6jBEKBZIWVSHoxrPPGx/ajki1eJhHMNXoOlAU521xIh3GYFaBqM4ac8ufR1J9YPbzqSLOjgSx8DMxj88EoW+0nNIHxzFByneIzzkVc8cxJZBK6Zgq02H/zwh3aQ0sPsBZzBZ1aIB/lcS1r61OiT02OdtUI+IKM9s/bSerPt/POWUezf3Any+AYA+7O3G8Smv/YU4kHPh9fsJr/ZZuRfb8Nlh2xABv4pgfveqkdIMvVmXz/4/CnJSZh0eu5znr/tds8nPrU+Wfg7+8UP3HyZP8UH+Z777JesWFlLKNccP5bYcj70+bU2/Mh65H7nmvHevZOolz9zACWDR3pJRKKRUGxNO14C3b30umu9oT9iAz+JEa1inPw++6gmCxhj4LJxcM2a4a1v4PqM7C//1186+7Ef+7FtT/CSnCWTZvPo8p+E1f88uzhLXDTuuPVZ+4mGjO/4/bdvO1k++cl/+OPbX9/+7d9+dsOTrttLDZI1Ob77u/7ctp9/o4Mn39rF4AcPN954y/ohx4tXmx+0PLL/yaWf9v7AD3zftsmHPnR8PwFP1+JSfPbCjI/pVnw88ugDZ/6dOx/Rw6csxWA3FTdYtmVnxTl/6We7xpMbHvzGGpmLs8aKNvCunXddrkC/sSwmJ54+8d7NwDW87c8Vz51vvJUz7KG3J91hf7r3Gmrf1F2YC8+NlozHRPBI4nLcMa7RcaCriP3i2BOtw1vOq3xn+HwP8068kDyWMAYHICBIDAZrNGAQc+jjiJKzPsZ17UBLmYm38wYjGnAyLIMIHu0OcK4Jj1cG1IeWgHS3L8lOufAXPGr04xHv2tHdfTtZHTILDkEh4PTDwSPdCzCzDgnXoV/yk1Do0c2H7NdeuxLXolNS0Q/eYIRjpvIffvRnN0+JAk/JW6IVvIJaTR+DCs0Km/CZPr4SeNrAsJNz/B5c/9W1YCO/frZ37DW6tcgM10FPJT+o+aGBBz57shVaPh5OBglEcsOTfg56oQsfrm1GkorrAtWLGrQkPPYkI3uhA/euj9yz+WgnizY28Thtvff973/3joW//tf/+p790RU9NqSPNVVJS1LF039CoIM4F0v24XYj3PtO//i92zbFsD3C5Gk8wMlW6EtEJWuP3GQiu1/dsYFZpcdwPMnlMb+tdeiyMdpuSvQyG1Ybd+SmmwSm3bch/BrOuq+nIPy/8iv+9OazfbF4+NiNf+++yO7ywAPH1jNy+2WZ+PSDCFvwJG9x1/g0/o3hYnj7fb28LLb0sxUcdnZN7jlWJW3ya6dDSZhs7N/4o7dCh+izO9sp2pRipbGsLg8UrxvwvBS7s8259lPejZP6TvvJwK5kSk60yED/ZAuvOn6NFXSysRq/C+6eECSE49Hr+K+kBnqK6Y/RNCCCggIh7Yg2YDKQa7gXZ2VDCA5LEM7u8QZdg1iA2kyfk1KYMVqoh8MAyZVT0BXYJfSMoj29tmHMDJd8Cp0NfjDaXDeoDJqSbfh0KzH7hdQ26GrzUqcAQiMbZMN0boYigAUdWvoMTvbSbzaMbjy1gdNPdwNSEjd42QGc2uCgO1j2zC74gKE7OF/8P2L8fKSeB2mBj7+S3ZoN6mfTm265ef+AwS+z8MJTu7iAS2e8tTskk2hsXe/+yJ5h0XnfCC7a8Ei+PneYndEUo3ziMf3BB+/bPw0WC5KIpGDWhT8cM02P0ujCQ5s8bFOcPvvZz1+zzBevL4fZ/2um9Nim5SaB3lve8sY9+BzkdWRXMXHf/dfvWKUTm/YE4mnNL9c8mfEZWHJkAzdVcvAjfcjFpuSXtNxoyC/mJFp0rQP/1E/91L7JmaX6VR/eXpjld4kXncceOx6RteN78LllJ+43vOFX94ybTGKoGx9a2YgudH7g/LOWYtSLS2NSAZevyIq+fr500+MT42+OtfJIMUHO4kyf2JxtjXd1R+OY/8gXfvLMmpz4Oyac83x5Cg9HX3LgA7+2qTuZroS/DbRKNOJVDe+Cu6UTwUERCZARGadZKeKnypftCaYvwdQJw0hoElzNEfpLQGi0JlcCFZhmlOQB2yByrsBV8BBQ2snbLKUBlQwCQclR8OE1q/30vZ/ZPBTymRk5yCuRGBRwo0E+NOA77rnnE/sLWs95znP3IHvaU4//cHFh/fdZeGveffbIo0eQoslWq3Hr94xnHvt324hO5g+sF2jogqOXwn70cy3IJRF1ti+4mzGQWz8e9376WGsrGZO9JKjus47pmN/x2ra/5niZafbSThLn7VA4HmmPf0RagAs4uuQrsx7JwlKKhKR2zTe3PWXtX772geXQFTePX7Xj4d7PHP+pl5+uuvqtm5bkoJhJfvHs+Wcf+vAHNi1roPiVPNwALDtITHj40QJ8PwIgnycKuxokKDo//NCaia1/adMgYpPnPPuOfQi17/me79p9Eg+5JR583VTuvvvjK8EdSzhoSzz+tQ67043N3/F779z4dKHbV3zFV5x953d+19nrXvtl275vfstvb73EHDuxuwQoBiRe7T6GjuZf+At/YeObVeNPnvyGBj62hZXg6I2edr5wk3bj84LyJ3/yJ/ev6NzMxJzYJS/9G1tw/YcKtZsE3fEtobopoMs26JAZHTcJMpjUzfGoLdnUxoMaP0VdgkS3+NHekZ+M+5l40z+4TXAVfiGDeo+9VfBw3RHOTMjgZi6DO+O7pBq9iTtpb4bnJd3U+yfDjCrxZRhwJbqpcErXf2qoDJgQJV10JQW1voytX7sk0Qy2RzqzDgFOLokmIyQDOgIlx+YESit4gNVOLrCtPxkU9d1869qStoJNMLGFhIJmjoUHX1B1I0Iff7wMJoFHXo+qkpJk4q6/k/aCIUPORyt7CGj/HNFamSTREkmP6GxhwMFxzk6SH9n7SaZBCt4LGfzSHy0D8+abjtkxPeDRtRsAupYKPr/Ws/yPLMlBsOPx0pe8fM+kDCI2cZT8ZpCtSNn6sCncHVTngc5OeLAt+Ty95JtiLALJQQAAIABJREFU7dg+dSxdicMjod29l1nY9D3v/eNtF7Lt6/XLNX5kO0nk6U975sZBT+LyQsr3YSUpH6r5iZ/4ia2PJCGJ+cVbj/X0IW8H+zgee+z4qAybXbW+xMWmbCxGfX0s/+m/556Pb93Njnti0W6JgTx4kFsfu0t+fnxgCYFt/Wfhf/7P//nF5Qi46OMp0fGpGGiNugmJpRY3F37Jpo0JfqAHOmwDRxtfWKKQHOlCRksJH/7IB8+ectuxr9xy5MNrecqXxMSzosZfzBmPZCOngx8U9jGJQ3ffPJeP8CxZ4V3sa298wi0nJLfr4PMNuMa+c+Ozse86+GAmvn4l/zZGwKCjvXKKh/8sp9fBVwc75Z6ylccutK5DaY2EShjGoRzBchyCKY2JwRKOa/05HT4nKJiD6/FfLZlwlMAIxgBrRgpfwjNw4LuuZIAeqdFSCgYB4Vy/Gh0FX0kRvMFgn+rUMT0l2WbU6UQGxbVzej7rWf6X1vE/1v7oj/5wJwYD+9l3PHcP9uetD4vgJzAfXzM6MyQyGYzWOwvuHNLNipwSlWtFzZatETpnu9YFDXCPqSVPMkqy9M6P0QLDPmxw1fpHghIHfSQDW5f8HFTS5Rcb8PO/PanK4W9nHrV6Iy3hHrsC0uUIaPFw/GKqgQWTfNZf6Um+4iP9s6+PZ7MXfSUsn1+UPJ50w/GpxE9+5pPbtuKYrm586IFzM5O4JSgviW569El7aePGm1a8re/CSjIO27vyKdl8lEb/NRfcXI9vafhnjWshYsf+od+xd/fOO1+0x8ZLX+rbtF+7bYWWRNws34xSPJFP4rWM8Vu/9dv7xnHnC5+7k5kYZG/46Y5uM2X9bkba6OrF3d/8m39zx1h2hSfWXbMBnmQBz4b85dyMH29yrVG1YwF8tMkucXbDY2838c985t51IzneJ8BxiDETAoci0ZNDu3jsaY5e5QUykq2kTMbGOj2LU/3THp2D11cC3YxXwXce2iY+Hg74yZKtu54w+i6sMZKc8Zh6sFn2hquv+IdfSS79yn6GngrEJCTETmEykpqBEXNcSQhGdteW5JrBgeU0PAgJDxx6JTtywBGsDKVMpZzDb9aCniQkWAo+dDm44JCozHrQi38JOVh0s0F2IaOS03KcNn1+ISVYBKskJpmWzD7w/uOxfM/OVkKmk6LfABSYZFLgGYTZxwCwBxNtN590BecRmr4Gz3ve84Gtj8dQ9BtwaJpx04Ot8KRD9AyM57/ghTvJegRX8xFYcGq2pCMb0rsg02eQ+HGA/tPgBDtnJGQppho4h12PRKUtfng4Z4frr/dZSWv6z1jLBT4e/oObJztJbO9977u23SVwMzg3PslNAnjDG96w7UEOMejwgsp/7pWgJexbb7lt69WApwf7oOewQ0RbMXCqh4QGVwmO3L0c8//S2LInSjLb1eDf/2i/66Mf3E8DfEoPtPDla/Gq4M0P7WawTmtvs+RbAsxerktsxhJZehrx3y5cf2HtZGFj/V943A3hoTWj/dSaDBz/J07cSdDG0nve896Nr1y7thYeN+NjAiXZkhNPtieDGwHd2VB8anM0ZuhMPjiNff3aiy3t4MOZ+YH82mfMBRcv9SxgO6JbHWz2K6/UP2VBMx7J+0Q8T/HD1a7sfbwhY6oUZILgVKAIFGStzUpgDVLO4RQBZJ2qwQzGUZLbzFYhjGSBHxnU6DsKWDBkIRuZk1WACAx3ZMGrXcA6JIt+qVPAwAVPDv39JDZ6eCo5GLy26UyyZCOfRRTAh+7HntVbbjn2JpvVeqPtEY09yOJxjCytF3oxJWjR9MbdLFebZNx+YHbEj8zHLHW97V9J2yD+hV/4hb1F6MMfvnvRvms/vgp68hcccNlXkiCDNVDre3ZV3Li+NRCsmh5T12JAW8F07rZdzVnatMuEiV5BnH3JZ1N+ttRevDnXbjuXbziImc/ee+xb3nyvv3F92vFFK/m86OLAJjvd6cmmOyGcPzJLWh6X3/rWt+6kjLZE7GboptZODOd0LhGfffH4f3USDNuLGfGgHw07CLacS74GVUkFnOSl38FWbnZ89EM/9EO778GH7tuy8qXEK2bEhrixS0KfGwRYcYuGdW1fPBMXz3n28U4F7xIuXxs3zZa1k9c127A5eHa45dabNl3LGuKL/buBfehDH122ufRryHTkN/hs3Viiq3gV5+KocY5e4zbflkjJRFb0Tks81PMolq4Ui/GatPKlmlzzuniMVn4q9hr30VXn43gU86e4ruFfSU64F//nWkQJxzAhZmzXYEqanOn8eIQ5HoXd7ZqZBa+fg8GjnYAEyhHaBNHkyyHofWDN6LSXOOFxKpqcLiBzkpmDx3qwzXIpCb/kSAaFUbQ/vhy7dd0/8VxBsmY4wbhv+rqZPXi+62s/Hrk+97kjqBvofiRw803Hf3zg2P1lknXcduv6xOD6CE4vS7yFNsDoamZGl4994uN70P+tv/W39nYo9N00yLbtbb1xB6YAXD/TXD//JPutt6wtUrfdfvYlL3vV2ff/uR/cG/D/4A9//+wLK1FZziAbX3z2vmO70O3rF3zf+V3fu/9jrZuhwiaPrA950/fwfzODS2tsS4RVzAiPJQ+fJLT8QM/iQULiE/oYjHRQ8nUxpM85f207rWJGqRTQxy/FLl3T1SOy/wRxwJy/iPHaci0JPPjgpRcm+NnD6tdoz3728QH2l7zk+B7C8XGYYxsjf3jSkGA+9KH3bZ/455Ku0Wgbl1hy8FdJl9zNSGecHTegQzZfBCMrXe0/3vr5545rpcb15+4/9ktft24oN96wvjL23KedPf+5L7voB74r0b71d3777J/8k39y9p53f2A/Wd28fgJ866037+UWM/tnPfM5F2+w8PjBmFM7zq5aT5OfXy/2HjhemPuW8g0X1ta86y+sHQv3b7vy8b3rO9X8g2Y7Lp72tOPFsjhxsEFPEHzMjuyRHeh83EwvvVcRW9rECnncwLTh5QblHE3jWT9axQN6xZm28gWc+oqb+oNRV4JJlmJv81lgX1zf3nWsCNt54HEvPtYizNVrScbYFpPGQLVv9R7/HPQYJ/FuHInZi0nXMtb5QSb7g7fs3XE0CjqNU5kGEmeWvDCKuBmUAhcspQoAhmX0BmDCJGg1mIxSG1ru9Gry6De7NTg4yTV6PR43I8GLrMmwg2+UaMUT/ZxVgKBBj2PQH19GM4OgD1hJ3eBsJhovNXumb8HR8obZjMcvMpmxbhmWg20XQtOMR11Ak+HJa0ZK7wa/AUmG/HLVcqSZq5uOgWTW/5a3vGlvF/LI+OVf8TU72frpqUTcrIdJ2PDqqy895ZB3xgA+3QwLKjDZC+x+aji/qbIXOMW5PnZzvm9yqy+bOadf8HCKuxl/ue60rWsyhJts4RzyH8tg2sAa2G50bTu7/vpv2+D8xv6SjrV3ic0PXMwu4bG3GGND/nRzlIgUiUMffejsHDzdnvGMO3bcsMHx5Ofpg42Wbb/gKe/Yqx4uWHqgAcfPht2Qf+VXfmVtJ3vDnhG/9nWv3rwkyRe/6OUX5eDb1nPxFmeSbjdCsrGJ+HKz0e4gazNus21xGSzfkgc/7caWcwUt9nTNRqfjqPG0gc/hyYWe2kHfaNSGJ93RFTfdrKMHv2PSxd9xpfJEfXii65i8onslWrMtuleifyrLjOFtwZkoAFO8wcQxhNPOEAYOpzhcN6hKPgmcEvpjiEaGb4Cro59D8HSuD12PXRKWoBIkHg+9MGk5gRxoc6LEBBZNpTrDTF54FOjJDW4nxIWPv0BshmPA0TuZwQj2HJct0Y1fM3Jy94Za8EqK9Lrp5ifvAYSHtTEJQY2XgfPQg/fsmT+b4NWLRrP9ndzWPly8tl/WLIZMd9555w4ivL/uT3/9ptWSEFvNGYrf6qc73OxVYJd0shs9sk/JP/4NkAYtGSWbaIBrQNEHHX1KMfJE9QYacF2jp6BdyfbBlyjoIJ4UfLU/tP4zRrHGTmLLlrXkaN2+l2VqyU+CZl90JF5+8ZhtsuCcDfCTvMUpOdnLDbsXUfywnhEuxko3OTbLNpYi3FhNMF7xiped/dIv/dKePYsRcSQ+yQy3J8ASl3jxy7xmkXSxU0hdXOtz7cmyBE3Wxq3xUczjUSKmC1x1PqTv9Gl+qK6fbcsPZCxxay8GG0PBFVto5a9g8n+4xSrYZDuNifw7ZQyvuAET3JViC248oxP8pB+9aKjXS7vjMbEZHcMpGb/kWrKdgY5ps+BmtxhyRgM8Q50qkdD46WtwZugGd7UtMN62Gxxk/v+pu7eYX7O7sO/vzOzZc7THMz5iMGxjYhuK2gQjk4OBJBBEEiAkaoRCoogmN0ihF7mMUKLc9KIoUhT1plGkNneRmjbpRRoVKFAKJQGT+sAhFBwzsXHssT3jOe09e8/smen6rPV+33ftZ949M4ZESder513rWeu3fuf1W+tZz+EPjuPjG659soimvju/zrWV0NSuThucnE+eETj87ojBkBdNsu6GDnfycU5w0TA4wAuOBuxv/Ob6jS6D2UrMpa2tAGUyv+HBh8fksB68d8nta1Fs8cgjb5oD+Pq15+bqzM02d+wNIj9XQza0//k//2dTHjIIAAZ+h3Nf+GKru8fPDIHBW06ufHn8QobXkNlZQtMeITcRM/1YY5eQ5Fwr8qX3fi2hVRW8gsUMOMPm4E0YR+c+M9BWOMLc7ny3b36R/egku2Qzr3WHy3ZEtsonPaf80EMPjyc+vvoMjhz0wQd6zEtAE4wfffRT04f4k+PNb1m/fWYFq5/nYunfJEyX996zft0XP/SIP/YVXB14F+zpzL689v/5f/mfzp46+eQnPzFg1g2bdT/EFpUnGlx9rZ9atxBpa4V98K0OP3NVfLrQ4stoq+cTa2J6bvKgTWpMFXDxXcJbequ8jw3l4OFBl64cOzwc2UR9R3338ahNCvdOT314dtq77/CJzqNbXCD/kRc4d56Uw50MO750s/MC7lKXFgmPmMDmiHCdEWCUfWAqQ8RgpX2WYaD6aKc0KWbBKqPPEJzCASdYl8hyjgeWo+Q88QEfQxIYvVYMzuHUX9/kqV95QRcf+iR/NMHFV/KCEzTiFQ/qMmRGMED3lYQyPuYTBeMm2pvf+pa58rX/a+XrkS6D2I0Kz4x+7bvfezbZkM2gJZObap5ZffSTvz0nH+mND60XPnwQXFAl1/PjCQCrsCYrKxtHk6PfKiOnVZo+AkJ79epNFGBbxaGFT8FeQJCbQD74wQ/OG4P0Q48CDXz2cPlGfiBnDzD42gfdFOI0HZ24+pz6CHdRe7bM17JvONCgIzbLbvkuGAd/q7zTTH/0wp76wcfeJr+eDPjtR39rPgZnwmFvhwQG/Fe842vOti74E33nI3OAno5H8PbuPclgteseAV+5+uxjc8VLx20DkJOP4NtkYHLAjzr4TfK2pMjgXN85iQ9Z9WV3dLUlG553/wbXmKstPcnxDka+6y0b1L8ADI5fRK84EU7tDufHwBut7LzTBKuPVH1yVBfuvV8wu2/s8Mm2097xR/NM+EPhEgQFK0LnUJBQSogLniHH0K6cHDaFyqVwxDTjF8iUtQcn53xWtRzawRk4oj4GfSsvsHgt4Id3N3ZKSxY4gouvVmDtEcMZr2Bsb5TggTMDw0dnuxMVmNMbebTTFed24IEsBlOXngZHl3wuTw0wg8Ov4FoFG7BW3x/+8C/O10bt4c7V8fhGhABGL89efXr28bgQeQTEt779bTPo4gOv6M/tinFz6tmr5x80euyxtcKhT7DBVza4TTIe3Pe6bnuJBqnV+a/+6r3jMa1fmyspwVtQQOc973nfDMD0Rrfo05HBn8+cKXgrHB331c53hw9F8GyYfRq0cn0cXu+Wzv3mfNW2gun5fmJ4wLvpki94vjl/Yue3vtULJ+vex7d924cm/o985CNTd5/77OdPvviF9asSAqhvRfj5oF4+cFXjhy67QSr48Re6911dPPCNf/yP//HUpXNXOnxhyjU2L/wqxxPj+WYLFPcS9IWHbTxh081uPgV3iwP6cC5nI8kk3Dh33hiQkxnN3TbKeGqsKWfndJ7+tQWrjn/KG7faorn3BYen3X+0h09ZgqvAu9fpF99kyEeO/eGITjLudLJ5vMl3/qNR38nUabrkpowOGRcySisvsIR076yc8DGdEBEVYDAPjwS3YMoZlAWNVmTNdgItZ7Dh36UQ+nALBIJDs3OrA7gTOh7gR1uOXoE+I+hjr1hSB46zwhmO5N+NkmPI4QXrkJI1g+knODlHP9x4JYc6QXJdwt999gywFbDB+tXvujJXv1aTeDF4bLn8tb/21ybvV5+5NvvCZ7BZzf7Gb/z6XBEVzA207IlHdB148qounbY3mS1yWDTZUBBF20+Xk9kNH5PG2q74yjkpgGW3ZLfKMn7p1vaJgEx+NAzoAtdU3Eg56O6oR6d9rfNw5a/gd/9zvtsSv8E0ILXnK2TSnp+Xw19gqH+0+ZF2Bz+lo2/8xt8/vl/7TROXR9p8FvLRR39n6GWNPbYSfE1wbJUfgrdNwF43x6vN6uFjMzea0cCjxQo/MiGawD0eZnKrv8fp1HvZ57771sSaztmXXPyUPhx8in1NlmjgqTw5p/+cpuSlE7jSj3yHqYyvHd9uo/rC1TjMZvrDn485j3a0yrNbtHba6mb9aXDXFrz+tecTzqMVL9m/+nDUtzy6uy4ucQwVBQVAlO0gHMF3RHvnCO4EUlp1nCJH6mkDuA1CA5CzEI7xOUoBTH998dXK1oDPqJxbPRipyUJ7A0dfR4YJ565EjpwcGRo8PHB3KRyOHUY//IIjR8EMjH6t1MOh3oDh4DkymeC2IvFQvSBJ78+MgPqBD/z+kz/yh7917vX6FQIvORSw0Jy6HY+P0QPcX/Wud85Lfr8zZvDA7WfVW0kL5rY1XH4aoNq93kwHBn48TYWMhC+8g/MiRzfpwOpvdU0Wh49i/7k/9+fmaoydJSvtf/JP/umcBLzc4XsJdO9XawVuMtOHlE2O+Wx8lRQ8kIt8c/ffbAg2X6DDBpB29WwfDP6yeXA7O8EGX1t83X/fg+PxsWtTzhvj04z88Zv+wAdOHrj/DfP5a3vkeBBE2aFxxw/UGxeNUT9rpJ1N+AG7drUDP1ldLbEP+xsTrk5sJ8K9Jvh1s1MbvBIZ2FDiwwK7czLQCbzgdz3wUYd29eW7/Ltu1F9k23S6j2X0wqncoQ7O/Yhe+dEHdv+IB3U7L+FLHjgK7LXt+POjI61d9mjstIJXd4kjECihdG4AHgnogJHq9dmZ1e5cgpexOAAHctmr3SA2mzIwOvYzdyb1T+kcjEEk/dS3msCHczjgXyuC89W0NnijC0dyhl+dG0fgVjuDn69eV/utl0o7jklj3Ni4+56x5TGe3cTLs8+sD3GH88UBc+ny+S8TDGInz15bNwQ59wvjWwAvji+bXbt6/cQ3fb/5A2+eX/r60Ic+dHJl3oA7f1062uv3sdwIXFsdLz6/3pfH77PjM4CL9pg47h4/pnnvG8f3DN45flTyvzj5vu/9L6cODEzB1xXFL/7iv5g2sCJyboCyHf3OwD7ebPL67Gc/95n5MoLXaH1fgF3tKZPZ67j/58/+9Mmv/trHT77/+79/foRF0HVpfeXd7zz5ut/31XMv+MO//PiJK6yf/7+fGj+Y+O7RT6A7f4xx2aXH0dblJBnzKbQkPsFkN28uW+GTT+a3zvPT3beUd+fvHKxUm1xbvqitgTgBR8q+ytllx32Ga2wdeC3ZNxHm4mD419PjBunDjzx08hd+8AdO/of/8b+f20hsIODdceeL8/y56+vHPuHxZIJzOjUOWlC4AvHc6T3jxuinHv23c5XLLtp9HMkk+9j4iBNeBWgymBTx4QrGucBOX8aa8+7tkAttsFI6JqsyG9SmXeBXL9EnHiS09TE+04n2AjmYqZfT4I6H6XfjHDw6R1zh0e9oe7j1deApGzvHh/ZsOX1jfnN3JXgd2b7YUz99d18BlxzKRz9yfsd4pd4x3GAo9JTQOJ0//SNFVHkydOqk8gRJYH2CaStAznhH4ez1xRTlg0tZnCBhwOibguoTH/jKKOAYAz3KlQsYnEh/zsOJOZs2ygEfbnJUpo2poEE/PewDyUPTzuHAu374aGXy5vGbXuoMCLSUpXR25xh10U6mVrngfPbQTTS/M9bXqPAPV/t78YXvXV/KeIv3SXik/Vwf9NHENxu42rB6lb7ne/7UlAstgdfq1KWwoGk/8KE3rR82ZDMBu3fvV/BbNyIFAPuVaPngC3zksQ9p4iOLOitdgRd/aOHhzvGtCCkdpyM86+N7DsrqGwjwpQv16aCBr02d/CL/prf1fQYLhGWv9KbPUZ/a1O+p8+xd/2DzZXDhTMb4ZWdvsZmUrEbp0dtq+NOHPHSAH+f8mx0lbfBod+XBptrgcPOzSbSVbEGBDvV1XhCOd7q6JSgNui2Q9rFTIITDuNBHjk/jEQ24u/JJJ+W7LtPPsS5YePfghkY8TkWMdJG9qtd2uwNM43TP8yn6PaYjvzvfR5r1zf7l6ucLFHXeBUjRKXQ56xok6pp5XRJRNAMLdAyVYeELPyEcOQDicHA+9HPKXdFg4D0aBQy8HKBAwOAGskswPGhjeHiVHfAUvAta3lOX4isjnfN0/lPp5GpFUOB9/PH1DdNka9C4mz9cYtJ0oE+n+guwfvrG8f73fcOUEW4yGVwmEX3ACzy7feDvuMjhLqprQMGT3nJel69o40FQtJ3hhQ58OP7bH/tv5l15gdkepEkCHjyyg0tkQUN7PuK3w2ybaPf0hm8L2C7Rh53oQmDHwzve/lVzkmQ7bRL85/52PiGqzz76eqzNirhApm6Xf7jfKb4V2NfZwr/ePKrmPK9/ebp/JeSqKQCCw0d2Izv7wZPv8/c92Km/Mq5q7PfyCX1sC1iN0ls+AQe8DrpuvNGnt63ojR1cxbiZJqc/eHxvOZ7QR5Oe5PjbdZ1P7DosIOENTvTVOdfXxJrPZ5vw4ou8uw53Pe1yJV857eLxGA/yZTSjt+PPTrXtsmjb65X38ZTPldP/3v8iOnDuPEcjPsrrK4dz/gJFRsiBd+YNyBRdsJW7pDGIOQgFCygcAmL1YCitGVu5VRI6ymgXCOTq1e2zMl5SQMG0/Su03GCydcEh9Bcs7H3Bl2LVpxB9cpr4SF5yoqGvYxl9feUJT8moDQ+cwFWEQJ8e9cnB1dtCoENfK7NPa69TcFOHPx/eFjy8iivNnwsaSdvly2vQxl/18gy5O8ZeDta2RHqoX45C/oJd8pID33Sq7W/9zb89fkjyn5785E/+5FxJ/eb/u151NsGx/Ve+811TDybgbGm15e49uz3z9NXxjYVnTr7mq8d3fR956xyodAwGH3fecWkEi0+fBQp35wWMtqMuX/aQ/noFF7+2gmxP+Nnx69fPvx+77Hr+qjKZlz8tfZKdbJJ6tpbjsXSRLhsotaX3c/2bYOE7/9Thjp9OGj/KxoNcgrNAIuC2unTVYTKKP3bAu8mtvWA3LuGFQ3Czl2vlrI6f1sd44Lv5L773ADttMHDHh3N0kxuf2tHh25L26smiPb9pIgJ79Ed9dvyNGXWvduz6xGf+vOPf+6OjbT+OdVOAU7jk2+HTR3XBvxqft6Ohj7Tr9FJCaEgROUqGLdBSJsV2x7OVGsWAcZnTHlPEOBMaYBw5ovoCeTwUYINN2D0ggrWy7pEzMGZ+jghfiqI4/Th6jgZWnUMCa8DkDLWRM+cqqIIhm0M5w/hQuOBxc3zxP2dTd8fYCzUArGjt2R5f2cWXyULK0XMqfKDRgJhAF6RgNJFlT53ft/08+w6ffdbl/LqRmu60kUWAxOMP/dAPnfyVv/JX5mrKvqHA4JLYvrCAAdZAZz993UQTPNs7/vt//+/PS+F+mNHdcoHbHXx9msTlLpvDx87vetfXTNx8jr+xR3rCLx4FFSmbxQc9Vpc+5AUKvKaHi3SXXusbbP3k6KMRrcr5ksAHhm/m78aAQ/877/Jp0bfP15TJRb6eAbbXC48tHmPLDU03oAVfeicHnHSmXVnAVp/9nEsFl2yLz8bIRfJVByee9kUVfHTsaDEVfniVJXIfE/rZBNxFNkjP4OJD2VHbjjccR5j8+chD9ZOXoV+66oi37LnjiM7tcnSCj+9o73xrO/uV4Z1wToMJyqP4LgUZCxIwZtocb+9fwABboNr76MtgcoY1sMBKOSf4DMPABp3Bixdt4GwzcOxbFHlqoOrwBz6+8dm5Oj9YR87qteENbfzZo1VusOjTanXO9mNFmexWc4KLy3GDxr6nn/8Gj4/HH193qtXpsx7tWc9iottPiY9hMnWBrpWdtBs0ox6NG9zscJqyT/rcBwj5BFZ4cuqcHVyrYd/ctRJ/xzveOd/g+r7v+/6pD7oXuAUCqzF42EeQ5C/yVmhWxALEo+NxN0HjYx/7lblCe+hND8wATGcOARlO+nFT71/9qw9Pe+FTWzxFRxAvIJ/Lb8C6J7CejFE/UAwZzwc9XrPxUY/o7alzuaNBqfzCuGm219M3/lvZ5hsWB8ZLPt/Yue/+8wlLYOVDxoxPV5p4XBk4uoqj8wKziZ0djAUymOzkcPNh4+WNb1r6hLOgUoDiy9mdvPSRDtMJvcdrchuPErro0z9bw0d+tIOBh37kleOjMXnU9677vU/94i29y5OpumDCdbv6I634pIvGyg6z09zLwdR/P7+Ixgy8lMdRmqGaySiG43DygmOOQ+nadkbBYAaMtmCUC7TaMzA6jNoBF5roMWYGzHnhc8ChDh3OV7CGt6CZQxaow7EHFgrhrPG646YL9YPUpCfBrbxPJtdvPDPf7fcBcYHD87Z4N9DgI5tELvohI74lTu23seBUH2+dT6DTlJ73XFO8KWvbk/N77llbRXuwAJNjeTZ01zt8OXiORw4wBSpBAD78k8kA3wdRMtKf7Yh4DAfdOkycv/63uvcgAAAgAElEQVSvPz6DjD3fn/iJn5g4PRNsz1NA9ksYbBlOwak9cHq2n8nGghRbxpN8+cb6JKIgnH7wrnyRnnd97rpU79C3g57aYiBPPmcs8ZHq0GrPvACR/7oqaHIqYMPvygK9brCqIzt4gRjO+aTCuPnLL+GTCnwCuPFltaydfdI/O7IpXpJ3txG4PZDRo5ultsrC6erHwb/ZA+9zT3ng3nUFV3pPn9EqDux6Pup86Xhduez8Zz/w0ZPvMu30jnLWJ/72HF/0lc7if6dzxK3tiAtMddHv/BLDIMA4nLWZKueiUGUG1Uk5IgUiwq4gdb5XU/8MgYmMCQ/Dp3h9lc2aVjUGFNgC7VFI52gbcPjTVwBAM37VkaWAa1DgWx38nEl/AyIYObqS/g6rJPV41r+bSv221B/8Q39kBlyrWzriiAYLnZKn38DSlp53PaTv3THQRW/p55WrkBwAnzlFOjrm6TlHyjGzofr4UadMj2hryzboNLjjOX3RI/nQig4cygKQXALPTurkV8aNpfe97z0nf/b7/+z4UtfNuSL2HKpA7NsT8p/48f9jBnZPxxSM+Uj2s92BdsEXb2QQeOwXP/jg+rl2trg8HutbOl1aejXd7fYAnc7TT7K7OYs+vyO/MtnBoUVWPHWFUD+w4NKr/nw63cBjT52sthdMUla68NAn+fB0dTyaWBDNZ+kWTX54+d61TeMcnP75ALnQPx67jGICvtxY9eIOuvBIeKT/n/mZn5m8kif97zrY6cyOp2m3xV6/l8OTPZIRTDY55rfDFY4jfjQcbAOGPqr7cnCFf/er2/nYJZdqKR6RGIgwxTfgYqLAwIjKMZsy5HBykAIOh+pySzsDGjzoNzDh44CCFwM6wq0tw6qLNvocRVJuMkiJcGlHg0MKusoNhLFBO+m8OHDeGI40FQXnwOe4NJ4quD5ugD399Po4zXvf9/Vzz9ajUYKvS3D4/TTMcmiPPa2tk74Bm7PA3YCM7wyD7Er7CuHWR8XSxXmfW1dt2XG353KG84+ToHFO6/zxtAajvnQoqfPTQOCHeobeep2aitjGXp+vcIE2+a2fhZlnZzcJV3BRBy+cbCApP/PM8iE2edtbx+cax1MO3/qhPzbbJY+22f8UkD/ykY/Nm3hkclPVts573/e1E04dW3vWWPnG88+dPPPseN17vJmHHtsLYiZIOZvzkbvGfryrDn7KH/EksICffj/6q5vHy2tiXoH22ukKd+378+98jp9K04fH9259tMjr3H6Jui0DtMDBZetFUpbyczh73toCAT5+Q1fKfPjpZ8ckP34Z4v4HH5hy63t9PNd9bUwIaPT5ywJ+sgQLnl3YXZ0xao/+e7/3e2ew/7VfXT9n9S9+4RdPfvx//8nJo5WtrSRXJHT5+ce+eHL3pXE1dzIm8SG6LbPLdw8bn+oumeR4L7Y0vp0vP10+AcY5WvhNn+rJL+FXf7xrb4zpp81EnB+T3VGfPWb4sVc/huA7ufNXrDj7iAl9Q1c/uNDGSwmuM784rcdPvJ/DrqtlaPXxOvjly+Pj8in8IsNgkFBgEjglEQpDrWhqxxjhMaCfy6iCpgFg1WL1sQvP0QXcZuNwxXxKTXHqU/DRkRjLAGxFYbWUw4LFr74ZjdLnABuJPNpavYD3Xr2V03d+53eefNu3fdt8gwv/u77iJb7Tqf7K0u3y2XiagnmtOu1gd/jO9/qL8O24lXP4Iz71q+1sRjh2fV3nr8UDP4kPvnXUmZuSDrywqVVxr1P7ufN/9r/9r2d7xN6as00BFi6+IHjAacWsTpBzid6X4HwTwSu0DaxsmU9k5zl4x/dz5b4Wx0cKwIJiq0Dy8oPw8Xl+3aKCrPgRgG0d2DZwyQ4ebHov1w/OBr96sI0vfownsqU/deC7ckSvNmUpe4PRVp1+fNwLPGT8zu/4rvXq+rhnYcz/2q/92lyBL984mT9h78aeAGybjR7Ib5zB64Wbo2/uvlag2nkIN7jKk8ELUnLv8qe7ZMoHw3URztu1pTu4dj2mT/U7vl22nd0jzbObazEe0zGb40FSROdwzc6CUJcw+lC6Nk7lUoeTW92Ca6UDXluBdhcCjQJlPCQcuPijBLTAMrKjAA/eioUTtbLQRpZ4hAc+vIDhVHDgW+DGt0H8zR/44HREqytOwsl6dlmfl8dMKRV058lI8bkHY/XJdMzrt8tcXfj2Pso77EXne/9XKx/77k54lOt2eI58dz7UfJaOMBoaeOy5BwV0weNFOR8RMN89njf+03/6T097PfpvPzEDg48GeXYYrMndJxTd4ATP7q7c2Fof54IKW/pQOTr4kPLJ+GrVJegWaLty89lFqasqvohf+MgCl5tn/FBCU5DuCQV+5G0zcD2NsAcQZW1S/IU/3ZSnv2RpYQS+tvJwpFd0Gpt4pCvjYOptvPJs4UHncOLZL2P3tp3H2CxKPCJJv//wH/7DqQ98zxuF189vfk9BRsJjvrDG0PnebPW7HvPHvZ+6ZMM/XtlnjyVHWs7DtZer29vq6xdpdlqV67/3ifedbu3Fq2S4hOEE0KGUkSiPo3FYhmpAyDlDMz0c4DiWsmAmcNlKyIG6Cx5NTCjDxTmdx4tcPfy7QA1O7fDao5Y4PV71kfRRh2arg/DsAdiv1V5/bn1qcg7ar/qa+b0B+1nyRx55y+mNkV60sEe8Ls1cUgm8KTP8eEuW6l4rT++7rNUlzw4Tzb3tdjR2PMfyTu/I85Huse9F7Uf+j+cX9bkIb3UGk8HJlnCxOZ9gUz7jcb2vf/9/dvKDf+EvzRtPArAbdf/Xz/78tJurFJfb+asJ3yKAb1p1+hC8SRrMCn7rUr9fN7a90sAWaAucfjiygc6f4Ghs5G9kaIFhbAhagpLAq96YagUOtnECT35M9ujL1beooA/jIX9rYaQPuOqzgfNSdXAqdxi3fYmOHPaV4ULHJGHf3eNv+PfBJIuS7/qu75pj7+Mf//hcDduKQIusfjUH7nQTHXyAwWuTm7r4qpx8nR/7F6fIsesiHe6y7/If9aBt11f96CBbJMcuS/12fEcenR/xz+dCqtwZq8zRCIWBBgBHM6MZAGZGKYew78l4OV/B1kyakbVREjwNqJhTvwvYHnPOV9BOGS5xUhg+GLGVL5i9H7x4k8BMGZ6/Ni9D+6FJM3urD/ACu9wgb3ZGQx3e8XNMu+KVpdfKwxHcEefefhH+i2ioS0+3w1f90YHO+72+rYYj351vY/2WQbXTPfK541JmQymfcs522i5fPn+tVjC1N+l4dDy25skArz278fPTP/3T80M+PiLEbwvefWjGJT9fFTTYlb9K6CgLxAKlAOptP3V01iDUx5EvNn7g16/nb/VXdvAtsrQHnV0LIOVwKacDdPSLR/3iQ57t9KOznU84wMdnfcNvdWt7Trux9+lPfWbmJit5X6QTVO27u99hIugZb5OKwI2HSeOU3tGm+NCeLJ2nN/l+xHdyBp8swapPB7se1O846l99bbsua4ungny0dvvs/bPjrufiWoF8yH3r7xrtnSLcXtG61FqPynBcDAhkgh9jEZRBOFfBSWByNKtlAIwUiOFJ4H1w6VNgU4/XjfFJf58EDJLgOYNDXYG+1bMgaoDh+Tv/xJ+cN8k4VAOnlYxnfN0kgkd6bqyMpfbinBv4x3SRDpP7dnk4aj+epyP1O/6c4nb9jvUX8RoObdGp31Dxq6Yj/tc6j/+Q5gP6NVB2gvmDut0XCije+LvvvnXPoIDKJ69c+dp5uEXKnlZjf+fv/J35Afkf+ZEfmTeHBGTHlStXJkm8eI3bis6KVrp2zXdAnp6rVAHUN3FnwBvPGPOXu+9eX6UzKeOpyRkMH+d/FidWjoKTXNAV5OHL55pI0CwI5v8tNha9dbWlDg2+WDAqIMgbL1OI05Tf7HXK6gsq+Mcj3oxrVxH00e/PkcFPEeHFCp4eyeKwIoaHHSTBet9q2P1Mu3O8N66ry4cKbPG4B9Sjn+0wlZMrveRj6eHIj/riy44/exTLimfscxGO8O844uEsfiWsfC8HmPAU6/KC8BTaA/IQcQAze4zUF4P6l1+kkJwmJnfhDARGcRhMAiYajrUKOX/2GB5OA492xtc//PUTcG0huGHj+ds771rP1tYnHPHDsTkhmZTVN+kIyH5mpZTCdzn3tuovys+QjMJusIvKr0Znx/PllKOz0/vd9D/Kuwfui3DvdXTceQ7NH9hf/XEg5meCFhi2bsuqwOT1YnCes/5H/+gfnfzdv/t3T37sx37s5K/+1b86txv4kT6tSr2VV/C0iHjyybUtsBYT69l1TyfkV/NyevAmqWsv2WpWwP0X//IXZvDyZIaA9uST6zOk4MfQmYk/Cez6G08SnvfxhIb22pzHp7qjbp3DVUBNVxPBKXz6lsPd+fw40gi6xvQnP/nbZ8HUVYExZeLAsxudgi84eqS7rnbREDP8fNGe0CgV0Brj2The0Ao++dN7OGrf8aYLdbv89S3XvuO/iIY6R7Dh3PPago1+PO7naDvmHm8KyOjOCa2NYwlWbjY5OBZHLUByrmARCrEyghz6KCj8aDkYUI55OA0iZU4l0KGpPlxtfThHF5w8njMWY+IT7VbgHgB3U8aNF/VdRqIPX0FXvcSJyC/AgoE7mtrRHN1mukjp5Kg+mD1fPc//Hw22t9e2w7wafH1fC+boePrtTjYkO7L5ivMjjeP5KzqcVuy62enu8GwYj+yTL2VvdQKUtK+cnK/AdP48Mbi//tf/+rzC+Qf/4B/M16Dh70PjbGuLwqLCFZBA6e1CPuBJhnxb3sC7yzcfR+KjfFkA0s+HhawO+Y79TzefPO+Nb/jwYiGjn8t75/mdXL2x08rY8+SXxgdv6Iyc+0oXffX4qixvTDU+0uMEOk3Zih4aD56hxrO2Jx5/cgZaq168oO2GmjI5POWgLEbQo3a8S7M8bkreLsUPvvcJJ/jikvN8Zc+Du0iufBiOvf3oc+FID/mXev2KDfDs9r8dnh3fhKniNK/f/CxkwQohZU4gl1yOc+CcnlIp+nxFuVD7zJ60cKwbds7bo232RhgMQaZSxork6XEp18oDPUaX9Pn8F9fHQPDJkJ6189ziVOxg0eNg4KZAXv8dr/DOLzINOM84vvD8HXNf79u//dvP3ip7YVyeriDq6Yf1TOkkONJAO2RdWwsuYxv4OVP8g13G2p8uINtx9UE/5zcvMnB4rMjOcc3iLec5Xwbb8yPs7c6rPzrofn5si84ZQ6eFV8JpON60OZ4fsaxzuNKHml03e4/qwWeH2tmoZ4qVp18wwsQ3/OClMblfvzmu0vwo55PDb188+e7v/p7x4P+nT/7e3/vvTn7kv/7h+Xztpz796PRp+/v/8hd/Yd5cfWb45bNPr6dvDLoXh+/3pM5Lg8YLN8bHksbPLPmQj3585Wd/9ufmTSdfZPsbf+NHBy9rfJChwIi/JnF16AqycvLtOn7yqfW4mct4q2j0uzHHN64+u96ONCb1TVfKz4/nz33ftwnBOMmfov/yS3fMII6+wPum8YrxtfFShl9f9lbjVd93vvOlk89/4bMTzhh8/InPT/hnrz518vFf+ciprserys89OyctMG21mHicL3uc7y0XoG/cuD4XOBYwblSvQMd2rgh8c+LWsVNgTIcLxpakGCDYr0Wc8jo//7bvzoP+cL00vuk8HtAeseQ0QI+J9NLpoX7Ujsd6BzLf7RVf/GjW4PPsud+BtKCM9wI9O0xfHGPfc+J+NJb+109GDRoMwEgpCnMYSskCLmQ5RUEaDEIeCN4dRbmguhhabz/tgUvZKtRx3wP3nW3aMwbmuvu7JgB7eOur+fDN4Hs6ADMenpswOIR6Adws/Bd/8L+as7VVBX7jg1z7amp6xu8hXRQ0Cl7HPDKr/lai4dlhlC/CcYT9ctl/vf13++qzn3+5NF8PPPy34+1Y78mS9FO/nb/L4yPtfPfZZ9fP2bikf/DB+8f3Jr5vrtb8YKgvxvH/rt6s5LxoITUW+CraXYG5zOaXb37LO+bqWFD8qZ/6qfmUwg//8A9P/PniLnP6k/NH+PliK0znDokcd931dXNMKPPXUrKOITHbHXzbga7gTI7PfvYzs9xzw3K8W41bydYPLwLn9fErGeivLZMVqI1HtPWFvyed6Mz2QzECLn3jdcWK88ctybzbz3hugWfM1p5u0Hz22atzQgh3gQ0d7e7DpCswYPXHE5nYvrix4NcHhPRZQX71P1PsaSEejjwHlxz5WudH+PjNXtqVL3nBQcIoZcs16CBRdAoq6O7tENWuPsdplhtVU0B9e0bWuZnQ7Cjw6kdB2hkTTXjheGn8cF/MUmqGkqvP2eT6gvFokF9B8F3Zu+5cv5aMRzT0YwA8SOGbJ7+LlMJ1PSp9P6+8wy9yrwwyR5zhPtJIL7H9Sty3ClR7zvJ6xT32u4jOse54fjtaOeTt2o/1t8ObTOVn/jt+GokfXb023vC65ONE422vp2/O53v/zJ/53pO/+bd+dD7VwifgNngFGh/w8ZFy37uFy9gQfO3V8jX3OfSz0v25n/u5edhH/tEfXfj0gW/n9zhu9iC7YJe0xgy/XOPKQO319fVYV1sSaxGyrkzxj8eCNkxwuJdhKMN16dIK6Nq8aSkwP/nkE6cBeL1O/Duf+dTJj//4j89JySR1//2e0xfMPCHkKtVbo7Z2jM91T2VtyT23Jo/x9tray/ZpVrFjvflV0EsfdEjXFkdWhHffve7nrHG57GASEI/ASXDsARqsNrxZSeKH7lYcMql5KeXueYVOZ3SDvtgTP65aSrutwBbDzgBGAe6OvV55t3e4gs0f1au7ZGVY8CGISucOZQoKaUatXZv332uPEe0FbEZzTnCCCIoMhZEur7Q51KFB2foLlJSprWCJp2aquUoffndzDC7ftX3k4bfMN248V2hgGSit1OOxSx+00LhIucnxevIU/Gp5BtkNc4771sF51OV+fjsaRz6DO9bT3RF/dUfYi853Z6r9SOt4fhGeve4i+C+nTiA4DgS27WjQovnEE1+cNhdwHnvss/PxMsH1Yx/72HxBZr8kt49pX/aFcSm6VszrMTCrPitcND2u9vgTH57+/UM/9EMnP/ADPzB9l98JzPy0CR79+JTnCzvv1YPVPv18hP756vkIniMbOEbNHT1B4Sr5/FeujQGpgC4fV+AzWDpunv7ahvq77hxP9rzhnnEl+PDJu9/9ntFrjb1nxs8SfeT/+djJT37mp+Zr1/rhhdwS+QQyvPUoqad7jOX3/r73z6sHgd4qG5y+6JHNODZm6ZMNlP3mnDRltyM6XzMeH6K65obj2gMHD8/lu0dsujm2eMbPZd0Y32K+dNdakV9/bmyJjCsa+ODBo9eXbaO8OHCBn68yjzqfcFWGHz82D4p1Beb4iSf57lN7WZuUnOl+Vp7Wy4tt4PS55LKBYA5OqhIjZ4YfgDrFXA4jXyvStTdSMI4p58oPPviGszudFMMgVtkFZl9ABCcV2HfBohE/2vAJF8NSuAFkdWtfzt1Y7RxFkDUb7grd+S+AT+K3SeBfLe3tlY91O83Kv1ecF/V/vbzmLHC8Vp+dzu5kR/pHPMfzI/yrne/85RMXwS+407204bf1a+LPj61g779/fTHOKs6+ev5hova94J7fFUxM8oKnu/vPj1WXS3OX1MaKNq8sw+mxqr/wg3953kMQaAUTPFhY8ME1Zl45sZIlnz/Kpf8MjGN/k+uNWxhnNhrVs/zS2Lc23i0ERzg9G6stnODMz0bcOWuHu0O78vXn1mu9AqdkofSN3/ifj2eh1/d/bUm4Mm2LooWK87vuXL+KbZy94cGHZtD9S3/pL8+bl+oMa3rPF4oj8la8ZG1Mi0HGNF3TvW2bL37x8zM2gSGf3Dnendvf9zihIzgwU7brVurnT4doZ1f9XB3Ir459/D3wFhPgcLSVsfNeW3SyYTovV9+kA3bXw6XurC4iK0hlnBDvBlOWzvPz3z+jTMg5Jydd2xbrQ+XRYTgHhqbyx80JaWc2hps95GYnzkFJyhRk3/Yv/uD3zE/W+WgKxZp90WV4sPtNv+RYjr2euQTzaill3Q5mb6+855XRPMq4cL4ysF+EMx3tfNyOt9vVZ7PbtV8kY312+hfV1ffLwR3OHd/t6sJ/hLWOkbJtA0Tg41/LX6yy1mvlVnQmbR+tMQjt2fJHgcSD/3xLYq+PfvSjlpQTrstTz/3ahvCEwp//839+5vPKaw7S9WvZaPJBB58srUBx6xiLVr5Bjn1A+006N52WfOerRzTOx+zQwRh3U/cFVzoRdUcKVvsxsFiYWAnOX0MecvoNum/+5g/O165/4Rd+Yd6URmf+cOaYgMhrfPtVEnj/wB/4UzOI2XL51m/99vXs7vxg1Hre3VMhO8148HElQTOdJD8RXH0IM1a+Pue5p66E5XTiBiqbOZfU0Xkr7kcf/eTcMiHbXKidbjuw9+c+9/mx6l9bnQvXuX6yw5gCz3xrt03+Fm/x3zjfeVaXrcDR2/C50ycENoNriBFlwDqrc54hIXvmGftA98+bWWZ6ieDTuach14Y/BTsMCCsDfZ1fGi8gUFwOX2CWo9tlDXgw+rvx50F3Xwj7g9/yoTlwKFebAQIvXi8KduozEJzTWX8Pae9fec+P5SM97BzrsHPEdRGLyVLbRXj2frUf+12E+yKc9bsIz5H28fz10LiIr53Wbru9fPTJBid/EGglK1Sv/Jq8P/fY+oB+V07811VY/stvBRer3ze9cX2mlE/ZfvCYmGAN1nOrTz29bsRZaOCDz7VVBv8b3/im6esSP+Wf81J4+F1jYI6D08WI+vx25SvAJK+6WT9Wv3eNG0t3za/ErZVs49J5OO65d4yjAb+e+HBPXhpBevR3X+rF8SSImOUmpFU7ua1w7V9/5jOfHfm6eUhmyTPwnrD4lm/5lpPv+I7vmFt65NH37W//ijn2fKVOmkF1XNrHy0vjpZNZf/oI3nxGYDyalH7ku67oxPhPN8mJHj6XTs5/mh4dNA1pQZs+PvjBb55BWb1zthV02dKr5f/61z8+40aLxjP9nsYF9shWlclQOZ72utrkfpkG/xLcElq3vHYFMAAIO1dHIRjHpLx2H8tIsdo4tqCrDMYerUAsaLZPS3G1d3mwCxINNE/j5LwUdE5pVrpuZHhk5/EvPjXr9e9JjBS5Vr3nK+rpCKeOOwUdaRmvs1fmuw5e2bpqdpjk2GFfDcex7Xh+O5qvpz5cryXj68EFBr4dV/iPPB/PXy/+4I409nPlDvBN7PtigP35IJ+T80lvnxnEJmiHsnq8CqK9CMBH80nBlA+Bc1PNpS94A8m5fm992zsnDN8TfApQ+Fk3q9fnJfHM79WBbXGAxj7Y4S8Qr3zd5NkDc7aQ33XnegFoBZwVJHb9X3vu1l+EoBvjJZo3bwr6XnZY49o9G/dMemQNLvr48Ic/PK8sjb1Hx7POV65cmTewyQWfRzDB+vYF+QSX52+c/86itp2vbLgeBVzTwZ22BU9fKrFatzebLsjKnmilC3U3X1iTzCqPbYix97unuy6tAIwfsktenGEnVzi/9Zu/fha/tOEx3eyxohiXHEd5jufxwA/IIBV4pwwruJ0HWQjUlZy3gp2ReliJwzk4EmV45KPLLUTcYRQwZwD1EZmxX+XZ2hvj0bMXr59+9+Ee33EdDjDa5WALuBhsVntg7N2g6ZLC3dL773nDyZ/449998oc++KGTx/7dE2PFvGYyfBISPylvDcbTmfd0tslRUpQN+D2pl8rtokk5SvUpMdgzfKcTVjy4abFgJpZ5nOOeLbN9lk5pn1V8GYVj312OvY0cx/PIaHutdKTzeuGPuDsP396+857e89POy20hrCD24giQ66tY7C5YCh5PP/X49C9XWR75EnT56lzhDHHvHb9JJ+mjrkPwsDpyCLJWv3MiH7g+89l/d/Lk+D7zl5568mzfV1uvoee7Bjfagm0TQ1sbjaUeI0tmfkUeOJZcay/TeXVgkr8rPOPROGmg4x+c7+KChQssOmhrW+eLFh0YO+rwZG/Vj5A+8uYH52Nmf/iP/MEZrL7wxcdO/s0nf2velPSt4ZvPj+0C92ncvBq4fXRKwFXGb+MED+rkeJScK8t3mXZfuBv/Ywipu/OO8eTJeBPO+Ygcp358/vFyeKIB3xlO/Qc9/V++Y/jGtfHY2Y2Xxr70w3MB5zseRz7PdDTGJx495+vXPjzja3NmPvc7DnDJWZlsxdBLYyITA+8cSpqPdI/LjOfGs8uXMmCOXRBMORy2YNtMDWYF3GcngZSKeecdlLC2G9YjYdpTMuYWjbX5jWnOwUkZP0VcHzMouGeeuTpXFH/02//4/CKSIO3nvV84daJwwysll8CWEuQZJ8MMTUx49Rfns/oVbcHX53b9z3vfimOv33GFr/bdCY+4On+1/sc+YG+H89Xajni+3PMj7njeeam8t+VL2VN+9LFWuIItv3QIsALvC2N7QS5wqs+X+aUFxad+59PzcSrB2HmrEzitit3kUY5/PmgcwNWHbvIvPlXQbDBaIQqKfJiPK/PvAjU94mkPrHDkn8po78eue+MFbGPzGHjvubz2MNEo8O4w9lpbQZJTcCWjD9Db4x4XrHPSsq/teXgB116vJz6mzq6fP0Iaj7tNk2Mfn2eyCGojYs8J5vTvpdOFGBxT58+fLwayPfl3fRSDsoN2Mjrf6edD1Rdv6L4Jlw6yh77hyeeyY/XZ4nY22v0WbHhm4O1Ew86cc0YocUztiGKwYBnRHXHKcOk2FTj6gWcsibDSPWPlm5M2o6PT5eA94xKGIjwP6G7p13/D+6YDWf2amW8Ow+XwGRe9FC6w7vzVlnO7sSDtiutcbh8M76VkOfZRL4GtfNbpgsJFMMe64/kFaF6zauf3NYH/AwPsOno1Uru+K+eX+V8DRS4IFnT5pUAh2M4bLM96W+38+W39BVRB077uo5/6t3P7Sr8CLLIQjP4AACAASURBVD75r35dQfE1e58CHfzqjY19DOjf2MgP8CDI83ttfLzBqwxHA70gm6x01Mo1387XC9T4kVqswA1f/Tx5AF8TgnI862OLoHFHriYGj9j5WR+/goym8UYfrhrcaAPnkv2lF9cNMuO8AB6PzqV4rV3e+INzD3TZOxw3X1o/7XXmO6dXjPat1w/VjgA7gjW5977T7wdtb7N649CKnE0F+jvHDbu7x5XyPeMZX3LgRX8yJEe8hrNxVKzMvuqLNcr7kR3DQReTBzbKIXTIOIiGuC0ExtqFA49JSb1DwoSUgf2WFieNCe0ZQh3j68tpGQGdhNPmlb4b49LlLW9569jIf8fZ3hNF6jP2Ks4Cb46bIpbx1o0M5V1JHslZvJ6veI+Km+enWxHK0g7jHM1dscke/Ox0SDuu27Ud61/v+UV0q4vP/Vx55/94/nrp/vuA2/mKp3xhz/OVFWTXypWP8Z0C79Wrzwy/Wb+suwLMer5WsPW4ksArIAqM/C+55Q521c/d+itXrsxtBKtmAUiOluC286mfuj2wCPLwdH8DvDEFFlz+jm9t+8B23mRAv9rU6WsMNU7VOefPYJQFlDkOxs2t5CMTesaZhKcCjxxfeIVX0CXnJz6xnqGlq95gs9ftkTqyDk4mHX0c2bAxjiY6ztNtQa1z7eg2fpPvFjlmoD0fw8mf39FBuimOlSf/igcLjwWZJyZ6KICe4cRHfE39jSMbRx9NMJ0Hj94OAy6elLVJbDSf4y2oVrmfHxHpJKXgPVCqKwi3WrCvSyjKZlzCYVAdp/ReeLgm4lPcZwKPwAr2vrEXB8fjj39hKOe+afQbXxrPHp4OkoTWr7Lch6zl+q7zpZxg9hXxRcrclauc8uK1ySjlxz89Ldjzva2jnOEof632I/zx/Nj/ovOcKD53x6itfjvskdbv9vwinDs97fuRL5bTN9+ywl35eispfxOAHXyG/l06W8kJtH6/TPAA6yhI78FNn3ycv7qhxE/t8+rLjwQKcHgxUOFKj2inW3jh0p6M+uww+kv8EUz+lQ7QUu+8saV8DNDapKP+nnz6iTm+1aOhTHf6T5rjik9fsqIjd247Ya7+xj4u/vVzGHf6/sqv/Mp8quPtb/uKqRP1rbLz/XS1B140m4QmwyOJCenUOT70Vf+GNzx0Np7V1xbOxrScjFKxBj9NuutG51r9w0FGeijo67v7GBj0S0e9dh6/xYly9WCyqfp4pJ/5dTIOgpEMXAfne9IBfI6ZIkKujVO1XzYNdf/a9G9GQ4vA2hjUVkMOFR701YHxyImbdfr1g5PaeiTtzvGbToTaDwKeBdpxqeWcEgv6GWspYym3/ruiyG4PTJ0+KS/lqs/J9rpwLKNcfMPqqNtbFP1lnhxxHc93dNpy0COZY9ur4anv7XDtuI8wtztXX0ApV5eP8gEH/xIM5deeW48RFoj1w3ePS7XC9QiUFVx25nvabDPAwzfqK0cHrL3N7lO0ikSLf1kNr5cz7p/bXvoIWMZAK0h+k3/TCZzJ33gp8DQw1TfO4Dr6Zr6oPrjGJNzVTz2cjmF5/ZJP3d3jg1MvvTSuQsel94T1yNc4Hn7koSmfx67UC1z0RHbyKKc3eMlbUG5rBS/qGnfkL0jrgw/9BD9w2uKZDHOcno7f2uBQr48DvDZHCT38ttCTt2WKf32aJGyb4Bev6S5dwpcfFo/Sd+fRhLMYUB18yVO7Nn3PuEUg4hrqxMEzmE4QaAuGAByuFUeMTaWNI4XAz4kKmM00L409g2iFF53qXvJ++Mn5Y0F+TrvVCl7uHoH7KByaGduMHh/qK5/zd94/Y6fAiX/sgVVf/6M+Ghj1k5e24nLss5ZX7geTOR0HhoffS8pevxccv5e+yQTHXu68OrmDn/Ah/pXT8xs2z8cMHoNF/syzX5rwTfY5eMH5dz716bmd0E1i7YKlN7JsOfhF3mjn0/EB1r0GdjeQ1bOtvV4JXoPaXqd2l+D8rjEAFu9N+g3W8MChLv9NZuNp18EkNlKyFWjkXRrngwWN8vXyxfmTNXx3BdulX7TwFw94MzZdKTi6kQ2OvHQOB7ldpj8/9cdmAviavF6cXwxcnwqwD+vLYfhpMoNfopviAP21ONMW/74Pgb99KwJ9/dTvY5UMS761gqYf7fWnU/yrwz/YX/34r0xfQj+9atdGF3DGj/M9Hc+17XqsH3zB5tMz8Ko8HiHJsCHRMQfRx7ngzEEJJhAzmBzzfj553uQYMNolAkoUL/AW0OBSB7++U4njwx5WKt4bJ5S2YZbJL0OePRI+2hIaPnCTzukHRlImnClY+c4712VgjhtcuC5fXo/e1CdeM3gBPsVmqIvyHUYZzLEfvdQ2lfRlpuju3XY66o/nrwb7ZZJ/BXjy7Q173XmAWD7IbgUobQKmgNuKVrmbZ+quXlvfg64dHX4hqM7nbsdYgaeBapXr7TMrU/7oE6P7QMNbvgCXlVLBiU/HH5z06KmFfr/NdkZ+p48E1z5m9CnwgOHv+AgeffDpqEG712kLDr7d5tXjo/I+7rJ9Ova5QnXB8Gf96Nh+Nr7w67ACdhjLYOCgE+Xwxrdz42vnQ5s6MSWdo7v3UVaXXq5de27S2AOzMZhOixfZYw/I0UOrOBY9OZ/5wmOfnxOpmMW31O/23wMwmWqTT72fxuKjHdge/f1QF9/zOV7KRRRQCENEcXuqvVWIoMg5vUiBaYe+BdpwXvZcyngoGj3vv6ufM9b4e368U11Au2M87Pby+BrIjTGTog3+3nvvO3nwgYcGG+vblrtx7rqxLln0p3R8uexDA379M3JBdwb00ZZSZ4AeCRwc8DeAfGs1mcF35Aw3xrOjBWU4HXdwjLEKeHno4cUX9y0Kg2Rpc+E0KM+/oYruUdfHulsAaCSEx4bT873/RbguqttReX5aOsKdn1+0Ij+v6xur6VROdvl0wvFmjzI5+E5+SP8Ghp+OmQF2DPaCq3KTeT+1Dpd6AQOchYA6gfXuu8cz44PGJx/97fljjQazewb3jLYGGhn1E0jXgmCtEltA4A+f4NFhZzfcvLnlS162LPiBAa6/JJ8+PuR1NOjU54PGXnijMTufJn2k2ujFsY9Pqze0G3/5/PJr46IBb6yvl5u82eXrXfDsYyRfxxMeyUWXUrGgAKwvHGREa+FztUdX9m5XwO4qF4w6Xx2zWsaDF2BsJXp1WXmNVTzzIZPUigH0is/GGLtI2Z1OHcav8Q9OH/wnHz058A2W7r1EIXX1kl7z713v9Jv+4cw2+u/w9dHet33V3T/imKutd75j7IunTEreieqkjSDKiGLUoR68gEuBEqVyXHApIePleNEIt3bKkTv0c4moHSzavgQFxozXCgEsOOfow291I8dTzoSnXa5l1LXiLfDiHUw52eCX6+/TduEIRl+0yWsPKiMnV3Sn3GPCCb/+DcBJcKR0fjT4PgCC/f9jnhzJKs/e2TmHznfonn4FuOs31leslAusLg1n2/SBtQLWl1Nr4zetTn0oH6zfDHNzTdsDDyxfAuOI7s5HPKpbAWwFZkFkDqLhj1ZJflLeh5muXLky8VhJS+hIBVk+AGc+LA93tOQS/CX6q/6scoMhL32RowEvh5t+8aEd341d9fAml/GFv3xTX0m78deYLOjJG2P61be6nV+04is94yec+b18jpdtkoJH//Smn3b0lPVpbIKDXx05pcrhVqc/nTRmr49JWPsuWzzAnU/sMmkPp4XFUQbn0ZfzE/2Te36QCZMppwCRcwS4B5IYTAH6cq6ETCH1QbggJVfvSDiOY5WT8CmlPZj29cy6+rT3hKaBxoBWHYQxsAwyn57EBxgCp6RduRSaEciQgeNFf8keL37hUEdHTQJwe1yH4+K31REYckwdjBk+mXc9ZjzfSI0/9DLwbujJyH+iKSd7NfbI4kjPYBsovoFC53xDbjJTbo/Wd3TV8ZP2dbWd91lvqMGnTk63cr7w+JeemD9JY+WjHh8CpVURPDuufKAcrIk8+nyGD7Gtfl6u4HueL3e5ij7fy3bkSD/qnAuAyQIej8HnN/mOvumM76Hf4VybpAx3AbA67Wi1ENrlghsu/eR8l2z72ATDt+kNDmVw+jgvAKMHNn533wWjP32hg4fGJnxS/qE/GfAgle++kz7U7frZZVPGn7w4swdo9dFSri0Z4gm/JW2N2fiNh51vuBw7jZ3/7HaJ8JjMkRFzHtEIZhAIMxg4yTm4ziOMCLwxnGHVd2iDW1vBFk7tHD6DwY+OfSfObqWrj0tHPLkJIBA/Ot4j57g5IaEzJriMnkIFUXgyFthWDysArG0Q8A0kOPRL7us3xqvT4xLu+o21coAjJ73r9M0gPMVXvJHp5ZfPL0XjadWfTxjV/4fI0fr3mfZBB28OmO7lYOiQPl9+yc/LrNUr/2FzObsLGk2uYPgSnWfDZZ91p129gy+p9wOTjs99/rHpm+r4jU+I6m8FDCdbOG8QxVty4MFLA/g2ucOln8vt97///WcrpbY2BHQ84LXgBFeHoI9e/Orn3AF344zu4iVdwddYTRfpg94k44lM2RVcslW/480u9MPvjcGddn3jK7xy/rzzrV+84qsE1vm096kuwBl3JiJ1+MhX0NIn3MkEX2OnmAKnY++bTdUns1yKL/jrow3NYGvDV7xo03fX3ZRh3NzXFo4djzoyNvn5VRPtfPsSwzTzQyQhXEBKASk0Q2VwAabARVDw+yyXwfQruFOaftHgyDmVnHBwwJXgzrV1R5rRrS48JuRhbns1vqhky8Gg4uBg0E0BBb9WFBlUTr5WHyl8biWcPgdML5wE3NF54j286LUyuDyeOU4/eFHOUOhKOx9k3hNaezq239L4H/Fk5/Oicn4jd/AVerv5wlrN0i3/oHO5c/bwCwnOHfpJ7pI/99zazxUUGzD5jb6eWvj0pz97cv+D65dOfCuWj9iP9UwuO7h6KgBkV2MBD/kff2s7yz4gf7wythXsBTc28vfsis/GELzJjD/18Svf742AAyMvMO/6apEkxycdkrWxSDf1L8db5fjCw+572UN//GpXF+/tITsv4IFlv8YYGo5shz+wYMiZbPSXbo3/HV845FK+fuR371O5Po2l6OGjySQ8e5/iVzn+4Mq28MSLuiOP0SOjcuf6KMNXf/pzqLvkEgwyQBQBQYDqCpZF+xDvyoghjhBxyMOVEZ13SQOOAdwJ1p4z7rDacwQ8UaBzg82dacoyCHyq75d+6ZfGjxh+9/yWp58uYfBe6cQf/A448UBW/clONvw0c5I5o++KB8fR4dB3yb1WbvhT16rWJwgd9z+wLk/95MzNm6td//SDfnqCAx/pX77LH0/HfHb4j5RyeOQr73XVZ9eCRMH0+RteqV1fCzNI6Ffgcyir00f/cKjvlXL48wv1wbHvW94y7j+Mx5l8JF/y8zzwdgdb3e6n6BTg8+P3vOc9c99W0LXi9b2CntnVP7+SN7AaDwWuBjKctckd6GnHt/PGlxxv6uApEPMvfbTzcakxqqw+HThvTOYzyQUG3WwVHfDVkcmNMLS1O0eL/MpgC+z6gGOvrk7Q330heZtAnMMljz98Ze/y8MRv+lIPV8EtmeBKD2Cdg2nc7Tzbo93tkh2i1fjrHE0pfcR39Xu7NrRM3HQCF/04v9SDxTmQRsplVExkfHkC5wTaBbFdOIRzlHLO0iNmBgniVhICqL7woY/RBIdHGQ6KAUMIK1mDx4Th4XaXjx7n8ZiQlYwPolsJw88oUjQaVGgVJFultvoGj1aXjL54BZ78+lMgfoJ/YXxCDz/potUBp5wDYnzvtECNZnRzgnvuOV+RFwQaHLtD5kz42+ungP8JpN0xlaX8hW7O9DH0olxwvf7cU/NxQUEz/bbq5SceN6z/HphXQLljXPK/ZdraPq49V3jyYbp+xzu/YgbcfIy98aWNXfM3Oo3v7GAMPDq2rrQZLPZxjZd8lZ34v3N90ZU3Zgp6uz4q0082VRfO3c5g+EnjrZwe9gAMThv65IEPHnw48rnk0k7XjvS186VMNjzdP16Acg4vfbhsxhM9wIeutnSAN3KnV7T1C9+y6fl+PDngSx/R0j8c6qqvHHxw6vHQuKo+utoaV/LkDR/dlbKFc+37eAvvzm+8wdERXvLxEXqib7RnzBEQKYpyKCXjIgYAogjvDhBD6pQhFHT2fvoLggRBtP0ydCQMEQQOPDCkPglsAOqrHpxz+FOM/V6OY38X/Y985CNz780q5Zd/+ZcnX/rkgMmxK8qgJSNHogt6wAtZ1A2y05hNGFZa+gvM6gbZM73l7NqT6aXxeBz68HbsA8FvaCUfGXOQPYc3nVTeDT8b/yMlsu4ph6uugJB/yQuwbHd1vABBp+xE761y88nh+me2B9deKt9hAxOuV1etSuGNnna+d3XQOE6yBRuTZ36XjxTo1KPlXNA14WdHdspPbxlMp3bGg35gwOZvylLBgC3B5pf5dj5foNCvoK6MN/qiyyYQeFoANLjRtzBJfvUSXGDpgf7CpS2/y4ezr3plsOFRV9CsvQCWDI3v9AtHPoxn+ktP6QZ+cOlp7wMmPckL9OqLH/DBrR9+0h+eohH+vvWSrnfbKDdpZDv9lDvuOC3vQVcbOAde4KA3ZTFDuuuPfvu3/m3MU0BKmy0jESwlxKj8LKgMAtpzoIJ0M6KBcWN8e1LA9bqvt1wkCtLH2y3Pj0vw+8ases+943fnx96dYzy+N79f6ctC996zHlrnbPjEuJ8lsZdrheM7v1968ksnDzw4HnQffT/z7z5z8q6vftfJO7/ynSef+DefGHjHXdhhhOuDj4Xb66RjW4GjDnx3m1wob8h118A1v9bvwz6Dt/LPf+Hz46dixs97D37gefKpL00eH37kTQPHeGZ0XIbqjxa+PcP7vCAyVss3hsLvHbK9NHB20IlLnPXWz9DnoDXfMBqrO2/9rA+QjkGqbrwAMlCzxi1Hdfubf/sAZqfZ6zRoV97PJ8Bp2vveCgPPOnoLatHEGwc8v3GUk++B4vmhH1+Hem4M8mfHr5U8Na5U5I6rwy98zMZlfG9F5aRyyQs4j42XIej45hhEdw3feXisPHH0iXGF80vjA91ffHz8TPmg8eCYOL9ufLbwK8dev69QsW8Dpv3EAp3VK5oGYwsBMOBd1agTvG0tCFz5eYGpc76uT7kymHTQYqbxUz/teJF2W+nryAa7LYKDwyDGL/5MCsptoVl8uJHT0VUYHh3GH5n0sdgoGODHkc7QBs8WyViAbSGlDV/OXbkY600S8uKH/sottsitXfBHvytM9eiChxsMXsH1jHU40GyyxQM8Dn2zA3zpPL2RoaA/iE2fEgeKO+LAfA5/9L0x/AA/8HcvCm6BVLp7fG83uSzU6AusnG4ffODBqWc4muTxf4miUvatA24poEiOSE6nDIlDX4S1IcYh4KEoinv22eXcYCR1+mAOHPgCfo4xAUeCE7x6QoHNcTgP3q89ulbFVr8pGJzVjh8jtBJCC41WUeD0hx8OimRcg0RdxpSnSDwXDNS7qccQlKhNf3gYfip24Efz5vgpbDRy9pxSn+UAa9CijW8HXHCgfed4jz79gkeD3s6dadmpQUlv2o+2VL/DLA1f/D+4Hb7yEbf69Fsb/dAVfq8PPyArXfXSQ6stMj97dX0rIZ2DdWhjry8+8fjEgwaZ6aZVLhvwsx4PszLVjg49SeyhL1wGgKStL4xZ1aINd33oXT97uhfpbNdtfh1edOBx6EsW8OGRd34Rbv3ykfQJLlh12b6yoEVuQTg4MA787H2zOBpoFazpLrvRfatgfpsO4WkigQf9glH6A9PCSpnttMVD+tGXnvHAXvjh+8Y5ecIXjWwDDz7zCbS0saP7ReC1OeCnE3iD62qnmJKfFlfi0/kch+PNPrzlI/CX8Jh904f+ezxDlzwmejqlP/yef1niVJEhbgBAFFOU1gCCHNL2vAoKkDsyuNWelEOlQH31saKJpj4ElOB13P/IekdeG0G7s2w2mYFpzE7oFXjxDcasDyb+1rbBmkXBkAsveJAa+HjRluHVZzRtGZEB8SThw6CmG+3KnHU613grR38OntPox6h48uOC+qfjJhftE9d4Y09/7TkUvA0szwFL6o7HbPhdphxQXhmqvX6dn9/8QZ9fzAlx6Affz40rhTUBr08wqmcvupqOeGO1s4kk178VsF8voS/BldP6QLdPFuIDPQPLQ/50gx78to/gUdfAkLM33Gwh8MKXvdHOvvrRP3zxNZnbElhpz+HHa7TyMbaCM55Do682KX/b+9RWXfTgyv6Np3wo3OX59+4b2sLJNq0Sk4UNyZDu6MnBJoIbHcfzjmsPnI2ZxgiccLTwwneHoNnVh7HTmM2X+IrgZdsEjV1X8Lnf49FBcC+Ot16ptPEEXxMTm+Yn6TCbF4/wmJ3gfugNb5yxIVvJGwPKrnLDRZ7sos05HRbsW6ipv0QQAu5BJCYAQIABzsxpMUEoEdyKwOABDy48cE2mhqA+kuE8/Oq0YQg8fOoKLJygoAOumaYASDGU6dEgA8jPaOibo3AEg8qB/y7DurmXI4LT7tyhjJ+UOj3rNMGtHm00KZfM4DOE/topmSOBo9t7xgsUkj7OwYGhU3V+grrVLT6qVwbv5tzEM3RUMMh5vM7rRwzx0CBFy3nHXl9bcu35Lrdy53uOd+fyytnSOd4LqNn3+njsi4/QCf9pEKtjU69M65eP0I1BqD857x3+ILe69fRKEyx7OjyOxRZ7sN51yEYOesif3v3ud8++Bit+6Dcdy/Nn/KG961O5lO3Tcf7vPB2mP7B0JKnbcaJRnXb9HerpYae34w5G3+QEC3d8kyda6SAe9ONT9d15jSZdGm/y/FdbPqy/Nnxq58sCZ+NDu8S+wSnzEzbDJ/r5lDpH/oXn555bV098pr129MHoH160wO9+6oY7fnrN2cqe7fEqboC3haEMj7ihTjt94DW7kUM53wanD1mLQdrp23mytxhwpXblypUJf0lAhcBJhkSAMhCgIM6ZYgt4GKIg9coZNUPrj/Hnx6W2BH94OXSzn98kwmjBJydCl1C+29BqEQ0CFaRz9C4hGaGUIxvwDWZ4Cohg4QuuAYXPAn/6yCHRa6JBp5kwQ2Qs53hn4Gvj9+joJ+fO0cGQQ/DMwBl8p2s214eM2QAdaR9QyaE+fhvsyZZuLsrB1E++H+FU1wDZ8wYOXXMuuAqGz11br/cKptmUbuhuOfXyHzYqMOvfKuWJsX/vuWwHOiZ7+jGAPMFCJ/ryJ7bBF13BHR/aLRTseeIPHjjwITfZ65M/kJN/7AExXcvBdY6ec0kZ7mNKb7tO61+//HG3Q23yaCqHD2w8qg8n2J3HyvGp/1Ge8JBBezZVn//RkcMYco+FvcMNTj2fF+T49s7njhNuviAg8gt2cKBdir8ZpE5jh0kXL3wjWDw4+BP6+IAfPbwVyK3UtfMfMYwvCOJyONGTw8unwDpPV3ApawMDfgbc8QKFNrLwMe1o4qGJSj8+6Ckubzk6n99qABDRefl3ekmQI2EC4i6ftZsZCNxAoDDOXhCCd+Fes4oy4hQOL3pTCW9762REUh+Mc3R9NIdg2tYKaa22GHbeIPn0WoXDoQ4s/iiGXPjBlzr87g4OZwrNkJRJTgd85IaLw+2KzLHwlNPgAf4CrbIfyGN0tDklnuFGFw7f+5XnLPpKZwNq2IMeXnyRbs8/o3f+TPD5K834LOW45Mp5zhpHIdh0v+fK+6Ff5/mEfNnk/NvKT4z92KfGD0CyLfmUr45ndLNputoHmjYyF5Tphs7BGmi/9MsfvmUVAq/HB/uGAFwtDOiQXLsN6BY/4BsY3nZkS/0MPGV9dl2lvz1H26GunG52XfO36tKb9vwrPaZ/eXV4CLe+9Qlmh51ERspvOq9/uNTDn3ydy3e+9n7h0q/Ap4yWMWvSE7wEGF+BYz/6EMisHsHQO5y7PPo3NsA67yM8FoB8YdeTMvjGsfs1+EFfwIZbvGoCda4M7xpba/83X9XHOITHFZTx6KUrONFwT4gc+vMNMtsqlOIdruDTDR4c6UAuhQtP6KJPHuP5UqtFQjsSAiM6pkQEKbrOEeFohNRusDhnZExRhPMOzKNncBFa7hcqYgqOjIU+HDfHR2owWyBSl1BXxrLdu/hSvAcnR7cBkiPCL1FqeJSDwwMZOYTke6CXxj6yYIBnSiMv3vGoL5wFzCYw53A9eP/5u/7kZCA6xQ99+cI+2g649MG38jTSoKOuc7TRxcfK14SAbjrHD/hknIJsqXZVR5j6oSk1sNUrN5HJl83Xfr7Z3OABp42ccx91bDWQs+BYoGyyYrcm1GSiewNj/8ZC/uamKVmbwNMV3pJHXYOQvwm4Brp6g5Yd9kfEkk3OLtkCPH1nn3yzvPrdd9JLfrb7294/vbOZcr4f7fS+49bfuRRe/O12Ug9fsPjZ+xz5alUXD+GO16MfsFE61dZVr35wNekmX7HBeXomW/wJfHDwH3bfr4r4SPGC/7haETT5WYEXTm3ZCU8zsA298qvkadwUQNHjn+4X0JExaXzvT1eo90VFafdhOPjtnDTGwwP4hN9VgBWtSR4uPKyfLltXd+wA5wzYvYeegQQYTBRUDP5mFWWKgECZwAXoHA5SyndOiR45KihxfoNAn2ZLP5OdM6SknA9+P3YJVw4SbbD4/NCHPjT5Wa+Inv/KAEWgr194d+fSp1VATj8VMg78yLVLFA0XZaujaDCUKyePesG4Fa16/RhXmTOgyYAMRibO89a3riCrL5oSfpoAPeqSk+KfLh36o+tmQrqPD/D4KYg4bzDCv5cnwdPU4ChXjRfnaDjw78Cfcytx5/uqHn9Wq/OSa6zS4ze52LVgC4fUJSw8XusVeNG4PG7O0psBSrf66UNfbFLARQNcsuYneLc6C/69733vGQ409Nvtno9kf/gcUuW9Lj+SpydlyTk86TPY8KmP32Ci33mBb6ednOrIBhQx9gAAIABJREFU73znI/zZDi/K8bXjKgiqy/fRLjUZ0nk+mWz60G24658/atdGx3Aak/DFT3wYx65i+IVYk6+Vw2us4FXwzf/gU8e2YkuxSAzTty8Wwns2nsa4qF88wS9OGC/xWvCeP+N+6v/a4IEP7snLqPOSCTl9pMt9gw984AOTH/ie+tKTsw/8+NLXuJjf4025PcaR4uQeB1uzCQdkQF/oYmjOuFZB2iEmAMSUFIOMbXUBNwUJOpjG1Johzz8uzRC+zQlPTkKxFJrQlGCQMpbcHot0Zax+XfY8Ot40MqDau25g6QcX3PCRG6/3jeeExzp7KtfsNJ1h4JvOa7YbcuKlwA9Ofzkn8b3N566uSyR9Hv/CF+cel0sugfnFO4fDD1n7pQNPB77h0pgNx972M+OOPyN85jOfnn2s5ugJX3Ddf/94VG189vDy+Bl7+UsjyE0+3JAaP+RI74OR+RPmHMSjaw884GmPYYdrN2bZUwFsQV76981UOmFDNkAn3azndNcqv+dzfdcYPJmVvzRWCs75hn6D+nQ4NmcPfAm6XTGQJTp4oLNWSfTKfvcNm7DNRz/+sflTM/B7ZvqBN6zvqnpuG24DjszKYOBjzy7z+AE8+OLTgoIBrY9Js4FOFvw7b2LWR1JXYOu8fhNgS9NHRsKDg57jEX514QWHX0eBUp5/5vNwgqmfPBvB4Vz7nug3WtrhbdKN7tTpwF39jn/aYehIHf3RSWPOh+R9M/lO/ji+JxsPttDA87u70Bt+Naa9+Te/vX2a8OqRrHSazqKPnxK4Nz74hjM96duVrLH4tvGDt1efWfcM3LSe9MfRXq3Alh7J69x4xGs8sRGZOvfZUDyp//mf//m5WjUO5XTgHQO2vDHuNRjDz47fiBS/vjCeHUfbT5ehRWd0x+/zNTHo81/8wtSt4+E3PzL7G/uXIgAJJeicU+fEteWkGNW2lHa+rzIZPF2RgKUQhzoDs7dkCoCMcXW8ZIApA4WiC/rOHTeeO18dGXAClOCEx7niGRNDl7iC3Td90zedXBlBGC3KNAO5tASLHlkMVLzD88xTT08FzyC2JXBT/uHj5G2w5DA5ECOmD/BwywUXOhBY6KDVcY6EHpwP3Hf/7OPAJ54kfQUtd+0luske+klr5l8rX/q4+9Lqc999D8z2Ke94SZCs+KYDjkmv2RqctvSe3HCjf3M4Gz2qJxP+8TLbhr0ff2L9xpg6PKjnfPqjQbfK+jmUs/8MWEMPH//4x8+ei4Zn6m3Ut72zJowVTPR1FSE/s8GwT0GF/vQz2Zuc0Tyz5ZAB/myIfumIq/MCRva/KA8WTwX0+JNLYDp2HNrw5CgIxZ+2eLwdf8GGI3nim/6jP/3hdJzL4yffyq/wnK9ZhQRbHm54d/3sMsZv4yo+d9niKzzxDiY4tqdTNsUTHza2a3/o4fUqt7EPFr0mIf545au/ZvYxvviCMSbXxq8v+bnykehAHLEDYPuB7/Clb/iGb5ht4ogXtsQxuMhnHMnhktOFj+y7h4DHFhh4sgiAU/yak3KOmfC70BDphDBg5zmH3AB5bPx0BqLOtXfJyOAUYBAajJiDQx8wyg7My1spaJMawFZxffNUX/xSkHaGMHsIbGijUWAgIL7cPKF4e0OU16U/mdSjp6/zFIj3HOrmMExlugG3O6DXW9Aha8EMHgcjWTGj2STEgfRn9GnwscqmY4c+YNFoVQanyZHR0CGzuhzvmWfWryHoc/99/WL0usSdg2cMnJyxQTxn/VOe4wMv+4CrXeDtEok8nAl9NsDrk0+tu8V0xCHplD3DB0ZSz+nxIiji3/kv/fzPzRVyPJEbPfI6Chzh1E9ZTh40yd7lpgGYjrNnfcgHlmxSvp0u1e9HdpfvR76urnI00JTQkaJVOV8Lt3awDnXBxcesGOnIQ3Dol5LDeeV0AF840NJPXb6006OnXXfwxV98R7c8OaMRvmTCz14Xnuyx62PnP90Yp8r8CB7+os9XjbdU25vlK/hhV21oujnWJEIm/lsQ5s/2aPmTeKItP9UGh6vn/J+/xi8edz9HVyzTh893P4ePghN7tIlHX/u1X7s+C9kKaFdSwsc0xBmp1Q7BzAoGEuYwWyAnRAGoYIEBjDcjRaOAAF8DiXINpne//+unAgVwAmkHT9kOy3848eSgdP0KYnjCt0ePrIbx5ZdFfd0sHnMKcAVd/RnXT8fEZ85MTwVaK3Ln+uK5wYwn8C+OJTMjOMyCBWC8c6YmJfjQbrWnLyfwM9outR0CEdnQwh9d659zvuMd63lCv8rw8sunz2bf6ebD2odGe6Adk9x6hrZVOLvkfHB2Ttf2aNGjq8899tnpxOR9/In1pMbly+vOcY6LL7Lgif5a7WrnZ3wFDs9XskOOT3ay8SN8goUjWfMd53vAxIu931Y8bAA22vmWuj3wgoNrH0gFhtvlaDm07+Xg2Sy7y/P76UCnKXr5XGMOf+EOf7KEP5r43vmAGoykXnsHvLXv/AWr3/TT0wldPR71o+d8Xn394Y6nify0bee/ul1OfeI9WdJH+OInunwi/tjSYSGCvxkHHnrjHDP8Z9cB/PrZUkBDIqMxRC6wfNMVN98UX2xVOiwq+D4ajS9lffADd3pVRhvOFg3wtpBUj0+8FG/gmb9AoRCjS43nl7Y5bgopwIE3OB55ZD187DzHhsMAxrxBVL3BoFyCW2DKSeXwUCQB5QInIdDFPMW1Sqase8ZvZ7VaEkjI4wYNeMl+jUHZ9gRF+DZrrxN/4jd/a/KJBvrNpBwEPm/W4Wl3iJxJnhMmU7p0rv3mWNGCkdChfKtvPHGgt7/1bWeOjjYYwafAA96NQ3pQr5+3tVqp66ON3NrpTErnTRz0wVnolS7YR98p48ilZMQDnPQr8JowTBxwwg/eJJhTFXTpkMz0WMCFC14Bl0xWt76f7LINjEtF7eShD7lzuOmd7nJ69flPA9jVEBniCy9g5qAbAyLZ8BRv2Si7TuFP5dd2u/YjDDgpPHvfBnu5tvymfvqSQ328hS+c+gcfX8kezvhSb0wFV99dTnSk+Kpv9Hd+apsdRorP8r195y2+0CjI1b7LfuThaA901IGTszP/tW+vDW5PRZE5uB0nGPdg1CWfcitjvnH/+MaLZCugKyU+pC0a/I9P4V3/gm4LJb7XpACmmCk3frXDJTdOPa1zaa5qTpHKCyQpwU2YVlY6azdwEV2Ove5gxxzmW3FiIgEI10CFQ5oKGX9ydRQLtzLhDX6/iWTAwplBDVj8oQ8uxRNSH/gKbAK/laO9G/3iEw37p1/x9nfMPoKLY5/t5gB2j+3U8LtjNLj3Tf4p1EjgHNPYQz58p1eKx4fJAS0rZsHGhMIwGRdM9mCjVqJ0gW8r+GUHq5L17QEfDaf/u+9es/OLN0fwuXfNxGT8whcemzp2qfPMM+vtPvrDm60ZfAi27U+h60YevMp0N1R8FtQfeGDdLNXWxEVXbJ6u2bytBatcK/jHHnPD4a4pM7nYKscnM93hhf7QhDOHLgiTk/zsm5/RbboHFw/5mhxOhz4dzqXOs/MOs9dFozp5/Xc8yo2tvX0Cn6aLfEtTuBsr6vIN/O781FZ7wSE+kxfcLr9z/BUo0sNRfnBS+uhcjr/wK+fnc2yf2k8/OON773/U8VGueMKnxJ8cxYx+JTobRDcaL9xYV2xNSOGR8xHxB43sYAzyPb7Ej+VSq1plsOD4rwS+CSY8cDv4KPx8UR9wU+cYDmmrX50dAHxBK+IGPSKEUGfQ+mVQ5RxEP0QwTakZ1TlacIJHU7uvcWFuBYz16q9AWeARcFNaTkPYAqi7jgavFZl2g9gqt+Bvo5ywJeVWzAK1PSAKRN+Ki0wOAchxzde1To0EBznJgaf4Kc/RcwL1D47HociOX/Votzojozey6KLggxc6RlNAa1KJHt24q6qdjG8ed0rhBytgridI1ttdvsb28o11mQVGX7oiQytOPLGHNnYgs0kBPBpPjy+x4ZMsMxCPPFupN6FlC/rJvvCCIxd8Vrm2FuB4+OGHpk2UrVhtFTgvqGZz/egGzgavNni7ZIQjm6AJB3kcyvxRX3xL2aogoU57aQ8ElbPrTudYB2/jJlo77nDFQ7k+O3x8JLP2I2/qCnD5RfqBS9/ync/0sMPCFYw+2hrL6eV2ethl2uXa4bNpNMqDicaZkKOw4wXPB7Kttl3XvTkW3vgIxwtjq6FYBKZ6OI3DvvVSfDI+jSH+yIfaHiBH+uF/YEz6/HEPysaRfvqjJ4U7+uouzVXlCDQqc4AGjw5WvBhMeG0GL+TK62eil3ISMEZyerhzSv3QwTwhXWq2oR2DmOZQHMCMVeBNqfEJr8twfFCCfVArOsqymY2mIEY+MOHZV2Pwa0MbbxTqMKDna5Fj8x1/ApI8R5oapcBxKRM/8pyifDwHNuWgE3XJjxd6dXMNf622wfUYVDMpXlqZNom41F/Pzj418eL/gQfWh0Q8RoYmXnMYMOiRw/drTUh0ZrOfnA6Bd7cvnB5j0ydb4ond8GTFDv/yg/PvN+ARHBuzw0c/+tFJE0/sA155/prDGxev+uAHzQJ8K489EKjri1N0gIY+Dnh3/Wej7OK8QHYMGtr2IFB7A/p4Xj3elNNBOZqS9vCWx0/53r7XZdfkANc41eYcvXhvjPGtUuMo+OSIv+y684BGOI+0k3fXCxzhO8ooMNV2xtQoxEe5NnA7rvrxN3TJGv5w1Wfncy93pawfH4Mjnelrq8K46NXhYg+fFydM8HI+qR/YvvsAd/HAuMUjnC1Q8VFcQZ9sBeU7vu97/+TLVogaODFEKVWunvGK/HXOoBCrQzQiBhcBDMza4cI0xhCXwAji8mil2AwCh0QY/KFlsqAMPAiSFEEJBXDwaGnvOT340E7xDZBnn17PKe+zapMKPOlC4LOqRoNM+KYT5XTRoJgMnyZ72OFQFd3kzfF33tIVnqzC6dNRf/oi35RpPEdJN/pwHlsQAhO9kIPjxCfn0c/HZtjLB+PtN7mhwO7oFajRaqLBYzamZ/TpH150yYR/uAVGsN2o+MjHPjp1hFftaDgEWXaTwgkPnvVvQOEZTpMCOdFuEC4/Op/s9IOjCWfJcn6/Qr/kw4P+eEPLgUfysGc29daifg1I5dqU7x3PtuojmWD6iI+2fE7b7tf7efbPH7TFTzy9Wv/o6K+8H/EVz/t58tQvvdafjNoam8o7j8kzn4M/tZc6/aMT/+k1XtOLdr9pGA/hz/ar/fxGXnqhj/ipHM7q8cTWyRFP8aqfxAf0BcsX5HyOHfnw00+vp7L4Ff/jh/w1XyZTfoc/cGKFsSMvaBfzxC7pkhUJZF26QQhZg6nACQmmdmc6OkbG23MODk5dzt4qGzPqMliGCS9luQzFCwGs8JTx2AegKQmP+KOAZke8Et4LBDlJimnAwSUASBk1J1Cn3aGu4EZXu9G7NHfJDa+2+Gf0y+OhcPwVfOjBgVfwu8z6lQoQft4IPPqCqUCsTCaHX1igG3LQq8EvoPntOTkdRNPEJViCF6SV7bviE078qMObw+RCHnSSWV+HOg5IPyaF+ls5w2lFbdL05hn8bAaOPZtEyNgebfqPVjbSjm/BFw/6aEvH9ZM3qPaym5vO0yd+95Rv3FI5Ti6qT+e7PvKX+Kkt2PDufavb7b3DKV/UduTROXngzmZ7jjfjK3zJnp6ctyJVF1w63W3PT5Ox4FzQQV85+PQPP98LHxr5e7AjhJ7123WkrF84+JDzbJ9s6pSl3f76sTn5tUcvvOCVpdqV8WuMGzvupfg9QLFFnIEfHx3pIVvFP9rGCF7VOVeGRwyTLrk8t0ri3LtgiGA85SZUCkYcUgMKkRSwGxCsAYPpjoxCwF0hziW44OAQFIDGLrSBK/iAJ4jLTXTwE454cG7gJ1czEJytoNpqIGtOnEH0g1t9htTGmOSS48UhyAh8DjyhNRU/9sjxITAlu3pJfXp1nlOCc+AJDNq9Wy7Q493e6f6zLuyINw9vm6n1194VA13THRrxL6jTNxtKAi1dS3Dpww7xm8NpT9/kMqngz76xx/Q8taEuX5GbNLzHDj4aAjA6dIBGgwr+/Eng1Sc9qKePdOQNyvQKT7badZgutTvQVJedp8CnSV31lfecLPuRD4cv2IJB9fvARyo+lHd6Ox/H8kVw53o4vZl7Kp++2tg3fuPBef0aK+k0fpJDfXVHGfmArTJ4j74Ldh/fyaJeqk3gRSve0luyBts5mpI8OfQJb3KBUc4Hd/zBwtkixlhzLgfbmH3oofUmnfomb3Bw0E3jd8epDG+6a3HJv/mzPuPFobWfShBBw4BBOIOkIHApqDbnyhDKd4cEr6/BbNVlsDk3yKfBTgcBprRhErPaW8GqN/MUaMKPrgDkgMt5hmngqRc0vKLXoAYDlzbKUY+WcgrM0BlVznkzDH7VtYrVJgi/e3zjtXqB16WKoOeVQTztK156KNDrU8JfdNOPvMCjDxsJcgL7XA2ON9+6FC/Yoe9GFh7ISI/6Cry+eQAejEBJH+Qv6OZAcjaUO/DmvMkQLbILsugIuF4dvjZeVb7nnqV7evactQnAFQpZ8M/GbENWdKVdXnSa2BoY6O2OD965rQD8ZfcGwz4owh3cPlDPlD8K+ZE8v6+uc3l+KA8Wjd2OyrvunIdr17G6ve0Myeso7PzuPO+8N/hDp62kj/b4iZdk3PVUG9jdVnQQzurhLzDm3/pHR3u6cQ9p14E2+JJtjxXqG3/xsfNen+Tb6e1t0QPHh9GQinH60Yuxc8d4NVU9n5VL6aWYsPOy60fZ2Mtf4MC/+ktuTnFyz8a14gCIGcSXc6/lNaI5vHJK34XfmQJLMAnTcMa8uphU1g98WxoGnMNqEg/wOPZVUQ6iDkyCFbgNam+eoZPRWt21+h0mnnwlLx6SR362J3MayPVnuAJBl9v2f+Fw5UCXJgx9v2rcnENLcHIDbdeHIKZtp5mDlBdQ6CjaJjKyuaz/+ve9f9K1yrVNwCZWkmjTC9uSgy61d6NMX7yQA6/o0WEDUR+2AkNGcjlH14TCb9AUeFvdo/3QQ+dbMXB65dIEgUdOKG8FsMsONv/AK92gqw/95Iv4Ait3FGCDSV8FgfR49LfwqAdTftS/c75zu6P2+EG3pC66e91ev9OLh2OfvX7nVT2+dhz7eeMj3oNDP32xWef5YedyfeNXOV6C6YojuGjAy1/CEd/pIbhwHutrhyMbq+Mj+mTfeIuvXRd727G88wN/ujTGwP5/pd1Zz27ZVej3be9dfZUbMK0NLnNwgjGmEY0xIGzOAQEOASQkcnITPgBR8hlCcs9tLpLPgEAiCogLYhqD6QUWErKhdNJxDgbbZZfLVbuqduZvruf/vqNWnl0+UebeS7Mb/RhzrLnWs9Z6xb3xu3ePTZ0x60MplyVLtMB0JMe+3XlZW+QW+/D2jtcCiGALD7C2GgJg7RQ2FvGSWUYkYAdBOAGstoUODl8LTL/ECQeMxOFSWtIoyYBrYZI1OdXJh09JGk2yPnP51RyMsQyKFj6eEy5A5qJFB88CCEw0trFWQQMPMNpqOJKTcWMf/OAHt0zu7Uh2Ep8ErM4W2TW604FsgFaJPsfRReJzqSdBZcfufcOjTyeqkh1ebADXfHLyYYm4ACnA4KLv9UmHZEv+F17wictjx8yX4Fq8ki1Z3vlN79qwkj458SGThEoWNsrv8CV4tLLtEfy39w/hKsXlK+upETzTZdouWYydbVu/uFTPsWJ7xvm5XV8dr0njzIMcD+MTv+arp+w3Ao7GnJ+4ZzpQyDljtb65+GtnS20xUHIGA6cjWHV00xFMJbxkCv6w33W4KU+5J9+yNdxiJLrGJ6/gktfc2V5O8GJb7E94tA9+t7dakqN8dtYPPBrJgZ91qC5u4ejfsxjasbQNZviEzOiIKWAyqjEEpyPgwYkBhaYxtCudQUpAfuCz+1KTQYKSePEkJ1ywDkawiFMSTYvZHANYwHDseMG0uKfsZNNvHq42+Y+gON64ygntxvUdSs7Qhk9u8jpxSD59dtO4S25vzNn99mGYTlp0m7apj+a0H92Sh/wu8SUqclskJS92hGt3Co6fPKYGt10kHMmRDHOx5T947G/37EdYtxIOfTyJ8Ni6dfG2G3sXWOyOj/u5fsD79D/8/Y0t0UMbDJ7otoCMl5jZsoVAxhbclBGM8cYmXPDNtyCmfeFf62f3WRcL4Uy8Yn/GzDUaE6f55GzuDJOO5/lrcGeeyYxHBQw5xUDyqq+NJ9vD9Eq2N68vf53l0Y9/+PpT3/z+YL2hNPWbeky5w+dn5Rb/9gqoOTzxSo58lMzTJnMs+Ywl94vre9L1xSyaxVPjYB3lEbXjbNdgrJWdPSxExBAmJCSLOEIA7eLMJVDMLfQUBRfDDO+MYlziMwaeQJIYmmoJykLt3qPElJB+lIFbkjbeD4GdIEp4Ago8HuTYSXo9p6fkUDIoN8Zfn5sDm+xoSADm2aBEnlPMG1ckh+hks361p5fL8T5SA9aul63tfD3GRX56zQBJ1mr06QwGfImdHnDZrLa++7Z4SPJ4dg+Xb50M0JOMW3zG7EiNsQHd8Oj7EuiZ69ExtscPDB3R67YQXvOvQ3hpolcy6VCsdAJL706s8+TaiRL97JS/4883y5NbhvywHWP0MlbcNF9dPEw7h1sdzKzPMK0JdGeMGW8tGI9P7fpgak++U84zz9mfPNl4HsU6eO14o42vumRSXHdlF0w+m7TM8QUaj68P/StTj+JVjW58wQSXDsn1MBubjx8Y9JLFePjZSx9fRW0c3sQxNuHpDCabpJu+eC+G0HAYB49+c/FIHvzTqfidc/cgC2AECBCh3gTTZ3z3WhX9djfGzwqYT4GMgC44idaPOtoShh1RLyuYkzAq6DCyGp1oZFSL127MYpc81GCNtVtCy7c4t7M5aS8ABl67gIvTPrNeh7Xg+/Yr2bY97OTXDzf+vPoMpByJpnG8evMNP326VHxfVAJ+bn0n+Hgu8PlNvwR//2IvfQ5y0BXtfWZcL2j4Fql/6uWw/d1Tz++6zQCvQMixdqVOXmh5qsPiIuPnv3D85QW2MoaH79/i50DHSaGdLf6eQ6Zzbwjpe0TrkP94sB1tP9o5ebL///WPx5eY3vK245OgYCtkZKOSvG+8kmX7en2Jrvjhn9eW/L6VUWlxzBijo9JiatEs9BX4t5exYOAHm80aa5Fkw8Z9v7jDt6Jff9zuFulUzLYgk7dFGY/0ITN+s1872PSbuLNdPDYWLzI4Jv3WI1s7mpv02KX1phZrvrXrgHOj2xp/YvnOn64Kf8NfEl9j/GDNRfOxx27XE5iFfOOX7ZPLWjfHngq+nRD093q+lPwNnmxKGyI8bQoqm98q1do7xq2TlcvwyY9gbmPkoMvWWD/66PE4p3z15JPHJw6OjZt14Y7AkbfQg6M8sv6gA/kOmsuWmFJQIkNITWCClAAggiGUeciItKAScnO4lOkAiaj7npKce6sSL/wSPDQ4GVCtT6GSL57JyaAWuh0mubukhleA0A1OixItsCV4cHZo+CjZoRML3PvrIzH0BuMA42AfCayED0ZCxZ/dFPw9VyuZlQhLcvHqXXM2NQaHvAWCV5r1CzBw2tkqHXNycMmBJn1c1kuo+LvCcCJ10vNxaTYlXy9T2N2WFF5Zr3S3E6WjwvbogFH79gOfOrHwszHyaNMDPHnTkV3BSLj0y0fFIrh0znf4aptr/gji2/t2wU6YLfBXKPDmYrzWbkw9jzPpMxw9gw82PfSv0ZvyT9xrsGzXWitGzzW8OTZxyGeuNXPG5Z+uhMkLbu6SH6Zb4+hVkmPWry3bs4cy5QjGyTd5o2WuYoy9FHA3eGustrmJM9utm8amDMlVPkCnGJuxZlzsOipkcRSrjePjuMeIFpqdisSBscVSsXgSKgVn4IMl2JHxb296ZySLkQAWn2RrEZvDC094LVR8UpYS5hgGjuQguYJxD1HCxduY5EImsEo08JVk8YOHprl2gO6DugfciQEdcN0zBY8m+ZQukfUlml4npIe5kjG5/QjlMl1CI0PJegZKcmVX+GRmGzjaX/jy89tukqV5snZv1Hh2b7GSmQ4Fq91GQZBN7YjRoMdXv/2rtk3owJbokyud7Zjzd74rHsB913d915YPPbh4kTMa+Zb9si/7g9n+utzqSTYwM6hfu+y4jaVj9srPaM+5M1zybieO8rBxIHNO+3zQz3GtgM237DFpJbMx7ehGq/n0LXEnU3Trh58c03bmSqjqcNXFxEy86dRcMlW3HtCKb3GSLg+zx9Sz2NzyrKOEFf90gJN82TG7pT/Y8CfdYjbZ4c1SXyzaUEwZzKGlFI/okCX/mGtDEd18Bj9dzCVLNjK/n2pwzAVjgiAJtA20xjbCMnoKqiUctcVnvqRRMiKcBWseH0K0nSdUi9R4CzOZCIp+nyS0S/N6MxkkCZfwOcQYWmc6+pICnu7XuCQmE15k/ez6S7jT0WTSpzPa9x8ct2HQwUOypQ/79Cxxu3g07SrtHB293DFtCw8c+uT1nDF8CfTzn//Cah+3BrLTE0vWD3zgA3e+7/u+b59w3Cd2e8Bzup4u6IFsMpOv3Uh8nFi0yZAcaDvY1gmiJMg+Dn4ko8OtBaUYMIYOP7Cle8l29JJu95P5niwd+OOHLt/mc7QkXvMdBfastZtHJx+hN/va+TL8DbwK2Flmv7b6jY4W06yDn3zMxzM5Jl1j+nPuLNtcc28kU3yCSbb8rZ5rFnyxbbz2uQ7f7Sy2V86+gYPGnDvLmnzTZmjXl3ijaxx+Pt0yrPlsUb0ZXgrZ4MwCTinmXjd56Zz9YtjY5KWNhposJd5wG0/e+KKVTNGYMhjbf3MNQcnI0e2EsyMjhGkBTmk4irG5c+QQO0qXs3AsMrRTTiKmTD/agCcHocCgZQGj6x6upGvBSsKSLph+Hb+WyI21o0aTHJJmu0TJGG+JpeBMzgKNzhKiZCaCjXrpAAAgAElEQVSp4C9Z2TFK2vDIhpckKAH1Vy7IXWBro0MONHMQm6BdIvaUANjPrz9H5MUASe3H//W/2a8uSrrBu8XyAz/wA/vS/vd+7/f27pgu5EB/BvZj60Pu01/JEMyj6z4dffNL9ucLsrnP3Q+W+IDzJMR73/vefZvmN37jN7ZdxAGabE5OvjHGTuib00dXAbNjaS1s7WQk/x6/JNF2vPodM4h38l4FzqzPizGc4nrS0G581mzR0fgcy4/XcI2ZJ/PDypQl+ZOlhHbGP/MqqbJvh7HGkyO/R7+YN98YmEljx8j6uhcY8pUnkqGTvLlrdMJTT/mmDV9e64KOyVcNHj+3GuI3/TTtBXbqUHsPPqSEb82Iz2TI7skstpXs1QbAWDDZrbidLKNrLt20949rGhJKiwQwASahjBjRBCcI4VuUnCHh2sUxnIUYU4wnfkktGiU88C1MfxUWHbJJbnAsavKBKdkUBOaNgacHOcw59O0YyUSWnYTXPcyp5w62y4IBL+mUMJwMJH62gut2gzHfJfB5Rztg+HPnXVDQexofbbL61R8NRd/hj1W+733vu/OhD33ozn/yre+90RVfNOgk+flx0m6YXf7u7/5uyyD58wV/sZsdb4ELl40LlHyPp3HwxsCzrz77ONHpS/6+AeEkaGf/sY99bNuGvmizuwI/36LnIDPYfAZu2pk9FHXBvWNsvRJsbB7xSJ+N+JBClspsn8eyEZnmcR7XbwEVz/XPvPTzf3Nbp1XUDjZubMoUX3NThsm/dv4s4ea7mUTin0zmivUZD8ais2Nh/0h52JCs5pJJ21+5nmXKlH0aK7bSB17xMcdqxyf6+aW++anDtF+0z7atn05nX+u3ERBzU5/kord2MYuXMbiNmRfHbQzAFCdg7rVjtVglq+m0EgxABBAiOJguTy10pctUCQmM5OZSW8KLqRot8wloQYJ1kEHpSQWX0fh6nldNVvRKrDsx7ER1BG/jFOyXezvSHo0qGQcP1+NejMSBLW79kpBXcsnmXi188qJJVsnHI1Pmu7+JNzuhUZCijd7UP569WADni198YSX6t+7drMPlvL9gXCLt5IEXPvUlYJf9/tR9SditCLvvV0fiLUjJwQds6qkJsqUvuhX62vGmh1s7bqHwcYeTTyfefjRFQ3yQr0RfHODZgiqeZjwUa8XHq5c/r13cnBfOjbCXhvl5GGbra6WFFEz96hbKeVy/OXXHw3hM+smGhjbcdKqeMk8Z4jPlmYmn+ZKZmu8mfzDNa5uvX/KYY75lwpfJcdYl+sl+pn/mPemYi7b2XH/oiQ+3GrJ3+gUbz+TXRyMeamXa9dwmP/p4wdUu8aJrXDFeTGaf4NBMxtrB5x99beVYd8MRGT7hAQJSchLCDovSITlmEHjdjwXTTlOCi048MpLLZQm1j5ej0c5J4negz0HoKJ150bTYySE5MZKE4JYCGH2JAi808DEGvoTg62XtNBmHzGQkB/oSmfHu40qyvi3rhzMnBLTTDU98slEOVRtTctDuKGtHh7+P3HzP93zPfsGiF0jI/tZnjq/cAyUTHmxBfnj4sRcZyO62RLciJGh/hloC9kEcuoCdC80jXMnMLuTDI9kfXYkXrw7j+OqDc8uGbiXafJSMZMrXZMQDf3TIsv98+CXo05GecMC9tBa+kk1359JXozP7tc/wwW3gURpXXzuuwT8MrvGJ02Ju7loymLIldzX4ias9x9h5+lPszhNpix1OR/ZHq8QXDTC11VZcJ+V0MZ4M+XfKGw31Wf9pGzhKtPTJVDKsP+0NVgm3Gsy0XTZN/2s4xsTk2UbpS7dyUboUm3iJ20488UsG/TmfTeAr+3SIscSVUiWSdiz6Jc+cxWEELIlFMAHQ6sxQgkghyVQCU9uZ9hwsGujFC0w78pwDhjz4kNutA8ax45a8k9kY+uQE78hJxtCJ1k4+i95T62FwczuRr51mSQpNsHa4Luf3TnIZ3fj+K8Se95Vwly27dbGDcyX1lVeP4FsNMuygWm26aUusH/nIR/Yf4kSP7isF3Lm77q098pbj79W1EHImn+HHNtnFHBnprIbDrnbnH3j/d2xdnCzshJ9bzxTbwdthlyDJUjt8fF5df2Fk+1KyXCfsHRvrBzEJk91Wiry5EiE7vk5+dEFvP2+8DgkUXc+F3tzXXTbcBtpfGLt9JKf7uq++cvtDGlw2nwuNfPXx7YQJNhsVj/pOlDYGbGLDoLTogqdrNp1j+WDaG+2SRL7hE/z1d0wsxRyNoRNs6wwfY8k621OeaCaLutgsEUQ/WsaNWXvJOnV48Nri66rn3rHhCD+Yp585nqYxnv3ftJ5TXb/Kb3k9Dsbv+OwktMasg1f54NI2Dte6Iseb2eBi52zUyfesBz7ZQK1sn7OXNfDI8dU/etDB36ZlVzHnOW6ypFMxROZo9oR5MG0q8CGT8XxorP5MqsaUHd8XGfXpamzip989CUswEtbitGgED6Mi6P4eAhxsd5mhgifoDHRGhteYHRF6DvTdB41Pf/YFLYm/pGHB4kdIvM078NbHE13Ji/zkcgSLDidniPAyQPQysgSVfNki3k4Mdp52jGq7SLbBCwx91RkYrwIN7DxxlBg4DV36/9tf/C92glTIjTacGQhozoUEtn41/slgLBw6sjcZ7arf8573bNu5L+2JBveG3RJKr2yPBxvqK3vBLDnIxTc3/RXp9DIHVvy4OtDf8mzsY7EUE8l69G93KhfQG/j8lV5z/twGUyxqkzPfdJI3n71aVGc69cFlx2ypPh/Rm3SMkT18bQWukl5nXsFPWnSYsqQXWxdPyafPL2pwU+4zjeYfXYkL3Bn+3I8W2czNI53iGy8w+QKM8WKlvrH8O2VMl2KmNQZGyQ+PPnJc/e3BS2kO/1cfHFfspib9KWN4+QmeeXQaS8Z8N2HDT7azHHCjp43ufoGCkgpiHNqOVF+CIEgLDVxnPvMWYcYzLqnpg4dnIQp8O1NM0XMp3OK081LMTQHRRs9ikYgkWG0JQq1v55Ii4N0vxVPJwcbIqA+PbiVxMvRK8rxPS2awEtTHP/7x/RSD3ZJEdLOTW/zAWFN4ok/eirFOHtmEXcjpJOEe7k/+5E/u3SM8ydE8HI4xpl8Q3BC+NFoI2a3AgNOB1+StnU+/4zu+447jR3/0R/cJxTcfnls7Ybt5Nst/8SFP/jBGBz7w57FbJOzp6ARIJw/gJ+OMm+hdnla7gSFf8MWAuuNsB7y76ppxmk35yMneiT39izOy9rvCmW79uYhrz/oaHvsrarC11VOXCRds9j7PTb+CKeaK5XygdpiPVvATL7hH1xtVaBdn4YQ/9YCTXOFP3eBMOtr8MHWCl3/Na+cXfQVO7fjtiUvJVrM2Fey0+YMHt79ZgEGXD86wyWRc/CrgoqWevmu9XUS6WXPwo10Nbxbj9zpzSjwupS0WxsGoH0tacAU4IuYTsEVkvIRakhT0FqhfwvvBCxx+3R/MYZRRCJawnpCwOOzK0CQbufBpNwYWrW4tFCDogDXfLQxj4eJrR09+RcI1ZtdrhysR+fEw+eiB1pFwb42ZI8Flq23cJaugwg8Om33v937vTnZ+DAPzhfXomHFHfNBgC/qFZx58gZBTwQWf7cAYIxeaYCcumdB1sK2XUey+3e6wC6a7WHBSRAsPNX3Qy+7wzYkDdu5Kia2z9761cJExmchV4O5L0lWMnQ8wxYS5c6ETXRRy5ffiEU4nbTB0Fd9O3uJFmfbMTrMGM/v5Kvvnl03sAjtxZnvqN8enfya9OX5uZ8P80k43H1VHL7mLseDRCeaMc9bHPNhw9Nl68iCn/ow7dKacfAYvfmJF0VfM50/taO7JVaY/ik3weChzTbjdV+yEdyFzVBf9g0l2/XgHn88nfvF39k+w6un34PbjZJzQTkvyaZfbbYgUwTAjZ4wujzMaWGMFuWc9W5QWqqQm+MGhga/SAkPfoU9guy/KGSvhaqOBFvktLmOdRIxxrIJGSYCM7u2p0W0X260GyV2ydfgh6otf/NI6aRxfRSMrmZIrOftxzDg5yDBPUPiTxWu1H1n3cj3+pW/ho5nsdMwGBe20d/zUOXLabCu7Sg4HY56uxtAsYfKNw8mvJ0fIxO/f9m3ftm9HsK2dvp2wk6c+HDTRib6kzX58gw+/oKXdwmyhZbtkVecn7WjOuvFw0q9aTJHHgT4Z8RO75CIff3QV1xMhToZscl446E5bT77m4nuW5wxHB7BkQu9cjE1d6p95sKG5Eot6HuCbC1cfnqNYir668a3nm253sWRWskH0jE/8+mDpN2WORnX01JvfRRc45Jj4+kq20043eM2daZ9tVv+ob9fEJrCK8UkrflPHc6zqz5I81a/n+fo4iV80tu4FvoQrWO0w1e0KBG1EGaFCWIRm4mw3gSYaPWuKVgsXfgYGZ0HMQIhuzpUgJQe3BMBZWMY6S1p4yZdjU9SiIpNFSZ6MDUchO33J4XLbo2F2e2Qy97a3veXmMqhkUiBkB3cxcxh7kAtPY+S1+H/iJ37i5sczsoMzRw5JrZ12emQDcBKEYm7yyW85/uybGUza7W7Jhy6bkM1ct186YaDV1Y4/iNl3HNioW0PsI1F/zdd97Y0/6Y3P5O17ufod2a1+wThhzkGeXcKdNT3YgD3yEXtKuG5F0c08OzrJiSP0yVlsZ99p4xlLM74mTONq8k86D5PZuJIvJ41oT/3IGiy/dIifYiy8OdeONj1mDS78Jx4/vvdcPOW75pOluL+mf3PhhjPjYPp/6sM/5tCg67SbfjrBUYxNW99bt7Ky/1wTybSuBzdeMNrJtX1x8Yc2nD12KdksfpN3ssKJ/g3ihUfj13jvH9fsviQ0i0qACljAFGl3g0jGm4obl1glOc4uQVqUFrbFik5GjA764NHP6CUFTrewjUve8EuiauPtcPBptxhcjlUnjzly0hNvBz6eUuj1Y4+2WZBsYF4iIWOOUk/jb12Wn9AxhzY+ZCI3O374wx/ebbKU4NBAF48paw4qgLJNds/Z+BaIwRrb8owEQC588KUXnE5A8NjbYVxSYsdu2cBjZydMctix+3GuH0eNgfEUB7milYzZKrnU9FPAOJJ9xpXxSvaZNM7tLcPSDa3jZPm27T8HvdggmegDrhP3tGcxMX1SG52OFnT9dJpyNaZuMWsXR2Anv8lnjgeHxpkv/saKI3itm3xjXlGbi8akVew2pj9hky39smn6BG88P6JlvpIPionmwXR7Kv7hxBdOtp72S//lmc2LL2fsJ89rnjpasiUv/we36S5Zw81e+ubKfRM+HZMznGDmfLLjnT1q7281CFgDEkelxDaDM6KTeB/6lmw8yC/g+6Gqyzo0MyxcC5xieJdQLVxz8O228Fcs/GnUDN5YuxYONGZR0cUu2ViyGEffbghPtxO6l1liImN645182hkMfyX+PZqiD9+tFR+OcbhvSn6FLdCj39xpkUeRPOCDqSSLYMkPO1gugaR2csip+UU/e3eiwgc8WvN2gHH65/vigQzkVNqVwO+ESJ7Ne91DU8xZYDOwyTPtNuNGG43K7Gsr6TXbzVW3w+ZrPhc7LXTys0NykJEuTi7swhcl/+S8VmfzafsJd6PERWZz8ZwLc+qTTpPO5BNsmwBzwaJZclQr5vmuw3hymCu2apvTpr9arHXoK8V0NiwGi61w8YTTmjAfb3SKi/PVEBg841d8pGc23MKsks/Bl/Dvv3RsxBoDN+XXn/Sik33RaePWWDjmyGw8P5qLxrk9Y7N2tM71vscb0QS2K2rRmcugCUYYiUQQC3bw7Zh6qSDnwAVPuRmM0cLHArag/QAnEUgCEibcFgjBM0KLuyQl+cNx20DiYzA07eDV+Nr5wvccq0eozFmAvr7lew19b3afFC7P5ZLtkUtgZ+yzLZ547PirueSWbH/wB39wn4Dg/vM/fWYHwUvrmUJv4Him9aVXjj+zJLV4dpieBXx+aNGQFz496YAmu5OhBJnPciy7GpvBNmUuiQefn/WbKxDhlZDRM18QxqeP8MAxH40W0UuX5O3KwP1wz1fub/yu/v4k5tKrBZkM8aFj8ZfPp27Biz9x2G8TxRk7Zit0yNiPtGDRRC+ZxWAnfDRa3HCzZ3YrvtVwnNg9rUMXPK0DtLXDSfZ8Nm2KF/7m8FYXB5vAKuCNsYsaDP5zXZkjT+OP3D02MI+tpxfMbduuX/pdomvffeR2N49HdsZLwSddjeVXc/FQF2PaClgnjdZsMV7cRNcrx9H03K3X5bOP8SM27BiPp4SSC79X1nPe1m2FXsb9YLv95Tn6FWjO477Bvb/DfdkhG8N7/Uk1T83v7w0nh/veytos36y99Eu35BBT+al1k2+SP5ziYfuRoSaihZixIJQUIVmEAkyRyAS7S88WKBgGRpgQCZXjJh90HW5HCDgHOl3q4lGQoUOu+ubIKEjcJvANAZf1djtg/TJvXDLkfHJLzn6p//M///Ndk9O8S+UCaAfiJXAYTaB6ZZJc6aYGp5hnD2+ceVrBpbgTUDtIeHigFQ68FhVeZxsVmOBqo+NQ2AC95CgA9uSlgG38PF+/QELHWDZA2xy59iK9LEDjSsGpbY5fpnyTFpiC8Yw3g1C7ol0fLXhoaIsRfXGDJ1s40Rpn93x3Q2w1wCjk5Cu4xhxiCE46ziRRrE5atYNP1+LGeqgtrsWHH2nJek5ocB3Jh3Y+Ns4GZIOHjiO++QJM49piWr/1Bk5fwQfM2Y9slx7wssfkVTwl16zJN/2VD8BM/tmuOCi+fFR8xkbt4kA/uaavkgHdZK2dPPpw0Mi22uA7WgfJ1/itvK+/RzxpTRmMx3/Kc6ZLNvP7cTLGt5MSeHZgElVnfjsDcw7E9e0w4GTkjJ9jU0afgQsEbfTx6dJQYlTwbBHPIGlHBn4nwoXr8l1y03//+9+/k5u+ICenBYYGHPeY3ceVjI3DtzNW4NiF0bVETmb6kLWzNL2NtVDxLTB+6qd+an84xm6H3viDZR/49JoBnSPAgG9RzYAFMwOghWu8hNDYOVD0C954FRT6tQugkk2w8S54oxV89aRVAAZbkgFTTDQXbIsZbDynLuD1S7rRAW+cz8UhX2YTsPDyjbY5fuZ7R34NJt7pRS6+OCfeZDvX4rPY7TYS2vncY4N4SvhtatjcmFqMgBcHtdN9+uK81sCyAVwykbej9dY4Oo1tY1/65lvn2SN6amWO14Z3hr+QvbEbHRTrATz+xXrr2/j9+7cfOgfP/pVsXewUM+YbQxdcY9FoDK+JF+309GZmuOmlLh7WfvxmLcJJvmDTM581Hs34GCdrstw8TtaZEgHA7dS6tJXECnbzxnurDTFjCMNvMVPa4hD4DnAcbazdqHFBWYJu5ytIjZWY4XZSoITdpVeEjXvo344WHTL0a70fy/7gD/5g31aAa64FNQ2Wzo1lPDp5LVYpaOim+GqalyDcxwVn8ZWY8VDIVsDngBuHLjtps0Mw4I3Nw1gHmmArBYi+dscNwGo8jF5ylNiidc0G0UB3ypO8k7/21BHdxoxPOSfPySMceGxJZwlXrKid/F3h8PO0a3KAR4NucFxFSbpwwasdYrFkDUfsFR9b6FGSG348jaHD99quuErC+uzTCXjGMZ4lYXLh3fqbtNHo5G8+u4IpebUJqI9WR7RmnfzZaNo6ddNVnf3DA5Ovim/9eES3OCIfOubNqZVi5/7llfTm8k2yRDe+jaunnNl7wjcfzzOuPvnwJE801fo7XtZyi46x2uRlG2s+e0x5ivXkUTemvmdgOl1ASKoSbYtMctBXCixtYw7MCTkFRtwYYUpKgq9LMHMWRQm3ZJXhyQRebeFInGj1AwrF7Xz7/q2+OTLb+X7605/e93Lda4NHh+Snn4BGu1/lwRQ0bNJBHjKTU2J/z3rG1UfJPWblBGKsICv44WRkC087R2qjXUDjq2Qv9Tl4o68uUaIB7hwwYOaBfrSTazO8FHKYT77srx9foAWVNhhyqNmvEg7YAi2ek9YNwmoUmNNmxhT06Jh8+dFtLsm3ZJS+cMDAK7mJnZIcWtGDk53hiWN0jZeM06NYAJ+8+Y3cXZX1vDr++cU8HLI62DsZsxd+1oi4bNMSLPzgGiPHTIjJlWzFxo7Hdf8y+WedLfLr1HXqOXVP53RjK2PVYLXD0W7dsXHyGS/O/H2ySn5Mlmx1A3BpJLNuvMMhW3Im25k3nHD7K8nRnDjg7o7H1dAmd7zStbH4qJMhnZvLl/ciwtgcWyCpFckMjL4k49Av6QoaxJWSNhhj6NXmgJzQzoXgJdyCFV7JAE87WQU/i02Nv6QrqaLfrQPJ2S7X87huLwhmOCVNtNtBoIlnsuOVQ3KCfveg/fAn2foBzT1luuIHj0xk7uy3A37oH70CSb/Aj2f6F9Twz/Ik8zbIKvlu0tDOudr46LPBTNrBRdNceMbMXzuSk94OchrTDr9+MZRO0Zv0xYh5ulSTGSz8rnzMS4x83VUCePzZ3REfuoix4hEP+Nkp25MjP0maaLdDbs588Nod+RRPh1gruZKbDErxCg+Ook4mMeHIT2R2iGv1lHsjr5I86uSpPed2e/1Q1BoLN1k2zjqKo0kvmGwKN/nB1Qc357IH/SrRT1bjrXE/mpmHV3yAyy5gi9X8F79pz9pwwek7isH6Z1rmJ/yEax3jN+XLJvDY4izHjLN0mrbY+geEiYAmiGCRcBF1Fs645wBuUUhm8LsMB2en16UbQdFIyBw8jaONDjh0BLLDJSXa5vCzm7U40CajcUn4b//2b+988pOf3InX5Rt6EiT5k5vCGTpDqMnTuF0seDztuNdy2S8/+DC5JKyUcMHijVcOzxZkN4d2CxJNsDmDXXJaAdFY4+dAyhfRyebRPDu6hNqCyOb0aIzuBWj053yygSkAzW+9l35Tdm1wJUP6F2NwrsmZjua1HfFBi68lRv5mc3ZMXvTEA5+0IPAWK/ElZ3ZFO9slG5/xrfhnL+N4qDuSK/zpH+uFv/Hrx1z883f0olFMqJWuvsyf51pjJeJ5giRDcqprxwft7aOLPad94zO/EhbejBE00zl65uEHz7bx4At2EPPNT7pb4Us5ZHv9R6aSVx1d4MWY9pSvfjU48/Xxrsx4uBkb93DfCC6dox3slCVeM9bwLFbhJMO+xwvZgIOjBbEjo4cwBcekoFSbazd5vlfW7sOCmA5Do4SX0PgKYgvMD1bgJVO7W4VSJTftP/uzP7vzV3/1V/uThwqZu8frMjPZWpRnw/kruugZFyx2tl0ySvo/9uGP7AUJX9Anp4WAl7lOCi0SdOhlXjuds6P6HDzZv3orswp+eBvP+caN4UGOWcDMQG/+rD96xqZ98q/xkhcdjJd0kwUPvF5ZMrBLCaHxZIjvlHHqiu7ZJ+mHpkTGJ3aj4Ero2W/LcNnholtMqcmu4OHID2iQq9tAEic+6RrutONsT12yb4sLHXTFsYKn+DCmreQjfUcn+vxbzIB1spm2tJasDzW9taMx8bIxPfNZfOkZzs2jV8uO2RTf/Na96emz5Mme+trsGhwaxoupeE/9zS/xNox2MMUb/VyxksVcNo6/ujF0ow0fvJIMyRFM854wq20ue93E+eUjO+kYbPSyU7Y784lfcFuoVZYPjjMlp5VABI1AmSXCBFDqSzbG4Dti0EJ87DFvEDlrHslDG5wC9tFHj92mnSm+ZPCIkBqNz3zmXxYvtwiOe84cQbm/+Zu/ufOJT3ziznP/7h+28Sf/xWkJuP57uH89tXDv0eO7wfAeX3oJWgtGcl/RcudL67u0Fnd8Jd7v/M7v3N9V8L2Gl1/uL992e8IO/PhF9vH1yiU5F6O1eI+P6NDr7l27/kNXtsLbkb3BHIF6e7+UHektiM3Ti32NwTXWkc6ShtJ8SQYcvodsRwCiYx5fJR/DNX4r03EPjBxoJEu047Xrhdf3edVeEQZvztXC+kzqlkEfPeVm/hJLxY8kMuV2Uvumd77r2D2tGDB3d9XgyUWe57/4hT0+dUnm5MST7ooxNmvR+gscnsV+en2LeX/Ddan+2PrU4IOly917K3mveQe+5tSPrG8lK/RCSyypXeGIHSd+7X0fet0jfOxR34k9doAld/iS2ivrWVJfCBO/5N4xsPpsddh3JbU3r7V177iqfObpt9/EEhrPP/+5m1sq9185vpPx1FNP7is9J6v7Lx9vFaL9xOWK1t85e2rZQ40fmfxQbl14Bt26KL6sV7izkK3jiC++4N9H1oni7ZtmRZt9PL3ARvSklwWK9iuvHPkjn8LDj0zGipU5BsY43q2NxtQzPqOnbq42mj0HDGfLtQJ2P3Ou1l8dvFZjyWUdHT7KIj5LaT45we1vVwPef97GyFon6K+YotNdOfcwwu0lngljlNLOMWpjEgGnZAiKZ1ALukUWnrFg4MHnYI7jhOef//zNfWBPCPTLsAfdJeIvf/lIPDtJrmJn+5d/+Zf7L+26//vUM8ePZvhVSjb0KImRAW+3ISwIi1qwfd3XfO1+HZajGc+nEt3HRc8Pd08/ffsXIOicvbTR3oa81MaCaTxdky8nbacv/V955Tg7zwVJ/hw59drOXKXkqTZf0MzEmCwS0hE4N+bZ/WCN4hfP+E45o5/u9aMTTvNx2v0drLcy5hMwjVuYaOiTQ9IgtyseNmLfafvp3xKueTTMZad4hTvlzz7LY9v3eFSaI0/t8xxa8cS3OHPyEFtO5PQw3slWm7wlH3iPXTY+5jqmPDYcxuGUjG5kXzo//fSTe9zYy/e/vP/y9nPP/cN+jJIMz777X91sYsgs2Se7mr3QnglMbJhzkFHJptmh+cbnfPSL3QlzbufbYOFOHq0LcqS3+XNMJU+ygjVGl8bONZg2ITdMV8N49PcJ90Jr8gf/RvZpfp9iLvQmj5s3185BhiiHVCgwnRC8hIhwc3D0Y/zYerOEcylonIMZ02KTXJ3xJNzoeCHDgb7DDyqC1e2GP/7jP963FSRPY5sLd3IAACAASURBVOZeWsEGLvnijX+7QQl3B/nC4Wi7Ebheevjqt3/VDlLPW/pcozO+BaMcX7a6/SzdNHSBMp2UTcBpzwUDrmTXVYKxYGunh/Fo54NsSpcul7P31Ns8fIUMk6Y23GO3fdweAtsBZ+In84TJDuCinf+TNf7mk60xMmc/tih5aosNl9dOjmqP88HPPp0kss8j62pGMV/SbS5+4aZXdsXLLr1kSNZosVv+jP+0ce1w0EJf7Eh4vs8hCaI9d3rwSqL0feTyAkGxYi7ex9jxNlvJuLgyF86Xv/ylnexf+uxL+wP3L6y/nmK3a2Pyrne+e+/AW3/ZfSZxydgBxvi2yyqH/sdJb+qejTbQDdztVV1j8PkgntOOtaeNozfraBib/oSvz/7qDnDJCjf/RLO5+J/Hw7/hZe9wyWdThuarJ9/gtkyrQ45s0DpZNr598HoiAxA0LVJBogiMLtUQRhBsBCXWjJXSXea12wWLr+B417u+cQer5GfeLlffZb97rP/yL5+78yd/8id3/uiP/mi/cSbYuhSSgJ946rhsLJGgm0PIazEmk90InbxpZnFI/J/97OfvfPSjP7NvLZDLDvXJJ4/bGWhOo2VkcDkDP/1sgWe20MYvWDDNbadc+urp3IIR/gw8/fC0sy+bkEOt4EFv8/jrlwDRa2EVtHDiGVyBiQ78dExmcPGZeqE1dSmRgO1kES119uV78vM532jjYb5yXizZRj1P+ODiwZ9nmaJz8L79NGdw5rPHuR3u9Jn4spEo9rSdNJzcX/jCitHL/eMZK518JN5OGMbQwiOfvtltjkuSVWev2uSwK763bkX4dvTH/rffv/OZf/4PeyNhHT391Fv33/HrXnGxMGmh0clAe9LGPxuwz4y/aS8ws5xxzKF7hsu/jWffaM9YwfvMM7zmkiE604/mzvLTe5bmb+rL2q4/5T/znHRu4C5XfPqT9n6cjEFaINoCRwK062iBBScwCo4WE+UEVcRbMGh+6UvHZx/Nt9vFo7OshCtAnKmNeynCDlhS/f3f//11/OHeoZLJbQi8LFK8BPaLLx1vxlA6PShYgGUcNDzl4E03+PpuKfzrj/ybDUvfmaTp4ATTTgE/cOoSljYdjSsFUcFSH7xDydE5wb2xkmQ2poeCDhrRS6/g9LUdwQdrDC7a0+HG0I/WRhxl2g4tRzFwrY42Esmjjb9+SSV5Zh1MNpZwHcbhbd3Xdx2Cy87kN7f1G1+fiq/5fJTds0s0wGo/ue7ttuPWz5bqh8kcDBp4iWsJvpOfWBK/4tOH7tlBEfP5E+w+1j3C4qQx9Itlj1vVVidX9Ysveu3+6T3+Td/07v1XTf7wD//wzhe++PnN97d+67f2FaRYZ9v839Ugudg6XdKn2Dm+b3C72zzHzdle6Qp/2i/6xoOp3sxXOcMbO8PMfvCN5ePoGc9m0Zr42tkxnFmbo//UMb2ilz5oXZXNbd5LLBWL+vcIC7mEKinZGQocZ8kNtAKEowr4mDanP42AQQsugcy7HCpR4dGLEei6z4qHPxH0O7/zO/vlB0nZTfku17oXWOJH49UHt5caeOBbsoi3V3rtpCxwyfu9733vPtxDfOF5jyLZCa+XO555bOsO39+iajFNw0890W+BG+/IoezqaLGfcdmNbSedHJ/s6vBnuxNdsqVz8uDLrl0JTHp4sJMDTHPRaA4t9Cdt7XmYhz/l1k7X/jw7ecgMNzvhzadOiGLDib6rrJsT1P6jhQeP7MD/6G0+l1+do5vN1XSfT6QUG+HCiWe0yURvMMlZPcemjukOVwyLm35LsImgkzE8zKvph64/agpPKXHr326Ejnu79eHEW+3qDDya7373u+88++yzd374h394rx3fJfEDtBOAq0RHcYNeu/R0z2fFIzvYSac3fuaSoX7+n/YKJ3+Aze75s7Foxn/Sn36d8R/9ydvYjMUpD17R0q6Up/SDr40W2ybvmR64ya/2jJP9+9ppjejfvEDBIZzhyDntBPQdKTaZWQQzoIPhNEc/ZFkA4FzeOwMLRHTe+tbjwXWB6tEwu1x/9SClXUbBUxgB/W576PvFOHnAoUuH7g1/6EMf2o+i2VV7Ftf3cS10/OxMXlu/XkrKEq6+XQm5zTOQN1eij59D38GRZNEuWJqrzgkFHZyZHOlljszRiR+a2TE6LRL92mee0YHPP0p0oj3pTZm0O+Ck7xyvnezR34xWyRba/F+BV1I3Jqb4yQmwOCKfNr58UtxJouQJz7yxFsa0Cxx+McaueNLXOPrpTk4n4pJ9tPExN32XTlM38GDwUhef8RTr7/yGb9zJv785GEx6SbxwK+bpf5toj9tIc12SoWNJsFHREOOSqd8pnl0JWNzb3LjtgB97ztuE6Qg3+7FPtkPXkzq3vG6vwswZL/6zK1rTvsXiHEvXaBSTr9frNqk1Hlx4xskdD/0JA+4aTvzDj17jZ5xpn0lz8jXOd5P2lmff5b3diDS//HH7zUmA+gLR2dE9WIYViC02xMEoxgpSgUFAQW5BKOj4kUEylGw53hx8CxK/x9dnGT/1qU/ts/Of/umf7gBtZ4zWioPXLX780cV7ytYCRFtidV9LAPoxzo73537u5+68Z73uK7mShbzwn3r8LftkoPSLr7YFuRPFq8e9bWPkbZEwuvmcUsDltOzSCSb87EhOC+zFF49XofXhdhSoLYLJF634sFGBmePzVzIUYI3D13ac+SYnnEoyJbs6GfAsAJMpGup23NlnJh5JgI/IIDZKOGxGtgPnsLl+fKat5yuf2SzZ8o/x+KqLFXB8LhbIWfxrx2PaobZ66soH0TfeZbw4e+app3esNyZ2weCp0N2BZjoXGwef2ySrn1zpup7eW3/m/IjFR9ZtC3J4BNITOd7gfHYl4BLv9DfeZCJ7J2dj8POzcVcs+KZzsTBtkC2mfFu5VdBCU4nOpEcPMPn2gva6tRDunKtdLE7azanpN/HB1dfOD8bSbbalzewxfR4s/Gu8m5+JN/uYWz4+3gISEIKws7cb9f1BxgKhxQqx4HUp4izrWdfm0bGTUftlVbJjYHQoodZ3n/V/+V9/c7/eix/Bnnz6OMPu77z2J2iX9gXlm5YT769kiM4j6zlZn218fO16262+99veu08ans39x1f+7zv/zX/93+5bJmT58pfWywZrh/vY5U9aP/n4U+tS7013nnr6+EVXkt1GXM/q8c/dVd9Zr1zizYHdo5MkKnYZxtMNLBoF84N1K8R9IuPdL7u7PgJq3K/R7cbYcy5AfjAHzxybF2TZ+WbxLThz+EYH7kzKzZE7ujPQZrChj3/JqDk0ZvDh5SBH/OgAJrl9/cmJ1LirCHPgv+GdX3/zoosxPlR7isEjPJvnOtARmx79E2do8S8ftCs8dJeAjsUDxzPEj67dJJqepfUtZE71TC7Cj64FIy7Q48OKOFJKQHNhlvTmQsQHzbUF2Ty37Mvf9H3qrW+78/nn1xM4j39un2CUTjB317ohm8cV2cWJPtuWEJ944ngVHd70bYkM/N17x0sLT68YjvaLL766b9d5msGmY+KSS8nH2nxtvLkZVz3Hawy/jmC2DJfYDQbtvY4uR+NipHUBBr9OculEnmI5HvrgFTSnLMb0lWDq7xxxSYzmWj/4apNHKYbpYjw/4LVfMNnP7t6ePDbSKubR8K1tNFofG9+xiu9Np6e+ua37nl1lKpsRpoLNU8R4yrWIOY9R7ZItFItEYgXvSCHBgLHbCr/9279959//0z/e3GsScBwBF31y5Fg08bAb0j52iy/uYLez8LUyf6gRjIX0/d///Xd++qd/ehnm9hf5aKpzIN1nIGd08jrM5Rh4OZAx9cmiDr5gy8DZSX86tHZBgC7ZFTTiuQdWMc/W7JNczamzrzr90IaDV0GRnPE3P8emnOgG1zg6SnomM17ZoiRMDiclhd/I7hE9VyQOOjnOPGafn+Ghg67k0o5YshIrU55w9+Aq+ntxXE4Q+vQVk1115SO1Ixp0pBfc6mCn/tPGjeN9+OLevtwX957UsSERn+iJd/p3uwNfuqJH7+IArdrZvzGw3cYz5urNVZ4TyA/90A/d7OjCKz7wV9QzttIZf3r78ZfOc41sxFXSda6PKV8w8PGtFEvG4F7DuQEejeAmfu38Gk/1nJs+RWfqpH2WIbbpeG0eTeNqNqz9MNmbV998CB1zgSCQBYYAEDDuf8a8wJwLxgsOFoVFx5DmLA4LkkACwM7CvATp5Ye//uu/3rtcz+batZZIOQGNggK+BdJCNk4WffLh9cT6VfrHfuzH9riA8wPDL//yL+8XIfzAgAad1OREr8WO33RIwWGsBThlMW+uhagtQNXmHDnIGD6PPHKcKfUnr5wTHp1yHvoF88R7WHs6OhkLvHSa/SkHvuFEf84n0wxE7RkT+uzAViVifTbM72BcQfXhcjxbdPE789cH08lWLImt6KLZogGbzxrLF3Qgm6OTumTV7SR0lPhPX5ZU0cwW6GoXR/DgtHujO733yWIlLjzFvrVkLZADXYV+YPM5mmgZaz591JXs30ZGH11/zsq68tnSflAOdvosmugZL97q38bNLc/JP5/RNRzzwWTLSXf6N5u1fqKXz24Uvcg39c4/avBnuukJJ59Ff9Iha+PRSJfkMF47XmDCo9/kH+8p16SJJ7mXr24vMWo3KdDtUACmAJgYYWrX0K6mH6yMR8tlob7PNH784x/fSdftBzQE/3paZgeh4MyQcBPcGFgLut02WHSfXfev3vkN79o/xsH5xV/8tzsJg/vUp/7+JpjxRy8jlbSTM2dkoIISjnbJyTyc6LWIk3E6JIc1d80hYCQSMGfe2Zje4WaX84I3n1/Qyl/ZcwbGlBVepfFg0z0ayRd88/gqarDJ24J0EmcvSc79fgkFLpu2i4Uf33Obr+JhDh58/hdvfH3GzT7gweavZCaDuCWjGIdP9vycDeHNhQuuEl1yiBEnBwV8Jx90Hl1Py5BRrLjvikdXhXTzNI2x7IIH+Bmz6OvPgr9jWW4nfG90usL07WmPZLrFYPcbLhtqnwt5jcfTfPYgfziN1a8mQ3bJD4dcB50Jb74549kQH3Io6RWt5A2vfvIUG2iEHwwexqd85oLVnnyCu7XtbYKNX7TjxS/NwUuv6BY/0azeq2YShYgYhSBpG+NcAk/DcJbAEWgZTy0YBbZgswv14oOdrmd10RJkeKL1wgvHX4uYCsUHrIC2S8BfknKp5raCRWuHbuF4A81bZx5JK/nDAQ+GnBkbX32H0ngGm3JonxcxuByUnGdHNs523sxTpjOjCy5Y89nafHMtjOSLv/mcWz35nPmdYesXOFOm5vByVLTTFf1ZyJmsEpq2RKDtKsTODC9XURKPGMGnhDLlQzcb83v3YcWUk7YE1pMQ2eOsX+PkzP9gxF6PV81FYW76TfwXJ9r00J8ngXDwImM+Sna88TAHV2zmN7tRNvAbiRh3YmIv+mrjUzygq40e2vlW/dprx20JP1C7D+52Wzt5NGZc5cspX/afNGvzwyWfvc7X6KRrvjrLZTx+Idef9JszNsu5H59g0oH8bDptD3f2g40GnyjJYT6Yc41Oa3HSOetwtt+ETeap036O10BBRSiLw07FGVOg92hWcGDaoUq6YAXmEUjHZZQ/tSPR/tqv/dqmIwn2664AFGAWY0GNdkE5FZVgySCY3D7Qh+/HCgn3P/3Wb9+8zb+8/uLo/Zfda1knilW/cn/tYu7dvrvPAPg58KCDMgOpBGIXkkM4l31yAp21jc9d0jQsXDBnp+OXfnjRZzo+J4WHb+1pl0nXOFrqAo5sjnQEH/6Zznku2jOYkjudmsMjfHPdt/R0ildmJR0H+dxqUNhfH174xvU76kuUbCBexJdYeG79hWj4XoaZttQOv4SiDz9+7F3c8V1+NE8u8tOtE3YJEA0083E1/OZaQ9ne3JfWCw4Th4x2pWJI8n37279622f6Kp3h589qdsn22p5gsNuly7PrCvCbv/mb92ZEP13AKfk1uurK9PWk73G16ZOpGzh2mzSmnI3Dj2cxqp+/wE0b1b4hvBrJ3hh8Y9fwpp54TPmKl3QsF8AJVrt4mesPnXiGz85KcsDTzmZTl8bAL763z+hSRkAYA+RMbAEJBGOIzODWftObbnfBcD2dIOH6iI2/6GtMsAsuQlpAAgI9CfvN6wtQxh3oU1RNFjBk8JUwNHyLF/6P/MiP7MPO95//w+e24u6hCQrJHUyJ3YdD0MvAZCYTfmqyFCxTtww7nYgGvOCS0xiDo0MG8/rqAiSjV0cDzWAnf3AT/zxH52RTFyjGczyciVcfbPDVb0R/G3iVdImHvgNudNiCL8QN3znpsrNk51YD/4DnHyfMSXPaCA/9kp0Y1PajnHuYrqLspG0K8KZzdryIezOWnPB7wiX62RC+eXzAl0TzcfFQHyy41kX2MT4T8NPPHFdrZANrnl0kR/i+bscmkmfJ2Hj84Ex9Gs9WHhlzG89a8KF+fJS9EblsEPKt8fSMh7k5Bmb64e76wt+MxWwJpzJtUzv6xWZ4+tkQfr4L74boRdbkOY9PGlOO4NMBXzoqyZwMfDHHwYavnvE0ddxAo0Q3PqbSt7HiLLnuSTwSICcpFgRCEmWXiRaMsXau4BAQFPAoYEcrAHzIxg9ndlrm0Wh3rJ8h1Ht39OD1X5PCJ2HBex7XGPp2uB/96Ef3Dwd25XZUTzx6fFfBwiZT9xS7f5jCyUw/YxaYHVR9PEug+LWLKUnMhZMO5loYM4DMdzJ5/PHjshusI8OTBx/2MzadVj/4ZC8w9PGbus3AgIcu3ZIvvubgFlRgKsFMGZsruOJDFu30hqPN/i556W9Hxw9s7SpFwikm+B4OOukx+TaWXeDBd5viPet5bN/ucJKXiLNP+OTKVmQSn8bwbHdJbzBiE97kk47ognGgQQaH2Cg+znPmS8rwX1uvLkn2yYg23vmGTuC9qemVXm9UJhO50JuxkR+S2QkOXkkX3a6i0AWXPdJFP/ziY8t6SVBb2FXAnWPQeLj5KNjmqosRNLLprMGZO8uVzMlZDV6JBjywHfWDm3TCMWc8v4nTSnLM+U5ezYWfDYqt+vGM/rX1hca9Eq4ESTj9AgwRhAWCABFsCLoXxbnbKWvH+0efOL4aZifiTA7nyctzhXfvrsSznvHdz8auE8yr656Ugs799fT3XUHAMYLMAllzfsJA36L69//4T/uS0jvo3kKzePAhz1vf8vY7r+6dsjMV566Hwp84vo/p26TJT3mykouexh0lPfKYL0DozxbtbslqTPKHp21Bo6uPJtrwG0MTXMkcvJID45cssw9uBhe+ZDWGj5KD0UWTb5IpuZMp2ttfS95KAQ0efnDkLg5KUMbwUcDFg5/4HL43pVztSLxg7Ej/5XOf3XYj2+fWJ0C/6h1ffRtLEsN65rWCfjJlF3yTYZ+oFx1PRvirIH/xF3+x+foxyQ6PvmDJjj9aaOpLuHbH+d8c2Gk/vLIrWvo+YrPrxUc9DzCec72BPcHkKzZKLzyDt3mQNN2Wc5J6dt0qaMedrx/sj8P2+ONxwr23rhLZ2MnHc8B+2ziet7VjP9YlHkIl/Yo7dPNhuuobb+7GIZdx/Rk3+ummnd+02b0yfaDdGsi38PijEo8pI3tHs3rKnT/QMB5PtaOYnTxnHE89wJAxWPWMyalbMqRT9pv8WiPRUR8xs/LJFA4SRUwmuD+p48tdDCTZKf0wIgH+/h/+wb7n5r4VRgKrAMbIGKGim4HUxs03h/8MPLukX/qlX9oJV3AJNpdkYOxwLWgPL6MD13E23jSItvl4g0++xvbkKhk/GS3eEnW8yJ2jwito6nvzhy3jO+t4gE3OeOfk/BA9dWOTFjmyf/zSN/uANzdl5lf68Ln5m8BYuhUPzRek0VG75you2sHakYJzW0hcPLZeAnBv1z35rpxKYmQpEZ51wpPcxtXJ17iTsl2e5PPt3/7tux0tSRaeDYJYYRc6G8t+fGlDISkq2Sqd0SLn/fUcOD8/LPH6iA1YdLJlNOApZEdfv1tbauuotybdKqDTXC/HZudYb4fPjpNst1rQZNc2QWCyT75qLRdrxVm2pde5RENNnmsF/iz14Sj60ZnxMmMQzEy8Zz7mk1tdQbfxEt+ch5f+cK7pPuHPfB/Wv4aT3uqO8MGfx5rbO94UyRDdT5NEGabFWvDZ2biH60mF//3//D/2ZWS4GZ7icDvDT0OA6Xiw3gjhXLDdn0XLw98///M/f+fdz37LTnguK8EJWAVd8nD/WTl9/HJ8i9Z4xps4DxvLYWq0Si4lCTRazBl5BsXEj8dXquk28WZCSn5j9FdbzOqSrjpZgk/X5E3mSQ+OIDamxDc7Zsv0q5bkyICv2wxqycAu1NzXfN3R5l+Jpiun+N1f6+l18bDkMIc/eeI/40dbklLj5zLdCdmtKAnMmJjhLydnRayIa7KiD7ekk85TjmwjqQULdx7g7TDDz34THm99PKPPFuiQzW7XJoI+5DGmhmP8C194YSdn8L5CZh14+chVRi9kgHcSQT/98CUXOuRik8bAKcVZ8usrbA8v/D14KsEaBheN2urJp3G04ztpREc9x4Od8/EyNulNWaZMU88pZ7jwKubjP3WYMGf4+Fa/EX5z9zjMAunMUYAKUmMWCgNaNHa1Eq5HxFxS2u08/uQReAVLCyZ6ObCFrEYvY3jd0i6p4LBzscP15plL1edX4FlEAmfSYhRBtgjdJAk00DUX7MQzN+VgqAyhPQPlHCDotYCSZ+JPhzU+HTCDZfKsnWyzro1eNOmYDnQj8zn4Jk14U+eCCYwjndDVLjmkD5hkn/KEzwdwxImkIUYkih4fEyNK9znJsv22ihOtV4rjVXIgBxjj+RSPaWPxJm4kW7wkX59DlIzcJ3XpXkxJwMlDRicttNBIfvTzcW0wcI0HC94RrNtc+pIpmGk//M1lK/PoiR+/h3im/bu/+7v3yYItjFtn+GpL+o89djzjbj2ynZeC3KJw9WB9uBVBHyXZwLX+jJMpm2s3hk+HseTcAJcSPDhlwmjnl0lrtslRn83ONG4YPaQRLj7ForrSeHTVyXqtPfXQnjRnP3qtj/jFe/Jo7jw2aWu3Trdc//P/9D8+cLblvALfJb2jX14tGpeO7qkJmHYTm9G6dwsvA0UjhyRodYuqwH3L02/dwehy1H07tzXcr4vOi2tBC0aB3ULKQGDcF56JJWWTp4QSjr4jI+S48BilwFWbb3epbYz+M7BzUsZ9vTzHyWAafToxWc46BNN4cPGi+9Z/LOx0S7Zpp8byC1xjYNT5kF+yHd7bx6tUx786HnSXcPsB1gld+fLLL+0kxYd2wWoJkz/dc/WNBm0w6ZpPyEW/Kdu0A3gJH2+xKka9uSX5S7x+hMUPHy8CgbMrVyQyBW/8ikvtmVzfvP6OWHNtLiasvzNWLGe3Ni9oi5X0c+vDxsUVI9k8c4ufpMtu9GQbejlBmHPv1vpwVfncc3+/f1B+5pmndtLFz5uj8a+GX2ywl3G0FDZwHLRvn56YfpxrSFs5+z86aDcPpvgKvpPceTy6ZE2u3biU5uFpg2usfvEZr+wf3KR11iP5zzwbr06/OX62xbk/5axdbCfzPYEr0Ax05gScY4x/7GMf2186EtztHozv53fX18VyGiUIOgWZxkGzoEZHwH3TO795J1sfanaJCkbQCVi0LBoBK/DAC2KLuvmSR0FH9hZnvI1NGXOQeSWj5oSM1HhBYx6ufjzOjgm32h/HC286L77gjKujmbPwaj69pi7aBXayV0dTP1mmX2pboEoLNBn5CQx7K8l0rs11InLCdJJGqydlXrr/8t6hOZHzI3s50aMrKfqoDB9LlPxrl9fuLP9k/3xMZnPG8VTQ2/G0do9uO/hjqL/5m7+5d8SSWfEjKcLBh5ztUmcCwV9iRtNTCcWsGlw1/v0RVrZqRwuGfK0tJwIbFsnVTvXHf/zH90mITdBiHzrh160R8nW1yZaf/OQn1yN0/27/GGdXj0dXq/RHhz7FR3LqkzP9sil5G9sGXKV1oV0cwD0XcMUBGrXBzrUCr/412ska7/jMcfjRn3IFUxzE+ywvm8wyZT/zbS7d1Wf+0Uqfs2xThzk38bTvcb5gnYbRTpEuHwVGl289ubDv2a0dzWSmHUM1x2R8bcEl6QoeZ+3//D/72R1MglYAMiQY/RKRhYKWPnnAtBg81ZCs5DYHtpo82h36OWfKmQODb874NLI23uYlnPSdPCdv4/NIjkl/jkUnunROr4fpZH7CtwD34CrmWyDRwIcdzv4Ba65L20nbeP1qfuIvtkgndLtf//QSzQlV0pVA3HrwnK+kInFIvHajYkCCFGMSM3y05243HdX5PJnIQCZyu9Xg1oL7oXaYnvntPir6kp46uYs3fkVXjY7DtxbYiCwlXP0OtjYupttFi2OPeUm0TgKKeC/hshVbkDffOPngbTyd0Fyarp3uczc6PPvss4vfcWvHPNnJALckQ1Yn5OnH4hjc9Gk2bb54gFuMbAVOZcZBfk8fdfjoBXuNxpybdK7BGpu0gznTaH03PtfNpJHOZ16zH430yTdgkvc/Bj+ZwrlnEewFsAykFNBqY5IeB+tbLJwrwMxJgncfuf4OeE4QAGDb4VpkPQ7kPu5TTzy96VqYSkFjwWkTtIBCp7GSlX4l4+jjT+bgqtMrfWciyijRSQd9erCTtoVmrgQcvBq9yhEktz8mmKPLDIQJf9bDHDuQefIAF60SszEwZ/pkoKvDHD1aqMmfntHIVupzwICZ8JIIOvwQb7xu8Fbi5XuySX78D19S2h+oX5/vBEsuMUBfcQUHnE1B9p72g2M+W+Bf7Kj9VuD2lXuofo9wiS4ZSsJ2j5K82HbyV+t3RUXWbHEt2dLPOBkeXX9sE7xk6zaH2x09XkcHj0KK9zYXNjp0tGlBg80kTzTo3QlEG8zz67OSdsx08pq0sZdeOuDIkU2Kuan8swAAEo9JREFUkWTDw+H3G3Hb1Sw6E2+fXBYc/mikL9sWB9li+r4YKH6z2TbcKK2zhvJZ/db2GU+/mJ+48OOljX5ws04+9Vw/M2aK0Wu8G7tGe8LfxPklZs54zcf3RvZf+q/+ywe/8Au/sIQ/vhXKEO4bWQQWxr1H7+6A+t3f/d2bt8+mIRCWOBVOFTiCBp1n19n5pRePzzgKQpdZku0HP/jBHeiC1Wfnzk7LWGqOTWg8wBYQ2gVtBjIXPbXEkBOCQacxerbjMS9A2y0EQxfBWWIBd0vzuGc859BPDuNnvvrGzwc8xXwLh33TNxniBZYcxrOT2rxSUO7OKtMO04YlSvNnWdEuQfMvedA3Zi750gVdxTh6BV4J2lj2lRAkYLs8yco4eMlCgu5VdbWkXWIEi3f3Q9O9hBId8r7w4vEJRvLBKwmJbUnyi89/YeuMrxjFBz/JWFw8vv4CQ/FBL7Tn7t53qNulim8fp5H0yZYNpu1rV4NxzJgqBsH4AU5f8iYTXcmpsIHECVeJhnZ2z5/B5BO20lacDNiHzGzfraN205M++PCi1XonSycTcOwfrv7D2ubeqJz5P4zOHI9e67B+dtEPvrUw10drjT4V8B2NwZk8Jg0w6DSmH+w9uwDJ5y1vOT7dCNA3bHfQLQe/8OIXN4+CQz0DXVBwFuJdPvWUhMT69vUxaIvIfVwJ19+g4liBfySG23ug06F4UnIaagtykSVY/AuAgrjEFP40xjSedpeH9M4R8yx6dtxZxvDCNR+OunLmOx14lm8msWhNndCEg4bxM+3oBXMjxGgEc20u+mpx0GKai7V2SWjqH36xUuIqgYdrXDJx4pYUxU+Hnalf8CUccSQhuj0gJi10i1pc4ZHNS+idSMhUksJLXLInm9npouEj6ZJx/MlS4ttj61sLxZWaDk4A7mXbfb7jHV978wMeGeOHj9jAo5jJLtP2aOJHPuNwyKl2YnBrxm4ZXXAVsGQpxrK/OnvE9xr/6KBBbnTYrYSj38nyhumlcaZ7XqPn/pT5Wpyc6c8+OfBLr1mf8ZIrHuaz0ZnvhIHXMWWdY2d8cJPGlKXxOa89j32rQRJ8av2JkpxYjbHAEQglqJLSkaCPT/sJ1gxEUUHixwHB+e3f9r79A4dLLnMWjYKugPd1JnxaQBk5xXLiNcXBkAdvx0xC5qKZwtMxjQl4AV0ChRPNa8luCz/KmacptJNpOqExtfGpa3jnpAvGGPnyC9xky+7wm596n3mAyw5nu6eW8QkzdaqdjuxXey7a7EvO+JArO4sFdmZ78SK+7LhmEgTr/iZYSU7iFTdi1pivlHl5wljJ1ngy7UR8nNf3vNIuDNyWYd1jlvztVs2Ro5PNjoUVn+DMZdf6xvyV3/r5is5KdsyWM8ab47N2rfQFI+G5veDkY/ft5CM59tsKXfDAf/LaTC9l8i7WzjKBwbOk3xqiTzKfaV7rg59xSD74xf41nCnLnD+3i+nozfoMqz911Z+yPGzNocnu4auNFTP1N8AoU8epa+PGogstGPPLZrcfh854U5CCAYHOzAU5pwsSc10OWkQWkD8s6fjGrz/uS3nDx8PgFpaAcfhAyOSJr4JeRsJLG5x6GhY8GRqf8+Yc4VVPw0W3sfg3DmfiZdCMCG624w+nxDjlBXum2cJpXL8j3ClPbTD5pgBBQ5lBdC2gNtAFLp0bq38eb1495eFHJd7a4eItvpTsUXK22M3DA6NNj+63iiuwdnueSHC4LSEG7YDxLQHZgcKTnJ3wxWBx88RTT97Ii6YkR77k9lRCvMnhj5uKVc/HMuerC0cBk17TZ3iRsw1FSXgueHgd0anPlmTpCQZtt/accOjjjU36sRObtQHKbtf8NMfO8Zd/giG7djGkzh9g2ds8OrOEbxx8MREtNdrXcJLhdZMP6VzTL9Bruj2EzB5Gq2PGa3NTx/O6mTBT92R4mJzZNdrV+5VhZ1KIGY/BjAswAa90qdNcBnYmFiyCxCJ5z/qAiV2Ij9uYe/nL9zcNtFsYFkCBVBBvJqtkmBRXw0222sG2CyiZp0fJCxxeHdNA2mRJl2BLauEckt2esZJBnbwllskruGCiA6Y59pz6hd9YekQfjWmLqU/0p7zZ46z3eRzNa6WkZK4kSmbjZHUijbZ+tlTnO8EXTrtRtTJ3zPAVeMbhiTtxJDGhwV8SsNtjdoWeXAALxhWWwybAkxFqONERIxI0GsWLv8GXjuDmsccvJ4XicQu4SvqRGS1yZodsOeMj+FmjI5GWdNmXPj7sj9+z6zcStDsJacPHs2SnH9/kuoi4q2t+nTjtttHEM5+1LiftSXfqOm2TftdkmWMTf9I9tyecdjatPsOf+3OtXeN/hq8f32JyjmfTCTPtNNszFtCov99cc+k2HcToznTut7kHbBfh0DdOGElUaYfrckjC9VC4oBcYFsdLX3rl5ocKAeSbuY88cjy8jta99adx8J7KELzjbJgzbDunnE+2mTg740QnQ2YcsC02MCW6s8Piq55z9Y11nGHjPXGjMRPvpEUO/bM80aJvNopfOukr9dXGZn/SCX7iRHPqpR2tqSs8fWXS0s8vxtm55F0yjub0dz5rToz1uwGaTvBiy85XEhbDbpe5H4q+5Coe3T5421cdPxjZNZJBYgaDx5bpTWvnvN6evLd2ug7tN68d79314sIh++2v/fCm3bfCq0zda6MPNl3SLx/Aqy0GrCc6eB2YXD6FaqxNEd6dpOBKwtZPiXLSNZ8fpl2NV4JHtzWdzPn2YbhohD9hal+LpzPf+ud4GSLu5lmv8/xX6tMFD8ekNeVvPn4T7pp8/19ksn7Bx6P6Hgd2KccBzoBqAe0ek+cQ7RwkTY7hfAuht904zhtn7uP6NVffr6RogHv6ibfuwMy5lGv3cyzC2+dkp6FT7o2MAn6esb9SkiIHmAILbTKcDaNfQE/HgZ+4+nS55txJM77T+GTPqeoSbTzSZeIEPwPkzHsGVIv+jDfxtWf/bAv0FfJUtNnNnHhI9mDTR198lXzhp09j+JFTHX465KvkU8PrNwfJVHJ1md8u2OZAApaY7Ry/5Vv/1Y5DSQw9sDYR4tfYvTcdj0bSJznwTwaw2smbLUvA2ZhsrY/m0jda+rOg5aTBhj2OZp09u3a6btdJumiZR4OM+QEvsRftKfPkMW0/5UiPbD5lBnf2yVn2+mDRumajh+k9aX0lmOScfOJ3lunaOL2KubPM+ubZYMZeMhn7SvJNu0154jnt25h634Czq/WxDk6XZD/72ePBb887+pQjh5d47Sa6lBPcHgr3tIJLPX3BAF6wwFlPi9045ki0h3gE5tw+VE7BDhAZ/JrRcgI4CwmteVC2ZACm4MsJGRptcgY/jTRlOCQ+ZAIzDUjfYKeT0gUsWcCpz3qGO+kmT7ZMhzPv+LUY2bdAgsO+8cyexs/BlD2n/ZMLDQf88PLdGT4fJC/52VfyJTv4bG+s5A0vGfJBNnZizX/ZMD5gxJhdbLcQ9CWzdsRimAyegMATDh6Sm/unj9077rHiT89ol3jYr7H0Tt7kqk/vfJRtgsl2YLKtmk5kd0/XjtfvIp7XpYMCn8w2LvWri914TR75e/ptE7iUCdstDLDF0lneiXtux+vsw+Sa8FMu4/+xfNJj1mc5ohUP8/yYT85yXLMNGmxeHD6MR+PgweanM3xxlG3w3Hx/5Ic/9MDOwVMHdhJ2ue6daXsm8R3vePtOyh5CF9SCg8PtcH/mZ37mzju+5utvEgumBVoL7PhO6OsfGbtm7BuBRgIGd/+l48cNtM9OM+a7uzl4Gj565Eh5QS6g6ZGsGQScoEvuePmbaYK+BGa+BJBM6O+TzMLXNq+fA8OJDrjoz/t76MEzZl5iasFtgS8l3erPhR/dbKJ/tk94Z3tNHhPnbCM06ZneBV52Tgb97gGT0QJ3BIdf8RKOsXg3f9ZXP39N2RqftZ2kw1UYWexgvUnnsUa7ShsGu19HO2kw5GL7e+u2mHb6atc/7H6c3PjqbE/r5MGD46Rrnu58Lz7AHifKe/sPB3hCw8nBn+7B6xwX0x/ZzBg7xPdcX7PvGWbaffq/dvY9wyVP6+Lst/iQ71zOtOZ8eI2d8c+4X2n+TO+MP/vaHfg3l66N4dncmT+Y5sHkqzmuve/xCgDJVdvl14c//OF9r9aZ9+7dN+1xMHYRvs9r3G5BYJbECCdgYtSZcy6yFMgYavAEdZT4pjHevGBS+FpNLvDR0I4P2mSMXgmPTIr5adzZN57hgoeDdobVDs5cOlhY8bX4wpt04mueXOxobAayfvpp5+Rpx+n47Bq/IzHcXklk72SO3xZwlOiYL0mkdzaMxuwnV2Pp0ng6TDmn/InQvBoNBW5lys+m+smXzmqH3bB59nXp7paEROxbDnj3soPE63E1ty7cH963IVZseWUYnRLvWZfG2Qm82xqSJr/qP/nk03vd2LkXo2A6Ob/66vFWGf5OCI2DUaYt4l0952+MMxrgstu0XyCTzjX8CXeeTy62mXI0Hnzzk/+U6wx/lrP5xs/9M/3z/Jn+5J3cZ55T14kfHJ7ajjN9uM1rF9/B3+jxP/z3/90DyZSj/TFJH6vxLrtAFTivvnL7koG+S3vMBIgz+IsvHe+cF+gxLTnZ8VbgdaR0hpiCpYz6tVdud4cT5kaBN98m3XhOfuE0F14wM3GA0adb48t0/68drqSaQZ2U6qN9i3fcF0XLeIsuHsll4Vqo8wQ2YWbiJXPyz5qdCsBpV2NTHv2Sf/J0YsgeZ/p0g5efsmP+jr75aM8x8ivBg5myzpNRMkwd8Csepu+KI/jneX18p65w04FPxDHf+ZykpNhjaK7+bCx878Erx/48OxtZH2jGC219LxsZM0/vNil2rz7S/ud//qf7NxD08OzlCz9oK5/+9D/s+PGDIRwwdCYPmad90jn7qPFMpnM94TazUSat89zsn21u7trYw2gk0xnvGvyke47D4CfMmca1ufif5870Z3+22b+1gt+k11o4yzZ1buOCpgPOpvOXf/FnD5yRBYREWqJQuwy7//KB4EcLwZXD+pHiwZtu3/iKeDDq40+XvP7ycTq9+24CKAWnkdaS34KeDZWyr53+Zls0WvwMpz0TENzg6HlD67LzLvEeRnr9D4PGmo9OtwbMWXiK5CKZHja4vYSJr5pOaFl46hIcWfUP/rdJ6+x08yWyaVPtaE1dS7xquGebzOBIvsmjwFHHI1rpbC66Jdtkm/yz+XE5fv0ZUXj4hz/jIr2N1U7XZClpTb5oGe/Ym4eV7PzALBl6W8yuWKy7FfEdH/iuvWsuMVonEnW3TLwAlN3QNm5n7dsQv/Irv7Jucfzz/sOs/nSVXa15O1s8j9t3x4fj3eeF3wkj36eDucpsT5s0Pmu6V/Kbfjblqzcq0/7RTd9sD3/KMenhf567JnM0oh0NPM/4D+N3De6s2xmmfnxnH+7MH/r0SabWyFmebDvHz/TvcbjSr7eCymKQQDB95N7t+9bmEDUuQNwTe+n+8TWlhzH3gHolgc6BQShKTEXggJv3eBu7Ibga/TgX/+i0+NFu4YVnrGQ8aWWcjK3/8svHHyMMjkwtisbAx6e5Ar5EPHVMT2Od6EpSyY8PG7cwwCrZsMQx8bNrtijo0UA32ZPNWAs7+slWPe1zrX3GP8sY3cbPvkifqV+wavQnDDj97DXb6Zjt4BqT7Bzs2cJJFxsKY5Lhe9Yz6Oj7jcNLDJ6p/fVf//W9KXH7wW0JO1c74h5LW0vx5rYSGn4k+9Vf/dXNzw/PviQmgbu9IfHCxbOP9rzvfe/f9MnsRM1X5M5H2SW9yT3b6fGwGuz0wZnOnLtG42H8k4N9r5WH0X2j8cmrdvF1jUcyzDq48M9rYtKZ/KJhbMpYPz2jpz91D868djH7MLnvfeITn9hBIYkqHH9cQh1/ZufBesBcIsbEuN1dicau4P6rty8gzKBOsOeeOz6Ll8AJVN+9tGkk49HZ9ZXn+qcxH3v89pfqaYxgulc2HYIfWPXc8U4jN//oo7d/sBIN43PHK7GW/JpX4z+TZrLNGr+5wPRLksbZPdrhoVvSDSZ7Tbs0Fj34ysMWdbrDa/GHE60CKrmNO8KNf/DN5VPx047OWPTIpZ3dqqNXHcyc71ZJ/so+JVs1G3YFAd4xEzqZ0LbrFY9+v/Ath/2j3Oee349U9jaZ71J78kASdmvgmfXn29XizGNsn/rUp/YP1JKrnfO3fMuzm/fHP/7xTfdnf/Zn9z1ffzfNl9dcVfrhz6YGb/Fkje21ta6EZuKh2/TxNtgq18aM06kYDHbCPwxvwkZnjk0/zPYZ74x7DfY89v+nf8ad/N9o7izn7M+4ahyt6J3pzr42/GK9Pjr/D1W5t+oBNv9cAAAAAElFTkSuQmCC&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;span class=&quot;antetitulo_articulo&quot; id=&quot;sumario_articulo&quot;&gt;El Estado de 
Texas, en Estados Unidos, gastó unos US$1.286,86 en su última pena&lt;/span&gt;&lt;span class=&quot;antetitulo_articulo&quot; id=&quot;sumario_articulo&quot;&gt; 
capital: la ejecución a comienzos de marzo de Keith Thurmond.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;texto_articulo&quot; id=&quot;texto1&quot; style=&quot;text-align: justify;&quot;&gt;
Thurmond, un técnico en aires 
acondicionados de 52 años, fue sentenciado a muerte en 2002 por haber 
estrangulado a su esposa y a su amante durante una discusión por la 
custodia de los niños.&lt;br /&gt;
&lt;br /&gt;
El miércoles 7 de marzo, funcionarios de la prisión de Texas inyectaron una serie de tres drogas en su brazo. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El costo de estas drogas aumentó 15 veces su valor desde el año 2010, cuando el Estado las pagaba en US$86. &lt;br /&gt;
&lt;br /&gt;
Esto se debe a que la droga que se utilizaba para sedar al paciente, thiopental sodium, fue sacada del mercado ese año. &lt;br /&gt;
&lt;br /&gt;
Como
 resultado, Texas y otros estados debieron recurrir a otro sedante, 
pentobarbital. Esta droga es significativamente más cara y puede ser que
 pronto sea imposible de adquirir por las prisiones donde se ejecuta a 
los condenados a muerte. &lt;br /&gt;
&lt;br /&gt;
&quot;Aunque sea una cantidad pequeña si uno
 la mira en relación a todo el proceso, esto representa otro incremento 
en el costo que hace a la ejecuciones menos confiables y más caras&quot;, 
dice Richard Dieter, el director ejecutivo del Centro de Información 
sobre la Pena de Muerte en Washington DC. &lt;br /&gt;
&lt;br /&gt;
&quot;En un análisis costo-beneficio, la balanza se inclina en contra del mantenimiento de la pena capital&quot;.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: darkred;&quot;&gt;Más caro que lo normal&lt;/span&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;/b&gt;&lt;br /&gt;
Extensas
 investigaciones han sugerido que la pena de muerte es mucho más cara 
para los contribuyentes que la cadena perpetua, debido sobre todo al 
eterno proceso legal involucrado. &lt;br /&gt;
&lt;br /&gt;
Este proceso está originado, 
fundamentalmente, en lo que los críticos de las ejecuciones califican 
como un modo barbárico y anticuado de castigo en un sistema legal 
sofisticado, orientado de forma ostensible a proteger los derechos del 
acusado, prevenir el castigo de un inocente y ejecutar seres humanos sin
 causarles demasiado dolor físico ni sufrimiento.&lt;br /&gt;
&lt;br /&gt;
Más allá de Texas, la mayoría de los 34 estados que incluyen en sus 
leyes la pena capital rara vez la aplican. Pero incluso éstos deben 
gastar miles de millones de dólares para mantener la condena a muerte en
 contra de las apelaciones del condenado, así como también en ubicar al 
interno en un lugar seguro y -en los que ellos consideran- humano. &lt;br /&gt;
&lt;br /&gt;
California,
 por ejemplo, ha gastado unos US$4.000 millones desde 1978 en el 
financiamiento de su sistema de ejecuciones, pero solo ha ejecutado a 13
 prisioneros, según publicaron en un estudio el juez federal Arthur 
Alarcon y la profesora en Leyes Paula Mitchell. &lt;br /&gt;
&lt;br /&gt;
En esa 
investigación se indica que en ese mismo periodo, al menos 78 condenados
 a muerte murieron de causas naturales, suicidio u otras razones 
mientras esperaban su ejecución. &lt;br /&gt;
&lt;br /&gt;
En el estado de Washington, un 
fiscal indicó ante un comité de abogados que los casos de pena capital 
son al menos cuatro veces más costosos de presentar para la Fiscalía que
 un proceso por homicidio que no incluya la ejecución del condenado. &lt;br /&gt;
&lt;br /&gt;
&quot;La
 enrarecida naturaleza de los casos de pena de muerte provoca la 
presentación de más recursos y la existencia de un mayor apoyo para el 
acusado, que suma más tiempo y dinero al proceso&quot;, informó esta comisión
 estatal en 2006. &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: darkred;&quot;&gt;Sin oferta&lt;/span&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;/b&gt;&lt;br /&gt;
El
 costo de la ejecución en sí varía de estado en estado, pero es 
relativamente pequeño en relación a lo que las autoridades estatales 
gastan en el camino a dicha ejecución. &lt;br /&gt;
&lt;br /&gt;
El estado de Washington gastó US$97.814 para ejecutar a Cal Brown en 2010. &lt;br /&gt;
&lt;br /&gt;
La
 mayoría de esa suma fue para pagar al personal, pero las autoridades 
también tuvieron que contratar iluminación y nuevas vallas para la 
demostración en las afueras de la prisión, una carpa para los medios de 
comunicación, comida para los equipos de seguridad especial y asistencia
 psicológica para sus empleados, detalló Maria Peterson, vocera del 
Departamento de Penales de Washington. &lt;br /&gt;
&lt;br /&gt;
Incluso el thiopental sodium usado para sedar al acusado de homicidio costó US$861,60 señaló Peterson. &lt;br /&gt;
&lt;br /&gt;
El
 fusilamiento de Ronnie Lee Gardner en 2010 le costó a Utah US$165.000. 
La mayoría del dinero también fue en este caso para los empleados del 
penal, pero US$25.000 fueron destinados a los materiales utilizados en 
la ejecución, incluyendo la silla donde fue colocado y el uniforme que 
vistió, dijo un vocero penitenciario al diario Salt Lake Tribune. &lt;br /&gt;
&lt;br /&gt;
La
 ejecución del violador y asesino Robert Coe en 2000 le salió a 
Tennessee US$11.668, según un informe del contralor del estado. La cifra
 incluye suministros médicos, personal y las drogas utilizadas ese día. &lt;br /&gt;
&lt;br /&gt;
El
 costo de las drogas para las ejecuciones en Texas, Ohio, Oklahoma y 
otros estados se ha elevado, ya que los productores sacaron sus 
productos del mercado porque no deseaban suministrar fármacos que se 
utilizaban para terminar con vidas. &lt;br /&gt;
&lt;br /&gt;
Texas y otros estados 
cambiaron el sedante para hacerle perder el conocimiento al ejecutado de
 thiopental sodium a pentobarbital el año pasado luego de que el único 
laboratorio en Estados Unidos que manufacturaba la droga, Hospira, dijo 
que la retiraba del mercado para evitar una pelea con las autoridades en
 Italia, donde se producía la droga. &lt;br /&gt;
&lt;br /&gt;
En diciembre, la Comisión 
Europea ordenó a las compañías de la Unión Europea que querían exportar 
drogas que podían ser usadas en inyecciones letales que se aseguraran 
que sus productos no iban a ser usados en ejecuciones.&lt;br /&gt;
&lt;br /&gt;
La compañía india Kayem Pharmaceuticals también ha informado que no 
venderá más thiopental sodium a las prisiones estadounidenses. &lt;br /&gt;
&lt;br /&gt;
No está claro por cuánto tiempo estará en el mercado el pentobarbital, el actual reemplazo de esa droga. &lt;br /&gt;
&lt;br /&gt;
La
 única compañía aprobada por los reguladores de drogas en Estados Unidos
 para comercializar ese sedante en el país, el gigante farmacéutico 
danés Lundbeck, acaba de vender esa droga a la compañía Akorn, con sede 
en Illinois. Akorn se comprometió a poner restricciones al producto para
 que no termine en prisiones de estados que aprueban la pena capital. &lt;br /&gt;
&lt;br /&gt;
Ahora,
 los compradores deben firmar un documento afirmando que utilizarán esa 
droga, usada normalmente para tratar la epilepsia y otras condiciones, 
en sus propios pacientes y no la revenderán sin autorización. &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: darkred;&quot;&gt;&quot;Barbitúricos&quot; &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
La dificultad para obtener estas drogas ilustra los problemas 
inherentes a la inyección letal como método de ejecución, dice Kent 
Scheiddeer, director legal de la Fundación Legal para la Justicia 
Criminal, que apoya la pena de muerte. &lt;br /&gt;
&lt;br /&gt;
&quot;Se debe a un 
procedimiento que cada vez se vuelve más médico cuando no tendría que 
tener nada que ver con la medicina&quot;, agrega. &lt;br /&gt;
&lt;br /&gt;
&quot;Se supone que 
tiene que ser un castigo. Me parece que estamos equivocados y ahora 
tenemos todas estas complicaciones adicionales. Compañías, especialmente
 en Europa, tratando de suspender la oferta e interferir así en temas 
que no son en absoluto asunto de ellos&quot;, señala Scheidegger, quien no 
cree que las ejecuciones se detendrán por la ausencia de drogas. &lt;br /&gt;
&lt;br /&gt;
El abogado piensa que en las ejecuciones simplemente se pueden cambiar los ingredientes del coctel letal. &lt;br /&gt;
&lt;br /&gt;
&quot;Cualquier barbitúrico puede hacerlo&quot;, concluyó.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span class=&quot;antetitulo_articulo&quot; id=&quot;sumario_articulo&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;i&gt;Tomado de:&lt;/i&gt;&lt;/u&gt;&lt;/b&gt; http://www.semana.com/economia/pena-capital-eeuu-cuanto-vale-muerte/174051-3.aspx&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/1399188597977052738/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/03/pena-capital-en-eeuu-cuanto-vale-una.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/1399188597977052738'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/1399188597977052738'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/03/pena-capital-en-eeuu-cuanto-vale-una.html' title='Pena capital en EE.UU.: ¿cuánto vale una muerte?'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-7118350334738263553</id><published>2012-03-19T17:33:00.000-05:00</published><updated>2012-03-19T17:33:22.439-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="criminal"/><category scheme="http://www.blogger.com/atom/ns#" term="cárcel"/><category scheme="http://www.blogger.com/atom/ns#" term="Holanda"/><category scheme="http://www.blogger.com/atom/ns#" term="presos"/><category scheme="http://www.blogger.com/atom/ns#" term="prisiones"/><title type='text'>Holanda cerrará prisiones por falta de criminales</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
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&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;Holanda está por cerrar ocho prisiones 
debido a que no llena la capacidad de 14 mil personas que tiene su 
sistema penitenciario. Actualmente existen 12 mil presos en este país 
que en los noventas tenía sobrecupo. Una de las razones de la 
disminución en el índice criminal parece tener que ver con la 
legalización de algunas drogas (acompañado seguramente de una política 
educativa con respecto a sus usos y efectos).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El ministro de justicia Nebahat Albayrak
 anunció que las prisiones se cerraran y se perderán 1200 trabajos, 
aunque se está considerando utilizar las prisiones para alojar a 
prisioneros belgas.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En Estados Unidos, el país que tiene 
mayor promedio de encarcelamiento y un total de más de 2.3 millones de 
presos, una de las objeciones que se hace se ante la legalización de la 
marihuana es que generaría mayor crimen y mayor consumo, algo que los 
casos de Portugal y Holanda desmienten.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Holanda tiene una población de 16.6 
millones y solo 12 mil prisioneros, California, por ejemplo, tiene una 
población de 36.7 millones y una población de prisioneros de 171 mil, 
muchos de ellos precisamente en la cárcel por fumar o vender marihuana. 
 Pero tal vez algunas personas prefieren llenar las cárceles de jóvenes 
que tenerlos en las calles.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/7118350334738263553/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/03/holanda-cerrara-prisiones-por-falta-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/7118350334738263553'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/7118350334738263553'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/03/holanda-cerrara-prisiones-por-falta-de.html' title='Holanda cerrará prisiones por falta de criminales'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-6987981385196614445</id><published>2012-03-13T10:50:00.000-05:00</published><updated>2012-03-13T10:50:00.332-05:00</updated><title type='text'>Scorned Attorney Threatens to Take Down Lawyer-Review Site</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
By &lt;a href=&quot;http://www.wired.com/threatlevel/author/davidkravets/&quot; rel=&quot;author&quot; title=&quot;Posts by David Kravets&quot;&gt;David Kravets&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A Florida lawyer unhappy with poor reviews posted in an online 
attorney review site is threatening legal action to shutter the 
LawyerRatingz.com site.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
In response to the threatened legal action, the Electronic Frontier Foundation &lt;a href=&quot;https://www.eff.org/document/complaint-6&quot;&gt;asked a federal judge&lt;/a&gt;&amp;nbsp;Thursday
 to declare the website immune from any threatened legal action on the 
matter. The EFF contends that, even if third-party comments about 
attorneys are defamatory, federal law immunizes the Sunnyvale-based 
website from being sued for the speech of its users.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
The legal flap began last year, when a representative of Fort 
Lauderdale, Florida, lawyer Adrian Philip Thomas demanded that his poor 
reviews be removed from the site. The representative said the anonymous 
reviews, which among other things gave him “bad” marks in knowledge, 
communication, tenacity, work quality and value, have led to a loss of 
business. Another said Thomas’ firm “accomplished nothing” and “&lt;a href=&quot;http://www.lawyerratingz.com/ratings/7760/Lawyer-Adrian-Thomas.html&quot;&gt;DO NOT HIRE THIS LAW FIRM&lt;/a&gt;!” However, not all reviews of Thomas were negative.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A proposed lawsuit by Thomas forwarded to the review site, which 
sports some 42,000 lawyer ratings, sought to shutter the entire site, 
or, at the very least, have his reviews removed.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
The EFF, in a complaint filed in San Francisco federal court, said LawyerRatingz.com is protected by the &lt;a href=&quot;http://en.wikipedia.org/wiki/Section_230_of_the_Communications_Decency_Act&quot;&gt;Communications Decency Act&lt;/a&gt;
 of 1996, which says “interactive computer services” cannot be “treated 
as the publisher or speaker of any information” provided by a third 
party.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
“Mr. Thomas’s claims are meritless and run afoul of bedrock legal 
principles protecting website operators,” EFF senior staff attorney Matt
 Zimmerman &lt;a href=&quot;https://www.eff.org/press/releases/eff-files-suit-block-threats-aimed-lawyer-ratings-site&quot;&gt;said in a statement&lt;/a&gt;.
 “Section 230 of the Communications Decency Act categorically protects 
providers of ‘interactive computer services’ from suits such as this one
 seeking to make them responsible for the speech of their users. Without
 such protections, valuable sites like LawyerRatingz.com — or Facebook 
or Yelp or individual blogs that rely upon user comments — simply could 
not exist.”&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Thomas did not immediately respond for comment.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
The CDA does not, however, immunize the reviewers from a potential 
defamation suit. Theoretically, Thomas could try to sue the individuals 
who posted on the site. Generally, websites are not ordered to turn over
 users’&amp;nbsp;identifying&amp;nbsp;information until after it has been proven that the 
statements are, indeed, defamatory.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
The original article: http://www.wired.com/threatlevel/2012/02/attorney-threatens-take-down/?utm_source=Contextly&amp;amp;utm_medium=RelatedLinks&amp;amp;utm_campaign=Interesting &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/6987981385196614445/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/03/scorned-attorney-threatens-to-take-down.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/6987981385196614445'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/6987981385196614445'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/03/scorned-attorney-threatens-to-take-down.html' title='Scorned Attorney Threatens to Take Down Lawyer-Review Site'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-8489560522093328755</id><published>2012-03-12T09:00:00.000-05:00</published><updated>2012-03-12T09:52:15.981-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Cuevana"/><category scheme="http://www.blogger.com/atom/ns#" term="disney"/><category scheme="http://www.blogger.com/atom/ns#" term="Fiscal"/><category scheme="http://www.blogger.com/atom/ns#" term="judicial"/><title type='text'>Dos nuevas denuncias complican la situación judicial de Cuevana</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Son clave para la investigación que busca determinar si el portal es 
culpable de defraudación a la propiedad intelectual. La Motion Picture 
Association of America y Telefe dieron su último golpe y abrieron una 
nueva investigación que promete definirse en semanas más. Estas acciones
 pueden derivar en medidas cautelares contra el sitio para que no siga 
violando los derechos de autor&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Por Sabrina Santopinto&amp;nbsp;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;http://www.diariobae.com&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El mediático caso Cuevana se transformó en uno de los más relevantes 
del 2011, y dio lugar a que recrudeciera el debate sobre los límites que
 deben reinar en la íntima relación que existe entre los contenidos que 
se publican en la Red y la protección de la propiedad intelectual o los 
derechos de autor.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En este marco, el sitio de carga y descarga de contenidos Cuevana 
finalmente tendrá que hacer frente –según pudo conocer BAE Judicial– a 
dos denuncias que complicarían su situación. Por un lado, el 20 de 
diciembre pasado Julián Subías –apoderado especial de Twentieth Century 
Fox Film Corporation, Disney Enterprises Inc., Paramount Pictures 
Corporation, Columbia Pictures Industries Inc., Universal City Studios 
LLC, Universal City Studios Productions LLLP, y Warner Bros. 
Entertainment Inc.– radicó una denuncia contra los responsables del 
sitio de Internet www.cuevana.tv por la posible comisión de delitos de 
defraudación a la propiedad intelectual –previstos en la ley 11.723–.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En diálogo exclusivo con BAE el fiscal general Ricardo Sáenz confirmó
 que se encuentra investigando la actividad del sitio Cuevana desde 
diciembre del año anterior, en virtud de las denuncias de los 
principales estudios de cine de los EE.UU. y de Telefe. La actuación del
 fiscal se realiza en el marco de dos investigaciones preliminares que 
tienen por finalidad establecer las circunstancias de tiempo, lugar y 
modo de ejecución de los hechos denunciados, previo a ponerlos en 
conocimiento de la autoridad judicial.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Con ese alcance, Sáenz explicó que tiene probado y demostrado el 
funcionamiento del sitio, y prima facie quiénes son sus operadores 
responsables. La prueba pendiente de producción –cuya filtración a la 
prensa ya ha ordenado realizar por separado– es la referida a las 
personas físicas que contrataron el alojamiento del sitio www.cuevana.tv
 en un servidor de la ciudad de Rosario, y a nombre de quién o quiénes 
ese servidor registró el dominio de cuevana.tv.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Según trascendidos judiciales, se apunta como responsables del sitio a
 Tomás Escobar, Mario Cardosio, y David Fernández, señalando que las 
maniobras denunciadas como violatorias de los derechos de propiedad 
intelectual de sus mandantes se llevarían a cabo a través de la 
principal actividad del sitio Cuevana, esto es, la distribución de 
películas y programas de televisión, mediante la modalidad de streaming,
 sin el permiso, autorización o licencia de los titulares de los 
derechos de autor de dichas obras.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Por otro lado, la segunda denuncia fue radicada el 29 de diciembre de
 2011 por la Apoderada de Televisión Federal S.A. (Telefe). En la acción
 se apunta también a investigar la posible responsabilidad penal de los 
tres responsables de Cuevana por defraudar la ley de propiedad 
intelectual; en este caso, se trata de infracciones por carencia de 
autorización que tendrían un doble origen: en primer lugar, la 
reproducción ilegal e indebida de los programas de televisión Algo 
habrán hecho (por la Historia Argentina), Clase Turista, Lo que el 
viento nos dejó, Los Simuladores, y The Simpsons. En segundo término, se
 adjudica a Cuevana la reproducción ilegítima, en vivo y en tiempo real,
 de la señal oficial de LS82 TV Canal 11, cuya licenciataria y 
propietaria de derechos es Telefe.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Lo cierto es que, según pudo investigar BAE Judicial, este panorama 
impulsó a que la fiscalía dispusiera la apertura de sendas 
investigaciones preliminares que buscan determinar los alcances de la 
operatoria del sitio Cuevana en lo que refiere tanto a su funcionamiento
 técnico como a la información correspondiente al alojamiento del 
portal, entre otras cuestiones que hacen al fondo de la investigación.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;EL RUMBO DE LA INVESTIGACIÓN&lt;/b&gt;.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Lo cierto es que frente al 
abrumador escenario donde la proliferación diaria de Internet trae 
consigo la necesidad de delimitar nuevas reglas de juego, el manejo de 
los contenidos dentro de la inmensa Red es, desde hace algún tiempo, 
foco de duras polémicas en el sector no sólo judicial sino que también 
político, donde se buscan establecer límites más claros en lo que 
respecta a la regulación del uso de los contenidos que muchas veces 
chocan con legislaciones vigentes como las referidas a responsabilidad 
civil, derechos de autor, propiedad intelectual, libertad de expresión, 
entre tantos otros preceptos legales.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Cuevana nació como un emprendimiento llevado a cabo por tres amigos y
 que en la actualidad alcanzó un tráfico diario que supera las dos 
millones de visitas. Con algo más de 12 millones de usuarios, Cuevana se
 establece como un sitio para mirar películas y programas de televisión 
sin cobrar por esto costo alguno. El problema radica en que, según 
trascendidos extraoficiales, “se estima que el 98% del material de 
Cuevana está protegido por derechos de autor, mientras que más del 50% 
del contenido es propiedad de los miembros de MPAA”.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Para explicar la cuestión operativa, se debe señalar que Cuevana pone
 a disposición de los usuarios un hipervínculo hacia otra página, que es
 la que aloja el contenido, y éste es uno de sus principales argumentos 
para cubrirse de las posibles responsabilidades legales que la puedan 
implicar en la violación de la propiedad intelectual (lo que ya se 
conoce informalmente como “linkear no es delito”, concepto que resulta 
muy discutible desde la óptica jurídica). La realidad es que el mismo 
argumento fue utilizado el pasado año por el portal de descargas 
Taringa!, cuyos responsables resultaron procesados por la Justicia. En 
el caso de Cuevana el material estaría alojado en los denominados 
cyberlockers, entre los que al momento pudo comprobarse que Bitshare, un
 denominado “paraíso fiscal de la tecnología”, le presta este tipo de 
servicios.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En el marco de la investigación se pudo comprobar que el hosting del 
sitio se halla alojado en la firma Dattatec (ver recuadro) en la ciudad 
de Rosario, aunque asimismo existen otros servidores en Canadá, los 
Estados Unidos o Europa en donde se almacenan los datos, lo cual 
dificulta aún más el proceso judicial.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Otro de los puntos sobre los que se sugiere avanzar es el componente 
publicitario, dado que se pudo verificar en el sitio la existencia de 
firmas como Despegar.com, empresa que –en el marco de la investigación 
judicial– advierte no haber publicitado en Cuevana, sino que contrata 
publicidad en Google, quien se encarga de distribuir la misma en sitios 
de interés. Es decir, que las empresas que contratan publicidad con 
Google no deciden el destino de sus banners, sino que esta elección 
corre por cuenta de Google, incluso cuando se trate de un sitio de 
dudosa legalidad como Cuevana.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En síntesis, esta investigación judicial –de la que participa la 
División Delitos Tecnológicos de la Policía Federal– apunta a determinar
 no sólo los alcances de la operatoria de Cuevana sino también a 
establecer el lugar físico desde el que funciona, la relación con Google
 y el tipo de contratación publicitaria que entre ambos existe, entre 
otras líneas de averiguación que apuntan a determinar la posible 
violación de derechos de terceros.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Así avanzan por los carriles de la Justicia dos denuncias que abren 
paso a nuevos avances en la causa Cuevana, que no deberán soslayar el 
componente económico de estas operaciones, ya que los investigadores no 
creen estar frente a un grupo de estudiantes que armó una plataforma 
para ver películas gratis con amigos, sino que Cuevana aparecería más 
bien como un importante negocio, con capacidad no sólo de vender 
publicidad sino de recibir donaciones. Cabe señalar que todavía resuena 
en el ambiente de la fiscalía que una de las acusaciones que pesa sobre 
el sitio Megaupload en los Estados Unidos (uno de los cyberlockers 
utilizados por Cuevana), es nada más y nada menos que la figura de 
lavado de dinero.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;b&gt;UN COMPLEJO PANORAMA LEGAL&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El debate por la propiedad intelectual y los derechos de autor 
recrudece a medida que crece y se afianza el uso de las nuevas 
tecnologías. En este marco, según coinciden los especialistas en la 
materia, Internet es a la percepción de la sociedad una especie de 
“limbo jurídico” donde parece reinar el “todo vale” aunque, según 
advierten los abogados, “rigen en este espacio las mismas leyes que para
 el resto de los ámbitos de la sociedad”.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Lo cierto es que en los últimos tiempos los índices de piratería y de
 violaciones a las leyes que defienden los derechos de los autores han 
venido en franco ascenso. Así es que, según un relevamiento realizado 
por la Cámara Argentina de Productores de Fonogramas y Videogramas, el 
50% de los usuarios que descargan contenido considera que el pago a su 
proveedor de Internet le permite este tipo de procedimiento.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Si bien en la Argentina la ley de propiedad intelectual (11.723) 
determina que es delito penal la reproducción de toda obra no autorizada
 y regula el comportamiento en el territorio nacional, lo cierto es que 
la falta de regulación específica en la Red complica el panorama y deja a
 los jueces muchas veces expuestos al no contar con las herramientas 
específicas para entender sobre las denuncias que involucran a Internet.
 En este marco, la jueza civil Virginia Simari –quien tuvo a su cargo la
 primera demanda contra Google y Yahoo! en la región– advirtió 
oportunamente a BAE que si bien “los artículos 15 y 16 del Código Civil 
establecen que los jueces no pueden dejar de fallar ni aún frente a 
ausencias o lagunas de la ley, sin dudas una norma específica cubriría 
lo que se puede percibir como un vacío legal, ya que no hay norma que 
regule puntualmente los daños derivados por el uso de las redes sociales
 y de Internet en general, por lo que es importante que la legislación 
que se dicte se adecúe al marco constitucional”.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;RESPONSABILIDAD&lt;/b&gt;. Uno de los debates más recientemente 
instalado en el país gira en torno de la responsabilidad de los 
buscadores de Internet respecto de los contenidos publicados por 
terceros. Si bien en el país rige la ley de delitos informáticos 
(26.388) no existe al momento legislación específica que regule la 
responsabilidad de los Internet Services Provider (ISP).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Ante esto, los jueces se rigen mediante la aplicación del Código 
Civil o Penal –creados en épocas en las que no existía Internet– 
debiendo forzar sus interpretaciones por lo que de esta manera resulta 
muy dificultoso establecer criterios al respecto lo cual deja abierto el
 camino a la creciente inseguridad jurídica en la materia.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Según advierten los expertos consultados es de imperiosa necesidad 
trabajar en una legislación que se adecúe a la problemática actual y que
 brinde herramientas a los jueces para fallar de forma específica dado 
que, “frente al avance de la tecnología, el derecho penal es una 
respuesta desproporcionada e inadecuada a los conflictos que plantea la 
defensa de los derechos de autor”.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;b&gt;LA POLICÍA FEDERAL PUSO A DATTATEC SOBRE LAS CUERDAS&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En el marco de la investigación federal por la presunta comisión de 
hechos de piratería por parte de Cuevana, la Justicia intimó días atrás a
 la firma Dattatec, donde se encuentra registrado el dominio Cuevana.tv,
 a entregar toda la información sobre las personas físicas que 
contrataron el servicio de hosting, fecha de contratación y modo de pago
 del servicio. Se trata de un dato clave para la investigación dado que 
una vez que Dattatec entregue los nombres al fiscal, resulta un final 
anunciado que éstos deberán someterse a indagatoria abriéndose entonces 
la posibilidad de un procesamiento, como ocurrió con los responsables de
 Taringa!&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Tomado de: &lt;/b&gt;http://www.diariobae.com/diario/2012/03/07/9029-dos-nuevas-denuncias-complican-la-situacion-judicial-de-cuevana.html &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/8489560522093328755/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/03/son-clave-para-la-investigacion-que.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/8489560522093328755'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/8489560522093328755'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/03/son-clave-para-la-investigacion-que.html' title='Dos nuevas denuncias complican la situación judicial de Cuevana'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-6425910987088301974</id><published>2012-03-07T10:00:00.000-05:00</published><updated>2012-03-07T10:00:06.561-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="derecho. mujeres"/><category scheme="http://www.blogger.com/atom/ns#" term="desobedecer"/><category scheme="http://www.blogger.com/atom/ns#" term="golpear"/><category scheme="http://www.blogger.com/atom/ns#" term="mujer"/><title type='text'>El 11% de los mexicanos justifica golpear a la mujer “por desobedecer”</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
El 11 por ciento de la población en 
México cree que es justificable golpear a la mujer, por desobedecer a 
esposos o padres, cuando se lo busca o cuando los provocan, indicó el 
presidente del Consejo Nacional para Prevenir la Discriminación 
(Conapred), Ricardo Antonio Bucio Mújica.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Al participar en la 
conferencia “Derechos de las mujeres en México; avances y desafíos 
contra la discriminación de género”, en la Universidad de Guanajuato, 
indicó que el segmento de la población que justifica más la violencia 
contra las mujeres son los jóvenes de 14 a 17 años.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Estos datos 
fueron obtenidos de la Encuesta Nacional sobre Discriminación en México 
(Enadis) 2010, realizada por el Consejo Nacional Prevenir la 
Discriminación.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
“Se le preguntó a los encuestados, en qué 
ocasiones se justifica pegarle a una mujer, el 78 por ciento dice que a 
la mujer no se le pega, ocho por ciento no sabe si se le tiene que 
pegar, seis por ciento por infidelidad, 11 por ciento lo justifica por 
desobedecer a esposo o padres, cuando se lo busca, cuando lo provocan”, 
indicó.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Cuando se les preguntó que si creían que las mujeres son 
violadas por provocar a los hombres, 76 por ciento estuvo en desacuerdo,
 pero 22.5 por ciento cree que sí, es decir, uno de cada cuatro creen 
que la culpa de violación la tienen las mujeres.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Dijo que el 95 por ciento de la población en México cree que se golpea a las mujeres.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
De
 acuerdo con la encuesta, el problema de la discriminación es tan grave,
 que 3.4 millones de mujeres piden permiso a su pareja o esposo para 
decidir por quién votar, por lo que Bucio Mejía advirtió que esa cifra 
representa un alto porcentaje del padrón electoral y es mucho más del 
número de votos que determinaron la última elección presidencial en 
2006, que resolvió por 254 mil votos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En entrevista posterior, Bucio Mejía fue cuestionado sobre el tema de la criminalización del aborto.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
“La
 decisión en principio, más íntima y más profunda de abortar, siempre le
 toca de alguna manera, lo diga la ley o no, le toca a la mujer que lo 
hace, que en el fondo asume no sólo esa decisión, sino la 
responsabilidad”, dijo.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Señaló que lo que tendría que hacer el Estado es garantizarle derechos y mecanismos de protección.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Planteó que alguna ley antiaborto debe someterse a un debate público, pero no a un debate ideológico.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
“No
 puede ser un debate de posturas ideológicas, lo único que se debe 
garantizar desde la acción del Estado es el marco legal. Al Estado no le
 toca decidir por las percepciones morales o personales de nadie, le 
toca decidir sobre el marco legal, abrirse el debate, conforme al nuevo 
marco constitucional”, sostuvo.&lt;/div&gt;
&lt;br /&gt;
&lt;b&gt;Tomado de: http://www.sinembargo.mx/06-03-2012/173750&lt;/b&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/6425910987088301974/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/03/el-11-de-los-mexicanos-justifica.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/6425910987088301974'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/6425910987088301974'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/03/el-11-de-los-mexicanos-justifica.html' title='El 11% de los mexicanos justifica golpear a la mujer “por desobedecer”'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-6282337984930331568</id><published>2012-02-27T08:00:00.000-05:00</published><updated>2012-02-27T08:00:02.514-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="colombia"/><category scheme="http://www.blogger.com/atom/ns#" term="jueces"/><category scheme="http://www.blogger.com/atom/ns#" term="justicia"/><category scheme="http://www.blogger.com/atom/ns#" term="Luis Cárlos Restrepo"/><category scheme="http://www.blogger.com/atom/ns#" term="Rodrigo Uprimny"/><category scheme="http://www.blogger.com/atom/ns#" term="Timochenko"/><category scheme="http://www.blogger.com/atom/ns#" term="Uribe"/><title type='text'>&quot;Me extrañaría que un país serio le diera asilo a Restrepo&quot; Rodrigo Uprimny Yepes</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;Director DeJuSticia analiza el tenso clima público que se vive por los 
recientes fallos judiciales que afectan a altos exfuncionarios del 
gobierno Uribe y al estamento militar. Cecilia Orozco Tascón.- Ha hecho 
carrera en Colombia el término “guerra jurídica”. Con esa denominación 
se quiere dar a entender que los jueces son enemigos de los militares y 
del uribismo. ¿Cree que esa “guerra jurídica” es real?&lt;br /&gt;
&lt;br /&gt;
Jurista Rodrigo Uprimny Yepes.- Durante muchos años pertenecí a la Rama 
Judicial y mi impresión es que la mayoría de los jueces son bastante 
conservadores. Contrario a lo que se dice, no hay evidencias objetivas 
de una Rama Judicial infiltrada por la izquierda, ni menos aún por 
sectores cercanos a la guerrilla. Simplemente si un juez encuentra 
pruebas que demuestren que hubo, por ejemplo, falsos positivos, y esas 
pruebas conducen a la responsabilidad penal de un miembro de la Fuerza 
Pública, lo condena. Pero de esa decisión individual no se puede deducir
 la existencia de una “guerra jurídica”.&lt;br /&gt;
&lt;br /&gt;
C.O.T.- Sin embargo, esa sensación persiste porque no se condena sólo a 
un uniformado, sino a muchos, según se dice en los círculos militares. 
¿La frecuencia de los fallos adversos a ellos no justifica la sospecha 
de que hay enemigos de la Fuerza Pública en los juzgados?&lt;br /&gt;
&lt;br /&gt;
R.U.Y.- Unos días antes de que se conociera el fallo del caso Plazas, un
 juez de Cali condenó a 25 años de prisión a Timochenko como 
determinador del asesinato de monseñor Isaías Duarte. El juez también 
halló responsable de ese crimen al resto de la cúpula de las Farc. El 
autor material del homicidio ya fue condenado a 36 años de prisión y 
está purgando su pena. Todo esto, a pesar de que en Cali hay quienes 
insisten en que ese asesinato fue cometido por el narcotráfico. Una 
justicia infiltrada por la guerrilla no habría llegado a este tipo de 
conclusiones tan drásticas.&lt;br /&gt;
&lt;br /&gt;
C.O.T.- Que “la justicia se politizó” es una afirmación que hoy se 
acepta como real en buena parte de los círculos de poder. Usted es un 
experto en esa materia. ¿La justicia dejó de ser judicial y ahora es 
política?&lt;br /&gt;
&lt;br /&gt;
R.U.Y.- No. Otra cosa es que las decisiones judiciales tengan impacto 
político. Si la Corte Constitucional declara inexequible un proyecto de 
ley o si la Corte Suprema condena a un congresista, obviamente las 
implicaciones son políticas; es posible que los jueces sean sensibles al
 contexto que se vive alrededor de un determinado caso o que si hay 
distintas interpretaciones posibles de una norma, el juez se oriente por
 una u otra. Sucede en todas partes. Pero hay una enorme exageración en 
concluir por eso que la Rama Judicial se concierta para perseguir a 
determinadas personas.&lt;br /&gt;
&lt;br /&gt;
C.O.T.- El hecho es que, refiriéndonos a civiles, hay varios de los 
colaboradores más notables del expresidente Uribe que hoy están siendo 
procesados. Visto desde el exterior, ese panorama puede dar la sensación
 de persecución.&lt;br /&gt;
&lt;br /&gt;
R.U.Y.- Los tres casos que se suelen citar en ese sector para justificar
 la crítica a la justicia y que son los del exministro Arias, la 
exdirectora del DAS y ahora el del excomisionado Restrepo, observados 
imparcialmente, justifican las medidas que han tomado los fiscales o los
 jueces porque hay evidencias de corrupción, conductas ilegales o 
falsedades que comprometieron recursos del Estado. Todos esos hechos son
 punibles y pueden tener consecuencias políticas. Pero los procesos 
siguen siendo netamente judiciales.&lt;br /&gt;
&lt;br /&gt;
C.O.T.- El asilo concedido a una implicada y el posible otorgamiento de 
otro asilo a un segundo procesado, el excomisionado de Paz Luis Carlos 
Restrepo, ¿afecta la credibilidad de la democracia de Colombia en el 
exterior?&lt;br /&gt;
&lt;br /&gt;
R.U.Y.- Que haya fugitivos de la justicia no cuestiona el sistema 
judicial de ningún país del mundo. Muchos investigados tratan de evadir 
las decisiones judiciales. El asilo político concedido por Panamá a la 
exdirectora del DAS habla mal de Panamá y no de Colombia, porque la 
investigación contra esta exfuncionaria busca esclarecer judicialmente 
unos abusos, ya comprobados, que se cometieron bajo su dirección. Por 
eso me extrañaría que un país serio le diera asilo al excomisionado. Es 
claro que él está evadiendo su deber, como responsable que era, de un 
hecho presuntamente ilegal.&lt;br /&gt;
&lt;br /&gt;
C.O.T.- Le insisto: la acumulación de procesos en contra de personas 
cercanas al exmandatario puede dar la impresión de que efectivamente hay
 una estrategia de ataque contra Uribe y sus colaboradores.&lt;br /&gt;
&lt;br /&gt;
R.U.Y.- Puede haber dos sensaciones: la primera, que hay una persecución
 como usted dice. La segunda, que el gobierno anterior se involucró 
masivamente en actos ilegales. Un observador internacional serio que lea
 sobre lo ocurrido y sobre las acciones por las cuales están siendo 
juzgados esos funcionarios, tiene que llegar a la segunda conclusión. 
Por cierto, la justicia ya había empezado a investigar ilegalidades de 
personas cercanas a Álvaro Uribe antes de que se terminaran sus 
gobiernos.&lt;br /&gt;
&lt;br /&gt;
C.O.T.- Esos ataques recientes contra los jueces y sus fallos, en 
particular del presidente actual, ¿constituyen una reedición del 
enfrentamiento entre la justicia y el Ejecutivo que se vivió en época 
reciente?&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;100&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;br /&gt;
R.U.Y.- El actual enfrentamiento es distinto al anterior, a pesar de que
 es serio. En el caso de las declaraciones del presidente Santos frente a
 la sentencia del Palacio de Justicia, hay que decir que fueron muy 
desafortunadas. Pero uno no ve por parte del Gobierno el ataque 
sistemático a la Rama Judicial que se vivió en la etapa anterior. Ahora,
 esto en nada minimiza el carácter negativo de las afirmaciones del 
mandatario ni la crítica desproporcionada a ese fallo. Un jefe de Estado
 puede valorar y discutir una sentencia, pero no creo que deba hacerlo 
de manera tal que mine la independencia judicial.&lt;br /&gt;
&lt;br /&gt;
C.O.T.- Usted opina que el presidente puede criticar los fallos aunque 
con mesura. Pero, siendo él el primer mandatario, ¿no debería estar 
obligado, más bien, a ser discreto y a acatar a los jueces?&lt;br /&gt;
&lt;br /&gt;
R.U.Y.- Como le dije, desde mi punto de vista él puede plantear las 
discrepancias que tenga con un fallo. No obstante, debe cuidarse de 
poner en riesgo la labor de los jueces o a ellos mismos. Precisamente 
por el gran poder que tiene un jefe de Estado, cualquier pronunciamiento
 suyo puede enviar mensajes equivocados. Por eso él debe tener extrema 
prudencia al criticar los fallos y, en este caso, no la tuvo.&lt;br /&gt;
&lt;br /&gt;
C.O.T.- Juan Manuel Santos había prometido respetar la autonomía 
judicial, pero terminó apoyando a los condenados. Su actitud pareciera 
heredada.&lt;br /&gt;
&lt;br /&gt;
R.U.Y.- Más que una herencia de un gobierno a otro, hay una tendencia 
profunda a no aceptar que todos somos iguales ante la justicia. A esto 
se debe la resistencia a que la justicia penal ordinaria decida casos en
 los que estén involucrados miembros de las Fuerzas Armadas.&lt;br /&gt;
&lt;br /&gt;
C.O.T- La reacción del mandatario en el caso de la retoma del palacio, 
en particular en cuanto al rechazo a la orden al Ejército de pedir 
públicamente perdón por la desaparición de personas, contó con el 
respaldo de un gran sector del país. ¿Intimidarán esas presiones a los 
jueces para decidir sobre casos futuros?&lt;br /&gt;
&lt;br /&gt;
R.U.Y.- El núcleo de la independencia judicial consiste en que el juez 
sienta que puede decidir lo que le parece más justo en un caso, conforme
 a su entendimiento del derecho y de las pruebas, y no condicionado por 
presiones sociales o factores de poder. Hay que insistir en que los 
debates sobre determinadas sentencias pueden darse, pero sin coartar la 
libertad de conciencia de los jueces. La manera desproporcionada como se
 plantearon los ataques en el caso que usted menciona, fue riesgosa para
 la autonomía judicial.&lt;br /&gt;
&lt;br /&gt;
C.O.T.- ¿Están desamparados los jueces frente a esos dos grandes poderes
 que son las Fuerzas Militares y el grupo del expresidente Uribe?&lt;br /&gt;
&lt;br /&gt;
R.U.Y.- Espero que no sea así. El país tiene, de todos modos, una larga 
tradición de respeto a las decisiones judiciales y la independencia de 
sus jueces ha evitado graves desbordes autoritarios. Quisiera creer que 
la sociedad entiende la importancia de preservar la justicia como un 
elemento esencial del Estado de Derecho sin perjuicio del libre 
ejercicio de la crítica.&lt;br /&gt;
&lt;br /&gt;
C.O.T.- Pero no se puede ignorar que la crítica a la justicia está 
altamente contaminada por las pasiones políticas de unos grupos de poder
 bien identificados.&lt;br /&gt;
&lt;br /&gt;
R.U.Y.- Ejemplos como los de Venezuela y Ecuador, en donde con el 
argumento de que había problemas en la rama, esos dos gobiernos 
coartaron la autonomía de la justicia, muestran los riesgos que se 
corren cuando no se toma en serio el respeto por la tarea de los jueces.&lt;br /&gt;
&lt;br /&gt;
C.O.T.- La Comisión Interamericana de Derechos Humanos (CIDH) estudió el
 caso de los desaparecidos del Palacio y se lo acaba de enviar a la 
Corte Interamericana para que ésta decida si sanciona a Colombia por lo 
ocurrido durante la retoma. ¿El traslado de ese proceso a la Corte es un
 respaldo de la justicia internacional a la sentencia del Tribunal 
Superior de Bogotá que fue tan polémica en Colombia?&lt;br /&gt;
&lt;br /&gt;
R.U.Y.- En cierto sentido la Comisión lo que hizo fue confirmar los 
hallazgos fundamentales del fallo del Tribunal Superior de Bogotá. 
Aunque el trámite llevaba allá años, la coincidencia con lo que se 
decidió aquí respecto del mismo proceso es significativa. Lo que la 
Comisión hizo en días pasados fue poner esos casos en conocimiento de la
 Corte Interamericana. Y si lo hizo, no sólo es porque considera que 
hubo desaparecidos, sino porque cree que miembros de la Fuerza Pública 
estuvieron involucrados. La CIDH no se pronuncia sobre responsabilidades
 penales individuales, porque no le corresponde. Pero su traslado a la 
Corte sí implica que cree que no hubo debida justicia en Colombia.&lt;br /&gt;
&lt;br /&gt;
C.O.T.- ¿Qué opina sobre la propuesta de realizar una constituyente para
 reformar el marco constitucional del país? ¿Es legítima?&lt;br /&gt;
&lt;br /&gt;
R.U.Y.- Claro que no. Admitir ahora propuestas de ese tipo sería caer en
 lo que cayó Italia con Berlusconi: cada vez que había posibilidades de 
iniciar una nueva investigación contra su gobierno, se modificaban las 
leyes para privar a los funcionarios judiciales de sus facultades de 
investigación.&lt;br /&gt;
&lt;br /&gt;
C.O.T.- La reforma a la justicia, que se está discutiendo en el Congreso
 y que incluye la eliminación de la función de investigación de la Corte
 Suprema, por ejemplo en los nuevos procesos de la parapolítica, 
¿resulta inoportuna por el momento tan enrarecido que vive el país?&lt;br /&gt;
&lt;br /&gt;
R.U.Y.- No es la mejor oportunidad. El contexto actual se presta para 
que algunas propuestas sean vistas con suspicacia. Sin duda hay aspectos
 del sistema judicial que requieren reforma. Pero se necesita la mayor 
de las prudencias para no terminar afectando la tradición de la función 
esencial de la justicia. Es obvio que no es perfecta. Pero no está 
colapsada como quieren hacerla parecer.&lt;br /&gt;
&lt;br /&gt;
C.O.T.- Por estos días también se discute el reforzamiento del fuero 
militar en el Congreso con el argumento de que los jueces civiles no 
entienden los procedimientos castrenses. ¿Ese cambio constitucional no 
es desafortunado en medio del agitado clima político que se siente en 
estos días?&lt;br /&gt;
&lt;br /&gt;
R.U.Y.- Es desafortunado y contrario a los compromisos internacionales 
firmados por Colombia, en cuanto indican que las violaciones graves a 
los derechos humanos no deben ser investigadas ni juzgadas por la 
justicia penal militar. Si el argumento que se tiene en esa materia es 
que los jueces penales ordinarios carecen de formación en Derecho 
Internacional Humanitario o en procedimientos militares, la solución es 
muy sencilla: que se cree una especialización en la justicia ordinaria 
que se encargue exclusivamente de los asuntos en que se vean 
involucrados miembros de la Fuerza Pública.&lt;br /&gt;
&lt;br /&gt;
C.O.T.- Grupos que están apoyando al actual gobierno y grupos que 
apoyaron al gobierno anterior han puesto al estamento militar en la 
mitad de la discusión. ¿Tratar de ganarse el favor de las Fuerzas 
Armadas no resultará peligroso?&lt;br /&gt;
&lt;br /&gt;
R.U.Y.- Un elemento definitivo en las democracias es el control civil 
sobre sus estamentos militares. Aupar a los militares a que no acaten 
decisiones judiciales para ganarse su favor, en beneficio de uno u otro 
grupo político, incrementa los riesgos sobre la democracia. Por eso es 
importante defender la idea de que todos los responsables de delitos, 
sean o no militares, sean o no hombres poderosos, deben acatar las 
decisiones judiciales. La esencia de la democracia reside en la igualdad
 de todos ante la ley. Otro activo de ella aquí es que los militares no 
han sido aquí actores políticos. Sería nefasto acabar con esa tradición.&lt;br /&gt;
&lt;br /&gt;
Académico e investigador&lt;br /&gt;
&lt;br /&gt;
Rodrigo Uprimny es abogado de la Universidad Externado de Colombia con 
maestría en Sociología del Desarrollo, de la Universidad de París I, y 
doctorado en Economía de la Universidad Amiens, Francia. Además tiene un
 posgrado en resolución de conflictos de la Universidad de Uppsala, 
Suecia. Ha sido profesor titular de la Universidad Nacional desde 1989 
en temas constitucionales. También es profesor visitante de otras 
universidades colombianas y del exterior, entre ellas la American 
University de Washington, la de Grenoble, Francia, y la de Utrecht, 
Holanda. Fue magistrado auxiliar de la Corte Constitucional durante 11 
años y magistrado encargado del mismo tribunal. Además ha sido perito de
 la Corte Interamericana de Derechos Humanos. Actualmente es conjuez de 
la Corte Constitucional y del Consejo de Estado. Y ejerce como director 
del Centro de Estudios de Derecho, Justicia y Sociedad (DeJuSticia), 
creado en 2003 por un grupo de profesores universitarios. Uprimny ha 
publicado numerosos artículos y libros de administración de justicia y 
derechos humanos. Por sus conocimientos es invitado permanente de los 
medios de comunicación y sus conceptos son escuchados con atención tanto
 en el mundo académico como en el político y judicial.&lt;br /&gt;
&lt;br /&gt;
Respaldo internacional a fallo nacional&lt;br /&gt;
&lt;br /&gt;
Coincidiendo con la honda discusión que generó en el país la sentencia 
de segunda instancia del Tribunal Superior de Bogotá, que confirmó la 
condena a 30 años de prisión del coronel (r) del Ejército Alfonso Plazas
 Vega por su responsabilidad en la desaparición de dos personas durante 
la retoma del Palacio de Justicia en 1985, la Comisión Interamericana de
 Derechos Humanos —que revisó este caso durante varios años— acaba de 
decidir que enviará el proceso a la Corte Interamericana para que 
resuelva si sanciona o no a Colombia. La sanción que ese tribunal puede 
imponerle al Estado depende de si los magistrados de la Corte 
Interamericana encuentran que aquí no hubo debida aplicación de 
justicia. Y que, en consecuencia, los familiares de las víctimas tampoco
 encontraron protección jurídica. Es decir, que no existieron 
investigaciones ni fallos concluyentes sobre la responsabilidad de los 
agentes oficiales que participaron en el rescate de los rehenes civiles 
del M-19, pero también en su retención sin orden judicial, torturas y 
desaparición. La decisión de la Comisión Interamericana puede ser 
interpretada como un respaldo a la que tomó el Tribunal de Bogotá, que 
fue ampliamente criticada por círculos nacionales de poder.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;u&gt;&lt;i&gt;&lt;b&gt;Tomado de:&lt;/b&gt;&lt;/i&gt;&lt;/u&gt;&amp;nbsp; http://dejusticia.org/index.php?modo=interna&amp;amp;tema=sistema_judicial&amp;amp;publicacion=1152&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/6282337984930331568/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/02/me-extranaria-que-un-pais-serio-le.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/6282337984930331568'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/6282337984930331568'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/02/me-extranaria-que-un-pais-serio-le.html' title='&quot;Me extrañaría que un país serio le diera asilo a Restrepo&quot; Rodrigo Uprimny Yepes'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6471128389357665900.post-8521447812563615649</id><published>2012-02-22T09:00:00.000-05:00</published><updated>2012-02-22T09:00:11.069-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Alyssa Bustamante"/><category scheme="http://www.blogger.com/atom/ns#" term="cadena perpetua"/><category scheme="http://www.blogger.com/atom/ns#" term="Elizabeth Olten"/><category scheme="http://www.blogger.com/atom/ns#" term="juez"/><category scheme="http://www.blogger.com/atom/ns#" term="Pat Joyce"/><category scheme="http://www.blogger.com/atom/ns#" term="sentencia"/><title type='text'>Alyssa Bustamante, de 18 años, condenada a cadena perpetua por el asesinato de una niña</title><content type='html'>&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span class=&quot;yom-figure yom-fig-right&quot; id=&quot;yui_3_3_0_1_1329889473668222&quot; style=&quot;width: 190px;&quot;&gt;&lt;span class=&quot;legend&quot;&gt;Alyssa Bustamante escucha al juez (AP Photo/Kelley McCall)&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Alyssa Bustamante protagonizó un momento verdaderamente emotivo &lt;strong&gt;pocos &lt;/strong&gt;&lt;strong&gt;minutos antes de saber que había sido condenada a cadena perpetua&lt;/strong&gt;. Estaba en el tribunal del juez Pat Joyce en Jefferson City, Missouri (Estados Unidos) y &lt;strong&gt;se levantó de su silla para dirigirse a los padres de la niña de nueve años que ella misma había asesinado&lt;/strong&gt;. La misma gente que al comienzo de su juicio &lt;strong&gt;la había tildado de &quot;monstruo&quot;.&lt;/strong&gt; Sobre el sonido de las cadenas que le ataban los brazos a la cintura y los tobillos, empezó a hablar.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&quot;Estoy extremadamente... muy arrepentida de todo. Sé que las 
palabras...&quot;, aquí hizo una pausa para tomar aliento y recuperar las 
compostura. Entonces añadió &quot;... no pueden ser suficientes y que no 
pueden describir lo terriblemente mal que me siento por todo esto. &lt;strong&gt;Si pudiera dar mi vida para devolverles [a su hija] lo haría. Lo siento&lt;/strong&gt;&quot;.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Fue el momento más emotivo de un triste juicio por asesinato en el 
que se intentó esclarecer qué había ocurrido una fatídica noche de 
octubre de 2009. Cómo Alyssa, que entonces tenía 15 años, &lt;strong&gt;había cavado la tumba con días de antelación para enterrar en ella a Elizabeth Olten&lt;/strong&gt;, una niña de nueve años que vivía cerca de St. Martins, un pueblo al oeste de Jefferson City.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; margin-right: 1em; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a 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&quot; 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&quot; width=&quot;147&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span class=&quot;yom-figure yom-fig-right&quot; id=&quot;yui_3_3_0_1_1329889473668240&quot; style=&quot;width: 190px;&quot;&gt;&lt;span class=&quot;legend&quot;&gt;Bustamante, &lt;br /&gt;tras confesar el asesinato &lt;br /&gt;de una niña de nueve años&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Cómo la decidida asesina había usado a su hermana pequeña para que &lt;strong&gt;la niña fuera a su casa a jugar porque &quot;tenía una sorpresa para ella&quot; mientras  escondía un cuchillo en su mochila&lt;/strong&gt;.
 Cómo esa noche escribió en su diario: &quot;Las he estrangulado y degollado y
 apuñalado y ahora están muertas. No sé cómo me siento ahora mismo. &lt;strong&gt;Ha sido increíble. En cuanto superas el momento de &#39;oh Dios mío, no puedo hacerlo&#39;, es bastante agradable.&lt;/strong&gt; Estoy un poco nerviosa ahora mismo. Bueno, me tengo que ir a misa... jaja&quot;.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
No fue a misa, sino a un baile en un centro de juventud de su iglesia
 mormona y no eran varias las víctimas, sino sólo una, Elizabeth. 
Mientras, &lt;strong&gt;cientos de voluntarios empezaban a buscar a la niña&lt;/strong&gt;. Alyssa empezó mintiendo sobre el paradero de su víctima. Luego confesó a la policía y les indicó dónde estaba la tumba.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; text-align: right;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a 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spyCW8M4WCnpNneXl5QyqDq4MIdhlAn9Xsnnf/v64na191t/qkkk8vLaBsDGB7wc0HLHlFbmuyrBD+RamGZ/PR0DWh6y9KFq9jWFPBK5Re3q0dpwMerTfJmmSG77gGNNeeo7pbe6NHug29NrfH3Qff/xx993vfhdfaLl77TXCka/fcOaye45kf8Rkle/f/973ulNLy91b7361e/7sSTdYWuwWF5biY9lnaT7cO+jWN16O6NbGEKTlj5gAnbaTqsZp7GBZj3c7amMnOf7kwNvHg1dIgnHfDyF8zWYeAx11Vjyd0CMpC8cBWcRudVl/2bn17rWTr9i2MMtk2+r3sukLoL3qlsF7hLd3+dzj8+frB8tqZYz7Nf60sswkCRLG0KTmjhGd9fW17sL5S91VpJRAt/2Li+XERrrxvfkuNQH2+Vh+o4n999pIffqqFk57kPItXaTRY9ynsfA4SZdiEH/vTRNAP9n3+izoxxoi9BnzZ1kCBimaw4r9q6codHI4RvU2IX484wWmvdEfGZbXIWnCFe4m52Z+0G1sviBic7s7d+7d7p1fexPb/kH38Qe3uh9+/wfdu2+92V2CztMwwOIUUTPs94UFhA1NHR7sdcPd/W5vgclDpLw+QjQATFVCo0zMgj3At7VpJB0x5DPTA0liykEjwtHmNL2ngF1TWtoZO9JSBrCZRsxiAw6YkJq28qM+LFnxKgjVE5Z8bL12wVBSsUwF3WbrL8mok1yOoNd5vuqu3ycHXibwu/FxQ2H6CGU21YxtA3EcHpi9JOLYh2iAa++mvXqocSxHCRw7FEC3zEsdKU2WwUCJr/ZiEOfmkyt/SHtmefdl/wbQmEqFSX4XwM4uNlrP9HMV1WYA6LgIfuiktNqnDTKLuTYznJ/l/LEjGqDGxjGdamiMxlCL9jk6vWk7RXsMi07HJLAkhcOY2UvoQKqA3PGuYIa+npqGYkkII/Wb36bplzhIewGe/Z0UHJOaJTCiQgXFkEiOGDg6ImeLsCWJNt2LtWfd//A///eYNPcxb0AYY34Of+poe6NbOtzrlobE+Le1+/e6HbDleEzJjNBbzB1Ap8ych07QDgl95NjQRoXuoE0ATQ64oLCTDvAI0D11Kx+iJKcddKATKuynsI96207gegiczGpO1QBFozjsqPijIzoMQdusZ2mXcS6JkRKJ52F7GsDbd+PQrd2NQds1TVO1lIIMWBPvVaJ0P3aMmJzetMmyDAr9lBYS0sMQ5ebWesB+erUiNA6095e9XzHp9XXClditI2ajQrEjs7VrZ9GIzexJ4Q4e18ka0mbcJhi4tYv2KO2NqDmT2a6ZfE8agoD2Wt4FaetTAbA639o28oFlLxrZXpMEshySxyPqDhAaQr9pr6qnUsttp30ckCqwt7cTpjAVQstiqr8v6RN2l/Z7yEAKLQWMk44Hh/o+XA9dTVuYnpahFOD0GmDP4BvMYC1EWAp2kwShXQRjSm6H/ZbeclYJMfs22IKDTnbS7+VQ2eax01egEoDVF9WWkq2ONkPX5870NuL+HtIgnNhL+D7a4D2pN2Ei6+A+vh+GMUqqCyJNpVxLnSWxChiNYG1m1mvSPjWY7ZNIAVhu5+jzzhuDKvEy2sVQXuf9dX276TC2u3Vl/oA+aafv7G7lWqXV4lKlJTRGM0Ow/JGZaITNfp1BaQy0H3Sw35aZyA/xaTWmAqIAWiZafK8euF7v0cZJydrOVd/Gv43HsujdgD+lL0MXRqYSZVZ/+7LVDqmnMVsxgD6c1znx47sMWbiq36X/7AJ9UEuoiRAQQ0Ap4PcpT2nr9WUMWX6rT+NIaEiTXhMpQIHBIePeAgbOE6nZptXyXCcDayzpGhEIr+t4zxj1QsN2voouDm7ow48DPd+afCluKxOiOuXNbUD9nIGZeHmuHIqqxkJbPN30Ur+XNBO8feP6MmO3Ig0Pkh1YZVcpflbaSUQJ0jMMnfKYBIFtaUBqZZxsTytzDIg6k8GMtBwzdiujaavW/hCS/ihdWhRGm13gN3p4baQNA6Q55G9pG0Plb/i30RQyjkfZtTO53r7GdKAer21gHfVPzcbv1YfeyeU6jzLVPg/8sVnR+lvv7f9JOnpucpz9/rnfIyjGzIOe5pqjbm4Fn4V2mzogfdSKg1lMOF+YmfvY8K2s4y2obzV+4fG+f9UvBVgD/wEQUGdZD8ZQXrsKoVgaHNKtx8dk26MRxVH/4kN95qLBy+fP4mAaz1ZdzzOT6MDJFxJ+iwkDGxeg8gqBJLoi1Tr7AfO0vymxC3ylNcYSpEn8KndonQBlH+JNgiflyjSG6PA3vCbAo5M5ek1yEJtUlVo5Kn4uILfrLafOeXs7xoBoTOM1XmA7rGPyYvLqiRqVOVj9UkgY6ZkjlFYMUkC1/wExHwT96uqpENk1rZ5XAkYDbK73v6/GJ0jfehoG+Pw14KfvE4M3GrjQ/4TE7hlBeqfAzx32jbKxh6O88rsVtwv78ek1YvNU62dahYkhwOKUwgB9rAhgV+hwCcd0j5PTSv6EOKHrfmV+BngBiq8CYxg9QMRkm0Ka99GthjPbJ91kJs+5hHAXejAd2+3gu+3RlgPqUJDsz2Bice0xBsNSGDOzpTWThzoZ78Hf/fAHI6mtWjcEpzSzaxK+NcTB99Wcu1Fet+rHAUsn6hWS8tl7d3drNq6V0+wsOyV4ZylTR8Qy2nxAA3vxmO3ASRpxNNKv90Fava0+6zwmuSR0b7NOXtuG+sveW2pEMXOZOIYobYv0mZS0xRjFmEq8Fsa0/F2kfBig1wLe7/WNVg7cNEykOg8T9Orae4W95+xG2sG5dKk/Jgc69+ao98kx8ezk+LT7TtKkztd49oVVm/gyHaa0dJg7AZEKHU71a5oH5Ls71uYqmUKxtHwqDDI/v5wWMTJ9kYURx9r+hMl7Zmvj18bQ9omFYbjA+Lw4APjUPRT03LuDYBoekvwHQzgmrU8j8ym+0PiQ6f0+2CcrTq4SiLtmujFDZgPauZ2dcu601VTP4xfSilLOMqlgUQMktANqxRlMGuV3pVruwdHxXY2SmDd24WBqHnsZm9iBpdE6eo6fddthKR1jQekB3ZS22pgGo47w/G1n4vAZ6yg26oUIXo/tGMZtminD5tGDSUaSsGiQuGxRm5zjsjYA9V6r9be3t6BRMbF98zf7k3xv2j5kAkUaxu7vQ5f2wxh+o9mZM2f4TXu42mIXnV08vSqtTqVuhjSA96j+jT8X8Gg2BLNf/t402EkQTwqA9EO6+a6o7ctPfwV0355qlYKl/mxDLGrrkc6Md/iLhktfJfvC/FRSMl68XO8ekkfz9PkLUgne6L767tfxf1YAJtq7epP/WztSZhVFR8t8M8U9Joup1LxHM6WPFXnSOlBIqhyGnGurBYt16Ee6049vkS3frfXkMWgzo+2HAK4/rLCBWYlryKiBenoarxsbLglYEGcOjj8OfEAOwL3egVfizTPJ4EymzGLcW6fo008/TTleK2hmCT81iW/9i6SUGpb0FVCmbUBDqSOB+NP2C/ABZCSI31GpvjuVPyZGUaOIoXBFgljWiFjHNZf1G9XRNvcaZ15bZMfvJRzq/qhcgN40op/1Bzzv/dvblTPu+RYSltTm+SgMWrbmvmG3tBuIRMrLnHQnQOED9wSW7RrOe4zAy/fGmJ4rs/M4M3t9o8HkfSlooiyvkamd/TTsKbCKKemDggUm/fjDT8iG/IxU4B2EGMLTuLySHjyIl5mYMo7FuOwGZls+PCZMql01/mU2tr7IBSJT82aP1z60OaBc6S0DaD1IijFtx7lbfbcccLBW9Bq470lbG5qG8oODu7m5HWJq9u7s7AaYEuGAgVGlXbhwulsjO07pZqVOGSv9zJM2tqwptDS/RCMJTTFQronc3VtLItfyqZWYA4+eIiFQjetoGqNDGYQ+tm5edYBEeUYO/G6a6vnz52G2p9iWw+6NN97ozmBLv/fjH0dyKlHtuP1ojOSkkuXOzRdj2oc4YJHWaA3sUiV5M18kuvUK1kYHr12AaX1vrFdEVjAMMksryK2zYvn7yTW5Twx6ZXkpoJ4jscq6vU6wF6McRmAYAk5bKNT4vPaqDCDEGd8Igggkv/Ss72C2843hG4j9rQFb+h0Df/+b0ZpZ6m5rnpsTOt1r6BYa1GYfEqefok2mBE+jdZ88f9LdI6Xg+bNHtJWxwX9ZxxcczC5wzQL9gTFsN6HuSZMwbQ586QpvMrQ03aeMWaJajt0C42QkcB7nWLPGuSWl/JDPSyvL3bOtDVZUzXfrzoAztgpdY/VLq8uZNDzCNFBYNbO80SLtoFHlh2HjO1CzszoQmiI2VGexD5fFESmvvHFpJk8cdQ7NjhC/dzRLck6YH45V1AyD2HNlbuQYzE2T4LXSnb9EwtEj47BFEMuwcUr0WUJ92oIzM9r/+wCMjlJfJo5YYqbEX8Z0ePLkSYCjKdSAK0ElZM5DHjve1L9E8bP2oaaHEx6C1sPfZEr7WOAsyWO7PNfK6LtRgQDOW69pxrZNJlISXbhwobty6TJ+DDkoaEaZU+FgOWo8meHZ05epM5JV4PPX6hAYSn3NzOkwnZSs30fXe8/Eq7XL9zZOTWqGBpyPf8UrMASk5sgsoFkdLTMkIwCpJ3MT1Oik2y4S/RH5MQ/v3+levnhC2V23BO2GmIAzZLjuLyrsmKSz1D69xPpijkTa+1/hpj+R9hn908wNgzN5tb/LikAEkdEWhbBjLCNlRhxBq5B8tkbuPcLz9r273ZWrl7ubb7/FmK2QBHij+8mPb3U/ff/DtMGybUPWZFBBm9PRChjMAa6jWcEtUSSqKfpM2GS2S+LVZ8NXqi0ZJ966WKawhB5DpgK5QLdDIbHSW98AU0apvwsnejSQ25kLZNNtbW13mxvE+ySNxABkOnEzNaXLWRpKxcbItw42c40+hUDa31MTaW/Xou7iaMsp0Fd5DkYNstLccgr4e4myCHwZxXtXV88EkIJRIdsYJuAjymSbisHL3FhfU1vNAQIWlnCN5ftdk06NMYfk2oVJX5IquwVIZIhTpyp1eQ/NaX3em0ga/WpLBQN6aepMOvRrIOZD0Vcbn/NS3TmSynf3jhIgjo+wjabgGHCNL+mSiaw+WKCmNdHM6FXlLeGr9XMK3vvixfPu6ZOH3ZNH97od5nwG+FazMMQhY7mJXb9INGcW4DPjwZix9BIL+BAaeK/bfCRY7ZimFWWHJ2oX0NvIElCZKE1bCXgw1kaLDtH0nUlsS3PRwLdu3UITDLrf+NZvdb/25lcybqvnznfnLpwnqe0+5pUa1dVXuwibUxmHpg0b89ekIMysfdlipk7nNgIrbQ/RRw5kcU2FM/1dSejh+XQnDpMDUmHPAF5w0imonesS04XAEmDXKfowTjcySWxDTTsr4QHB0U6INwMg9/Zqej91QaClRZeSLWI2vUgZAkzQ2umSYOVIz/QDqHBrbU1bevDMS2wYfQ9vyXOtnxLJz01d+n3Qh8cafZopIZOUdlFolJ3/5PFGd+ezewHTjWvXI901leyPA+jOAEssvFhcNdaPxlWzwbwNpILeQ3s6AlNB0BvJvrXv/WV18Zf8H5BxY8AIvdKHDJnrVSvqpGCpdIZp8mW2okVfvKjU4ENykQ722a0AeT6tFBW4aGxsGxpDIINZeYXbkQzK2NbmYJo7jCMV2uaiW9nhkfi9BtV3MFFvqOaBEVwf4aSg46hvoelzHnBLw3/2z36bz2c7Q/BrmIvLi0sRXIukjJw5u4IPOci90tI6DDuDND5JyQqtNsGAjU84EXWyv69NX86hIPJ8EUt7SDUm8Cuqs+dsLIfgqH0LZQC4tZfwTjG3aWI1gOaUk1UDIkhhAGw/hT/FBTRxdCGStu8+WXXadzOMviBZVsUdrEUDqHK19wdpZ0kxbWSd1H18DCVGZvkyrnSc3yxD6aaQU4HQNPplWwsp1m+uiYPuZ/skA8qI5tLMk/PtYX8cwBKgEtY+el5AWZiEnmeRSV3fNMtiH960XOlpOZpVSn3ftxGRzk5aQgN+Y64MH/c4dL7CsGkNnVBd22SVAAAgAElEQVTSG2mpE7GX/dx2PGsDPEefilE0b+g3NnAzpTyvbe2N9mENE+LZ85fld5FBmvwjypxHGy3OQXscV00blwEuupgeEw5S0UhARdHT0KsJljSTk0mkC+OV5ql2cd4IEX1IggGf7ZGa27EyYuWWIVcuX2Lt8qXu69/49ZiQjx49is8khtzTVZqcObuKtbCGVlhk5dVn9NF0bzRvbzqnHTZF7UJt4sIXjGoylXaUiUISNsiI6q3p5MpTkegSzPONcJob+vbaaJojDkakvCiz+HA6AOG8Dojgmu/zXQSQ4ap51JHAn0fqbW9p47lAQ2krUIwDm7OOOh4qUfrJl4x2SehIZ5imbNaKhjTpKCElwgFTf0qSpu7q2lBDdg3gvKdJek7lCNACCs2kmmFuZTRwDlCv7fA6wdUGWUa4euUaBR0mWGAdmkCW4ee1tY1Ie32kBAh4Wa5lyujm4ewDBLOcRvU6AcX9rW2jyr/kQ13rmFBOr5Wt393e9pBArk19/OQZfshLcpA0OSsUfXoV8432DHdx3nf0qXAa5/mNTZti6mwCOMYvbe3xMW0uTXipxicwCw4cswJeSR0Zufw5+2NOE249jGQkjEABQuvatde6m2+9GaG5Sd6TZtfZs99iYfnLiIJFtOYABrl//0l39LzrPrj1CdZERdvUNtEaMpXtKf4OtovGzo5yEfI8ERkboY2mPXhw4FkILXhVQ3KiUp93QQviQpgZJLqiKOCJzUYtDBi/9mq8QGfZcSL53WslA3gk+kM0AABsbTI1gVTJAHFtQoeIaEOa5n0YPdBurA2EjqIZNCcWnBMALObC11FRkP39mjhqNqUdTk6QzEr5So4DRi2mCm1tDvWpldMxcyoe7z3jwWu2dJVFH+IHlVAw30bwK+1Leh/FDzlFxKEYeDdgl/H8XmAoujVm9VzKdmihkaBpR6tn8j77wQ25J6/+Yj+lHMfEvqYPBXa14A7zC4ZYHz2+GxPRUKTaSMe+/B3qR7vuItKRQdAYy0CtqtmDVFWrCvp2ZMaWV8a11KKDGAFvOzQ5PIr96pxdiynUF6J1UG00UrTbLSyiQShzjrGdp/5TLuQhgGD7HhMdvM+C8/uP7mYp5xuv3+yuXb/a3bn3KJjwGstqtLKK+ixdwPKREhrgawdMoapsmSAQcEdOUvQEDbf2n5XhElJnVw5o6s3+umlPmTlUqvng1g5qO8EF4AfY72b4WYvax3uUkAsLM1kxs7ttpwEwdNJ+1pFemF9hipqIA6o3xKOto01maevCgjOpql1DgqrMMtPsvGaaQCtISIiKIDTNtUP5IRK2Qq7j95UVIi4wk/06MJW1DO0CkCCiDS0nyfIFumZA8xFkwkNMClcXiZA97F5Dni8ZLEOV+i3NrDLSkAX4xu8DmIJGaQ9AC40Ev+/TzuL1RwZVeqPVSqcG6pKVQ5FSwNf0601eJPcuWpXIyMu17tmTR7Hhd5l5dT5lYX6RNkE3SrM/hq1tzgKMANqR8PTRtmhCMHAxzvSRFIr0IdE+/vxdOmaGmu/6cmoEBahCx+YFRz1Hz9K+PRjMcKVmK+nCXDObgMf6GlG8K13W095lNZbC4s///M8RJs+7B/fudze/8np388bN7sprV2Nm7u5Aw+Ej6AijEFZty1onaVYCRlOHKeUhoFpaduDNh8a+J/5+RP7E7GAxNrIdWUoGnmpvH6diJQ7u9GwMI+w/IypTUeczOBhW6BK7ZRznPQZ1nkYZl15adPHvVHeK0NPOFnH5MzilpCabB6KZvLwyn1j8kyfPQ8RFVtjvQIBk6yG9daKmNS241jBrHEZUbpQk52aZCVa6RWoweJHOfJ/FgfSctqM5Qo7EMsyyBzDnZGDas0l7BN0O4bQNNM8FwL8NE1pfBlZpBqAcIGWUwmyAKJQOM1yjtCoGMBjA9TCioNskErKOSXDn9mfdM1S14c3Vs2ccfppRIBkJFdWyklOQ87uxsqRqwD+mceus5xBJlB2/C0FjpMn2qMESHZE+9oYPQ/yqAWHHOx99yConIkvrz7oNAK+jepq4+AEAWaPv086s82dM/afvf9CdPn+x+5vv/233z//Ff4zmU3gQWUEYsTsQOx7gtB5QLuMR+5x2OXGVySjaMUQzaxkcoIETHdQCSLNLaETjIuz0SzTzFqJx1QrQmDJnFHgsNIH83Ue378GQ05gxH3fvvffj7vr1692vffWdMOY7b7/bnTsvppi72cZRZ0eO06uXujt3X4JdMAwDaIGIiYQ0wW+l0Tt2cLpMHNsUcDkNfTQjOGwsoSUjDkQrjLREykhUvXc+u7ii71OYI5zOiURldDoVQA4KRNCaPsI+jaPrnAGSVcfJEUpYi989r1e+ssLE11ZN6ij1Lbc4FWIdGIpUpRrnN0TqYocaeMtOu5NQpVQ1gqOzS+299krim7WlzyY3ldmTJZS0qTmhEk0tKBPbj6w5sP+UZWs5E6mmhslAymDYm+0af7fuFt5UKhl2czJLv8MJPU0J6dJ8K8lQZpXSX6loKQXiGg/r6sGfNgjuMmGUqWXG1fmilwxIygUO6UMk5nCHB1QA+IUB0Rl8uinGezfCTu0Bjfn8/NnLLPt7wq4Gr924HmwcQl8jOCaMIHqolE5jS5tZKw4OrYTDDYgHjImmcGhSTSmQw1RhxlBf/FRPym03TYX5lt6imAIHbjD12d073e9c+m1WZN3JQv0bN67l/bPPPoO5mGTEHPq3f/Zv4/i+RNAqHM+cZRIL+Co2ysQr86voMaYNUZ1a+JwAv0CBkJmQUvXyil0EmARKRS80JWw+0oUOtsFu4FQlFwFqllOpl5xuuZ3eZuGFkorzFm3jqK0kGxLQCaUjtuhY77aiNZSqWQXFrrdKnb0dd9MyrGYZxGmnjIpAVOqYYz5CBtYMkjmq86phZ38rlCaw7YyEKNMsyB0dFY2p5ZDa+fZfyckNGRhle0bNVtvXPloTE8CzvQDQDon9zSHAjYAYQXEyZnfHzFSLRIRaFPRVQMRUsJiJJincBabvvgzx1eF7JWBZSxiuf2+fvS5RKkycLUycfZzUARp5zjkDBR00MvI1vYBQi2mD8OHvNILnxYud7vLFq93qEkv9DH5A861eSMR0ki6MaZ4/wH2aJzHhbEdJg76dX/4mo8/ASJqM3qYG1ec4jZC4fu0yYeGPu/MXznYXL17ExHmBRt5GOJpZsNl9+9vf7h7DFNIZPiDicxoNcCmaUYZyAs5xqpdN5ntvkmFqGsKjcsHFdnF25vDQjEluhTAjNSXQM1ByfEhdjl0Yxc6qVkri2VXVsIeVBTzqQA4HIoCIDyFQ/ChX+quhU00e6pejMbMUHt6vij04wMnFFNmPpIWhANPcnKaF/kPZyqZTyIQeMuqs5hFNCWMyQON2lXSX2i2qIxqHOHPWKzsuYGo5EInqAGSGJ6o8TpzABwz5LQPPefoVhqY/miAm5skQrgdVyWuPD52Z5H7BNz3l5JYLV2gfGilSSRo6ONKDd5fLxZjPAI4P25CXZHVAfXlVD8rc32sphZOThXvMfk9PW490sC5CxkTRlk+dx4llDmKvJv22N3Zjjroe9sKZszjkz6AD/aDtyKUaK9o6S/8OkPwZY/6krW1qNMm+qmlVjX0+Thy20WYIfgMhhRjr2cEsnu0uXjrXffTBhzi0090PfvDX2SLwna9+LYEH98dchkF1ut3iBVsNTXWe/Ysu0qcHmfgKzRgwBXogq8nqyEKjwawzb/skkPEsIcN+2piCxLTPaUKIuzM12zodjhTEFdI0n0Ipmyl4CpeB5uaqmw5g5Fc6VYTJwCvpuT/px5w/gtFqFVSBO+NOA2XURWbrTg0XE9dPlIh7LWtvbwHbXOltiLJPaHPc6dk0avaIyS73mnH8jRFrNyqJ0OwFfqtWVXONazm1s5XycdBptVK9aa9sV4cplWFN3x1c22rHKJ8yYvvbRwUFJ4sZZLJaQnckLflseG5G7cVI61vsE0VRqMwOyG1h4KvONKuva4yQ2ML6QWqR/nSW7skQvBfYe+zXEIT5LBcpEY3r+Lgo21bSSISVIQZASs6v/ZcxtjdJC1kjjYNNr+b6gMc8DTqQWQkCHDLm0wAtod1UXVEzHWL1jd9lKmeCIwzyXYIdw/uxLwpMyzISox+5EGHmovOX3d/+4K+yEde/+3/+DblPL9LGT/BVvvnN3+x+7/d+jx0uHkF39twEfzvgZAHNNct8gxpK8DlOSVOQTgoRaOKSSduF1VGzZUoFY7ABJK84iXCKBHMLixCOJucmgUTf1Q7uMKD0mI19DXAYhbrf3o57nPL6cgMwPivpRFKuyn+tbuLvRHlWu2UiEGwTF2ehMkWdYt9lIKaciEFiDsgzwpXlZ4CFsz3Afi3ORroiaZMCwODpPzhzHMz2FcrMh3CEjKDJ5+uAugRz2e8N7LaxabMClMzgWaWa2iymjvXRC0NwaoQDwKJpF0no6KqB0Kw6wxUd6XPFLQM6GMe3q4K72lgSXFrlcAD7gctX7gtp+t/qOge9zDDPm4dzZM66iX5oM7oIjWyvWuaQYMLZ7vnGVjd3ytVkMsFB99V3vt795L1bSH3OwfizjPMpZklf0EadVlMa9gl1C1pntN3/UkFQQJeJFZ59m6vlX/i/dIUc4IkyCXQYxqTJaJI9zJzPur/8y38fvN28+UYm+377t/9ZgiQrp5i42lrr3vvR39An8r4oZ27OLUaGmHWblFH5UqEF45FwKvhUOHkgDASLZgO1y9WaBNp/UM1XNiWVggyeEtQBdzbOZYHhKjmaCyWC5rOxZwfRciMJHUiA1ZxGuVPTQyL5m9oiZoTRi5TtRA5lcv8s4F8Y6oMAJB1v7pszA5I1AkY5tEjn2V9lj11znSDT5h3MKW1xxilr3+lz+uT+6LP4Bwe9xDSyIzMk1RamrRVDAhhAUortDjBhlOyKEGhpAmrWNJPEfgFWBsidFHaJPr1gW5EDpOIALSpA9kFXNCcDMyTDdQ/GWHJuwjIpf2DUC2d9Bqnv4KY8kKyZGdpDoJoMK4HggCn5Pa9drKiMBJetuKdMMAc48jdSOL/LMBHR9q7uV0O25XqaMBtTG93aS+iIiaY/tE1k6/LlqzjArLkgwnVmdb67d/t9GIEENiTzNOZGmX+pLvSpMS3TUVqNuNefv+Bo1NUvRG5lvGTQC+fPJMlPze/7GnlBf/AHf8CeO3/VffMb3+q+//3vY/ufY0LQPCdwgpaanV1EKJbFkrY4tmI0WJMW4U9eCPs5FhLotfsSDOYFCdKmqg4YEI8sfu4PwRrlhiSYUcoH4PV7BkUOkMd6ZwgaK9g59CXKXIid3x+pqx84wev8gdJRu8etO3aIax0qVQUFP8n58EHAsghz6HtYXuWNa071g8tFtlttdLRAd1V3gtolPRA6DrCPiulc1a9vINHGE1D2pSWPeZ/SxEk9zZKYVrR/ACPukR5rbssHH/w077HM+N30CoHmBJaDqTRzgsj2Jh0A4H/jN//DhJJDM+oLYKQU/c25Nic3otbEhwgMGD1MUFqmhlaGgC787gTUPGVpF+9nNt51v2hMacxtO0R8Tp/BtBmsAC5yiFg59cGtD6HtHKHXq/QVe3+FNRSrRP+4bwuzaGVJf86xqIhU00hK77YRVYtORWZ87iitpPby2CFEvo/wmiWa5KRhhaKnMjG1zJpeHdkbN26EHv/Jv/hPu+uvv0FI8+vde+//qNtZnonkl26CWkw48amwk+aOQ7AhbXmF98UObS3pLVZpzyyhNuOy03t4ys7aHRHZiB3IbCOhRo+SmIKYm2ppVJ2LBIUgzAHMzEN4pEVmM0Pkis6Id6W+KrdpiJpUqgEviUQltodDqbUA+JX421vlGM4zozdwDkGTwk7QSflunvmHeRLYTF5zjYGTUAfb2K0M7vy8k3OE77K2YCEE1syxbcgutIw1Y4r0Jo/ET9pGD8RKRSjHTQmqhI0GIHZmeNJ+SS/PudxQ5tDx8rxrEHSSVcE6zkqoLGOcetldJ29/9fT5DIx554Y2M/A8trIJEcvSrraPaopIsCac2HbjAPvWzZiSe097mnN/4BwDDZDhTNmQEedNBYkCULBoqjGejO0OSWiGCmdmTnX37rI7XCyBAdL2DBuxPutesAbCPJ25ZfrKrfoN28TynbDMGgRwYN/Mkj1As0kHgapv/mWHdJF+87OnME3dDErwGk3D1HXzqOkz3e6qe5Ke6b73vb/u3nr7a91X3vwqTuBsd+P6693Hn5Ki/vIQpn2BH/AJmkJmNaW59tOPkKKf4sQAggPiONs3LrQyZxoBWlS5xHVGlokeJlvMk3DwtpUeSLgFwKUpYKzVsZhhIOMDMDhDcy3M6eid4UPsNiUpY0mZAhSbU23AtdqJI2/tC6gTxqFdh7aHz+aKHBBj36UTxn5niddrx9ouQ6HRHu7BorAk52NqiqQmGinXu1NxA7PgykZIkEGNsHSOGUoOQ38STQnZNFm0BC8nd1yU0SQclQGCmrDynnnCbKfxTIaHSC0dQhCyBPh9At8inZijfRsM0B5OvVrgAG1ZCXGaBXKebC6dyn9QOAmyycPf2mEMfQXmbiu99ojQmNZRTh10RkNNQftZtaXlc6RPvId5oImxeJ14AWpcfHHxdHfptWvE/ve7FywuMUf+Aol3mnJbpDgs4GMNh6aSdMk7SuTN9lLWEWNhZE/QpvyJtqZyTa4T/VnEIfXwPsRhsGI8Xqd/ceFU8ohWls+wh+YF6H+baNhid+P1m92PfvST7pNP73bf+c73cXIfgjuF1hxa4iog13Sf7ScKLb24r9qjEQje5QQlvNEdbWgBHU+7P5wdPc3GnUsvFjNRIHfaYX2BNTL4suLGkjBDknbs/arpfnxkCEHhuw95aJ+nETXIy1E9Omke44EuNRgrVuAB/AGgX5klhNXvXCZo5Io5UmSV4PM9ERE6SPtBpL77VGpaqCW8ZjhkphopIwCWOH/63GkyEp/k2pgj+A+aIx55IjltbupSrWGbvVYG09xb0DC1qXQ4YTP6OR8zCgmL+XSDVWLS5RAbzecyvU8a7frGeqTZkHi+Zkf5DQoCGBFCJJwJzTRePNr609Am/hR1Qjqt1gfEsWXWPYIMyUWnnnouFCkc1GcSoIs2Uk6A2COPMZJBXCZocGAWuk7x8gEohoThlm5LIba/QZhwtntMBOUpOxefP3M9cxJDU8Dpq/1UPSeUDeDqe6qjfb0ZUV9f+b/aRsZVCxqR0bUyy3OOjILpGcCPWbWNKXmPRLSvfvWbOf9//ut/Q0x/HYG70D168pKIkH0jt2uWnCiyCqan2eoEv9D5ksmjmL0oMDCspXQ0l3les4YrK4PPwqAvDREwy9h4+wDDc0pNjzPn2CKDRu4AJPclF7xu5jkPE5ljbYgqoKHUBh7vb5JAhtFh/rKjbDeluMxk2LQ6eXCgLQiQGQClc8uStPxT2IqaGcaor1y9kAGopYXa0NUnx8uaHzx6QGbii+7hw4fkCW0F1KvEh2XyJdIajFrtkJkYlQlYKq6/z96O59gb83LNxEKfUyyLXFaKOxNKG7KFHqv/ZYZzp88iQU0L2ETSYzqoqZiR3mZgpMssTKNzhw4LLO1nvhsa1C5xUDjKPq0vMq4TjS+ePI655ve9fhbWKNweJt06WnoBKbgMw1pPfAbriETWLyuzU+GiYDELco94/QG/e+2Gq6tYOvr4+RR0uh8N6ohpCRzAMJpQozC3Y0y7FZrRkE2SVdNf/T8awNwt4BPBKE4SeYH7Xjwnge7h8+79n/6ESanzMQ3/m//uv83TTr7313/Z/fPf+/3uT7/9J9DQLM1ibP0a11YMNbHBpfk7keaRTFK2aCf+iMY1r7eXsGojrsm8Cde5e0CIxkDOYxIonTJbh/iZSw6H1XFvlIRSmQ7Efif8iOjVVGnRA6+w0gwaCNxnwCiZs0r+vv5+kFteeVvqGGICVZM3bbN9sJ4F6tBnSJuTAqCarEzTKdRiWqVTrFyjU7bXNmxv7GRd7F0G9C5L6gS8Wkp1v/Ok1LfpBZpPSmiBL7O4Rvjew0qYunbtavfNd9/NzKJ9dy2xql/pq9OsLL314cc4Y9fyNI8t6jBZb2X1NM4XA4OZIiO1NaJFB814oIjqznwF9GlBGdMTGp3cE9MJOaNO2QFBoQApvVdSDhGDpipkHgITSmHlODrZKMULoPQJwWcK+BaaYhdmP8JkPP/a5Tiut394pzuzNN3defiSmdynaFGSx8g9UgKbnyUdTZuOGeV4SCA+tvFtGiuD8IUHPYThDPkKzWkjXEjuIebOY6T58vJ5fDvSlYnW/C9//Cfdb/7mt7rf+Z3f6779Z39GJuZDojmsZpNfaMPSylmc87OU8RIcusjHcptW8hrpWTjjObcF7MYNvrc1tLbV9aJy+v4uRAbEOkvEuAI0U3pdTTWHypnTljVeHInHoDBomkU6ZUeG4CIBGNB48sVVAXBA/+VHVBTX2tY4ytyWEKnEEiR0JkQWIVxb/r0dNeOPXB8dQOzsTOjQP00aJfwHH33YPWDb6XsPkGbOSuK7HNBX7eQNErpmqWOTqX7rNsJwFoDr2G/tbLKNxhPWf76k+UOm1q9lokWtsoLU396u0KeDsfLaCqYiEp86NwGW4VjbWHvE9P0yjEz7ZDz3pMl8Ay3V8Uzmpq3uAaYwCtA4DP1p6h3ShjoM5frJG2tcTSUWkEpUwc7p0M42GMxXykonBdEcM+ZH5G6ViXMUh3eI6//0wd3u2X3yY3pzysmsOaIpmhKWrSlqlTGR+egGrdHUfTv7xr3ybY86FEa7+BJqGcswHr+8dJbnhZVv8pwFMiurFxiTYfc//k9/jMDVlj+LNr8Rut+8ebN755134gDfv/ug+/GPf5p0l6SZw/BVbgg3asMgM4L8KSkjXcQ1nfGbDc/jJAF/IgUCi+tVw95zEOIa3UF1YCopv6eweWO7R0xlGod3/YYCvGXG+VLWW87niFMc2eYoHRSvVx5okjlvUPdLa6a3raOpVW91zGUDylV9s8KW3zmtmgf4G6yRNeT46We3SYK6H1NCcijpVd2LMKsgyTpZJJtgtA0PMSlerL/IgEoLr/HdePLtzz4h5n05wFdzKPWb1DMo0Ew7QaITriapZDU0Eu2UybZhJsE4i3nlILjIQibx8aE0oQdSL90dG6MydkyGgKn0C+Kr0WAp71qFVXyxtedrAaev1iaFXjQv10UL6FTzfZUcqeHMcnfvqe0hOkTF7mTwklnU50h8dp0PkFp+ltpqlpBse3p6CajCzc8CelFortAUmxyUxWsbjbwZvRt0V6/djFa+yQPzpK9YOsfSw7e/9nZMTX0mtzVxZdbHn9zBVP2Anf8E/DS/nw8YatdqtR0mVC9ErBchbpSl7MXWWGOxLQ67SUafAzqrLcYOtgm10VjvceCPsDckYDYJ9TdBTSWqb6MWGXSZR5hGajnWMlAsuhzNoX2VWVjE5CIZxr8wEBJKKUXNriBrO7GVM+XsnAYUQAAELUqTbUoAirsdfPzxJyxTu4/zupmU4SyLBMiGGzXjXLSsRJYp3FpFJj7Ysj4XkMwya4jjRXhQyXeAY+3iCGnXFptIh6h97pBRZLQC+nytY33JM5yYflfhOSNq5CI5O/RngU2YjEOfIy347NlztSMZ0ZLxMR4bzQzHQIc2OwoDfJkhWja0bkJHuo01Zu2rT+VI112krcv2mPnP+C2fmu8uEZsScJ9t0y5y9zWhNPnIcHeRdnwY+2V/5b8SbGqUYqC0NYLvxNG0vaf5XPMMbY2F4dgSDNLOAMqbb74dKZ4nm9AGabTMUtC7D+4ldfqx29Ow/nYOWz44oVjH8Y2v3Ox+kwXpvpuuMu1UsMwOU9lcr02OrrdUihC/+os0SZs5j+qLYOEvVyml0yfAApgyzY15YCqqDOEMpc6m6cQjYZ4KZQAZoQChzFcvVz1FpMnQ3SQTFBOWJLGkrOmtnsShclNRXPNEBDY2zcpj4ouIm0pqNuE3BpU+mTP+4sU6U+EPeKDYcxVAcoGU0vvOoMIo8Df9MLUAFUkUyVCpTrLMYa6Nk2vOwDozm21PGCTz99dZiyCYjZcnRAnojAI9f/I0qnZ7Z4Ny3IeUCTgk2i4CRWZ5SkcX5u6mDT6ftbZ7mcvDib/2ta+zK9kNJDdbkRt2Nr0iIWFoTmcFvBunDqnrSJtep5l2ZvE9ZWfOALvckLIJfbuYKqYb2G7inHwnpWL5XPdC7OEMmpg2TWx+ZptVY2S9rpKefvkG615ZyP34wlL3BMApad0YzBCtK7Dgm4yBzwrT5M3chWqS9h0apaK9rzpidSqgTGGnDBnJU87BmH35xs3rvF5j94R73YMHd8KIRtnUMgYMWkDjzZtfiVCRUZomXWGvpazeg9iOm4c+XiYdC3DgRQD9zMerrm3OsVKlXhbn57G6a/cdfxf8M2WURorYpgiQLzxoeH+BxHIqQpt7n5uNQDx5ut49foiaZqJLAglYQ3uvv3Glu/nGDQDJRI2LS9ByswySTugyM5VDBnv/QM3nCi61n/MMtSWglFIK699E8gN6k6CM3mwA1GePXdRRAyETLKKBNAWMaglmJ5Y8dLyjIRkCpZJhRGnkwp5nz2svm8yRMGAmWw2xfT/55AMJ2e2er+1Qzpw5R92uizD4ALD4oD8gCMWy9bvR1ja/zcC4lrU75OEJDriUzag3Dyin40DPqdEJBOzhz7x4cTcRrUukBX/9rRtEhp7iF+DM4ohfvnIxEjhmHnXWmGnqQjtNiVgAvGhXTCLaQC7eKw5x0GsEVQZ9rIgTmbmEktUun3zyEVsTPoxWVqBY71fevIkQOJ3vAl8GWD1LoCDOsfNQZQVIV0vP5gPW1APL8xJPppvUoa9o4M92ygJLtRfgU8E/6HgVQ/WE+aJyelU6M+0SMyTO9F4Av7XJTmXs/+laV3PQlbxPnj/sPvzww5yA2FAAACAASURBVORyP31cMftoDNWtOQF9WWW/O/PJqwe+EzYOtNrAp/GZIGdi396ej5WsHdEEqqHO7NawB6PgfHlkJlOTCGIL+Tyxm/fY2vyuw2rZNeOpel9Gop7pzp45351nd4EzOMXr66yNJVTsNTEl9VoIKLiQxV3MPCeT6xdkGaOmD9/nF/AX0Dg6i9LHemsfUScEaxY4e+3QrwHS/wBttA59ttZqfyMNxgW1F8g5cD4AkJ1iMtP1zeYjeURmUcbQSBnA3+E8lmAO+1tPSnm1xK+rjP5VekxoBBO7O97v//7vRyjYbvOFBLrS3Hev91rrDgurXUamAvc0LDIeaUeZJ/KWlM+74P+FAN8K/v8CX248OTvZiPKq93a9gt+03j0jDEhjXAryUqAGAzBg4mMww2JlAig7uxvdwwdP0QSPyinTHoLlBYdaYu+AkF9ml40YjSeT1L8SX0Jnlheg6YBmS0IDApgdlpGJs+xCVosoMhnFsCf9moErv6fKKQCaCy8zMGHFQEeRUI/A1oZ1UNVU+kynz/hkbyWiOTc6zexAseSQVSrINLatETeZlIu4t8wFmUkmVuMknZguC/KYFdp/PfNlowAl9CHXYQZOs3vCymL5O4fUv8aD1UwSG7rzhQxCuYa3jdgZf1dzwtmJ7phCYkRqHtM4kSlo5sttQEaHAsaBmzjse4DMy+t94JvLCz0MS5cPEazSj3G0KHliMHrmPiy2L8Pi/ewNTQCLr+AGGsksnv+FAN+CWgdssBW3Sic7+crPSF0Fx4ggI2WRs688oroiw2qizM5us95yG7NhB/C7HHGojdn7HfPTqMZkk+KsMvUuszhjKKF3ieQo9eMQQsQp84xiB9ckju8CMs67efSqeDdRArCqc+/atox+4FxLamqDZsYcEtfQXMpSwTgg9Da0EQS2UTsboAhg89DPnz9LHbVNovcJAn0c7WdDyaWVMPGQ+qA6W/4lpKujyy5nztS69boAdY2v98UEiX+ldMcJpR06/wli0NZF2rkcB1ETS9DwD59nAIPPI/VdcJhUE+7TxDHQUeVqNghOnGvmeOZgjoSWFSzJj+f5VjJuRmsS9OOxlZ4RCLxqBtcFOubnS+cuZlcddY00aUJWU0+TRzBLF4/22T57aNdPHhW+/QVJ/JOgbxVNnj9W+9/75YtBf+xWmMbcM/COk6UEcHmQ0ZGSPooCU37nkWT72MxrhOTyqE3johyRuNqrgl5pGSltZKBAb/sdDKWx5k/TAgEGRHcApK92v4fXN0lbA7EYMJcQKKkm5mUYzSEd5JcBZ21ga3lGiCpVgul4ZpWvXrkeSZ3Ye0REhjaMYm5OZorxc6b7iTnr8mWbn+B/XL1+I0BsLyHo7ChX9cyd+U7O2hfoZbatfg6/rxBBUbq7tFO1rImkRp3GHzii7dLNbFlXPzmD60Sm4UXNCx186xhLtJAo7Z88mpC0zUVPNFRPd8twAykZoMc1fSvJn4k/mYZxtz7vlymSOSwjWRPXRhPw2R6XwKzaf26JX4Nag26Rqah/td+O9fRzXxpHNoLUe8yf3vauW+q6RIP6wyuhMzlDSAZWDx1CBAXhHhIzkggg220Ty5Twbp9ifFxwS1Slgvk9qv+k0/bmicQtQKkhaqtvqyxpy7VxTGtW26hF5iJ6RlBcCTIdzkNMKbe4k7mc6XawNHE0j7Tn3SXOvWJ0dHXqZLL19ZeA37XGu9377/8kU/Ta+ldggEuugV3VlJvDjDMNoWbREz2hCTqT0l7QbxCaTW4VcfYssCcon1fbSc29lHDSZ12nrD9DqNq1AC7gSPKaTADDZRaa7zrTsog7IEyhHXBfu+n5QuQS5hf57ZnZnxoMWaT+Otv6LUOXGksDERXFGQ2d1ORVmjUagoHLZgH9cYodIDxcEjmJp6YdjB4tsBBJuW50qwkiMZecMTEYYTE+mkntcP3cwLdYKxMUVubR3icr/Qd9Pgb4yTsb6JVa9ZnxZb8aN0cyhGiWYcXOm+RzPe5LVnE5I+sAKsnc+dfozSp56PtulhrfnxfnZArlnWnYkSq8LMs++Vlzx7wmrwOnUfOJJvByUIz+KNGLJgwADJBDMwtAajJpe/tuLvyGYVHGx81jNY9M9tKJM0b/2Z1Ps9poeHXIOdInFgoM2XnCnBQcbBd6y6TuJleO3wGANwXarf5Ku+RZw/THrMeaDFQLmZQoSEjVgDHd/yiMAaA1d9wnaBFp6x70Mrbpzu6WMcB8qYXxaC1NOSW9DifXzTMncRZBMKB9JpqVlB4Lqs9jQObyMahldhqK1Y5XKBnhkt4RGtBfDIuulh4uzZXuSiDHZmTaKJFUEbw12174hwX6a/34cwM/HMbg2vlyfopDG1g+39njZ5okUCqkbf43khCeLNWdNAi/MpmTviEwMAOJnxO+Y3ZTKWks2TYIwERYaFM9o8mpetMb6sFsxrBlBO16TQYtH+9RK8R5Y/gFU9MKrS9eM49EzJ7xuV9pWU6t7RbwtZlUDWT2KGLEBGHb3kQ6eSjdNcX2AAyIy3elvolV2q06x2fI6XES59prxPJ9rCiXzjCarjBzYs65B7NHo91wvp1tJnCPFtzOYuzXb74NrcrmrknHKWZgN7orpF5oAoJjvd7QE3lLr11SiLSH5rNopUOYY0gfjQ6dOU3AIIDGF5BZebcvp5ZZjcX1se0lpJEyCvQpidKnnsuL6YH5KB0jJDiv4NBX8HdRbR35bJNcxB6/QUbUl9GUzU8FkICE04adAUXwb4FcGJOVj6Ul1Cll4hR26j5v/7mBX0X9HP8ruSPhfe+lY4prPRUfEsD36pwqeYdIwvZ2pZ7qSGlaKCEEmCkUM3C9nRe8TXIn4mI0BvV9iM0vkWQUndpmxhjdKeCXI9t2ZShCCrqaGW1Ri+wWJ7MxqA3UluUgO8EnqP0cZu6p73s9JK+f5Omv8fwM0ajkl1CuIHG3M0N52d+HPpkkV2kPq2iBBXJS2IPzBUlZjLaaQjB88OGHgJO5BaSmgHMnN9u2eOoMpgwTXMzUmsk5RGAMCHs6Cz0rkGE6Fk0GwM4XyOgr55y4cxE3jEIaRKSE65u16x0Ogcz40fuAsgCoQ+yPBn16f6qXytLCrdONfLmDmrtF/zxHE0pf9G7ZzcT5hdr4P0+jJ+8dSf7+5EgDQN0+BhGiyg7mZO2QQrC+rtmgI1XS2SS5qH1obcZmGKG39yy2wF1xeqWtDOcAeI/MECkOcLQ/m2Qy1yN4NWymNPOv50mBEbDy3lSypo2aJcCPn1Hhy0hCrm33FgPxm+dAjJEmekLVBfwshKGJt269n5Tc61f1FebyHAHLMYSqw+tmX7s4uWeZ1rcNj8gp8kksV157I1EVwazPA2vGDp+mbXBFTBd9Baeqp2GQOcwoV7AZIHDDVcWofWhT/k4SaR45JZTgQS8zffCyYqn6VqvIlMKVOGcZ1f8WbUm2rhzCqwRBP+A/81tphfHl1c5QkfZaZgmacWSxidDGAN77q5f4X9ph1SUkUpL0EsTvYCR54+6M66RJ2d6uaUXVx0n1pcTG7ldx0+MQQ6D3yKvv2sne74KL2j8nY9IfBeymNot8NcB9LBigtSectPN5KALM471K9YAHTozSRjo24HvegdCmjzrn8HezKcsUqAHdxIm5d+9OrjUj0bi+/X3Mwxqc2Vxgiae7Cl8glcAJuh/96Ec1UYakz4IWY+3Ubw07tM3yZZBlNopaPY29zoyTEt39SedwhPUVtNf1Rl31ZlukSR7wTBn2U42LrkqkpDoE80tf+qymcVeGdmi/xwzu6eqKLyW9wiVj8As6JkHfwD8aa9t9op5/4sAvMLRcbUNn5oxtIu03t0k/II4ZMwZpfUAs3SdoHJoyzTC778/+sBaQOHgZsN6+jL3NS1s5yXT9+WKGGstGtLEJVLap372/AcLBjyQxJh8zqICixsoOD4x4G960g7pkCu/JYGmScYsSUdPLlAOvS96Q5gmg3AH8Dx7ezfyAyyfVBvMkx5mGYmqDE2vufPzxx2QpfvwxWY1vZJjTZ8pUxUtDNlHCGR0kw3GFaJbJdocwiJNQPoGyniIPeKPZzNXX2adx4hgmUtJHBMXGKe2bRClOa4NXYhzXy928rN9rzXq1w5pwTZtahCaPPtLPdnz5hbEQGrqt/gRPnWSxf/LAj91MtEZHdguwb+LMbmztJzHM3Ra04Y2QuG9MQnLO5fHZCZA8uDqmjoDUVCkzRkGjOeJSvyZ1SrozuIJPyQhAPdy0ygEMoKVtz0CWqbnb7PrJawLsOJVVlnVYnuU2m99zvgxAjOPsxaDW1dqg7W7/Xr6sNIH9M8M4wZZ/lhQCd0jwYXj37t0jD/299DGajnaar+ME0hBTx41fz5y70J05tdhdZEUTOQq55sgQqLIbsBsOznYx1fNoqdrwi0bSUCNCuZZ3c4NkKFMyijPqLjGfo3+vwIvrNky5IFkOxiuz0LK86CQk+/v/gW9NUJ18/6Ji/skD31wTbXil/Bq7fG1h02+xf6Yhux2cMxe37yDtdpHuDDHjwzlUvg6dAzIFELLtiPIKOkdCAxpkdiRyA6Bj0ECtFvGIiaJJogrv35v5kilz45BO8FBmhtAy+Ktnwgps6nEiR/HGdUkfoD0OvFGb5M70hmdJUfmi6mraYwqbuMDllD65OZhlBG0yc+rWecvkZTyFyT/47H3ykB6x7V7tMqCzr2Or5MsTA/l8Gif5HEsknYfIprhpraYW9ntEpPQqqEivoBfAa9aESbgkPU30hv7BJLvS1n70R7OjGwDdQTsbAeCTZNINesTOh57S2eS4Lz++QNJrzvZMehLsfrc3OX8ilt/q+tUD3w7k8F0CtnfJLnCOAPoBsfrNAj6pCdr3m4DexdQ+n2mXePa+Ey1MyJTEpgwlNIBrE1G+u72fe+i4ENHoTZNAFVUqM6WZPQLRGd66jnuV1voL2u+CG4TovDp5og0tQw3tC9LV0Gs9rohQ70iC9uBQqvJ7dox2Kaf3Mz4VFdEs8jrNMoHuxli1ca0agNkKYvmVF2QZpwCNyyD3YPrbxPxd6slop4RdhEGt6iqzSibW1Mg6XpPcCIcaBZLmAiRUFyiU65HwJN9nklasENGJrbYrPtp1nlPIGLJ11tmFN84865DLpA/u3u3e+bW3utevX4uvJV1Pk2npIpn0v9ekx8e+YSJN+dIjK9No8qvA/2U3/tzAD3E0RzjCaRDOdwHk+dagL2xEhKH2pLRU9dc99WSVPof+pRs2rXWb7kpASFNptmlOOxNAUySZCUbdN3cHMB4+7G12XOBUqx0/dOG7m6Yqv0wtZhjdLWBkfnDeIVcLZKcI2mUCWdIBsuGUjrLJWTVDqhnFyGbFkwJdyejKNG8y/qzkTF4L0r2YDrudqMjA1WqZSfX3SiuOBJZ21GTIME4w5fHwAuLbLniv5w8LGjeIUoNI22ckkcnIuzwJ8urVSyTiPaUcH4EKoLlff4EuMglG9Ib27+4TrIR+SRmeJk5vG9MnnjCPOWXIVB9gl/BwmJNQJJfURB12TeqXvjCawPaBDaZFbOJ4vWRdsjF/M1g1gRbwTbZYufV3bPa6zfU7rEe4yI5oWZDDBN4qvkr2LYXx9Vl2GCPTuQ2Dum7AvUZbHo9j2HBFBzOmYULao5mYh0z0uKtf6W4v6b8Ifz838NOKE4eN/FmPmvmk80gv5Z1EdwbPdq9tHrHS/ilEldCkzPIbAjUTVYJcZ2/KCIFOqtmTWT6ofa4UUAWXba7aFsShWZiiMRoaQYRyrfvkj6WP0q9nZG152mJIPpmS+gwUk6QrmRbt049FmQmU1x67w60pqLZr0ccowVDfa+LLhDRBHObhUPLXuuZypj1Xzw8rASNTJHdIpiIjcn7JJYMsvOBBCBcvXsH0OUN73Xy1FsHc/MrbFfdXwpqmTF1uWjtlWoeCyU7I9IyZwFavGQ1Sxm8QLn78+GlJcuYKlOguNMq1Wjsg3BSQeWL8ly+f4kF5zDjTA2nvwyE+u40vhiZ4yZLNPBKJ3St8IEcLBLRNsexjC3PuDLdiAi2ivebQCEaB2nESV3mCDFr35CGdGwOc/K19/4UDf8SZ1PBF3DbZGAEWaR95q4QVaNWZLcDuUkElvXnwmjg6a0p8w2QCWCBrwrRJKs8bySi7XGD2ERgG10iFxBI8qsiY2A429LOtibr04LQt5eDGwh01ufWptsRmkMmXsc8yWZ2rKXbzX7Tnx2Cv/sUxNIuRetJm2j5tch12dq6FGAK/jXdjxuqPtjlSlf67nbkrqQ7JV7nAKqpVVkhdOH8ZreJD9A7I8rxK7hhAY99LGSsTbtBFezsOppuAIeF3OZ/ZT0wv+6EjbF323SWTP/zhj7K6yTW8PlVe4AZYvCyrNuPlfifLmCdwFZmzrk+fPc79pmcIel8X2esycyb02z7M064lMzgZF8PC7vag75JtQWDITcw166ijzJ/stM3R2sCn0dg0xmi/+W5fXnX8QoA/ObgFAoHws0l9G+bAGNtVEjooxum3koqwjXQ3alMTVKYUuGLIwfHxnonYYEcKfNNzY59HVjkwgsuYv+eRttr4yrNmBgWYSrqerAAqjMRRxGqRnFLH2sVGTLTvGwjH10bTliTsCW3cu9FAsDe6eK8vAa2j1+xTaeg51fbkNdZRv7Uyxu31/A4m3xYLcJZwWrOVH9twGLY8y4OzF5ZXS4shwV13KojMVK1DAaFJg3OrsIEJbKO0ivRllzuFzttv18JuzT8B64P6tOcdG1ev+fyxbZ9JgODag7aaQm5D4jj62TEp82icbKaTq7aeZxGRYsVjwUXrvOdRTR6oFNs7BnEfiIB2jZZeVs9m+DzWxoxRxZ38/xcCfAu1Io+fFfCtId7n1L7PnnIm0u3s1tZ3uzv3HwBuUhIgnmHLDbaz28EmlsA+T0sJZlbiHjFs4/GaIQ5gW3iejWcBqWHMzMgmy1BfoNrptRLZQQ6w8jeWHtqp+h7m3Wpj53kAADi7wWnoG+1QQ6hF7Dv/GqA9n/YJKE0CO0vfVGQmVgl2tZIvHWRBxVKXlKOZZDlmbKoZfOKKgMtW3Bza3QqK1A1wTSbz6eqnF8+yCRN79/BQhwUS27TBF9lnplZgYUrhV0g3n5NjPc7gVlhx7IeFDrZZyvFZ83KJiS6lb4QQY5HHufJdSW9Sndd7CPBtomle4658+lBGsZy3qKBCCSS1oP3JDDuM5qyyUScXlTRaRkNRrm2vjQ9Kw1hPw5mfg7XxkKUd7XyzIEYnT3z4hQF/stIvquxV5wscJpZVcpnxelWk+94Yv1e6bJEaHMInHIg6hlCx4yHiLvt3ahdIkAJwDV6AEbsdAApcHVoHHlOi/IryEYBaJF/d77uOrWVU+UZGkqyG5nFAzDov5u5BogPA0eoXAII+A5SIVYG07V8kqL2mzKgxs2iVNkmWtmOHeW0Wu+T6KtNym8axCrWhG7WabixQTFNYJSfHR5a6u9uKD89mvyAZz/aPJb7WuLnsY2Glzd5ykzQ99CWSMGe/aYd1JzJE/wS45osSX0Zo/fd3+yHjOb/Q1hrbJ1/2xQdlhD4cbkNP+lukvSzXDBPrbhNepQF7Bu3HOTfnOC7tm+AV+F8mhH9pwG8dGzfw1Z8cLNMF3PBTYt69c4dck4cB/B4rlV1Jlf0lAWfsw9jzMIACxKQ2HVOBGwlY4I8dL/i43pCgM7uROjq70ElGsCwB33YeU4IXo2jwMwQKRypROjWpFjInFDKuS6DU7zJCgd57ZB4lqoeD7zUCyPZmJRcvr6nvaqJasO7UgPXqYHp9GJFzxvz1w5Ow53sYxXArcXFybrZ5cuGF82xoxZrd5VPnums3bnQr7MJsKvGS+0nCskJNU1ANJm0Mf+rcZgmhaogjdfJeKdQVFZPx2/fsqURfNEOU+I6T+UAGF2zYKTNM3cNUWkAHJX8JEmnNeKCJfTyT/XLzMXtu6skGUSGZRT/C9QpiwdDtc5zqzFTHn9D36zVsWjtm2v7r6JxzNR6TYzd5zS8c+JOF/yyfdbC2iMPrwbsDglPuz9kQVBW75dO0GZBR4xn5fZhAR1fJISCIejFQ5Ug2qZKoQUwh49Vu8GqsXCNJE6Pi9zknCDlv+JGKKKcmmFS6Wd/Jby1pLVKnDyA0ad2iRlVvSfGaSUY7GNKkgZPXFJAr1GsZlimzer/X+nvmxPjNw9+byeR3rxkJFK6LRgC8RlZ8KMVlHd7VyuoUjC7BnM8jWREu0OjWrVvdrZ++F4f/3V/7avfNr38j+56Ws235RpCKsVpWa0KfvNrOBi6+b223fsOTNASTxXmSYnbbKXBNk3byLVvPwE320/b7u2aeSYXzC6e7f/fnf9796Z/+Sfr6h3/4hzz15LezkN9kO3dcsO6S+s6IT/pO5ce9Cmde7/GPBvyfVdK3xsr5Lmbw0LxxuzhVpxMhqnGl0R42esKXSBH7M2++tjkiWsbEiJ3Sd6A8tIkDEOLW7g9vvg4XB9RC2/dsjSHwHWQDcGXQ55m5MosANLyZNAiubbZ2bOq0qUBnfUaRHFUJnHK1Xf0dNsucQC+tswZAye/2ZBw6yYeChbaqGRaRaD7BW1BZlja+L5/t5FHSTv6VGSu06YIQd4p2wugUT/zbwtF9wZPTL10+nWjONgDXqdXgskzB9Md//L/GbFv6w/86wLdcfaCsfoqQkYZlbip5lbYlZIoxBbRltfaYh6NZppZzC0Z9JheoOMfy4umzAF5tkSkOuq72Gw7ZbpLxWjrlw+d2iBz9HWHTxwmXPmBC7t79Szx29FmvwduudWpeNWbRr4SKAivkOXaIQResfNnxK5f4EkDiGqoU6KrybVZIIQO1OCKhJXwkRexuO1XLAQXx7t5mBk5zyd8PQWWe1qGJosOAeq09/7na2D7MI+iNnoRJdYKzJK83mYSJaHXEbAXvgtRvvtdTvHs7nXKULIKgvTs4Aa4hw95xboPUpLvvlT/UYvgVqVDieajW3VUsbRKJHr2ka+G8aAfrFQsIB6+TAch2Z2b0Qr4nuY+6dMFlEiNfTjDtESwwPq8z6nOOWx1aB7olhSWXJZZ/EWcUWtqPmpEuTWV7I4mNGPEAwQhZxsAx1Sdz3EzZyC7XvKrfjIPSHlPPejc3XmalmRWbbPdHf/RHMMLfdt/6jW/xUAo2ryJ71HIaBhrwM3ZFmP5dEhVTeKLRqWnP0UX9h1858G2s9pjb6EksDzlf4DtxYw65BMqjegQtxN5Xwit5iFDsstlRktEixb2LFzQJk2iLI/n5kXdGlB+y56Rg502/VFs7d/k75csQDr4k9CFuxrvN9RGo3pS8FD/zKolufT2A+V1J791KfWdtBY0rtkBetb8fcPvplS4092XbjP3LMHMMtuZ/OdXFDEc9g40HXP50B2uX/lmSOzNsYGKxsJ7+GUHSfBT07rQ2R7w/e/HQdNukGbFFol82sfUqrtERF097PrwZsAm6MtXKPIxphS8mw00yry5pbT+CBmKWOMl5jJHpGHlYnGsLECaGXmcXoMdAc1Vhtc8uafcIZjySHJQ9w8ObP+XaYffWza8wIWcadkWARsDnukaDtEGKTwDeckrQpMgvPH7lwG8te9KruqZC3XFXuxzdmIHyVWrSyawCvpL/iIUY7J8HAbhWMAJ2Z1UFuOBxIV3i9f7OecErEIVKFnLEDCqw5z7+gnzuFE8uaDFCIJFHmkeGkAEYKE0PD4WdQHTK38UnsWsdEAZfDvN7e1yn12UzXjSCoPA6yxdYzSG2v4IjPNMPbBg72qJe09Qz7X442BDeu6c5iFRvxxymxw6BgGyMS1OU9tJXs6Ztx9fKKg2hIECLmhpCQEBTx/Z4z37fxrqu+qbTGtrpJ/Euo5/CHt/KvkCGp13ZJWWKiZ1ZX6J8JyG33b8fDfXDH/0t7arrzbk6faYe3GE6xltvfSV9VbM0X8dt1j0a+E+CfsQUE9c0eky+/8qBryR4gi1oWq12vXLQaEHN0pqFWUTRjo/KM0qTuLxRGkFt/FtJLVh1YJXcygHBDuaU7hHhqv5yULMOVMLwXz2nVsAL3n4gpRDlyRhAMnMLDv5Y5VKPEphIibkMzTIyvp8yIoAryuNHwWs9yf3B5PCabPCEpHfgZGjb5iJy1+ju96kXgswZUw+vbwzi4MbMMS9IBUT/I2WJ8Mgw7vwsyFZgqn2kZ+6jjGaauO+OqRJemyOMHmqlj2pe6z53zkcnOeuL+cbL3xIKpm/NlNMvcb3szCy2uKFPmHCfVAeF1vVrV2F4H5Rd8f5oVYhu+1s49LPPblOHT68xbF0ztRv7tXv0aBc6x10BxX0ZtLyrfatf1QlPjYWC4uzLjl858A2PPWGXMx0vbftkJWJy6Jw4AE5elcQ3f1zClY2u9Ba8xrdFliSISRFEK/0hAqZDSW1OYzYJFi+ZMVwo8ZTwZHGhJ8r+721iQastHw3BYLnPpoPnd51b2xMQKIEBvu+Wp8nW7PpMSPV5OCWVMIesEylpE9UkZn+aVm1/W/zbcgSo5TeTwgH0vOW0VyQxoFxgxwcluuA1VGmCl2bjy5fPu0tXbyQ3Zwa7BzGRcp0D8bDsBnyZzthPM2vcyY0as+LLflunbfX+mIJ8lyGirbhuAc2wyLlapVUM5aOOfvd3f5dntE0TtLgfR16wK9xIL8KEdO9SmJTd4RRkMq9l2ibLV9v4eY5z0qLRvMaN7va0CL/29JkEfkSYY6JkeMXxKwe+nTKao+cvYV684FmxAMiF5QJfyTRSc3QyHRazEArXqe90hSrtY0DmIBgNCSD0IVTD2qdMknGvPwW43G0mY9mRmjIVs0+2H0dSDfhoFGmeeyWkUy1KbqNKmUTDGXexRlveKKEDUrVQbK0aGYVdymNFUwaE8mUY+9a2Kfe7IcgAjNsizfVVuL7WscJo/YDH5FD6UaZPWWT+P222XwoR195eYz/MPH29Y3G50Szau8eqNfuwBhKRTQAAIABJREFUwPpata0MYwvTtl7iOw7W6TNkIyxYEO4em2k3XbINnpd5E8XS1IK5pKfBFNsvY7529TXqOuiePmLzV8q07s1psmmhp48VPeJhI06C5fkA+nfps3n6ai6evUts/+xZnFvj/70wsA11qO2oU43eHxn79nn06dUffuXAN531ARu5unGQIH+BRHD/xahPp/eVUCFsxcShftJfD7nWSRjtWwdQfNlvB9XwWh55T58FrtJbG1vt4gDX3AD3cN8KMXDt4jAXW5fosEYlM4wxPxjAJjUMI2qmuOWfkQofqpG0WJkL3DXQZ6cH1q4eKMGcLOI+pb+apA6jNcrU0jxKTp9V1eYALKdJ+zz1xcHuBzxahvrSRlBmIMAnreRJM7RfkGg7P2N78nX2tl8krGlK/bRazGJkeNruTm7ZvkNa8oN7TShKWhKZdbpRrHvzNKDbrpHvIm0FKuFUTUf7KeNYtoxjG3bIu3/++AEO693Q5+LFixM+zG7WVGzjcC8SijWnX6muefOSkOz6FnM5PuYV4WUbZWgZV+1WzO8YwYC0z08xL31nrL3HXTZkpApKcI2fx3xBf3/Jh412hy+jJ20wBVlNfR92H3zyabfHNWvsi2Pnko3njGxaiXOHVB/QO32kJJxBHPNunFgKiO0s14oLbd6yyiWOEklbumY/E6pX/XF/VCiMtbJyJmCbZ7JnxY2SesJEA/SzrfoMttsBt327O+YKEa1QkkI9IyoBvI4ejTCicsgzaod8N3060pr72l76JtnR/ZzXT3BBhhVn/oDvi3l2U2kN77OHYay+cYLLe3Vk9XvMOXPBh8MvA63BCKR8kbPDs6rWWKDDM4rPLPkc3QK/pl/6RM7R1Cyly7xQZph0BSJE2ttoEE0NjSJJ4roBrUejT0bWPOeemmvsQzrQBEQQQGZSkNnoli1PnvJI03vMvlvGw7s8VI+2unPcS7U5bd/dNweosjm32Z59bRcAL6ywroDnAbtnJ8y0xPN0fSiJHLNgWJVah2o/hVePBRfOzKONnDU+YKyPGH/9HE3cBdqkX6RQy9iLFd7bg8p/6cCfVD/yWAa8H0QHdpMtsPOgBFSbatdBEMWqOveGdDA5EelW0qoArwQRFEpe1XikYqSoOKpJoYTZHObYtVwNEbwuIUOlNr/lnbKUrLkGJrQoFb8gUbCysCvEtqwFpKCLHMpncMs9NUyZLz4wAn+bCIhStSIdLsgYMk8QiRWHGcneA3tkFlUPizZ9++1D+jRx+N2oVd5tmPXAYNrTmgovnhMVOXupe4Mt/C6ev8D24i5QuZ6lma7Hvcga3X/1X/7L7il7iObBcJZBnzDkIim3YSRDjmZd+pzZrc09JDdlXDlLGezfAyM5k6o54ga9hnadZNvuhYmbevkAh9u3b2e2dcgS0SuXrrC817QKVowh2X2mWq1jloWx39GEU+Rk+YgmtytXT2seCWC9liyfpJVJ6oOGDqV000DTrNqG6Z29Vgg5yrPslO3zC6YRXm4QrCngwzP2YdQ8oZE/hdM/CvAF6GiwaFwzHbTr15ipTVoBDZUffCVBTJMDe9et7bzXTuXgsxLLlxd7vfH2yuVRFikdIZ5SWunA9cbzdZb9U3qXY6ZR5OqjctwCQq9InN0MEss20kJM3bo4/P9IW5drS91aDyTsgZzwHkzlrmQHmC4+ESUzyrTHATWeo9k2268yg7XCWI02ahJj2Mbz1WIOdKPVcMQE9pFDlc6byy9tyyaJfKeSjTnFfpt3mL29nqeA7xIpWeMJj5989GHAePniBfagv9bdJ4qWECv1KxFnifMr0dWw09hGO4D2k4/vQkPAwmNL77KEULq9+dZXKP929957P44jX8+/rbx708azdSEq7d133s1s9L/6L/5l9+EHH2QDXMXJE5zuA3duQCut8uDmr735Zvfo/r3uJw9vs6OEEqf8LGfRzWTdgBnZ3pPxdQsUNpF1Ntq9f2BXJyuPSMnwOeE7hHUr1RnGggZzmH3zPCBa0Mdk5g5K5k+qwbBFxV/u/5OSy8+CT2mjHaiNqjrSFnNso96bkxl7XJtbh6+ZH4KigCioA1R/w/5TNrjeVQLz6GpAINQoV8YQtgBaaaOzWo8IrQfZmZ8i88gcAR2v+KVOAgkwQJi9MWWi8Bb/8TnfqZuKAzhDkaoGZ0lNfqswoE40bOt574tmGR+ysA5yohmt/9ZRXcyF0ix9PXYnXwQsMXkn+g4xEbLfJ5776VW2/Wa3tPt37pI6MMTEWMfZ3+2e4U/dhhEuXboQgH7n//2L7upr15l0WoIZeKQO+fs+OOPe3UeEMi8g6V9jZZUpzjjdaA2ehBW6ZD6FOPwMe+n/zXf+PY9DfQ49dULVaAOeQPjV7toVEuTidzjhuMtjhB5gt2+Sbn4v2aJXrrNaDLPov/rP/7Puvb/9QffgvR+ghUhU40mSMsYQjeR4HWkJxHMDtky47Q142McsjjLluoLMbQ7dQlGAuwzUdddqP58n5/Oy8kxht1GB7KZwaLItwZC/EuA7fg60kxR7PmiB1gjQeO6oLnNJYq4oXQGh2iA7Amtfai6Ebwsd5oq4LtYO6aTJPP6UdGRtfojjffK8YDfuPMe7GNSWl1hOJkWyyhjRLVBNjPIy1785kgE71wbAvlOmUZe6vySwrUIvBwQyxSKM5uOOjATFfHFKlUMw29a4y9bfvyIkLJ93J5OyzoCrFAjZIDb32cmUEm3j1txKMWPcQxzLs+y5eZmFKI8fPe22eOzlM9bGGtcX7GrZ95kpldbzAPC73/1u0hZ+67d+iyeHv9utkSC4zVrZx4zD2osn3V99j9lgaPjowUPq3u8+/OnfdQ/ZyOpRQpQ7OK+fMF7MAMM8+gbXrl3vvvG1GzwBHalMexbniOPPAf4h6ym2XsAEPD6VSce154Pu6UOe9bX8RjfFuX2euyUW3K/frRHztBeeqTsAyHM8eHwBATc7zRNmBvh9zBmorY8YyyyjNGWacdzx2cDM1PPUcqiBYw7DmgR5uIbwwW9wLYFCzH3H/tGAX6aB0rMGzQEwMUmJroPo7wLR9OFMNkFszYzYdRp2vARzaQZtem13F4n0k1kCQvAE+ABFKe6fGFUa8Juq2pnEOHfcr60a+x6wyxiCvRZylwOp8yyjaHolxJqIT/kTqT9tj7jnXwyZOKhWql8wyJJCXHTMIYEWk4ZKqk9qIm91HgH7k52MtVPL7kaqqqK53hyZANxu9cyR997c2mEUTT3w6d6Vvz7dnedpiZcunu92AL0PuzuFIymQ7j99HIdT6b+C2ePuB7c++ai7jzT+v779v3f/+v/430JXJf3rr9+Mf+U4editJRjlydPbmE23WGj+mDyb593u5hPoy/YvmwMYcKs7d8ZVYM/zLLIltiV8/0ff7T7+6KPu4f0PouHd+MulkU+e3O7ufPyjbv3uV7rHaIHV08vdhSunE54cmNOP+fvgp7e6X3/rG90KXhxs1c3y0I8p6GRKbiJQWbQPoH00KhGg3eDBwAXJcmjvNdZ1XDp7HqcbLYKNf+o865HxxXla1D8O8NugRVJyOLiGvHSEEuIDQEp5oxMCUEkbCc17ogj8nnz6mCHa4WXaRKonDKkKM5KjrV+D5NM9nLgRPDKLNr+PDFLymkaQTVVxtKYpz1ZNxVTSc+KLTeIeger1hkfjR0TylkkkM6gZnLTK4nI9rRRkqjBMYARENU/7XGyhQyzQvR/2xgGWEgDe/fX5zuPowrSaZMZyeEODKQCoXwkWe9z6SkjIcNLTlGRTEOzrOtuhn+cxoV995x0k7tnuo+GHtG0fp5Lt0AGcZsM6qd5OSq2wH88KIc1Hd7mGKNoM4H3BeNje1y4td69dXoB5rmSO5SFPf3dL87mZFcboCQ16gT9xAEOxt8/CDWxv+1qmmH7Ek6cfJTNT5+GnP/yLbnN9I9pGhl9i3/tp6pilszrqH91CE5COfv4KD7ab5yF+mGNTnH+BmXZ0/2l3fcfgBXn5EMxHPC2zR+iM+fpgwp2dp/YXurVtTNPz0OHMSreNGTYHLRaQ/hvc/z6+yjrP+l2j7zPMSwwEP4JgavuAjKRf4tEkvBLKwdujAX5+gJT59re/DfdvjKavncUzysJlOUazoNqUOIltNY+D40vpm+384PLMKColAYNhrCWS24yomKbs70ZyFulw4u8wjNLRx0oOCcEJ6mJKIKidb35/L6EDz166qit6hZXrS0uV2y1jJhUCoFq2ElJAe7TYcz4TGmyZiWaSaZdr/sSZ7ZmNgiPxXXSjc+znxLn5XtGh8ZC5pfYaT8ZQumrqLBEO/Y/+g9/tfv3XfwNGmuGBEq8pPdJ/afYUQBoFso3zy4Pu2Utt7+dI5IfdJ59+yqqpl3GCDStrK6vJpFfMQgTFDu0xj15tsE/O1BATxmS2bT6bm284NavW8AG0zLeJyTvvYR7POotKVLHOKvuucNrbwoElkjS3usgzydgKkXUFFxdPdVdZKH95brXbuMtzuNyZGR9ile1Jrr39VnfptWt5jOvgiCzWnaXu//6L73V3MZUGF7kezbaMxH/nwrXuPOJ9Aem+QZ8+uveg++Tpg26XqNTKpfO/fImvZIp92kt7B9990XVqlTzPsfN3NjcYJPPynbIuxpDw3hIgQsiashbsSmKdKMwJrt8k3JaoSw9EIzlK3GQsIjEVwz71RMALTh9GtoTjlzkF1WKcV8qkXK8fMCDah/oQ2TvHEizKs30fiolL4u63rc1lMO4SJKqdlEfZmleVkltm3tRMObqqaMGevWt6Tm8xZstxfeyA+YDQjXba76RzKFmhR8wdI0jQp+ZEsNlNZyY+b077tdde6771zd+qXQzwp9QKjsN5NpeV9gqkXcJ9K4B5frDavcCGn1MAYLc/e/g82xQqpWVKJ5Ws3/05HYeoIw4DAa6VVkWaH6ST72/P2cr8FDTeJJ6/COg1rYzQVb6S/XUMnYhkrcU+D88jhr+BANynrEssQLpARObcxn53mlnes84BId13mYR7uX6ve/fMr7HG+B5h5YXu9NSpbpftZ5ZhqNNk6S7APOd4Uso8AmAFLbNwhFBbH3artP1tnn27zJrrg9NoBUTbL93Gb/asJGmhOT+X1K6NkiIhAap2bl2vpCtToh5facTCwdfZ6/M2dGhjAjlBoYPqFLYlV3RHO96ogmZRHnwm0AUOODKr8UApDkCT3Ka2YNDTPt+V7A5iJHGdnzWsN8G82i1+V5J5jSA2yuMW/k17+G5EqSygcmplzEEkO79hCgihA20gW15v0RwCyPsPCU8IOmdED6kr5hHtTMq14MmMN3axk0/URHVIW5+/+4h9bT4FgM5Mu3XHAvyjwKiFK04EGTrtjjA1SG14+Qw7GLMgc4fw5i7mhxtgyUzG0iXNqg+A5oPM3EytGfZDWkBD1LJO2zTsPvrg1v/H25v1yJmdeX4nMyIzIzNyZybJZHKvRaxNy2iXZnrQ060ZGe0Zwxe2Lwz7wn1nwDDgT1CfoAEbvrYND2xgegCP0TZgwBhMt1rLqGWtVaVSLWRVcSczydz31b/f/7wvSanlGwM9LysqMiLe5ZznPPt2Ig26wF5/OosZ4hXxh1XRUHOUHLsoG4cddlGnucDIPh0gxrk325ueLFGEQlBrhDp359IdR5Wb7Zfrr14rkxfGmeNgefeHPy0bn62VuaOzZXdlt8wtzJRLbJE6ggdHXJjWPYtN0KcibQ937hHq2JXOubILY/iIOMPfOeK/iOwubvu5VVd8t/g4HK1BwGBBcxiOb3V4kToGYqM7xzDOPUF8OLUiVcTSPdk+JxIAYIe4OFdkEkFEbpVqdzavUdF6bxEnCAtw9dv4n8EtFzr3FGEbRHeIg/ruX/gsYuaIlV0P75d7arzwu+d7ZNcQ3kX8zKuZn94b9W6/Nwp85F5XjCFjx2o+lEHwe7omeEfG5dB8STAa/BuoE0vsCL5qPSzBph6eG5F/ik2iMxfiDBao6/UAcuXqpSlckNeqCqm841ljqC6eW9VKR6dqWT1MdQ7KWmDDvQ5RMfZAUrNlnz5aL2t7S6n1PUB1iX3i0IxkK1iVxtDDIenPRyMUruPmHKC+egTVZwyPS39wvMwgGfexWXpzo2WZ7YrOLV4ur/3Bl8ro1EQ5Q7xijVykH390t5wQ3B0eGCViPFommUvXghnUwkKHPSPGdnE4Zi7y+C3gQveVcryx/O8A8Zm0E5VTe4SL8U/jVoD62d/UZYP8jW4tUuca1ZUgYxhzkN7vW8lgTrvIrzohAuilqYgrQoo8XMPz0+aC3zWUj+TOnCdnaJgsd6gIqQMpgagGOX+LcBuWXNteZDp5VozvIK/L62hEEu9cA2bPznPuPLMSSjVYHYE5Qxq0iQvw8p7icHJgEM+xe0gviKeHAUpTCd9zlVLN6KkGXZ6oBNRRAMdVNTGb1Iiq3Rfm586WufnZJKiZZuAaHIKs+6MYvHxnVqZxAO0UDc4enhLhoueo7gNQx3Ds2hl3YK69IXzkINcYfXGG0KnV/8dGpsrToyfl6cYabU8sEmdkSB0DdI67K1PhZcsTx+Ca9ymYH1Y4EMEd1ZFFNHaHHedXttfKV7/7B2XhyzfKww3uefeT8rnrr5apywtl5CxbGkHY3SN8Psz77v07mW8XGE4AD20bCVe39iHuzA03TANWW6srf/eIH68MCxmOxkKKSCKtSO93TlyXWcS1qQS4zDxHxE+tZnThCnD1y2ya1pyvTE7XXzk6COUkw6I5glz8M/fc731p9IrPQWq9MpyuuiGMPDJOX/VD/VIs4Lr4fnhGfuJCxyiBiIQpTJewPEUK9dzMl98Mw0sckTMcIQ7fGUt9UsaUCHMdekV87u/TzMcP19WYBEY7IHTKAB2+40Jaqoq0AbmkeuAdy4bQIP7oFHo/C6/KovFpVzS7lUmAPIigFdFN4Ko02ABR5ZLC4/AEfZ5neK6B1tYBkMay+FkGu3qCOmUcVSeGLOrPEeM5wG5gNOzfNVNWGWt2cBR6GuY25ZJYj1wHDHZVPnJsfN44EqlPzv+j42XW+LCcubhQFhdeLje+/EZZOdwo/9e//sty6cbL5Roeqw2I894KBjJG6j2S8RAapaxiiAMfGcM49syUcAPiE7RX3MDAPkHVGcGmVNWSIfydqzoimapC9kmSk8nx1Hv528VwIWTpLeLL4SUMc0Ykih277jKhRG75Pl24GqLREPU7Oblh93B83Ij67LM9D/eVmCpXrty0JcA2+luRFCTTxhCZRdJmfM8/+12ljiCw8wDZguQQn7km2S4UZHYucknYDa8aqMv5EonIzCtHsF1VBvnXqDr5Ho7UqlvZeZzFCqNgQW0Y69wrr60EKjPVVasqF5eqsQZeBva2cRrMTE0nv8aNo82v1xtj+766dxe7kpvlyprseZ0qHS5FCW2M7yJxNdAH+wmeVdhJBECW8XT5eZj56NXZY106Gq1w/C327tVf7xwrjJgXa9VlHM5NN6/Gf/KsUMNMmFNGroOQ+9xrAaSfeOPl0p3olQ9WH5fffPh++YjuEGcvXCzv/vTXBKNGyjLIvAKBHOsePaFmAECQvYDkU92FNK08g/AePbxftrBhABIpFENljt0lTSj8d4L48rsAwPWW5gGoL7+bnTsTz4Y9VeTk7gvr37ssmt4H8SQqEJwtXJy/vc7FkZOpOLno7ctdB83VaBFfFUpuGukJEchnvV98/rzbuq6VCDJ3jyB/QwTt57bFniqNR33nbyiu8rEqYRqmHe4tMVYiaK9RMrRSocIizxIb6skhm3zXvAdTRAuROkwEBGLuGueWVDpv96nyGmFUK9FkHrXwQ5dku5Nin6atw7bqIJsxBepc023WwoKfEfz6IqAMZwDVwJ0Ube1oirUqZZ4PBLtsMuGoujIgMi5HyT96/Og+PvZxtiSaYOy2f6Gl+RgG9GGn7iYP8oXkIaQwMgBxyBcdXI/WRGjMbu3g2bs0X6ZvvFqeYtD+P59+WAZB3o2HS+WlxetlYWSuvP/Jp+UJTPARRDY1e65cZj+APjr+CZJDXBnRIUHMYe/JChHbTQrZ70T100MnDDuLSBc8Vv8/EV9x7TRq8Mf5CIjfdxh0Arx5qA+XY+6iS7ogIqVhdSN6KTGEW/i94tuFHDd0LdLHfy13FGByIu8TXh3RZWqDeTKppY0qwdi4RlQcCSfECOZ+FpOI/B4CSYT3Hr6nLfkLuv2Lc3EsLfcX4cOl4ZAeLQElqsvN1LejLvGhSjuQhvt6jxziONc7en/XD1+hV43bjp4opWNDnKZHWyTe2kDexzlU5lGzDL3zoT5105S9NWK9JnsBYzoXJJcpVVX8aJ6KucwKHAwg27Ifoku7Y0l/kgAP9zdL0/1nu/zWoQuzxOU8s/OMBqoPVEqxphdIettbXym/eefnpT8zWl5+7SXWArckPvULi+fpk3SrLC0jBZQAqr0yCuatYa2kPsLlqCI5AkHOj88lN793Zgz74El59ORuWSWX/z/57j8tby2+VN7/+Xvl4tkL5eWz58rf3PmE8c6XyR5S7BSpaDwHw1o+cXhgqp3MjvUHyVdXUf0gNoN2tl2PdtEuSPTe33OIZOarAzoGWPXSIxCwmzxoUkL9Vu6IKGt1VDmgKCU/dr3lifpywa+kIoig6llrtJiz/8oePtw9fcaMQUPO8jhVGqBTuUOj3qSqSeNIQOmPZxHdC8oF7aBLD4EwCVyphmRhHbOIXccYU1YXpojoXCQqnqlfWeKJ8tDgp+K8cuMqreI+dL0bOIngHhKlY9Iz1KY0ew/FeHYVFCjh2vVar/dK7yZsUvgSahDxlUSMOBLAb0UQ58D3jNmEPIkgneVYA2Hsc/Z1+cGRZRRuWH1E8fbxsfW7NJsi4/GELZKMSpszhBOcxEg3tjbYJgEg9UzlmLMvfW0Jojfn+IC7g6SDMBy1ZTm4LdG1Zcx5OXRe/LZPf817n31a7t3+qPxH3/5nEJZjXCsvfe6tcubcXPnNJ++TLgCc+d7C/1yLb/1gh9nx3IMxpc9+OUt8YRR4zcDp79z6FZHfBzRaelSm4C/d3dXyq5/9pDy6SzklbUyOHzEHYgRbI3huxvgbAu0CrxEkT/KwJE48Qoe8dum56nzcO+0Ue8UmZV2CiBjAvx/hs1IAXKR2AaQSgd8uYJBNdYOX94iP3TP9G5h421AfuroLrVqimDP19XRwLIjmNeH0jCrtvKVaJiDSi1CKdVOWY53zPJFN3VoXpXk8o6T99sgQNPgVtyXEINKr+4fzcSgBwrEdhXo4h2Nr1Z3sjh2Uh6hCJvVo4fJMJ2++b4NYfozv36tiw1SuHr3YBzB2/U1Wf1lAI/x8pvcTbi3UE/BqjrhVBRZz9ZWkNHV6FjLNsYCJHpTo/KoLcOwOOrvSymCcHhPvYfBpHPXBeStxzRlKjhIPDbfjvrpujG2M4JXRHkkqOB4kA1GnWLWqZIP24+QaJSY4xblVQiqZWVHgfEpAbK589OsdvEVT3AWkYn6Ll2aBB7lY62w7enmuTO1bIKPac4gRy7ggqq0VUiQwhJ+crpSFy4vly69/uSzde1Te++nPyOH5EO/OSZlEGH75Ky+XL2Pg3r61Um599rjc/PQuDot+1LH9U/KBZpBE4FgHo1zGZ1XZCETJjr4YuDBGJKhq3DEMZpQA1xR9RU9jcP+to8GYdjGC+Bpw+swZvKIcZHLB6y55FdnDyfjNRc0dAK7cTKPRdiBpPScnZ4E24DpuVKxO33po0hvHhYYAas8cvSQgD4BXh5WSexgnInd60bDglsYp1ETA2nnMz1wQfdgxRKHO4hm08ruqSjtCMSxYxuEc4LD8nv2rRBjm/OI5z0miucSrfIZnMcjAhi/aHB+NzhAS75UxVLtC116S8pyr+nVUM+mkEqAXJBU7LwklOBq/9zNizLhV+Q6Ijq4nGt2zQMR7cZ21hgd6TrbZmKF3QA9KYY+ujTHYgcmMjrCejV3ATbgXn9HjR0CoDh6RbK6RMZLxaEqHz1dNhTF1casOYIxmF3girdtkVp5gVX7+a18gT2anbKJbd8coidwjM5RssAECcKOTEBJrpWTqjZ7ic58os/NDZQbEPz88wzyB9ilZoEP0/1wg3eDa15EkK9Em/t4XvgbBjZdHG7fKQ7i8LWVGx+u6HYPsJ0RusazR7Zk2W5/KgCxjPXQXRzxWi3iXNiDUUZjtBdy540i51ZW13+b4z/TQLAWHyCIXAtD+Fg4MB9H4dBGOecAeoqTVO4cJIpjn4c4bnlu3ZDcKSDEBiDrENVZaPaH42MzM5KGgw4r0LrwRQUQDqQvVANJwlbOI9G7b4wZiyb9hoeXwIsUhRpNM26BVHTLjMtWASyuX5y4gpvw3nF8EV3I4vhCxyPocOT0v9xH581t9qRLkjhJSYOI1Itnz60X6F2EoIScXR6YRhK+dHuq11chXCjpYmbAE7FjyO8Qr4kt/MhBzlSwqPzLXB66t29Htc+T4cvEdU3BJLbDBVBeDvU+3ZA33I0r7yP5SXqLLczsIO7aNDIrnJQDHY2RlNqNCsUDvtsgftymMY2hENVI4o56oMvHBLM0dJIO+/qekMC9cu1zmzr1c3nnvR0RhVwmO4aq0t47pD6SkjE3S5Iog1C6lhEe2dgTEwwPj5XTkNI1hn6w8Zd/eh1GBL1+9UF66zL69M8YHTsvK0l75IVLg3/z4F2UV43dq5hw++R7I3y+zJOhN43E6IG1lf3O9bvoHMxjG/yqDEy5XFi9gRIO3qMRT2DAnJKxtAWSg4oI2wG6A7qdWrani2cUOXySvZoeEJlxE1nTy9x4psQJS1+QY+RDTM2wcTJGxXXPTE1PgxSPAroVw+g0MWbtnKQXkqnI9kcuoq4UDVu2o5shN0u0Y4oofGo7RcvsgreP23iCO3D65OMEavT8gtoQKIFWn0htTpAIgFflF4edI5tjiLZKSniF1AwylBvdNVFny8Zz1BHMCAAAgAElEQVRGUuR5vNpUCj/n/qEdv6/6eCUyx+d8RfLK7SWUSArmYrDK30NwwjpzYYHM54dbew+/y3rwi7JNklHy7ZDR6DE+zHY/IjvLukXGoraAujPpjNZVgcjOj3tp4MNc4lnjMcn5B5zOcEAHgLuj0PFMNevY6CrnaXBb9GKH6R1bvsBchsbokAZjOr9wDR85efC4ps8OUWqImqMObgrKKRx9qOemEcCuh92DNDrkoW75g/BHnYLQoEg3l1BHl9J/c+vj8tabN5D+g2UJteSDzx7B8ffL7PlXyvziyzCEDinG4xjWZ8v81AyJhttlizTpTar53J8LoVImNhkvpZPiqRtYG50+QOffR9M4BG9/v3HLJOuaypVqkbiAFeByUzm+bSGsaRzGIBGAicRuSBqqKLWj2IjpshCFUb5Pbt7Mrtt29V0mT3obCrWbrlxdTicnUWe38ah6KYY51xGBQ4oIDyWIErem5fKchhNmE+J8LyLzbEO1/BfVRlTlOu8flyFH1e2jEAXJctPgb/299cD8LsfP760EFDGlOxGVr1tEjs4fSQRZBpFrP/lIBuYpgrWH59iWI+dBXN5eG6fGBCTUyJeMUd3aUkbD+/rKU7uLXm9E2v6X3suEP19qeabwj5LsdXbuHMsN8+Fc2wLKpceQHKYXpF5XQx+VYBBpqudN4paZmIIwSMpABzXFwo4j9hfWJTrSmywrq2t0xViCeOiaQADJ6q6puSnUC7IzSYXuQ1xrGw8hSCQ3HprJM1OoQ0SH12osxur4IxB3nxSFIxDbuM7RcR/PHjW9qlOoMstLDwg8XeC3Hvo5+DBytvTPsK/vwqsEtl6KK/Ro4KAs0ZYkHZeZh1Vbg/QYGkES9GEUQ2SNHoHo6vtdyxLVFQHOkPr/OAyiXeD23cV1wVqO0yKKCCrDUAc3t1ujMZODU7cczSCqhlibjhDeiPh9+OBJ+clPflzeeeediGdFm6qPz9Qn7XtciiKDnJtlsIvBEOWDEyZG8ezqDhUxRFjG50uikVXpEWk4ddKTIw3EZ/6OQV4RvcHwfFYWtvGmllP77rMqT6/I540S7Io3SGNPTstv/l/VprlGoZb7ckj8cc7wl/NziHLNF4kq5zG0FN8091elSI+eensIAvvI6qpGNYsrVmLiWtBFFpNkOonc8kMDXJYATiNxX7nxRnn1+isp4j5AJTFqO4yub6H1LiV+Eo1wPzncotMDsRSNTgizbsTsnF1nuDhEE3fmiRHaASqnBsryI1ysp+QDoV6trj1Ctz7GFw/SIpW3NvQMtd44GBiTPwBR93bMpIWAmavT3SeB7Bg75AQONzyEKQqcDlBb9yCyw4MzZW1rCml1AZcmWaOjL5Ovf4FkuPMwqlnWnr3RyNBcf3S39GCkQ3q5ILwjVWbwbRbvzTx5/GOoRiNIu0PUrBSbo00cqhYB0xi3z5A+i9Eiff07wNHbop4JUtulqw02KW7X1rcDULlNii/gFCkO0U0H59bVZ6e0u2TEyfntH2NwCsGcvZIOIaR4YVjs+ON5WQ2vwabungxK/oUb6VIMYvO3XI83OUbcfeJ3joroDQ5GYjmHtANsiMOz8h3Xqqa0qsWLc2/v9uI1v/2dCCqmyuWr7u/1qgQO1aPl/EpEYZixcq6H+mdaIUoVEij30pVZO7jlq+pmBdmDeBj24ehmPfPYI5ox9dCjn+wQqEFnkAl0ga0pCD2kpFJ1jTz0GYy7NcL7ji3RXzi4xqlIAruhaOW1cvnSS+XChZeBORFaZYTeG58BNWvDDeHLP9gZpmpqnaJxcGCzi+TeLp/e/hQ/eSkzZ7Dz5vC07NGTc400gfF51uQgKnGH9OHJM4tlgWSz8d5e2UT92HGPYhsMuLUTbldoJURG/ielmtNIkim2ER0u66sHaBaoz9NXcMtirDIOA2uHO8vgBnq++UX3HuCmreq0Lm5dwvuq4Lt0xECi1G0/9aRxPVDawaZUXdfyaRC/qjQaT+7FanVUOo+JdADJBUq7N7wC5nHLEexI1op0jVT99YpR/x4H+OdpcWGmoFJEP3MCT6oDLhNEcYrep9HGgxKU0U6o2ZU1EOTOJRprx5yjWPa3LCDfGzDyPhJDh3vrRtP/L9K1hOzY2oBVJYj6W4vMUVEAWiuxJJ64IzkyDriQbjBTjweAic9mtXivf7dR5CC8KgvvFYFhFqEJF9Y5I9malIfEA/jeV4xMEVypIq57vTZApad6jiqNxME4k3oNNxCBbV3Yx5GwdbiZPjT7iHONUZ+3qaGXxRkst3Y/DqNSCvuwDupAF8S3YZPE8f6v36UY6KR88xt/XP7Jv/cfpmxvfYO+9gShLGC3NcjsNIFEOOjGqjaesZNFvpsvowfr5fylGQzUTvrnHO4jdbanyt7aLgXrwPLoPL1ySBUYvog786Ss8P1gF8mBTr/nDihw3nFbjgDbM0ipqGtILFXIfZjjEfezdcj2OsGnsfm4Wo1F9DoQIqnGU6hzp9qEGNhpFkxcwXjTKC7fZLXybIvS4/sDzXYxttUQ3LEFl271xyfjEOCHI7GwbbNWjVSRV8DJ7XeaMjILHlxQM/r0hUtRtaq+cjPP28DCV0XQyLUUTm+OnM4JutQivc/X06KO7nt0fq6ROzqgI20HiKkGh5Qiejv0fXtuTgnnV62pCOU3olGUFBCucljPbF2NQWCvlcs23qBnn1+QCjnphSOIyef2en8KN3dMImdzhPAaj1EVCvV5/vzitTIdvSq681LXG+n03HNUWQTP5NY+V5WHE0IAoSPWaZL88zXSPOT6emXclCGRXZiVAafowxCDiWu6Ao/ZJV5uvxdGdUJt7H3Whc4Lc1dSRzs5MUNbkTt4YOq+tNYhzJDT7vpuYzDDR+Nd6nTHcWRMU9R+Fi6+VO7f2S7nyfw8g/68t7eG0Yl9l2S4HgS2V+4RfNo7QCsQkUH4oyMICMQ9gzrj3EcwzLXPdpEGFq3s7pBlCS6OQChMCVWpNgI7GUKbQJpMkm2K4VDOXeT6Xbw1zMe28SqAYxD8MNHaXTYFH4SRVwbGGgDrIZkGYDSIxcFfPDx6c7gZvdYRcXL9pyB1u51LGzaPPs41FkGEawLYY91m6iZBQC3/rRjAZk36oFmSpOTo+u1HqZIxz34X3Swpt1jdSSsWERlHZYMuu4jJ81VkGZcAYnrPkE3RpXFr4MZniOj+UzWKMct4cpdGD8oGcz7Dk1vikPAcI/9UmlSj/L+HSOqMosfnmvaq/Jmjpii39/RzowLxm6Ct5Om9qiR5RnRe63MYkwueZllwrYyNh6qayYMcuk/2a+m1Emsdqd+doTeNa2Cyl5wyqchIKdUYx+Y+V/3+SJmmmHuUNOMu6Qz7eD6AIno/lR7AdnvrOJ6ZtOs+ZPM4ShN1HzuXFKPgKdpakwH5qvOTEY5xz53tYzIxF3ihISiNDjbjcj47R3RYXZ5I63B3k8CVdQEUnxC1PT6259AQQTZKP/HmhNly7oH6PYRphNqiGDvj7aDK6dbYZ0tTG8i63kdH3I+5bYOn3Sl0ePKYT7E/0KQZs0lq4CId5HbJI3LDv0EM333SGU54Vo/njCFVYA61o5jLItLLcfRM6IEwb0ajSCOrGkV12x0nbY5zxKcHg0kyGNQkVakm+DkuS9UTFtX02tqxAJ2eZyaSCWUbpKocXiCLcnJ8JsB9lAJyq9gKPOMYT0Q4WQxCfwckAFlZVRGKd84NlmQe1ectsghcszXFpqqTVyRyHEGmZ69KqHValcO3f/uMcP2GCOp7vbbV3Vsiq4BpETbc5dnx4vX1flWndrweIUTGmfPyVZVawkBYa5PUb1kX1AbjGzMTeEWatA9LK8+Sz2Jq8Dk2fW5ttDTSIhGt3TjCnRF3MXwHBmwNUuD+D9KxYZJN43QhG+4f5fwtVImHj5ZQXUgzIfFriH2rDIbt73IOCDpMva95Mut0WjveX6HccQDp8bDcIc9mFH3/8TI694E5Mhq3SG/ahOzidTlcPy0X+ud5vn0QVUfom4MqbUuX/b0Vcuxhks3WoWmXDh5u457cxzg/IoVi/3CNlGValkCw+kZtIS/89YAVxibbOoyKSnNa8NF7T0IwXWqNwQWRRIIT2C23qwusGFdlscjYGyZ0rm+Xl5zCIIqSQgng+uiWiwgmlK0PWZHYQ/RFJ4cbGUofWkNnb/OyZeThhJXT1YWuzw6S8a9FSD0w7R6wpi146OJUnNfoZ6spiyx6OeAOSJM0a82dUEvksXDHSjQVe9rtLf8WMjeai6ifWlhgE+IC+PH3e0iMwKIlCL9SP/de7XcpmPfZjY7vWNo51Vs49zqX58TzXIIE6QPcBuEzBkflffnH/EYpzNY02aCdiLA0Ffmla9drk9bGRqhb+RgXqIatfXa2Od9KswO2U9rC6Dwl0DXM9p07IPopqkC8UKQxbFLr2huDW+5jT2wQKe3ulSsvXaaaa4x8nEnsgoFy8eKNeIh+/at/S2Iamz3Alecu0cVh+eNyhy5px6fj5dz5i9h9Ewyf523RWGrYNcAwpu725ITvISY06DI+gft1bB282cBbhK3FHMYoPP/g15+Uz2494BwK4TFQ3dx7CClknfAI0saXatzxAHCAmPu4YG1Rucear4KD9uW0NeI+DhQySzEI43IT9asrUctYUWnXYnNA5CqKUbm4SJsMPReAw79HyI6L+oMx7PpGYeB3uan++cphMWDYinKNTL6jNcQWer8aY/XaiNTiVvXUBDl4nrqvCykBamekCIUF21Xi8HuMFjiWiGBqRNtu2wBNNlNTTUMiiGiZGe/VkgGrm/FX5KtzkQO080ruCuc8Iwj+FkaOs/2+Re4XEV8s/n3f/zZhBXT13iCeKo/i+Blnb4msnvXsfhJAork5hJHxEiuc6GmjGoJB20WNbH360W1dL1QMg3nOUtiZYjyK+uJWqkQJuD/VVvZ+RScPhyXRKbBSdSVaSz5iuf7KXDn46HGZtGILSf7aG18s0+jn/YnR8pR6XbIFkrc/e36y3H5wiGo7igG9UT6+8/OyvLnGM/DVH94v9D4o5xb6pTf4GJUIvNt6ikaAHYm79AhGOj4xRmeIOYhJBqXLE68hrm/d2+/+ikzPpZvlzORF8JKVhNj1CBr76GGL2D5GI9+iFz33FsbYghASQQCAIxi1g8xbD1nX4Eg99KOHsSFqO9lvdGKScDDZk6o0B0x2e9vqFTw6sDU5SOuhEMDDAEwXZAQI9/C7LA/IkoHzu/e0b/sGG34pduMJQqzXoy5o5ZbAW87MwljQoF2wtUekGP3VNhY7uMIkKhHMwgM9O0Fuo5w8Nxsm4P5KoTTDSIvwpAsYH6jeGtHNQ5MiNGCTV9WgpjKqGpwNN5aoOTFj4uSWkOu4W9XoOfHke1eFo83ff/Y89bjmEI56e0RmpUoIS8LhvSXCCh/v3RBi8xglcHKZ8F7oHZMr6t4bQu0ZRof1uaqrdmN+srsce8wopj0w1fOvX78O4p7hWbqNjans0GiJ3PfNFTwt0yAUXBW4d9nFYQJdvnRgWIW0guE19Pf5MjGDNO9TKLRLFDXpEcCS9TxmTk9WNsoXrl4vn/7y0/LpvU9oGUircgJODwhMDYw8KfMXrhI3ILKLNBkl+ts5woNzQGSVMdi7p9+nA904Kk/ZYJXQwcy+5P3a9Q71vFAouDfZP4chP5E0ikgoty9CzR2EWZuTf0Rx7S5R3wMock+mjc3UkzGjBhnD6P7V9/5tuHa7C4aIotHhzhUi5whIa5XUAgn/r0y/Ft/z0NAv2TyMTbtoJZemTAwxfMsFzBI1B1R0iChWDx8iv+KZy5KzHZz7Mw1qsHhtxLeHV1fkUA0y7weLAJGGikQfFagyIfc21cF0BTmaPWf0YCgRDjHWJABVNN2e/i0hjOkuYyz+7Vj0GiQ/yKeK1P7R0GG8NEiaqB/65hldi/gt8r8oEap9xB38j4lUrq97tYWGevwzyNTfRXTGJvRM980IWgO3gYFq0PNDrsK4FKsSOh+jdTlXiNxeMxq5tvvrMb9dXIQ36ZHvWk6Qlagb8d3ffBQCuEtxx1k6GX/zq99iTbHFWDuZoNJeG6pL4EdmMdYfREUhSWz5PZgIhivBqs9/4UZt8836Zv0Zh01mGUIM4TVTAzD/fvbTX7KUECAEJSPoksowPgrMQfgtXKwdPDQDGLM9VCz3Nx/umMxIOSOIPzEBY+O8I/T8PdQwp/nmW4sw4oHyyQcbFLxMl7mzl8op7tmVVTIBlmhH6S6OUOD0GHUFdG5YvfcYiQJRmf2L5mL7FPdMU0Pv/qv/7f8MgvRpNDoJh+8QLfUGIpZh8adP7WZ8VC5duEiw41WCC3Pl1VffSmDCRLMYqklYwlrGr6wxFK6fQdMGHEJxcQfpfvUIY0ckH4XqdljgPoA14trqtnJxF1QdXXxJzg6ULCHYVs4UKv2645zj+GzLrfE7QqMoEUwiMyDWRo93UIMqApJmwd92FNYz4JhVB0yRmOjbj14dW5xqjenK2Q3fK62UgjGgg9WV86cLKYf1BYnUJgxcOXYlXJG8cmnnZ0S2zq1eb7mhv6cm2YdzvfP3LsYNOuS0ZA3iaDBG67OULjoaEORGsnyiuSnDRLchaGtkU8zNWHfXyJIkErpNWN9A0RbSYXiSvB1qZNcP12kdeK/cvvcQZPoCkniWbml158E9rFw5KRZiAo3zr5J7c0x6ycESejv9dsYWgcUsyHsGSTXKnOyDBPLb09J1MTDG2NXF9zbZ9AF3ps6NURD+7MLZMsGar93DU0Oqy8gUAauutbKmUGB49sEd3dcgev8sPXPQ3YcgQN0vh3htxvDgnD3fLz/8Pg1m9/pIKIvI2ZOXRDix2RLLDVzd7v3bAS+E+wx4egbYaKi74dwg9oN1AN3V1VUQ3xIBkHbM4IY5G4fsLr5KhK72XDeo9enHd8pf/pvvl9mZqfLq5+hmNTddpjCi3HFQFcLdRtQjrQIydH6IkTSsr5VJpVkng7BJqS0njN6aNkTUWj2EaVVdOjjPSIBUuKuIrWsrC9yoGZUlSyyIKyYplxMzRTw5ZjxQnKt3olZzVTtE1cx9XjXq5KoCRTftDH5wub4pzyK5UsAjdwPJzaeJPGtUsqCryA/yRS0BwB5WI1Q9nknJAr1eBsDsRFttFj/F/ckz2s4Keyx0isVVxyDE2DrcV9dmiLt1GTOnqFicm7ErRRHdSgCjkyaWOU7jL/4+Tc7KCYhPXliyU6MaWsTC/U9AzH3u7x5UGrCWHGq/KUmdvlK9h55vN+OJiRGitJ9QFkjWJbR+4ewVuPIMTzK+w5Q4T4MyRM+39jA6gFltrpEnQ6R1Eu57ekKVFTbMEarTBkx1K5oBLsaZXnnjFdQtSxXDuNwi1GAkXJ9+QKc0md072ADeSAXqLqwOO3tuAik0gMfoZvnsMzxNfGdHvHE0il0k27rpCRjt8/TznwUmlkX2vLeOHohtD4lyagbr7h4VLIgae7Wsri7ThWsHTv44+fI7+E7PUeo1ZLQNDm7UUtfWT3/6k3KNHutvvflaEH8Iz42Hey+JrObh6B0QWdXPzUCMu5NBmt4QBFPV4CUyuNCtDz+NiRT7vEx7rlKgBoiifmgMinBMxtc23X2HsPxHkASsJcgiUhoQ0f8M14AT7AIEE7SUBN7DxU2aBC9jFYprt8bRJjDsrWpk+oRcnmHns6sexJP1Ourmvc0RigrCYTVX631ybkqJusu2IkWDUUnh+GtcIkUssR9qoUp83dhRRshb+Hlfn+21Ir5wE4723zeAFaKDycSeAD66oM3XeUjQSE+bz98DqQa7eFBAdFspqiIekzxmZ4WrVy/DLWFSfLfNs3d3n2IL2Tp8HsI/oEcPNgLjGR+doUPbNaZhSSgAML5itiWEYrVZQMJ3h3C0p8trEAitCN2pRBWDVIn46VF7VKV0Ve+bLYuxa62wXMJMXHe7VO3Wneoa9MdJgYaYjSDvQgRzxIPefPPl8h5VXse73J9OyhNDSG0e7hwHIJwRMjkHedY4niCS5GHKDJMU6CE332Z90qVuBWQf3mE7lm24EIPUgHQzLtUbudMnn2BF4ws25VWRKEKtUjLo4LODHUhnhUu3696oDA4OtolRYRKSnsTpGbwBfO8GBiK/yJrFY9F6cIotAJpEMxBdTu9CpfsZurliU1XGa+R+LeK3SK9/WqNZ/7b3FrHdfSSGroExCa0hsmxtA4vSMyRi+bJB6QQF2N63Taw7BKnMjXGeIprcRrepXMLvVdUyB1/cv3J5AAvk44WKDi7Cc6jCcGh7SMgeA2ZFgp/20PR7qdCxmOnqGAwcqoOn5R6/Oe9WNfP5bUQ43ST4fHx4poy6SRvtuD3/0qVL6XQ8rpuF0bqvmI85VDKpeHNYe6wH5JCmVM4lKhZrsoFungJ/x3y8Ru/8K6zxLRCRvpQg9iy58N3hqaQSHIKgQ0l6Yy60/FPi62nzmSbKbZLF6Xf27VEqWi7aEb816NnkQZiOwVDlVq5bZWZ6DHE9gl+HRwvcp8LI+M8OUsRimT4++NffeKU8uE1J42avjBzSs5+cnAPwVoY2iY1B+wAKzs1a5Zk8j9sAKzeZxsuD/9+gGRx/E0se5Z8sBx9UUxFYM0U8VK2bUK6whZ73eIlBM5lz5+fjI55B7VH1OYaaRxG9eoHc9+khtZIyhMrRA+sA2MPv5KyqF4foaPmel8Zl1BlXCWDkb97j2TGSpwTw1SyUv5tgZkaf3iF3C8z95TLc371YE5xC/wwhAJVIFrhaH0TxxcMQvzZGNXhWx+czgtDaFUokCClFNfzsPbhhRXzvxYsTc4QoOZJpKeI7p9gqiFnGLyOpzWJFqhoTiS3Cy1x0+0aGuCV43t03zD4wJmeJ4CKZ4/G31hZSVfNvDUprYO2N8+bnv1AuX7laNpfuhvCqWmXqB8Y/zMdU8D25LsgiF57FSJTw3NT5AY1VGRmuSHrvkFA2PLpTHizfZt6qs2w2MToHBaEmdFhnnguKRMrKZKT0Iz1icFWbU226rpEK4JDv4hKpBFwtlKiLhcPTLlzmKjGbOuIch5jfGvaJDHh0HGkC5x6hwmuHsQ6RJn1EzOEK5Yznzo6XbZja+jLxBXpvdtn1USfLMOr6GT5TFpa1c70cQ/KtULmHsfNcj64cMJE9PCcuUnLCWbggFjg4DCI5iIvnFunA+1ZVAeCEcif7odvaW6NCUWi3BHuk2C6iazadygJzdsFOGWQHKFnvqSheAzmVGA5W/dBXOjLIHRs9PwBSejuuhjCO5NrGFuLOZNR4KtxYeII0QZPU5HDbcE/Pd1FGrEkDAU4MdMF5EiUGgeXmitv04OF3OWC+F+n9rjLrPNtNHkS4EGkznjq2ivUhUsai5uo85OgZL58TwRbBQW6jnRKACB8JJRKLODzX1A0NbuMbSikrk/yczEyJTKLjcN7eW6Pa3xznGHr0GtmawwRsruFGNOXg4e2Ps35uNrcPjLaAicG+SBdVKXV7EEpOLyLYbtySQyOiOir62AgHh3QXxqgFS7lWjxFp0jhoRtiYLdy4aihqSIxJMIM34E+2/2RcqjCeZ0qGzCV8A1WoMi8j+8JITUPJyjkIKee+TfMB1ZuxCVTmSG5tLX4HL/YIoo2PTpERipG+ulkOYMw9VLch9HwDmWO0Cr+ycJEg1cOyc/sR2cIQP/PTgZDyVAjBvRG622Tp2YumA/fIIodxVjGu/mlm3+TEVPnKV75S/vRP/5TdqhfTM/1f/K//C8hAth7cNj55gicSiFs0nkEa9EFuWzu7yHKiqA0uMBMbI4I7AnG0CJisQ6YlV1VdkFjUr0XC+Lf5QhAdqz+Law2iBRM0FjlbwB9Q3LBlNQ6V/zakMvffw7FMMAfzQ6q+7lz5wZwWA0cAwv7yjueZdGCRKiHkFvnel0cWqf6Zv0VEO0+0h8ZskJuXNk7tGkHGIeMxa1Lju3Z3sGgeDol+XqUgXL5BfEP0Pl9VS2nYEl59tsYs14L4PR3oOQhKYWvNUpWkarELBz9gfdSZt1FFt4zSwgRaiaGXSXvGz9oFRtqX6Eq2vrpEUtlh+dJX5ghA3eX5qzAXnRZ4Y57QEhxjVn+C+OKaeK307vUaoCfq8gc8CylxhI/9mNcpuftd1tCUE1VCpfEpiHgMszmCMIdMLyZOo0dOe/JoV/WnSr4wMOYjMz0xH0xCxi49Pd0pv/7wA54zXZbW6yaBqQLEy+SOMHp1bCuY7hmozDrF9Q7V9BeY5ezsTLi3gSGBqqEnh5Zz7sHFR0Bab+hOdt/73vfKVyGARZBfEbXP7wu0kHDQ+vDt1KX4XcI11mH7mbn5cyC4FVSIaNiDXhV9DzHOGt1bRJRD1BZ1UnXlm631GC4hx+OXZFrynzWUHfuygHx6PZ6Qb75DUbQG3zQ7YPSnZslFx06hF7zPOUXdWUd3PljVqKpdCKbYYMBOBPsbLCzIf0JRhFzYfW1bHV/Ei7SSwzZE8dvIXyWjyKNb0kOx7Wc9W95P16PjlLMOYRTKuVLGKMHykkDC6Yma6tHyWr+LRGORW+SXzvy7ZRatBLQySo6ug8INIPpsYWpAR8/NKS9biJi1uG88w83VlLEyuEgwXdiTkQyffHa7vPvur0H8RzT5IvW39/eB6RPGgcMClXTgZIbSvj2S3Ux73qK7gdJGR0R1MpzQctAN3ZApjAcXqp4a/PamLshx5bapgpK5KSGA+QiuRqOrIwTd9PVrnA7RhMqCdzmLWuMoc1pH59cOlAkPdSlpBceuv7SIL/9jSiyrvSHzFJeeEMN4f2WrzCK1ZgnMAcUQ6KGcSinEK14wkVvAt33OcXICOLd87GPBX85iuhAaPT/60Y+iK509e7a89dZb5cMPf5MFknDMv087QLiyItynpIMCA1a8b5Cp6Y571yCaJyRDbYCsK0RxvV6erW5roYquzXwWQKZTMPtIAKUCQKrxJpKOuPc6C7CNbqwqMdIHAioAACAASURBVEnt5ZVr1ylGPkPe9yqLQ6ANgJok10OMOzbrfZfZfU8XqHqpLs++XAKu29YcOF8RVgN7eoJ8b8YvIaiCRAWS00pMTFG4SKZRgZwx42vVnOccWt925YxK1sQZUCnEAN3IdZGr+N9Xz+d34yHea4c0cOGTjRqMOCJVJAafHzWHseygtoxPz/FckEg9n3P1yJk89oTsxIf37/JOLAYk6LHqcv9lmNI0qsHkeQ1I9pNF771HQYfce2FhkS2C8ApNEaehUk6EHhubwUO0Rd/7u+DKcpmBYAbG0KH9D+R1vYzbsAUDQKC79QCVVMerxA2AF37EE3RtJdcQerdagqoP7IWN3NASwEc3qLOV4Se3l0hzZu1JOtthfbvEJ3bQSEydOaZSS8dAPEgEobRDzkwTd9ozFsRAUJtOJRwCYgN4Fg9JizkkeU7r1S4Tbhiha2Ib7j9IjlBXpK2cRDGlnjZSbnzu1fKd73ynfPVrX0ateVj+/M//nL4mN+Fiu+X73/9eJMDrn7uBMXSPQRiooqoKNefefS1rKZi8cPTOcCcscZ9x7ty58sZrr+MHxsuD/qYOp8tzEIJq1YWoE6JEOGJFsqTshtNX5PJ7I68nfYDHovVADI1FVSefO8xvfZ6tepUGqFx3dAyBbKn+ABg45OLiJRZ4oexRnLz19D7IVY14kTuVWjzKPJ8WmbOwjqfhKqoYbjYm4ongztNOb+HsjF3u4neRVNxPO2bfbmgssDq9UkSEr2WCcFIIUiLq8ny1B+GlF2rmzDyEUDfJW91dCTMaA2YSZm2v6A7lLC733kGlGCYYNwCC92ECp8BmHeJf36LgfOFKmcVGG4TBqevvYAeMIXnG0ePtb79JmoLq4oXz5/FyjeDGnIBYkVYUuRyiUx8lHeJ8Weesjz78dbkIU1hB/Rkix/fihUtR9bbJxzkkr2Z1836ZmAWt+7NJcx6hokqklyEIj+rGrT7/LjYGWcvAjBwbgN3BQzjgGpCtaS9P64StF9ZuiHoUtRKmgTeqj1q3wM6K24/RNrhmXymm0cFYLGbpYJcII8x4PD9shQpeTKKGI9gznhSiyJHlgMNwFfdQ+spXvl6+/e1/ALLOh3t8/vNvlrnpyeyfevv2Z+Vf/st/Uf7wD/4QwIFscK0tcrIVQyKZutgxCytin6Brj5Mu6wIvAqDkf/P3DFx5ABGsMWbU74joYzwVHEEiPTRM1JC5lCAKGqhwrC6QCNfVd68apmqgdGgQRqQI0qB2rVDpL8LrHzYzT8CfPXe2XL18heAb5W0g2CFzNsQkV/B5Nqf1Zhq8aTkN0uqyU9WSAEzokwY1yLyfh1w/qofGNteLxFVHxT2MrdG6LeXcBngkSDv4amh++ulnzP+5Dq/0tVPFFvDbpJ50ccFa0/EYsMLExfeccfe+wtOS/a+A6RAILKEYoRb5b5BE9vrrr7PKBn/w9fPdmt0RoLwRKqZQx+NIGKWA/PjkYXnttddgZq/jkRkgNx+Vi72uDPNP47XboVZ2hzWxxfj6lkYojGt/g9YfD8r3/vov4hiwQW1NTWZTh852mZkfZX6sFzZB9gEAVLKu1FQ06pF2xhbP6IFDQ3jZrrzyEp3UzsLdYaDMy9U2KOeFiVGEKXE/kB9zjZYmSKIZJOopmgbfjyMJbRh1ZXq+PHnnVrl36xaNZXdKB7EyhdQowzS68h7gGNmZ1ZvTIcNykF0k1Lfkzj04yy0ufP/99xIZu3jpAtu032HBC6mmD8tf/B//qnz9619lv6UvsrjoaPhTTcHV3WmQYhAxNkFet92O3YxALtsnGufRp4BcRN1FtIvoAiJqQzSkqoOqPUSnZ3FFOpGb09SkQETAAdKpdrHiFBvY62cX37FuOgCAWtMnTnDh7Hz5dOt2kFjXoEGdy1culkX2UhJpN7FnLHKWS6tKiFC2NJSLq5OmOESEhvsgQNVQq78atxrD5BztDFMIXNHKcbJXF/M6simTahq/R1UDLkq/XYjJaPkGNavO0b1lR+k56TMNAErUfudhcO3evftljsa6MxCqY7EbWaRPQ3i2xBukQdPFK1dp6vTtMn3mbLkLc5qcPkMfy1fFGF1BcFBUM7AvRArHxk8YBNLgHqbW9pvf/HJsnmPUhe2dD1GzbieA+HSbNtzd+YzHgJk5Md//0Xtw6pXycOV2CkxMeZHhyALILWZLHrot41YkasMzqrqa7X/AXW1HZHTl3sDU4hjrAw5gBiPAaMuuCUhTHQL2adpGGua2XBt7C3XHgpgOBefwzvJEe4YbH6FGTlFwM8j9BglGqstvy4AA/g5zNO4yfeRuKqhcSBF0fG4Ap1PsHLL9zgN2vP7ss8+iw8uhdCXpVz3Y3YhetU1mpYGBNfZA/cUvflYm8bVO0JpNn77uLDn9Dla26skQLsaJ8VmkwHgig3ZEO010Dq7BJOVYLqDI82zjs4C4ikWRWx1bt6jRP4/o/CBZ4kT8plcjmYrEEXbgHnuMT9++eUajIPxbdN51sSVIVaER5vrozl0WdxMDeLlMuHGBiK/fnJeBKrf2hIZZHpFbhG3UFgmveUmMHlVNrL/7WYL2FeTkWt1oEpzb5RhT2DZfhLF1BkkJQRRbpWYAUKNYAhpBJI/B/bSjLtOo6d1f0UcSHX0f6aAUm8LYCwIwZo1j3Z7et489snjxMv5sNmcAS3YIRm08Xct49a51KfMbBymkA1uBdFQLCWQ9ePCY8VAaesZUYDAJhNvevEmejgFBsyAny+MHa1F1b336Hj0wYXAgdmd8h+xO1tjAmXtNkbwWo9mAGZDbgRD2UX30pLE6URMZMAKfF/DxEDZKfGuDB8nV0bVhu3El5wp1wFt77N5isIDvbZ2o2ug9jG5TnKjygEcHA1wC4znrqHtLdHJ7Qjbo4BP23wKO22R+ClgVTo8kI4Innam5ibcFRlt5tdWUHCqypazFi+eZXCmPHrDlOimkqxg8S9TOCrQ9++JAQao8PcSM6o6cywV3gGYDajCdPXeeaOLlpMY6aFn3MkGux9xHUVxD3mQC6gFSt4aCuRyAOuHqt9aoc9ViSEoD3MNIoRuDeYmuOSN8ijxTmRMWZwnSjJa5+HdH7s1vifJx3SQcZRzEt2LJlwajN49hCgKINMn3dsEAXYvMEmtySvndc33Vvbo0XGsgyvHLUJIMh6RTHbGy6gwceeHCBa45ScDI7+Xk6VnJ3GZpAHXp0mWk4hjwpKCC+dhUyt9kBOr4emLG+b0jsfI+ytY485eulvmFS+i7ujfhuDxXYzpeFwjkABtkCxtjT7WWuYhP2jYGplZJ+1B9E0497rlLGvPp6UOQmD73GozU137x89/BKMbliLtwcr5XNvcf0E9Hj5lxIDgwrQVtHKUQFtlHaCXuehqVqWWUwA9O7i4T6UcE8EQTVY8OEqNPTpB7747i2gWVWEtKGqett9X/D2ME8e3575661pDYD3R97bjc+kD7BE1C9YW/jkmz6ZE1MEz7xClUvHWZINf3gYvrPcC1Mmi0CakRPzyIouEnsOT4f/EX/zu63lz5L/70P2UR5CokfmU7+DMpSrYIXAMtAQsQIYtHFwa55iRiuYt7zijqytPNLKb2wwmGsN0BxuD+119+lY2CbwFAe+BX5AoCQf0imPgdBOSPtCpp1I4QhS/dPuEwUD4cS13XloUqf+ZmxHvAKYwqBGEa3gk5ILVpkh4V3ZYAlnEltVZ6i3ThHiBlPEzMyzH4rDSF9X4YVifE3o1SeiQdmtczApCjiKQQjBJOb5JRZQtwVOdmUMWUANohcvWlZdI/mI/R16R/QxRzxEFslLRBSoWJY0bJVbtM+xDOjksi1Y2prXB54Sqq6BWQTQSgDtf65jk6jOkZidSx6AdvFbzDebqBwjGSZwvpOD01x/qcxV19G+P2LEZ9J3Eb0hiRitpqpFGQZTk7tYO3h6ou9O/ZSwTI1iGmAdrxwVC1VXywCJmceKle8kNszrBnVdRFXnr4bBwwjB6SdWVdOnhezO/SFlBbGGX/K9OjR0ZRZVMfvBXJ7UrKzI7S+ACcA15dnjXBpHpEd/cgqhGkv13nzuB1Ggbmbj5nFPcYQ77PeunV0a3Lw7i+331bT4g6VjrKgpRSoxHdbdSbjz5+n0GelCskMpkROAqH2UQqPEFPdbFXaEWxeHmR369gCNEujnPilgN5xhDL3/jWt8q1l14G4DU6Z4BK4I/DtXpka37wwUcJ6kBZcA17ybNQcnSQzVSETFmuqvHLPTV3gogSBVxZUej2nopo06PFdnNRlAB6U5QUE7QmzJY6AE/PzQjuSxdYBmQI3wiuBrVtz0V+o9H2pR/1HsxdCSvptF6dEJmTaMaWpqcSJ2OopYjqowBf471xGkzQt3ESdcSNrNXlHds5DO0eBCARnOfvV17GuCPjdZPM2A3UGzXyCTwv+q11F8/BQKZhKhKyMErHM/eDvXiNBlJvxZO1jYriWrr7hyndaVkYNcMnQqggit2FzXSU0LJ9KHO+efOj5LgPQxVj5MNvbd+iWdRtfrN+CTh05stbX/wGai1xEnYVWVi8zC3JfScONM68xiEWGadSbiTpFUCMZYmqAnNt/zbwZVapefPGeNLqg4WYoD24I5zCW+MWrHoLx5AaepXMm9K7t29bxBSYiANEbpePy8+/f4fAMmsr/qhgMP8xkHwY6SYOzLCh8wSSpMd6IZSytaw41KFFxNsaYuqxqi/HUJQv5B6ThlOxSBYN3HjtjXLh4hVau50p42wZf+f+A8LkuLvYka+HmHrrS1+kvna8zJ9boDknHA2kv3HjNTjR5fRqEfBHKObHrJgVMMy2zFDJs725B9ej9QRRVzv4alTLqXeRLu5PKyKJAEE+/hd0U80B8TXMVbfUAcHPpC+I6AKhdk+2S5f+bq7lOzP+opMrZr0hxxhjk3BMXUC0YPPhjQLxbU2kB0EEsXuAkVIxp6ocpjsoWFkqPS2MR24nwjn29KbkN+sRLATXA5RUCO7n1HvqtiFUiqmNf+gd45wD5uxuflsE3o61vXjguG3QjVhHPbBYBBiB1D7dqOwOvnF70b/yOTJl9Xao/yulHLtKMIcqdTJAdWTABbWN0mSXwRhUss+Ojo3Al/z4tY1PADE7Jm7eYQ40gYLrd+hgNjLMdpoji6iSBD03prjXFMsKsYFka2t75erVl0P8QyTI8TWJm3BdGll2ejgvsAPcqXEER4kIHxbGGPXNW2g0ghRNm28GO46a1oeImSrwA1lRVwaIL3UH+uX2Rxu0QzkiJvQSLUs2y09/cR+JwdrLFHmnXy1Zm9hRrovriRZyDFyP7S2ERFGbUOXsppMZwFJ8GnaW82kEqjZYLN6HKzx+tFx+9MO/Kf/lf/1foa+fK49p6/aTn1OFhcoDedIbEV8pxtMiSD9OyLkPF3LfVQlA1SYbGYAIdvoSCfb1KoAhw7jovvvv/wcwhKHy3ru/SChaT6bcyjGpGrS5M40Y4C4ATPVMCnbhKL3zOw0mizCAQN4FrFHTGIJ6iwBqfMmcYkKUKoBEkM5t/uz3cnfejSKDmhU5+C4Zo41qgy7ViG5VKYJ1SLd4W0JwjA0xCnTzLH5I1qWZlNJVTT2AODi3Zp6eUofqnKVaCUh+U3XiHggSEQ+yGg2vxFulXDI3IQvtg1EMOdnpNpVWelYs8DBVY0tPB+O2/iH2BXN10R2TKsMueTcDBH12aO2tp0V1qmc+zOmTcv8BGzSj7aTOwppepOTO9mr5/l//63Lvge7YfroyLG3cL3fX3sET84jdT+bLf/af/8c0mrqEx+pxktAm5yYxkikLBKiWMh7i1LCyy1JHXZhVahLrJe+e5jisBVKgg5cHF5RuzgnUoFONYY1zCHPt6X75lB75T0mdPzt7HYcBKjXZ1O4ppPFrMzM3xTYj0wYqhkKH+N7Gwqr0juMEmJo6Q2ETngZDwXDGRAzlrwCH7J5wCxPJTAX47LM78YmfeX0e3f8Cvv0vJo3BJlMDuDIX56+WG5dvMGgCU+pQcMR9KM+mpgcaFIj+PgUEqgBDpLG6cBYQ0xmo/OE/+oeI+atU0f+yfIbItXNaDE0Q2F1NPOS04lIoloGLh5qYQ04UClav1P1p0YVcN+xZLiAm5zq+CZPjXNUPPVkQRf1d7lD1UM+N8SeXFlkcgwSlG6lBHsch8npnuWt9Qh2bz8nD+NYxt/EJHtsQCPMRviGWmiSX7ekV+TlJTsj3SKchEN7nWBzueJy3axO7g78jvRirr124WYpayJE5hFhiNDMMjW38aIFbCFTGgEQzt8otgIaBv4G9D2//hg4JP2Oj548pNBorX//WLESgm9nikGP6Zd4tP/zB7fLee0ijU/rusKvKFvp+p889waH9tdNy6737ICOIyo6I6vNGcKdhfvazVBU9jctThVNCxKuHauSYpsbQEIYlaq7DKH3w4C7jwPGxP1GuXR0HcT3fvjm1YfEqbut11MEhgmPWAx/tMVc3sIVppnlCFkRPIaonc0tKjKJWKQfudYaQMnoIXBwB46tdKHVKsyhd8CvXrpWvfO2rTGIyCL1GrnUfo2EY6j0/a/kY6QDsLj1wmedB6S7AytN7qf3UJhiFs/eIOqZ9BNzDpCwlShYAn/8MEcMZdNy5mXEqd5ZpR3cHsUfgxVSCqDpRE4MQvjItxhokFpTiJe8Wksvpw9k4zAdvOV1SX/nez0q3VspZPSTndpMFkUKo6SYMUonoQet6Pzm6yOl9vMaheC/jAEZuPVt2IZ1Eiji25j4aevWHBgE9XyINU9DQtvoL158ElcWr9kLcf6oEEiBjMTXgFKak09B/bmRm6vIBLFh1Zpjg1BC6sSMJAwN+vuthE96xl+D4+ug1KpdWHmYOv/jJT8oH7/+KnJlH5dvf+EeoY2wjRDrCKbqDVVFTbO6wuDgLB4fjH1KZRZ2FSXGmSHQg2iM2VF6+t0YKBf06aeE9iAq8Qw7X/dOnIJqtInGTmpsvcjIsW7fb1cFcIrN7C70QDmhCZgOorXVSJei7M2Uh+iBJd0gDN7Ywge0K9QajQ5th0ttsPDFBDOSE9iS17pLl2wOmqM2nTSR9CDVcj55tzWUYLB5rz0tRbMQyaQbqVhi3LffXz2owawoD5urV68ltefjwES3jNssbN14vL/83L5UrF66XR+j7w+iaTx9T9EsOzj0CKA/v340+aoCkT9/8KZobjQEoffozBLSmefk8i82PSUNVHVDc6ulYWXpIY1CMTsapthxkbxBehFYtCUqK8AAq3FhCcLlB9iC+yAlitcjeErZcHxKINPB6ddK8QJAAhi9F8NzLp3CqiNPeJ8TQSAARW31Rl10lBonERzsOpVJF8hCARAruK6mC3DzH/qN6WGJQpzKpFop4rcHAOheewfNClBHCUlsVGu5K0odIxe8nZFb63OO+thKF/HA6X/r+q+QBgVkL55eW6lHniALrWQHxr1y6UL7Axm2LF8zpP0dq8nvYRxSibD0OnI6IkF69zNzpj7OOl8cuZz1qZIcoULL4x61CZQD7ENfKAxIC3bDDxCoIWFen3Hpnr0q6Q9ZMwtPf7w45JsIdovJZomhc5Qjv26h7Zh1j+A+xYwqtREwrN36kW/zMjA6LSbj+E3BLO8aN6swZMk4E84b7Y05EC7BLiPjRwVmhJqH6eyJ8//iP/7h8/PHHSUcQcLraokowCZOhzBvZQn/85OYndFXA9cbuFG4yvEJwRAmw8mC1/INvfCs7T9y59VG5+f67cEUXku1+lsyaxLAAwHqLTCQbQycdJQgyT+bmeVo/D0MIegb6+IrNq/fZIQiQ4BAOYJG5iC5KBfnAXJGXpQuS9XRFhre6phXRFWme2x4ioIis6A/CKfL58Riu5FlRAbwWrBQpai8gsex3JYxk+NuEEK6aa31VYMeDxTOVR3KaSkR8ZkyOWxvj2PRe7qW6JqJKESnn4xqNWguAklMievK1mxf7Tr/Fqqvq5YBgdafK/SRnd0ox78eCF+cjLHU1+nyJOg18eYYILyLu2V3BHvjo+gt0XpsnVeK1L10Dy+/D2VUTCTyCgLqGD+iQtsIWOusExnbsv6nEw/ExN2c8R0MaSKpD8wjTmLHbkfZkR0IIp3D8Y5B38FBbh3VQPeSeVmON96bLHsGrvl4efPcDIP/a3ioGPCXtMxPAgUkDYlNO9lGtBlTJx4EsJZGDbIU+ga/fXLFBJIIdlAdxZeK/ZP6uuUwQu4LnVwkvt6/Zt91/+s/+hCzLD5NyfPPmzVpOCCAVvXpYTC9QGnz04c0Az+ITPwuMzwDu7fFPsfDXyh98+5tlkUZAT2fHy62Pfo3l/YBEIgvBLfPbQkrYS/0BC8SgMOTGCbPPUMo2PnsenfK18torLxO6nwj38WhVjXxoPoukIlOQDXJSnTCxK+5NvwOoQXgRRZRGYtVz+STStEhab+lJiR6KXNl+ksXTnpQz52BhahNXVZqaDel9I4G81kWMyvNcsjgyj5bA4maL7u4AOE+kdnTaELyrboR0kbrWg9ZGViAPHFF37hANlmozXTk7D5VbMpnkBaGCLFy4mKxUVVQLdPbwwChlhaMEYedk5z4AMh4C9+Qi8ZwY7OjUBrhMpZjG9+/3RyS1GR84HZiMezdF/KYUWAhOV4Vx3I6T06w//8zkFdaSr6roOvae2sIZy03BfGHrbi0yL5nMEC/XFcWynPRUO1CbHA82yCA7H5qq1h3eT5LclUtT5cr1KZ6LJLPbGqWtg0OoQtb0OmbqbCfPDJTLxwsEsk5ImVaN85ZmBOBSQpdvW77YQCEJjMQFTLtISvxf/dVfpcjkj/7ojyIa3eHCzEWRPjWgRj5Z2E02GLA/jrqff+t7XofiV8m9v3/7k/K9v/y/y8I8Pl1KwF7/3HW8P3RHfvqIfor4+50q4t0ChUEteoyaAwITy0+OyxLV+PeJYD4h/+cf/+PvROLIjTYxqs23yQGAxGfQTJbKYlQEF+atT78iOJ8b5E/vSZBNnTxFHyKryNcgaVp68J/niYottvt1JIvE1ATn/CwihSjDmSuR5TNIkhYpIrPveYSuQ71L7iSC3t48W4NPz5GL43yi/ki4/K3nSz3cU1UR9F3rU9ft6dgSFHIKPpv/TG9Qbl28Ru94kHaDlt96RfomAnIkJRximJzGPcNc3HgtUW6IO14int0/YRtMiQW/vkXmxhh+/NNHPGsT5H8AYa1ixNb5rK5R6DK2ALeFq+KU0IOiCxSHMQl1EBoQ6GHP6R5Wwj9hPMY2eiOTCUQlss01wqgW5DMt1CXztWxClT6oEOCly5fKjVcXiODa/Zg2gj6H+Vij7QbSOl3WYaaqgxOUQE5MnUdbIaJ8vIzOr24MMeoHBfH1lplnZvCR2TFOcsjYZtQxdO+QHagqo2i+evVq6iVFdvNDXNgRTtIOAOzRy7J1JbrSCkEsF9QFs031ylOAi+vqH/79ryXy+JB+ieZQDLCA+sZrj8oB9EMyJgHYObap0Ye9i9Gja09V68c//H5yaIz+mX+S6quKllnMdHCLMaqOKrcHoIwlKkZGKF2IxA1hiEV+xwuQhNu0h7+IRCawvYjYJr4ljTYcV9uw5uPrt4+CziFc5NBeJ/cQwT10m+lV0I3os8ZA+ra7mwivq9i2IT7XuI5H3akQqaNtQp64UVwPidbFtQGWSKwoMmBlopnZnfgQSh8VcRJbaYXEMZ0IHtl5hXGNEBsYioRDXWJOE8cTZZw+Nvt43ZQkEoOwHSCCe4zxaJ5WD6Q+PSF33Y7GJ3RTYxfEPTMlGcckbb+HSUOOmgNgrGU3SOV8OyO6wVHdbAkCKFS/7JMpc3H3kTAZYJIdS3QfQ3gyCNXACcarn94yyAsXpnlNYQdy7uFT8Izi8on5uFK3UJn04+tEOIbr74LAgzQY0yyz+IbQEvf2WaZyYCcgSAaZ/wHPsI48JYyOzZQVGHr3q1/9Krr2ebZWWY+qY0OhcC4mq76YReCzYiMGCkThxhAihJzISRqh7EG9Uu4KdZCrSAQ3ITNl4dCuAUTcNNbMP+mRtXeM1b2P6B0BCc7i+5fqRfgHDx+iBtXN5Fys9ItncfyXPjZB5KpPN/w/AapW1XGcvkR8j7YNoBpCe7S/y0EzL6gm3Yk5x8/PVCPmpniUyIRFrvudI5y9+Tr4yvDaMfgesS5xRRrUi/0+nyVozteArffhGZFkipxKGLEJQCxbp5h2QOgJ2tO7ga8blj9NAHCa5LIu6qiSpaZXcHeeG+agwa5/W6MWWENdcE08c1CdGaRy+lH64Q+PUDhi+qaSGcRQleocwM1RTYa1Fxi7nh0ECjZZZRiqOikMwRDtom+nmwNzlRAGwRNTrWWm03Tm8JDY7NEfouP+3hMIY0Og2+OW1FYbG8EbhPqko8H1tQf/5hq41KVsFFtEBpC6ClIWjqH8kxM6/q1ByOybawvVUxiqcNnj+RavmN4tkGtHQBmVEXqT7wja6bqzHlXxdevEppxLzxZZH38r4hVl/j16kd0w8BTMosfZqeAI3Vhj1KAPhIWRYnooSI/EmZiYKy+/+oU8sIPLzZ6cFh2MEZjQrWlxs9X60eeZqDtjLNOa0ExNDbRBuTsAMnuybSgrwoRT8f/Kf5tF5rwYjkIZhIp64Z8iQP7iUBLwimvTZ/o3Y1O3ji4rt5aFcKRBFlxCzhg09T68wr2CxWrzGo1cz4K3z8vFHM/O9+G5pKpLuiCVULkF95MI6vjquAAk48KeaOZyTIqBSV8ivsUYrtMAjMbnL165HvXT6/XdOw7Xk8kFFsLJ+ua6SYQGrxHbirjq8VavTZNLM05R9+hYlRTprnF6gSs9/xBvHO5uYBIbSAEisYvgukR56b3RK+ahVHd8MpyqXyudrIOo1+ybFaBEYgyRmgDmwPpapIjfdyC0oxOzVZ9yX3Qs1r/1/lnotPz4HurzEmuGgUubE6Xuhcu1KL9PANV9et1Y4v69B6kjCeNhDkakT2M1SwAAIABJREFU8zTXwLQKxti1kav+ev35X/rSl0hLuJhJWO1jLofSIIsqUHnTmDSHXcq2yGKCtnTxIkBJk3TO3SNryWhdH+/NMGnJdl3QuBEg6vn6qvvYD4pGgxCmSSgJJu3Dr26/SiEDzzNbcRhqlSTUCY3MijRVNahImKb/ApLxtgieyQb763eVqzefG+KIOiTmeZ7SQUMRxJETiPyRBnYHEDE9t7lXiPB3uL/XhRC9Rg7NOZYaihwupqpQy/29TwcxHXiiEwhPPvAS6Ss1eK5jS9VZozIJu0DCZ4BcykGbn16ioCbzrdP7rf8HHhDBprkpLnjmjBkpZ8Z2OQVpeqgmFrmQHZCxVsKpZKhuvQ8nfbKCmxX4qMK0BB6E1zXIOTPo3bXsULgHwCBvzXCVIPbIF1J6SxTuYaWXxjHLhXUYAHA4vnPD26L+h/5Owg1wVg3VUEVlI+i5i4rWGbpfzpxdw86YhPFqh5LWQFr0Nl2Z3e9rH8Ne+0mc1P7gkfkNMcawamxEWMS4naNjrronjdTiRz9/4UJEfB3sYKUwgJgACpMyRG/3WXPIrYu0WMLOBvu8pvHX23zfHJSzlBg6cFUoc30U0enAjDcnzf9BMDt6ud+p6aZ9k7UsdMAekFBcTHVn1Ru3uBQ/kkzmd4zFhdUA1b0pznjIyZ8hs5+ZZLiPf3sDDs7g73q/3IPrVdeSVtGkAggx5YkczlTaajdUbibgJCyvDSLkkVWt8f76sj2C+DwZxcRdtJ89Pwjpy2tlBHLoFw4R3Ml6FzmiUlekTI9+EMBq1X3sojFgeYZ07/r0Oi/HFgRmPj7fl5Vb2iz1gHnlD+5vLg0PUXX1GstK5c7HEIX3MeBkVql9N8MkmvnWDMmaeu08wsH53Vcds46nGhORKYSTgweqYkrZdlwiv0xEAnJ4dm2WqZ3SMflUnyiOeHQAGJLeNFVO6nKdBlz9AOm8QteIDka1u7v47AP26Dqm36c1HqNjME6YskX31k1nLy+IVTi0wcnup59+moHVxUcsMEC5vZPa3asGbJgRrySGJfPSCKybCDAwfggAmMCT5a0YwH7exuBNuiqy1e0eFX1u/zNF4MHJd/k8uj8KYTxJiZ3bA81COCJJgMi7wQ31BJaTQA+AArSqOI4lej3nmNSUzwJfpHFR22XmnCwz66aNwGOb80RInyOnq71vTEP2GEZ1UA2TQzoGuWwWCRjVVicV6f3NZ8og6jN0hUoUvLPg+rlrRBc9WCkhPidwxfgdF9fnJeF4jfevwsUZ5rcY7Fy7zyLmehDBfjhAuFxdXEzxiUeYUu4DuHOiKg9XQ7QilsjtWrjw3jPuSb4XuUU+JZ1ZqhK/dGhaiZJFeB3DEZ1/2oKw7lZv1b26IEHg5DpH/WrOybnCW8IOAYgPjEkObuof32e/Bd4dqgmAWR8ZjTOXeQmLgEeD3h6driNJlKjRdlhOb9RIHGwJftJFKWM9JhFOZuUGc1NwffPv98gwjouT2/I07lkZV/cRaQWhRoCUaB83jLOfM+UAckHFUkLjuKrSOAq/vb74IVo0H+F/1bq3T73dunJ/BrxOcYN+ZRfHHc8Nl9+5u5S0giTBGcBgkn16P7oIuu+UDNaBqjrpGTEPRmPIniyp6OJ8uX4Wmzc5vhMPx/ddpAdiTs739OgBsK07Ux+5CxNk4xwRpu3S5j0jWpm76ddBEADc7kulBApZBVkrwmcPW404vqt9cp4jsRHZcE7VJ+9TxUQdO98HMcVREZwxVYTxmTp/fQZI5/eBgYlqBIo0zDBQ7QF/9SX0e9aNUed3jbpcxygdiwStimJ2rUifBDbxj//Fa6UU4Tx132y4QV2D6CdczchUsngvZhrDWH5eEV9uzHXgi4ht3UWMcJ7l79oa3t94QdaVtWZKiRrDUjL/MCGn6HpYQWcNBmPL9p/cM3tgod+f4LrU2WFfV9gHDMXMT3AMGJziFjeY50bRJwTGBqPf+iykANrIEU4aZCXz1TqtBFWdHZlm6a67QwmDjTjC3yrS7Dlxch4ceHaZwL2lKmOFjDrwNhxaqh3eh8o6Fgbg8gKE5n+PuNMdE9qkpnSG/PGnK0t4bWplVnyy6KbuXi2xTaKr7bFZmB2MB7b2y5q5POqejEXAym30BGSvUl6OTfuicncmECSsHCMAde68gvQSAf9S85lT/b/+bzgP9/FblzaiOrepXL1FQC/yObk63FuE8l1XsQ1pbe03UnZOyQMUiUDuVrf3OcIzkjSSpD5bIy8rzCFKqUKdwiwqSTlGOWEletUtEUrVLoTDvHQGHJLHIWGeJ9YiTNwSZwcvm020WiJTj5dp+XmVgnvnHpjxqkSC3535tm1KRFh17+T5qE5JOFI6R+x7/k5Kh84GsYaXgSTna2R2kJTijDVqkkThHLlQ7xT6u+P3qGnIcoTm5pxrgmQ2pnC1mvWUQi2HtOWfcsK6CGPYKF+BDzZw1kKmaEdmu+vJoCyC6tIeep+WI45fUOtQSXsXmSS4KxGKJLQQxPnf6GKsYsScExNoviwf8ziwAIBmsiJbVX18AH3xad2hGDxBLwuXATg2RzJrTi4iF14jkCXQJynG6FOe5neDHd1KbBhMFt4YXF//7jEtIUQWRbEdcw3emMOd4m0mYTKWgBALRNAe6pb2gpPKwgJw46FKEifbIrvI2/7t73J1CSweDJC2bfmdYhXHoUhvFkuRL5B186UplNIRwnEbnUM6RSvj9CsbLEkLPmApPDxPBBBWkVyRNpWYVNcU10qspCRENeIlmYmASFhhpPTjUopVYDg4BfZI3HJDtM+9tlDuPbxX7tLRzjwZm2pZwK5HzneJwFpeM2t1STumlhCqiiFyarOQfGa1nBIbg8924TH8YozWOIVw0/abo0Df+mYDl65jh0Q4GVEMeBhB3LB2I440EU2ULKo2VRUUp0S8HPzGcvEu8ft7tXOqBOQ+Rl2zfhKJKe2VsCpTgzCRDEoJsqh5h5l6XrNGiRUwryEM3yPslhAA90+7SOIkWQ/m1HUHOXXXTBYAWOwgcJKzwhgsNPe9pob6sKpG1IGxUDT3MRBhixIBLMCGyaFoa0lb/VXD1WdITIrWcFrmO4br00VZ3nuS7mg9eqZbESaA3dyLKnJsBAMk0DviczicW1+P0oDnyIUDTJBb1UUkB74tsr9ofEXNyakSKhARqVhoe7I4Lg32QebTqh4ih4Y3jwhhebVCXyTeZ0HUwmuJY0UA5++qKx1ObKvBfGLcyYlUUXh+zcOvCFC5JAvs9y5IQ6ByfpUQx8gSMy421kbse5V7DKyC1D8hm/IhjaFu3yHCCkKpx4voqqvOr0X2qBrcx3G0xOw4WsR/SN+kVhq07wFScxhJV1USPpaQ2oRA799FvH+xhzCSfdYerxAPaljLNK0Ia5/JRH7PIUQhEAWAxlqDlEH4QJvZ+z1QhyM0SKtWUnFAePGAup7eBOYRqtMLyNrVwSlxCUJCVc5P/JUxDfzJd795KndSj5djBmgiRSOOnIwiypVRbXDn7fbwRhpFFWCVg+hb9ZAjqirJKTwUSy6KG4cp/nSVjuHCdBD2dTzG0DJqusCGwaYq6NY0S8+76R613bTPGcZqNzVa3dMqqyHGK5H6m2zE8Uc94RB+VbetSUrh9BquAEU/vdeYnSjhOTaRo5UMSTITIflOYvYavU0twnhetSVAep7XIlfiDVyX7EoJB/j0qGewuMYjRiVIpEqQ1troqKpvqnPGE3TdVgJlLYChhHWEhDuEC+5AcOvYFE9Qbx7RLW6JTmlj7Ayup8Lne1+PSCXm5nchRo463r+NfWbFtr+1SNrCwOu0EXR26Dr0/p5jBu2bb77JzjivlldpYaLU8HktDH2mqSKpNwa2Hmp5v++QkYSlvHBCOx7fhUXG07qBJRQ+y8U9fFb93TVQ5XGMqO6e4z3jIEHl4grPM+ct8Yw3X7n6tvRl8yA56EFTURRaZEFsP+Ji7cP5kjiFnm6vdZuk2iqwRyhPJBQJrHxSNFfakJCo2LeWl99cPC1x9U9YA7qYfXgIj5MUZaX/MG6qHi8lC7chuutYsAVQPdSh1eEUWuZxB+F4d9zwVdCOCwSQgPAbARWmoQh8bjwGaVmgECo/5+C22iQ1Gc1Z25EA1YBI5l7CgdVYdEzeViM1TWARt5a7aYRXKWb3X2CEEedipEuFCABD6coMeKYwy24xfK8B5xxMEnPx8+IBzsHnGDSyQ1xyWfjiCOQWhdfJN7m/vFSeYmeZwpDWJF7EEeJvjheR3q9aZG6Ryt9zjoYkz2pf7fftu2nN/u3cWkRUAphi8t5775Fndb92vQb+bezHcej2bp/VIuaLn+vfEmcd8HNpJ0OpL395LqUr4taF9f/PpbesTiC0iC9iMxxwCsWW9xTxqAbzpV6j2HOff+3q2+qgqdThJYLlwREjcGNEqIihvhqOp3HKQrpQniKTOYEaMbWD6Cah+W7KglX/MKggvlHCde5lY6hhdNZRDFv77nx68z4DwlB0kwCNvbiuqqBL8bcGkxPhcUFanpWMQmmYzzG4kBpy97wclOsvEoTzosIx9kRq+a6mJwi2iiRaBVr+ZqP6soNXzYOv7sv0mgFw8hgR0A5pMghz4UUakUJEFqFF9GyO4DghWCWoJYStkZq+mboDIZYQd5XxITrXUSJWnQmie1/ubx3yLrbDpsYq15C1UzaVnKyZiVvaMlU1k6CFXJXM1Vul29I0geqC9D3Gfp4rsQvy5x4l7yNMXf8W8Z9LqCoB/S0ELnHz7LsP7lIO+BkE8EDIw/1pOAAcVb+EUQx4fogm4gm+N68a4XXMdd1+i1Dq18/+X6WrN6jr5nukWiMlvamwtzX5CTihW7c2IahE4DisOxEflIhd/e5pkZFF0+2Dfiq3AUC2eTaPXoRSnKeYW98sf8dIwJjJ9umuVmNwBphwyWzCDPe+eIlkNDoF2N0szU/RUU0V2FG9QGS/9vLfS68YI3hWwG+wkdce0Tbz8XEkJcdcH6wDruWB3L/lEkDS/u/yy+j6zcK1HD0E4/gacCkbRDaN0xZ+Lp5SRs7uyoDjXENdqIRALojh7SC30hDEqdKu6ug+x/10fY8qJFBRcZICa50AMFDlCfcWUeKmc5HrQps0JXEof+qiixfyL/VxwKpEsduFxr1eDWC/rgeHvCa7Qx/x9zAMxnu3ak7mXikg8GjzjVpkbjGpPU/4tn/7/iK39VznFMnAeR7Os6q/lThMNPQexoNUi5aXntJh7+t00T4f1cdrPVpN5kWVx2UIs5Mi/j90ISVRDoH2wh8JQsoNOXxGzePiNhKDjIPfwxQa+ArjZNE6R67pSjHAh4WWIzIIRGoQnf95itmT0cO4gTkkFk2k+Fd3G0jRg1M7OL1Bpj5oANl/0yitlVcCzsCVQNHDsPxkKTniK2SEumt6j9RSd0E010da2WTrxn12aZln12x4O4gX6DCS8PKK3Chqqjym2VauodiWaTbeiiw85/OlQBUYopct/yS6ilx6VKpRqtC003C7SC6uLwHru8l3cmOUnhiuEr1uMu/XIoHo+gz55SggPCdV1QcmYp6Nz62KWQV+3RuKObjojP+Q6GQQ1H/R7Y/JZiWICKcaa1qBJEquTxy7wZplpXFsE/79NucPTgQOErSwkGM846rR3Rgjax7UFE68hQiEU0M8SjJVXrd9bfVt71VxljaMeJDGYGxdDNkVbI5f/vKX0fknSJwLsxKpm2HU94qs7VciMODN8188WuINUmcsDUE351W7s443zEQtQMmZkcm8ZRx6D3WDNnTjI5i3Y+qaExOfaEOZBopqpwAu4G/3ahqj0f4cGw7MQ8WmwVoz23IHfxcgemHU8eTGKyQIvf/RzSC7nGIVQ3WF1m76bBOY4sFyQQHohmC6KW2xMTtN7e4a20rC8cdGLpG6TOALXVvdLa6aEKkEWQkhm6pBkCeyTgHCnJ2682sXeDfprNXQ1LfsWKtZVM+p4qMiYtQUkUHiYGy+0vPRe4PtQWab3bIQLZIPYLPkd55REa9yMJEzSMzYMxaRntNabpToLQP292MQWE9O63lR4YmUYeFM9U3DXIjJ9PA1cqHMKx9i+0w9XappLp3PeLYmrYQB9q2hG4RuXjw4h2ORmbn2dawhgRzOxcPrPVp4tAjpWG13LnNbw8uk/acB7AbSP/jBDyLF9QBZxvn8ePHv598Gflm1erTz8FO7jlEH6xfP3jJn199hy7h8lq5CDWHIWbuSG/BjVeG8MOPnv+425Wci5yjc2lYS9px3B5E9sgJtQHp2/jwFBpNEWCkRw+C894D0Auo6raE9INtujUSzB/S7X3v6JEaE0V397m7+5UZmDs4tQBPVbRDGAZgiEI8LtsEh/nuJYp9KrRHqM2dIZU3EleHvW4UU3aZSqvqbUTqDGybAaYyf6kFRAslpofAsIguTzSjMAAXJ0hyWDstySrmXHhMbUKma6EPPfl8udhaqIr2La1AvgQ/OMdYwDGF4f/+WENSlI3aDyIFseE57aMtLoIlEtgjWjC/cDDI0b0kpIhEGoYCNyGiMwPlMYmCu7xyWRzAUnkxxCDuIMC+JTWNcuLaI2j7DzyJtRaqKQO1vdZiVsztXObP3cD18eY3fvcix/U488bzoyF7DGrlucnf1fsc+yd8PSS//Syr63HT6xqufq2MABmoIagoede4ynCqtXN+WMFviegZE/nhGAM+gWwlZB4EFLCJ6JB9BTxtdVYNWyW03uymaoG1lbgbolLrdLsW9A9QoruEl0HA7f+4i4msvfRhvvPZW+c0HN8uTm/dYaFxybN2+TWKQO9Cp0syzG0qPprGjiDb10CUK0TdWPgviG/S3QespiBGSDLsDocQEDnHZcxTrIoVJRaL6QVommE+t6IWLEPs314fYA2qFxjWIZJgabiiC2QypTTP2vnpkKgAqB3VBBKTfeQhAs0NF/qT0wmm9TzUwRaDK7aqBi5GW67ADmEuNczxXiWzy1CKH963cpOrJbcTVZ4qEaZXNOY4j4+PvHOCBc4lxlhwWCYnFVP3D9WqbvSM4mLuFbJuPDmztjKaqJdk8Q4gQrPN4Tnb+3f6eR0n8Sjze8xvf2UYxk+ZwLtoEHu11enDa++QHDpHWw3nYw9Nim3ZOLRyswPqbv/mbcp5aXt2f6hvq/BKN10tE2nvq4Wp67fOewaV51u++Pf/d0avcem3Ax/9cvyqhVNfEkIXFq8wLZAd/h3RMIJlMrOzMnp94W+21R9H3CcBcp4hkhIy+q1depkX4R4iuJfRxtmjHs9elAEK3o/rcNikGdlN7uPwI650qF2/O0+VW2ewrSI6aYuITA9P4rIuLh4Fz/K4y2CgBlShA8Kg1cgEQ+IDMux6JcH6njt4aKuq14RiuFwvoJNsFbxErYWo5V6Ov68rys+VwqlgiQO2d4/XNvRtEUecOF+f8ZGbWx8Qd1l7TeojkKI4tykyDzFnEOt3c2zG5a4u7z/ja1YMW7w4EhZpXKS9L6CwrRyUQ5I4uiKgUoCxTEfeYTgp6eDS4k3cvDBsk/l2E97OvF1WdFulflA7qwXqlXLcXkdfPImqde5UoXte+WkR1TeIhY86uaVVJao6Sqq51G9PTuEQZrPbJEPNx4WL4vgDnFt7et5VM/v18Xg1BxyLOqPIKM2m/4755Pi/9fkrHa9dfKecuLBDLoocn39lzc4zim86Z87Nvu2HDGrW2+tUncEddunQ1RtUSFropsA5WDqOqY36K7UFsC6i7cZXdNOSqbgywQ+TwSN83Ys3c+gO4hfq1qnEUAJFJbhekFBTqvYq6mjWoFIzVze+64XaIWJq16Qrbyi9Irdoh0mdyIguHej+/v3jEQIUTmVzXS5tAOAHnhNtwn+yeyDNCTCJ4AlrQX4P8jlg8jpErIseMqKqJxCA8KjFVDhjVinvHoHbEXsxhuw3hs0s8xJykqlfXdGPHJ3B0Wab0kHmY8SiHktufqk5AGCuI6cd0uNhg/2BTAVKny6I6xlrS+dvI0iKlz2+RvIVPi1iBpfwm82zg6B0bgvFav2+lg9+3SN/+5rvqpHPyPA85anud708hVms6jPQqTeLm1E0LDN3Yw/hQ615tx/2748mNg+gcIHk9j7E3w1ZrCKcRHiI+h8yRR6UrxCDIvge332IdhkZpckDZa+fKK9fffgyCGyw5v3ARA3WC9OK18stfvJOKfRHNDXENSBzAvfXErBE1tJ/jeXZM6VpIzOS3SIba3aBe1lx7FjutuRmMdCfW1Kp+deWK8KGDuEYJBIQ9ep4LWNUBW4qrv4ML8Zy4/Y8TjjEdysbbwthE1kgDF8ZFkyuDMHI6X9occunofEoGgOJi2fRqF2Mx3Bjg24FXd6X3F7hy8lRg+Znhxd/P1UaNY08IYH9iDDoHJKjqYarjb/XlLVy2aaKLNDO5TM+Xrl3zb4SdZO+tonjwHBmEyGwagzEQG5zfJyfnEc4BlTLjDOq1lRDlMapOPJv1Cxhd/yBHfTd2EDedT+C7mqjlj9xLovaJcm1efitAA0OI0rgNP+fVrpvEXbMrfVhlDMZ+hIeMIIwJmCqV/N2MWw89gdl7mHNtLuYGJOvUanRMk2H+Pt/nZNjNK4vbfsccAt9nvzswPuWLKm09Xe1BghAmZg+4u2IfHb+L4T3ihhtoLRt4GTuvvHHjbfMr3nj98yAaBhR9Mpd5BbBcaPZfNe6qazFVNfiRky6MgWeLOJOURpEWphDY8s8C8EHUEwMItVGSKaborsYeVe615HxH1NX+MS6cxokI5DxcJLl4DfGbT2PfdBdKQtBIkgjUE31Gy418j5s1LtfmJZE0IlpDUQKI/qe65D0gsFq04E7n5q27A7sJeop/Obi4oD9eFy42hpwZZBTRXGQ5eQp5Gknmd7oA2xz4qFwM2rSFcTwgOg5aF6iRXFtfSJDCWgbivSU486eMhD/F7Xv/8XIitkoBsxZVTyoy88Y5/nuRIz+beyOtWt2+1a0ldg/hsC+H5u/2N2HactxWNWo5cS7iaH+P6ieBahAzTzvCVcmpZG3Wh7VbXl4Grx6jqjEPmKOc3+J4d7x3/VKAzn2cw+8+q31my+mlhJbjZxwJhkjtDqz+L3PhKwmAG5fzi3RfA/l3UBOX6Q10nw0AO3/23/73b3/3n/xJUop/8Nc/RHenOBw9316MfQJOIorc1vRT6x5F9lH7PLKY6t5KiAlcbr7AGLZmpIkU+fq22Ta7snVFZkeTBtlT5yrD5HN1TzpoKVikUmRW7m3ffjl//Mb8LAfXV+vCWdzsd1ERAIBXu5AucvRwEZ7v5P5ZQF5KBN89xyJ1FyC54JzbcolIONUg+342+2f5napRCrSREnYOsChfiSFH20Z3lUEYr1CtaetfXRi5vNHfMcv8Qry636pxZyEFVnOdehAfqQBx2eVYV6b6/F0QZgNfucqg3F7JrFTQpgqcZJTAoJVQsTmittV5JR9dCdJwQREy+BIxU7l7GIo38o5859+tp8e/W537RTUo53EPvXMtIWQFWTPf9Up5HdOqY4FoZSqPHrkhCHWzzGfG5mViq7hRsTbXtONoCSFfNCqOc67P8ykwJjl0Q/jm5oQowgyUZPbtOS5z7u4Ip99SreI7JUDnz/7sv3v7nV++U/7H/+F/ij5WtQ6hJIeneoqFlMu2VTdWzFiprn5scMlaR5ORzsxM57PfG4UVk0zvZWYV6QQs/8llnZzDFun1RbsQNf+6LpbzjAErQnOiKpaf62ZxuDABtvDxsypCJisomwWremm91n1rIyV4ZdEbwMr9jR/0kHY9dE3z67UFRi1G1nB0/Kg5mwRlDrFb9uG4m9hBmxTYbGP/7IOMdokzl8mdSzbZoGEHO0fuLwEOk05g73vp2UZGXZLUTPuo4tpgl+dQemllVIP0xhCqmsNmayD9Ove/D7c8YH5DRrdRs5RGIreqQuYt0kRLEKKVGwfh1OEbzt7+HbgD0NZVqZohyqXqqbm2RXw/twivFPAeLX4mb4pnSyoSq9sRSTye07ZPcYFEPPX32CESgOoU15k+fR/HyArxnUV0/8qaXccMg6MSXyXYjPDZb+059b0STCXISrh+n+xOYGXwSltMbXUNXd+dIO3jr2TqvPHmF97+5//zPy83P76ZZkBROVg8ASvnE4mceK3Y4aYijs/jfRfLXDXIOlkTgq5cuxqA3CfVVYpPgQkPlvpieXNdLucZ+gLUl7k19zQ6CqLxWwzE/POIxibM8r2tMlQIhzBWBvXF5wwOaYpx+h4dFILTYFYSmDQmNetlcmxpXcFnVRddmtnQOeqLl7szCZsdELOYxci3I5jNr8z774CUKYuUeLAFTITombcE8thv1PRdd4Jx259hEEHEV6WxOa67r6SPZGbSjEOpBRK7NwERqhC+0zvg/lxY1uGOH5MDY9R2kDGo+og0aTeo1NMNKxPiPbDxfiJedDNPUcULW4iUqX/z9BcIIno9UlcHgwZnXLAv/Msq+B/PFTaqNTorrKJL3MGx8qwQRuBamZmwVCVWBZKJmD+jiijBZqyokKqDK/RZVQI4tstXrsV54n5ddtYWF3QBRy3lIaqAeRhH5fgSioMQrnJUlxXGIs9VCNAOpaqEVvxRQ8BGhKq0agpxF2+sb7398UcfhbN7ozj5mwCFLqdW3PgeNaF5VUMS7gviC2xzwZfJGjTgM8TCmZbgBglSvElX/29rZ95jx3Fl+UdWFVlkcZMoWbbkbtttA243MH8NBv319PkGMAY9gHtgu9u2bO0StZDivs35nRMnM17ylaiZdpKvMjMy4sbd4saN3X3VWBsGMVBSIeqFCVhXD53j0+dn6qwkEJMqE2ttuh0HyyjVsxmn7ZC4KAIDVSgZ7EAS9Ab5wAOqdtTAaASGvS994xQXLL4bWPBSPwZFsIzUAqe4KlJuTie5pvUD9BSxM8RV/a5raSX90cDwQhXRbh4oDRsnUd5Z6AFuyyVlQxnIES9XAAAgAElEQVSY+4S20+BDX0WUFvbo9ENN7fhMh0MwSstekV6BNgTPPKPsBZSCDkHIzW0J+Cv6695BJ7Kc/WczYFwhNTUr4dRG80X6Kj6Gw2uGrZHg21obw1YlFApDTC58Sg9It7tot4CjlxlSjJhg+Fx6Qlc5xokjjJjCTlco6zqQ4OrPU8ii6Io648kESQqI5GvDICPCXDEXFvCXfpEtuzqzEdcpUynQD5Ww9yG2k5mwHPX3KMlcACjzeF8REHAJNT0wj316OQMa+G5MU/D2gyLOPrUsrFckCaEsB7Q9McJwy2tgzS1nSS7+i8zd3YXVHv88fUCMZFCJxjR5cJGPB5qwcLJiVNUUBC7SBu9mkF6CzJtXgaZrUbiknZA7mZtJopFG6IkUnCNsmBXJLs8ouvqBbC2fMA88JUbhEQJ99e61iP5MAqNrNn4+isT0bhsBKQRu3Geff6HdLb72exry5kSLN0yLsBUKTZWH5SR60wkQeuEJV+O5KxbFU1wKvevTwRJukckiBPPZcPWtvVbonWtsakrBIE3dInAjrI1cCjU4YLc8xoO19YotucWjPXRXvTusGPvlL3+ZaS9D36J/gz4ADDq4W6n9PhR8fLNhUFQU3ylQfD3d0twxDPF1b4svuegM2vdBqPOt55E1LAfXrPQQ2B/uCf35HB/JXps+RUXEsAES8zZYFsiaWSudq1irhvkMHTRCSoBNI5eRHg+6edMnBYBDBmvECKwNVgQGqdAgFIkBvbV7Y4OAVRLJlxjq1dMypWBImThZaypXTgWHGYYUMHeDMnopWGxlSDzvrQ5cKTnTPxh48fwmchB+WHOEyXlOJ6IdPL2UUHChz3m5IEKvibNr4p+sG8rnbVMEB8P/DVuyyPfnQA7PbSI+VJgwHmICeJuVflUGfRlxUZ7FR1fmrRGQrQul4lHYU4OnVrfyDkSd0/JMhvrBd5TerlIUc4sHaUo7+sIUZRtVyQPjBJ0UdnBgcRKNZGYDMP8f3MA5+Qa+C+WgaeGDw8JQx+XZRlIy4o/CntBRgWsqXqIg99Qe+0In+RzpgDYrPj9X7VJYEESBuar0rQVmC2NVUFwytY+n7Di7il6Qt7W93dk1bdovorHA7h4c3V7eukJ42QeUkrjRhHIa3Vh3Z66LLj++IBhcBmpaXAR6N/BX8Tc7AOXWPOFSMgoDsLk7vErjuljvI4wcn6oHKlOGlZZvLmx0iSlvAcCVYyYoBcFqynI4wmVMUXSOq6TfmxoAUigoVjZol1KhupkHDx4RILtXwCcMgxtbFB7dgUMNwBiG6YdgOOB0UfgI2Krg/KDTfBSPFsNEgiGXxRorbvx9LITB27C4H9/KbzsepVYE3nB9SU+edoX0Pw10+Jz8wSEXyp7aZA1hWrZkL1rBD//dBUI/8qQ7GGR8eLR6yLK2V0ZT+dJG4pthHlD65DHys6UPPugW6bD6Z3JPT1RLU3Pe0K5xd3UWA20hW3xmVrZvGUV2MiE232eF5xtI4++zHpRpqPe1HTRp8Ynp3mODIuJRgpmifEun+WEJEah7foQoo6k+TzYUmKll4lqqE0IXH9YYYnyYALWH5MGWI0kk60Nt5D5ujSSCHxZUkahtXrmwDvK1EYoiW+hYXRQRd4PqEDaivFjvuCMqIC6IWP1YFc/R15pgBAvNnDTugTBqHKr84WqAJPxBiWyFh7Ehz8u0MUaD2Cc/mkZOFOEoU5UuCx4IfNEDsrES6o7C6gevK7PKzYo2vi0sVjpwABfwcPtDHwVBf6hBeR8FTEHVh2Tr3P3jDzKyEg+ldPD0bD3B1UBWxAUX2mbEGzqELF0wxQcWyr/33nvaOPZd00R44acmd85LvrY+4Art4x49xVjkYtMz5MiUkR9pBJkvtME0F+r0fSKTSdbEcsJd9r6hBoDwfp+JWhDQg90Rped+qpKLBf1Wc0sYC7im/TXp7nxT29lSm9hKYG1hNQLEBxSMUWNBx97FjEsEj69ZPxxLSRj+OzuRsXHTUuW5LQAYhbnPOwpahSl4Wzry1+XzkXR11ZIVQ4Kgn52uVK/qwepTM+g5PSmqASiAfo91p4A4Q2ZuynLTyLYLI/lAsy2nUM8zOMsVo6tTyue2gwwBGoWCQAUbPNml0LsFbCYh4lhAXhGkR45dM+xbf8sLxeTDkLGVbDxzx6rb5Vz+gQFXQtxeIP/CwaWEIL+j2LRnhIdg4Pq2vWWlt/KOaQ+iw71OQtO1i3SL/HF1rHvqLsYVpjfxba27vqXtzet1mA4qnZY4sEPZlbelrbunugw6jT74812BHljT76ecpqId/jiO9OjNN99+v+6K/b5hoUCGjN0w0XN/gb1aDUYkv9KUZHo9EBL90vR6MHADwnc965NpCZl6cF0zPC+z975KIqekcxap+6J1rcofpYQ4byeo/BG5+3XFAPxeuv/YDoTV807LdzOAAhUh4MPHoik11swxw/gKhoEsKzWuh/Lx4BfCUE3wUG0UXBQLipoleuc7+RHfgyYAJQsURLUHl7ckGUYjFgnlEPIWYOgFCrtMAMONSOVBRwF5dXQaZUCocTVwF1IIYARumtcz0xWJMdCFDNs2aw1jZee35DvcQOFLOsL9Lf9NJkpNmKd5670FBjyghzDzHHpRetFqeinoQ+nRHbqg6Thxba9BUpSfni/gtgvVBla1D57HZ5qeQfyf/vS9RffAY6hIMBvw3ZMzFBycfQ0a22niQylEO7UwI+c3NN5ELXB0eunq+5RtqKhcsQAg0i4rgBEnXZl0BYnYEd9+NsqjO4FYufQlp8TDGBjyjQaCvtHwO4rJfBUsPycm0h9M/67nlCiPU02Txr+j0LFkEabASPp0aWAaDxfO+J8c1JyuSvmSuBj41lrJRDwsai0QVXkaoRkZpXstossNOCyjY1Mi10fCi754dI7uUO7ovgWvGz0a0M0L+IBnl8LpsxWCMAoDBZ8eDLsNlFz4JGBeEyqaKGjehElx6T1CdtSaHYn0XjUooWdl2inxyDTHp9okKJ0bqCiahIxywROsJ1f4h36iQOCvNENz/YYi6z09TemEsKJBNOZCaZCRayTkSaFTAgokffJxO1PwcG1cSFXbetMxKTmFxkZCsJh2EbiOZv7ZICg/ZA6PWKnHBLbf/OZf7EpzYUzRC3DMoSWj7YHyg/wo2KXHAMGPGoc8xR/WmnzFOhG54keywO8D2FbJhCILqE6Yrdh4bkl2wLiSIi+kQixOrT/cPeWAcFySYWHwLWHIbW1Ye1eT2yDI0wfEVE5NZ5STwSDmgqe6xFolD09FWIiVhRPOWdvKKB3YEJdBHXxY8s4ItAuQ/iEQbKUkaNhOj0hQRAmXMAo28amNWEl0wmAUglctxvQNLJZPTpei2cVQtubd4B+YeiIXlka0ofjEI07wD695p0ZyNy/5Oj0/4aj4KAFtGxcs5e9uVd1dEOj/F40vVBgYLHShIrVg+AcUMa01uD/qSrHJM98xWLXm3O2KVv6WYRrMrjGAyW/EsUhoU+kaOTpf0ymc6y0wiMnCIdLFeBEHJyu4mleDPy4kwgl94Hdbi5LgoQc9xaPqKHdP8BOUFqBwLzUVOCFpOkHwKNgLqUbC+zFdO7vxvjEnYgkq4WXi5t743O1bOV2YEjh5hlVGVB+NoDJHmWm9QwR7r4s9qnq0r44IZmdgC0NAPOfEQnZyMzRKibUXw6BW4e6THYrqQSIRiWL7KB59I3uO2qQhDS7As2D07lVZxgw6UHgEhFGjTcF2ejkzyTWdvytcioZAGSShkNXS4obxzVU/X6BDNLUrsTWiPSb92q3o3hzSjUZs9gZVBKXF6voUc9WiLmwUulFLULPR4H4pOpiFOCt+84/rlsZkFQaZ8LPV5hnFn+SethLcHj8xjBrEs1aRNcjrW1RE/FS4RaxQpOxLAehFFD81ot1UJaJ2sIXnv97xv8ETgC2knu8k5eT+m3/+F8kdFzfHKqED8NR34RV3JznHHaK+jjK65pbhgHZ4RFuArdFvqKPl6Ozq9fer8C7xlOxQNWgYxJie9TkUwoIwwcxrHOLpR2z7WLYqfEVR1+3s6Nm4qcEujwVoUhibol7VyBo+6wMVEHZlID4XefsHTSiVvYYsfCGjdMnB5FhRK5B/lPPgk/5/XAQmu8WlSP2UqjZ8oNit+cFghOIGuWmg1oBPeU+BItSfrAFu/KrgRTBYTHxfjEPcA0BekpvCTgxctWTmJcIyqPATobvgyQgwOoy7AR/cRQgezNZM7guPDHRcqQXXd/NuyNhyRkFdi4a/g5JF1o4vWnAZIM/w9KuOeGwC86Fg8w8lHvFQZLIIfeml8Si+4njaMLIFFglIS2Q/ZmYnnS1sX8gPg4EeAROdsC46097N+vwBjv9LF2RU2EmZWpG5Q2eaTXyLeWVXpfjNrBk7d11V9EMK37idDxImjjQw0Q5xGnn5BpPxU2krgDBuAKt+duryZGHLZc/5wSKwxBDXg2WEKcUVhwCifCiRqjCvdyWCjSzWF4VCQTItgmxsdZUJC6OxLLTusTIkYhzBPVKgJjj+l5f0pFQouqfRnLi2irL49ssRmPCx66EaBmEyGEaPjNsbClt6XDTAd6w0Hi3GxQEPpY8rYHbpMjJ5HHS5set0tCVQfPGVvMQ7Fmx65pMKBz/wh2ZkZsWrIuobYbOMec/UD2VEWgAP5UtVC9/p5lUBM56Rq43PQNFtBvK2+wn6UXyvWdDP1l2Xd5kALyAKjmsdahIlghfwECsPCm2c8/6dpm386lc6EVPzbZjdSe0HDfyoBTsLoAhVX1wKBKwj4t4pQ7iCkwfOcHVmBTdx0w+k5/dm2jTROrgwBDYYPIyQW9P190jrRvNgLtbigRa7UACuaycHWvX31OCFGE7QcwkfArXVsxisDYuVoRRnxhTlm+HxNBp97qqsPQKIMsRi4TPT1QgT6J7E3gi0aFQ8FyIaiWko4gaBg+k3QQg3ymNMECw+pH1U1WoqtFhiLFJ2F6ZnLHtZsm0iI9pMigs/oQINqrWFLpQr/M62iDRioQ+0RptElh9Fo9DreNndA+0y5V0x4AkKJeWCXp7tagivFopVZiMPE578WzOsioPmGOpSW7kfHi4Dfyi/ObPwx7H9Xnip7dMABje7hBR4CDX4zJWCFbHoaV+1FmQO2C9+8QsfP+X0kiv02d1RgQGXYBl4A6r5apG5jRR38LEa4t6sC73C4kcQq8IHo/VvkdiGh5ElYHjLmF0zJ42mjgpaNCi+MrVi6I4qssvCN1qcgAWhzx+r+4jTgXW5QeryREnFqkQBLVT72rFG3iNR6c0E/dIdiO9MVYe/zrMU25ywuuknfIVq3J/49eSdS8wVzPaQuBGJHy3GM+PPyiWlyx1FA26sEOsPsCgeGMMNoIaTAnorQQkK5REExcf6hWelDxhuwaBggEQpVEjTNYcs071rxRcO2ghjd1cH6+nAwvBzKAE0VMlpOLogWy6wZ9RqenYNAU/8PUV7SFPvo79+pCGa+SZao2yRhVeDCQ/Pp9JVxedrDE5qHwvI+A09M43wWe/2AJAbtSjTmwOLxi26QkfIO1qwTm8gBb6XpWVGcUMHKJB5r6wZMKMTgvYQ537xfFknex5dvXLt/VrgBaIeGlahlJFz3Cq+CXDmEDKYK2VBOPSC4CNixa0AWOjBfHDlYAGG/X2aoqwjAxcImyoOVpPWwrKypcolMwhDluwLhBUpDtKAuAUomscSmA9Cbw3VblbZ406hPNQi7LYGXtQcsBuLIGzNfPbGQRjeuFWM8wCNkCbvZ4qHUOiLJgXFGHppUFPL2e1RfszebM+N1YLaQXCw5Fgi+LYqJsKjtkE5YkBwbdwI1Sc3wIWnXRhqF+V3555OoORZ3cHGDEVCDotCouCrBaawtlZw4VdcK33TSX5+p4ZRfmvchIOH3aeBT44dGkZOvI5OEGd1uVLjpOaFh1yoJwrvtpD4KOa5MwFTwHR33k81KZAeHSawvfeTd3fvvPOOdQR4c62BzhX/DvIlB9WI9AyKX3Q+0aBnZJyB0CMd/vW+UlkA3EHGFkc/j9rBZP1D8EsDlhLqNLSaqVIQDIpB33/6quOioOQYlMFEEeNuKYQLU1EyRkU10OTJZgLL/uZlHj1AIEo3I407iAEvW0Fli6KlWkeAESLWGWvLd6pC77sPTnqn3xtc3a+uqQnkbyUyDfRPx4oTjnJKRbwrgpVeTGO+Duemsl05J/g9ZqoCk9EUj3k87AHEtzKYgTrjBWFSRB+RKhkfs++L5vi3JmX6spdQmvfwNvSw8J3C6Ln4zJFA6VLVCF62ZKcQPqT/W/h46q+0wBvzwnMpktsX0CWeUNvi07O3Jek8sKgLRQcXLhQd/MGBArvoxSgYoIeJp43l0qgiTxi1q3cyE++cn402cNMLZ9eDd9wy45MCyFbi0gZADlxHF69gcf4CnQAYv0+/+Gz3S/n6dH6wXJI9SWn8Ij+XIuCLdv4556EPnhemMG8Mhp7q3zPJ7UgrUt5PxCTguaW81mG2Eoaqa64RWn1uaw4g8ms1ClMaxwqrb1hhK2k4msJlxUsV6ZI8qmIXTPLmh4AkyPjIEJqCaGtElScGL5ZrTCGwRaFQwwQJjUKGtXEXG1ad6QdYTwqPmJ05O3q2+4KrQwMZeQuDQdwThWHh6ZHy7mngLVrc7y6hAN+6YGWgcGO1MxgEfuSFy2YXSDCx7r3DZ6rqRYiKHyOiiPBI/1BydlRmFqIVSkpkqxynSQNMaTDyLe6I0lqJpTDCD66ZpyBIfqMQxL3K5MPqgyOMKwWaDAEcY1f4MVxAzRX9mJ+Tl2sFjCE8UxDWHt5afZUcXvkIJCk4vGXqC6dz4vIwnYTeOcMGtJjGnR+wEJCNBujZMMfiU6h5T39acNpTSsNSKvuBE1PKmJFkKSTOCuUbced7qrpYlDAhhDcPVvVY8Eqb0bls1OSpzarqrPxmRtV+EGjujOodAvXPhVTOr1glBtA4xsIyByb521XAd9TZXSglLhWMfYiislpKd3qVaBugRqwjQNtRyAv0ZdN5CJ0uqHqjJiRPFYDwJq5I+VY+ENd0jJ9VHGEhuPELfeE78Qnn/IDtlXzi9njrxiuPNOuQE7upe4CJPgJ/NSDUwMUTiGwTQ1es2y8Yi4FDayEUx3hBq351h7I9O0oWvgOrBYO07unyFf5Q2eZyFWDccs9DXeDWOEhxNnoxHBwtdW/329/+1krPxMcnnCug49WdN2V5wMXVISfYlhzjCbhE6AIrVtEdm+jNtSIxmG+FWwU3R9+mt1IM6kpA41ewhUW8Mpo78TkexwIXHPw4+3/TVRh2w5Sm1XXyhOmBw7E8hKG4LC28pHNjnkgZ5PoLrqbBanrs8VMxhdU6ikf85zocGAWhf52pC9REz0/gD8wdDNRbBnEGUowTCFcEDr6M8M5KX5/cRRZ6RwE2vpIW9+C+R6ZfCJ952EKT/FTABOLypeyI7PlJdBiIVvbeiVsTfqRHCIgM/qiQqhZgN7YTjQE07+JBOvMY/HRBk3EY79jjytzu17iKK4bB7gdFw7Qlwiz7JZEetuHFhxqXb2xR49NxdMDGhx9+uPvDH/7gPXp66ARdw86iGY38nDfw6d0b+Zh/4/nobHRnVgFn5vJ8SCglsswqYOewuSqkwir8JRrIFCF8XIiF8SPctYEo8LI3Cikl3IKg9EoIdndM4hCYXiWQQaIFhtvhE18E1kcc0XiUbKhKfcq6vge/GAHiUTfi9tDVio9vtxe2qWAsvMIF0z98YQrSiUcJh4EAIwMiCQ1pk2Q3KGfn8i3CIX1hLnwZD+3G5Pv8AzbK+1S0Phae93SqDAdu032He2S3SmmouVwowVWFwn3y/OCpeOOFKIKVthx8hsXRnsoqSgQB+lmZV+NExRedS00TPkYexEvvUPgASYXZZwoS8VxoHT+So4514VUhoncHLUYHcIVo8NPQZZYlUoGxzaFPwOUyJeCoP3RcOC58oUSToSMduLvxp/CZ2G08J56uEj8zrlaiYWY+iixE6i7YUoiThHNABHd2QiA/LL/j8w0GiZAZt2aP7ym6RtWn42lU/Z+c6Ows71/DBk4wYDBVfj1ra4GTNQkZUCI9VSX5kKcViPYBvQH4xSo1cIzeHBQLdwRvmau8wRcnbl21ugqln3tktta4M4+AVT4WptNMFzwAV8YHLmv119F3FCopt7qI6YmCNoa3nE4IX2TJ5pC3N6Wlq9A11Nq4hb/gQRropkYlf7eZoHXg1YKKEeqz5TZ0ZZZ9adlDfrwQr+maZ/JJODzs/p10a+Ka/vu//7t2Z3tn9+tf/9q9auddbiuhM8La9Tb4jUJynOoqDOWviVyQSo9MiWkGfQeQ2LcQy/cKZxZSGcn3KE5yIJx3948vaUdVSgCMlyIjoA58eUECLUyEYOGsVW+YjQq2pZ8C/VD+ryp/lSn13+I+KfmRlICamh2ffVi1wqk208OhKh7rNlwR06L8FmEPBcSl8PGjMpNVTuLwW6YBKB86NpqWpPyybyQWaC1gs4ITn8sNeLMiLtmsUI3PLFFcOuehH35+46HwET6Fc3ShohE2fjFoPoNXl5WbUzioMcM6ctYvL+aDBwYVqlqB92cs7raxAYZ6v4blDp3UyCnYqz4kL2cIdGpAaBvvS8EZhoMaCPmfXs2sXTb6ZYOqf/u3/631udd27/zkncXIAQLS5ss88v9hvM0QGYAytowqgr23NO6Di7AaRtwKgfvCdBAZFqDhTcN7Fd95jXj0KdIwa/5t7KLstq76x/Z6Vi5V387XvTQ885UCAZFpgCE3ur+ev9BBcjLobB7KYBLHGWEPgeGdGYRDBqiwWqn6LUszDPQkQCk67lEEnT5nDrRAccCXQoxLBW50wSGw7ljhrr7BfEMd9Lu3b7yXV1slB3YLAnHLXyy4l1maH1Ki6GQadlhi4WZ1lDLivRhH1VrgVMXmGNPWuC44gw67FYLRGqI4FEdoKd5NZ7qH1S+e7rUb+lGZNl3u47tegN02XQ4gSa8Ylp4amU1or2qQkwtfnzk8P5LlLy7+0At9gngxxQ10HvXzWIweNElNUxZG5Mg5zOJ5RtTS31xWOv0cl796rY/Ge/JVLlM8Y+A06ZrDZ4NhDGx57MDPcimkEcDyIJOSgLRrjoEXgmMUz0JXIP21YBE0iR1lZFwBi4jePdFW28RlmxDmeWTfl2HJ0Rx9w9/2ViECRz1EgcAquZ9a3ygomZ8PMzPlGcF4xwfnqh4TN4yjlHr1RVxzUPDcvhC87LG/uppRYHDPZWVb2h+xWFV6eM9oJN3pD5n6LWlyx7VjRqK3JccqYwyElNtN8McopGbgA2MeKEgLgmVKHDGAH5bSABQO//U/4iRMz8yN4uqAmaef60ce2Aq7iPCWOIIxF7KEgxdZRF749H4mUPgzhwv+emMDub1eiyyUmLtz5+s7u3ffe9cFIJscXJZnIIypZMTf6G9oBmBqF/CTjjnXcZVo7lX6tYQn0hxOSNNsYfR9r/AsOe0/LMwG3ibOnN7PI0LSrHNpkFz6u2Ey1h9AFCpcG/akRBEvaKvqxzpt/Vuduq7+YO2ce0kMeq7RwCeSKGfxut1gvzH+MI4DV5QHNaBGIMS+mH7DZDvWei2CtNDXWtBnrFqwETgpGvcQb9dYh2FTwxyrdqHB3nYJCPIM5uFTC1OYx/lQbkMNJT+EQ3FZ+C9EeM70jAFXYDEs5EEhm/Wnz3GzEn+RM8wcV2Amrb+Pb+UJYQ4fuPJM4cETkHB3//GHP3pNN13fjYsMUXwX1InPpZP7ovhLBgtK60MRJqSldxttjlNiiDOHH3qnVDv+0GhYwi/qpmeEyDsygy++Jwx4zIas1cdaDFNhKM4bxXa1Tym/qCFsTmL5xj0iWn3mxrMHwfDTB9NpxPq8WmWW/nxyitIM+zEMg8IQvHbtQmDQYaviZ0aYWTZJVR7Fi9IPJayJBTTYjrxjVdNgJNy13IDNe/m5CJmaqHqEy1clgSbCrTADdxrlKL1CsIxuWQ23Uq66awXZQ7J5VW4jvLAWPaDK0X8PCg7lLC3FcYYHTv0FFvRBp7M1vk3PK0puL4CaBOwUF4v+jK2kLz7Z/e53v9v9069+qfMc/snhUEcP1uJylTcDfA2ZdsXbL6nj+3KbibCCDuKC41DaCdn5e+MU2PbbLNBt3Egtgq/VmHHbMtfLHRGktv5AfL1q1bACuA3PnqjbTz0VX3/1nQqC+rHfurl7Q2sxmTLwWJviMop7pvUBnK/76JEWzKC0i1BRdP2sbPH1O0BTfEpTq+xnXqiBtMEvUkjcKONsEWf6trzqO/e6C96NDWG7RksBcVtiFBS7Nyi6sxpWlTuY+FtmedJWWPDfWMhFPxSXZyhoXKDaFQXWJrzptrKb0zrRuF4xqANmFf9Igxa4TW68j1LC7fPPvnRj9x//4eeGBHzy9viOu5tfvYhzHMG1WKwEzMS4gkexKNwu3QGOzaiFK6EzYY03Z10B7sGHodGD6saCcBvfQ3oLcaTnx67BgTkaupaqCsD4bmsvJaaO8CFnGrShH/3x4wu7Tz+X5ZebwAxRRgOPdNrLBQ2Fc4YSyn18zDQAiBYM6LfyOgNPMvM+OoqHO7XSEwWb+8Jn+j2L0DBevUoTX1AEV9k0CHQtCjieWzOAERdxUQyS0PhHb3B3WPLH+V0dyTVfUAhcI8FmnlSYjuzp+0ohqNtk3x0W2LCUemICG9ozeopHV9k6nhLlPTrlmiYlcLlDA6pput3uAWrk2HlYx2z+6tpLPBdx8H07qPmZtrVnLQcNYOIBlwmCuK62/MZ8LQLgYYvfaxVelIrwOWyLeL5TfabLjbiHiC8M4s/f53wPww4RZvAE23H1zmWf3ExuYSQU6yeGiZmpCdIlChOwUCcnnM6Yfey/vMN+QBq5VdX5plbmnJ5o33bNC3mhQ8QuaWtptkfHlRDrBVd50JbQP5Q9yq/G6bAbwSP94zP37icAACAASURBVPXlZxrzvM9vaoZaMNM5FL7PbpXrCuyknfkJPexNeXTEmILSQzOKJHGvOaGVKMDqNlnJqLkoKVA2+DnfebaLOa5ZdnzL91GTLIq+xi9c0s1webdCkmYUtIVecbr84HumZa8GuXJ3esmNrdfZmYF5+zSCoaewMATel3O6SsOe4s+Izs8LkhsCrAgo4bjm521YCSd8jxFKXgY4DeBEJ11OXGUwovRnW4m4QCZQCk6aKh8W1TK0e+IU/vEcK6zvcmfs8Sse+1ve+equagD1iKjh+5amRZ9q52daP5ltGJcmFg3LD3waj7JV+rVgMfvPuSFM/YBd3P1hqOHCB9wLIY0r1TTEmvlkBRgKNscJvAHVlrQNzHRBctJ7YWW5ZOIqtwW+4UmrV8ORNJVNZyMUH8L38gVX/YpX7zP+xF/xXtPPfJnjJ4/9eISZD2pHcbcetCGtqIzqshGVz9RCN4bhgK7FWxiIr7i0cYvQ8OHc2IkF2COymY/A+mMzU8qYLYNmOFuYpF8YNxRjiTPoL5NswwbzGXpGAUWliJV1VqIs36vwREad78F8cAYWzOF0R/rf6Qm5pFP/nmgeyJdf3tUGWOyI8Hz37o9/JLfnkk9fp7uOLs2XbBvIf7lRzhtTKBjeyYECOCwolpZ8SOOF1B6AopYQX8Vnd/ONuzUH2GOUuoIrnqaXNgt469m1Gm0LJfN+Oi9l0YTHI1m+R3LZmKBJo/WCjkz1gJLisj6Aq3wkMd6Wpx5z2cIwJQPMkT+Db3yTKyea5nojCVZlNt/5R14AFtwhtkQV3l5UMnomqjeFs8hW8YhDHwwXdAMR3nTEnoKIBWcsxnjq70XpKgp+X8fEelBTl4208AE21r7jEP44LuAfXdFCFFswK0bu8dvNNyEBQCGi59Fu8jsmtj0EoBy6UQZ9Ns/5ExcFJHotAgAKguXb+A4OS4lVnY017LhAlR64uAcQbB/bqCTfCsmKR8nXL2MCwA0OzT+LPyQYfHyZ9yON3jKd4R4HQGhYHGW+rMXurAewlyhc2K2BJY2esCW+gLZ9ZUZ8dad/nz3zPQ4g/jDPx5qA0sIWlD6qQnLjzh8WvnvSHKuFrNiKb7aQjga7OWwlfyIlfy6Ff662youj090X957t/vrZN7sPP9IB2o/o1mRxS2h1L40bhAADlco5NY2tp3CgZjOvqRHIGHLHHf45nmBZjvAddwIXCcPD4BjCRX/4xn36UWAZ+3AahQPbdA9+rC4sdPMPV0WwnX/y9SAgYzHKP3ogicAbMZE1FrQH2EPo1//8G8OmnC1TvRXg2sv55iNew5HOlno/SBQZ7lit4Wsk+MDfAc0MgS+8H7gGkQe+OGi2AnOh4NshmC0AlhlE1XKNDLYwZjeNKLYmwjWDGZrZKD/+6EiNWRUiBPhUTPFCE/n597UQhp0MOLKek9e9s4HC8TtRCBazuOeAAmbFCQ/46zzCmCWvDBzBLxUAu9iNn5TF3RU6nxQHK4gFYwDniXC5cEFzl1RI7utE+M++urf74wef7O58o5NZdDplltllQCzKlQJEl6r3FJ3o7zP38APDZ2fI+HngTr8szEcjkt4YD7zhJbrpd+FoA6HLtZP+tUOE7zZg072ybfjS5WvjMGQLlCEv4Nc4kwemABo5UYfCzloL5uq/rSWKFASqteqKy4/+mL9Ka+PK0sMiAcD1OUIh7PDF97Jj1W6MLxjZtyzSwNWrebT9YQUIG8z0y3QRvhAA3PFrlPY2mKgBo/dtXNIUVuJIoRRmVAeCdoWk4BzTyU6+nI746LH2/VEBY+QwG9eCB+tf2RNGjNf8Fq9+EnHEQwFoEINOOcSL0Suees40BngS5hiPQZhV0LUUW46zMk3PmnT24uWJGnKaovvx57u//u2T3Vc6r4y1pFhK78CgdN40a9QojOimdqkiAHP/mnm3IDBk13USyHIZ8NKz6VQmUcYJZmWE61EYonlRcGtA5G0ZDIIV1YWnnRTARoGJ0/aG86LGdTzyFx7qz2W/ofvqisa1+dnPfx7GC7ALAJeBj3xd+4lbuDr5uv27Irj9kne+C/jwYRclQ3jOKPcq4cLQDbAIN4FNN0ch/azAc5yGV3C9z/nbJYJh1rpXL/rtn4qJWZljM2wL64Kg66FGdTnwIssgtY26usyYEsC8d6YwoLQy+oKfRippyKv15aIswwJVsdM7RFwzzIKkkFhJrQ9A5uRDnTIpxVYHnIR+WYfNPdl98LdP5dp8ppNTtDST2at8GwUqPAmt0D2PqAa3w4aGdChbd1azdJEjike4S5L/OzxtjrhOZlTjm5ZE5F6+l/vclzBgm+7ADZDUHMBH4el6LW12ceVWclGLMWef6SF0abPVoA+U1h77bDVOyU/NE3yNUnFT+v+y4sOQiGhUI9gcBO+fkIR3ygh0TfT0g2AYOytllTaf1m8z0nzr9zleGTS++lalt5vhXzCwouqR3ZjjE0fZvc5VymjVDfpuSzyR8nHCIQXlyjUNeGk9LUqFz++t/wCri27MrENOg9SfBtHGz1Yc0HAExcAqMYmM+AiHWgPlURes7g/twrBW+ER7Pz6SpdfRmZ9/rQIpP1XtkheqBTCuNCJJS786VX/m8acNVLpDeyRRfrRqwu/dKr7p4Q9KqF/x526XCNlaa4P4sBWkiNwdb8jcTMhzZbzc/WkoOPODbJXpZGEJZ/a9xDXNvB8KBjWg5hipZsPaIwembnAKJTQwXTljN4BIvlm/nPqXonawO9MY/sALxcIT5TJjUJlhYXnvCqlkvw8U0myRBCJCyfdaiobNhWGLVvJf028LTkf+ZpyWGkDMfEF3qBSPeG7Q2TKP6lTMZxuT7H8vv59VWs90CqF8j5/qmPi33sh2F4iXgv5SPT5yOER/sVQhQHWUz0LLYETxZHCphfqFein8rFR2wXRHuS9KuHfvPd795cNPdVog+atNod4oBuMc+2K6M62QNJCFAHBME8ZHF99stYXPonBDmUeEyK8KiiyhCaUe6ff4hsHT93YZzvJrfCec8iDOrAeGb5ZTcGj3kCccFO0wgAKgn9sauDiOr5/pyEWvD4OL165eNy6ffPjR7s4XX+5+/C6zNoEx2gxo5qCHQrwo/rmIL1kcfrBgy0yEpleYhRXky6IDI/lsFYjrGmMIhyhbxW2uZpp+88V7hbz3QS+NO8PbxuEdZrWB7DSuFcRY8hOzwe+pNm1inoi3PXmk7Q3/+qn8fhTrnd2bOoVT60C8oCNToaliaRzKQlJNk8lQ/OIEzCr7MqKpnhq4xeZQuC7kiGKrutEOv/d2f/vw893HH3+pSXbqs1RvDq4WwL1VhnHOwM3iKkmX8PXpcWq+3Nf8FE5v0VCi8tIdKijrhlmp1cJvPq3LL4elTvlIqlFYeKFnrRd5zCI0D/Tx+VAK8iSOXRReoAH9UI2LxXdNwDengz/CX324Pv9XBQC3Fpf097///e6tH902b5oh2mhdsIzVl2EizZDVH1sw/QEPRhSrPRAiCc+u4kzoPgv33kzHqCYHDs1ym26LSr/3bjibi2+zpe/nCjvmJoJjXS7OOnDYWZdKrMPm186014+Yzyntj7XBLdfnX36tg7C/3f33//YLvdFVR/7ihSzVkQrTCV2cYgIK4kp7wwvyAQ+ysiQkaSsTVlzKbuWXFj7Rwvn//MtHuz/9+a9CSV2lWk/A4o+nTzVdQyWOfYUEKXwUpA7DoAQ0xEdnDpn4WuUUvlMjwyP3SllJhxU/wE++LnxG5vo3y2GWQZ+7ie4Sr4gASz9miqL3jW/fHr6I/75bSWfziYyoDsJTjAVTwjl0GwMDTn/+j//c/eu//g+7RjB4VORLI5m06s48e99QxlXGRB+DRJHqPUSgVKl2akXMQA8yMMrQqnZVdVs6E5UfSFIC6TJDUFxzHuSDRZ4Zuo1ji41VOKBYW1ikNQ7Czd+UBga3z9+bG8mnxl8+kfJ5hwV9B2fviaM03hdGzKZQPFVB+EoHibFy60xbX3jZH/HQX/Eiig2t7EskGMJ12ZhKUKgRPMBEo00baz3VYppHmjpx8SIN6FNNpnux+5+//V869lObRkmjccueyc1hH0gOME47hZ6N7N4GO+EjP2of7xtZ42LuUvNHiWgc2k2hcMKPyiQl0e6FDYcAuO4uHBQT3oE/f/TY1XH2wfXuddCCA18ra+7kV3kavr4bkmtErDNKDVT9Rt9/DRc8pG8+++2ra1e8x0W6rPYPeFIb0wPHkUpsSPWzn/9s9w6LVATK+Ao2bScvpVQO1K9/l6vKBIG+hoK9DnjTbZW76SLEtUrextsqfNPVwvC+KLqe53BMAJ0EMMKFR/cM5qAPKtTRGw24RgnsANj6KAX+uKwze31+oB4Wuht/rGVwNzgZhi2mWBllGUZRFitFUgmgxuNIAy/MFXqkAgO801O1G1S4Pvz0y90f//RnddMxpsDePZgJ3BvUEH8EoyO8PQqMDxzDsSjW8PUrj/JtlpPDrHnglDvvW975+/jMzQqvC0lT+FD4pqnxAzbPKFpl1Dh8M166ewQZxYffegcPF5aRyZyGQsG30gBOlpsNWNI/5RQbpf304499nhZnG7SrmoL4nMKoTI5ONxZ/0ARJ66MJzHuJyHeEwT/ayflHLCPGHQiks7ByJRbhgUkcejqAuxCk9LzDuFooUltQxAfegk96LgCYz+TEd1yYVN3ObPzo7VjDhwW0BimGwHvkVD/7tODBP995JR7PNGbxkVVVq8+fE7kfa+UTrsqJGqLsvZ+9+oE39n5Reh8xT68FsPgJAP4pux7TVXnhSMvrvn24+9MHH+3+ooGpz3TWLUti+J5TvjOqmXZAqnUQp+bdKj7oZ5AOfgX31MwCqKv89S5zvIe1Q2jhFuG1/CBcLka6efdWiMiJTEZt0VqH9PjezWuWW2UZAw+X43I2Zw84JTRtGMHCKPXMLFbfgQ+9PsbL2WeCIBt84WL9g868YgVX8hK/iKjLjds8nv+3CkaMPgNowHDYHKcEnQ9x/eJuOxAetcQWDrBawpv/jEMKSmqYQ4WiOSVeLJBxH4Wm8LEQyJ1eea7Zl7VCiOFRGkQhnAcM1RdKpIamenPuPpDyf/CxGlePNTf8J7vbOloScAyR9Wj6FmK7FYYhi0hvhpSe6eOff/nF7k9/+nj3xdd3lVCulqw/9ZDsmccKwMz1EgXQWEYmkFM5bO/JZ+0EKC+SPgNQhqNfeeg4hg7pyWe8+uYpy0MBkE8LXeVY94S4rQ3Aa8070BidiAGhfo3ilxZcGy7SAU8o+SJv1yqESXA8ky8bY1Wu3D9W785d9euzOksepKekU8SX5a0B9//+N8I3ZpgFIx7CCAs8E8uzftAB7ljF+ojEKkNAvgyrAPi+LD5WupUJaT+kmksVnxxf/Vth8GVmPM/ggULDDA+MCMmEaw4I05oVbj8YxRqMr8CzFyPVJr4ph19oC0ENLr347Ctbcqr4a2enu+vaHeCCFlHg9lDQwccypbrAKRL4u0r3iXps/qxG7DcalT27dktVtLZMV7+0p+V6TtIwAtQ4WD7zmLo2hqM8A+eZj7QhUEzCeqUQx2AsjU/DHYIyaL0js6FxpZ+6nWvhB9/rlwyX0KfFEKYfe2NymW7/rH4OW3BS/Nb6VXy3H8FhyJ1sygN2QstGYLiHiccZatAJr04UxjYkDGgRRsfES/ZHoutTG3BRc7zW4hvDcy4r0vhWBCPVKDSfFsaJ2Cr5FtwSB6qnaxvfgtG15KVnmFcG9ds2zhzOs/EeArVGohRWGAkIPecbbogCUnCGH6pC4k/Gg4JDWnWludCyKFonuzx9KDflb7tvdKLj7Tev7X71y59r06o03n2QheBX2ZiK8N3DJ7s//PGD3Yd/o51wUQfQ3bDb89g+v+YDqWQ4P2maC6Hy9PpaeqF04apUqYhn4Q8+zYW+POuuB+Dva+FpXmu0RifVoN/Z+2rBH7EVfVWhKvLM360Ml3Smaa0FmkasHPJJTGiojE2nerTWuKPBTLiUmnC2HyE+vLpz587uoQYdz26yY7V6fryWOvJ7rY9fhpWZRVzJzQ2QCQ3D5UEnHMB93AaRvFNU1n+r4gK3Qqsiz42m5lt8ZjwaVku3xZXw/ki3KL3wes4+fFJ4WxS9e3eB0sY8dxTEhUPKNmiztRccRgO1Eae7P6mywZfp0PQlP9RU2UcaRufkEtoLbPrkeSZK5yWQCr+vmaB/kcL/5a+faC3wM50PoCNqtBDmu/ta/K5uTHZbzqLqUBtFlrUzLkBqrTW0Etii1fzAwA9+z7S3MDSs81mAxgWGpPc4jH6e7ruUEcUaERe9kINYRWze5LHwGCMj/qR2XQ2OYYNfDRDU2CDlHh+fQDp4ZICkyF6LMQayOl1Z3LC+UffRUAaHwHypY6ZuuhfolFm2aneRprt5qLjCoVR7g/YfdvNQO3jFCm2V7YcBAeeyfD9Fw1EmEG5vxcwo74wGQ8QtCJ6v/XhrI3lrBeF+LKkaPCg93WjCiTCYncLo/hQzOHv4JCfyeDEUG2t+/75cE0XUtoyyCeye/Gj3u//zZ7sz7Odzdk1reWncKt19bfd355vHu//488dS0lMdSHZJ8dVNpyPnj8d2hByS54U16kGi0LnAUflIGRblEk6rsFe80FDCfc6UrijVMFR6t+LTE4RioziCaZ4Dz6Tuy6WKHj0bRo42h62w1U+8SyuJGhCAwKfgtkDYeCimzQbuCohBmPLi2eWr4RMOQat5Brfi81JTFzxlWRJ6pq1HcINeajT8krZefyTj88EHf9LZttd3b8vFYWt19l+iw+Ho9LJOPTQGRn36ERaG5QlFx+dyqIDn3a1+/4OGWKJASeisaKRcGBigo3SulqoC8pxsQe0clLmXhoaPB83kQzKlAOV1h4tnJcI+8kbZ04PjfV7cBgF1Yef6GitB37CYwEgrafgui22/X1FOUA7wxPK7IMC4dHs6B33kuFBGaYnn/XYsU9wSslENgCukvveXF053V85u6yjTm7svvnmw+/1/frT7o35Pn7MTg6yR4ueMpnQNgkPHF8C2s12DKbwWxspvbi+BKooEXYR3YNF+rmoZplJTM620ugTZtYtY9a5nrDwFP+0bycGaJxrgUauSpBiKKvqVjvbES1wOGuMUCvhAr47QKg1+RmfEc2SbNbuCjPwo1NAA7uSPURGTn+vcAR8cLcjGjxpl/LyDHHgpGWMwTE/2XHx1OPzDe9plTTsxPHjwrdpbl2R4OKREuC0+Po2RYcHNvO+5UMytNWj02co2rHH7rYrPfQ6bszwPPnGWPMZo3pznNl0LEekWqzNlhJWohdmHE1m7fEyjhNtCixyY58MVoSg6T3QjIAp9x2LLc9n97eOvNJuSk9az3zv9/w+fSAmljEPchjNfVZKV5/Gno3yKSaNQ+GGCZj6Xt6Vpjw+K6/jGfbrn1X/HpzxL3g4bcp/vhOMpQitWnAJlY2I1TC/Zc5ScguNYgYOBJJn5qQe4Bdy4bwlvDY5x6VTl0jHTw/iI+SGiaPu4QOjlTJ0KbBN5Ksv/4N6d3aeffKCuzWMdLHFbc/h1iJwxes0VYtdIZSgh8/NW8fhOWKtlV6+TS2Ji9V5mzsI7hNKcV7837FDefGuNYyZPQmj67UKWmSbDHn4j4S08hDffLU4rDeENPiauGouhOdKmabHCFIIfcp1H24LHUKyZJ+fxpWmiiq/PnfizXHjewt7yYAu1332nsI6CsaWreTW8/J7jbfNCvnyn9sB/f6laAq2+xRnKCqcQPtAo7xeffKJFR5d3P/3HK5pafvbDFH9WBp63CM8M336fmTYzbIaxhcd7f3tME/CV8IjuPJgzgwprFsjy/RwNqBC2BXWGy3Pjbenue7+j6HOjb23Iu3L3teUDYVs6GnYIf6fX/+LFnXz67kxQvnHN+c358Jlv30dbYZSmOX2e940DYVbSAdvw9c84TIYEuHO+M+5bHJENewp5IpwsP0s3H6lbGYNy7eoV1UZaTae5VZcV/kwjuh/99QMdonFz9/Nf/PL1il8GlNAZMb5tffjGm5k6p52ff0icbb5bWDOTDn2r1ei3MrJMzJ6bc0ocgVzEoQeGiyp1Syv49zdDmHm2TMvG+tD4Q9C6gMU3lj2ex4etoOf3Ff+0q9wjNZQJ+IX5Cr2mxd668ZjjOWC58JPXgrfkPVxMorkI0ZjheSlQKchMpZjDaY/hw7N4njYWbY3ihrvDzzCGIaJQ8O4mG+Ft9CITKfqCtz4vhU9up+fvqN/+isY/6HjgEIxrWjaKA3Rfp2t+8clHmlbyd7L4K9GmdUEK5LbK0rh8m5k+Cz9xVosRqPm7pB+Bc7o5XvGosn2fImzT8d58YlVWIRJe3Hmea4TC6ffkOQQoqdNYJH7TzHzb0tFvc5xDeBbXxY4PxTkPnpXoe67S1yhb+UXbJwDW5vkK/Oay4j8QG1EJ53eoxpihbfM/RBd7ndL0puF6SQORrI+mo+GicHMvkgavOAhPJmZ3T337f37x+9db/A1Vr7xuBQRiM/P6fVa8AjmkVK9ksGHUoe8z7C1j5m9l9vfhR1Mr8dIXvTI+CtvJZsXDh0QMIQZuRF6rxDpYLro751HobQEAz0M8aj7lI++Ny71D+14uObSNxh4Nc1vs0V2JhTd8xfHz+NfGOXCTx2iYN+MFgVjyGQ9/cg/Aauw6iLskdw2hOHRbFofl42qtCSrPZj5gLGbeEK/8drjooceHQUEO7L5+5ZL8++t2c5jmgZ/PpsCXNOOVgKcaW7lLb9KEw2sfXyF6pDgvvEhyn4lp/PME/UPgFdnC6PseUxD05pphw+i+N932XotEPsSnBqmAZtBzuhk33BlgkH7162Pp2t24xXF+39LHtypC8Sdv8nid9SzcmQeH4Pd78+l9zrthKHphzPG3NPBtVuymKc6FXYMwG4Y5X54XXrNnqLu2mQmrEiDjckluzjX16DBDlqkLnTyHh8VGYiodu1PVCq/tVliJOlxGQLwEVQBlwOzTFuE5PumwgqTrQFTzK7EN94CS8qLh4gabOL6ciDiY2jy4V0m3TKuyEN54zXNWCHfGSajnWZzC9fyPUSBKP9OMn7MHpwBUIVc+xvJBA12Z1BhMk+joZuKt1pv0KWzT2gT7x8wMRZrDUuMDg/AY2cSiG8fRc1Q6PNaCuyUYuWfHsfA5BXSwxrjTCxNFi0sz86r88rbjQqhyd5zRFnh1BRj4Bud0yyZPcOGqnItD4fZ9DhcU58kh4k8efadBq6PdbW0DyZ1VdE992o3O0GLvHebhK2MO9WNc4LWKv81w+16EG953ENpXpDXlHD4rxGwRZzikJJ4FNX40z4hv4ZxzVRErkG004zgaUfO34uR8R/XcsB9C0wxrFtzMq+AdmsilcOf7Nq/SsfAAS8/sz5kHgz/FoXKYaeo380c/7nNec5r66lvezfC3vEte58vffBXvG6/5ET7TkvBAL/7zHSv/XNvAoODowvXr2vb9KgNaGexCunXcoEOmxt2b+P1/F8WvVQNFhFLkXqeUW2aTjvSkOySMfjf8EZd4za8MDauGJRwvjTfHdR61jMD0tW/ZmC4Q5Y8KzDgfyqdhGZYB5hjgGvDJP7SBH7XliueWFmBRw7XANG9g9IfrzO7Iyx4yE/+Li2nGzI4LOIxfEO5tVSbFX+hbBggzJaS4ZYUUgKAN3u8bnvSci0Y0TlmW3253mN8rHuV4B9Ocx1IbxE3xrmzQu2C/GkFvzYLfrk0Arl453b11+43dVbk5kWE6HlzTeUBR6LCLtq6j51nQPoH8/39cGDZAVHl5nZVtzqFpuIMgV4VAmm0BKBwXNNyDSWBVhPl+HjXEaVrE0PemndPB8ISvCnoI7kxLv1uQQ0ln2ub0OXwvyjAbjcZh3SwXNNco1KAAe94acebHKzgOxe8UhxZ4uvmKW9OYlqGfM8zQk1gNb/5Nu9A7aSphBy/C5RamIf5qHNPc3RWGrEt7eKVxCoXb2qsn5+rVUxVo7XYn95OpDM8Z1ZWS10kPrTln679s8UtUhTwzD2UGqe01M3MrzBXOasktCF1VUIj3WUcjvPCjCPujw3yb089CMB4jcWHHkhE4LH9tDSbM+W1cK/vAUx6bphAT6cgn89CTWZWjuMz3ujGlqfjPtJZ/xtn941hwYqJIvYWyTh+QYV8u81hvNEy7y3M/Zj98eLtO4Q0OVcz9GtamPQyIfIg2ooauBMwu1SyDFmjCqgvJb5HMYqRmQ2gaZPGPjjQ94eyK3JxrKiQ65+zJIzVqtc+OfHvmbp14La8JdR8/F9PB/8uKX4ZVmEV6q5SN13u/16/fJ7ZWdn8coAyzxWeSmgipG3AeHk0zK8uMY9lLmBVpMKcmb/6+pWGmZUlngVRJ1hRbfiz8Ghn0fb6Tpo3/mT7CiVdFKW0N9zuyJt7QwsWFGIBwjdIjIwSYXDdwJk2t6swT2HKIrhmv1/GneM5w5zR85+qdZ3BpvtDbb+ET++Or+/LWtd31G2fih0q9yiG7q6FXdqzYZsJg2V1a+iK9ORLMv4viV/kqtArg+xg1E9znpi+8mQEV9MqMtXAQNsctg7nPynEePnPaFa8hhC2itXCTb9v8iLpV+VWJUhV4mvH3FAxgzYpXKzfTP+e3xZ33Gf7yfSrBjjPoimLR3EvNvMVvzStGAdjbPC0TaZflt+WX3ht/i3dpKszSCgjkRjiui+GO3wweXK9qrv3ZtStqC1HzPPN++UwNNwwpv8/hpQCYfgoOS0Fr8V+ZmUm9iKC4A+X8npMyeba8JaTfyHJ7lRkrsSEU14CrTJphNQ+XfM2867fCnhkL3CpQ86jFKFNJZ0soafmO8Mb7MBOLK7TFf/tuZdooNGFRrNWiEqXxvGPbRGt5MtPVgkvYDL/0zXH7nTtSQ9arM7dizPf4u+GR/fQJrxlOeVj6cm8p0t2aXqbN+pKCnunryFPRwmTFHvql92z1PrqzJbOZSHDs4gAAHGBJREFUj5aXfHTzzN3Lybd8UjeICoi+Kd1jnXFwUXp86QrbumuBvtYBnLAQXd3F3soS9UdGKgx0GBx7Ca7geV79BJjJP2Ed/cglIpbCjJHQ2IeGg5Ihil8VrIjBEs6N7RW9iItCWNKRbzxR0uO7R8HNUcc5YRs9Ucgp2elvDkTit9ejhYLv/Hjnm1v1Q2ks8KlA8N4lfJgBy4Y8Db547xf6RTndMSZmqqfgWFNfO4JbHgChBWwRlHAirLgSh0Y6eFTgxXWmh2e+z7SQ1m6Q5Ff4M9/5vneF+aZtwXG4ixcYd6CdYLdizBpV/PIyOEEPshKAoSc8cgCdaZI+sKUKGaBn5o1w7tpZTx0wfHhlNdS7cB+0exNdsZwTbpwf8ISTd6VAL5iPr3RpM5JaclbYkfj/UoeDcJAHOszKNY5EOtYcKB8gglFXO4D8y2Nm3Nq8hrCIm/cwsArKvUqYOBXUGpenwknchOz/Be4rQrLrQDxm7kXZFgQHzEL5XsEq0vb7eXCA17ht8JgHfLDmC8/zySg6yx2BzjB5rtIDt1eVegaw/d5vxZ37XJhmGv28sYLz98ppzmMvvVDLObVMu4i1RRimZyhk0/aOwkWp0wsXhglrFMyWo9acO/LeHwCzU2R5p5AgfqmwFZ3g1UyGEzPt5MV7jYeKm/FmsPCFagbLTEBeaNt23BkKYgs0y2+4KNgUHi0gGkqNayOkYYy3souO5315dsr0IBBlKAkAtwxPJill2+/OI9SPQoclGXgofKsMFeA2nSk5cM0Cn2Ft8eC9vmm0fgAz/cFx0tsDOSUIvKr85NcGe/OecWjcJcwd3iscnojDd34VfGnfwqqgZv4fgrdkss1LpIYH+mBio4B+GsTPeRa/3pdFMUumGLK4FvCwfMF1DlujTBF/CouVfiP3Gh53v0Y1KEbDLrHCS4HyRMpPaj/ggw/lVvWACoQKiWkAxijYiFYhi8U3IZ5hxK+leSW+dHGfGbJMkgolSzTiVBiHhELEWVlanRPe+M2nQm/8WtMZbuPMeJ6Xb+MEx1XRCJ/xnmGd9zzH57m4lQ5w2NLRMIcPo1L4W9pfh0/jb2md89zCmOOuvWopaB7XFF79beFu8SzPlvsBeorLHDdwKSBJ0PwaZ1anfluMgNjGuuPgivLLQLhDR20WJuux2a++E5/tKS2Tlp5RmKX4JCw5KD24ULYMOUIbkUGSqPKcXILcDXaA0C2zZmHOAmmu593nuDOMWfHLjEMwtngQZxbqIJXQxeLMaZJ/jcGG0JFh4VWBwI0LvFZrtxqLwl/y2RiM4LTWiDUIczry5D1hsXoW1t61yvKVbxRG4kqGi2h5ReEXOCkAa8msK5RMKhvfW2uZRdAfi5+1y3Ux1potEKJJwQN6krfXRxip0IjFz9z9uF9GjzYFm/KivTzzDxxAZeELuineyJh7L6cBM3OUlpHb4ZcJZpnZoegKFmRnpQjyaWzMQlkzboz9e+HNaYhRRja88RreOCaUEgwxbixFwIdwOw/npplhz3Gb93npt5QVnxmX8mGruHOhnXHe4tK8W7BbiIj3Oh7P+B2Cu4ahlCh0Go5busqH4DkK0uB3XJwoVo7mOWwYChMYMy55pmYhRhq9PG3xJR20Y0+MjzpLMDJH6lDw6YxS7qbxYB6WmL77gWfHQao3zUNdMrg1aYgUyQBqSQW5mdmj5FO90OretkY2yM9CAg4IcFVptwyZcZjjz4q0VaammdM2fnGf4+zlORg071bgHq7B6Jdsf+CrFmt1AwmdYTXPWUkREr0jpXcutI43FOI8Psx4b5/PS2MFGXQR59DV72iUR3VNM0qUGiTGW1opGYeHQykn2ITjUsAbsltgOsNY7eZd3lRRjaP8FbjqBvCAW3wZbOL5InvcE0c6mtMuMzWcEMPE+L0YO0dzyAY9VO4hSiM65AcXnnPyjCepVZDchYyzaZ/pWj0VIe6z0lbIC2FOv16HGF/B7DNqk1Cvc7w5X2LO+TWPQ/AaNuPf9Nwr6IYRn7hw4hC8V7B0FRvlghdbpd/m3/Slxx7lJPTmX3xqKFrYC28br3C3OM/xtnFoQHq96rhSKDNJEL4kzxi6wknPW2ra5LUaxld4MwL2dGMURKddeBf+WUaD/1ZS8ZMBqaRPF3Xp4xuLe15otIq4ji8VvuBeHuEOfDG309iNf5Tb8I4vneQQXXwsTpCgH5XWcBqt7CUzBKMWdPpQs+KIWoL3F0x88AUD9t0QkHOJ9AACMWhkqJqimqBF/iJzpP3NiK5XFSN5JrzCT19+LBHPTV8Gz3fg9td4892waKswiEOxH/3ZGGPcvZ6lVOyy308LXhQd+OBGn7Np02X8x3D5kc6pCl91CLP2fgkd5CYDQ2OMuPBqUorAy3qF8mbLI969zbaQO49OYGYAx2ilUO/xRPLxWEvO3GJIH3k1LysLstEMx2Um5lBYYGd7lMAmTXmP0lVeKVD5xjjNTKtbk1bckRZrbX6Gp2iXZ56KTnSBzWK57G3ofln99yjpIxaVa/oCYz3HOpmeneqI/1h75judthakEFDLPFPNcPzeu29po9J7XojLoQUXfJI2VQcIqUqQL9XGi0SzR1jIffVvBciXWVgQXAGVQYeE2XQWLIo5FKI5bd8J34YVbgtOv6+CURoJ2PVcy24ANRvfiV+BFuYKa+3FmeloHrP1bxj3hs/P5Uszb4He4sD7nNeWf8Vtj4iRprT0m/k7RTSsmRdbIFY1/KL1qp7M9PEVUFxVfnxty1J+OPnMhcFpR8aHaLP1xnhKqVn0YvOpgsEmWRnwTO0QHFZDQv7ZXCrtwSfu8gxixz9+5w3tM3Jx95V8onvfPfBQL6Nx7uhniz75uIxOdtZejrwJZQYyCAyZ+39nIsqYKv+sFI033/s8K8ChPBo2C7xpYe58zXHKbJcphgyr/cMCe1x2UQSITKEvPEfXb93lN4yY6eS5K7R4Ls3Fq2Hk0x/wiVeruC24ewSB+oFGVnBIzOQFbuSxGojUwtFyW/Wh8GaHfozE2vevf7ApEYuxMEyMEzUWv8G3Kb4PmG6NRkIhgqJ7TYB7hASE/9Yn3GwpajC2xwA9TEtwkdMpMS9ktTmHgHPHWFnFxlHEGw0Op4dv4V0LKvkO6iTj46uninB83XsNXrpzvPtap2U/e6ATu0FAicElxFOlphFD/lxGaLgxPDes37fCnJVijtNn7rMSmBE/4Greh+BU2Q59w+J3HKJ5kaNxsHy+P//gGsgzDvPznP8cTtpDeP8Acpd0h2CUf1s427wsC9HvuTR7VV7kWgu8pBvybQlZvg/FJF7yrisShSuO3O1qDJ5i0PjhujhMPxfSvi8EoPQSBvmTh37HuOUCj+V/oWWEz+m3FyyMDPx2zUJjmEpCz66o9EeabtfVWwheuPBUaxaF1E3tNaL8Fa6CcEEbbgLoidYrXnXvEAWqFy4PAMmE3at6mZmDQRVACSXOlvnbb32fw9dc958a5xDMOe/t90Ips81zmD0sfFfpKNTCMNN18T1X38ebzeL3XzMOxY0UPM9tmJl3czhxt3Rs6Z95tuUfaQ/FX2Da6uaqgUd1bASq8L0PS56vGFntXMZldunP0IFMJdBell5IEwPJ5y5ciU8/ajq3ddI+ZGwIjpI3+GHV8cnpXQNLtUK9TycLy5/rrN+Lcs3BpTUKu0r4DC5GuHT55EPqF9pxo5qW5grOhScKpxW8076C2m/w6E0t4zrT3uLf7r7W5qYvmAchTDz/XbWAfTMAYun1f2YyiM5M5lvfee67MZquCoB7fb+t8Bp9jktY4W5A+rXw+jzDMK76ZytTa+MIUfBV0ZOq+cLExEq8NXyNdwjH5t176StPjM9QrpkHM6w5r4U/QSc4DR7PsFGILS/nd5JDSfEofs2rChhqVyr4Xjh7eI0oMz15joEAH+jLT0YTn59/LhXjPnhBOhtYupT1Q8XpjrQ1V7qnmnJ8qjW2x+qgOdGmvGdnZxQBLUo5s+LTI3Q05ihTeEiPrjNBQbYdH15ESP6XVDoun5yNUyxQbJ2m/c19CvEoUTR+VYLVIwOixyoIE98XrpQpxDnkasyMItHCZIjfXFuBbL/PAtgT6FCibXzel3gUTHz6Od9h/WBu83YeC54ROP3+fJ8Hb4i3WJ7vyX/GKUqxX1MWR8MfuG352G9zNjP9wJjlUFoaJ7jj6kmhRNw8HBN6I4sl/oL0CB98RGlLN1EuDkvrUWE9r220akri0wPmnZIVvCg+ODMIZT6mUwOlx4p7iWGIsnt0SW7TFZ05cOOGlhxqKjI1yw3tp0O+LEFkZZm7Mq34zEFGouEzRfD4gnaf8rRaIcEWF+w3flkl6Nb1K2o1yy9S2CM1eB/oYOOnOoXMCwPUtcUQsHt9OGbFlVAIY8naIgBlTvy5Ow3cg/8q7L7P9z5XwNtvVDfZ3Cl5e2qzqzLe08jiO1t98N7vzPfPYovM5lPvYo08WfhiBmLIwUJQL4hVWJrZrRlyTH9xlGxW4ipqGpcL6L2Hxm9gaZ0VmPSHGoyNC/eX9qcAIdTZGPWAhxkm+RmuC9Uqu30sI58LzAvAMC6ZpIi4DaR/PtxOZwHQjeiLcAos7ov+sa+Q57+POTOOMkqr6R8NzhYnuE1fPHvgoIvEwQW/hG8uVDkBmC74G9rym/0xb795U/thavGJFP+qdll4rnN/GfR6rCWI3m/HJYuOdFGKWy5DB+06gkB7DEqhyTiDGZqHzxA2p3VfP9ldu/KGujsf7O589e3u7nePd090sDCNIjd+OfLS3VNM9gdlqcxQEAWlcYzOoHjkT6bRJfNoEfRoldvPI50jxTIg9PUibHoVOWvvBPHABRJrKVEa57T80pglEBsAjrAyls+QGQb3FYVHYD6VRHT2WHn3EavLl29MfZ0VeFHI0fbZ9kpVAZumvWTtNRuZ6xY6KLhVFOhgPKCFyTC0cRK8hRaf/K3/noc+AInzcgPoocvA1KJ0IpPpwC6gNHIXHmX6QvvRsbhroalMgE8BoEYHBy34wHoLVufW0Ig88TqFKn4wmmtEt6cU/BQ3hAPbMabQq2Aar5eE1+VL4vHzx94N7cLRs90VKfeP3r65u/0WCn+qeBhfnUt8oryfsRhFomI/HcaJqM2l/D5hngKqwsTRrZSkY060Nu3iHg1bwvGDLmj94pEaDkzqv/gG7s+l3ZVvv9vd0e+Bzm0yp0Usixh8aALYKi6b96DdWE1a2fsXSlWR5MvzMYi1CneT5JVXEOyV0rsIEwXAWlDChQuFIJa3BWFN16eqSIWbU/5i4SioCMMNNAmYBifwiMvdvQejoNTCz3SsCgN/V7yXvAae4BLFC1Z8n5XNzG4DFCWVMUgc+bo+bzeF1YIGhLKiwJvTDtCF5bOSxkVL4OAf+VnxuVbltpKiOHwf3Y4MaHJBJyRdZH2r7iz6zhX+dFGT18HqqsL3bvokK/rlPZ+e5BRqTiwBR5fk5zoh5pHW1V7c3bx5RUsML+1u3riiI37OtP/9kdwdWX9qEiktK/KITzIo8eJ2BldV4N1BYWMvOrD20tvjWp5EpxxLqCqJCDmnZ7Ddmo5NPz61dcSCvHyJ8j9StRK/i5M/yM0NFmWAEG1pXYrCUPMfWrHk/perjCCtGQyGi7UvGSMyIGDYdPW9dPQ9ihHB7iXYpK2CNL59U+UhbJSZpCEUDJP/4Dd+Jg9p1acdcOf8CdpLY2VZldr8cg2lbBY4eV/h1FIngyjcyoPgFphUjnyx+yVh89x+cPA1j5DOxEOeTevmagFuQV/jJO7CB7wDYIiOwM13DB8w0CPurbmsF8EMBrpwupaw1vBOYVMYhUGwr8jg4rO/dfvm7g0ZYE6SvHw6DJu+w0O3CWSEyN+zD+ArcC2f4LXICx7od2yrpQcS8exEQythEtM/n+hsJvylUw37vvXmG7b+X351d3f32/suZT4NHAQ40Vu9Wy53MIMBsE13n326oUxlrhlHvgPJrRC+732GUYH2fl66fh9kOtoKJ89uvIoRHCNp4YN2pOb4xbfW9rw8CZ/xmt/3863yrYUr+A+lzsvBv8CcaSGS85zwnROaDr4Tz+LYT20cR4KFZgW4KxIPQIYOV494PV82NI6aB0WU3KNXAcTzzD8rpa4jWW33ELp1QtsqhQADShvz3Z/c3t2Ue8NGsOySdiI3hQY06GezLxQbY5V8loIqXcIV9Xlcusibb+2UwISrhMGIMmC2x2GMihP0uhVNl9FV7WPCfoXfqCR+fec7F5hnasR4Rh1lF6whhTyHRUv2emdKhBGheCj2sBSz4pdJM+OM4LiqSLwmzqos/VYY8/sCQA8zjMIxLCMdB8g9CkNg3tuSAlCFQTn0W3p3yvmRSYVMnDmvOX1hJ8mo8Ub87cAg6UIrSgqO4XFxXyQ/5V+OOR+o0n027sbf7o+hGE/ScF+M3zBInGAeWsDT+u/7pWHRQ8vIA7d3wGl4352TeUredHzoHf9J/fJYfDC4rCN7bl2TddcOCu/++O3dFR2XenqqddcqpZhXah/mRGGUOdcLeIgNPfS2KfrZYxHunoYD74bbyzPtHfUM4TOuJb68MQsUySfJ6fEyJ8sJWAYa1D/65sXdDfWXHr38TFMdHu7u6nxX6D3WWa+senkqhj6RtTyRzw90YLhXxP2oQgYZKHBh9LD2YUrwWYVNrFyEzc9VRgtLMHrt0zREi2LDhNI7wSJd8sZSucdX9wzAkEeG42O1ZhzmfBpeGrgXp718l7z24ZkfAyfSbtO0RpzjmOmDJsgy3vrBpeLm+GGB2eN3/Sg67tmxbBKhedhlVhjtG+LjBM90tfdudWXSUM70BdHlLFZe9xkY4WdcG/fRe9djjeJKkVHyWzoV/p3bb2oD2JtCIicYHuewLbswxmfoS5YcQu2+7Lf8owZqLQMPmNZvZlhIIrYjlXAKVtAdiSd/UQlBDstHNpfVormkPqF33r6V7iRVQfc11eE5XZ36pxRuRORKVTYzAvc//lyE7V6NiGtJY3ltXKU28ipMdN3Pg4Y+9074nO8AnrDxTZk0eO0hGWFlIAW+gjc8pagbx3t/VaDGbf7NYA43z929uqa3Fo7LgqJRqXiQ2Hh8roLhzxd7f+fbCDEPBjg/T1ffazHbYF7Ot8Xt0LWkG5ks+KMr+o7VRme6Y3LpJ+2MlwuX6HlOD86oOemelJlWJ4umH6sv/rqs/BuaQXBTm0Pd0s5oVzWH7OEDDn1g0UnbEMNnd41B2yG7UnfWbAsEBZrerQV/aja6SAcbMst/MCRdh5TSEE2G7EGIH8exKi9V6ujXZWYcle0TTWl4QwMIVzQdlB2t8Pu/+vo7bdmsXp8Ll+UO6YBiSrQIo1ClrYswSc0PAQ4XQhFmprWqH6j5ZiJg+CTEucaqUKwA43dIAZs+XXLgBTfCkXwbhVG4dZIZ1WtxIA7lIoobQSwMLz2OE8YnftUg6YDF905NKE7A7TfzYwTMNO19H4Js+uLYdIGWv8YD8zJ4Qyh927HA0IwLMwCK3pmfM5zlGZkNQ1iYswyJFyuLbGNEOf7Tg0tynegxZHyAaQm3rl/fvSUj+uYbN+RS08WiHp3HD6RDOqqUKTXuGhVOo8Ok/MePJ08KwYwDLk7brOFN2pD4Vh5XwKJ0vo0HbgTA7sjojiSSw1K+9Y04NHAuGqmH9x/4+Yb8fUrlyYl8f011uPfwqeZCa9RXAwLMhSbzpz4VBJ8Lgadq4p356igAcVoNouEoU/e9KVFU0HvMFeNWYQ0B27xEZ9Klia9O46zWIoIY/pZuCJDeBFwcFUjht+SndHMDsHnnDN21gNhXHrUTeUKP+oonoSRsFk5GOWdrD/7DANClzCukDOWf8fcnF64RSc9uL0mwWDXowBIf4QeDjwDBW/egUE0ST8/PNYLX2sPwlhp0GCYGpggf+dHATbsA10G48p1+cn3PMr/VMJEfHSKc9I5lPtEoKoOjjz0amxHjK/IcfvLOW7sfvyNfXm1I9sGJ24OCIi9YQB89lr2DpfAs+/+AexQ7haxLDbH2XK1dUjhGG014u1fHrCMHrtEah+z6tTDNYJSASUGDJS4AHFWP0yKd3l1VA0QgxQedN/TgqUZ7n9j/7zA0inXMCByDC8onhzdH0BVu8VgUD8KFW39INQIPYRbigWsLhygLDD1vLRPfltpj5AnLhd0CnTRNB0NTMF/Nf8Y3Fm/Nb8YdwIU33/08+u1LX9PNdBmx4jTQ9HdEaZ5F8PTvu8tvKH4IiuKHZp5Hf/1Q/OLTxmHVozgbRQqR8uAO7PQQxsCkkLKJK6cQynNQZwiG9akWhlyQu3NFhvKmXJv3fvTm7uaZph2om9LTZzQuROHi0Gxg7k2ChC7niwbKOOs7AZFL9DfPq8xWY5Hv4A+PjvHNuI7q/CBspRPbzFQyALgXHPDkj2EUAcucfZ5l5Zg3EWv3SKWblY3a3k2llWkPMMaNIVkg4DxX49fKpWd+Eeoo5YuyGz1lDB77yI8vwYkoC4x8qZI03hzfdJDGzONB+evWNO7pmpQ+kRo132pNkjzw5nh9nvHqc2n2TmO0bwY+Q2uddMa/8QtzwXNJt58z31FWu2pGbbX4iTnyNJ1QOhR/sENFZpFLcC59beuM/GTE6G+n29Bdm4pGvr4rCqfBU+tgtZ/rKE6O6Lmqc6puq1/+9q0bu9s6j5Yp8d7xDGOiWhLXh8HT9piRE3WxZ4rqZ29nPONGG39/Gjo6UEt49WoNJN6ej99PLiV+EZHkAhWBYlXwuI6CLXj7/yJaP7ouL8q1oa/1TMRBMFOcHzx8vNOAr5aHPRI8IUJcZe6GlPJ4nYLyfVWMYrneqxQRUGqEfp2/9Rm8G7d635HGKHst++ryzLkWF+6tMfleOmalnGmLMs740bXGXo/pcZjxb9wWruJMPq0FGt+4wSPdjFv5hSL0N74t73bNFLd3w0D5Q0fdn4CONoSW9TmWN7xsvHzljYtakRsurpRe8M80B+z2W7c0HnRbOnLiA5lfeI2sfvTd04bE7UUD0WmrHlCji95FwUZanoqNYXQTUkobKXqlFiJOaojKgzn9vtoCppdnFqAZP6y+raMslGfWKSfPfbDfrBIkHCj1LzVhibHey5fl77NKRnMtTk9PdqdqsNx/cCq//6knLj3TShrQpveWeR5plQeZEGD5LbgslOgh+MXFaEOc77OS8W7BTvfGIV6/OcL3XK0qibIojeGuuPJt5lmVtuHNq7Caf3SUgtDeLwpaFPsQvBayKj7w26uDRQy1kwIM+onXa8ujbNI7DIFkS/5c4BxXYkq89xij4EJLzrgnUlpMpu2kaoHwi776C/LfNQIrRX/jTVl5zbO5rj56Vk4xSMgRnbQlzTcUWO4OMFG3I238anxkgIu7wQs/ulRrog+Q6nSloTKhSPHzlIVA7i3vFQ4J0/BMlUKsV5gnQOkZobtTSqX5GTSo2K8ZJfdhXPLjLqmP/8H9R7vvtMSRiURZGKxS7yKwr0hVsp4IUp93VYgo/kzYIdzmsFmJG74wc/RkLZI3O8LsMq04Jc98m/MH/qzcpLPhGNrEvd8Dy5ksBSpvaxhPhVk5AaM9Qf5OHpLh0NfAGjD14vdepJ3fCz9dmRixKHMs+T59xH0F1sgUpwAFBC86OMwT1eoYJcaBTmXl6a1B6W9c05QDDVDRM3is/I5lFLUayjwCfjoJggczP9v/aGWXyMvL4nOIpoVgPfB9/oEfeP5f539yuwLJI90AAAAASUVORK5CYII=&quot; 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&quot; width=&quot;149&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span class=&quot;yom-figure yom-fig-right&quot; id=&quot;yui_3_3_0_1_1329889473668244&quot; style=&quot;width: 190px;&quot;&gt;&lt;span class=&quot;legend&quot;&gt;Alyssa Bustamante en 2009,&lt;br /&gt; año en que cometió el asesinato &lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El caso no podía estar más claro. El abogado de Alyssa sólo pudo 
argumentar que la chica había nacido cuando sus padres eran unos 
adolescentes que consumían drogas y que su infancia había sido, cuanto 
menos, problemática. &lt;strong&gt;Su padre estaba en la cárcel y su madre las había abandonado a cargo de su abuela&lt;/strong&gt;.
 Ella se había intentado suicidar en 2007 y desde entonces tomaba 
Prozac, el famoso antidepresivo. Pero esto no se sostuvo como prueba 
ante el tribunal que tuvo que juzgar el caso.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Ahora, a esta chica sólo le queda pasar el resto de su vida en 
prisión. El juez Joyce ha admitido la posibilidad de libertad 
condicional, pero sólo porque Alyssa había admitido ser la responsable 
del asesinato, por lo que se le rebajó a segundo grado. Quizás en la 
cárcel encuentre las palabras que se le escapaban ante el juez.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Tomado de: ttp://co.noticias.yahoo.com/blogs/gaceta-trotamundos/alyssa-bustamente-18-a%C3%B1os-condenada-cadena-perpetua-por-155446521.html&lt;/b&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dpenalysociedad.blogspot.com/feeds/8521447812563615649/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/02/alyssa-bustamante-de-18-anos-condenada.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/8521447812563615649'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6471128389357665900/posts/default/8521447812563615649'/><link rel='alternate' type='text/html' href='http://dpenalysociedad.blogspot.com/2012/02/alyssa-bustamante-de-18-anos-condenada.html' title='Alyssa Bustamante, de 18 años, condenada a cadena perpetua por el asesinato de una niña'/><author><name>Fernando Quintana</name><uri>http://www.blogger.com/profile/14250949934750183155</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisyYU75dWe0mRxNs7Oc2k0NMsFj3kp1ZVbHHwlzMRYSekFjNmddcbCT7NtJBP9ant9pI53CnxGQF9eHHoKLa_QqPfViE_hrA3WpUHckJbavnwA3i3LUnyNgt1AVMlGAGM/s220/IMG-20150618-WA0021.jpg'/></author><thr:total>0</thr:total></entry></feed>